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dfLyoqEovFLS0tb731FmLpfT4fj8cjaxr+cu7cuaKiosjISLvdvnfv3nnz5gXHtJOWV1RU6PX62NjYtra22tra2267DbED2PVYLFZ0dPQf//jHxx57rKenRyQSORyOa/W8DG46mIFkcEnTcMKECfjZ7XZXVFSMfhiPpWrjxo3jc4KxWCxiPoaGhm7dunV0jQqaptls9iOPPBIXF3c1j0lSmzgczihGM8zisQcgDckrramp2bNnz8KFC4cvwRRFgbNd6aoqkUgIdxr7d9HPhDsVFRWlp6cPjzEzGo06nS4tLW2IcXzZOaNQKLq7u9FjQ9xBHA5n4sSJo8ezBV8quK+ChyY5ObmgoGDfvn0URblcritKUD5x4gTSiubOnUumN9o2ZcqUmpoaqVQ69ucNbpVQKLyiEQzO5hr+ZrFYrPz8fI1Gs3v37s7OToqiHA7Hvn37NmzYcKU8xOv1FhUV0TSN09CampoZM2aMO+w+mAwPT54Wi8XLli3Lzc394IMPenp6WCzW2bNni4uL582bd9PpE9EdJj182c//iJf3H9PjXxN5t1u2qdfpXbgez3JTiEEgEHC73Xw+XyKRIPHSZrOpVCpCjSCI19DQUFxcHBsb6/F4vvvuO51Ol5ycjAUhEAi4XC6sZggz6evrczgcERERJpNpSDnd4Me3WCxsNtvpdIaGhiYnJ0O+D/dFD7vd7sTExGefffbBBx80mUwajWYcchoMblELmekCBpeFUCgkUVKXAs5vxhLsdFmMSDBGXLzGdww/hOSMfT+7IorCZrPT0tJIMszhw4c//PDDETO4ULD8atRLryhYIiMjgxyMGY3G4uLi4bvRqVOn3G730qVLh9vHY9xQSdxCMNNAiOBVmuxwA5Ja72OnAT6fr729HT+PGEgml8tDQ0Ov6Hwh+MGvyDBC+PvoPZmQkLBx40bC0M6fP08ccWNHf39/dXU1advFixd7e3vHPdMQCXMpyodmazSa2bNn41e/3//NN9/YbLZbwcImuEWawQiEMri5RwlXg2tyzWtyBaFQyGazQV34fL5KpfL5fHDpY4kWCAQdHR04oITGQ0dHB3YEhMxhZ2ez2ZAaF4lEXC7X4XC43e65c+eKRKLhMkiBQGD+/PmI/lAoFEuXLsV6TtM0KJnP58MKOXny5DVr1kilUkZkj+FODBhc/hTqx/eAYyR1BHPnzp09ezbZIZqbmwsLC2/6yVNISEheXh75taysbEhZYZvNVlZWNmHChPEFd11qq25sbLxWl+rp6cFmFhsbO3a6jvNF/KzT6Ybv3IsXL76uWTfjGyzUCaEoyuVyjUOCpba2lqKo9PR0/ErT9DfffDNE3mrsGKOSXkpKCuHzHo9nHFIu13WNutQjIEIY2RHE701KZLKGgfo+B93j8ZA8h2CQ9KpLkaWxfGVEBBuaw/9+2e+OkeMNSQ8jaSEkMZV8jCidBMPj8QR/htwdX0fj8bPX6w3ubSpIz4D8BZm0Y+Gf5JNutxvrLZrn9/thv0LpZHjD8F/Ikxm928c+OqQxxP4Opg3Q5/R6vZfyBWFOEjkW6GWT61zq82M52sO/YBfs74EGk/8lObTkw8GFkqjvk2PxjOi3S03sEV+Qy74OYwFZmsjog0SR0ce5mMfjIWKbBoOB+j7diHwX0rWBQGDatGm33XbbwMBAcnJyeno6i8VyOBwURRmNxkAggMXT6XSeO3cuLi7OaDSuWbMG/UOiFlHKCXcPDQ39zW9+M3v2bJ/P53K5UDzK4/EwmnsMd2LAECeWXC5nEnCHvl1s9sqVK4OjCo8fP37kyJGbVZeTtGr58uUk/cPhcAxhNW1tbUajkbinrgmg8ndNLmUwGEpLS7HzFRQUXFEjcb7IYrFKSkoOHz5ssViC/1csFt9qyuAsFisyMpL82traekVvmd/vP3/+vFarXbJkCXE2nj9//syZM9e12SqVCirAALKtbnG4XC5i4RE/MHgRbCCbzYYfyPtLTCV4EYcfiwxRYRlxgGDWX9FX8PlLWZ/DbTJyF2K1E41EKkjjkdj6wa0ivIX8OtxJDon/4W8iLNHgTnM4HCAtsB1JlQi8mEPuS/gVSUm9bOeQ9uAH+GxhsAICgQD6AbCh4XlAoBexnqn/G44bTFRI946Y20N6L5iNkGaPuFLBGULkCi4lJUIuy+FwyMwMHlwQML/fP2JJjOEzM5i/EZLsdDpJ9DiIEOFCQxpGJOwIp8JFUFsWt0NANZgGyQK6MRscTdPodhIq8vbbb4eHh2u1Wo/Hk5CQcPjwYYfDwePxTCYTm80GlSopKXnvvfeeeuqptra2t9566/7773/55Ze3bNny5Zdfut1ur9erUqlYLJZIJDp9+vSGDRteeeUVt9v97LPPTpgwYfv27RcuXMBggXijJegNrVa7fv162Ehw3XO5XMZe+kGDyXdicI3PdBkEQyAQ3HfffX/+85/JFrJ//36pVBqsCX7jIZVKJ0+eDAbCYrE6OjqCPVGdnZ0sFutKtTdGnw9ut3vcvo5geDyewsJC2OIzZsxIS0sb+3c5HI5CoUDEGk3Te/fuPX78eFxcXExMDP690gDFGwOiSBEIBIgE/BhhtVr7+voWLlyo0Wg0Gg1S0QKBQHl5eV5e3vXLT2Cz2UqlUq/XYyaM5Sz8pgMOTL1eD0OQyOLD+kddXQwHm812u92oBefxeGCtjmgdEpOXvBFDPjPiAXwwmxpSg244ZQLfI84NYsiO+BXy9+BrjmjWD7kCmGFwwhixv4lNP+IW0N/fbzKZhEKh2+1WKpUkyrqlpUUgEDgcDrvdrtVq8XdiWQY3gyhHE335yx7YQ0INlIloQw8ODtbU1DQ0NDgcjsHBQdQkyMrKSkhIgFAQTdOoCIT6qiNSI/LDiA87ZGiIa4tUFRsyCtT/rSM/xAMWPFLk7xgIXJlEmhHadilzHG2gRnLr4Y9wfJ0/fz46OtpkMtnt9qSkJJFIhNsN4bGYYHAV4u64td/vFwgEHA5Hp9NhmfV6vS6XKycnB4p2o5Q6vLYIds1VVFTs3r27paVFLpfn5eXNmDEjMzPzD3/4w5tvvrlixYqEhASfzxcWFub3+3/3u981NjZKpdLXXntNIBBEREQUFBQ88cQTg4ODkZGRDz/88MaNG91ut06ne+aZZ5qamvh8/sWLFwsLCwcGBlpaWuLi4t55552cnBxwNqvVCu0K9POiRYs+/fTTI0eOkJeayX1iuBMDBgwuibCwsLvuumvHjh04qqRp+vPPP2ez2dOmTbtZhJPFYkE1EXymrq4OZ7EgJxcuXIiPj4+JibmaW7S3tz/33HPYLD0eDzmKGx9cLteePXtomu7s7Gxvb5fJZFAtv6KwBxaLlZube/HiRbJpGY3GgYGB06dP40A6Li5uzpw5qampt5QaUrAr7Iqe1+v1Hj16lMfj5eXl8fn8xYsX79ixw+12s1istra21tbWpKSk6zfBrjTA9aaDpmmDwfDZZ58hccLj8eAHaHYhCxxVOJOSkjIzM3EIzePxcN5/qTlzKVIxypET8S2M8SvEjL6iuxCP0HC6MoTF4S0m7g7Cl+AtGWVO9vf3FxUV1dfXC4VCj8cTHx9/1113sdlso9G4e/du6vsCo7NmzQoJCcHVhjc1uCvGeFSP3oA/x+v1trW17dy589tvv+3p6bHb7SBIxCkxd+7chx56KDU1NSwsDIFeIxKn4IZd1oVCeGwwYR6x8XDgkOCxS10quGdGnB6EAI9YepvwqyH3De6x0tLStWvXhoSEQGh7y5YtCGAOlucO7oRgIoTrE3fTtm3b3nrrLT6fj7JIW7dunTt37o0MUYNXJxAImM3mV199tbCwMDIy8uLFi+vXr5dKpV999ZXdbv/Xv/7V19f35z//GRlK27dv7+rq0mg0kD+tq6tra2vD/FSpVPX19Z988snGjRs5HM6RI0dKS0u1Wq1IJLLb7U1NTQKBQK1W63S6vXv34lTU7XbLZDJkUmF9YLPZixcvPnz4MAnCJO4+Bgx3YsCAwQjIzs52u91ffvkl6JPX6929e3dERMRV+nauBiEhIcnJyTU1NRRFgT9g0W9ra+vp6XnooYeushhrWFjYypUr8bPNZmtvb8e9xs0f5HL53r17YbTZ7XalUjmOzRjOlkOHDun1+uCQJKRCNTQ0NDY2LlmyZPHixbeOH5VEB6EM9Ngb1tXVdfz48aysLNCYzMzMyZMnnzp1Cv979uzZ68edSFYAfr41HXrD55hIJDKbzT6fTyAQIOvJ6XTCykQgED7Q0tJSWVmpVCoLCgrS09M9Hg8ecPjJOmS+gsOuhpCc4Jwf8BBEkQU7E0a01Ik3Bi4FYqaPeJfgewVbwOQNIo4U8lKQT8JpQ14T2Hx4KFDKUV7D0NBQvFkkSA/OPYVCgWAw1BxHJwcb9+TpoAFAcm/GOPn5fD7GYnBwcOvWrQcPHjx79ixkABCrbDAYxGKxWCx2u93ffPPNt99+u2jRot///vckUHl4LVSS0IVArEAgMNyLQngL8dKQKFAyPYY47jDcxDc1nIviOoR9Dfk6Fgf8kcTajbKGkFsMd04GAgEIx3E4nM7OTpIEG1ygnMwBr9eL8DzSJ/BEcTgcoVAoEokCgYBQKESNE2wl5HjuxhwOgmTq9fpvv/1Wq9UKhUKEa/b39584cUImk3k8nrq6OnzYZrMVFhZiqnO5XLFYvG/fPp1OZ7fbMe4TJkxob2/X6XQoKBIVFeX3+10uFyo3DA4OgmIdPXr0008/Xbt2LR4ZLy9cTE6nc8aMGWFhYRaLhc/nw5XNmEY/XDD5TgwY3IilfPr06cEWud1u//TTT2+u/lhsbCzZNauqqhCZXV1dLZFIrlL5naIokUiU+T3y8/PvuOOOsVdhGmGdYrODI/T8fj8kEMYxEDk5OU8++eTdd9+dlpamVCqHxJ2jDvI1CS+8VkCaMjCWOrPkQaqqqlwuF+HnHA4nOzubGOLt7e3X79QTIVLk1x9EbSVQDvhwSEgSh8MhdidcTHw+PyQkxOl0tre3FxUV1dbWwsge0RgiOpDBYXXD5yTnexAzdAjbGfGNCE6kCf7KpdIph6SmDPmVXJY0gGTskA+Qb+ED5OlIxtSIHI/P5wuFQmJEBhvxyDBEhwezRPJ0uEuwy2sskxaX8ng877zzzl//+teTJ0+y2WyVSgWnE4/HS0tLCw8PhxS1VqtVKBQHDx584YUXDAYDl8t1u90jOnYgiHqp5K4hvAWdRtM00UhA9ldw4B8s9SGyDUMQ7GUi6TTBTSIyraPUfUabuVwuPjziZ7hcblRUlEKh0Gg00dHREAqiaRqUzO12o7oD5hu4AZGXQGQB5r/X68Wgw0mLyel2u2+kM58ESep0OlAmm83GYrH2799fUlKiUCgCgYBUKnU6nTabjcfjHT16tLS0FBGefr+/t7e3uLg4KioKXriBgQGPx+P1et9///1AIDB16lQky+E8hc/nS6XSFStWJCcnNzc3//73v//0009xLoABRR96PJ7Y2FiiRTTGmczglgXjd/qpA0kUFy5c0Ol0RqORzWZnZ2dPmTLlunrYIXTT19eXlJR0TWTNr0mTaJq+lLPl6hM2OBzOwoULLRbLsWPHsMN1dXV9+eWX69atu1mPnJ6e/u2338LiaWlp6erqcjqdVVVVWVlZV8NzRl5ouNyr9HKIRKK1a9f29fX19fVRFFVWVjZlypTxKQGKxeIZM2bk5eW53W6bzWaz2c6dO3f06FEc/5tMJqPReM17YNyvJ/KY0eyx53eZTKaKigo8zsmTJ/FH7PRghjqdrrGxMTk5+Xp42Gw2G5FTFwgEwXIXt/JKCEsUNg2Hw0lISIiLi4PvCNygqampo6PD4/HA4u/u7j5w4EBERIRcLvd6vSO61+AcuFRY3ZAEGK/XS4q2Ddc0G/5FXJzYzaAcI5r1xGVEdNXgPcC7SSLHSDYLuS8immAKU0FeCHRCMP0bcVFF7xELnni3iKg0vhvsoKP+r6Afautd0Sz1eDwCgeC7777btm2b0+mMj48fHBw0mUyrVq164IEHEhIS4FEsLS398Mx6oi8AACAASURBVMMP6+vrw8PDo6KiSkpKPvjgg2eeeQaOx+H0g2wE6LERbx3sniK5akP6YcjnkWsEingprxGmBMQY0O0+nw9GOe5CemxEOQ2ML67D4XDQ/ySdj/o+nvm7776TSqV8Pt9utw8JXCT1+ohLkES0kq4gWU+YSDhowK8Yxxv2IuO+fr/fbDYrlUrUjjeZTN3d3RwOx+FwCIVCi8UC9zJN0/v27bPZbCKRCLOltbW1rKwsNze3o6PDZrOp1Woww2+++eaXv/zl6tWr9+7de+rUKbjU4JsKBAJ333332bNnrVbr4cOHly9fHhISQlYSiqKUSqXP51u5cuXRo0cx3DdXMooBw50YXJWJs3//fr1en5KSkp+f39TUtGfPno6OjtTU1OtnOwYCgcOHD3/33Xder/fnP/95bm7uzXp8FotFdgiv10uiC4ajv7+foqix18a9FH1auXJlX19fQ0MD/nL69Gm/30/8PzcYERERaWlp58+fx+OfO3eutbXV4XAQPetrCB6Pt379+qu8SEhIyKxZs5ApMTg4uH379k2bNl0R98YWCFOMw+Egbic8PHzChAlOpxMcA8EYt8gbStM0qUk1YcKEsZefamhocDqdfr//4MGDI1qBCBx95plnrkj/ahQx5WB0dnYSd9n06dPHWBD5FmFQ5EnVavX06dNh80F0eN68efX19QcOHBgYGJBKpXK5vKenp7y8fNmyZfBKDSFIXV1dLpcLhzIKhUIoFA5ZQ4hTwuv1ut1uu90+ODiIP/J4PKlUKpFIhizF5Csej8flcpGv4NRcLpdLJJIhL4Xb7YY2N1F143A4oBN4rUJCQhwOB+FO8E54vV6r1To4OMjn88PDw4Mfzel02u12SLZAaEGhUAgEgiGMAmY9wvYIOyJ3AVGkvq8TTeLWYP1DURq6DkhHlMvlCoViLO4LgUDQ2dn51ltv9fb2xsTE9PT0CASCxx577De/+Q0ujpyW1NTUrKys//iP/2hvb3e73RKJ5O9///uqVauSk5OHB5ihXHhfX5/H4wkNDQ0LCwsurk04m9PpxNkElheJROJwOC5evIi+KigoGPKVs2fPGo1Gj8ejUqlCQ0M1Gs2QGeL1ei0WCxgsm82WyWQCgcBmsyG4OhAIyOVyrVYbGRlJKPRwdHR09PT0mM1mv98vl8sjIyMjIiKGaFd4vd6YmBin0+l2u9VqNbZCdAImtsvlMpvNer3eZDLBNadUKiMiImQymUQigRPS6XSKRCJE6wmFQjATnPvcMDcLCt2CeNM0DcmQpKQkjUbT2NgI1Qq0EA3r6ekpLi5WKpUTJkxobW2VSCSVlZWBQCA5ORml0rlcrtFo5PP5HR0d5eXlq1evfuCBB6qqqvBeW61WoVB48uRJg8EQGxurUqny8/Plcnmw99JoNKpUKpqmZ86cKRQKEezncDgYmXKGOzH4QcLn82VnZ3s8HoPBUFRUBAXkrKys63RE5Pf7L1y4cOLEifr6epzxO53O7u5uoVAYEhJyUzJM5HI5WXC7urpCQkJG7KVz584JhcJg2eXxQSAQ3H///SUlJUVFRTj0ra6uvnDhwg3Tbx1i2SxdurS1tRWFj8vKyqxWa1hY2MSJE6+fYXru3LlJkyaNO9Q7JyenoqKiq6uLxWJ1d3eXlZXNmzdv7F/ftm3bsmXLhrtB2Gx2RkYGuBOXy70BMWZjidmAqCCC37hc7nDDa5QX7ezZs0ql8v777x8ypQ0Gw5YtW+AJ0ev1zc3NKSkpV8qdLiuiXVVVhZ81Gs2SJUt+ECKcbDbb5XIh1AfvJslfwnk/DPq0tLRAIPDRRx9xuVyfz6dQKGpra5ctW0bWCg6H43Q6kRMF7oThg02Zn5+fm5sL9wWPx0OkX29v76lTp/R6vdFoNJlMAoEAhTWFQqFKpZo9e3ZycnKwVhtiVk+cOIGgI7/f73Q6UdMzEAjExcVlZGSkpqbCShMKhaWlpWfPnmWxWGaz+bbbbsvIyDh+/PjFixcNBoPNZlu7du3MmTN37NgBmicUCp944ommpiao0mFx2LRpk1wuF4lE3d3d7e3tVVVVVqvV6XSyWCyXy6VSqaRSaUJCwsKFC9FjNptNKpWiwTD60avgTljuiK0PKxb/wiui0+mOHTuGmDpY5DweTyAQaLXa7OxszFg82ojSCB6Pp6qqqrq6WqFQwMmwYMGCzZs3YxDhORGJRB6PJyMj49577/3LX/7C5/N5PJ7D4Whubp40aRI+gxyturq6Xbt2lZaWdnd3DwwM+P1+tVotlUpTU1MffvjhWbNmoSXokLVr17pcLh6P53Q6//GPf2g0mr/85S+HDx+2Wq0KhaK6uhpnNzU1NZ988klxcbHVavX5fIODgwKBIDw8PCMj41e/+lVWVpbL5ZJKpT6fj8vlPvXUU01NTZhvH3/8cVNT0zvvvFNdXS0UCs1ms0QiUavV995772OPPQZKgAgxkJ+6urp33nnn1KlTfX19CBEXiUQKhWLixIn333//ihUriExibW3tvffeCw5sMpm2bNkya9YsuIy4XO6RI0e2b99+/vx5p9PZ19eH2ahSqQKBQHZ29uzZs5988knq+8QqkBNEP8JtSJK+bgDg/sXpg1qttlqtkACBHLnFYgkJCYFkzqJFi1wuV09Pj8FgUKlU0dHRdXV1KSkpiA2JiIhQqVRKpbKjoyM+Pj42Nra0tHTv3r2rV6+eOHEingvvi9/vt1gsXV1dzz//fG5urlqtJv0PqFQq0jCNRtPT02O1Wm/Kps+A4U4MrorD9Pf319TUVFZW9vb2gsbAib9o0aJly5Zdp+OQ06dPb9u2LTh6/vPPP4eOU2Zm5s9//vMbnz0ZHR3N4/FQ2vKrr75SqVSRkZFDlKYKCwurqqpSU1OvyWInkUiWLl3qcDhKSkqIb+Eqk+nHHVIYExMzb968wsJCiqIGBwdZLNbcuXOvn0Ka2+0+cOBAamrqOGYsfpDJZPfcc8+WLVug1n3kyJG8vLyx+0gdDofZbB7OnQKBQFdXF36IiYnBVjd2H8X4umLEEjHBLOXf//43SAiPx/vZz3429oA9o9HY3Ny8aNGi4TRYoVAkJibW19fj15qamiviTmMZqbKysurqavy6YsWKH5zg3mj7JZfr8/kSExMXLFhw+PBhmUxG07TT6Wxubk5ISGCz2Tabrbq6+sSJE/Bji8XisLAwNpttt9vtdrvZbN67d29lZeX8+fNTUlJgmh8/fvzYsWNms1kgEMhksvT0dJFI5HA4nE4nzvjb2tri4uLWrl0LatTT01NYWIhywx6PJywsLDw8HLa73W7v6+trampqbGxMSkpavHgxHJUOh8NisaAiJ0hRW1sbSZVB8J7ZbAZ3EolEn332WUNDAyn4i/Anh8Nx4MCBU6dOCYVCh8PBYrHCwsIQ9dTf39/f39/X11dVVRUXF7do0SKIPo/FXCYq2Igra2hoOH78eE9Pj9vtZrPZUqmUw+GEhob29/c7HI6zZ882NjYmJCSkpaVNmjQJb9Dw3YrH43377bfwLdtsNj6fv27dOqFQSHxfRFGDxWJt2LABbkPwBJw18Pl8mqY7OjpeffXVkydPQjhBoVCkp6cjiwaenLKyspkzZ7744osqlUomkxmNxu7ubpIX9M9//vPkyZOIf0O+k9fr7ezsfOmll8rLy3t7e1UqlVgsjoqKSkhIMBgMJpPp0KFDJSUlCxcu/MMf/gCWFQgEuru7LRaLxWIRCoVPPfUUdLRjYmLsdju0sO12+xtvvHH48OFXX301KSkJW/nx48d37969d+9eTL+QkBBsdgMDA/39/S6X64knnnj33XdXr1595513SiQSt9ttNpvR7QaDwev12u12gUDQ1tb23HPPlZWVgU+GhYXdfvvtSqXS5XJVVVU5HI4TJ06cOHHi888/37ZtG8muxOS5KS8pwgWRyJqbm/v1118///zzHR0d6E+JRJKSklJZWZmUlPT73/9eIpG4XC4ul0vT9OnTp2Uy2dSpUz/55BOVSgW/4qpVq9544w2aptva2thstkajcTqdRUVFw/fc5uZmFoulVCoxtUY8YwoEAogJJLHBDBjuxOAHAJqmm5ub6+rqTp8+bbFYsGOJRKKYmJisrKzExESNRnOdiJPL5SouLs7MzORwOMS0wvbm9/tramqWLFkSFRU1dgfONWmVXC6PiopCWJTBYPjggw/Wr1+v1WpxJkrTdHl5OarZXlG6DraZURbH2bNnnz59mmhF0DQ9uiU9Il8Kji8adw9MnTp1//79uIJSqZw0adJV7lujU5exV/kILn8RHEQXHR09Y8YMhKKZTKbjx48vWrRoLJPW7/e73e4LFy4kJCQM8ay63W6wFC6XO3369DG2MLhVNE1fUb2OIQIVw5t68uRJ0qTly5fPnDlz7FeG8seIQ4mExsbGRty0ra1t3GM9XOmEpumjR48WFRXBG5Cbm3uV0+mWAjmDpyhqwoQJkOqCR0Wn0yUmJlIUdejQofLyctCShISEFStWKJVKgUDgcrlOnjxZXV3tcrkaGxttNptSqdRoNEiA9Pl8arV6cHAwIyNj4cKFZHIihR25kQ0NDdnZ2X6/v7y8vK2tDXlN6enpK1euJCGRfX1927dvd7vdICHJyckqlYpkwLPZbLFY3N3dbbPZJk2alJaWNmHCBKvVigfBwRA+WV5eHhkZmZubO2HCBNTpYrPZX3/9dWNjI6L+IiMj16xZo9FoIGCt1+tLS0ubm5ttNlttbe3g4OATTzwBRjR6lyKCjqTQtLW1bd26laKo0NBQu92+ZMmS/Px8hNg5HI5Tp04dOnSIy+WePXu2qanJ7/cTD97wtVGn0ymVSq/XKxaLBQJBZmYmkT1gsVinT5/etWtXSEgIFl6IH8CXkpGRsXz5cnTm448/fubMmdjYWIvFsnnz5qeeekoul7PZbJ1O98c//nH//v0URe3atYuiqA8//JD0HkiaVCotKiqSSqUPPvjgnDlz1Gq1zWaTSCTPPffcrl27UlJS4uPjFyxYsGnTpqioKIRH7t69+69//atCodi9e/e5c+f+/e9/x8fHo8FwKPH5/JqamhdeeOGee+6Ry+UDAwMnT5585pln+Hy+Uqk8evTo9u3bn3vuuUAg0NLS8tBDDxkMhsjISJqm58+f/8orr0RFRaE02ZYtW1555RWhUFhRUVFUVKTRaG6//XbwWPjf4DOUSCSBQODLL7/cuXNnZGSkyWTKzMz84IMP0tPTEZt39OjRBx54QCAQCASC+vr6qqoqrVaL4M8xVjG+HoCgIqafQqHQ6XQ6nc7v94vFYhaLhTdOLBY3NzfX1NQUFBTMmDHjrrvuKioqQtrSvn37KIoKCQl57733INWYkpLS0tJCUdTSpUuffPJJDofT0tLicDiCoysR6VpWVrZ48WJsDSOWV/Z4PBMnTty9e7dKpcLqwRilDHdicOvC5/O1tbXV1NTU1dUNDAzweDyNRpOVlRUbGwtpHalUel1lcLxeb1lZ2e23356YmPjxxx8PP5KBi3+MV0Nt72vSMMStffHFF8hoMhgMb7/9NuIWfD4fToulUmlGRsYYq9k6HA6XyzUwMODz+RoaGjQaDbSkhnwsPDz8kUce2b59O2oIXtERFBrW2tpKjHWTyYSoj3EIb6jV6oSEhIaGBhaLVVBQMPaMmuEbg81mQzdSFGWxWCorK4e0eYzabohBIhoJMNNJYjSbzV64cGF9fT1q+O7bt89uty9duvSyz+71em0227Fjxzo6OmbNmpWYmAiDyWw2Hz9+vLe3VyqVrlq1KicnZyzz2el0YuzIuONX1E4d/etut7u1tZXoZen1+sLCQlJidXBwUKfTdXV1SSSSqKiouXPnZmRkjNEQ8fv9fX19xcXFMpksPDx8eO44OFVkZCT8bN3d3ZWVlZMnTx4l/T14iHt6esjVLBbLgQMHYEAg66atra27uxtu5AULFmi12luqUtbVr6Lk2cGOULWMFMA1Go0tLS2oA+t0Ou+44w6NRoM+FwqFU6ZMkcvl33zzjVwut1qtWBygJgdtaC6X29bWdvHiRalUqlQqZTJZfn7+5MmTcX2RSITOnDZtWmpqKloSFhaGlZBIEcA+I8Fy+ApKlMJtZbfbMzIy1q5di/kWEhKCNuC0nsfjoTTNihUrEhMT4aUJCQmxWCxNTU1KpbKvr4+m6Xnz5kGmBe9jTEzM1KlT6+rqBAKBSqXS6/Xt7e1jLMAQLJ9dW1sLL6XdblepVJmZmXipYfhOnTq1vr5ep9Ohck59ff2UKVNGnGDQZsAAQYOBFPzBB0pKSl5++WWNRoO4cWTj0DTtdrt//vOfL1myxOl0njhxoqSkJDExEdV7N27cqFQqwRXDw8Ofeuqpmpoa5FOdOXNmYGAAigJg1+hMpVL5xhtvLF26lGghVlRUnDhxIiUlxWg0Llq06MUXX4TPnM1mq9XqVatWFRcXnz17NioqqqGh4dChQ/fddx+mFh7E5XJlZmbec889SKNSq9UrVqz47LPP9u/fD4pYX1+PqXLs2LH+/v6wsDCXy2Wz2X7961+jXh98oatWrdq/f7/RaFQqlXhqIjIOYUAEr2KbXrlyZWZmJpxmCoUC3hjMOpvNZrVaEQkZLEMSTIlvPIK1SSwWy1dffYURQSylUqmE5p7JZOrq6sIzPvfcc2fPnr148SKfz//6669jYmIGBga2bt1KpAI9Hk9MTMxvf/vbmJgYbE/B6+qQstder3fEzQheRORi/SDCmBkw3OmnC7/f39LScvTo0draWr/fn5ycvHLlypiYGIVCcSPDbTkcTkFBAYfDaW9vb2lpwcKRn5/v8/kqKiqw97/33nsFBQWzZ8++wV00adKkp59++tChQ5WVlRaLxePxEAIgFApzcnJWrFgxYh7UiEA8Ok5Di4qKjh49umjRoqVLlw5fRrVa7dq1a5F8Ql1J3F1ra+u7776L7Q1/qa+v/8Mf/pCXlzcO1T42m52enl5fXw9bbdxrutFofPvttyGCR1HUwMDARx99NPyp4+LiLpsts3fv3vPnz5NRoCjqu+++O3XqVFJS0qpVq8CcZ86cuXPnTsyc4uLirq6uxx9/fHTrn81mR0dHm0ym1tbWtrY2pKBAXdfn86lUqvXr148xnvD8+fPbt28PFk7weDxvvfVWSEjI448/Pjr/xNFmRUUFCTUMBAKlpaWESkkkEqVSuWLFitzcXJlMNvYR8Xg8n376aWNjIyK+/v73v8vl8rVr14aHh5PP7N+//8KFC4T1BQIB5F3MnTt32rRpo19fr9fv378fKYLIwz548CDR6RIKhaGhoatXr05KSoqIiPhRHqlCpEssFsO+xAmL2+0Wi8U+n89oNBqNRpAcFovV2tra3NyMk34c52OIUcSpuro6NzeXz+enpqaeOnWKpmm5XN7Q0NDZ2RkaGiqTyRQKhVqtjo6OTk5OhmSZ2+3GsVdoaKhYLLZarSaTyWq16vV6h8OBhBar1QqzFckY/2+b53JJGV+BQADPKiTRoPdltVqJhgSbzU5LS0tISECGEpfL5fP5nZ2dkKaQy+UymSw+Pt7hcOCymAAJCQlKpdJoNCKpSafTxcTEjGUOQK8PF+ns7ES2GI/Hmz59emhoKPwbaKFEIpk8ebJer4eHx2w2X+ogRiAQQHsDnQ+CpFKpSDUkv9+PsaMoSqFQQIsCjAtRglKptL29HdoJHo9HoVC89dZbULxA16lUKvipbDab1+s9derUwoULORwOjhIwxKhLQRTYUava7/fbbDa81y+++OLg4CDINgbI6XTqdDqVSsXj8Q4dOrRu3TqkycHN6HK5pk2bhltgEqIINRKGaZrG9KMoCjm00DmYPn16cnKy3W5HjAm8pu+++65arQYHQFIZnE4QkBQIBFgb+Xx+TExMamqq0+n0+Xw4Zurq6jKZTO3t7cXFxQqFQqFQ+Hw+ZBMRCjGk9sONBCmxhZPB//zP//zv//5vHLRBPgdtQ8YaGGN4ePjy5cu3bdsGPUCHwxESEiIQCKRSqd1ut1qtixcv/t3vfpeSkmK1Wi9evFhYWAjXXDB34vF4eE1GOTDCxICuxijaHgwY7sTgJqOmpuazzz6z2+2hoaHLli1LS0u7KeLLpMZiR0cHFJ8EAsGCBQvOnDlDdtDe3t49e/YkJCTc+CMZsVi8bNmyGTNmGI3GgYEBo9HI4/HCwsJUKlVUVNQVKWekpaXhhI/YpqMEIiKqp76+fmBgYOzabhKJJCcnZ8g40jQdbCJfEZKTk5HhepVzAwGZo3CGwcHBy+ptsFgsxPFrtVrS806nE66e4DbHxsYSwbGxxNZzudx77723oaGhrq6uvb0dalE8Hi80NHTSpElX5HMLCQnJzc0dksmDw+bLRpOyWKxZs2ZNmzYt2LIMLiYrk8nkcjkpnjN2oN5AaGgoZgKcDENOf2GYDpEIw3nzZa+vUql+8YtfkHJGeJGDXyJIyf1Yj1SDq8e2t7fDEQqjNjo6mqQGQa6Tw+EcPnyY+r4IEql+i2ozMJcdDkdoaOhtt90mFouPHTtmMBiUSqXFYunv79fr9aAxCAqYPn16dnY2DDu4F06fPq3X681mM85coPAGMxo+MRi71Pe6fDRNezweq9WqVqsxz0lJJdRZcrlc4BuBQECr1cIrBZ4ATbzQ0FCDwSCTyTDJiXIauU5oaCh0+fAKj2X24pUhkg+oAiQSiVwuF9YikUgE/qZQKPx+v0qlggUMGfERtQ2B6Ojo5uZmoVCIJLTW1tbo6GgygqmpqU8//TQC9vh8/t69exFfQAoii0Si8+fPu1wujUZjMBh6enrefPNNNNXj8SBzLDQ0VCqVDgwMiMXitrY2qI0TKkLTdFpaGhgaVkXiYEQI4sGDBw0GA4/Hs9vtcrkcDkN4rRHCV1FRAS8WDnfwLygTBPExNCqVCkrZfD5fJpMhZM5kMkHYDR0lFovRBpqmaZqGQxuUXiwWQ2Ef/0WqaUFZjqIouVxeWVn50Ucf1dbW9vT0DAwMWCwWv9/v8Xg0Go1Kperv70fDiOQ9mo2JcePfU0h3QGKEzWbn5eWhP9VqNfEK0jQdFRWVnJyMSe50Oh999NGmpqbCwkKlUul0OtEJEKhcuHDhc889h5qHUqlUrVbHxcXpdDrC+YnfCTWdyF2Gr4QIGsRrFVxXjQHDnRjcKjCbzceOHTt27BiPx7v99ttnz55905WCXS5XaWkpyi+sW7cOYqA4+VOr1S0tLTDIbkrFJw6HExYWFhYWNuQw6UoxdjE03HTevHlz5869oprrERERa9euvYYWakRExIYNG67ygiqVatWqVZc1lcZioa5bt25IxHyweDH+olarf/3rXxPTLbgizei0E+XLiJnI4XBIycuxP6xWqwVzu5SFPTrGHRg5Ovh8/sMPPxxcDCe43ihwxx13jJjBPJZmC4XC4brMPx2gJpJYLLZYLPX19YjkgbGL8xEcf+CsWigUZmdnw6iFSwfVdRAUR0xeGJ1z5syZNm1aW1tbW1ub2Ww2GAz9/f2QeLbZbBaL5YsvvkCiGkVRxcXFJSUlkIDn8XiQnBYIBLGxsSKR6MyZMzqdDgLNWEgRWAhOBVMYZi4JY4Opx+PxIAIhEAgiIiKImj+8MYFAoLe3V61WQxkC/jeRSAQXCt4dSIeBAkFM4rLvO3xf8PmA8g0ODiI0jvq+VhJ6DALoJDwS7oJRzvjT09PBXSUSicViqa6unj17NqlTvGzZsuXLlyPhxGg0lpSUGI1GhCYKhUJ4usLDw+FJ4/P50dHRs2bNIlKBpCWIT3M6nXK5HKcGKI4E/SF0FzoEbUZEnNvtlkqlWq02LCwMKz9IDq4GTyAek/wL+x6ZVOgovNputxv+T6jVgw7x+Xy46XCoBAeg2+1GV/P5fFKyDArdarU6uGYuSCAKQItEosLCwocffpimaTQvJCRk+vTp4eHhCPh/7bXXIOlhsVhIOhmpRnVT3lOijQ4Wh4kqEAiIhofNZuNyuTExMUQuHL7i9vZ25ESJRCL0JCRY5s2bl5KSQk4iYmNjNRoNxFqCl32Hw5GTk0NUOke0ZHC8hc8wxInhTgxuOTidznfeeaerq4vH4/3yl78kFg92Sq/XOzAwAKGk4Wnx2B1DQ0ODw3mxLF4qhx7m2mVzG3Q6nV6vZ7FY6enpOTk5p06d6u3t5fP5GzduRLRxTExMXFxcb28viTe41PoyRlt53KfLN+zr6LorootXWinyxlxwLFcY412GT6ThYx083640+hTZ81cjxH/Nh+CaLej/t+uG9xsjjDuKHQ9643a7VSrVwMAAqewJqxFMg8PhVFRU6HQ6JEJYrdakpCS4Yvh8vlQqhUHPZrPnzp2Ls+rgsYDLgrAaeCoQKDVlypS0tDQ+n28ymTo6OvR6/cWLF/v6+hBEVF1dnZWVxeFwUBROIpE4nc6UlJTFixfLZDJSurSyshKeLhwNwFWFf+GYgl2OyY9/odZDzs6Jo5IIY8C4xJyH39JoNEZERCDwCRTCYDDAtYWuCA8PB/vC/5LwJPQnnhrpWBDJgDWpUCjgDWaxWIj+RQoWn88HQ+jt7XW73REREX19fRAwHH46QFGUx+OZPXv2Sy+9pFQqe3p6oqKidu7cuWjRotTUVIiqkerGLBarpKQEWWoulwvycbiCWq2GB8nj8Tgcjg8++GBIkq3dbpdIJAaDISwsjJTPslgsKLFKlLLBfPC8iYmJ4IF2u3369OkvvPDC8KMlqOkgP83r9ZJwTcw9UFk8OFxYZFBkMplYLIYvPTY29tSpUxEREb29vVVVVfCqgSuCOL3wwgvIfEZ45Jo1a7DngjfCzQUG8sEHH1AUFRMTo9Pppk+f/swzz2RmZioUCo/H09zcbDabY2JirFZr8PkLiIRUKgVFR4Mv5SG8Tps4/P+wWEjYp1KpHBwcFIvFTqdz/vz5OF8gNobJZEIu4sDAgEajAV0UCoXz5s0DlcIYocYuRVEyoyju4QAAIABJREFUmWxwcBAPiMUhISGBpBriyjhBID2DNwWHJjhPuZV3EwYMd/rJobm5WafTwb7s6+vD6VRvb29HR0dXV5fdbsdLGxUV9Ytf/CLYHwWRrm+//Xbz5s0kgis9PT0lJYXH47300ktD1nqTyYR6OHw+PykpaRR7NBAIIEJPKBTOnz9/cHAQsnuLFy8OCQmpqqri8/l33nknm80ODw/fvHmzRCJ5/vnn8V2apjs7O3t6erKyshAoxeVy8/LyrpVixE/KQCQxJ3a7PSws7MeUzf+DAA4vkHDsdDrDwsKuUzk1BlfKqHE+DdlxmJIocIkze6lUqtPpjh8/3tDQIBaLhULhwMAAh8PJzc2FoRYeHi6RSGCStra2oixM8LhDqoTNZpvN5qlTpyYnJ3d1dRG9Y4FAsHLlSoTOZmVlZWVllZWV7dy5U61WK5VKNIamaajC+Hw+1FNSKBRk/nR0dOA8G2YfQgphQcIVgMC8EU+d/H4/uByOpfh8PloFqy4iIkIsFqPE5+DgYF1dXVxcHLHjA4FAe3s7wqIcDofb7Y6PjwczgYMIDIQceEEYnaIoBJhR3wsMhIaG1tXVgcbALkeiKcQ2BgYGWlpa4FRxuVyQshhRYpTH402ZMuXhhx9GDu3p06eNRuOmTZt+//vfz507lzyvz+c7ceLEn//8Z4VCIRKJaJru6elBjwkEgoyMDFSJdbvder2+srKyoKAAZAYtLC8v//LLL1NSUvR6/dNPPw29PoROIP5teAhDbm4uamDY7fYjR44sX748OzublAlisVjFxcW7d+9Wq9U9PT1z5sxZt24dstdwX+KbCja1EW4HtgO9RBaLNXXq1K1bt7JYLJVKdfLkyZKSEpQeAXMrKyv74IMPfD6fy+UiJcvcbjeqcpGZA4am0+kQohYWFrZgwYKCggIMJZ/Pb25u9vl8er0+NDR0cHCQPC/xmxEB+jF6tq8ToqOjoT/udDpRORrCSHi1ISXS0dGBXEG/33/vvfe2traiCqVMJiOVgvFEKPyNWFCERII7IRgy+GGJHw+TCjzfaDTiOAbnCDfXR8eA4U4MqCFHYvjB6XRu376d7E8URUkkktjY2KlTp1qt1oMHD547dy44zAyrwF133QXihHgPLC44gwm+i9ls/tvf/qZUKn/9618j7n+UJplMpjNnzrDZ7CVLlkRGRr7//vsCgeCBBx7g8Xhnzpwxm82TJk2Cf4zD4SAfHRe0Wq07duxAkAxN00R3gTH6x4Hz588fPHhwYGAANdF/9atfQQqMwQ3jrvv27aupqUGATVhY2P333x8REcH0zE2Hx+NBjBPilxwOR2VlZVNTE+t7ILPFZDLh8waDgcvlTps2DUW03G63UqnMzMw8cuSISCTSarXl5eVsNjszM1Mmk9lstsbGxsbGxvr6eoR4IQaMoqjW1labzaZSqaxWq0ajWbBgQfDKFhISEggEjEbjhAkTcF4Og8xms/X29vb19Wk0GpfLhTSbM2fOGI1GsnLCOEPOBqxAJCON6AGAFwjZNcE6NPhBpVLl5eWVlpZiX6ipqeFwODNmzBCJRGaz+eLFi6WlpR6Pp7u7m6bpWbNmaTQaOEZcLhf0DBCuBuMewXhCoZCcu8PczMjIKC8v93g8KpWqr69v165dd9xxh1Kp5PP5BoNh7969Fy9eFAgEFosFZcpGGU0Wi/Xyyy+Xl5eXlZUhe7Cmpmbz5s25ubkIbhQKhSdPniwrK8Me5/V6ZTIZ4g9dLheHw4GeYU1NTWRkpN/v37Jli8PhKCgoEIlEVVVVX3/99bZt2wYHBwcGBlBHC9wGyWNCoRBpLSTCED2ZlpaWlpb21VdfJSUl1dbWbt68+aWXXpoxYwaXy62rqzt06NCHH37Y29vb1dU1b968Bx98EN0CNyMiJBFIOeRJIeWKOEkw0jlz5kyePBmEITk5+Y033lCpVImJiUKh8Ny5c//617/YbLZMJmtoaEhMTJw+fTroolQqxUjhvnBqWa1WxHOihi+0UqAbsWfPnujoaLg34S0EN5NKpYR7I0KVFES+KYB4qUqlQkIdZE4wf4jf8uTJk4iKFAqFjzzyyHvvvVdbWwtpFqIUhUyqqqoqm80G3k4UBTHWKAxIuBOcUcHxERaLRa/XQ6+CTH5m7WW4E4NbBcipJWsrNicke8yYMQM1Db1eb1VV1ZCE7+Li4oqKioceeoiiKIvFsnv3bgRn2+32zMzMKVOmENFY7AqzZs3KycnBqYzNZkMUx/DlABJDDocDK3VjY2NDQ8N9990Hl3pLSwtqxo1oax44cKCpqamgoAAh/gzGjcHBwV27diFck81m33nnnQxxusHQ6XRHjx7FSxcTE3P//feHhYUx3XIrADVh4BL0+/0QRdDr9TgkhhcF9AlyAgKBYOrUqbfffjvJ1KcoauHChf39/RUVFTDRjhw5UltbC+UAo9HY39+PvJ05c+YgnC8iImL69OmlpaUOh4PH49XW1trtdrFYTNO0wWDQ6/UkTQWVsqRSaVxcXHt7u0KhcDgchYWFdXV1MTExvb297e3t3d3dbDZbqVSCBIJooeUul0sikZDUpkuxR0K6SBwRDtT5fP6iRYv0en1DQwPE6E6cOHH+/HmFQuFyucxms9FoRLxTVFTUrFmzcKxOfR8QSPYL9vcgEhQwrxHoGBsbO2PGjLNnz5rNZqVS2dLSsmPHjkAgAGcg3AIWiyU+Pj41NRVJg5eyyCEP+Prrr2/evLm9vd3n8yHqrKWlRaFQkIBG6M2KRKLQ0NC2tja45cEhlUrliy+++PTTT587d06pVB48ePDMmTPh4eFwG7a0tMjlcpFIlJqa+j//8z/k2BGaKyhZC4oY3EKBQPD00093dnaCk+t0ug0bNkRHR6PEsMFgsFgsYrE4Ozv7tddemzZtGnoeMQLQ2XM6nTDNie4F3EcYbhjxLBYrPj7+scce++ijj0pKStRqtcvl2rhxY0REBI/HM5vNHR0dQqGwp6dn3rx5TzzxBJJ54NpCzW4ej0cy1vLz8z///HONRmO327/55puurq74+Hiz2VxWVnb69GmNRoN8LblcDqlARKMEKxmSyXCztDfj4+PlcjneWb/fb7fbZ86ciZmJcD6Xy3XgwAEENCYmJmZmZoaFhcFfhIMtzArQ/hMnTng8HkiV+L6HQCCQy+WYkzg1oIKiXgmhOnHiBA5fMHzEhcgwKIY7MbglMHHixHXr1l24cMFmsykUCpVKNXHixLi4OHjk8Rm888R0s1qt5eXl+/fvp2m6r6+vpqYG7zk5gKytrW1vb1++fHlFRcWpU6dcLld+fj7Kxu3YsUOhUHR2dvr9foVC8cADDwQb5V6vt7Cw8NixYyqV6p577rFYLIWFhfPnz588eTJFUQMDAzU1NQKBYMqUKUOewm6379mzp7q6etKkSQaDgc/n5+bm1tfXJyUlXc0hFjTNEITz05kSXq93z549RqNRIpHk5+dPnToVFVoY3DB0dHS8++67brc7NDQ0KyuroKBg7Nr3DG4AwGkRcAUnCY/Hg+yby+VSqVRGo5HFYkkkEq1WGxcXl5ubC90zyEbD0p0zZ45MJmtqaurt7XU6nY2NjbCNUFsmJCQkPT09Ly8PCxGfzy8oKAgEAhUVFV6vt7e3t6enh/r+xBqqenK5fPbs2SkpKbDY0tLSLl686HQ6uVyuwWCw2+2nT59G6FFmZqbNZuvo6IC1ajQakQoPjz2cBrCSh6+fPp8P1dKhc0B97w5CuB3cRCCKOp3O4/Eg9AhV5iQSCQzuJUuWTJ48GXsKrEYUdUUWE2K9KIpCqBiqYEESDSkibDZ72bJlGRkZX375ZVdXF/TrJBIJ/GYikUgkEsXFxRUUFEycOBEHdpcKBkOWV35+/j/+8Y8DBw5Aux8OKLjpEHWm1+snTZr03nvvlZaWPvfcc4TFwTMwe/bs559//t1337148SKGxmAwwMIWCARmszkrK2vz5s3EbwNr22w2CwQCp9MJHhXcwoGBgaysrJdeeunVV1+tra0FEWppaUHAJBhRSEjIs88+m5ubiwmAv5tMJqgdYEcOZrZwOaKuIMiPVCp1Op133333lClTXnvttaKiIoPB4HK5rFYrlEvAXWfPnr1p06a5c+eSul5er9dgMBC5PFgFDz30UFtbGwLYWltbq6urEYfidDrvvPPO6urq3t5eiJ1euHABZYVpmrZYLHDEBQIBh8OBrK2b9V6vW7eurKzs+PHjkZGRyGdbs2YN0t7Ai86cOXPq1CmBQGAwGPLz82HGgNvDkgHT5vF40B1BB+JVgmfJZrOlpqYOWc/RhySGlsfjff3110SmhbzmFBOzx3AnBrfKuHK5M2fOnDlz5ihxxp2dnYgapyiqpaXl448/NhqNXC539erVBoOhsLAQYhLYLRD+oVQq//d//xeJkhRFFRYWkgTWrq6u1atXHzx4sKura4iDqK6uDpJHM2fO9Hg8W7Zskcvlq1atwtq0d+/ewcHB+fPnq1SqyspKq9WalZUF3/e+ffvKy8sDgUBTU9P8+fPnz59/8ODBEydO/M///M+4uVNbW9vu3bsNBoPf7y8oKFiyZMlPIXve7/cXFhZWVVUJBIKNGzcmJSUx78iNH4Ivv/zSYrGkp6ffd999N0VMksEo8Hg8IpFo2rRpkIsgtWVJLrjL5Zo6dWpoaGhkZCSpQxBc5pIYW8uWLdPr9VVVVXq93m63Q7JcIBDIZLKUlJSkpCSYqkSFfPHixVqttqenR6/Xo6w2AqRDQkJkMllSUhKcTijuOX369IiIiKqqqq6uLmgzeL3eSZMmxcXFTZ48uba2trGxEeIKSK2BHPPMmTNlMhlN0xD7Hv74U6ZMsdlskF1WKpVEch1lf/CkcXFx69ev7+rqqqur0+l0JpMpMjISThulUhkTE5ORkYFgJBAMr9c7ceJEoVAILhEZGQkbmsfjZWdnk1CuCRMmQLQQOSRarfbJJ5+8cOFCbW0tjH6KohQKBYvFSktLg3ohqfk7oisDl0I2S05OTk5Ozs9+9rPdu3efO3dOr9cbjUYkdCmVyjvvvPOuu+5SqVRhYWGtra1Q7ACLBiVetGjR5MmTKyoqiouLm5qaenp6AoGAWq1OTExMTExct26dVquFCQ6De8OGDdAJMJvNmZmZQ5qH+rnz5s1LSkoqKSkpLy9vbGzs6+uDYKNWq83JyVmzZg0JR4SmxZo1a/Lz88GIsrKyCB8DcSooKIBsicVimTBhAimyxOFwJk2a9Prrrx85cuTYsWOdnZ1ms9lkMoWEhMTGxs6cOfNnP/sZcapAXuLRRx8lkuixsbGBQEAul+fl5b344ot79uy5cOECuKXf709ISLj99tvnz5+/detWq9WKr8TExIA9zp8/H24reHFjY2PhWLtZr3Z0dHRkZCReZ5QpmzhxIvEOsdnsvXv3oroxToRRLhmlxiIjI0HFQSm7u7v1ej0E+p1Op0aj6e/vl0gkRqMxLy8PEa1DLC5SuEKn0yGOl1SgIrosDHdiuBODWwuXIk5+v//kyZM8Hu/ChQudnZ0VFRUoL5Obm5ufn/+3v/2Nx+PdcccdkBRPT08/e/asVCqVyWRdXV0SiQRiskKhcNWqVTExMf/85z+TkpJUKpXdbo+Liwt2aAQCgfLycoqieDxeRkZGa2urxWJB3ipFUefOnUNU8cyZM7/66quSkhKKopqbm++77z6cp1IUFRER8cADD2DtQ/3WEe3Oy2ajBgKB5ubmjz76yGazIdT+wIEDarV6xowZP+45EAgETpw4cfToUaVSuXHjRq1Wy7wXNx7l5eXt7e3x8fF33303Q5xuQfB4PJVKddttt8HAQmAbnPPBSSbI66AoCiLIWGPhyiCi3mazWaVSrVix4v9j77vDojzT9af3PkMH6aAUARGVooiKvRujMSYmUaMpe3aTbHJyNrubk7PZcnbd7KaZGE1iTFxMorGLASwgigIiKAiIgPQ2DEzvM78/7ivvNWeGpima/fH8kSuMM195v/d73+d+nvu5HwqFolKpdDodm82GLhxBXCwWC84Tci8Qh4AaGKhByOeQ7Apk6/DbgICAgIAAlG3APSV6P7GxsXCv4dCjDCMmJiYiIgKHIi6jm82bNw/ZGHzBtf8MYCT4bCwWKzQ0NCgoCN1soNYDpXIEoUhSC1w75E9wBDKGQqFw8eLFuB2tVgvHGrkUgUAAQl1CQkJUVBTUoqFCgeECQCUPaMh7ARIbHByESrjdbo+Ojv7Nb36jVquNRqPJZIIoglQqhV6c1Wr18/P7n//5H+LiI9mIhxsYGBgYGLhixQqdTqfT6YCpJBIJjowaGNT5SKXSV155Bd11LRYLkVtw23kHBgZ8fX0feeSRZcuW2Ww20nJXLBbjGWk0GpFIhGQUk8nctm0bZhcSm0RWHhmMJUuWLF26lMViYV8D1MefJpNJoVCsXbt2xYoVSqVSq9UKhUKU9KCPEy4eSDs4OPj1118n8ktIveLBZWRkZGRk9PT0QEUQbwoYa1u3bpXJZK4TW6PRpKenZ2Zmko7AwN6osL0vrzb6OwkEAmg8gHJCpPPUanVBQQF6AYeHh8fGxkLhEC9RUFAQiYwg9krUL6ClmZOTw+Px+Hz+tGnTiKggecvwNRyhpKQEFWvQ8wBz3u3VGLdx7DRuD254taur69KlSxUVFSwW68SJE+gdQafTExMT58+fv3//frVavWXLlv7+/p6entTUVCzZmzZtunjxIlozeXl5vf/++35+ftOnTz9//ryvr+/y5cv37dsXHBz86KOPkuy8zWb79ttva2pq2Gz20qVLfX19vby8EhISsED39PQcPnzYarVOnDjxzJkz5eXlWGWqq6t///vfU6lUoVA4b9685ORkoVDY09Nz7Nix6dOny+Xy0tJSNFLA2tTV1VVaWtra2orAKpqcIrza0NBQU1PD4/GSk5MrKirOnz8fHR2Nqq3Kysqqqiq3cq9/S0Nd77Rp07KyssYLnO7X5t3X17dixYqMjIzhqk3G7b6HGIgQHElcEAkcAgmI/wcFc7g+RCJcr9dzuVzUfgC9yGQyZNEpFApgEsnVQ4YHql+gZqGC35WRBVcMGtOQcACyIoI68NKAJeBSw7cDaiKS6KRL0nDwCQch5RmkvSnhFAEJuGqIoXoELVnhiCOfA4QJLx8/IVX18KEBq3BYon4Ophx0t3HlEPuG/h60xQFr8WU3J9XtXlgsllwuB20MbDdUN7HZbKIQjag/3kcIjkMIAckZ0u0KmRYWi4U+xUT2ncwNIraG1BPlO/amZzIB1EeETkCuQ5aPSLHhOtGsFiVbwFEE3pO5Sp4ROTUo6ET6AsIPaGrEZDL9/f1xTFwbJiqIqWiSgeIfTDk8ZfJMcS4fHx8fHx9COQMmhEgGeIOQfUcSjKBcQju8j/wOMAy5XC609e12u1QqJV7KrVu3mpubfX19dTpdQkKCSCRC/hNvqEwmI8VaJpOpt7eXMO4EAsGcOXM+++wzk8nk5eUVGhoKeI+32y143dnZWVhYyOPxsLaQB0ryhOMr8Dh2GrcH13p6eg4cONDc3Iw44tq1ayFt9M0330yfPn3RokWlpaVVVVVpaWmhoaFHjhxBZulvf/tbTExMeHh4Tk5OaGhoQkJCb2+vwWAIDAwsKSk5ffr0E088UVRUpFQqX3zxRW9vb3K6ysrKb7/9lkajzZ8/f9asWVjFsD1bLJa8vDwIm/J4vMuXL2dkZKhUqoaGBmTV2Wz2k08+6e/v73Q66+vr9+/fj8Z8u3fvTklJIbz5K1eunDx5MiAgICQkBMxAf3//Tz75JC0trbm5uaWlBd+8cOECXJmGhoabN29SKBQ/P7+nnnoqJibm3/8lZzAQAh+3+/gIRm0cPG4/MVIaDj7Bofd8gp7fJ9wb4iGh8MnN0yVGev5QXBIm+HPIahDiccItJulK14vBcXAufJn4Ya5uGTAJZZhWaZ7XQE5BkJKr8h4QI05KABKBQ+RQ5LeuF+x2pyQE5upokoskD4LcOxnVkd1NHIpsN+RXOA4+dD0CWFgAD8gpQb/O7WsEL7l96PpPbrdP7sVt5DFcpK0WuTtcKrls11lExhMfugpnuw6vawmNq1YBeWrYc12H13Uyuz4sMuzkFCTXSh4WPiEdTVzHx7WN2I8d9UCq1rUnm2uu2NfX9+LFi1KptKGh4dlnn1UoFESgvLu7G0V3Nptt+fLlQMtarRZAl8/nY3qjBK6xsZHJZEIXftmyZcja2e12hGspFIrBYECtFH5CLkOpVCI6zOPxUHJGUk8/ZeercRvHTuN2d6ZWq0tKSiARIxKJ1Gp1UFBQbGyswWAoKiri8/kLFy4sKSn59ttvIXlntVqhpYu6T0TCzGazVCrt7e3Nzc1FAO/kyZOzZs2SSqWlpaVQpyFnbG9vR9FUWFgY6aqB2FtlZWVeXh6qokNCQhDcSk9PVygU77///p07d6hU6oIFC0A1bm5u3rdvn1AonD179sGDB4OCgubPn+90OsvLy0+fPq1UKlNTU1evXn3p0iUGg5GZmclisbKysi5fvpyVlZWZmVlcXNzc3Gy1WhUKRXp6up+fH4/HY7PZEonEjTrlcDg0Gk1bW1tvb69OpwM5h8PhCIVCgUDg6+vr5+fnukuZzebGxkZXOVd8DvK30+n09fVVKBT9/f3oCEwUrlA7QaVSIyIixr6vGI3G5uZmlDhjq0AtMp1Oj46OHjLpb7fb0chPpVKRYmImk8nj8Xg8npeXl7+/v6t8iNuG1NbWhm7xhHRht9tlMhmey3DW29uLGjls7SjJcDqdEyZMIAHUIU2v17e0tGDbI24BuU1wSEhQWSKRKBSKMZJAjEZjT08P1MD0ej1uhMPhcLlciUQikUj8/PyGEw5BuR3pwEPGCsQh+B9QqR7S+vr60OXTVd8MFTXwKkJCQhgMRldXF/SXyCkwSYhbExwcTLwTWHd3d39//92Os9PpbG1tbW9vp1AocXFx2O9HtY6OjsHBQbe7wBlJsBweFfqoyuVyFKiML7zjNirCGb+S8Xu5Z4OyC8qTkPDB+onUJaIPkKm02WwajUYmk61evRrAEivn4OCgxWJBx4gZM2Zgi+/q6kLna8g/kE5NjY2NFAoFraLmzp0LpXIWi+Xv7x8UFIR6QpIaBToymUz9/f1vvvkmpF9IchvpwfFFYBw7jduDa/39/Z988klHR0dmZmZWVlZubm5ZWdm6deu4XG5tba1SqRQKhVar9caNG1huysrK4uLipFKpWq2mfNcmHA7rlStXysrKqFTqhg0bzp49Gxsbu3jx4vr6erPZ3NPTo9Vq4bc1NDR8/PHHqKGaNWsW8bcsFsvZs2fz8vLgbLHZ7JUrV3711VchISE+Pj41NTWtra2IsyK55HQ6z5496+Pjs3nz5vPnz/f29j722GNGozEnJyckJESj0TgcjhkzZmg0mjNnzixevDgrK6ugoKCjo8Pf33/OnDlOp/P69esUCkUsFm/dunWERjoqlerrr79uamqCw+rZ1pBGowUFBW3ZsoU4piqVas+ePegm6fpN5PQcDseyZcsWLFhw7dq1o0ePki4xFBd1ne3bt48x8eV0OsvKyg4ePOgaBoax2ey//OUvnoErpVKJAl+yQLsFdxFWnDBhwsqVKz0195xO57Fjx+rr68laD+ji6+v78ssvj0A8KysrO336NPkVuc7Nmzd7Sim6WldX18cffwxJIrfBdPMMEENVKBSrV69GGf1wBg2lvLy8vr4+1xIOikvTFSqVKhaLwdH3rESy2Wz79+8nwrJuFwas8utf/3o4f6WsrCw3N9f16ZMH4XA4vL29n3/+eYlEUlhYeOnSpSEnCULF27dvj4qKcj3ypUuXzp075znOTz755JQpU4YbEJvNlpOTA+ntjo6OtWvXjsXTKigoKC8v97yLIbM3VCqVy+WmpaXNnTvXNQ9zf83tUkctzvb8wr+TSzrq3f1ktz/qee8X3vj+V/Lg3MvPd1qOakwmE6k2UAdJeZUrv9RqtSYlJXl7e/f09Gzfvj05OZno4+NfsexDAwaRXJPJhB7ZaJoMLMRms1UqFcicIpFo9uzZpaWluOyoqChQXlF/CHEUFoulVqsZDMaf//zn7u5uMD/JQj3ul45jp3F7oBej6urqI0eO6PX6xx9/fPLkyU1NTeXl5T4+PhDSgSaeTqfbtWuXUqkMCgpqbW3Fy79mzRo0EkGjPRqNFhUV1dHRYbfbZ8+eHR4efvr06fnz5zMYDJD4g4KCELy3Wq0HDhwAcBIIBETVDTLZ0J/AJwkJCX5+fkaj0d/fH92H4KAzGAyhUAh/uqGhQaFQFBcXX7hwYerUqSwW64MPPlAoFImJibm5uRQKpa+v77PPPqNSqbNmzTIajTqdrrm5OT4+nkKhNDY23rx508fH57HHHhuh1Mdutx86dAhcPgqFAhklqOvevn27t7cXZa8tLS16vZ5gJ6lUumrVqvb29pqaGq1WS26KTqdDCys6OppCoUyePNnpdOJryFQQANDU1DRG7GQ0GuG8uu4xMTExkZGRpErb1T8+f/58YWGhRqPBl8VisZ+fn5eXF51O7+zsbGhowDdNJlN9ff3HH3/8xBNPuGlIUKnU7OxsyHtUVVWRfainpycvLw9atENaXFwci8Wqq6u7ffs2BjMxMVEsFqOhzQjm4+OzatWq3t7eK1eukJQLhULh8/mgp+t0OqVSSfpF9vb2Hjhw4MUXXxwueeJwOHJzc8+ePQvmOoVCgVg/JJV7enqgDkyhUNRq9alTp5RK5fr1690GE4zH9vZ2UEBd97z4+PiwsDBvb+8RnJWkpCQGg9HS0lJdXe36W4lEkpyc7O/vD3QBjaYrV67o9XpXdMdms6dNm+bn5+eZ65syZYpYLL59+zaZt2FhYaGhoSNrgaDLEA5+9erVZcuWefLTPC0tLc3X17evr6+iooJoQyH+ip9rtVrSthXTtaCgoLOzc/N1VnBWAAAgAElEQVTmzQ9IfZdnR9Hx3eEBtH+nTNT4HPvJRgwrPCgJKE0kfFfEnvz8/JBlCg8PB6OExWKZzWYulwu1EpPJNGHCBETuWCyWj48Pg8GYNWuWSCQi3BB0UUP11IwZM9AwDQQcuVxO+a59GdiDDAbDbDaLxeJDhw7duHED1wNCimsN4fhDH8dO4/bAoSaNRnPq1KmrV69GRkYuW7bM39+/vb197969Vqs1LS0N69SkSZMSEhLa29s5HM6iRYsyMjLUarVUKqXT6UFBQRCZWbFiBY65dOnS6dOns1gsqVRKo9FeeOEFeH5hYWF/+ctfCN2I5Mp9fHw2btyI79jt9uPHjxcXF6Ngt7e3VyQSLV68mM1my2Syqqqquro6Go2WkpJSVlY2ODi4c+dODoeDjFZ7ezs6k7S1tX322WcpKSkZGRkMBiM5Obm6uvrgwYOhoaFGo7GwsBD66Xq9PiQkpLy8HB3cH3300RFaOWm12n379qENC4/HW716dWJioisxCbCnsLAQIIT8kMPhzJw5k0KhlJaWfvHFFyRdMGnSpIceeogsi97e3tnZ2ZCoLi4udt0nqqqq5syZ48bFGhLaFRQUICPnGm979NFHgTBdTaPRfPnll1isqVRqSEhIdnY2ZJFJO0WdTtfS0pKXl9fa2oqOn++8886iRYvmzJnj2lI5Ojo6Ojo6NTX19u3bOp2OnCI/P39wcHDNmjVD6sUFBwcHBwfHxMTs2LHDbrfPnDkzKytrLDNWKBRmZGRQKBQWi5Wfn08+X7RoEbpt2u32np6ekydP3rx5E9vPwMDA7t27t23b5jYOdrv92rVroGvisaalpcXGxgYFBZGN0Ol0oo1peXm5SqXCc+zo6Jg1a1ZKSgp5fFQqNSUlJSUlRavVvvHGGwT98ni8Rx55ZNQWYYA9Npvt3XffvXPnDj6k0WirV6+GHhosPDw8PDx8xowZ+/bta2trI3MpKCho9erVQ5IqQ74zYKe4uLinnnpq1M345s2b5BaMRuONGzfQa2hki4yMRASkr6+P3IXT6dy0aRP4imgjm5eXR4AclUqtra29fv16cnLyAxjSvoe4779TqHgsaZafADw8OMm9H+Phjued7naIXNPaYzSw0ElPZ4PBgGgOGj2jLTWbzQ4MDJw5c+b+/fsvXry4ceNGUPvwK7R47unpgSYkjUbTaDSdnZ1QEUQhHK6qtbXVbDYzmUylUjl16lTstqC1X7x4cenSpVKpVKfToXKBTqczmczm5ub9+/eTO3Vrhjtkt4BxG8dO43bfzOFwlJaW5ubmarXahx9+eNq0aUhhnzhxQq/XC4VC4jDJ5fKnnnoK6Wa8zyO48pDrIX8SQg4pqyWg4qWXXhoYGJDL5UTZ6fLly4WFhRMnTlyzZs3evXspFEpCQgLIxNnZ2QcPHvT19X344YdFIhGDwWhra7NYLMHBwchgZGZmzpo1q6CgoKWlZdasWcgpUSiUdevWrVixwmq1CoVCLHapqalvvfWWl5eXj4/PBx98wOFwHnrooZEd3KtXrwI40en05cuXp6SkuN1yaGhoaGgoqkSGDNJDmYdsA3K53NOFpVKpnozB3t7ekpISV8QypPX19Z0/f95tmxEIBJ61Ukqlcvfu3Sivgnv93HPPuQX+aTSaSCSKj48PCAj4+9//DlBktVpPnTqFHJH7GsFgSCQSV+yEVp7AhMNdM4fDQZjtHhoQE8FlgqkwngwGIyAgYMOGDaTJGJVKbWtrq6+vx05GrKam5vPPPyd/zp8/f86cOZ5PxMvLa8mSJZmZmW+99VZ/fz+FQuno6Dhw4ACfzydzjBjiiwR4kDKwsRidTndF3Uwmc8iSJB8fn4ceeui9994Dn4RKpd65c0elUqFd/ZAGJON0OlNTU0cFTk6nk2Abgt7Hgp08X3kCIEEWZTAYoaGhq1evbmxsdNWubG1tfUCw03je6WcB4cavZNzuylx3N5vNhn2H8l33JGi7Dw4OSiSSTZs2HT169Ny5c//4xz+2bdtGejTV19d3d3drNJqoqCgOh2MymTo7OysrKx0OR1xcHOj3wFQtLS0Oh8PhcPj7+0+ZMkWv12u1Wmjcf/PNN01NTQcOHPDy8iKC/gMDA6+99lpfXx84fjgOxUWWY/zxjWOncXuw7ObNmwcPHrRYLLGxsSkpKXhXa2pqGhoanE7nvHnz3Irsf3BeDXrAkz87OjpOnTrF4/HWrl0L6XNQhPGvkyZNeumll8AnplAoa9asQRERXNW+vj4/Pz8ajbZw4UKHw+F2qUTyFaBOr9ejOT0aR2ZnZxOB4OGsra0NbqVEIgHLbrg1ergSfBaLhZrRsWzPrh0/nE5nSUlJUlLSyBfZ3NzsSpQabrO32+3Hjh0jwMnpdE6dOnWEJyuTyZYtW/bll1/iemw228mTJwMDAz099SFX+dLS0vT09OGQ9vdhI4yciONyuQEBAaRBM4VCcROaB7RzdfdHrrMSCATJycl5eXnk5xUVFZ7YyfMGx/7WUKlUPp/vqu883MYZFBQkk8kgLwFM29nZOQJ26urqAq4bS9suvV6P77tim7tSeRr5sUqlUj8/P5KYonzXZei+W11dHfi9rpNkVJz5b+xe/zT1TmP5yQNb7/SDDPLPJVd5v67z+ydeUOaEbrZUKjU5OXnatGkCgYBo0NNoNIlEYjAYhEIhVPhef/31tLS06dOns9ns48ePDwwMaLVawotms9l+fn5SqdRkMuXl5T377LNEKKKzs1OtVnO53MzMzPj4eLPZHBISsnnzZjabfefOnTt37mzevDk7O3vLli1Qytm5c+ft27fZbLa3t3dnZ6ePjw+Iza4NtcdtHDuN24OyCDY2Nn711VdWq5XL5S5cuBDuzvXr1//1r3/ZbLY5c+aAGTV2UyqVvb29crm8urp6uO9MnDixo6MjMjISqSRX02q1n3/+uU6ni4qKamhoyMvLs1qtAoGgs7Ozr6+PQqEwGAwulysQCBQKBZ/P12g0t2/fTkxMLCkpwdpaV1fndkwajRYeHu7v7+/m9vF4vOeff14kEn3yyScCgSAgIECtVqOZ73BrN/EmkVgY7gaDgoJGlolzde5H+NfExESVSgX/kkql9vb2Hj9+fMOGDcNdodVqhThHbGxsY2MjqsiGcxCvX79OFmWZTDZ58uSRLzUlJUWpVBKCXE9Pz9dff7158+YhMyoTJkxAtRv+7O3t3b1797Jly9DXwhNqYuLdAywfuXUskeglMwFcczL/q6ura2tryZcXLlzoOSfdbPr06cXFxaj9Q5ShqanJTT2P9K65N3Pl3UGMbugVmcGYPHlyQUEBuf7q6urhnqPBYIDu07x58zzZm57QurCwUK/Xe3t7E2ym0Wjy8/MXLlz4g+zlIPq6Yqf71Q3Tzerr699+++27xU7fn+b3wNo9cPaGJI5+T0DyIHP2fhCtiPsyZ+7hpPeLPOZ23nsYMWjhmkwmFovV39+fnJz8wQcfBAQEoGMvNCR0Op1YLNZqtYODg48++uj8+fNRjHDy5MkXX3xRq9UuWbJk6tSpkZGRaD5Go9HCwsJu3br1+uuvL1q0KCwsDE1ToqKiwsLCysvL6+vrm5qaIiIiZsyYkZmZifCTTqfr7e1lMpkCgaCxsfHAgQPffvst4qpo6KJWqyEQ/++3noxjp3H72Zter//ss880Gg3SDhMmTHA4HFVVVV9++aXRaAwICFi2bNnd5gT6+/sLCwuzs7OPHTs2gmdWV1fHYDBc/VSn06lSqS5dutTT00OhUBoaGsCOo1Kper3+1KlTJENCfC+BQACGWHR09JEjR4Y7nVgsRrc+rFl9fX2QteFwOAqFgkqlikQinU63Z88eFoulUCiio6OzsrI8wQ9Ri6ZSqYODg319fcMpgy1YsGAsWzvSZSN4EjKZLCsr65133kFInkqlVlRUZGRkhIeHD/mrhoaGpqamwMDA5cuXv/vuu2RghUKhmzdTWVnpuhxPmTJlVLBHp9Pnzp2Lfue4GBAYXJMYGEwKhRITE5OWlnbgwAHyT01NTR999NELL7wwgg7HD965wmQykdIvp9MZExMTERHhGoY8ceIEyQEKBIKpU6eO+tTkcvn06dPPnTtHTnHmzJkJEya4XjxRtPtBPNcRLik+Pv7MmTPkUdbU1JCupm5WWVk5MDAwYcKEzMzMUe+xra2tuLgY3JVdu3ZBR4RCoZw5cyY+Pj4wMPAHcdr0er3rnyPL2f9khuJvtH+FTIuns2i329GqEhUUaOFC+U41fsis8pCuP2nGijajSDlarVaz2Yyumq4ykqDxwADOPTN1nmxD8K51Oh14R2O5fZVKhT4TOJHnTEZK3+l0WiwWIq+MG8e4DclDHtnxRUMhDKzVauXz+WiTgHNB8WVULqXFYiGBBjcRTrdzwYG2WCz3EK9hMpmkCwJ88bEwYD0/geoAm822WCyEPYFRhYDB98c595AzHPUnnq/DPRzzB1lA3KAF0YZ1y9hjGmAm40Ow600m09atW9esWfP000+DJsdkMpEFQvTT19d33rx5FArFaDR2dHTMmzdvzpw5a9euxSCQeN+OHTs2bdpkMpngD2C6Lly4UCwWnz59Gkcm/bLRKorH4wUHB9Pp9MrKyr/+9a9lZWW+vr7ksvV6PWmqS0YYfYoxq8d913HsNG73027dugWviEql9vX15ebmVldXd3V1YV1YsGDBPZCpeDxeZ2enXC535Zu5LXnt7e0ikaizszM6Orqjo6O5uVmpVLa2tqpUKrgglKEKQ93+Bx2W1Gp1fHw8uj8Nt8L6+voaDIaTJ0+2tbV1dXWZzWaitMPhcGQyma+vb0JCAiRxmpqazp49W1VVtWzZssTERNddwdUh1uv1OTk5q1evDg8P99znvmdAlEqlkjKewMDAmJiYqqoqcjuXL18OCwvzPIVGozl06BA0D91AnZsPYbfb3eL9cXFxY7kwDocTEBBQX19PHkF7e7sbAYzws2fMmNHd3X3+/HnyT0aj8dChQ0888cSoihc/iFmt1vz8fJIqDA8PX7t2rSvC6enpcZ053t7eY7kwCEIUFRWRPkWNjY2dnZ1jIcL94BYYGBgVFUWeiE6nO3v2rGdqSK/Xnz9/nk6nr1ixYuRMHcYtLy9Pr9cnJiYGBATMnz//0KFDeB8tFss333zz7LPPfn+Uq9VqkQejfCd0MbKC/E9mxM0ib42ne40oNZxmp9PJYDDQ+sxsNhPh45HdR9dupGh/idpxg8HgcDiEQiHUjYGXSPNWsv44HA6r1ep5Irez0Gg0mUzmcDgEAoHdbufxeKOyhZ1OJ1jBACEQ+/L8DhY9HBCLNrxDNpvN4XDuoRcNlJoFAoHFYsG9ozcoTgSsMuqsE4lERqORwWBYLBa5XE6Sw65nAVDB82Kz2feQRbFaraQAxmazuXZyu9tphga7KLwBdBwhhOQ5hYbbJe8ZSlHGIJTi+ZNRx9DzIG4/8YwQjf2Ynv2aySek17Ob54DXisvlMplMFP2++eabeBbQHJdIJO+9997EiRMRQOFyuU8//TTFpROUqzPg5eWVlZXlev1ILqWmpkJzGK8S1CmYTCZiWyaTKT8///333+/u7o6Li1OpVJgABOC53S+Xy0XebBw7jWOncbvPhpJ3WH19PfHAqFTq8uXLRyVxDWkCgcBoNBoMBoFAQMLVbqtkc3NzcnJyYWHhhQsXiFoxFPnUarWr5LREIlmyZAl8F4PBUF5e3tTU5HbAiIgIzw/d/MvOzk5Qs7Drs1gsLEAmk6mtra2trQ3d0+Pj4/G5Uqk8f/58fHy86zYG/wYUJiqV2t3dvXPnTqlUGhsbGxkZKZfLIXfxg2iJuraKSk1NJdgJJftLlixx00igUCg1NTV9fX1TpkwJDQ11VWvwNJPJBO1pmFgs9vb2HuNVKRQK13kCIuVwX16yZElLSwv062B1dXWffvrpli1bfiSCltVqNZlMyGnk5uaWl5djB508ebKnEAgynMRGrXYjJpfLhUIhOsCSWXRfsBODwVi1atVf//pX4moUFRVNnjzZrQdXc3NzT08PBPpGPWZXV9fNmzepVGp8fDyVSk1NTT137hzWCiqVevv27ZaWlrEcZ2QrLS1FRzgKhRIfH79+/fpRmYQ/jdntdrPZTPJOQ/qyVqsVixKyRlarFT2U4d9zuVzXRWw4Q5zbbDZD46uhoQGEYTqdbjQatVotMjBoF0PK0PEnrmHUAL/dbkecm8/nGwwGhK5HviqLxSIQCNRqNXIgnlWjmAa4a1wJOo2iMzXeviF/MvInZrNZo9FIpVKtVisWi9FjHeCHeJNueTZP99pms+n1eoFAoFKpaDSawWBwe3Y6nQ4inCRfdA/LNe6UwWDw+XxoWLtVUXqap79rtVoRoyRzCf2jQYggOOquUM2o5x0L3Br1LJ73MpYK21HfhVFvx+1JkQ5yrmEO18t26ydLdMnRWAkZTqVSGRUVVVZW9thjj7366qsTJ04UCoV4HFlZWVDeYzKZwEtDJmCBprCdIVWLSWUymZhMJgli4giIzZlMpsHBwQMHDpw+fVqtVtNotO7ubnTCJa+5Z8wCRVlomDHuu45jp3G7zxHWIT+Pjo7OyMi4t+QJl8u12+0qlYrH4w2JnbCBoSESrkEoFCYmJk6fPl0ul3/88cdo9UP5jiQGaa9bt27l5eV55pcgbl5TUzPC5uHt7Q36H5fLjYqKAumIx+OhoBPiyBqNxmg0XrlyBXctEAiWL1/utu9C/o4gB9jAwEBRUdHFixdZLJZYLA4JCQkMDExISPDENvdsQUFBUqkUHVex8l65cmX+/PluD+j27dtUKtWtKeqQhjbBZI9BqHiMF+OWmSF5wiGNxWJt3Lhx165dpGaGSqU2NDTU1NSM0JL1+9ipU6fOnTtntVp1Op3RaMT0yMrKmjJliqcH7BaWHvsgoMei6z5Nns5Pbz4+PgqFgoywwWC4evWqG3ZCdCAoKGgsL3VbW5vD4eBwOCDRMRiMoKAgEmdB7OP7YCen09nd3V1SUoL/j46O3rBhw4PTGNdut5tMJtcqbc9JTqVSgY4MBoPJZEJIGMpdTqdzcHBwVEcQxwcNGF6RQCBgMplGoxGULYfDATxGgBPcKZIzB8QadUknXZ6BxDzd3CEDECDgwZX3PAtcVXzO5/ONRiN+glcM5fh3u/swGAw6nY6hNpvNwDYEvsI/HotbT+CuXq+32WxucMtqtYJUjMEfdQUbbnz4fL5er+/r67PZbMjs3e1WS/qxwiNH/goyQnq9fkje4z2w6ca+6Y/9LPdA8xvLmuDJ4Rz5mAQ7kd+6PmvPpuFANRCmQgrXbrcHBgaqVCoWi9Xe3v7yyy+vW7cOlHgul2u1WtlsNjovIT+JSITbQ8S0x78S/WG00MVJ8dqSi29ra7t+/Xpubm5lZaVer/fx8bHb7Xq9nvBgbTYbZv6QSxOdTidL/biNY6dxuz8WHByMGAz5RCqVxsfHz5s37545OUwm08vLq6GhQS6XD0elw77F4/EMBoOXl9dzzz0nkUiwuMTExIA0KJVKFy5ciFx2fn7+1atX4dBQqdSwsLD4+HjEJouKiuh0umtmw9PXhxLO0qVL/fz83Cp/ZDJZbGzs/PnzGxsb29vb+/r6mEymTCYDW8nzaKmpqTU1Na5JG7ILms3mnp6enp6e0tLS/Pz85OTk7OzsexDd9jQ+n79kyZKcnBxCEjt79mxCQoKrjnl3d3dNTY23t/eomm8UCgUdilyvf+zBVzfdglHJOQqF4plnnvnkk08gUYht7Pjx42KxODQ09AenH5DgIo/HQ2B+cHDw7NmztbW1cXFxYGYOh53Gvt+DOzF2DPmjGo1GQ9UT+eTy5csZGRkkjWaz2WpqavC1sQSAq6urqVRqeno6kUqPj4+vrKwk37l+/fqcOXPu9tlZrdYjR44YDAaVStXe3m40GsPCwmbNmhUdHf3TcDjvdiIRv3ZIZxHTDCQc0qQOWQj4UmNxYeExw1HW6/U4CBI+rqUaaKCJNAXcOFL1NKpLih8ODg4iuzXqT+x2O7rQgBaIsq4hL14gEIC4aLPZ4I+CRDCWs3gOqdFo5HK5RqMR+SJS5oQdCnVlnjPf87DIAaK0FZjWbfnS6XTwQVGodg95Jzx3bFJ0Oh39Uu/2fuFSE3BIpVINBgOuCnkMzyk0KiAfckBGRSB3e5ZROXueQGi4KeS2bo/8E88cGjmXK7XVtfYJTEjXSzIYDCg34nK5NBpNq9XyeDyHw4En+Omnn37xxRfR0dFJSUlJSUlhYWFyuRxhMgJxyZpAwBtmEZAPXjdSsABkBc3S6urq8vLy6urqzs5OkF9A0wXjFzlbkH6HzMLhvMibjfuu49hp3O6nRUREPPLII4cOHdLr9UwmMykpacWKFd+TOUOn0yMiIm7cuJGQkDBcOohKpXZ1dU2bNu38+fNGoxGgCP+UmZk5efJko9Fot9utVmtFRcWFCxdaWlrwKywonZ2dwcHBs2fPvnLlSkhISGFh4XAevNPpDA8P12g0kZGREydOHO5ixGLxlClTxpIJ8fPze+GFF3Jycqqrq12DSW77gVarPX/+PI1GI52Cv6cbl5ycfPHiRQIRTSZTWVnZsmXL8KfZbD506JDFYlm1atVYHp9b7Bn7yhiRw6g7nKfJZLI1a9a88847ZItVqVQfffTR2rVrk5OTf1ixrKVLlyYmJmI3vX379ldffTUwMGAwGLq6uioqKlJTU1euXElgz/epYHa78fvb9D0xMbGgoICMpF6vr6urS0tLw58NDQ0dHR0hISHBwcGjHqq3t7exsdHHxyczM5Pc46RJkxDpIKHT+vr6uy1PYjAYkZGRn3/+OUlK9PT0iMXiBw04Of+vDTk/If6p0Wg4HI6vr+/AwABIayaTyWg0gjY2srMI2pher+dwOIODg2FhYdu2bTt48GBVVRVAEQ4I6iCyRqgUh84NsM2oGQDU0nC53Mcff7y1tfXUqVOjBjvi4+Nnz56dk5MDuIXLGG6ITCZTRETEsmXLfH196+rqTp8+rdfrgX/u1okHWgBeWr9+fUNDQ2lpKeEvUf5vw4bhjulwODIyMuLj43NycoYbIgaDsX79+s7OzkuXLrk2YRu7ORyOJ598kkajgbMtFApH5ex5GofDAelRp9PJZLIVK1bU1NRUVVWxWCyTyQTG1/dHNd9f1f0efuIJnj2XRzcAMBbRPLd56Aq3XG/TFTuR2U6gFNJNOp0OcQEWi6XX65GPgnwIj8erq6u7cePG559/LpFIZDLZzJkzk5OTIyIiJBIJkDxiHJ73gugGAJvJZOrt7S0vL79x40ZVVVV7e7vZbJZIJHw+XygUIntMpVJZLJbdbkfmFtiJHNxttmM+o8Ru3Hcdx07jdp9jq8nJyV5eXn19fTKZLCAg4AepQgkMDCwtLR2ZAdXa2jp37tyrV69qtdqdO3cGBwfDk8C2YTabER9yXUG4XG5MTExvb29bW9uFCxdSUlJKSkqioqLOnj07wg2GhoZ2dHSMoO12tyYQCB599NH6+vra2tpbt24hhzOkg+XG7vs+RqPRIiIiXNNr6L6F8964caOhoUGhUIyFsOc5RIh4jdGFddvhxqjEPWHChFmzZhUWFpKfG43Gw4cPBwcHo7H6DzhQZFebNGnSpk2bPv/8c8I3KykpkUqlnnRHAkHvzaUA/L6PL7Kvry+01MgnLS0twE52u72iosLhcKSkpIwqKeZ0OqHUFxcX53pHPB4vJiYG8vc4ZklJSXR09F2lnqhU6qRJk+bOnXvixAl8otPpTp069fTTT38fPfcfY1UkDDHMJU/wwGKx8PYtX7784Ycfho8OfeFTp04dOXJkVGocUA1Kbux2u1QqDQ0NRegaAnpEWhNuE4/H8/X1NZlM7e3tlO9y3aMqnoH+5+Pj88wzz1y9evXYsWOjeqixsbHbtm07efIksutDVlWheh5iFQ899BBW8v7+/o6ODh6P50muowyv/ePqXg8MDPD5fDqd/tBDD5WWlhYXF/v7+ysUCo1G097ejmzSyG69UqmcMWPGpk2bDh8+bLFYPEXJuru7g4KCNmzYUFJSkp+fLxKJ7gEbANjIZDKhUMhgMHp6ekaNWHner06nM5vNYrEYxK24uLimpqaBgQGFQgGW5ljGcCxSriP/ZNSqKsoYEvKeSMkNLHlipyHjdyNH5dwO4irbQMh7bsd0OwiwDTJ7gEwikYjD4RAVO8g5slgsJIK0Wq1Kpbp9+/b+/fu9vb0jIyPDwsIiIiKQMhKLxSDpIeNqMpkMBkNvby9UcOrr6zs6OqAAgQOKxWIU9YExSNJlmKgmkwnNecl77XbxJFn6QK2W4zaOnf7/hU/BwcFjCUiP3WJiYo4ePTpyJH5wcLC4uHj16tVfffUVg8GAGJrFYhmuREosFj/22GOBgYF37tz56KOPrFbr3r17Kd/V1w53Fi6XGxISkpOTQ6fTr1y5IhQK4+LiJk+e/D1zHTweLykpKTEx0Ww26/X6/v5+lUqlUqnq6uqQIiNh9d7e3jHKMIxqU6dOLS4uJjH71tbW8vLyqVOnDg4OHjlyxOFwTJ06dYzZfDe4YjAYNBrNGLGTq4PudDrHiBnodDo4k4cPH0ahCJVK1Wq1X3311aZNm36kPi1UKjUkJGTDhg27du0inLozZ87MmDEDl+1WYzOywIbbHuzK96PT6fdXX5vJZK5cufJf//oXcabr6+t1Oh2fz6+urq6qqvLy8hpLWlWj0RQWFqLxdFlZmes/eXt7E5+YSqXW1NSUlpbOmDHjbpHt7Nmzm5qabt68Sfmu+K20tPRum8j92AbWDeW7EvYh5yd8HYVCkZiYuHv37pKSEqfTOX369F/84hc6nQ7ddUHGQ/UOtMJRKmOxWKB8gCiyQCC4cePGkiVL5HK5VCpVqVSgFTEYDI1GA0ECq9W6Z8+e/Pz8t99+WyqVIr3DZrOZTKZareZwOKAeIZ4N7xCwh06nDw6snJwAACAASURBVA4OYv5DcK+jo0MkEtHpdJ1OZzKZRCKRTCYDYxCVkAgiQD5nYGAADFW1Wi0UComHiryZ2Wx++OGHv/zyy1dffVUsFguFwv7+fi6XCwoifGiBQIAVxs/PD4RARKBwEKvVKpVKrVZrT0+PXC6HH2k2m3t7ew0GQ2ho6Icffvjee++98847qFNSq9UCgYBOp2s0GoFAwGaziUYFXmeDwaDVanEvHA4HSyKIhRwOB0xvjUZDKHNoYIr7stvteEaI8aP8DFQ6sVg8ODgIzTQ+n//uu+86nU65XA6dfaQLwF3E0JlMJqhuEElGPFCbzYZYHsCzSqUKDg7u7+9/7rnnqFSqt7c3Km+5XC4qzex2O3qsyWQyLFCEJSiTyQhlY7gcqaec3ciwhzIGNT/s7K5S4KPuO6OC/LFsASOAK5IIHfVmSRoTgSStVkun0zkcDqQaiB4J3lAOhwNdOyg0tLe35+fn8/l8gBw2m40MMJLDZrPZaDRCxRdTCGoiyJcSzi10I3FM/AqqIa704CFjUoCCOP644zqOncbt39AkEgl4dzKZzK20xtVKS0sNBkNGRkZTU9NTTz1lMpnKy8sLCgpcSRQcDic0NLSurm5wcPCDDz4AxYIQOZ566qmdO3eOcCUBAQF37tzp6+tzOp2AZ6WlpYsWLVq4cOEP4ppjbSXtVrOzsz/77LMbN26QQFFfX98PhZ2geXDq1Cmykh48eDA0NLSqqkqr1bJYrJSUlDEeSiqVIuZNMENnZ6dr9dQIRrTRMAJjT+gxmcwZM2YMDg7CraR81yHqo48+2rRp048XGggNDZVKpUSbyGQy9ff3AzvJZDJXh8NVdnJkMxgMpDeR0+lUKBT3FztRqdQpU6Zcv379+vXr+GRgYKC4uHjOnDmnT582mUwzZswYuQsz7NatW3i+J0+eHDmGbbPZcnNzExISxnJYt2mwcOHC2tpa4ujk5+cnJSU9OFoRYxxwCBvodDq1Wl1XV3f06FGHw3Ho0KGUlJSlS5ceOHBAIpF4eXk9+uijCQkJLBarqKjo4MGDISEhS5cuzc/Pv3Llil6vz87OnjVr1oEDB6xW69NPP/3pp5+2tLT4+fk988wzPB6Pw+G0tLS89957cXFxixcv9vf3z8zMdDgc//znP4VC4fbt2xMTE8VicW1t7aFDh7q7u6FagauiUqmJiYmPP/44m80mayCLxWppacnKynr00UexAnzxxRfl5eWEwoTAtk6nQ0cag8Gwbdu25ORkh8Nx48aN48ePq9VqyFp0dXWJRKJf/epXGo1m2rRpv/vd70pKSsrLy9PT0x966KGgoKCurq6cnJwrV66YTCYOh/PYY4+lpqbq9Xqz2fzFF19cv3595cqVM2fOzMnJKSkp8fb2/uMf/8hisXbu3Al1cjqdPn369PXr1+t0ujlz5sjl8vfee08gEKxatWr69OleXl5Xr17929/+BqQ3YcKEX/ziF35+fk1NTahoQmaArG9MJnPJkiXp6ekOh6OyslIoFKrVaplMptVqJ02a9OyzzyoUis7Ozl27drW0tACbmc1m1B2tXbs2NTUVOPbLL7/EZvTMM88YDIYjR47YbLaAgIANGzZER0drtdqTJ0/m5+cHBgZu3ry5t7d3cHBw/vz5XV1d5eXlx48fl8vlDofjlVdeiYmJEYvFzc3NR44cqa6u9vPz2759e0FBQUNDA4PBeOqpp1DO2tDQ8MUXX9y5cwee/UsvvZSYmIiS2uPHj/f397sFvDy96lF19kaFKHQ63VMzye2/P2tzOByA1kBBrtQbIhUDch2oNIBeQEpwRTDIKE3EcBEITWTHkVAiuSb8FoV8gPH3l/U9bj+qjYvKj9tYLSMjo7W11a3pgaf/UVNTo9Vqg4ODd+/e/de//vXUqVOonRUKhSkpKVu3bv2v//qvLVu2bN68OT4+XiQS0Wg0iUTC4/EiIyMzMzP37ds3Qq7A6XQGBwdfunTJ6XRKJBI0/6VQKAUFBURd+m6trq7OtTOSp1+4fv16VxByb1oIyON7Dheo/OQTo9H4xRdflJaW0mi0uXPnjiCx7cb7Z7PZrhfpcDiuXr06FgEuu91O9D/QctdTUWPkqFhmZmZqaqorT72lpeXw4cM/XiwN296QnoGvr68rjW1gYKCzs3MsT6e1tZXknWg02rRp0zxJOz9xJ3g6nb548WKy8TudzkuXLlVWVnZ2dtJotLH0G3A6nYD96enpq4cyt+zQ4OAgdP/v1gIDAxcvXkzmwODg4L59+9z0Vx5wQ80D8ZYCAgKCg4Pj4uJWrlzJZDILCgq8vb2pVOqLL76YkZFRUFDw9ddfr1mzZt26dWazecOGDb/73e8kEondbl+1alVERITBYJDJZGvXrp04cWJ/f/+vfvWrpKSkmzdvXrx4cf369a+99ppGo6mvr1cqlVqttrOzk8/nr169et26dSgxeuSRR3bu3AkBMfRa5XA4zz///Mcff+zj45Ofnx8QEIBEisViSU5O3rFjx+Dg4Llz5wwGw969e5OSkqBIiWoQg8Hg4+NjtVplMtlvf/vbFStWFBcXX7p06eWXX961axdWCY1GYzabLRZLT0+P3W5Xq9Vms9lsNkdGRu7YsYPFYh04cIDL5b799ttPPPGEyWRasGDB448/Xl5eXlRUFBUVtWvXrokTJ8bFxa1YsSI0NBTxl4ULFy5fvpzUirBYrIGBgf7+fnSDqK2tZbPZf/rTn1599dWamppvvvlm4cKFH3/8sbe3t5+f37vvvhsbG3v8+HGj0RgVFSWRSLRarcPhUCqVqLyfP3/+m2++KRKJOjo6wsPD5XK5QqFQKpVLly799NNPWSzWl19+6e3tvWfPnsmTJ8OjRb+p1atX//a3v6XT6aWlpd7e3m+88QbIimlpaatWrTIajREREb/73e/S0tIuXLhApVL/8Ic//PrXv6bRaFlZWcuWLQsMDKyurl65cuXvf//7lJSUnp6e9evXP//882w2u6SkZOLEif/7v/+LEz3++OMTJ040m82vvvrq1q1bzWbzwYMHIyMj3377bYVCMWXKlD179kydOvXDDz9Uq9Wvvfba73//ewgsuRrdw8ayPLoZ+/8ai8Vi/l8jU2WM6iMPtFNLo1EoFGSADQYDEkfoAEZy7OR+Kd+1s2exWGRwiOG943K5RGHPTT8dYAlpVeSNSYflfwMIOm4j2HjeadzGakFBQRaLJTQ0NCQkZAQRPAqFcvny5YSEhDVr1pw4caKurs7f3z87OzsyMlIgEJAFJT4+Pi4uDhmDgoICLpcrl8u/+eabkd1TJpPJ4/HQgGjdunVBQUEdHR0ffvgh8u9CofBuIz1Op7OoqEggEISEhAz3HT6fP2HCBAAMOp0+atJpOMQyJCaEz9TY2AjHHWrRFAolIiJiuBoeynfsOFdwAilzVxAIz2zUJJJKpSKtZqlUalpamhtnz+l0Dse6hHG53Icfflir1VZXV5MPSabuHuq2x/LUXFmdDAaD4ByoSl67dg1/ms3mCxcuPPzwwyPvZA6Ho7i4mPwpFotTU1M9qwjGWD0FBJKYmHi3CRxP8/PzCw8PJ3Q4tVp9/Phxp9M5RpWIgYGBW7du8Xi8BQsWDEnFNBgMV65ccX1GlZWV96A1j94DtbW1pC1bbW3t559//uyzz/5IXb9+jFg18VbZbHZGRkZKSgqbzZbL5WVlZR9++KG3t/esWbPWr1+/Y8eO/fv3CwSCtLS07du35+TkHD16dO3atSKRyGw2x8TE7Nixo7GxUaFQgP1Lo9FiY2PBDmpubi4tLZVIJFevXm1ubn7yySdra2v3798fEBDQ1tb23HPPtba2MhiMKVOmPPTQQ5MnTz5//jyTyQQ1KDMzUyAQvPbaa+fPn+/u7s7KykJJ+tNPP61Wq9966y2j0djR0bF8+fK0tLSysjKhUIg3hc1m6/V6KBYcO3Zs7969HR0dYrF43rx5aWlpEydObGhosFgsvr6+dDr90KFDW7dura+v/+Mf/6hQKPz9/X/7299WV1dDoGXRokWTJk2Sy+Wvv/56bm7uBx98YLPZqqqqXnrpJRaLBQF0tVqNd0ev10ulUsQyUN/V1NSUl5e3YsWK6urqnJwcHx+fnTt3DgwMDA4OdnV1TZkyZebMmSaTKSUlJSEhYevWrSdOnNBoNP/85z+x6kJpEy/jjBkzOjo6fvnLX7a0tMTExCQlJcHT/cMf/iAUCv/zP//z+vXrTCbzzTff3LZt23/8x38gmcDj8ZYsWbJ///4///nPRqMxLy/v2WefjY2NBakSrvO8efOWLFnyxz/+8dixYxUVFenp6b/85S9BWa+rq9u1a1dXV5eXl9fKlSslEolAIFizZs2hQ4eAr7799tvnn38+JCSkq6urvb0dlW8XL14sLCy8dOmS2WwODg5+8cUXoQgXHR2dm5t79uzZa9eu5efnQzsbBDAQDodctTx5bp7S8J77ptsRhpOGJ+ji5+uokOwZyQhptVqkiRgMBpRLSA0SvkCkEZGkdeVMYqMhw0IGyv6dAZaTUKarluY4E28cO43buFGcTqdIJLp+/fqMGTNGxk4UCqWqqqqrq2v58uVyudxkMonFYvQhwbKOss7Ozs7y8vLu7m6ok49a9AyXEQQkBoPR0dFx4sQJtVqNX+3bty84ODgoKGjy5Mn+/v5jX/0dDodOpxtBlc7hcJBWP3w+n/BGhrvIsdfYEHff39+ftMDC+jt37lw3HDgqNyM0NNT1T6vV2tLSMjJ2cjqd5eXlBOx5e3vPmDFjhHEYIdQ3c+bMmzdvDtna8m5n2qjpMlCYXPEnAQak7zC5kpqaGp1ON3LlN0qByZ9hYWHfRymuoaHh4MGD6Cgy3EiOJSUICw4OBnaCaTQacLfGqBJhMBhiYmKGE9bncrmTJk0itEAKhdLW1kY6e94tfEJxPJnDd+7cuXPnTnR09M9ifUN6xPad1dfXX7hwwWq1zps3LzY2dt68eRcuXAALMSkp6fjx46CNdXV1UanUnJychQsXpqend3Z26vX6kydPIpbP5/N5PB6TyXzjjTd+8Ytf7Nu3T6VSffvtt8XFxXK5nMlkYibz+fyOjg4Gg/HCCy9A5I3FYmm1WqVSyWKxoHEcEhISHh7e1dXV39+fmppaW1srFArFYjHkZDgczrvvvovmzmq1emBggLTdpFAobDZbrVbjgBqNZtOmTb6+vgwGQyaToQYJvb/AakNdk1gslkqlAoFAp9P5+Phs2rRJLBZjGbTb7TKZjMVi3bhxQ6VSxcTE3Llz55lnnuFyuUSKHZjBarXiJ2DDajQalJEYDAYE+wcHB7lcbmZmZkBAAGq07HY7Tm2z2Zqbm2UymVwuRwWLUChsbW3lcDhowBUUFATlnqlTpzY2NjIYDLCpeTze9evXn376aYFAwGAwOjs7oS4I4qJCoZDL5QMDA0ajUSqVNjU1vfLKK0TPuq2tjcfjJSQk6PX62bNnz549GwtpRUUFGnVoNBqtViuTyVCjZbFYoCpZXl7OYDD8/f1bW1tfeOEFGo02adIkVHOBVLlo0aKNGzeijkipVAqFwpqamm3btm3fvr2srKympubgwYM1NTWk2RdZhD1XVLd30zNN5LmAe6o4DIk3XDeany98wogBgoI7BxVy5IhIZ2ok2aAMQcbHtXkU5f8WgGFKE6SEYidiTqeTQNbxjNM4dhq3/9/NYrE0NzfX1dU1Nzer1WqNRnP79u21a9cGBgZCG2oE6+3t3b9/f2RkJEjeZC1z9aqh71lTU9Pa2joqIUooFM6dO/frr7/Gb0+ePOm6zCHvUVNTc/bsWalUClfD39/fjcTlaSaTCQXWw3m6NTU1JJ8zefJkTz4DFtNRMQY+H7L35bRp01yxU0hIiKf8OgjcI5wlMjIyLS3t8uXL5J8KCwujo6OH035wOp0XL14kkoZSqXTTpk1DsgRxQFJMNaRFRUVt3LgxNzcXWcHvY671V55ms9kKCwsJduLxeKtXr3Z9xBEREUlJSVevXiVHKyoqWrx48XBbmtPpLC4uBqMSXNA5c+Z8n+tHIZYr+nI6na5CFKiDH+PR4uLi8vLyXHf3qKgodJce2To7O8+cOcNkMmfNmjVcPpZKpS5evLixsZHUeqEx9Jw5c4YcrpEVpVNSUq5du0a6flEolNzcXOht/lzCQ2jeQqfTa2trDx48KBQKz5w5k5ubu2jRoqtXr+IFPHr0KGQkEAwyGo03b9787LPPZs+eLRQKUQ7k5+cHshy0kru7u3/5y1+CGPbyyy9PnTr1scceY7PZ6DZus9mSk5Nff/11CoXym9/8pru7+89//vPUqVMlEgmUDOx2+8DAgFKphFJCT09PVFSUXq/v7u4eHBy02+1tbW3/+Z//Sa5HJBKhUTjU89Rqtb+/P1jT//znP1tbW1977TWVSvXpp5/GxsZCjxtJD6fT6e3tjUIgiUTicDhmzpz5t7/97Ve/+tWxY8fmz5+fkJCAjk9Go1Eul4eFhalUKj6fn5GRUVFRoVQqoaJx584dLy8vb29vUJggdAa3VaFQ8Pl86M5NnTp1x44dOp3u2WefvXr16vvvvx8ZGYmGv1arlcfjQegMlfqkZzGUKgDwTCbTrVu3oJGIIpampqaQkJBXX31Vo9FAWd5sNkNRgM1md3d3w82l0Wgmk0koFGZkZDQ2NtbW1vJ4PGg2QGX+2LFjFy5cgDwsyJNarRYpbovFwuVyIcKBdPSUKVMOHjyo0WiQgC0rK+vt7dVoNJ2dnQKB4O233w4NDX3mmWfOnTv3/PPPT5s2DW+EyWR66aWXBALBkiVLPvjgA/wramlIlmPUJJKnzt5Yuki5/YRsam4tlX6ORjqzkTHE9AAMRt4SgJNgJ1fY49ZRivwPZFoAmYaDWKMGGcdtHDuN27+/6XS6vXv33rp1y62g/OjRo5mZmaNiJ+CE69evV1VVIfaJLRMrjtlsRvny2IM0SUlJly9fJkoVZHEPDAxcvnz5tWvXbt68qdFoQNnv6em5cuUKhUKZMGHCwoULIyMjh5QBhVPb19d36tSp1atXe16MUqn817/+hQWXyWQO6VVDOon8FvflCbEQgtVoNJ5RvYSEhNzcXHwBLoXnz00mkyvyRNtytz117dq1CoUCtC4KhdLe3v7+++9v3759SERUVVUFIIrVf8WKFYGBgUMOETh7I/eKpdFoycnJ4eHh//jHP+659mwEzElQx+HDh+G5UigUBoOxZcuW8PBwtwTC8uXLb9++TTDYmTNnwLDyRNEoNCcA0t/f/4knnhhSY8Mt7zdkdBYfdnR0CAQC13Ohkph8GW3mx3j7/v7+rn1sGQzG4sWLR5VhsNvtJ0+eHBgYkMlkI2d+/Pz80tLS8vPzyaWeOXMmJSUFUXPPSeg2813/FIlEGzdu/OCDD8gEaGpqOnDgwGOPPfbgl03j2SHEY7PZhEIhj8fj8/lWq5XD4YD5VlRU1N7evmLFijt37pjN5rCwMJvNduHChc7OztOnTy9btkwul7/11lvISNjtdnDMWCzW3r17CwoKDh8+fOvWLbCLORwOpPPS09MvX77c39+PLJDFYsnOzo6LiwNg6O/vFwqFAoHAarU2NjYuWLBg/fr1Z86cWbJkCY1G4/P5fD7/nXfe+dOf/pSWllZbWysSiRISEnJycogSuslkQqpcp9MFBATweDyVSsVms1etWhUSEjIwMKBWq9EtF//FZUMf32azKRQKrA8zZsxISkry9vYOCgpqbW396quv5s6dW11dffv27Y0bNz7++OOPPPJIf3+/w+HIzs5ubW2Ni4uDBDmk8CAeTaPR+vv7NRpNcHBwZGQkxIe6u7vpdPrq1auDgoLCwsLodHplZSWLxdqyZcvOnTsDAgJSU1O9vLzYbLZYLNbpdCKRiM1mV1dXP/300+vWrWtsbIQMQ2hoqFqtzs3N3bx585IlS4qKitCx4+TJk2q1Gq3b1Wr1xYsXt27dqlKpKisr58yZs3bt2qeeegorKlgSZ86cCQ0Nzc7OvnDhwsSJE6dMmQLpSFyAWq0WiUR6vV4kEvn7++fm5l69enXx4sW3bt26cePG6tWrly5d+sgjjwCvBgcHo7+52Ww2mUxZWVlRUVFMJlOr1c6bN+8Pf/jDgQMH/v73v1+7ds1ms02YMIHP55NmxPD7PZesUXdMT9jjSWEY8phY0H6+qMkVB8K1IBVKruXBRO+BrMOk2xipZSJKegQskYdCSJKuJL0h5dTHE1D/xkanUCj//d//PT4QP18bIWHyfdyI5ubmTz75pLW1lezBAoFgwoQJHA5HqVTGxsa2tLSMsZQFURl0mTR8Z3DEx7640Gi0lJSUoqIiz2ZE69atmzRpUlxc3LRp05KSkmg02sDAALm2wcHBa9euXb9+XaFQKBQKz2Yp58+fN5lMbW1tKpVKJBJBgpbyHbHw0KFDHR0duID169dHRES4eag2m+3atWuuVCUGg4HLIPjHZrOZzeaLFy8qlUo6nT558mSEu8jFwMVB6olKpa5cudKVZIUVvKmpiTjQsClTpkCKlxwHEt4dHR29vb0EYnV1dYWEhLBYLLIfm83mW7duffXVVyjgodFo2dnZ6enpngpODocDeRtI/SYkJFBGVMuAxrFrDi0hIcFTfGLkuVdZWelKCpVKpV5eXgaDoaen5/Tp04DEsNmzZw9JMuRwOGFhYXfu3EF6yul01tfXd3Z2BgYGYsTwoVqtPnz4cG5uLuCZQqHYtm3bcPVsRqPxzJkzBMhRqVSJRNLX19fd3d3U1NTc3Hz79u1r164VFRU1NDRwOJyMjAwE1zGR8vPzCfBwOp0+Pj4TJkwYYzsXNptdUVFBRmPx4sUjKwjbbLb29nYkZgUCwfTp012bTrpNYFyeK23ParX6+/v7+Pi4RmFBwTp//jzJUFGpVGSVXV9kCPjW1dWR73R3d6Pl1wh32t7eHhQU9OMtkvX19QUFBUg+DCcmBv/SarVGR0fHxMQUFBTcvn0b3LmkpCShUFhRUWEwGM6ePTtjxozly5fPmjUrISGho6OjqqpKJpN1dXVFRkZaLJY9e/aw2WyTyeTv7x8bG1tcXHz9+vXe3t6ZM2euWrVq5syZRqNx9+7dIMvxeLyFCxdKpdIjR460tLSkp6cvX76cz+dDg760tFSpVOLB6fX68vJylUq1ePHiZcuWYWU2m83ffPMNwlvr16+fO3fu9OnTg4KCKisru7q6EFnv6emJiYnx8/M7e/bsrVu3UCiVkZHB4XBqamoCAwOLiopI3yeLxcLj8dLT0xsaGvLz8319fdvb2wMCAmbNmhUfH9/R0cHhcNra2goLC6urqyMiIhYtWrRgwQKpVPrOO++UlpbW19d3d3enp6fPnj3bbrf39PSwWKzDhw+r1erp06e3tbUhN8Xj8TIzMwMDA0+fPs1gMBQKxdy5c4VCYWdnp9VqvXnzZk1NDUZj5cqV4eHhTU1NBoOhoKAA8hgg/rW1tclksnnz5qWkpBiNRo1G09TUVFhYWFtb29HRMW/evLi4uIULF+p0OrTso9PpVqt1woQJhYWFcrl8zpw5s2fPDgsL27Vr17lz5/DCYpVuaGioqKiYNm3aE088MWnSpPDwcChbpKSkNDY2FhUVMZnM9PR0uVx+7Nixjo6OtrY2qVS6bNmy7OxssVi8c+fOc+fOyWSyKVOmXL58ubq6Wq1WSySSefPm+fn5KZVKJpMJ0Zeampo5c+asX78+LS3t9OnTu3fv7urqIkIOyIoM2RJqZKMOZWNceyk/f84e9lZyF3Q6HSoRGAeCjsj/g8+JVCRAFwnpktwUngiO7IY/3T4hy8sYBxBlUZMnT545c+a4N/tzsTfeeOPnnZwdN2QzRq7AuQe7efPm3r174VhDR3vSpElcLhcu/smTJ9va2rKysr755hutVvsT3KNEIsnKygIZg0Kh9PX1wZUPCQkJCgoSi8VudG2TydTR0dHc3NzV1dXc3DwwMADyQ3Bw8NSpU5OSkgjaNJlMn3/+eUNDA/gqDAZDLpfjgDqdDrR4NpuNQXCroe/v7//000+1Wq1Op3PNCKGtKpvNxr5eUVFx+vRpkEywgvN4PB6Pl5qa6prFMhgMO3bs6O/vnzlz5po1a1yzWB9//DHKFdzAqkAg4PF4IpHomWeecY0sGgyGsrKy+vp6+BxAmCKRCDrmer2+r68PHrBIJAoICEhPT4+JifHsOXj06NHa2lqj0YinDEVEgUDwwgsvjLAxGI3GkydPXrp0CcJla9asmTVr1tifdUFBQV5enluOizRlRyCWzWaHhIRMnz594sSJIxAyDQbDxYsXy8rKMGGAqby9vUF8MplMPT09er2eRqPJ5fKEhASEt4cEGN9+++21a9eGoyO6tiLByAQGBr7wwgtMJrOkpOTcuXM6nc6Vs4cNHnHrdevWjdqF02q1Hj58GGoWaWlp69evH+HLSqVyz549AwMDhOHJ4/EEAgGqXNwe8Z49e0AuwsMinzOZTIlEEhcXt3z5cgqFcuLEievXr5tMJq1W66buKBKJmEzmli1bSG7TarXu2rWroaGBHJDD4QQFBT377LPDTZuSkpLU1NQfbwE5duzYK6+8AuyEiLInkkSfSuSXOByOTqdjMBgg+YjFYlC8ACBpNJqvry+NRhscHFQqlRKJBALiXC4Xa4jRaIQystVq5XK5UN+C7AQa36HwxuFwaLXa0NBQq9WqVCqBh319fTs7OzHP7XY7k8kEoQ4tdx0OB3TSKyoqEJIYHBxkMBgWi0Umk0kkEpPJpFQqcV5EdkBDpVAoaCPT398fGBjI4/H6+/vxNcItxOyFNAWTyRwYGEAmymQyhYWF6fX63t5eJpMZFhZ2+/ZtMOt8fX0FAkF7eztAOMTEUYXV1NQEFhzuXafTyeVydGGiUqmYNr29vTQaTSAQ8Pl8KNYIhUIajabT6XBHUF3v7e0NDQ3t7u4WCoVKpTIsLKytrQ1vNEpbUZ7oHQAAIABJREFUOzs7QfBjMpnQTPfx8YmIiLh58yYIk0KhUCKR9Pf3y+VynMjPzw80xd7eXqFQqNVq5XI5UZpmsVh2uz04OFij0SiVSjRuAp+TREB4PB5ECCwWi9FojIyMxJTo7+/ncDjoyspms7Varc1mE4lEIpEI5VI+Pj4OhwOybIhIqlQqrLEWi0UkElksFkQrUIWFHQ3LIIvFQj6EJEgdDgchnqE3FAJYVCqVz+cjn2kwGPAhllCcXSaTIRIEqqdOp0NXLvwr2hwhCjBkFuUe/MYf4yc/iPs6as/iH8/wEDdu3Pib3/xm3Jv9uRj1505sHbcfAzs5nc6PPvoI5ekKheKll15yq5u32+07d+6k0+kRERFDNo35YU0gEGzZsgXZhnXr1t1tPEyv19+4caOysrKhoQHepEKhgKw23G7o3lZUVNy4cUOn04GAR6PR0FwvJiYmPT1doVB4ko4MBsONGzeGlBHD9oOCq56eHrQoccsWent7h4WFuX5YWFh4586d9evXux7TYrFUVVUNhxCgRDwkxw/9r0BlHBwchFYH5TvyJMKikydPHi5piVwN+o24jrnZbJ4+ffqoU+jy5csQ+ktPT78rt7impsYVIjqdTpLogL/i5+cnFotJ+mhUQyT76tWrPT09Wq0WEQG4NUKhMCIiIiwsDKGB4Y5gt9uvXr0Kt3K4+4XLRT4RiURxcXE0Gq21tbWrq2vISQK4Eh8fP5am8jqdrri4GBHKIamVrlOrrq4OXQFwFpTmR0ZGur3ITqezrq4OA0LSrXDU8AikUinU/G7duqXRaIZMdlksFqvVihQo+bCtrQ0RdDJLGQzG1KlTH2TsBKQExQiAB51Oh2qlgYEBOPFQykazF+gxwN2EyLVWq4UuDpPJNJlMZrMZAAPlFjgmHF9wz/r7+xUKhUajYTKZGD2SVEFEHIAcxD8mk6lSqfr6+gICAqAECMiE/0LgASgLxTkAThBvQEkS+HhQwwPAA0IDJMNUwXnRnVwul6tUKqFQaDKZ4HOLxWLIBnI4HFAZ+/r6wMQG2MCh0F0HuAtvTWdnZ0BAQFdXF6T8tFqt3W4H7xR4A9cjFovxFEivXh6PZzab+Xz+wMAAOgULhUImk4k4GpVK7erqwkkBAjF0qK1SqVQBAQFoDMVkMvv7+/EaikQi9Dc3GAxmsxkjj548QINGo7Gnp0ckEplMJghOgDQBoWq0xMWX+fz/x96dR2lBngf/n33fh2FYBlkGRFZZRhAkrkRcQpQmipFYNScmMWqizdG2Wk1tmsYNjyba1CXNomliEo31pFqjqAiCBhQVmAEREGGGGWZ7mGH27ffH9cscz5s0ydsa39h8Pn/ZFAbmeYaZ5/vc933duTFBPo51xcObkpIS10x1d3dHfsScw8ihGKQec95ib2d8hPibxA6xmNsRw1RzcnISiUR8kOFXa3Eia/idmtTU1CicI0eOZGVlDQ4OFhQUtLa2xrSS+NqLnaLxxRk1G1ua4wmKzyXGeccs2XjDcXiJ5n2pC+2knbQT/2vbqb+//9Zbb41NX7NmzfrMZz7zm68zDhw48IMf/GDSpEklJSUbN278Hbfl/g8VFxcvWbIkbgI577zz/tufaX9/f11d3fbt299888248GfKlCkf/ehHJ02aFC+IYxpPX19fvLscbxsPXzH+wTyV8QLl/T0ZEodc46bz4XaKn82/Odz2/f1zh2dG/SmcdYkXJbECEO+hxsWIH+Tz+778gP9fuYf+T6Gd+vv743VnHE2JF8HxzSFe6Md6SKwmxTyG1NTUWCGJSoxbfWJv2PDL1p6enhhXEC+d29raSkpK4oXpUUcdlZqamkgkYoxBLEPFOkxMUywuLu7o6BheFpg/f35ZWdnWrVvr6uri9e7wuLAYgpqUlDQ8dzS2GMVCxPAupkji+IcZ/yrjAYmoy83NHRgYSCQSubm5/f39cRIpJSUlJo/n5OQcOXIk3kmZNGnSnj174i2DeBEfD2lXV1f8ufF/dnR0pKamZmVlLVq0aMeOHTG8Ib6pRr+1trbGWaD09PQ5c+Zs27YtEn24UuItqsLCwngDJf7OEUupqaktLS2lpaXRe/HIxwpPXV1deXl5f39/e3v7cLrELNBNmzbF0ko8azE8LWownqOYVF5aWhrF0t3dHYEa2+e6urpiEe/w4cPx4EcSJycnD0dyLBXGT5CY4BdPd0FBQXzKGRkZEeERq/GGVGZmZmwei3Nuwxkcy0r9/f2HDx+Ohc2kpKTYwxx53NvbGx8tNTW1pKRk1KhRe/bsibLt6uqKr+qsrKyZM2e2t7dv2bIlvoDj6yeerLiHPTk5ubOzs7S0tKurK3IuFl3j7xD/drSTdiKeNeedPvTe9/NOycnJr732Wpz2bmxs3LdvXwyrjZ9bXV1dhw8fju/j69aty8vLO++88/bs2fN/O5j7D1FRUXHppZc+88wz8+bNO+ecc37v+fjfISUlpbCwcMqUKQsWLBg1alQikdizZ8/mzZt37949ffr0uOI9fnRlZ2fHZOH4yfpBvlT9rw6l/E//kaemZmZmxueVm5sbP6T/qOGU9OsN33861yzGS8yYbBbPbzwOH6IU+cP30H/ofADnnZ555pn3nur+reed4i2GmBIRyybD/4La2tqiVeJlcdyt2dnZGYPXhtccYkNaRkZGbm5uIpGIDV3xGnR4bEP83uuuu+7KK698/fXX9+3bFy/9o9bi1XBeXl52dnYsJWVkZMTNeJ/61KcuvfTSrVu3xgGb4fWl/Pz8rq6uRCLR39+fm5sbCwvDLRR/h3iJH2kR6yHv/f4WKzbRKrE5LV6a5+bmRpjl5OTE4lsikZg8efKDDz5YXV1dU1MTP3p6e3vjj4gLlCLYIibT0tJmzJhx++2379ixY9u2bbH2Ndwkubm5g4ODhw4dOumkk2677bYY0hiPdlRZ7GqLJamkXx8OiXWwSIKIqFjViRI4fPhweXn5oUOHMjIyYjEq3sepqqqKy6D27dsXMyGGLzyNtbhYK4u1oJgOH8v1EclRUNFaR44cqaioiKcpHqJ4MDMzMyNEY/UmIyMjHpasrKyioqJYHowFvQMHDkRzxpMSGzijIVtaWrKzs+NJTE5Ojsc2/gIxuj09Pf3dd9/NyMiInszNzY3BJD09PUuXLr3mmmvWrVv37rvvxvMS62mTJ0++9dZbk5OT165dGy0Uq53xlRB/dPxQ6OrqijWoiOr4d9Hf3/+nP+vlw/sq3HmnD52bb77ZnD1+yz/mqVOnxmH9oaGhmpqaXbt2xaCkpF+fJ465scnJya+++moikTjjjDMeeeSR/+NEx//wfaCioqIzzzzzkUceGTFixJIlS96v790ZGRlVVVWzZs36+c9/vmHDht27dz/55JMrV670vMOfsyiiGEPX2dkZ26hik9XwTZrNzc0FBQXt7e29vb0jR46Mmq2rq4uG6ezszMvLi9fc7e3tubm5cZYmAibWW1pbW9vb22P++A9/+MOXXnopaqenpydmwRUUFMQ13JEBhYWFnZ2dbW1tubm53/72t3/84x/v378/Tli1trbGr9+7d++IESPiDr3W1taYRNfR0ZFIJOI8ZJxu6ujoSE5OjtGLSb/eMhrfbGNERNRa7CiLBajs7Oz8/PzowMin9PT0zs7ORCIRx2kGBgZiA15sEO3s7Ix90XGAqrCwsLe3d8OGDWeffXZ/f39MC+zp6amtrY0lmhh0PmXKlJdffnn58uWHDh2Kvbixzhbjzru7u4eGhurr6x988MEnn3zyscceGzduXCKRiGmBwwsshYWF+/fvLygoiNGpJSUltbW1Dz744MaNGx9++OG8vLw33njjs5/9bKzt79u3L9Zz4hRZa2trQUFBUVFRU1NTIpGIDxIrb1lZWS0tLfGL49RQXMDV0dERa0SNjY3p6elRUF1dXZ2dnbFnb3gvYnp6eltb2/AQiDgSVlJSEgtr7e3tced1WVlZ7PyMC6zihFVXV1dHR0dsIzzmmGO++MUv3nvvvdXV1RMmTIiVydiRGxMCW1paYhve/v3740+PI1vxVy0uLo7Vs/h/xa7L+FE+evTo9PT0yMVYMq2rq4tfP7xL2e4keC/txG9x8sknp6SkxPa2uFGuubn5NxMr/uPtt9/u7u5eunRpW1vb9u3bW1pa/vB7P39r20yZMmXSpEmDg4MvvvhinOB/39/0yszMPP/88xcvXlxdXb158+YHHnjgL/7iL0pLSz318OcpNtfFC8rp06fHPO5du3a99NJLcRYlNTV13rx506dPb2lp2bp1a8xCaGtrW7Ro0THHHJOdnR3H6tra2ioqKsaMGXP48OGjjz565syZXV1d69ati8LJzc0dM2bMtGnT4lK7ioqKd999NzMzc9GiRdEhc+bM6erqevrpp7u6upYvX15RUfHmm29u3LgxOTl57Nix8Y2xtbW1s7PztNNOGz16dE5Ozo4dO7Zs2RIbz3Jyck499dTKysq4+Gjbtm1xzmfq1KkLFy4cOXJkTU3Nxo0bY6Uihh/EWtCRI0c6Ojq6u7srKytnzJhRUVHR3t7+xhtv7Ny5M17HV1ZWzps3b/fu3VFBhw8fTiQSixYtys/PP3To0NSpU7Oysp5++ulDhw6dccYZFRUVO3fuXLt2bVFR0ahRoyorK3fv3t3X11dZWZmSklJXV3faaacNDAxs2bLlrbfe6uzszM/Pr6qq2rZtW3t7e21t7ZQpUz75yU+2tLS88cYbGzdunDBhwoIFCyZPnrxo0aL6+vpf/epXCxYsiPNmU6dOfemll+Lu4OXLl2dlZa1bt+6NN96oqKg4++yz586dG3c6bdu2LS0t7aijjoopf3Pnzt2+ffuBAwcyMjIqKysnTZpUX1//yiuvzJw5c86cObFrbvPmzXGjVFpa2uTJk5csWdLZ2blx48Zt27aNGjUqlvgSiURVVVVBQcH69euzs7MzMjJmz56dkZHx+uuvRy3HTPPi4uL4ImlsbHzzzTe3bNkyduzYzs7OqVOnzp07Ny8vb9u2bTU1NXGm67jjjmtubu7p6YmTkJs2baqrq5swYcJxxx1XVVX1kY98JCsra8eOHampqWeccUacl3vllVdiQEXsLK2srJwyZUpWVlZNTU1NTU0EbZzjHRgYaG5uHjVq1LJly+Iujc2bN+/ZsycrK2vUqFHHHntsaWnpwMDAc889F4fB8vLyYjlOO8F72bP3offHmFGenp4+efLk448/Pt7NGr5Z6Dcn7cRUn/T09N27d/f09KxYsWLevHnxxuR7rzz63eLjjBw5cunSpcuWLevo6HjhhRdSU1PPO++8GTNm/O6bbf/bYhre5MmTZ8+evX379p07d86ZM8eFDPDB+xPZs9ff33/kyJFVq1Zdc801s2fPnjRp0vHHHz8wMPD6668XFRWtWrXqy1/+cmFh4amnnvqJT3yitbX1tddeW7Zs2Q033DB27NjJkyefe+65s2bN+uUvfzlu3Lhbb731tNNOO+qoo+bPn7906dIxY8Zs3rw5NTV13Lhxd9555+LFi3Nzc5ctW7Zw4cLq6urBwcE777zzoosuKi0tnTBhwqc+9aljjz122rRpJ5xwwqxZs84666yWlpbXXnvtiiuuuPHGG9evX7958+ZLLrnk2muvnT179ogRIy6//PLk5OSXXnopNTX1iiuuuPLKK1NTU2fNmnXqqacODAxs2LDhzDPPvPfee+Pkz4UXXjhv3rx4NIYnASQnJ5eWlsY0+X/6p39asGBBaWnpkiVLTjrppLfffnv37t3Lly//3ve+V1hYOHHixDlz5pSXl69bt+7gwYM33XTTVVddlZ2dPXPmzGXLli1atGjmzJlz58498cQTzzjjjMOHD7/99tvl5eWPPfbY7t27n3/++bvuuutjH/tYWVnZRz7ykcWLFy9ZsmTLli11dXVLliz51re+9eyzz27atOmCCy64+eab09PTy8rKrrnmmpNPPnnt2rXnn3/+McccExvJXnnlleuuu+6yyy6rqqqqrKx84IEHLr744muvvXbSpEnl5eXXXXfd9OnTN23atHLlyjFjxvT398+ZM2f79u2Dg4P333//s88+O3r06HvuuaesrOyll15KSkr6whe+sGLFiv/4j/+oqqq6/fbbx40bN2rUqJUrV44fP/6FF15IT0+//fbbzz///OTk5KOPPvrSSy9tb2/fu3fvwMBA7BI877zzVq1atWnTptra2tGjR990001lZWWRvoWFhXFs6aabblq5cmXcFnDSSSf19PTs37//s5/97Be/+MVJkyZlZWWtWLGipaVl9+7dxcXFV1999bnnnjt+/PhZs2adcsop55xzzssvv7xkyZJZs2bF5vlEIlFdXX3vvfeecsopcZZs1apVO3fu3Lp167Rp044//vipU6dOnjz55JNPXrJkSWtra4zoWLFixZ49e5577rmysrJrr7126dKl5eXlp512Wsyj7+vrW7169cyZM0eMGHHsscdeeumla9eujc6MNw7iXmPfqf4Yr0Ps2fvQsWeP3xnWqanHHXfcrFmz9u7du2/fvqampubm5uGZ13l5eeXl5eXl5SNGjBg9enRHR8cTTzzx4IMPVlZWLlq0aPHixfv379++fXtzc3MMdPqtf0RsSR87duzMmTPLysri0qGUlJS//Mu//K9us33fFRUVXXzxxY8//vhrr702f/58PyHgz1CcnBk3btznP//5nJycT33qU88///xDDz107bXXbty48cQTT7z66qtvueWW1atXV1VV3XPPPV/5ylfeeuutq6++uq6uLgbqrFix4oYbbvj4xz/+7LPPxo6y2267rb6+/m//9m9PP/304uLiHTt2/MM//MOYMWMuuOCCHTt2zJ8/f/Xq1eedd16MLU1PT3/ooYfWrVt39dVXX3fddenp6VdddVVqaupDDz30kY98JO53jrWC8ePHX3DBBS+99NLq1avb29svueSSc88993vf+159ff3g4OCll166YcOG2bNn33HHHSeeeOKDDz548sknDw0Nfe1rX9uzZ09VVdU555wTh7hiT0F84ocOHYrdaK+++upPf/rTuHn29ttvX7BgwebNm1euXLlmzZobbrihtbX1wgsvnD17dhzxis1szz777HPPPbd8+fKbbrqpuLj4M5/5TCKR+P73v3/xxRevXbs2NvvFvr44FfarX/3q5ptvPuGEE+6///6Kiorq6uoY4ZiTk1NaWnrSSSf19vZ+4Qtf6Ovru/jii+fOndvX1/eNb3yjsrLy+eefv+eee+Lv2dLSctttt+3bt2/kyJHFxcX33nvv448/npOT873vfW/ZsmX33XffV7/61UcffXTLli133nlnWlra9OnTe3p6ioqKtm/fXltbO3/+/NGjRzc3N8+bN+/pp5/euXPn1KlTn3jiiX/5l3/p7e2dO3fu6tWr58yZ09zcfMIJJ2zfvv3GG29MJBLXXHNNfLXk5+fH6biHH3546dKlixcvfvvttydNmjR79uxHHnmkq6tr3LhxcQjt05/+9LJly77zne/cdddd+fn5d9999/HHH3/o0KEvfelLb7zxxle+8pW6urrrrrvuxhtvLCwsfPjhh2Oz6L/+679u2rTp7LPPfuCBBxYuXPid73xn2rRp3/72t++4445du3ZFHD755JPbtm2bNGnSiy++eMIJJ6xZsybG+v3sZz979tlnZ8+efdNNNy1fvvzf//3f4xxdIpFIT08/7bTTZs6c+YUvfGHXrl2XXXbZ5ZdfPn369PHjx0+dOvWSSy7ZsGHDzJkzv/zlL1dUVOzZsyd2fPzWa6bgz5l24ve8KZKdnT19+vRp06bFjv/hYV/vvWA7fpZccsklBw8erK2tra6ubmtry8jIOOqoo44++ujhyQTxXl1UWfxH7I7o6+vbvXt3vG+3YsWKuMD0g/w0MzMzzz333LfeeuvAgQMVFRXyCf7cxFDy2bNnT5gwobq6+vOf//yFF144ceLE0tLSrKysT3/602lpaevXry8rK6utrb344osHBwfHjh07e/bsK6+8Mg7/rF+/PjU1dfz48UVFRWlpaQcOHDhw4EBfX9+OHTvOPvvs+P5ZWVn5xBNP7N69u7Cw8PXXX9+2bdupp576ne98JzU1tbm5+dChQ4WFhXv37k1JSdm0aVNTU1NycnIikSgqKorpf7m5ubF5r6io6KmnnnrnnXfKy8t/8pOf/OIXv8jJycnKyvrBD35w8sknr1y5MmZaxPtTa9asOeGEE77+9a/v3r17x44d3/zmN2Pm3vCYgZikNzAwUFNTk56evnLlys985jNZWVl79+6NqTljx469++67E4lEZ2fnL3/5y8svvzzW7uJkVNyTvn///uTk5Obm5sbGxkQiUVtbO2bMmJKSkjhMFVc8xfGwV199NSUlJd5ZizNFMZEvzko9/vjj119//Te/+c1333336aeffvjhh5OSkgoKCuKXxYiFnp6e5ubml19+OSZb3HXXXStWrPirv/qrGCk+NDSUn58/PPwwdkbECNNYWrz//vv/8R//cdq0aXGE6dFHHy0qKlq7dm1DQ8NVV13V29tbVlYWz1dTU9NTTz01e/bsW2+9taamZs2aNdu2bYthg5G7hw4deu211y666KLHH3+8qqrq4MGDL774YkFBQbxj2NvbO3v27M2bN//bv/1bPFZf+cpXBgYGPvaxj7W3t//sZz9raGjIysp65plnLr300rgpISLn9ddfLykpia+fGP4eh+JiaNPOnTu7u7vPPvvsuLQjrsmKyfKdnZ2bN29OT0/ftGnTY489duGFF8b0jqSkpMLCwqGhoQsuuKCnp+fiiy+OH8S5ubljx4790Y9+VFNT8zd/8zcHDx6srq7+53/+57gyK8ZRxEP6AfxY/M1Ce1/+0N8bfv+NP0VMaif4gyLq906By8jIGD9+/Pjx42Pvfk9PT319/f79+/fv359IJGLmT29v7/DVSYWFhePGjSsrKysvLy8qKvp/O/QsMzNz1qxZnmj48xSxEbObe3p6Nm3alJ2dvXXr1meeeebw4cP79u0rKSmJk/RtbW15eXkxWDzOw8SRoSiQ/Pz8uFM7rk6KV/OdnZ1HjhwZNWrU4OBg3Bg7MDDQ1dWVnZ3d0NAQ25vjPaZYXIrXtYWFhXHXVk9PT2FhYQzdjmHc6enpMW4hOTm5vr7+qKOOqq2tPeaYY772ta/19fU98sgjHR0dM2fOzM3NjRfTn/vc544//vjp06efe+65Z5999pe+9KW4pTc7O7uwsHD4mtdly5ZdeeWVr7766qZNmyZOnBij2OIvFq+kYy7C4cOHYzZpa2trdGOck4l5CdFaKSkpUQL9/f0dHR0x/i6Geg8MDIwaNSr2gcejFNPe4g+qrq6+7LLLzjzzzKOPPvqee+555513br755nfeeSeGdsYAj7hzKR7toqKiK664YsaMGT/5yU8aGxurqqpiRSjG4sUAvRh2F3/ttLS0NWvWfPzjH587d25PT09NTU1zc3NLS8tXv/rVs84668knn9y8efOECRMWL16cmpra0NCwevXqioqKuXPnTpw48Y477vj+97+/Zs2auLY40mLjxo1nnnnm6aefPnXq1GefffbIkSNxV1Lcfx3DGOJO3phA2NfX19jYGEM44omOfenxWA2P7igpKYm1wZycnJjyl5WVFTW1YMGCq6++euvWrVu3bk1NTT311FMjzDIzM4cH9MWbkoODg6WlpfGlEl+iTU1NmZmZ69evj5t/N2zY0NDQ0NDQcOONNy5cuLCiouLEE09ctWrVV7/61V27duXm5tbV1TU3N//Wu91AO8H7GVox0ieO4Sb9+raf+PYdrxKGBy5b5AH+FL5rxan91tbW8vLyOEOfmZlZUlJy8ODBXbt2nX766Weddda3vvWt6dOn33HHHW1tbX/3d3934MCBpUuXrlmzJpFInHvuucnJyS+//HJSUlJxcXFPT8/wRcxxK3FPT8+ePXsWLVo0duzY6urqmDzx1FNPxevsmGUa16HGS+oYgxYrJ4cOHcrNzY2bYaurq2tra88+++x33nlnz549X/rSl0455ZRLLrlkaGhoxowZX/ziFzds2LBw4cK4EDY7O/uqq67q6em56667mpubP//5z19//fXjxo179913Fy5c2NDQ0NjYWFtbO3LkyPr6+mOOOSYvL2/16tVdXV3nn39+QUFB3I0bR5Kefvrp9PT0448/fsSIEY2NjT09PTFQLjqwv78/1r7a2tpiaGFeXl4EVSwutbW1xV3DsbRSUlKSm5vb09PT0NAQn28MjbjmmmsaGxvvvvvu3t7e++6776yzzsrLyysoKBgYGCgrKxs7dmyM4xscHIwh4NOmTVuyZMmLL774rW99q7Ky8oILLojR5PG0FhQUlJeXHzlypLOzM9o1phE+8sgjsU512223xRiJo48+uqGh4e67705PT6+srIw7hSMkfvGLXzz44IPJyck//vGPFy5c+Itf/CKuWsrJyUlJSfnVr3516NChK664oqOj45ZbbokfczGFLycn56233jrnnHNOOumkffv2jRgx4qqrrqqtrV23bl1ra+vpp5/+n//5n62trUuWLGlra6upqYmNHjF7PYZM9PT0xHuOcfv2nDlzfvnLX06fPn3s2LE33HDDK6+8ctppp8WYili1S0pKWrBgwSuvvLJo0aJly5Y1NjY2NTWNGzcuJgQODAxs3bp16dKlLS0tP/3pT8vLy0ePHt3Y2Lhq1aqpU6fedNNNcc/1Y489Nnfu3BdeeCE/P3/69Ok1NTVRX75LgHbiA3pF8t5A8vYV8Ccobtppbm6+4447Lrroom9/+9t79+4dPXp0TU3NzTfffN9993V2dp5++ukLFiyIgPnpT3+6f//+W2+99XOf+9x9993X19c3evToJ554YuPGjZMnT05KSkpJSSkoKIgbt2OKdHt7+3333XfXXXd997vfbW9vLyws3Lp16w+xtKp4AAAgAElEQVR+8IPMzMzDhw/Hq+24JihudsrMzOzt7Y1vm0VFRVEdWVlZu3bteuSRRy677LJvfOMbg4ODhYWFzz333JEjRxKJxM6dO//+7/9+//79hw8fjrF7RUVFe/fuveKKK2bNmnXkyJHCwsKnnnrqwIED8+fPv//++7/85S8/99xz06ZNa2xsLCsr27Zt2yc+8Yl77703lmv6+/t7enoSicTjjz/+13/91/fdd9/Bgwfj7tQpU6bs2LEjtsDFZuz8/PzDhw+npqaOGjUqls5iQ1p6enpra2scuYn7WCsqKvbu3Ru34mZlZZWXl0ck5Ofnt7e3v/XWW5/85CcrKiqKi4tjJScC8p133jnjjDOSk5O/+93vNjY2FhYWRiNVV1dv2LBh3rx5zz//fF1dXWlpaV9fX3FxcV9f3969e0844YSKioo777wz5n3HzMCcnJyNGzfW1tbm5+e/+eabWVlZ7e3tr7zyymWXXfbwww83NDT09vZmZWVNnDhx8+bNGRkZV1555Uc/+tHBwcG8vLw1a9bElIjhxbf29vYf//jHl1122d69e7dt2zZ69Oi2traysrK4r3bt2rUnn3zy0qVL58+fH+uEDz300Pbt23/4wx+eeuqpd911V2dnZ3Fx8erVqx999NEYBZGWlpaTk9PX1xf38sXlhO3t7fX19VdccUVeXt7zzz9/+umn33PPPXV1dTEkPTbJx1/soosuOv/880eOHJmdnR3Ht2KNsb29fXBw8Ec/+tGIESNuuOGGa6+9Nr7mb7nlljfffHP58uU//OEPDx48WFpaWl1dvXHjxtiSes0111x77bW1tbUfljvE4YN4ZZtk4+aH3GuvvfbBzFQA+GPo7e2dN2/eH+/jP/HEE9ddd11ckxrbxn7zhWB/f39seXr33XfLyspOOeWUkSNHNjY2vv76601NTXFv6YIFC8aMGdPR0bF169bt27ePHDmyu7t7+vTpVVVVAwMD77zzTswoLy8vP+qoo1JSUt56662kpKQxY8YcddRRb7zxxuHDh4eGhnJzc+OG7ra2thdffLG+vn7kyJExqzqmhxcXF8+dO7e2tnbnzp09PT2xtay6unrSpEmVlZXbtm07dOjQ4ODglClTpkyZkpOTU19f/+STT5aWlsbmt9NPP72zs/OVV14ZGBiYMWPGCy+80N7efuKJJ06YMCEuhnr++eebmprOP//8W2655fLLL1+3bl1bW1t+fn5vb2+MXJ85c2ZjY+PGjRunTZuWn5+/efPmtra2+fPnz5w5s7m5efPmzaNGjdqzZ8/AwMCcOXNKSkpee+21uIrq6KOPjsnmAwMDc+fOLSkpef3114eGhhYvXvzmm2/W19fPmDEjNTU1BmdnZmbGiIW6urqRI0fGUIqYrH388cfPnDkzOTl5w4YNnZ2dDQ0N/f3906ZNW7hwYUtLy5o1a+bNm5eWlrZx48aCgoK4LmnatGkxz72+vn727Nk7d+7ctWvX1KlTq6qqSkpK1q5d29jYuGDBgh07djQ2NsYWwRkzZvT29u7Zs6e3t7eoqKijo6OqqqqsrKyxsXHr1q1jx44dGhqqrq7OzMw89thjYzr8+vXr49bdjo6OlJSU/Pz8pqam3t7eVatWXX/99V//+td//vOfl5aWJhKJ2I+XlZXV0NBQVFRUWVk5bty4tLS0N998s6ampqSkpKOjY8SIEccdd1wMEdm+ffuRI0dKS0tnzZrV398fUxlzcnKqqqriIG5PT8+8efMmTpxYW1u7adOmadOmVVZWZmdnb9myJT8/PzMz89VXXx01alRxcfGBAwdOO+207u7uAwcOvP3227HZb/bs2YlEYtu2bXV1dZWVlXPnzi0rK2toaKitrX3nnXd6enrKysoWLVqUlpYW89kPHDgQmwDPOuus9evXx4mp9/pvvG78vb/lj/Ex/3T+qv/Vm8v9/f2f/vSnr7/+ej8IPjThNHw1nsfiwyu2hQB8SKWnp/9R39X+Q9opKyurqakpKysrThk1NTUNDQ1lZGR0d3ePHTs2LopNJBIxeay3t3fChAlxaqWpqSnumY0pZ8XFxe3t7S0tLTEgIdZb2traYsdUcnJyR0dHbm5unOwvKCiIC0kbGhoyMzPz8vLiRGh3d3dOTs7g4GDcV9vX11dWVlZfXx8fsKCgIJaDYibb8OpET09PHMfKyckZGhoavrFqxIgR+/bty8jIiBNWaWlpvb29t9xyS1JS0t13393W1paVlRVbBHNzc5ubm2MoRcxviPHl7e3tcbVuzMqLi61iG15PT8+IESNiEkNMFywoKEhOTu7q6urp6YnPNM6JRZ/EwL04SRXrTnl5eXHBbpzOiueor68vJSUlNze3vb29rKwsJSWlpaUlTgTFdNa4xDY5OTkjIyNW7fr7++PRTk5OjqtdDx8+fOTIkVgTS0tLa29vjxuKY7Guqakp9hAOx3NKSkrscoz1vd7e3tjv19vb297eXlRUNDQ0FJsbJ0+eHEWdl5e3ePHiSy65JDs7+9JLLx0YGIhHpqmpKTc3t7u7O+75GBgYiJ14fX19eXl5XV1d8dzF6a+2traJEycmJSV1dHQMDg52dXXl5uampaV1dXW1t7eXl5dnZ2d3dXXF3bvZ2dnxZRALg/HYZmZmxkmz+F1x7W9GRkY8g3HVb1zaG0Ms2trahoaGSkpKhgeQtLe3JyUlpaamJhKJ2CQ5ODgYwz/y8/NjEUw7aSfiWbOB6kPv//iOBsD/rUiagoKCt956Kzc3d9y4cfGyO5IjDv2PHDkyTvO3t7dHOMUr+KSkpMHBwTiv39jYmJGRUVRUFBPhIiriwE9/f396enp2dna8ix+brGJ23Pjx42PkXYRBHKeJLVix7a23t7egoCAmnsWizYgRI7q7u/Py8mIrWvRn/MoYP1BcXBwfs7Ozc2BgoLy8vL+/PwaLDw4OPvroo7t27ero6Ij9cr29vXE+Kicnp7y8vKGhYdSoUVlZWS0tLUlJSTk5OXFNampqasRezMDIyMjo6enJyMiI86sFBQUxjGF4bkG8BI8HISkpKQ5HxSce1w3H/x6PSTTAyJEjGxoaMjIyIodi32MkU+xky87OjiNhsYw2MDBQWFgYB4Ryc3PjEFTUVGzPi9+el5eXmZkZH6e7uztCMYY6DM/8SE9Pj9Wh3t7e3t7ewsLC2HxYXFxcWFiYlpbW1NTU2tpaUFBQU1MzevTo+vr6SZMmfexjH2tqanrggQeam5sLCwtjlEWEX2x9fO/P6MLCwni4ok7jyyCqMn5L0q9nA8ZXVEFBwdDQUH19fWzki7DPysrq7u6OvXxZWVmtra0ZGRkRVL29vWPGjGlqaop1s7idaWhoKHZaHjlyJL4sy8vLY3BFfO75+flJSUmlpaUHDhyYMmVKW1vbwMBAd3d3PKHxdsDg4KDvEvD/51OSdScA/vf6zXWn3xxUE2sdMckmKysrwile2Q+Pt45ljZSUlDi3OTAwEB8tljKGpxcM/+Lhn63xweNAf/zimKYTL9njBtU4YxOvd+M/kpOTo0ySfn39VLxLnfTrKzXj7ofMzMzOzs4olqSkpPj48ZkOr5/EZL/4xKOs2tvbY+JCdM7wb4lLn4YPpg4Pp46/cxyeiT9r+LOIoXYRRcMPS3y0+I2RTElJSfF4xi+Ih2W4rOLvFgPi0tLS4j/iEXvviNfU1NS4Dj6mxsUjkJaWFl06MDAw/MHjWYjfG6/7h5/H1NTU+OCxFXP4kYxfP/wHxeceKzxRjBHAQ0NDw89XTDnv7e0d/izeW4nxQeJ/jK+Q4b9/Z2dnLA/Gox2pPPwr41MY/vqJzzFGQcbfc3gmZPzGeH4zMjLiTxl+9jMyMjo7O4fvl09JSXnv/zL8WMWfG/P9Ojs74+PEV1qsj/3mFU/Wnd6fl+DWnT6M4WTPHgAAwB/STganAAAA/GFiRy8AAADvNXxPaZLzTgAAAL+XPXsAAAB/EO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAABoJwAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAoJ0AAAC0EwAAgHYCAADQTgAA/H/t2iEOACEUQ8E04f5XLgaBwODI7ozDVvGSD2gnAAAA7QQAAKCdAAAAtBMAAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAAtBMAAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAANoJAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAADtBAAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCchH9Q4AAAVCSURBVAAAQDsBAABoJwAAAO0EAACgnQAAALQTAACAdgIAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAQDsBAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAKCdAAAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAPBnMQEAAMBR2xVOydjfAAAAHLnZAwAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAAC8Y5gAgFuJDeD7WhuAdgLAjwoALrnZAwAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAADtBAAAoJ0AAAC0EwAAgHYCAADQTgAAAGgnAAAA7QQAAKCdAAAAtBMAAIB2AgAA0E4AAADaCQAAAO0EAACgnQAAALQTAACAdgIAANBOAAAA2gkAAEA7AQAAaCcAAAC0EwAAgHYCAADQTgAAANoJAABAOwEAAGgnAAAA7QQAAIB2AgAA0E4AAADaCQAAQDsBAABoJwAAAO0EAACgnQAAALQTAAAA2gkAAEA7AQAAaCcAAAAAAABeNQE2FQbTG5LQnQAAAABJRU5ErkJggg==)
Desarrollo Gerencial, 9 (1) Pp. 16-34 Enero-Junio 2017. ISSN: 2145-5147 (On Line). Universidad Simón Bolívar.
Barranquilla-Colombia. Contactos: desarrollogerencial@unisimonbolivar.edu.co
20
La felicidad en el trabajo
En el ámbito laboral, este tema es de gran importancia en vista de que las personas invierten gran
tiempo de su vida trabajando. Al respecto Sebastián (2010: 26), señala que hablar sobre el tema de la
felicidad está de moda, pero no es una moda “.…es un nuevo paradigma, basado en evidencia científica y
en práctica profesional de excelencia, y una nueva forma de gestión estratégica para consolidar ventajas
competitivas de las organizaciones y promover el bienestar psicosocial de los trabajadores”. Esta nueva
forma de gestionar propone un nuevo paradigma en la gestión empresarial, ya que incorpora la felicidad
del ser humano como elemento importante para ser considerado en la estrategia empresarial, en sus líderes
y en sus procesos y de gestión de las personas.
Ante estos planteamientos, un ambiente laboral armonioso, contribuye a la felicidad de los
trabajadores, a su vez las relaciones interpersonales contribuyen a fortalecer amistades y ambientes de
comunicación agradable. Cuando una persona es feliz por decisión propia, es capaz de desarrollarse de
manera positiva, lo que le permite afrontar sus problemas y continuar con sus metas tanto en lo personal
como en lo profesional.
De aquí el valor significativo que tiene este tema en el contexto laboral, por lo que resulta de interés
señalar algunos estudios con el propósito de contextualizar y señalar algunas caracteriticas de la felicidad
en el ámbito del trabajo.
Warr (2013) señala que existen variables internas y externas al individuo que afectan su bienestar, por
lo cual, el autor establece algunas características laborales que afectan la felicidad o infelicidad en los
trabajadores, como por ejemplo: a) Oportunidad de control, haciendo referencia a la influencia personal,
participación, libertad en la toma de decisiones; b) Oportunidad para el uso y la adquisición de
habilidades; c) Desafío, baja carga y sobrecarga de trabajo, identificación con la tarea, trabajo emocional,
conflicto trabajo-casa; d) Variedad de cambios en el contenido de las tareas y los contactos sociales; e)
Claridad del entorno, resultados predecibles, requisitos claros, claridad de rol, retroalimentación sobre las
tareas, baja ambigüedad respecto al futuro; f) Contacto con otro, contacto social, calidad en las relaciones
sociales, dependencia de los demás, trabajo en equipo; g) Disponibilidad de dinero, ingresos disponibles,
nivel salarial, pago por resultados; h) Seguridad física, condiciones de trabajo adecuadas, grado de riesgos,
calidad de los equipos de trabajo; i) Posición socialmente valorada, importancia de la tarea o función,
contribución a la sociedad, status en grupos valorados; j) Apoyo del supervisor, consideración por parte de
los jefes, trato justo por parte del supervisor, preocupación por el bienestar propio, k) Desarrollo de
carrera, seguridad laboral, oportunidades de promoción; l) Equidad, justicia dentro de la propia
organización, equidad en las relaciones de la organización con la sociedad.