data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAABAAElEQVR4Ae29CXRk53Xnd2tHYd+XRqMbvXJpbhJJ7ZspUj6yTFlLJMu2RosdjzOKM2eOJ7YT6SQT53gcT3Iyss5YkpN4OZY1o/HY41FsU5JFSpQsiZRIiupmk+wdaDT2fS0Uas/v/716QKFQhW40SIZs4nYX6tVbvve977vf3e99gewf/nHBXukQzpllQ95THHjCbN/Tu36iggVpI2aZQq0VLGT5QIzfxXuwlSzotyBo0UCKMxctYnP8fuUPp3usl+bPbPiluc+LfJfrmvMAqBK2TL7OkvlGKwQbLGFtlrday1mL5QtRyxUifGIWDNdaNh9hn5DSLBwOWYrzCu6+oGc+ZZHCjLUUnrCu8I9e5Ie9sZq/MRAwt0GZLJTedoZyFrfx7JtsPvA6ywb2WSAYsXA0bDU1NbaysmId7e22MD9v3d3dNjU1Zfv377eRkRE7ePCgDQ8PW2NjIwgYtuXlZevs6LBhjrW3tdnU9LSNZW62usKU1QcGt+3D3sGNEbgxEHDjeczy2z/SfP5uW679eWuqb7Y4SBevheLlchaNRm0ahGsDAXN56CD7W5qbLZ1OO6SLx+MWiUQsEAi4uwlhRQBDoZDF2G7mXCHwWrL9VY2AqWTakqmMraVytrYWsHSKUSqk7dChZouw0Mth657yM15pv4tssnK3AzZpb7furl6HdLV1dZbNZm0eiicEDINgBfjq2tqazc3NWTKZtAYQToilc/St46KAmUzGamIxd+7S0pI7N5OB+gbylW/9st8rLiIRI8DYFFh4SVtNgkiMxRpIlMvkWXwFxJAc4kqc0wKIJSnGL225bM7S2bxlshGQDBEllLdwLMyCDVm4sWCJabVR/ypBwG0muoBct1bocixVlCwG0kWEeCCUqKBgZmbGRO0EooKBYNCxYyHevn373HlCWl2TZHJaW1sdFWxpaYEtL1locUVz+IqCfL5gTzw94HQscA/KjlwbMauJBhifmIXCMQswTjx8UQ/TQmMhBiVFi4aFra7kiXNZdEKQdi2xZvEA120DNx4F3OZhE4Veq69vsmPHjlkQxBL73C2srq46RFU7y0sL1hCc2G2TL/31LK5QTdwa2rh1vsbdP5sxWwWRVtJhW10LQt2yls2hrIXqoG5xCzT0WD7UgIIWs0IgYiuhdktxLB+KWqGmnmaaLFrTbEf/8SMgYarqM72qEHAV7VZUTbLc1SCPHCgk3Q5ECX0QBV1dGYYWLPm7XnHfy/MZO9fxccs0H0YkiYBAyLnxDgvGGi3W0AgVrLccFG2Vp8yjvGUCfJc9pT9iWtqFXAaRHG6ShStUgVcVAq5ZF/LJ1aleKpVy1PFqCDiN5tvV1eWGdnFx0ZqyT8GNpJq88iDLggtACdN3fsKCnQcNAug+/pNURyH/jGrfBWRFKWuV5RIfYatdfUPtzwcanLJxtYeSiUUy3naQSCQcJfWRdHZmAvZ7abtLXhHH/Od5ITubyQVZ+DcyAgZZYgjF7rONFlwo1FwVsTTw0nCvBhPj4ybFQ7CGtpxZeMoaA+evdtnL8zgKWXAX2nsrSkv7FmbMoxbyFsnOb/vMNwYFDCOLofqbEDHru8i2Prd0ttIV7mu+pWeKlV5NRpyanLT6hoZ1JWaC35YasdA2wnbpPV6O26GAZwWQDfRqIF1FDkqBtN9e1P5GZ8Jxuzb/ga1vBzcGAqZR9eULzutT7ZGw3eXi60gjJUNG5nKQ/c83w5Qf028pHrOc047BWiA72dTkqK0kFvi1/WC7C17mf0JXUbxE7fp4hhqQTkz1AL8lVcsLfj1Qbbaup63//6/Zdv6DMInQOnWTolEOQkrJf9sh4JUrV6wDF5xvwhnFFVcoTJc3dUP+FsJ1gXailVpuLSAfFkKTLeB6df8bCwEZiOpA8AFmA5+9inL5SORfI622Du9IKZv2j+lb7Fl2PxmfBfKADIGAufyiowZu5yv4T2U1YeOB9rEpAWcaxFMoR2fxqSfZ9hm3pOKrG7k22nzVICDiMDJi7TrSif36fl1/OBYWFhwC+r9Lv8V6FYzQ29vrEFS/BwYGLIN/s4Cvs5AXXXhlD2cY12J+dab0sde3MS8j5yGC8FkA8Zr5FjL6v9l0x/fzvb39QGduwCt7xDaew9sKeYJ0+W79VnyfIl98pCs1Iuu4KKJ8vTJUVwKxXgUg+JrvpYFLtoYNsIAyIibkhWpdjYZUavnls0++XsttlYvVQ7Fej/qhb/G7g996WtQvZy8MMcK9bMtemORzrXDjIKBGQ2FZLhpm62Nl8QOXstZyU4tCr4Sc9fX1W8ZudnbWRB1F/QRjY2OOCkQ7O7ec+0rcoaG7iu5hTZwjEVtGlQa25LDTb8mCAh9BxY53AltnaidXv5zO9Z+7IJ1sKyVybvPoBnWTLOeDlA8hWFNT0yYk1XHZ+EZHR10ggpQTRcUMzcxaqP/QDofav9vL83vriG30U7Kf2OoMTywLqZBNIGTTb4VudPCZ5/dqydgHsAMK8tlAVfvrjYOA7lG3+xMgrN5ztAvhFGrlU0RFwIgiNsBOS0HnXR4ashiykVxuYtEXR4YteuSwBUKvjqGT7CfqJ1lvlo+WsD4p9s8Uka2HbaGa2HEppJdZqGBuvoChu8p4vTpGkVFJ5QkrCmmtetqrwqt8LVgIKGQrR0BRviSU8sCBA85meO7SJcsfOIgRzENk1xiTkJf98QaFVp5Pst8UnxTb3XyL/k3yV0gpTzhhCo46rrkj7NgB3FgIuB0fKRkUUT8hoEB2P5lTFNFcav8TS57Ew7EPuU+Iev7CBZKd9lm4TEasqSNCBF/njQqewcmT/bTsJCFLCZHsJ7as4xpJnxqyuSO4cUeubBgywXq0YI9SyQgttiqQTCflo7Xo19U+HZeJRUgpo/NFthPtOKCK9j+dUwryBaSdWL7dcG53rLS1l8+2qJvCSacciy3g9fCQDdO7Y7livRrFCb4lC14P7MRkcz3tv3TXaH59RaTiXUG+gIcEkuV8BJTrTcbp5hIEFPIpbEus9/zF87YSJ5y8o7rGG2D4M7nKQ1nIB2xgeBk5KGyNdUHr6tg+Qrhi13e4c3R0iRD4rO3raYSqV+5XeZOVhk62PgFLFErnab4ysyT4LR9wM9+ihtdL/bj0FW451ROsA2JwmHWYFZPYXiaTzU/sVqxX2z09PevyoJP7YNGHDh+GCl62+Rj+4/0963epvBG0SLCyDfLCIL7l9kPW0N1vE0thS61VtrNVbnfne0fGUpav67O6fbfY0Bh9qoRZZc2KAyj1oBSEcJKY5/jO8PE13zH2qUnfBzzKduUn58A1wOa7XsMFL9tTFISQwdsRkmhcHWSA1kfxfnKtSb5rI61SIHlQCNjf329Dw1dsJVZjMdIydwVMrq8BBlxM3Is75GmShyKE10tVWIMqZzPbj0e1Z5OhWSDq181HdHQV1JORuZlv+YATfF+vD1htC66NPnvn7v6vnqnaitS86Fi141e7u6ojuJCi7amf7H8yv7g0THy/Qj5tCykHBwetr6/PRsfHbQw27aKEn8PPC+KQDGbZNRgO/YzGN7TgtVkS0ul0poomfPRgsz31zHMk+YStuTZMCudWQ/fVHm0nx1uwmYyPjoH0omApcp43bJ/X2k4zEl6cB13mAvl8pQnLzDLCt2Q+sqmReQs2xPdu4cVDQOFBKW0WgvgJ5KXHtB87kUM8h6DXSSGkierSbdxxMrX4HhCFHYniSc4TCPlkiJZJZhFZseeee9x+PYIGXzB7ZcyiKC8NXR7F1L5l7ISFKwParAjDyH/pLJE4a8hKowGu17RuQIjMshjZZ6UQCcPSQdhSUDWGSnm1pedoOwpFv3JhyPb3hC2RzCFm9JDX7Clc5edW+91alMwU4yPWq2FVuBXLzySMKNhArPhqwkSAqPHg5kfjqs2w+Sk3H9vdryLyfauQtLli7Fx5g2upNSJJvB7mVhL2gUgcanKdICQWgvtIvqWZvEupVBCqTDBpDM9yuyn6RWxXctAcppcMFHFulpCsLddf345spMWO3t5mkyNE0sxCOet8Eu99pxmnpTTYWQL5JHkUsNJSKJAvmVdyRQkUXBTz5n3LSyt2yxteY2NDCpAdJNm+fgcIiCuSDDfR6EU+QahCHQioO4zz0bdSNmUTxHHJ3+0hn15yLr5ouDqqvngIWOxbFFmrobHBvvH1b7g9QoDyQAAdeP+DP2uJgRFrIaG5OhIVG630pWhoQa7ywIQKq5ZKJhwSigUrGkbeDWnBooRSRgoslDgKSXRx55INhIepCTMtlQwSsCyQKhSgukKN+qk+eghIeITV1Hkym7q/W5gah27RdCxGXZs0iUZXI0FlN4xIZmXfBB9f+tW2UEi9lgHaX0L83BZCtCUo0282XfPiIKCeQMBYR0gwlUmjUgCod5L3N4kMpgRp0u55Un1XRqTSazZt+5HQGa5XdrXYfAnUBRYJmVp0Hg/JfGLFMsUoxEp9G06uWqOUE5SP3OKCpQlAEISwHQaZTMgmYR4JZCqy/0vaVRSIiD1H+RBxU3KsdDObDnFMrNCndqVnlm77CFq6r7Sl7beVSpljHON1EVtS5IA6djXgVsFglIDyvM1nEo76ybcr6iezi0bC702RsV2tRXc8VzT2b3fyi4OAJXcsZFJWUyur0fYQQsbJupi67c+73qORANmsOeQxKJ8QUFRwCPktlVmzbHu3dcaimEg8Z1IaRJyHKgokN+Yz3rAn5hdtfo7ImBnc8LCqQiBkmcV5a+UcyXLbQUGL6prAX73XdHLVk4KOJBO9XLgWLTjAekXGjBFomvUWiO8BEbvdCdJV7FBRzKp07MVBwCI31A0DaQnZVze+aqJdQoyvkFTq7S72BTAixO0K7P8OKhgsObYbhG0vSO7s6XYtazDU06WlZevo73f7Sv9UVEJQWnKnn4Fo+zSi9Ap/G+SjvFsgJCNG8TzYcSGftXSonlyq8mkQsoI8QVUd2HwsWMhwPl7ZINQ6r0UiBFOb3jWRKLkuWkjF2/guR064OhQXURzWJS1Y0S1Lfn+vfnX1M7ZZnJufrnoT132kmGzlvA2+BlqpsQJsI6naI9dKKCo1cpV9tTZoS9hTpIBEYsxQfhRh30M+/1JN544mzb+w7HuW1J2Rhn6b6aPkBZaQbOQ806qVSTGfQKfVH/ikZ/yGkuZKrGHRcARqitbMJxiprL3mUVqyqSXL8FlaPG2h1XPkw486kUdyV5owKB8By7p1TT/TDvnyaLovDDXe7qYvHgKq74x3E+aE2SLb2w4BFV+bUlUbfzFv1+vrPBYPYN9DS5TrbWnpkrU2YVrNS9rZAI9473wVBKDgguHICfsv/b9jTbU9VEpgH7KoXFWJo4gYK3O2Ov9Na6Poytt63+w0740772CrRKJpt/udPLtEXZr82kXLzp3lhmcsmx7FPfiTHTS6capY7tALiXwvOQveeBbTik6trRLBFDNVE6gEkskc3mk57HzuKzRZ5D+bjkRsunCfdXZ1uglz4nXhiqVX1iyN1luA2kRrZd+/vj54Xg5UjFDMOmGrNyMf/vix79uf/f7v2xRmHiH9W97/fnvTL/+yZbop+Su5UXLaCwBqu61NC4lP7xtd2+OXH7W5iw+9AK2/AE1Umo5isy8eBfQIgtUj3FNozo4fv8khoHIuhHDyxTZingmzXZhfsCRyWR3W+xcECjJrbLY9UbHOFJY/Pz+H1qtjdBDFIJ/L2+LMNIpGhhp4GWTAgq1MTDjqJCSBRDo7QhYtO4HXQ4GoC9NETjPpURQnQqZNpos0Ub9K++zJDVokN2lPfvtp+5cf+IC1oUb+rB3EnUXCz6mH7I/+7Z/avgffas3/5J/Yu971ruungtsMVBDTS2L6PKUKteA3B9luc9kLfiiwMo4HiDEKVFeEXlgE1IIuU5lqoYDzU9MWx+jbDDtOgYzx9jZbJNau6/KgNeDBaMV32VQbt3gDEScyoWjFFBHYI427H5sgXsy+0FdtDFPK/mO/ZIMDF8AtkAgNvePIkU03yCP4d9xys9snSUKPJZjFuBtjQdU0NWBPzFomuWbLFKWU5SzLWXlqSitQ6dS3v2uf++hv2S8nDtlv2d12ikTGJwOe6fY3lm4y+w9T9nNf+Vn7wz/6gv3Xv/qrXuPub+kC3IZslFxReZN21i55Q+ePY+UT1/cWtNB8U9b63t1tFNCotRi2g+oI6Muf1/gAm5CmBBHroSLvQGhuxj4bwsb3WG7Nanv3WxCf7C08cJx9sriHMXU4wVn9LZ2H8t4XZcvy3dfyuzYwCTXD0s9iiNdSlHwZSpmVzb8cNjqgx/eHIIOLLgBrjUG91Y1YfYOl6XRufGPVnVnttT/97c/aJxP99j47ag/a39szihfeaNK6qaN3NNpsn/7Mp+2D7z3I4kMMmH0eRYXMO0wh+dSsRXv/U3mndvCb4IF4q8vFKFT1DJU1p/7xqTnzVUvOkobQ0GqxlnaLNRKWUNtiaaqiZkhpWHPmp+2RalPLjI+cEdWg+hF/1P0rd4KQG/PhKGIbNeLmWQ1j6WWbxuxxkDab9/fZ10eesIMH9lsGJ38ELVhmiZCilROwNaI44pQ6a47UWSu5t3H3mgQu3Ek//L6XfKfCvU4EkCiwstyIRpy0JDJghN9h3/+6g/Etadpt/sXnv2uz5y/br9tH7B77awy5Wz0jP//Rd1IQMmr/9o/+2h791p/Ze99zyCJtOfpwC21QlfXKfyxvdoe/8a40Hd92HZc3qFBJFG97TfRhwp2/ZanpnK1kYrgJpbvHeRVFs8Xq2qyBeoGFUK0tBTtslSDffD0VYht7LMgn33pgi+auhbfdcFZHwPIebkFIdtBjUYAM3oJVjLeTqwu2xHcOhQMBD9MXigeRJEnOU5DkoWO3UMQxYc8//zyUhADH/gM2hBeip7fHapu3eoEXQcYpPBQriVWbml2wqblFO5RYsZ/Hbnc9xZyySp0O9zu5S16QfAH5KJu0lekp3FYYHzCEB5mJZZQGzV6aDLs8NZAJ9nOyan5x2YJNlOFprrcQ15cDl9g5/FYft5vsEYwY5cgnj9B773+9/e5vf9zOnB+2P/i//zO58lCY+s0iQKGYu1Le/k5+h+IHeAZfeLjalQWrRVSfnljBEoFAwcKvwUzVSHnetmbJ07I3yq0yCDtg3ktwobBCKd5LBHlQlDyTofgT1C4T7bZ0nFde5KizSLul9Ki8J5UR0EdZjWgR0qGMTawmbGYtaynxyjayQ2so8g2PT4Fk4RqqaFJZM65EbR0vAtFBDhoampz2WVdHVXo9BBAmZaoW5Kyn+qZAQr9i9BSRkkUOy/AQWRSK6dlF/LgRa+2/2VpHBjYNgLvwGv8s5/ZZfYsXDlULG1U/I/EW6z56dNMgqXfdJ06sy35ZFoKMu9PUPNZiSA4MsgAQHZjfAmMSlvmoCNAxR/O+avSzCCEUl194/0/Z7/33H3Mi7iJ1pG893ueQvZLNMQib3zWEWVzIpNcKh/s77HC/Yl0gKChjSeTbZDKF/piHM+Xc3ORZGDAqlDiWFhyKwwChbYgNUbhUfavGRKM3VvzouFvL3kaFv1sQ8OLqMu+7IGWxrYnyrPWWYfBWaFwlWRsbj/AhzHsbnl7hHm5XZ0kSt+oNzyyBzPMEB1DyNTmxaMtrOZuYmqXieoawqHoMxLwKZvC03RPL4RQP8lqFevtGX5N1XFy2QE1btdtsu+qXYP4yWQgaeA4hoJSfvLRiaetFCEKVNYz6OABZI3xiy8kt4VgFKPLs409459FeFhHj7GvXDHOjNYxxHRHVv/ebH7N6SExbc4N98ctfs8ErE3bsIEEPBF7cf/+tXCs2LaTTwk0ha9WXmKbZdT1AX7ww0soXL6+G7coIbklEj0AuAbVKQ+1XnXhSQ19r4nXWgrLYiWXCy3/TIvNpmUcw1HImrVcyZB2irq4ivxLxrfJFSsXM5PG5p1d4lhJKVtadzQjI859hMJ5aXbGuhjpriOWtj4jgA8TJXQ/I4zCLiWMeH2qhFpIcq7V5Vv8sWnEIpG6qpWBkft6mEkx4mocXyaazcRaBqrMv5pbs6bmkpRqb7TisMgx1rJOwIqgmC/KqAMhnxVDbfLDVDbAulw1OyNhMONbIM6dslQnLsbBkFkphqqmhj5E49aSJVPHzh3VdZWCAiy4feTGOHT1gCzznJz/0LhucSNrXvnPS/tlHf8YWlxM2OJm2kYkZm19YJg00hlbtT4EeiHYKy1B93xNb+W7Xsjec55US9KmcwmYzBTs3QCxztNFayfjzKJayP1TjBlMSBGCNuVhcTNkVWHIoiOsPUh9m3BVFHsBblSnIE5O1aITckFpCuGqD1t5C2munPymlPVTbWlg+8pYeK5+mSN4eRKisg908iTN+kaiQwcEBwpY6sdvVWTeyV2eF5BylOQ7PrECS01RQx5KG7DGdSNvE9LLVNjXzwpfXIBsQhpXOIkN1Yxsk3+riN1nsUWsgGagmTpIzRupG2HcPqY/KVJsGAfYTLCoq9cTYuD3B5IUuDTIQRM0kV+wmEMeTA/VwJaDFVtHyDmsstG/K0Jc9Um9EWlyYsebQOagAyUXL+KSjBBk8R6ACY5ZFiwxgXIZcobCkLBnm1V7DZEwgPgQxH4WLclYAf2cuLTNMwb70V48wMXH7jV95P2M3bb/0mV8g7GvJnrt4xX71w2+w22/6iH3wV/5X+/Snf5aFUDZpiXGLFfpKHuj6NtcSaPyBNMEXimfpROyJ2sAg7zqh0n1H72HGoYjwDjl0jyxjzcKMIA9Gaq0WUWkraHB9ZArBrRDHoICLyxlLTTG38IxAmMAGxDLJu8Ec1SeIxM0T9Hj4MEpehfrZ/vLz7iUqC9/ppPR+h2Q8bEOSeZQjOzc3byrQ0wwbqa2j1nLbYZSPKK+omrIEWmQDLLu+lRfAYFYh5cciLTV2/FALKzwOQdossE+PXOBhycVo72SAUvgzF+0Ar8KSgHv+3HlrxM7W0tJsly9fdhMUY6LnuX8IM/H5zmP25OSE/VZ0zeqCNVvHqMqePIbgTKFpCwJKGWlu6bCJsQtk8eehkJhZoqVIoUFXhIg+AthlYZHBJxUTC04W81FDU40tEjKcxYZ55fwY7Kdgy4zbaRDuDXfdxEJBSJ9P2m3cJ9oUJ994zh75wUn71G++2Wty/S+Ti3833HBkfc/1bqRXJ6BcEiKC9LVgDz8yap2HemGrsSLy+QKGEEofH/xtHS895iOf16bODkERJY7FWWyVweOcz/xowDo6UxCiDTHHP38zAlYwRNazEvQRJUpgHpE7bQH20djxOt4dkbP6vtda1wlWbElYeWnWw4Z47t8SPEsuWGtjnY2NXmFnkHCtWhsaGHDUQ8rKlelFTCL11rX/JltFK5tZIZei65i199XZ8pNDdi++0Hy4FVRI43WoTNo37uZtpQv1sCSFum8I5nomBccqKroteNFqUmdYcDFYYAOhYcihRKkEsXthibAMizIYRgMO640/UYtBKeLy3CCmiHWGU3X225+9YkMXptZv/Vd/94/WwYIdHZ+yzJeftQAk9e7/84P2P/3vf846z9vb337T+rneRh63ZcDizUfL9u/sp4zkgeRZ5kwTzusmEC8bu1AQwmM2NZZm3rzw/jDmMQXRQmnIecEmS9REHfbRGsZD1wX8SBJ3ex8xSxdnpX5pxn15lsgiyfmZYYuEKz/TZgRUexFWeJV71CIP1SK3zWISadx/W6W7b94nI5DeFVaztcEVzDF6NdYa2lYiFbKa3lttmX1ThOm3iuUTxr2ELLbK9bHAcRz5UMm3d9rw6GtsOLtgfzx0lrmftk8d2HzL6r+QbwiBKq1+LzlQv0UFG+E4+wJaED4o8ldUEyUFCp5k0pIElWbSZJutQNVzMbwgvFdueZ/zjvzJl75lX3notFuo4jSH+g9a67OX7PTZy/aGO4/Zs3fU2S/+wgP21KkL5KEo5bsSEIqPArQwjimrdsa5KpWDcq2gxSSZb3FhDvY3SP8x8UttBbKIFzVxFnudkEMgRMG8olwaF4QG54KkT01e4Rmxx/ISmggcLhAWEjN2iCIxzGt1jbhRiwRJLHsrbCCfjo1fJsc6yMsgFX1UAbYioFIbWdTONVNyQakwK3dTNViZH7NCcl7rx9nWArzzqaXvxJbT30EWmSxLy7wEpaUhbg+PnLdP1tfZs+m4zYRQWqBsWHm8Kth2zqazswzMERubfMSa619nDQffQlzfDFLswyJAIone95Y7bexQAGkpBfSPSBZc4b3AmzgRjYJqEHaP9dbQfAvyTTrSjt+6wRbXTpDecQLTU709dW4Q01HO2loa7K+++Bn7/S/8JS62T9j8v/l/bJFFW9/aZL/ysXfbl7/6HfuFD95n/8tnv4wZI2cXLkzazTfL9OEDk5dZRENvt8JaI/dZs8UQRnKisAuKqZOxHnwJi6TVbJ5Q1S7UgpI8vjr3Q1CPFAOaTaFUSNzZh0Y7ODhptfUeVc8khWRoq8EkiIXRv7beaiI1VtPMDVCkINe62u8Y90arhRjMTTMGI3itkIEjjitogbBYwecQbteG5ibnZVIXl9EhAvlZRKo2iI0QfStsRcCt5+xoT2Mzq7ulCwTUSigBVmYmhdF3atCS4+fsNY0YnoXHGKSFOd+DsvbWN9rzaFfVIL88j8E0a03N7ShI09YePmkXar7hBqcz+QZrCmCe0YukcxtstrQtTYTYrg/KT5GGq4kD3dmtQaq0uAK2uNJli7M3ofndySS+3vqcgqT7FOzBnnth77U2vniXvf41N9nn/tWv2XefeN7iB/tBqJidefai3XX8oB052mc/fOyU9Xa328jklH3uD75pX/jix+kTzfjg3iyEQI+4UIfVoE61qNQlv1t855HNs2S8+ZDnOSZnB0C5BQu1dtgiCl5HEwvIKUi6MIC8jRydCqB5My8Es86Px5gmiESunjdaYt9cXoBVwpAJghXP9l5cA0Xl2lq0XKUaY2Hio/linHR7BdiiETt7IxwiQwLa/PyETY6D9Cg9S8jIdSB5PC4krQzXhYCyMFWDPJMcJOgzmCP/YvSiRYhTay/AstHK2sg32B9ptrNr9CwGsmi+9TxAQIm3VaAUaXRKiNXXUT9ht/d+CeVHCBuwQQb9rrUP6ihtVlltIFopqF1RP+WEZLOMbokcq3ZSmU6bnzloS8t3Q6XvxApwhPNFlktBYxGw9779vfbV713hmowd299l8ytJO/+nX7eeX/xFW00M6xT3qBFYfgva/gfffbt9+pPvtPyICt4KqaBGIFI49T5LT6M4kHeWhqzkMYM0tTVbqG7DFCbkjBa158TsqM1duYw5K2xdTf22NnkSE89JAjFbi+IGIhWQwGoszdS9ykI7VMkBRFQAq1ye8fqigpDm+SJE0bgpBhG5PJ0M2PwsE4XZIQA7FTFW3kkWBTLMuo1TcqQGs5o8mREorDV5468iEKvLlPUo1/R1/yJsi4ABHrScFes6mRrKYXVm0FJzo9YLkrWmFq1lec66WDLt8P4YIU8ByDU2GnpeggRbm5E8vAUc+4+VTfzKhLXWanA9LA7H82S2JaFjZeeVtFZAGy0Fvxzb5kDZoM3N90BhQbbIG62p8bUgXi+XbTtUXrN/9137k3/9HfvYt//I7r3tiA31Y/v8wuct/4kHPezj/rOLCfvYu/+F3XXzTdaBF4Y3Z7tr3ZTxIh0MprBXr7laR/bwyY6RLhoYdAukYd9+h1ircIDJc6csHm21rrYTWIk8e1tN/C12ZeogDSwj/6mdCgPqNb/1L6devkQdG0L+w9j4IMO8UxmjdA0++Q7MK850IxLMMedlQUYm6DaFHM9j4WZNWx2IjNrjcm/mxsms24ctcvOwb7pv1VF1VEe8oUr/82f/kQgXKsavLVjz0rj10tEOXm0PL/JuQFkLx14h6x5sIJ6Ls9MSE/t1D1O8hhMLyputgIVB2i+FQuu9Njj+bbv58BBsBKl0FnsisW+5aBoKycS6xMLSKxhPN4DePslKfr3nHCFVwUyNjU2/AaXoXpDuTtvfS4AAMtFOoJZ+/zcz8/a1v/ymfeAT77V9n/qQxd//L+3MIajXm45AfCTDhe2d97zbsf51tlr1JkJLXJVEpCjYNIcxfuzpH7AHxIi328H9PwW33DyFIbT09n3v5PyvOiKWgap6i5SvEkgsoZTUoVBoXGVQlawLaTtwPGhTIzGbGp9Dhkf5yPPCQcLWWtoare9ohIAEGhEJLMZbKtwvEqOfGUoVhcatud3jZKMDKTt6kDY3adIlHShubu69f5yVmkYTkn/PB1FDgSiiXtT8nqUzmC6wKel+dZrwEhA+FXEqkU9bHDfeesKi8EuamS6kYkA5BDEhbFBdNaKHpTkWg9w7AhlARxigQLTXagqPQhGQxQo9lngtxurWkE0uISQkYBWrs9wD9xkCeriOl0lJwy+CNF/Jf5OXLtjUmeesIU1YVNs7qQfYzRkbi8U//1q+syCgejv1ua/Y3IffZW+CCv7Jx95jb/7wTyOkF70Sev4KC+xq7afXVmx8/CkLzC9RKqPd0ocJii1DPr+NePAYtlfGV6zPwwfYJYvMiSAeOYrUYJjH5ZrAwI8BhjGMYsPFRENCvF4sePhYr6NcwQh4gAYWiSHqbIdMGL09jdrrhYodKa4SWki71UngBob5vedbb010/0oGagMpmFMQoA0BV2/IQvjwcETqPIM7u5awMT5h1P1MJoSxOGiHyFF1AwH+UKXMcnI/IbR6F3o3lm3tUeSSEZJZQ7xnNqhVto5/aFk8hCztPsQLT1p99s/wjEStE6H+R2cfIwejy44eeQu1S97MaW9zp8pxvorio1zzTNpD+Oz8so1Qdi03NGUN9b12rP2BHVM7vx+bvnlW3aEL+e87f/WwfRDW23jvCTt8qAcviocJtx7dZ5dGLtnxg8c3XVr9R9amp58nQucC/gySmYIH3KlpTC3WLNHAW5Sl14coqEHOHAgoAzHyNuAy5XwWym+G2xpbOEccyFFAX+NFMcGVmV5NKdib1zYU8HYg0xNNLhk1TVhdTS0mGWy3cec/Z1EHQT7NjThmEVSbRgZ5xaNmMAFVA3qwc5D26L0pm2udHYlv3RucqadjR3H01xDb5xwgjsXmbWhtyRZgy7HDh21pkpMTRWSStR5WnEJDW9vXaTUEQca5fm160mZHhkxRK3r1uw+1tarfMmotkVk71DliK7N5e2aUkHoc6ud/8Ag+5hrrOn7MajFoC2Kxeov13Y5/GQ/ED+ft+a89ZDVZXrfQcMgaD53gDGmyu4eTp39kBx77BxdW8C4G4qnP/nt79h332Id++k3MDZ4QZCVRvttvOmCPPjJwTQioxTN65QdWu5Kxg8GDBPRuTFcG71QOV1eI4NZyiMQabCWLOORYZfnRst8Vzgk5pQS62MjcZLmnuBWsGAcyF9cia6dA6FVbRfALEqQawCOFl3KTqUU23jzc52qi88YTlfWr2k+xQseOhXCqxye7YQkorUeVky4jmE6AWM3HD1PyotO6McweLvqRVx991OzsgFs0TmaEbCjX9d1js/b12TkbRDtr2n/Q9r3mXmxTEYRb6qqcG1q/i9hFhFeviqzWN+RsgWLYAucnnn6O0monXWBkqKEDSxYDGe2x7FC/7W/BFdV8FwJ7qa/GXbqrP1qQT/1v/63dzaRcpKVjfF6P1+ihT/872/+n/8qaYffPXhy2o4Q7La8iqBOtfDWYnT1jC8PPW3euE1MGz8riLoUmRRHh/6tvrYCABPHm8UuXMIzSSwkAFrIUefOmI8QEjmVZ8JI79WZRJtlRN05al/uoBcsta8TVHIiQ0GC2zhYgBr74olB8V+nCO6nq3x0joMbBIaDuVSIrEbEH0qGFHjuCHbDF2rCTHaagd8VIEpFqXS8khgKm45D7yWFbeDNusLOQ+nlW2hI1W+anKZmRtmZquNQS/u6D7HaVBncZW9bo+cdpsxbjaovlZyYxL/CK+ZopQsnPWC7xrK2sfpvFfNRaWm+39lYoYFG29dve6bcUqm/8wW/afeexSdLWqY599kgN75JkoMLYwz79mS/Zz3zorfa5f/Mf7dO/83H7479+wu676z0oPGO2j3PLIQ/nGLnymOWpWdMX2o+5BctBBYhg70yuwoZb+7YclecBtZlnyzkFTSdkYKN6ExKY4lgjg8R2GVazJw4HGzw7i21wyikpMZSUMM6E2oaAde7jep9iivO52D8uKkJANkTnYeHZmSPZEgVZ5N9qsGME1MjKqzIFmR5ZITavd59F+vZbfXeP3dnfD0vYYJfVbrpGXsj8YWpvduGKw2D6w9NR63rjv7CvnfuK9fQl7WBD1OaWCJlfIiYQeVBlvgjUsZyEEkDkvdRI799H5THg3gBRGPowvplZIpzXMDZT3yVVc44BbMCdVIesGrHRi3KmH8am1YcJ8KD1dN1ltY1MaM4PIfJbrv79X/7z/2Wz/+kL9rV3f8xi7/9n5Ju0MAYsIAk/jFU3nfjeypK99X/+MNR91lre+V57Ip20R575if3akWW7uf+m9caTKzM2cvl71p7GOxTsr4Qf3rkeFWCRKuttKwSllCH6FLAjZghEEMhSEPUX21a8W2+kvjltN93eSMhclOoRyhTMIcYQttYmq4aHUO5kWTCkFOrbgeqoiipKMeDxlTFYRHB5farBzhFQjYu/v+3NdufhQ7CzyqYKyTuqxTzNG4gOHzmy6f6hGjTV3oDNIkgnL2UtsdZtK8kxktj1QMiRDEJ9M9pwb5yBmIcFYxELYrguAQnElSCvkPKS9E6VqtDHDUwBNyFh44vjUF1klliMgIbYFUSbOvf+30vjUNmxJquL9sGm+on6uQWkfD0Ir2ekY2WwgML05T/8jC3d/xH7qV/+HYR3gjE1yfJL8T+ZWMSQm8Y91eFC+0XFcwjk0l7bDt9uj156eh0B5+Yu2Nzws9Yb6CBK/CoiQrErKTxL3iRv7VtZVzf9VFWI6VECMaCSQo4IrDbeqKAQD5mimMJ6DtRajzwpQjpEIh+Z1hvyKeH6Dq6Fevug0PxtDYDFE7dFQA1mqfbrN15Ave+95Rb/56bv8+fPEyGLTCBKCXL29/dvOq4fawzc/LCnnUEuqERPpdK1b7BqOOgvMlhzIJww6gbpChu6krbLV6QJJ1FMriAXP7oVJ7h2acljLTkM3kHK9dahjbvUVFe6F8cSngW8fu6DxKPGnUlrYVTGUyYCd2Ai3ISWCBsleOHMFThNCAUAya6Q7uQ9wSesrZUQK+xyTz/zuC119NqbPvo/2Jkn/sHae4/Y+OBzmDyIgQMZmzr2W+/Ru+infEdCTBSRIlXIY256bPSK/VOCcKenTllhjIUaOgCHE+W4NqhDKVDkuLdASq/R/cjJKVmjXvEkb3Dlp61rDOCKA2lUxhe8IQbYVhYYXzRl1bnJ8QwFxixOZEycwNyQFjV+4+ogL8lG36NwgUTJ/atdVxEBQ9jtVFu4Rg5A+lwJCas1ePz48S2HRA0nJsbt+TNnLLGCrLd03tq66KxwpQgutE/j4+/zt4uLOxdstMbj77ATwS/brbdS8PFcsxE9tQlEeJpbik+tBUnAg6qEJjEHSdtNo4kqzrK2rmxkuEccTwoKN0CIhNyIiSC5KAotj+AHHbNA5GlMD002PtdsI9MNVl/Taz2dPYRU3U2s4qQdvu1NULwFO3rn25g0yatexxdnx2347FNQ3KTNjl2yt33g1x0Sakyaeo/ad7//N3YX/vPWUO/6NerFtYC04mx2KwIuL1FMNzYF0kgm80CBGNUSxMOElDU6NyR9Fkt1eEruDotYrypbJEC4kIvSHggPlRNbromHWKy4BOPFsZQ8WBLOF0RJUoQ12OM4g9+P8u+KCHhzU4s9Gg/Y0sQkeaGEpePkc6xFzbGKq7Hd0sZlKzx9+qTNwFpmp0Z5U9GMtXVQW49J7oAFq6+qputbcYR3zIlHH/j25i9vTbCL7u5mHjRrzw89bLf/dAvBCFFolxul0ltu3oZ1KNy8wXGzImug3WQybAtzUEdsdopnjESpAlpLQSCSrtblGaivgjm9a2XjGncdyyxAf1cVVwe1rG3nAWrtfQ9E7ZsX/52NZz+KlxEWC+VIrczb0vATLDRqz0Qa7bY3PegiRVaXZm3oDKmot7zOIWEbFHMFytnaVJmbbH6grb8ULpWUqcO9TMs7nicC+bnnftcOvVZyMPY7/m6rjfqKRFGWmx2lkCYiS2OTqF7GUcq69RK/jJEDnp9suFWix5cWsfUh7yrwIZdidRftjgFHLXV3FCGcGtWgIgLq5F4oWVMqY/G1Zfvx8ooFmA2/bnFpTF1pwwtENp86eZJ4NBzkC+e8zuOobiDntQGqKqSSE8Sncs4trN8gouM86i/QAMnf1xWzdtw/DY3qYtYOHQ7bfa9n2xek3Zk7/MP947UKPdJ1umkYcQBfK3a2AFplBlMQ6orVNyE3ysBeBmE0oQaOeTCGhkOlByqf3lN3BmPt97Gtq5xanXO3hZuHbB4q8fjqJ2zgme9b77G7kLGamLR5W1tdgpoqexARR+NynaDsuRwKnQ95eO75S//eZhMnrT/f4xZUiAWWkZHOB618Flc1iBK5cuHZafqm0C3ygdGCY3hNmlqjzCdXFRE1Wkcgh9ymsmgIuPfiVHFbvyV2+Mf0uwqopmyR7NAGBse1GkwiNVr1KJq9U3bnG+J2oqbJTp1esZM/JmE8otfVu8Puz6VLZ23g0jlW+zDsbsLa5bSG6nQU5WivfujG+ev388dAnBiXSmN9hHyTFutoIaasUbxQJ6hzWj36BmEI8Vm7VGdTzyZt4schazrM7hJIo/FNjFMOrR7tmYr0kvf8ASs5bWOT/BK8dO7jbFkckckguUKes2gxPtAcBlisKlj9Vd/PG5f1BpCRJF82O063sL57eZmwL67p6UpZf+qL9hcX/qmde3LK7nrHh+zoXW93VPDInW91VPH7RMG8F9J/LZO1foOSjaAEOGB1ddxOXv4PVP/6JouIcC2QTmxwHZxJZAP51jBvTY8ip7Y2Iu+KPYPIKBYNrWk7cXejDQ/WYAnDFLa4howZhu02WQ2BButzv679Fu8gpSS4sRgUzutl5VWnfrqSWYKMNpNB1Q076uJnMymYyEpXvjNkb7mNIEUc1hMTqnKasyO3BqjAPonQHLeH/v6rIN1ZKNcKeSJREssR7ltKVsD6k5dsiNoVQVaKRkLAu0XpWpGp6nVt+fUeyU/j251+gviOk/OWGCaEKIUfM7TxsH6bMgQEw/fY9NxzFlvoJ6noPIO76uLZmpsYiPLm/QtLvpU404AG7oBikAWo5Crl1BaXVDokjByJcoW23tCo3yUPVNJGVFQHhUZQS85s7fJj9pqf/muIhOfn9l8KI4pVe8/99hdQyI/dco+35krauZbNNTTt+cT3Md7/xLJUQmrsuBub6iUbHz7nKHsQjVrpr0l8wZSCWm+y50AM6lmDqSuB8sGCgZ1nUYhUjb+pLWBHb63jOKkJmG8i7AuGoKJVnne9UQiEv5A12MyGO0QTVSG8+CFeU0/ObTiii6EysKDvfAtTyG0fsWcu/b82Mf8Tb+LUCGPadxxfZ+AQtrVZDMSyQ2mgfdmATYGa8e7tHXY72YVhtBVk7SThqbO9FkFWA+Jjhb79nrKdbLaFp0kGP52z1NmMSwPUYbyQnKcbcI5/D375EI/OUItkHjb7GwzunyNEj6CVPmgXBr7L/WfxrMRQEhJEvGg1X41CijIhBzlqrnt6sIZdcWmRm9MFzxqUYzHJYAviFtmb1r9ANtjlro9bU1ElVYrj6sVnLHvT3aSA1rBgIvZ4a5e9sSlhxxZwMfhD4N1q279rBIMOZp62xWYS+X2fPFQvuv8Wm02htTcs2ZFj+6z31m6bffhvmaZTrr3pEbRxUl7DjL/eh+eQS31ndNPJkC3NYqyGOxQIFskR8VQLR6onah0zgPd8esaigrE+fWq5BEGpl8ApHquUbF8Nwk0tpW4h74Jj/UGbOP0tO7KPoEh8gSnIvDP70JAYY0F2QEpmuFQCb5y99nUj/RZilOzv0Ev/2oOErOu1CJJ5NiZz84gT+DhEdO4TYZs7NYo3QARajZU+gb/Nt38/zvAhS6XQWuSTlcVTUD9KpXG7WPwY/fkup0SQY36dxJy/x588iJlIIUTT1shE1EMhK6UN+u2WftdQ6V6s2wGadgZhdhUXW0EUgMlR6DrJgA5kj627/H+Y3fEz7rcQ8BM9h+xvzz1lvbe/lUfgNVgHb7YL33vYjqFJXytItBmIXrS5tmnuWxwTf8wZ3gABH80tPXb0JoVyASUaqjz5jRFevD133GbDxzDyY+hPTxFcMmkEVBNSxZhrwnVNodklo81O8lYpFSiClSuusqkliBzrNb3pr64pIuI1iIAlNLmklaNHYkSVDLNHITvdJAIt28CVOVRwSDWJ37Iy5aXZ+A+sa4VTHv7SaBZvHEEBbch0HdCsdWO1TtJHaCzEAmRKmKi16adR938MtZskNR1WpXt7zRcH152sP7q2CP4hp5gU9xd4ESFa3Mjsk3b4OO8DARkW588gUGPzU4NEc9TWzVH0iDCxuk/Z8sLfkQl3CkP4W3GyjxKESgAE4kZTo/JHuEGVd8D5XdBxpTtEXOyDJyPmMIYnkAMFbvX3/pyzkem5UoRV1UXj1g9pzGGQlmFa4zmRWLJF8p2bqEZxLTAYGrKpliHmGhTWrUqGVEMbwW53xwl5ZYr9kPyqoS/CxEKv1R1/wPIU5dT5clZkQORLizMWphB7jDcKpDMTyPJpXrII4aiXjKh54VaYLuD8ICZ0nptn8eyEiAl0VWKLHCCAKBMoKlhixtVgQyioeAb8HwH0cD/1UzpbbXBoxi4NrNjgKHXfyL+ogw1HlRzDw0cgya0k5QjhOtuoQEBJjU1Y6dr3R4pwbsJ8pk9T0uEk+Qln5y28xkBsR6sr9m/rThngBfnIAuyTbGAE7MXFy9beSXgQ7qmFmQvIs9MsCqVAsupj49bagNCeugeK2ULC07BNL7wZ81EcqvZDqOIiQZtoxkSG1GIrvBbwQpG8MxGnbTF2rzW7RWV26alH7G1332+PXTi50RQL6PJbf85+69kf2n9HvsttnX0bx0q3FFfHufOFeRuln6k4XhWQ3VErb7W6s/VukDthu3XI7x6QcM/rKyJQLqxPyIbUxD90P8G/jLl/HfuJz7eadlFMKmBxq3rk3bnVacYDpAwukQKCZhycsyYoJNXbAC7WnKUp30bcZ56ckFLwxZAI7D1DbmtkU761d+ZVENDvHcI0bpoTt7Ta2BzJLL0fhpKQQvn8v7Z77ybwoLkODZYSt2RveeAvNSGcj/08ERETiXM5m/kJCe/PUOJhmWNogWHHy/3zik3s5EujVQaRAKb9IisowJYVXyhCOb90jqgcgi55tESSZVyYdoi1kBqFxaC01EIZMT21tjxAbsX3HeXKZT5iUxPPQx1P2VqG1FSsBA31KF1xacZXkSPpl4r7+NB16DZ7dmqExbExthqjEDL4gdc/YN974uHqCMgDkPNmg9EL+NAxDtNETh4KDR3bEuNyUJ5bCFZtl+/Wge4dsVvfcr8NPNtvcyOXLcxrXAMNbetinENCvzsaSrbFSZMyTkc7LdTc6W4h+re4liE+cYIWF5HGlyCbsO0WTFuSddxbANxN3R8C8ty3XlHhGaU3jvlbV0FA/zT/O2CHelTi4SwUbNne/8BR3kmrJjQC+uhhPZLPhgckCK1O5Gz+x8h3p2YsPYFGpUiNddC2rtUS3IpI66dd9wYp4CVqWJ5XG7g3+MA6E4vklRRDyAMBvB024t2lMIzWO4giQzQ17HyZ16w2NUURK8jpmOrHA3A/MuSf2QwxiBmE/jjRwvXInQ2EhrlA2pK+6umUruhD15Hb7ftPPmJ9IOAFAneDTvnzjhbInVmAFctLshlBveM5FuslcpfnOijipOECZMxXDpbCLvXK4r6eJjvQJ7+5xtIfVwgIdtzb3ohbkIqtqRSWjyUyFKnsJdel8lQyTkPncLFdtjwoTqlzGjC1AWyC8d4+7tfnKn0FoHwjC9MWxPheC7do5m0A8pCUQnat3i5eoZgBFFs6gAodOJsyfd4hApodPRylqsGjPB9vUez05RUNs6B4Y1nF5+pt7vQyiIdiPsTp1BDR7TZ3TddokAQvDPLJwe5aU3qmi4pRUZ0ia+AWQdI6fcqYzl6CFXv3T6yeRSP0ZBw6j/Z63poaOKbVm6fWcXDAbWfzk2iNDXhjlpATC7Yw//PIxvg9V/+C6l7Iu8HDHL+CJ8FrS62rUsE6sEPml186frf97nOPgw9kxrnjATv/9LetDYP1l08/bB+9/YFNSJhD/hrMDNhU5ygVxXhPCM/i2vbXPzfobqu1W441s+WPpT8v63dnQ9EtMNmOGhitFobOIQc5mSH6JQ9XYBHMLNg8FWzTSm9loYiROKdBsRmnz4CYqAQaUIu097LR6wKUUsMXQEDvRHlgCpyUbnm9XWm/gwxO3HhkSUawL9YiRtRhN9wxAqrp1nbMBQ40BP5DImpyw9nnYK9PZqkSOmuhRdiAS5HUefq8+BBA6M5BSSyAqyw/4t3QdzfBhoOSUzR7QB4vgqJ/BWmqAkSLMoreGJRODzG4xYksUMCSAROEowlbnnue6g1cp0cPooViJdjXwzPPQiUbP2Tjk5/ngIoCeRAsYbc5DMT7XLJ4wA4yXhfxEUcwx0wxcY1M5Ou6V+x9n/x1e/Tzf2P3ddzmN2GjvHZhcGbKxgeWLYoGWtOA0N+RJjGeJc3/Fipt3XpTOxS4fIn7yFi+X00Lg/T8SnKqKfrC+XmQyqegxvJiGjl4lcVFlbNFbKGUp1NOsoMyRhdCFnXigHfU/ZUsupRATDm4341VAGtDmGSqAjktqAC2xgcEVIOVOlfS0qZNna+PRp9e5OKWHgrZ1MmkLT/Nm3/mlIaHTOPnFq6fu6mR4g89hWj8CweFXAdBAeMoDncheCNrMSH5HG4pF6uM9p5tYczR6FjWOac+evcWEcJD7X4EMSRn0Yh9WEsPEsXsUbFojIoOiXPrHoFCag4E8iis3HxLiyBSs+qheFdrlPSaCm+8WABovo/DYt/P55egdp//1l/Sj4INgGD//Dc+ZXfffbejfFPdXCn2Sp+GCyM2uDLGGzBJtYSyo/spBpnzKLKJSailPmZdd7RZioDQKFWoDPnUQgmvA5vmtshPi0d85PN+eojob6vsehP5varVKDjKR5R8CaRcBiGXqX42A6VEJKSPeIxKQuDcBfyR9juTP4pmr0KjtK/BcOiGSxORpaO9WQiovdcKegAhq6rd52z6MTpycs1Wh5F98E546rYepBwq7dM5O0E+f5F4SLLpDngo0HDcrlCwxVZJfO/qvgfzyz/AIZigppsJPLgEIuIcCncxYpM8dg62Wv3+YZeH4h3PZSmPUZTpwR+MxzMbt4/wPqFi2Hqc/NmJ8TO2j+hhVRkQnB1vs1YS2kshePPd9vjAs2Rq3m7//C0/5w7NI1N///FnbejkOfpHIOtlzCaHeedMDqq3NmFXLlGupGwY9TtM1E5Lupayzimb/w6vv42hqXZHKRpFptt+ZNNjaKxEHnkyZRnZ2jT3pXhQur3RcxUEaGnVx2GRGTbGJCx7iSSs5aWsTcwksYEyD8odcaILlLrluNdvuEAXduD2NkQ4PF91VFsQ6u4MAZOttgDCTZ/CnnVWpgs6Aovl8WisAmJs9P0F2NqmfcVhFWFkGDtfgyiewtFvskxiHqPp3QS1fo1eUlCx4Sj2LRmplSjaRqjQpGPDeanIxWfI6Y2bCPwVQWHuBbS/ImRzvDvEZ9UMQyY7ZTH51N2YmD2ffg9mC2QksKVAm6cff8gWxwbtf3zbB/wm3HcLwQkP2m1MCUA7J13vLAAAC7VJREFUgcO4H4OTNpActovn59cRuvQiSRYHifCudxoJRntEjzDJV+kBXjA94I3JNGJHhOiw8AEM4r28Onc/+R6HaqlzzXHcqBvgY3dl5Ns4T1saKw/iRE2pdmQXloWjRwhXa/81WxkftInhi9hYh63v3mPW2dOKzElQA8Zx93DuUs1nxRquOiDwb4IGO5RBruOVWydHeakM6Cbb0zpo2+/8BiVaP/wSb2SS9+GGGkOQ/htSQ4cxoh60tjAej4BqVGdZfScwEv8tVIvXtcZ7QUZquNBtJXRn8kvkYEBLIT7yWPgUWv5Qpdj6EAIJNwAetD4cnBcmKGH9N5tLzxCketr6b30DCBiyO0E8FcL83g8esgfveMtGM25LS8SDBcqZDCwP2cBFqiJooVeAHgoB1Ksok4ONRej99q4poB6nqXaaPo1KxmcKVpmtmbB4GxXBDsYttJ/ErsNBqp1x7xJZtdho8Uvzq57puTUuupe+tc/vsQaISOojfWZ8jtnbXOlj96pbjmyc536s//F7zw4PIz3Ew0I/SdTJkyu2dJJ0yXFWrzNlsMrWL/U3SgenfBD8c16MbwagBCn8OxQIQwopFAlzQ3px1WaXcFfNfwnEouQwCSPNrYShZ0kBWB2jYM/rECUeQV4sWH34DvzGP8DWxzASUhUiANZ8s0xA2iKIVoTSV7Mi7m7qhhDbM7B5J9/SdMrGFy7g2lwAAb2FukxK5Ud6NxQMv123jhng+cKsnUtdsoHzvLeYcLFK0EsJj/a85AJ/8Vc6S/v84x6CaO1EErUy41JTRnOHXRbFLUyp3WgfhYj6yOXuIZ76WANUkmehOpcHpchWgjbFoxvnbOwIurzhjd+Vtja1hJcKZSJtyVMZmz83Z+EkvNz1Xzf3H6RSMy/lPo8yIQAQg6e8jur3DqqyVOEOJPZbidWbsqm1ccqL/a1F62ex7EcpG9tAxf8mKkMtojjwKjGRCEJdQ8Euz/ddbDoSpPJr/rIzWrjIYBfmxM0BeVdKXU2llFLHbzvEW0DPfcHe+l/9nd16+73aZU8/9WPLf3PIbW/6wzDPoHEPJIfs0rn5qpSvjchkh3zlQuGmxsp/VJq/IpVEuZBTIPN8wRJnKM2BSJGLYaBHXqs9gJnlABFCh5AlRSUrLPryO+3kN47Yels9j3X7x1kUCqJOiIZQconnnfCbqtR5/9hL/e1RhJr862z8FG8Hb3ge2jRI0EQNwRqENFUC/M357D6Yxj63jJLz9+FKPGenlr9CVaeYi3PrP9CJUfYwCDsLpbqJUC6CaAsXIWZafLeCDEPuLUZr+D/zeUw8lEITKOy9QNiWrwS5chlEkpSynK76OXvoiw/YwAOfs7fe9z48FjI0b55JabtThQkbWLtiA+cWqyMfAn4vJdVKkV79uDpUmkOfe/nftIKZRVTSyZIo7+lhjv0AbRbXUZgCl9E+ljWUsoHv+n4KuCsFIrxcvL3GSp/tQPfaOC/8zO+NW3Za3gkRQx3Ut06o1GF2v0ygEaRqkFU/ccIWMVNgdcRw6iICrtpDjzJSOD1zO+x4miCEMTs9+xBsaMj5TOMN3YR0EVAEkRORaWg6hEIjUpvkm3CncAfbl9x9YlEUGQzXPgLmkddkDC/GALhz9KevddXmfvir9jff+oG95eCDdqTrwPoxTfpwftjGUigd2yBfPdp+D5GuwR1Rvo3bXN+Whwfy0mRW+Jwhi/EMnBILgqOS7UQY9eHZOJhBucFnvk9ZiRAxh4eVcGjzwgvnx/zCQUI+wUspx3l3vN6/aPqU2YCC2RGqpsj0m7E5vATLCPkV6h5tvQ1IXKCoURCZUUOVQmacUpBt+Ee8ZBqXE8beKBVR2zoOoLjs54wLGKIPQE0Po0j8iIHmKmdjVNOQC5yzmSwl2agKWokQSL58w6HjdoAKDT5k6e9g4bLNpFA6zlVXOOIoMP2m94f41KPS5Pqtvhjfup/DKr6h4Ige4SQa97CoZMrsMYQXDM9h6sZE9hGudhD35UFMkr3klnQ4klrSqY22ijKgdmjzlYN83tOo3x5Ac6CIVBVFUktRdmIJMYIXs1LkEcO4f9JVvj3K+FpCzu4gd2MaKz5sO3CJd5v8OS0rMFV36cYmeNCoPIJfk6kI7ociySw8gkbNBISFqCDg1QAqpn+XC0O8fWp75NM7Og4GGnklhBoVElzrE12tEzs9rvuW3rt0myO4GDMrfM6zHM+nbJau5uIzVtOK/5c842gviIlM3NRHEpjKfvAfrBNJFPV7pSFf+eCxygDFUcZxXGJgoEYU5SvQ8uYoHbbCm4CSvr2u/NLy30XK6GvTiblVzDJn7ZmTVJCPDVElAK2RWDexpVgY5WVNLJhBX45hc7wFNn4SGa+80c2/c3j3BzCOi/INnq1O+cSfjhi1D30XmJsv71k3t/hy+4XCwlxIlsyuEgY3oj6DZ3imwnhvYig0kX4W7Mut27vvj2Z+Y2UKEXtBxzS1ZJehigvBlK2QaLRxxtXv6Chj/rWs8BPImXM2ujpMHKReejOBl+U8rjgc8XChUOgIVLKfAAUKOVL4ezsYzo3aLNX+L58l8LOKnU/X91HnpgZ259ndipO4XcMvm2P+CPvzISLHPqhkdhU5+TzbUEoQ0Jf9XjY932VH/AcvaYZdUTw2bbDnNiJXqPmJDptGeYEqQvk32dVLLivfJAgdJOxh0Hg16err8Has2OTyBfIxnsWWyIt66nHo11KOAy015t4BUN6CRjtvowRJTGNuGTxDSacqdj6JlweIUml0hubSOarwfFtv8zLa4/fX/1bXNrZvQApYbez9h5brXIU1aq0tVIPqkLYFKOI8bFpBATsBDBGM5WsslLmVa2d5PdmIzc18nWhwwu5dNfmtrc1KQclJ210gp7g6K+3Gy9GoeCfXpZ31a+tdX757XkUIWD4JBFBAWEi3d58eXkizCjWcAyGXCbK8Ji262CRl2J2dMYyd0bBPpijUns1/1kMeOFBWvuUip1kKUKID91pypTqL7qZYeYcz++gGNy7y6elexQiox98ABVTwbiDexiktGsqI9jxHsnYCg/ROwcmMukjiTxmMjyDzrRKRUwXIprEO5D5ngKxyzo20ew8By2azVItug7KtgYiLsi0ScSMK6fSBsmt28lMvDqwGTdxvf0HGJJ2jjy/AV7vilb9/DwG3nUNeXY/3gfRx68AVlYA9J/BTzWL3Uwrj9UA2zfvXKlwYD4RsP3KpV4jdb9v/rnDBDbJrDwGvOpEeJZK82ACFakCW6wYlkfJsIZCxBLFbq37I/1XbwoOLL7fcRigvx2EnANz4FK98iPYQsHxEtvwupUIb21Se5mWFNby8kDeMOzaNNo1Zx9ektyrUAQzVt2CH7d6kV6hs7oFgs8vZ9Q6g+bq4uy0duSF37CHgrqaVl7ggFFIVxhopZCkWKn/0AtEwIxffZ0vtz1tb5yB4RcWthbuJ1rkP9isE8yAKwz3Me4w3vBzav3Olp9jcK/JrDwFfsGnDQU9b0qT16Qy82ZIzJ2xs/pKthbD9Ze7guAJbPdC5fQS+1rjEqM0Br/45r4bvPQR8MWYZTh0jTyPGS7Wa8xRCR/Mlwo938xBzSYAEh5D5mog31PDLy6F4wlcn7CHgSzDvqpvTLs8LMXRrvD4rR42Weod8GzLlS9CNl+Ut9hDwRZmWSoqEVykl7hzPOl7q331ROvGKaHRzeOorosuvhE6+uhSJ3czIHgLuZvT2rt31COwh4K6HcK+B3YzAHgLuZvT2rt31COwh4K6HcK+B3YzAHgLuZvT2rt31COwh4K6HcK+B3YzAHgLuZvT2rt31COwh4K6HcK+B3YzAHgLuZvT2rt31COwh4K6HcK+B3YzAHgLuZvT2rt31COwh4K6HcK+B3YzAHgLuZvT2rt31COwh4K6HcK+B3YzAHgLuZvT2rt31COwh4K6HcK+B3YzAHgLuZvT2rt31COwh4K6HcK+B3YzAHgLuZvT2rt31COwh4K6HcK+B3YzA/wfWEuErWKnNkAAAAABJRU5ErkJggg==data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAB4KADAAQAAAABAAABaAAAAAAHwbojAAAL30lEQVR4Ae3QMQEAAADCoPVPbQwfiEBhwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGPgMDI3+AAEeFvcCAAAAAElFTkSuQmCCSolana start getting ready! Your grandparents will be here soon24What's on your mind today23Solana3Solana!111Well I can help with that! What do you want to know47Your grandparents met a long time ago4Your grandfather had moved back from New York4Your grandmother lived in a small town in Alabama45Well they both had family near a small town called BakerHill!5That's where they met45My dads family are from Georgia, my moms are from Alabama!5We have African American heritage from them both55His parents are 2nd generation citizens from Korea, he's a 3rd generation, making you a third76Well you should ask them some of your questions! I think that's them knocking74Alright hun30-30030