<snapdata remixID="11470364"><project name="kandinsky.color.composition.class" app="Snap! 7, https://snap.berkeley.edu" 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xYnc/xRIJd9YNnm0F+UJLja0u/SWP3y1VF6cDc4FPJp6mt3VRrIyTcrI3+shYd104da4jyQciCZjsy3vqu7m6YSddNump2F0RVpcv8H24hYMt36NlTGP9k+lHHoeyE6FI0/q3WbQ3FzG3UnhfNRwfPffZFPbrtyIqYedo4LBgQZ+GIajkNUjpNsqNn69RkNjXS6t1ZN+J5bYhxdFC1Vff4nCnB80yvfiUd3SdL+qwLwkaRNxlKU1Eng6VScCsHvsXqYdeEfLD58IW9qa4LP1ScwqYWSHedQsr8U/1pEKfoHoC7pgWrICjz41SRi4UeyMt8+DKfP0Ew/KFJOTWomwrSaibkuw/XUCM088o0ZvDYlVQmm2zxxjWuhH+huETpXF72EX8lnbPwj7XpUwGRxoV3U0TroD5Jl6oXyczNqtCpHvt4WlWTahIYPcVhG0/RYSkwmfq5fo6zMaCSaOSX4lbOV9FpWs401EKtULjyH/VpNTD76QnOeGPLg0ctf6dJqq4tW88kietkQocmahoj5LHEdys2wTUmTZFgUlZhd6HKug6iy53kcE/uu+Unq6T2Jn6ifObW/HjrxivG9HcvSTHU7ZOraMecTRQxcQ5AJ9Ng5G/1xJtbZ1Rdf84+tDEipkcLvmN4zvyjHyvj3jLnZEscOPY4FNOdhnLcc2ZzDM+I0bn7/h41uMUOE+kR4r2Dg6jlRrG1Z5dEWGEYNEJk46g7cN7c/Ec2ddOOXsx6J43Q+XOw1w7VdEboM+lhjw8NAXGIMT+XBLzoU5fqSmZ7DtTEdqn79Izdyl+ISlsa3UBRyrajnyNp3683sxcelrelwNwjXkkAjAi3e9KHdHxvI6dbiR2BFvbxUda8SSo1iCR64/J4fv4FlECidXwu3Dlvhjk/UjVn16RbczR0jubod/ciGhjfyIfebOvLgszBZwWbkYniyAjnfWE/CwP2cee1PldRhJi0YyvuAIXkIG1l01tBL0XDqaSLJDZeyKN3Jo23g0fQvIrHwHRYAtEVHDcL+cQUbjXKL0lbk+Qs6PexKshkxg3vFbVO1ZivJnn3FnpBY7uQlXQzoxghv2ixQ4TW0mArD9Vinj3E6SJj9Hx0rbqVJzDM+vTCPl+zuuripLfIYMbXYnXBzUTM6OoMLt33A7fJupzeeI75ub/53d/plcml+Xk9/XihiK2b+CumOr0W3VF0zhcka16smLTmXpM07J9/5PyEg7TKDCj3ZaPxbkVuZo16sI5nSoshBJlXsEJnpzov4NNiS1ouCdE/E1pbhpR/M14B2LVw/gGPn4Pn/JvufeHBgbijJLa7F+2dbMv9GMvH39aNw4BxtpDqHebqC+wnytDnmTzwxbEsi4i50oyITrP4ZzoNMuQs+k0zwznMV3X7F0SCnC5Re5VvoSM7okciGwGqlCDImRKqRSCd5uDrg6WtMuNIoTA7Oo3bIPje32cGpuBJ17e5Le8FfERHT/updRTUvnxR0TR1fYUxAtsOliB+qfuUqtfMtK+JD+KL5embx6lYHLmk5MnPEM5wwp3VbGiQA8c8Md/0dyNvjW4aq+C25uKtq1yaEgezK1q30m9Y2EiQGvif0AIQOf0V/zBNO8X1nf5wBzA1Zx54kzZbPVvK/hR/hHL94en0yRYzlW17rF/Ul+ogVsF7GaFad/EPj+C4/njmRD8RGCKxXQrHwx06TW5B/5TpJDJex16zm4dSK2/SClzDlUjRyJCB2LcKIAj0HfeVTUmmufZ7CjThdaeynYqmhFpZ7l8L74nIjt1ihu3iDHIMdQvi7KU5lsefGRXj5TGP3tCstjXLmY8wedKm8moPFQTqydjdzwXoz/kkqc0MY3QedUwBTv1QTt+0rA5YX8UvqYBYAFcWyrkM71uWYArhP7Nfnsaip3r0n3LeHkvjcwp+EwHvbxFAEYNeQusm+38JS70ktfnr0fSrNxtxPaHedAXoKkeghD7pRj0dDLLLnXA4rl5Ns6ojP2xttNQ/uQ8pyS5+F59QfHo5Vc7X2HXKnJAsACK+ZfboWQ35l+mS8po4xkneMQsLrC/CId8uYfGbawIeP/6EOefQEnPgVzvvsKPp0vpFb6C5bcfs7SYWVEAF6ofYQZ9Yu43rCSORtI2JdkJBIJbk62lHK1EwH46HgcGlMllCUuZKzcLgIwNWi4JRHdq8ZNZOE63gzO4dSM6mQVJyOPSWNKSGeWnW2FDBOhTmtRGQtFF3wmqSq9vb5ikhpFFzziZgYbw7fR/sxi9gdU4bpssKjAXy64QTVLAJK84wi/jfYlr+4DcUDs3jQXY8HGmWd5pbxC95w2vKvhR84bV9Lud+Se0ImF9UN48Vv5ny547Po7dE5KI2xJK5blPhbdTnTHNDp/MJD9sZBp/coihE+m4vTN+PceyedfBorPvnHtDA4nQijbNombhb48y9hD26puHAzszHxFHWr3sEVwyqTczdIYsvOQO9qJ7TbfWs9Lm0x6+Uxm6YVCHNIeI5Hq6NmwsWgBDywcg5NrlAhA8xZYj/GO7Fvchv4+M8X2M9qU0HSVL/Z+Mhase09azTp87hXDyR9refg6gUbSM0hO/s4Ij6W8D09hR8uJPOnsQ8s1cmIH+lLrwSgu6YvYp6rNl8bDOZsazFN3KV9118V3v7usLV4bV7D63iDxeQVW7ZC6+eAT25KKr7K4XKoI33NRnPgmZdi2RNo8jODmzAekB2QyeX8PlDItSl0PJOaYR32ZHJPARo9E/G+60iTZgUmdJ6CtkcF8+8GEd17GjbWZdJNEcz0ygXI++T9d8NLhadzzqsh9u6okm6L5zmuCpP1RtHag+dJvhJ4Kw6mgN0nPzhF4uAT3aTlkNxyEpNfDJcLo+pYtruT62Vwuu42vQ2dQ/CSHzaFDmDvjIs1cTPTyEpgULmXzkbYMnhHHjYG76L+pJYPm5dLwmAcPqUnzTfdYXNefDwxDjoEX+tGsHbST/NQjVC17GH2RCcev3fj+aAEPQmyI/qqg6Qh7Gga7EmJ3W9ShgdVgel1TIpiktP1yiFl17vJ+gg+1u4XzW6d+BLVayJK6NcgsreHHhAosSn6HwZyykgjk3plBy15ZzFuwE1OtKFYeMDHrW6Io13vNWXaFPKPFrDs8Lkngyf5hJLdeTHLXYE5I43GPDyVnyg5SvdLQHAnBJVfHkUs2hNeOYrNXMY8UM1l5RI2L1QCqOKwlSHYJ3xEnOdJ7LTdymtKw3BIe7KqAdzM9788Oon/ZYFGnMk/i8QlNFsFS4K7h7dBqbI1djqtUSY3eR0l8qKDb7/E0dFaTd8eNwJZBZJQrxQ8/CdZPommefp4rBi1/OFZGVajhUlMVH5LfEa9IZ2IJVKt2iE2mQPJulhHf07wIcY9vTlFlCa0u5/K9qIj8tzG8m6AhckoxJwbc/LkI0R1rzKQCD1xtLUlzM4nut+EXhi0PRGYSGDFtMOrPToz17E/M5Jnk7pZiZZ+DTWoEM85dY8KMUL467KLi3IG4fX1M+KS6JIdlMa7REc5WHU3AkAj+8C8kYEUmdrpOnF3al9UNupD+SINsa28k9e72FTbsj6Z4mj0NXD+zvbUHJ+dUYcax2cyeu5mxJ+oTEJaDVFBicmrB2DlbOTNiHSNXdfu5ADl92RlZfR3+W9yZ38SfCO1AUhOKSdBMIuTEYW7s74ddrbNU0ZuDXbi1OB2PKipq9rFYmdt2d5j+qSnHF7djdWAk1XPXU3HbIjEPOKLyWxKD7fCp6EP3bqWo6pfF6M3X6RqXQ151d6L7VGV7RmeUCh1dnAroMGcZgk0x93USytcMoUgzB6W1lmyDNQkX5LT+/Q4fy4bxI2E917+M42z9SdRzL2S5siXVkoORj9tjGQkB0twzaLZlEMdUp1m21obMsU+odO0gXaov4OuWyQwLSWFvy7WEmdr/TMPcft6UYbPuEn52EMMct1Jsb0kK/5We7fd5Oj3UHjx4FU8lu7tUbWxFl9mWNMyCxWqCWjekV749UwdZUy7iE/Yl5Sj3cRuXDEVsc66IVYH1T7CMq7YWH2dnikO9xGsmtT9ZNCe/U03092SMu2MiKlNPbngU0roJHD/nzdWeD8iV68kv0nLx/E1MaXaUXK5r2YzTFKPs+pohYzqJ8pa1HMKXscmMbRMhpmF+39YBhy3WfK5fVcwDmlfBxxc04E7BSeKdFuC1syv+96MwCRZApyrtOVMmiZorMimdtZiYMwN4GP9MzAWad0R+3TsYSaUbXYU9R80byhI0EzKQRUu5tdSBlN/GMnLNKLru74de7SAKbP6kDrO2j2bU8u50WxlPk4m52DdXM+1lfaZcaIej017mta/Dx9RWeBQo2fBYRsHrXG7+oURWdhOxldtTQ9sJV01pUV6hIY94ZST9fwQwy20jSwftxW1WMQpBxoS+ShGANe0keG6KpnpDHRlZbVkyPY3Tb+N4EhZDz9gCCorzfw6IOAitwrh6rRLlu9jhXniZuG8nSXDQUapUhAjAWl1fkzfoMlfmz+Gtkydqz8mkdJuFgXxuSL7ib7RY4n8FTdXJbzFuPYXH5TU46bcQWOY673Y/YMLDBPZ1ms2bwl/oXXULyFRs36Rg7tpqHLz6VgShmWJLknGWO2Mvtez0rNz3EpNVChumFNF/cRyFxQJuD9/z1b4Kc1oPo7/WlondbfHMlJAb9o4qDnK8vl0nwqTHNDgUmwrpGJ+UJv+xJV0k/LnZarZ+hQ1rIVFBSHAy1zxdeRYlQxcZgTYolidd2pH9SxQPOt8gQWOp0knLyeJNwzyyy8rodsMdayw62hjl9DzchgpbHFhYZSJBcZWYe6Y6rr968LZHQxGAZrKAMJCbhXtIcVwvXjNKJOS8UuJc11J84p21mKamPgzd+JJ1PTqZGdh41MTErV2QVLrWU9hz/LvI+KNJGu07CBQlwvFhrjgGjmZrm0e0e9mAW80uiDzlwvJodE7Av2URjWdrGXxmPwOajsVzznocyx4m+FcZX16NEl3O6bO1ueX5K7UvzxLbPklWYvv1IJH6CwRazaCWagx5ch035veh7oe3hB32oVxkKa5N/ijymwHooBBosDuWKVsucnHbFLRUZ9Ggx5yIEdg+byfjfk/DwdGybRT7w4NT2yVMmPODuJiF6ApqoiCV6BqJ+BiKRAAO2PCCtxUusKvNAqoN9+FalB7b0lP40OZ33N+XR3K6FlG/98D6S308z85CEpjM2QZv+O3TEvLjN9G9nYrPa6ZgEiRMeJhIyMK+XHw4n0VOl7nh/4Ydneri3TidmNVlaXo9WtSrdxt/6ldzZ+GO51hrlBw65UKAMpmtR/IJicgSwWcmMwDnNRnNAJTcuevCme0lVHJMJeFoMn7OLpSLPvHnxIB3Vn8m9v68YgZfSdeq6Ixykg6XEPEym2MaT16lmlB8/UyRs546k3axrPls9D75rBoVjXdO7N8Z93/Z5Lvv24D9Cx1xuFCOCc+3MsI/V3zK3LM1EYL9SWxUFSFRTdm4dVAgY8atKyIII3VDiZSURqv6gFVJeWx0gZRIEwhIncyMI29Y06YzUjvTz624IbuHIal8vbuw+5jFTURNyEf1TkuzpkbsbeHUaGcyYy35rb9o2JlUNI4Cn9IqsCesI00C9uI5x7Kis/bdzoIxKiIeTRR/D3/0G666ENoXgqnUdD6fnSFezytdgjIumWgmIEHOhKVGYmvYcC25HvenvRF5ZGpbImatx14OQXtiWHbmCN0vTKbzGzuMgh0GWXUWjX5EDiq23fhMkMcR6lT/jVPXT/At+Toa02vkkhw2NzQyPuebKDPhvJyxO97wosZh1lVfydYtx9iUtIjQd1oE5XsUmtf4CkMI8iyh2Cjh6BcNSpuHSOVZ6HJ60KCnA9I1I0kvsFgPMwAfb+7KiQvL2eh0h0THKzx2sadhegNm700WvUrSxQSys1SkCaUIqJGMYz1nse3kLcnEJpdQI0VLSmTUTwDObj2CAUUasRzrF/tvdF9ZCmuFDunFLyKPxrMGao8q4nfJx2nkypsjURSR2aSG5dozBbePWbY9D6u8eFdoQPb+CyW2RtZOeMFRq7esqbIYbf00kccBOZTUAAAgAElEQVQ2pDTlYrSUCErSVQ4UVc8U7/mt9aBD6DWmt7RMIjPN3tec0CUl+DRtg3O8Dct+7GClLA/BCKdPfyPJK5ZlI6uhUpr7R4KNysSg+V+oJi1Fz27lRBl7dkjJV5mro6DPnnF/uWCLwn+R1kGP1GTCt2kxbo0K/3HP/OPeDnveBqoxuqdR4CJHUmSNtERNu/2wZow1H+7NFxPJAQojpWQmyoZUZJtXDH38bcmxjuO11oheUGJUGPCRpREe50QHv0jCtU3RmXceMIPeSI7BRIC1PR5/hLHjidnkW/Z2Dy4eR2qcD26lk+g6Zi+ObkXiClQmNxD9rgrntg6jbvtHxNsXoEzToTcpKOdl4NZOX0aufcNdvwssKbUKqcxiACQKKc03lSVkWhyaWloKc6MgoxSa8hqMMbY0X1SKkOvFtBC+8Akl6k6xGIsERvQ5wt1rHTi/di1fndKIqZ4r1tFty76CVmUpUWoe4MnoLlbIpEauPMvjaEjOz/4c2ObPesk/d+9nrd/L+hHj6PG4lFiO9RfdWKSnwE1AaoB6m3OQ6ME53R5NkYpzW0ow/Vnz2nWKBoNcQq6DAqlKgntsIVHuUqQ334oxqCCDYicDpWtEUBKv4XGv8nz57e/95CobJajfu1A38SFlp93nbE4TJAh8t5JSP88T+1VK3s9Pw61jZ5zToWyqmlvWX6iTcvWnrtn4k1CxJvZO7tjFv8Ah4fVP23qz9FDsiqQoPrpS9EOFz5QsJGXO9xKOnbNYiJ/0v6ky/i9lsJt/C+TJqx7/tb46L1uPttAoQkltLRN3TP4n/avoABtrSu8KQ1/yZy//C7ONvQ32TvYolH/LkCnfIJXqyEy1wc6hCIXK+I/vdftm8rbGCfRFclS2xSitS5ApLC7cTFmptfn2cTjFWldsHWOo0dhSz5cT74BDafMOxD+rxh+fmMCJXWP+Y0F5p1rryFD+M0Y1M9YK96NRiR8yQYpRYiLcIQnzzMvXF1FlahW6XymHu1sJao1FryKtFLlcYGcdDWFl/9kPtR5Dz0/FZGUqxWppsUrayigWAZhDw+hyCoqOvf2vFeVKu2wU1gXoC20RDDL0WltLR/zP8TXvZyuL+TQ3B6duLf5tzMwXPN8dQ1FkmWB/NTevH5IDfvmveBC34moHFpCT64IpV4oJCQ46G1RGJTKThAT3EpyyzCWP4Ka1Js9WwClfisbVkaTKCjI9pBic1D+HpSgii06PdmIyqtBoi1EZ9PiZjYHWhHuBQLk8UBcLaOXwoowU9ALuheCTK1C64N/fq/NcNw6eyvyPL/x/uWisEcDREj+SK7qSa6cXCwUMBvMAm92CBJPZvEhMSI1KTNl6ZE4KjEYJxgwTChf5z44sydBTItfyNbIULRfqkEhLQJ6DVJGNVPMdiSwfJEYEgwMmrc8/57fBDkHvjCCYA34TEolB/C6RlNC951EulHuBXq5DKoBakGCtskLlZIdErkImsaNStgKVXo8iV8JT65oUo8JKWUKBJgeVWoIRbwrzPECnpqZeyqfshqKbLMoUKIi3jGVRqqVmUuMuwTVAispJgm0ZCYWJAiX5AsZiC7/JANbukp9ttakC5zdNJkvrhJMm6z8MwT+tV5bWhcwiF7KKnNAZ1JQYlaQWWBZPZpJojq8U3HV5/xWhZnX/WS/7n4fdzCWVyhB+acjBMXsI9/PHLzEBTVGR+D20qiVGMZNfYjxuOdkEfQzHKyuTQisrbtYPEvlds7Mpk57KqRatmTxxGhFDOmLyMDv0/z/0d6cY5UpGGcxVMlAYaVmlWbkrKU4pwVRiQiKVYMyzxCj/G2qxXENB32o/q37/Z5u/qoHN1/8332W2b3k9tjZYq5HoDeL+sVQORu3/Xqd/1SHILZbm5WtS5CSnpJQtgkKK6nsu6kw96I0Y0nJRhKeITWQ+Lpi+ZUBGIZLMQiQZf+cH/5K5S9cX77aWyvR/IwGcNBlkFbn8f3fdv2BUYn18leCmy8Xg4sG55Op8T/lOsV6HVqajTJOH1Cpn86cwgYQ0I/uvJRISW8CeuuswCTISCn5QYi0gVanY7lhAWPJnXr6P5LVzKocu7/+piM60lRSnTlgPvAffM9CqvlC2qBWK1w7kpJ1GIz2Cu61AOa8StPZ5aCV6Tu4JoOPKKazOjhFHz9g4HWuDDJP5sE6xnFeH6qDTWtIGf5Fb2Rzsuryj0FHLvQ9FaA1Gmla3xc/NHektW+r51KXWEyuaja5Ou/lTxUM8ZgtYbuIGVgZlcldpCc7/tXh8WdczqHIN5Lk4YZLLEHQmTFZy9ukaw4Qk6sz8M2/mu0XUM07pzAMfPUn6aLOB++mPJHJLz8dEDaBGSS6jnN8hN59/KQG9xMSqjxOR9brHG99WVFX2Rr9Xjb/Ug7I25RBs7bmdN5VvB5eICe6SveWhRIZqbDSC1ETnGSmotDmUGPQkSx2QaLN51nM7saU+s9++Bm91npR9Y41eMCKTFhH6/Rp1hvWjUlu/f/Tfg/WHKfroQKGLPc6GHDRGKdJ8NzIz1DSs9IRBnikMyuzPlo6jePIhBXtrpVhsa1ezAylV++FeFIdDSTrZKjf0EiXZKnd0B0dSlJ+PlVKKySglK1tJSYETT2Q7kdhumCu4OJrQOzrypaS7qExe3SWW+jJBQti8iXTIyrMoKUBhuw8U9gjja66eil9nYyNR/3yBnnlxvEy/yZ2PEbwqm8nBk3sxCamUqeLM9+CBdMtrTWVnZwxTvlrEuci53FnC7fgQvG+OQ55TFrmk1k95r8PdmL5mOcMynovPdgyOxFAk50bXHuJA3xpnrsSWkFY+TGzjGluDavce4v3FsmLscvvMPzo3ZkMD+lWug9M5gaZja9F51WTsfv2dnm0sxZ7mcNx2RRqqjzr0Pgryhzti9Pv7DMjqaSdwT/mzL4Ap6jF4tzVRalV1MTRcol1DE/uJVK32DaUsl8l5QXgWWapp/pUibR9yx2sz5+8u4VmhJXdmpgWaYIzTH/NJ3Zom+q4kH1TjIodX+1tjtNEyw3UKpZXeJKTqePEhj16tXdn48AhfpjtideYRVnF5eAeH/5SXOPQ4sW7P+aO4Km9cKtL4hQ3FJUVoNlf7ybNr4E7yKjrTzC6XxH2fqH94HKVq+5PwKhKv0/+MN4vKv2FdzmNqFQ1iTdup3HmTDFIpjuOOUSfzLmHOLSkxQvYdBe81cTRt5IlaKhCYfpMwx2ak7Bz5j364nHoNiXxdsFDaWfYTgPl1l2IUJIx5O5WVikj0rd3Yc+wR770yKZ1jw4nDrcTOzm36Fd2AUNY88mKpxiJ4QEkeD2JPsEIhR57/gKY5fQlWOtCzuQ47N4tlOfYqi28ZJeL3eR08MN3LwnQlgw29CvmWEonneSc00l3ifTMAlwVPphuWcwU/bKyIP19BBJ4gMRHR83dmP/JG+cMbrHTofCN4UVKKN46VqHmzPPWuXP4HCLPXVmRWp2pEzXWi+qpauH/UcaaLJQXlOtByusscEwpV5JAhYFd6u+g2C74Gk77LXpyUG2aexynRUiE+TT+E0lPUeEw0l+4b+WofT7rdQPxd9qL4IVAm34NbBdFkVKmKUa7ACil3tdWR/xkx76jQh3P3FxJaYAGhGYA5U78T71KTRpn9kR1uzaNLmbSzbUPB81pcfpDGL1Wnk1f6EbbOGTxeFkmhvRUN+lgjr/6WewtzUM0Op3yf56K8rMEnKFP6Bh1zGxLmVgl56AcabrAkxz+PSGCH3wSaPzeXxEGRKplvpY+T4HWZk3p3fvT/A3sfNwzTv4qhlZk0ZT4xo/g9NbJ7iRbwzuskqlVoTXK7YUStUrApeNo/AGb+4Zilp+e5NOoP20a5km88P2xJ2ZlJBKB5EVLOWYnB2pqXdb8QonWkv/N2opwesPbFFTpqHcjIrkh4ojP+jZ6wQYgRG8cv/kX8TNtxCPmrYNQSFb2UObwK3c8cN1cqRt9kZ+m+DGthSeMsvW6pkBAUMoy1a5Hrl4+L0Zo+p62oqopB51DAFw8T96/dIvdub5TSPrwKd2PXzLE0kiRiNEh5dq+aCL7ESk8Zk/CSsjstAycPuI0xoQFChmUFZyz9g5CpI/n2eh9td+74CUIzAOd0r0pksAu+a2vyukw0Xkdz0F/PxzXAFR/l3ye4zHIaSqoitH/I3ssTwCjn+6w/xLTNwYGWCTJNP5gyA2xxX1YJmTKHh+5d6Fp5CNcvVUOvVpNRsTIlmgqY5PaYl6Wqgo9ITYUiqF9oA0QZ7Z1foX+vFi2hGYD0LeZjQx9qRP3K+4FlWem5jJFzYhnbaCw1B0Ps/ikMN3mgEPJJ94ngbesrnGy/m0flSug7O4a7n14j9cynfP/n6AadwrnMNTrlNxItYNPeNSlIyyH4UG9aP7mDxusl9QKOocp3IEon8KbED41Ej9Xb4WS0qsvAjiex8fPHNNMy5nZlPjOmIIzAgt4iAI0ujTgz/RNbj2uxNdow4tR8ka9YaslKWJkspx7391mGQ1Yio5WjaKHJ5M6Jvf8EoI+zkgdNEokt8qCxyxoiHR9gCn3Fb3c6E9h0A/q0D5aje3I1HsapuNYOZVFuigjCoqAo3neNoGb0RPqTw4vI3SyQO9Po/V0etQqmVNUIlt1IQW6SoI0f8HNBU/fsMpTaPKLaD8R6uoaxs5MptPnC2Z4KKu6x4W7haN6G2bJ/wVxqG6J4ElJDBF+6fyi/LvlEWd8OKH6dyqwE8zkHMcuFXCJja+FUsg42xSApZsOhAZTeF0ydkAt0u3oeMwDnNqvOl5VOtFtvjUItcGNiAgH1qqAQy0HgUqA9NDanTiTo1zox3UmLV64Pm31CsP4yix+z/hD5zCA0u2DPsnaUuVCaBEcXrP2uEPkYCp1dSKwzDXOiUUMxFX4zHyGF5Of1SX1bB7vUU+LvW4XVsEdOq7RwOmo/o5fWQNIpn6+9a2HQrGFcrT7MX1jExlVjKZdRldohvTlyvwyvswyUpHuxfcxrcUJkuiewxaUs5/a54T/jPnGyb5Qb/ILqXe9S6HaZ+oHtsalZD5PByPRVg2ny6jiFtfex+34jQjwH8CEtEN+qubinpdAk+QDTGj5FFdGJ762aM3p8mGWrb/Z37GvGMS3uAUHGdsyuPZ2n56Us2inB/1tNOt8bygs7PwokCmJvXkNfVETlXn2RItA0K4J4r69ca7GNZcUTUGqcyNk/7p8WMLRZAs7qI3x1esSjk/EoAq14/3Idn57r6Bw+FaGyisjyx1B6pvJLo+6ExatYoXpP/OJBohXUvJrHIGU+j+JOskin5J36Ip3r9BXBZw6w9HG/4GmXzqlyjZAaLXHVt+7hRC4ZQ8gZL3SHBtJbHU/J8q9MaHUfv1MhvH3nzM2x23GyusfLR1W4Ne43mtzvTE3r3dgNn8LEOHds5DKm7JiFSgH7G5zkW6VY7lcez9OJbTFIi5i3/Bwjx38SraAZgAeqluXqHh+yTllb3G4XDXVTylMikXJrukQs528R+pZy8ckc6NcRvVyO+0APptV1YI+hOkXvlpF6xIXj484zMbsjZTs747beh8elm1JNu4PIhDy+tlsOEjk1x+zk3pNBjMrcjZ2gZpp3dzJ3zkMrlTPAu6XYB88LAziqTuRgdDatTTLsm7nxcElVpPJ+DMldyJJpAzn2wEiH/dMZ6PUdSfcwTCkCpjgBeX0pQraG4yfak+wbwfyYTkR5vyF9uhr1pQc0PrkCSm2kkf+v2DVrxqmeBSiMNmQFHGb9CxnjvpktlcSyOhe1gar+GdSLOsGnfg3wyXLn6IdezHjkI1pBRY0o9uR9wz4tiG3jzjP3mD8h4/cw5cBa7jlU4eX8mbSQJ/1LRkWCnWwZKQt8aZH1iQN9VtDhykemdxjI9VNH/gbgxea5BDrpRABWv9MFbchWurXuj2LuHNYkdxO1y3NxxyY7k8PrdlF17Tn6N9uG/rdFJCz6hZxmX1hr58qjqi58+BHKlGIlTePukdK+AevupKH/8Qu1SkWw1bGf+JLmk2K/d7DC2yGZ1joVj3p04r1Tb2o0L4Of1RuuexTy8o8gvj7sxJGxByh4HsP9X4fTsNJaqi7fjf2qBiL4pmxcgJVJzq5Wb5AZJYy5VxeDxMCq6QvZ4rWa/HmVWX2kB6UP/M5Y21to0l78BODE+Rq2r0igbj3LAuLKdBlrlm8nyKMcMbG5ZGYW0bSJN4k3tJxr3wuNeUfnkBf7W3bm+/TlKE1SrAcW0HqkDXnBlcmxFviS8ZykOo0ocO1KzdE7afGxEjtf7xFDDzM5l3HmjXIpEQenUCBT8EupltiZZIQUVad1wkdaC38CcEUNVKYBJG8bzI6dv1H++VEW3/yCMPwCJbuFn/LMVt/qdwm8r8Dxd9W5Nm4xs3tvYdoid7ZK1lP27Gyk3qcZOngtCqmKseub0Sh6HbtirOn346O4yNwX0pqwAw0o12IZzv5dWD75OpOTMrgeNxVhwGQ2eDxl5/SHZEYlYvvqHaeKk7BKqMeWzvMIqp7D1H0bWLbpGEfWtuZw8B4cyn8m3dbI0nxfZM/SWOjmg6N8F4W/ywjI+86mkdPYGtuWotQ7nL650xIDJvdM42paGq2rtaTp2H608HmMrG0Eu1usol7nPAZMq0+t9FyCj31mUqtLOF64zKPRBp6k9iJAE8XOM03Z5J3BrtFFJGVo6WJ0YGzCXSYmKcWUgeHHIHYv8KXKOWsOJ14RzxibacvqfjTMjWV6dhzbq8zHZ+E4KrSLxXg5nTNRT7l46Bbd9m6l/R8povtt+qMV8sSr1Bk1mKiJw/CfIuCo/ILXm5cWa+LkRcmZRVgvX4bRSYdkxkXS6hzhTJUWdNyxk6A2b9nXuzInTGW5ny2lW0o6QRH+XPS1R9qjgJgbT9l/IJwk13l4GLRMPrmHF61HibIH2dqywNOO3Y6tSHOZSeFQR5wH6uk3QMvZ7RNowWlufEsnqsNqkX9V9RgWfV34b39tx8XHhaOn9Zj0xXQr3fanFeykV9Ek+R3ysQKvB9dkq7eWXoO3cHaVPapvrdjSeSVF883bBBIKrY3IDRKUxZZ+VC+Tsnllf4oCXzL+Sj9mLvRm4rlV2KcOoWLld/TsMp3Pp+BByAMU3nEEV77L4gWd2X+/CxWuXyf8cxGDFPH8SLrPlsHTaL5SweGoLjwasYMsn4c0FbbQYLg1mcfPc4QsOtk48KvzRoLqw7R9GynM+UDWoxe0+fyKdyf8UFgrMOlUDFCXobjpOea7lUc77xgt8iPYOGIaI/Ym0X3AeJZsaf03APfFpdM9aA4dR5ZhWKtB5C1dytrvLVm+dTpN9sqxKpWEut91kk/c497IKwRuf8AMjz0WK7h4EGsU37k31oEP6d8oXTGTTS+TGZepFmMzw/dBXGvvz6Ja+dTa8YI57fYgyGHl9VFsXtWPI0lpHPTrTc31M1BX/Yj1/C88KR3BzsMhND23mwFLf/BiVH/qxk3Dp9w6EsofwGvWKDw2XKPC1UvIl3qj18t5MagFmyrLGfq0Mq/mrqLp3tkYtC4cHKil0/oTNG4bzs7WgZz2dcJ/Uibpv0oIelmeT3d0bNTIeCnfz9fqwxmV5Yt16iceqp2pkm3JM2bbC6RU82G7Wo3+wQHSj5fGY46Jfl3y2LNqNoMUFzj5MZKoDmtQ2edw0kvHgNhpYvgxTG/e5ZAQyGTGytcSXmEdiQfnigD8a0HSGVcaxz/CtnUijxfWYWtpG1o37ca7nX9wcpUN0ZfniQCMrlbCvHIBOEtVjE96TpVXVqiXQuMOY/itSwYe5w/gsdQP4bEdHpIB9K8RjWer0ZyzODIqVdyISZvLvZCqOPawZ15WCn4fG4rvGNN9NR3irXjZbjaXpjYhyb8iRQPbErb9F6Y+cyXv9+2EtvZkVrkv2CZfZZFuIFWj6lLRKw3fuXM4OMWOMjVrYbe5DclnZRRM9aL7romsdnNBWXsfAU1iOdBnOb1PhzOy93Ambur1NwCXRpYwruUEMq8kI59zjEcZfZmRN5iRt2oz8EoVPFzfIeRWoeDYHh7MXUPDra8YVmcnLoPW8GpjT/bIQrk8vjphCZ+xbyDlwL3PjM2yEmes2QU/zjxEwMHxTF/yid877gajwNQHAzi1ZBSHk9I45N+bqotH49YoEcmqr6QYo5h++SKBVw/x67yvIgBrpvXDu905wgvmUu/3pXhsuEqFa5eRL/YWO/CPwD3c63SO8c+rUrhsJbqtQ1EUebF1wXOGjkilSbtw9jVpyDFfe8pMzcCqjxXlI0tzNdSdCxSSUWE/j/MnMNRUhDr7G9dty1Any7JZ/6ayCaW7J7vtHNBfP0jgvjK82wWV2uQROieYsba32fs6jKj2q/Fu9ogpqY7M+7Za9ADDSiwgrss4Jig28YDeFIVe/Y8AVDd7wLN5/djqb0urJl0J37ON00+lRE5fIQLwY5COVS51sJcqmBT3gophStECtp08mKEVClHt2oLfgg7IM3JxYwLDKofj3Gi4BYACuNXeR1VTJEdP1SOn2jPaSjKYk7wA0/Z7nLlZjQVJF3lZfzxfN6whPeAHqW18uH16MSPOO5M/eBUfp9ZhbqnHlETf5VDUUtTFNlQqlUpQbj9mhJenSXAAvo8H8nmpEfX1y9Sq8pbl7l7Y2e6id8/3jJy+VLSANcee5PA8m78B+DlfwK3SGAoufcP4No2Siw9p/PUqwUFLqTl3P3XCSlG49i6fF57G/dR5XnbJJ7xwCkE2kUx7WIMDmtfsXuLH59sv8G9kz6bX35iQYsl4jSr0oUtxGjH1gwkPuyuWoByc2ZE8JxsaarWMzSngkF8vfGb/SoUuyQh6gZz5d5l45SSNjh+h//oY0QW3CxyG9tMBxtSeROikaVgPjMDG/FeiIl6jyrXlWMN6VD9flzqLt2Gn1PFyzEWiezTgts1x2mzbI1rAW4EBbH3hxHgbA3sppEF+Re588eRIeB6aSsVckqdRrK4iBtKGkjf0zagkmo6Jnhp+93NirbQK3Tz3ML6nI622FmJVQyB1wxjWBjxg9ukXxDXsh8zfi1/LJbI3bIMIvC7FjWmSHUCw5x+orFVcvG35+2rdyrT7Nwto3+YxD8f2Y2sdDd27j+Hs6tokxvfkRu9FFM+37M8k+VjOHpf6/me6Yykc3tqdpGrvqTDlBZUPl8f4wgk392X0sLmJb7ORPF9j4m3ko/9H2l/HVZl1///48/ShGwRpUMEAu7G7O8YYux1ndOzuHHPGGjuxG7sbFVQMJEQa6YbT38e5jjHec9+/9+fx+O1/OFxnnytf19p7r/VaryUMwdOrXmPx/G4MnFPMr0/OE+/2E9NsFTwohl4fE5gZH8TB2K6ED9+ES/VCJOljaPmrJYW9FpO4sR0jdLfQxN/gV9eatL8/kCoVPwvndXlTbULCZiLLdUJjb/SViqjk+oHVzq5MaDmBz35ypv0yXwBgzeF72L/U+TsAjTsocQkhS1sB34I3xDd9SIyuNoM+L+ejdy3i/fbzuXMkbwIz6DXyNgObb0U0dgEflwzlhaSQs7VTCf3JmsxPxZjVasucsHm80lckIrmUn+68J7ezgYHNT5Ceo2dyK6dvoS6j9TsS1A+3Pt0R+VTAv8pb4iw1WN63YurCCbhE3GDR8FvENGxElclv8JswF9tVDZmT6sLklcuQ+eXgMPGxcLFFlyvzPsKZgyPXcqxKCbG/3CB8ZUvK940joOongjLu8d4lgHlnXFg0UMnS42nUq19DuHmyV1UYWpwqgE3r+RQbdWVK0u2E7wqtDeyZfpT2U39hW5AlN1a9JiNVS+8VBXh3sid3QztyLO0Qf1hPnpc3WYHjqTl+G4fuD6BuzKRvS0x7H1euvWlE1sswYWju7tmOn1ROTNBWZIZlDM7vdeim3uB1pRH0bPqIPcud2bZ9HH5PDrPEYztUzPsGQlOkCpTzxIgv1+FQupewCJkwZjsORreP3ID+9QpamL8gpE47zJ0rMm5Dcxpk/caBx7WYJL5Gepode251Ze3dl5x9F4FDyimWR3ehrlmwMAeMG7qCCzaX+Ov3axQ9TUY6YwvZV4byfpOKpd230aRKtLAIMV5MlYqZNCrsz7xjkTQ+uBCZmZTACjFELhiB1NKcep8suOjuIcwB57xsjFd8Bn9HzTIBsL6bhHMN07FTniTO4RrWSXeRGh2vbe9zZUoAVq+aIVHoSeh5h/4TYyl6NIuDO7KReUewJ7QFK+VpDP2pLi2qhZOZXIKidnt8XnRhpv0AloZlINXpKU8dQmPvSIYN7Ym0XIJWaXqbjZbPaBG9J3Sm8iCtEKb76oYxRkKMAAzb95fghkleMxnH7X2pLLmJ/8wOTE6wYfKqpaZFjQieBSZwtcsubtUUc3X6VhKVbdk/81fGjfr4zQ3zSVqZafdckR+xQDoihVpdpehSAhDr4XVsazZkPxXO62sbu7Wc4IOJDK3Wlmmy20j/zuTJH97cmH2M6ZLOdO4kJWtFTR54NOPhsHCaz7mN1sqWxJbTqDFyNzMXZ1IhKek/mAgm8Bmb0Q1jnP/d+tBFcETbrEzljqg6kpCVBIdP4+TWCRy6p8Lz+VrWhWzl1JG2AvCMrc+g6xhCG3AkpyIqi2JsNuzFv/kC9GFpuIw5Sq77HkJkb2gcUYT90vGsm3QQ8zIPrCuks+tBI15OnMMuuRNOqVn8dKYTHjo3tLIS4rPCWdutEnUdVnPqxVSW7h8puGHKHu8QAPh0pZjtv4TSZaOSroH1sCy1QafJoaq3VgCjVluG24NnZLZoLpxnpadqwh0cKbj2nKxufwnDb/6W/t/dMN4OMh43N2WPie3KyTL/BYs3rzB3KuRPfRCiE+tx09TmY0cPfrUpJzU1BbP6/QjsphLe5F+94lnZtiWtrJ4QmxmLdUhfut+6SbBMjZV/GcuvmNgWuqRB6A3Q5OAM0wMBFE72uPVtCPUk+D5LIruHHbmXs7l0booQinO4dYA7V3sg9OIAACAASURBVE4IjuhiW1ust7XBcYIUG2UAFRa1xdvGgVSVgUOfDcz0FJNeks/7WedQGe6ROWc1yfsnUu1VLC2v7xf8gJFSX5bd8+DifEvc7MW0ODqDKuLdiDGFB288dkVZnE+RyI5yPzm9fD9RLUBG0jMD93IcuPx3NlK1jud9V/O73XD6BaiJ39OAWGdPcEjBJeMa79ItkLgbeF99Dbefj/yO5i/XvFxUj3APe0LLKuOuN2ecKJcj0dMEANac48FeeQ7yRtv4zXcMK9eU4aj/hTFzJdSK2c72u9vIKWyCpFIie4qrGEOx5Lom0vn6SVL163CabCKA+PV6RMbM69Qwf0rz5yIsV46lKFnLzBPtqJ3SGDc7P9bdbENWeRT31PNwV9amrnwmEpRsrvoOp5pzWVxsTfuUczj0XULTMxN/AOCGEQcozy2lbc2IL1bQeFSTJfzqCPR7rkasgwg7B44HVCMoqT6V6nbF3LEl+Rem/uiIrucpZZOPKTfE3DKSZJttaMu1GJ7GIpXp0Sg/UqrWYNuwl9DHdbMG2xt6VshS+W2oSaiyidNrPquKyWzakf7vDqG8fYZOISbqk+CQBmpL/WjkVhuNWkV5QQHlKg2OIe+xM4ZvFGKmb79MhYemUI0RgL4vr3LuyJ/fQnEPBv5Eky5KxJNj8NN0FiyfrHoUuHyg6G5nlFozor2bcGmxM4Gnp1H54KUfQnFpHjWYfMyec4HFeIwxZZO1PDoLO9FLKohN6alfaVNf/8YrGlEUm8j6ekn4z7LhYb3d2MgTmeU3miHNsnk9syVtq2exsKA3ncSZ6M0WciPSW4gg1JSrmWBTJOz0SrkNZ0pMC5JTlYYhEYm/WT/jNiMAe3auy4JaUVQ3dCO6U2s2VlzHoFnvyHg4i62XCrm4fSiRt4MQS/Q8WPSQl23O0CvIFpfGq3CcvAftWXcqHz+JuFxPypwb1NBvok1eB6Iri6jXYSApkaUsu9UR+/IUWppPxDUmkAHxPsRYF/LBtoAnPgkU2+zlhUpOw2enGBbq+C0UVxq+k5xLQwQLOL7zToL9rNk4NJtDF1//A4Sm902m1+NnkcmMLncpsH5KQPW59P5zH51rBv07FGeMBZe5exLp+1hYKolK5ThNG0jsXjlah3/rRhstn9F+rZKlMW5IPZRfwljtJPF8tinmU8NmNLx+jSFvVZxUhTKmQ9NvalMp48qICCxnwF1HYvcVU9HaDN3+NM7V1XHp1W0Cw0xagf8JQOP/f49NJbB3RxKDghEPDiHZ6yAtMt6geVeIWKPDYJ2OzM2MjQ5DGH5ZifLkB9x3l1LL85KwP6MFzPapydjDNixzKKLJBE9s7E08u58ujCW9xDTnk1OAymAjnLO5WQ6S5wuZP64WPn0knG0Uj794v9BvTt3xTGicxv0JrelXr4CHj99wzGc2MgyEmiXR/1Xot2v5+qGPU3UG29Xnk0HCRJE9tz98lzE2AvCnejWZ3vI11WW9Cbl/hM3v4hEHFlBYsRZ6bRlZz1eCXiOA20gScG60XNi146h9qFdWx8v8GBbhJu2YpDk3qKXfQufkNrysJ+Hk4ZOs2neK3E9aVq9dTYHvNdwkZfQwy+CdxopXGivy9AqUOZWZ0GgDlbtafgOfcX+lr/aSc3qAAMAh3UOJjzhGv1bdubrqGaGvfyH28R/UiWpBs/BuaCUatgwzJaNVnNCP0b0r0KXWGyEC8rX9QEaQOfgRFGfPqnq3KNTJOP9XE9pprGhQakyc+MppM/HZdkkzudxUy8fAAsxLc3EqUpPsYo1PQU/ybF5yv01zAuJu45AXh8ZKR6KTPa6ftvK+ylgM0sqY661pcjkRJxsN0bW8SEaBSqlGLLJHLxKjlsiRaVVkmzvjJ1jALcJxYyUVyBJbor9kIkTGNGjAxzp1kcmzKZeIkZbZUeP1ddwexOI8RIK4ajEFKgUSC0tEMiXBYXdIcmrBb+cMdG9sRkJbP2rpS5hi/5+M63/nG1y08+L67TLMpZ+xfPkRXZAtpyNdmd07lVsDQmgfXIaHuRgXrTcdMyoJ51eDcpZTgFggepnaG4OMWSJb3EUl7HWyQS/SI9VqKbLIZN3DGH6u3oDfOoZTx/onbI2ZYca86fc90J7wRtatGLF1PSQqJfZWOvIrX0VbNY/yEb6Y7X5C4/ixJo1vVSmfJRpe5leijtldOrxzI26cFyKRGLHSEleLSigk5qS/1XBsbD4qZQYq13fUdq9Mk9nu2Fk7UZD2kXzrHwmpdkNPkbu/N+GrxMxtNR+Z3jhtEaFQZ2FXty2Z7+KZOnYwmor5FDeLx/5cDWYsekKNRjKefFARdtUSnbMBeZUcdJkSMqNHfWfD/OtVNe5Yb42dzkNwJpeLCykXFaJDhQSFsN3c4IDUYI691os8aRJauRaRUzG3Wv6oov7PfRsfrUvGEcxL3pLgt/wfOqb/1DT9/tku5hb3dhkVrv4Nirh3FclIcfg2ZkokOuo1i0Yq+9/s4RL3Ogw9/pVkazozCVKqeOjxqyBBpJVSwdGAVArJ2Tp0BgMSkYhrsbZo9XnoSnSCD9OIKbGtjI1j5RwcYVJS/c+WbOVBipUHOomJVyfTqfEsSMS1xJgx973JpKWoNWaCs7phe2921E1HL5OARmPkmQsMIjRaDGV69DGl6B9/BKkY6bQOiP1thO/ILQAbS1DIwah6alQ41elpXfKcFhJ71MnZqJQi9AY9osR8ZK8ykAX7Y7bIxGr62ko7LMBQXP5fc1yMfb4uQv7b9TpYlzCmy30szcoxl2lJzbNm+7nmFJd/51T+5+9EopVTDIPXv8KmXIocGTIjg0ZUhkRnlNMFnaTclDpmfBA6JXojpQqDINvwrV7AVzVH4EidDMz6NsdT6Y6lWibklWgVYmRqgzBsGD+LjDNnsQgbhS2qokKkGkhXZVC5zEU4pqPBinRJHjmiIh6YRbGyZgk2pQZcnPRIDTpEn4pJKTInVW+FVKHBkK/CrrQEK4WMYnMx+VoDWWVy3EvzEYv0JJs78tHOHo1Ygl0VOxZ36PNfAfP/c+P/SNQ6pdRxL2nxlzfmuyzwP5OXhLQGgw612Ogd+Xdy1T+fdlqxhoxbTdCjEl5OicEBmd4Opc5kVY1NQybl+bnkJbzFzrcaMmszQaxIJy5ELcoUfqfUmZjOzcqyMFu9BZ1Bh5lNRcxtbbG0VhDQyDTdiH2bjn+IP1aW5tjbWpL5Oo20d59JjsqmQkAA5q7mWDkX4hVgEhP4a8YulJaTKNXpBbtuI5Pga6nEXinHQiHDzcGSDGcbtFIxZlZmJMg0FFopyXNyJt/WHH1mIeQUYSgtB6UUkfmobobB958K4od6mWkl+H89CLFWjqzUCo15EXojeowu9i/N4lNtVAeakJJbSkGpFr1OglxviYOdGg06dHo9BWVa1Do9TpZypBIRWp2B9HwVbnZKAaTGz0ZMN/S35+GbXMY1KUQiMuCiLMVKqsZBoeJpjotAnDVujy2yEY5eyaoAjV6MTKzH3zJfSLAy/p9caiX0eZpTgQGRpfTb+UUD8H9k9v3PBJn/cWOmZC38n7fs/zWn5p87sA9dY8wEoQBrNEhxJPeHz1J0iNEJ2/OxoRQz0nHBjQwhg8f4uRhzmvOYfTxj8ZK7/9dT/T+/lygk6FQ6nCbacf6ISUX2X4Hu/3MvP3YoThYjUkzpbxh6/QYOcXVJ8fZGiph8WTHWvlEoZ91AI7X/9ivjMQtibqHfvIXOsR2EuY3YIEJqkPDaMYZc68NcGduF4T6eXI8pQXyoMjKXAlBosG4Vh0WpK372PrhXtACJLapyLdFnysgwFAt5AsUOaagMalTafCTlCtr1N3AkRcyCwCQ8yzNYK87FUVIDJ3ENsvRRLFDaEHDKlPMaFd4aO8d0Yrplscr9R9WArxdgltWZ9PfpPN5kYuUsr2ryHxZihr1GRy/P98ztMIUiy++0+x079/E0PZAjPhAjkpOv0mH0JUn1JbyOFuE/8wQ/TTYpOWybYXoRjG3P8xgeNKjJmBAv3Axf014NxGuDaPj4BRkKCVml9oh1IhysciiXweZ52UhP+OOs+5mbimi2+yUi1eux0qo4ucGcjGcSLJs3FPJvDGoN6tQMxNL7tD33BP/w1sJxjS+dVmzKbgxNcOHU/TvMulFCnCSOfEOO8MwMYhkv+/5CW0ldsgwllJV8JlP7AUdFZep5TuLDqY4YCpIocnNClpmEpLQIkbqcetoGzO9Vh053xFhIxPi1PoVYpkepsyBPJWXsBmOW3I/IXDjejAGGFmQrUnFUm6oLvLcKF5jnl2+0RSReMsEw8tgxnGLrESIag8w2kSNnx6EXKzjg0Oybdfv6JgeW9aN+yWTsc17RZuAbKP8ulnM8YApHh3VnXrAHt6P1lK005R70WmqDmbuW6nEvqW6zH71LHqXlIlbu8aCec3/Ke1VDd7yA0Ms/Dk91NkZyKbaUftXKqCXOYAOmBPqzb1wwsvRXXt30X9+5amZRBOyOYUbejzkhznntSYot5PaaHsJ98mhtIrOu6r2TQ+L1SC/7I79Y5QensSbkE5oB7+iROIpl4dN+ON7T11l0n/SYxhMvo9ca2DHHVgCebtwftLfYx460BD6VpH7L/xVA79/UtCQRgefdHwv3jF9TQNlWJ+rY/8wJxSfOVYyj1KAjdsQxnrU8RvmHeMqS4yn4IxtDdQ3mL1RYrqiDRcM6lDx9Sp/bF6j4rt63c1yWbMPrx0lMCUvghUsMsowCwgfMp5a3N2F3JiArGYq2yETE/epyatY8jbsfrhLiORf74wt+uN46dk053LkaHmFibGUSPNofoUwFE9Z+95S8eubGw5s+WNsZAZbA1FnJ1KkjITZWxIP9/0z1gmcR/RCJF48zjDx+AqeYutT7OZ/zox9zyKE1OpEaqaYa5kW9cXn9iQKvGhQ5uKMXp1JuOY2WBTPxUnelz/jZiN81EE70tP9oInsOoGXDCtyKL0XxRyMG7bbAPi6RNlUWUvLpIjcPriI19rbQ38WrIS0HzMY2oB+bF/2Kf+MsdoZ+L35Tc+MLTnzUMTKgkGaxsSypUsC1KxbMv2DSQ5abi6jV3YIKlUy+Na3GwKWVX+RrgW52Z5i7zMQ+NrYa5U2JfCPl+qqOwv+BA8yo1CIEznsivVyJhqc8Of/0u+PYeLssn9zD8v5N1J1ikHVMZd/rg1SLNS06km9lMmb3c8y6XcAiS8rnPqnMndGEdYkRVFDbUVR5Actf/kS+3IlnDi1pk3GSG86bycnaR7sapjm2XWQ5Vl8MrhGAwcfMcKIP23FjjvtxchaWIDlvQ6JYx5P/yAD8amvMilX4/O6LmUNjmu0eR+UHpiy9lYkKbt+3Y+GNKzxrUkDC+z+JrdwLc+v2lHxwAqUYQ2NrRG6mRYKhTIXoUiGU66nS6DTRCQV0fawS1jTGFiSqx8ZOzWjw2KSd7dX6GFPWm748sbkVj8LMOOV3GjOlFL1cTHmhGheVM7/XqENw25sEVhWxd953EEbk9PnRAqbdD8Mx/yprq1Tk7dVBdBpdjEumhHa7nIQDGucX8YYiLna9hEq5De/ycJbcf4Td3N2gVnLKbxSxnboR2NCLwhupNOnzE/cW5DNu0FY+nnAkPus5uf7uPA6WE+8hRWQwMH2JcQgFUcABshMyCe71nl2hDYVtNTdGcDJSSqfgEkbEPaBmmvIb+LovNE0NrM92wiwrx5S2iYisYdfRYfUNiF0dTzFvsckSBpQ2I+qjhhuLTNl/nXe0RjGjOX4jPHgsn4jtS1OQ/5+eT70Ytq0dz9QabsKiq/SvMI5EniQorhrJNzOZeTia8vZHsUyX0SOiPltj96KseuHbPsZaHqWhwlRewtiG56xmYdRQvAqm86mBqbiL512TjIcRgJbXHWmd25yN5fWZu7Itee97kDNfxbVfHVi56TO22q9yb8Jd442PNVv6+AsSGjVTsxBtHkOXDUtxe1ePVbEyrj10YumdMJ61KuVaaSIGXRfItIXBLsK1SnR6RE4OmJcWUlyoQS831fzj0GfsbArJl5+m6zPT+RkB+KRZZwxRJvLB+pfH0WVbkBJ8kmY9WvFKfVjYfk93hiTNW7rKx5FrHU439WEq6+oz3kFOn+Xh7J1nuheRmX1MbpixO4+g2fURM0Mif3qpyRMXsunKL9R+YQbuAeg6zsQgkpJ4LpKLUb/SsLY7m7ocQy9OYs7LbvgVlGE3/TDHA34htm0z3Kr68cvGJC5Xb4v1Uy051U5QICrBrkljBucFEJ1gRvLLAsanzUYi0mP3RwPCng/ldqIzZm9fUjuohAWvalJx0RNexYkJChKzLuEkJ45vJbXAl24L7LHf3QCVUs7kJT05kKnHSWfgvLmI7VawNS6dAsMfnFtsytzPWbyOOMfnuBe24X1WKQ9mdufXGWOJ+1jOo37Gt1lC4z2mOmo9K2XxvsZZfj00nQixhh3KYuGB7Ng0msmBXmi6R9OlZjCbHizl5v0cNq2Mp2zIAbQJzdGe3w0eC8mt6Mh7r7vEp75hr+MDVEV2KGyMvkYDHfKCCXEOwb6sjCuHQyiodf4bCMevyef9fVfmpDXmQFFr+o1cg/lNJR/eL8Txj130WbcDyZNstHdE6CzkFLeshsQ4J8XAH006E9s4g8obZbx7EcTfC9+y7K2EB+/cmX/pHDfba3lfNYP8090xDDayUETkDQgRji294IAkTonqN1M41u7IPQxiEaJDn6nt/w5rr3lY725HkKgu72vWIP+TUnhL1788xsStvvh+zGNkwXqml7RB2dKfddFGtVg9O7MjiNIW8JvZTgYoFxDcew/7aq0muyCRsF06It8PM1nAUYdPoTmQTqsPDRkUspPemQMZttcB8bTjrD8ZR0LRKbokxXJLp2H1kv3sWd2bql4iNnYJpcx6IIcuRWC9fC1n7Zci69SXEomeBu36cHFSIYPbJHM/6RSTqo1g0Q6jRMWPkZUgfQSzDUuotLEdt1Q7mLjxFss/7+J898Fkdf3A4fhUarl4s+ZTZQ7tbUC3uXYkP1/FyU7D2RL2ghsBuaxK/Mz2BnnUlptcC31dRKxxNafw3ngBhG1trrBsxT7Ms7vgEf+MjWun0nFbc6JdnCjQirAL6Ev7Tb1JdNTgH7EQ1RwJdifB/J6B4ba7CPV6wp2sALw7vyf911NoGidxqNoiPu5yZO6IKPxXnEISrSXvcjzK6ud5UOMIJ/IvEF1SHcUpR2qn5RFlZ0G4nwtvD85m/oSV9GmvYcf5FOLyVLSvbo5zeBm/LS6kKMGRQeEtuORUl3Ytt5H850oslx5m6Lxl6A6oUAzRs2vwzyx6lEF3KxFrF9ympHk1xFo9E36rQ4PrnVA/tiRk10g2HBnHg/OW7Ag/znnfZF7remAY7IIxGz6/T0OCa5jRoeTHefJWx/kUhkdgf/g+SEyW0FBhL92fqAQLWC6rTaSlGIlUT62hGcz6cJPX6sOMtu/KFll77th4fnnEBuI8qjMr8izjky4z1noTvSQrafXbI/b5txCG4tf3B5gA+HOjxWDtwB6XN3h5dmfLhIoC+FZvXUo3MzF1OpjivxU0BnLfvuFaggd1yzYwY66YlOxDbH0YgJnawPWdVrh3HYSmsAS/eHe6mwczR7QBrwYtKTzekNhEc4ocDHzw/4AkLQ1Hm5Z4vBXRSn+V0fqt7FiziwHPi7lx4RHBtbUc/MWHTVGJNHDxYfrrJKLDJ2KQzOPBpEM0SjzKiDueGCR6Pk2MIuaiD/7vV/JhbEs6YU3KkxckFDXm9hWTo1UUuoxX0V54p74i1fo6BVb5hDsYhyEDWQlt6Z77M5aKKEadaIVdoif5chWFUjVre9TixIdHjDXPR2UvxuaYSbR97+gRpP7tyLCBUTTceAr1uwJ0r7ryuGURb1PfMO9eE36J/J4krpJXQqGOY2sTZwpdzJns+4HOzv6cP2KHeZV3qHQ61nfLxr7AhtpXuvHUy50lblFcmSylPLKIYVeWEOPejm57rguSxBKRE4v9A1nyKJ/w628obmOUPjEwcWp9aj5y5U1ZGYUKe6J3SlibdJYrVeU8UwXCADfyBzTDs5cdA18exNOyHXed01BLVDxuc4Nh27y46biT5+HnsQ29L1hBueE9FYt6MCjvCMXyIKIs5Ni5lvC37xki1PuZXdKexf59uGdtiq2b2vfJTM+cOCZ9ukTV/rM4kVXCqVo5vH1czqXdfqYheHjIWmzTbrO+lhObTvyCd5yGP2r+wjk3a7ZulHIrLkCwW/2GxdK6mYF+zzNY+GkrL10NrOkeSrCmO5OeRHNrqw3enfvgVq0ZT5flMXPGQJZd68bUKkbr50NUGz2GR6fx7/47mTaXKV9xFX1IT6q+9eKorgdVzo3gRvR8Jm24wbLPu7l0KoQNke+p6RRAjYWDCbL5jKLecUK7jmP/37HCmxZp+5Do9rNMl2yAvrNrohleAefOEOXUjcfzfibucTnuzfbztKMGszQdsQ4rWL3sIM03TMO2dS8aL+xJnoWI2IxIDq3ZTEnPhYJGdcqm3dwYvRQv+Xx+qz6Eoem1KPIpwWnHeuZO74/TOi/aNE6gw5kDlF3LQMph7gcdYmvMcwKN82aRCL1eQlpgjvA4wg4cZ2z90eys78fTKn34WCOUt7sOsNDRibEewazs/BlLlQLPM5NJ9pYRve0zvcIyGX1tAR8qt+fi7ZvsjC2n0vO5+CVkcKxPDS7UuEXS3rt0TCilpEU1xk2vTV1FOpqpYwnrdJXk0Gr8+eoI5x28eLIwC+ur9cha1YGZvhfxs+rGmelRFOrLKc5PomZ8U8xeFWOd+JY1CV1wmnMFO89Usi7aILM+yMyoqpztaIPLk0r4VzBjld/fvFYf4qT5bCw9vi8eh/29ULjuv3svQuGo50TrkQRvaEqemzsni3IZPvYxI8w6sKF7t+8A9N/QnTmrlrN783gcqrSlWB+MWzVrrs5P5GWWHYXkY17UhrmHYvBPy+Xy4QNoquYwa2AoaquB7A97we0dFng7N8N27mTCJuYztFsRG0SH2CUZwqLtPkS636R529/5UPE3ATC1n/3JKafHND4s4Yi+JzbrG/BWfdQ0DGf8zd1LLVj9MJKqLjUEAFa1yUDZ8Cxbf1YStqI+uaosQkOSyLrxBkmfGvjZT6FR7CxKnh3B59ehfPZz+zYMt3M7xh9jNThro/gkOcaSWWG0/3sYEyt0IuLSQCRm+Tx+ms+G8lROG8rxzRhPS+VTXGLbMLtXEHs/3WCceT75NWW4rF1ILS9PWqf047dmiTQI3S9YQFHKLu4FHaTLy0J+P2pSFU0JKOD5mFBiSqR0+XMuLsppHKvwF8/9qpIQ/IbV11M4kfOAlZWaCQA0NufQFZR5F2FxTIn3oWeMvTubd15dqBo6gQ3ztmHRuAthtZ/Qcm8ZWyYew9P7J84vP0px22B++6kRdVJqUHbJj7hWtzl5pg77X2zgip0HT37zxG5OIfJWo+kddowEv+rcrboOQ4vWptydK6dp+3EZPh/f8PkkODx5Q6SHA5E77IRheP7TIG6EBFB+xJaQphKW1NjNPt/FBKYd466rUaDJwAGrEo612oxWBxW6q9k2cTWJNvEs/FDKhJQbhFnZ0WrqY/wOtObzvj6IXP4YZejUdCfOt7eyakAzNu+YgHfjSQTqrEm2V7BovCUVW0Zj98SKmM/1mHM4hqCiYrbmzkQaY8eKXscIUi3g14enub5biq1LCD5zpwjzvyFdcvhbc5S9GbUIvXqfQwXutOx/hKh1mWiOLaZO+F+ccHpEkyMStlZdj9cItQmAW84ww/YxL9f4sfpBJFUrmABoa5dAI5+/WPB7dS6vrM/TrPuEt5KSc/+DcPFVxu7B3+YGYeuOMOu3GqQHKb4BsKdzKEsmar8AMJRFv96i48GBBNXthvmOvtj63+XjJxXDQi3Z+vYwgb2nMzpVSX5KCBE+/ZigPPADAAPdXOmdMYhJLWOoeyQUbUop+phZPKh6n94fPjJpj8mn+RWAGSoxXfb1Q18axpUKc0n2MeNBnSKmP3nB7U9xrKwU8g2AbqFLKfIuxXDRhuo7HzD2jhGAXQn8cwsjXk1g8bXp1P5whYDhsWS0OMPoP/RMdJVS3DaIafWCCHYKpPxgDRI6POXMLS923drDbRs37k3zwXZOIZpGUxl6ZxcffatzctQ8nOS9vwDwFG0/LhcAGLnZBT/Hl1x47UvxuTwMFfawIDyYnV39cdvqSN2mBtbW2M8xy/kElR/lgkdt4RlsyfLgyihTbTvHTjqmLz6MSCZhceQ5JqReJ8zSntZTH3OxXiP6Ww79bgHR69nj+o55B8dRP1XM/EpdeBpQn3tefVnZ7QEirRnzDsVjLFd72Hw8gXfMSVeZCwuR3vndGX3Ykv0PYsmq1IAOfQZhPvM+IYuWs+ZyN7bciWKL8y3WtcnCfttWWvUPFYbP+zaxWNd6itPsSuyzm0DPYV3Y4TybVeuOEry9EmqzF2x5+BZvlyoCAKvbZdBYOYzxy2cTutkehVZMhzrhDKntj7jI5FoZvL0uJWM6U+xSTKF3VRKODOHh/iJGBWxgykAnfHPjibLbQ8ez41k88jQ2rXsy89eKXKxQh1yz6+wcUUBmzxbCkOl0dwnlrc5zTT2aQKdN7JFqKKhqwGXTcia2aUWlG3Xo3ewTjU7sR1mqYO3651QbNZSZSU9o95eb4HAutVRz7c0C6rafTfiNjTRpHcA5m9k4dH3Cn4q6nDp9gZXqUlq6r+JFHxOZtGro78IQnDvpASFJNgy+vIbEgCZ4fH5G9uLpLIm9T3gNX3KqKBgXfJaZOz6g+ygSLODgPjUJsclGM6UHkcPNiX+TzLLj53hl4cD51v7IdEoyl3dkpv8FJBVCuFflNrc7rCPgTQuCMwbiFFmMXW4WqxO60O3IXizui7idZUAvP8vMqECW9bek5roatGvtzOzKa4QhOEI2ikzfbslNCwAAIABJREFUbt9mf0O3L0UiU+NxqpAlYZso9Qom8N4WiovaMNLiEIe73Wf3hrHYJNX+BwCN4SOXN0xfMZWmRjLC7yc4dv00m/ytibD5gLi8FQaRjizbn7A0e01MWHv2V1pAvGsDbr1uhdWvndngchSdX33a1K+C680y/DrPYcWjwTQsy8Xadg8pj+ayrs4grM+ZBHGkA8bjf01Jk+AC6hWXc8jtT7ak1WXHkg7YPo0jq20RG+69wt+tGnufhjPLdi8xjzbhNWkaqW4bCFtRD0lhDI/f/s1OeT121e7BjZIPtJlcQkJNS8H6GZvrzV+paJdI73rN6RSZSLzkDW8qveKOmxWVoncTIT5Eu6KR+DZdwbGtP6HXi+nWqJxmj4J47LyOGQnzmWKpRS8Ds0vLhDi1cRHydo89G6pb4HptJvoyK+b9lUybwS0ZVZTF9Zjm7Dt+5R+TcihyHMxRn0eCAOa5XlpKRCKutNjL/Ekt6Krqzd1pJgC2OTaE6BpS7O96Y7bqNaJS1ZdhuCuOBTEMuzSCiGJnbo05LfS33R5NWpQP7q5ZLO7VD4t+ORR5wPtfmpOWfItVf4dzy9aNRzaugv8vr39TrOrWYULeEiys6hLlWCYwcaol51OqSUFkpWPVq+7Y7buL+HUULm+eoUhryGBREtfrVkR1xoM20+KYW/pAOH77vHQWenThgZOp2PVr1wCyLR1oFfuQ7XVyuHktj3GJYSyyOkGfOncYHi+jc7Wq/LE+5gsAHbpB1RBWO7zHSapj/sFx1EsVCyvhN6W70b+XERi4AZT3kYkt0Ryfw3NdDBu7hqI2+4MD13ZSMmcaTz12kOxZndZD2mJRoSHPJ2RTo8VLPnx+xB+Pookb/Ac3j77DUHqVJFEX0iStcbUrY33WAH7q2YADtxsy2KEyrda6cPnnDFofTxUSZgIqVmfBJiWbpxzHbstCBrtsYfPwY/T89J4mrxOxzTXW4YUSq1JmpmcgmtyX32ocpOjBGGFlIv7zbz73O89O17Z0jYjl550jBTfMinZ2qGP9GezXgvBNdxloORffd3fA5yFF2Qp8EhyIaDoep7cysrTKb/M/4002AvDafju2eSmo/mAe+hInHK7/RnXtVBY3bcTcu8WcPTWVP83mfVsQHqzpRalcxNgGb2jpXhWHsjKqX7jAFL+u+N41Z+oao8ycgTbHhvK6kpY6tR5SrU5D7ieXEtDxOS1mnRKG4u/qhSaipuvgThwo8MPvj4dEyT6T09ma1p/OsePETj4UHGHphrff3DDasQasdkpIu9CLbi2TCfz06gvf08RuKpJa81dMMxq02YVtQ1vCXxqgwj7UzbezdM1WnjSsQvYJO9pOj2ODNoKs8lIWakfyuGgZa70607erC14ZlmjFuVhZNGbTrTBmJF9nvGInhnta1p8KZl+DdhyY7cOD0FYmAI7euw/tHpPkmNEKvop+zYlnW6n9GSRjdiIx+05IeBDVEskbezZ1NYW49j/vQ8XjZuTfm8JR/3FEuvrQ4OcejJ31DK1eTLVaA5khMxJKIbhCRQbd/UBGywFoLWzwOLeV2x1C2CBNY+k9R1ynPOeeejoGqZhd85V0P/CBP++8o0GABzNOxOBhpWVc0FjST2YzfZuBo3Fd+aX6AYpuGRVAi6hQJ5aNr4Yzp9Y2Iq4/xF9xGMuDpxCLy5j02wHBD+ibFs3axaN57vWWjCPzsSnyFSpjDHHvwMdzH7j8MIfA4i0US/VYGbR4tVlBv5f9uN5jNjVv1sN6fz4LN//MyPOB/H4vi6UV9LR+tgx1bFPUD0bQQn6Mp/6R3PGqyJ7sT3y0CfsBMJcfHiSixRPEBgOPdvgz1X41deTzmPQxTIiEGErsqXZhBOkPn9JwcxIGvQi7Oz1JGBBr5GYx/OYy5KIvRNETT9l7+DX58gK6rJWz0jML+56loBIz+k4Mfz4bQ7jkKNPnJ3Cmro4IDwOKiAboRkmpk6vh9oi+WGhLGfpbBOZOaayf31eg23kHHsFtiTMRGXcITnhLxjt//Pxd6XI3k6jg2iReVDDxzCPqd/+E50S18JJvLOvLZdWfwrSji8IdsVSChVMg9yV6RmZOZNHS3eg0wYy5o8NN58GNmBU8PzDgOwBFNh5oNpiEHo0gNBIxRy0aQkV/SyqUiSiWG4wlIXhbMYTrtYzCkBAW0YbU4mSKZk/DU1dbiAXfdvOkQZ/+RBSlsvGeEumjZJrb1WV68D3KNKagZ6G5iAQPKZU+aTFXGVjxtgmGVafZErUSpxBrDg83Sbr1OBTN3mdJ+Ls6Ms4rBZuplane4BoT3NohueXHlO0m3cBHn2viZZlGRQuTBuGZm1f5ZBPFmsu9iI0KInTKYV466AUAVtCn8deE/tyV6Vj+8wzWzo0jO9oPS5GEme86kREiQeWTQp8RPqTZWfOg0S2K7O9hV+rL6ebRLNpSm/0lE4R48LpHaWwI0NDg+iq00SL0seepHXuddD8xg5Kn0aNPt//KWjp15iIlOSFstrxC48qLGHfnDhJKBAAam3EV/CApkvl3VlB4qY3gXmr8qR6n19dHeezed4a6sRTDu+os/BhBqKUOX9sI8hsF0iXzGFXudWVyYmcKlScZM/MDj/6qxu09x9DnDkGkF6Oakoc8JwCzUzm4ZWcTGJzLvUw/iro5M6immF03L7OlbSS/rzGgmnyb/oOaCI7oj8GBvLtow0+dPWl/YRVFOmuq/ZL9bapRr6gYe61J7Nvg2YZrRSamUJ1OQYxOrUaLkFSOHTam0cKz/QMQCKmjDh1CrJETOOwXXrU28fiz8//kfJUW33b8zw8S7Swehz0iHhVpcwZTTWMK7hsBeM7FjdZ9B/GyJJWqhy8xxqM31s8SOOLbho0ZabxRFPDYMR33cks6pfliUGiYHazEZ1Qd9HIpl4alky8ylSjoeSiaI8/T8HWzZrRnIjvS4piyagAOLp9Z2PcJZQnHePPmNjnZ2fh76viULqPzsH1IZfGM23kLTd5VSntdYEltE+vECEAHST47R3flmFLLkwkSbr//iRGD1ARUdsTGOJT/I1LTodCYpGVgRyURFczdWL5OzgnxjG9khAv3MxgTVEqjK2tRZ+ixGlZG7tBzuORFEWgtJdJByoaIXlyr2ByFToJDWSHRcjsulBn5eSLUXhs48PgJZl8EOE0ANOAWuoxLcWEcaaEhacVRAYTCAztgz4NL9nRtOASFTM7F+6vp4+uM08oYXnSzRfvKgq5fwGfsPzqpGWqLG4yZ9o5HxxthVuDPzfWryWvnjNlZE4Gk37QPnE1rIlx1wxq3uBibi+X+ZvT/bS8n9kspb/UXfdeYimYbAZjv486De+707+FOZuUNDFulQacXUXWeI2UFplDefzYnhTmHgn/ByVbLhWffGUzP9n2JhIw8Foq01ApRkQtypTUFp65910g2GEg+0Z+PE1TkUEKnUWJ8H0oxWKlIF0GRUkuabREqmZ46qhROObvRvv9gikVKnJTOOBSo6b/8DBFbR1F7wi52WHUmWWaiQdnqiuk0Uk1RXW9sXidxSpouKGfZKRUUlKtpWEPGsRcptKtioFfuU2TVrYXz0u2pQcljd1w84pFXvE1UoAOFjiIaKZRIdDKSVrZG0c6S1wE5ZGtlKM2yyX9nz4PKGmwdbdjTO5jFVmq2WxjzWMHHmPEXuILPL3dgMEgweMeh941F8rAlnmUyHKrOwZC7jOR8KcXyQiQyDWV5jkTkm9POp4RW99egNxhwSTSntFRLuYccrUKKQZsDWgN6Y5C/0CTWKDRxZazVdog9UyiTG9nLGmxzZKR5F6EucqDWpRHsl15Hp8z99jp0qSKirv+/E8SMgP34ux1xdyWcdHqPQWvAoboCh5oWmFkMRac8yG8zUnlzvDGFxaWIyjQowhJJfReDmaYu77HHp6wYmV6HxMJAzxovefVQgVO5LUqZFDRSRBIDBr0OabkKtYU51z8EYd/Vhrg0V6Q2avo1voqTZzGh54p5LAEnpRKJVoybrScxd16xYpWO39N+xy06G4v8cmw+l1DkYIbDk1xEolW/GEYdNNaz/UKx/3KP9C2Hox+y5ts9k44wMmK+9zFaTL1U9Y9ST6aup53d6N53LGKZDpXamJagxyBVYf1ZTcdDkZTV96O4a1PUTtbI8kswf/+UxAb2QuqnTG5Sf/pnO/wknfmN08hWKQXGs728nByVQmDm6HMVKM94onrpjNa3mJhmBdyysqZQK0dn+J4I9M/9BeLAsnFV//9i9Ka6iaiYahLV8/DNptdT0xz3v7X/F0b0P/skx3jQKmIQXqJUSg1KdEiwFhVg8YWiX4yCMoOCPCyFkhJ5BnvKRbbEGCpjSSFaUT7lklh0xvRQdHjZvqP9pPf/8/x+vBH/g+b8j+euqerJtZuupmwMHUKZV5mlMd3iOxQkCoOg7C+1MKAt+aI/aOwvVDU19RMrTL8VFiGTHD0oiE3js1RCYloUZeIUFDp7bDXuKMW+fDbPRCqR4qmVYp0pQVKWg4UuBoWrGRorS+S5ErQlhYilaTwZ5MlfFwwo0y2RqcQoVBIkOjF6sYEiazXp3iqSDXqULiK0ZsU4FeoxN+gwzzVmximE+1Fka8A+zQSgp9PDyUrqj95TSibmFGBOjNKHTKkZcp0IT5U9GeaF6ERa3MtyKVNIcdQV4aQtJ95MRobEVGjxa+u97Q2u7gXEF8uoKLdGoZSToFISkeaK1qDHxjoORbkXgXZKfC1scHSGHJmaW5kZ1PBxw16mwLPYiqyKasEa54bfQGelQmumJVdZiBY9CrGEAnPjPNaATanlt8/G222mkSPXyLAptSLDqhCtREeZXEWxoKAP3c7W5einVAxaNYZyYwUoYx0RMQbVPypWSRWCOPi/tht3oNVi0GpMT1skpjzQD8sajTB8eSHNlGVYmhcJdVGkUg0SoyTEf/CYvzL2/pu9LfxoS+PjHciWGIiyV5Or0INShMzMeD4mG2XkDxoPry43GhRT+7rPrxA39jc2EX9MNXjP3wgOUkS5OpMcq4NUICUKhMVKckSxaijQGeuuCCoYBnMRYqUIsbFcgZEqZhrJ6PinM9YJOupE1EBZxZLMQFN2mvN7ybfPwsmIochBR7GDDo3SmPRuEMpNycpFBA0pE2jjjlIrLh9VUe9mEeo2JpbLv5uBHLEVDvr/UuHmv/QOfj6ezi0NLEtxwBArQaQso9Qin0KrXKG0lExm8U2Q+38c8IfNDw9XxMzpOid7nfwqeShEFBR6kbEgpCmRyzjX+w9jbEyh+SKR+K/DdI314MOCH+dS/y+pKz/2+f6fyMIai3o9sPHNFQQpRV/ydxS25ehUEnLeumDuVILMSoXCvozM5ybavLH/P/sUfLSnMMGOujPvkXSt9//L7fmfdVH++WOTSPnCjbRev5efrh/5Yccp7g4UTc9CYqnh+DpTBXC5oZyRGX/jkP8jvdr43e1p7wh/1Iwhj1KoU+jMw/kVhTudVlSMV8Fn5GvykeT+WJrr4UgzajR2R22Xi1hvjbbAHpFYi1iu4ZPzW1ZfrMmRrm+IoBIfr634dn5ynYG791pSrjcW2fleTKdjhYWUV+v+X2/QAnEUIarTbG/anbdvzjH8RQeh3z2zfOY6moS4W2VnYpubh6+zLZ8lMg5amVxQp9OCcNL9eO4LDP6cL16Fw7oYJobX5PAaU9FouVKBuUUpHcZvZkv9ijQOC8Ih3YaEqmlUf+JPfmIImjILykvzcCrU4KG3pFJGGVMeraV4e33q3H2B1DOAiidMzE1ZiT3V7e5RufU13Jobx67vtqksRsPrkzV5UNacYj9j0UMRlvH+GGQaUqoPR9SoFmaSYKyDcjAkxmFh0FCCDXpdZabc/IRM870IUJGNmrVrnuNz0wpDbC0ci9XINSLypFaYlat4ntGMh63O0uTzWCpmSbDdZkyXNTXvjdcpaTCVj9Gt+ZiqoUyno5K7DHfr/bSICuXykk7/eiYvFo77khe8cCMhO/5m2NnjQqfLNu3x23iOkveNcP5cgeTsQgrfu6LytuJVuilZ2vjQ57//ce7zdEUMn463IyjjLc0/ORM1/ndevU2jmmssbZut5l7zIETOqYic0r/MJ0Gf5gnZ7oRXq0OdyaZw2tf20m8e+8/UZn2v17wUBRJ3dYmQDnr9tjGEIyJ2wHbBkpQpRUKSi0WZ6czmhh/CWTOJt5Wq/LC/SZ5HmPIhjhkVe1Jmdo+WN+vS2j2SSuoStuSn0eVjs3/dpLpmOSxyfUtHBy8MEjk3U77XMfm9sAovq+5CPOI+457V5M5ZUwmEhsMHkfSsC3LfcOolGKMNloImTkFKGir7LcQW1cfb+wY3b2394XjJyxZQuqkWXs8eI/EMwGefSd6t07CV+NbV8SFHy85XJWjMrQnwceLWk1iOdbMV8pZji1W8WjycjDLfb/uMa9WJkIbtiVS6UOYiw7oE/K3M6XPExEI3tqQeOaR1yqXcYOC9ogBdgoxJi2uSXs2V/b7fCyYa+6Y+8eWTwxOC5R2x0ojwXLUJSUEpxY9H8uC+OfmP16POevvDWqF12/G8VtalZ+ANzOs/I6uKaQFqbK/nTPwOQN9hs5mT+YzbA2qSHNaD8WNP4m6XiqXkeyG/W/l2RJcZVQkMXL/cTngRe6ReoXqhqfBMxKY4CkKD0ciTGHrRm+NNB9Op9yIurK3EyhWRPHxqcvGYYGJyeGjyP5NxYgWUK7j2cjCtdwxAb2Z6w40APLmzEUvHPuORojKfD47jxovuAvAKrUSUK039XhUWkqhOoKWlE1ZKN6wL9SjVMPx6GBUlk8isbiodNcnuJIfi3tKqU3fSk9/zR2weJ7M+sTypOh/UNrTqIvthEdQzxESZz841Y/m2WgyXP2KLfyB3UmoL23/LrU587jx0ez/yc3gwr08OwLLuSUZFxZDU5MeEnm8X/uWDU8o4NlWpSdvff+dSe9P87vXK37Gd0Qfn5NNI3PxoeXYMLVecYdn9InyqVWLe6P9eJFCr03P60D5aWFtwYVYPEotNyWCxrTpR6DsJN/ciyl2l9HqVSt33xcLNf7c1gYwP1rwsGk2d9+H4pMZyOqo2Ni1iqD8uDp951THPLuF8N1/eGUyWP6PIkhRROAG5QzArF+HYfgRPbm2mLO4q/WKzuWb/H0UvATeDFeGZrwlp3gvPoNEwZum3WxE53Viu98sQ7NX9F9qMKSPl6E8sn75VmJw+/ZhEcdZwlJUrg06H+NwmlCXJPO5ruhE3LrcVLNDApHP4lyTybv9HwnfXwU0Ux+CrnhSvjGdcfHXeNHj6A/i+P4zvc5XkXb8Kb05ZVAjSbaY82/8E4OFfLxM7cDuZjmJeZEuofH0hlqUOKNVu5No6cL9RG/QSCdFv3zKtvQ9OOQZ6xd3DP2sU+X62jJOd4EP+W2xad2PGzSdcyEygf3xTWncxJTWVvoymZt73OmcVp8hZffUdK/uZKilNXNSchRXCWejiI1jCicnBFGhmkb8rkf53q5GaKadleQYy519N+5OXMj7wEg4af3x0lTG43aPDB18qp5ksc/WnMxj1sy3tJi4hvI6KVyunYTej7zcADgu2ZV5YMY8Pmdgl0nVqpj57TW65Bhu5jB6erjTvWgF9C9Mw2nPJITKsMmi7zlTHJKZVFwp9J+DmVkzPgkSCXptcQW/+SuDqk5HME9/B5/130ByY9bPw/eMBuQQujMb9RQ0CTr9gU9fKlBn1F1UiPmjeCgAU6SFXoiI57FfcbEwLve7unuQsaIyowAlFiQh77TOG13pNx94llKmKyS3I4dcZN8kcPFfo/2zKPyxg0F/H8EsqZsFgY+gI7pe1QFz+Y5mpzZcvkpSVxWZvMc/qmxYG16+0FSzZvPebiT6UwKGNgxiUcp0achnzPXvxsP9G/vw9E93SeRgsYojNaIPikwSPlETUTSxo+kXl07iv5J2/oP/s/v+x9hbAUWXfv++nJem4e0KEQIDgFhxCcHd3l8HddYDB3d3dNbgmWPC4EiPunU5Lul/1aQZm/r/fvbfue29VURXO2Wf3ke9ea+2lSKxboZo9WgDg2/vujOuQyXNTKZM+jcTI3J5XiZkEPH+CtS1cqjsKbfktPFxOIBYbWqPmJl0i+KOIjX1E3MmMIybZi0zrJjSt8heSiEwKKndG9ioEZbo1aU2qCK1N/Z4YrPmeS1yQyz4gRoZMXQVlp04kucbisG4/FZ1VTF3pg9ZDwS1Fa2Z8r4eLx1LeLInHXKfDJqeMiR+2CfMM8dcXWRLR67MX664aUiXX/yGl0MGUyAqLWXLf0FUo22I6Du89OZ43h4QVS5DsrIZz2Ge8KtfmVZySewfGopNKmdH39a+dZJugCMymlvBigT/5URbUsLVk5jED1+v413Gc7EzxXrmY2DbdyfTpQyVPGUufGLxGYTuykVv0ZeK+E9wZ3oV1/UpRJJfjJDUmy1TN1Ahv4Xtmv1RibXYHl3s+SDUyzlSwQZ4l5YMkhbryrsK9hD9egI+xMQqxmr1liaTXui20udCqYiksKMVDVpU8F2s8fcYx7Z6EomI5Xn4taN9pFCn91/Lkr58BqfpNyPyMFrSKqYmrbSZPkv/A2FJLSMYb4gsTCJZECjpf1/Ay7PNL+GDTlnlFEXztX5uSEnNev2zKwOTrKHc94eqRSdS4vIXZrariOzmR+dtycdUcgnl3GT3nMJ/yqnA1VV+aVoddRQmT3I4xZtYh5n8zpFOmHJyO9ksTyvetFgCYdsKdziMyCTGVMObFHIrMo0mOLqdt96fC+IzBV0j074CxsRWSmGDyx9ojdsnF+d5SNlg6crKmGx2LHtHy9mD8F63ixztfEtyrMvfZK0bKA6ndQILf01xMfGVIxgRjpqnNqoNNSc+VsHr2YcxNFZi230dIm1v0mv6E5B8WtLyhJMjZl5qvxlBi8xdZGz4TeL4O7a0GCvc0tNoNQTI0E5Xhojn1S+GYeGQHFdL86Lc8GWP7q8x6OYk8lY7wvGs4nxnCjevzKJg/GI+Cw2zr3ZSBd4q5tmEAs0YZ3FmbFefZcVrfQfM39YpyZOsmQ7HLQ9eacPDyW44kPxe4YGRQNzLNGnNKbrCu5gUWcrflYNbc24Oe2xnXV1PVxJS9OT+wlUgZZuck6EUvr5dhaifhZVAm7c7dofpEb672bkCSeRJhMfl4lw0kvVxO8d0p2Nu5sNwiAaXPAxJOnuTDlkrMnySly0gVzbISafpIS512PXBrPJHBt61Iy0zEqfth2q05zNuFo36LYNt1YTzuuoaoD7XJ9WlGWbmS009vYLRTTo9hcQKXONSgKv0cOhJ+diGl1UfT2TmbKBd4dLedcONdp07j+sWZ1LmxkUDPbvRbdY/Na1cjWfKQ6kle7FrqytHB+hbwv0Vv3OF00iv+4NL88UyKKSTt1BI0sXYUDG1PXLcvFO1xoeUfuSQkutDbaATyM8vwmGPoN5t+qBSdW3NMjAxWUL0FKTMiEZXtW8zsTLjDJsb4y7EsFnPxfR0cR4/k7Of6eJW7QHAJypbeeLzNw0yuxXLNW1JKFZi66YH99/3peHJuGX06Pccs8DD7J89laXclU9c6I/e3FQBYXGUrqfNCcVOaMPvBaqJMM1jt8/YX+PQLN+ugXuSIMO6fi431Xgq0o7CRjmNVyDU+27ZAnD4L5fuuHF37mqSFQ/CU78HNqwYbV49l95x4PsVn074ghphL73DK6P/r7lxicwlv9IjeW5zZGNeW7QG1MF9kzugzJ6isrMWH52f5Tn0uqw2Qfb+wDF+ZLwk1fMmoLedbmYLqtq+RVfGgYPwbyuc70d+lH6JsCWEv1Fz6aoXP2k94TwxFJWlMTKqK9/H5+Gr6Ch6rvJBFyBuUsDn7MHdDbzH6u9evlfHomCNtRmZzdcYJ7PYG0CAwgEqH9jNmZDkVG42hchMHrt3T69w/dUC7JV94NGAl567Op0JgEQc+3sb4zxT6jPBEazxQ+LhfPu7ifNdYekep8Gk1i/6VAjicvZOnDwPRaIzoOG0qRy8vZMq34+waVkChSTGL3s2Cbl/43t6cpTN/d9b8+yPrPRbZZ19yfMw8ussMRSz/5oIRl3VYn3LG+Y9czD43wM++DUn3L1N3ZCYZQ65iNOJPjhZbkOyuQVxcjtjSmNl5ciSnFxOx2ovC7weI4AQr7Ecw8tF9xkxMZ2Jsda5+TGFoZBMkNUMYn1CDCkucCc+Jok5pCdcrnWX2M8N9lkX15sGig9gVtkJ6qR0fjEvo3v4r95958eZRPBaKrdg13kzoqHfMeRNA05ImNK78ni5fK2BZaR0qIwUF95diN1wmeAb0sHYytSAm+itymYoTz6x549ABoztXWLTtOXUzPJEf88SzJIk3cjtu7JjM2J4Gx733odMC+A4PknJtgYI4z0/s2NueA+rL7N6bQ9JYQ1fy7MTDlNVpx6meMO12OPHm7bmSky4s0L1DO7EzZp/A/WwalhPJbZLHl9LzRQ2KK9Ugu/JHmmQa1K44fwlPajijHBpJ24Pv0F4z4rpxNb6lqXCSNcZabExOyEKWWSRgy3k+ro2lRUMxo6pbGWzgP9n00YgigRvOD7BjYPs9iDuNpp5oMb0nXCf8e5EBgN6rtlFn8VOO9dvJy5zJQtjP+Tv7aaSKwM7kKOcdWrPweGtqxLuwvW1VWuybwo9vrwhf745s4nGikiuQllKBrnOn83XTJZwdx7K5dwGHpynIW9wDExcNl0b64FK3iD3VtOTaRQt3aJ/rJ3CbuEPp+FrmETWh1y8Aln9uzLdb0H0NxP4pxSuvKyaFLsQXFdKi5j2+jA7GpuATbrUOYtniPQqRERPMO7N4Q2fyu57AqfptFG/6MKVhBA/MRtDswx72tglghKklt++E0zOiCZJaIYyLq4HXSmdGbnTk+tUeWG92RnG+HXo/h3PfR7yu6EGssgEVq8STvX8ADUfc4ke2KVHBlnz6PBd1i+0om8VmXG7uAAAgAElEQVTQI9+NvnHuNG4so2OUBHXlNZReXImor4yUCl8E9FWjKsXrFVjPNSY5O/4XAN0/v2TY/KtULLDH4l51ZmiVrPhcws6ZA1g4MUaQLj4HLuCY1Ysxl3+XOnsZ9J54q1qku59HfaYDaY8cqCUO55SZilt97ZnxPIXQ9JY8l34X5tjWScmB3AymO/QkOOwtQ0xyGH/eh+/ja3GzRih1w9tQydqQhC65ZMnNu1JiR6fTcfc1NEcseFylKl+eSBHZNMZVYk5uyEL2q/wpNG6FbahhgzOqmhVp/kWYFRlhm2bKX9cKGL1Ww7rvzlSZFonvfA9qqufRaPgFlCV6+62eA27fjV+fEM5P+4tX+YYo4j0vHtInJxiZyT7ierfC9loFRm9rKfTZqHNsCFtOfKT2A1tEtgXEN/5IeqoH7WdM4/X+q1SpPpFNAZlsWNsZUWcj3Hx1vJ/gzCu7xpRPOst5hT75RoRNgbcQPKAXw95iB2Jn+v8E4Ay0n5vw5Y6WAYvKmNinOZNytciskvCzMMaproqUHe/QPXuMa5Vj2AS9Ym3FmYRnf2fJ+k7k9rmEa6XLJMdPYIl7NE9s29Pq+zn21azKYBdL1lhXZtmC7+xZ9YzwVQ3xXOHKuM0WXHo+Aec5MgquGAC4b/Mtxp6ZyEJTV8YNvEXgoxV8b76R2w988Esv4Oa3RZS32o2NewaNLU3pkFmFwOolWGrzaaI7Qta25SRLKmOz3mDOqaKrStE6BY6LLUj8EcnmN+7EWzSjwrtHzB7+hjKXMjxv1mWVVMz00Fx2zR7EvPFRgv5WZfczrAua/gSgoaiSoPf1LiPH6QKOPxrydrkfTjznobmlAMBZoRk8j/XllblCsJNu7u3JkZSXDMzoRPMSKQ69vtHpjwYkNv6E7P0rEjsOxr2SvVDsTHLZkpdPtYTOK6HLgnMcsUrG61EPoh84orDyx0klp+DjVqa0GY3rQQVOmYYaQSOrWZFerQixWIRrhCUCBxyhYn26B34Twqm4yJWamvm0HHmJokK9PqvngLcvMMT/JnNnr+X8tfl4tCri4fObpB6OoW8fT3Q38uiSbs1m36qY9KzAU4eTfP9kR7/kRUiavuNZsbXgi6jWeR5hn4/Tqfo8YhPKUCuVNE0aT96gVJqPT2G8uwc1GtlSUjMdpbSE4FRrXh9W4mEcw7VBU2jjkI7eefdoR0+qxA7k20UNA1bK2TagJ/W/QrFXAZWKTGjcJ5KMIVcQtTmEjUUS8jBrFvU1x7gURqUUg1hHYZMNpGXd5B3H2G3aj8af93IksD6DqrqzTuPJipmp7Fr/SACgRy9/IsueEihzIfJHFM0sgxnh50rvOE+k3e6T8GAYTQ8PI/B0PNF515gyvw1BdSLJSfoD85pHKagcT0uJDY2lfWhjc1/ARu9yfZ1rHckH1pCY5EdJsox2FyIxVi3QV1ckUzqI4z9FcIfTa6l9JhuZxoSuN30ZoLJnyot8QQSP6RkqzKcXwY4Z/TjYx5g3gw2+vcA7YlaNjSGkRyj1a/jQde5UVqYdxMbZnH5VTZn9OpOUFDEnRYa6i1tG9+ZQ+FYOTh7GDv8kdq6W8CDwFEELOyKv4IvUxhIPcxXIxSRXN+ZJExuKB8XQ9thzTtsm4vOtBbFnaqKw88JGLBNE8JSWFfD9OBmz4HjBB7xxtBnhr/VlV8DNW82auwpBBO8wbkbA+Kk8G9WEtUbBzJx+iStfUn4CcPsePAa+5dak1Ty+0hVZ6wrEFSYQaReO23AbaPwRmzI3nIb/gcpTzu2jh/lUWsqA70sxmbuHh/cMrQNsa45DkXWQmu02M3yGI3WOhvHX4YmYjIukeqI3yvnxTHKsYPA3602+IvBVK7lutYERyy4yN7yARlo4vOgZ8nHZpHVRM3J6Hm6tnrDJ4xLK7w8J0qioPVCEtlBJxN4SXOt1QL6/v/CCixuFovJIR3w/D+OBDziTvZnZbcuwzhKz74wZ7f54xSxXMVMtGrB0aQJ7l75g+35n2qVVxHL9aw7trUuPhX9imu2A6+smhDX8gDh+NQ39VCQvzeaTXzyDh2TxcG0VvltLMZH0o8hrH2FDX9P1nR/TInvRqUEo9YwHUSA+irPGUA9ZmVANE58ogQsJvd5EfpiKDrPxxTlBB9wZMB3/w4O5vegSC/fXIylbSRt3S2oNHUzWqiIWfwjHd3wUxjXzsSoymHSUuRIszJVMGXWFq7HupBW6MG7nEAr+yKX07jOBQ85+nYVOVcK6bENxy2vjspHkyHEbMpz1FZI4M8cNjVRFjt0PXLK9fkUMSK5YCpuQu3GuVD1/g8hxYdSLbk9CURGZmSaIUoIo05VTErqExnWN6JS/mbDbl+hWpFep/k2dR6qYeikRv8FDaTVhGfvHOlI+sDcu7rZc/Vj2E4ArtrHgRwt0U3szaNlLTp5YRMVu+ZwPPY/IyZgyMyc8PCviE5/Bq5chfNSY0f+7vjmxDs2kE4S+aMpEeQaXqywiV36QBl22MW6qE9UORNNrfXea2LhjNPONsBO2nh3DeAcP8iVSjmUnU8/rBMOWXxLMMAkaEfvf+TP5zFJYu4iwhmsYOS0Xt8Cn7LR4QP7V54iDauFvJqZj57uoypWMW5FGLQcPvmSmMK9VY3yCkniXFoosdCtzKp3gjWyxYIbxLFvIDL9dbLYvo49da/a3n42m0x/MGPWS1E0NcAwdgurxXN6d0vEsuyV2pnmMG+CGpYUhvfL78h9UX/6OUoUU/xMijFT9WUoV5JX28GHoG3oebMokWXOKqpfQ0uYLbvhQQfQND825n7tWw6LLlzRHS3MOPS8WwFfy4SMf3ZLQPB3AzdPT2bq7Fvu/ZrKlTWW6XMxlmFTGlyKDamI38hVWzZOwLAyg2PotjsmgSGzMt5O+GIlF5P44ydwt9nhlVOfOwX48rLETI202leoEMvxePuH7Ern3agyHo48KG5EN7glM6WpL06qmv0R6zjkZKa9FRGRbkTsyng5Hbwnit+rZ0RSZlpAtKkUa1U0ww6juz8bC2paRx7rgsrk76efPkH2uIl3bSrh4u5wz18qZ8hN8ngvXMXlwEqmZiaxa/orovnMJXzbt9y64zoIbeJrEs7LPCwO7nmVw/OvqXCJG6YKp2ovi7EQyTRJpnTlCEAt67qc3ROvZ39KonVwa9IX3yefp1nA1jU6ZMaFRY1I6HmbI4vU0MCtHtDQYncIU10RfviU/w66Dg8AFA0IN0bmNtCLOTz+PyFhL+Q6DHbD9lgIaeD9ig+Vtgk2+0qfsOq6FHXAuLCU/UJ/vUY5MYnDQKzVlaMpdUMXMx8z+Hs0tRxGvKGGPVQzqpCkMazaJszJfupq2ZsGplxhHOrBj2TtexYjxuN2A8jQH7E3qI1v301eqEVE0rTLKyi/xmf5auEfnvSYUGInwVPRmVmFV/Oru49zwEOxVYrzS3Fj3YjBqURgNm6rorRvFG9EdPERJ6JuW6SHoou7DhpCHxFjWIV/mjCxkH9lfenCllpvgitu515ZdYbC1g6EE3OQ7eZyvNJwJob/LfJi5lGFfu5iUYEdBmggZbdIvVBydTROlgdvtmrKExKFTKcqMxrnF6F+G6Hd/hfNqUm8OtLsvgDDuvpyIKyU415LRaLLBo1GsK+TpzHK6z7rMGad04Zjj2fGoS9TInbIFABZr1WQnBmOVaWhtMeVIIA5/9sIyR05yYiiyYjGSWtVwEFmRsGArBxbk4W9mT9U+c7C2cSS65yLCl079DUCfEX/Rf/1tMrY3ZMZgQ4XR8Hd1CT773+spC+C7204A0PyYwxiVy7nY9wvPCk7Rr/46+i6z4doEMw6WepLe+iyWSfVY9KweRgUOlHnGoA1yxuyJA01c1egD0dtrRRxaXIRVyW3BCK0nPQCHzM3Dq8kTDpkc4KxlPrYZZgRZXUBc3pWg8Be8ETWmrPnv8KCA18uIbGJGj1rebFtem4fdYgXup6cZVXaxsZqGfqpm7Ll6F46HkOM5nB2bDeDyM+/Kg79yKcnXCIvK2tGYCxW/MqujwcNyYVVN5jlHCdxPmE/lwsCaR1kw6CPd7uhQ5zdghKwR8VIfLEVKBtS4J4hcUyxQYAgZi3suEzifnrqe/pP5baqTHt4HhalOAODNv3TMTXZFZ2rL1sb2gpQZ80BBm0INw6oOYH5YuHCtHs0WRlLW1a/Ot763eBHqxlBLQxjX5S0j+JFQgYS+o0l6pyBgeSAJBT7svPmepQefUnl1X/I+O+I6spwVPx4QW8cP55RMRFotyyJFlH5pSvWJX4hv94FY0zIBfHpSFWnQZJmiNa4lLCY9FywK24+DRl+XWkSrBsb4tynlm814HNTQyu0pZsPrMM74Mi2VvoS6ldG6/TJUY1Ya8PVPDug67QQbRcV8XXgOeaojvsssCFxvcJJvnfmnkC0lbfweoxZviYvxJSnBEHUxVZGDdZIhjOti7y88KzrFwBrr6LfSliz7Kaw1/khUh1TSggy5wDqtBG1SW0RGcsQVDHmlmpAFrN97D5/ofFgzn3J7QxV7PQAHL8zFu+FTDga8Ytep4zg080Ws1dE6+x5o/cmViDH2+I5CYox9aQnOpQoknmVcsm2FMs4Bv4xZKG0Mpov5XqdYUzeH/srGnLnxkGWJgcy6s5hij/p0n+BMs3r/PachMdkK72tifGTyX+ATAFhWgen1DjGqfxi9r5vT9oeaoJkD0SabEXjciwVVDOLbuFyBViRBIzb4nE8lqTkRupElQTVRPu9NmrshoFIPwFvrdMxJcUNnYoX352FMn2jILT4VXkpeSj6jZ/Zl18oT5GTm07hzY+xq+GGT+IV6Loa5i3KtObF8qvB3Qp9RfHpSTts1rYgv8cHJopDinvuQ6cT0z/Dm6RhDu1jBZvePgMLAw/e57ZRCnkT9C3z6+fQcsCzNApGpwe3Xc3ghu49I0ZWXIb83GzsHl1/NtIUBP2l6dhNW+WsxqdiObstOopQZapH/AqD39n1Yz32Bb0GKcCJgzGmQGj6GapEHT91G/M+IfeFcOQpkkjIk6lJyne1xSh1HpstehpofoNNZB1RmGkRaERl21mTFmRLRNY7tw+KRmxhC7/Vegs73rem/0wZVfSVKfe6NTI1a33ci3oJvPRzosj+LOo4viXT6wW1POYrEN8SKCtBoDQ54X9M0GjeOFvSr8B8WvM5yo7DQghp+qdQv1WFspsbYQkGmzIpun/uyquYnAqUNOfPwES09HDE2MeXG6luYZOcht/GnyK0dVlZqHOwUxCfZsMHtE9VNiwg3MiHXNodCve/T1Az9EnkasoihjXcye8A7RjwNJNu2AmqpiJF+ZfhYwIM3VhyJtCSnwAixbRZGjjnMSQrlnbYKgebPMM83uB9d8g02tK5L3Hm0QsEf2b6IzfX1pkWYSET8We8fAbn/q+hUYOPVH1z9YoMSC8xMSmjY6AfvH4lpObMtSkcppuUKzExKMfbORqyVIC7X71b/e+rCPwFUWmKGtliGVFZGSpwRsoJ2htMiLTJTHUnF+sZFhvhQe7EJsp+Ni/T/L9SqkOvUWGCEpdRYcFHqg7CFgFy9wVpvhql4/yMipZby+Lfow551lY0gRl+pXoSlSyt0Wi2a4mzDv8LM/4py/Y/JrMVYjTnC6Mg9xNnmI/2qRJSpocSxHEUNKWJzKUaVzDGpY4XEzhiR0X9/+H8GmLY+VkATq0f/fB//8bcWLVniYj4bJ9NcpM9X0JLnGIF9dnVkZbaItVJ0Ii0K0xzW1jqIuaw+LlYWmBgZUaZWE5+di5m0HCtTK2w0IuTGEkoV+ZhIVPhGfKGgqjspmek4WojQICFB7ULUPkMp39UDd9On/f+7KvR6U4VMI8VIK6ZIpm/LIOLR8lKmlNYVkoDEEiNDhS2NiuX1nLA2/m/vS4e+RuXCF4n/zusxkgkh+6H3zem8siqZ7zwojLcTNhtCdLRWhEhsAI2poxxjSyXODdIoyzN4gUzsFL/+Fr6tTZkw/nWCFre4fv9KN/17TeSUl6ESDGm/yUVihvh/5Pn8cw0JADxTHkK5kQS1tz7275+ndaRLfPlUqwHfrSqjMTdCXF6ObXY+lb9G466NR2knReFlhMNbMeZZCqpe/Mzb2t5IlApMCgwNWeS2jpjnZyNVyhGVFmBS9u8OPPoxChMLTMv0etK/l/iRpn1Qe9mgM1OB/qUpjBFpJGit/3OO//pW/gt0OwY6oSovItXKoGCbZjngamGCmVQiNP/T6ePptWJERuXoNGK0BWboy9iLTFXoFMZo3lRE2jiecmMVDYw7EHctEVWOjHJ9VykxSEzKyf1kg1qkxLlWDqb2UswqyCkt0JL6XB+NDBXa5WHpoRQkS3m5FgsLgwi1KHzG1jv/bh7zz4Sf/2V4/v9o2yLSlmNRlseg57PoMVZGusgc5NbC69W3yIgq9CdZ4817ZQBGNkW4mCTRwuYRn3LbI1ZK8C6PxlKTgZFWjb7vfZrEl2KJK0VjupKbFErue3ey5c6o0k1RRJqjzjAXnkViUYLYpASJjRyXDhrk3/R5PmY4GqvxKAhHUwTf0muTXeqM1AZErWcO0c2soyajQZEgLnViHSXuZVS67oRxiRS7KHNc31kjVYjRmJWjsFVT4CuEHgvHzXKMEKt/r8yTE6MxD771v+VY/zcny0ylHBs86P/mkv/j2L4dLP8Vxv9/vOB/M0CT7khcHX25jP9/qOKhFzx78zsm8f/rrH6pz6kx07ABUllk6GtQYZLrhU5tQnmxBQVFJfosFkEkW5ZbIBcp0KLB2lwqSAQ9YvNUCnRe4TilNyFTVcjAV/cwN8vke4phM+Vg/0lIZy0vN6agsApZOXXJK/JGpXTAwjQLS0vDptbSPBkTkzxhfE5OXZJSOiPyXj5Bt9ujkCz7ZL4rxeR5SSmXihgtb4JX073/8fwZd23I+jCY2PIHlFmKUdiIUZmLMS7REhRenQBvKw7f2k1+xfo8/DDh1/Ur7b6j9lfyucUdMhwNEdRN3w9Dcs+cHLUDJ4r/WV3TcFlgkzncaNEVdbkEUamMBWV2+JdVwFVpR4lbLptK4umuKUUmkaDSFJGqsOekpYIhOOKndCZKU0xRoSl5KLC0knDWPZrYAhsWDVWjzDPmc5Y+h8JArT/0YNSG0RyqY8npWhY0SS2j1LsJXZjPS/EVUmslUdGtGrbmjpiJzSnTKpCYZXNjUzJe++dQc943Xtt/EZiwLjqR8mo+DKhsT7V8Q7UGaf+DaFO9KHnTkrNPStEUyNE42FCu01Ccnax3vyO7sYn7S2/hn2FoBKOovBPEBv1QpLHGM+UAXv3U2NU19Mr7m9493UNqxjdMM0CiViE2V+IdmY4otx3HW4nZ6WtKjw/7qbPmoXCJ+EkJNRfEMtJJTVL6uF9Cx93jJA5OF5gcNpzmuz1QV5AgDo/AMreQoupVaPftC+u+2XE76Rpv+jmTkDMEXZEJ6jALIlTHkWbUxaaSEXZ19Do5KDLsEcdYEFcSRxvx9P/AkmVKGCLnVZN1B71yyLVM5VkdM3pnz6JpnSGMkZTwQKTfnf3O1P1b0XRAzHuVIyFfjnHNcdOviXu/sGN6bjWW3FhPsUtl7kXNpZtFPtU6ppI2ZBtO9nr94J/RbAaBEvddCusH8zCyCYqfLcIEADady/kWXZBoJIgLzXiWbEgiGqOL5ESQoRnyf6PElCt8yC2ge/7vTpT6cS0q3KNYacvo4YWYpTrztOQdpkpzNo+7SKMxzvyxvqGQhyuzNEEqL0CuNUHVw5xD1R7RWdOX7KB/h5x3VLXj5run2C9cQvPzt7l+3hCjuLxjPaRGasr1tXSz9P1zDfLxiURGu/bRSGqGgUbCwiHN/nX7Hq9W8Xn2XUxjDREpCr8tSOWVqVd9MW7trKgQEkbrVXq59fsytYmYs1d9hAMvbi0l98dPM42+y8DjBjztIGKevQddItcLADSpG80Ce3fy85vxquIO3vgcQK0Pb/5JM6IWIksdhk+NhcxNbIr6uSHRSk+LHuzg1uaOrDV6QkhLSzQP5/LeaBfmygZU37Sfb3+Ox6dnKJZeerOMDrNSK8IfVsNzyE00P2wQb/2dxKSfzzXrCSKPlRN1+yrkk22Tgm/1Nvh778JTWiDAblaH9vi9cqHUtpRvrT+TUruIB7Mzf4mvu+XmiN++5pCbAd0tc2Ucj27K8EOryfNtiHdKT74sWE7zBgp0KivOHtuJXCf/FwTrmTSgVpsVSD3ukHmmPQ8vDSAr56evs+lcnjdtTrbODuQyrkUGYdpcg5WFoQyYnrapLdiosRA4Tx21klsWeYIjXE+fozbj/2PYr7EtKt4mN9uciRPUyPPF2N+vzuuvC+l2tSIatQXuA/8zc0t/sX1SGLsD5Nw3/khvvwEkuxg4Z0tXf57sT8Z201wang7m9fsvzK7lgk6tQpGTxwW3DMT5PhhF9kLVbKsAnNg8W6yLlSyc/QiMNISu7M+NCEMYWqW4RcQ0T6BMbeBwRlIZQesa0nbJD9zCSkkdNQuRsH38tyboeuZPxCpTTtz1pUxRwL1ThlIaTp+H8THgBautG1ItahfTny6gp3Isj/zWEeV7nl2B3ZGIRajKRRjrWfA/KPiSBe5v5rK1fhjiAwZz0uy3c3i4YDarzW5T0CaGS6EBmNTWUfy8JTVXnSL3iCk53mV4ZCViI88n3LsuklIzmiaryJ5cAqYKtPOO/vqVasVXDBzwlHkhiU2T6F0vAi+poUDOPvPh/1ppWe4hhJd784RG+GzYyJveBltOoKI9Cz9tFkDYJtWU43lVGbRtJ7l+jaF7ArVbphF/+yRPUg3G3P9JwmProL5pA+qNCMBryiBmfDFE+HaqOpUHXVqRiTMoJbxwGYJUYvg47gpDUKqLaTKVLJL4UVqB1DJnlOVmBiOpXh79DxA2971FZoYdUyfJSVMWk736Jj0u+dHGLJq3hXMZJvpGN38/GlZwx9LEmPcp6Vz9GsHxfjWFufQK9hTri1RvVg2NVE1Lt2rcOxeJy5KV1F3/jlZOUZRnZBJnIud9bhOM307Eu/UCkJUICemSFsZQxWA+mvG4KpdrrMWmUg7PlvbmXkwONeUz+Vg5DZXSYAftsLE5wzvFo/D+RF7gCe45jkGLISvxn9QpeyfSEmtcLi0RQJgYEcznV/tx/DSM+LrPmefQGI/UA7y/8o31bf3Z36YnZlIjdj7Wt2v4zy8yJchQKS0kPg2rfYfY3D4K6TolMz7+weOtI1j24zulnd8Lke3O+VLE3p+R5kXxuJMbDS8nMf7HJkzNvMk2L2BHg5kEvE3G/W5rEm4WoJH9BqFHepjBDPP2exGf/oxggUUoSh3ssxwugELmZIXvsNbUcjS0S80oduPdj8EE391OTVE082MNu9xjxW0oTOiH09eH7Hbypf/6rVhWrov15rfEPtrAszhzIVrGozDyl0DPdO/CDyNznIrD0GoMWVfNTFvQxLUf70/Aze/z6e75Bzf69iBHZMoE45qMsjKIrL/Bt+LDTnpGGtx4f1NE1F0GrV4uvNi0nyB8E7GdepmDaO5xnzSllJkjNLi/iEccnEdxdBEeYSMpqGeN0kdG85ozSPFtgdrIjE3acPqemcWiO48541Ebo5YiPuW9JWhcY/6UPaOzsilXoq/hNGWvoAO2dntGmDSD6Nx61DfR77BFZLeuhdrOACiPH9F0e7iP69P0u1wRY0MCeNNxrHBu4YCWBFYawTW3MIzDA6g/tjrT5uUjkhSSPGwJD63nCOPys41RqwwcSSzJxsHFEAYVlHsI6xQPHB6MF0B47WBvQQR/ap3KONcmGF90ZlrVdWxv1YWMPDseR1mh0shob6smtIY+XEzHH2ktef2uKSHOnxjdPAczYy2fzn+jpSybATt2MjqyN+/2D2fWW1e+yuS8Su1AUK2t6JxDSFFYM7f0HA9a7uNy7Vc4GP9AKtLQ/8ZK3BMacM+6Dw4vm5N9woAZ7fyjOCYlGAB4z/QH4UPSWWb5nH0Ww4UBVSZ3ZNQ5c8Z0nkOjJXodQ0favh/0crbhZdpsLlzcyrXQlxQ5GfSHGyHv+G6yjK/UpMbcbbT07knCjosc2m/IfXUviKRU5sAz6USqeGmIy1JhZVTMtbzjLPS2pCRTny+qY6BrM2o9XMPUT53p6TqJy90HUWAhItRhojBPZYUzOqmcS08e457swoSaybgWyYiyMcNerWZ3hB3JPV4x0HocWrkF8bYZv0Rxy5pXkMf6M2JKCsGnQohba8keZTMumaqw35JItRoBOGRHU+fDcT5a2RKXuRqbHsWsmfGMoo/WXBxYRzCzjHLfRpv67Whr2ZCDsUfxGX0Qtw5p9GlxitO2YhoWmwvS4zRDif3o8KsKwqq/Jgvcuf/e11yYO45yTTlHr5qwfcxu8g+NJ8rYn2PmzzB51MPA/TrGkzZqNnccp/Pm9B18AvuyeltVNEYiSm1lWGWXcaJLMoUtc4Tf65y9DZdzK0lo5c6ZDh8RrXpPXL14Rnj3IuZwD44EtWFvUE92P3bCsVYExRYpqG01RJnbYaZVMy3vC7fKKjP77HbWed9hSpBhAxW9aBrHD76kk3wVrx41Z9MLGW/WR+LXszqfuz2jSOfO9KwtrJgTyO7v64Rr/hbokz0XYy23Zfbey1yy7oy1NIDciVlo5x3DK1MfarZptu6mQyr7BrzBq6IZTQoCcG1Xm7Xfxay6cQeTGGOU0bHo6kuwzLClpJ4FAVdLCfvamk5PLFDFzhd0wnkxf+Gb/ZKvFg3otvYutu52nG9dk6iYingURfHDujpJdrXYFqyvniKE7Am3+ad3Zc6Yr2OqhxOl+XY0NAkg0H4Eb751wjhsJ5e79qaVcx3mWxpSQd0ULmyK3ke79/VYVz8ca7GCGbVfo1ZZ4uQUTdDDBZz9ZMXVtc9YGT6Xr/J47BzMufwimI1VEyiNqy4A0PSqmhdX4xj1qj3PNkXSpKKEFzmlFJquQY5eSrsAABdASURBVKwrR/fTmh+Y1QRFo9msHPOSTVGNcBhqxNvTodTf0IeE5gkc/vaQGoO20aLrI5J63cftcz9s3N9yTjqYqPdO1HN4Qz3HdwLnf/BoCqNOTBI+Tr99b7g4Zwyxa+bSe70fuiJr3t5dxknzp1RSTGfFQR2Z/WfzhTYk2/uRk2mFal8a3zxBOSocnUjE6LiJ9DlryubhEVhVLMFJ+ZUGRY9wP7ZF4IIJg/8iqn4MQ9WzWaKey5HOXdn12IlyqQ6zhveJc7ZgyZYZ2MzdJbzbo6ttiV2UhWemHIfHg0kzzRVAmHjzLqLUMlJHehPzzI/ZH0143DIP1fdy7o5XcnvTKlbMDeRw4nLKxIYeeH+T/llHe/zJ8n2nmDDyENXua/AdkEpJtD/1t/3sE3KgUzgzq95nsX0QFZQeVJ3dk7iKa5E2kJFxL4ClvuVIivsxKeMObfu/RSfXYXO5JjOOF/Eu7ojwcoNKezPuiphgp97MOH+NpK5POJC0SlgKHoVRvHMfzoYnClY0EZrOCf5HN2khE17YcM1fifGgPURcbyscH9Yok8JtNyhURXOpSzMeeq8Rnme40pYQkZrQExHs9kzlg86UxZ759JONxl4s55DqKg0D9tHxwRSOf3Gl7wRzAt4bs7GOFU++7GeBpYz0TAeGDkrGdasllc7pOKwVM3xYCLUqJ7Le5wND1m4m3CEESbkI0x/dCFk5iKrx9/hQ6SRvh9Vk7xB/Yh5FcntqJG06BvLiswLrfiOYumYD5wtaUtchDI2ZCX+GTKJfxVNojXR8UVYWKlo5RTsSHd2KeXc7oE1tgahqATH7O0HJXPqsjOXtxc1cczlD83oXBN0vbaSB+2WlmbF6e1Ua9dtG52oaXgzXRyyJ0FW1xnxZK24sHc08s4dUWGlH5+ztuB/bzPG7vnwftJYIjYzOuRsE3e9kh34CADvNWIHdk0Y0f3WBqBEGyfI3FS/M4/MUHVYx7XiSZyQA8GZsBF1D3HjXoYyPL4yZpDLjlrsb1pr72CYa4dugMXvrh5J9dxKb5r/kz7hEIWlpqa8vbZ8Y/MZ/eC1kxcanHHEdhEVvT7Q2JTRfUsHAAW84pjBw6EU22fTGQmPCYfehrH20nSVPK5PvYkzenQQUDQxVDfa5jib5opZuVc04uNeGnZFPBADKtBbcmzWAk91bMe30Lb50uMS51N3Canctikdby4W41EaCRcLf8yMj2+5gi3YOkyfW4ECPCmgLI5DL9QUhYaBDe2o9W8gtdTD3Anpy22/KL+4X5HqdrZtc2e6Zwuo+B+nyOZgpFicYZGSObf4gvlXqz7ZPjZjwNoDNy0K5/WUiXx3yueuWwoob71Go7XGqcpHxu3pj81XERd9iVg36i+d1/XiquEO9vf2o39xIWCRhL1WE1p5A+8rLyBXPYsXMz5yrWJsfxsms7nmd8eN6ciUiE//AhQIArzw9QI22M0nv04yDE84yJtCXYHlzJt+0xiHdjFujV/Dw7n0BgPnlTaj4LZ8IeSA5b9cwaEMMby9u4rnHTfxrHf4PAPrfM+LQyDuI+z3EcqmhKUzR6lC42JbFm/w5XnyT+n8O/wVAPQcMmXIV26/vqSY5JABwW7OBnH1rj6xJMF89rAg5dZyPg0dx9UQ+mZWUTGyq39jp2FqqwrRAgTK0wy8xnLWxEbl9wnj0xoiFvk/4UFAbo7y7+CVM5uq6jez6vo4JFz1wX3GOgvc+NPvYkojWh7ka0ouP9fMNANz0lIvWXSga0Qhzi0yaLdbnIG+arZs00g1j4ys0cKos6BL3/AYz+cYWlsa4UiqVkH3EDcuwN3zfY865kjweLoxhwigXZu2pzeNXF9E6yPHUVOBGr57snl+TKUcf8bXHJc7G7hZelJVGgV+xLY/0VdRFIjrUu0Kb2rfYop0tAHBQ9bqMtr/EF4XBvTbAuh+1QyZz2ewJ7/2COFfFoIBXUzjRteIe5q0OYFDtIq42PEmNhAvIbU8L9y3LG0pC1Z5s/NSYCSGNDQD8OoGv9gVcsvjOhmvRiEysUDruZrPrRsrHxvDep4RRg9fw2t2WYMt3qDXd+CPSUBMl6a4tB5tuZGj1NqQ+38Xp+/fZ4uBLRMYn9k5/ydixPTgZ/Y2GLbYIALz6+CjV208hvU9TDk44JwDwnrw5Ky7ZQq4pN0Yv59Gd+8y714FSbSWq37LgWn5bxPkLGbQhmjfnt5Bc7Qrmvsf/A4A1bxpxYNwdRD8BqPfTF60KQXexDatXVmZz6WVabZr8LwDen/Mcj7C7+HOE9e1+c0DjJsF80wPw5HE+DhnF1ZP5wvvrNdSGcqUR60Wl2OWU/g8ABlA46imXrldgizSMEFdnAYANE+dzbO0yQff7M1FMQFAUIW/c6f24Py/Euznh0YA3TXP+BcCEAW3xcoilyUJ9l8+fAJSJ8vHx/oqdxhb/OT1JrreBXHcdh+TVKZL7kV7jGFUTm5L05CjDrjrTq/dCOp5UoYk1gGNJWT2GtQ1k1x4bxm4PJ3HabU6Hr6Y0w5RmhVF0lVqzZ1Y43w4bSnDogWgTmMKsdZ4MrV6bbuolFNg2xEniSCMPKSVn5hDVMI9s4zrs9JuNVGrKaJUNz9Dw+ngEA+sW8yBoPQ8fDWecwziMKOec6jgBjQ4xKrgDK7PrMHewmmYX7JjS0Ye1sdFcS0oWOsI7t7zP8sRNZO97Qk52OdEDQunY6AnHbb5wU5vE2NczKPDSknNiPZYL/BimqEPklT2Y6JuHmmfy7tRrbi/IoOv4epx/8Y3afQwAvBg1BWuRCpeFSXw7fRuZ2hpjUxvkxe+E5+3VqTpTpm4ROGC/va+5Vm8t9x7a4eOxju4LkwQOmFPtAvic+QnAWdxxnCGI4MV7KxM0eC+mn+MQXTSUDjb+ox7VKndm866GrJPGYrmolE6KLYII1nPA4LkvKRDfZ8C7/WwOqs3RTj3Y9diZTjJzrCpfoMP7G3weYrAZCqTTMXuQBb67MnDOciI1shZTgjLRaLUoHt4nsbM9F5b34bLfEbYbz8ZNtIVvTl3wr/GaM6belKTW4WCvRIqXeGDZIB9dTzltHtcQ5p3ivUjggIddh3C+3hi6VX5Er7WWvwEo3ECNQzQpaESNeT0p/vgQyY5Yhl6LIKBeE+pIctkW/IQR11xYO8aXsIRBdLilQBM7V9iE/JXalGEtA9kbEkebmVnYmTkTvEDKs5stqGD1hZU/jHhYaseXCZGkOXij0jozcUIAeJ2jxNqO28oCmnkYGgF6GXXg0vWWKLrfxCSzAWJXG/50MdQt0Ztgjiedo/arigyqXczjdmt5+3YcEomS+vVPEPRwIduiCwidFcaKpHVcexdCvdbeTLsdwXvfT8hyLOkxpYS2+8ZQkP4A5WkdT7Z/pY2DnOysEGFzFGbcnLp5qTz3OUtN85b0CkvncfhRbB/lYN69nOsvg6nSezIlU55wryAKb78NtF70kE+V72J26g412k8lvUMbjsw4iEthOwpV07CzzyM724Gxh0fRJvEltk/tefxXc6L/HECf9UGUZ7gRFfcH2Ubv+JQ0hTV7tGR13YqkwIvz9QPIzzbBvsCYe37BaAT3nAi/fH+2Lq3MRfdnFLfojMLuFT2cr+B+bBMn7hkAWO5ynV4xC8lOM6LpypOCDuhV6khGm1N88bAi9ORxcn1fYpXhz/LH53myK5RaqcUMPLmDF00u07lmES9ffeP8oceM29eW44uHc7/WOsYXL6FKlZtEtMrl9JFNv3bA5iVSBt92Fb7Vgf4pgk4/2WshLlm++H74g5SouwR38Sa2pCovnu9CZLpjhu6sTSbBnRsgaX2WGgkVMdeaUX1uT1xsNlCarebayywC69hS29cgmr5E+rP+qjXBtbRogjcLx/p9D2JrYCOOfHqDTe+XP80wFzh0YLdQkVJvA1wlFdGUpRyUrxCaS18ybs90o0dsU2tJMF3NcEfDBqX263FM/dSFSjM2YZHagEdekl9mGD0A7WRZPD5i0BfNC9LpFmgwzlobF7D7nQvh665yuaA26aHtmJz8FRf3+4JHpGX1q0hf16TnykT2HLjCQ/PWxK6sxTfTPMpq5+C1xAWl/AjmyTqKXCV8DzBl8uEEHkcYNlqOwRnQroxJ1fbToGV9Aqp6cVf7DR+XLbQ884LaiaFcjJ6Ef7Uz2DhYEh/ki6v07G8OAzR8HId3dDaXh83k6UEHbEXHBf3v9qwueHZvSrQ2nheXWrJB5ov7+9JfZpicH6ZotSJm7/DhrY+G85KvHIxuyCHbA5SpJyAZEk9Hmz8F7hcy04nzRkfIuVMfne4oIwO6kLFvEoe6N2Zbiw4CCJfF92T90EnkWhmTZmUi2E1NVRoqZZUy+9x21njeYWpQpsC5v81dyY7l25iiC+Pw7BHcbbiNtc3S6HpYS2j3Slgpp1HdMYRHLQ/yPK8rX4oN9loRWv7wWoyRWsbi7cEccR2IbFAlJCb5/PVmNM8eH0Zkt2+q7phpJne7GAy6opqHBVOMnlxa1ySwvT6S+bf752LkUMpPhKBCxLSS48K4sT/+olB1n9VDanPxbhjWPV8LANRTwo4LHNr/M6hBo8K9JB4niTEpIhkm5SXo8/feidYyw00j/Eyt92P4XlzE5qgheC/ZjUW0P888pcxRmNGngsFGqQeht0UUq698omZ2Rd5t2Y/MWorz9bo8bJpCqdqYU2GL2fjwIR51H6Msl1A3cxB6O6D14xZ0XxJP49N9+a64iV2+mcAF1eZiCto58aPgIzpRNuZWSgpyrPFybCkUGne8lYlsiIiTJsd57+tKldqmAgD3mN0jyOKCAMBvqmr4ZN8h4/EiPOocwMYmiabyJ5RU1+CSXIhNbilxcd15PM8PaZkT6dda0nttE0RiLQsHtqRX3+4UWydw/VoAdUdUY+7cAuRVXlHY4Ba3PQYgL5FzZWkYJlauVEREz4wqpE9wQVM7iaC8i7g/GIZpSs1fhmjTmFloVFcY3TCArDN1KdP5UW3FDsELogfh0m/D2T9oFoUWhiaJnpmVqft8OBc8Xv7afIR8CkWSm8uhNUcY+3wcl0Zu51T1k6zL7Ma3tnJ6Fd3CRfsOH9N1OCPi2ECDW/ZvZ2GL10Np83Is22r0xz6/Brd8wMHDhjpHZ9FJ9yci6daZugPNY8ipXE6ipp0gTsU1j9AkP+A37gxwNpAOSsQSvlqHEj9iOhXnlKAouotW4cTCpXbcPRKOdc9QEoPGMCJB3yXcAMITlzahyjXnfe5wcjUi7KU6BjmWU8/ityPc1bMhTufrCkZoPVWavR6L5AAeeUqFB3pg2hFLc33TaxintOGO1oQ/qhryC/4msU7EgmRDDkOc+jHy+A/4/zAAt0W1a5id7UqvQ6F0ODaWpRaDWetUldSXdVCeMphOc9s7oDWTCgvD5HsZlh8MrknZUJGg++1Z8JqGLesLx/QAPFYeQmPXQwIAb5sPYFDcXr7LvpEZ1xWz6M74tF+Fd0kDkj5KiXE0osrsLySvHY/WTkfFbt2o0zya9cNbU6AsFwBo5x3JzqOGTua9FgTQd2gK5SZFZAxcyVGnijiJGiHS/izyKCqiQBXK4IJIbEL7YB7d7Bf49NfrAWhWspf+LXvx6fENnOODudekIyM718LBxJTnsRZ8Sfl3ZI2NmYahjQ2d5s88cKJnSibTTxlyboZfH0X0in0sdj/Jnr5VcC7/RtT9mrSWf0JeKZJHHd05enQFMsx/ITBXmk6I0TAKOjbmKo3oV/Uex+5PY8SjejQRrzHogCcDYsiuVUJknh1Sq6YGnD35jmTqIxoXNPwFvnSpMSFWSbhrUxF/GU25SCSAT0/lJZ5MPSjh5eq4XwC0SnelV5mhslPC1ksUXzA82P8k/aev9WEUYqXRL/Dpx/hPWoM0txFPKhhyOnrusWH24u6//MF/z5NQKsZDp8HY/N8Rw2mZj3CKMPhx9aQXwZbnutD1wGs6Hh3H6oANxDy/zbAcLe19u5H6rCqalwY14G+SthCRW5ZJ+pckRl/syViJoYqsngKqenKsPPQ3AK/ehKGnqJkSQbfCA/xQ+1Fs3R4nvw/8iFOSl9OBArklat1KBiy9A5Z5bB3ZhiyFISekS1A/3OrGsP2YAeDlVTbTb9hB+vQ0LIKs7ptR2xmCaH+RVoz7iY3Cf/92wf19Tg9Am4Kd9G43BM2bryy/H8Vkx/skVtzC1/rXWRTw3/vA6FtOXHgJDd4Hsv6SNcgMrr8xl2fx4ewsFheGcmyoPZXO9CKn/WEi9g1lhE03nndog4UuFY+sJEzUZbyv0hSrfBWuHYzJN9dgb1rEwYd/MOZ+A2G+qqrdv+2AcT30bhcRpTo70sp/glDvgEeNgzgCc3E2xVoXcrQGw6KRqBhvyb9D0StddySuRzbmA7+S0nTAr3f0NyfUH5BXlpNl8gclJrVxyHyGa7IhWUklgbNe+iww/aZJv0vWoTO6R56VB2FWVf/1zleL/Wlr95/ldP856GraadbnGiMqNsVaa4HaSI7cN4UqwUE0WhVF69NDkWAIDLjKZe6IbjDiVFPy0r5j5+mIqkxFSZbhw3eePZsfFVJ56RVLsbgE9wIXUm3T8PWSstcsWABg0OPbpEm+YyO1wFhRGXNxCZVef0Kk0wlei7jGdZAYyakSsBGxWENuWhOSf1QXGkCKFA4Y6axJu+eKd9cYdp+sJggcY5USdFJMjHUMa1+Ppluy/x3N9vOBYztYETreFsX/0965hMZRx3H8Mzuzj9nsbswmaUxL1Yak0Spdi4ISkUp9teDF0B48e1DEk4+DRfBibqII1nqxRVAPXrQgHoReaqXFVm3rAytFm2zJxmSbbHays/NemZ0tNlgJ5X/09zsNzO87w3z2uzOX32PuINHSRcLfF8ifbXC88CGTs2/y0IEX2VH9gEbtAL+mHILZBu5fb/NupYKzyefx28ZxgoAz5z22DxXYd/wLTu17gluOvoRFRH3LKjtwGDv4NSdPTPHC6Swn7qsyPx03eGjMvTbN3rde5+RzM/z28s9sLVk8OnKGC8t34NkL7L7zMtXmCHV9jHIuRG+NUWut8dhMLfkEf1T5g4nPNyWVz06KwAx57+gwzaH1Q7nj501pLk9+ea5bQR3nx6Vkkd5hdVsb34xoTNikn62SaTUI0zm8vgHWhgcYWnHYY2zrFSOsLyc69PB5jKrD4KJNbtUjawX4+RTtco7q+E6+G04+uzeKN/JT3NUbHt7qeByxv+dbI1mhcP2KgGvH91+8h0f2lAjSPlc3X8HN20TXjSE2rSJBxsPwMgzOb+nmxFeKj4uNAVJBPGRyKekxKaxxuP8rdk2+QxT/g3phjrQJbIOwrRMFKV7x/ymYqJ6a4puZVxmsLFO+dwXzVgd7IcfyuTLxaP3Rpy5x5NOkt/dGUR7vZ+czk92Hs+sO8z8scuV0UvlzLYrtJSwzrqrWKDjvs//Bp4k6IaHr4tlNmtoKJcqks3msC7vxfkleOM27P2brAz+im0WMdB9h5KC1I3SthJfxcAyLY59McKj/GLPVvSzVdxGGWQzDwffz3V4c9/nPcCtVUj9tx3c79B1OqqrWwg4OEU0iXG2FnFnDzF1N3oCGHlEyAyY2xxPnNS7NF4m8Mp5vYHcajBbTGDrdLdhxTjrj0HJS6J1Ct7kl0i28KGJusUTd0jF8nbRr4OUCQmN9k8p/kr3JE6Nmh+nbQwaz0PDhT0vjbD1FVqfbpFNr/7vQ6CZv8f9Jb/YmbpWSlWYbhRYYdIzebo6Nkjc4L7+SIkCRqxEQA6rxE7UiATGgIkCRqxEQA6rxE7UiATGgIkCRqxEQA6rxE7UiATGgIkCRqxEQA6rxE7UiATGgIkCRqxEQA6rxE7UiATGgIkCRqxEQA6rxE7UiATGgIkCRqxEQA6rxE7UiATGgIkCRqxEQA6rxE7UiATGgIkCRqxEQA6rxE7UiATGgIkCRqxEQA6rxE7Uigb8BD7cdo7RsF5oAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="kandinsky.color.composition.class"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="paint circles %&apos;X&apos; %&apos;Y&apos; %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>angle</l><l>change angle</l></list></block><block s="doSetVar"><l>angle</l><block s="reportRandom"><l>0</l><l>180</l></block></block><block s="doSetVar"><l>change angle</l><l>0</l></block><block s="doWarp"><script><block s="doUntil"><block s="reportGreaterThan"><block s="reportMonadic"><l><option>abs</option></l><block var="change angle"/></block><l>0</l></block><script><block s="doSetVar"><l>change angle</l><block s="reportRandom"><l>-1</l><l>1</l></block></block></script></block><block s="doSetVar"><l>change angle</l><block s="reportVariadicProduct"><list><block var="change angle"/><block s="reportRandom"><l>5</l><l>10</l></block></list></block></block></script></block><block s="doRepeat"><l>9</l><script><block s="setSize"><l>5</l></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportRandom"><l>0</l><l>255</l></block><block s="reportRandom"><l>0</l><l>255</l></block><block s="reportRandom"><l>0</l><l>255</l></block></custom-block><block s="gotoXY"><block var="X"/><block var="Y"/></block><block s="doRepeat"><l>37</l><script><block s="doWarp"><script><custom-block s="random pen size limit %s &lt; %s"><l>2</l><l>15</l></custom-block><block s="gotoXY"><block s="reportVariadicSum"><list><block var="myX"/><block s="reportVariadicProduct"><list><block var="size"/><block s="reportMonadic"><l><option>sin</option></l><block var="angle"/></block></list></block></list></block><block s="reportVariadicSum"><list><block var="myY"/><block s="reportVariadicProduct"><list><block var="size"/><block s="reportMonadic"><l><option>cos</option></l><block var="angle"/></block></list></block></list></block></block><block s="down"></block><block s="doChangeVar"><l>angle</l><block var="change angle"/></block></script></block></script></block><block s="up"></block><block s="doChangeVar"><l>size</l><block s="reportVariadicProduct"><list><l>-1</l><block s="reportRandom"><l>4</l><l>10</l></block></list></block></block></script></block></script></block-definition><block-definition s="$brush set pen %&apos;dimension&apos; to %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block allows you to set the pen&apos;s color, transparency (on a scale from 0=opaque to 100=invisible), or size (in pixels).  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), color number, crayon, or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>ca:$brush fixa el _ del llapis a _ _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB(A) vector&#xD;RGB(A) hex&#xD;}&#xD;}</options></input><input type="%s"><options>§_ext_clr_numbers</options></input><input type="%mult%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doRun"><block s="reportAttributeOf"><block s="reportListItem"><block s="reportListIndex"><block var="dimension"/><block var="✐ dimension names"/></block><block var="✐ dimension dispatch"/></block><block s="reportGet"><l><option>self</option></l></block></block><list><block var="value"/><block var="more value"/></list></block></script><scripts><comment x="460.0888671875" y="4175.599999999967" w="251.33333333333334" collapsed="false">Note to myself:  When the user sets a fair dimension, say fair HSL, variable HSL contains the corresponding &quot;unfair&quot; values, and &quot;raw HSL&quot; contains the numbers the user actually gave.  It has to be this way because in the case of HSV, there is no &quot;HSV&quot; variable; rather, we use the pen&apos;s actual remembered-by-Javascript color&apos;s HSV coordinates.  So our HSL variable has to be analogous to that.  In both cases &quot;raw&quot; means the numbers the user gave us.</comment></scripts></block-definition><block-definition s="mmap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block></block><custom-block s="mmap %repRing over %mult%l"><block var="function"/><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="✐ update HSL" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>L</l></list></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><block s="doSetVar"><l>✐ HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportOr"><block s="reportEquals"><block var="L"/><l>0</l></block><block s="reportEquals"><block var="L"/><l>1</l></block></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><custom-block s="HSV color"></custom-block></block></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportOr"><block s="reportEquals"><block var="L"/><l>0</l></block><block s="reportEquals"><block var="L"/><l>1</l></block></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><block s="reportIfElse"><block var="✐ fair?"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSV"/></block><custom-block s="HSV color"></custom-block></block></block></block></block></script></block></script></block-definition><block-definition s="✐ update HSV" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>V</l><l>L</l><l>HSL 0-1</l><l>raw HSL 0-1</l></list></block><block s="doSetVar"><l>HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="HSL 0-1"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></list></block></list></block></block><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="HSL 0-1"/></block><block s="reportIfElse"><block s="reportEquals"><block var="V"/><l>0</l></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></custom-block><block s="doIfElse"><block var="✐ fair?"/><script><block s="doSetVar"><l>raw HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="raw HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="raw HSL 0-1"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></list></block></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="raw HSL 0-1"/></block><block s="reportIfElse"><block s="reportEquals"><block var="V"/><l>0</l></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></list></block></block></block></script><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="pen"><comment x="0" y="0" w="226" collapsed="false">The identity function reports its input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="$brush pen %&apos;dimension&apos;" type="reporter" category="pen"><comment x="0" y="0" w="380.6666666666667" collapsed="false">This block reports the pen size, color, or transparency, in all the same ways that the SET PEN block allows you to set those pen properties. (It will also report the current crayon number, if the pen color was most recently set with SET PEN TO CRAYON.)&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details. </comment><header></header><code></code><translations>ca:$brush _ del llapis&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGBA vector&#xD;RGB(A) hex&#xD;}&#xD;}</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>size</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>size</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>hue</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>hue</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSV)</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>saturation</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>value (brightness)</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>brightness</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>transparency</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>transparency</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB vector</l></block><script><block s="doReport"><custom-block s="RGB color"></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGBA vector</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><custom-block s="RGB color"></custom-block><block s="reportNewList"><list><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block s="getPenAttribute"><l><option>transparency</option></l></block></block><l>255</l></list></block><l>100</l></block></list></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>red</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>green</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>blue</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB(A) hex</l></block><script><block s="doDeclareVariables"><list><l>rgb</l></list></block><block s="doSetVar"><l>rgb</l><custom-block s="RGB color"></custom-block></block><block s="doIf"><block s="reportGreaterThan"><block s="getPenAttribute"><l><option>transparency</option></l></block><l>0</l></block><script><block s="doAddToList"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block s="getPenAttribute"><l><option>transparency</option></l></block></block><l>255</l></list></block><l>100</l></block><block var="rgb"/></block></script></block><block s="doReport"><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><custom-block s="✐ hexchar %s"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><l></l><l>16</l></block></block></custom-block><custom-block s="✐ hexchar %s"><block s="reportModulus"><l></l><l>16</l></block></custom-block></list></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><block var="rgb"/></block></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSV vector</l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSL vector</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ HSL"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSL)</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>lightness</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>color number</l></block><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>color</l></block><block var="✐ color scale"/><l>not set</l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>color</l></block><script><block s="doReport"><custom-block s="✐ current pen color"></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair hue</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSL"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSV"/></block></block></script></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSL)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair lightness</l></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSL vector</l></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ raw HSL"/></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSV)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair value (brightness)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSV vector</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block var="✐ raw HSV"/></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>crayon</l></block><script><block s="doReport"><custom-block s="✐ crayon number of color %s"><custom-block s="✐ current pen color"></custom-block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>X11/W3C name</l></block><script><block s="doReport"><custom-block s="✐ X11 name of color %s"><custom-block s="✐ current pen color"></custom-block></custom-block></block></script></block></script></block-definition><block-definition s="$brush change pen %&apos;dimension&apos; by %&apos;amount&apos;" type="command" category="pen"><comment x="0" y="0" w="334" collapsed="false">Changes any pen property by the specified amount.  Some color scales can&apos;t be adjusted this way unless the color was first SET using that scale.&#xD;Vectors (e.g., RGB color as a list of three numbers) can be incremented&#xD;by a vector as the amount. X11/W3C names can&apos;t be incremented.</comment><header></header><code></code><translations>ca:$brush augmenta _ del llapis en _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGBA vector&#xD;}&#xD;}</options></input><input type="%n"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>old</l></list></block><block s="doSetVar"><l>old</l><custom-block s="$brush pen %s"><block var="dimension"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="old"/><l>not set</l></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Dimension </l><block var="dimension"/><l> not set.</l></list></block></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>crayon</l></block><script><custom-block s="✐ set pen to crayon %s %l"><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block><l/></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB hex</l></block><script><custom-block s="error %txt"><l>Sorry, I don&apos;t know how to add in hexadecimal.</l></custom-block></script></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>number</option></l></block><script><custom-block s="$brush set pen %s to %s %mult%s"><block var="dimension"/><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block><list><l></l></list></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>list</option></l></block><script><custom-block s="$brush set pen %s to %s %mult%s"><block var="dimension"/><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block><list><block var="old"/><block var="amount"/></list></custom-block><list><l></l></list></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="error %txt"><block s="reportJoinWords"><list><l>I don&apos;t know how to handle </l><block var="dimension"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="✐ make integer RGB" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;pt:lança _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;pt:ignora _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="✐ no spaces %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportTextSplit"><block var="text"/><l> </l></block></block></block></script></block-definition><block-definition s="$brush color %&apos;newcolor&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%clr"></input></inputs><script><block s="doReport"><block s="reportNewCostume"><block s="reportNewList"><list><block s="reportVariadicProduct"><list><block s="reportTextSplit"><custom-block s="substring of %txt before %txt"><custom-block s="substring of %txt after %txt"><block s="reportJoinWords"><list><block var="newcolor"/></list></block><l>(</l></custom-block><l>)</l></custom-block><l><option>csv</option></l></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></list></block></list></block><l>1</l><l>1</l></block></block></script></block-definition><block-definition s="$brush mix colors %&apos;weighted colors&apos; using %&apos;flavor&apos; rules" type="reporter" category="pen"><comment x="0" y="0" w="304" collapsed="false">combines any number of colors, reporting the result of mixing them, either additively (like colored light beams) or subtractively (like paints).  If the result is too bright (additive) or too dark (subtractive), try the &quot;averaged&quot; versions, which will make the brightness more like the brightnesses of the input colors.</comment><header></header><code></code><translations>ca:$brush barreja colors _ amb criteri _&#xD;</translations><inputs><input type="%mult%obj"></input><input type="%s" readonly="true"><options>additive (light)&#xD;additive (averaged)&#xD;subtractive (ideal)&#xD;subtractive (averaged)&#xD;simulated paint&#xD;paint (sRGB corrected)</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>new</l><l>max</l><l>colors</l><l>weights</l></list></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportListItem"><l>1</l><l/></block><l></l></block></autolambda><list></list></block><block var="weighted colors"/></block></block><block s="doSetVar"><l>weights</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportListItem"><l>2</l><l/></block><l>1</l></block></autolambda><list></list></block><block var="weighted colors"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>paint</l></custom-block><script><block s="doDeclareVariables"><list><l>rho-r</l><l>rho-g</l><l>rho-b</l><l>waveforms</l></list><comment w="152.66666666666666" collapsed="true">convert RGB to waveform</comment></block><block s="doSetVar"><l>rho-r</l><block s="reportTextSplit"><l>0.021592459, 0.020293111, 0.021807906, 0.023803297, 0.025208132, 0.025414957, 0.024621282, 0.020973705, 0.015752802, 0.01116804, 0.008578277, 0.006581877, 0.005171723, 0.004545205, 0.00414512, 0.004343112, 0.005238155, 0.007251939, 0.012543656, 0.028067132, 0.091342277, 0.484081092, 0.870378324, 0.939513128, 0.960926994, 0.968623763, 0.971263883, 0.972285819, 0.971898742, 0.972691859, 0.971734812, 0.97234454, 0.97150339, 0.970857997, 0.970553866, 0.969671404</l><l>, </l></block></block><block s="doSetVar"><l>rho-g</l><block s="reportTextSplit"><l>0.010542406, 0.010878976, 0.011063512, 0.010736566, 0.011681813, 0.012434719, 0.014986907, 0.020100392, 0.030356263, 0.063388962, 0.173423837, 0.568321142, 0.827791998, 0.916560468, 0.952002841, 0.964096452, 0.970590861, 0.972502542, 0.969148203, 0.955344651, 0.892637233, 0.5003641, 0.116236717, 0.047951391, 0.027873526, 0.020057963, 0.017382174, 0.015429109, 0.01543808, 0.014546826, 0.015197773, 0.014285896, 0.015069123, 0.015506263, 0.015545797, 0.016302839</l><l>, </l></block></block><block s="doSetVar"><l>rho-b</l><block s="reportTextSplit"><l>0.967865135, 0.968827912, 0.967128582, 0.965460137, 0.963110055, 0.962150324, 0.960391811, 0.958925903, 0.953890935, 0.925442998, 0.817997886, 0.42509696, 0.167036273, 0.078894327, 0.043852038, 0.031560435, 0.024170984, 0.020245519, 0.01830814, 0.016588218, 0.01602049, 0.015554808, 0.013384959, 0.012535491, 0.011199484, 0.011318274, 0.011353953, 0.012285073, 0.012663188, 0.012761325, 0.013067426, 0.013369566, 0.013427487, 0.01363574, 0.013893597, 0.014025757</l><l>, </l></block></block><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><custom-block s="✐ RGB from color %s"><l></l></custom-block><l>255</l></block></autolambda><list></list></block><block var="colors"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>sRGB</l></custom-block><script><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>0.04045</l></block><block s="reportQuotient"><l></l><l>12.92</l></block><block s="reportPower"><block s="reportQuotient"><block s="reportVariadicSum"><list><l></l><l>0.055</l></list></block><l>1.055</l></block><l>2.4</l></block></block></autolambda><list></list></block><l/></block></autolambda><list></list></block><block var="waveforms"/></block></block></script></block><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block><list><l/><block s="reportNewList"><list><block var="rho-r"/><block var="rho-g"/><block var="rho-b"/></list></block></list></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block var="waveforms"/></block></block><block s="doDeclareVariables"><list><l>sum of weights</l><l>combined waveform</l></list><comment w="214" collapsed="true">weighted geometric mean of waveforms</comment></block><block s="doSetVar"><l>sum of weights</l><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>combined waveform</l><block s="reportCombine"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportPower"><l></l><block s="reportQuotient"><l></l><block var="sum of weights"/></block></block></autolambda><list></list></block><list><block var="waveforms"/><block var="weights"/></list></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doDeclareVariables"><list><l>T</l></list><comment w="90" collapsed="true">back to RGB</comment></block><block s="doSetVar"><l>T</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l><option>word</option></l></block></autolambda><list></list></block><block s="reportNewList"><list><l>5.47813E-05	0.000184722	0.000935514	0.003096265	0.009507714	0.017351596	0.022073595	0.016353161	0.002002407	-0.016177731	-0.033929391	-0.046158952	-0.06381706	-0.083911194	-0.091832385	-0.08258148	-0.052950086	-0.012727224	0.037413037	0.091701812	0.147964686	0.181542886	0.210684154	0.210058081	0.181312094	0.132064724	0.093723787	0.057159281	0.033469657	0.018235464	0.009298756	0.004023687	0.002068643	0.00109484	0.000454231	0.000255925</l><l>-4.65552E-05	-0.000157894	-0.000806935	-0.002707449	-0.008477628	-0.016058258	-0.02200529	-0.020027434	-0.011137726	0.003784809	0.022138944	0.038965605	0.063361718	0.095981626	0.126280277	0.148575844	0.149044804	0.14239936	0.122084916	0.09544734	0.067421931	0.035691251	0.01313278	-0.002384996	-0.009409573	-0.009888983	-0.008379513	-0.005606153	-0.003444663	-0.001921041	-0.000995333	-0.000435322	-0.000224537	-0.000118838	-4.93038E-05	-2.77789E-05</l><l>0.00032594	0.001107914	0.005677477	0.01918448	0.060978641	0.121348231	0.184875618	0.208804428	0.197318551	0.147233899	0.091819086	0.046485543	0.022982618	0.00665036	-0.005816014	-0.012450334	-0.015524259	-0.016712927	-0.01570093	-0.013647887	-0.011317812	-0.008077223	-0.005863171	-0.003943485	-0.002490472	-0.001440876	-0.000852895	-0.000458929	-0.000248389	-0.000129773	-6.41985E-05	-2.71982E-05	-1.38913E-05	-7.35203E-06	-3.05024E-06	-1.71858E-06</l></list></block></block></block><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><block s="reportVariadicProduct"><list><block var="combined waveform"/><l></l></list></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block var="T"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>sRGB</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>0.0031308</l></block><block s="reportVariadicProduct"><list><l>12.92</l><l></l></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>1.055</l><block s="reportPower"><l></l><block s="reportQuotient"><l>1</l><l>2.4</l></block></block></list></block><l>0.055</l></block></block></autolambda><list></list></block><block var="new"/></block></block></script></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><l>255</l><block var="new"/></list></block><list><l></l></list></custom-block></block></script></block><block s="doIfElse"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>add</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><l/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><custom-block s="✐ RGB from color %s"><l></l></custom-block><l></l></list></block></autolambda><list></list></block><list><block var="colors"/><block var="weights"/></list></custom-block></block></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>aver</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportQuotient"><block var="new"/><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></block></script></block><block s="doSetVar"><l>max</l><block s="reportCombine"><block var="new"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doIf"><block s="reportGreaterThan"><block var="max"/><l>255</l></block><script><block s="doSetVar"><l>new</l><block s="reportVariadicProduct"><list><block var="new"/><block s="reportQuotient"><l>255</l><block var="max"/></block></list></block></block></script></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block var="new"/><list><l></l></list></custom-block></block></script><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><l/><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><custom-block s="✐ RGB from color %s"><l></l></custom-block><block s="reportQuotient"><l></l><l>255</l></block></list></block></autolambda><list></list></block><list><block var="colors"/><block var="weights"/></list></custom-block></block></block></block><block s="doIfElse"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>aver</l></custom-block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><block s="reportPower"><block var="new"/><block s="reportQuotient"><l>1</l><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></block><l>255</l></list></block><list><l></l></list></custom-block></block></script><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><block var="new"/><l>255</l></list></block><list><l></l></list></custom-block></block></script></block></script></block></script><scripts><script x="512" y="1525.7777777777785"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><block s="reportQuotient"><custom-block s="✐ RGB from color %s"><l></l></custom-block><l>255</l></block><block s="reportQuotient"><block s="reportDifference"><l>100</l><custom-block s="$brush %s from color %obj"><l>transparency</l><l/></custom-block></block><l>100</l></block></list></block></autolambda><list></list></block><block var="colors"/></block></script></scripts></block-definition><block-definition s="$brush color from %&apos;kind&apos; %&apos;value&apos; %&apos;more value&apos;" type="reporter" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block reports a color.  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), color number, crayon, or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>ca:$brush color amb _ _ _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;X11/W3C name&#xD;&#126;&#xD;fair HSL=fair HSL vector&#xD;fair HSV=fair HSV vector&#xD;HSL=HSL vector&#xD;HSV=HSV vector&#xD;RGB (0-255)=RGB vector&#xD;RGB hex</options></input><input type="%s"><options>§_ext_clr_numbers</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doSetVar"><l>value</l><block s="reportCONS"><block var="value"/><block var="more value"/></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l><l>50</l><block s="reportListItem"><l>2</l><block var="value"/></block></list></block></block><block s="doSetVar"><l>kind</l><l>fair HSL vector</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>color number</l></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="value"/></block><l>3</l></list></block><l>300</l></block></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="color"/><l>42</l><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="reportLessThan"><block var="color"/><l>60</l><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="✐ colors"/></block></list></custom-block><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>crayon</l></block><script><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><block s="reportListItem"><l>1</l><block var="value"/></block></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIf"><block s="reportEquals"><block var="color"/><l></l></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="color"/></block><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>X11/W3C name</l></block><script><block s="doReport"><custom-block s="✐ color from X11 name %s"><block var="value"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB hex</l></block><script><block s="doReport"><custom-block s="✐ color from RGB hex %s"><block var="value"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>color</l></block><script><block s="doReplaceInList"><l>1</l><block var="value"/><custom-block s="✐ RGB from color %s"><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block></block><block s="doSetVar"><l>kind</l><l>RGB vector</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB vector</l></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block><l>0</l></list></block><l>255</l></list></block></block><block s="doIf"><block s="reportOr"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>number</option></l></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="value"/></block></block><l>3</l></block></block><script><block s="doIf"><block s="reportIsA"><block var="transparency"/><l><option>number</option></l></block><script><block s="doSetVar"><l>transparency</l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="transparency"/><l>100</l></list></block><l>255</l></block></block></block></script></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSV vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSV %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSL vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSL %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ limits %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><l>1</l><block var="color"/></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block s="reportListItem"><block var="index"/><block var="✐ HSV brights"/></block><block s="reportVariadicProduct"><list><block var="scale"/><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ HSV brights"/></block><block s="reportListItem"><block var="index"/><block var="✐ HSV brights"/></block></block></list></block></list></block></block><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSV %l"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>100</l><block s="reportCDR"><block var="color"/></block></block><block var="index"/></list></block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ limits %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block><block s="reportVariadicProduct"><list><block var="scale"/><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ HSL brights"/></block><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block></list></block></list></block></block><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSL %l"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>1</l><block s="reportQuotient"><block s="reportCDR"><block var="color"/></block><block s="reportNewList"><list><l>100</l><l>50</l></list></block></block></block><block var="index"/></list></block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block></script></block-definition><block-definition s="$brush %&apos;kind&apos; from color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations>ca:$brush _ del color _&#xD;</translations><inputs><input type="%s" readonly="true"><options>nearest color number&#xD;crayon number&#xD;fair hue&#xD;&#126;1&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGBA vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%obj"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>crayon number</l></block><script><block s="doReport"><custom-block s="✐ crayon number of color %s"><block var="color"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>X11/W3C name</l></block><script><block s="doReport"><custom-block s="✐ X11 name of color %s"><block var="color"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>nearest color number</l></block><script><block s="doReport"><custom-block s="✐ color number near color %s"><block var="color"/></custom-block></block></script></block><block s="doDeclareVariables"><list><l>rgb</l><l>hsl</l><l>hsv</l></list></block><block s="doSetVar"><l>rgb</l><custom-block s="✐ extract rgba values %l %upvar"><block var="color"/><l>transparency</l></custom-block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>transparency</l></block><script><block s="doReport"><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="transparency"/><l>100</l></list></block><l>255</l></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB vector</l></block><script><block s="doReport"><block var="rgb"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGBA vector</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block var="rgb"/><block s="reportNewList"><list><block var="transparency"/></list></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB hex</l></block><script><block s="doReport"><block s="reportJoinWords"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ byte to hex %n"><l></l></custom-block></autolambda><list></list></block><block var="rgb"/></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>red</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="rgb"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>green</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="rgb"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>blue</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="rgb"/></block></block></script></block><block s="doSetVar"><l>hsv</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>false</bool></l><block var="rgb"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSV vector</l></block><script><block s="doReport"><block var="hsv"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>hue</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>saturation (HSV)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>value (brightness)</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsv"/></block></block></script></block><block s="doSetVar"><l>hsl</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>true</bool></l><block var="rgb"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSL vector</l></block><script><block s="doReport"><block var="hsl"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>saturation (HSL)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsl"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>lightness</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsl"/></block></block></script></block><block s="doIfElse"><block s="reportOr"><custom-block s="text %txt contains %txt"><block var="kind"/><l>HSL</l></custom-block><custom-block s="text %txt contains %txt"><block var="kind"/><l>lightness</l></custom-block></block><script><block s="doDeclareVariables"><list><l>fair hue</l><l>fair lightness</l><l>fair saturation (HSL)</l></list><comment w="53.333333333333336" collapsed="true">HSL</comment></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="reportListItem"><l>3</l><block var="hsl"/></block><l>34</l></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>1.96</l></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>8.82353</l></block></block></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>6.94444445</l></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair lightness</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>30.98</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>33.3333333</l><l>30.98</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair lightness</l></block><script><block s="doReport"><block var="fair lightness"/></block></script></block><block s="doSetVar"><l>fair saturation (HSL)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>75.94936</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>75.94936</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSL)</l></block><script><block s="doReport"><block var="fair saturation (HSL)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSL)"/><block var="fair lightness"/></list></block></block></script></block></script><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>18</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair lightness</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>30.98</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>33.3333333</l><l>30.98</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair lightness</l></block><script><block s="doReport"><block var="fair lightness"/></block></script></block><block s="doSetVar"><l>fair saturation (HSL)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>75.94936</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>75.94936</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSL)</l></block><script><block s="doReport"><block var="fair saturation (HSL)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSL)"/><block var="fair lightness"/></list></block></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>5.5</l><comment w="53.333333333333336" collapsed="true">reds</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>0</l></block><block s="reportQuotient"><block s="reportDifference"><l>5.5</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>5.5</l><l>0</l></block></block></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>8.3</l><comment w="90" collapsed="true">early orange</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>18</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>25</l><l>18</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>5.5</l></block><block s="reportDifference"><l>8.3</l><l>5.5</l></block></block></list></block></list></block></block></script><script><block s="doDeclareVariables"><list><l>index</l></list><comment w="144.66666666666666" collapsed="true">center orange and up</comment></block><block s="doSetVar"><l>index</l><l>6</l></block><block s="doUntil"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsl"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsl"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ HSL brights"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ HSL brights"/></block></block></block></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSL)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsl"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair lightness</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsl"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportListItem"><l>3</l><block var="hsl"/></block></list></block></block></script></block></script><comment w="53.333333333333336" collapsed="true">brown</comment></block></script><script><block s="doDeclareVariables"><list><l>fair hue</l><l>fair saturation (HSV)</l><l>fair value (brightness)</l><l>scaled HSV brights</l></list><comment w="53.333333333333336" collapsed="true">HSV</comment></block><block s="doSetVar"><l>scaled HSV brights</l><block s="reportVariadicProduct"><list><l>100</l><block var="✐ HSV brights"/></list></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="reportListItem"><l>3</l><block var="hsv"/></block><l>67</l></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>1.96</l></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>8.82353</l></block></block></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>6.94444445</l><comment w="90" collapsed="true">early brown</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair value (brightness)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>54.51</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>66.666666667</l><l>54.51</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair value (brightness)</l></block><script><block s="doReport"><block var="fair value (brightness)"/></block></script></block><block s="doSetVar"><l>fair saturation (HSV)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>86.33</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>86.33</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSV)</l></block><script><block s="doReport"><block var="fair saturation (HSV)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSV)"/><block var="fair value (brightness)"/></list></block></block></script></block></script><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>18</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair value (brightness)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>54.51</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>66.666666667</l><l>54.51</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair value (brightness)</l></block><script><block s="doReport"><block var="fair value (brightness)"/></block></script></block><block s="doSetVar"><l>fair saturation (HSV)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>86.33</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>86.33</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSV)</l></block><script><block s="doReport"><block var="fair saturation (HSV)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSV)"/><block var="fair value (brightness)"/></list></block></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>5.5</l><comment w="53.333333333333336" collapsed="true">reds</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>0</l></block><block s="reportQuotient"><block s="reportDifference"><l>5.5</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>5.5</l><l>0</l></block></block></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>8.3</l><comment w="53.333333333333336" collapsed="true">orange</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>18</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>25</l><l>18</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>5.5</l></block><block s="reportDifference"><l>8.3</l><l>5.5</l></block></block></list></block></list></block></block></script><script><block s="doDeclareVariables"><list><l>index</l></list><comment w="144.66666666666666" collapsed="true">center orange and up</comment></block><block s="doSetVar"><l>index</l><l>6</l></block><block s="doUntil"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsv"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="scaled HSV brights"/></block></block></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsv"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="scaled HSV brights"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="scaled HSV brights"/></block></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="scaled HSV brights"/></block></block></block></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSV)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair value (brightness)</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportListItem"><l>3</l><block var="hsv"/></block></list></block></block></script></block></script><comment w="53.333333333333336" collapsed="true">brown</comment></block></script><comment w="98.66666666666667" collapsed="true">fair something</comment></block><custom-block s="error %txt"><l>Can&apos;t get here -- please post project and screenshot to forum.</l></custom-block></script></block-definition><block-definition s="✐ current pen color" type="reporter" category="pen"><comment x="0" y="0" w="172.66666666666666" collapsed="false">This block reports the pen color&#xD;(as a color, not as a list of numbers).</comment><header></header><code></code><translations>ca:✐ color de llapis actual&#xD;</translations><inputs></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><custom-block s="RGB color"></custom-block><list><l></l></list></custom-block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reportCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;pt:lança _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="✐ set pen to crayon %&apos;which&apos; %&apos;more&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Sets the pen color &#xD;to one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations>ca:✐ fixa el llapis de color _ _&#xD;</translations><inputs><input type="%s"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 cinnamon #b87333=38&#xD;39 copper #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=54&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;purples={&#xD;90 violet #8000ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doIfElse"><block s="reportIsA"><block var="which"/><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><block var="which"/></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportNotEquals"><block var="color"/><l></l></block><script><block s="doSetVar"><l>✐ last crayon</l><block s="reportListItem"><l>5</l><block var="color"/></block></block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block var="which"/></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block><block s="doSetVar"><l>✐ last crayon</l><block var="which"/></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>crayon</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;ca:fixa el llapis al color r: _ g: _ b: _&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></list></block></script></block-definition><block-definition s="set pen color to h: %&apos;h&apos; s: %&apos;s&apos; v: %&apos;v&apos;" type="command" category="pen"><comment x="0" y="0" w="283.3333333333333" collapsed="false">Takes three inputs for hue, saturation, and value (&quot;brightness&quot;)&#xD;values, each between 0 and 1.  0,0,0 is black; 0,0,1 is white.  0.15,1,1 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual hue, saturation, or value without changing the others, lets you provide a list of three HSV color components, and lets you&#xD;use the very much superior HSL (hue, saturation, lightness)&#xD;color space.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)&#xD;ca:fixa el llapis al color h: _ s: _ v: _&#xD;</translations><inputs><input type="%n">0.3</input><input type="%n">0.7</input><input type="%n">0.6</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_hsv(h, s, v)</l><list><block var="h"/><block var="s"/><block var="v"/></list></block></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><comment x="0" y="0" w="266" collapsed="false">Reports the current pen color as a list of three RGB values in the range 0-255.  The PEN block in this library provides a large set of ways to examine the color.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l></l></list></block></autolambda><list></list></block><block s="reportNewList"><list><l>r</l><l>g</l><l>b</l></list></block></block></block></script></block-definition><block-definition s="HSV color" type="reporter" category="pen"><comment x="0" y="0" w="312" collapsed="false">Reports the current pen color as a list of three HSV values&#xD;in the range 0-1.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>clr_hsv(clr)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block></list></block></block></script></block-definition><block-definition s="✐ hexchar %&apos;nybble&apos;" type="reporter" category="pen"><comment x="0" y="0" w="245.33333333333334" collapsed="false">Takes a value from 0 to 15 and reports&#xD;the corresponding hexadecimal digit.&#xD;&#xD;For internal use of the color library.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportLessThan"><block var="nybble"/><l>10</l></block><block var="nybble"/><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportUnicode"><l>a</l></block><block s="reportDifference"><block var="nybble"/><l>10</l></block></list></block></block></block></block></script></block-definition><block-definition s="✐ subset %&apos;pred&apos; %&apos;data&apos; %&apos;catchtag&apos; %&apos;result&apos; %&apos;set pen?&apos;" type="predicate" category="pen"><comment x="0" y="0" w="228" collapsed="false">Don&apos;t ask.&#xD;Only for internal use by the SET PEN block.</comment><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input><input type="%cmdRing"></input><input type="%upvar"></input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>best match</l></list></block><block s="doSetVar"><l>result</l><block s="reportKeep"><block var="pred"/><block var="data"/></block></block><block s="doIf"><block s="reportListIsEmpty"><block var="result"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><block s="reportListIsEmpty"><block s="reportCDR"><block var="result"/></block></block><script><block s="doSetVar"><l>best match</l><block s="reportListItem"><l>1</l><block var="result"/></block></block><block s="doIfElse"><block var="set pen?"/><script><custom-block s="$brush set pen %s to %s %mult%s"><l>red</l><block s="reportListItem"><l>1</l><block var="best match"/></block><list><l></l></list></custom-block><custom-block s="$brush set pen %s to %s %mult%s"><l>green</l><block s="reportListItem"><l>2</l><block var="best match"/></block><list><l></l></list></custom-block><custom-block s="$brush set pen %s to %s %mult%s"><l>blue</l><block s="reportListItem"><l>3</l><block var="best match"/></block><list><l></l></list></custom-block><block s="doSetVar"><l>✐ last X11</l><block s="reportListItem"><l>4</l><block var="best match"/></block></block><block s="doSetVar"><l>✐ last set as</l><l>X11</l></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script><script><block s="doSetVar"><l>✐ X11 catch</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="best match"/></block></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ dimension names</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last set as</l><l>✐ fair?</l><l>✐ color scale</l><l>✐ HSL</l><l>✐ last crayon</l><l>✐ last X11</l><l>✐ raw HSL</l><l>✐ raw HSV</l><l>✐ X11</l><l>✐ crayon colors</l><l>✐ fair hue table</l><l>✐ colors</l><l>✐ brights</l><l>✐ pivots</l><l>✐ HSV brights</l><l>✐ HSL brights</l><l>✐ HSV colors</l><l>✐ HSL colors</l><l>✐ X11 catch</l><l>✐ dimension names</l><l>✐ dimension dispatch</l></list></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>✐ HSL</l><block s="reportNewList"><list><l>0</l><l>100</l><l>50</l></list></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportNewList"><list><l>0</l><l>100</l><l>50</l></list></block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ X11"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ X11</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>255,250,250,snow&#xD;248,248,255,ghostwhite&#xD;245,245,245,whitesmoke&#xD;220,220,220,gainsboro&#xD;255,250,240,floralwhite&#xD;253,245,230,oldlace&#xD;250,240,230,linen&#xD;250,235,215,antiquewhite&#xD;255,239,213,papayawhip&#xD;255,235,205,blanchedalmond&#xD;255,228,196,bisque&#xD;255,218,185,peachpuff&#xD;255,222,173,navajowhite&#xD;255,228,181,moccasin&#xD;255,248,220,cornsilk&#xD;255,255,240,ivory&#xD;255,250,205,lemonchiffon&#xD;255,245,238,seashell&#xD;240,255,240,honeydew&#xD;245,255,250,mintcream&#xD;240,255,255,azure&#xD;240,248,255,aliceblue&#xD;230,230,250,lavender&#xD;255,240,245,lavenderblush&#xD;255,228,225,mistyrose&#xD;255,255,255,white&#xD;0,0,0,black&#xD;47,79,79,darkslategray&#xD;47,79,79,darkslategrey&#xD;105,105,105,dimgray&#xD;105,105,105,dimgrey&#xD;112,128,144,slategray&#xD;112,128,144,slategrey&#xD;119,136,153,lightslategray&#xD;119,136,153,lightslategrey&#xD;190,190,190,gray(X11)&#xD;190,190,190,grey(X11)&#xD;128,128,128,gray(W3C)&#xD;128,128,128,grey(W3C)&#xD;211,211,211,lightgrey&#xD;211,211,211,lightgray&#xD;25,25,112,midnightblue&#xD;0,0,128,navy&#xD;0,0,128,navyblue&#xD;100,149,237,cornflowerblue&#xD;72,61,139,darkslateblue&#xD;106,90,205,slateblue&#xD;123,104,238,mediumslateblue&#xD;132,112,255,lightslateblue&#xD;0,0,205,mediumblue&#xD;65,105,225,royalblue&#xD;0,0,255,blue&#xD;30,144,255,dodgerblue&#xD;0,191,255,deepskyblue&#xD;135,206,235,skyblue&#xD;135,206,250,lightskyblue&#xD;70,130,180,steelblue&#xD;176,196,222,lightsteelblue&#xD;173,216,230,lightblue&#xD;176,224,230,powderblue&#xD;175,238,238,paleturquoise&#xD;0,206,209,darkturquoise&#xD;72,209,204,mediumturquoise&#xD;64,224,208,turquoise&#xD;0,255,255,cyan&#xD;0,255,255,aqua&#xD;224,255,255,lightcyan&#xD;95,158,160,cadetblue&#xD;102,205,170,mediumaquamarine&#xD;127,255,212,aquamarine&#xD;0,100,0,darkgreen&#xD;85,107,47,darkolivegreen&#xD;143,188,143,darkseagreen&#xD;46,139,87,seagreen&#xD;60,179,113,mediumseagreen&#xD;32,178,170,lightseagreen&#xD;152,251,152,palegreen&#xD;0,255,127,springgreen&#xD;124,252,0,lawngreen&#xD;0,255,0,green(X11)&#xD;0,128,0,green(W3C)&#xD;0,255,0,lime&#xD;127,255,0,chartreuse&#xD;0,250,154,mediumspringgreen&#xD;173,255,47,greenyellow&#xD;50,205,50,limegreen&#xD;154,205,50,yellowgreen&#xD;34,139,34,forestgreen&#xD;107,142,35,olivedrab&#xD;189,183,107,darkkhaki&#xD;240,230,140,khaki&#xD;238,232,170,palegoldenrod&#xD;250,250,210,lightgoldenrodyellow&#xD;255,255,224,lightyellow&#xD;255,255,0,yellow&#xD;255,215,0,gold&#xD;238,221,130,lightgoldenrod&#xD;218,165,32,goldenrod&#xD;184,134,11,darkgoldenrod&#xD;188,143,143,rosybrown&#xD;205,92,92,indianred&#xD;139,69,19,saddlebrown&#xD;160,82,45,sienna&#xD;205,133,63,peru&#xD;222,184,135,burlywood&#xD;245,245,220,beige&#xD;245,222,179,wheat&#xD;244,164,96,sandybrown&#xD;210,180,140,tan&#xD;210,105,30,chocolate&#xD;178,34,34,firebrick&#xD;165,42,42,brown&#xD;233,150,122,darksalmon&#xD;250,128,114,salmon&#xD;255,160,122,lightsalmon&#xD;255,165,0,orange&#xD;255,140,0,darkorange&#xD;255,127,80,coral&#xD;240,128,128,lightcoral&#xD;255,99,71,tomato&#xD;255,69,0,orangered&#xD;255,0,0,red&#xD;255,105,180,hotpink&#xD;255,20,147,deeppink&#xD;255,192,203,pink&#xD;255,182,193,lightpink&#xD;219,112,147,palevioletred&#xD;176,48,96,maroon(X11)&#xD;128,0,0,maroon(W3C)&#xD;199,21,133,mediumvioletred&#xD;208,32,144,violetred&#xD;255,0,255,magenta&#xD;255,0,255,fuchsia&#xD;238,130,238,violet&#xD;221,160,221,plum&#xD;218,112,214,orchid&#xD;186,85,211,mediumorchid&#xD;153,50,204,darkorchid&#xD;148,0,211,darkviolet&#xD;138,43,226,blueviolet&#xD;160,32,240,purple(X11)&#xD;128,0,128,purple(W3C)&#xD;147,112,219,mediumpurple&#xD;216,191,216,thistle&#xD;255,250,250,snow1&#xD;238,233,233,snow2&#xD;205,201,201,snow3&#xD;139,137,137,snow4&#xD;255,245,238,seashell1&#xD;238,229,222,seashell2&#xD;205,197,191,seashell3&#xD;139,134,130,seashell4&#xD;255,239,219,AntiqueWhite1&#xD;238,223,204,AntiqueWhite2&#xD;205,192,176,AntiqueWhite3&#xD;139,131,120,AntiqueWhite4&#xD;255,228,196,bisque1&#xD;238,213,183,bisque2&#xD;205,183,158,bisque3&#xD;139,125,107,bisque4&#xD;255,218,185,PeachPuff1&#xD;238,203,173,PeachPuff2&#xD;205,175,149,PeachPuff3&#xD;139,119,101,PeachPuff4&#xD;255,222,173,NavajoWhite1&#xD;238,207,161,NavajoWhite2&#xD;205,179,139,NavajoWhite3&#xD;139,121,94,NavajoWhite4&#xD;255,250,205,LemonChiffon1&#xD;238,233,191,LemonChiffon2&#xD;205,201,165,LemonChiffon3&#xD;139,137,112,LemonChiffon4&#xD;255,248,220,cornsilk1&#xD;238,232,205,cornsilk2&#xD;205,200,177,cornsilk3&#xD;139,136,120,cornsilk4&#xD;255,255,240,ivory1&#xD;238,238,224,ivory2&#xD;205,205,193,ivory3&#xD;139,139,131,ivory4&#xD;240,255,240,honeydew1&#xD;224,238,224,honeydew2&#xD;193,205,193,honeydew3&#xD;131,139,131,honeydew4&#xD;255,240,245,LavenderBlush1&#xD;238,224,229,LavenderBlush2&#xD;205,193,197,LavenderBlush3&#xD;139,131,134,LavenderBlush4&#xD;255,228,225,MistyRose1&#xD;238,213,210,MistyRose2&#xD;205,183,181,MistyRose3&#xD;139,125,123,MistyRose4&#xD;240,255,255,azure1&#xD;224,238,238,azure2&#xD;193,205,205,azure3&#xD;131,139,139,azure4&#xD;131,111,255,SlateBlue1&#xD;122,103,238,SlateBlue2&#xD;105,89,205,SlateBlue3&#xD;71,60,139,SlateBlue4&#xD;72,118,255,RoyalBlue1&#xD;67,110,238,RoyalBlue2&#xD;58,95,205,RoyalBlue3&#xD;39,64,139,RoyalBlue4&#xD;0,0,255,blue1&#xD;0,0,238,blue2&#xD;0,0,205,blue3&#xD;0,0,139,blue4&#xD;30,144,255,DodgerBlue1&#xD;28,134,238,DodgerBlue2&#xD;24,116,205,DodgerBlue3&#xD;16,78,139,DodgerBlue4&#xD;99,184,255,SteelBlue1&#xD;92,172,238,SteelBlue2&#xD;79,148,205,SteelBlue3&#xD;54,100,139,SteelBlue4&#xD;0,191,255,DeepSkyBlue1&#xD;0,178,238,DeepSkyBlue2&#xD;0,154,205,DeepSkyBlue3&#xD;0,104,139,DeepSkyBlue4&#xD;135,206,255,SkyBlue1&#xD;126,192,238,SkyBlue2&#xD;108,166,205,SkyBlue3&#xD;74,112,139,SkyBlue4&#xD;176,226,255,LightSkyBlue1&#xD;164,211,238,LightSkyBlue2&#xD;141,182,205,LightSkyBlue3&#xD;96,123,139,LightSkyBlue4&#xD;198,226,255,SlateGray1&#xD;185,211,238,SlateGray2&#xD;159,182,205,SlateGray3&#xD;108,123,139,SlateGray4&#xD;202,225,255,LightSteelBlue1&#xD;188,210,238,LightSteelBlue2&#xD;162,181,205,LightSteelBlue3&#xD;110,123,139,LightSteelBlue4&#xD;191,239,255,LightBlue1&#xD;178,223,238,LightBlue2&#xD;154,192,205,LightBlue3&#xD;104,131,139,LightBlue4&#xD;224,255,255,LightCyan1&#xD;209,238,238,LightCyan2&#xD;180,205,205,LightCyan3&#xD;122,139,139,LightCyan4&#xD;187,255,255,PaleTurquoise1&#xD;174,238,238,PaleTurquoise2&#xD;150,205,205,PaleTurquoise3&#xD;102,139,139,PaleTurquoise4&#xD;152,245,255,CadetBlue1&#xD;142,229,238,CadetBlue2&#xD;122,197,205,CadetBlue3&#xD;83,134,139,CadetBlue4&#xD;0,245,255,turquoise1&#xD;0,229,238,turquoise2&#xD;0,197,205,turquoise3&#xD;0,134,139,turquoise4&#xD;0,255,255,cyan1&#xD;0,238,238,cyan2&#xD;0,205,205,cyan3&#xD;0,139,139,cyan4&#xD;151,255,255,DarkSlateGray1&#xD;141,238,238,DarkSlateGray2&#xD;121,205,205,DarkSlateGray3&#xD;82,139,139,DarkSlateGray4&#xD;127,255,212,aquamarine1&#xD;118,238,198,aquamarine2&#xD;102,205,170,aquamarine3&#xD;69,139,116,aquamarine4&#xD;193,255,193,DarkSeaGreen1&#xD;180,238,180,DarkSeaGreen2&#xD;155,205,155,DarkSeaGreen3&#xD;105,139,105,DarkSeaGreen4&#xD;84,255,159,SeaGreen1&#xD;78,238,148,SeaGreen2&#xD;67,205,128,SeaGreen3&#xD;46,139,87,SeaGreen4&#xD;154,255,154,PaleGreen1&#xD;144,238,144,PaleGreen2&#xD;124,205,124,PaleGreen3&#xD;84,139,84,PaleGreen4&#xD;0,255,127,SpringGreen1&#xD;0,238,118,SpringGreen2&#xD;0,205,102,SpringGreen3&#xD;0,139,69,SpringGreen4&#xD;0,255,0,green1&#xD;0,238,0,green2&#xD;0,205,0,green3&#xD;0,139,0,green4&#xD;127,255,0,chartreuse1&#xD;118,238,0,chartreuse2&#xD;102,205,0,chartreuse3&#xD;69,139,0,chartreuse4&#xD;192,255,62,OliveDrab1&#xD;179,238,58,OliveDrab2&#xD;154,205,50,OliveDrab3&#xD;105,139,34,OliveDrab4&#xD;202,255,112,DarkOliveGreen1&#xD;188,238,104,DarkOliveGreen2&#xD;162,205,90,DarkOliveGreen3&#xD;110,139,61,DarkOliveGreen4&#xD;255,246,143,khaki1&#xD;238,230,133,khaki2&#xD;205,198,115,khaki3&#xD;139,134,78,khaki4&#xD;255,236,139,LightGoldenrod1&#xD;238,220,130,LightGoldenrod2&#xD;205,190,112,LightGoldenrod3&#xD;139,129,76,LightGoldenrod4&#xD;255,255,224,LightYellow1&#xD;238,238,209,LightYellow2&#xD;205,205,180,LightYellow3&#xD;139,139,122,LightYellow4&#xD;255,255,0,yellow1&#xD;238,238,0,yellow2&#xD;205,205,0,yellow3&#xD;139,139,0,yellow4&#xD;255,215,0,gold1&#xD;238,201,0,gold2&#xD;205,173,0,gold3&#xD;139,117,0,gold4&#xD;255,193,37,goldenrod1&#xD;238,180,34,goldenrod2&#xD;205,155,29,goldenrod3&#xD;139,105,20,goldenrod4&#xD;255,185,15,DarkGoldenrod1&#xD;238,173,14,DarkGoldenrod2&#xD;205,149,12,DarkGoldenrod3&#xD;139,101,8,DarkGoldenrod4&#xD;255,193,193,RosyBrown1&#xD;238,180,180,RosyBrown2&#xD;205,155,155,RosyBrown3&#xD;139,105,105,RosyBrown4&#xD;255,106,106,IndianRed1&#xD;238,99,99,IndianRed2&#xD;205,85,85,IndianRed3&#xD;139,58,58,IndianRed4&#xD;255,130,71,sienna1&#xD;238,121,66,sienna2&#xD;205,104,57,sienna3&#xD;139,71,38,sienna4&#xD;255,211,155,burlywood1&#xD;238,197,145,burlywood2&#xD;205,170,125,burlywood3&#xD;139,115,85,burlywood4&#xD;255,231,186,wheat1&#xD;238,216,174,wheat2&#xD;205,186,150,wheat3&#xD;139,126,102,wheat4&#xD;255,165,79,tan1&#xD;238,154,73,tan2&#xD;205,133,63,tan3&#xD;139,90,43,tan4&#xD;255,127,36,chocolate1&#xD;238,118,33,chocolate2&#xD;205,102,29,chocolate3&#xD;139,69,19,chocolate4&#xD;255,48,48,firebrick1&#xD;238,44,44,firebrick2&#xD;205,38,38,firebrick3&#xD;139,26,26,firebrick4&#xD;255,64,64,brown1&#xD;238,59,59,brown2&#xD;205,51,51,brown3&#xD;139,35,35,brown4&#xD;255,140,105,salmon1&#xD;238,130,98,salmon2&#xD;205,112,84,salmon3&#xD;139,76,57,salmon4&#xD;255,160,122,LightSalmon1&#xD;238,149,114,LightSalmon2&#xD;205,129,98,LightSalmon3&#xD;139,87,66,LightSalmon4&#xD;255,165,0,orange1&#xD;238,154,0,orange2&#xD;205,133,0,orange3&#xD;139,90,0,orange4&#xD;255,127,0,DarkOrange1&#xD;238,118,0,DarkOrange2&#xD;205,102,0,DarkOrange3&#xD;139,69,0,DarkOrange4&#xD;255,114,86,coral1&#xD;238,106,80,coral2&#xD;205,91,69,coral3&#xD;139,62,47,coral4&#xD;255,99,71,tomato1&#xD;238,92,66,tomato2&#xD;205,79,57,tomato3&#xD;139,54,38,tomato4&#xD;255,69,0,OrangeRed1&#xD;238,64,0,OrangeRed2&#xD;205,55,0,OrangeRed3&#xD;139,37,0,OrangeRed4&#xD;255,0,0,red1&#xD;238,0,0,red2&#xD;205,0,0,red3&#xD;139,0,0,red4&#xD;255,20,147,DeepPink1&#xD;238,18,137,DeepPink2&#xD;205,16,118,DeepPink3&#xD;139,10,80,DeepPink4&#xD;255,110,180,HotPink1&#xD;238,106,167,HotPink2&#xD;205,96,144,HotPink3&#xD;139,58,98,HotPink4&#xD;255,181,197,pink1&#xD;238,169,184,pink2&#xD;205,145,158,pink3&#xD;139,99,108,pink4&#xD;255,174,185,LightPink1&#xD;238,162,173,LightPink2&#xD;205,140,149,LightPink3&#xD;139,95,101,LightPink4&#xD;255,130,171,PaleVioletRed1&#xD;238,121,159,PaleVioletRed2&#xD;205,104,137,PaleVioletRed3&#xD;139,71,93,PaleVioletRed4&#xD;255,52,179,maroon1&#xD;238,48,167,maroon2&#xD;205,41,144,maroon3&#xD;139,28,98,maroon4&#xD;255,62,150,VioletRed1&#xD;238,58,140,VioletRed2&#xD;205,50,120,VioletRed3&#xD;139,34,82,VioletRed4&#xD;255,0,255,magenta1&#xD;238,0,238,magenta2&#xD;205,0,205,magenta3&#xD;139,0,139,magenta4&#xD;255,131,250,orchid1&#xD;238,122,233,orchid2&#xD;205,105,201,orchid3&#xD;139,71,137,orchid4&#xD;255,187,255,plum1&#xD;238,174,238,plum2&#xD;205,150,205,plum3&#xD;139,102,139,plum4&#xD;224,102,255,MediumOrchid1&#xD;209,95,238,MediumOrchid2&#xD;180,82,205,MediumOrchid3&#xD;122,55,139,MediumOrchid4&#xD;191,62,255,DarkOrchid1&#xD;178,58,238,DarkOrchid2&#xD;154,50,205,DarkOrchid3&#xD;104,34,139,DarkOrchid4&#xD;155,48,255,purple1&#xD;145,44,238,purple2&#xD;125,38,205,purple3&#xD;85,26,139,purple4&#xD;171,130,255,MediumPurple1&#xD;159,121,238,MediumPurple2&#xD;137,104,205,MediumPurple3&#xD;93,71,139,MediumPurple4&#xD;255,225,255,thistle1&#xD;238,210,238,thistle2&#xD;205,181,205,thistle3&#xD;139,123,139,thistle4&#xD;0,0,0,gray0&#xD;0,0,0,grey0&#xD;3,3,3,gray1&#xD;3,3,3,grey1&#xD;5,5,5,gray2&#xD;5,5,5,grey2&#xD;8,8,8,gray3&#xD;8,8,8,grey3&#xD;10,10,10,gray4&#xD;10,10,10,grey4&#xD;13,13,13,gray5&#xD;13,13,13,grey5&#xD;15,15,15,gray6&#xD;15,15,15,grey6&#xD;18,18,18,gray7&#xD;18,18,18,grey7&#xD;20,20,20,gray8&#xD;20,20,20,grey8&#xD;23,23,23,gray9&#xD;23,23,23,grey9&#xD;26,26,26,gray10&#xD;26,26,26,grey10&#xD;28,28,28,gray11&#xD;28,28,28,grey11&#xD;31,31,31,gray12&#xD;31,31,31,grey12&#xD;33,33,33,gray13&#xD;33,33,33,grey13&#xD;36,36,36,gray14&#xD;36,36,36,grey14&#xD;38,38,38,gray15&#xD;38,38,38,grey15&#xD;41,41,41,gray16&#xD;41,41,41,grey16&#xD;43,43,43,gray17&#xD;43,43,43,grey17&#xD;46,46,46,gray18&#xD;46,46,46,grey18&#xD;48,48,48,gray19&#xD;48,48,48,grey19&#xD;51,51,51,gray20&#xD;51,51,51,grey20&#xD;54,54,54,gray21&#xD;54,54,54,grey21&#xD;56,56,56,gray22&#xD;56,56,56,grey22&#xD;59,59,59,gray23&#xD;59,59,59,grey23&#xD;61,61,61,gray24&#xD;61,61,61,grey24&#xD;64,64,64,gray25&#xD;64,64,64,grey25&#xD;66,66,66,gray26&#xD;66,66,66,grey26&#xD;69,69,69,gray27&#xD;69,69,69,grey27&#xD;71,71,71,gray28&#xD;71,71,71,grey28&#xD;74,74,74,gray29&#xD;74,74,74,grey29&#xD;77,77,77,gray30&#xD;77,77,77,grey30&#xD;79,79,79,gray31&#xD;79,79,79,grey31&#xD;82,82,82,gray32&#xD;82,82,82,grey32&#xD;84,84,84,gray33&#xD;84,84,84,grey33&#xD;87,87,87,gray34&#xD;87,87,87,grey34&#xD;89,89,89,gray35&#xD;89,89,89,grey35&#xD;92,92,92,gray36&#xD;92,92,92,grey36&#xD;94,94,94,gray37&#xD;94,94,94,grey37&#xD;97,97,97,gray38&#xD;97,97,97,grey38&#xD;99,99,99,gray39&#xD;99,99,99,grey39&#xD;102,102,102,gray40&#xD;102,102,102,grey40&#xD;105,105,105,gray41&#xD;105,105,105,grey41&#xD;107,107,107,gray42&#xD;107,107,107,grey42&#xD;110,110,110,gray43&#xD;110,110,110,grey43&#xD;112,112,112,gray44&#xD;112,112,112,grey44&#xD;115,115,115,gray45&#xD;115,115,115,grey45&#xD;117,117,117,gray46&#xD;117,117,117,grey46&#xD;120,120,120,gray47&#xD;120,120,120,grey47&#xD;122,122,122,gray48&#xD;122,122,122,grey48&#xD;125,125,125,gray49&#xD;125,125,125,grey49&#xD;127,127,127,gray50&#xD;127,127,127,grey50&#xD;130,130,130,gray51&#xD;130,130,130,grey51&#xD;133,133,133,gray52&#xD;133,133,133,grey52&#xD;135,135,135,gray53&#xD;135,135,135,grey53&#xD;138,138,138,gray54&#xD;138,138,138,grey54&#xD;140,140,140,gray55&#xD;140,140,140,grey55&#xD;143,143,143,gray56&#xD;143,143,143,grey56&#xD;145,145,145,gray57&#xD;145,145,145,grey57&#xD;148,148,148,gray58&#xD;148,148,148,grey58&#xD;150,150,150,gray59&#xD;150,150,150,grey59&#xD;153,153,153,gray60&#xD;153,153,153,grey60&#xD;156,156,156,gray61&#xD;156,156,156,grey61&#xD;158,158,158,gray62&#xD;158,158,158,grey62&#xD;161,161,161,gray63&#xD;161,161,161,grey63&#xD;163,163,163,gray64&#xD;163,163,163,grey64&#xD;166,166,166,gray65&#xD;166,166,166,grey65&#xD;168,168,168,gray66&#xD;168,168,168,grey66&#xD;171,171,171,gray67&#xD;171,171,171,grey67&#xD;173,173,173,gray68&#xD;173,173,173,grey68&#xD;176,176,176,gray69&#xD;176,176,176,grey69&#xD;179,179,179,gray70&#xD;179,179,179,grey70&#xD;181,181,181,gray71&#xD;181,181,181,grey71&#xD;184,184,184,gray72&#xD;184,184,184,grey72&#xD;186,186,186,gray73&#xD;186,186,186,grey73&#xD;189,189,189,gray74&#xD;189,189,189,grey74&#xD;191,191,191,gray75&#xD;191,191,191,grey75&#xD;194,194,194,gray76&#xD;194,194,194,grey76&#xD;196,196,196,gray77&#xD;196,196,196,grey77&#xD;199,199,199,gray78&#xD;199,199,199,grey78&#xD;201,201,201,gray79&#xD;201,201,201,grey79&#xD;204,204,204,gray80&#xD;204,204,204,grey80&#xD;207,207,207,gray81&#xD;207,207,207,grey81&#xD;209,209,209,gray82&#xD;209,209,209,grey82&#xD;212,212,212,gray83&#xD;212,212,212,grey83&#xD;214,214,214,gray84&#xD;214,214,214,grey84&#xD;217,217,217,gray85&#xD;217,217,217,grey85&#xD;219,219,219,gray86&#xD;219,219,219,grey86&#xD;222,222,222,gray87&#xD;222,222,222,grey87&#xD;224,224,224,gray88&#xD;224,224,224,grey88&#xD;227,227,227,gray89&#xD;227,227,227,grey89&#xD;229,229,229,gray90&#xD;229,229,229,grey90&#xD;232,232,232,gray91&#xD;232,232,232,grey91&#xD;235,235,235,gray92&#xD;235,235,235,grey92&#xD;237,237,237,gray93&#xD;237,237,237,grey93&#xD;240,240,240,gray94&#xD;240,240,240,grey94&#xD;242,242,242,gray95&#xD;242,242,242,grey95&#xD;245,245,245,gray96&#xD;245,245,245,grey96&#xD;247,247,247,gray97&#xD;247,247,247,grey97&#xD;250,250,250,gray98&#xD;250,250,250,grey98&#xD;252,252,252,gray99&#xD;252,252,252,grey99&#xD;255,255,255,gray100&#xD;255,255,255,grey100&#xD;169,169,169,darkgrey&#xD;169,169,169,darkgray&#xD;0,0,139,darkblue&#xD;0,139,139,darkcyan&#xD;139,0,139,darkmagenta&#xD;139,0,0,darkred&#xD;144,238,144,lightgreen</l></custom-block><l><option>csv</option></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ crayon colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ crayon colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0,black,0&#xD;18,18,18,gray7,1&#xD;36,36,36,gray14,2&#xD;54,54,54,gray21,3&#xD;72,72,72,gray28,4&#xD;92,92,92,gray36,5&#xD;109,109,109,gray43,6&#xD;127,127,127,gray50,7&#xD;145,145,145,gray57,8&#xD;163,163,163,gray64,9&#xD;181,181,181,gray71,10&#xD;200,200,200,gray78,11&#xD;218,218,218,gray85,12&#xD;236,236,236,gray92,13&#xD;255,255,255,white,14&#xD;255,20,147,deep pink,15&#xD;255,105,180,hot pink,16&#xD;255,0,127,bright pink,17&#xD;227,11,93,raspberry,18&#xD;229,43,80,amaranth,19&#xD;255,0,0,red,20&#xD;144,0,32,burgundy,21&#xD;153,0,0,cherry,22&#xD;164,0,0,dark candy apple red,23&#xD;192,0,0,sanguine,24&#xD;128,0,0,maroon,25&#xD;201,0,22,crimson,26&#xD;217,77,17,Lists,27&#xD;255,8,0,candy apple red,28&#xD;255,56,0,coquelicot,29&#xD;139,69,19,saddle brown,30&#xD;123,63,0,chocolate,31&#xD;107,68,35,kobicha,32&#xD;112,66,20,sepia,33&#xD;149,69,53,chestnut,34&#xD;101,67,33,dark brown,35&#xD;150,75,0,brown,36&#xD;153,101,21,golden brown,37&#xD;184,115,51,cinnamon,38&#xD;210,105,30,copper,39&#xD;255,127,0,orange,40&#xD;255,88,0,Pantone orange,41&#xD;255,117,24,pumpkin,42&#xD;243,118,29,Variables,43&#xD;232,97,0,Spanish orange,44&#xD;204,85,0,burnt orange,45&#xD;203,65,11,sinopia,46&#xD;204,119,34,ochre,47&#xD;237,145,33,carrot,48&#xD;242,133,0,tangerine,49&#xD;255,255,0,yellow,50&#xD;230,168,34,Control,51&#xD;184,134,11,dark goldenrod,52&#xD;218,165,32,goldenrod,53&#xD;244,196,48,saffron,54&#xD;236,213,64,sandstorm,55&#xD;255,219,88,mustard,56&#xD;255,215,0,gold,57&#xD;254,227,62,egg yolk,58&#xD;251,225,8,rubber duck,59&#xD;0,255,0,lime,60&#xD;141,182,0,apple green,61&#xD;98,194,19,Operators,62&#xD;34,139,34,forest green,63&#xD;0,128,0,green,64&#xD;0,100,0,dark green,65&#xD;3,192,60,dark pastel green,66&#xD;80,200,120,emerald,67&#xD;62,180,137,mint,68&#xD;0,161,120,Pen,69&#xD;0,255,255,aqua,70&#xD;0,139,139,dark cyan,71&#xD;0,123,167,cerulean,72&#xD;113,166,210,iceberg,73&#xD;4,148,220,Sensing,74&#xD;0,128,128,teal,75&#xD;135,206,250,light sky blue,76&#xD;0,191,255,deep sky blue,77&#xD;30,144,255,dodger blue,78&#xD;0,127,255,azure,79&#xD;0,0,255,blue,80&#xD;25,25,112,midnight blue,81&#xD;0,51,153,dark powder blue,82&#xD;0,71,171,cobalt,83&#xD;21,96,189,denim,84&#xD;0,0,128,navy blue,85&#xD;70,130,180,steel blue,86&#xD;74,108,212,Motion,87&#xD;100,149,237,cornflower,88&#xD;106,90,205,slate blue,89&#xD;128,0,255,violet,90&#xD;143,86,227,Looks,91&#xD;111,45,168,grape,92&#xD;75,0,130,indigo,93&#xD;160,32,240,x11 purple,94&#xD;255,0,255,magenta,95&#xD;153,50,204,dark orchid,96&#xD;207,74,217,Sound,97&#xD;127,0,127,purple,98&#xD;139,0,139,dark 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s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l></list></block><block s="reportNewList"><list><l>192</l><l>192</l><l>192</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>85</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>70</l><l>5</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>140</l><l>60</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>30</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>50</l><l>50</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>80</l><l>0</l><l>90</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ brights</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>170</l><l>20</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>170</l><l>90</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>160</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>190</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>240</l><l>200</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>127</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>60</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ pivots"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ pivots</l><block s="reportNewList"><list><l>0</l><l>5.8</l><l>12.5</l><l>18</l><l>25</l><l>30.5</l><l>37.5</l><l>44.5</l><l>50</l><l>59</l><l>62.5</l><l>69</l><l>75</l><l>79.25</l><l>87.5</l><l>93.75</l><l>97</l><l>100</l></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSV brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSV brights</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,1,1&#xD;0.0196078431372549,1,0.6666666666666666&#xD;0.06944444444444443,0.8633093525179856,0.5450980392156862&#xD;0.08823529411764708,1,0.6666666666666666&#xD;0.08300653594771241,1,1&#xD;0.10457516339869281,1,1&#xD;0.16666666666666666,1,1&#xD;0.20915032679738563,1,1&#xD;0.3333333333333333,1,1&#xD;0.47222222222222227,1,0.9411764705882353&#xD;0.5,1,1&#xD;0.5836601307189543,1,1&#xD;0.6666666666666666,1,1&#xD;0.7058823529411765,1,1&#xD;0.7503267973856209,1,1&#xD;0.8333333333333334,1,1&#xD;0.9581699346405229,1,1&#xD;1,1,1</l></custom-block><l><option>csv</option></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSL brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSL brights</l><block s="reportTextSplit"><custom-block s="multiline 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%mlt"><l>0,0,0&#xD;0,0,50.19607843137255&#xD;0,0,75.29411764705883&#xD;0,0,100&#xD;0,100,50&#xD;0,100,16.666666666666664&#xD;6.944444444444444,75.94936708860757,30.980392156862745&#xD;1.1904761904761905,100,13.725490196078432&#xD;8.30065359477124,100,50&#xD;7.142857142857142,100,27.450980392156865&#xD;16.666666666666664,100,50&#xD;13.596491228070173,100,22.35294117647059&#xD;33.33333333333333,100,50&#xD;33.33333333333333,100,5.88235294117647&#xD;50,100,50&#xD;50,100,9.803921568627452&#xD;66.66666666666666,100,50&#xD;66.66666666666666,100,12.549019607843137&#xD;81.4814814814815,100,17.647058823529413&#xD;83.33333333333334,100,50&#xD;0,0,0</l></custom-block><l><option>csv</option></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ dimension names"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ dimension names</l><block s="reportNewList"><list><l>color</l><l>color number</l><l>crayon</l><l>fair hue</l><l>size</l><l>transparency</l><l>X11/W3C name</l><l>fair saturation (HSL)</l><l>fair lightness</l><l>fair HSL vector</l><l>fair saturation (HSV)</l><l>fair value (brightness)</l><l>fair HSV vector</l><l>hue</l><l>saturation (HSL)</l><l>lightness</l><l>HSL vector</l><l>saturation (HSV)</l><l>value (brightness)</l><l>HSV vector</l><l>red</l><l>green</l><l>blue</l><l>RGB(A) vector</l><l>RGB(A) hex</l></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ dimension dispatch"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ dimension dispatch</l><block s="reportNewList"><list><block s="reifyScript"><script><custom-block s="✐ set pen to color %obj %l"><l/><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to color number %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to crayon %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair hue %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen size to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen transparency to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to X11 name %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair lightness %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair HSL vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair value (brightness) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair HSV vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to hue %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSL saturation %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to lightness %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSL vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen saturation (HSV) to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen value (brightness) to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSV vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen red to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen green to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen blue to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to RGB vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to RGB hex %s %l"><l></l><l/></custom-block></script><list></list></block></list></block></block></script></block></script><scripts><script x="327.1142578125" y="21806.466666666656"><block s="reportTextSplit"><custom-block s="multiline %mlt"><l></l></custom-block><l><option>csv</option></l></block></script></scripts></block-definition><block-definition s="✐ crayon number of color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>table entry</l></list></block><block s="doSetVar"><l>table entry</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportAnd"><block s="reportIsA"><block var="color"/><l><option>costume</option></l></block><block s="reportEquals"><custom-block s="✐ RGB from color %s"><block var="color"/></custom-block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><l/></block></block></block><block s="reportEquals"><block var="color"/><block s="reportListItem"><l>4</l><l/></block></block></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIf"><block s="reportIsA"><block var="table entry"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListItem"><l>5</l><block var="table entry"/></block></block></script></block><block s="doReport"><l>not a crayon</l></block></script></block-definition><block-definition s="✐ RGB from color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="color"/><l><option>list</option></l></block><script><block s="doReport"><block var="color"/></block></script><script><block s="doReport"><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="color"/></block></block></block></block></script></block></script></block-definition><block-definition s="✐ X11 name of color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>table entry</l></list></block><block s="doSetVar"><l>table entry</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportAnd"><block s="reportIsA"><block var="color"/><l><option>costume</option></l></block><block s="reportEquals"><custom-block s="✐ RGB from color %s"><block var="color"/></custom-block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><l/></block></block></block><block s="reportEquals"><block var="color"/><block s="reportListItem"><l>4</l><l/></block></block></block></autolambda><list></list></block><block var="✐ X11"/></block></block><block s="doIf"><block s="reportIsA"><block var="table entry"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListItem"><l>4</l><block var="table entry"/></block></block></script></block><block s="doReport"><l>not an X11 color</l></block></script></block-definition><block-definition s="✐ make fair hue table" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>hues</l><l>fair hues</l><l>hue table index</l><l>fair hue ceiling</l><l>bottom hue</l></list></block><block s="doSetVar"><l>hues</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block><block s="doFor"><l>fairhue10</l><l>1</l><l>1000</l><script><custom-block s="$brush set pen %s to %s %mult%s"><l>fair hue</l><block s="reportQuotient"><block var="fairhue10"/><l>10</l></block><list><l></l></list></custom-block><block s="doIf"><block s="reportGreaterThanOrEquals"><block s="reportVariadicProduct"><list><l>10</l><block s="getPenAttribute"><l><option>hue</option></l></block></list></block><block s="reportListItem"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="hues"/></block></block></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportVariadicProduct"><list><l>10</l><block s="getPenAttribute"><l><option>hue</option></l></block></list></block><block var="fairhue10"/></list></block><block var="hues"/></block></script></block></script></block><block s="doReplaceInList"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="hues"/></block><l>1000</l></block><block s="doSetVar"><l>hues</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportCONS"><block s="reportNumbers"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="hues"/></block></block><block s="reportListAttribute"><l><option>columns</option></l><block var="hues"/></block></block></block></block><block s="doSetVar"><l>fair hues</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block><block s="doFor"><l>hue10</l><l>1</l><l>1000</l><script><block s="doSetVar"><l>fair hue ceiling</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>2</l><l/></block><block var="hue10"/></block></autolambda><list></list></block><block var="hues"/></block></block><block s="doSetVar"><l>bottom hue</l><block s="reportListItem"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="fair hue ceiling"/></block><l>1</l></block><block var="hues"/></block></block><block s="doAddToList"><block s="reportNewList"><list><block var="hue10"/><block s="reportVariadicSum"><list><block s="reportListItem"><l>3</l><block var="bottom hue"/></block><block s="reportQuotient"><block s="reportDifference"><block var="hue10"/><block s="reportListItem"><l>2</l><block var="bottom hue"/></block></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="fair hue ceiling"/></block><block s="reportListItem"><l>2</l><block var="bottom hue"/></block></block></block></list></block></list></block><block var="fair hues"/></block></script></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><l><option>last</option></l><block var="fair hues"/></block><l>1000</l></block><block s="doSetVar"><l>✐ fair hue table</l><block s="reportQuotient"><block var="fair hues"/><l>10</l></block></block></script></block-definition><block-definition s="✐ include transparency %&apos;rgb&apos; %&apos;transparency&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="transparency"/><l><option>number</option></l></block><script><block s="doSetVar"><l>transparency</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block var="transparency"/></block><l>255</l></list></block><l>100</l></block></block></script><script><block s="doSetVar"><l>transparency</l><l>255</l></block></script></block><block s="doReport"><block s="reportNewCostume"><block s="reportNewList"><list><block s="reportConcatenatedLists"><list><block var="rgb"/><block s="reportNewList"><list><block var="transparency"/></list></block></list></block></list></block><l>1</l><l>1</l></block></block></script></block-definition><block-definition s="✐ extract rgba values %&apos;value&apos; %&apos;transparency&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>red</l><l>green</l><l>blue</l></list></block><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>costume</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="value"/></block></block></block></script></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>number</option></l></block><script><block s="doSetVar"><l>red</l><block s="reportListItem"><l>1</l><block var="value"/></block></block><block s="doSetVar"><l>green</l><block s="reportListItem"><l>2</l><block var="value"/></block></block><block s="doSetVar"><l>blue</l><block s="reportListItem"><l>3</l><block var="value"/></block></block><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><script><block s="doSetVar"><l>red</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doSetVar"><l>green</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doSetVar"><l>blue</l><block s="reportListItem"><l>3</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="value"/></block></block><l>3</l></block><script><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>4</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block></script><script><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>2</l><block var="value"/></block></block></script></block></script></block><block s="doReport"><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block></block></script></block-definition><block-definition s="✐ RGB from HSV %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>hue</l><l>saturation</l><l>value</l><l>chroma</l><l>hue prime</l><l>2nd largest component</l><l>red</l><l>green</l><l>blue</l><l>smallest component</l><l>rgb</l></list></block><block s="doSetVar"><l>hue</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><l>360</l></list></block><l>100</l></block></block><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>2</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>value</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>3</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>chroma</l><block s="reportVariadicProduct"><list><block var="value"/><block var="saturation"/></list></block></block><block s="doSetVar"><l>hue prime</l><block s="reportQuotient"><block var="hue"/><l>60</l></block></block><block s="doSetVar"><l>2nd largest component</l><block s="reportVariadicProduct"><list><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportModulus"><block var="hue prime"/><l>2</l></block><l>1</l></block></block></block></list></block></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>1</l></block><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>2</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>3</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>4</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>5</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script></block></script></block></script></block></script></block></script></block><block s="doSetVar"><l>smallest component</l><block s="reportDifference"><block var="value"/><block var="chroma"/></block></block><block s="doSetVar"><l>rgb</l><block s="reportVariadicSum"><list><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block><block var="smallest component"/></list></block></block><block s="doReport"><block s="reportVariadicProduct"><list><block var="rgb"/><l>255</l></list></block></block></script></block-definition><block-definition s="✐ RGB from HSL %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>hue</l><l>saturation</l><l>lightness</l><l>chroma</l><l>hue prime</l><l>2nd largest component</l><l>red</l><l>green</l><l>blue</l><l>smallest component</l><l>rgb</l></list></block><block s="doSetVar"><l>hue</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><l>360</l></list></block><l>100</l></block></block><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>2</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>lightness</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>3</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>chroma</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="lightness"/></list></block><l>1</l></block></block></block><block var="saturation"/></list></block></block><block s="doSetVar"><l>hue prime</l><block s="reportQuotient"><block var="hue"/><l>60</l></block></block><block s="doSetVar"><l>2nd largest component</l><block s="reportVariadicProduct"><list><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportModulus"><block var="hue prime"/><l>2</l></block><l>1</l></block></block></block></list></block></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>1</l></block><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>2</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>3</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>4</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>5</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script></block></script></block></script></block></script></block></script></block><block s="doSetVar"><l>smallest component</l><block s="reportDifference"><block var="lightness"/><block s="reportQuotient"><block var="chroma"/><l>2</l></block></block></block><block s="doSetVar"><l>rgb</l><block s="reportVariadicSum"><list><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block><block var="smallest component"/></list></block></block><block s="doReport"><block s="reportVariadicProduct"><list><block var="rgb"/><l>255</l></list></block></block></script></block-definition><block-definition s="✐ color number near color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l><l>hue</l><l>saturation</l><l>lightness</l><l>hsl</l></list></block><block s="doSetVar"><l>color</l><custom-block s="✐ extract rgba values %l %upvar"><block var="color"/><l>transparency</l></custom-block></block><block s="doSetVar"><l>hsl</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>true</bool></l><block var="color"/></custom-block></block><block s="doSetVar"><l>hue</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="doSetVar"><l>saturation</l><block s="reportListItem"><l>2</l><block var="hsl"/></block></block><block s="doSetVar"><l>lightness</l><block s="reportListItem"><l>3</l><block var="hsl"/></block></block><block s="doIf"><block s="reportLessThan"><block var="saturation"/><l>25</l><comment w="107.33333333333333" collapsed="true">Nearly grayscale.</comment></block><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="lightness"/><l>50</l></block><script><block s="doReport"><block s="reportQuotient"><block var="lightness"/><l>10</l></block></block></script><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><l>5</l><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><l>50</l></block><l>5</l></block></list></block><block s="reportQuotient"><l>14</l><l>15</l></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>2</l><comment w="70.66666666666667" collapsed="true">Red family</comment></block><script><block s="doIfElse"><block s="reportGreaterThanOrEquals"><block var="lightness"/><l>50</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>14</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="lightness"/></block><block s="reportDifference"><l>100</l><l>50</l></block></block><l>6</l></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportGreaterThanOrEquals"><block var="lightness"/><l>16.6</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>20</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><block s="reportDifference"><l>50</l><l>16.6</l></block></block><l>5</l></list></block></list></block></block></script><script><block s="doReport"><l>25</l></block></script></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>8.7</l><comment w="137.33333333333334" collapsed="true">Brown/orange family</comment></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportDifference"><block var="lightness"/><block s="reportDifference"><l>100</l><block var="saturation"/></block></block><l>15</l><comment w="62" collapsed="true">brown</comment></block><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><l>0.9</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>25</l><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="saturation"/></block><l>5.75</l></block></list></block></block></script><script><block s="doReport"><block s="reportDifference"><l>35</l><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="saturation"/></block><l>5.75</l></block></block></block></script></block></script><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>40</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>7</l><l>14</l><l>28</l></custom-block></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>17</l><comment w="75.33333333333333" collapsed="true">yellow</comment></block><script><block s="doIf"><block s="reportLessThan"><block s="reportCombine"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="color"/><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block></block></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><l>45</l></block><script><block s="doReport"><l>54.7</l></block></script></block><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>50</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>14</l><l>27.75</l><l>22.3</l></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>34</l><comment w="75.33333333333333" collapsed="true">green</comment></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>60</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>32</l><l>20</l><l>6</l></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>52</l></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>70</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>49</l><l>6</l><l>10</l></custom-block></block></script><comment w="75.33333333333333" collapsed="true">cyan</comment></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>67</l><comment w="74" collapsed="true">blue</comment></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>80</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>64</l><l>10</l><l>13</l></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>83.33333333</l><comment w="74" collapsed="true">purple</comment></block><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><l>81.5</l></block><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><l>82</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>85</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="hue"/><l>66.666</l></block><block s="reportDifference"><l>81.48</l><l>66.666</l></block></block><l>5</l></list></block></list></block></block></script><script><block s="doReport"><l>90</l></block></script></block></script><script><block s="doReport"><block s="reportDifference"><l>95</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><block s="reportDifference"><l>50</l><l>17.6</l></block></block><l>5</l></list></block></block></block></script></block></script></block><block s="doReport"><block s="reportVariadicSum"><list><l>95</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><l>50</l></block><l>5</l></list></block></list><comment w="90" collapsed="true">left of black</comment></block></block></script></block-definition><block-definition s="✐ HSL/HSV (hsl? %&apos;HSL?&apos; ) from RGB %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%b">false</input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>red</l><l>green</l><l>blue</l><l>max</l><l>min</l><l>chroma</l><l>hue</l><l>value</l><l>lightness</l><l>saturation</l></list></block><block s="doSetVar"><l>red</l><block s="reportQuotient"><block s="reportListItem"><l>1</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>green</l><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>blue</l><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>color</l><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block></block><block s="doSetVar"><l>max</l><block s="reportCombine"><block var="color"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>min</l><block s="reportCombine"><block var="color"/><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>chroma</l><block s="reportDifference"><block var="max"/><block var="min"/></block></block><block s="doIfElse"><block s="reportEquals"><block var="chroma"/><l>0</l></block><script><block s="doSetVar"><l>hue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="max"/><block var="red"/></block><script><block s="doSetVar"><l>hue</l><block s="reportModulus"><block s="reportQuotient"><block s="reportDifference"><block var="green"/><block var="blue"/></block><block var="chroma"/></block><l>6</l></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="max"/><block var="green"/></block><script><block s="doSetVar"><l>hue</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportDifference"><block var="blue"/><block var="red"/></block><block var="chroma"/></block><l>2</l></list></block></block></script><script><block s="doSetVar"><l>hue</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportDifference"><block var="red"/><block var="green"/></block><block var="chroma"/></block><l>4</l></list></block></block></script></block></script></block></script></block><block s="doSetVar"><l>hue</l><block s="reportVariadicProduct"><list><l>60</l><block var="hue"/></list></block></block><block s="doIfElse"><block var="HSL?"/><script><block s="doSetVar"><l>lightness</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="max"/><block var="min"/></list></block><l>2</l></block></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="lightness"/><l>0</l></block><block s="reportEquals"><block var="lightness"/><l>1</l></block></block><script><block s="doSetVar"><l>saturation</l><l>0</l></block></script><script><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="lightness"/></list></block><l>1</l></block></block></block></block></block></script></block><block s="doReport"><block s="reportNewList"><list><block s="reportQuotient"><block var="hue"/><l>3.6</l></block><block s="reportVariadicProduct"><list><l>100</l><block var="saturation"/></list></block><block s="reportVariadicProduct"><list><l>100</l><block var="lightness"/></list></block></list></block></block></script><script><block s="doSetVar"><l>value</l><block var="max"/></block><block s="doIfElse"><block s="reportEquals"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>saturation</l><l>0</l></block></script><script><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block var="chroma"/><block var="value"/></block></block></script></block><block s="doReport"><block s="reportNewList"><list><block s="reportQuotient"><block var="hue"/><l>3.6</l></block><block s="reportVariadicProduct"><list><l>100</l><block var="saturation"/></list></block><block s="reportVariadicProduct"><list><l>100</l><block var="value"/></list></block></list></block></block></script></block></script></block-definition><block-definition s="✐ color number in %&apos;family&apos; family, from H: %&apos;hue&apos; S: %&apos;saturation&apos; L: %&apos;lightness&apos; $nl rising hue: %&apos;max hue&apos; $nl rising min lightness: %&apos;rise&apos; falling min lightness: %&apos;fall&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><block var="max hue"/></block><script><block s="doIfElse"><block s="reportLessThan"><block var="lightness"/><block var="rise"/></block><script><block s="doReport"><block s="reportDifference"><block var="family"/><l>5</l></block></block></script><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="family"/><l>5</l></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><block var="rise"/></block><block s="reportDifference"><l>50</l><block var="rise"/></block></block><l>5</l></list></block></list></block></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block var="lightness"/><block var="fall"/></block><script><block s="doReport"><block s="reportVariadicSum"><list><block var="family"/><l>5</l></list></block></block></script><script><block s="doReport"><block s="reportDifference"><block s="reportVariadicSum"><list><block var="family"/><l>5</l></list></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><block var="fall"/></block><block s="reportDifference"><l>50</l><block var="fall"/></block></block><l>5</l></list></block></block></block></script></block></script></block></script></block-definition><block-definition s="✐ byte to hex %&apos;byte&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><custom-block s="✐ nybble to hex %n"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="byte"/><l>16</l></block></block></custom-block><custom-block s="✐ nybble to hex %n"><block s="reportModulus"><block var="byte"/><l>16</l></block></custom-block></list></block></block></script></block-definition><block-definition s="✐ nybble to hex %&apos;nybble&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="nybble"/><l>10</l></block><script><block s="doReport"><block var="nybble"/></block></script><script><block s="doReport"><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="nybble"/><l>10</l></block><block s="reportUnicode"><l>a</l></block></list></block></block></block></script></block></script></block-definition><block-definition s="✐ limits %&apos;color&apos;" type="reporter" category="pen"><comment x="0" y="0" w="90" collapsed="false">hue mod 100, other components cut off at [0, 100]</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportCONS"><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportCDR"><block var="color"/></block><l>0</l></list></block><l>100</l></list></block></block></block></script></block-definition><block-definition s="✐ set pen to fair hue %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>old value temp</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>trans</l></list></block><block s="doSetVar"><l>oldHSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block><block s="doSetVar"><l>trans</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><block s="reportListItem"><l>1</l><block var="more"/></block><block s="getPenAttribute"><l><option>transparency</option></l></block></block></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>oldHSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3.6</l></list></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block var="scale"/></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block var="index"/><block var="✐ brights"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ brights"/></block></list></custom-block></block><block s="doSetVar"><l>newHSV</l><custom-block s="HSV color"></custom-block></block><block s="doIfElse"><block var="✐ fair?"/><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block></block></script><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="oldHSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="oldHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block var="trans"/></block><custom-block s="✐ make integer RGB"></custom-block></script></block-definition><block-definition s="✐ set pen to color number %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>brights</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>color</l><l>pivots</l><l>old value temp</l></list></block><block s="doSetVar"><l>✐ color scale</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3</l></list></block></block><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="color"/><l>42</l></block></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="reportLessThan"><block var="color"/><l>60</l><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="✐ colors"/></block></list></custom-block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>color number</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><l>100</l><l>50</l></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><l>100</l><l>100</l></list></block></block></script></block-definition><block-definition s="✐ set pen to RGB hex %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportLessThan"><l></l><l>a</l></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="value"/><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportLessThan"><l></l><l>0</l></block><block s="reportGreaterThan"><l></l><l>15</l></block></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>8</l></block><script><custom-block s="error %txt"><l>More than eight hex digits.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>7</l><block var="value"/></block></list></block><block s="reportListItem"><l>8</l><block var="value"/></block></list></block><l>100</l></list></block><l>255</l></block></block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>6</l></block><block var="value"/></block></block></script></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to X11 name %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ no spaces %s"><block var="value"/></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block var="value"/><block s="reportListItem"><l>4</l><l/></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="value"/></list></block></custom-block></script></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="value"/></custom-block></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l><l><bool>true</bool></l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="value"/><l> not found.</l></list></block></custom-block></script></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="value"/></custom-block><l></l></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l><l><bool>true</bool></l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ color from X11 name %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><block s="doSetVar"><l>color</l><custom-block s="✐ no spaces %s"><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block var="color"/><block s="reportListItem"><l>4</l><l/></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="color"/></list></block></custom-block></script></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="color"/></custom-block></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l><l><bool>false</bool></l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="color"/><l> not found.</l></list></block></custom-block></script></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="color"/></custom-block><l></l></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l><l><bool>false</bool></l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="✐ X11 catch"/><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block-definition><block-definition s="✐ color from RGB hex %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>2</l><block var="value"/></block></block><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportLessThan"><l></l><l>a</l></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportLessThan"><l></l><l>0</l></block><block s="reportGreaterThan"><l></l><l>15</l></block></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>8</l></block><script><custom-block s="error %txt"><l>More than eight hex digits.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></block><script><block s="doSetVar"><l>transparency</l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>7</l><block var="value"/></block></list></block><block s="reportListItem"><l>8</l><block var="value"/></block></list></block><l>100</l></list></block><l>255</l></block></block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>6</l></block><block var="value"/></block></block></script></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></list></block><block var="transparency"/></custom-block></block></script></block-definition><block-definition s="✐ CMYK from RGB %&apos;rgb&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>cmy</l><l>k</l></list></block><block s="doSetVar"><l>rgb</l><block s="reportQuotient"><block var="rgb"/><l>255</l></block></block><block s="doSetVar"><l>k</l><block s="reportCombine"><block var="rgb"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>cmy</l><block s="reportQuotient"><block s="reportDifference"><block var="k"/><block var="rgb"/></block><block var="k"/></block></block><block s="doReport"><block s="reportConcatenatedLists"><list><block var="cmy"/><block s="reportNewList"><list><block s="reportDifference"><l>1</l><block var="k"/></block></list></block></list></block></block></script></block-definition><block-definition s="✐ RGB from CMYK %&apos;cmyk&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>cmyk</l><block s="reportDifference"><l>1</l><block var="cmyk"/></block></block><block s="doReport"><block s="reportVariadicProduct"><list><l>255</l><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="cmyk"/></block><block s="reportListItem"><l>4</l><block var="cmyk"/></block></list></block></list></block></block></script></block-definition><block-definition s="lighten %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicSum"><list><l>50</l><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block></list></block><list><l></l></list></custom-block></block></script></block-definition><block-definition s="darken %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportDifference"><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block><l>100</l></block><list><l></l></list></custom-block></block></script><scripts><script x="191" y="20.28888888888893"><block s="reportCombine"><l/><block s="reifyReporter"><script></script><list></list></block></block></script><script x="101.9951171875" y="193.40000000000006"><block s="reportNewList"><list><l>-75</l><l>-75</l><l>-100</l></list></block></script><script x="39.666666666666664" y="116.77777777777779"><block s="reportCombine"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><l></l><l>0</l></block></autolambda><list></list></block><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block></block><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script></scripts></block-definition><block-definition s="$brush color %&apos;color&apos; at weight %&apos;weight&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="color"/><block var="weight"/></list></block></block></script></block-definition><block-definition s="plot %&apos;waveform&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="up"></block><block s="gotoXY"><l>-72</l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>100</l><block s="reportListItem"><l>1</l><block var="waveform"/></block></list></block><l>50</l></block></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>36</l><script><block s="gotoXY"><block s="reportVariadicSum"><list><l>-72</l><block s="reportVariadicProduct"><list><l>4</l><block var="i"/></list></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>200</l><block s="reportListItem"><block var="i"/><block var="waveform"/></block></list></block><l>50</l></block></block></script></block></script><scripts><script x="426" y="41.55555555555558"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-72</l><l>-50</l></block><block s="down"></block><block s="gotoXY"><l>72</l><l>-50</l></block><block s="up"></block><block s="gotoXY"><l>-72</l><l>-50</l></block><block s="down"></block><block s="gotoXY"><l>-72</l><l>150</l></block></script></scripts></block-definition><block-definition s="$brush color from %&apos;color&apos; and %&apos;dimension&apos; %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%s" readonly="true"><options>fair hue&#xD;transparency&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>old</l><l>transp</l></list></block><block s="doSetVar"><l>transp</l><custom-block s="$brush %s from color %obj"><l>transparency</l><block var="color"/></custom-block></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>color number</l><l>hue</l><l>fair hue</l></list></block><block var="dimension"/></block><script><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block></script><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>red</l><l>green</l><l>blue</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportLessThan"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><l>255</l></block><script><block s="doSetVar"><l>value</l><l>255</l></block></script></block></script><script><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><l>saturation (HSV)</l><l>saturation (HSL)</l><l>value (brightness)</l><l>lightness</l><l>fair saturation (HSV)</l><l>fair saturation (HSL)</l><l>fair value (brightness)</l><l>fair lightness</l><l>transparency</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportLessThan"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><l>100</l></block><script><block s="doSetVar"><l>value</l><l>100</l></block></script></block></script><comment w="164.66666666666666" collapsed="false">We have to do this last test to rule out the vector options, which aren&apos;t numbers; their code makes three recursive calls and we catch range issues then.</comment></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>hue</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSV)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>value (brightness)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSL)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>lightness</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>transparency</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>color</l><block var="color"/><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>red</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>green</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>blue</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair hue</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSV)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair value (brightness)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSL)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair lightness</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block></script></block-definition><block-definition s="✐ set pen to lightness %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><custom-block s="✐ update HSL"></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ HSL</l><block var="✐ raw HSL"/></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to color %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%l"></input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><block s="reportQuotient"><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="value"/></block></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></block></block></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen size to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setSize"><block var="value"/></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen transparency to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>transparency</option></l><block var="value"/></block></script></block-definition><block-definition s="✐ set pen red to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block><block s="reportListItem"><l>2</l><block var="old rgb"/></block><block s="reportListItem"><l>3</l><block var="old rgb"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen green to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="old rgb"/></block><block var="value"/><block s="reportListItem"><l>3</l><block var="old rgb"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen blue to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="old rgb"/></block><block s="reportListItem"><l>2</l><block var="old rgb"/></block><block var="value"/></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ constrain %&apos;value&apos; %&apos;low&apos; %&apos;high&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportLessThan"><block var="value"/><block var="low"/></block><script><block s="doReport"><block var="low"/></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><block var="high"/></block><script><block s="doReport"><block var="high"/></block></script></block><block s="doReport"><block s="reportVariadicSum"><list><block var="value"/><l>0</l></list></block></block></script></block-definition><block-definition s="✐ set pen to RGB vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><block var="value"/><block var="more"/></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>4</l><block var="value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>4</l><block var="value"/></block><l>100</l></list></block><l>255</l></block></block></block></script></block><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ constrain %s %s %s"><l></l><l>0</l><l>255</l></custom-block></autolambda><list></list></block><block var="value"/></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="value"/></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen to HSL saturation %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><custom-block s="✐ update HSL"></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ HSL</l><block var="✐ raw HSL"/></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to HSL vector %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more value"/></block><block s="reportListItem"><l>2</l><block var="more value"/></block></list></block></block><block s="doSetVar"><l>more value</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more value"/></block></list></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doSetVar"><l>✐ HSL</l><block s="reportCONS"><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l></block><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ constrain %s %s %s"><l></l><l>0</l><l>100</l></custom-block></autolambda><list></list></block><block s="reportCDR"><block var="value"/></block></block></block></block><block s="doSetVar"><l>✐ raw HSL</l><block var="✐ HSL"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen saturation (HSV) to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>saturation</option></l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block s="getPenAttribute"><l><option>saturation</option></l></block></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen value (brightness) to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block s="getPenAttribute"><l><option>brightness</option></l></block></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to HSV vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more value</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="value"/></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to h: %n s: %n v: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportQuotient"><block var="✐ raw HSV"/><l>100</l></block></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to hue %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doIf"><block var="✐ fair?"><comment w="118" collapsed="true">if USED TO BE fair</comment></block><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportQuotient"><block s="reportModulus"><block var="value"/><l>100</l></block><l>100</l></block><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><l>100</l></block><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block><l>100</l></block></custom-block></script></block><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><custom-block s="✐ make integer RGB"></custom-block></script></block-definition><block-definition s="✐ set pen to fair saturation (HSL) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>newHSV</l><l>index</l><l>scale</l><l>oldHSV</l></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><custom-block s="✐ update HSL"></custom-block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair lightness %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>newHSV</l><l>index</l><l>scale</l><l>oldHSV</l></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><custom-block s="✐ update HSL"></custom-block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair HSL vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script></block><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair lightness %s %l"><block s="reportListItem"><l>3</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair hue %s %l"><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><script><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block></script></block-definition><block-definition s="✐ set pen to fair saturation (HSV) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair value (brightness) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair HSV vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script></block><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair value (brightness) %s %l"><block s="reportListItem"><l>3</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair hue %s %l"><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:o texto multilinha _&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="175.33333333333334" collapsed="false">Reports the part of the first string up to the first instance of the second string inside it.  If the second string isn&apos;t found, reports the entire first string.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="index"/><l>0</l></block><block var="string"/><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><l>1</l><block s="reportDifference"><block var="index"/><l>1</l></block></custom-block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; after %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="203.33333333333334" collapsed="false">Reports the portion of the first input string starting after the first occurrence of the second string.  If the second string isn&apos;t found in the first string, reports an empty string.</comment><header></header><code></code><translations>pt:o texto de _ depois de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="index"/><l>0</l></block><l></l><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><block s="reportVariadicSum"><list><block var="index"/><block s="reportStringSize"><block var="marker"/></block></list></block><l></l></custom-block></block></block></script></block-definition><block-definition s="position of %&apos;small&apos; in %&apos;large&apos;" type="reporter" category="operators"><comment x="0" y="0" w="294" collapsed="false">Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.&#xD;If it&apos;s not found, reports 0.</comment><header></header><code></code><translations>pt:a posição de _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportIfElse"><custom-block s="use case-independent comparison"></custom-block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><custom-block s="to lower case %txt"><block var="small"/></custom-block><custom-block s="to lower case %txt"><block var="large"/></custom-block></list></block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><block var="small"/><block var="large"/></list></block></block></block></script></block-definition><block-definition s="use case-independent comparisons %&apos;tf&apos;" type="command" category="operators"><comment x="0" y="0" w="225.33333333333334" collapsed="false">If input is TRUE, comparisons made by functions in the string library will be case-independent (so &quot;FOO&quot; = &quot;foo&quot;).  This is the default.&#xD;If input is FALSE, comparisons will be exact.</comment><header></header><code></code><translations>pt:altera comparações ignorando distinção minúsculas/maiúsculas para _&#xD;</translations><inputs><input type="%b"></input></inputs><script><block s="doIfElse"><block s="reportNot"><block var="tf"/></block><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><l>_case indepent</l></list></block><block s="doApplyExtension"><l>var_set(name, val)</l><list><l>_case indepent</l><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></script><script><block s="doApplyExtension"><l>var_delete(name)</l><list><l>_case indepent</l></list></block></script></block></script></block-definition><block-definition s="substring of %&apos;str&apos; from position %&apos;start&apos; to position %&apos;end&apos; inclusive" type="reporter" category="operators"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1).  If the third input is empty, reports the portion from the first position to the end of the string.&#xD;If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.</comment><header></header><code></code><translations>pt:o texto de _ entre as posições _ e _ , inclusive&#xD;</translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportLetter"><block s="reportNumbers"><block var="start"/><block s="reportIfElse"><block s="reportEquals"><block var="end"/><l>0</l></block><block s="reportStringSize"><block var="str"/></block><block var="end"/></block></block><block var="str"/></block></block></block></script></block-definition><block-definition s="text %&apos;string&apos; contains %&apos;marker&apos;" type="predicate" category="operators"><comment x="0" y="0" w="218" collapsed="false">Reports True if the first input string contains the second input string, otherwise false.&#xD;&#xD;Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportGreaterThan"><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block><l>0</l></block></block></script></block-definition><block-definition s="to lower case %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="275.3333333333333" collapsed="false">Reports the input text with lower case letters instead of capital letters in the input.  Uses the user&apos;s locale&apos;s rules for case conversion.</comment><header></header><code></code><translations>pt:em minúsculas _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>txt_lowercase(txt)</l><list><block var="text"/></list></block></block></script></block-definition><block-definition s="use case-independent comparison" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportApplyExtension"><l>var_get(name)</l><list><l>_case indepent</l></list></block></block></script><list></list></block><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="does var %&apos;_name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="paint square %&apos;X&apos; %&apos;Y&apos; %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><block s="reportDifference"><block var="X"/><l>5</l></block><block s="reportDifference"><block var="Y"/><l>5</l></block></block><block s="setHeading"><l>45</l></block><block s="forward"><block var="size"/></block><block s="setHeading"><l>180</l></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="setSize"><l>5</l></block><custom-block s="random RGB color"></custom-block><block s="doRepeat"><l>4</l><script><block s="doRepeat"><l>12</l><script><custom-block s="random pen size limit %s &lt; %s"><l>2</l><l>15</l></custom-block><block s="forward"><l>9</l></block></script></block><block s="turn"><l>90</l></block></script></block></script></block><block s="up"></block><block s="gotoXY"><block var="X"/><block var="Y"/></block><custom-block s="random RGB color"></custom-block><block s="floodFill"></block></script></block-definition><block-definition s="spread clones" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>clones</l><l>0</l></block><block s="gotoXY"><l>-420</l><l>240</l></block><block s="doRepeat"><l>5</l><script><block s="setXPosition"><l>-420</l></block><block s="doRepeat"><l>8</l><script><block s="doWaitUntil"><block s="reportLessThan"><block var="clones"/><l>8</l></block></block><block s="doWait"><l>1</l></block><block s="createClone"><l><option>myself</option></l></block><block s="changeXPosition"><l>120</l></block></script></block><block s="changeYPosition"><l>-120</l></block></script></block></script></block-definition><block-definition s="random RGB color" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportRandom"><l>0</l><l>255</l></block><block s="reportRandom"><l>0</l><l>255</l></block><block s="reportRandom"><l>0</l><l>255</l></block></custom-block></script></block-definition><block-definition s="random pen size limit %&apos;mini&apos; &lt; %&apos;maxi&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportGreaterThan"><custom-block s="$brush pen %s"><l>size</l></custom-block><block var="maxi"/></block><script><block s="changeSize"><block s="reportRandom"><l>-2</l><l>-1</l></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><custom-block s="$brush pen %s"><l>size</l></custom-block><block var="mini"/></block><script><block s="changeSize"><block s="reportRandom"><l>1</l><l>2</l></block></block></script><script><block s="changeSize"><block s="reportRandom"><l>-1</l><l>1</l></block></block></script></block></script></block></script></block></script></block-definition></blocks><stage name="Canvas" width="960" height="600" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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izoDKYTeZo0gZBBG0ViPpUDysDMAIQtN+f6iZJX4QgmSKdMG4Tlqh7vOCCqktolsoIC0aHlaCEJMMw4ktGYo7cM7jw5jRqd/eNWpX3O88FwJAl4Bs64kzq/sbRXjGIR7jcmXjEktkxgDAp1mDLWoGCedgbUohRs4PwsxkVwuXgh5XzmjD7RZ1Y5Mpr0R3cRs5GCy8TBE+2Hyd8HkbwOCgyS8MLdBJu6fS18Dyd5VtjoQsxZANtlAQwRlMkM2WwGzBTBZwcGEsGyDCAMoSDAjAjYmQIw7lEQwCLF2iFT+fePINiTA1UP7YEbmvpCURx4WPMroDtiGhxDmUusTqbvNEoKBESFKFEyRCMLB1HuKl2AolfEWc2Wyn2R6gHs/2ftv+x3zrA2tKgDOmCFGDxdfZRRbru7LeMFbRPiqVEXq2dSPJ40WeEgAV5YHHAMMnAMMAh4Rwx5RAeV6LOVjqVc+ecazrIQCCFhf/XBlVgD8xF2PR2OMcHXlSx1+WZY2anmAFzgMmGOcC5rmIBNQSGcaIrJNniNxtJXuBfmPPJzsQEishAz9fIxUABPNr8LNtis7Yg+7Hy62ASw14uyFlgkwz/t+fg62DT+AwdiMUVVK6Igb9IMfSkUCpBOOHLyM2QxraWkGrwRN2OBDxJg9bCZBE2UD4NkAGMkEG5+a0AnDMnMUGz4Q0DTCA3xHF4vLVtwRqj2TVqwJSgg0AcDJ8ZtNW0DF5H58+c5PMl5a7BwmTE3ImFi01WnC1+mAr1s14mg9mXzUUaM+WkurHjotmtR7PTIP+awIDFhhsggorkxZ9xN1PLStCu1HvQoNAfWEbuQT8FkRDhqTwN7q4OD0RBSQT56g34ye1gJIccu2VvulvyeZn+03t0V3siVX3/GnoQfOf+qL85raVABMuvZ1L6dCoJ8hIdCbU1lmCwpMGApwyvqX6yFAWd0f59dNwtuYrsNShwVlDnWR8Ud4tA6FICVQY44Cs/GxFPOwlgqIxQRIogghYAYVtUDiaMi0CKNVgtktwmK0wMiYQFMMAgMxRAIiYrwMmqFgcdJweFgwTKoexqABYpBCjJdgMbCYWOzE4poSWEcYVgcCPIaGORgtNNzTaQxM8kM0phqtblsQHcciCAyIoA0yGE/mhpb8FeoREQnIEKMyaJaC2UXBVsyAidvU5D4D2PID+MrzajJC8hAPcPOjP8azl/75bvvNHzx2ycfNdZV7X5qRFwDHPcC1laW4dc3q/FojmxsdG1qtEZWQN7Vupepvo3jY4mHXUbAYliyJwzpZe4BmWWOUedA/jMFA9uzlpKz65jZ09w0o4J8Ae1MW43MgFAYX5ZPg32IywmGzZhgJtGgiUR5Tu714V/hOst7EA3zTxOdwwY23vVbay6xcV9teSADwxEbV8KvLA6zpbtHpSklsdNO0IrgDENzqnMeGzTD0e0DJ2ddorWU2Q9njKHOuDq5HHj00Sbl1yJwNAO/cY8K2l88GFbZi2qeP73+jqXFuAgDnm+cjU6P45P42kIjAAomFWxzd7tnGSpSS0W1MgSWt8TTS/uGOjS5rJI1dZGAnR7IgY8CQMjBpyaPD1qLHHjNuNMoaGVeC1s5j/kcSvH9SoyrTjcdsSS8O3rj5tdUX/ZAkvTg9HQDn0m+g3YJDL5XiFroXARE4RNnQT7MK3jaNQK0hmUGfbByJZUezzlKRAkpAARWD0TQIh6MFTmcL7M5mmE3EHKE+WvXO10fT3ynDIz6HxEQbeoILMRhW983hqBktPSOSNcbHk8kZg8mVJ9O9DLhsQ3A7AsTbBnEIcEkRuKEadcNg0U9ZIccP5+crK19djN1RfOO/12LbxLOTZCM8wJ8E19svsxXXy1j9sEbmSQBdU0N44974WaS8rahjZtEVo5CfD1mcDTyFimNGlB0zgBgi4saIpHS0CDgHWJD/K8qMtwDZ/PlKBcVrHbbLGCyNIWaQMezNd2WAtjxaIFjtoHq6qHYbpgPgdIBtmn4h/vCdX9U+bYm23LPWdxMtI9MDnEV3c+0GLDDNRaSvDft+fClMnnKYvPnDIhJsYpFhhNvJedTRz0g+RSUi3IUivEXEQiXDYRcxqRYoL2kGS6eBTs2VTGu452s/GZJsRjBUibb2EuzbLSshaAaDjKoJDKzeQjAOL2gxAiaU2d8dTgoOO40oPIjSHjCIwCF1pFVchgArepglCFIViFIeUBDBInsCMhFGSJQRrByBXeqAVz6Q5Nc/4Wo8/j6LFqKG5KZWxje7DLj5xtuutpexL5CCRwHgHGNzyvwOfOv3r+uY/7T7XjYLN2HMCTT6gwbERAomVobbFAPLkkgCSVnkJJGESFEQYkbFksjDAoliwDNGMIwEIcYiErTieO8UHAjNAmeykrMCcESGUGFshNfaD1lgMdBZiBBNI2Q0w8RGUelpweyyA3BYojAaRKUsURnsibFGQJ8EE0NsOxQoWo7LA8RilGJBJI/RKMNo0hqf+ttHBeQpi7cg0xgWyeJHgfUxGPab8PLvT4vrRMaUBZ24/Nr3sG5lbe0Dlhdb/L++pOX8p1dXJwAwIczlASbvHr61HV+atB9tAxZ0DOYIW43Pvb3DJvQPG2E1iqgpHJkAKG18yTKcFgEzy4chcRZwEynIpRHInihko4yODis2HOYQEyU0D3M4OgAMRBiIEg0pQwcAbeFgKCMGl1zjN61tk3OAqsXEZstlM2NxbQmWWsyYG/WCCZBtRuq7iMWCiNUKlufhHE4HSjIE1oiOygoMO52IWKygJAkGYbSBg7SlyDAQWQasICh8iru70/ip8hMepDyFJhBAOCajOxiDIMpoaL0Sb7R9jEsf+1NyzBEA3PbYT/DSG2uUTnb1prqw58C/LHoB8M1rLkaYtcIgi2BkUelHMYoFR5sQo1XkTckSzFI0L01CIEaWFD4CxSDIOuCgeKyIHUC5lPLoJmjJiHXTJLxs9PgIySaEZCP6wwL29oYQEURYDAyqnKnQXl5mwcksWIiYV5jpJYjJNLpkJ4KyGVHZoORKIBE/6Q+JNoqBQYC2gKdYhBgzIkYzhkwORIyqt4CWRHjCQ7DHQjCJZDtPg6eMgCSBinGqh5hmwVKAQY6BlklcGaW0nUCzSj4GtQ1lGERhNA3FQBIFhU/H8WY0v9CMd/nvJLsfAcDXTf4r2v7+OnXme/+Q+m089f0fToVrSK1vVgC8xQVfPAT6X5d2o6syCscQC/swC94kwZf0FGXOO9lpSCmj56eoRVT4qm/V9wktlvuDKBnKjGIjdGaykvEypta54OgtgClgV1Qfs0RILB7J9wzivSFzKQ0GdMQOSjBCNvGIeX3gqpsge3rBSqnNsLmrAqb+EoiWIIKTGyCKLGK8CxLZuLEiGDYKW3cxLD4vYtYI/LXNECUTRFnt2wzPwNE4AebeYhgCTsisCMEWgkyOI8WNjTQZGyEr6KgVdMygGNQkSwSSNQTZlBk9SIctYHgzJBMHrqwdfHUzxEK17zvqp6D04OlYdqpqfCQPCYHeWc/h0L0P4fLOh//6C8umV8N13L90AeBpUbz9rSNoOFoPo9EIY7zPZnRy0odpGi6nC2aTCayBXCclQyL3S6U9xHtnYA1gGEZJTJugkTgOVEwAG4uBsVpB2fUZsEfKMPLvRI/KsHXyHCj/IChRhOxwAI602Gsthp/D+2wyMzwHk9+vyDz7SCEcf5mRMZ2R+hmK+3Bb57eoN7fv36QA4LUlSgg08QDneoY7zDi4rgw3LgmiojoKc1CEKSxCZiUQJ2H6wwgyitp5hHw0BsOsgkmkNCNuOi0tykoEotkoo8QroKH4GFrlneClVJ/U25R6oii0eDGCBezgRNgHJ6JmqAiMGE9QkzbnDMgsBkjUKGRUxEGtynf0vGSDhMmJvXECccdnpm7ZiJ6s3uQUn+4Yhz5ZUCJQy5A4q6+W9tSAA1fcth1bq89NVisTAPd/Kr9gOwfl9VZdALi/OoJX7m+BR5oGk+xAhPIrEx+parZHBAcRPFjZAodcDjc3EZ6+WihxE+QIJQESxgFEDIMqTbgMVFRW3suUjJhVgj/GoL4tgJ6OLhzrKEGsy4tKeydKjD0ot3RhjvsgjHQMtN0AxkYWGRmGMjWUVxzmwbcNQ+azgdrcm1gCjOsXR/KA4VRGU1KOvbMYU988F57mGkTcfnQt2o9ogR+RgiFQIgNDVI3BV2Qy8Bgu6wHvzFRW7o6Xuyx5bhNmbepFJNaWXM7IRFg44WLM/OWPFV3f+4zvaYrC9Y1CCz4J5D7E72JoXOpeAAJmd957htY4GNN7b5GIiuoYyipjYA0UJlSbUTXFDINThIXRaIc8o1Y75DO3jkd65Hs6nPjDgxx8ffoyfnoKKBQUZKd12IHp01nYHRScDorsvcDluELOwMpgWUp53z8gobNDQmeX2l9XPfQa/nd3J3hj5obz+l4GD/zPnWdCpjYSOr0AuGpaD77/1MtjsBEmQIqq7kG/Ezv3zkJPb2aiH/IuyhmTvxstMgqnhhEs7UUTuoC+Ady8sQIL25342fLV2D1xJqQ0r4yRGcbMsmfgtjTBZWmG3diTJZpEhiBZVWMCndqsdfvnoXtgJkJhJ3r6q1HftBw1ng7MLOhFTGJgN4VR4+6CxaAqQIjJ+Li5HVFrGIzEwBLLDMlPdGyPdxiF7jAgMDD5sycBspkjsJuj4KJGDLamzplkDA4bD8omgBOM6PFnZlFe1boDhaeH8didlyUB4cS53bj2Gy+jdkWdonT/YxcHz/nrZbbjban8BTe/8xhKZ6nXIL1ww/U49n4qmuHhWzvwTt2/0RUQUObMH4o00ViAKqsTUQHoHcrsy3bJgWmxqbBLdjhkB2KsCPe1O+E982gya+onvR34Z/MAWgatCAtGxbghkY1oPLZquGIlQuUrYQi2K+eRYtZixCypdooWzlHqQHqZcagZjBAEG+lV/iOPuf+g8n/1XWhEnLRqmjayMbgtYVSbYriKr8BSjtxmQLLUpvpuWJDRFhAwzEsw0YDXxsLEUDAyxPABhGMShjlJeZ/+EFojSyMSk9Ea4NHQz6PBNxookG+GOXHUu8vLn8FWz3pc/vifkkv/8R3VOPzzn+HNd65S9Hv7ex/L8pHNSADgzdH/wUI5LRoLQOIMMPEA33j1ZXjjMA+2YQ9klxcUFwbTo55XG/mIrsKcNORdbM5yiE4vCgtMuIg+gCVsK4oVgJvvSc2pB3y8AoB29fMY4IFdnVEMC/qu+LGAxl3BGSjt8sBUHoVtUhCWiSEY0jMEJ3tHdoPUIO3As7YL8GGgBJb3XwTbOtoIS4cDWX8nrGOFFZAK9Rl5s/EZWDYFcw/OxR+Fa5Ob6Hp04RT3TxF+bwM1e/MLivnnF3fOSr7X8gC/fkk3Np/pQ3m3EQIlgpYoGJSMyuo+QGBkBNwiOFvm3DxSY5lv0/6iSIg4MQyQjTUxTqiA3wABVYZuVNMdMIGDJeNoUbb+oMcImPqOwGVW6S3AEAX0iCZIOyeh6IgLFftcMEbIhlBNCDDsFhFKJVomiBAsWS9ImGZMQiwmKkZRZd4IUyjoZBVDhzL3KKNfAk1LkIu6gWIVzBKvK4nSYAyM4pWTXYPgZ++C6PIr/yaeE4a3gKKpZBTAhGeux4yBBZg7N7VHCQUZfPipE2d9s/ZMy9UFm1avf+AMT51lo14A/N49R3H4SJ3GGBvba2J4K+nvRfFg5v4uuXN0OCFlAcKusBPOsAOeYTcMsKKpZgC9hRx4Sp3jWNoGi2BRwNne2QMIGvyQKQosJ2Hqp10oahtt1CdAOFFWQcyGMrEYvS4D2uxRSIiicmgYBqIDowmUEAMbzL7/k8wmiBYL5FgMPMfBZ7ViwBoPI443D20ygjKawEsy+uLHz3K1nCjGEIlkyvvdj04HtmdG7yl9xcDjm+EbUwD42RJQi4dQuXh0tFiiPCHCYOcfq3Dd6UMomRbKgHp33f3I2BQ6gjo6gYW1hsatk2OwKImBRj/jAW5PRMiQn8Fgjwm9LWZYAk6cZi9HIWNBocGiHKEMS5nGZRMY5Z2JYmCkmSRNQOIxLPIg76tPjKlkAAAgAElEQVRMDhSwKcyUvcLxbeyIaSgkxdDKBxRev+JlfPvHe/EG9eUki+RK8u++LWd0s7s3fmC+B3PeL8CpL6bOteZqiKCXxwu/bEZN7Gyc+tFdoN7Jf61Okk9YAtWi//L3zdPD2OkFAm1DWOD9GAuqtsDI8opHgSGuXAL3jDTYAjMYrwXGCjsMFY749Jq5WHJtAQhdIdA2A0xVDoghAeBExAajYFwmcMcDEDqDWUGyj6qBuX8hTL7sV0QZQzZ4mjI3K2PpRMHiPgRLMkPKc32frSzb+S+D3tsCUc703hRVXoTpv/yJCoCf9e2lgHnvBA7lvwdYBq4vXKQM3G13LBpLNXLSWqwS5i3hFW+v1WrA0lXFMNm7QCUHcS4vUBrLkxrZ+Rbp0e+IFXnL+4X4+1+yh9eNS6OMgcnKp/6Np9pGb26XBGmsu+uuJADesG4uXv7dSk3OntIAfvbycwpdR1chNn68TPMbQpAObvN94CkXcWjyNnRaukFxAlY0elDdvggNlnNwtLQUIY9diawvsDSgzLUV1Z4NcJqPg6UJOE2N25HGiWQ29FGep+z6HRyuwPYDa3C46Wz4h9WEZjOLG7Gk8hAmejqUfZa/h0bnURZ8RMvbq6uJTojoKwvXImAsxh+/e1Hy+5IJg7jnsWdROOWIItjQ7y4UV/zuMrq3T7X4mpwR3FP3QNLg9enjq/DBzy9Mfp8AwLs6dc7NGpKXFjO44SoHTj/VDKuVRmckhA87e7GpI4zOIQcEUQXZosGKqHd28j/elcpdoGerrEkj8rD07oCj/UOYfQfBCOFRGbTMLIe5BQMQ6pzgDrpBnL+5AOsJKWyMH51ufgb1tc/iij89m/yy75gXW+95FO++ezV1yh7hjAu73t7oa6xLAuD28CMojOdiSHyUDoD/e81FeLXFAseT949RmtHk0yZ6cMXFU1FTmW7gya6JoCBhe3cULzeG0BEka/nocaNtkMyUYUqgCGf0TUFFvxVWTgVipvIIrBOHYZ0UAm2JKSFbBCAzI7wo6ZzaOgJY98961DcNnHSbjIXB3umT8OLxr2OFPDnjM7PlVtz/Pz+/+yXn8UcnHrXh1t/XJJvr1GV+FHgyN4XpSbB2LvZj/VfasfJYOd74Q35jhMMjwj4iND9dEGlCBNLyPkC5vkUEzWQab4i+aG4YFcEuzHFZwBC3eFyvpBeIcCAoqRmwRdmOGFRvIid7FSonvRc0SF1EBXQS4yRDhWCmVANm/mg4taRuyoJumFGyqwZXPDkfjYyMfQ4eHCNjSJCx3T8+81guvVY4Tah0JrxYmVRr+g04ey6HAk/m3vWtt4pw0fa5ygC4aP0Dd3nrLI/qBcAbv9eEA4cOjKWb5aQlwHdCVzvcwdz7FUvMjpJIFTx8McJMUHFXOQUPCvm44UcxrOTLiZCaD6wTu2CzheGrGEYfxWJHVQChfjcsQw70eEPwmbpg8PvgbYvA3ccpXmllTMtG1ArViFkK0VTqwCdlY/dejkuDjWDy3bUXAz2ZoDpBcqdwLfXGtv17KQrz/vx0KarXdGveA7zl17UKAC6eFoJEyXd/+65fP3oychPgyy434RSviNOjnI7DhBqlaS6y+pJSklJGOGuVPVWfD1j/tgwuu414zE1RwdpRblSdmVpPUORxmMuc/885fTpuuLEXr3DXxG/Tid+qQ5idEAD28HjhoWaUxBbgzJ0/BfOz7OcktYTN9X53RQzrwjQm2A/g7JmvodCuegLIw3pMYArMMJTZYJzgBG0iITEjNTpaw3xXEOJgFKzXAkNJNm+P+o0Y4kGT+EhiZe0IgmsNIDYQAW1kERwsRiS6AN4D01BwLDPZyInWdTy+UwFwE0Q584ysq/J0vDyTu+rH1/9hnX4ALGO1eyY8jBUHHromZ0izXrkJ+D3tnAhcbiPmLy2Fo7CT2GhzfK41MrXe55Jq7N8pk7ZsQv2+Qrz6fAAdrfo8GnrbZSx0uQBwbYTHw2vanlhU9AflPhW9ALigaBgPvrpWEeFoYxVeeu38sYiTlVbx9k4LobWoEduYw0qiujXbS3Hj5kqs+eK9gFtNDFHu+hTF9v2oLfw3rIZEeGU2/WT+NlbwOzK0lo9ZcaxtKT7c8XX0+Kah1N6PU6v2Y0G56i3yddLoO84gMqzP83/SDZbGgADgxt4pGcYLoqP7//Y3fPyjOd+95KmXHhoJgElSpWvX/zm5uTz20WS8cM1NSa5PfbcLWzbvxD861azkJ/rMn2PENZfbsXShGYPRKN5ob8EHxxl0By2QlTODMgamrEHMVgTBOQnpgPdEytQzUtNpzP0HYO3eBvPAIZiG1CuhyEM24hXuQZRYIhjYZ0PjJ3Zw5IqZ/4OHAOCeVY/i7B+8mSx9qNOFTbc/htNrDc+/fuvlT44EwN3hR+GmMjdllxp+h7fZg5hRW4UbLj8X7wdKgYfuOOEaWS0sbr9hIaZMzH6vc4Jx05CAXT4eb7eG0R8c/3lQ8JjAVZOwWgr2CIPFh72Y2u7AlA4HrFEmCRppgwT7XD8Kz+nJ4iFONcORxgE8ve4gfIOfLWhKlEgA8Bstd2EeMvcES00/xfSrqp/Zu3D29SMB8MqVgyBX66Q/Gzd6EImoe4+jU0J48rYWzOxyYfPD+b28uTqAYdow7Bd1wjgtu3eNlUWUUlEsaQ+Br8jcrYqyCZxcAk4uxbA8A3I8Ec3oskTYqKMK6CVeZOKBJfk+DBiCm9mpCYCzyd4nWjD3pZlY9shifOyJ4JmKYXSbxr/f6R04vzZ7cd5CbpS+Pvm4AK9W7nrs18/cfPdYALB/fhhb7mzH/kN79IqQlU4P8J0QmoKSaDXKIjWqLvJl/cuTNVAxaikTaw5D8YiJ21jeD2pyN96ZHcC7lB/VB4ZQ3pgy5JCoq5nCdMTsNfj7jAGEDfmOHJ5UM2l+nA8AW67qfL789gtmjwUA719bjpsWhWGsiuBkvL4J4HuGJ4YlHInWGKdzvToY6SDJ265CDNiwWUbdMc3m/8wJEgD4Ve6atP1B/J8EAHexuzduMt+DaR+7sOqZ7F7OdCkDRRxe/HkziqV5OHvXz0H/+OQB8LBLwPtrutHZ1oup/XVYULVV8e5SRhImQcM0yQ3TNA9olkywaTZFWUZsIIzYIA8Sx0Y8wUqsqQQIA1GAFyEFeXCtqRBoEiZN240KX9ZjhqHUBsrMgHXnOiunbqdlIQauYRCRwwOIDtvh2nchbI3LP3MFahVgvPA5mPeQUM/Mhc45cTH+NUW++77r/vzYPc/276RBLdL0AJOU786pKDE4cPi3tyJwdKdW8Vnfk3O0M+bxmDUPmL3MA7vLDwY6vP/5PL0532kNV633uaqY+i4m2LHuCQe2fHTyfX2sDbrkybextn301VUTYhx+cL7j2fOq77iO8Pzkn9Px/ENnabIvLPfjJy/9XaHbtWcm3v5A22ucj6k0uRu+iY1oojvBI4aVR92oPXYqXq5ZA8bjRrGrAfMrH0eJYx8YJWw5XR/ZvP/ZDFrK6jtCjFzAORtt6tO+wRq8+dF9aOlcDOItXFa1H8smHIDVwCHkp9Fy4PP1CH9l/nPgC9wZCcwqJ/fhO795AR//dM7jFz/x0u2Bxy4WvrD2S+zxJjW8Tc0q/OdkS7ak3StLNjnv/uIY1r/WgvW9JxZmt2yRCd+/yw23k1GA73NNR7G7m0F3wKVscomnNzDxYvgnfQlg1POdWqNMz/v8mlN1mIsPJUbBhHtRtOdXMA+1Js3YBdZhVLoHIPQZcOytAgy3a4RVaY6gsRGcYXkGB0rX4eqnU9cgdR8qxY77HsKKCeZP/nX76vvP73pnY6T9GH773KsK8+ORhzLv3ZWBc03qNUinzpuBS85ejo/C5RAevH1swsSpCfi975vLUFSYPfS/OSDgkd1+dIVFxMa8N9XSdKbIxZYKVEYnY+e0RoStmUbcqW0OzG1yIWIQYREYLKsrVLzE9llDKFjZD+uk9DUvs1yS3GzDxy34cGs7whEda88JtSSwf+ZkrG2+Oeu1VZ7LzK8dXr78UgKAb/l9TRI/LF7sR1FRygNMktX9++148kMZaJocwhN3NKO23449D2onkEwXnfZycN3YBMOkEef545mxJ8hBzJICYONRdMSjOyzORkiugQgrGITJATKYqB6YqG41sRkxdpHkuRQPI1TDpZHykZPVGiN/bH0hvR6CxMD2yiKs/t1c/NvK4ffV/zcew4ctXpw7m4/f25ySkHjsX/bsfu2Rv99y2YUvPnCTu9X0l6U/GJGpMkufajtnCAeu6sWBw7tPqMfZwiHUHG+GO6T2fTXZXWptdPFe1AZnooSrgZGkRFaI8t8zlwC4dRcWwNRPgbPEb1MxA0cvdGBoAgPBCZAgLWMvC0YEvEfU/jt5dzdsQxwqdo/MH5GqnlThQ31xFE+fdRSzN7TC3acaXOyiDZcEV2PtjAFs+T/yCH/37xcDndk9wIY1HZ9U334BBZpasXZtGYqv6MrrASa9vW59Ge5aFsStP/75Cek3XMvCep4ZZ0DAwvhNJSfE6LP+SMfQHhoGtuz5vwXC555Xhh9cexS/j3w3maQxawi0egaYWDHzhAPKQG9tGK/d1zpuAPjvl3XDGNyKZdYPlQ0pAaXmmYUwT05YplMtTQYqCVeO9YYhdJP05SMOVcbPyOS1ViU7xmgNsiUWOFdVgraRTV3uDbfQH0ZocwcGB2jUd1+Pc/fMBx3+v7FShi/7HSp22cFxmWGy7JwCbCifpADge5/t30SBOv3toQb0CMM5VUxa5PyTAMDTZvMorxJhKzRi5tl2VJnTzqPoSUuquY3ONqrzjcRsACvFI2+43qhFQ8ZQ7yT8+kd98PV9dhuqkTWc9sT7+GdX06iKlws87jhjweNXTT//NvJSOQN8x6X5zYQyUDOzG9/9yysKv/c2LcP2XaOv/NIzd0Ytw2hY8jGGLOqZmMm9Vsz46Fp8fOoZ8BS2Y17FH1Hq2K1kFE8s0KND4rS9v9k1ni20Lp+uU2foVVlkCDEz9jdchH9u+qHSZosrDuKcydthpqM4utuA0ODYNp562iwbzVVzXoRYaM8AwCRR2W0/+0cSAA/96vLIFZ9eYd63SU3AketeWfLOYjHinw/UYf1rx08IAH/r6y5ccr4KjDZ0dGLt4SH0hhxKJmvBVgz/1KsQLlkKaURYUq5RyER9oPkALL27lTPAtBCCMZDy1hoDTWooM0km5Z2t/J931kIy2CAZbcq/BUuxcnaYPFrB6kQOR9sGuBtehCGsHi0hHuHJRd1wmDmEWqw4sK4QIvf5ePvPtq3Fkckv4dLfZibBOvDQj5IA+OyeDRuLuD7872+eVq73+SDyHSyX0+57p9QzwB/S9bj6wjOxYMZkfBgpOyEAfPZpVbjkvCkwK9FTmQ/x9r7UFMLm9mjea6TSzRCVFhOcUScq+yfBMliI4nAxGgsb4GJZ5SaBXp6DzzY6mZaFt2FB5yKsaD09KQTJBVJfcwifzqnDRwsPKb+nzxkWjsFZe4qxrM4L75AJlFGEwS3APjsAzxm9WUOkeV7EX/6+H3sPpSLJTnSsZvuuftE0PFn3tZwA+Mjy5ZfWjgiBLirisFg5S6j25iE/i083x/c7SQDcgtp+25gAsGGuH+5bmpSM5RmPEEXpcBumm2iwlhqE5RplTESlCvBI5XJgMIxCZhPMlDrP5FtZSdZ3jufByYCVNYKmaMiyAJYl8+b4pPgk5R+IeXH2r5ag5N/luG+KD8H4lYrjqcN8vB5wunHZNDEvACZngCkZG7/wXxNB8fn3zwdu70Hz3CEcPjp2D3B5ZztqO9XbMTIeGZgQnoKpoSWwCqMdOdn02DHPCt9EM7pnWNC+yAHOSXSW+whStjZSe1mCuwzPMQGX3NMEczDNapZWOGWIoe8LR9AxtRk+Qxh1BylUH+Fx2sAcHKwpwhu1ufPTfFb6/vbrXwR7NLvziwDgqjsuaKQo6voNr5SCO6sXzso8kSWyjEOvlOOuJWMHwKKJwsDFNqwsEXFRZMSNJ+NZeR3AVU9xuk8lkqSnMjAcAuqbZOw4gHELj9Yj5yW3tOJbqzxKCHSHpCZ5HgWAN5rvQWm9BRc/VJX/MsZ4Fuh/3dt20gB47ynD+FPEiyutf8bSsxpgPaVM9foq9xSmDUQ+hugxP7hjg4jFAS/RocHMwGqmYbaxsDoYGEwMBG7kfbApPuRKjFBQUGhigoxoHsBKQq3ZUjuss72grYkMlpk9R5YkBLd2ItpVgMjMO9F7QMQpaz9f7wJRJgHApftNiAXVhDiJh5pnx6bS6UkATDLZvTN0FN2xYSUTdvpOMr0zn+uYijKjA3Vj8ACTBFcLlnIwmWU4lszF3Jp6OBXrcOZErXUmKOeSm3PQnjj4Hbm5Gj2YsoMzWXTgrfU2/PuVz8cirQWA10w77yqKorwqAL5E8zJVkmFYzQIt47mXLsbxNn0JYNLbZ2jGMRyo3qEsfeb6pTjafRUmFhSiYmIflk3+KQpth7NnJ9A8rqAHEOcCujn0pbEdEyUWH+68BR/uvBVu8zC+fdpzisH82C4DggOfPUjSA4AHf/LVoR+GLnG+8KdWZe+TCwCT8VVZ7cHTt+3E+lfH5gGeXGvA977pxpSJBtT5fXjhWDt2tnthYaci7KpAz8TlCJfmPi+eaH2SrMo8cBBUUxuENh6hgVoEQzWAbITJ1Aezidy7ToOlGEC2oD+gZrohbW4xDcNi8YNh+8EYfKCZCIwmH3jei6KiTxEqXYZo4WwFgCcA8chxm94L7BlAWEJ1gQ9eexBUyIT9/yhAoOWzn68VADz1pVFZoLMB4N+sfRVdvb7s9wDHAfCtX74Ik6rK8WF4bACYnPVd88VpmFBBsrRmjhWSyGpt/TDqBxJeydzzarXkwcKhmVjQOxeVTYsghSzZrRL57VGq2nJhBeVbCQLLIWgNo6GqDe8s+xh1E48m1b3skAcXbSuHNxDP/GyUUHJpO5ynpBLFpfeNzTs78Ld1akK18Xx0A+DHyRhQ65zrXlk1KbqMpslh/PmOFtSMAQAb5vhR8I3GZHK6RB1L/M2YSgVhcszEkLQIUTlzvifJsKxUC+xUfQbwTaiHRHwYDHZYDWRFpxFjSbg6A4q1w0RRKBqRqEaSBPCxIHghCEGMKP/mhCBk5QLTfKM1j1Z4E6gPpuOa7y/Hp54I7p+SXcfjqdcEL90AGNi48nuVMLdmP0ucmOR23d+F9oogjjSODQBPbm5E8UBfVtNCNc7A3I7MM+jpbUEM/a1LHdj11UIM1JgRs6TWtVwjXWuvlm/nZW1hUbo3iuJ2P4qbgrD3CnD2ZJ55r1p8COy5e/AjmxNDH0Yxa7+MabGZ+GSyA7uLPr/8K5oA+M7Vj1Oy9EL9xmI0LuiHsyI8ao+VMAQQA0L962W4feHYADBfxMB3hR0XUBzOit/t/ln05c+TZ67+QcKj39oko3F0UONnIp5OAHwvSuvN6j3A2a6eiU/MZPeVuAapSJp7QiHQLZMiWD+PQ/MGD/77wj9g5nlh5Wxu6kk1XcwXxtA7LRnJqWxOFhU1NhgyLNh6zBqjaQQuBp6XEB6OgY+K4DkJYSW5R+IUoQz7ohKYp3tAGUZbzAnHWF8I0YZBhIfnoLngSmDPEJa9mZ6+8DPRa5KpXgCc9ADHRk8u6S0zVgBcM0XArHk8RCMDy4WzMN/YAK8CfnM9uXWVfdJN30nF/614k/NM3eoVpxrGHC3wnN/XJMZoHNpN4bk/GhAOafmlTrwPaALg6eecQoFe2rC7QvUiZruUL238pq5BGjsApmv6cXjKTvQygyg6NgPtQzehoLwGNYU7MatiLYodu0Ys0Kk21lpQ1TGXP2nK2PtU7j6i8koztMkUWrvnYfveG3FuRSsKLMPoPU6ju4lcTv/Z6VcPAB748fX+B8KrXQQAk6dmOQmBToXUkmt1nr3iFuVd9SQvnvrvHboBsN1G4fabnFi2gsa/2ltwdMgPf8SEjoHTUOL5L5hlFSQeqvHieJl7lArksAB5bxOEHQOgYyFQsgguWgRJyuKJoMJgrTsUEC/GCsGy/aDolEVdinnAR2aDlrOHpJlMvfAUboPLVQeqwIBwSRwQly5NypVN48bBIzD6G2Hv2gLH4F7UevvgMEfRs9WN5g+dn6k3WC8ALub68Kd1b6CprRvvcd8a7VE0/AofsUdxy5UXYFJVhW4ATMKdr7lsBpYuSAc+aisR4LuuIaj8P/NJa0VKxrmVZah8/yxMbVyKwkjaPeVaIDfbsMn3TWLhzTHcWks68ebKD/Dhwu1JcUmY9IXbypRzw+SxTgyi9MttWc8Jk0RZv3pix7iGRI8NAKvt6vHyWLYslU2WXKuzdWt8bFFA06SQbgBMWWKwre6C7eyUh9srRzFX9sFGyYjKZdmBLzgUMh/CQjWrczbJC8qYYScZXM1qQjSzMf/58LGsarFYGIOhFoQivZC1bz/NwVqGqdeGZfd/Ab8aNmO/c5wy7eSpiF4ATAMbl/+oAuYj5vjeI41p4i5mCth1X+eYAXBVeysm9Iy+fqdnegVWtizD9GPurHudQIkBLcsd2LPGi7CX5N/W55DQ2k3nW6dzvSs6EsWyJ7tRsS8VKk22KmZHELyTwz9WHYe/5TBKWqOokefiw+kutDpyXJsxlo6nQasFgCfcedH9lCxvbCAAeH4/nBPU9SoxjWXuIoCG18tw2xgAcGC5GYHlFnwpGMaKPCHPej2uCboOfwCNfT4c7OxB2+Ag3BYrih12WIwsBkNqHfqDYfhJVmyKQoXLifNmToHJwMJjtcBjs2pFzudtWS15j7YA734yfsmycgmjGwCX1Vsyr0FKAGFlNKQGzskA4Jcv7sdHfXacafgEl9x1GLQxEWaYOTCjxwYQrfMlPb5mKwNviRmOAnJPaOZ9j6mKy2AiDMzdakZS4xALU68BZp/6N1cYg2iQYGs1wxBiEC0UwBUKiJRxEFwiImWJyVQd/gInIjDIwe/jFW+xebILpskFMJQmMpJlruSxoQgC77WCL74MW/lpWPqSE2Vd2Tdy4zh+dXmA73m2fysNaqkSAp0FAKfLQ84Alxq0PcDknO+cU3iUVcQQKbagclUB5tK9MGssbrnDjjPbc5ihsMNhwk67BUesRtRbjSBXQp7fPQwriakAYBNkuIfV0POoiwZjpDA9wsEhSpgWzn6vp54r0vMCsREjm1wf+rfHjNi/47MJmdUCwFdNP282QJ0+6hqk5Aydef4n/R7g515ardsDfPTs99DN9sMz4ITp6BoItUsgGoqwrOZnmFRIEvxk6u/EweyJjA6tJTvBc+Ttl9nLOnjsPAwdvwinVdWBiwCthz47b/BYAPCLT6gAuOrURlw/CgDfqkzTVRM9ugAwAb4/+V4BFs41Y7evFy+3HAMnMGjungqb40IUmlaMapyNC6oQMavzKdXVBfGdBoTaCgA586olog3a0A6D5SAoZgA0OwDG0AEw4awejMRtRUR+5e5mfgLE6CyADoBmibdHghidiRg3CZJQqWzjDMZBuFyHwBr9KC7+FL4Z1yFYeQYkc27jI5GLZJEu3v0oqm2tKLIPQxYpDBy1oOVdz2eSKEsPAD6v+92NXn5AAcDN7d05PcDkDPAtV16o2wPsLbDgO7eegkJv5jpERsFTh4bxr+bc5/ZOnWLH1YtLUTsnNY/y2yYi8L0rIHakwnXzenHHajfSM4xlIGgJ4VjlcXy8YCf2TD2IkCWCC7aV4Ytb1WzvJFt0wco+eM/pGdWHQ2EBjzyxA22d4+NlGhMAjkvjKeCx7NSRANiV3GfpBcDMhDDcdxwD6xKUbLvkbuVpog8TGQESjOgVLwQnj76azUY3wENvBiXxOA4TWmkXzvFMQrkxdx4UIvpQmxV9T9WA4WjwISNmRSSUHrQjekk3JHsMwWWDiLES5BIecpkKXsL9Evzx2z/cNSyshTTC0T6EuH7l/1JWz7DaULnXEBmTnl8A8a/zP3Nv8FgBsKVeNRim35WbHrE8FgBs5KKY0XgU9kjmOOVtVpRYl2Pl3ppEQym23KidRsM5bhxaXYCw1wDBRnLmqOtytqD0XO2rtXbndx3kN2K7WmJYsL4X09/1jzqbPDynA39bcgC1b7ej2G+CqWwVXpz52UbapQPgkXtTEgJNADAtyxuTHuB8IdDkKJpOAEy8voMX2VBcAKwJhlFJrvUa63yZNruFeQGHOnvQ2O9DY98ABsPknu7cukhk586VGE15TwEMRaPAbMHyylrMnVCKggI1wkHpAzk6ghb4TYhNzgi/87GM9szg1RPZAOb85sQBcA6WJwKAhbIO/LDMA1OzH/99y1oUL7eByrizK9WSoR2diBz0Ken43YVmuL1GmJW7fUc+6jd0qxlDXQaU7rFjcldaSNtIS3Muy3N8ppIMMoZmhtH6JWJJTe+JMqIhEX4fh8AAB9HEgi2ywjjBDnNGBk1VnvDeHoT29oGvuAB7goux+q/aV0udjMaJB7hknwFisEddQOPePmq+IxUC/Uy/n6Io11gA8JEn7oL/4MdZRXO6JSw6lYPVLkNe5sUpE0IoVi52ToyMfCM526iREaYpbHWYsddiwj9KnXCHJcweiGJFdxRLu8JY0M9n9+jGByoBKhvaWch2ClEXg2PzzHBYJJBAgZ2lZlRIorJJKBNimB/kUc5nP7OtNfln15WMjW9a8Y9nTkaT2b+d/PgHeKPvWDJ8Tm1ZGeWCoJwBXjP93JUU6Hl67wFWAfBrSl/VA4AjBT7sW7IB/cOVcHRdgwLXVBiMNjAshwtmXQ+78WRmLz07Xj1tOpJP9j6m/qpvlYnyNrzy/i8w1xHF3NJG9LXRaD+c/05dPZKOpLl2yd8QtRWNOgN8+4Mv46OfzFWSYA0+ePXwfYEr7OufULM65zsDrAcAk3Dnx3/hhdlM4+Xmo9g90IeeYScCodNR5LwCJkr1po18ts4sh/94I4StPoS7c9x5zAzAUn76YHIAACAASURBVPg0WGNmjFO+8/a5ekFWLYoWCJE5EGMexLipAD9RGdcWaxdqateCm7wQwQlnKVcxZXsIT0O4B4V7f4u59PuKJ5g8UgxofLMQvfv0XbmgV9d6APCV7f/YaJAEPPL0y+j1+XUB4E/DJYg8+M28Yvzh52fDoJzJzHxebwrir3XZswNfNLkIVy+eANfc3OfxBr96E/jtk7KeWImVkutdKMTKDoLx1cDQOiJsPoeyrTd8Cttt74N2RRF9bxa492eC3zADUiAOynKs3wIr4PVV7+HtZR/h/J0enLUntd6S65TKrmyDiYQtjhj3H29vx8tv1J+0N1gPAD5lcwGueCnlgc8ZAh1Xk8/L4+H7j+YNgSbg1/PdI8nzvt7BZsw1hGGzqd7bbnE1uBHhzgT4uuldEMQhNDNuNFFOVBttmG1xocZkA52G1AJBCj2HPejfXAp+TwEu2mZG2chElrk8/PHfI94I3rxuE2IkMWn8IUZqezkNi5eGq4IFXeBTwHAo2gtZTq3JajfJD7UsbW6c9Y3VeMDBf2beYAKAL58eG3UN0tYtTrzs3aMkwSJngBMe4AQAzjUw9QLg4v5e1LS3go3F1DUr3qYe1wrMb5oMWzRzLdp/eQG2X18CwUqP2L3mAUE5ANKJrspj2TuZ+yUsXNeLqe/7M84MM5YozBd/hOODx7BvqwGlllOwdtlnl8H/7tcvgbHBPOpIIJncjFd1pgDwB8VoXNif/wywTgBMwG/fVxw4Lcbj0vAYstVnUcyO4+14t64Bg+HMc8NaujjR94WUCwuc1ZhY4kbFNBMsBoNGvgjtlXLXIRkfbtOmOxEKFQAX4BXuK/nOAN+LUR7gHKX1V0fw6v2t0BsCHVrxER7oWoAblv4N078ogbFnTzBFzvmG9/TAygAur0kBv6knpXn/kBEtx8tQ0lCMVYcGYZXik+ZIs0OWJEZ6TCwyKyMwOYyhGSEEpkUgKncPpmb6aCiGoUEOw4M8BJaB6+xqMO7EuQ+VLuaLYOidZojO+Wid/l2UPVePil3eE9Gf5jeBKx5H2adDkMkOLu2hpluwqXpW/AywjwQN43X/IfjF/AfsEx7glld+je6Nz48qv7I6hlkLOIhFZkinFeOL5g6QK+gzdUX+ynfAK/Wu1cRiXYEdpT0i/uuwH0VRGQINGONrJheR0d8tY++nMoaJ0VCiwdIW9PaEIRFPcMJtNCoxhCoTawAKCoEJZ7JommfGu2e48GmZGVODPOZHeawMhDGRi8FNLHBKNxsreE9lWazbY8PTvxXHLSTaUlyGku+9gLeH6kddYVAs8Lj+lFN2fWPRFwpB0dVjA8DkDDA0AXC4sgt7Z32Eo81XosZ4Abw2NUxvQsGHWFr9c5jYlHVWz6KpnQQr2y5XC9yOLjl3KH123ea+cxjYsu9a9LWeg0unb8FQL4WmvYmcAJpDU5PAyEbx9Suewt5dczIyeJN7gP937fPY82ThWyvv/fCioV9fGr2z9xumt55Q747MB4CrJxfgyVtynwE+/ywLvn9nASKxGJ5sOISuSAhtvhmwm+6CmUkLbx0hPS/K+NdHAkjEw8ghRxFvr20HWNMxxfObzaqcN8F7ltkiP31qUyeJNkQGL4MUOUWRuMCzCyWl70Msr4R/2lWjgHB6b3E3vICqlr9hSnHKU+jb68CRf47fXE0AcP20l3DJo39MbueP76jG/gd/ikUzqLr3bvjSbde0vrCRzJff+/VTCpjfHP0fLJQz75ZP3AN8+dkrsXTedOyLetH302/l7GP3fn3JqCuO9odF/O92P+Qg8RhmTnVfO9OFcyZVwT5J2+Mithdg4NI7IA1ZEFn2JISqbZCcaUmm0l36IyRke6bC0HQaTHVfVNfK0gMwOMwofvOvo+oiDZkVIMy9NxPchll5l+9BxxB+9+VnETN046vvVqFwOOGJk1FyWQcKlo8G9EJMws9/t/WkvMHbp0zC+vZbsEqaliH/ucZfwXO55TWSBOuK5ytwyo7U8QEtABwxi/jRL47kBMAk7Lnw4f1J8Dutbz+mFKqRDzy88MVOz0hulQC+wWAnBu3V6DMUoNZkxyyLC32xKA5GhtAncJjeNxFdG2uBV6bhix0SJoGHIYG9NMBusvJpA+zAsqM4tLQh7zzImIDyxUYUzzIoHuHhSBeinJ+cAM+zh0jZXgxRA1bcdzaeaXbh/aIxgAnN2VkleMRYiS+tIg6Z9D0OsGe3A+u8+7f+8m83nZoAwKvuroKhJ7+RlADgzuoQ6upzZ4Ge0nQURYO+UcbaSYaLMbMl06FCkllt/E45gqVjX5f0rNk6m0kh0wuq0stlohIuvK81IzSa8CqbfQzMyg+w9i0JsUgFNpwa93aPRSAN2hLZhq8+ex7YvtE6I1MYd3N3/8yvnX8l8QAffa8ELad3wTLi/u6RRejxAIdvd+GuyDDs6WECY6wX8fg+9ekOHB/IfjOJlm613muJk9C1FUacVjgNF86bBsGtRiqMhXci0NgXAN7aKKNvnK9xP//rjfj+imK8wH0N/VJJvI/Ga5e4B3ij+V7Mft+NU1/U9lYGvTxe+GWzLgDceOk/8eD2L+PHa36GirOIJTfhv0qtZVJEQHjTcXhtDNzeBOhNNWFruwuBo9MwvYPFjJY+mAQRHGuEVYiOACsyOFFGL8fDybJwGUjq/tSszcVEHA1HlOyUJppGsdmYPT184gwl8QqwEpqu60KoJvtZE39/FH0dYUh2I+wrK8B6UqFmwe1dShi3YJuCnjk/QGhHHVa8lLmp0epket7LZ/0StkOjz0pQJUZsmj/37iD1y72SLG0kLbFuYC+iaVbWbPwTALh32xtoeu6HGSSTpvOYPicGzm1C1zm1uAkNMGSA3wR5DnN9nDbI0HjN68BQCLigMYyV3ZmgPDAg46O3JHQ0ATzJqqhl3Mj2noiSDmbTJhu3F1h6FoWp82k8X27DX5a4MWBn8NXeIL7cF4Axc62LVypXnTJbsaeDxR8eZODrO/kESrUXXwXfaddjRzgzwzcp0SGJ+K8Zizq/ufwsF0NTtvEEwFFLEC0Ld6DTMoiO5psx270CBlb1xJw26X9QVbBJM51V9mkwc2rMtmDqA8laXlz9U7CeRbt/sBr/3vAIbpi3Aa2HGPg6xsciXepsw3XXvIHffOcKNB7IvILuj5/8AQdfMO9YfOuOJeQe4Dujd9JvPagm8ckHgGunO/Hnr+3JegY4AX47IyH8qe4QGn0uCLHTUO68Lq9fvHdQxraDMYSjqYFB/iUjDKv3BRisKjBXFr88N27kDLmLqysj7iYHn1z8JcEDLng6hNBiULI1CYSH530RQ1MuT9ZvZM8gdwkX7n8M8x17YDKoxtTAvgIceF31pJ3ss8r8NFpPeQ6rf5YKD+k75sWWex7FvHmx1sD5Ux6dHmx4tLG1C0+89KZiPGgPP4JCKtMTnQDAC2dOxpoLzsBxwYGjP/reKPHImd/v3LoYEyqIFz/Von88Hsa/64ZBiaoOCdA20QxuONOOi850g2a1xlRmUb2/d8Pv2w/ZnMWTnE1J/w9tXwEeR7W+/86sb3aTjbt72jR12tTdgVKkuJbiXCjFLs7Frfgtfi/8gFK8pUpdaak3jTTuyUY26zrzf87MbtZ3U7j/8zw8NLs7M2eOfOd7P3m/EAsjemwMEmYlBRlqZ38dNGx/ZkP76DI42oKHuW8q342Nk7Zh5imV2xvMAglLWwOCYPJQQo5FSLL+StubmIrNA/9AOTxYu8GzdpMySAQA3/dKLlI8otPCAWAiXB99uyIgACZljqIfqIEw3gqhzYgJ1mao5Pxa0TBjuHxf0gSUDtH0EUiobghYLSrNYpSljUWaSAY7y+BPQx8qTAMwWFlYfx0L66fTMFpPYRRlwSSYYY6joB4thEMEyNQMGDGgS7HCkEZy78WwRdKQtekg6ewFbbFAotahf2wBHKTMpIWBqsaEHroO7bFN3sMaRDSTamrEOxwRL0DaRDGswk4M9DfASg+REbc6FRmrZuDptP9NaLur09/GJmPSOH/SrdZWKd6jqqpe+fjWYlIHWAC8NfOWbFDm0Oc+AcBdOQacORcYAOfXOcGvjyFeHF+GeSeJkY8Cye09dHsCWsYpPQithn7mDcrqkG6KUKHMf+VZoTzRwOwXWpG/28OgzgICkQ3xY0/h6+7jEHYJsHPSKFicKTh/Za/6XjNflI/SNWWgnfW3fb/X3NVtHnXd7McELPVW7ZYktC5phTBMTepQAJgwPSsvl+A2iQV/VYMgwHdfXSP21tTBEqJGXcgKJ075T943VAh00O8CrJs4NgpXiKdiTF4KtHltYFwerGATFWAJER/UNxv+tyD4ujsbccOkVHxkemCwJ4Mn3V8CwDFWfPNqA1IcF2HagSdAvxbYYvzz0qP4etNiPHzHZxg725fyiwVrdcB4qhtKjRExiTJnbq/n1gQU/ylBZIcI8Sadn2ZlcTjQbbGh2WTmQG+XxQat3e0FTRZLICSyyClIWgJQiyeIRYgiSd9iERfPXqyIQDzZYD7AiRUCjISBerwWPRO0Xl5hh4NBX5cZPR1GiIviEDEynpw+cOhsGNjUwL2nnVaia/jj6OnSYNqnqRBa/nf5osEAMKsSYc3sKR8W6P/53YUA4JnKXKSLVdBUHkbVB1yFHa5l5tgwfIwNDhGNrqV5uIRtRhxCkRT4e+7MFIWvE5SYdcaIsZ1miBh+KRLA21DFQtPLgtREJGeDw+GhkP0VABzIIxwIEBMmyyQW8gVibL05FptyInBXez+Wq/UQcLqXJxoemnfYagHefFKC1sa/B4JDAWAFY8P1+WMNq6bOwoUA4NLyBtz16mZu3L/9aR7q6r2NMp2pdagbfhQ6YyL0nXeiOLoYLMVbl6flP4S0qIMhFFXf8QnkveXErsc9AnlwveipnGA7+DUX7iPmHz+UY5z/DQuNLgnb9z2DS9Kr0V7lwED335tb8nwXAH717uVorfX2vj7+2TqY2zWaERefjA4HgKu3F+G7m2/i3qlktAqvXXUG3278Axvb3cQpl18cgXtvjcKGlnrs6+hGdVcKxIJRSI662bnO/afVamdRUedATXPgYrCUuBaKxPf8LgwFdBk2FjRtBgsFGKoYtDACIEPJAA4bkScSMLYU0FQraOo4BALvPM5gc+bKaSKdYezx0HffCZqJRayqEhFlLeifdDtYISGo8d/DlN0EVfXXmGD4N+Ri3tipPa3Cuc1/nyCLAGDNojWYeh/Jk+ebpj0KRx/9ABljTG3Wiwpf9wXAnca3oKK883YvFb2LLcKzyEtPwYorF6LLIsKZ55/xGnuS8/uP28YgKYGUseJH6oMzGmxpMvm99/zMSNw+KQ+iUlKi6MLAL3lo7wE1evbzZab+bpMmSJB5c+7QbuOgoH9/Fkz/LXeHR7uudIpqdXQvPlz2NXqjWnDZvlSUNqpAix3IerAmIDkWufyvgmACgPcNPIIR4EtsuARLofRxDL8ir6Fu3KjscAC4u0uMP4+5DS7kuHtndR2UIgn+eMV9/oiGa6C6sx6UkIHK0o9yoRYCWggrotFpXwqSBUyakj7DhTqTOr1WBwO9sghjIvkatVaWwR5tN6rMWtj3FEH57mzc38Nw4c36TJoDvd2jRNBlesi3ULbfEELUbtRAW7sDrMOj5nGg1RbgHrEFQqSXi6E2nITR2j+ksF7GIMf4ay/BnUnBc9uHtsjcvwoGgHvUIrxv1vY/8+nimAsBwCdWdaJzuB6nK475dUWl6UdJrXe0l1VCI0M5HeNO5XA7unpuFHatThlyKk+4My54HjDfvaHF8bmWfWiQG1LKMCzK/92FET85XYAeHY/JacauyM1o7aBRm16MjpT/jXEyHADuvKPXPvGGGasvBADXb0rCHcOMuP1fL3rNr65MDMU0Ke7T6xAsRiCYjbDPYMSG0+dQ090Lm8PBlRUaEsD1qRHtu+DcecB8VQYJxBwgNjImOMBHRAaO5mKDAucoaQzGxozBvFQV6AxDwO0Wak06GODfX//vyLEIAF4wcTR+slwz2Bc3AO4/lKVn2hs2yG9A4b5ITP2PtxciUO+18Rase6kRefbFGPfrCtCfe1uAGakJa2a24cS2iXhzzSuIzyQWPO+lb+0ygPmjDSlpcogkHEr1ftTOfJTsZyAiozF4qPAugW6zFT+0d0PnCF13N6jBOdToE0uxRIzhkREojVRwnmJfKeCQMmhb0IP+kd6T63A40HBOC4uZ77MgRoqo+dlgHQwMh9phbdZBV/IQttV14qqfRkBl4mtt/t0W1AMcJcDqi+e9P0296nuGYXYR7Pdd30mYQniAyZjNj+JJsAbOH0PlOzyzLCG8mr3ECFpAwXLpcEwS1SI+JPglV7kHulsgxMepSiR22fHY0T4O+FYeY9Dfw2JALUVtpdPK6wKo4QAvd3sPF1G434f73nk/Ei6tVAE5ZRT+uD0KtmwRrusOHxIYCEo57BSeu1/8tzzBBAAPTL0Zhww+VnQAKsqOq7LHmB+cNssqpqnIlppYvHjLVWGX07TLTmP5g/sDlkHqzqhDdckRDGgzQfc+hIyodG5rJiqPY2LWc4iQBK+lGZ7B231I8gdrOKXbvX58iTzCeW3DDkLIHwTT9lgYTSp88utarCw9hO5qB/ra/54hiwDg66/eiPcevQznT/IEPq72wDs/g7Z2GErnnlZo315ieUR0j/iHf7rLuPyz8THQzrC8rc8swpFPpnCXTlyQgOemH8IrG3fhWDsfEvjo/SosmCnDV7VV+FNtQH1LBmSRo5CiuDqoESCQ19d32EjosyLpdb/RtFmywdijAUoJWiRHVlQOJiYpkBGhwjCFBVEiXkZGCxmUKHjAaWYonNKK8WlbJHb3yTFg52Uv62gBZa8Ba62BAKeDHvx+RhCWgkVzKWz6aaApB7JGroOu/KqgucFCuwNyTSPG1lyHaLmREy+MhUbtphj0nP3recEEADeNWo8lL380OE6d55Jw/s13IFnYVZcYl/dEirXjm7rm9kEPcJPpVSTCQ8ljgbkSvg5wTnoyVl61GL1GFidf5JUs4vW9+lKe6dlt42Px+okB7Gsja8C912gxjUezSjFughTCYmIgCbcPA28WDgDv6w6eMhLEC8yyIlDGGEDhLUuU+UokzEqEMGpooZwkPFr34hKYfxrtz2voXAzbxu3HFxevx/3rciEwO5BvjUL67XWQpAYOlX39w6Oorr+wGDwCgL/X3Yk5jDvn3M46oJDfhSuWX1R3ZuSo3Htez0FaqzfB1IL56sGSRefORaCx0W3wIEP30T2NiBBKse9dHjzKZndBeXkLp3jKNK2YrrQ7wW8suuyLwUBCqDuRINgyWM5IiwgUxJVB5ixVdM40gL26bhg3l2L0B1MwWUshKd+B6uslMCYK4BhKVTCbDjDVAwOnvBeGIAJQ5AGRZV6fs3YrLH0NsOm7uf8Yu9VbeQ4BrolHOKFUCHlRO/r1dR6G0OBKnKwvEsOXX4aHMjT/k5rBwQAwYe5+32oZeGrtHNXCb5+5TSjAxzNXZIMyhDCMssCxJ9vRlW3AmUpvD3CE0YDSqgoIPCLVhA4xRkgWIrWJr9W886EUVM9TXfCODQeCc+u0GHOqB7N3tyOlywSTVIBelRQiO4PcJuJR53Utm4BCXbYSDZlKdCXIEak1oy05AltnpUKvEA/JoBzubFY12DD7lRbE1Xl7/lNGV+Bs3F4cOiWEJnYYzuQF5qkId3/P7wkAHr6mjCPPDdTa7uthpi6fcy0pg9T9exIq5hFix+C4g4xz++Zk3DTcuwxSz6IIxBQIcJdWzxO4XoDI3XO+AZvPVnvl0XPnIhschLrehSey4iMoBTSNmAgJxuZFY1imEn0acsAJkBgph9XGor2TgdVGgcAqkZBCRycDoYhCt6UHGqMN/TYNzCzv8Aqnf5Hn0jSNTFUarh6fi1jFhZEBd6hpfLMhNL4b6jxffls9lk4dGxgAk5ts6jnAfhsx15kDnB76QGSB7mwjfnmiBSOtt6PkkwWgNrutbbakdqyb04AfPrwO76x5EullLvDr3oKW6h5Eq/VQOtnEPMFD2s+xiDgbDanN/+UJ8D2r0+OERg8H2Woeu1orK4RdIIPc3AJzQgbEUTEYNi4SEue6JtHQKVnJ2LHNCEt7JUw6A6TqegiZAJZCj/vmR8iQr5AjP0IOCcc+7WwsC3uEA60X92Cg2PswJWHRbQ08OCbM0YrJZEwB/f4WmGsH4IgZid0xlyLxaDum7/Q+LIY6qZ6/O3Hxz5j0x2m/SxmVGI8umc0DYGcI9FZtBTpJ6HiIRkKgE0VKaJ0AmIDf8pkmKCIB8dwcTI5qJD6aIeXL9lASvBadAK3Uin/90YPSXivqzjHYu4GFnuDKIQLexolSaBMJjT9w7HqSS8VCkyaGJoPY0vgTNOugCVkHjdx/rr+Hev9AcZuE4Ct/gQDrV8biFoceiQHWpMeCCLhv1B1yPHu/pwf5wmaYAGB2xh3YqvXPo0qlLVicNd78wNRZAxIBxeUu3D97Baw+5BheT2SBW57ZhnFzav0AMPH8ni89gtr6xaCN5RiTUsIJ6nEZryI/4acAgDXQsRrsM9ILfw+upyDl/w3QrAgM5Y7kcH3uvrMrjcLT2uyrRYU78gNpXaHcHO5RZBwCrN/xL0yP08PaNPC3QDABwNdduQHv/3NZSAA88NYlmnfy74tae/MZWEmcEIDr169F1sR6bvV/ecXtaDqUyx1M1zyYh1sSt+KVjbs5APzkKhVmT5VhX2c7vqvrRG1nMhIiL0WMbCp/mHFD5ZFTS3JQTznQpmYGmUxDpcWLVT9ybM8OWwrsxhGwmodDHKuEOEaI0igrns/vRbnKG4QNzfcOGBkKdUYR1nUosa5DAa2DBmuvAczbQTNVoDzWSbCdZbcmwmYcA6mjCLeUV+GXuGT0FVzp9fNUtRZltbw3s11phbD7bmTGuHNGW/dHoWnnXysJs7ToI3RM2oSxN7w/+MzWk9no/vB12Oe1141WRNzG0Oyueo8Q6J2mh1DOeoTUUnxI7R5BNXLSknHHVYvQq7HgxOtvcOD3sXsuQlKCG6TrbQyeP6FBVbfVS1GSRwrx6fTRUEwkXvVweyS0rGr6vA7mbotfZJYxKgF2kQR6RSRsykTESoYj2sYjqwEpoJcAJhH/7ISqTkib9oESNgw+TJ4uQ1RpNBT5StDS0AYmbseaRTB9UQ7dm/P9O8wCB4YdxWcj3gFlcyBFp8SdVWOQOrUfqvIeji3as/0VhujK3HyM6M7Ej7Z7Bm91nGpCufRFXHt52ZljYyeW3v5uFnJqI7xE4ISLNFw5JPLh4cNR6OvzAP4ssJYA4IEI7PvaDGGeFjEP1XDAUX5+N0bFRiI6OgF6tgC9juncc2V0I+LoXaBhAzHGx8WUQiXjw8pbrUYO+HZuycfct6biYgMDaxyFqutF6Bnp/VzuAk9RTQBvzzZAew7QVYCyur3+nicbuYT/mwJIrWBZOiBJBuJmADETB8fGpu2CubcO1oFWQugRWpHn1DwWIimFrPkMtIIzsIfhMCEPSjgyAonvluAJiflvg+AvklMwq8zfKOIJgEkOMMVi15RH0yFpCWHAcQLgtnQ9Ks+76wAT8DusphIiD6dOlDUWYw2zITcqOXbnja9lQZ3nLLEUYGsOZTe7fjPydC+m7+9AXp0Ow2ucbMzc1Pkgs2A3DZDj35yiwI5pSdh/USLqckmt8QtrvvUZyt/vxIifvced1A5uTjmMrfvsaEsdhprsv+cJJgA45/+GQRmkdjMBwFOWz55FcoAzD8dibVkPFPHBS2+R4RLsSMasAjcA7lsQAVWhAHfp9JBfQM6v0WLDfw4fQ22Pfy64a2TDzXlGogy5iUqMzFfh4okqTlarHXGwsmLQYKCk9ZDSZggHz9HgyLytg8GZGisOV2hxpnEA/Y5+cMRCPs0XmNO0EA9eNB1JKUMzbLpuV9UgwKZdgWqHX9i6mry0DncuHRccAG/sOdDzq+ja2OgGPRa/Sjw+oc0ThAV6w8MtmGl+DclPZ4M6xy+Ivus/xZlhDP772j14ZOHLyL9c7MH0zIKxMqj9VY4pxTyTqWeTdYiQ/WUyV57I1QasNpzU6iGjaZzTGdHtUSNLrRiLztgFsIrjYKfl3gYVj1XhTuflFTxOQHvllrGIlWuRIaqCvu4MVD1/BJUBWTIpLkmOh4QmcQXuMWqf1wN1OYfmBvtOiLIaqwc4a4p8ZDzkI/ncamubDsYzPbAa4rA15hrEtLRj3q9j/lZI9JbL9+Kyfbv9xtQaLcMTi2cMeoBJ9/bqK9FoCRIe5Bw3Vw6wywM8YqwFadl2jvBqblIPPJdxKBr9Q4jBd7ZILLV2YfYeHfZsZNDVAjBk1/juXA/BoM4XY8fjcegcJoV0wIHOUglSq62Ib7Ejsd6C9EobaIanYJeYyI14i1pfkhAVk2VgaBY2CYVzUxSIr7cgd48B0l4Gw3/SIq7Ozk+Tr/fYV/j7CHhBmQAjVwmQFTNU0OcWUZUnCvH+S/45vEPZxqEAcDptwcKs8eY7J89siBLRxeR+L92yDM01IfL4WRYPvPsLCka3c493sUC7wG9D4zwY+sZhZmYhKBFQnv0MUlQHg3hr/cfCBVYDmThdXlzynZiRIsFYimzddERZ0tFL14Btt8NiHYCDsSNamYOO3lrYbFpOoSPxsQZjJ4ziXlhSDaAzRLDE6cHQjHPX+Yde870buqk13GHiO1+/7HoKE6IcoLo16Kj7axk9QwXA2jVLKj7JW1Hy7cPtaOzgjWs8AOaBw3+vWMEDYBa4419FuFzyG17ZsAvpZcADd0RzZY4+qmhHY28CsmIehUzgz+BM3t9sYbHtiA1mDxtZAF0n8NIVAvEpNK4pMGFOnBEjoyxQCRnAIAHVowSbSUJtAaoqGYKaVNDdkWBivaOHHKPrnb/znw29jcbLjdHY0iNHlJDhPMTNZyVs+QAAIABJREFU+npQlh2gmdMBrdK+pR4cholYOWw69ikPo67kFtjlCZCZbZhxwjtFp0ushkD7GNKj3QpY8x4VWvb410EOt48XT3sD/UX7Meoad6h4++ls6D95A5rpbRwAZil2V21LBz5ev4l7j+3mVUHrAGenJeGOKxejr7sPx9/9EM8+VI6URLc3hIDfu/b3YsDAgzteIQGKMqR45cY00PK/r1QMdNqwrSIeYmkGTLHpSOi3IEUngdiZ0uIek6HvKr22DWxrF2TqZrCqGoChoCxUIHpMDGSZgaKlvO9tPx+P/qvv9AuL/rX4e/xa8uNglwgIXnlmHCIoATLuqvXzBhMQ/PjLe4fMDt1UUoKk1lhss64afMZeqhpzpW9yALhqxJTh165No3LqvN+BB8C8d9cTALuOprV3N8J2Uo5zrf2IebgKtJiFvHY/hiuEiEwYhwFmJMwsb1wnJFdxNK8DGM0W5KRNg0woh51lsbO3B2c2ZCLqs8m4tQdIj7Oj7jIhOia5iDsDrODunYDmEKA5AhAA7PQieYVD+nj4g5kUKZYFS64noFiSBKTfDMTwzOA2XRfMPXWwaJrC16hlgaJlQuiF1TBaeFkSrM3+dQp+j2Ex9t/pWC01/S0Q/GlaGuYO93+eHwAGdk16NhWyKm9G4cE+OsfLlwV6EPxyhk0yVoDKGofJfUtAO4Q4Pz0Se1alwC4NnXIzlJ2m0Fvx0lPHUHrehzgp6MVBEXBIR5leLsK+iQn4YUkWaocAhoM9pWhjH6a/7V1lIiqlG7nLf8RrH1MYEMXiyGRv8rlw8tjzewKAM34qRnRV4PJfbgDM7Eo9HoOPc/qhTLOE1CpididhTI4BK59/CboxEkRMleBugmMuAPweqm/CprPVMNnsoXnQuTXl1nOUEUKMzFOhJCsSYwpioJDxeskW8+2wsamgIALNSkGDN0gKGGKo4H9D+Dyk4ioIBN2Q0v1IEDVBQllAUSxYlkaKqAPxQm8iwS9/68F3e7qgZwKHOnuO9ay8sVhQ5tQ7hrJYAfwvQHD5JQ24e9mY4AD4N/X+w9vZRy8St1diyWuZTnDAqSre55gTOQYCwD13r0FFegR+++YK3Df1Y6TN9QwZYzlL8dOr7sDSmbtxyfhDg/eNOREB1fFIKJvdsTcWB4M/NVoc6OPr5LnkrFmajI7MK9FLFYLxqTvptUo8B9dDSHtZJjxBssebCiUWpEU1QNpSBXnzLggdRq9hkFA0xkYrMSnWQxEidQmzjegbpfcIi2ZBcoMbq3SDNYRdnmCy1PT7W2EwjsQ6YxbKe1UY+3PBhexbr98OBQCzLLOLXLTHEwA7rQPcUHhM9dzIAiQ7Q6AVx69HbAaF7mnpuCKmDcqA4dNeA45+iPGrIxs70gawcVsbTm1jcGSnD6NNgPA4Q7wU2x+PwsnlxKrHH6dT1+kwfI8RbDQDWywDW6oQpgIxaC0xDYvgSI6AQyYBbRsAZTeCcpjAiBLBiBVwxJSAEURB1C1GxIkWMOo2CB00mGY1FEfbkVjhzEsKFB7NLX9v8CQUshhzvwCpMwQ+AjA8yGqpzcMrj184ycpQAPDK8lnV0RKUkYX65j2X4PwJUm7DXTbBKd0GLT8ktLZgNOkLXwbpD8aEmtIjUKtHoLvlYszIKuAIcWYV3oMYOfE8B88CCgwyA6lCgICVIHtgGnJ0MyG3xcFq06Om5xBOHH4FrKoEwrR5ECSNRLSgGD2NWjBaG8w5AkQmRXIyQNPYCUv3ee51ROgH2/wbJFEaSBINkA6jIMyIAGEvC9SnwCzPwXOKh7oZCQienziAjgrmL+UEDxUAa95ecvKz3BVlPz/RjcpGorxQuOF7NwD+DwHAB3M4D9HK53kA/M6OXXj+1WhU6XrxYUUjzncnIyP6QUQI+VxA39bazeCPCjs8aBR8dTe/a8i8CCIoCGOEeDrPiPuztKBbSLgeC7opHvShAtB1ToOM2AFYnQZOf3uF+1lyC5iyRlDtsaB7FWCSNGAmnIejqA1snM4DTLPY3SvH200qHOg3AKbvQTtODIZXBqtz6LCmYkr0TUjI3IvN+cuQbElGSaM/Q7Ba0III2z8RG+EG6ZXrEtBXfWHhXEMCwDR2kRDoj9Zv4sZhm/lBfwAsfgOkDjAHgK9ajL6uPpR17UP5OOd+J1FGNgaPbOtBKyFS8GiTC5R4+MaYwZBb/qshaiE+s95rjUTn4QmQGX08h8453VnvQJ/eiF7i8aBNiI7JhobhSatsVguqu7ToMkdgfKYCuSorciMtyI329qrYzEJIjsSDPl8Dc/F3EKYMIH5GIpSFoT0+tnPJGLj7enedYgAHMvbg83Frvd7CEwRnrar2yAvmx6SlTYvX1x4dEggOB4DVRTPz5n+eKCMA2POoCQSAuac7f7T27gYYmyn0zD4NWu6AuKcBo+zdUCRMhtoxd/B9YgW7oaBqOMOJ1kxhZNZM7rs2qwm/EVLTNdNwq9GCzDg7jj0igymBDizSzZ1A3ZvAAAnN5ZIMub00pFDLAKdEsP3HfU6on6MnAPHzODBsVtfC0Hac8wiHWppCGYX8hVLYZW3o1fFngW+TmCS4dc1yRGki8eKlxzH8wzQ8KB8ikVaA+w0VAHuWQXLikkE9htex+A3iCYAJ+B1eXQEBQwy5bqG4xHEZ0BmDfXcnouLSv89IP/JkL+Zt6cSMIx2QEhp/n2ZnwYU322gKFifOJvwnkVYHhAEdYkOXHU/8czT2TyDsuxcU+Tu4DKa+1IthO715IBTxfchcvh7vfMFC1CfFpmU88duFtqEDYHZX6vFofOIEwL4QwzOCigPAuQZcfuxtxBQIubBnT/Abahw2nq7CrvN1XmshXLhxcaYSCyYkoygjchDwusZBx2TgrPkeGBgPfgLnl6H64XYcOmCntLAIz4KhzBwgJkA4VdQOpUCHVFEH9BoLvt6ow66zXeh3aELKi9TELNxUXABVLB/NGaq5tMjaJhobdvz1cOiwAHiT+sDubewj0wYBsKtXrl3sg5BcdYBnmF/lPMADeetwoNyEn/57Ax4ufQn51ykG67cRhue2IwxeePsfGJ24FUpzO668rh3pUTZk/V8CFM0y965gWZw3mLBD3e9FZgWBEK2ld6PNNMy9MHxmz3cyXX97L1R3zHyoReUmUyEggkWEpRVJvb9DYaqB1M5bAgnL9OTYKAyP9M4N0+aTOsLqQZIsAoI7mwzQ9FoROT8L4iSXFZiC5tfzGEi5F2tPHcPVmnEo3f3XGKLDAeAp3atqKTBvkX57AeAgq8/lAWaNbVDWLkLbnGzEURZcxfp77j1PKysobKOSwdZNwprZf+D7dY0485ENauJsDEFIxdDAtqfjcPymaBTW0hh7tBdMJANTOg02wgaKtXCbytPS5Zo/l3fDN7zWBYJc39si0mCPnwxbymyuy4L+AaQ9+x8kfvEnaJKz7UuOFSIKomQ2UPyPCwvnIM9sa4jA289dWIkkXwDsuZ5dHuAVE2f2xUpprsgkB4BduaQuCeId8gBPAPzvzZPwU8YpGA3JyNRcDFY2D0KhEXOKV0IlJfMd7tgKKUa5Iy/Smo5CzXyk6i/ixr5dV4MeuRi9RRNBieQQaBnE7WchVrMgZSaDCUZbFAXdMMCmomFXAGahHYc/OgCTxgSaNUJBVyBOthPy4gHIJ0QCCtedSOSHNzmHd69Dv2Pw/GP+ur0nr8N4SySq/7zwGsF/BQBXNfGGwUAeYPK5CwDbUytBFfThw4oKnGjKQrTqUsRJSCii/wjXtzM4WhHaM+hnJ6KB/AIaYyDG43IGRSfyITjktMa74yEDRb57S55A9pJAU+L5WaQR9iXHYJ9cBUSYcUAjw+sN0TjQz4DS/wd0iFxh8nDCGO0YuAlLh/dix7hRmNQghTgAo2anoAHRjiehkvFRMzYTjbNfJsHYOfT9//8LADt0GlwTx6cykEHmwO/OXrT6pGpMSFfh8duiQYVj5QyjkDhsIgw0Z0FTUzg4pzorjc+P9GLr2SYYTXrYzXx4bEDwI4gEHN58CpQ4HpQ4lnuD3OR0rChPRHmK25tgJx7lz4shUn4Ja+EOiKJEiJsUj8jS4J54Ljf4scth/n3Y4Bu9N+FNnEz90+sNXSBYlWBH+so6v3Do8w39ePWDI2F16nAAuL14ev6Sz5KlXh5gFpgwIbAH2PVA4gFuLawFJdNDoO/BaEM9ohNKB/N9ye8kVDuSBBthNpsgUBSgII4Pmz/Rr8O2u+Yg90QKVlP96Cy3oHJFDECi13xby5dA1ybA0hWU2MbzEl9AHAzo+j4msFmU2LGjgKx7wEZP5kCwpa8x7LGTVi5GdJEZXR1nYRd7p6AtXjcLpcf49B3SHl12BIWPF+GFvMDlYsJN8F8BwKHu6QmAR585AZlHZCO57vKxJTD/PBH7705CxVJv8BsODHF7zynhyf+nHO7E6rcrEKV3GpicQpykoRqFFAxCCg6KAhNE36FZFglmRwDG4nB6gXsEDieU4vkni6HP4qMkA9k+Q4IhO4V5j3Uh+6TTC+98B1pog2POt9hy1ARRrxS/LxkVbir9vvcFwL5r2zME2hMAh3oQAcA/p61Hlb0Jqwd0iPKogc0Lx8CWgC8O/Ykz7V3+kRBOz7EvGVVKnBQ3L8zCsCxeFtrYCLTYFqDFNg82VgkKDBh414R29TuA/2nwlQIfvaQ0aQfsdD/sFOF9cOsKRdJqTI44DL3GjN8PmvDl3nroiTMqwJoi61cgEGFCai6Wjs0NGmzs278BHYVP1wcm4gw36UMCwJuo+6ZFtDZh8Wv+lgLfB3gC4MivOnBywhF8ufFuSI448Nq7r0PClV9gYe8zoeIb4N0jqzDB8Q10Vl4JHaUU40HGglgdnx88YLVzHt92kxUdhD7Xo3WmL0NbxGzYCQ1zGCeib1TrYK1K1/2cu8xl3XBtOn8HoMvy6ZGiyllEKYjsWmR3f4VoPZ+/QcKz58THoCjSHd5kSrKg5dIemJLdVu32Jh00GjtHiiWMcYZbsCxsnXqo1Zdhc4sOi/ZnI+nshYfYbbjyMK7as825t9yKvisEekr3P+ZToDiKzc0DZ9FtD8XcDAwCYAC6uGsRK+zHFWwTaKdX1n/BsSC5vnuYdEz7+En8nP4pptj3oupTK+z2ACWMPHZh62gJDv4rFhO6bbDGmmEh4XlcPiJpbrHonyvKf+cHbHyEhW9ILtncjshcWDKWwhFZCNpgRMoL3yF1ze+guNDsELVXuC7xv4lKACa8J4YiIowdy0uasOjuoPHc/UNhGuEHiQBghuQAD5D8L++RT6EGc4AlUqeZ1gsAB5EMPADmQ6CfaYjADnUKEnqWICJyJmyQYXbB3UiM5Ne3vzAMJh79D7YUw2gU9C+GypoBB2NDl6MPNelpkFrSIT/PIqKB8ZSjIQVwoFcxpVHQRtsgarKjm9LBmEmhs60b3dXdkFmOgnFUI3/hWYiGRQBC0r9gHt/gh3k4hYN8zxjlOF+xAIW7xuN0hJt1OZxgJt8PGQC/fln1x0W3FGx4ohNDAcAXp2yAvWQf1lZWoqK+AOKEcmSIFwdc3ieq7UFZnj3fwXOUludZ8X5CBJQbx4Bqjwald8q0cE71oepNwSyavoNKxHKUEWxKH+xLj6Ixuwsft0RhbdMABLqPAEHgUElOaWeFMGun46bhhTiakYSiPp5oxkM8cSKoR26FyPYakoU8a6u+Q4yz/02Cw+UqCTPRC2e8hYGiPRi1/P1BeUVCoA2fvIG+mS0NY+SKd1iaesvTA7zTvBrlbJ7XnV1lkFwe4Aiy/8Wk/BQ/WPf8rkaL2dtSfhEBv9cmgo7yzcEefMuwfhm7SQZNUw70balgrGJuTAjw/aU2Cl8cboOla6vfCAQSo4E/42GRS1liQSMqfgRuvSgZpfFm5Cep0BMBtB5Nx7hfBmAd9S3syWchz5AjcUEKxKrghgjrkWz0X8eTOBpFBrw29V9oUXmTCY7pTMFVNaVQDBtA6o3+Bt7f9zVi3a/VIWc4HAA+Pbp82Mo3s2lfEqxgIdCuhxEA3FR6HmJbB0rVJ5GYNs4L/IqoXiQJNqBP3YS0vMVIlkXBwjDYuS0KJ/6xEJNhwnWKflReZ4K6PAC5qXonUPcaKMbb+x7MaeC1MTwOIz9AHMgbHHaVAWxEIZB1O+yiLBjbjsOqDwAGnIZM8szYPCEyZwqgqeoAS3VBapJgyvbxKKjI9TK61SQPYGNfD4wnYvBF6oWXSPpvUipmjPSPEPENgfb0AIdaMC4ArN/7CzI62r2AQllJCTK2l6OKY3omIavebajik1w1cXcfXnjjKJfr6dlMJF1MIgyYvxmo3wqrAyriIg4n24O89FF6PLYP3IS+Ub2oeOgUTKkkoiaw/hZs3CgLjblPdCL7hNrLWSFRGNBR/l+OGEuHOJy8yFtmhjuDBwFwpYcjzsWLARbt9/cO5gCnHovGJ7l8CHSoVnnEiK1RP3Ge37xA4VQBLv7m6Cn82dwaNGWLM8IPOjSA8cXReODKIu5OJjYeLdYFaLXNAIPAodz+Ajr4hgzn0iD3IuHSZmEN7DRv8CSe4SWRm5Eo4v/ee1KDl75pgNmT/d2HtCtGqsLjcycDTkLMcCdSayeL7/gAqQtqQwLAv4hvmKZqGBgSAO7JNOGnJ5sxRbsKTMMGfMHcgPOPjcHLDz6F9Ll8XolNbcTOj1OwWzABBWf3Q2MWcgr8DQIaV9pMPJhyenw3dPSAi3T3MBHq5dloyloJgyOEBcxLUrsnlBWZYI1SQ59ciYiss4gjwEbgQGdnNmwDCZD0ZUCsi4XQpORVB4/7eOMVbzA0eICT3FNrN7I6vkCU5TxoFpiXGIvSKLc3mDBFt1za7UWQpW4zoFttQfTSfAjkroObhVVtQY/+CVRqBjD2IwuiWofODq1V2NA1/XuUHanhBJpLyedY2KJkWLXk2mPTe5YPxof8t/c4p4SFahMjMlEgjeN+5Yh9FFeJNqNJm4QP65bgkpSDmJlw0uNyFn2UGGfrlmDhS0/jp0lXYV7Gaax/01dy+4wlYYx4MxHZ6XYYo42D4tAjHCDoDvU+cMNpyv7fu7LBGaEClqwrYUsoh6RRjeIFL0Da0BPSWz34VgQExwFTv5BAHBQDB7B5syw2fS/CpvVD8xZe9OIX+INWodrsz74sgQPXJo3Fk4tmDI7V63cu9asn6zvXngD4g/YIfHn4LoxLyoGaKcDw5E9Rlvqp+zX9ZiFwiDF/AQuJQ4kc7WzkDMyEiJHDYOpC1cBp6GbegagTDBSVLARc3jbfzFQdHKwBIiTAQJ2BjeqCELGwsu3opzfDQfEKC7lCwEZAyY5DDLMIFroN0Y4FfkYBRkTBpgIqIwfw475UnD9fjyWTFiF/NA3xsIhBToJgBhXvsRqaukHuZeuNxcQ1/8YJZT1OXAAITo+pw7XLt+Ht1Zfh/AnCAu0cG4riPPUSpt1WNPOMuP+FazvfLrs9cf2Dp6FW8wrriq1rkDSMz4/65qYbUfs7lwaOO14oQPn4/+L7ju9xoqIYyrgyJCuv4MfRfXtODpDyRieqXeUOQp8r5FKVlMXmMgpjN07iQ5sHrYhD1HqDDanvVgm3rV2LwmfvOcoaYb9hLzTReiz6MxK16tdAse4anoG8VVbDaLAD1yAlUYyLhrnyobwjBuw0BVZ0F5RUB7fm+mpkqCThpWGaQKzAzflvoOWaz5A3+YdB+dzfHIv+9z9CT7nZPEpmWQcaN3oC4B7j21BQ3oayG0Qf4zvhn0hJiMP9118KMexYKiGymMXZDhv+ecybMGbhKAVWzk8BHRlaYQvmkmAdAvScGwZdm9sofkotxSdnYlHdx/fN3ncAtl53SpNrOEJ5GDyHLBwopigBFozIQMQ/S5DWGo3Fq4ugtJ+Hfu5zgMiK+OnxiB4TB8qrhrF78dibY9A7ezX3yHAgOHZOJ+LmeIdakusefXEvevsDs0bbxQ605ZUiqSUG26wPDb7aQeo8Zkhfx7KrihorRk/LevTZQkT3e8v8yZP7ERnJe1KOHo2EWu2dk0sAcHNhJeLPf4PikjuhY8sGyxxRlJUDv1r1WYwathxCWsCB3/97YBx0W3OxnNKhJF+DilulMCf7MJjr64CqJwY9vqFCnIcmAX02gc+kBg2F9lgsbgMIgKgxQMGTsJmN0Df9AYfNwPO3BHCA5M6XIzqLAlUjxKI3cqAIQgD5/IKTWPBsAV5O1uJkZHASI9/tHCsQ4kNlLCZO4KNuPBsBwF91Rdnv/65MREiwCACe9FQapLUhcqs9QqAjf/jYi/RKNbwEU7aWo6FciS3PpodIPAodSpzYZcTdL3Zjal0l90OywgaENMxCJwcOeYkwPD+e72mItmDLap7xO+28gjs3EtrliGuVIbVRAWW/GLQjeH7yD3dVo6F7Omzr/gHWpMTxL/dBkzEAO6lHHoAOJpRILfvEgInrvI1YhB16M7Mf3fUsqrKL0ZYZvEa4773nSvNR9NFwyLr9DWlkvdWv6mbmXD6XJ8E6GIdPxnVBFh06UmrbyTZUyvbgjT7/2tG+zyf761sCfptahxR9IZfQWHlJDsYVxUHDFKLKfDP0TBZ324CyNIgW/Vf2daBrLHQzLEK3gTBb3IjJikOIpPm0oWc+acaeKl5HCSRnhsmLcXfpGBjT+LMr3LmxbR+Ls4EzH4Ium4cfbkfZ8OEhcoC795/8Qb6srGiXEBOHcKjrY6345pUGjG0pwj79dJz5oAy3Tv0BI67g8yz693Thg89vARS1kHd1OvNIgOvEIlxrJoQKfF/PDOixudvHssYCbYW3opW6KLDQ85jQQSWWRE5KDLDEtkFTeBCGDHepEG5QPYbGF6uIe1Mg7U+BuC8Vkr5kyLrzOEA7qI95XOBtGeVlSKTuNIra3uXeaaxKiZnx7s1HQHDNHW2wemyYtnodTJESKKcRpcJlBQNM5/qhNV6GU45ETForg0I9NC/hsZFaTFL8Aqqm3m8DieWxuHvpTT2zeuZzro1Om47zJIYLvs+VxGKyIgsiSouLoxfCCiOuOvQU2s18ndLNkx9FqpzMG4saREL9x3UY99USdC28CiNVffj2fQZajc9IuzRvAnpiAO0LcVAX6AfDmsN52jxXt+dGCpXbGdA77FMXjWUZ2CMLYMq/BZDGI+ndLch8+CuPUHsPxBBgixWPYVG2WgSbwvcACAB+B69n8fYzEpw/F76EzuSPDuK31nPoJKxfAdrThTRumvyPwbX0wk1X+NWT9b3MEwBvbC7DD81PwcyqIBbqcPGIyyERuK3kgefFk86Kn2eaFSJvYA7yNQsgtEug0TfhROUG/LxfCIM9DQ8tu58LcSa/tqITWuoQ+qnNsFBOrwvJNXOFKftJQR/R6/E9zUaAoQwQstFQsmMRyZRDiXKuT9ZYCupsGk+tpWHP+RJjk9di8lQHBPFEQXHf868cBu7YA/5q0vf27Ytx144VeCf5EDTCoeWcjUg7jsXLjuD1e5eh/oyHl4YFHnj3Z8jQyhRMrxD0vXi16Z0ZK6WfLDsOq4mFJNKE1eeeGVynB96fip0vLeTe+65XcmFIvgOHj5QiumAO5OI8f08CC5yutaOqkV9XnsA40Dojb7l6tBHPtudDsnUUYOI9gR5LOrBcCTC42pQOdGSa0J6phzajGQ4RH15MgUZyawRkinYUtxdCvGUcYAqtTAbcFHIL7PNOwXzpEVx/SoGd7etA2yv49/QJhXddb9LMh103H+OGCZGdEjhsTCdhkEBfPjheJBe46jt/MjHPPqlSRuKWnHuhvnclopK8Fbf6T79Ab2wMRsrVp0BTZfv+PI2Ne45gqqMA2yyr/MbzS/ogVkj+A5VSgcduX869zVWSYzi+yYjP+nVojnJFzgDXjlFi+eVDVwS9AycBXWsG1Ge9KxS88EcC9rbyZFuuLWgbOAtb1xYo5SKMHZaEomwVFHIxJo9KQVqiAiKhW8aZLCS/nPdQ92ut2H6YhE3bORbrhjYtdh1pgc5oC6gE0WIRii/Nw7DLczDtqzxMXJsO45S3YS3YCVJDOPWy9KDlkyw7iqG58wbuuZ4g2JVWQ0TBjJZsLGwoRNJVzYga6624tnbq8OwbgWufa5PNaBcWYbgmDz95sEBXowMjZE9jxjVl/R0jJkY/82gxZGb3WAiFDObOdes+dbUyVNd4A9WP7qiCjnke2fl3wBHBp49w+8QJfgd6ziEn/2LESSJgYRx4f8lc0HWxeAK9sM4yo+bGAPNf9SSovoOhSwgOYVsH3HcX8GG4sGlWoADK1nKkWXaTBvrmw7Ab+/1BgkOE3HkyqHIdHAi+5NVcSG0ehIQe8ue66/fj9tvH4pYRwUv5+b7CrMh43EHTmBAEAP/YFMeu+LWEdgHgyY+EYYF2AuDuhD4of/ps8HHJmQkYe2wRetIi8POb2bDLQ0eWBTqzyGcrP6vGsp/bIGEtXK1YvYiGXuAMcQ4TrBZq+naXXwObpA+65D1wSLSgUmtAyd2pCgQMp9cpkHNGhbQ6NyFf3XANNt5az0tegxK2HctRVXoR1IvawICF2crABheR5dAW0OwnupD3hzduGHb5Nrx9rAHJR83YtGgMehOHxg49U1WEUS8MhzBIGaSqh7rYhZfNm0kAcM7eeHw2qx1CSehQ3O0n2zDBvBXD2MBGM8+3JJ7fY81tYcsKkWtIru8DVxZCIEnCafMq6Jhs9/EbJHAx2Ij+FZ0n2DV2WguLoAkMesBSds4bPE5+HGUyHoftOaHBS982wOxb/szZuanUKFw9egQMWeFrypstwKfrL6xG8BdrjBDFpOFHyzW8ykI80Z4D89uFAuAYK755tQHy5vGoPTwF6dVaXHH/SQgiJTCe7ML7718HQ2w/ourODwqsZQolbtUSwcM/ekd3H44N+Iej9I2/BecHJnp30At58j0nH1liW2GOaUV/0QHYYjqCLiLfHL5Q20yoi0HciXmIbBjjpYD4OSQ8FxwLJPc8vNIMAAAgAElEQVRtRnrPj0iXSXEZYYp2lkzqH6lD81Iyse4hJyAY5akQxEYM5kqTPukOtsJgnYYTTCYWvDU0ZjsXAKZr6v2sehJFGp6fN9Ncor+eQ9NDBcDJQiXmRhVgcsQTyIr4AfedvAe71SO5YVMIjTg4837u39uQBNHxOTh3bBfGZdVhpoDGpm+YwDm/rsN7ZAzOvU7Cb7Q+FiHvEQ4NbL2Do4OFSvt6NvydSm4vD/nOFjce5oIVUOyrQsnCl0ETZS1cSDSA2ZdRSFtIQ5fsVHC4B4U4bVgWWo0I/3pQCKMh9KkUDgDfnknhsdkPXBAA/td3XyI2hd97pzWj8NJZvo7romHXIUpW7wOWQgF5flKjLZmY1vYk92+DsQvb96/COWY5tq+tgFlrhEwqwydPfAgH9Oik/41+ertzE4cIN/cMsQsCWoJ5rihWhFTmAajYWdxzBmJovHhMgZoqE2Jvvx63xFZBMSwi5KETDPjzay24G3PD0+twg5DG7pgDocTM4HcuAPzCrcvRVucRgssC/1r/Jaw9A/acyRUiXwCcObEO16//aBAA1+7NwzfX3Mbd98ankiBsP43jwyyIkZHawP5rLFjOb6DlvmaaBrfb4yH6cC4oAkiDaV/BljILtOb24ez8w6gbX4lW8SjYqcChWvy4sxDBBBsioLD1I63BjKwDJSg/kAeZIQzbtoe1k4RGW1f/in/TVrxYdRBWE2FYDm7/M/VeA7txPKaMEiElLvDLdMjqkOF4BEIBXyKq9rdYdB8PXo/SDYBvQlSSN5tp+/Yn0NdQhpy8/hoRIywIB4B/p85hsfRtRCnkeHzlNdxcFx4/isOHu7E5n4wc/3Yz0uV4cEUCKK7U0IU1iy4SPafLYNG5Fcg3/4zH9uZIOJjAdScfmfMnls4ITKx2YU8HDpxsh0ZnQWePAVsONKG60cN7T/LHxEJkT0/HxfMnY97T+YjR1sMw7Q3QcQNIWpgCRX7g8iumH0ZD+xgfBeECwc1RjYP6icQuwPMHeX6IlKuboBzlnS/67JsH0NrhzVhOfusCwJf2T8RrdncN9hb0IU/6KGbcntHVkbsw0RcAx8RYvUBVj1qEI0e905/WXfw1TMUtiMgk8t3d4oWb0du8A4l5i1AYkw6t1Y5P5l0MS4cSl0OPkSXnUPHIcO/oDHMnqDN3AnZtWFYHz2cNSVEO57bx9QiTBwSoYcqtVs/fkjIEhc8MMkYbWo/DpK72DxO1C5E1Q4GYYhu2/G7CyxtLkKyRe0UUkltvGtOE58dXIfnxETgd6U8EFWithgLAXV1ibG2Ix41biqgLAcAH1jTDaO6FbOuX/PkpTcKk+kXozZHhp7ey4ZD5c1YE6hu/u13xbCweeakGCw8SsAkYaQpaEQ2+lPrfQL6EL0GuQt8lq7zmhlTS7Gg2o93QBEPMKXSXnQUb14EoUT9irQbEt8mhjbHCJHMgpSqaW3PNo/l0FDMdjerUuehR8hFLNoaB0W4fcsUGEg59xc0NiFF7Mw+Xrvga727RIvmQBZ/fxRPBhWvhAHD1vd2OBVfPnX0hALj+z6OYZjsSdtRd4NfVx2CRGOTzReXJuG5OFrSOLBw3Pw47O8QyUx4b2CxqgEXYCJqRQ8ioQLESmCTnYBSfAkuZIWBUEDhUsNMDYAQkX9sBoSMRMmsxpLZsSOy8pzlgIyWFKTssgjrYBHxFhThBD6Yr9yNRqIbOaMetL9dAbfSXoeS3LhCsz1KHHbeK8yy27gs3s+7vXQD4Jwt/ZvrtiN/U+/f/LF0+KeuQA1P/EyBXxOdZ2ngLvn2pAfbGhYg5l4NJA98ielkBjCe7sfH7STiHOMQ01gxuGB78qrm/LQyLHeo+nNX502Y3j1yFDlMhl2sbiJPIIbZBm3EGlvjz0GeeBeNDfhAcqzgR/wWEfcg6c5G860YIbE5B6kuq6yHAecENSK0dGNb8MsSMEWlSCZamJEB9lQW9pSQv0C2ECDFWU50e8kW5oMSeCh2L/l/OoyP9UbCnrBj2I1/iIFQjALhc9RsE54hn11vQKVTFeHlmqTVLv0JMHk8A8JYAuaSe9ydjmCRSYn5UAa5NKMZXzbPxWjXxNvDtrbL3MSvxJHZQSai2RSN7TQH68r/D6gwa239kUeUqbeczGYxYAMd1k1B942nQdpd3zNML50tS5P23v9btutY3JNfXWuIeE29QE/hod0hiYc6/GZJ6KYqWvgZxhyZ8SDTLYuG1NJInU9BkDKUcDv/stiYaL60O7eEiAHhz6zm0B/EA35hO45m5bgUpXAg0TTN4f++/nbPJonKgDM+deQujUj9ASfJXQZSjYCCYhcKWiGltT3DhztX1P2PzvnX45ccRMOv5OS7OKsTty1YgIToOvdSP6BB4sLH6KUYe+esOGYS0BTTl9FCSg5iRwGInBHsMxEI9aJrQrnmGaHgD6mhmDmLZpZAyudDJadTnCKCNY7Gtay0SBF9jSjELSkIYvf1NI75Kg28uebBToPmDldivvRSPWdT4NY6wqYZuLgD83uolOHfUTYLnmqeWk5S9YOppUd+TKwbenXt15KdXn4TZwIIA4BvWfzTY88ZDOfjyipUcCLrxxSgc1R1AcuaSgEpFVx+D3ccCh3F5TkmUmMGuy3tQcng4hN9Mdr/IkLRi4NRFPWgbWYGDUxywCHjAG8gIxR9I4ZU0cm3WeSEWfFOI3HOR/npdoH4JHbA8vR6nY7W45XgHWjRfgEJgRkny7ua+awDreFw6TQRBIMIgALXMVyiW/syBYIeNwuGXgpMXEgC8Iu9edN5zJ6IS3bVuyTur9z+EnlPjkFrcXyljxMWHT1Xhp9/3B/YAs8Bemi+tExOlwCO3LYfQYEXkOzvx3lj3XC7oEGPFveMhGnPhZdc0Dbnoq+aVUtIOt8vx6tFEGHgt2qs9dtkAyjKtyIr/q+ycQ1tEp2vUePit/WjrNngdb6IIIRa9NwNzfirBhM9joLvkQTCRnYidEo+4cj5Sybf5guDH594PvdRdEvCGipEY3psISsAi6+FKiKPdIOng0TZ8/p13ZBm5PwHAraIS5GpSvcognUILxkufx/h7HXW61Hty//lkIZR699nAA2CezZ00Ek57+A/vyhI/Xvwc2AUPgIH7jBBAD0fzE0guuoQDvyTs+asHxqF7ax7SYcfKnN/RcEMJjDkexrS29UDTWlcRSP9QxAAhy4EIbFzjGVZaXiAgDiUhOU9x/Cyg4J/cz0jZJH3LETAWp/7oOpoYGlLdMGRe2YlNZwy4tVGJRce896VeYsW853/DxI/zcWi/Cl3S8KQ6BADf5hBi8hT/cNbGRin2tcfihm1F1MLvnhkppHCi/Kk0yEKFQFMsdvxfPZiqbsj2rYdFTOEK/VUwmSLx7af5MMeEjwoLNF7L3zLhtt/3gaYc6JHSsNIhSiaFmx+fB/QpE9Efyad7CKPiIU7MhCjJ7X0kny+i62B0ntWJ0hYsTvoW2WjBtE+LoergU/o0yQb8uaweAym8Z7RXkYuzqZfDLpBx3mCT3cGFRQ9FTU/8KRqLPv4DYptb9olkZoy97wu8+A4LZbcY3187PtTS4r4LB4CrVnc6Lr5icR5jszVk74/HZ9PaIZIFXzeU3YKEw99AIjAEt5MD+PKPEzjV6s0X4srz9dx7ZP3PGpuIK+fPQK31avQ5eEdUuGaQnIBBfJLzyHL7RtjqjGoNrVeHchaSrSaxZSHCOhIRFjfhmJfGTcjVxBVwUDzHDGlZ4iZMVRyAkjbgmc8asedc4AiMScLRuHp8IczJ/ukGvu/7y+8s6rwrFwYdks/eMiI3nsF7pkc4cxFpXtrGpu6DX2xQ3HBjZI0Gi18joCuU9wrozjbi5yeaoai8GBMO/YG4pRnQ7WlBlaYAe+vyIal2viDLYlhMIl7r5XuqtdjxeUs7B4I9nWSsSIye8TejvmesO6VskIIfoFRGdOcdgGaYm2zjQkNmyY2HomT5jmLq9hWQtxd6b0qfE2AQirGAzNqOgtZ3IbX1IEYmwbzfroem73swNhKy4Q2C65qMiFrCsza6ml1nQf9mHbpKn0HuC2bIBkLnihIAPDrtAKKOVcLOeFtXYlPm4tkJKmuWYQWX4MB5gLWkrE3olihU4lG6FWt1ldjj9PySK67N+B2PFH2LSkRjJ50E9ZZOpBm68FAGDbmAwrtP+AgGZ1xlRGICKj++CDrF9pBzEC4v02XxdPWepcRghHGgaApCuwaMw+Q85N2g2OueXlbn0AqYJX0J7MpZyF3xEWI2HPNgQwvstRTQLO56ToDOAhqMPFS9Pu/n9nQBz9wbnLhg8kd7sKO1Fo10YEWTB8DuEOgd60bg+3c9wIrPVMck6fDC97zlmUhoAoDfrFmNS0qdoZ1Bva3+4aNR1nRMbl/Ngd9jZz7E9rN92PaNEEa9AWKRBPdcuRJjS9zlCbrpL9FNf+Xukc9B7Ohh0SGcBLWuBBaHWxkMNVPFoh+gSmoCK2CCJMGwiDbdi1TxEu65vVNpGPJpbD94DifFq3CDog/iLCkXfhusDQ388lc7LGKce+hNRKUWYIG5FV/H87lTwVpGbCuWX7EBlSdy8eGjfAgzaRmF3Xjs0+/ReFxsKZ5+TNp9/+q2tXPmp3zz+Fn0tNidAPjjwd83HsrmADARrONXDkBSlgGxwD8Ekgz5r/utXnV+fftGxlslZrBpaS9GV+ZC9NHsoYU780sKP9/UiINz28GSvNkw/oewynQQIraRJxhc+6rPOg/yMFZhguW1LzEgsWPOIT2a+z/gjCiDcsQpp1wlX0x9y5EbNwmjCgMbs4wiQK+9F5kxfFmzjmNK1P8WuFQJAcB3F9+L5pX+AFh38BG0nhiNlJK+U3KHpIzkAK/97jdMYwr5EGjPRmq4U9WYI3kD6UkJuPe6SyD6eA/WpWphFvHnypg2CvfqH0DM+h85EOffghmygO6To6DvJDnoQIdeiMcOpKBD7332KKQMbpxmwDVTDHAGOIVc2/+zL1mgvUePnX+04MPvTnNh0qTRYhoznytHqTgLM1/OQVT8O7BnHkVceSxipwTOz/YEwb3KP/B2+WdoV/DRMFK7EI8dmQqZXQR5gRbpt/HeNNfiD5QLTABwQuFsDByn/OoAXx7zAQpv0ddp0+7JXf18HuJ63UDW1wMcCAD/+mozLMokr2G0ND0PVXImLsopH8z51W7NxUNUPxSpZ1F/dTK0pfw8cq3mX6B6uAqIQVs4EquhlEHy9NyG/X2gZN4gqIcPU6eAqFHAMD5SiTR902GeLdqjsd1JiM1UQZFrwK6eXrxyKB35He5IhjWj1uDHJRGwUYm494ppeCo9vKJNAPCVGilmzeqFxCf0leRtV9mUHAAm3Viy7lk2fUskCr/yJtPz7CMT48Cu9xrhONgIecVvmJ87GqK9o7HnnlRUXuIdtjsUHTepy4gVz+kwq/k4GJZFh0zkRW4Vdi5CrAurzYpenRadfYQXxfuHkpR8RIyZC6EqHn2ZBbhG4E8g93DjZly/3z+stXJWG85P7IRN7kCHaiTOpVw6eHMHy8JgcZCcqpBrVrkpEwUHujHuCE9MyL0niVBM7IVhyjoc/T8GW+eOh04VumSdQqHEDZ/NgrI5sCPi/IOd2vdeWR3125HTbObhWHw8thVyVXBdIa5qE+T9vKEz2Nm38UwVdpOIzQBtsAKNc7ynj8nBtFmPo8U+J6yJmKFMMEhOQS89BAdNDDbekxY6qo3vTLA15+tWklkLEafnPaq+25mhbNAo9gA2PYSMm89olmI3iqTn8fIXndh61o1eB1NRAMwQXISL5yeDkYaO0LiQUOiP3jSjMMHOhUC3OctBeY3MZvWB5dvk//hGRAhjXs0ImyDvqgO8YEsmYudnwHS+F027ZdiRPBm2r+rh0i0UciXWsFakGHhB82F9K3QOpyLvXN+USAb1iDdRrxfyg+8UhGRQpRE2tIzdAU3mLoDyBgCBFpddIIYDIthajaDVRrAmG2irg3sf7nGkILuQAi2mQMuFEMQIIYgV+xBo+K/KyNqxSDi8DJRDNMiY5TWAPquDYq0YVbeaqyEsHl6CpZ9Ow0Dzd2DtLmHAX0BIsfTJkZCXuvPIyDfmCjW0ukXQiqcg/2m3hTrQhnEB4PhTfTBa67x+Ep+2CE+Pj+ABMAt02sMAYOd7pArkuMj2Iz5omz4I/OPF/dgxfTW6bdFYL0mCtkKLiIoGPJXNg1/SNvwgQeMJd94DK5cjduk47L5PC4Hu3GC+r6uT/pstkDpMfs3fn2BAhYGBWMMiwsGCiDZqsKQh/xurkIVVyNe0M0mEMCmiYIyIBGXpBAj79aAhJJxqDpjyboItYRIS392M7NX/N8gAHcxEOWkuUDaLQlcJWScBxZvzQ88vWezbJsS6TwKzmV4oAK45noK37nMfKF69YFnkj2rHg+/9Mvhx5cAIbB5IRUHCj87PfD3qgc+hDH05SnuWc+C3oWUnHn79PFrP8la/YTn/j7PrgK6i2trfzNzeb3pvkBAghN6RIihFsGF/dsFnf/aGFayI4FPx2UGxoSBFegfpPbQACem9Jze3l/nXmbll5pYk/mctXeTeuTNnTtlnf3t/e+/+mHvjA4iNCigCRMiVnfkB5qG/im/IsvA0u+Dcaob7mA2OcffCkDoByVY5om38mPQy8YdYq9SBFk4wUqhR2mCReGDb9wFyr7oLHVGlsBiq0R5TBI/UDpYiNmWBR7liPBJ0c5GoiUPTNTRcagqXOztQ6PkBg079CMW1atCS8Adbdysl8BxeqJkK8rFx7Xv4r12CAt15HNJG9sYRAHzbTetRfiVNNG/Zg6q5eSo5obb1n3RYWTnz+7N/PBKT99O7ZagqdCJ9DPEAiwHwj7f8m1uaQ9+xwRAT8OT59xsLFFW5cepi1147ncyDzTc1Y/hXM0FfTO4Rg86qduHvabXYO7MKDkH6gu7Hrke3D7sIJS4Xxm5KweT1qV1To0lOB2MnHM9tQFtyCzI32SBjPwdFucIm5iBnj6nuBVw9KANxxiAlwquP18jrEOd4FlqFDS47heOfpIbNCt0VADYfegkVJ4MB8CZM8OSIwJTv5X0AOCs1EddHxWE3GyhbE2MGXqgZiez5FKT9uLpz4Tdu0KcupxT1R0fBZtJzvzjToMDL+5NB8tP4FButwoPbx1pw2xgLdOG8Hz3yKP1/VkLob+xON975+gjW7rrij0ZQGhUY8cQgzKocgjE79sM+8E/oB+iRMMMHBIXAn0XHy7fC+udQmNVH0aY7gyWDD6JNyTNWEq06PHOMlAoDsl4uFNUHvnilFR9/eUw0ggQADx0xFed2e0IA8KMZPyDqlnoOAD/6SQYyStX+aekOABfc7MblKeJ9ynTuQJS2A/2T87k+bPw2HWcWjcJ8qhmahDoUPqRCZ44A+J99FpQp1AAXcsr6YuJEYSdBK6gbL7EPgHC6VvD9ulgf4VaFD/SKTklyD6kBGPwDINVy6ILEBQtBMOOQwFGSh/RZrbA1ynE4/SzmHk1Dcq0Hx4zb8FfWGjg1UWgbfCuS16SA/T2124RYPgAszNjtWwCHD+tR5NH4AfCMZYusMRVuxdAFSeG3H8vCmmvHwTer4dl6CVElh3F12+2g7RS+3NoP4WywXe2a1xaewpR9tZxeQvx8TTIarmDLFJfPJlzoQuidrTYbLA47LHYbbA4bOm1eXS7c/Ak/I8A7Jg7rx03AqT59YVHyBv1HzxTgsTNh1h/LwiV34+x1FSgd3sQBYAKEfY0DwSSbfVgjHkB1SmFYkwnawWDgyQLkXC4WpTAYeM9fWHywFvqzFFbdOapLOUgA8F2/TYLxYngnxOX/1NUsXfRC8oYjBVUpp6KSl/WrgDKGI1SGNE3NaUSVi0Ofwg3d86t7lsp4wtBM5E38GVaWq3Dpb8EzR4CvSXEYnYrDHJU50prhP+er2TjaaDhaGS5OXJ3sBOM9syP/NthzTBh5KqjcaZA5U6CxDwPNisfQoiiG00NC6gKjNVx1AiNUJ/HFqnr8cZjPiSHK6cOyWMo8DfusK2AlXTM0KmuAP7Z0bSgh9/9msR05cc6uAPChiTtUz+5mii5j1kfp3pOP/FRIL+S6ym02AoAvXN+EEan5YNQymPZXYkP6jWjZ1ATnzoBV7e7U3rirnJRpoLCprimE9izVJIPOX4y/m721Ab3voldSKB/3AxqSzvAD1IVXyqYwwE6pQFW3Q3KlHpSdd/kLXflCld73b1/sBBE6TJoC0gR5l0CYdiiRsu3fULQExTpFcGEwLjMGlr4KiccCqt8gjHl9EozKrXBa+PEgjVChi8+0Qj0tC5IYXsnnv2FhqzCjhVkEyYZWxG2InLWwxwA4nAeY83x4vTSCqe7lbsTZRhodTjVf9QfAs9m/4y79ZXwbo4S9wQFmXyFeTqVh9HofzNDgQ+Z1GL79HNIr5dBodHA90A/Hb7kMitQE875Xd64kQY+88w7oOz1IaGEhIWmuva3LGGGBR4dc7mQUOHXjR2BZK5jm05DXbgdl55ModMUKIF5ge+r13HUkS3TeuFchbbKG1gwWCCcuHvg6BqYEH5gifWZ5ZZJ7YDjRyeLNxxVobgwFYD0DwIQCzY+cHwDzFh9vz7zPpAAfsPJdf7YjB6WSC6DpgMWtKxoMuWFK5wgMa+DLi1yp2IqFy1pwZt9F7u+7p9+J6WOnBkaEZVHXUo6ab5+Cq7EczAA5pNM0YC0euM/a4D5rB9saEHT5KXdhQL874U7n++7JcIP15oahG2hIjpHa0OQ7FpaKBqw9MRfGpFykDJwOudrof65ZX43muFPoVFYAOq8McQPnfx2I8Td+iEQFjc5sGi3jabRYKmFafj109+v8WaIjrbNg2SKYetHKPPneB6hTTMLXDbVYmPw3bHR4ynFPAXDFtb+eXvWUeiAHgC86kTb6Cu4LAsDEA6xJkWHkawIPkH/fAUQ0/rXPCV9lhnBLMVXjwr7bGpHy+t2gGvRdhTv7X/1Kvw5891IhnHJidOh6h3cHg0LHs+tPyFqNaWbx8hNju49Nljlhf3017qinsOF0PdRxnwM0YY2E7kmPKwr2xjcw6yopZCR7anAGWrCoYFchV8UbdOpPa1C8PtTz808AcHFFDb75YxPGu3KwzRnkASalJSieAt07MQ4GIwWnN/MxUSD+c0aD8U9NhHwaoen2bJTr6jQ4tLEP4tQ6JBrUWHo6hittJFwXCUY3fn26Ccou44l79jzxTAb9pkcgOnAHAoA/Wn7c7w0m34x6ZggmGvMxdf0KsHEXg0Bw4LeeTjmaxr4Ea78VsFTIcUXfgq8GBoDtzOI+GF+TAVVWJ1IfERuVv/3lDI6cClAXewKATSlP9Hr4swxkFvPnKWldAeC2ZA+2zxPLC6mnEuUli3H7hMfAUBT2H1Li7weux4NUO4Zoq3HiRR1saQHGB1X0IdCwNbIzIyT8JBSzcTMkuC4E2PpWmve85a73OzACYWf/ZHV0mxyLlgH53wMqPlTPWncBllpfKTBAalLAVpuN3LkNaK+TYFPuSbjsLTCcWg3axetRHTkT4Yjvg8Hf9cKWo12XnfwnAHj6V591xtZZ1EPfSQqc937iKT821j42PwCeUqhDVFsUtj6Rg9IbwrNNIrGPXll8BlN3V3HStllCw0pkQU+4w/6DjUWn1YymjnY43a4A2OUOuB5kVIoAip0SCbdmmvR67Lp6Kl4/fx46p8CbF7QYyoY24MTsMpSrBqM44wb/JiUg2GoCPIrQc5N4f2W1Ac/uxJ37ENtAatPymytl8EVU996FLTsZ1OnSUJgfOT9BTwHwxqNn9iSfNE4gAFgVw/mTBGxVQGJvR9Kpn/1hBkJZ590e3A8OXSnHn6f5hIxdNQJ+B076Hp2CRFf+6wUPd9FtqNN/DlBC/S28/cXRSsNUIkXLCTk6S4hzQTwZykQXGKUH6nQX4sZbIVEGwGU4fVukPbMyziNMYoX9S4zob5QTJvkeCCP4rtIcQL7iPJb8XI/1p0J5zJnGXLwln47GsV2XnyPP2X2ExaluhrNHAHir6ond8qKgOsA+rZ2XbP4Xq8s2g56hgGZAAlfr9+juBBQmxsD0SbMfzWexHiymPZC5XDjbYcLmBnGJBkaiRu2AL1FmDgAKOU1jQi6Nrwe/DAcjzqIq8uZI5HBoYgGJHNh1DnS7FSxFew1owf4Y72IQCnLvxPveiBPsEgrSPipIoiLXFSQDEHv4JhgujfVbn0WxykHKn8TRgvzytzkQzI65BtcvyIOrdRU8jkA2UFOrHZUVFkTfkQuI4jZYtBzVwZz1AeKfPQdZhIzq/wQA1zpN2NYDCrS7tQVNZhU3l+RFVRIbdvVehuWZFngcbjRvKMSiFA90Xo+ZhVXhzZgvEJ3Hj93Nz3+NQ+MdODijALTH6Tdg9ISCEdg8LLQWFomtLGSu8EaQrsohBT/reHUMWvJvhPZaPkMwaZKGfVCU/wnaGRqPTr4fHLUQe3MDoIp8ljvjTRg474N39QQdBAzD4qGXaXQOYGAPyQwdSeSxOLxHgp++CF17wQA4WJm4N4XG21MDMcBdeoDhA8BrvR2hsNXqgZMKLZMSyQ+c13wberdfy/3+y2XLsGF7K5rr2yGVSPHwzXMwJn+kSKxWn9qI6p9fDetpCx4NqU6NKd8ugnx8eDopd71wAOxA5Yb9sFY3oX7nCVgK2xCTOQQxGUPASAPJmjq1lajquxUeGa8A0ac0yMr9DgqpAbZECo2TaXS0NsG0dQaUNytBSfmK1+GAUU9oaeQZbpscy75ejfnNcpjlF7BLH57y9P8FwHwMcCgFetRbKVAnhA+b2H/aherGyFmfCfg9+a9G6D+4CfRlgdU5ggZLvL4X89vw6xNFYLti/Xdz2AeZaURXd6c8+9Ypw7qReUGL277sg6imLjLoR5mw7vlVmL1OD0paBXX8ElBB7CJfB+wd0xArm4FxgyRhdcIOOeBsfwgpxlbu+9O5ducAACAASURBVNPfJMFSJ97D/wQA+8ogcVmgHZEBcH5qNGAgZQV5GaS2sfhu2HSo/1XYzUjzX7ebWLz/nQQr1gTOWEaqAxMzCRJtICSHeH6/eaQFGXFdl/1wsB6UEbYTaFS57ehgXSh28cylIhcpYcM3JUUji1GDnPMptByj5AZoKK/i/w9osT4h0NRmxfOL9uHkxQDNctQzgzHVEIUJ+5cBUjtixsYgehyJCRYbOeyrUyBNuILLr+aBdTFY3+si9ieXc3KKZAV46sRoJFl0SP33Fah6BUKLnC43np+/h8teTdo/AcBZV9R+YBQVLU6C5aNAk2HY8aoTbalCz4YbptqF6Jc/Hb3kGlS0ePDTmDu5Or/3KGtRclUVKu8e5p97quwbsNW/ijMmd+PB9YvWMNeR7/i1xkJGAxqZFEpSWl3lhlQdxCahSSVnDxqLVGi3OOGWkuRGPcmL0aOlyx8BEn3AE0xKcVna0FG8Ex53ICeE3JaBvP80orVaihWSc1CVn4C6gqfLehgZWobfCVYqR//387C7LLK86BIAH9KhiA1QoIUAONLb+ACwcUMpJh9PQn2GDn9+kQKS76urFnDcANN2VOGV/57lgGqdnCS6Yrz6aBfA1avLkWe4XE4U11XC6nCEx7pBa6Dp9iY0PNQEj84D1QkeeCouy6H7WwfNSUHJzhBQzKI2PQs5xhj0Npki2uUKritH8dh61Mt74WLGLXAySm63EnOqvU4CZxQvp4jnV7cjBZJm8XxJ7U5M27QVCjuvx5BY4GteW47Xf6KhOWjFqtuvgl0RfoD/vwA4eK4SzqyEzBy+5rzvWovDife37IbF6ezS8TJhaAbyJ/0Is5euG3ZdkKRTtBX1um/gZkJrVAfOTRYtKg2uaBLBPNEGysI5gPnSr75N73Vs+heD98cyoxuaLCf3n6GfA7QykD05ErVeZR0Bg+1qUCw/h9x6ozvQolkDhS2gU/g8wR+tqMfG04FkhL53fd34FJIy22HO7DozdE+o0D0CwH9obtgde8nTozrAbf0ckD3rjRfa0IqtN96E9vsKwJrINuVd7Is8dvSnWDTYHFheKQ72lsgN6MhbinOd/CFJ9o1OKkH20DL81ueT8PNNbkvTMBtS4GEZMOcrQZc2Baww3l9xYloY6+nblEGUDZ4W7XXre7/jAJ+KgSxPC4k8PIWM/MZwbiLiTpIEM4IWhmpC6AUqew3yy9/kN7BWh5vX/gsdNV+CZnwHB4uyix2QTs6AxCDc2CzcnU7U1z4JS6UKvZeEL6tCAPDEhK2Qn3PA4rwi8pbHpszAmyM0/ygG2GZ1o71ZzL9/MetP9Fa34HhyO1q2l2CkvRMPJJG350dgReKzqOg9HCQOdsjqQ2i27MXuO0vAeHjAIQYNoSqtz+PoG00S/pFW74baFrAo8+skmMojuFeIRVtM2TjRpsfxNgNSjnugfWgWJFOHgPLShaQNByAvXQnaHaBvu/Q5iE1/DzdX5KFVZsWvmadhZ3ilJ/6Jd5G+rJCjZIezuo6cyGLodBr1/SQ9tMry7/Hm4/IQL/DYrw9iV1UhSil3yKPIr+4PSoLVcwBModnjxiFHuDkKtwVZjKt9ETEkSR2AT778Fit/r+DeT8JI8PYjbyAjMVAvlFxT+/evqFz3gVfQdm9VnrBgPoxz+eLukVq7w4MOpwdyhkKHwwOtlIbdzSJOyYDptKD4yw24tGQ1GIkChqRcZAy9HhTDK2D1yQfRnMnXsGbPMsjNXgupRMaVS2qYTsPhsaN1342QTuiubmqXXfR/2XklC79s/APbamrwceL+sKWR/gkAXvmsduC3LxShtcoTNgZ4++Ln0P++8AmAqho8OFAQCmSE26Z6bh2ijuSEj/nlBFjgvc8Na8FPTxbBKXMjfNGgIOFIoqxZB/SogZ6jRdGQwQwZawHVoAHOJ4BuMoDtVIO1StFiiIZLLoEtyQOXkYUlww2PJlSHCpYmtJPFXZ9lY+Cx8ONAeuWcuwM/x1Zizk49KPl5aOIChgRezvBSizRbxwwMTr0OmYl06P5jgWOqDRjl/AEyiRvWZilOfSH2vgcDYKEsNB98CRWnhiItt/WKjJX2ulBcjh/WbeeTYIUBwAepYkzVLka/vvy7+fr5uDsH0xc6esp6xqQHPbh8JZQGz1JyyFNuh0QZhwn9bJg3uwM6kigo/FGIKpcNG+wNuODsDOtz7omxqLdEjZEyPYZKdZCQeJZ/2Mgsvbj4b2w9GDAqE0/w1DgZJuz7kZNP8VPjYRhEvKOBF7E7GUhPWmC5pEblV725py4YvRcdUp4RoHVI8ObBCWBlNNIfL4Y8OXA2HDlVg29/IV7HbgBw+g+IurX+CvEAP7EoCylVXoogyyIqyolRowNsOQ4AHzagIceDvc+I96mGPYQGRTtmxPbm4n6/u2EqtEU6vEXXozrnJGpm5QbifttPgzr/XCgTI0zW5XDoJ3g/kURvsVESZA9wQ6kXrhm/+8Ar34Vnofcu5JkdSlhORuF8qR0NUY1gWCnftzAexEjGLqEpwFfChFVnAYO+9a8Wc3UBbA0BAxDlYtD/bhXkeg+OnHXhqPECjKdXg7HxxgxrUh7MvcaSlMRoeHkAWGt4kM4B4FYFl7AsKlqsFx0+pEOxW4N7dvTlBmP615+ZY2stKuIBjtRsve04+ngRZnzvRnuKFqs/zQIr6xlnQ9PpwCPfX8LM7cTzC7RIaFiEnt+IdGe+Ny63G3WtTWhsF3hTwnp7WTj1UWhNlKMhWgv2nU2glGKGGFeXmRhEylSI+9EA3V4tmOAM/YJ7JxijkWiMjShLKvKbcOyOEpSphuFKxkzR8NGbEsB2SkKAb/AYX7duE1RWfp9mjT8FV95+/LkYkJsV+PmB8FRoHwA2FJI8ILyRR8iKDFCgzxxPOWUc+uOgKsh14rVCu+xIPv4dv6a7aF/sPYySppYunQHE85s7YR2chLbWhTOeZHRu1vwGD6wR6wfX6fRo0BnQrlRx75ZT2o57VpUgrdqK2Ho7WlUEbyhwJKkvtjAxaHA3wnmRuN0FD/YZTiiAeIjlcS7o+zpgHGSPCOIpTwxiTLdA7g4kVG7XHEK7ah8MbUP8I+SLCZ63tBoHS6pEurI+LgWvSe6HJP883Oqu9bHuvMA9AsC/aCbvTrqk6hEAtjymAoaoYb3QhN224XCZ0lGylFcsSVOzLH732OHwePBlaTXsbIDi6JZFoTLnA9Rz+4lfclEyGTzjN+JI0hbv+hP7XhxyLWwqA+fxZSubID1ZDkJe56SOaAOHEaE9AMB+YOW9lvSW0kugyFaBVogPZd+hTuKC4w+SsgcUt/A5uCVQFPyPBZDQsgPpjSu5d6PTM3Dz8mForV0FCed5oOC0u1HS4IRhGkkzLjxYKHSe6EBjyvdIfuFSWC9wwbAq3KTfiLaLUlhdlf5FSd4pNvUG/J5X47Kw73M7tidJsOqqbCJ9Z6jxEn7Q/43PctthbwdcWwvwHhf3y8uKAtVIbB5BkjAB2upWXLPoayxeWAwSBx38Lvx08VzgcN41ysMipoNFVIeHozuHKFBhLIzhJWqo/3JLQwzKLWrEHjJBX2oHtArIFj4Aybh+vMhzmSGv3Qmm4xLcqlQQ+jMkaswuH4BendGoV3TitwweBLPtLThS/gkem1AKmdAu4RWAEikw7Q4KhmtoWKN7Yv3m1+3hPUyIF3j05yewrvEUWr0ZFoPla3AW6DP7M0TJlIKvT8xsxhsrVnIfH3fYUefxZVkOjfEQ/nZw4wNIN42Fx+PEf796D7+vImVgeIE/e/JNmH11IO6YJOO4uHIeOo9vDNwi7EELOBL0aLlrNHIVs9AxSQ1KD0hoCmaXBzGMEtVmD6ysG+0uO1wsqRcYSKzE3zKw5+MVNPropRhE21G2fBsuLvod2uh0ZI+/FzTD1621qZtQFbcD9sRmuDdTiL7mNiTRt6HuTj3cKhoehx2N28dBPllg2Q7ak12eckFfHvvlBaRVzMJV9kv4IyY0i2xuQjlmztwYIQZ4LSpOyz19xp9gCAX6t8+0AxeNucQdUOE8wEXnF4T1/jpcLP76O0B9FnbRNy3/ndiGh20JkP53RmQqMS+ysfqhEhyeUt/FMAR2LolO6+3agT50IZJV/cEwBrgaM3H5/UTYGySw14ePlw+31c193Ki5xQ7TcF4R78o73H8Tg/t/HBHKx/b22nXzYfzc/xwe2h4FqX4tFLo9fsZLMJPQ3jYb04dcDYUsFAmeTLEj9uIzyInlSxwVbRCXRcoaORePKifhzCN3QJdYE5DPhMJ/6GXUHZqAxIFV9VJWEr9y8x6cvFCMJfY78KhnUsj4trEWjM2bD41GkEzJKsG3D46ENJ9XikVzG+L3BB58V4qt2yLnlaBksZg9+za8MTtygqAjjjZstjWgxeMLNxJKenFpuQjYOaSvxDv8kkSHKHVk8BBpwZF1cNvzG3GxtIUP2WEpjH52CG5Xl2LgyaPcz6JHRyNmvDgxFlvjAlvqRu3KVHSciEK1qgP/HXbI/5g39koQ7RwCp06HrFcKwSj5dUfk2zNv7uK8wMQDfG3qKOwt1IqMFgepIszNWOYHwC+9nQNja8ALlZpixYD8gGfZ3Mlg774o7HnaicacgCItQQvMpmWY2Gcm5DSDnetjcfTFqzEfTVAlFqNqAoX6GQP8faaP3ATW7Q0pEwxYOPoyt4fCxP8SnUqrB/KGeqAzACS21lgTj+iqNCgtBlC0FNJOcogzoIgLhkyyxgAkpIHV6cCmZsJFEY8fiw76AlroA2hljsJpoXC0ugHNRVrIbKQEJPGVBDSBf5KwiTt7BNmhybs0n/4dEOiacmiQ928W9hYZljsLgaZi6Aq3+UeldfBsuDQxMP6Riks7wtfznqtMwDCzFGPHtEJvEBsmSAxwnUmJmw7055b5dT985M5eK6czN4hZY8J161a7Ie9zHlLI8Nt3vWGL6ol+ABDw+91TBxHfaOXifZtlDJxENQ0WVpwuKnYckOcfmnESVcNq4da6odunRdy3sWBI3h2BYaQzVY+63L7YJU/GoLjDIJUISFPM2dmFrA9IYqpNhuhP05CwiWfBBM+nUipDenI6lIwg07UAYJmirFj/7GUc6fs05wUmjRtYOw1mZRrobkrgJVXWYOyBwP695rXvsf7zdrQdcOOnB0ejOT60dJDfA1yoDFElSdeKnvbHAJelnIpK/+2qupAh11cdha7yWCQ7Ifcee4tK8deZgIGGdxSK5+nqoXHoN2kNLJ6AETXcGVev/R5OqTd+NkxeYwJ8K6Li4JDy8uaOVeV44qdCKLnYp/ASudLeH3tMD3C6RY28Ac3SNtToG9BEt8AhccFFaOyCnyoSXOjzeBtogWNdyOQicx9tugMqVz//2iEg2E5f9nuCOQdO1M/Q0BY8+nY9LpoCRkzyo+whk/FS8zC0DeONjZHaoVMsDvmqzwRdpKAprPjMjTi9Bb/aH0CTJ94fWum/dEnrc5+fVPzv8R4D4Fe0cBpYlB5oxKXrX4Fj7iZUtgeE9sMeJ25kXfihohZ1duLuD4x7YZ+lMMFLEyMB2BIJam5ahHpV4AD37QlCazbrk+GR8p5R+nwFmMv1vODsJqOvb+H4rhMFWgctvuBreAcA77Fi1VJIc7SQqcVJdcglBAQnHAyUCPIPqMAS5+tHdvUXMHbys9T3lVuQnHcQDMW/s5Rxw9RqQWdWLFzxvPD0w2CPB40nhwHl0xG3XEwjJ9eVTNiPkdpW2I5fgpsVKzaxyXdhX58D7BXpt9ztLlgbcMwSOSGPxeSCqV0s5H8fPR/NHhlOGyXoPHMFc5tsyPOGzTRScfhpzLuwSbh0VEhbvgx7Hq6GpLNYpJ4Gg15+vH0KLA90DSYWcR2EMi/eoCIQHNbL6xv1gOGAH/PAfUwuBr9UpYByeJC6qRUyC79Wye3ovsmQLbgbTG74OBG5W4I7ywYhzqYRgeC9HZ9CX1CPOTMrICFYP6hvhAo9+3EKrmukES10gfUS8I6+/7wM1RX8AZE56w7EX/sCVjYch82baCxYCAQD4O6zQHfg3VU/wcmy2Gm3cYepuIWK3FF1TyLBMhBulw3Lf38O334XiHVMi0/F+08uELyKB2dXvQXr4bUh7y1UtlwGJSrfnQNHdp4oA7Pw6eIh9e/oMEJc3GeaYjEiRoGREjv2zngV6GCQMfwmqAwBi2Rz6ynUz+IPS0+HBv1Uy9EyXc95g5tO/gpH/XuQT+PfU2gZDhkuf/XVwHoTrllnmw6f/rQXW6tr8FnSrpBY4JFZZzDh2v0ovSRIguVPVrYWVacZZI8voKr/tah6wc3RSasf4pX8cAC4qu590N6YfGE/hdTn0P4DA6KdODzZDvkrpASQJCKyPDahEavnXIFb0rWlmzwjznMeg9idyFBlQq29A26zBpd/sKJunQu0RVgv2+fJDJ9jzmdUF+l5DIu6GU5UP0is0JGb/rQH8z4YCYrQbIWnM7f5Acdzf2FqmRl/V8ugjPscjLwoPO3dIwFtehVTRyQguDJSq8KJuqoXkZ9UyZVFclpoHF0UYEIMv+VrzG2Mw5HnxkOpD3gRSRdIEqymA9cgYVCpmQajXvLDatQ1teKodR7yIWZTkOtPaMvwWL9lohd+zHwnpn96sItRCHy1eKMGHy+MEEsjuMPWb+5BolE8x80eJ446WnHE0Y4Wj9gT5tt9bsYOh6YOHmUrPBIrJB3J8KhaQDvUkLWnwampA8s4ILFGQWoNDXMYe+AYEgraMPqJWyDTBcexd/2KFpsL9722VVA3mMUNH4/DE7t/BOM18sVNjodxmPi5bLETjkIJyj7JhtvKYHnf7SiM4999fBmFh09qUBMzBvpRTUi4mc/6Tdq6rcXYsOMKB4Bnpo7DwQt6rHE96f/+EmpxU9ZSZF0lr6kaMjPpzZdzobQFFP/Ro1phjBJL3+VF0SHeX6N7NajYdOSrDKgyObFi+N1cuaO3qWaUjChA2YMj4VbyWqjy3H9ha18XkXUUCQR7twN3D63WjSGjWY7iLO9UIatgJHTV6q5zAQRvQpkCyMgFDDFAIl+KyMM60MYcR4XkR9hQh4KaZly5wEBj8p4l4eJXIxhNfYPM6RW584HocVz/LPXnYK31Ghk5IiKLuBw90ia5carWgv10FXRn1kPWzjMSHYYktA+YCcYkQd3reWG9wO9L0hDlYHHNlCZIZeI9QQBwS4sM1x3N5wHwz++xo1+Pg7YycmlDirHDkFWMY/fF4/g9MSL51RVj4p13TmDc4QYO9DbIGC7DfuTGszDJoNRpGrH/+eOw5ogZhIpLcmQ+lgarW4eCvCx4+tqhkvtKS4nZWnReBSSDS0DJfYbH4GIygfOXA3YuGkwnjeT3EqDfF5TZmmWRldYLBpnX7U1eQvAq1f1bsPYeD87n3it6PbZWCena5Ijy3tcDLh64kafNxvSqRP4dq/HzXS4UDUjEppl88jhh47JAfzc5/JyxwGUvAN54tKBNVqTV7xosphsT72/SqRUg5Y8izUiL2YKF2/bB5ZVDovXLvT+F60YnYMRV81Dh4qtVCJtQu2nU/AK7TBwbS753MCTe2YgGvRF2qRTTVtnx4G8lyLKW8hUPehAfftFyFY5ZbvDvdeHZ2yRpw8b4XXDAJ/tZMHIWWfeZOIo0L0PEThSng0Zy5X2QGfn6waSfZkUhbMw5SJ0GbrxIiaTrdFvR3Mri8Y9KUe/gw2j5YaFgjE7BR3HXoa1fZNyytXoYzm8VJyf0jV+mksEXn9vAyIGvrYFQQdFc/RMA7DHQsL2uR9Oaizgy2QDtwWdxcvU2vyXxDY8DoygW7Q4XviyvDgA5FmjKfRslbJJ/LohimXHVKWzNFJRG8fbcTVGwGFLhIXG+Thfo/ZcgaTWLLYZBFGbhwvInY/CCXZ/XMRIg9nmWfAXahdeR37IGBVS5ipBEWdLmRKRvfBo0AkodtxD8MaL8BmdcncgvmQepxwJodbht22x0VnwDg9oMgzKgGDUojCjWipUf2xUTGpTLkfLMJdAWMXUtAIAL4WbFQi468VYU9t7GHlWt6hEAbqy1we0K7JVMdQ3WZa7B0hQbrLUuTKy34HpPIGj9x7w3UBPNU1b1p0/j+DgKspYlYTeDj+YsBKbkM7UVyGzwxSVG9g43VvdCZ1sMmqqzwTjlUJT2Q2+LASqzHv2j6hDf5zhM+mZUpvDCoSqVL/fUq3gQNBeH4hxjw8DSWPzR9hdKWf4A9M2RrncuFLPHo/POfoDQOuldUAQE339lGPROBReXsiX5EpbSr8LqaUfCWSsemlUBqT1U/CWksJjyvgRWI2eqDRFs/Adi8FZfDSx4hrd+9gQA35kMvDctEC/YHQA2xprw3poVKHA6UOGOVHw+ADYHNz7Ie35ZN/4+Oh8ff0yhsZkXUAT8vjbnFaiVgYQU5398HuYz2/0GAVVqLJQpseg4Xw5nhxm23omo+GguPNpkUG6eVhrJ8i/Uf4KvEY+a+AD2rTEpDUw2Umi+Zz7aL1QgJX8aEnL4GHCHpAXFo37zz4nbZMBA5UouJrjmag9ql14FRtcK5a1xoBT/LEGJXw55rbN/b3geQwtmwSg5hqMasadOBICfvMG/+QaMLsFjH21B6WEaR8qeHnzt3uaNXQHgs1tvRIfjTi64R7jHapo8+PtU5BjO/lFO7Lm1Efr5t4Eu83pBgsEiAAJ+f3+EGLYiN1JfN8FzFgOpE8jSDIZSPQOWWg/2f1IP5oAGNEsHwoyEOpZ3+rzkkLBbxb8WguwzraOdKH/MxtGjgxuRL/QxO977KA0SplfoBXInNj/3C2bt1AJMCzSJ74CKwLRwmEfASN+NCYND10JN569gmN3IiOJjwM4sS4Cpkjfa+gDw0RfHQaERU7lq/3wCrkuzED+8ykyB6hYA39f/S1zUBMKJEjUGfHzNIGhGECWn67bttBRznrPC7ereePHeS3dj5vDA/TbZGrHF1hjW486BXn0FrLEX4FSKEwt6zYxhDUhkbhi7DtKOJGjqhoJxy/HC8R0YWVeOTqsHBZrhyLyTL7PRw5xesNpduHdeAARr4pR49ekYjNq/i7sNI6eQelcm5HEEoHhHjMTSHbWjfnUS2g7EQta5B0/PCMzTp5skYJi+sOoSkPXaBb8XuKKmAwuWHPID4Ibz2fjITRhhfKtEC27I+RQTs9nGXdfeGBsMgMeNbYFORClmMWeaAW7B8lKbW5CccBJJel6B/H7OGNTtT8VdlAljtZU49lYsHNF8ZmlJ60W4LjwmMjqGmjIjDyXBU7kD3UjNZKFriEZKYT9o6wXgJZL9UWSxDHPMZfUHiPcoNgGITwNkctQzW1HLrEG1vRR7yivgrtHD0Joi0u34eQ8NmxE5MrjcLXqwI9f4x73t4ha4LaS+cqAvycOlSBgiw/LGKzBbWhF17FdvqB7QOmQ2PJpY2H9LRdvuUC+wDwBfe00TJEGJ4I4d06OxkQA5evB1x/JO9wQAq+JrwCZ34Iff+oANCrOLBIDHHa4HAcCE/1Qvp+EWZnoON8nkfFPasfuWw2iY0oxIIdi2U1mgTpCkRRFu4h1Vf79kTlDRPGuBSWyF28GAkblB5VSD1vgStYrvpTysQ8ZrCZy3mZ9SXjdOjk9GnFoTFpiRWsH7J6TictoNyCxuR0OCEmaNDNTBGDAFPHASNcF5ZWhtwzVbvB5rUj0rqQEx2Stw4Bsa/3tiQkgscNcAmEXh/JoLX776cv9IAFhbWwBj2f4u5dTyQydwriYyY6pvuhbP3zsRh8wfw+NzDoZ5x2bNGljkp0PevzwqBhXRcdznN37nxsNrzyDeQyoBePdPmH3U6tDAKBOXTSWPXNm8AHaPMoCXg5bG+pidqJc3ifZm7BgLEq+xglbyDD1ha6xUId9yO+jYDP83rdp9YJ0t/hJJt+rXIFbahL2HbHh39Xm4IMY4E1KnYXaOBg5DeOaSJPchLHwxEA4hfL4PALdI47HG7j1PgsXUh62PzD+v+PH16Ao5bp4vLnAtvJnjdjVco+XwHOvARbYUxRNyUXd/Cix2HsBMYV14lliHKQpn2zuxuYE/EMn4N/Sag3LpSJFcy4ymsPW60GQfdpkGVj2hK1FAuwUykmHW5fbSHwUKns9L6wXCHo+HPwB4rTqwsSkSf8YH1fsEo2+i/EDXb73gZ9y36UVAmKEhG6rzxwfzlgoK8pYkjPxtHpSsBGU6vqag77154M23rKpvEGPmKVnGySNx8wvbIZeETmqxNhUNikBGR9bhQrX5O+jW1HH/CRsBwMP1NXAeqwqtA5x6B4rT17MH1Ou4Lly2NeGQWUwz8N3LYfegtZEkRQis+C1XvYz2qrnYnbMOI90pmFawmUuCQdpZ7ShsHPIU92/a1IGOAz+icepF0M7Apgov0H1qEaCyMcjiufCCxj/fZtHg3MHrcen4tehoSoKbK0HFj6XQMsXdzTutUopFtsSO2SoTHtB6D8Ggu5M/t8az+MazCbT1JPo9Nx/JE6ZwVzUWHMMlHITlqgBtw/fzFIsed5YO9s/lS4rXcCyaeF4oDPmpDde/EL6497R7WKhvFybGCXiq+XuHqq4+L7AfADeeIKFKYdvsuBgsmnWf/7vuADCpAzzv9x+wy8EbS/jRDq8+x1n7Ykztc2A9Luw58gYuF13BihX94fa4IZPK8OFT7yHOGPAGV57bgdrl/H5OnD4cA96+D6q0gFLx58UmFBMPo4DGHOiD7xUCp5mblcLp0XKgREp1cJbMMIyvsPnIAuuYRaZOgqE79+Hsa8uhjc1AWv50KA2JaIk5h7q++/zCXOeajjQ8jY5+NMoTa2D6ZTwoOQXVnCRQcmLgCu/lDT8z/KdkDzhao9D21ToMdZ7Dxiix9dYHgKVqCR4f/wg8Hn6ib3lyPybfXoCivVKcqHts0tRdps/nzzb2Xz2H9wCTNq/sFdBeb+zfv34KRstTPH37w2pnsf5v7/4KE4KdH+PEwdsbHtIVFQAAIABJREFUAbMcikfnil9DoFSQeN/lz13qEmTRcOJ6yRqkaaZDKstGa5sVe7+pgm5tonh9CcGuD4P4+tadMh1hoN0yoPwZK1pHEYNO0GuwLCo/a8f3BzOhpkLjy91XFWK47gzONEmhiP0cUkVkkG+qeQOTBsdzpZGENgI3a8Xl5nnIjq3jyiK1FStw/he+fisBwI9XJmPfK+OgMooVjtpvX4Kj7RokDqzooCjoPlmxBrUNzThofQVDwIMeX/suaS++TuWBnK/dO20Ibp0QmgAleJjaTCzyb3LD7ewe/LK0HAl5j2Pe3CpExdiw2daEardQVvjWNeCSmtCWu57z6vrWutjA6ZXXQZ6BYGMo5VQipmw4Vv++R9T1YmkfyG64HxJ5uMSU4ZX2VpMNMx9fx2WHJjLgs/dmIrpsNRKrK7mNoYhXIP2BLLHcrXPDc8WFSy8ORHTHBXwxuAonkvmxIl7gOacMqIsegYTbKqAfFvCgk7rApYpW3JE6DmsKFdjmfN7f/wJU4oVBP2O8qq1m1e23J817rQ+0XhBALuLL6gTChNblyLE2R5zcJ6N4OzIm8vpYRyewdNjtnPf3TaYehTPLUTN7kB+7yA5OgjNsHZ3wuReEK0Gn82D4VR5kFeYipiIVMos89FiKtDd9N9LogbgUgHXxdGinA5w1nSQjLDzOjwtxZqRlAzmDALkcTfQ+XKL+h5+KD8HjopFcMQCwkXM+tH640CskXCTc47PnAbFXcx+ThFhtlzaHnGkD7lLBo/JgTVslLJd2Q1lzlrumM30obGnDIGuQo/L1vOCtAx8ADlcH2OcB9nioSbOOD9hz3YoPPaPfjKYieYApiYPz/p65OQoHHxXXdxa/U8DaoO10YuW9+6F22tHGUDBJidFYIOV8CpDgs5b0Vmx+Yw88iu73u/3bySHvHGJk4B4nlqzBu4/VWiAdXAommy/LFGgsWDeFmJ+jkLA0nr+L9/s4fRSSY0KNDk6FC3vnFCL13HBM3tyJkl56zFs4mgPBzIoM0CYvmPYlcwoS+lO27ICxLRDCMeK+v7DuxYvYOyUXp4eL5Wp3APj0d1Vbl9336rQNR8/USUvV8bvzAucveZWkEz9C4uB1/jBTwX3+xl/bQRJghWsqOY1PnhqMc+zHMHkCIDH42mb1Gljl3vwlXnlKGA7nE9PRptZg2LI03L+iFqNVXmOQf+oplFniUdqZAJKtg6ZZNDn46g5Kxg6G8sDs4unfasYKGxsNh0cJl7QPWDoacJMKLi6wTCAmuVxZjd36w3AxPNbj7pXkQsadJihiSdlZce8bK1QY3fYAbCn8XHsoB8oTP4bcZoCmszdimCbcbuT7/eg7NbjYJnYSSKRyLGWegXtQFSzJPAtWiAGMCQPx7XEDyreJzw9yHQ+ArWiRJkQGwPPb73y6SLZuCREI9z/eG1K7gKPvfRd3HynsL/DcV3elBWuNJ0G5c1E+p5d/Qy532xBHsVxSmmUVtejw1tvQZGRjt/wlf2kicg8lzaDo5ndgUYkPcB78JnDCiapohORUOUhsKL/AePArSl5FaDusDImdBvRqS0BvUxyyO3jhUqlqQaolACTJZ0W6AIBsl1ihdynRLrWiRNOIC4ZqNCvNXqDF17PzeY79lGgC+PpqIY/mFVWNRYtnv3sb/YsHc3+TWqX/60fc/G4+25pgLagsZcirfJf7RG6U4KE/QuO2yHc2WoaT0b46nvzbNjfdD5trOFLmBsURZh2EZtgJKA7qYXGKi5Grsq9Dc8xm107dVn8M8Jb2S2EpuY11dngE3oHrkw7g3ZTt+EZ+F9rrNuANiR36Zt6r6oQUn4z6Em4576lUfrMQBc/FQ9a0S3Tw+KjOocKThcTNILcqkCHaN0xVxQNxdMv9qC3JJ/6bgFTxxliLwK/AwCXccmRPkhU8SWvDS3GtyLCZwef1DbQWhQyffDYWqb14pcN/5LAe1F48gnMjQ61j95YMRYKVr0FoNjkwN/Uh1Gn42rfzMosgtXmf4eskWZt64IbPpbBGkfXCx314TwFRf4R/FBZQWPquwu8B3tBQgGZvAq7gH03V5eDLWwO0GS4JlsCTGHx9Wk49pnz5C+oFsb/kmmAQrHekYFLVW9zPi8s246/tX2HLhsHo6PQgKzkTT97xuAj8tlvaUPjm1aBZN9Jun4Ah/33c/2iSuOqPEjNaHG4uPi9cAm0+Job/rsFlwLb2IWh2GQTzAsRI2zBecw7JsiYu02iARt+1F5l0hMQVDym+jPZHF3L96jXydhhT+6M5sQD1Wfu9hzKLPBcfI9aRT6NMfxGdq2aCiZVAeXciX3TaL4f4UetJI+/W9OsCzD09EB+m7BPRoPskNGDy6JUwZsmx+IkbUHSap34+8+la9MqrwqX9BpxpvH/SlHX0f967h75x1b+b/fv3nj++QsboErQ19ceFw3yiPWHbddyFRm+JKZ8RWGgMLn2gFrEqFpKvJ0OyP7RuMBn8mnQzlr51Do5w9V+9kliJdtyksSNJxVPM1v1aCOWXSZA6SRK48GkawrIbu1KyhTqft6SYH4R6n1F7hwN1dwS8d/ztWNBuG9q/N+OLndeApgQFD72DVXHL38iqauSyQmsSFvmHULCNuVl3OXpB63waVw8TG0PIDxrMm9Hh2IwBSVVw2ykc/pCnfg6+fjGeutIXGx6bhcQ8sfGx8735aJaNQcLAqnqa8sR/uXIDSiprsd3+HMZ7+oiW18zBH6NRFojtNLByfP12CpRyn3c/PCAkfZj8CHCxMLwCFrxmJFGjkXu/HtH9GkKNCYIVb044BXP8GUDkMRf3IfBX5L7xz+dnMq6DxWc/AomC8GObPgmVg+6AOpnUVu3ZfvvqjzNYupIvoXhVTiJmPpmL/J0/QO7g10bKbWlQZwooA3YWnuMOlH6QC6rOgmbpScyfEGBNfLqJASsbCmQokPE0MWDx/fhrWzHWb7+Cl0YPwEdX4rGu4wn/cJKSVesn7kKf5tJTSx+6c/DzC3ojpjlAjQ3UleXH5oMxGlyKCuhd+ioKGexZGEfz6/XoqnTsfG0UXqRaYMg8juop8WgZx2fsjjn/MJrbveWagsOEwiW/8vWSZZGQ4sGU6BSkne0Lid1raOiKrER+S8797HxAo+PifrttTbXAxZNAs1f3Ss4Chk3ipt1FdeDLpvtx0l0C7cgRiP29Cp4mtcgnGQn8+l+DzMfgFSRLD/dR85nVgFu83hOHyZA0VIpWlwM/NZfBcOI3SCztgWRYJDv6DxmwHRRT5F9jkpDqZDB6VBuMUUFJsLwUaB8Anv79x86RS7QSY5h4UtIvRVQDlDFNWP5rLqwxnIbb7dC9s+Akxh2tJ2GwaJSRbM8RfuOddw78vrkXHnnXNVR9D3ZsHAK21uh3tpMVMICVo5HWosPjRovbiI50CgpTHRTtPp0oSLH172EKVEIrpNNOgZKQU0/MRor+KQqJn4uBf2JSKhII354TA16JTuoay9yQ6DqRUsl/9+vdffDLPX1A1yghWdd1eMSA02eRe5HXVUlLzCtGxfG1aKiX47MnJ4aM+U21k5Hzc2gJO6fOjvr57Ys+evy5FzYcLShGnbLX/t7t/llTNxQi+orYKOl7Dd80EeD71l87As63oKc/c1s2orL+jVLHLRH98G3KbehUiusLu2gaZ1Iy4LJrcN0Habj3yC6kKc+LDtsz7ZmotMTB4iYGLYHxPsQmFiqfycx5qCgwnlZOxrupaLiZTLjpRO5WdsqJE5pzOK+9JLp3/GQzEiZZQXNRR4H7NpVpMUT2JFgFLwNtskqUJb+P+LprwbjVGKc+hIHKcyivceD+xYF8Ur7hIl7gJ8vGwtSrDs1DS0PmkB70PBY99VHI5wQAL3hPBipa2TUALpatW0K6e/P8NMRUBCiN/o3yoAauMTzgsRW1YlX2ObCX49D02ghuQfzH7cBUkpCGBQ60tOFAi/cUU+lxJv1j2AiIFej/7df8hLrE096zhN8oTkYKc1Q692/6VAmYMh849gHfAC1GBQajGjMxvrI/ou18elBuuLuXKYFBCqNwVSlbsWjAZrhJAgBvsiYeCHvFFUkyQFGQDVBDopfijU8Xo9+VQBFvcvNapQX/68fXRfU137mUW7EIOuslyDUePLQ2vNeQ/KZYm4J6RbTfV+ZoU6GRXYKoT0qhPCnQEHwA+FAULA5xzUJVznS0Gzc4thh2mihQ0SQJ1paOyyFi1251oy0o8/N3wz5CXP0D2JJ9An3dMsw8+yM0XnrWnqhZODzgTk5xkRzbhyu9LWA1f4BiQ+OkfWPnd9OCAsMqkF1hgkRQuMpu0WLL8vmoKuINCSGePu9Ach5gTsoEHP3K1BYk3XkI0ePJZgSczWq0nchE047+MJ1LQnaaHQulNgxwtIIWRL1+s2t6yIbxfdDRUYfjujNw6QILSu9Q4N7Lg6Gk+E1sanfgX31uRSfTiVFft2Dam15qiPAFWBZX30rBeH/X5bWEHbGagRceUPoB8Pb6M6iRhFdgCQBefONdUEl5K6QfAAcPovdsyR5cjf6LfvNHcvDPDRgHyL9olsGM8k8g9ahgd3Tgp9W3YtmyYXC7JdyV38z7QkR7Zu1WOI9vRvnh36AdnyACv/VWN3650gmn/zwWqMUCQUz2h11rgz2hFbGJJbA5VGg3RyHeWAWllA8RsDqVqGtNgUHeDmWzGrayLEFSIZ9aGv7+vvFNb2+B/NaXwDByDLz+JdC0BPUZh9CcepJTRCWXU5Cb9R23uKr+RaNk5RuQVP0Mxc2xkGT45GJ3Cn3osmo7MxBzfnkH9VIzPk8IJOogAPiq/N8QP0ARAoDTe1Xg8vEEnG+6a9LU/U2j350R994fj7T5jSg8AC7F2YNvw9Qi9m62drDYdiR0zfj2zj19Lfhychuoi0mQv3dzWBYcKXO0YOmJsPV9hUL08dg4KCgGBaZS/LHiLCb/7PUqeIdJTGX32xr8AC8cOI9Ui1JoAAsIV/5f5IhpnuZA5aP2EGVC5jbBMZ/FwkuTQPloZr6tTbGomv8TBm5TwmH4AhJ5cURlxG6agGsG3AaNQnzQ2F0NKGn7AFkxDTAoLShcGYeWSyoOAM8p74WdD96GpEHiUljWBQvQoByNuAE1hRLG1ZcHwHXYbn8W41k+2zpnhJC14aYhi/3Ai8jUR69Jw3WTu8uazOJCjQxT7vTVYY8o7niZK4tF2o1jkXlthRiACBRZMqWtfdbCpQyNJQ5WeMVSRZDsKMh0JNxNxk4Wc/awmFUgWGESJSpHPwBJWhgae5hXMludGHX3b/6EWK/fMRK6AdUYdnA3dzWjoNHr8RxQ3jJ+3DAXO9G2UY+639OQ0HwUH4xrxYVY3rA2pIbCC4eVqIkeg7RnSvwZoZtarHjl/X14aXQ+vmnIxA/VD/h7QwDw9qv3oH9t+f4l/7p13APfZiCjlKcrkxYAwECTisYLV2tFbzLhYwlkD1bCOYCPy/xi8kw4qlX4WFWMmr4XUXHfGDgNSkSVfABX1S8wSbyZwSOY5bgxFmxE8l4D+1OYVjIWig5t97Y8ktkxMYOP6fXG9Xa9msJ8294MVJcCnW1ALanPbgRGTAFUWhSodmFx8lFESy4i+qdGuOoJDTOyMudfM76kT+reYAd9zT3UXFMAW724JBgjozDgLiVHg/+1uRytbdUwnlrNl0Qaw88bXaZG7ftiOeoDwML58r1ZsAeYlEEa+blcbSj0loARdd8Nfa8iXJ6uxZ4XkkMTfIYZLo76/O5JTq7VKxiQsMCuMHNLehu2zNsDl4pUjOheEWbtDBwrJoIwu0e51XA3JGJnfS7sNVLxeeDdyC4FhavGrESmowQXFLGoluvgpHxGG8HztFZIx18AnUhkhJg1Ja2TInFJAvR7vQmpWBaOISMxst1r3BPcxmKwIaeWVzo71VI888UE1CeowGxO5OYqUuNo0FvFibvSRy/FoW8t2H5dXkhd4JmYjP6LQgFwZ68OKB6innnuhcc+2Xi0YL/VIhl7Is7il43Jx5aB8ZZ7i9SXrReKsK3wsldfFc/J8L5GPHLLOBwwf+b/eTjNosr4tsjQSMDv2ZQMOO0aPPVgEmabv4OMJsnoeEtwjTUah1r7w+PTr4MBL8tCLbGht6YGyYpGqCW8YdDskmNH270weWJIcCJoTyVkbjGO8bByOKWjeI8wOW+lbfgzbovfE0ymm2SLzn64HbTCy8glZ7MbKNONxfhKvoQmaU2GjTCpjiC66SrIKDtuN/4JHd2J+xYUoUKYqZwkVtZG4xvrs5A5WFTOOOHPDO07YwwJ+fj+mB7l2/eJpoIA4HlvaqFMorsDwOuXkANs1sJUJF5SibxUrAqwLIwGFHzBi4snC3FiSDMcF6LQ/tYYjPa48DrLu8PtbnHm56K8xWh1BoQ7kcHq2DacmrFAZAFzMApYjMTKS4MuqoX0XCDhBHdAebeSh6JwX/kIDK/q7S1mJbZskGt7sPe5QQqrmJGFQDvw/uC/OM9w4H78c3z0EA8FqEbqsfI5/lANbrsTa7E7yRuvJUiKldT0F1Ka13OX3/ZVE2J6hY/Ps0jkOG0UC+PatiVwbG9A+o8Cem8PAPBm/c5TNEWN9GWB5pXgQJxya7MDDmvAYiiXuHBswpNY0VSADttb6Fe0Gv+K4TI9wcYq8cnE7/2v27luEWoejIesdkcoRT3MuHhoGbLLLVCQAfS26isDsPG79+GwqkVzJwS6jM6C2CnnoRtcDm1uDeQpLZDqbGCUPI2MB8ZCnwOfqIH10HA0a1D/12Cwf+VhYXsC+jrbIYMFP/41BXa1JOKZ4va4sPX8dzAxnXA7nLBV1WOotC/u6xdQdJrYFtyWciv39KeHl8BQKQii9r6fVsdi1pdS2HXdKay+EWHxwYsKSAfcxSXB6g4Av37ts0jWE4snxQPgp7wZmQMaqP8cGnz3ESTd/3eX3suUzuEY1vBvrjPb9z+HVX92oOA0b12PN8ZhyfMCS5vHA8+5fYCFN8rE/icN8uyAAe2/50xc6Q7RXhM8nQQ2WKLMSBlE6ORhLFIha0gwxy4JLIV94WqMBcuKy9SE0u8DqyO9ow3yW15EdNogZI64mXsCyQ5dMpjP1G4034xkxSOwplO41KsNDT/dBW1CKdT38JbnSNR+8eHlW9/8p26rHNqvfsSMWhWWJhxBnYw3WPQUAE8/Vj1oweTUJRwA9sqhe1d9jYSBnTi56/OQUTpy3oWymvBeADIXhffWI03nhuLfcwGrt2YyuYvgjP7938U4NjFyHT7yZjN0evRTKPG/qs2wfxiF/BN5YT38YRGlHyDzskgU5+0bzKAlwf3p8yr7VoxQr2CBupkO1MwJLZ2gLD6HgZ9mY3bDxBBF0tOnGvsf2oApG9qhiv2sSwUyhn0LI/qGUvcuNc+DVtGMXjENaLmkROHK+B4B4PgBNQU04xz41cqNKK2qwzabAAAT70f8IXySscVvqLI53Fj9djZ0mu69PLe8rcOhXd3TpAn1Ofaqyci7m6cwitcy/1dnXAEsxOvrZ6MEX+UTOBTUDWYozG5knXRAYXUhsTEGzVlGnM80wxLrQYc3H51PbgfD4/h2Ft9/zULrCy0kXvZJ/4YrKSfMqRKqNp4tasIjC3ZyVGgZQ+Otj6Yj5fJapFTwLCm+PrBgDm0snPvdKHk/F8rWBtTLC/H2BJeXZcLi+3VSeCSpcE+MQeLtgYQsS5efwlRdQpcA+Jtpt42bvT4dmcWB800IqNbmyLFOQH8m3t9r35Oi7d1yDgCfuyTBXzfMRjTc+E/2VjRcnYLmsb2hbDmKuIJpKJcN6rLmb5gBw+B8GlMvXAWZJTT7bYB2Q5J7RAFDxgP6Lmqzh3tAV58RT/y+9YC5AyDZ+bMHAH0GoVa2Cy+nHUWy7DA0qyxwlXljkIOAOyemgpQ8buXlfw1oeoF1OtBa+BdYnxfYuywTh/Ne4EJrO3Z01EN/chWk5mZ05EyEI543OJkfGoZOQZK//w8ANl7kHUVCBonC0AxVfD1+/CkHlngvhbcbDtGf9+xCVJsdrQwNsy/2LILt1aFyYNPbu9GRFKi73e207O2LMRezgNJ+WFOczrHXRezqMOz5B/OWIlsWcLRUSrVYa+wHC0kHHETtoocWQzqoLNTiCSD1pRQeBLMAQ1HIzMqGNkwZNItSjpwW3gi065pUfPL8YLAdUsh+5hk2kdqM9ZuhtgTCC/vO3I9dHx5GQ0Yifr1TnAzres+16Ls4NHO3GACf2WO1MBMIACZNYm5E0pnfu+wDV/d30x5Y3TzTkXfa8IdVUrQCix4fhDO2Z9Dg4kNDfU04xWb5KbSq1/q/c1M0zqTy4Pfde4BJznX8sHvPwAsdGThvChob70IkUj1DVYe+ugo/6BU+tySqN9aoH4fuihsKos6R3ALO85B4vIZbX8gpS8Eun0rS93LXnFFfxBFDgUB9Y6FMdCP7kTYu+ZSvFe2NQtbg8Uh38U4u0ioSPoHcYoTSloRMWRlm6LZj1RYzlu44HzK2N2fcgbtK8tCZ0YCmYcUhZ7it1xx8MU9c0vAfAWDyxJkLU5B4WUBJoADrh1FguXIuLKgGN3a2FqC2j9UPgH9222D0TsDKqnqUWfiYoebk6biivYn7NyXgAzfe/iFa5QHFysXIYY7yUmnazZDuOs/Pp0/b4f7NQq824JU910JFgr7CrZZ/4gUWCRLBH95JtjAOLOm/FfXqAO1M6AnmlLUYOb5duRaxreHjORbnnUObzCGiQmfWLkNsB5+1M/daK65+MXK5iQJjNsxchmW+NZdNwcnKDFyzUJB7vAcAeIth5yEK1ITQMkj8e9fX2MAS6r53DnNim/Fbr6/wm3UjnA3P4hbTX+ij4r/8WTEXFSOu5srPRO3egwP3J0NV9K4IFERMaiRRI62kE1ryMC9sPX94GnavfIHYX0MWPEdl1lkweMVX0OVVcVkdeSoz+X9AQ/bBX+J/JvVF+Sak3/iuplC5fBSGVFTjyRNz0DhSjsMv8NTPCOcKXG4nfv/zFXR0kvXKP+mjCUugkQYodB8aF2KraityN5twxwM1YdzXLP69hEJTTk+8wPwi3r1JipMt9yDu2hewQ+ABDu7ntbocvDrlZaQbeYHRXR3gSd/8AJW/uHg4KzGFG0t4IVLfVIBf17yBlb8FGA7P3PUkhvUbyg+x0wHPub2APXDQyHurEPs0v5e/L3Sg0UnqaoY2skacDIXYiTsiwl6hOSPUvxu4J+uSwHx+AFxN0WGNX+E8U/FHC2B47XNkDrsJ0Rm8QK7pvRttCYVgzUAfya+QMVEcA2Cn9AhU5x+C7pEYUOpwCbEirR5+Zfm+PfTHJ/j4eG8c0lZgk5GnaP1/ATD5LfEAG7OVOB9Ef7ab3Fh7OLTOq2/EHs4zY/GEdjC7+0G6jI+dC7cJXv/2KGxq8X2EuHSMWgPy35pfzkP1VTJkLmmo49YPcgM2VSJiPRQLhrBBEijIc2hIc3jjqu2EG44iFh4Tz3MWMTp7Yh/xvkrFwzY0TfcqHl7zGPnKdrYD73wwGAaPuCQO+c7+8Q8YvUuBYtn7YJjQjPu+YbKbxmDW0H9xtHphI8mw2m3HkZ9UzmWEPvxhGvKnftKtB5gAYIZxDSQe4HAA+O68/6FILQjdae3Evi9JnoKuvTxHLzO4aa4tkjNd1Hd56tUY8WYjaEj9oyW8e2vmdjj0fJk98TSIaY7pB2qRdqQOlIuwDwLRvj55LLPTiG2SQ9Pxf6SdB3RU1Rrvf1OTTJJJ740QQui9FykC0gTFhugFFa/t2hW914KiXusFBXvvig1UQJr0DgESagglhYT0nkymn7f2OVNT0PfeXsslOTNzdt/7+3/l/2VSm5RBkkNFwZyLHMqEmlDhBeZtVkyDk2d/gwE+BKC1w2/C3G1YBydK+0eb9hbx+LJdsmLln+N7k74gi55/fkJ4XQ26cD1d71FciN0eMFK9k0uLE+SUSKmVW7ljlg2T68iel6ti1lktxXET6Pb8SQ8Z1sEjl4gsVF0WAH949Y1jbl6ZTmpxkDIXwgLsyitbHKbhhdEhOHyuv6FfaemyX+0BwN8+PJTiDV0JVNt4ZPifFN82GmeQlqSj02hqKlWsvx25PouutQGKaoeK0cPUjDs0EbVduNR2vPflp25X5cuNdkeKqr8zOwIEH92pWIJFGwaOhdTuFAQt5/mkVvpbfsT0YwLOOq/8c7lTVp5FwfY+8EsIjKe5aD+W2kK/i12tgX7/MGDXSXxRfQHKT2PM3y6zQTf2vVocSsyeOY6PUrw8LpcFwPuM1NYF4HGBdlmA3QDYdxgiup2idKCBNf/zj0HtrE/i+dbZ6xGZMsuCtAqps3up+qT+c9ex965DnB938bI5Zn3bo9nRi+jfZ5FbmyKftRqH/xISInZDdw2NPbVUjNVRN0i598YfO8IrX3xIoLy/vWV3SAoHDclYNf4GBVVqFbqJx2WXaN+ialGRfk8XDGddYXQ6PVkp6e0UGxWxTgYXuRR9Ejz1xiiO949Gkx2J5pB/eKPv+7vlnWVgjhIGIYogw7K0fE3B0RCWP6wQYbrL3wHAaw/k7q9rdQ4/FasYrPzIrzpZ74eKSvgh29sGefpcYPSVu/vRJT6YnS0fYJVcaVXavMemrqcy7H2cKpGaVKJVp+d4Uhc5vdH3806S2XjBL4PGhvJhNDlcZ0ybqyEtqJzexkKvtVetp0QXxbHAFEoCImRr8YWoGJq7RGPLikTvCCR1PyQfUmGoaEEjlaC2nUelUpSCTqcGNOHYNH1ka/DWiP2cNxT5LSJ9hIOMOxsIjFLmz96qIkebyjXFVyNFxMjb3qKtpCDleYz1/QhpyeD68F8JtVVy6/NnqXP48/gIK/CXDY/g1Nm5ePUhJI3/mtJH9+bV1/1DRL0AWMVqyy2eEfYbHhEDfE7/u0zf6weARbzvQD2Wf3nZADVHzWw2nPQA4F6Lh/GsrDpCtv4uv6DcVi36FE6mL/bn8hXaAAAgAElEQVSfUpFfTq8lZ+7jOOQcuOLMUdMUle6Jr9NsO4Gm3suK7BZewwMi+M/OKQQJmkSf1rvPfadT4lxtI5eaLSSGBpIeHoyuA0Zfp9aJyqlC5XC7k0h+cYlt1/J7PbZwOtxlyXW5QfsC4cm6m7n/OwHg2peT4fX8kOF1e7MbzzLqkBKDKIpwg771myoCQvwn0v15qSGGIldeRHttK7UHE7nQ5W5GLGrvAh2wN4xWa4HXFQEJQ9Z0twu0DICLrfVsa/J3k3aTX8mbU65YYnRGFS8EHmeTdjGheZO5N8wbu/ZM3+8IiZSIO1dG4+aPyXmuN4Ela9tZxdwaL8WNHITlN63YiNGhuH2LMdy39k6ObL2lU2tLj2XfkXiNINDw2gcCpQDiJUVzb8ZMmVrEqrms8y7RzPeukGTuRF9wLeG0aCj4uow5rf3o3vdFCke7yBl8ptD3Xq9vKOPHX/7tESZu7/1PhiUM8wiCtc56rk+5Tv71PVcWEH/K1i63y/CJKrrcr8Ue8FdWYKXmmgoVX269m9gJD7K58hilGluHbuFTjd1ZMvVB4kJFXIRE/pEkrwW4zZI0xDcw4Rs3W57XWuP9mkRm/TR6114vPxLW3/8t1dDYqFxSPbtkyazP7uI8tt1j+XU/C+wXQvRdyWwp0HO4STDHdpxfWIqsI6xPLiqtuFCUPmce6kv3Q31IzesqZBHMIS1orTq0Vj16s5LH1xZgldmjRVxKcc8L5A89wdmhIk+chGTX0Xx0EI5GQZzlXRMdxVqJcyNl0RsYjuXTa9K9nhRJZzI+wZFgJcp0DQn6e+WmVY9VcebCL+isLxJwlQhLaGNy/Asg4gYCBT/dzeDqaQwqsbEsUYnp8QJgEQN8jV8McJduRZw5lCC7QAsL8FOjUt5c+4j3UhAAOKa3RM6O1/zWxpEvazib6O9S6Z6f1FAHObdUIMLJ9C9eh/qsNzWU73IRxFdfPuZP2OX7ee/AIKYaw9jwwzkClov4aJ9V1CbuUIx1tc5MTouK/LIQouKrmbXYRMaUFAKMHSuFTNsdNK+zI/7fdng7jR/2baAKLjzZMTFW0OYSXvj0Os+d4/6ZY0weX4zdy/3ZuwgM6zz3pdNuJDP0v2Sl+XNlNFlOUNL0OQnGWhLCGriwMZL4uE9YWNiFLXfcTNLAjl2g4/qVnNeonRnvfb+GoksV5LYuIQtFqSq7Pw9UmPXdJSvewf8eEkROly+j7gmi6LRQ4F4eOqgC4un/ioFwkfTVp4hfmSPP0pi6yzUFHe+p2Esq0g81EX6imFadEifov+99VVleHg+1Q6L/4WDCy0diDEggpV8dzz1RRV6CwvMhiqjxX5slblK4I+VSO2Iu5gwfmurLDMMdz20m+2QFA1KjeOvWsWxNusj4dQr7e/KcZIIz/XODmrdpKHgmk5TKbXzTx8a6Hko7BBnWfdlaqox90Y1Vk3CDl7/j3OoyPixP4+tLCz0tES7QmybtoE9p4e43brthzDPP+aRBkiRGjGggMsrG0+NCuBTqXUcipHrWIh36VhUNzxRT0ruJTwfPlUdjctppYhcnI+k06JtPk3JwCMUBIxCZAztVOsuToZjyBPidPDKAoQdGo7F37Obq2WvC3Xnole32nsMpsb9ERW6Fmp1CLHClMxxQcIx4Uy2xfRMZ1T2IiF5JXg+9yy2/7G1Q6toX6T2h3yjyt+6hft9p9n75Ms0rs3CWh7j4WNqf5G1fLRkHQJ+lOC0t1J1a478yJMi4KoDwdC2bG8rJa6okMvt71HYrtUNvxhEYyohvh/C7jxelDICtGo/CwveF+wUArtXjlNQuEqxXbUNfj9S2BcCaADOhaRfY9lgi+VPbgx2vrOHtzcBjNbz11EGZ/LK6kywEvjGzX3+7qs3O7UQ5Jknofh9G1W83Yalz8Z8IhWQARPZoZuyAIq6wXkR4WjZqNYRZ7RTrdbSGBJGdmkCJIZCTMRFcu/MPJuccxGB1uWhIEvXaANaG9aA0wD/1kSq+Bv3M9nGdlBmIeCOLiDwHhlo78WGRJAhSLLfHpGsxNgdo6NEgjGoqWoK13LxqupIb+Ls01D6pxXznJqi5hZlrhdeMt6TOWcP+lwtZ8YR/HPA01UT6veEKIfDNi+zvAl2/tul8WHhCivzCiIKdhJZfPj/tkt+30mTzz8wifitYn59d0JtWKYbdLW93KD2Y9HnUhvwgJGe5PrNOy9GUDOwaDe8/mc3wEy6FqEvOya1LJ9/kjcd3K9rCdM2MjjpBsEZpR7Euik+jx1MSECkSRij720dJLZ+5PkvHnhiMunsCg1bpMZ63oHbWonOeReWsc3liabDqxiCpjWyPPMjZoAt+L9AEOunxUD36CIWC2FyjoajbICadmQZaDQ61hXNpj8ifiXhgg1PLLRE/8Mm3lazKbS9/TI2czJ3V4ygfewpzvD9AVgdG8N9vHQQ0ePGRAMCvvabGFh761y7QovM3PNOF8HKv3drqE/srPtdsN7E54bQHAC9bPAhZhJIkjjcK5mdFc34y/Vla9O0JEow98skepsRqiNISGos90LVhaprQ7cxzzYnropQkDOogXturAAy5tPGnrGoxc7SijiablehUPaNvrSUuqwVtWC2NpnqZkbTgfCvn8szkHmnB6tCTODSSUXf2JHFXFyK2xaExCatqG58PVz0/dTnIzvh8j5ueAupUOMOCcF7RjTeWPNIuDlg0s1Vj45UBx3HoWqnruYuaARuZtayJsBoBupWuDFvQzND57QmXxGeVjTpOSAnYa82YTylubJbpGwj9zzmMla5VmrWXkP7ZsLMFp3BD9ynBaROpT9hi3xC2eY8AwLubCzlv8XeHa6i1YjZ5XekCDWoSo+08EhTDBSmECUXjGRWmgLa9oZPZOUhx/x383vesmp+MI2wdmla3daJzfaZdPYP+Bd4L6diu2exa/bBnOt3Ndlt9h//xPwITFcKBdGcq4+zDSXemoG3D6V+nauAX3R9cUBf7E3B5EoS7lowfjFaemeuayVieQMrjX+KQWX47L9lHf+VwjuKKEhUYxUtjXvX78msRr7HRsInABjuP9T/fLi2SRi1x8+tqWnsoLMgdF//x+yl3MZb4uayuyqFR3bFFT8QAvzZjIWEGRbFwOQtw8pQT9H9iY5uqfZUvKqZcfBWDLZrzRRvZuGMFX30x2AMm5829jRl9xoPdhlR0AqnKmxLL/dKIWxIo65rMqooSn23q7ZdDUmNJrCahp4i5heT8LoxcPYnYoiTUMrD1Ns8e0EBtj7XYQsqQ3G6XDmE3VKG2B6IxhRFWPAFdUyJVqaXsnfMnJd0LsFxKovV0L6+rbCfDHdLQQML1j6HVBtLzyrsINMZQa8ml7Mrd8uWQ7lhKMH2xh6oovgZKV0wgdL4TtVHxwOgM3Hc2t/X7h3Osagkr9th5N05xgxYAeOqEHwlJ1PPSghspPae4Gt77+h/0GV7AyR2xHgB8XXPkm2fXe/f4Pze+RStXUVYw3dOaxgILB5eWUzu7Y2B75JZKuofbUVUZCXhsfofYSMT+vvDeIexy3sv2gxeh1XBHZAwHNpTS8kK498Js83W7xsGpLkVkH4ujtTKclP4t3LeqDq1R3AuX32/uMaxaYqFlnTBP+F/W7s87BMOuD516J6dWmLDGtdEUS01cc28IQxtclgCfjy3LvqLbxlqajSLmtvOial7ItCEuTwgfd8f82qfRqJtkMqzG4gC0ptU8UJTG6jnXkjbigl83ap5ZQrE+jT4jqVCppLhXPlqJ1OiktPV/aF2xdS+m/8raWCV/vCixdWE8+oSO3l2V3OudlaNnVcy80+s/3Nk4CZ+aiGlD6H+drZ111xxWRGO6l+TFd3rFjZGeqyHzUCmOqksyI2hHDNCdhTX47h29BaasCyS+LApDxmBOLazkxZucCA41UbR2J49uBFmGds1V1RW3YUvp+1dGcA6dKEeA4KjgAH57aAYXoiFmzwoCzWYih0USM8Hfe0uqdXB2XiZRxacpM1Txn8nKuWuwwme/62gKSqEpoQsZi095hn7fkQA+2dDIutaHPd0VAPirGQeY3lB0asn1M3q99lAfv7aOHlWHLdHZLvZXvPSG+xSlUNPCClZFWcm9czqxgQ3cdNN5qq9UwqJCy74lKu8pigK6XXad+u6T8V0jGFU4AJ3VJd91dl1HxsPYGX5TV2VSseeixPcn1Iw9tYercv/EYDUTbBYut76bU5GgJZWa1vhYgu6/jvAhbkt7J00tzoejIiwHGDQOKa4rRfce5di9H1O4cAMNy/vjNOnbqR3F19uqIuVLp79whe7mtQL7VJswWE/iEB3NViff1J9Hf2YLgRX5WCJSae4zHY1NR9L9gznkYsl4XZdKmEVqw9qt9FeOAa4RAFhhgb76x+elYc8nYnRZNd3VBoQp7s/fft6dpuSOU+q1HZmnXznJ5L3F1OlUtGgvf1bueOAAxSO8IYOdkY+KCXXsy6Rm2b+QbIr7qijWf5q5PeQEI0o64aTxHB7eBWOx26nVaFjZJYpbdvyKwWHxeGxuD+nCoZAkOWZZAVkqtFceQ+PyPPMls3Wei8W+vR+xJ5pJ2ddI94wsgmUB2/9sC7M6CHUom/+hd8dR0C0MqSgY/Tp/5av43N3c0Tv3knjJmzau6xVHKdj1J0tHjqcyWgH/Go2GidpRDHwpUfEadCvOJYnWrg2UPN762bt3PbFw3cFj0ov1O5iQPEL+XcS5LYRW+cfH+s7h8dJyvtyvyDjt5nZ+D3p3CeOM5TaKbdPaneJOVSuXwpeCynvXH03tSktAIM8vy+XqLRf9Ym7rLMFsrx6A3Uc2NqjNDI3MI1avgME/QvuxMawfLZrA9pumradVG/d98XtHZAABA7vS70cVxiInAZYtInhNfrfkVOHQpmLX9mRv+AlOBrsIyFxTKGKCsx4UgFl5UFYViiFoMD2tY1Gjld2gWwPzCWnuQWhjT3oEnmGAbTsLXj5Fi+SfJSdAH8y35v9gjm6gfEJ7N+mnj/QhKsermBgYpWLpm83kOfuy1SbkJKV0agFe8EAG+lZXjIIBWl+OhBC31UpFwLsNrJ90TgbAYScjWPGcVwhYdamScy2tmLXRHMt4xS+hsbvi89f+F3uoApJtWhH3m+K5OHXrc1CZvZPulJzodUG8uHsmwU6fifMILBJHK+sok5rJmNnIFddVk5jRiEorrueOhANlA1eWW/n56zI+e/cS6SNimbFkKHFHU4j5JVUWwi8kVxPRGEREo1fI2B9znm+77fO01anTYB+bhRQWTPp5GyuWfIDO3saaIcGS+57gdA8lDYA4mLrktDD2Zy+YEVbg236uRNPBuWg2w6Yt/oefrc+DXDyQyLANLgvPyAMEGs+izvG3Loj6DMa+NPQ+7thg3HxCBf03Vh2lXJB7+ZTyUrNySLlKWJSOwEANC6IHU3fxc17RvuL57P2+r1MfmSyPbMLyV9n8wR2E5C5qZxFTRtmlxZfAlnAlfXdvQaNVrDkXjo9l/WciBtzfy11UpDaaGHvweTR6O0FSIDfbrqGb8/LxHuJ367R/skd7xFeh5XE+9bUIezeAcgw77DZStowgeWIbb4U2dhPhCv31yoewWk3yAbug9+2MTPS60tSq6rg+UShpVMy9rZQeG11J5X3Guv8oiW5PiXhLl1usfCAoyhDlbPBfs7n1CzhueZKVVdlYOkl8LwDwW9fMJVCn1Hc5AJx+XTa97t3hN/++fyQ3D2NI5V2YWqtYtXEeB/cnc/CgACsShnAjk26YyY3liibRZrdRWV+OydKCISCYKGMMwfGhaB4ezK8XG6lX1bWzO7U6DagS7cT1+kN+xxU/TqP/lhEdblWLsYiqAd932lYksY4FYJbQWEOJOn4j+uZYcq7cx64bN2DK746t5K8ZSrvc+iT6ylo02kD6TX8EjT6I0z0/QIpyEmobRprqRbkNDYPU7Cs8QHT4fehHCoWdj+q081b6feK06tjy3Y98mKflj/Az7Au9KAPg2df8gs1p4LFpXgvSlFuOcO29+zm+JVoGwCGmhhef/ko9pv6CslkDjK0sOvU8uTtex9Tkdas7+WUVZXubqb5OWGD8dXpjk6ysv0bJVat/ei7qi9EeQOG79HZOLWPNAjejvD/Mj9Y4uUkIyGWwY14jOqvOL/TLvYpLUsr4sk8OYe/PIq1/NQu/d2KIuTx7Z2fDWP2Chea1ypnZLk64/bbxvEbsq+aeDs6+4rqoPVkEwJifz7OLr0eFl5hILFj7hBO80Pcwyy8uRa11x1vLMTzesRKEjaZhTO61AEOgl9VcVFxt2kKV6Q8GpRTgMKuoLlzJzYe6kvOvuaQN9SqMxKgevn8R5ohEhl0R3qJSEbz47S8Z3prOJstj8twdDi3k3p6f+XnIXNvUkzve6Tgfonf8JJ78KJJvvm0r0Hq9nWQFrEpCnziZwS+dIsApMi8oRbTNoW+mNutXJB9gq6wEZcCH/nSJwALhEu3GSf5nV0fYyiv4drTlJZILNExfE4guchil99l46g4rrR5iYhUpNRLffuC9rMpnPoIzLNm32x2eJW4rcGZcGJ/dMZFs3W76Z+8lMDaAtNvbE2tVPBuJZZ2dqKY87p9mo9oVEbZ4h5buNUFcih5F1utelq7lhwwc3lDtmTfRIAGA/z3od+YnB1RsTLkq7u53hJebt6mTJ1VzIEPHp/0V7xp3iSxQceUbioLNNKGexWEanK+P4vGstVT/cyiWWOXejz19N/bqIurUVn+GV3la/RX5klNiYFACE/VphNS2j3X0a4AhFMbNlvP1iv1wsRE+y1FRUVDLXZs/J726uH0eQnkRtGE09ATqq2gICcPw5A1ED2ufZshT96FtcOmCkipp/Gzq/mik5stCdux6lMagRpo+u8xv2xwcUmhv6LsCSVh2T6z2C8aN7qUlbayiALhgbmZTwT7CTm5AUqupGf1P+XwZs6Yvq9Yp33lHnYbO7mTkiDoiIv35WnxJsD588hexnbaN/XcKARf95cDQ5EK0BhOf/dQDa/hfeYBBxoUGPn1ICZMrEYr5Tu5+8Xldaj1rXt7SPiZatmT6bw1nfiLVzz0CZsWt3BYIxxcH82r5NsaWKfeCp1xOs9jGANXksFNWf57EBrE2lDdU6EL4LqofVoUOGAJs6GYclvMIt1WUWb+6Aqw6DNU2Rmyz0jVagNE2ReUk2WWo+f2adD65t6/8Be03XcCVFsldt7vfXS4UMvTgYc+LdEFmRt3zPv/9pA9rXYovkQZpSnU6mW/3aAe6bUlVnFxi3jin19WvmhzmbW+ZDzM+VsE78cd+QN9c3akCbsOBAv4s8SdiE79zW39tUjC7Te/gkNq7LIu439rgXz3HhU2t4kBGT8YcqmD5kmw/ZXCLI4A/KwdjlbzhRwkBNQyLOI1e7eCiLpLX4mfQqlbWs8+2lP9W7gFliNoiJnkq3cet66B3DIogVptG33crCbCJNer1THQSglU/gezQExw1nnTJH8q50PX2esKylP1jbVZxYEBPrhVhHZFDaQnM52LCW2gdBmLLRWwx3Bn1JW99Ws6GvPZpCb9wPE2IKojiaw7g1Pkbhv5UT+bYJ0omD1FuHarinw818bPlVsqc3rvibwFg6z+CsY/zYYS2SRjurWbDA8Vc7N9Kv+woHntViZ9rsNr5sEjRQhXF3ER5xCQ/y4AcAqy3cGbu0/JAK3G/okHKgSBSHumyC1yxDsoWCVUZefrAVUrMr+vClkdVaGdsDk7ZawlbcoIuVxQyxBqBWg6UaAt33Fe0e0h8rnkJjhxo5Il/nWXm0itITo7k5HYNB3oqbtxTd/RkbLZbwypxLKqYE31PYdSrudg3jpw4wfanQuW0MWx/KM+9vVzps8+iKUw6z7+fUHJsisPVYFdx3fP+cb/DFzYy+GZfoca7Kv/cpsJk8h6ajtQZFAdfx9CXXG7ilwHA+qAuNA0stG8K3XyyMwBcUeJ10RDDF58UKI/vzPBeOHKu443Ec/LhWqzP4LuRChgIMFk4b91Pa+pJ9NUHLmuJcGqDSbwURlSrMqbmlmC+WPITdptPsm3X1IQNPcegle/LYxjuNPKY5Z9oPCyDnjXd6T8+0X9PgfqiC3j57ly3E6p3m7ugp/wup91Bn6r/EhLtz+bdtqLtuz8j7+xOeYUFaQ28POY1ArXe3I13xf6Tc7oLjFlRw6RX2hPPxCRITHlDizn871m/Ksy92dzw02UB8MTQDN699pa/BYD7PLSZ1KtzO02/ML5kMeHWVI7nfU1u3ld89MEwbC4zTJ+rxjItPJ5+LcohVlBxAUsb957u/5rIhejhHNQc8tkEytirHZGkxsYz0nyC7d0Pct2bdxBR6cO82MbC15i2G/Hf5Yt3n4i9FVzVm8jTs6iLr+anJz+mrqAb1vL4y5LixR7PI/yxpXI1blIsq66ec8O+lc+iNMcLGKUROLUqTk1p4eI3/yTh7jLUMilJ+yvD2yJ3ujbvmhMjsWPFD9xnDiWsqYH34w94AHDBmRQ/1/WeQy7y4FtryNsdTk7RHekh1pqvfQFw2sjz3PDlao5ufddviLY/UoTd5KB+UiyOcEUQc3ubfDipnlt7mNrn/W1zyX32/HZO9/Bhr1DeQihV3BWrEIjsurcO+zGXoNcG7dSHN/KJqprpg8uZ+WQuzvCHkSRhuf9/K/ZKByUzXRYG/+Hs8NZWuuMm1oKzL5lo6iMuSq87vgoHEx4PYlrJYL93SPF1VL/0Hd1X7QWDEj8qV9nGIuF06OkTuZQuCW0UlI5GztUtoUtkJZHBLVTk/SAD4NNPzCG+lzeOV+yJDVP+C9MsXNk3vUWkYWwLgO/p8TlHw/xT271zZR/SJnljFJURbQs3Ja5ZGM6hc22E2rbDrzWSML8b3Ue5VZbut0nU9PwFR4Bwn27vdjrsk+ME1or7SplRn13YiRjl/p5EfKuWer0TS5v4LXfNScUa5vxgwBaZSesiDXfdocLhAwCuPyjx4GZlTmwRSVRNf7TjIfDpa15BHTcuWic/+c/0QYTMjmPkbyvkjZFxXybaNm74jlwH5+7JIrl6J1/2d7A+U1EaTzurYkGuhvKIYSQ+XuZhg+4IAK9T5/Jk5q8snNC1ead2WEhbADxlcjVfDA1kT7I/WOq1TkPvdcqaKunZwltDW0l9pQ/z+mdTcM84T6/SdyZxUdMTu8qtlOh8b+ksRm4aHkzXg/0vZxcQ5jCYMhf0gRTWq1i6T0WVCa44votb9v6kVOArXqngUpSJbYNqOJlWT16XZupCbTjVEnqbmsyLIQw5E8EN25MINekwhwQR+eg8dKP7duh5woHNUF4MsUkw5CrO33IQq7aBPeuepWJHJI5LIttHx3mN2/ZeSn8QEmbTWp6HqczlfiuBPlRF31u8Mu3bFflE7/pQ/nn1iAWgCySkNgzVgz05F2zzAOAxo2sxhvkL29u2RdLaqqEkNuKBNQs+PdEhAFY5iMhUXDk/XNcL6W/QgLz3yD56naunXquiWafpeKxcHV69dAPN8X+lEANHfjyNb/8Da0maPISOIDixwsnVW//kgdZWgvQuXpkOSBcaTGackoTD4cRoCEAv1klbEjKnkwKVg9gLLgW7JGFWafgqZgC1WtmmiyqqCd2MbFR6fyOMbXcPnHmKcjT2eDOzqjtWlEZZ7IhsfIIRet4qJYOHKjcc7d72DM7u9TD7l9/Q27yKi2vefIufnw3nmYkKkL0cALanlpD9YuvReZk3PJptKty2SSqVAbDG0kjSka87P3ck2P5HNWvNPnEbrgaJtEdDe0Rx3nq9nPpIFPf97B7SsvBlONQNCoyQJIqjYiiOimXfNesJcKfTkPehxKnGdA/plQ4746JzidA3y/t0ZfgINof1kdfPZcnNfK4P9/S7gXFHd7YmXotqaB9GPytA8E6ZD8hd7Jos7NrurIreRE2AO1OAhCbASZ9n6lELynGR5aY0itCwZAbYpqGRgriQ8iw2bQ1hdYMIMqUxzHCYYYYjTHz8oAdOKT2WeMI5j+FSL6qGnqPFw2ejtKAhfAivbTUT7bICuwHw95Y7qHZ6SQ/9+vVq4z/GnNKtkn1Q/vFQBoEtijnS9H4U6Pw1VoaFVax9oli2AF+5PpH5nwoyDsiua2RrtdLh7Kx3cbpTTbhGRgxoXb8tVA9cLz9pikjFKbR9rqLZmIvaZFU0ypKERqvnrd03ej73/EMCq8PByaBqAt/YTXrPWka1CP/9zoBvmxO7rbuOC1Bv+L2KjQ2Z5GX4CxeTdndnwv7uiugkKL4jW0mfWUKTRmJWlhOHWhmfgJYa7v5qHtN2zmnnYrDw1Vm0GJo91ovh39WTKSCpT7lnUxnKq7w6dfGXSGeWf9YrZDm63Yqt970kz3cd6jIAPok6p31OYb0hhabBZbZNQesOqlTq0ZuqjlLWxgJcUWr2APagEC3GcCXVzaSACDg8mRXdlf4tHfkpNr1ycYQc3M++O/tiPPIoOEXKkU7iPIUbeI9HGfzH66g1Sn83fv0MZ4/4J18X46pLqmH0tldRax10d3TlNtfhcFn00mZ1XFJV8G7Al64N422T23LRcSuVlzha7YzQKkJSe3FSmRWnuY6Pvn/YIxJe020OV3VRDmLxm0XhT3Ak+DDhxVYeHu4SXN2nmzy1Km58QYVjkA+JWfsV7nnSYo9jdc22v7QAL5t9CwZXjtDLWYCv+OxzQlJrPFYc36oTWgYwvELJY7l60y3k57fy62pFyxoQEsyoW69hSpWZZIuThuZ6yuovtRNGgh+5j4tGO4UaEWfuHUWjM5LpWXpiHU3sWVnM0MrRRIs967vU24KolF00p/vnvms3VL6ntazaBF1DEjEnb+Bij4v8/sA3tBzvi60yrtNllBKkJv6eF2k4qczX4GufRaXRcarv+xAmoZb0ZDm+Ry2FUH6thoIzR9HWzCdgcnQnLvftrwyv5Qxyf3oWTdB4ntndwpKUrWTGVM3W7NMAACAASURBVHLNnJ8pzE/1A8CZA0p59J3fOL07kkHTd6i+fe+NDS9+obmq9qxygQgAPGaxnfKiqZ5hqcs3c2RZmXyhNoyLxh7jPV/Fs0v/LCMsQEL7w0i067yeO23H9blv1mPS+MeqifRhN4XUenL9bhnT7FI4+lzgIkRDb+Vnm4lFP7xHYq8gqluf9ttTHVkGL7MFPB9d+rEUyxsRytr9v0DS4i5p7un0WIF96zJWFvDsA9eD2iuVSgl1WF77lrmbTOwwv3PZsy3E9gDj+vrnT5YkJ3k1i0gOryHCYqK26mtuzu5G9u0LyBh31lO9w67i194fYnvyNHNS+jaqVBhffO8bBjWneiyJ44a8hFnj9YgSffn12XS0wV6Bo6OxKzLFMeWaCpotl8/9q08Zz9AXitE6wvzcn00xJ2lOai+8ibqGfZBLQKMgZfGCWjcJoffs9GqBRUvjWzVMuxRGjFmD2qXwbtDZKTVYyYkwczHYN5cxjP9TT9+jAVj7TmbNyyWsHOFf1+LVTia5vN/KrnsaKahzMhz3+Cx4ZiNH86pIiQxhxaOTqaxdR+bpEyTMSMLYt03sc6WDc//oTnTRUXLjGlk6yiGvgzCzio/W6qgL7kbw7RA2RJF3lh8I4s0t+2g2vedxXV+k/YG16adY8I/uTQcqhobe9W4XvzPoyonVPD0jhJogf/lq3JtaYs+q5bPsQrcW3h/fwuQ3o+l+lYMql/uzoXotqcce5UygEo94uT1ldWiYMtXJyG3j0LV6lbUd7rlhk7HHpfLtCRXrzypjPuXoJiaf+50As4qAVhUr5pxlw4gKyqItcniiIO6V4YxrSXoEbZ9GaRwq7v4tnX+uEZ4qKgLvv46AWWPbN0EQYx3YBOZWmHwjzXtqKH8lD1NKFZvffYnm9WIM/97ml/SxMOR7qgM2oNpXr+xj1x3RfVYgoYmKTLWq9iJNh38g3N5MddoITFFd5a5MnzmeL5KaeFuTht7mZOjQemJifPaiE9ZvUOJG8zOiH9ky56McNWwbtTiZoHPec1cX3ERI0kUu9gxn7YrEv3V0bZ69CZ3TQWmABsmt/Olgkpuim/h1+WbXGvB6Z7QdWGdZOK3fTaB5lxLTbQ1V4Xggnxt+UWJku8VFkBHnv4eE92VNpUTpiRBU5iBqo89gDWr03PkZseEkRoRiCHDFksvnsooaFWxK0DBp3zaCbBZ2h6Syx+j1UFKlVaKfrLiouuP8JbMO2zde5c5Nm/SE6vw9I8T3BbFgfLMCnl9+bij7RyVAow7dZRihM/POMsBFhtXjqv30mLqfPR84WJilpOMRAPjK5lR6vNG7Hai3987jwJOq3H90u+nhnxuPbDulamRS/Ag6yv/rC2IltZ7tP1SwVi08Rr0lMTqQ/92nGFl2t6zA7OKycX9DTLGw/tb7sD6Lz/Z1zeLRj08zd60gmfKHCAXNcRyuzyJIY2FU5Eki5OwSKt6JnkROSBvCNZ/UoW0twZ42uMFym/XWRoyFCC2hWb0Y/uZuNFKFMp+u31o1g2jQR7Ay/neXjKcQAcVPaiFhUqvcBVO5hrx+WUw72gVd0HDM+kKKk15Hb4mW0yIZ1Y38I/IHbnjqDFVWd+pH5aaZqhrJnfYZNKdXUj3U30KsDk7kvtJBdF2lhFu6AfAqyzxKnV6PwHanyPxW5Vad83wqUSVBOFM0mJ9rc7FYnRjurfEA4Js/68bUdWnywvmsqJQqi8IQdiDr4/a2EQnKZr9Fc3iJy/rr05iyWnT7vYncnWo1D+dPp1uV62Lyaa3N4SQvpBrtS3sZndVCF6vwT2pjdm1rt+9Q0m5j9kBFvcXJrfvVOHzzA0oS81cNo0ehEiskJjn9qlKCE1p5K8bML7GK8CSswMaaQr5+ZCM6hw/AUcH7N7/GjhEbPSsk9kwrU77yye8A3PJVFWGJ7eM8q2vV7HWlDRUtdvZYiD1rIZqF24i3RSD10hOc/BrktrUKgDYknvPjDY3HrB+uFtmjdlTlUCCzuCkD6rA7qS63egBjfLLbHUOib+FSxjoP8a9kNQWWWH6Y8pZnJzft+IKLdw3DcPw1HxDgZVpWvihhiR9HdE49qeYjsjVN5Pr9+Kk18hppe4+N3vc8AXGNDLb34zq7AJX/b6Ly04GCZMzfJuFuj5fB1P/d7pUQf3IwKd0Xt1FB+JxgwI6tb5JXlOsi5YCXx7xOZKCyT/607uTl9CVy/R2mRBLuVTNVxN37N9TAIvedPZlfazaxvuowlZ14TgkX6Fdn3Em4QTmERHlgwl3Y3QF0rme6EDNTfvVaC31BmfjK+JLnZOtvU0spv21aQOklI6t/ESltVAjrb0x6Kv8oMQnie86XncNm9+adkwlW0rrgXHATRzTZfgAlxhmLSduV+3qeYtc3haRX9CCjIatjfxvBLigUXAllqNOLqdT5pxhrkhRB1CjYPj0u0P7zI56rbaEk7nuAXx77nEvdC2k+MghHfcdC8rRkA13rq9k88kH5RbGZI0kdMJ1zmd9hjVNcYBMcdxMlzaE5U0XtFRpK3p1K8C0mVIFuxdRfr1X3eB/7cTEnukzlvQ31vBu1Ca0jiIfuWkbxBX8LsBsAH/yjm3Pc3NWad/9YvPKD1yNuKs8RufUUANz73j5YTN4YxqJN9ZxdVSvoUNsB4H7RNvbeJJjMJXTLZqDJ6ZhEKWfCOb69SyEv87X+9WEbV8WK3N/w3Z1niT+V2KFS4Vvq6TvmLDe/v4vmVuHt4z28/3qU2sylz59Fzmxqvm8h8q2h/hZbF6vuZSVL4enzawfnI63cdO9hBtT7kxia3/+Yd85peeHsh2j0lzptlKVxKtcOm9Xu83O1L6HTlpFU3ki9839MMCez9txv3PzFl57vXspNZO/c57AvyuPalP4VapUz7vXPfqR3dbwMgC8FuMmvlFFTLNEq1r761+Egz74fy2crS/2MZYkxwdxzQz+SYhV/3q1Hajk7uBZDYqQnS4F7fmp6/owjwDtebgVn5vrzJBz392zxdWt2oyCVsPa3RKKyhqBuTOKaxgYyNC53bOFJLqyWcmWKN1dNgJ3fkhuoEuYd+S6VuH+ZkcbQSDSDJvL4pyepMnrVl1qHxNZXlVO7IW0oLWPmdr5wXJ/8sauAfy9XFGp/PDKDw6lFjN68mtDMUBLnCCDpszotTsoXx+Dc2ExYSwHz5lhxuoCIsALffCIc05RunnRIy7ODeXPTHr/0VVP0S7mY1sjt96Q37CsYFXbXO/4AOHV6A0tnthfy3fG/vgD4zo/AIva6j/tzVHklebKFXily69uYkpxOkLShLOgXTNdDAzrW7MoDLvLXJWEZNpVnt6spdjmoTc9eT2TKRnLGaai21bAx/DAWnY/1zjVk8kz4WJl8pTHfiRl5IpL3lg1UFJVTh2N49OaOr/kjO0C4waZmcm6mMmcFc/9kb+QJv23uDodwk5K6u+Ku8/hUB6ZIyFw9Hydeq68xWUPmDEUZcKC5hpLzWxkUF8Wl5laOhGbKe23Bo6N5w2ThtZB0whvtxMRYGDrUO94N9Vr27FXcyd0AWFiA+6+NIuZ7r0IlKKacwIhatt/ehbx5Pt6UnazYjDNNfPrYboR0WGloExfnk07TGmRh1dKN2MK81k3fEAX3qpAqwrGuGULTzonYG4WiC8JnHmbMOcXFWhTBZt8nJZa4sBAqGpqxXUgk+MB4NHoD2gQH6lAnkkWFtUiFyV5PccZWmsKLcOgsxIQE0ic5Fr3bgux657fR4fTfs5dt8XFU+mTMkOcoqxTd2NOuNaPcD/YzCTh2Kca0gUclBte7xtAdLuaa+USTTTYU5WdF8PiKK5T2/5aE6lL7veTu35zQL5gUtoawJOX+O7bawUu2azkW0yID4NER0Qx8ojeSxT+3sGXqNrLnJcoAeHHl2m3NWrguZRJR57YQcpn4X0tQN9785iuqqffIiaItj97YXbb+inna0iwIrtqX0sgXRACK54NyYxjn4pLYP2uDrBTxBcBnm5PIaezGDUk7fNz8veDXc6J1AGbd8ndb67OouG00gxj6toBRyGnOxGB6NCaTvnkrKsnkEwol0iTN5KThLHsjvXHQwgrc+5la2Qos5ILmFh0px3oTnKVkCjqTfp/8/9jyKWgcwdwR+TX/faeYPa7Ude5BidBF8rHlUezBZkqmt4+zXirNwbx2B0FV1UwbIPHvx1v4SwB8lynZblbVaWQW6DPB2GYFYZsd7ImaEk3WnLES+EYDaxcVcynLxH+eG0zPE5FUmS18frHc7Z3MwayPfAyyiuU0LhR2Xfu43AdTcDQ2Q4QCvGx29OtzwCFOa8XVrKemF/fuGuBBSb4TcrKqnpjrGhn++H4iPDG3HVl/3cPVRmXSkQXYs9wkNleqWCY0sK4iFqvWruaF5TPlJ6Itaq2TXreel/89oacVh0aHymHHWFvA9esXcP2GBX4r+2C/XSxdKICV0k4RCjt3sb8bdJ9ZLVzxoOJy5ltazWo2b/E+c0YNpGnY/9i8eCn3XJohA2BNyjICc9qn7RAA+PDMjOqL1UseQCN9LwNgtci8qpSmBjumJuUA1erVRMXqPaPT6/wSHjGekgmwfou8hdN9Zyj9N7dwsXYHlu5n0deKxdexRlasl6ZRHzH829tRqxUBbv/62zm8eb5CJia/TPl1/PWH6PXG94Q7w3jCes//M/gVr/xEv1ImxBJ6aYX92WufVkQmNwupLFa6nijfEolYRu1/D9tgn7gyv9kQKTCbeO+r+z1rc0TiKE9eYLPFyvSuikV46rOVjPi4rh3ST+gmEf5uCL1sl7fOiHeYHdH8XL2TbZWHKe7Ea1oA4GcmLSI5wkvI8Mod11F8Jtav7qh+FxmxrOO8dQEOI9OKFNKf88Ub2Xf4DXKOJrB7d1ci05IYMH083ZttjKm3YbaYKaw8365fugW3cyHdTJW60rWGJEKdRro7BjC4/ymKtpQQlduFrg3d23lIuDUOzXYbQcMuQEirvDYcqlbqOcYDtlwOOBtlc4NsiZdb6qQ3Bpbok0lQtVcoaMwhROfczeevvoHFYMFc0BVLgT/oS9JEclMPoVl2sPva56jedxptaCzdx91Oc8I5qnorLtgagulmfx+dOp7i27UUbtiKgYcJGC8Iq3wVaW0WS7s/JYp+vI3dXe9mQW4zh83rsDYF8cT9b1Fa7M/e7QbAW37uZ515x7cB325b9OerzyddWZ6rKLAEAM66cyQOm/fSPvp2OTUnWuXztv4KfwvwU8OaeGqoAmoC774LOb9L260rwYdLf+Vckn+KoFjnSYrs2VT/MgmjpGL8jyIXq+s0c71DsK1vttg4XxXE0ovP06pZjM4tdP7/IF/XGAoALP7TH4kn/v4pHkHgb3pEculmC+U3CmWfv2fI6AuvMeuZt9A40z2zZb9lFysSzvLU0RwCI1d3GjJgNfVjdNe7iQn3H8iSxs9psh4jfqMZe/8nGWxMYOu2Xcz/yZujsHBfOofuegLHI/nMThp4Wqux9xRpkFIKQ9lke1yO/72v1+d+K2hOXBq3K7yBly1drrRjs4t4X2XgBej98X8zMAb775MWycY7zRcpcQiLrlLsGjM1vX9A1cZTSOT1HfSFkp6wvcePC6QL3on17xFQpAiy7p0xq9/zJIYJk62LMthNP+qzLsQ7NyY0khupeBRlndZy1ToDB0YvILRnJc+9LFjuveN87xaJm/crNVya+zLehJMdLTaJukYL4+74Wf6+cIOOm5VGv99fRxOopttDgljK93cSTT8HUvl6NPF1h5h7vfesDrDBx2sjqOvbly4PC9dWFctzjby5budlAfDd7wjFhVeSLHrExMFMf4ATUQGTlnjDFgq6tfD5yGYe2mDzc3/O2j6UcnUsjdr2DLO+C6PBGsy0SSbG7xqP1k181dnKmXQji/aFKeBXgn/s/A7TkIPkD9ZwTneJncHH/ECuEICFTkD8X54V19TI66PjKZBHeEh+GJ+8KsIOVOhvmEjQne0VSPILTh+GXkNo2FBO1TvnZSvwmoUf46hUQKRvJo62XVJkCwmbIYmj11wkdcd0dHVeg0uAUUWfm5X3nLc0c7hwD0PDdDSbW9gW1F3e77O+HMj3OzX8OyadmBobkZFWmbnbXWprdOw/oIA0XwtwVo6R5NcU7yZtYAuhKUXyv797vweN3RS58nI3xvxX67hjz35MahW1lyHmPHLTMU5cfbZD7hB3GyWbGuuXE+QwINPhkQRpbQzum0uKI5smsyt2XABMOd9rIF3PzCSsNgO1XU9ADxuGsRZvdkpfE6BrHVsLJMrzy8lP/pWhvaIIMwR5J18F1RYbn1rtNGvaa++1U4+iSfbKrFKrFuu3ihU4qFnipv2haNtlcZGItDgwCAFAkpi1abb8fXWeEc229nnZ3eMwKXYVt6cLA46yMEuPSfy2dT4r+pd6APDgFxNxVPvLfZarN5N9Q6oMgG8q+WxbkiGW65OvJCn7czR2b6aatuvvEj1Z9osSVuVbPlo0hJAgZc//2aww0fsWq6aMyrAP/J4d6pLJyOwalv7XG8ss+l5pjWBHdX/CtU1MjvOCwF/ChrI+vL+yztwWX1//2LZWYNeC9AXEHblLd3aFmwfHMGKLhrhTgjrdez7b1Fk4dN35OvFXzCqLp099nq5FF+pVopXWpTFINRudM4rS2A9pDs4lsnoMAZYYxgTvo+xgNq+t8U8lJV72nvNRYonk0uQcLGE+4Bs4ETqOVb9eILSo+O8D4AebB9TXafLDrn49hfiSYFqXRoPO/2LX7DET8HmTPwA+Gcn2qjoO1ivaMWtEL47GPuIZCnkShKZ29vuUhytW3sbINCSNwuqn2XEKjSvRtTJpEsv33yKDkbZFxP0e01cx7+uDhMm7wF3a6hyVvxulIA7bu3DGEU+iuo5Z+hwZ5jhUGrQexmTfepRpXn4eNpS74ZHyrsHHU7huk3BfUL4f3q2BpNFVfBRSwVcpEajUWkJqCjA2B/Lucz8QaPUmQ78YX8Ci/yz0s5jM/l8ToXXePoTGOfiHh7TEv++/u2KC5PHRhWCdvpFnX5nPZ6cflQEwKW8SnNM+5tQNgEvqX7jBKTm37azKoVAtrGjgdDipKrN4QbleTWSsyAGp1C0A8Afxp4nSqfig32vURyjuVtYf36Lg3qsJrHoT7IK9uuOtYTemE9rak67nvMzPH//ndyyWUL+LVLxz5LaXMaTV8JT5XwQLUpq/WRz5zZQ+X8ix/EBMFjVRGgvJhiZKry/gz6cK/dz6vODXDYH9K3G746Tu7EvC0JeQtMo4tO2d+PvUoY/YfcKrQV0x4X10LhazZ8OeY0/IbuKPt3LPZJHj0H8uG1I0/LE9iZ9PC3bCjpUHSsuUmn+s3M/GirOXBcD/nvAMXaKFS7zyvmX3z1bS6bhvWpGyPNTfAuzb+4yGSfStUawoZwvWciB3OV9/OVBOf9Rj/AgSemQwu6KVKJvExapiWsxN3nFx9c+++DGOaY/6pRTr6xhIhV7PlRwg5LcM4loSlSb6y5pyvacbqkm4ooRQmRBe4n1VNt/bcrjobJBziCs5oIUixS1wueZHkghXa/hE25UEtbBPe8c0qDqTyvCu/DlfYe+2VcVgLUtA2xJBWnM/IqUoUhMqSUuooPi3U5z58Agql5s/OhvO67wu2EbnaFIdz1J2rZbSqkrMayYR+q8o2QWw43nsWAqs2TqerarnGV4r0XppHY0tOhb9azmXLiZ26ALtBsC/73sw5+l/d+1fccwhn5Fpoy6QuWCS31D+efcFj3dHWwBceEcZ0UESmsNd0S13sSH6SmKufy//6j1K9N5E9aJ3E2wv8PTmGbRm63j4XD/CGkPbKTFWhZRRdjKVETceZOzbOmJV/rla/38xcGHrYYp1IrYcQn7oScRbQ118C38vJtAa5+D4B6Z2O66rYwc33xhJuO4uT5+caZV8N28d87fqMCY/g0rkpumgWJoH0Svm9nbpkKpMG6k2bSL8gBVdl8cYFHp5AHxN0sBctcbW/8Mf1pFSZGST9TE+TtrGJ8nb/Wp9sn8Pxsz1xt521KathzXc+ojZRxsv8dL9o5g9oT3Zk7zf7S283Szy2SgzJNyfm5IEr4NHxSH/e8yKY6jMXqDc0cmoP7gYgyu8xXdpCfB7Vc830OtMXvDckZkBiZ9S67hgVFKj3fxZBGvH3suIylY+e+cAF1LsrvlToXZKvPmdxMAiqBs0k9aeE/7y1rj+0bWcKapjbPdEHl8wAkfeZ0TUVtPljq4ExPi7BzurJM5c05P4moPMv9Ydy6ZU8emaJGqMfej2wgk0QXaW54bz5rodlwfA73bxs6zseNlMZRtCpIQCGPOGV0lxIaOFLV3rmVkQSMlcZT8F1W4hM+cdTgc0Y8OlzO7ALdjhVGFpjWXBlFZ6bhvVsdLRPWIpmZztMo5ntim3f3J1CTddeI2N8/U0qU38bFTyAvkd2x0J1+73ub7okcpkq78X+T37ZRbX7UyWz7GQ9x9Hm6HIFh3JEpLVScGth3Ca7Pzy7rNYTkZ1GpfvuwDEu536UA7f0IiuPoqUbUq8pSgavYoBtysA2OJ08NGlk8zUKvHya1UKCEouyqD/fSl07RvzfwWAe+QaSXotRp5rg7D+RgqPHIkP/uzdbn26x9PX2+ajm0/RvbmIGp2aVlkG6VhGWPn+79iMdldYnbJb/YuE7UhXnEe60rDnCpIkHQ+O30+QXjF41DabOFpQhl2CqPJedD1zNbowDdp0GwHd7aiNPsKD34tdrXZrOZzQuFciN3glQ4cGEKgTaUq9bSltbuUDV5ig32siGwmYo5zn7mJdPQypRiF5m75NQ6IsC/r3S++0E+vCU0+/ruQEFkX3aTpY21sJRGtvT1vG5HhFBnCXT/+7kDdGFfxfA+CbYod543/bzajy4JU/D1PT4PXIE8983Z87S3/UELiVpqAdni6btVoOpWfyv2dPMPGoi3zONbbbq/pTZQ1ngPEsmSGKl1K1NoQnk+ZeNt7Xo8fwser6uW+7+uRWZHXmKi2+5j7CW+7uy9V3bkFna5AfKs74Gqz68WSHXuBI+EnX1pbIWNiAMdPrtVCUH8ZIzSTUEf2oNW6jKvInYisUC3C6vpD+LRu5c9lxWp1mP9lxvnMqsxlL1bB8WtL8uS6sgXG8uCOciJN5fx8AP9Q8oLFWkx8qAHCsKhzLovb5yrSHzOg/bGLNoiLKs8z8+7lB9DwZyZ6aevbUKtqx+j5zyLcpVjB3SYpysG3Gk/KfgvyqOdLF/GyyoN/oj+7VaHhrXwcuTRJkl9dw/cpcItPau7P56tWebLmenfYsWhAgWwGyQk6dGXCSJ4xuoUJCK7VisPm+y3vE33hARZNIsOe6skUOvZfeUqzA8oYLttH9+iLKNVZu7mLCHmhEZTcTUl/KjK3XsmD1v5QvipgLjZX5y7yxeuLxpE+aiS9wuTq4qr3tx0oMke2FrR27VDQ0erVo1sk/89pPS1m+5da/DYAlyblNWIAFABZF5P+trbR6NotGpyY6znv5jixcwieJeZgdat6a+I38G8lsov7Pd7j4/CMY997p7/7sPc3lPltSZ5O67RAxWm9s8juPiJQa/qyp4r0Tzz9GP2dP5tqu9ls3Hf1RfFriw8ckKgolhEeIrIYWdbt3sVpFjMrE04ZDHLq1jC3/Fkyl7kQN3qvGDYh9D1j3bE/a8gmNV3SuUcRUyQcrn3DNr8Qzw58nOVS5OHc59vFc6jPyupHdoEvcc6xIDFWZOt7dmc6+nEKC7V7afW9f/fXDm2s/Z2Wp1gOA2wKJKaHd+c9EAYC9rKQeAOwzgMaMCsZ8+HWH1qxrLrhzA8OxvK84lvc176wYKf967O03ogvUc/Mlk0xAkV+ah4gP8hTBNhkYyPmnZlKvEi7DSgs16OhhHcnkXkc4/7mN/mX+gMj9ezFtz+86zOKnNVzSNvOAcy1HzeJAF4ekgLxqBsRpeGxwMDEGDUJ9U1DvYHeple9PC2Ik4RKsEE49qI7jJl0MJSpIFqYJVETnLODjN3y1qhIBTfF03XuvvPY1ageZ5j/JfXW/33KTYuuQJnrHVCtF0MOxksa+amoGODn/2jSibmhE08XXrc29vlwbvwNrmbkkiTVnvyHJoaJP7nbO2Mx/CwBvyb67/OHHesYJACxK9xmVpFw93NNmjbqWTXd5LRS+ADhM76T0zjIlHcWqYWh/7XguavofZtmT1VhV3tyosdIpQgJ+Yvkzc+ir0TPn0BDXReQFnpUR9SSP/oOhg06R3SuW2K6Po0HhEnCLL/+/ANhwJJSc5LWURyrMmjFPTiBoR/JlGVLbnh85XzfhDPF/qqWVsa9sYHru657GSjENFC9eScY3MQTGfIAuMM9r1ZK3p9J3W8swEgJvZVhvIXh5nb1tznrO1b5IyAkbhphHGfg3ALBGY+8vW4BdAHhR5vfsjPRPs/HR1H4kjPP3HGrbx6feM/LFD+44f+XTDe9fi3CB7qw8WK+k9BFdq+/2B7aQCh8XeIkeu23E7hXK47YsCt5DX599P4bsGzxVxPWoIqpLHRf2pmFuDJDffUXGR3SP3YFWKyyqbS4Ml0AtYqg/71ZLZZCDyIokHI0L0DolJloqeOAb4QLrFYjDTBJr3pSQdEGU3fjSX94dBaUNzH5oDYFaNZ+9PJsy0x4GHthN4nUphLbJByzV6Mi/MY3gmnKeveKkhwlaVLJkWzhB6uGk3HMeQ0Yzy3PD/hYAlsfYpcDb+rqFmlB/4f7KHyBiu95zJxemm2iylZNa6SD/CUV+SDk0kuimnuQEFCrphsT5Kx83/u+qMgUzxJrAzB6BRBUnd4SPlGcCnFw1j+f3BZJXpSLIauLxTS+x5sFWWgIdrArZhVnjDpPyyqDuBSOArVsyaStcyzPsAr++54BagsMLr5QHw6TTEL/yJVShnbsHV39UQP3vl1jz45M0be84vZuyLf3vU/Hs0DyRf1QiY/U91WQt6QAAIABJREFUfnu43y0GmRBLlC+qLjDcdJrAgCC2mwJoDo7B2BjFvfeNxJQc1DkA3h8mj7uvBdgNgMV7ZfbnIBONcTq++/YvUkEJr7E/S/j3ciU+tjRQ4wIS7RV8tal1rHvFGx7kZcb3nrLCI8fyySRwaGhYP5snp+wmOdzrwi3qECC4Zu1gYsoHEDzZjK6r3SVGu2QQj1mwDQ71U16JNzlpXhtI0YDP6N09zJ/VSYK1zS0c6CDNiW7aEVRJXqIkZ0Es9i0KyWK3Mw7GXxIu5v7r2qmzkdqoPPvk7t78PkdR7Kl2xqI5afT/tmvtTY3/iflpb/udD1/8ZzKvTnH8LQAcGJv1zs+NRz4WFuBbjD2JO+UPpn1ffLHJylubNreTs3qkGVm8QHjGSBRbp5NvXSCPtTxjri5WGT/HrBWGG0WOOB+TQHl4JDuu3kmI8IBzWd4P1fagsDUOLXZmxO9HrxGu0RIvx83iQpDiveWZIp+L170/lUdOjFIr4So7TaFNtDoCsLZG4hTpCTsgdL/c4eowaAmYlsmVj/3u9zXBCp0fmsXmaFeKMxXEjG4l+WpvhpSmAh39T4zBOno8Vk0tJYlvYmhKw2BKI0Bl4c6or7jl6SJKzeV+8f9pUjxLpfup73GR+r4Kwa67ONQB/Od0P+L3HPz7APiBlv72BvU5zfWL0wgZEoltVvsLU7e+Bd0vJtkCLEiw3ADYnf5INKDhqonkFSoAVrbcAMbRuzjc7Tf5mdkQiSVYyXWpOleO9lixR4AVz2JsYSw+5AZC3pkw2xxEPrqPHhPaMlt6j9ZSZzhzmh7ELEcqKltHHH/i/4N0pSwPV9rgXySM1vbpIiosKm4/JCxPXhA8Y2svRh/N8Lh5ZF5XiC7Exty0Ri6FhsrLNrCpmgBzHSsf3OZ3Jz2weB5VUV4W0AmfN5F0zh/sTlzUQI+r2rtWbN9roLHO60ZgG/YKX+Tm8p/vxsoAWJXyJgaXBdhXSPG1AAsAvKs6hwsqRYBuabLLLtDKDpQIMmgIi/QC4IVVS3g0LI9yexifT/xAZnpzFOdRmNqCtRsEnVzRKSGFaEPTqE8Y8uUd6HTKZj60+RYOrlfYsD1GQMH2PPwcg75/j0WWe4iQxOGpfKG9sAXPz3FS7E2/qISQybvdddP6HH9igy/SHyU8uo639yjCm1K3m523vWbVDYr7r55LwMx5l9vzfPj5bfLn4cP7Mj1xKmObhFsonDCU8mjkndglK4O+qWfW4y5NoEuVVp2h4509Xfk8v4whTWJO3YDXtzpv27KbnuT9wj4UiYw/bZosfjnV2B3FAuwGaxLPz5tHRbF/ugtvDmB3L5WRiLQmcUXJC57KN+9+jBOnz/PD9/0JCgtl5LxZ6B0St15qxeF0kH8pr928q7tlkjs/A5srd6J4WYIjmT+kJG5I+IRr37+TAMHkLmKoI4vkOejXFEu4PZBl+09xw20tlKXUclvzj5gcVkL08PYkI1mRWqxO0HtYYH2VAyoaLA5uW19PeYt7H6kI1EdTaIghUYKVZjXp9cmc6Gfk5BiRisw7gN12Poze7FLybfgVy0Ev2HUPhnOuvwWuu/1L9KoESm5RU31iM/+HsusAb6p6329206ZNN910QKFQaNlllr33EkHQn4iKIEtFcLAVBHGBiIAIInvLlL33LpTRSfeeSZp9/8+5J8nNTVLwfx7xSZN7zz33zO/9xvvpUmfCbUwDuzllnd2udhm6D+lK/bEv+whEDINpZ+7gpLAQ8z/5GTlprizAh3BuX4J+0LvbZcdvfMF8+ok/ylJpHzQbW4PgntTViRSpJBMnJnPvZw+ApyWo8V0XCpykS0dCmOYizQSAXUu3424j6iZuXS99DF9hK9ri8ZLGmP2sDdwsYSf2MtCj+IeYOnIP1HIxzia3RxsxB4Ss7TPUGvBibQpUadXw7xyEiDcaQaKg+7SpuhYlK/+CLiUdkoggBMx9G9IILrb56QUZ2iiIhY7BhWa/QyuthqBWirCBYyAw/TdGdfKc7I+1qOjpHHqQcGkdxv78IaTSzrQ9SS9g+OgUPj6vxF+ZGZD7b2af7UjAYzL5wku3EMkuSO0KVDuhf3wdXl5zkKgIxtnzl/H23o22fY24QN947zPgkzQQCzABwN/8vgOJ1WGsBXhw4mqU2sV4knbt/18LSGOJIFSfOoHBGzMVuHy/yrZXeLpLcPWvN165l1kBMLmoJvQmtAHcJitXi/D21zqkBlE3O8d9mfwtfToWHhensa2K6ZqN4ctPQ2ZUg7lYDeZ5HZgqeubowrzx74UhCGIuo0kQWVsOLtGsRCiAwWjGD4n0nPfI/BBCkw86lWix8MBVGB2G+49NZjQuBkqGfA6j1yuUlpYe6D/1IPJL1Ph8WheIm1Wh97EDUDRWIHQUP7ba+DgE5W++DY1sG9YnXkNqALdPf3nRDUpBMvz6FMG/TzG+f+KLtYfPubYAfxRVk32xp9fQw3b5hhkGZ1bpUangb+ij1gLCVO4MrvQxwKh7CWOID2sBlquKEH6L5GXvjhcyTpawDq5tVjAMstWBmOzli/YIgURrIWVyZUxsnIDskLaYd4bmYO/6/CxqBhyDSSLATflTPHEj3gHO+Nm241oBriPTrMOMsxfICWhWqsW4OD2ZrVgT1xDBP82ud46aKvTImnQbN9b8hEyi/7JUZn8a2N9sY24nnkW9GdQ2AKKOvAOBkSOnUjYUolF/6qV3XVUOt+Ir8PbwxP38AuSHUQXh3E+Ho04sQUCZAb5+LlygCQAmLtCNAmwkWE4A2F0DrUKILQdp/uZXlTWzbqJFRgUMAqDYzc493ub2REcitX8a7k7kcp26qtOsksKwqyt0uRFoXRuAcW0fu3x01c9vwj1ZC2mssT5js4VvwzJ5rEKXTYiju4K5RoTKPWJ4fbgHEsKhYyesENLapTp+CilylzC2AJJuXKog8pr6PyhBqsDIYOI5d0gl/LANja8Gsfn0u3N9wvHjp9RbSWRxgyZzwhCsgbBWArGKni9xnvfxVbOZvPfftKQlvu/qzwLgTt7+aLMkFOZywj5NVxH5v37oadweE/64dWjXg0vL//06UhGC0d7NEfzIdSgZecCdGmDnqWNOZ0WLaC/Mf4uGhtyr+wIVJgr0rYU8L993Ie874v6sk0hwc+ApiAXUZZ3k/D1TSkMIPERaDAyi3jo5Ej8sCaGxtOyI2K9HK9CmI4V48zM0VWnwXZk/avQiNliQ/EfELKGAgVLhhgY+3pC7cSkOHSePo9VYOzgKQ7+6CKGZwynkngpZe2wPuWBTmkt9zGg2j7i+cxPI58IIKFpyGVgqPP+FWEfVauO99+CHjc9wJYMPcsUCEXaZFkMbUI2i7vx8wBqBHF9WtEX4wUsWAKzCAd2EV5NgfaiJYjSCErz3fmMYxnjC2McaVG51BQak/6gh+UeDS5MK8LxbLeYtaIW4VD/8mVOAUgvj5IuRQ1H1hLPkeUskqBi0EeledAHWKsNgltK6RecfQ1il4SmDR2a1QY9iO2ZNy66eJSzEqH10sPkrlW6DB/VtsEQzlHUKssaY0ghQevVq5WG0kzozJVvMh/DSkwB5durY6t+YyWB/AV3MpBfcVVJ8sZ5qYsn69gxXIbxHIb4JqsNJf7q5SrQ18KgtwdLVa9HYEgtFGrBk+hykNqbMzURoaHpfj3b7+DE8JCfw5EMEMPFPqqt3PFBezF1rihiAA3XRmLq+GYxtGUh81kH+sMxCZkLvJYeARBGClD4+mkztmkEEAN+uuAuL/AxVtZEFwdbi4SmGQsltulPLF2O651McR288Sn6X5sy9cwbPJ7SBtHAnJKU3640/MUk8YY78GIlnCLCiWuody7ehsiycp10iz26+dgsiBzzH1zoS3Man3rEXtub1NaPEfg2QBU7IMi2WA+ty4i1UM4PlHtcgcdNjzYUH0HtR92+udznaCOusIt8E3W+MiHgaw+Eoalr/vnZzB7KQjoA+HRGh8ca4LLqAi91U+LHhPtxSbYN3jgGzSEyrQ1DFoqJYfFRYhakFr7bmkPqeqCdjSVoXVEhdJIoGQGKA7QGwplaGzwa9A7OZLynGTrqGxpMsbGp2ndRU1RlNS/5n++bQqbdw+64Z5840hl/DMLQckIyGdUb0KtOjorYMJTWOyiLA9OZwPIwjnhTW3mFQpeqNp2H38JEwBZ03jcCymCtYE8l3eRpa3Bhx55QYP1yGUcZtUJu0CPQQYM8QX0jZ5tvbDejfjgI4Ia4buK+CzhxW4WZGuVcMjCI3uDHAKa0QkS/fwp75XPwlqSkgozv7jxTjxYswXeSDXfK9ucd9oAEdI1J/Q9MieJk7obKjEBWRGpSsT4DHNJonmRZXEiZvRoJYgPcX0ZQigx6koxL3Mf2j31iX9R8/Hm6rK7plET777SCe3Y40t+p1RLT+xBZmxcxyaCzbVMf5arg35HJj+vofw97R9IAlpbKbP0wB1PL2Q7dqfNCCal0lPw2E6J4LAiyhCd9u3Y9KsdUdkb5VD/0SLM3pi9Y/NEGXgggqGtjNZ9bV790NaB3+EvkB7ihuNwkNhE1oIyzTQZVRjTvTLoPkI7UWoUyENj91hiJGiewhs6FmlVSWXmQY+M8ajwYL30fGExHmjXHHnClC9OoKqORluNLkD/ou9wMR/FH//9Lt7PWlg+qQ+x7d87iWMOhW/R2SJ8VA6U7j4JmIMuiW7UJurRBx26VQhCyuNw7YTfULerZ1XpsVmktQPdgP94DP4fHYA3W+JzBo1QFbPaXpftjScx4Cv0rHGw07swB47vcbMcjUEgcM09GhA18YIu06styRAMteeUbnXvI4GdIKam0CWNvmDbB5cR/+JLT7q8JswKKaF9RH1TJ9CQjW+aZDZGIwY1lDZJtPodSrzMGaTwdXWNATXv/QHOpx/V9g+HenwBTqwfxaAMbkvB4EcgEqhzTDw+/kSPTbb2kJjUO0t+5WiBlsaFIKoUkGRfZUNFBJcPfzG3jQkpyDnPA07J4Zn54Aynu8D12IZd7V+7bArJUXcPZmLpZO7orsIZ54a+MvLvMBm6vdUNpuIdQet3Ay5hdbKiRS9egnArQv78sCYK/eZVidFoD1e0/itG4OujG0DX0l3yM3shZTPkgwavZ0Ebe9zfeo27uOT4JJ7vngK6CighP469xM0JsyUd0iFMUDW0BZ9gDBj8ZCI0pELnHZdeH6TOoxmIQorvPHzHZCNH9kl9rP1WHWeyw2vPDC2Sza+x1lK1ATWQoVcX1WXgIh0rKSVtp2dzum2M5lHZFYm4j1kZtgFBps6bLZaynHGb3fYZckv7cqC8fmubHsRZ5bF0AYTA0jrkrO9Ad4OnQ7bkrTAA3JeUrnfn2s0OzvDINnfcAC4IZH3oHIDgCT7Iqt36NGnjy9BpnpxxDu64es0hI8CWzNfj9zwXBIa8TwVBvrjwFmCADmWKBb3FcicBV1y/WJ5RRJ608TmfbV58OJEachNxpfG/97dMkZVMRUW2pzVScDU3ogjBdaQv2gFZa0SYOCBK87FGNuALTXe0AxxM7oYtlSyoxmrKwGSISdxvJdP7kAMVI7q4ODf2zNDg8Ymt6GX2cLoa3d8w6o63CfxgvximzyGd481u3uBNRSfNBnXx0a+lr4KCxzXeeuR0w5rSczRolZ6yzs0WUySPaGo3zic8CSZklxJgyyl57wENViQ1vKYWMtt48GYqJHPEJCQlnPpsQ5rQB78lqisOt5BVfebVDzfuSog2Pyt7zdJzgJzZXRiLjOTz1oX+++Sjmun93Hm5dEdhiVHIbRyfRsPafaCjP4aQa1kiyUeW6xVaWViHEnMhZ+LzxwavYeG4BMU4XhQXUM+3e4WwmS/J6x8/ygdxsc86bz1lp4IJh1ljRgseAm3nsRhgILSSoby8/qviwB/daQLgbwcJciOtQPEhLD7TDstmdYDY2eUnS7WwqPUuI9ROckGTKjIBK/RaXyEHnCsjKQ9NDWIjXEILBmkm15aKW5UEluQKL3xkjvI/A2FmLQ13zZkdy7z0y9frLHcOGI1jo/Vg1D1J5DGNPBjOkfq7Fb+w5KGM57hLdqTpRe775XMex8wHMzBq8Mh+b3AMASA2nfoZI9tZCc0uJFpypcfLfYZgFemUa1hKTcGzQDxnSaPoWUaA8FLg77BBoxFcBU3mEwS+SsQCn55y6EJjtRhDFj7qNBCCfUfXaF5B/z+/ISottbAQP/4B9YOxvE+mvpdrZuoqEkmSetkOpX7/1oKXHWmtLHMJCY1JCbSEwrf0PpT8IA2QAW+tP0v5IRUko1fyKJGU3HZ+KeO4OZUbRNQqMOnpU5GHhhFCZZ3aDhDIAlRmDcQr5LCrn/w3+LIHTQcqemyZD+wo7tTx6I5/HL0WWeFurBpfDSnYP0obNlTiYPR0oPsSHNvKkvAcBXKu8gw0zfpbLMAL2WY5vz8pFA7sE9+P2yxZjp9Qy73N9Ddrue7D367Svx/MfZcH+8CmIiNFn6zto5VjhpVERDHDQSzc9+Z+vP9Z+egtHkrFHq9eQzNJD5YYaeA2E8jQgEOPKbGQd/cYRDxPVVaPN8poZ6TnvH1sEAXSQFGC3NgN7diB9uW4kEODuwVRTmUnkIIC/xQqLbFhjl9VuXHj89g4zQIsjD6AY99wkFU6SsbH4BJ6tIzmQGC0NesJ4Q9uWnm1FI9tBiWbZz3DbvQrLJ1w3DzIzh0NrvGHYXEQC8qO8sBCnpocOmQfp4mJNw1ILNAexMJtC58k0EVFKtq8Ggxu6jw3DwQHMUFHgjJK4RmiR3QKtqA1rVGFBYkY9qjT1op3O+bt5UPPWgKV7IN16MF5aW9Mbwjn9i2qkwfCC7h4de/JgY6ysoGTFaoRbPq7IQ7CnCxr5e8GX7nda9QSBFrkCEzxgtPIm7s83hjuuEzy/W4EqeASaG+HvQMIsKL+oa5cMARf9+gQ0/LofWvc5mrX2a3g3NMpMRXFwGj61bwWidCWWY+GyQf9YSbHwffhiF6tZCVLcSIvfbKHhMDIYggIZa/JeiK/HHP0/2Qu8pQ0R5NbqIdmDI4H14dLUhfvucO6QbhFdi0c6dyEsLROM2ZwVfHTrC/DntBQyWlI+D/tRAq+PiymISf8WGJEtsL3FltSPBWtyxBp+0JnsbIN5lSYHk0FxNk3tYsIhLb2MdyyTmSyxcOwZzLreHu8FyaHN6DnbJdVlEXP6BC61DEB0yk3V/txaDyoCro09S0m6H4u5Zh/jZscgearH+EJdOVuImsogXKrt9gNISJeqMIqTXNsT3m6li9EKz9awVmDQj8L0BkKfSdCSvK7pmNXjyjfM4NTadwshhl+CvOGurQrttLftZ8WsIFGFz6o0DFtW9jX6tOFd0awUaQwby8tdCqp8OzV/u6LvxR0S0485Jct3SsBUI/fo5xkclZ2Tn5cX8vucYZhh7oY9Xc3zd2JJ31VJhQoQblk3lk5O5et/QZCroWhWDH73RElPH8q0N9vc9MtRgk5oqhh3h9NzVGQjL1+K3fr+CEVBfKvveMxti4PMHVUYoQ2sw7fg21lPIuOgl8Ap+JmFvJYS9vHFldhCa6nez423PCk3bJ8DOqErkeBggrWwLn6JeCEhIw7pZRAvKtcKzjsGx1Qyq2w6HuqmL1DoOnfTbnkcg/wgT9I4+Ury7lmQNAJp8blUeccqs4tjl0EtzcDbmC+xvxk3g0alCdM9rAcU4IwxJemzK8AQZu/Paz9CJoa6ufWWUBfqDyUnw+qUzQgq5GOOcNmbcnMy3iInNwOQFfABMBqRKmoaKLo1Q3rkRQnKOwSd9MSrEYSgS03g7Z7cgBjUGd8jKGuCDnmZEpDSr32FA7sHm/R27T2irpkXsHLZ7y0U1+Mfrup1SiicGIa4iET89WYZQfTBbf424Fsld+kEvItkBaKdbw0SJy7OdfoVTkzLAp/d7YMJaIYTNo+H5A2Xid1Wq/ilEzombOPrJWhieU2XC61IikTWQ1pVBVQQQ+c+7EDoAnBbjqRt0lk6NzOyziFYqkFOjxiNlE0j0Ury1fiDCnoogMZr+MwlWp7u+kK+m3ld8ANysXr8N69q7OOQE22m1YiGqqQbYZdm2/YBtvVqDu7gLqcRrON0CzMsG8HzUGnOT+BYy67Wa0x0gDgyh1l+7uWRkGPQvMKLYosAishUlPWMw1kOIr3xIHmCrmdG6cQhgyheh9pgcntN2QMTyB1kOCobBE60eu+w3GEsjpKOvA95WbgYGhquxMD+lhGVtDlajlTLCSW+g1JvgaSTrUYA3D/SHmriMkacdCkHtQG6PlaYp4XmJejttaDMQHmJ6BpKirhCgzcMeiGvaDHEPxGi8lp/Ojlxjis3EhUUMkoM7v/iq9Fjs+MiBCJT5sADY1dIj9+yp9cbNU9sthh4L/mCAUd3DMTqZhMkxOOOCAbpafh61ck4Jb2V/fnNSW8wpXwohm3OMwYXSRDb2l5R23s8Q6UHlqlWBA/Bc7jp/Mm2rEQsijuGDs4koNovZvM5keIQCAUxmBlaeMuuaImuH6pgESIgNhohcYEegZa8NterhGnp6oenJu07jtTOkDmXEGmGZ6K2+c/TiFSOs4mveXM/3/wWeNXHo5XkBTWVp6PGpc1q+1wFg98JMnOqhQkTsI2ysmwktOKZwFwB46PmA5wwGHI6Gbi7ffdLaMvG1Okg3q5AXp8KJT/Ix55sEyC6643BRGbuBuokFuN1lMeoKOaSdFC3G1s6zbBus2jMIBjcFy/4sO2rJZWt5AMkS+ON1mmrDvmRXqjD8zDkIRXTS25fl2oHYpbMTQCxM0uRKosyQ1ejQ6lQe2jEvMWbqUxdKOG5Vcq7Q3CH48UUD0ki+Ykt8yeTdHRGdZ0m8zTBo/g4FHl2bcweksjQNHhoFNs07bMs9t3PgJhzuv8OWC5jMpjFLayHT8neF9w4XQ+qQ5zG3RIr7tzmwyrgHIbXZUgSsyELDrlIWAMsePnM6DGUejXCrpd6Yp/yzjyMALinQ8SwyPgFSSGWchm696jN0lebhV+UXqE2klqbqQyvxctksKG7NhsjI+fE7jpcuuAdMXt3R7hQVjElZO5u6hDvGCfXKnI1OxvYYZCQg21FFTe99L94Es82awF1Dt1hrv9trFy3XmIEIYQ3muN9n503KsFIc/zarXnsdHQkGQqMQwy5tRn7X+vNL5ubewz1lqg0Az3raFVKL1fVIWCq2ilahwpiDWe0y4J3LF3a2HAhHRQcZrj7gu3U4TXzWpWYuFufE1QuA+xt9sXDcstcC4JAeT5H45TGeCEt0XINyv4NATzXvJeUpOHV5Dv7eloiqSjma9e6MBo2jkFSpQ3O1CXlluaitI9YlrqUCmRv0n0/DI/ED28qMNcVhWlkc3kheB+Fhd/we5Ay87d81uCYNsUoGWwZ6sworEge4WyDDcaEEJaCqQpIaYDqjwxCGEOHw94C3j1XhRRUR/AWsIE1mRIl3EzBEzU9izGv98H6SBHmxFMxWqv2w5h+ioABG3DqG4bePu+p6wL0O5qEkNpg+L9w8H0pzd9RFCFDaR4TiPwaBCXgJt75kP/hvANhY44ljF/dBFewJpaoWg4x/swD47O6W2Lemi60dPgG1+PbgNhTl+uHC1bdbpQf6399iB4AHbJZCr+cOvOZJi7F7fC8Up9Lvqjr5whhMN/z1varwVlOCnBlIfhpELcAOwkj6e+vxe+8Em8KQ3EfeqInka2z8bCJmpRK3K+duYgHwQrrOz/bthaZSvqY9ZdFtlF2lGQIci8CghfTZLih1lA2UjWUTClHnGYmaxsOdBFxRTCi6r2wPnViNcrdsZBivQZDmgZB3OG4G1wNJvzV0z0LKTMvebXehgilCq/WnMPjWzxBqqTBl+N9ZmHo8RafdAciQLYJQ6Hq/E2nHoV8iTcdhXwgAzilbC7daCoAHb1+BoOZ8BeyGvh9DmGzExHZJmVl5udFWANzZuxGWx/DjqcZ18MWE4ZQgpr5y8T4wfhbf0rP+q57olOja5Z3Uc0Jbyv5zLKH5Wny+OgPPQp/ibAsS08Yx2NKhFMNrw2kIzHQ1vrnhIKKSCmBcnQuUmF69HEKlEH8cwo73rTcZNPK95GQBJk9Qi0xY27QcAoMX/DKmoru2HDN2OO8ll74xo7ZFP9S2pLk96y8MDp/PxNe/XseeqX1xM0GE9v9uQYCuBo2nx0LIKoC5iVozaxxqzwTiuf8X+CGJkrCQt1XoGKw83wLKj/TQNGVsAPi29iu0RAS7tpq4fQF5jAfeH94ebls68ADwqfl6VHOOFrbmfrQAKC2zy0nNACpxDl6+lYC6cF+EpcyBd+kzZErNqBNaFB3kbotsYj0ZS7WeiMmPwNg+OoQ8b1S/g0p0c6BFEt7YR73m/GR3EBy1w9YHhzyvolJUy57Z7LlNpoBaCWR2ZK1l7Q2R+KX6DXjBDU9FRRjltxaCJpfAyDQ2SzDpTdu5b39uWPCTr9kLB+e2g1elAMp/f+SLAHbiQF1KDfLnp+DIpamo3UkyCdDK7HRx7N8kFRT7neX3imAZ0npoEHJ5KORl/HUQO4TmAyYW4Gs5N9BOAajqNLjgHgv/8gD0PtYLja8bXALg4mIp7t6lhpCMKL+Fp0ZvvMTmAbYAYJYBOoKCsZJwLxzYHOaUWs468KTFwZl67JpJOFKAOqKAsHeBdpjQVgBsf79VpU9BigC6v7qB0YnRJrMFRrTg8o/bqjIKUfXrG2yaI2oBtvjJQoCvKkw4rLYzTFmtfMToIyBnggArfQWIIiCXDfKmFkJ2zZ5wAxN+HwqSn9XOT1ZrMuEbF27Q4p6PIIrm9h8rGzTZG7rtqUGTQI6929p2kcCIYHqcYea6ZGQ1ouNgPusPVVdCLkqLuNAdyuPUa+bLuBlo5sXhDa1OiA/2D0FNj/B6AbAxrBAXV2rQ1Ccud23tjfA3IwcgGCI+CZZdHK9ZJMXmzFo8u8MpUq1teatvBAYzuFGrAAAgAElEQVQm0fl3Qb0JRoZPRlHjdgk17tx9j8Iaos6gxLS+XTHRj2TPoehzbz6XL3lg4HV4iIlrNIOPwt6BnpCA2iuf7ObNh4kHcel0NLZXEFnPwh1gWZjsWqlHfKFrSYjEWKroYtdYPXKAzFuKHieclS23fAy46W2wPaPVCkcADIRUzoOQ4QBqTuAqeFclskRYA71Ooe/cuzAQ5bhd2WL8EgqhG3KG3YJZyk8hO1c1EAa1BhfavGQB8AbtbOgYzuruBIAPeAw/7/vChP5XG0H/Lp1Qjjun+IwG0p1qFDZR48jcXDYN0r2TeuRrqd83MaWndl+K6jyiqaYHo6nrMWREcwH7NcpQMFJ3CMpqIL78nGOFIAyHUk+svDiMWzeWNjxkcvG/Q84pd2oYN3St/sJyMHEtZoVoCNB1x3P028C5ofh2qUPL3ytsAjS9yrqzmyE3VkFi5hN03CgwYXGW5VAicXtbkxFSbg30FyB6SA7kvjr0j9VBLaXXuVflwbtahD/mWRJBA3gZnI7P502xadHJAu/zh5ojwrL0+IQtZVCG8QFTdpE7Ht3V2nZ7k29L7BN2RrDkNHoV94OP6iHc7qY5zUx3n1a4GFNrKvH+vREjMmel1t7BbT0d+qI8e0ZPwD9ICpEl/zHR2J7QTkaYSIOFPmsgb0nTvZRd/xOFH0+E4tY0CIwcg7T9pCR9qon/DG5Pi9Aycws7lpmXe+LkoQU2jbB18sUOuY7wn/dhgmEE4kyN6OJyWImaGuDjDma7fGpWW611w7ZMU0ucKFVMWlcqPRC/9bgBOQyskLXi8S3bM6wOtY7A2wwTPpi5Hg+/p8RW9rDc+lldlYMzwks2ADz1RUd4GqjL6YGIFOwU/MAC4GldshCQwRdKz831xaXZ/jjzKBcNDM65n7n+ZHC6Ygt+LgB09ViAh2m8MGfCz4jwpSEG9VmA/RJykbR6t2UPo33oLRSgezrnGnwnZR2eZRykFuB8JRKH9IJPaBCiNEb0IHFYhRnQkfy/dmKHsFk8ysd2QZaIJiQXMkLEGTrj/coATOr1I9ZefT3ID65MxU+9vNAumFgOGRypBdYoKaEF56ROR6s/o8dsRm9jiX9UZsCH/xJ3MMoQbd0FVG6+qJVb4+4YfNdTAJGSmqWySxrjr7PU6tg07wXmH/7ZfgrzPpv73WQ11KREmldBwSRA7ydA0XARSre/CaP5AeRj7OL7ePumtae47dakk+LoqSMsAPZWqTDQuI0FwOy4zSAu0LSENSrFl1v2ojgvAOevvtkjLbDBuW0z0wQ6iwF+0GYVtHrqaSMQ6tFx4Fv4a8z7eHk9hu2n6m4BMAbQDf/EiHJ0DaGuo9JvRkD43FlTfPGbJTgazXeVJcDw+YOraPn9KDRUOzA/W3taYEaXrxdALxYiu998eAioMsW6Ti70O8qtR4delpp0mNDUnT1gWRcroxk3zu7Es7AhYERuFiuDpe9YQQuIX9QOAZ2pglXFlOGuaR9Cxg+BJNu10tb+kYJpl3C3N5/hmvwuYdSQHcvF/GNjIa2ibpH6+QdhjstH/0P+uGdeCZGFJdZxokg0H6NPa2frAQHALyvWQl71EbTbFej568+I7EhS+XDlrzFToGokwbvdOzzOzs+NtwLgcfIOmBq32SbEk/1sfJNwjP/fq+Odz9wT4e3ZfNMrSX/UNLL+vvlZ9RLpRhVv3yVj996fOUhIqcXZFmfwPPSZZd+w2oAZCEoGwOvAPMsaBebd/xXM3hLgvsVF4VX6IGJ56K+EsIc30vZ4w/eCHTeHjXiHLuZ1seWolZrhk/EB3kyTYOK/t6G35KK1Cv2//M0gzhyPim72XkSul/T9pyWY9NW/+GV8VzwQFKJ7zXWEm6oQ+2kcBJbzz3qn/m5DlE0Zgn8jFuBAHJ+bY/rdpuj8lhGqKAH+zvPHz9sOsNb7VcY38BJlaCL/EkkJTTEhOR7MzvaIyOWEu3+W66Gzilh2zXR0gSb7mVqSh4zJraEP8ET07XHwqNXhpUSPWlH9JvY8tR9iq30xMUmIBhlcei/ewiR/dB4ItcIH/zvqzo5jT/33KG1JCAjp4OX6KnFW8QBMLUn3BDAVYWBy+OtnYl0HzNcMwK/y8/iVMNiSmRLyFIJAkirPYQzsBGirdZhc/ss/vdH1MAO3mW9ANpCSLzoWQ4EWL9+/izMPP0TJ701fmQbJfv/Ryd3wcIQGwZeHQF4aYuM2IG1rMkRuA8BXXt5EB08GBpMRJ0UNEVochuQz3RFzTQup5Ywe0L/UwvoPpKZ6IDubEncREqzTIzZcEAtw3xUAzmnii+Nr6Rlhz0Vi384huwrxyXYK0GpEAtRIXJB+EHnaZMLOvw+DcR0Rxd5vLvGE4Z/2bEaGoaXBaE9Ych1QizEzBKojFEy5tdGz/xgdsKzKjN06NirUNl3IB3oW84c0UQpsC+IrjRgTUHtIDMWE/fSMtioqGAYL6pzd/iUD70IYQsgzuULZoBVod1yDBLmz8s7goUNUmQg1XhK8tZcj3DVf8ocq6b8BYOJVtO+HiTgwUYHYx25o+pMzSZk+rAyXV1YjzDsqd4vqQfi4iP6I0NfVS4Kl9QrBbxdvID/TOd76y0lxaB5JF/1NzbeoMUXzhkQrzkKp55/snk/Yn+9ExSL0rjfGTGuFiX6f0M6xA8DeYhX6NLjLDopKKMHM8Ldtg+QIULNNKTjmk4NOd1qAMXOGImrVdyaldVp8DODj5YGGIVYvW+f1yS5tNxH6n+MTN5KvyyUMdoRpbHOh8fvVUETzZWL/2nfgZuD2qgK/P6GoDUOopADDlccw5ftUpBdxFnxS7yLzu4hHNAq7P4YugO9Nu16ThOe1bjYA/If2Y2gYjtfKCQAflo88r0w3oN/zJiwBFt/die5cJP5XcljDA8AnD6tg4CRP3Gu5BkYddfchX+ePWQGNO4f4q30jie8wBDmlEN/J4g55MPCWBWDphX683tUYjDAOfozuH3CpGqzAvEP1AtSBpO6xN2dYxWZg4JoUdNzPj0fwaKxH+0PWOEa+1VAIExR6q1sqV+fwv2uhjVRCxAix9Ee+tSGybz48guswLKoGFe5Uq+NelYuYzFCsXLXRNinLvUswbQnHbs0C4E1qBGXzAVC/JXWI6UQ2BG4Lyi7zw6ObnOupwbsVVhV7ISqyGiPcCyB7kICYlEwYzfwJIo/ui4u+GYZPZu+Vfv5XOWOUpmJ7IT3Ii/KoO6h1nILCORctJczYUzeFBcArg1bD3IQKnC+UadA1joTXNQLkaf/YA1brd+o2KxBy7yTCs6lG89Hxt3D5zGQ76zedG63fPQmfr09hnu4jeDIKS2v4W23uM2DhCNJHriQqau7zF5agmSQVDwytUcN4WS7lrvcX1OErOXGhEGDPr8+R1d2+f/mLmd3kzcBH/dfh9jHXLiXkDoMqD8dxEfIQSrzyZnYiwtXe7NTcGX0fB5n1KDOk44uYF5BaZELrk2qCRPjhfoyFCMsa0+a4qdD+JQD4zxwdSqWuWVwJAP7f8D1ICD9Nx4h1gR7u1F0tPz2J8P587VwDoRgd0zmGZBL/W15Rhi1/toXRKELi0D7wCQm0xQBnFKXDYOIfYqIu3VDeqykyhBnshi6FG2L17TGl0h9JLZfh1Avn/NSObzpCkY4fkol1SwADY8Y7lVKU+ruxI+7KtdgdZgxndFBDiN2pGujvVsEsMIMwyJOJRVImMRCh2Nua3xMY00qPDpGkTxlkl8TaAHBEaS6W7lnhvKNbvjH3uQP40XXlY+6HUPMcGD0FKBgrQtWZZVA//NMSB8yupFdYgrnf9p4/D71CBp86AwboN2LI4P1OANiaB9gGgIN8zu6e/1JYm08bNnbHaZTVEFI5ATy8XiKx21wQQMUCYAaoTubyAJ8eWYaOwXTc6gPAf2z5Bs9kNNTBWnyYbKSevIkuf06Ekrg/O76eZYvsvPArFIdHw5gwnXeJtkiD65POuuwW0sY2/gIk+ou538mAm8344zlhcuBHe9NHM/Bq7sfGDlvLQ+M/0N8xImAGn2XfcUA9YoTwWPUDTgom29Qq1pNCxtRCfrICsy/3gkcWXc/2APiuYQPEMqrgoUcdR4j1SgBc/SuCKj5HyV4Tevzwi0sArIv1xPiubf7NLcjqRwBwsrkJlstGsTmA7d3saA7gV80v4EGOBwZN5AuTrwPAi2rSQOKA7YvYyOCHuTRv776kvSjxJpZr/v4ru/Ad5M86sOPdoEkZ3vl8A7C3gh/4Wd+qYl8MEI7xR11TBbSfXgIjdHSwpmDhUkAtrgfWoUHmmxj9wh+fb3qIl9F8opUFB83oWtYI5X2m1ruOrT+UVtWh5+T9mNO/JV4oSjBG+xARTI2dCzRXBaMVo6jzhzgesRCHWA8KrvTPCMHbg91ZAHze0ARLf9uO1rXhLIHZJcFz9HX7AW8P64MODb2g3d8O0Rnc/u0q/pfUXB8ALuoeBk1DPzR6OgRiBKFYZEKxxDV/hJkRIFcdgJZV/hjWvwqR9+txfyesvIPfxp2MDHx3LwYigRDjMpfi8SDCykvH+lDyYGjkHqggxofMXMjdnZW17QyR2Fr9Dm6Js/COcqvNUoX4ExCISZoeLgbY2ns2q63lw+DcFli6MBDCqBB4rrdkV3AYSUOhDi+n3MGFq7OQ/ze16v0XF2hGIMOd8VqEn5wASR3f6uYTI0Z0b5mdBZixWICbwLPWEwNOj0LDy3XwVNH5ltShCr5+dK3cuKG0xWsTADx7Z8hPQ3YvNkcZpIJG74VCqqiAewPqnnpvQChuzXGh8bB7x70TLyCgispmxVIhDBaXU/qilo2W7Ot+NTi85swrQ26MKREw3aSAbhYjg5916tlZZNVHukKfQRX8FDAxOBtkxKJEtQ2YiaFDkvxfhMsyISDhRQIB0rXNcKuOk9EfholYw5f9/mAuFkLjdxAKT37M77o6PQrtsAK5SzL0NoSBfPCiP9YaTIEP2p1QUwBs2S/YxjIC1ASr0SxLhsct/fDFKu4sMD3xhLoxJ2/YW4B/TBiLQDfOAyfX4I4Xyybi5ylCROQGos0yZ6Ctjq7GjWVliPaOydiguhczKrw34ipewifX2R2XNE3v7o81l2+jMJsj9rIO8ZeTmqJ5JHVdvlu3AJUmGprAhgYwgFbKxQBXy92REhbJAuDpM7zQV7mOel8wAtysjEOR1gdtvZ8jVE6xyhmvWOzw7mYZB86bncwak9mAG9iP66YQ9MqI4bwxLH36ujVkW7NEXm9K5WE7+5LDscCg39U0ih2pJYr9XCI1Y084Z8BzzAVM6pQZGiGgdqJtRTgC4Kk/peJpLj/7z2JmMg8A26aJADhtbI7j5QE40Y5Bk0ZHsU/3FgrNXJ5nJwB8UjrhvCyrGn018TC14ufEs7ZKdL8Osl9VKIzlLMBHDvEb9bzz96guo4vdUyzB3fF89rXqALowRU/zIXxWwHOT6KBqirdS2thtC0C5Roem395HeGvr5KVN/13XDb9oe0FsB5t4N1r+kNXq8b9ZlxGcwS2y0Am1iP2CHCBWmiyrpUkAL701VtEKxBgsW5mPK52oK8Znm3rBp4Y7zEI6F8MnpgYz/QtwL8AfYqMO8tpiCBkzdWmx4mgBMO5nTsAkU6PPRjUaZNFcfuxZIAB6zBMirjfN62UtxRUy3LzOWYU1itb4qdwTXspiTG5YBOP1ZLRLL4VGzwf7ssaDcMnzmf7TT/bKPttaltc+MCP046fV7KQtztPyLGZB4Vze4lYSE7Zr3mIfPzViKxpG0Zi+pxFFMAb6sSmQ7AG6neGN/ZowQEdd34yg7CvsfRfXL0HK86508bEriL5rz5l7gJk3sEg3B1JG4pL5mViAp7c32YjNeFKhGfAWlGORcjGvv27okrBLO952cJAN5kfFZRYs7/31KTJ7WPPYWoVsq53RIoSZBZjabCOenVagNkjuEno3qLmDPxQ5kHpb8tblN0V8FdXyng1Kx0mvi7ir3o5FwS7cj4j2qjAWP6cXoWe11s7K6TiDBbhW8w02pSuR6+b6ACUAuFuPF8zI+FXswrBZEq0dbamy4+o98E3kk8D5Q4YumRyhA2GAvnC5kCXAIiWmY2tEJMTRGOBaA57nPeU06JZ6JQMHIL99EPKEOayCI5xpiMy6Jlin8oRP8GzkVL7KFEQrudGzCA3Y6SeAzsRgiFkBQpL0qkJGzET4CxlA83cujftnGAhZog3qA1KkbG6bpi2CTZiUpGcFhzqDHKv2cYnqN/02ExKzM0slO1W7pIAJoweNr3kgQkwzoI4VorybCLqXN1krsGKOIzlRfS2nEt/22xbSBgEwvmrdfwLALxr4nD2yKkdYnELAFwXA5TXvsw/y8ktFfMfFLADOvk7cmwWo7q+D2c8Mkz4E6o84oVayoTdEV/iMpJouV7D1wyvIFHHuVaRekiP38dFMdPlzhv1y50CuZeMiADi7ZTdIwvmKl8qH5Xjw6TX+9ZYDlAhU7zaV2eVQsXpyAH88pePEpffgMLLIQ4Ruhwba6sw238VL8210+CocRedc54Kt8qlGm7VyCGXTsEv0g9N6FjJ6dH25GskHf4TnLRo7bhx/Gcb+D/H9XQ+sSN8LsRtlXbWPkWL/1kzAwDZW13Vus9ca85FVtRqBxTNQekCCnj+tcQmAjU19MLxd56UlZSlfb9h7HN2MjbHcbTQLgO3L6wEwg1KNH9oNLoXBxLmK7fpuAJrFuCYXUjMmzK+m1j1S9IpCNgWSQluErhcFaPbQExeCtll+pe9GZ7AAHnv+hqSCChQDF51D/E0SRmBnN6qHoMl2AJCKxID420iUf3INjJYSKPEKSTHjWYeDEbXwLk3E+LtdsGzlMzxuyxeY22cyWLXP7T+lQqpVG9D57d0Y2SEKurA6jKl7jAhUugTApC0FCR/jaKNlOBLLVywMSvPH8CZhQH81C4DtU1hZAfD7YwYiMVgO/d52TGSmu83U8l8AsBUkqsR5qGjpy7pAN6x4E0JTIErEZhSKSX50R+plBrUGOSr0Xuic3hj9xhQiNJVmJ3AqkU2AhC74++IlHC0lbMwCLD0yA7s+IwYFIC0sGnfi27G3Fa3Pgbs2BWI3vuKB/DZP1R+TdElsaryR7pvxwj2XxqDEnwWkdZbYbvp0q5xj/5l8F6sOwa7pTSFwd4PXIcIbYl84pU/64Ku4ufcbZJyvP6WXq1e9Nd6MhkffgcjKYWC5yEqEVWrU4nz2NdYFukpViyue1KNj+PF3EH1OC+9qam1/HQAeuPObrEYmYWT8vACYNBp4BFNr5PWRUXg4lfMAcNXGC4NP2JZPnrx+8256t2xc/4B4Q7pWhpFzz3grGuZHlOjwa5kEUmuAp/XBZqDql3EQegJurXUgfEyaG1KMba1CoZzyaEgFWoz2/h0iu0VJxpj8mWdoiIuakQgWCXAqhCgw7dpi2QLKC6/CL4qcm5YvBMA5gxHnHTzexN2eQBjLWW1JE40X42BOC0W74xYA7NBhencDossFTgDYWCqBRskpqggA9jreEL7SEqxNHGVnGGHwXO+F6iUTsexDpl4ArIqpwc2lpTwA3OHxPxCZnNcBaaJJ7Ib5+4/AbHQmHPv2/RZoGETmLYMr6t+gY/jhdRUex6GRUZLfSnd3PA6NRKudYfhwfRHaKSxplwQCZKkboEznjXY+ZN+mG+ay4MHIktoRPFm6nAxLLVOOhziNN/WxOJwdaFOcEOolB4cXV9OS911kkC98lK+ex21TcuFXy/dOIWqzdVHEAsxAHmxC05mcPGJ9AHmTAIsVmHwu8t8Oj5pAeAlrMNF3N95d8RSZpTW883cSQ3MBF3dORZ2DF8FTcyh+V0XjZLyQBcAHdOPrZ4EmJFinZFPOSzIL0TuoFRila+FTUG6C/PMKFgAfnZvHkmA9OKlHrsUFmrxMyeAPkP2iLftezZXeODicgCVOc17jHwPC8sRUqyA9m8p7oXGVvdD5ORlILh4hu1qN5D9uwS+KAFbOOphUMw8ahrjuOGuOHUeSTIQxS26hxXmL+QRA9yd5lsnAmh0s9gVAaQPAXC0rTqlxwZ24AApgS4VE3wpNx2VBJDPjR89CHAlwg9iohVRLD2hrTAf5bBDrMXE1Z6Ugg9z2WB3irvEtakkfidF6JB+ouALAZ5TdkVN+/D8D4Ll/lV1oF5CRPP0ZOTiB4nz+JG0Q5mbTSLWTmLBVNYF9hzfc/0Rie2qNS2lLFzYfAPN7m2zABACHPz6MsBTq2nbxp+VIeZnk5KIRn3QfgTu24VvtXLqd28gy+Fbgd5taLMCUKcX2QHeBCl97LIVc6Jw6alb1L/Q6y+U/uV9i/9y8LwUlccT67apwdu2Pmm5C2RIge0QAz7/AWmWLsv34roEEYg+6IfQsaoS25VQgvOOXh9NBT3G6agUWBVvJwvjPIwB4QU4ZxpTyrfaOrUqrG4vlT7u9EgC36Vxqnth6PutH6uhKa62vzeJDCHJgZ2zI+KBV1irbI0kO4E1bz+PWTRqgFtW2JSLbtURrCwB+lkutQpycy0DUvQcquschQ0TfM9IchavqWOzTeECvmAWt0Zn50fEdswYRjwxO+u0v5PLQuhwmy5cUBJtQt81K4kOBr7VUKCKhF3uwVfspzJjfl1tri3eus73G938tQECta0IyQoJljqe5+QLNE9l/VhIsbcYllO1+B4o5RDn2eqBvfcftdzg27v8KgLODvM/vX5kLAoBJGb4tAypNb/ZzcNRxRDXfiq1jpiCz2ART35OAnbC6uHkPvB9DhVlSSC5g0eWmEGhkMLXJQtH4lTjr6Y1H4jG8t2hh3IsXl4rR7Jf59RHOsq/UeeGXyEgaATf/bjyxTK8y4MrwE/ReqhK2MOkwiGQK0LNZJH94yTbMAJtfWMJQ7EGUHXlAj9NcloFqpgAPTf+gRXo5LmxKhFtFCOIeUyZerZsW15Jv4WryTUxo3AWDmdXYJvnTaaTInHlLNxaN9x2GxxGqgDWOuAXjyFuo0gkQvfchpF4nne8jaTtq+2N4+6Euf3tWNgeBJa8HwIPb9pxdXn77x417T6CbKdZmAbbvnHebNcQIm4LctfCbXRWGTkMp67x1Nu5bPRixETRfqWMpMemwrDYDenk51KG3YFA4k0R2/Pk+JJYMD9b7JWYvyP84BIGJdXLEjF9+gtuJPLoE2KPUgf6X3OigkLMd5Y1k0FQWwZBVY8npbs+0AuR6GLAjqgqS2saYcrUfVnz7HPeTqnhgqkMG8P0uBoVjvwEjca28t7adpEAa8NFBbP5fDxxVvUCXyiwkSl/WC4CLmizG2k7T8DCIHwP+zgN/xOsToVz08rUA2LSrnTE8x0NsHbX/AoCtC4kDwD4IK+sPEROEMrEXJcFi5SrqjWAN+6nWK1Bl8EDXBy3Q591MhD3hM7Lb5kB8ByAmHl8cuIJMczd27H7fMAO/rhTDKBJif5/hMIhpSFf53kIIXjyF3I+vBJAyIhwtn4K74otYaklF19xPj9vSdAhibwKKchtOs5991rOePJO4YUbpA3HwQ8ozojzlOhyF0ZuRMfI67q/8DU+zKQCx5kBmp5Z9PKPdRCfX3B1tRuTxD53mP/mizQcUTO8oeoSOKEN1dRkue1PmbAKAo85r4VP13wDwoL9XPIgBk5Cw0A+qXCkUYTkQCE1ID47Ghd2vPgcvDD5uW6OvAsAPR6bi0SjqZkrnk3VWWWKfSbaOe1Ew3o1mx3SpOwmDsdsvLGay6nWjIY0F5J3pmfjioRgjfWhYHLl6tHIj5CL+nCe3UiUzsLtqKga5u2GZr9j56GMYGMrKIQm/bvcbg4s6I06b2DwttrEQt0uDKCGHNzamZyEwXolD20PVSCQkWC5KA60REgYY+u9Q26/MPW/UxBNZggZHCHQi+P7dBBKBDoviP0KkO2eMeK73RPXiSVg21fxaANzFr83jhVXn4kdH9Eanh3xyQvumMUIRPtt7xGV7dyxIsn1/RrXL6ZoC75UwW3gmDEIhbsY0RdLGSLy/Iw0J7qds1x8pSqKu7cGcDDE3fCzKhV62LZ5TwwI1BACbTyNe1QaZBcRln4yfgJKavV4047XTx9MdkSGuw2msOpD4F0UIK+MbRUkla6KpYoLkAQ4dwg+5oXOZgVddDyjrerD6lHKfY5Bo6P4z3X8jpqx6jvRivtdLMyYKS5jJKOn0DJpQvqdhBRRYpG+NU40ErwfAx0uvzfrX7b0f3TJK0LMJ3wLrOFLu75W+EgBnd/kaJaV00ka4u+PS8E+gE3OAQ60MgUHqwS4ByUESj8k6lLEIeVx1N3RKjeDOagZIr6pBh5VP0bAdOZy5hdyyeokLPliXc49uFgzw7oxLiEyhgm6PJ0RodiROgsucwCuv63HOTA/WXteaoOe1JizbJVlozd+mrnHbPcqwKUgMkVELtzo6UCu+24jIAmpRKAjIwZyvaO5YqxWzxTktEs7ytUnekSKM38QBdXJ5RoECT+5zII9YgCvbfo3LKZ9hmH/Zf7MA/1V2o31ARoePn9G2EQuwfQkkANgixrclAFg9ge3uweY/0KUnjXXhA2Dr1VwtVvBBAHDY40MIe0QB8I31c3H3BY3V4CwoQGBYIeIvr8Jy7ef1DxyAKS3MMNkr1SxMR8u9Podc6DoW6pOa1TALqOVaxhiwQk42YwYrnhA6dbpF0G2YzkAuuo1+mhq3CYKOdbj9u+sNOKlwPZY0oWNLyuiXLRGtolq9TEUF9jV8xDJBswDYwe2HTHACgLlcwPW/foG+M756/CZy3JR26h+uxUPVXhg04Ka5b+NN7GSuDwBzaZA4gNhI4In4jJ9sD2cB8JbzuH2bvnNkm3hEtUuAwmjGqHw10gqcidaECQkwDOuDB2JCNMYgwdgai6vCoHavQJ55OZuS41XFS2LGwz6lvINyrlCBR8Sd+T8Uoq9Wb+OYH6mcTdOqVLkHQyslbkcCBChM+LwPN4mW7Fxnq33RnhWILMl1CTAaXmQAACAASURBVPLMXVIAiwVYaU5GuPkLGwCuvb4e1edXwmMOSQ9EZ5N9zDIH6vngY9fVyzBZLNz/FQDnBnuf3/NdLkoe0/Eb9hcHgMNi9yIidh82ThiPl63+ddlrp5LfRgulaxbhMuYK9ok7IV/IgWRSSZTpAvIvPEb82vkuDQ5WA1TnBV8hreMIyP26cqKNZas+1+cf2jcW7RZxT4eJQW9xKho2cY7HJSzQW1LrwFgIPWg11vvperUHwGpLHHBwmRrHD3jgViJfmLJ2xuTQXhhkWoztMtcCzATdGMQfOgDxQZoD1AqAyWffvx9B5nXSZb/qavpjRHsCyPljTNr9rOwTNCj5GCX7X20BJgC4ovzOj6wF2BSL3sFNsT+I72b3RadG6DjE2bJg36jUslj0GfXExgBNfruz803ICKOsTU7mcthoGAafqR6iotleMCLXdccez0SDx6U8odVX1xymP6nnCHnrOR8uhDjHgSTMNUanzbVyWVq6rC5aDf0DV2l9zMjyMGB3ZDWkVYmYdKsLvvv+KVIT+QJWs3wG67cwKB00GwZvzs3N1YCdu5WLWSsv4vL8EThTkg1R0W30DS9G+JsOyhiitL4VhYoJ7+P77m/jmT+/f+Zd8YavuQN8VmS+FgCbd7Y1heUqRFb9zz4XKZBIW1kX6HIpbyqxADjBF3WhPggqT4KcaYcykRAFEj4Ytb5rSZ0XNCY3dExphoGTclxbgMnYNG0FNG2NvmtvwCe4EzuOBACv+YGemTv6W3NHM6g6Xoaak6UIiLOSiNIzc13NeHQ3NEGKuQzf6G+jv7ghlG46fOl1CILIe4CPxZPNzlBt54VrU1W2qAzBX5/EsXNUeYo7j+zHT5elRu7HD3Duux9R9JID/K5cOO0BAKnjaS8zAq594HL91geAQ4pC0f5eH0Re0MK3krpvJiW92gWaB4Bz5JB6VUIsr4OmOAS7XtavIiXtvUgAMLugBMhzIyzLrhWqj0am4uEo4mJbv8KVBcD3ohEpFGCyGxlPO5OgRVFAXKBFvg3Y2F92vKuAb2sIwSR99AQf1+MAxgSGEeKKegDmKJuhp5wjwLLH2aYKFUSh5+38cRlcq9PhhC0zC93Xxf3vQxTGBy9MoTd0x1pjwF4dwvxdn1leBjO8DCYMPTWMbb/Qkge4fDLh/LH2DQO/Pyi7O0mF9EWzWTYQ/EznhcxVb2D9O+LXAuC+AUkP51aeTBgV3ufVAJh4iO53JtQkSpidC7nYdlcAONd3oV2rgauNmyFxZxhmbMiiANiimdhbQL20xoRetFnep0dMhFYoszlH2umKYWKMuIe9aKdLxJ0sT1Z5wVbFCP7fAFipkCM6tH5iWPLcRnnlaJTrHPa2hliAAQT1USOot7MByh4Ak+vKvI9BagHAE3134pPVd+sHwJ2fQRPCfybJCvSdKQGnYvBfAPDV9H0eQ2NCHgnRNYHkkuKEZAoHuC2FAODycC0OLHyJWctb4tkhM88CXNn9a6QVUgG6ibcHjgzlx+VoFAEwyL2BajWk51Itlj8isAowqrAdumfzXXaKVHUInZqNhBFE60XdG+8Zw/GOeoqNCMflzubiS7caPWaNP4WWs0oQ9qbGToNGQTiZGJwLtLUCAZb/q8IlBbVKjTyZiDZPLBSOAgbNJ1kBcDnWN/SGwGyCZzmNbR594m32Hyn7Bmxl/9m78LoCwGQSTTtrr4ln8CjDB9nPuEO/xq0NZP1+QXH+JNZyZbyajLYZRajTZ1k0oeSJDGSxxAX6qf7TT/bL5m4tq2rhl678LI1apx0BMGsBtpQmIjN+V72LAJEOM0wLENKTukymRhbB6O8HJYkBtsYQODnjCFDTaSMaPPsXsaVmSMJGQ+zXCVV5BuTcrMPVXyvZz5a9Hj0y5+BL3XQozO722aZ41v5Pe5pRUWCZg6yVga7i6e4/o5HEOeccqfs71SIUWdxMRgjT0U2aj6JGYdjyD0khYIW+9i7QbItsIPOjuE1QSGpxgWhSXZS+WVPwacJY9hdSy5D8Zoiropv1Q98CnAp+QQFw0HP+YWbZnRYVNcH6tCJ0rqEAPl/jh/OlifCUaDAshNPu5ep64NNn41AhoUoI+0KeO1yjxMLJX8HHnbru1weAO67eDd8EvmeBj0CA5OyfAROt22oBvn3LCoBbIKodjSEbl16KnLKXDpYc2o/Vi6YiXfiCPTjDzBH4rLQtGga+QEr1+tcaRpP89NiZZE2Mbu1NAUYLFWyM7+sK6QOVHQAm11vl62p5IDQySuDWUAZ8PNCqLBGAAGDrrjbt383okHaH7gcOgoc9APYyd0SEaSEKR4hh8BOg6tRS1N7ZDM85kQ7A19VIcbPrxM6jqGhM3VIn1q7DwAH1xQAfQnFeIEuCRQDwrm9zUfaUtrr/JhEMRjpObop8tO4+Bz/M7oKKUOf4I3KNoxXYvoXVzCP8JW6PEiGXVon8Hmh+gpD0PyGcS8aRxi842RsEQOKUNcga0gg+QaOchuvysBMwagyW+4jgSvn5w4vPo28PB9ZehsHDa8dxT9EJZomHZSw4iyDZo30S/NDq+06251Sa8/HIfAReah3+2OmGyhbZLoXHKT5d0Uv2E/bK/rKznXDeQ2+ox6NF5veQfUvfQbd0FxhCHkO4Kf7Mh9yPsOM6F23lcAzt0AdiCwmf9QorAA4q/RiZW4UYsnEd6wJtH9lMLPbGJt4Y0q4XDwCLmptQIeUDyve7N8CQfq+2bt6ujsXwofw4/0f7aChLfWWi//es23N9JeROERqdowom69j3fDwQt+/PgUhNwdKcYV9ArCdspOQii6TGyaCWqq22JYcnCQCVeylMxc5ePKSvTgfX4r6vFuKaFuj/sBe+3H8dBiknn5DafNQMDv/EoGzQDOi9Xx2O8NXaa3iUUopt7/fGlfJcmIquondI2SsB8Kru7+C5P99T6/MrPvAzt2cB8DlDLNbtPILIXCVO6T9lY4D7yH7A+2MHolWwHOI/2yOwlNu/67UAf2lJg2SHbWpFeShvF4i6EG8EFTWGAiNBbGhPZfkwOfiMG81CFGh8iY0HUfnB+N/gWgqA7bvLWndkUyChM0ZtegixN1VEfb13OQ59TZWRV2J7ISeaphere16D0l/zEBmSA7WXio6zAPi+dgwGWoj4yDNqGC06+69kvXLQIA0IISSnlssdMkDYt2n2hTaY9BeNj6wPAFfuzUf51mwc/XUJqp9QgsTXFat1/FmyEP43Sey/nVhhubnNh9QCvDfjBdp65LEW4AztIHS63ZXNJc8C4ArKAP46F+hBfy9PiQHim30SCF2FFBJFNaSetVAXhuHUUQYVLVwnyyPDs2XSNURV0tRWhW5iGFn+KOe3TO2fhjsTH9UbA8yGAr0IhvFSc3QUCTBQRqxodoShljr1zyJgeNYBHv3omZirFmJAOSU2JZeMVq6DTOhMWsWYSTiaEJdU/bEnMB40c6Z9O+kuYcjVQNLYLscvw+DfWg2uiPnu3eK+9yGK4IMXc54v9CcSMeygGYE+rgEXC4CNZmoB1gkh2UzltPLJ3PlHRC1/S+o88ltX/xP4MGY5e91jnQ/urhmO/ePcEJ4TiLbf0Bhg+7Abqws0AcCfVZ5MGB3eB0kpByGsL1yKhAQcOgWTiR9ORepc/kELRLIu0AJc0/wAjZkfc1zgsxomAZXNSW/ej4iG+0t/fP6uHD2UlvzAAuBYYQdozG4Y2OAGPMQ6dmg/jJgEo5Bjj7dfF+S4rZJewDSzAHOexLCYiSihydYhcDizXreegnw9ERxQv3ce6e8W6UUILeUrKMl+tS6KnmfRk6rh1VwHgR1zuFUx6KseDg9dK/aMzA5ZCr8yqjQgTNDbflqDohp+6MtEph+GMV1R3CUVdcF8heBlQwz2Iuw/AuCyq8xOjz7ovjkIYe9SNl7XkisD+YwyGBgjtq7JwJubG6F8vQx5WrpQyMKpGPIu0p53ZAdR6a3D7WFf8vpVK/eGThFAWaAv8XPXejDuWH5jBO96td6IkuYvMeo7GoNF2jWmdirSzJzP++sGzv73nodSsfC9czYLLqeoJkvfAE+9s/bi5+01ONFQCTe9BJ9u6A13PT34xTIjmoyjqVXmB5ThSqAvBEYtvCppTOLA86Pw9qHp7O/fT/4at1te5W0VydvVCE91jj386AzfFe1WdhyKnnCutNWSeAj7/oLK4inwSK+DkWmIDsdzYWYcyExiknFb/cw8Y/UJ0dy/ypka0SMcKqHXlBbpYDZyoLJBKCdcKRgG+7XvsSRY802fQtmTJthO886AtlEEPG98yAJ9V4UFJAkL0MLcA0GMM3jU1pixY1I+Sp5Sy/eE9KkYa5iGBkwAz8pkLyiu/9SMW8ecN/ERsv1Ill5wEnj1kiCkqkdgqy4OcsaAr91vQ+ouwMufk3C64wZUCmqcDhA6DyyW4TohPmi1ETFe6dhzlc9KSa4Q6UqgePkt9rYdaKvHRoIFYGfUfTySpuCmagsWBb1wFsgZBouKYrH7aQGaaeh4jL62AC9UVLEyNOQqlsXTTe985SIsL4hmFUSuSjudHHs+Ikom+vujK5H4bR6XD9Z6T8+/N0IexN9AiElicPE8CNQ05je/6Dp+/G0drl6h4xbZhgJgoVaD0dmVyKsscAkuKhe8hywxZbiVMBKcqeiLLJkaxYIl0JOT/BXiSpi7CZd7EKBhLyALYASD/wndUWpJg+Ty5S3KB0cATK4l41QpbwCt1Je1PnYVSjBsGNmYaT/ZW4CX7VuOsKI8m5cu9ywG5uQUwKJdDDN9Dg+fXigcQa3TFYdnQPP4CDxmhkEg5rNhOreX+kcYy/1w/ugfKG3eAGKjGW9r16B3/8O48k8ctq/kOAJoHuAdKMryxvkb70zJClVu3DYnBxpLxog+v/vCzNC4cFJv58FvvBIAjw2Px8+tiBeG8zyqxC0cFUXihZBj1CT1+prT0Vv7FdLGH3ulC7Rf3GNIPzsHWfw8p+pTFtxCybViVvPMWccB94Ib6ByhRHjjBNpVDJD19CYe3z2HstazYBKI2WdSg4WFdMrMoNWPneHdgotpzTBfRZ4pBV7VevxyQAY9m7fZ8R0ZLPBIgrfyOq5KLDmH7QZIzKjRt3gFOpdMg3T5CJib5EP/5UH2isv5Mgz69yU8/Alw5hd2rytYiKGdgyDnMiywF6n16cgtWwf9/7H2HtBRVd37/2f6TCa9hxBSCCC9dxBp0q2IgiKKoq/YXwt2VBS7KBYUwc5rQwQVEKRKC1V6Lwkhvdfpc3/r3DuTmclM0O9//c9aLszMnXvPPWWf/ezy7IvXUf5FGjPXvE9K98KASIFvbrqHMp2Z6TePbQLA451dKeilhPH5t5G9w3hk8uXrHR9syGTieEFC4kM8Wz6fTGxkaOBcqq3kodaKQthS09oc9PriGMJ4LFpcuY6b993LMlNHVCcUg8mMq98hSVvkY3Txv1lTAdgA64nvCpWKmsaLclRAqPZHSjWHYu0YCq8hMTKeZS8rDKv+50NmmcRXiyWKb56HWxtsKPS/7xtf7GfZ6hNyGaSdjZfoU7aJ7DYu0qYK4ByoyDv2ZFE2fRpvDbufM3EOj+dEWYuP7skgPTwdw2PFbHNk8/zCrxhgywogwbpl3FUM7JBM9Md9iar1Kaj/KgTa02kBgM/e3x9XmJ7srfGEqxSmeJvKSYm2mnq1FZsEFpeGarsZh6ToJvGVUdw33EHGycB8/6axMIXD1Tfz7qbT7K68Qn71uWsf5+dHFI4BqyqSFWPGNY1I1Dv7SSptxcFMwV/gI/N4sX4icVI4O3Tn2aU7R57a48mPuwhtDisA2HO515wZMNMSLF04kF6HwpDCtESveDvkcVE07wQNuyv5/sX5uEuVOfYHKy39LR5ekpaItlzxFPo3UVih511mGvJMnFtXSsQ1e7FU2ujw+3tyvwsT68jYZCVWkFOpVP8IgCd+N694dFlEEo/HyntBZ65DH1VFQ2EbNv0gUTagOV2rT/tccsdOsiuU6LwiowaXd9D8CLBEH4o7lfHns9tCGFx993KXReBY2Y8MDdwlAHAI3cFt0VG7eDLRszxgxQVdCp1yeKxoKZrzjIgUEXy+PaGMtyBWUvG/6oc52kYXMjJIXp/nyjB0FiUEld3qdLt5r6qeapMhANjrJuxHnVKtSCyPnLev74ruaCw3bDcSLmpVe+SZ4nNRnB9xNidVrQz8Z+kYVCcj0W5OxBlnpeY6P6Z9p4q4rwLXv5cM65ArmoMLrueXW4y0zk+k1zwBSH3khuJdG7LryJlXxhjZA7yuuyDB6nVhB4aawqAh9UZDvZtzioICUQJKMWDIsliC52Z0amKBLnP24pDFk/bnUXsKYxfjVvkiP0UZpFqTmWeGduXGKA9JpySxpqQ/DS4TncMv0CnyojwW/0m7DACWQKOp5yPHPobkZWCzinNVeaj6/wiA26cnYpYjCkI3MQZ9j10irjbQmFmn0fNlm2q5r52frkQfJeL2POvVj8fAmwNsMVygKO4L4st9dd3XvfckdVaRO+xrTSzQw45ia0ak9rOtB1ulSDZka2jXfhU/WO+gVPLLk/beRuT/FmsPbN5kfIIbX0wnTNTni2spCV/C8FYNmpN2Plt6msGbk3H8N4oGb30mkVs64Vbyzl0l316jc3FiamB4qxcAq49dRHtaWJ79jmsJXjxwHbG28CZl1Cm5WXX2Ei8fOIRGrvWk4srap6iVLn/QhZqibG0Zi6N/QNQ/9W5M3waX0Eo2whyBIEFc95/PTeR1sJFREMOs7wXhiahVqiI6o5bWV5XKgvipxEp2JsagtdVjrlWS+kUt4DdfW8qBrjtZOiU4t2X8B/XEFjcDkhLct6HEA9CRQ0gPFXel8KCPWr1e156iHk9gkF7HuFmHMcNBl1XBuaTqhGwONdRx8cr/DXdL7s27qvdxxlNP19LooqZSUWq0Og3xSX4WJAnWecogCQDs7jOUmMgGTrUpwZ4Yi/nAU2isLeRMClbQLj+ShRJKGKoJEPzx8FxsdW5mbH6SpLRO3OAY2wSBmjNLXzwh8dIN3plSVB8TjTwR9jqx6gphyvLNpwAFbsWzVOkwEKsTQFuFaUEXdFfGY1c5+E37Jwc0wVT13oNZfU7FvRM+o2PMMb7/cyjOZoRMxtKN5KkPcijLx7DpD4C/zzzIMcMpdtQtDvYAizz59jo+3pqphEDX2jhZn8aUXS80DVXvmFN80fdtWXAuLfmS7ytbDgfupbfy8/Rnmg6q5vVkvTe9csmXRGQEz9mgxqEkFitRChZrBV/8OIOVKzrR2Gig6/jRchkkc/5ZRteoKK0PFEDee198cSrlai+zOkTY+vKOJQZb2HNUW7xEcy3b7JUcYB9AUkSjIqSLULNBpWMXWs576vr6r6mWPcASRVGdPIvGzSMd1bS+QghmpR/zf1qA06mgloW/zycqV+QwBvfRPfxvSBKKiUSG6y2M4T1kBmjRqjfMo37PF5gfTkPVnGgkxMIXfW043pGN596XyyDFNTRybd27jJ68ibfvu4FzRwKNeou2f0zx2XBWHJ+2rqxN/Jhvphbi8HB8XL04DKdbYSwWypYgwfrfk+0p6LQt5J4bGJfGisHBNdbFxfnu7zmvMrNB/2LAb4UHeLTjRU7c/MflbBiyopf6+odY+z2BURVoIW5igvaYeZtiiSQ3cUeWEB1mpE3bbuSfP0pNdSmN8d2oTx/pyWtUVoWyElTED0qi20s+uSLutcv5BU5sxJx28vZRG045XN3fWCbuoWJuhIaK6CEUqZX8vubt6pq5DMu7LzQAXluFOfHDoN+4HIk0Fj/DiL46EqID187FmiXYS45y7tgwtOt68N/DL2GODVQMBGlZUV0U9z0w4KPC0pP3ixDoBx0jONepmAJToCG2S5ae12Zd3ui7q7Y9M286Q63HIC06/NW8q+l5RUJII9yaqO18HRtYbzjk4Ahj9sVaJnxWy/Wf1uHqMoPi2jxWtb0V05kY4q/bxD3FG3153sqQB3se5cn3C2cXyrTDSr3VJzuaP/+Nzgo/QMS5R2kcWMKmO5SIK79ieAw9BfOXSxRPfRW3+vJeci8Afn/aEE6qSxlbvoGkDA2tp2YEmU0ch9K4dPsgnhvxFrXGQIA+/lwq4w0ZWO6uZ/kFDd7w9fU2Dwu06V16dcpm+pgBpLzbB6PNJ8NXLLDjamYwEe80aSkY9yvn8J4BJ6mLaCT7aCS1Y/phbR1D679vIbbKhoaYpug1sS8uuZ0caMbknVIWx72D3KRdzAycB+8AC0/cxBnkllUxZ2usvN8WfvMgi1/VK9tHJbFmyNXUhns8cA11zHjHwRcJO7Aiano2K0PonXMx75HFqDL3N+kw/iPXnLcr3GVk2ywPk2+XCKLeUeqzN2+5d+2nNOtv1g3+HXeDop+2GP7sNZh5QHJxai90VQovTfPW8UYTzspIynaVox6zMwAAX0itpuNaB9EeUp+BA6qIiRUOC4mcnOggFuiJ379Uf2dOivnSh6KEmwqtqQFjXBn1lzKaAHBL++uXmzYR4+HSKTRqcLdg8PYCYO99fJF4PvnjLojBsaYXUSo1j4eFACyeSaj++EYib3KgNrvl/r5V5eabeh+BXmfdTrqbd3u2soRLUqFBxW81txJd0Z7V3QV49qVU+BtGXPyBJsyPuNXq4E2HA5fGU6nBM3+6G3aiimn0gUWRerC6N+F7TNxwMg5dM4+x/N6SRILdxYWOZp58dySatSmoc83YUxqpG+9Lh/JngfaOl7ce8Gl7JLsW3sjaaeHE58XSe15KkIz0eoDHJgw8N69ma9sJba6i89ktGGsLm0yMXjHnHf33954l/2Iw74t/GaRKVycOWHz6nuhbYUwwAK4xmZk9cihTda9j1lZjd2tYVThY7qdZY2G8SJOR4K7MO1BJWv+yywFcsWK6p+qPsC/5GD/8OaRJNHuNHS2tSf/P1Wo13dv9s9NxxO5z6PxIGMU9rGoTn7WpQGNy0+2llquCRFhGEGUZRqPxDMWx3wQA4PXvPUltcwDsmkkXVRZFLQDgvxyxbM3Sk97lRz6zPIIVH4FX025pDoBNc1qDiOtvoem/EvV7rax4IZfkSjOmOxOx+BUorpowgjNnFUVLp3NxrBkAdqo1NMRloTmch/qsAHqBikN2dQIPnfALjZNg/dlCpnx2iqwBApxKDKx9DotfUePmXQ1X2RhrPMkOeyZFLkUhS9HU8l3s16ibbA9ez5QinoVyGmUPPojrnSpu2qWWo6/bXoxj5k++8LvotrWkDlF+c0N6FWXhURgaKjA2KpPc6UwPXvjwXX4Z9S0/TPo8oJsqp8S0FwSrWfBAz1pTjU4vQlMkqhvNFDakcnJvEVpJUaAqwkdQ3mEKJtVblwXAUnQSOVENWLNvnVWvnfyZPwC229xUlSkAWKdXE5voD4AlPrW/xBDVKd50zaJxyNUY9Q5OZZRhj48m7NBLaBpEOK0vhNA/97F3l1PoBLXgZdqf88vY/1UN/a/fxIi3d3ONTanh6K3t2DxYaNWHEn9+7cZSryJbVc2V+p101frnW4iBvALcSm3UACXYrCVym7Am+QI4l+lXclwdzNAs3iPp3XRuXPwCnTIP8fWvCtGQfxt4dBav95qAzehjo7zrbD/ibIpR5su2+8g3FLO5ZgFPtT+DsdavgLdKxcEpEax8P4XlJwro0Ohgb2V77tr3RNMjFAAsyKlULC2+PABuq3exYbr4rbKQWgLAogZwbPf8IM/3IGdHEi8qdebq6gtYtWEGFeVhrFt3BT2m3C0PmamsgKEXSqkXRf7koQ1UBgtfup0ildcqKmGWInm1ZDRXXPEQe/P8WCKDHXPynBwdV0qYSHtqKn6jrARlvpogE+tVOt5VBbIQCgWg/lvfoeeZeflXxdGCzVP0B16+zoaIuvGujZe/W9REXvnblrlUHSv30PZ7n63cyT1uL6pokS4h0c61CJ0hm4JbFWW2/Ke7sZduJeyu5nmHPmt887VTsmoSOeoHqE+OIKm2mgmWD2UA/OodU7h0NtDD98znPyBZbKw/d/u+3IyYPt/fWtAEgCd86cJq9UbrQOcBL7H4jt7UXBWcgyT60CUykT+v8nAQNOvUJfdPFKtqWaX35UV7LxG5sU0A2P+1ZP3XS8ADrZ75nEvX9KKtxicfvfc4Nn8/pZtFPqDP2CnmWld3iZgzPyHyflVqtWxIrOo0A6cpTtmpTSGeiit4+LrAEnQ26tnt/Fa+1rgkhg/TzuKOaZaL6unE8sTd/GT8HKfKGJJtfmLjYww6/By698fj6nUexyPKOH50yMzT+/IIi1/quZMP2bns7bCUPsDwPjoSYgIlVl71x2h3n+Bo4wgZAD9+fC6myEC+h++m307RkQyuez5msb2m4R4vAK5v18j+iNwm77e8IlUqVj2fiTrMT5Y0m8fNNZ1Z/EQpW08JT7PS5t0/kGuH+7gKfD+RWB79p/zfv20ddjfwyqSLuFMHY49M47MBJVSM7qGAp1/Xone4m8p1yPf0B0le4CtvK88YqsAWb8F6wRPW0HxdhtlZllmNyhZHeN49lNx4lL3jioNK7838C+7cJlF4q4/ZvaV3uuO5dRw4WSaTYG2wnGdK1Q6SM1UhPMDgPJHM3nuSmD8k2EiQWRXOE64uNNxmCQLAv2j2M9WwmOw2rZg9ZSSt3uodAIDXvOSgISHY4331x2qijmqpiK1l70CFnTuq0kBUm8E0tEsk6cTDJBadRIvwVvmEqR2JtU6Rp6pwH3iH/fF2Zjrlt+ABFo8ffxvoDTyxXo2oMPLqsrksf7YOh1G5d6PBwJqh45vIsDI+PsD1dV15NarZeIhjQcjW8ApU6Qdl9ucmB4+CrZq8wH5HsCx/ry/swdznlTQV1attiezjxzjvmcSGnEqKXjnB6cd/Ym9DvmzwbtmcqniGxQO9O7U8dggqS3CtbnH79pOMOMtiKdxzjrBJh7HXucj+RTE+n8woYllDwgAAIABJREFUp8evUhMAHjK4ksgo5QzcvDkWi0XJrd+RFrFo/orM2c0BsMZoISyhiLr8LDkEuqpry71efcN6zB6G5MsBYPHsb5aJNK6Wm6soCufqPvJ6eDnM43ENSL5WxseytSc4szANsnvUJYnJxS7O+AUlRqvK6WPeiFldT54ti0MNI3h/5XW0S68k9YYd/uLEc2RLuOvqUSdu9vyteGzLGiwslGWAv0cZDLOCSzrZvr6Sbqut9NO2nM8fZ3WyZ0QS7zzZH+23GajqtFjbVdNwpY9RWp8XTsQGT7qip6deAHyuPortn9xwWQBc26mSPc9VcXOr0SfervqrY5/U3nTIP0B4WXCtW+9AfHWiiCPHBR9KYLvt6jaMH6AASIuUyI6GDwIuKI78FKfWV/2lICqGC4kpTJvehxH5e+hpVlj2fxQ5wLInXGJ80m45DHpW+gzcohxss+XlNTbJ5GU46a77nVNRenK2d2syOPxbEJzZKpboiMszQKv0aq7e4qsq4H3B8rBWfJd8ltjeVtJvapn01WwdQHTjOKojtlEZuYaEMl9E3PLXRcnHwPal61nU9WpKZ+4P+u7jyiGc0uubAPBi63+x+WHGIAC82fgE17/chrAn0mQA7AsJ9R34Au7oV9aj+93Cb0/kEeU00uHuNpxr9Fm21Xc5yNn+ZZOcO337494Ahia7bW1sJqo959EWe5gMm1nshRc4zuar2Xa2oo7GThe4Y5EIb5CYVP8I+a7QpR3ESLwauYYhonaZKCou6bG49SRqGposWf7Azato65wNmNxCefJpefVOiZn71dTJAkFF34NpXLfR50FI7lNOXOdqzurs3NFOIy8qrbUWc52SUyXnAP8xg+VjvmL5eFEjz9danbQz4msRWuPT8RWlD/6zvgy1WjxUxcWKOCqdqeTtO6oIfQn+ar0Vg+4P2sV9jnNLLKq2dfReERxK7YiLZk+8FWfq9Y/Wamcu2F2zl1MeUiKHQ6KyRFHINDoV8Uk+wCr68aXjZfpJJyhQpfH1lW/Izz7bugxLcjSG/F8x5Ctsd172Sa8hI8zYiW7ZoZVw//cXecCfjMyTD8H/HZ9EW9US/6EPlu4eq3TdsO3Q4O81F7H/Asgn+lm6PVZJQXUngeHxbAy3CmHqkxDnVRdZaghm43M6nIwfcw9tiwZR/oFE7jCPl83TIzE2Y/zyf70dvf/UIMxOxYjwZuct8r8t5QAv2JtJTZqeI/uV8PmVBYN44ZhiABDtqoS/WdhTASPvFWxmdU1g7q7/4KSbVGyZJsI6Lw+Auz+5ltZXK/mBvhWuorOUTLsLrzTd8tuVo6koN/LD9z3pfcN4IhIUD8DwLVuwGTyAv5mkPff8dVRrfRT14vqd1VeSOfATluT4lUIInlX5kwey63msgxe4eCvAim/EO/kz5ki8ozLyp8pnrLEXNWDbEKhAiwCbOkMcDSYxdyoeLDKQPjuQQdAbAp1uauSjjW9T8XfoPEhp0HGkNqXoTFl0qFvURIAlendpfha6XuEYrhKATVFoQ2d5+V68attgNje+jCXORExdBdc3LJIB8LsPXMeZg4F1px9duBIsDfxVfOuhkxmR3X+9sxib5zUmLi3C4vCBzdTs5Xw9qje2R3ys3s2Hu+ia0DU2BQmW+C8UQdSttskcv/NnVM1qaDa/d9rYNeQ8W8pAwz2oQ4St77rtT6wlouSXsgKV0GYVUWd/xVCjePUsMR2pzxrrZ732cZx2fKonySN9CpG4zwXXLvKlQ/Jvt/a8kVOLFgTyGno6qa8ws6jLSVbr324y2jWFYHmMeNOsU+mycwm6z0bhnLgP5xQlfG/psTCe+DsniAVayC3BAG2vGcuU0fomyeJ9v9Plz5G8u5Yc23C063vy6N/zCE8IBOfCA1x2LJWrnrHNi1PFPr/w219kD3BKaiQ/JHvDB30j/f5VXckaExyh5BV8Gxwd2PKii8+3nWga3/umdGP2zaFrwe4JO8K7icGh3S1sU/njL7JPYrKYocONrDzzLcc+nY1br6VtRSVPbMvxnFFepnhv2LN/Aqjf3aM1OAeoaVgemsdhdWo1R6OcmC/ci8YZza552yhPUfIUfSHQEq8sl+iZn0Ld9Y9fruvyd90mfyv/K0iwXj+9i8cs29BF6cj6j5IG4t8sy3vz07JT/HRFYF61uKZNTQRzE7OoHE4TABaf51reYqL+PY5qCshsncwD00fT6rVemKy+qLo9tzvJGxBsyOi+XEv7TWosJhtbRxyWu6K1q8ly9qJicDYJ55eQkPsFetoHyZlVzsDoArE+77Nk0ScuApU7RASRWKhDxkN8Cmcr3Dy3RcvMDV9yZvJBKpPVniWlojQugU39FEVU9+dKYv7oR/9UJz+a9iOp3Mp1YTWQsR+VoVnB+2aBAN7TVxzL4v/NbiMffj2EHtsk3CoJ48oJmIzNeQGg6NUTCBC86cfnKNoc94/1f2UJ4weCy03ByrN3nrtOC6NsawqFF7cSNfE8tpw2dMr9r5xf/XfHIgb+pCeuShnbjIxGOnVqwNKoYfMW5VwUOvH6VP1HC3/p8MCkH14uv2NXcpzXA6yPqiQsoYSa3LZsWqajdEDLAPjz2/4iq0aRD2V6DTZNy9euf/AvSgaItKFQTcJdGoXj177y1DwiRRJvDlG2R5Kw1+lp/PxGom5tRBWu7FURIDi+wElRs+UphjOlNpJZuwbQtTqG7HtXo40QudEKp4NnMEAknZrWgVqkdnnfQeJwvZuf1CKxKbBqi2HmxgCZLdk02L8axjUrW87/Fc+Ksrv4fWp7/je9A/pFiiG4sWc5ll4+XcB0IIGwv+MDBskbAr3/dBonVo3it6kmYsrj6P9MapAHuGxICYf/U8e96TfsWFy7c3BYTCu6V10iKl8QqYZuvxY08FfO1qAvbxjWmsnDfOdXcyKs0vCvset9clCUQjqWmsHgj7Lo+3U6t8U/IRuEt5R1o8yuMDH3jTpBhrmE11PGctaQFuCXaIqg9/grxN+XpNPEGw9Qk51F0dpk3I2KXGgh2KDpHZIy7bTSZ7b4zt4vwjtEMvjz/UHRYluGxnGkIJ+s6TVEdW6ZyDHCcpXMAl1r3kdF1K/EekOgJfj5jVkBYdMCb3xve4nje3KJfK9EMeD4FSg5Nj+DxQ+0Ymt2pOwBXmp9iEbJ57AK6QGe9GYaMTe2wt3Wjzku4LUlNPutGD6u47cnL8oAeNIjV7C21BdaqekB+6xLcIgdI0kcuek19GEVAQK7ITIF6XgZ6txyPxp3xT8gtkefsjbMOCPqxipvZXO5WF+Uy9y9Ig9YxdONk1nraKHAu1BaYr6nnVZsBP+sE68yLT4LpKFUQp/9k6gVNebbfFh2UTEGiOd2O9mKW1b3ViwwGjedpp+Xv3k+qYHN8Uq9WJW9kciaAjn8edHzy9E79Sye8g6bBq/2G0mJ9jk2+v0WLJi00ZHcs9wXQnGuNJF9FeMxnVfqMTpU4WxK3IbZ8A39ExZRubUNNZ1zGbVMIZHwb7WtNRwx6xQArJu54HD1Xv52CpIDZfr9ibC8JFjKuSHxheMV+rmPyYt5weAlWLVm8uMrqMmIRFN7CvNRoUwGtzBjR7plr/3HzSIu+PrmSxQetDJ00kbmv21C5xK5p0rf/AWlF1y4TzbQcNu+lu8tT5Sfm8pD1BW5X9QH9XkSxf1qVfW8aVgUdK+CLcd54ZE1qPUxHNwRKDy9F7cpf4ElWUMD+jjzXF/irWYOxRSxrtUp7FIjOy++wVMdzgVKGE/+r3hPLwD++OwkPjnvo/P/T9avzM5WDAxvX9rNutrQpZTE9woA/m/Te8gkWA9eGyTVfCzQga/cQUqk44X5TR/+uPo69uyJkPOAU7PDaT9KyZ3qs3EtenPoHMQLj4yhSg4N8zWLIxXDkN/5Yk8dhdXyzvB86ZsHZaKV+do4vJwss79hw3+/+ub1W5Web1WKsSZU+LP43OV2UxIr2B9VREoSr/ZwY8sSRhLF2lTVEM8Hv86TV8SXPQ+hf+QLnHWCxKeZ0qFz4B63B0x2WmmeItY+gqr+auq6qLGXHKdkyQQMw2PR9YrwvF1opcV/LZetHsf6pOfl/ieVnaFP3hZuuf97Fj56bUgAXHxE4nT49Yf2dzZ23zazkjpPmlDvhxxEd/IRBkZF/cGKqR0uC4BPjHuI6BBlYuqlU1ySfmGDbi4laqUciWgqXEyz3ULegqdozLkq6GDzTIL8eUz2Kazz/qAqox9XaEYG7StHvYO9szZjLbMpcl2MtawJe8asKdfN97fk+T5rZkcypgYCFAk325yL5ee4Txr5cX4Hah4QnqngOZiwM4XeU1Qc1UwOaaBIcJ9kgu19si88h37hOGyv/w88SuNXx008cmA7xsiNQe9krR1LlHo8I/sEpwyJGsBRv5znb9MI2NKLGSsW0aZfYKSCFwD3eqzi0SHpPRc89e5ShjrbcVNCL5a0Voxo/m1ut670mVoTFHfjNROcakjhuy/j+OxHnwdiRL/WvPekkpLUvOXqC3iqVQtsryF/AXc8W8SExVW404bxd10+e6+MpXjqlfLVt5DL8FXHPR5eryj2C5WVPUBiwiToFob2tkTcjU6qXz2A5Ck1431smc7N5+3L0NiSCMubSbjGyo+LdiD55a2J/atzSax6V6Kw/RQiuvdvodfKxycuVDLl8dVkJkSx9K6reH/HcR6JXIsxQU96E/eJ5xYSlI94kqVpb7I9NXDexBWjc9tyS4dw3CMbWXIuQg6BFu2kZT5jDO+Qp66QAfDDdwwn7vXeRNT7DMz7pzo5PzQYACecVnHVe0rI6h8TfEp2h+IrKB/Xg/DSv8g4+jQ6PKWN/N52tbMRhcPX14bkZTF5oIuI8rjAbeE9Ijv1hXaKHvXWThUXTlVyfdnL7B7vK20jZFdBQirb07PRLf8Sg0VNcd51PBvene5h4TyR8gn5V4TmCPAex/JW99uZshSW4NaaETz+XyVBuOKmatLvfwuNPfCMcTgc5F23R+7/T6+/jOPivyuRJ95JeU015aa7WjSuCxbogt+TKS/7i7DRF2hc25YuVfdTEttAfnINGVsi6XJaSf2JjbUzYEANlRU6cnYr+lZjmJ5tMSoFAP/44slpOSkdShaGyWLNGFeMKa4SS3k8+25P5Fgw/UDTZE2fd4G79ijszvVqqNIrDpWgJkFxahl/viXKOjb/3mvWU2FbIowWKvqUtOHaTMEpE3yt+OzM6lak1A0m/FoPQaSitrPuhJ4fbU6iLSa6n+lJ3/w01AY7SSMPEdPzrHI7r0dG/I+IPnBLqEwbBEmK0m2/ePefGh0cFqvA48jwGooNdwfKVfv29mj3pzDlLzMmY8vpDMID/P1dnVg5uCvaVYrhuH5ACbbOlU16WVhOIqZjgY6yZf2FrJJ47r/34epcyem+ekzprRg5sxVYAz2c52adpmyQynlruxuXNUj2GYudxxjd2PD/EwD+LmBOGvRHqDIvbxpTi1bHvsz2RBYauOv6QYyK/IQU/RmO1mRwokFhrI/QNDA2aS95+gReTrmuRSDr7wneL/0Bhlo6zEjEqdXgblRTuTGBur/MqJr50EwaJ6ZBR2goiaKTypePG0rIOttG0fvoJZIPKB54r5nDqc7gw2nn0ey00u1FEQbtMz03v09s/VTC7FdQFbmFRt1hIuqUqA2X1cqK9x7w8Wd49PrFhXO4eLqEmA+CI4iqHkzgl2t0vHHn7XTIeo6fXbdS5PYZIIIAsPAAT3wzjbjBiTgHi4XQggXKLhE2u7zJA3z3nK58me8jbZJSXFRmfMm5SkXAH5j6IuG6QLe3NSwWe5ED7eGLyiaXQ3f8fCcSLMxR6tB6RpNdl8oYNv8YXUbXUOiOYnydErYZqolc38cjttBJW+pHFiDEYXA+okayY3aEym2UuG6XGpucdqwozjf80bOJATo6q5bUoUr48+j2Viw6xWhgqi2W6wDf9Mcd3Lh2hvzTVSO+47trP/O8irI0svfYGLAquIRPmxExTHxGoXIXVszzZUmsy59G62IlZKJS15u9sUuIDl9Er+hvLguAq9uoOGYyNHmA/67Zx2GXb5zLimy4XRIarYr4ZC+oUGb+TdubTFApitTi7FeoTM2ivvY850e0lvsfvv9J1LbAcfMC1YFdghWGUPNUlefg06sVL/CyPc+SHfFggHdS2Uh+YdZ1TuqGb29x3n0F2T0nvORG3TmS8G+C838Oa07wgy6wZpvLJXH8w/V8vCif6uu1nH05uOaZ5LZySr+Si2GBgvWhE0MwurV82i6Har2FSmceZes/5Y4bA7239jCYf04AF4kj+5Vxeu7oHawqFN48Zc892eF7pqcrB8O/B8DKOzcBYPFjvwO09dVH6f5kcImcOCmMoRc8NZNF2ZQjH7MtZz0/ft+d8AgXfW+9Xe5H1p8/kxSR7pMKfsaGymv7k9vHF7Gh9ETDiVQ73bM28/zvXuUvlEzxAeLVQ8voFOlTDAXIEQqM0pQ9+InKyEqVXl4XjZtKcDerZy3WUll4Kk5dpCxX3jpjRjXHl3cinrb71HDWH7iJUfFlfNIqhx33rPWyLcn/eqMaaJ+P1FsxcsW5ryPFfR/1V6ioHKzBXnyU0s8nYbqtFRr/9IGWV6f8TdHP17MpXQl3z8zbS6eygwyftJIfFowJCYBPb9BT3Hb8oa3967qfvFcr1wEW09ppSi0pIzwEUoBem8vauyVsU7+GpNDe7OWDbmFwfHBZLxdWzrgXUKXKkL2kykgrI36tfTbS7mwuvTPXNw1e3cY7LeKQ0jjp/corrB6aQXvtaBLU7fxMTsr9nPUOTn94mMrthbgarKicjbgNkXJdeLm5XWgjdGhMBtR6NVEdY2g9OZuIts2UXgmKpBOccSuW9txnu7P+qg1IUcJT42dgEfi61sT7qnPs7/Io9arkkLOT5sphonMjaVseQ5WXgPNOH/icsz2KJfmr0JsDyxKJp1jKZtKrbS+yWgWnDJU0fIdr2Q6Ohw1Btb0/03/6VGaB9m/NAfA7X/zEFWVJIesAi9/dkJTOnY+0vMBKyxOZeyyTX1/wychWCWb+WBRILOl/h/tav0qVNnRJnVBP0tjdLOl4Ws4506TdyJ/HviN39hgqh3Uh3mDnpXan0SwuhGKPpd87Hd6jV2CrKQlougt5IeF2qvjm1okkJ/5KZ81uTA47Z012tqfUUWJ0EX7hPtSuaC7dfoCDQ4VyK9alT46MPOrm4W9c1Nz+AjqzP2OsnyHU8yKHT5dz2zN/kBhh4rUZ/dm0/zx3xWwkol0ErW4IDJUU+b+VN83m9eGzORsbPD63H+3BqFE2bL2clwXAj8wcRsTr3YmtjWgazg1zHFSlewfGN8oi6GvSHB16i0rOAa6MUwiK2l5MofraYejqi+iwZxo6Ar0xQhZucdqobVr7yj2zLqUw9cZysg5604KazWhsEgydKG+ZY2US87ZpuHvzInL+IwyuvnBVcX+7U83pyiLOhyVS1eM2yn86i6u2mPiJS1FrQhNiiqd5Z0H+13ssC7lSN4hhf4UxfLn40E3ZKQfZeYuCgGrh4tM0/lpG3phd7Gi7W36BZibUJm+vnzhqelFJE0G57uZAMOmxyUSmauQQ6Pwl2RQkLCSsYyNR626htWUkZ9MqqY6wEr8nhgGiRFcLALg8wcx+vdMLgLdMy0kZVvpBmKyKGCKrMKcU4agLJz8mjfVrWzKQQrev4AOPEUUYMopNHpnoPcObJU+LMGj/qKPmq922ZKQ8ULZLbXgpsxyT3oNu5At9/aixWClf2Ze0ttnou3q8tt7JcoLbpsZxTotTC2EdHB66FT/DpSy3xQFQCxE7kFGUB6DIa8gTev2x1UGhSHXxPFv0XZ1ein60j9SOeiP274eQesLKuKIkT4qNZyr93XvCeGx18v6cXmxP6Ixmm2I0qZ6YizPJG4WgInJNOvoiH1dQx4i/ea7TQxzSG/lj5oOcHXqO8rYazB2zGPlYOBQFllw688AJ7J011mu633ynSnJ/90T1H9wSlk7CqZYdPAcqbfxvc7CxtGvbSJ6+VSnJJNqexleodftSmMSQF8TO9XffsDejHTadjnvGDqJ9/RmGR35BoTWWHVVe55/E+MTdmHU2Hmw9nUa1CHf37XGPbyEAybkkiaPuzdj05Vx9bRIX4yTcGjVSvZqov/T0PGDgouTifFwhx9R1SAIvqKCnaixmVbCTTTxNrXNTe38vJtzzG0Y/Q6Z4fmNYP5Z0+guz0U6Hh4UcDUybVPas0ulWVU+hlkycS3ue2PLeaFyKx7Zg9zZ2bvoqYA8nuqN5/Og07COKMQ4LxlE1c2PZ0s7Ok089QEbkq6yJuY4Ct0/3CQGAn2Tim62J75qAY5zPVdxMZMp/Gj6qYe2os0Q6DTwztw9vnlFAjAfLMuHVR3nxG2Wyj17/DvoIX1y++MypMVCviUO/8Zjy6iEsXe2rk3jghC//ssHuYGfjBeZsPC7vq+kN93LEefmafyIX+N5wkStaSKy6kQi1FY2sUCv2SIOzFoM7dB3Z8w0u7j+oawrZ0zs0zPn0akw2xUKbcXUB5hQLG8PtvJju8wBElJ9DLbl595WvaFWqHKofT3udv/qvawL5QsEe9LOFtn8HhwMMfiya7uOUHAOLXUdhdTQbTo8kpUapX5kXNo2i1MdoFbmIFJb9awBcp5u54ED1Po64PEyEkiSD36pyB+ZIDUaT0Ex8i/NZy3tM0ygHzur42zjSeTyStZEjQ5T3N8ph0L5cIJ8AVtHtih2EaQPDOUOtI/HZtg8q2f5BJZldzvLtihq0Yk6Dzgnfkdf46BGc20IQcAXkuHjxkoT5u75o2vvAmfeEXaL/ngvqwJqhRXtyGfPRJEbtm8X5JeFc6hMX1JXGS6vY3imQgC3RGs4d5/pQo7PyafscWXCftKwn89U1XPVOYNL/xb5GPv9V2YheD/DNOc9yolax6onX+Lzv2/SNPYXVlsCHZb//HzzAEqcPpLLgIYUp1F8fCkupYfi3S4KmIULSM/KCL/fzzIXf2X3ofT76QAmv7TlpKNGpbUjM+ZN2iBIbHhOx3751GbUcemaYh5VT/kL+bY4mlTHDvuLngxp2XfCScTRXX/wsxRLckt7A/K51HqHoXQi+1TVbFcYZq0TjrwVgD1Yia41x1BvFgagi3SVxZ3cIbxcYabF5+y1sy7+SdzudoOvPv1G4MXTpHB8BFqS6HiNGupqqAWrqOqux5e2mbNlUzP/1Mwq0tMibPpc48eWTHOhyPWoJuh9dSStbGYNH/8Yvi0ZdFgBvHljd/fQsgwyARbvi+kpaj/XVbNeoa1g3qwL7tG/+BQAOBgdn3Qtx0sifuhcDyiENcH5ERu1eTt/7HXhC/Ft6TWnsGmJuPsGhDgn009yKSeVT+kP9pnZDDtVf/o7KYCBiZF8iJgxGE3X534j7uHCw3blUXmUpZXXMXx6LvbcIow5WMCM2d+WzaV/xkz4wBcW/P92c3zPO7SLm0wdwdc3HPdiTxyRJhH+cij76FwwRgWFtkqShrmAekwZHYTYFP9dm+YTqZUc5Yvz3APiTH34nLTeC14yTmd3pi6Ah6xcXy/OPtzw+LoeGZ+zj+Ha8wmDtbSsWTCQ7LbTysjRmJX9G+eXy/cMaFkapgZ8cR1/bSO9D6XQ8P4htp1dRPvQKiqZeSdssLQ+1z0ef24BrVy3k2kDo3mYVqmFRaPr5+m+tM7Dsruu42GCi4KkdZL39BTXDi5HkDAchZ7REnn2SM9ed5tSEfI9ICwyhfP9bN0WrdPR4y8OUepn+/7LxLHMX5RBu0HHzbdmoDzQwNXkDyWNTiOoRCJ4bvxxM3fxJPHDNdKy6YID38L6BDJheRn2m6h8BcPgbXYitjm5Sc9Y/bacmEG839XrQp1pSD6nZOeg4tZ58doPTSHhfRaZn77mbCA9Rkc/fB7luJ4eaEWFpnWr+kxlG94os1K5mUQpeETBOyQMW7aW/VJScq6RP9CsUtleMOgGSQjgqkKiMiuVwdlfyqnchVf7+z1LP7yZip3SztKVvQ1vufsGJwaLinEGiy9aZ6Gt9Bj1xUzduzk9USgL+/qEofxTRlNsb6qH+Yc/e7136NlRpxgRdLs7Z+Cu0ZFxloHrBAE70+K9MxpT+16MkWvtxMr2cerOduN0xDDz0fwfA4oEag5XI9PO47Dpqc9uxfpVEZY/AJBnv0Ihw3bVzfekIl6sFLO69+rFNVPZqyXAlYf+zG1JeIpJLTeL+ITx0laLLBTSPETu/shbjj7cRnmnANMgG4qj2P6abwHeAOUNxXAkK8rAdqAxVnsXij8AUkWyT3LxicQR4hEU/tANPoenscxC4jrbGmdOBYb9ZaWdODEncp8AliXiVnckrr0ezojWaEsVTXDn5HFKUwmsjehq9MhNthc+LPCb5J25P/4BfwyNJeOQ27r/yNOmR0f8IgCd1nzJOJUmb36/bxeCwJJKOr2xxzeda4MM1wSmAV6RH8MIMb5lBiULnVRy3KiVivcNbFP0ZLrVvPM4mJlMcFcvw19vR/ZfW3Bb/mHzCrSkZQIOHwLNzZB6dIvNYb+7MD/ED5Rf34jBvwI3/M7z/f0k6zkXpMG9IUYxXmeTxWqtq4FV1HdWuAH8AiWTSXh06uibaVE3B7UNpu+0C3T87EPBDN2Z2jbByILeW5FGNpIwKLnXnnSu9K5mkmvuwayvJazWfpGLfns376hv2FomIB18b7x5Iv92dMM0pQZMQHE1T934UPydaee2JR2hjfIM/kib9OwAc1ysR56hABV9Z9j4ppvu1gXUdTjYB4I/PX6Le5TskUoams6V6LjV2F3Udj1LU11PHyu8FaqPT0Kw+jFomxPDsHY/lyLv3Hjo2ina1ycpZCOwtrKDfMyeIGlVOrtXEM9onsMm79d+1Hpo8vgxfGijUW/jpJ8d0rKwWtjilf6L+b6+jaUpoS4yNttfkU6uWmNLORYNWOSwiTJafAAAgAElEQVTUDisR1fly+PPSp33g8K7XrqEhzOcFF4fI6CUNJF8IPlived9K686KYKtqMFPZYGbV3qvJRoRMwGn9PTg6zqJ92H1gP/b/CQD7XlmirsYpW1bCIwMPyFkNn/CITlH6Tuq7sXLgU/L/nw87RX2nLNQNeUQc8uWO+g9jetslpJiCyaOaD7WYU0ejxEdXXpAZoRdtfIwerR5DJfnlLAXr6tTfdQD3wRqfgPSE2/sMKYoPyzCnHYYpwQRFuaoCPjME1vW0NKpwfnCB539YQXJMGSvW9A8It/P2/ULeB5zpGkgs0ruiNSOLszkRVcpvrYX3HnbUfcqN1+4jY6ffplepWLkgiYO3RJFqc/DHUSHsVNy553H2VythbVq1gy3DHiNSZ+Hvg+lsiP+R9bWnAy3pfp7xwBDoZgC42YAPX/YZYUmBOYSJhDPovC8MstFSzop1U/lo4UCFbTBCQ79bb0FTXc7AI6dwaw0hg0PO39aL6vaBHnOLS0/yaOUweGqVAWeQnPL3NTZJATpFOPh+UCUR8pIUC0BxHy2vlFiwsTok8BVXNmrNVIe3kX+iUUncu741mYvOBoW9/rp6DhOT7dwdd5Yds/7AaVGs1opx3HOAi/DnG33AoKPzZzSEUzBFgytCJZdAsjk2YpoYmCN+OUkknrDpsxUU90xhQH4Droo1JDqr/08AuPSoIh3Th+WRPdU/tFViw725uAbuwDVAlCoJbo9kXc+cLsG5juLKXOlrrFIhhzVTOKK9qenHma4tDHJ8SPH3M6haNS3kfb0HuFvtJvzhdwnrInG4Yxv6aW9FK+l99b1D7OWWxqulS8UY7nX+Dyt18pxV/OBgeZbHwNrMuyHsnFd9NIIJr/9FjnZ2E0Bufu9rHffR78RcdG9NwvHQGtw9FMPYtkt6xq2Kx5T4IVqDkqfsbZaqa8A6ghuHh66/mFXxEjm/lHH4MgBY1AEuP5aKNwRaBsB5kXIpnf79PR73ZgP022uXr3M7p2EiF5/ay1+HfYpU+zbRLH83kEDMe9vjxrO8nPzp5ZZt03di3Iw1Vvp/quSnihZdH82V+4dweM9WrPFmTiy4C7dOy7T0IvrG1RLZBB6VdSuqHZVbtOz8pD9Hv+9G3cAiakduIn73/7CnihxxhfVbNH35MKoy2rF/trcEoq+b4jqtS80Pbzgou3IOMa1De/f9X2zyf3/n9MVqMtvEMOj9IWR+vZ/Rqm20vb89Ks8Z7r2+4f1R5H7ejTnjHgoYG698eHPrGLKePkFVtJ4l5yJbDIEWHmABgONqopvQZM6dTvL7hiYza7dJTY+ftGwZeRirSTHciZGL7TQJtcFMYu63pJ7f1ByaytetcVpkNgyVhwxLfHZNQSbdplwka1+PAIOo/AMx0KLMzFXXyyD4fIWDpzcbaF19lph+HyFp5Kqwvmd5No48RxKsCd9Lia5lVlfvwPnvN5Wk4o7qMYz92kE7kb4vwbnXoujV+6WgNVh0oYiGB85zYdYacuIO464NLKHT0qL1f54jrDc1klLG0b+Jd0jubkTbmELCvl4cv3IO9fZS+uV8IfdpX2eFkCgAAMfYGDCw1hcCLUmUJ4aH9AB7nxXTXtEHqs504NSdav6e6wOI/mYzwVj84+zfiXUqc/5PRFgFyUVsekcxDgS/GUhFMTKbsmg1O67k9vZ59EkXkZrNkiXlBSZRWubA8PPNwr2FsacdXQcHamEX8e+kvxda3MZejCpahOr7jXjANcqe3+108rsgyGsW0acb+zfq1t71I2H/pT+aSyZu3hqOydASiapEmFOirFMjTzx3K7pv05v6WH3DOVwxnpKsDVpivw88625r8wHjUn5iXnoC2jmj+apjMR1Nsf8KAKslafMXjQe5IiqV1ANKOmKo5tSF8dbaHVTU+Jx+Yq21ijfyzmyl3rZoFikhiAirxriJujCfodWq1cph0PpaLfddPYRpsc+iVdspsMSxs1JJVVJJbsbJNYHtPNl6KpVaf2eP8qwQUyKryg3uWk5KOzGbyuUyhSWNSulBb5OjGFRm+qgmoFYJkkrQa+xM7PInGrVESkQxXxnvpD6pI6Nn+6d4ioeqsemG8/Uda7FudNDx8WqMCS1HipgtA4i2jKMqcjO1YduJrRwgd8NWVsaJb5dw1qZE4olmQMcblvsoP1xF9Juhq9EID/DXqZV8+NJTtDG9/u8A8DWvpxHbKR7HNV4PcPOUdWVBq0852MARwiU9zz3XV/YAN2/S2AXsvRCONq6eI+NfkhVS/5F1qdVYDzairrM1eVkDy99ApM3Iq/tvbFrgTpfERz1zKBmtxHy7DVFUZD+IS/XPIDhBXcdX5sW0UgeS4YRaxOcKDDx4yomkd8vO4pvW9qLHKQVIhSU1kjlWEY6fJ0h8nug7sFUOK5HV+YzfciO3/3K/fE11eAX/edWnUIrPjHUuJr8emg3tnjWlaMVzhRCsjqbaFsv2bXEkmw7In21TfUpy764YmE6KVBgEgP1nzD8E2t8D7P/O1kYXVouL6LhARW5K7efMNSoMoTa3jhf6/ERMRCONBTs5d21fZSyOvo62tjmBiYTR3JvumStaCqIPGHKxKnIWV7Hl7Qo69T/Eez/8QlTjfUEgq/lKtK8pxjr/DDQ4kHevX1OlhWFe1B11in8OibL+GlSVzDd4GV2VH1XVG+n8oYGpK5/BZHWTsyKd6jRzUP9djio2xu1rlp8M/cvTGFKayW9pxzkToViLt9Z+wJzE3UH5v5/8mU5xVyPXVtTxSq5y7e17nuJgtRIOc2fGWh5tL1ge1bz6xjAM015nXV3oHGAxJhkmdXAOsNcD3Gxxtxp+gp7PrvEcV8p4mCQ9Yy4E5kJv3T2XZ5934nQqtW373DSOiLhYeq1ahimpQ/ChKLJFTVoOPjNMUZf8aj/ithE1ahsHL6lYtsdbk9DfvCx60fxv5bNOEU46RTloq6slJ7eWM1WhBagIlK4xJWPRRzdRoK4pTuH4bBFy6mdgAz78dS4WSzxnR26hcGMexz/YH1hP0hNJICVWIY0Uir6EUWpLtkuE50lcvFuH5LBS8FYnjGPi0HYOPnCaDXvTn856M3+s+5Ga9BjGHi+kwr5DBsBjblrBl69M4Lwog+Q3eI9+sJJTf2rJv2LsuR1969sKD3ATAB54jvZ3DsPtVmSf+NmBd4uozKvGce+HoPGTtx7Fo3/ECFYNV/Zu81YhbadM2k69KoHf9Atxe4isktxHGeUQyqnE33f9jLHeHMTkKe7ltTpXxlWh/+97OPu1xhIeSU/tZEz8s1e3pTHzfq68jcQBx3IaVBXyikk9W82LJfVIOj8w4Xfaa/IS+bm/jZX60dSqWjUzhChKW6RUwBTbu2S/9z80hzJwTtuGc6xCrPXktkg+PhxORNojTdkVXklTX/w4raLbMKRHcP6vw1VI6p53OHLMJnuA2dafGSs/Jr1vXoAh62tRB/hoKte8pPooMzbtfn8APLTPy9hDhJYuv7sjhrbBZEPKOEm82DiGVqfhzcfXYXEoYY/iTd9/chgj+oV2Oz6Q8hblhpZLEfnmQPG+tl9zjuSjPsVD3N9g1xO72QiFYZSO60351T2QdJ5yNZ715w12867MyCMb0dftRDJ460J6/TtCu9agq7qHbS8exG50hczdNpV1ZOyxgdycEZrh139NlVY0MOpexTN+4x09MU3JoP+2jQzRXSBxZDB4tnzfj29+rOa3DoEs2cLLmFVt5v5zA2j34nFK3eGyB/jTn0RYpMQpy3yuFjnAqkqy0pJ5+M5hRLzpAcCefXpmpJtDk4NJK0XfovNVjJ6vJWfwCapjGprqiIa37oUxUTGS9tg0HZW8PwPPvd0uG0Vul1+YKSQ3qrluajl9/rwq2AvsXRxtO0PXAbKuM/sPNxUWLd1cP+LurHgNA57iB4LXmv89APYu/Cvru3LDpiSG/aKsgro76kmd/gEqlykAR7lwcWHqXhqji9nwvxeo/0559wDjVfPUOc+E+9cHboy4hkZnYGird124z3QhPsJAG1M6Jyc8StSREaRcnCQ/Y3+nQiIqJAxnY5UQaFWIHGBhgIs3s8/o8pBgvbh92u6UwSIE2tsiWueiDWuk7mI6BT3MbPmhBUlnV/PFHTlk1in7qlynxtrMKBPwSwn+GLeVsunefeiVkJ495FRh/3KEvH5sxa2w7h/AYyO2keEJqw8aTNmJAPZDHWj8S/DcSGiT3ejSnDJZIU4JdawbTYwdlaEYddwxX66vPDGeXe09CJqQlMQ7jXYCfdUCSTkx3O7z6jlysnEdaUPrvxsYV93qssxMsTYXy2eFs6LNjaj3xjatz4rpp8CjO0esTkdfHOjIuy19IeOSf+Ke7BRK3+jDydhGHwD+rxmKkwN0AW8I9MTuk5/WSKoFa+3niYhNJW33p6jcofevcBDka0ew8NsH/FyximF98RN9CBeRlp62oV44YXzpM3ZNEaVRnwRMszcMespdvZh6cSVt9Ifl+/5cMAQ3iqMoTlfDiISDNGj0PJp6K25RLtITfR6KDKs5IK6XqikjD4tUjR0rFlUD4UTjdkt00V6JFp08vUnmMp4c/TFmg4XjxZksOXkDlVOGM+z5LcScrQzUCzBj04/gsw4/QoNE95crUOsDdRLfi0rE192J0ZFJWfRvWPQnia5WyIYrdu3i6PZVlLl8580wqQfTiq6mOCYP822eOtZ+o+auUnPxzThWtCvl0xeepo3xXwLgqXMyMcWbsT0RfVkvqXiNzaf2ozVoeOWx/nxw/lJAKSTRlz4zJvHRrklyYe2Do77E1OpowB4R19SX6dGcKg0wUchD1LSZYNapK+lWqYSMVkU28JZImvdS3IswXq2R+szpNBpbDocWnt+F5mVEqrx1QEMp3HCuQeLLM1r21Uri/EVtUTH9nSG0N/rCl9rdkIs+wil7f29u76bOr3yLoa4co6WKL+esxmQNkxfhj2O+YMV4P4uRJNFhp52+a4JDrw0Rbu76ReTvKVbX3PIEjjaMw3boF3QaxZP4p/430rMvERn2KnFSBeVb0qkecJIxnyR6WNA8Cr8oD9Naz+FwjZwD3BIAbqh3Ul/tJCZBj97g24wTar/mVf0adB5wudF8DXv73II7/xjHrveQ7zgbiNzzsEeWKqEp3uOyf5cLl2XE9V4p/nVa3LzTQ7HwvPzDowzom0CEdSbCWnx5FC3JOaDO/dVIRTZUKQa0vWNQp/oBX79yLU51MXmu53jpqWdwZCme0Kq0BmYuC2Ny8VgKKyIpXqrmUr/Q5FcXT3zIyf7BBCRXF7an2FjHoVhRfkQZ/w01b/JckiKsvM1lhHkXFKvknPwqbitVynoN2rSQeqcirNcOeYrUsHKqy1P5fOcj2HoOZWOd8GKGbvF62Dvdlw//y6IBrF8WbPH2/nrChuBSIRNyF6Jz+w6L2voCHpozj1MnFcUhrk0S3caPIurEPrrUeIq7h+jO6bv7Utcmsqmvsk/VrSFq2CZUOidf7dZypEAcAB4a0KZ7NAub8sbxNAFj0DsaZaI6ndOGzq1YyW3aMFxqLTXGZCS1WLuK1P+hUc81ux5g1cPfcam9wrQt2l+HxrPl+ERSDFb2XbmDvU9upkYQnMjeXyXXxdvcWQXQT5TJkkh1PS6HP4t28S4tjafWUvnz/YTNbIU6+p+Nb9572osT2fXDQi4NbsOAQ7twSZdIKjvM1Bd28uiYWditgfeaOXc9lJewI3JKyd6elqTmALjfnHAqi/t7dp2K879XceH3auz9t+EeKLwDnhfy1MUMI55z18xsYSXBKfcbIiuTPPUgtukEsZoCeHq4vqaz8zcKj/ag+uXXmta0fHfvmHkJf4EzHc8SNes7HAJwaUx00owmRqXI5wAF1tuTkB/6uim+dtDAQedKxfMrwO/FWuZerEOSa8OHbkNyr+TeQUv5Rfdhi/tnkHMhg0pakfS4si+siz5rIsDq/10Cx2pLCE9R8qLl/ovOSEbqC16nR3sNHdKDGXZ16gPUffcFlTVuztZMxnEugzmnX0AfpngnvO3n2Tdz9vcezPjAuC7OHDXGHwA/1m4Z22MDDV9Csf/AOJLMF0OzJovR/dHeg6OW1hx+eCd7L/hA7W0TruDJO0PXQt2lPcl7rZWQ8pabb5IMtY30/fRIU/SWd1bFLtLZNYQVqKAU1HXhlEwcQ2OH9nKemexwzNtH+NkduKKqPYZL/7PYF9SrqRnMvtlaalMbQ5RHU3oZeX4krzOSWPU/78Hv1p5i/pI9siL69psTON7OzdTPP6Lt7ekYEoPJdho+GMmsC99TF4LZOMpiYGHrtkQPrOSQM5XVFyQ+/VEQQak43fgao41vyyRYrZMSeHjGeGLfz1Y8wJ5W3Vriz2daZkO9abae3IwSTnbypOiIqDNjEuaOgswROm6/C2OI9I+Lcj1ge8C5q1E5uF+XSVqqk9gCASy8C7kZsh08HuJSOF5YzNwdCajVWjqnz0MdJqBL80gdZR+cMRSwIyzYO++/hvyjZ/tZO3LPT6n02qLMuaONRNzS+ajcwSl3+bvzsM27xObdD1FxyIztbyXS5t/U/lX2qVKircZ0PXZJpDL5rW5xTLjUSIcH0j7NjLZ1CSVXf0rczpsIP9dXDnk/0q6EmBNOUvIiaHtRcVaEIsGy67VsjXKte29117ETf3wxd+bm1PT8Jb71ZEooxhijEGFZKxP54TL0KFPmWZi9R+EfECdcqbFlIizxOhcsl9i+IpCbwDf2vjBosT+Lto/FVB3GS+PXExuu1DIO9jJ4LNdWLbbTbXCeS0WTJPYpqGNq0bUpQmUUPfPoZf65vvKg+99S+eOQ08lPNiXK0L+pu59H21fR+bzeajFnE1Y5aRUVHxQu7f/bxAYHj37Rn8ItA1DXKYDSvwawql5H7A++/Frvbye1WsYtaZ+yR2XkP+uG0Khz080Qh65zJlfPjsBVleAzHglj972Haehpsk/qOvk7lUo1I5d6LoXrMJccJe58MNOz9/Xr4m7ko8WPUd4M9j86pR19r/Byx0j8Wf9DkMwtiBXknCIiTeESLImM4kxSKq33R3Png+lcH6MQlh6vbcOxem+Nb4lBscdIDatgm6kHXyb3RSWIBv1aKPuEvw7uvVSepSYjlzA8amgTfYm2CblM7LwRk97Cot03cLS6PfXTBjJowR6SD3g4oPyQtVPTgS398jhRXEl4lp129wqGgsD0labuubW0rlaIQSui1uN2VaC3x+O2Wsn9bCknGk9glXxpbE+4p5J8Kg7rqAIMA4KJhK2bTRzYF0ZOXDnf/Oc5EtrM49fEyZRKvjrGTatR1AE+of9x80H9YmY82Ba9RUvjktBsr94Oi/H5O/80pcZa3r1vCBtLK9lfE4jEE9LjWW18TVngegdnbnk60NMiNrlTizvHR+fun9OiPEsipT6ap48oRA3Hs4v49tp9irchQPeScIZnkJ3ZlwJVCiXuSBLVtQzQnmeQ9gwjdAq7nveezQV6vRPePAN7Kr3XqFA5VNy4oD+9NAlNeDwmu4bUIYr3eU6ai52R/hqzi4jKXLqc6sYLH70rX+NSubj1vdGeN1EWpBDE4z+oJ7bIo7j5davbXREMmabUphVjc6kylh8uvskVhbPRamzYnBHkZG0l3v4B7VOVEj5lmzMxdqqj+3eCXTVQyLhiY8lJaGwCwH+V7OZCs8LiDXVO6mucGEwqouN8YScCAL9pWNOk7FokI58M+QCb1szplEvYUhVwlLHvEyrtgXW4xDy277yFWFVm0AZvSdfd8Fo5e7+oJjyqjkXbbyM6Sk+85RXUbv/ctea/DlwFYnSDN5myquoN37Bxcw2fv3g/pZcCC3q/WrmUTsm3Uzg/mfxJMSGVdMlt5+fj84kcNDhAsIg/Hjt2JQs6bZNLOYjW4K7kyNH3eKR/IOlN9wESdfdHcvuoFDYfvki8w83JujRu2qls/lZhFawb8pQ85rs3JXGs1decNRrY26jkv4VqUTo4eLsPAL8yYwoF50IDePH7oZ9+TWTbQNa8IUX/j7OzAJOqbP//Z7p2tottYoFlKekGAwUUFQwEu9v3tcFusLFbsVFEQGlQWrp72WK7e6dnzv8658zszOzM4vv7P9flJXvmxNPPHd/7ez9OvDVYsX/+9XtZv14WOsR9bcCU8SR0z+Ci7TskS6Os/ATPt9asaM7cJsOuAschoVqHffZK6ZnX1uhpsPkEKnlF+EvHzutVkn0LPVhIDl7L3qcFBUqFwJ+tJi7YfTdKt55lj3zjVYAFTlcM4JctIgwWlgw7wHmOUnbcLZKC+ZVEHwGWuI48445CWj2Rwmgy3C9Iz9nSFNRcosJy/E+aNj8SJv9vl8Mk/dC8bwi7jz9Le+9Eehz4FYNOSXbLn/SZIvjjtgNeMWrqKUaN2sGfjtntJ3Jdpv03qWnyTqleF53kgleKKTgkt0ksraV29rxagTu+GtcN4dPbnJjyIDHa8Pn8qoR1NAky8d2v2kU4FbJgqhTsTHc+TIRQy55HvsRcEWxsDLQo++pyMvc0kbcvRj0kHbtWjQ4zPZSjSVCKBD7B8ybwIO6shDkFG4WenVQLpzvMIVlnmnmhwI0j1oeiCd1VVG4136Wf4ixD2a8Jn/9YLdi4zn4LORsWof3pfNzjTuG8a6PcBEFg6ooEtjccxhT3Q9De6rT2x1Z3h5z/N1oWBqUZ7ZUfMwxLOfjR3zRZ1VQX3U3igApuWiKTIAaWw0uG8MfD1/LfLyIL9Bp9z3e//Z3e1fESBLpC28SMwe8GdZUoIN6SP4GUZ48yZpBIDBaomMh9cLK6O4sicin74iSbl/nzVZqNGtZ+OgOzMTxk+/puL+HWiQa5rsZGFl58Pd3tQBW9Np713i0/E7z3+tdsB6zZK9SJ98pPhD4nkeO4DRReeD4lI2TZIBgZ5hWiBBXXnbmfK7VdBNN26ut5721n1bZisuLN3PDuRXQ7up6BpcfDpj8SH/3njguYnxAahy3+FunU8f0MOdxjnSOHP/cWsHLLHp5xXsYzrumcUFQwRP8i0ZEm5t05m27v9CJSTB0VUFa848DRBcntxHfVmMucHamQfI/FDpiJQq2l1/5nMTd76eA7tXON04IjYF8WFG4e/PVK9J//Rs4WMawlZBrKF7R6mHq9JFi9sGQJW8ojSMqYQL/sl1AoZa+yfJJ6PYxeBXOZeTtNqq5ze4prQjR9XNgyiPs+iyPLOyVbEhSkfvYMSlNoOksnLs5etpsz//2dM48upenNISJxTBcVly93TscoXVPoqNfLJI4dxWsQ95RkY3TGkJOQTumF7yKkVhGzdzrmk+OoiG+lIrEV18omLmiJI7JNNlwlJNgZPryFlmYV23f4Y8a3xDoq3lg7LPWyX59vuu2XzKjSP/wGGY2plYjUUokIq60ygzXroSXUhi69P2J9Gr9+9C1Gj/y9Wg3YVaKHJfiM8rXF7nCwafpOam8KhYFK0dpWLc4fZYb26rYkWrdfRLqimXmXbCEm0BjXgToKCCD1Er925JbprOx25SILOAzcCCywiD7FznsDaGfsQhEnpx11bu2HJy8FU7Wda4/GoRJJEYMsjn5HiKjYpdrdPP30RE4d93NgBKZA0p6JwrxVzJUdNOw8k/MQ/SIPUW7RcuHucdKPE7SJ6BNNDHl8AIIz+FxsuWYr5ecnuy4bdM1xBQwS01/tT5TRNyn7vkHttMi9EJDtTfzNah7Lrq9XskoZDFFPidPz1v1ynLu4i+1oX4hNCEaftGsP0hAhIlX8u96BjB5YdHqunz2cmbXLydIdkvpnT0Mfzlrl58WwhzGxx+hmqOezmKfY3acdZaVc13Bk4vKa8Tqp5QqFwJ8zYsq5atAq+iQUyuMhEvqWXcCasolYLh1Mn/XF5H7vD4fxvkbkp6bBNIQfu62RsmRl39WMqYffMBeI0BC/a7QPI9YyXaprRfwiIlpk/qDaLduo2b+bE/ZT3vkgOzi+9TxD8Z4qDPOqUcWFhpK0fR7J3012Hvj+ftJ3RGIc9yQ/mu7Hhn98z6kAW5+KQugR/qD0TaljRWcoMTey8J4J1NgcLCoNJroS7zvU71Mcbnnjyjv/O0gP7izxeluhgLK8Kdir0GnmLth7DUaXRrrnhQdX4ZRgDvJRHDiIOqXAj8MFIjpQBp1tHKGWTBH3M3uPkkanHO/i2+QHrs7iuhMDOxZiIOvzjggPczuFYonsz9n5Sbz21icoBdFyJyrsh3nxQZm20zed9S0ern49wFgQINvftKydCLP8W32riSarkefX/8a1MbLld2Pd2+RcNY6KY48zOEtOB+RTgAf/bA+d6TGpbM2sxhkzd7ZVO/HncAqw2+WhrkpMAQNJAZ7Tiyvf4cWo3URKMBx5hf+a+RCF3UcRtfo3tj13hdSmHg0e6k7d4x0PeaMTS3T81eQky16Vcwm4vqF2OwXeyC2Q+s0U2cqn26/HHNOG3jmWCMfVqD2iwt3V6e19i283kj6qwGqFJT8Z+e4LE22toUytvm/Psuxi/INXUvZEMJw1UKw+mf83BT3q0EYHx7lefXYAGo+Kn7sf6pi1J63r6PP0OsZ87PfA6AxKbn4UydAwe0oyb1fJwp2YA/hZMQewIHB+4mHeP+8j6fqn82PQzlj8rwqwGLp9WHyxt/ybApx28VEGPbE+cIVxcekCjM5gpXnrPzt54pk1HYK/PsLE6BuuJGnnenLUiThcrk56qLyDFl+ZQ8OQ4MNHJajISjxC3QB5j3hxlZZWh3dH7Zgh8ioJmi0dayNU0Jcb4LdyKgWBDWW5jDshk8XY9Ta+fe1d7EYbVqee95e+il0wMDWphi8HHvV7f4N6wvtHXCOeiw5JZ39W6w/8tPoP6prqGHzDBAbcN4GmDS9jcy9BP6nrXOThXnvmuRc4OnY8l1cJlDdtwG5ynFMBzhlWyoyb1/LjgemWvMlGY6ACPOKObUx8Yg8H/v4w6FObHz6L2+rB9tC7KLq4tsgAACAASURBVKRc4sFlTvpo3j4vfEoDkQ0637NQ6tU/tAtpVcgHkfh3hns3E1xv0lSdTMV/vkEhBKynMDYM8aGT/U9z9JbFXNYvidoYozS6JuLpqRpDtCJ4jnSWp1qFWko8B6gX/EYklcdD4lo3r7usWJNFBvpO+0GA8PVwPIxXb2Op9gusipiwO0d/169ML4ol9qV5iDSnzv+sxu1l/RbbnfpFMlbDMnSR2zo6UewLW/0cXJYRXDtZE4JyEaswVbeQHz89Q0WThtaKu7pUgAu29uKnOXdw/dORhenZ+h6BCrC0TrovY1XiwY4lIe63A2szsOUW8vbDPcNNMVx2DU+7ZAKRzmRYl47P4rWHxnYylMq73AbDPr5Mko2qvrNKXl3BVvtAJXfA4hNEl/gI68JWJ4xS7B+zUPOl+Dk1eRcPocofLhdi7BbrF1MxkvccM9EGQAjD10C+OuXeZVTUtpMeG8Hkr8Yz69tP6TYiirixvn3PXy9PRRQLnjCyMz00F7P4rgy3kQ+ukJnJAxXg9bZHmCDI2s1I3SsURzbw1N2zSXkvG3NbMBzz4MN28rPDn2f9VqnIXaVi8/mHsQUoKubu49BGp5FYsp7U/OAc9l5piCbBw3aXQ8rn6lu7me0qrkiNI1sfgamxExla4CD06g+5I3G6XFz//vvkVTYy9ILryEr/XmL37ZgXAcKyXeFknWkv9epgbgnfazMdSczKH8SMj1yIzvR2BXw/II7H335MYnwNZwA98flBFJtr2XjsLmyH4rGslQ3pHcdBZ74G78B3NoPZ1X1p1YTudYJHgXB4DHFJDtKj4ymbLRs4U5bORd0ew5Fe1Ti0btrXNDC1MaFDAe7IA2xVsmmTf+8/omltmbdjbFQ4BVihdhDdIx+PU0VzUR/2vKqk6Ibw8d+Gf5K4/5fDXFYgh7tZVEoadKqAhofO8COFeZxanIc904cuCXYjOf7uh1DQTVqHe0omkXU0ER0uXrnsL6IMVry0zsHu2y4V4gCtSZpcnRVm34yTFZXfHU4OikH/vrHzGk0U3RrRXiq30X0qBdf2HMmAcelyJylRCaFiXoD7MsLpRkQR337HjVjL4qU5IaKAGq/LB40cSmHemI7ubHDYjXjfwkHXkqivorwqigtPyspzhwL82EAEV7BFyj1lC2cvS3ZOPu/aE50V4OiibURWheoz4jtdqjR2LT7BcmVwxhKxjY/M6t3hBa5wTeS47V7/2eSdwJXRb+FW+nUEcS3v6d6Hvn+mcenrmVwZ8xo6pQWHR8XqqtE4BVnhUeHi/PjDRGna+WngXawbmIR2h4hKDC1hhy5gSLMTCrk0dyO9Ews7nm+xmXgg9Sc8SZFkritgeJgYdEFQ4tCM5+seqxFFREM3l8T+HEz95pfyVJ4oifxK3Auc6kbqI5ZitMjKVcHHn3Ci9Rh2wY+c0goaFlmf4mRFPlFPhsveA01PxPFr90Ze+fi/HQrwDxEPYhf8Dj6/Aty4M6tYsbFop24B1z/SA2OLBuflxoA44DC9B5Q2VbHHVsZnD8iWlG9KKqi1i0xv3sYpoHXQ3ZywDpUabzc3c3bmS0EbnjjeLruAc1+ztGA6d5Lvy+MrhnJ1cV9JOVp+0WH2DpKhQT5LgrTEZGwaJpXAhUmQolcwIEqgp6krpUlemDfuUlInMiN7F6d4LaJVy7zPLpEPXoVI8+2m91VnUek8EvR5Zh83dgly6S0eNymlNbz52jfEtsobo1idh56bTW18cEqSPjvs4eHP8Tpu//lsx+IvqY+jxZPE1ytmManbSxTWj+egeSFjLjlLQ9tL9PbITKXVm7qjPa+VYYtCFWBlcl+2JBXSkrCmu6DyFB2u3skhdahho67KjtslEBWnQW8QebI9TKlfywT7t0yP97ezWJPN4jEvomm0cSq7mvasbtKYjd2/myN22cPhH0OBnH5biVSGZ8ntfFiJz9YV2PlyWmmHx/3NP+6n9xDRey8XhWDEbL8WnWsEgtuA26lHHAaPR0F7m4KqSiVnTmr4+lMj1ZWhsXnhZzJMHKdh9FeZ4T2/3hm7uewXHP0CmUKhf1My08r7SvDn73rKXnC34GJTyzvMSz+Byun18gsC4y9VMHiM3JdvXxTN7DrZar60fDwvHr9J+vbLud9wZapMYPTAtQbOe2EpBUbjOT3AZpWKI7f4c6P8mwIsvnv20s+wRLcSr1ARW59A78ZXQ7qmoqqJmXPekS3/3rVx+Uu3EpMcT9+FP9KuMcvkRp3cfyIj9Kn/jsNuDLbYx7ab4eI/cOlEpUzBR1s1FNcpA4w2XvFG+p/PpearVoCp0pdLw7fIFAqy7EbW7p1N93Y/IdXhC3ax9do1WJ0Gvl/2CJWuVBJ1DjaP3Un7X2c4+fFB6TNB1kjfch5zFDLq0Qrp/PpZT04We1mBgTF3XMLwbl+gzGlFOzo8s264eeZsjOb4/NcwjYll3i4jz6b/hVajpG9b1x7g7MHlXHf3Kj7fdEnrmSuN5vz/mKiS5QYyRxdw05LPObTlDSytMoO4WI59VUvVvjas93+DSu1H1/h+1wqxnL3ijoAqBq/EfM+HuGijQDWJner7vYKnvDdPci4g1bOfP79+lF7rZWRLUAkw5vkWU3NkK5unbGFsv7Mox+loM8rp4kSfcIQiDqMiHrdgxyo0E6FMxCLU0SbU45JAgHLdEuvaMR9Q8dX8aZyZuwSPxI4bbgeRa5OjjeTV2FUUqM7vaEPATJLapBHaud71Jv0e+h1Fk+yds7+8GCGzTprT60r0XLUyLoQAy+1MpL3yKRJilVwwNJg0RHyHUuFgSMnzrFrXSnmjFnv1nSQMKA/rAS7e2Z3vr7mbqx6KPJk9RJ/z1W9rSC40SR5gsWyOOcmTvYMVHbPdwNGKUo4u9ns/Og/De9bxUqrAY8/u4dD+YE/hPdcO5L5rfWk0gp+8K/Etmo1V5wxdCXxCZXeSsyKfmOKWLgWccLC3cCPnu+/o1Tk09giNGff9Lv5f25LG7Io5TNP/bwR0xRUtXP6QTEp54SXZjL9YYMJfa8j+bx+UooIhFf/ktSwaw83HfsemCYXXiXfOMScxa6IsV6x25rDxYCm/b9xOoAJ8sfZtjsVW8uQds+j2QXciW4JTeZVd5mDntNAlJF6JLlUyeb6ak7lnOZvlN6Iaonth7D4MrbWO3J1PdLmGRSj0QYkR2qsWK1zc/8dUdO+tpP/W0cEf7Wy8SkqHoROxouDuLxeSMaSIioa5dEsWEStiWkm5rwLJscQ9tEHVSoG2EpvSLvFKJDijyXIl0/8fJ+cvESg1C5w630Ly3QrGaj9CIVN9hxS7007JlfvYvmEuzclVNH82SA6FClN8cl8g8s03t8Q6Nelm4laFR0N5Do4lp4cOd498GsYtQdEYTfqf87B74c/i5+qX1jLDlkSkyDMSAIFubNCwc5d/7z/trGt/5OAFEdN/faHqll8zkspWBEPyTWlnUSmdtJT0oiVVzZrtbhFWE9QicV6r6wxk/xTLpxv8HCXlepWUPaSrUt1YR0VDHadWnMaZ5DdS+O4Xj2fn5hyEghRp7PYVnU/2CbnuNw0/yPAsmc8mnCHCf7Z3tdd29HbA87IC8IPdySkx7VFnRInGgXbmXpRmG+4D3XHu7y59On1fO5c0p6DoxOfib7f83jSbm00XdeMD82zZ8ypA28QKHNl+bh/Rk64r9e8hYi1TdMW8NVhGA/y+dyBPtcnzokMBfjIXwR6M0hCmb6TigjTHxJGzDiIw0tWmYley7FU1NBR2mQ5JzBCwfUkTK1R+w6mvHRnJBhbc5Wc73275AJsnGHFba/4Zu8aP3hHr32wwcjQtiwfHTyDRU82U6PdQKdxUWGLY0SCmOfObiLrp6hked4pD8RN599mZ6Jfkoy4PQGn4kDjeKeifXgKZMaVM7LWb0d29qE7vPUXNKSzIWUh7TAKZqwoYvvCfYKpobwPtygy+Sy/AppJ1wcw5LcQOCg79CZzLyU0Po/aiPKvjfsHQKsvYFX+spKbgaBD5le+5L2vmUpFYgHFme4ixxF2mouTTeJb1qGLhu49KCrBp/BP8ZLoPi+Af36AV9U3jR8Im/RNc83Qm0dV6PHFKrK+HpoAJrHhdWxMr64p5+7FRdBMEjra0sabay+jmfbtNHc/hnvM7lkDxBYtwpAXk/fIuj/Z6JZyol+KFwxUlat7dcScKpWxlXDxtP0f6lnvl5EDl1W/98m2O8Tq4OtVDm0t+t8MjkBsJq0tUHGgC0bHccVAgkFBv5JbfRxPTYpKJANRqelxRgMbsokIjcG8PD/Vq+V2+2upaqrlh+QyuXnNzx0Wn2sGNb08Jao7SKXDVglZ0tuDNT7wpdyZMvE/0kMle7cLaRI7Yr6VkyzG6x2xj45ln0EyagdG0ihzz2+gkvkcoLUlGH69m3FceXJ5gKJKq74WsT9wuvHD3TuWT39ULdY0HWNUpNkB8R0uTE2ubG41OQWyCDrOyldkmE5W7r2NBr2BF5ush86kxZ+KuPsSJS3Mli9tdZ0bxa+1gKX7QV8TrkRFjyM2S2avDbZXhxrrmlJ2vLi/tINUZMPog1z3yHf1Hy8Q07S0m/v51CovfvYm25givghZ2LYadS50vTnoyjlG3iQdC14eMxd7M9oTgWButW809eSPRezQsyzjWQX7V4q6iYemnXHdzQJyeAHc9o5C8vzu66VFkCmTZZOVYzAH8R8VYpnbbxesD5IPP5dDz3xsUDH7mJ5piU86ZBilOZWTfLTKdvljeeeAKzhw8B4mEIPDwByvoPUQ++Ir3RtDLJIcqdC7Pv/Yz6//yb8RZI3pz94rnsJ0oI+nV9ZQ1lAf3mrzoEJXgkkcn06Bz+tFbYrtcWoxZeRh7y4y6J6qVLN2tp9ntnTd+6cW7n/ugTwEBpgEbvcKj4PHiMbx8ZmJQ1U+OOsjGW5ZLnt8Pl7+E1SW2sZ0VI/ahKqlj9yMii2pACYgT9ww5jdC7ApVgov7QrXz6i0hIFlzuf/Af9JfHo+517nRxgU/V/z2J2uMTGNUyiu7t1SxKlREDA93r6XORIywE2qcAv7ZpYvWhOe1JEfNzOCnlzfQpwF+Qd/AB6sr9Xo7mQht73q2maVYlpvhgGLS0OwoKXu13I7dni2EAoYJNpbCKZkGO6+ucEkmJk6scd9DkcnPs8c/pVu5PVREYYyTNgjCQqvbINowj9hI1NZ/W7jZaTDo0Hg9RLQ661bWj9dKEt+vU0vXEegtap8DHBwexPNGOY2AhMfUxnLd3EAeHH6IxLtjrJH5XKSj5JHkPCQorK7QfhuT+leJUsTPN/jDn7XiciC+8+ea1LmxfeMngFDB1eQLbqtowp4hGW39prXgO3LEkxymZOCTUyJYTmc/pHz+gqEygvk0NtXcQmRseAu1TgGc+aD7ce6hh0Kotu9m67yhNlg/Re4kdw7FBFxc3s+OrYUR2iin21fLkwUEs6p2Ott7Bdzevxun1wojjnZIQwbpPw+cFrlU28VDa63gk5EBwvsbgE0/+kk8pjSlooO/KIjR2eU8LVHpDYdGBTBH+97g1ao5dlU1zhl9wDQd9Vtoj6HbmCl4xDcAgkr38D+XW5zaw/4RsiL72i8lcv/EHek+MIDI3nAFLYMusqbzVo2tm7E/GJJESK/fIClcvjhdZJBbozgrw2fRm7ps9nbjPEomvCw670fR08JMfuBPUCn2LgulzNTQntrNzuMwiLBatwox58KXSv/vseQ5jW1mXZqC1Tgv2AHkqRlfFHRtvwPzgLlJPejk8Ar8aeECr1DBsEnTLxGE+QUvml2w4lM2unUOJMv+NRjSsSTwsAYzC3ud9422u93Dxj050Bju2NyuJntiOpr0nccffQOny9nsYvar4uQNUxO5g9/xPaFvcG8F67vjuECXYu/F4FCYa9OFZ6z12PaayXPrEZVI8eT7KlCbMeycTc+IiquLaKUuWlany76q4TpGAlF68ixhg8XqAAnzqln9S+pR9aAgRJ6J6nqalqCfNCRFsfT2O9vPLO9ZJYDdE/9KL73/5ErNT/mijSkm7Njx6TU77pORIwSkaJzZT+rqf+b1jZXn3YRFm7M4TSRYV1FqSKckbRXqFhinZeVwx4DQqH2liWOtU4GYeeENnqU7AKcBnNifV3gOhs4HZ5/31NBhxLpUh+QqXwJUrIS7SOy+6EMUinR4iXR7uvuF66trkEDyP6P29MZgrwRyQ/zersJh2k4lLhi+WGKDFcvOmcexGNsD0duromZXCeS+n4m4ITt0pKsDCsNSG3hddJx6IEw2NWtZ2a0OlFlC67KTtDU0r6VtSJRtVvNf0R0hYotgfz9ycQ26W3NYCx9UUOa4OWv8tuq20GEWuI+9lbzcXxCeRtHYQk97LRouV6TFvYlS20OiMYFPtYNxeUizx9giVlWExp2k1ZLLg6ftoM9jR7ChBc7xWRm8pFOhVNhJMTSRG1pGbnMeg1BMYtcGpiiwOHd8UXsXusbNwJ5pJ3l3NuOf+8gbDeGeZd3rYFQa+ymrELeKeRY+03kPuMw2I20lIEcDgGExcu3wWiemPaqN/wNySg7WsjIrfl3PGlk+bRzR2+8tAoSc3n5qK686zqJKC+T/EKWdfa+TYfi1bUxolBThlpwlz0mOsHnwTlR5/6FbQFPuq4f3mLYa5kZe9kU630yJ5kwL7w5G4c7uiIpcr9OPpU/R6ehjPivZ6t4f3CkpDFv6Rnq9hU8sWDld0M2emvyp5GMXBzSrtxU3L78ViaOPVi+bjKa0MS3IgPpudOpknFo/AqiqS6ifGA/9y6X6cahkOLRMmyc0KXJbi37KjSh4l3799VkN9vZZIhw69R82wo5kMPSbmoZXfo3IbyO6XgmrUOlZHe3ijm4Dba6HyfUNlbyOxsoWvn/rTOxvkD66esJTvrpLhrL4yaJ2VAVtDrSG6CA83/liL1iS+VaC+NYIaayyLyr5kbKVsJv6p6i+GX27meOVCLk305nkUBIrLuhMV6WHCT3FYHMHkKOrcKSxP2+55/aatqse/rSvT1JxI/VplCxkjXxyw2EdRcVqGxuVzWVRP9h94hFt1NZxnlvvDZTVxYP2jtO8bSvOIdlYsd+GIFphQ3QOhbDGH7J93WIbl7laQlTKf5NjZYVZA+EtiD7TVuPjhunKay5wddRXfJ+YKLj7WK+iaTDooE16Ei0Xs6sODroli1N3RxKT/O4HK3/Y/cSUEw2PG1mYxtiaLElMji7Nk5VwsxfbdzMpYjaLFT9tuNqu45UlZcXlyUhz/aRIPWHkGjfn7PYkA69fRL9HXLMf65p+MZuHz9v9JAU5Sm/l79mMYtbIy0KEASxPfv8yjY6PRG/V4PG6uvO8XzpskKrYCe5e7Gd07mAXa15bT+VXccnfwb/Mrf5B+Ni1Yh31vHk0WL79jGI2n7MWZ1Eis6/51KT7b7NETOWQ/MbGyEl5brWfVxnhO6RtwKX1GlMDdX2qMV6uCGIeB28sG83jRaKIDYEsujZNNc1axc2AJa/ddQ2FlP1weNQaVmxUj99GzvYqd92/A45JNx6JlPcgBklWJMEr29hqEPry/QENdc3B8VffeFqZdcgjtpBi0Q4K9Ouea5AXzn6BJmcQMywDKTAc4aJLh4LmO9fS75NwK8LObx1acmm1P6bO+HxvneqRhlT3AX1CaN5PSPDF9hVzEUIK/51fSMDoeU8o8FCrRl+P1b3nXSbQwmJNXyKRenYuTJgo8MhNloyKT1dq3gm5Jdh/lQtdL/G1NJOr+TzG0y9DOINulJPwEB8b616i8Vj2x9XSftIG0/sd8lfNOE/+I/KnQ8ZHSiMGlYcCBXHKP5pB2VibysRpsfPTYFzTGBbD6e+CZuDyG6GokD/YutczEH1jEmo12fUSflsP0f3wvWOR17bpyD66ZspFrW4WOqcvi0MZ+i9bodbmLfevIxlrzgHTP8Fw1PVJCBdMBlW+wZW0J1c1qrE4lqpq7MPUvO6cH2KcAF5RUSGRKO21PMUTIktr5ePbPbI31G6HEbzvsHl68cxyjcsLHgTqPpPGGYSQtKXa237eZ4uJgqNgPr01hYO/wnrG1ht0sSvot7NwI7sdAxJY83lmbz5K2rwp5CXfmY/ALzv5YUnHoNRRN7EbZSDGWzT/2gfGm8ndFQj0NMWemcYtiACNFxvf/oew9Xs1tz8khH+NGZDL6rgSu+Os3etwbRgkUv2LR8Oy9Zg6lHPDKCsHkeD2ao3n3ennONDXb2KDvx5kSW1gFuDSzhXtmXYbuV60z60xO0EEjEiptedjFqbjwSKVpz2owaJycvOMIpQdlA6DKpSBq4OUo9AYiGk+RffCNLpEQlYKLPW4pKZJUV5XOzqiiGEYos0kZUy0TYvmKzx7v2yh8w5CZA4PGSK9w6ytoTf0ZZ8RpqhobOFngobU1EseBaOIrJIkOYzv0PCpgbhCIwInzmWpcd8nng6j8xh97C4VLzOUbfuD2L1+J62gVu76fT8uXAxDafAz38p7RVQmnszVrLsKhFpEx8rkR+LynrDs53SLQ2dM64M+mP68hrnEY+ekNNJltOJ0eij8v5w5jEmanbGgJR4IlXg9QgDfP2dVtYvX7crhHYDsN8VV4XGqqIjPYf0smDbPyESJCidB0x2N5/OPDXFQiO4pEf0WVXoUnnGfUe+ZabHZOlxdRf1U9lY9We4mFBa885D17RcLYkgRcG/zex7zGvpyqH0htTTbPZmzm0qQ8MqJ8RsWAXu042zspvx1/yn182uPme5sYLx4wUr5nzVYUWhfqScdwFyTjOZEGDpFdWODCvzz0UMYGK3zihA+MZRcEUi0udo6L5Z2EWzvuDYz9lbo8IP2RqPwO3yN7MvvesJ2+Q/dT1GRi6kF/TltRAR6QkkafN5Nx13Xitpi+kej+yRUJl11/BoSJhkYdKyOd6KJkAtuUA9+htoeyEEvzvc7Is5vX0ExbB4pOPhIV5GSaedabE9gpmNja/qm0D/qKR2GlIloMH5Tnh48L1iMSn8UnMejt8fTZkCRNr5HGpfQ27ORwUw9Ot8tpWgNFsWh1K33MzXw85xEKL1Gg31eE7kgZimYrccZmXpocyk3hq0d5eyIvJb5Fe2Y6xqo2xjy3haiiRln5DRxkkQ1dG81P6QHpCBHo+0gT+iRfGFYnLICgIrn5oQ7vb2XC9+jbzKjcJkqXLKWxvIA8m8yHFFjuF2aSejwWzXMVYWObxfy/m+w28uNtHQqwQTuPjefPCp8HWHz55w1vnthueCHnsjfSSM4zytACkwLr++cmw1pTXEzZC7n8lNyAulHPm7u8bGABNW7XpnG8uz+n4b6xKzH32EyENYL5b35OYoMcxF2UVsDDt87FczI/ZLPzaFS4LhlIr6pMnvxiPG6rCF+UhdiTPaqpTmihPrqdFrONwvR6PJI1y0e9EUjeIR+r3Y7FMvxoBr1aYolrFb2I/gr7PBlKVKS1XI1p4HGWzlzG+91C4RwqezsRLRXM/WQBg0+N6HhJQ1Qtj8+9PSj3b/IZBxd9I8ZchG7j13xcR0Jvf7xecV08le6BrNkziWHKFylumkBR/4X07J5Hve1d+nvk9CxiKTsyDlNm6b8qwE98V7dZXX1i4ldqm9R1gfWwtrtpbpQXm1qj4ILuhQzXjaWy/Rn65e3mVq+gt/PtL7A1+WFntSNsrNhsQyd5Q0fxdWPfMPA5gexeS4nThzKQhju4fL3jtAl8P6sM0SMsbQK+NRfmocA48K6PSfnNw26OYtwDsegj/d6Dc9WjoO0IBSnBMPYrSnLp0yLHqizufogSiSlTLs43v2T8szKTo1QUCmbcpiCth4LSCBUrR0ZwRb0M4VxZMZJ5x+4kxVDHuvHzfA/w/P0R1Ne6JAW4MSaF9QFpkDrXVVSAf7v8HdJiZKI3SQE+5LVkegWb+OR4IqL98c0JKWXc9vL7Uh3+/rGE8TmLMOiD4d2+6t/+wOecOOkXtKe9cD3j754q/Rx526c01LZic4YaVSShQ6Wk4qUpVEiCmNgVcu3F8RKtlXUmD31G+dKMCKTldcexvSfb2y3YcFFqaKZBY0UlKOlpiWVcQzpT6nuRZYnqmL9ulZuW+EZOjjrEsYl7WV9wIbtPn4/VKQsh6Xora0fvoXXdafK+PIwgShSBpCI+Yh+TFc8l+0AnWxVr84bzxVciEiE4POLKGUdJTWtFmaDBeGOnONbQpS3PifoY8p57iYpeRj6rTuTV1M3YvPG5ubb19Jv67wrw6dn2lN5eBVh8Z9YYWQEWyz8rRZSF0psyRcHRZY2cMJvQRGzGELM8bK2+G3obk1PDK0F1wnbE/0ThZKPuJWoU/TreIe6gA11LGOhewuaSHMzPv4bR6ieXCDFCdXYSiG/yXhPvdalceJJqodcZDDEN2CNbOaJScFQHvU/2oc+JnsTWxYblgfnxtiWcGCgqhwpUbiUvJR4hR9MkpXJaqXkXt0IXkFdW3hliPflMdc6lx/L3iFwuW96FuBbsr/zSwf48dXk8WytcmFOfCviugK3hein2Vywzzteg9SKBfJ3jLtlB818y4uVsnUbyof5fFOD8kgpJkdrgiyUV4I2sVSxNDkafiONy/eTpXD3xOBrJABxa9j11J78+Xcn+zw5zaoXfGCfeKRJibfh8Jka9Jizb6iLTetYmBKf/CfxCZ1hz4N9qu5O4vCYSj9cSUW31eoXljcilVeHSqbBFG6juH0djRgT2KH1AzHHneGP/MaVwGog5NYPRykRuNAV7avx167Q7CnDbCxvYd7watVLJPV9MZdCRdZw/3IIhPTx6w9Os5/L5p4JkENl4Lguvc2p7MetWGWm1cVsxjSMu+FcFWPUHrT2PDDIHyhmiMtXrglaePN+MKNh2Lul7VUz6Q6D0mzxOLmrFYpeNLQn2dDyjZCLG3vtexNQistyHP/XOuEUYqkt6v9gEZWwlCZpaZhXOIH5cNWknskN5QzofMCoN5AyFr5413gAAIABJREFU9F6g8eeAF1TtOE1ncEbkYy89gHtbEUKkG88gO0KGAyHTD8EWF3zsqZfQN4QSSPravWPTT5T2W0LV+MO0/dwXtzeFjU9x9ZFcifd3xQTt6wUR9tygmdFJEfPqwm4VnuPDiLvISPmQGtHLgdG1i/N+ldnx9/aTYyYLj7Xg3tL8/6UA+9Ig+WRJ8b0qrZWIlArOCgMkBbiz4ubrB4VVRfqiDL5e/SlqL6JOlIDqvFBoyZDoG+8AG3FpTSV1bc1U315D7Z0iyWXwnPCtUXF+O5ePkJRP3y2ikfhEw0D2VY1lsjKPzzI+QR2RhEof7WVq91pGOrJyeAULQYFTlME9btbbXTR3heDsXY5mgmzEc+7KxnNMzuoi8Z7sUNLTGd6QHOg91roFEu0unr34Kk6Y5JAf0fvbdG2+lEbNV0xbu6E7Ey01bdofazBZZMjykNnryRhxkk2nenNvpV/RFRXgwUnp9Hon6V8UYCYaGrT8GeFGL6YnUyhIOvkn+iYvU3voEqZwmYaPPSvCErQ9fVNfyQssjstB6zwa3HLaH1+xaYqoMy8KeavY84VRaUx+4CJiz4opCaGndi9jzItZUzWCVneoQVqch3qlA8waaiYlcvDSIZgtTZhqm4jJreGa2m+IRTb0i2S3DZoEVibOYVv0FOKOVpPz8zGS9wVzPHVsEwJU6o38liKnCvOVzOtaiR0cHEISaAKNar8Us102RLixUxf1CwZrMtaaWsoX/8pZ+1ka3cHJsyIx8anlMQrjjqOfFiYVoAC1DyewuF8tTrXgVYCNGLRPnVsB/qzhzUM7DC8MEhXgbnnywSBOPvsDUXjO69oLfLyujItKbHRPb4d2FWseSKSo1GdO9HdGYfKt1EWNkS440irJm/gBMXYt77/4EyabVzAXYH/ubp5+5BM020+jbJc7T1R+neN7Q5SYl1WB3qblhY9nEF9+BpeyLcBq5Bdsdwwp4ExGHS1mKzEtRtKqomSlWFAw5HgaMc2yl1tuaOj5oXdmkNw2EY0Qyeu3f8v60QdCbhMnrqnhLA9//QTj9l/YES8svvKt259j30BfALyAvkUIJr4KmNYpgxxc+XZwMvmCmkROWidTsTdPyv+72/o8hhFT2LTnHm4cV4kZP1tnzabZaIbs+FcF+PHv6nZpqk+M/FodkH7J66lxewTEOGBfGNTweAuJiix6ZH+F6a8lPJYhQyY2PbsiZEFuWNxO8eVOBjQl03b6cRrcwd4K38bbq99G4pV+avpOtsSOtRMoL4ueum+vLqPmpLduXcRsBg5OV17gjBEGLn8nmYgE1TmiB/3NE+th8bSyI3pXEPulL+7Xd+cbuZs7oEyNrhKmxr0BDq9XShAJ2TK49YUyqf8eGJ/Ig5ZGzF5I4tX/PEteWwY3Za3j0ewl0pQsL+7G/Cfk5ztDoIP7TP4rWW1m8aUfkRUve6GDFGBvJbP6+GNEffWe/finZPQt5O8fz2IWxjN6yOMhYyteEGOBb7nvc1qaZKFPoVQy/dUbGXPrxVDXQuLDKyiqE/Obhq578YDzROo48fh4L2A/9BP1rggs8W1okitJjKoixiTmeBVIKJWVy7r0SuJLk+l5qK/0d1tMKw6dg8Zk+ZAXf/eVT1Y/Q22z/JyvNmv7b8P9xWbq91UgBYx34TNxX/4PCqO854h5fxfOd9PY4kdriPth1uAkLpvgVygNNyajSjg3SkZ8X/HCh2g/k42tZy/+09DER9385Dr/VwX4r3nyYZ8xuoCbvQpwSd7VlJ6+xiukg6XBzR/73aCwYE55AYV4+HUqscosjl8qPhNeeC72fIUNmS38N+0X2BSiUOGfgROcb5Lu2cOnlQPo9dYjpPqY1Ttb/zs8weHl9LAKszTRgpEd0iXfli1CnQw2vnzweypTq0lSCLwYv5dEldzO7Zr/cFYpc1MElgTPKSa5XsMs6Mm584AsBIpC2V0bcY/371umj1LQRa1FF7m243ExF2Zr+asSD0FWipKRuWqZq8Dr6BaJxzyl/6F1h4CYr76sUZ4XogJs7F/WMVaByqIIgf7uajEGWIZAix7gzlDag6YS7ukfnLdcnN0j+w1idG4sFww4iyIwD7J3jFxnEvmkYjKn0itYdsv6kGEelpvE1y+GieP2tvhD9d9sT9kAAURq5zIUhnS2L/40BErt9UgFTIdwMOnA9ykcJmJPX4HJo2d+VF9UXbkQAx8SBFZvL2buezukqynxEVzw3WTuWvs5Pa/q2nBVsF/Lf38L9Tz4Xv31oHTi0mVj8Uvv/kPOfTf8qwKsXalq7364vynw4PF5E3/K1bOhe/g95NL31bS/cYrmPBv5m2TDnNKtIK7/TDw6jewFPvR6GGVHvFNWlKTUSG6HP71LYh59GsxcvvtaDPfvJutgf7lpnQc33AGd2hOyB0BUGOZmUz51uY8iqAMhi/6XxJ56AX1D6Jp0emwsKXsWS/+tWLpX0/p1Dq4q0zk9vqFzLWi2UKe7AZShFNviHi7UpZBqdZF3b/Ac6L0rEZoUlCaL6Vpg6+8VpFS6gxXgGDujRrfQUK9h1+7oDuNRZw9wYB7gwJqZMwqpUnRn5839cEc4aZolhwJ1LpG/d+fq3Ue56bg/T24HIVYXjRdUagpa2mhszSfv93w8UYGGseDBFVxKnJtyEc56szxI4++zSipIdTUT7WxHr1DSQ6sFjRGlWo9Zpabc7cHj8dCqUFDk8uBzeXW1htUTjqPq7XeMifl+fQrweQdhaNO/IDmkg1wg2eLGEqHllskPdOxltuwm2icEKGYOJTG/9ELpUJFSVsHY7V4WZq2Hac9/jkvvYNaOsZxx+ePP/08KcKOWP01u9LGy8qVrLCbp1Koup6PmSCLz8n7GogjlEhg/KJ57r5DlYasngR3t74ecxY3GNbTrQ4n4winBObqtDI34g5OtWRxv7cTQG3jIev+txI1e5cCktCJGkojpJK06HR6FkjaFEYdSi7bFjtruzyXfWVIQMHLMrGZzvHcMvO7n2GF2Mq8JZYb3zZHo9suJsPuyhYBNfRyn0huS9/UiLC31nLAF6xFiP93pmc7Aqu5Yby9AaQyVN11lKlYt01Ngkr/tg0D/qwf4taY78k/pfu4557EemJr8rnh3H42UE7ir0tRyhGl2f0VcJ018/mAogYVLaeRgz9dxqTVckZHMM8OeItZYzk1L72fa1quCMMtv3fUJf43bh+JsHUqnG3dmPIJRTLsSCI+C2/64hGkboqk3yGk7zrmBd/o9VOjykewoSHdNwdSaiUdQ8dy9X7N9mB/e6ifiEHOAt/H6q4/T/8xgWQkXu0GABXfN5dCAYIv96N8s9DzohTMEpEAVH5nxTgOiEuxrgC/90dqiOaTXfSA1bX3MFlTRB6n1/MlV8TJJklgUNj11f92GctxKJvwYh8VZEBR/FQiBfuLbuiZ1zYmoIAU4YGCbGxzYLPKmmarQc19jO+oLdnDo7y/5oLecY7WzB1i819LNxW/72yUo9OQ8N7vq7vF2h7yhdhgplVqyBm4l2ZUcJL78L4pwQ7GTnZ80cOavdmwtMgTUt2d3hnx0HtvIbmouezOJjOGhqV/Odebb3Va2xASz+CXYTMwuGozeLVtPD8ZUsCFFjj9xCnZinlhG/w+DN8RJF2UyYFIJLRol8y6J5+kyGY5Ybolj6vYF0r+XjHqBPpGyl3XBEzrKimVFbdiCjdRp1axrzgtr5Bfrn6iK4NfLPvYqwALvPHCl3wPsHd/ElESM5mAW0ow+Bcx+4jO2/FDOmdODufPaeahEa3+Y0txiY+rVryN4Y3VFQeLBja+R2j8T7cbjRH53iOIaL1V+CBQaWs9LJm9mP5llPUBpCPyUTdBwqL0XxZoIMpPOMLLPJq8yLPmMu7RoiyRXuw5P5kjhKJrd/r2qn7mV5w274P11WOvEXKLBGpT0Ru9E8ow/AqleI5QgoCx5nFc/+TGoJ8Q23/pQBSah2M9Yr1NguCM1gEgntPPE2N+qpVdhy3TwQHM/TppOsyXKz2zc37GenHAQaAF6DKzk+vv+5Olt4+rOXGuLFz3APgXYB4EWv2izJISwQf+9z0Vtowdj8puoNKFQWbH93w69lUtSA1E+/n62Uc1ZzzdSzzsURpZrPu5IiyR+0yjUMcMhx55/2dID9Te3MXJnAMqj0zwI+jNgOMNdD3NeB5GVWYxWfrr1N4qyzzJa38B9UacweeOOwkGfxc/1dG+WoM8KQU32kdcxvivDxoWkRuxv+se6pl1J1reRRHZ7WYKP+4rT1hdbrch2D9PHazDq/Yqc2Emu4iKsxxbgqtPQbFHQaPEq1+X3EHdeiURYFryIBc7uzeTbK+/j2kciC3oO0vf0KcCHrS/SB396jBmDFlKh98OYxbkYoTdyxYQLubjKRNyc8GzFDbv68PqAbHZ/cJC81cUhSKc3Hh7H1HGhxjFfmzc5z/Jl6o+4jQ3eFRgqAgW2KTzhVXAssbQMO8Gjwz0njY1EeJVC5NnzSRBMPGrugVnxv5EbVtW1c9UjK2m1yOfukBtzuHKAlTkpeRjSfXthqPHn7vkVVLSEz9Hb3W5m4VWyg6C+wcrc+VuZsuB+The289mSNX7PPXCx5m1Ks1q459pLifol2pNckCVt6r657VOAt2RoWTQwfFoyQ7OCm842cuLCWg4tEhVLub5x9lQYJcf99973CqaAcJtwRoq/XWL27ACBMeMgvSuSOW+wkVFVA4isiQ89XzofzL5JIVYhMg4GjIT44Ljm1sRvsStEo5EsELljLLhjWxGNR9t2RnOF+xsMKtnbV2o/wV/Ni6gpOILxlnw8ehdtv/XAeSZWEoXktEv+Dvs3ZJevurbkO2hr7uJuAWJ2J9JyXxpN3YLjB9OORdNkd+BWCdgsbjb8VEo/q5rbIhIxO+S0PCEQaK+L95S73vbogQsM0399QYJAd6UA66IbcMa4WX+jnJqo6Yoi3PEBDglvH+sOxxGxL5GXNy+hX5M/BWKFCIXuMqcNCBotJwpO09yjicLPihAMfk6c0JMJ3EUJOP8aGGJOCt5/O8HPu/AwBK1hcTCSG9BefARE0kvveHrqTThXDZUMj4OOCQyv/R/CGASBaIcbkavuyUlzKDb55ce6G/I6EFviiBsOJGA8KKOaJv21lYRa2YAbNaGM82cspbU4lsuLBlEZ0OJ/U4Bj+nerjLt0To1CwSAxBni5yY3JqwCL7w4Hg+7oIpuSXavb+E0IQAQGDMTChwaTGC0aagQKHTMocFzXoUqItzlVVdREfdyl7FOnjyZz0XhyVomp4BSkaU4yNuJH6hwG/mnoLyaUCwgvCoALBI5458NW2qBDjZRB80dQ0qzLZUXSSZrVXmeP95nYoTYyrmnr0kQZYR1LtFUOvxIED3Z1EQ6VjFBq2LOHhp27OesoocHV2EHsI+4FJgx8ZZ9Lnu4YxquC44J9dTv0awZ/t/kTbUskWNsj0ekfZ8MF13UNgZ7bemFVhXpX0p239w6xQtjujwzrBXbtaeJYaj73aQOFZoHjH8azZXmwIO2Dgvx1WX/66+7AFtnAhu6fE+9Q8eyH75BV5o3rFMCqt3DTB3Npi/BCX7tKniymNvhnBHNW9MblOo1D6U+lFHjQ+DonRNDy4dgFiHR0J94xDL1bXjw7BhxnzZg9bB0aSnMukajYWnhlwWMMyhsmTTDf5luQdpqnn/ATEonvSs53ctE3Ydz14uIJ4/2taIqm3p7Mpq1pZBk30WZPZHePtZzOu5vrJpzFjD/mwHBgGGebhiNMXM4Fn8ZgdZUGpCoQ0Pedzm89Ngtv3LBV+cR39YK6+jhdKcAd6ZC8HbZn5yh2TFnBjubnuE5jZVK0ktqTozj281Mhe+mBp6wceMZOoi2C7GNrOer4Ntx+izVrFrEJ1zPQKrOQBjmLugRyBb+qZJ+N7e/VU7LHGhTr4IPLRKVqSOijYeBVUXQfb0CjE6GhXX8rnMDgcFnZHrMLl8IPSxdh3jcVDpXiT8VSo2/j56xD2FXyPfm2Ldwcvwy32x8zqlHqueclhyT1fNY/itQYF0O8OQV95FeXp+zglf4y1MXSruOJW/1xhaM+2M9+SznHrKGhBb5e0aJm3RVfd3iA37r3SgqOBlu39QY9yRnB+ebE50Uv8M5Vd3Dk5BRuvvwk/XoFIxECe37OvZ9SlCdb+sS+js1I5MH1r2CINqF+Zxmaf8qobQ+GrAQOkLVfAkVzBmILQWwGi79bWgdyyNILBR7io6ow6tpIipHJPaqb0nA49TjdKmqbU4lQt9HmiuiYR2Ksr0dQcH/WWW6z7ubgC9vxOEW+gS42dHHtDs5HyBGFDPkeo2sE77zeRkNLg99rIgicNzmBsTkyk6wsmsvFqcrANXImiaOCocYi7Llm9TSado6S7mvumcbbtSqeS/8raEIPtKyk3dSDLb+HMvMaTHYee+tb5m+b1H7w2jZToAI8ePZupr/p5QIAjm57mNZm+VtiKavxsOOwC7SFmJNEuHtwEVtgcPfizBVXIWU6C2NkqPSspBk5Fi1cPLCJGga6fqaHextFThPfbp/JzK9moXGK8N9gj21wXFgXi923GMMoyL7926l2suClhbiNVj5I2E+iyGngHbtS5XC2agLZceU2m4VypjifQitYSLZcQfJj74BFh6dPOc4btsnMz94iwp93235EazjsN7R5dLRWPC95f5PjlUw8L1QJc5e+RvPGCmltlNRrpVNL6rfCB7jk5RWMuCVUSbU163gz90Uuut5YP2xyRJyoAP/y62bKrW+hDiB42m8u5t5+X3uFGX9M6sh+A7lu5Wx6/fg5hIVCCxz59nK+mWLnz/v+xlJrCYgRk+u396fZ6LSdyaT8A1DgrOOV6D+xxJ8IAE0FGzd9KyJsvt4wM+/c2pZ3JgoqzKWj0Tf0or/GzO2mdNT/k+cXSqpauOulv6S0R2IxmHU89GQK19n2kDhZVNoChUHxDvnvs5tjeGCdP51d56pfkxDLDSNl79Evf5xk47YSprzxCKfzG6XY7Q32RzvSIIks0IUpjTx4w+UkLepGdLlM2iMVAdLTrQwY2MapOBWvjw5Ovxf43Zt+V9N6RTF7TzXRXCxmVhVQu1VEDb5SygksMkL32zUPheBT6EJPtHY8bHbZCUqKlnEQXa9SbkgYTt+95xFbJsfW/0/wqMAKivu5+FwYndOtc7B21B+sbjmBzeEhXZvLkIhLsLhb+Mv6JX0TktCMrMNdbaB1cW+wasOy8ofbnQI5XeQ+FUAbS6P5DtzWTueQr9tboplUeIyVT8tEYoHFfNqAy2vvaqy1s31FJWMajMyKjUHvkc/ksDHAYro3Z63nsUMXqkQFeObXaRNb/grv0VdobERlFbJv5FCKe2ThirPRfKXfGOprp9KuJGp5DwYWVfHSDpm4SSxWJdRpxRSbnTo7YMjF4ThWmIfD5CD/hwKcycGKfscE9A6Y0KbDuSUXoVJO7xhEYNcpdvpcSLuO57RO1KPygry+4m+evG64dvWWlN9+xz2MqRE96IHZHjrFlXrbrPYIJNvdLJ5wHkti5XSgYnMtw2qwDfLLWuK12O97S97fhOpaJm3ye8/HzfuF+MQqak/kML462Ggz0xKFOi1BgkC7atM6jO1Sey5dT8zAVFvsZXOqFQpFpqQAx9oxmfyIKl1zOYnH5bO/Y1QCh2dfLM8VLwnrBR7TP5b7Z2Z3yOyHrY9R6w4OFayMeh+3sj5ofQWOkUupoETTnRk3XozGLu/jIiR6oGk9Ba0xFLSl4A44S7oMUQpZEb5F4x8XDwYcqmT2x8CBSFkuCKxY5nUtxAy2ew2c8kgFnglKQU9Koy/UD2yq0zhUJUQqW1Cc3sOBNadweVwcsR0P2KFlBWsmkzhvdza6uVVhc/86z2j4uKE37uO+eske4OyNcQhR/2HDhbMp82R0OOeCVtB9bX2s5vx6vUiC1RkrJRjBOd2Ee4gOIU6F8qAdzUYrtsZmSoc0MahfLDkJAYKzG5bdH0dlvhhfFLwxCmqBfc8mcMPBr/kwZSklyWtIa4rhzflfo3fqO+5vM7Zy68KnJSW4K6tyYOeL3uAbVo2hVr+PZm0+YvJ3eaV4xdQOgiQBpaBB644lwpWK2m0k1inn+j2TWs6Si7ayaehBbDpvzGKYXV1jaeSNV5+jb2H/oElp19i476Vrg+J+9c1upr/fHpb1WazeBY830/cSv5fB5tRQ3hjD+orbSS1/Q6r/JuELYs5L5Oz+O5k2MhhWEPP9LRwaoie92yH6/lCMWwhWtGMyZ/Ntzp+oWHG+R/BsqsvfyeqYrvM7N9Q4cDpkDeWp/F5Ms+jYOudGjm4/wRs9lRhUCg5+9QpNxQP8ir83vmjZ7lYaBrql1ECtp/5LoyeYkMs3ju39H8NsHMlwy/D/RZzpalnSWuuiqcRF8T/tRKdqiO+tJTpdgyFK3gTCKbZdvizgBw8edkT8g0WEhgRcv6VgmKTgi0WM3xRjf0UlWPxOq7uanCu+J32jV3jyHlAzr48jNacRcV/KmdOdv4+VohWgxWlg6rb5tLpMrBk3l1SjvJEvXaRh02pZuI7MHka/hz7jj6aTNLrDG1B81dt59cckR8n9/eot11CWHxq7n9Y9FXWQsQqSMspxGXMpOj0Mvc7FC/ft7goRy5btJ5n73M9exU8WwvtcOJibf3hM6ifbh98Ts7WN2pbaDstd51hbt0FN2ZX9qO+X0ImwLEDgtnVjZbOcqiPIONlJbA0UYVP0NuakVPJIz0Iaj9ZSujKfmt0+QobAmF/vAe/z/A4sgH6yhV2cn5HCKPasHcyyzSJ7ox+CO+K6EQxPWBh2+hRW/kmb5UJ08WXoYyuIjNmMu8EsQZ59xalUcXlsNhpVIb/H+VldDTolvWqWcLTkgrBjJj7/7Cef8+W2S9y7r7SqkjZndXiAb172CRnD/dbOprp+nNjl51oQn/1zmxOLTcCQ/CbqAC+w7FmRh8nQPotjV2diVIcXQArcn+BUyFbeUuUI9qjvlODQgftyuns3o9wf4/TYWVA2lMHfXE+/432ClOCOzugEAQjrUAijALebLGyevJ0Dww8zLK6Eu6MKMUkGKv8qXa79iHaFn6NAZK3OcO9kuPsrSfnVEkvf+WtQnk6VlF/H034Dgli/dWd1zN6+FZ15i3f+yd4Pqzfvr3jx4lEaYrykgL42iciI9r/uxl6upcWqpLHd6/21ptJWMZM71y0kOTe8EevltAX0G6VzXn5PlEZUgE8tzme9/dEQheLenG84ECnGe/pLt4hoHv3neXr/+BmK6GD2TvkuAU+zgaV/XsO6gUWseXBTyBxOiTfy2zuXEWHs+lyoczfyZms15b1W4ooI5kPwrZ2ulN/Q8zvczixfE+9VOkyo25OIqByKxmFmij6Bafpzc5EENqqkspXZT66WPL8+o+jMubncX7iaPvf0kHgJgou/Pve9Vk1pa6hHTt6LBP6Y7hee5762FW2qgYGz72Tz3hOs3LKHv62PMUaQ1/3Furc5ElPOvDtnk/V+L3StwTHHo0c1EhMrq6R3TYvE2UX6l7hGBc99pmTV6/kc+K0Fu7d6+rhemDJkYdnQWiJ5ghWCM2wKK7GFTjz843bQ7M2hKy7OHjfso1uPVvqU9iT9ZDaZh3LD7nFhL3Y2VnX2GHuX5WljMW90XxR0HkelKMgcosZxOgb79lQ8zcEKo8+4eG68QWit7N1fpqVSTCUZSnwleqG1h/vALTo6kf2itahR5fmdNqcPNJN3oJELq81clRDVAbkfOLCVtDQbbpeCdev9/AmnnPU8evB8xWW/vHDo0ieyBjkqwrOTq3Q2IjMLcajVrJ4+DadOgyO9jZaL/V5eX5u1eVFEbE1h3s4/GF7jh0o3qxS0arzpAwPk28DecLrdnDxbgDWhnTNLighIfyqfdF6PbOAzngYTzs250BCYPqjrHODh9m1F37NoRhaB2hWgpAs4j2Tg3pON2uYhd2Mrww0Z4dMdhXlpvNVJbbqe/w71Exq6xdjf2WdAPLO8RVVtIHqljGYZtnsf3Yvks7Gxt5lb731FOu/e3jqRLzzBY/NscxKFiR4yPumDJ2BiiOtdc/EqIodkEXv5nGZQRNWcieb4gDo06mCjQuLxZehbfOmkOu0uDgWb/qxjNbtDJqxOo+CbeX5CLpEQa7d1QVBaJJeyiaqoD0EhE9qF14eg3mSm3xuXkLErwNAmIbVKUTn24RTE0D8vc3sQuVgYAstOBha3oKFWG8eJaBWnTAW4Jf3KT3KpMnjodU8Lxk7GlqCdXlCQ3Pwf1J4YaSxcykYsmn3Eq+qY4PmDhR+143QpqHPWUeoMRqyJiVkXlN6LNbMawwwvmq/TMVL/cQxfm1tROf3onc+em0fPf7ScjH6bvKkXdc0CfS4FuKsd0Rplo3ZAM5YpPbhOFRwz47Yq+Oa6BBztoSyZjl5W2j9Uc8kn25iX8SktiRuItBm47df/MvbAhR1WyMbIBp594h3ye9aGQjRCPHoCJpuemBYzUW0mRh7Pwdhqp8XUTGaphsY4I5YIHZVxDRSmVJLYFI3ZYqA0oZa8rFLsGjF/WrD1K9zBPmPFeVyz+mpiWuODNCxxUr74wH85lS2nD5EWT4uDGe/bu1R+xftuX16DyADtK6L3t9Eey5Z/skjTbiGveRrlua9wunY+t2avCIJaqquTSXjvMXZdn+9VgAtxC8GHd3TqNXwzeLWgdf9xwf+iANusbprr5Qk0pSaRb48OpuDiV/g4aQmDSmokMixbQyI73/0iRMO0Rwt8XyELyvrWcgxH50vB7XLxQ3E8hgTaBjxNNKkMtQ5D1UWOv87zriuF9t8U3f/Lc27BzZ6IvbSq/F528flLy/tKir2vbEoqYG+8/9Da0fo5jyaKsHdve/8fa98BJkWVtf1W59yTcx5mYMhRcgaJIgZEzKioGFeFxRVFWXVVwLBiwoyiqCA555wzQ2YGJuee0DlV/c9zL1W9AAAgAElEQVSt6u7q6q4exv3+++w+Mt3VVbduOPe8J7yHYZCZ3AWTnr+IFjmFh0cnoyucmFlJLNMUZp+dgS01fTA8/iw+68ExhZNaxq89oYTNyh2BfwcALx31J4ZkcgI2EgDWGXSISxYhPTKko8Xcnv3t4J4VmDhMqGQHz8OCLzdj9V9CT9aMVW8gpz+Xn2v4ah+Y/ddQ3Ug8Yf5ION4I5TdIedVyXH20B2wpXDhcsLw9V5WO3ZI+vn0knqrvv/XIuHr83OMsqveXoWpXCRoL60G7goSzf/UFW7J9HaPzS4FePDmQgk5CqvUrvPzRbFgdvhAbhsGAGWPRN389XGUnQpckGs1TUF7HRztImUZo4aufF3R1RXQCvnap8H76vgD5Ffm6LQD4yTkrsausl2fPZKcsGADP2PYpkjoGgyoGO3/8Eep4XtE+dM6DshoaDGWDLuUtLheYEbLaMl4lpsXOwidDxMM+ST/L6RUw43pAuT4lfQiXZHcKxkPOWDDUvQiJzAVcculx/K/H0HvNhHCDSisb1q//+P/rldCoSarFkcEncH7ASdylLcdEbUUg3DlUCAWXbSJ1fke730I0wylCMkaDDtu/h+y3wYDSCcenPwdIr8j3pS1S9F17AzAK6+7SXjUsFe+z51JqvASDu4t4f+sOoXn9ryBVnEjtX7/3190GAPzN7S9AxWR5p82JlrYGgIkX+NmOP4atwaF1w/DCvVoox/KWb/4ibrAd2zvhW0V3LNu0BeUiRJUp8Vqs+ngiNOrIjPgMPFhsuYFCTTEsaYdBK6w+Y1g4cVWw5T8CLhIaKBkJlE1ZUFf2hMLNKeCpUiWe0KQgTioeHhw2EMQI5/Tg4blbccXHek1OnT5T2mGO+hS6j1JDkxmpbBmDk78n4u2zx8Vuy37WR2LEG+O5vlwpMmHR18eR3DlGAICP2eeiKzLYZdle9TqaDA68/vQ0ZC1uByUpqxjUBg00wWDkFOk1+UqszQ/PWfVf/uhfMsTENWP3gDIUbePzCRVRWdBnc1EfLAg+/jYJegxp/Ay4wOCQ14kmmhh2AIncg4I5O6FS0MitzEJKRQbaHekGdUjNYk4Y3yJEK/T7oL+f6PR24OedYjPhqNTCU6EDyUXl7s2dEaGezcimEt8rBgMmTTs0SMaA8REuBneZXMaU5SAzsxIXx3NnXXAzXtXC5Uv/Ip/vXVWJFpMrDAAPGtQIg4EzWhzYH40WMycLLjtMOFmq6dGyZNNPrQFgcq0uuRRyvQU3sjNxoi9nwIhEiEXq2UYXyfHD5m8gZ3j/vUkmgY2A4NYaQyg6TChzVuP658VwtOfS7MLBLz/KrKe2MgZMSRy815IDHAmBx4QAVCrZBEmMBTDYQMm9kOQJq7jQ9XqW9ArV0dBVOdFxYyM6ZuaypUUjtqBJl3lpJLlovHv7BJzW8PNmHlUGVybvDCI/MWzIgqJGjfxLV9DtDNHDOYCW/Y8j6JZ5FM5mIwad6glzCJoIAODFXUATYlN/YxhIJ/+OzPSeoEYPt1Bx8bpIAFhbewmxRSGlFYNesLHGhfcO7Ah7ZTLe9wxNw71DSQgz10zejjhlnye41iWtQp3+JzASceOc/2I3IR2VZaDv+wOQdprz6Ae+63QAybZrYK5pYPURZbHT6beE+x0OQX/fUCuxJbEFHkkQ4A8odiTgwovksTZEdXJCwhojwsNAWMDulSHO+ghUHh95GbywyvchRlaNu4wb8eGnZjQ2MvAyHlxyXIUnKFaFYKnJ3iHoUZoJ7SwSlRe+coj3t+TnWKzLFhJ1BQPgC+PGoZ7mjQOC27xg69iiuVqrn7iQiyW/ZSMkJEYnaro2gYpX4o7bQj1UDEoOqrDxLeEk+O9rnmSC4c6h6Lh+IWa1WwCp8STLT/PUr69ixLEJAc+PV+LF+89+igMDrkRkiiT3vJVs5q7xCVl/6IfvV7d6W8rrRlK1AbO/ehIFRT7CiCD3E+nj4of+g8O9+Q0gt3hw//u2iB0joPeujxsQk0MWFtf7RqsGJqsOZ6u7Q1a2E06PDgcMyxHXToXVux7E3DFCuvWY72ZCWZzLAuCEzMPo/mNdWB1gY9ZU/NB5O6PyrBhB0/TuxqJjWB/deu1Ec7MHpCyS0S3DzmP9ESu1YPGsB1C24zLmJniRrqJwbeMTKD8yKWyZXH3QhX3fcmsh3kIh6uKXqPEQQMCPMpkHryYNts6zIZMa0dvWBwYv51n9O2D1lmv0b15AMzT2MzvgjOL7anSpMKm8I5LtPEthjcqCpbkcGCLvUmhbj/6za9D5Bz7kRsIo8NgsBbTRNtw5PgXnEpTYcr4ceg+NFo8aQ3Z/ChpSLO6+GEMTuDD7wzuj8esSXsD9HQD86aDNuLM9J2AXzbwLReeFYT7+ocjMI5ZX4cHpZdSwSnh2zuemnUVGcjiBgf8edz/zDaqu8RY6bZwBjy9/DSmdOWbH6CWHIT1YjJrGKtjcxIvOexYDrI4+hceWrEdtv3SYenIh28ZLtchdfp5ViJxpCYBMgQuZnRAjt0HmcEBS3YQESwPkHheYekv4golUCov1evDAjx59EoglWXGc8i6Bhqv5+/uqQNAIuXlcbjKmf9QP9p2zRcmiLpXcgMfrE6qMBxochQx2Qb8Id7wxrRvusd7Ed8lCEM0B4JW4UDEUpVeEllv/eE97Zj2OO7t6t423SrOP5WDzi5zB7OEVS5DVnwB4Xhj99cpcJI/gy1zUNzPYeYwDtoQRWhWBEdppHgrTg7wlWmzrVNB/wQzO0ElygjfIP4Kdigvbs/08XyDXSzyNFKqr0nFx6XOIO98Jci8peRFWPYE/0Hybn7B6N8TXo6bnWcSO/wv1KhpZMiv6qsTC84USg4Rp7/WFQA91LUA0OHI2HbKRLrkfin/fA8n1ZLj+tRp0SAmhXn+6UCFfIsj7Je8anPs7cZAcWrXwxKAtXnjLp8N82IBGmxTNNl6++gHwExs/Q0o3cQ/Bz1NmwFPfnn54boykoqYBZ5ZeEPUAk7481fE7nPWVSgueo1k3nsaQn3aAUgUHuQr9aNYtXfFpbh6+nrkCtDs8LDI/Kxp/LhgPSQRPJCfvaOx1XMJ6JwOLtgbWlGPwaPh5ETtjQ7k7giM3iLdX3dAeuhp+zZLnjFbpcYeKMD2HKPmtHPSh4JeVRWl6vPsAjQGqUiSMDE8BCYyhl8ID75SihdQxDqxRfp7VbhkWd0pHfD7nZV/01XFcKTZxAPiBGTh0+jpW7TiAF9wjsNAzFSWoR3v1XMQY9Zjz5FRkfZ0NZYOQ6bZf3ybExHJeHZucwqyRethDWMX9/YtqofDBhwqcnlqNlfVlcNl5z5c2tQdUCe3ZfieUb0PqNcJCzvVdbLgICN7nccDq24xSuRdZjxyHPseEaLMBGbVpiK1MQu6BHlCRdB9/WDS5YfDSDxg4/YZO8e/tEgc+kK5HFB0Ls9JOckbExAvXXxEg3AquFtzHlvYWbPWV4eorAb8V2ZDpVGh6MDzKQWGVQXJNHni1xlonDqzjFOnB1Qbcn2iAzGek5+aMk6dHjhhhMnH3O2ttwsUa9fCWLze+NnZ21hh3BA8wO4RSF6JyOY/u9jEj0RgdBYbUsiWEWIqQ/CC3BNG/t0N2bQPe3L0F0T5SQiI0K5URSiNxA+nzggNujws3a6tQ3bEe5fPL4YkPqZ0aIcWQ8VCgSZiym+SRUmAa9IDRCkliCyiZB1C5hUzpwWR3NjlcuzuzYdVSN4Oco3Z0b9QhSufbA2xUq89wFkEBpxjC+uyFSyXHI2NeCMy1M9MMyyhhvWPV6VhoTyUgqrEJo7fyKUZujRRT3vsYhEz7p8MD8IEr3MhEAPC1FAmyv84AXRPMh0CDevR7dKOGwjy+XwuVmm6oKTbiQocGKBTh8jPlxE+QucVzU0nn9++pxdoG/vwPlpWEEbpjFsdcTdoV56Moc3OVNvzNSUCw4es2wTOrQoGWpjwULOsElUWG60PqcXFCNVw+482Dy2+ix2oXkphmyOukqHbFwi2j4EgFmiqScUbdgMO6yAYWXbYLSaNs0OcKkirE0xdoKRLMM6DwcjopDS9ssuOQS+sx2bABa1fU4MJlbt2XOytQ5+XTkchnOmgwv/hReJ8pg0QvUvGAASzfGnC83oPTScLx9wPgy4r/ovie/iilcwPjKVh2z1s6VWuv1yROWEDqSN0KEnKCymV0sQCYtPajjGivJAeh0N578Cs9zv4lnt9S/kwlOmW8hA6Hn8P6xI3YkvkNC4KHHhmDmb/NEQjewvaFmD/rG5jZvODIYRns3hfZ0G3/LFidJHX3nJi4uQCPr3wJSrJ5/IeBb4jIfV+b9TRK0vkQFbndi8kLrVAGkYMJVjKAcfMbkT2Qz11rsatQZzbAzSixZ28SUrSncKbxSdR0eBbrTt+NT+8Qhp0pruUj9sen2NvWTwQqe36KET/EwOYWeu/kBeOxrMsFWtfyw0jiAW4uu4Y16ubWa+qRcglVDKppJ+6rSsHii51xpc9yfN//v0g+cROzMqVsPeCDH/4E2ht+oOxbYsOVh7kQ8lHVeWgsW4jrbo4YipsH0ii443rDlv80+3eKOwUFjgK23A13HdeClaWQoQ8d0v/T38TydEp3Bo1SnmjGX+c3+MaFUdXYlMqx03kYDwpt6xC3uRJTHjoDxs/0x1C4+6EYpHYwYUnnKLzeLx4fFNdhQiO3Of25v7m6Cqwe8Db3nnQqZj9hgc3K55b4AfCW5quo8YjXmvP37Z3eJ/BQN678ys4/umLl4nC2TfJdbGIs9FHhJHV2dISbSmEHPtrowKzHTkEWFF4UPAYl5SZMf+k72JusgYOWyIN7//sUek8dyl4a9dtp6HYXo8nSiOrGKt++EQ+xJXNNq2RwRqmgqfK9p5/ZjB2ckMJ2oW7Cts48eRApdTS4EIjmBaWKycH5XUOxcjvP+EsUiCHPT8Somb1Rs2SM7wlC63lN41zUNs7lvmM80OEIJAi30J5KbodfrDRO6q5jV5SwHA0BwLqjO2ExdMS1s+KlXcZP2oirMZ3dqyc3yAdXd8Ifd3vhdfoBMMkf46MrCJhS5/dFan9+jv1kWKSbmsQFkCrCgRhDK/B82qt4o7dYvhj3il44UOz9Cl7fOjcjDvsUc9BEhZMoPeicEjYrTXtHo+lkX5jLs+D2yuD2yKFyyUHJ3XDF1cPZ4RIycy4iuctJSLVcmTBRbfaW8UDCRyssSciRPAX5sqHwdikBPZAjrQtui89ReOfqMkgV4WRh1trnQTvbBZifQ39r23IAtGQpXBVKlJvk8ATVtPEDYM5YIcz189+HA8AdPA/PjWbdIts+OoiNtn+IKjrvZK/BhgQf6WNQR8jZtCT+YcS+xtW7DZeg3GfmfR3xWloS1jy+nU8PCjjgGIwdmIUPXx4EyS10AAtjRrO3Aasdblz1uOHUVcKpqYErtgi03AbGxxztB78Bec5IIXMYoGjKhLamBz+Tvj09UCHDJFUs1JJwluHWtvlvmy/j/e+OC881CYU3ntNjvLkQmdN5xUfsPicKHZj/q/CMDS59dN+1jrj/mWZI1V629NEf67ha4QQA93roMVwobmTZu4d487HN9Sr2UVdwu+pjZKYk4tlpdyDrhwwofTmW/ufzYIpb57fyAt+/ToZhR6X4fEohSiqEDgdj/ljINFHsmskq/BLRtcST3dqJyaCO8bB1WxtY0MkgNtaGlOlHIY3mZVjO5Xx0PdgX6RUhrLJigxjBOHHcXoXNBp5I9Fbi+n8BwUzyFJgsSWA8QvnLSkaXCnRRLzhesIIWSc01VKrhquW326GN1Wio4u7TvSIajyUpoKY4PScSAD7aaEFxo3x44xcbx46cnz5HelUREaiQ4c6/cyvqL6ejNiEOe0YM5VKIQhmNfQOlJKHQ+1OQUAHMP/InEqQc+CPRJlUasXxgcSujzWFHtacOV++5gfqpJpB0REYq1KVDZa6Y3uyfv9DvvNeS4DmVA0rnYIEv5aaRecyKrrVqJERF2M8h6TCc6OL6H+v0QE0Dn/Ubjb1JXdivxMoeyao0MGzKZMdw9JYdiGri68JH5VVh2LN/wHEjC+Nu5gjIr/zv8WpLAuyJ0YjfWQrHId6pI4mqgX3KdvR13wbzuL41VFpGYkW5HmdTLTDow8/5+CuboDaJy3i/RD6z2YplNpJew+W1+rFWQpQC787oAl1QBM4l5xOocI0EQ3E6MXk/k3Y9bIoTYWtL/KRk4JVI4JDJ0aA3wKQ1wKqMHGVCniG54YFqXiMoG29gC96vhOAqpqcjDPgGXyPsC4W4lsegdGexapxLUskyPpM2LWoFzhypx4ZtnM7R5GnCDRef0kU+i5fG4aWWe0Dl10LZL5xJ279cml6Iw4pOJlh8JSz9/fED4DM3tkE9pxq7KT73X4ByZ1gzLsZcsxZMXJgpWhdQILTYakIMXAYeAMvlDIaNkULNCMPoSM3NZY8kwFwdYvXzjW/TwGbk9X8JOdcew5GoY/gpdyHkMhf6nhiGmX/Mhsrps0AS1kVjHb69/xsc6nMWLiLsfT7htlgI26pK+RcqaBpjdnTHg2vuQYIv9FXgvSAx7DIPXn/lGZSm8UqtykpjzJdW6JuElorg3w54qgXd7+MZHclOKDfFwOmRY0PhZGTbv2e9v9sU63HV/Qsy0o5icor/GQykdQlI+GROYEoIAK7utBjDfouBzSXMuyUs0L/1vuHR1nw5mniAm8qvYa2mpVUfPxmrTlU67PZZYm6vi8cPFzrhz6dewoFT6/BYLI0BRglqzg/CxT+DSuf4yMBIx7b9ZUXZeG4t9KlPR3zpYZx0fg47Q6w7fus0AzquP6z5TwTeJc4Th7SWBCTIODAQCoQF69D3R1u8/7zQDj+XKiUVKNLcgF1iZ59HyK7uLu2MDJuQofC6vgGrMrgQd9IOmJdAcbMJL/W9CobhiK6U0hg8+LKb9fx6KAb5D+Wgm82BL4o4NsLjpvZ44sQs6GQ2rOg3H6nqBtDQ4viOAfjlW65ch7/9HQD8TK4Zc4ZxYPrqqRR88uJksaFi+5jVgdTA89X/JFexXlMJzBgCSLjQpF4da3DfWPESDeT70iYXvth1Bvu+4BmvieLSa+pQFgiTGU6aswkykx0OpwM364TAL7AfQlyCgbkM/lxoUwtMYHCNQNF/E68vFcRC3vEGmC6EwdmPrSgomHT89mUWrpYSzybvIY7PScbMn8ej4Q9+bXILkluRpbU/odnKsQiTpmSuQAk+JN7/uU2uRFVmB/xc04yPkg+gKbgEmS8EWn96P5rluSgq5GsTBk/e8CGbUJHd2fbXXfUaAoA3v+hFY1EwAOavJmDq5qFcdFqSh2RfGJHFxmDjQTe7tqXK69AmfB62Nogy47b0xZFxI5EXHRkEkx8W09/ABd7YeU56H87LeMCrZWox2cXna4krUWJSm12MQX1rq9QWz2kjN4rdfx/Slr8HyqmE+76D8I4LV8QbHBLkr94FhVbI3E9+77L2hNP0CEjE3qTBCsgIGSyxx/h66rrmgKHjg6j6KRFWixS1LcIQ4rYCYGdNe+dj82JY9fzIt2ewvGYGL/yCRmRD/Gn8O2e1qAGze0VvzHteB/ltkZUwcivzhu6YQ+mx/tM9bLpAaEgkyQn+6s2RyE4l3ppbG8OrUYM67w1cc0pw3S1FNZTwMBK4dFXwKiyQunSQ2mMg8YZXctBQEmTJlMhAM8ZosiGjjOJyK/jTkGVBwO8H358QeB/IJRNnZOOfDTuQ/VQepOpgb4bwnVxuBvfME6/lSeRKtEOND6WdkHR3RYD4yt8dAoBve+RhnLveIgqAs9OS8MzUiRwAriQAlX92MJgi9yNe4Dl9DbBEIMaNM1F49yMFao12fNT1HLxeCr6y6gAlQ1T+KEhZvQjIPvsxohr8Z1XoHAoH8DLtxhWanNUUiPTPbN8Aw5STYNS8d0ffaERaSSaMNbGQlsUg5VIetFIpFBIKSn+Euu8xtFMCV4sCpYp6HI69iBIqMrFipMm+lU4ncD7rO8NsmAanKTx1h8ge5loXOMfJ4WkvXi9bcUMBaTNXGtFU5QABwP5GAPBDiXLoJRxyjgSAD9XbUNIiHd701UYMejt1t+oKqW0dLs5YWUhRGPX2Zzj113AwTin2DBuCuiQu9Nb08BUwQV5g/3tqjiRAfSEWPffJ8VrDIkh9HDcOCqgn9MjBJT1Dn0v+DvIIe2kP6pqbUNtkQv34BtROb4A7zUUsnGAkwYzPQrkaKsfZsW3QsZ5hb0k8mJJ4wMsgpp5B92tyZDo0kEp9er/v3BSLXw0+u9lBIASbLhoamsFnI4Zjj4E3lDXdUwRvFIlhYC8E5ZIianUOpBY5Op6/iE4XLgmWVN/p65GUVoMvzvfC57R42DUBwPLoBCgPX4aDVKTxNWlcOayTD6CfpyfMY/tcotKzCggAPplgR3SMNUwy6qvOIvrGgcgikziWWuQ4tLNZlBW6IFOLNx/tInDgkZzgk/Y3YaF5I3O9dgUcSl+6C1fZVVRKB8+XX4/2SCVoVmlh0unQoDXA658f3zsrP2iC7Hh4ycSork6kTrBCzpbW4ll/g6N7/OPmn0+KkSOx+blAzq9LyoFfQnh1T9RaNNbYsOhLUp4NcNMetuwR4d/xNxWlxGjJAPSuT4L2Sd6oESozaAuFrWv0uOQvPRp0gR8AH7m+H5Ln6nEqimNfD9siT1iTz8Rdc3ebuDCDmwB254kcfkEL2WngQqC5pcggpnMUBmeGCztzpRS/PMJt8NAQOPKZPcWBgsH/QaJtBHvNpvgd2JSzGDq7Dv9Z+DUSTT5GW98s/jH+R6wcvxw2bQwYuYaj+g6ayLaqTVy/hYtHa1Hi3nX9MXHnHdDZdNz3wW5I/8gxwKIn38TxLgdYgUYuSb3gQP9VLvGcX9+aGf+uCdn9/QuMeyG3V4LShjjsj+sF+dpz0CtqcNj6Fsz5/bCtcCbeH0Us07xFJua7Z9nQZ39jAXDnxRj2a+sAmGHo3U1lHABm7xbC8McZ4ziLYO/qKOyz18Ms97Bz9s619niiMgkfDbwP1dajmJclQZyCQvWpEbi0+iWuK0GDSdbDhm1W1AziDtE8cxxGlaRik2VagBzLv0EpiQaWjs/Ca+BzPFS0CjnmTCQyiZD7Dp/Qhf+//k26ScKdqz0lqIxqCHh9CeAdUdUOCXZdmETxUgwWtz8Al5QDBxWu87hW9RdeGdAEhcnHRMgwmDQ1HZldOQ/b/mQVHhmThLUXKhFHmIgB3HtoHq5a0vFMzjo82249N2zOwZjzzDmB95d8Hg6AyYHESbtQ2/4jaRLMH/MPdjUHADA3yb5h8i1iUjS9iwVely+UP2gQiQ/TRvEswncMK8agnuRdxJXgQ0ot5o57Ew6zj3zHt7kJMdbUz2dCK5cj5pujUF2shcPlQHldCTyEqTR4nYTm5vrZmoM+jwx0I5SwFYBnBkxyPZguJUCsMGco1j4d//2qEOW1vnAq3+/kagWe+PlxyI4+B8YZ7nmvrF+IhubnAsMSKe+XDG1RdCwUyU480WjDpuhwzyPxABMA3CTLRfGFyAC4MquzdcXdddoh1Z2xYw6NmvM0Hln5TZhXcemUGSg9nItBCxSQRKdB7qs3XVjsxYUibu0qov+EUseXUmO9JH5rtHUMto7qha7xwtCm0L3WyJxEDb09MAYk9PiEbDqsVDyGuhcE8m5Fvbgih0DbQLKYxPb3jJePpFNSqx6py/+NmAM8MHfPENb6Jb+0u4HOK2pg1f3k6yp/pHtdKSDeX8L83CFLgq55PAex/xWo+gVwlFyE9ZwOFSYZ3D62WH+v2gqAHbUdHI+9GaUiTz/1YyGWVkyPKN5G9ngfFgXvgQgezufKHsGYHw6CUrQ+f9Y1PTBfEodfP93MKq1ibeZ9XUH+H97ETljuqirU4pz3MGLdNCg6HsVMHC54pbAxXnSV6xErUSBPpoaWkiBZKizL9nflOZELP6wpxH9/FRo1KCmF259qh9kNO9Du4QzIDaFRSnz/aQ+F13+oxIUb4Uqfvz+PXOmKqB6nsf1IERoahURjbQbAP2ayADh45EIBMHneUpcRe+6OPBLPLJOj+yUJ9vauxAaFMAyUjIc+sx+UsdnsDaIqNiH7yp8hYeTic3eDduMG7QnUl1BSDIxZJiQ8eBIyHxD271GhYu1LIXHIoWjUQl2WALfBClMNYD0knobT1nkOBUbBPQ8AYFUmXBlz0FJ2KoAEgtU1pjQHznZx8IwW9x5RbgqqC5xXjNyT1P4lub/+xgFgBfSS1j3AAgA8P3W3+orvnoKtxYNL2dwVGOCqx/m1Q2HRaLB5Ehfu6sxpgXl4hajv3rg6G1KTCndvr8JDVi7aizSaBqpJeSRpa8aqkHknxmGGgc3pQHVjPVrsXERBbR8KzSNa4I6j4PDoWaZ8aUE5IKWBJg3oZi0gYcC4paCLuJQd8lRDI9DzEoV0swpKubItdjN+GYQYu2NcXmi8ND4bOBp7E7oG9oy1bw0cnYX4wm8YCA19JjdP6HgTA2asxc3zXTC2PjKJXpsA8JjeZ5GR3a3SB4BjYjj+g8BaI+DW60DqyZ8goUUMyEEXKy5H46PCHSihwskE7xyYjKkjg6MtGLgZHQ7bFsLFxATGzKw8jGb1bkAivq659dw6NwMJVHJJZLCo1LCqVPDaKFDf2+Exc8bC2L4OqBI8UMR6IROJnIgUHUA+19sHBUodsWsULpgVe5GjuInb9bvgcngwf6ELbt8xdd1RhBYvr2sRTNVJ0QF3Hu+NqNcaRWv++gejbpUBv7aY2drUoe1/AsD+m3ACKAjws3XZ+EHlALA/ZJT7bsR4GfQsW1ngLuwyabgix+/PxoZbxXyXedQ0coe8hiTFeHZVLc3+AicSuHCuuzc9jIl774PaToqjcz+4mnkBHz7zL1g0nFLrVBvh1JJadqTkDbfaWrd7cvcJvnbk7u546YcZkHtlvN4mcl6YDIZxvcQAACAASURBVHX4/JH3cTGPY/yNhRIFv9Qi67J40J5/JEb8sxkdbieChu8ZzQDlpljUS3RYeWo4+jl+gcUTi4M5G7H1+POYPeQC4oIiyGVVKYhf/Ipgnv8XABw6P6Gv2blWhoIrcVicRayqDIweOVaf7oNcjxuv5/eHnWrG48lA/ygJLv31D1SfHhEm9DxqBut2WWDqxgmENGsU7r/ZHddda3DJvQJVHs7jEjhYdfkw5z8GBDF+yhgZNDccSGXSkR7PgTbaB478IJB8dqu5Ju/ndttR6ryO0uT6QHkjhVeGbHM0OjUnoZ3ZF6YT4oRySr1Ynn2aZXwmzeKtR9XWzzBhdi1iiiwBFNYuOw3jnuDDS0nu71inFXc2kN9RmFf4CNZUDkaMshl7hs7yvbsWPyzMwOnj4dZrAoALXlzC1gCu9oRSNwjX72PpErx9+8vc3mjNA0yMEd0r0L6HEoWHhHT75Lc2dIUniEV3WEEhxo0Tt7453TTWNDnx+fSP4bY5BV6prpP6YtoSLm9HfboS+mUnoWhxobj6Olxul6gXN3hRh1mFfV9GAsMBo6Rv7ph4E5i4ZiCpGUj0G+m4xxI/h6TsWSxeuh3NFmG5DLlWhSeWTof86HOgHeS9hSur0fwwymqXBBnFPNAz+0ER87nIQvy9owIenRePtRQJyK/87/p3APDKu+u1xANMAHBtIePLARZ6+4gHuORwLka+L4E9PgNqD9d/Ime2HHHDbOE0MrlxDZT6fST23gd+g0a/cTq2jk++JQi24DrKvStDhihUkrTVHBkZVAmEnWhYtPAK7eXbkLl0ERRVOYEvmPR6OF9fLSC9qrFJMGxFHEzGNyGR8MCGiwhVseCXcXNGibuGK6AQOBAYOKoroVa+ioY1cXC6garm8HQQIQDmoiCEb0qBGC2ctR0c09+MZssgnPrxQqsA+EfDPnxdQPLcwj3fapcG340eBMNYLkRXvHE9aPm1H+aYKKxduU/cg8AAI/umYd4z/RBj8IXOtXWa/A/+u9e3YX7Je9+oaMHsj/bjaim/f8m8qbRy3P1aAR6/uBF509Igj4rMbE26+N4vtThyUYw9mx+5GfLbsHbHt6JD6QfAZ68349sVm8NCoFkP8H0TkPVTFucBDvLYiAFgkle67EUK1gRxo4TKCfxngQIaB4Wl46+gMCjck11bISA49fISJFQGs8+2PiF1jBcXaDeaaDogz6OzGqDrVQ5jQQ1kas5TzK1jYX1nv8blqVbDvLw94GhbveaIqzTMQM8DSHZ0KBXQ+3eYLm0D4+UjD9kQaloG+loXeDop4BobGSQorisgtXBeytpyO45uEYISAoAfTFDAIFWwc9evn3gOcCQAHOndLj57Am+O+x5733waXptCQIhFQqEtQ4Ir1XJ3IeOtPpEA7dk4PLf3AEaYyLxyc0E07lp1kCc4+MFiXqeQZeD1euFwO+Fye9jzmXxtgh0OoxR1RgZWgwTWRDm8CsI+DaRXU0iuohDnlCOGVkEmCY3w9D1AFJOHg3F/WA0LfmkGx5Ny8EE/XxQbAzjym2AdIiQ4gkOK2F/z2TcNDX2mlF6Mm/ctJA0adL7eoxVZCLQVAFMZ2d38HmACgMUa6wW+eUD4lX8rB42Fa2sc3jL/Cre/Wo3vF2TtPndXLgZ1JZUMeHRip+NxyPYRqYrOrQUG8EqbUGf4EV5S/lWkiZ+8oSHvfKWL1kR2JKkh9rnBOgYG54BAjxhCeCU7jnzNCYzU7mX15c++deFmGTcwNtqOy/YrgpKTyYokjC/qh7yJgDwvMjmnt1aKn04q0FwlXiVlybzXkHtIiTZ5gHMOMN2G/CysH9raynGr3ajqRbxf/MyqNTSGDacgD3Jl++9xbacS298XJ8XyX2McPgod9G+wwuZo/E78nv0VPBI3tDYdJm2fhrzSjsgsz4XWocPN1Gto0jeiIrEU1zMvIYrUvMosh1ljR6w5Ey1GBrXxDaiJ5zx03HLyNxLHRkNpb0K/Yx0xc/lLiDLzFhahl4r3NG0a8hf+Grc0UOoonlZiwIIa6M3+Q0Hc+DXw2RZ0uzs47Jnrh9muRKUlGh8fegP5jWuRF78LO7s9BntsHix7F+Ce7kLLtGHVvdCe4L105B4EAJf1+QSjv0toNQSaeIBry65hs6alVYFAvkxtdmHzmlEYftthXNRzlplOZj12HeuPupireCNjCDvr01MoNhz66KdfwNYQ7sFy62icecWFs69xHos0qxF3lneC1qPAdtvLKHJvCDtIvfGD4MiYCFoZzljsrjGhseQKUNkEbWwyErI6QmNRQE2rYDQkQ60xQiZRwO2xwyq1g9bKYKfsKFEQMhx+bohHuospGbkWn1FGJBqA9LdM24RV6YVsrV/y+yZPKdzff4lJ/wjKFWQY9O2fjdsm8mF0zw9OgMzI4J/lxEDE4LI5A/cd5pj9Zrf/Aw9ncoRVdWVdMf9VIYO6f3LiB9yF3GlvYE3TBTR7W2f/e/RvAuBnP9yK/744PwzgMZDBgr4g9d5YAwMFTBtyAj16iysRbg+NpTV2LHv+czhbeCFEBPmgp8Zh5Ct3sXWCJVYXdDuuQ7/pMhqb61HbzCsaTH4ZmPwKQOcAaoyg7EowViWoJi0oUjqkKShnWWB2Je5MN5goC5DQDCatDiAeerULkHPWwFArZbRzKjZvsGP3cY7tNRhQE6vjE58NhLr0a9AObo8E/76y/j9oaPkHt458/dDShyGl/IzRwuEsMajxW1c7CpxeTLSKh6X6AXCLIhfXz/v2T1C4GpkEEgJdntXZsfUOs6pnQztsmOlFS2nkEGg/AI6KlaDGmw2lr5a13cVg00E3PD6rq0xzDOrY38JkAWE9ltW/h2131aFTrCeCm537mYW5ggp6HV92rg0ARsy4IW7w+DvHLiC1GpC05hXEbydh63ycsnfQZbgf3C8Av+fqZCD1fh26ZVBoTwnGgAy/w/QAPLbbOLmXK0XnHKGCR4zNKukzqFsBuJulKDPxzM/BNyMA2FxxF2buXYT4dnzNSv4aBkunPAV3bXvXo2/GsNrNoa9P4Y/6pyPKaJJfumjMdtQ0cmkVoW18TD5mzub5JYTfC8e05bV78bamFn/s3sVZSQKNv06vkaN9dgwmDcnB5BE5rbCYRezy3/iidYDmdHnx319P45cNl0IIeACtXolRb/fGS0d+RdaUNKgSW2OPZrBxnx1fbxYfQ3+HE106pFoaUX6eL10W/DIEAPd86DFcLG7EkhWbMNSbh22uWWwO8Gjlx8hJT8LTUycg9+t2kDcIuVBEAfBhI8ooOba87SYYTrQl1VF4+1MFXBov3uhxMoi0jzeu6DL6cp5gBsg9uwgGk3j/xeabfHbZ60IZ44VforMrgwGU0TbochqgiHZAonLB3aiBNChU2l6ph7pCBqWIN+ZvLAKRVRhkOCLeS2UC0OlTmGuK4WoMCV8n+Lc0D+70GLjuiHxuymtkkFVxKQtkz+9ZXQlLkPeXfN6jPBoPJCpgIB5g6tYh0KavNuqGz0pfr6hs3fBy8oWLyE74AZObc3B+3TD25faMGIK6RM5TaR5cCVd+uOGZzIPKlxNcUNSCN84tg4ri3tFKUWhU+soj+UaQlavk35GiOYM/D4mcCoSakfGhaThcLsikEshk8oBjLKBRiQFdsfxe/2CHFIVXeRhEuWk2BL9MF41/jJweuLVYbjQZB/22dCjLdBFDn5O7FuPtw33xuyMS8zs3SAQAK6KSoDhyMTwE+q4D6OfuCfOY3mcJAK4q1eN4kh2RADC5X2LhX1Caq1v1hjEuCgfWNGGtVJj25pd+z0/OwQAWBPPNTsfhtP11WBmOq8U/hLX6H+CSC3NnI5+c4QBYbF+2lvsdfH3odTr7QNbz63++h2qEXXYGI/Q70EHF6bl/bXDjwDFieGdgZ+y45igKhD6T9aqVqDG2ZQh699BA0Y3DPyI2BDA2Cuc3xGKHJbIM/1se4AE/qbvlH4qQgCIySh6lF5V9yMOFq1+RrMbYnuIssvs+06NwXYQF6Tca5cehV85PkCp0sEmt+CNrCU7F7Q0oowQMZ1a0Y3s07/OPuZ6JmzvYrywaK472OIbauFoc63oMDmUj8ovbI7s0A+P33gOF20dYEHoP36iT/+zpuxnL7voSFrWFPXg1EhlG2RKhee8CZEGkJ2KLiZBdjZsvZqVhcLExBYvPvgL6BIWChI3YfPM9pH67HMc+2oQ5/WogKM3olSDxvfmQOIQHe+HrTbAmLMGEj9Jgc5G8Tc43Svot7zQOP004TEefWzWSAOAj1YW4Io9sEfX3X+XyYs/qoSiWWzG553GYCesfgFnFuZh9IxcXcjdgsf5JEKPj7AwJkhldOClW0Hha0mhsW2ENeIP9BFNmuhwHHe/hppsDhMEbSho3DI35D4oNaRvU7PCfEUbnnqY05LfEwUhqToe2kPl3SD34rANvzbvpPIrOj/2Kzmt4oixyi4QUCaY+yy/CuX1jsSdHgxWXOItli1vFgt9KRzwezNiBOR3+YD+n6ATMfsIZFvrs71bOQ/OR0Hcifm44FWK8Ce/6xEQKiydykQFt8QC/8vlarPtmGi4dDbKOBt6fggW3gaZ44Pnc6C1I70wiMMKZAa9X27BPocLqOUtQX8zlT/kBjVQmwz2fzECPe3mWafK9dF0hbN9vgstYDWZkKwQp/pQLrwRo0YCqiuHCsUgIVkYdKCPx3oRMnIjFW87Ew3J1Kn5evRf1TUKWQdIflVGLyfddRaxKeJCQ77xeA0pql8FiGyUoa6xiLkNJCcMQ/bLIolDim55OOOVArsuCuy3iNWAJAE4o2opad1dcO50qGsow9cm1OOfu5T5yOyPPtCTgtzu8LKulGLOw3wN82wsUsgdJcOXDNMQ8RXwznIwurvDi+EU+REsRtYrzBIc0p6Un1NaHsOfeOuRFBYPgcEHrRhNq6V0wg4R4h3olw69vM9gV81z4B5i9LX/ukFDn1N/ehtQWlEMq88A9fQ+8gznSOn/jwe/vYXm/RP64rX3haHiAvX2KSNkjj1cKWdUncFafguW8FjXNcjgIU6pIIwDYZRmLWefegTQCqdzuBaNwdc0Yz+P/jmUhz94Fx7AqKIc69LYXUIH37tiFBnstmszixsyPBvVF/gSxNRc+Hy2v3odfEyX47PwaNJe2+JQr8XDKqWPyMHdG31vzhIiOxv/lQwaHzlbj318fQWWd0PtClklCThSGfzgQM86vRPvBWkgJEGCb+Hu0tAAPvH+z1Xclvx6qzcKlTWsjdpwA4E73P4Oi0ios+XMjhtLtBSRYaYnxeOGhO5H7WXvIzMIzZ+CARhjJ3gpqfmZhl5rB5rfdcIXzFbJXDz0sxbQNMnx7xyVcaeCig7jUNT4hUJ3UBZrkTpC6rUi/shTRtYSBNpKiJD5OLtCopr0oZcmy6FaNH/6zO11Ty5KZ/v9oofZO9j21BfDkvQvzjQPwuix8HrRfUTYlwOPMheNhOyFnEO0G5aGgvKQE5eXe21TrxEEf83PwD/rdjMOUdCl0hDODom6ZA9z81cbHRj6Y8yg7D620i49WwlS6CItesaNsy0AUb+8Jl1zOskLbdFp2mhrvKwJtCA/NDwbB7UsaMf/0MsjBecnsEsAkl7KGawFZQVsmI4L+Gx5eF0qyRW4uTnAp+tiQ5+jdHhh922BppyFYm9c78EhXsg3m8SFnsksC46ZMyBpU0FismLB+M7/XKcBYUI3hT/2B0pIM3F7M4YTW2tymVFSla5C+8wbse+/hqlaQyhCxFbBN2YNRtjGoGp/DAuCmc7E40q0BOm1kHVricSLl0I+QyFvn0mBaJPhk6xFUSjh9JPRcnHlnDgZ384NgftBqPb1x3vEciQcIvJZDVoomzQa4ZVy6pFhu7t9RmsUAsPhnnIRVO7vDaB8OGc3hR5LL65JeAyW7hhH6fWzoM2nfLnPh0lVuTxLP7zXHdT7vlwH0Uh3627pjWNc4KLqIpKUErR3rX1ostTng8MdRi0wyAcDtDsjwWckF9HyxFOc1vPNQsEOftKZWTPy3ISW2vO019wiCvzqmCqqgsg/+PqR2UaFXhv+gCsbvDC5t0mD3xyFkFyGbgpYzSBn4T2TqOdauBmUtvsh/D3Va4knhux7fkITxu+/F6IOTICMmUzGJ6duf7I38cbMhYa58ML/wzNxz21ZsHvJXgOVZS8nxdcponNt4EpUr+NJMwWMfnO9Pyh09srwOcnWoIGZQaY7Gv+r/BcvPBbir80z8fHIN9HedhaNgCzru3Yh+vYK9Dgw0hwbDuCGc3GjbspMwmHZgwoJk2INYoMmGknceh++nbEbckV3DCQDeVHECdarWhTO3G4F3mm7DnetUWJJegnn5fEhdzc7b2UvW9ngDm5nvWBD8aTsJXM2JOLlkIVzWyEaUU3MdIP8njYRETy3pxtYBvuj6A0cdi+BgGgWb1yDNhVtCw6OKRktsO1C0ExRDs95hWhkLRhXL/juSxYs8h+T29qxPQz6p3dzG1qSwY036BTbsmdz7ZvVWjBm5mgt5ZtcRN4bkoH/4HxQMMdzC+j1Pj38NjMPqC1VI8JUamX58Fk42tke+rgwrBxCvK2laLPssDUcOhBMn+bvY5bXlMCckY2tLeO5o6Gv0izNj+Z1tIMHyhUATAEzaj+++gNpiXw26kGURGg59d+py9B5rgNQYPr8XKyw4YJegoaEaZ1YdROkJnkCLrMOolFgk5Kdi2At3IGdgx0D37Stfgdt6C4bQICAUSuzAd1m4AvzXEdUl1/MFfli5DvtOc9bWYJZ7lrjr/qEYOeo6bGdXhFnKvV4jiis3w+7qLjCiy5lKqBHBq8IAG/PTcS6Rm9upLRXI8IiHWRp1UnTB79h/aDQqisTX5/RZa3C6qj9T3F9D1V2UY8drJDwReOXcfGhjhPf1A+DskRT6vyLB2RFayP+Zh5iOfP2801c8uFrq85AzgDp+CeRqnjzEP3ZuWxfILVPx5zgHBqc4W/UEk/ckQLip5iqc9VaYOxzxjXPrdSf5dSyumIcSNAnXPQNFXTry3l0NeVOyEOso3HDOWgemgzBs7mqjFMNXxsNpXAyZkmPQ9q8HwoTttAyGu/kO9jEaFYUx/eRQBPFauUHBufYA9EMWs6HPLTYJTLbIoZ72pm5IzE/FIyvEQ2jJc86u6Ind70xjnvs4liJ1gJW/OrDQyxOshe51UmJnWq8fMXpgD2w5ul9UoklpKX4dcjs0Ey6yCh2nEkWQkiS97+lHcd2SjNe7LceFzeLkd/5tSGoGj7gtHQ9NLAD59//fxveReHu3HLyJv3ZcR1FZE8y2oDBX3zGdkWJE6h0Z6DEuEc/YdiI2NXQuxAwwwAufVaCkmtO6xViHyedDmFxcP7oRHmdkZbfd8M7IGnkn9p84hw17j2GcpwtWu57HOaoUt6nfQ5RBi3/NmIa8BZ0hCSn/M3pUPeQKoV4QXFqnNo/G3pcj53KT2sD6DBPWG0rRcM3DnZshMlyd2AmaFI5BN7bqANIv/RDBJCA2i8Kxs4KGjWHQwtCwkTB0r4clGfQ3ssoUlAcpWqGB+P+yPgQpL2TOo/vDHvswrBU8E3rgGgrQaKPQVFIA1zQbmMglrSE1SaEo5by0Xi+Dbb+WweMKzyEcVByPu3MV0BIDLID+/RoRHUPmhMGRI1GBMkj+EGjpU7u/67kgKVfU4xo0EJWDzaiyzoO2G4V37rXixLd3ovZiFhqjolhSLI9KDkeGGZbR5RHTu6QNKhg2ZqBLSTXmHf0LMl+kDwnkaFBQcBLGvkgtksIUBoIjANv/9TpuwwXOErWHRqzLC6tKgXn9p+JmFO/1ZPOhh1aQrEZB02/KhKKK4w8YsO8QUis5GU/WgVTlwdh530PKAKNP9UGlp3VPPPndp6bO2NXeie5ryuE8zLNAU1oT7A9vwgTrvbg5IbGISs/KtR5NwLGhlZDLWge3jWvPoFuC0LsrNhX0VRVWnr2EoxIip8P18ucmZ2Mg6wkWAhY7k4BT9tdhp4V59m5JE+oNP8BLNYfJgsg6ctuM1KEaFhgF9I6B0Dp7BICv/x0d0iJQsku4L2oVDFILbHYGv6/2oNBX7igU/EogQTtVLvLtqeifFh2R8dl/f1L3t2KpAatywp0Z/ms+/eRVRJVqkXPCiVn1LvR+uQS1pNKJr/3fATAhOpp1EwWnjJC7wuO0uw9XIkMjHpt9dacSO3zh0BEN/YTqvb0RXTIXw6DiaozujduD1Wk/w6OoZ8mvKIpU2aRAgPA9Wx5Fr/MDoLf7zKahYJjcgAKs6hbQFIPS5GJkV+ShRdcMs7YFWpsWxenX4Ja5UJpShH19twVCnYlwT5Cq8byzHc58dxSaUk+rMo7NR9LRuPfLOhhTw62Q9RYtPlA+inNvTceTt92OX06tgKRfHaLu3wnD0j8xrH+IMHbJkfjBvDDvL3klPwAe9yFhkuYVPiIQ6H4T8fOE5Yiu+GuG7Gbat20HwAwmRnXEuFNWDD6Qhck9T+BwtAlatxTF+0YGFtE3vR7EKe9O9DEAM1Ik8Dq0OP39f2Cpzo5kfEd9Vy92/m6FOYt7xyG1OejQlIAotwoVnqM45vgYNd5TbHVWUneSFW7B+UbsgiH/84edc+NL/pbJEyCNH48M/VR0bUxGvLP1aINQoWSTurEnqQjno0gODsXWLKvb9i0mTj0KqcOnjPjJkuRSTHyYRloO1w83xSDp8TzMK63DFJ+X4peSkVh45X5opTas7P9vpGoI67MS5Zf6YcFb4ayzwf35OwC4g8GGzVPeZH9+Kw9wlwE38OwCzmp6oy4Rf779IuAI0RZYXiQZrFQv1hPsN+qMS16HoZPkkPjr+QV1uLLJiaXnG9FhXEecXLEbOxat8rEm8+zKZE1qonXQxRmQM6Ajht52HFJLa/mKITMUAQyHziPFKBDFjEZz8UCs3L4VV0qCjAgBBiMKY2bdjgLjH3DXXGT7yooMn1LXaJ6KirovwEAjMKyp6MtQwOf5FbEl1WqM+KWrBy6ZFZ2cZoy3hpNd+Pt7SwDMAHO+WIqtp+9linvQAgA86+JbUBuEyvlvDz+Cot0dkdidwsj3JCh+UQJzoRr4LQtJbp5kwl8aiZ1XiQ2q6JVsKDC7k4Jy77yuVFhqnsPgZCle6mnB+KzWo0dUT88A7ErQGguaem5Gc8/NaOq5VXi4iwr8yBqZGAgmwNd4+nakrPwXqKDajkxsCzx3H/N5ff1sldwkfXRKh3lHZNAmLYJUxpGp+LsSTHjln5vRfeWIMQgtptXLZUi/+37Ur9fB2SxFRYTQZ/892gKAi/a1w7rnnmKe/ySuTQC4DCaMy1+MGfeNx/miKzhfLJ5C0am6K96+Ixequ4Uh3qF7xf83CYeu39MVb925Cju3HA9RuYTrwv+b9lnRmDIqD7cPzESUXokWqwtalQxS6d93AXppGmevNqCq1ooLRfVYu7soAHpDgZBSLsV9s/oDg+PRy1mEe7SFkBI23Fs1BliwvAb7z4uUy/GdIeQW7a0JoGouwVQmEuER9IxQAOyvA0zmKE/9Lxh1Wrz+9DTkLewMiUvYv9tH10MmF+oGx48ZUVfPK+27X/agPk+cvZh0467LVjSOqsLNPU40XAkHy0SiqWJyQGoFUzIF9PXn0O7cp6FCNYKnvHWUROoIVzMen++Ru6WFckCm/vusz5GmTTDvMcNgUd8Op0ipGakcyJ+kRqMqGtca4yPqHv7nKC+qIHFyBoOD66tgqhGXa6EAeNBAEwxGDvzs3h0Du13Kng0768woNykmqJ/f/VlbAHBDZzvWji5FwfGvYJkchZ8yTTj4xd1orkzAjaxMnOjH8XM03lsEr9EVtBdD5sRLQX00EZknKLy3dyVinX7gQ6FeJmHrSoeVNY0UmswKRJGl0NbP2upiZAApMYq7vWyZoyaVBi+OeAxWBR8hEakklGZfMlRXo1jdO6v4JvocOxlYOqSb/Qjrc+cbePlUT2wxt4FRPggAd/3VAve5IJZgdQtc07egg2YEMLznJSoquqCtAPjAOQoTD30LQ7dbR1syp3XYUHQVeymOUyi0zXu4HTpkixvHz9pfQZ2nD6cd+3QRmrKjSb0DNsUZgC1H13pAc1uml1wj9xIg7mU5VDSOHtC6ukPCqEN8jl44pdehkheyTM8aiYMFv58scaG+gTM2N7qbcdN1k+sVRbR8Dvx2Rip6xEdBfVtkQkJ2iTqB5jdisCPZgtKoyOMbCoC7v1oFE8OPoxAA21IvT3hH3z6u9O8xM65/tRTVcVMxYvsmyF3hHW8/VIv2uuAwLX64CW/B4W/0OLdKe0uBZevdDf2S3oZawuUQ18gbMTvrKziUFYjXVEDCJuVxbciR2zHs2Fj23zmlHWDWNeFMwXE0G0w43vlgwJsbiWjHfx9OTjDQUTJkmgHn5pvof4Yr5N0aaCffc57fWshFHOomhxqfRN2Fo/96Hne2exknyx9FtTEX8XO3oeMfy9Cuc2iCPYPoX6ZDdSmcuZc8iwBguW017nu3C6xOHkwQAFd35wis7bcaBsvX09QneizfXHkStSKMbqGbjrz6WEM+oo378ewv6aAqeqFQb8E5XTNuaGxYcIXz4nlldvwn9w5UqAsRKweeS/OFQ3/wM2ixJCbfNJFyv1cfcWLfV5yBhPS1uykVI6pzISMleehy6CVpOOJYgDPOb3zdE1qbhRYzfl0pYMDjRl4wRpLLofYRkuf7U84JNCscLPCtdhVi4J3bkLTnXJhQkkokmPIMg/gUvk+z+8fhUJYaf1yqIrzkbLvv8Bu4bM7E970XoU8MNzcSz0TMe+kY6utar+3befYvsCSnt8kDnKP1YOf9XGmsWwHgfuMu49G5u9hrb7RE499f/AMdrotHfjCMDwRDH9ijIxM2Y8SgOkjTs0CF0OhfrrTgz2PV8EilSO+Vhst7j+PQd1sD4ycksQIGjzZj8CjxdImgHwWVeQiyOSKPxgAAIABJREFUSAs2IT+b0qTuSK57G/9d/BGulAjLG3HeHgoDZ4xB3wG1cJ3+Qji3DAMPbURl3adost4vNHIxHmiZ05AS62qE5qUk+LpXMlpUFYj3OHG/uQIqEjoYoem1UnSXrcC+/SPEPcAMg4Wrv8Ave56nb+a1SOouKQIe4JdPvwtdfPDYMfh5ylO4eTgHiZ0lGPWhBAMazuKrKQPgNkhg/C4JBjt3YBB75dYjblgd/rrcJC7dBE3cd2F1gt2OdnDUPc/+buHgJszsKm7UJN+rHuGuEzSNEy2DtqD4Ab40kqgADTFA+O+hLukI3ZX+0F3qB82NHpCTsnShm1fhhmfCaXjGnBXk+jY7Kbx/XI/Pz+ogUV6HJvZ7UFKh19zjioOt9hWW7dnf0hMl6N9VyPpcUR+FpNJ/wourLOtzTbMEdnfrRD+O5o5IyMtq1QN883A21s6cST+7KE7SVg/w2LzFbHkdMgx7j2xDpVksVJLByLpBeOFVL2QFIQQyYZPEDWjLGTOaP+uHiw1D8e+4FbhZXMXSzEbyxIudg6SW5fxn+yE92QCvl0ZclBqJsZH1iopaC44X1uDXTZdx+QaJVAi3KrH7lq22wCB7cDr6vNANRj0wSXoePZVteTeAsSsw96dynC8Vzwv1y6Yohwp9nFqcPcPJyNZaZv8OyJtwD46evYxVOw4ESLAOUdcxQrUQMUY95jw5Fe0+6gRpCCnUyBH1UKqCAbDQq8g+lwFWf+aCJ4I3k5iIu8ZXIkppx5X1dlgqQ8ovBgzHEqji2kGT1BnxNfuRev0PSOjI3uVIKrP45/xmtFFOXFWKp3vcaizDlyQv671pM9Fi08FrFyf8yRqpRGNcEsoj1ZAKurm8Qg5ZnYzdOxcOm3DjQmROlP434nBPrhJ6D3eiZ2XZ0LGjFXabFLv3cJwx5D4bqsyw2BXDpTN2Lem5MDm/de8I0Fhgx/dPKZG3azX07kMwvhCN9yodOPD53XA7VDjTvSuudchj6942T7rJguCIoa1EpzApod+XggGF5Xjx+FaoaU7ON0slMCskfHhtq+C3jd7ewFu3IZIwZFLJHtN5aBjdpAYxcCk2FW8N5KNdSPcsQyvhyhOesWSMdQT8XuOiz4yNTRi2ax8Ubs7xJlF40HniXuSkleOj0m74lm6DMczXt0WNnbCnE4Nea64KcoAlhjpYZxxBrvI2aMaNPggJNZA+Fo89g6qgUET2AJO+VpzU4njDErwgaYFEG+4A8w+Lf+e0BoJJlOGbD+Wie14c7G7WYh0YVfKXh9Giyj0EpZ7xcNBCtmuH/Abs8stwyW/CLQ3fl2L7WUJr2dJFxPlEShkpvBkw2AeyYFe0kZKwUgtckiJ4KRN6a4/iNg1ndCXg97PvXKj1penWuGtR6eblNQG/eapcTFP2gVzvgLJv61w35J7OQ0pc3KrE7szIehi5jgBgY6UauUfcmF3vQO9XylCDCB7gZ6zZW0YsUoxJvnJrMMqPPoONr5Zjya4OuOex3hi0bo0ABPtZpHverkGaPLKSe+OgErsWGuG0RLAa+1aJRwrUDCxAXpcXkVeTA5VTiZ1Rp3Ao6gQuGk5DLTdDQnmhkpEaXcLNGTl+XdzKqfAqILe7cMN0DfHFHty1PwG64AMsknEUQMF4GwY/2wJZwKDFXUw2903E4Z2MaXD/lI2Cm/vRZM/EmYb7kPT+eqSe34meivOQBCzZ3MbRHBwC48Y7I54fu5acQlXKR3ht3ltoqPw9cJ1Kload/zDjcmwZdPFzh2tXTNq9veYcKqSk9lZk4cXpGgzGGNojIWo1lMxOPPPFAigaOVbV+e2uQEZL8HBlGjIcajSob+L19v24XABfTrCquD8Kl/9L2GeRMXPE0jj6vgPXHuIVuJHVeYh3aJHhC6UmYJh4hi+4fkWtlwOjXO/F49jllB5PGEKIbSJmgwEuisaFqGrsSyxmya6avdXQf38Vw2fthtPl864EjZdcDkz/J6AMqi1J8n7L5O3xnukCpAqO9fnb4vGwexW4J3U/6/klzct0xVf/tuLyBZ4tOtLEFrz4DexZ+W0CwJlqCnse4NnBXxj+FDwRlPMH/7kLgyZxeZHnTUkYtfIVvHSCgdSXDxV6vjGMFFaqtyAnuK9hL8Ykb4Bs8HAoDUJLa6PVjZXHq3Gjzo64vAQ01Vdg23+4vGfW1BE0bURGjLqjBV172aASla+RNxojU4LyOAFFFFq8GSgpUqHwgBk1ZW7QHgZOqw+o+ZRnbZwBSQXpGDWzF1SX3oWnKdy74/JkoqRqeVjIMwj4xUlIA4VCQmaNRFtIJPizIAc3YoqgoGkW/CZ6W7cAkxzgvkk74PBqsHLxoLClEBVnwdxvluKbvc+4a9pZ5HWXlNjxmpfdv4+s/hKZfThyN/9uIAC45FAuErpQGPWBBA8k7cbBr1Kw9vOe8CapkLhAD7kPkNc3M9hxjAT18o2hbGydYKmCX59sXqylLxxNk1mQuGysCZNzQw8qbp6k+ztAtuo2UA2coTC4ecadhrnvdlizTkFSGg+XrQUeWOGK5QjliEdXajNAd7k/+7eqMg+yZt+BLiKuCLkV3asYdFwzmDiLAPiS32+4ocLTO6LQ7JJAYdwCpWFLWJ9I2LO58m0B+I3SUxjeWx5gfSbvX6NSQbv9a2iztqNpRwzLF1XacOvwOpIDHJvZ7ZYAeOus59yPz4+REwB8efk1lkgpUqzqKdzEg3k/sgCYKMVd3IV4a18JgiM4gw1NEypH48m5zZDlR45ECLYouJtcKP2iBcrdT6DEko0PuqzDqaviURrihGbh0fKESGtE33SkxOtQWWdBRa0VV26YWI9xa2cRmTAJReGO2/OhfzQXiOKstznSejwgPQG9nPNw3MqCTlvl+OATFw5bxev9cguDgdIjwzBtFk5vWxW2VsQ+iM7KRK8nHwKZt29WbApjgc5MScSz0+5A7mcFkJmF64ULp+VZlcn9g0OgfV1CdjqDRa95QEsiK9Ld4yughw0XVtjhtnLXheYEs2maEjk06T1h0OiRefEb6Jqvt9np5x8jUaKCoMV6RoRHoU2DKXqRFN7MF9FYawfDiId5R7eTwtUzE9XWCAnTQfcNDn1uCKn5K/b4PiWxGJEvR46ds0DExLjQr18zTA1yHDnKgTG7UoodN5tYACx/Ys+n3T5K6taKesXl9xbY8cPjdjR50jBp1cu42k+OKeM8mHROj6M/cikYwSC4ZXwpvLGRwYF/B6hPxyH+iB4vnNiGPrVcKgPZIS1yCexSShCyHi4M/0Yer9iqEbOGCQyVDIwuGnqawa5eufgzdhjqNLzuQMB+pPdUXDVCv58DL6Tk0f9j7TzA5CrLvv87Z3rd3ks22WQ3vXdKCAiEDkpXX/C1gCJdRVRQ0VcsCCiKDQGlSq+B0EKAhBBI72032/vO7sxOnznnu845Ozt9doPfc124cebMOc95yv3c/7v871UJ4NdU7uG065/AMKzjrUNzuVE6PifeNz1TaVtUyPKn9+B/Txt7pSl1gLtu7WT+SF3UctYXHhcE4aqqbQU8tMCFw5Gr/BBUf1zB7YX3s7rDy1mW7CzziUOWDQTHZOzFJ5Vx5WlVhGRDAl9hchJYV2QVR4OXEpRHK5okSEfFMxwwtBDWdSEJAdWTaw5PVVmkI6NM0pbQdAzRioxHTzYpG9S1EtQdpFjXz7l5b2Ibraiw+bMIL6yNoNgoInKE1lA7bilubFLeq8E8la/LX0Au78ewJDcbf2xeWh5w8IrJQzgLp0bsOgUAW1xG6jcZ+VlHDzOud+EyxA0ESSrFD4dPv2vh/a13VBy0jpvrlSgI376pna6mAt6XZnH+AhsLFTbJmOROGMYTztBTlIN8aaRXZO0dBfQfTQ/FTJ2NYWuEjaujuM5ZwBL5DBYcnkmoD54t3EC7oZdhgxerwYXTOIBeDKNTSn0o4EMSEZWQ6RRlKj9QprKYmiQTlqiBXlcbh33bmX3YQkO7jYbWzEaB1AWhkF2tvnkYc376QRWJCrwfauTJhtMpe2WQRW0vqa/11y3vUnrXWko82zlh6J0E8KuNorG5nqJ/fDvn+REDwN++70Yie+NKntVYz2vfb6fZ3qcCYMsz5z3+bu/uqg59stKbevPYe53pbGBq5/fpXt5HbUcZVz34IGJICymuO+UdVZA/uG8uZ/eV0tZwmD8UXYLH341VBz+oFTA1rWTfszcjRdTqHjl1FM8kSc0NjgFh5fA2RQ3Mc1WwaLAae9ioBLyrQLgr8gn90n76o/sYkbo0S5XaKwG7WMkc49eYa7p63FwnheF5d343e/I1y5hzR4T8pzuY+UaYwMF/ExASmHtHJVV1ncjZX5YxWRSWWRm3UeS6VWWUuhq51b8NjBop03/aVnPYU8lPZsZZdiNSCf/6fXHGkkeZJvj4AbBSBkkbibv/90u0HixNIS3RnnLzAy/RoNb3lfmoewrnvvFtSkfg6l2yyi+lMWgkz5eEmRFBA2gxoW0S/Kwo3sjqE7sQK2swmpL37r8+aOdgt0/tkm/YhXuwl/3rFCKWeEtUoMsqwhSVhlmwzE9pRYhgQEQnytjzZCJhGOjT0XTIxECvga4uO4Ktgr4jGnhKU8SVciDlBYT9IRZeehLzzplNoW4n/kPrCLZoZUFSjWK9rtvocf1ICfZJ8TCOA34V2SIIvNI4iQPFGtnDhZ4upoUzl0pIfH8FAK+Ysomi8n7uuyE9v18pWfWtn77MX9+/xtc3dcSqAOB3b9dKF331ub9lrQNcOltQPcBXlq2n1tzH7RefybFtFUhfKKPsagmdpOXmfrI3QktXitdIBcF/RGccJTQbXQpSuBC/60qk4FTOneznD6uGKbPFfpu8wYWWYnQfzkC3dfIYGI4uPIow6EA4VpKZpCOblEuVHYYIoe++ibQgsXRYPNy5xyty44Y8Xm3WmMzNpfehN7Wk1T2PRgrV8G5RiisLKvhdFM/7VUquDdot9PkPUrvhLoJHLOpa63Ub8Gchvkp8jYkC4Ldvu8539Z2FVhUAP31EJVJKk5mj46AwDF8z9clRD7DMCWITxnA//9w7zCc9QbVWeOoZd+XRS7jkN03oJ2fKmUoXzlIoSsfzbfhafejb5tPeehq/du5hV1u8lFNqHfnYe2cGxfFc62z7P1G2KP/Wm3RULi9n+XXzMdoVlm1Nup2j283JaSAr9wFz90NDbDqa22Og9PuEKTM49tRLOfN+E/s/HgBWyyBddi51/5iGqTdZMc9WBmlwMAEoy7DQITBSK3PvN0L4M3A3qqJakJlXPOoJftmPp1vx3qSfubG5EfRmzEX1FOplatrfwD6kGERzRViNze64MbJHjN2M5KhPmm2bp34uG0uJ1P0Ad0cTspSQYpfwXqVz9Lin19HnGz8XXfCJmA9pBhRJkln3eOa838R+KGWQTphmZO6INieZAPBgvpGN+wfGAPD8e8vnZdV3Rg9P13Q/T16+ni79edhH3Kx+/w62n1nMTUs9VD+wmoGmanX/f7psEcem1KmeYO/ynjTPaKax1A2asI96g6/Z9i72UBA9ETWZbNgo4lXqBSfmbqeUm0o+oI8jOj5lvalrTVucKLm+eWGJzuJ8HprxBfYU1SbpZ/7GIXwrupF1CRFJym/DIubdhdi2a8Bl5p59NO47iC6q6fERg8hZtz2EwTbCX99bwYOWLBskx6K70FdHYH4pK186hnft6rErFQDc8cM+FgxWhqznrrlKkKWnFAD8yKxhLEX+nPpl48fldFTs4ZeBt7i9w02JNXfOcOyh0jYbLx7ez8f6PWP9SJSn5QVGfnH1NCpKrLgDisMwtmeTB783sojhaAM6IUBIdtIdXUFklKBqovtvvOtkwYNPdxS9rp0V1k+YZdGMpAMuicefC9MySm8zFBmiJdQWJ7tSjAvomJk3ies8F+Be0Iw4KZRJ7Uzrgvc9Kw8f8Y0LfpUfpgPgIVyGLCHQdw1fcdP0+7fdV3FIESTjWVRHc+UQeP/6TmpEO6/sMTBQt4blRe3M3aQkf6eb7OevNlNrTVQKE30XoIREv/qDAjp3j8boJn+dNhgBQ5RjM3W4l1ez/etaCZGYUhvohqKWQuq6asgfcmAKG6kIFLPMM5Mu+2GM1hFsWJhTYKKJgzw0+Dyf9W2krtPCvCYHZYOmcdmdlWFSsMKc873MvdBHfm3qItfGMSoJbAw28FD1OVQ/3s9y6Qm1r3s4kyPX1mPuHOTknc9hKE4GEELATOlvf5wx7zdxMCYKgK3Pnvezd3p2r+rUh9Ny/dSxU7sbZ5A7w9lA/js3MnvhADvm65l2tJ4v/1ULGf1JwwH+UaNZ0/+wbzaXd1UyMLuff1ZdQ1PPRjUc+tdTRSJ+O7ufvJ2h5jnZAXCCvcBTI/H+wz56TkwPz1JYnCd5CzmlewrmbDUilBIChqDqyS0IWNAh4tYHabW78OrDGCUdg0YfRxz9aqizYQgq/jVMw+MmKncLtMr/R0BoSmO7FLFw7lcFJk2PW/4UMrFL1lTx7W2NnFSg1DeD93rn88Nd36DK0s+LJ2ikVEqLSkX85vt6OtvGL0EV+002AJxpd8Y9wNq39373Ag7vqNK2cqyNbsmb/xgHwFu7ajjtzRvUK6b1y1x8IHtkQFgqwq9Lr6lXZmjn/NKnqK6T0S9Yhj6hYOqOVjfNvX6O9Hhx+SJ4RwbY+sw7RJTCqWpL9wjn9Agl5gAnHNyJh4TC6PzVR29h8tIGPE0HGH75fxGCCphLfTcNBEpSPs1dGtFVahNkP1Z2oJM1r362U+9YXgFPz/IgixFsUpjvDKWzSafdXImYmCAA/tv6b3l7p43Y+vabNQBM7jJIMQD8xbL1NJj78A4buWb5JURDRoRza7B/OYxtlLdBAcHH0kInwWB/C4NtJ3pjQskvJQRpeA0h9xp1aX1luo8fL/FQ64xmzQtRwLAqXyaNgi+vCcPfvoDgNYEoI7YWq3nD2ZpsCSItakau7SM6vR25Lr2c0OMHrDy408ZQUKTVo4W/KVQ99rI/oxvtf6LBI+heQ2hYewfVMyZAKvhVPKqfzKjE3rmD+ifvINKvGEZkPEGRgZEcDDsJLzJRAPzWD77tvfqnRbam1q44AB7tW9K4CKgldjQArBBECph6OzinugeDIPHUlihPx+LNUgb0pMGlXH96NZaLY+kh4xywyHgOj9D3bjfh4TCip5TA7i/y5kwzTSt97NlxlGMfdiAF4+deRifQBCMrld7Mritm8uk1WE+vVEFvYpvtGuYC426cpZnDYLOtnzc+9vDgK4OjZFfpxgF1mGWZycVlzLXks/mJZ7OuxdQvJgyAH5kqGztsSaJtXAA8KuhfKu3lrLkBJJOT187J7d2aXthLudWt5gMf2xBMlv8Z3kp5hLlwMgUmI5PbX8fmPjomlzMNQmbNMPnT/x9h0FLJufgspxDoS488UPax3ihQvszCkfx6IhMMdzXtMyGGtCjDnR/003ponNQb4HMD4JihWJN8Y/87xi8xCoDd3iA+53lYvQHOePdu3rizgg3ifvqeOYmWj+eqv/t0qQaClbsMXXYYyZ4p1zv9aNJ3W7FvqEQ3YmBueyfn7D7M4qC294d1AgG9qHqHVSKzTMd+lnBpDdhmPwtj60YBqXkRGXNUpjOvgC2l9TwxW8uxHeNesIfxLeolNDXBMzh6UgsjBpzvVKtsz4ZgmKWbt1DZNRrGK8uEjQYWX/s6VVUHWf/xfG6Uc5dYzbapJwKALeeeeaYgy+urtxXw71nDmIr8yVk4KbqzAoBrq718aesfCcwwcVf7MHZr9lSoxL5F95np3qFnnfFT9gpNGY3F3zm/hrOXV+AJKpGlcZrDrGcoMoeCV9EdOYmwFE9nS70+W2qn8rlRHKZYv50C3X5KdJ8REWSCxgqmGFswqQYvgVffCvPeh9p7BiIBuqJdDEWHk6J8SnTFnFo9hTVNp9C/Zh+CMzVtI/Ny9G8z8Z+NEQZt2VM3Et/n/vtuGfUAm0Y9wBMGwGNoaLxoFz74bogqnRaa8fAnBqwnXMRpXeupbE0PNTIYZE5eJWPLQk2vwleFwe6wgV0v2tj/liU3mV6KNPZaZQaKJVpKfQSdBvrLZQanOxCL86gUysbG5qa2AtqPtLDj2DEGAh5qe8yUDRoxhXQTKpem3MhRHqVuaYCFX/ZiK1IUgGSylNjDBnxWHis+lc9GFjHnsc+YUax5aDfzZbqv1cI/Gn/zL6aemr45ih+4GUNXVbY1PfZ5bgDcRrO9X/MAP3ver9/t2b1MAcDxpg1ipoNN8QAP/uV7LG38gEWrVrO1zs/kTcs446Vb1Z9fP3MPz1RooZIxEBwsDPLC0l+zofsv1JjhphoBp06g5YNLaHrnKxlM0pktjMfOC9FyXoSWc8OERj3qiX0sDdjHQHCJP/7vw47+MeZmpV+Jct0wJFDxoZ7iXTomv2BE6OmG/v142UNQ7sAnxplwYxJaJ9soLS7jrKt7sRXEcx+jgszqC6u598MGKquVMjICL3Ws5M69X1PH49opr/Cd+lfUDowEzuHRe5o5sCvRYzXutDLrlkcZqarjLU+cwClxDOJmKEgGwHDvdy/UAHCGpgFgBdQIHO0s5JS138Oj03IZ5/TAuZk5ddRTSxLM+JlNVEg/bE7Kf5PVZe+im7cUr7WAosLkmGaFKXrrMTd7OzwE/S4OfbCdwWPJeSlpAjjlg6SQoRgAFgRqF9UzbdUcyhpqMRqNSIcfw+5+GWGs0Hz6Cnd5vkr/0PX4grMQxZSUCZVnLYJd/hhRSAl3SrlVRBR5YLFIwKjUipa53N2ZlfU5dTqODwB7bWMe4AkC4A/L9/KLQ9tYOMekguCbLjidkbZSAnPK8NxfwJx2LTknFQQnvqLOvEutFyyI8RA8//BpKltyzJFwUlWIX53gZkFJbgKLbKte6HOq3mJ8JqQZccCd+O+x344uAkUR+6jLxLfeLqBtJJ7zpYRxK6WdjPYNSfm+6n6RLPj6v6F6sRObxSRw1koDer0mM0KCwJY5VRRt3UDlG79Rwa/yrp6AjoGR3Hm/ifdNBsAJivDYRQJKDrACgL/202Lb0dYODjx9VPMAZ2ljAPjSc9XO7vj3f1j1hYWsmax5OH/xYpjPDOlGAmXYpvfP5LqPb6b8528kAOFsT4qvAve+IXrf7iYa0KIPdP3T6DGdzsYv29g73M9g0zA1tflEdrr44M3DuN2Jeyaz93d2VSGLp5TSV65npFhPzXmT0zpicutYs/0g86Y1Y5s2PqFM6g3Wbnbzl5fjrMRaLrFqdktYTjLVBcWcWj+Dd//80IS9v8oNVAD89a9wtK2Dvz/7RloI9JgH+JGpsqnTlnTQ5gTACbaJO0MDdJzYQdU3myiRplEenZbz8Ki0DdJQMMixD0P071MIlBJzTrIfwXp7Kc6Cahw6CfvQIUz+XvJ7P0VM9L6qTx7PQQLd+iG69bk97hlfQmcjUns9Q91DyArhTsqjlD1ssIqUn5bHQbkWaZxyQ7Fn6AZ0GNs0g0rLQQ+7PsxUkzu9R0kAWIbCovQQ6Iwe4JwzBDEP8MiIh6iuEL/jLCWRlend/6RpjYtD8g6aP17A3mdWqXc61DCNnQvmEikOMHR+cxozcrYZUUnQDuVj2V6iAuHyIQ+3ffoyFYF+DBGlrJVWOsll0DFWzVNz22af5hQjtHq1IhxlhZZWIUtSQp2jDNmdvD55IZ9UTEUhhkyMSokaowRnDxKYOYhsStd9jS12bBsqVeZ0JeR5xYcfY/clc09UXrmbpUve4/29M7i2N5kNeZzhT/p6ogBYlOX1igc4BoBzPSMGgK+5624Gz7Lhm2Xkx5t9FE3TPJ3Z3QzaXUM7jeheqCTaEOVvppdoEdLTV06ZX8BNF00mgoGQaoOMe4NTCyGl1gHwyyX4pRKispmm0KW4pTr11yaxH6vQq/bBIHgIyQ5Mgoty/UeU6BXm9eSVVjEKXhWv75PPR2huVThUIvRF++kOa32OOSeUfN9llZO5RL+U8GET4sV9CCks+LExTdUDg5tNvLpJzkl6lTofx+UBvsmz5E+r7h65rrglJRFv9MDQ3jt92t65yc38Zy9j+GItx+8na83Mu+Iizt32As6hdEutAoJPPEHCkRaxkm6N9vSIfPqogwNvpycHZrNUjCufk4lBk8Ysl/VDeXWF2GryiiCLvjJCXlWmkIbEd5AJR/XcUXY5bZtns2TTW0wp+oBgxM5Hbdfj/s2wuuBqHnmdGeUdad5f6+aV5L3yxQntYwUAd1bew3fuu0kNgY4tdi0Euo1mRw/24jtXW58576V3enfnJQPg7I9QAPDQw3cQPLqBk84IsGDxCRydbsa2bTKnv/BDTCEjT1d0cuNMLVwjBoKVf3fOaeEP+osIiZ2cXyzwhUKRgYOL2PfsLUSC9gm9l+qdM0v0Lgvy9tOhMSA8tkmyROeUf6CR1xiGBRofM2I+1Ic42I/ctwevvIcoI0j4CQkJ4Ctl8k1SDQumnc+cC57DXJheaPsnS6u4ptOBruiwui9+sudqXunUat2q4Hfqq5oga7qNPz68lmOHMpcWyTUQi3/7Pv16tBzgLCdcbMXVpeQAj3mAMzwg7gFGBcB//c/lPOmoxpsLBKdszwgl+JgFQjIYUMKiLyx5nAb7XtymQgpOWYXFknxNJCpzrM/P+gODbPpwN6079+IbdCcxGcYFYUKZmlHAqzMZaFw9hwXnL6Co0I8QHkKUXQS2/EFlrlbCfkqL5hKJeBkcHvVoJBAsKcC3e/DHhCO1WqnETB4qlfBqKzohC1HZ6HxERB1PzbTQnq+Vy1rqd3GKf2LKlfKOVrPI8rpNFFVkD4G+5ucv8fA73w60N3jMiQD4qhf+Qu3SZE9zrAxSzAOsAOCRS9/mhzfmc9apihwVeH6djhe+dzGeScV4H6xlbqu2vv1Bma37o7T3pqeJKARZlqLHRksHaWMmRwpRPKkR39KxVaYA4a/N9DJqKyOgAAAgAElEQVS/NIw7JNCQF8GpGDwzD3KWHZx5V3hCAhs6THzYYWRHr4GNXeleYwWsm/NfQjQkM9EqcxMJTsLfd01Svm/sSWtWGMizazwNYVEDv2XPbGDZ9Ds58ohm7PEEFM/vxMGv8psYAP7qs3/PEvYtq6RlcQCcEAKdRTgoBEtfn/rYaA4wbH3ocTxd3fzPDRexolQDe794KcRno0zXiXtJEYzF3lIVBDeeNoDjjlcRMta0TBc4UkiiZ10H7n2jeyJmiBieyaB1FjtXNHJsuWYAGTw6RMgbVpXhovYI/W0aGPIZwFZqpXZmMc5SG10pRK3lHa0U9fdStcXJJGs3ky4ewFCoeNtjAki5y3jqIwR8Anc90cXupnTQnBQtotcxr3oK0wpLVc+vO4v3PJucLm6YyvyvXsbRtk7+9uxaVkWnqfnbipHidNO9TKnRQqBrH6nH0qmde7GtkBUAq7nlcaGkAOB9coiy83sovLiZquhciqTR0nVZOmbRBVhU1knHRh99+7Tc2aywNeUL0eTAWXcCOquW45rftw3LSCtCNEjIUoYhNIR16CimQB+60DBRgwVXYQFWbw8WZc4jYbyOcrqEPkZCWsj8uE3vRC47D59xKf6e/SBr+lVi1/RmAUeliLCgnJbAxEsaCgEB8wEtNPbAVheHt08cmCsA+OQGA7PcJnXZZQ6BNrFxf78WAv2/6x+Yf19FZrbShEFIBMDKxyoIdp6jnqczO/9O79mDvCEfJLxlGtue0spOHqubxKfLFxMpCjB8ZiuyRZnX8fdDbAx1/WbMu4swNWn8DHXeHmYFmpk13MryXe2qNziWJxwRlLQehfNXITgSESUF3MrYQxJhnUBI1FaUMSrgKdDTWlnEgeJaKlt9uHV2tlTUayWN0tV6fAv6CEwbRnakV45R+mU6UIB9Y7nax0lNx5i/fdcY2VVsCM2lHtbc/jDPH2jgx11a9OfnbQoAdi0u4bRnmvG+edoYYFNCoNt/2MfiweqQ6dzTz/y8ADhqEui9Og/JIfLLdT4sSyZmyIscMuB7OA9HuYP3q7bxuvhx0isqer7DomfN4mLOXFaO3WpWdaj0fZ7sNkmUn9kK5GU3ccW/MeslCqzw4toIH26OEpSC9EX6GYgMJoU7qzLEkMePa8/Gvr0I18xOjBMgu4q9rAJ+130AR4rHJ8hKHKBEAPyDdh+Lbmhj0FCUWRZeOzL5zQt+ZDvTPgFij8SHvHFrL6t+8Cc8q9cxcvrb+EJw68sWVl5yJud3vk9xV2aGxtmzokypS7xT9iH39gu8fXcBnTvjIVE5AXCunTC+8TLp10pe77TT/NQtD6JXrRXjHb7aNf6QgafcZ/Lyk9/g/LIfUmI/rILfFw/9EfHWJgyTBpj02BtML25PA7/6rgpKHsjuAUh9vdcee4Th/He49ldfI9K0cUzRMupKePOHbo5WHsBpune19dnz17/Ts4vjAcCBV/9B9/onUA0XX/AzY/YMepdWEhyxcPqmO6h4p2IMBOeFDRz6IJ5DETVFeHveQ7wU+pnqDf5ahUiNWeDY+svo/HQNQY/GopixZRjqnjodwQoflmEJyQBhm+Z5l61G8g/pcLTGSdSi0ghdPISHzUSFDLmYanhPulHHIk+jgDNpnOVg9pW/SVPcd5fpGcmrZJK5B8Qo7rCZ//3s+xz0aDktd816hAurNqm3jhy8nff37+elJ+MsyMcjpJc/sJXusGdcEizlVeqsySRYxwOAn37qYhRepCcc1XSZNEVB8QSffVRGVM3Co7H+iUtfBZQGvMxTvcGptrFJ5iOcX/okhQ4/xvlL0ZfF6/sljoE/JDESjNA6EOD19w/Q3NzNYFc/shyluL6KkvpyBpp70BssVFZHqdQ/jllIJq8y6q3UVp2Mw1ZFceEMyornjT3i7Y9upadfI05zeb5C9+CdRKLJB2bqUhNlD1Z5FyL+7NtdhpBez3PT7RwrGFKHaHYod8mjTHNfWmDktCUvqDnO911/QVrO9rQFHdx470s89vyN0v7pA2IiAL7t4B0YbclKxPPfuZx9r8ynoB7O+qOOGAC22wT+/Oti6mq10N1Pt1m4/6rzcc0sJXB/NfOOaiBYmVWlRvCeo1EiGSKN9NYtyIIfs3MDYqyUkKRHkkxE/IsJe5cgh6uT8O7c4jDnTglw7uQA0/LD7B4wcHDQQJ0zSq0zwiQlpG90AR0bFmnzan10GpT9JTIUEHhgh10FvNmkr+L1NTrfxuRYr7Gljt5PihTiG7wSKVSZEfgqtX5PnK+nwKHdWUkO+WRujQp+Fy26jXPN0/nTPUMEwwJdwxMLe06cZwUAl82czhWP/itr3nPvwVJe+tb3/F+7o9ii5ADXPmHie1GtikGm1i+PcFLD75IAsOtYC87SEm757olUWTRPyXfXDtEmJSoNySv9jIPn8uXoKTjvfyolNziD1prQkWggysghN+69w2qOcKwp5ajErgX4i4KE84cIWSRkQaRluuadMXn0SKFiQnorUZ1ivJCp7vkUfSiELeDGGu7EWmvFNtWh/jWXZWLFG/8M/nRPkN+/0IPXnwia00eywGpnzcz5iBGJT5567rjBr3LHmV88j8qFc1USrL898zqrpEbVe68A4DPM91JdVsL1X7mAmn/VY21PMPzKsHz5EIVFyft388d5DLqSQ79fLhrh8U63SnxTcWU7BWd1UjoBT7BCCDqzsBeTy03bphD+gcwhmJlGVDlT9NZ8TIWTMeVVI5oSPBbjT0F8sId3IBz5LQSzELCVnEHENp8Rn4noyACynDweKheIQ6TuFBNSsZ29A+WEohNn+BVHRAxNRvUc2zMO43OmvaZ6gJcXMveYVgc9EwB2O0xsaurG5bGu1l3z3tMLf1sZDzfMsofddQEeu/o9FA9wrGkgWInq0DHvyK/Yd7GBX8ntnLIrny1Pno0c1DGUl8f7p64i6BDxLewnOGv8klOp0yVHBYzHnJibHChh0rHyXLNGmvE4DTRPyqdswEPpgI/KERfLm5pxWSz0Op3sKatCCInqf+WeITaXN6rli9RnZFxImsoctYcJTfKo4c4YlFnV9mZidILg06sA3bpH0wvnbdtJQwbHgbVsiOmXvsxzg1P4u0cz0vw37V7PSTx1sp+z7m0l8NkpY2eHUgfYc9shbJYKuf6EC04dA8CzhzAV5gZjiR5gpW/BYpG+q/Jx9sn8YLsf6wRBsOQT8D3uQN/kxNPo5X7HMwSFcMba5Y01VmpLLTTWOpk7tQi76nhIjBNUepIMhuOe4uTJy7zFZRRGauW2Jr2MSQ9HmiXu++cIXeEeXNH0+t/K/C4vnMU1R86nU+pAf/EgohoxO4EmQ/ATE5vf1rG1anw+ldQ7xgBw6Ws93OibwcpbDxMhLluTdIlveCs7rrixuNLoPz4L96vfb+G07/1TfXb3z36EbAypIPiut0xMWbWKFVWeBGIsrYvqlCjCvFxi4SIB/ShJVbK2mT4F+9aa2fqkA0+3LncZolwCOsd3MVBdOS/E7At81C4OYFRTbmI/mojkl2nzFfHghzfS8ulUzpn5PRymXvq803jfcwPCdW3oS0aoe/oNZlR3pJFe6QaLKL0nhT15nLXyzHO3EDb18K0bT0L2auELsfbej00cnbyL4u0f3Kw/UnffW33b6RYnlougeIDFbRtoevyn6u0UELxsVYC5C6bTvrSUItck5u66hurXa9jj8LDX6uYHM/bz8tYlzE+owTY0bYi3pz7Ih/0Pc2a+lzUFAkadQPe2U2l698sEh4vHtyuk7t3YC2bR1drl+xhinDIWCVYUvZzHFH5PXnGEulXPUb5w9Lej17jNsKmxgLmCkquibZ1PBxv54e6v0xcsQCdEeWr5/zHdoWX+B/u/Snd/Hr+7U9sbx9uc0xYz84a/aQB4+NC445PKAv1/V19C+5FkSvxYH1I9wAoAVodXgtet5ey32sdW/NWdXiqaMhCMJGyFkFxDQKgf8wYnBo0UGfo4t+RpJhd1oa+tQ18/HdGQW4EJhCRaBgNsPuLC44vQOaxZTKfq78AoDFJVtoyZUy9WFZJEsJtpjD/b/SDb9x2mtecpQpF67T0zeHxjnxmkNiwcyFx2KeEBQyYrz8yQGbBrzIXj1fvNNv/lBVYuu+gvdDYXcd/1F6bNs0KCdcufXubpp29ix/QBDrymZ/s/ZCatOEomr+LOZxfyys2XYi2BCx+NA2Dl+QoIfuYfZdhsmqFoDATPKKHqFge20ZISCnYc8cls3BVhyJMdRChg2JT/KqJOU+JiY6iQZYUDc8bAcKZ3/zwGzEzSV/H4GmyfYrDuHnuMql5JZoKuL6neadXWlSHsrKRA5MR5eowGVLC0z+lgZHYhliNNXKz7H66ob2S4VeTn/9dL97BSNmU842f6myoAeObZJZz5s9ezioCh9nye/Z8fRa7+UbFeAVLf+PcC5qLVvc/YZJjR8NM0AKxcq4DgG687mVqrlt9421vDHAjFQGp6/3VRHacfPpvLl5WTf+VniOXDCEbF8jHBd5VkggNBPAc9BHv8RNxhwu4wxpJkMho5GCXQO+r5SJl8a42FvIWFOKY6EPQTqR+c+RwOBmXueaaPzft8o/Ir+zvEwG9gYIjda9/6XOBXGd+Tb7wWY0kRH362i9c2bNFCoIOjANhyL/lOG7d/8wom/aMBc28yoF+xfGiUBTo+y2ks0MDaUi8v9w/iCYkEIyJ5K/up/UonRruBqdFlaqmSXK3UMkxDwQBHX/fh6RxlUk74QdZykAnDrLcWYa2ah96cr9YTPu42cgTBpXDDaC2iKycQthP2ezKXNlK4SESB8gVGSheYaHIX0zmSziyfqx8xxmflNdoPe9ixYeKRObH7njXoZNrSOmYd0pT7TADYZzWwva+d1p781c6zN77R+FTRuExMgaIw/7z+7SQArNxfEoyELEsImxuYPvgbtp9q5G65jcs7YP29l4Mk4jOb2bJiKX1lJYQqfIyc3Ilsz+xN1aR3akBsMizSd1kxtmhg2DCQpesZbOAJAjeruFDq+YYmjRBW6ohmayER2+aysRJHSr7vyo2bKO1NJ+wrXXCYwyXv8JFxKR+Kn2MdZujDg+JpfFLaRuWvypAG42VylEsd332N5unTWbrw4tUKAK7ZUsSji/oxqWWpsrdUAKxcObzMhOdEm2rr/dFGH0UzJuYJVn4bHdQRfMtMaI8VX02Q4cIRXhY/op/0KNuYV3dKpYUF9U4WNBQwvTYPhdAxIsXkq4yS9aUY1bQVEjNGpMtWBeyaDTJGHSSKZ0U3+8urbaz9tC+NYNIoGlhdOo3LWy5isMlN6Pw2DHMSxmwCx4tnj4l1bx1f2HPijMTqALe8spmPV07BfnIytv3/AoDfvL6V2Q/fQWHTJMIVHfR/5w9oVLKoxFiu2rOpnycllUhKFLh6g4R9QSnLSt2Y5EQa7DS71ei7CQT7dGx/2YK7R4dvQIenV6eC4olsyGyK19TVfipmhph8UhB7cWZm0/FzX2R2DzZwx0N/wjdUyCVzr6bMcUAFv6/5fo7z1i3orCGmvbSWhqpUi6iMoWUyxX/LUEcz51aDGAC+9vqVRFPCL9+9aZim2d3Yjv7oh45t1/76eADwl/JnEzm0nQMPJtTvBOYuDjJnQQHNp0/C6SvgzE9+SvWbk9Re+sUoFyz6lOkjdk4YKuCy0RzmqDlK2/JmXnb+gt6udawqECg3wiQzhHZ/ga7tq/EPVCFFDIT9zpwgJWk4stgkmqXb8QpxJr2MQyjLmIXJFAinMm+5npoVr2AuTDYgKLffMNdCnSxiVHPdtW3z4JHz+GvT+eq/y0yD3DHzMU4u2Y0QMeF13UxT00H++vvP5/lV7nm8AHiWQ+K1S78/9pq5APAvn3mMokrtQDrQXMnzLyjlVEYFoQKCLWXssznGVOAb9oSxDaWysyejSJUlmuUqCM60x4r03RQb+yg29HDC0n4MJjOGslIsebm9NOMs/axfj3i7Odo6yLpNjfQPnZxSeikz0b1ebscqK+A35bYpa2zIZOKReVE151dpK/2DnOAf3xKfqbPJADjFA6x44lc08Z3fvcm6dVfyfqme/a/rcgLgIx9M5akrv4GlGC76l4511duQvqjkqGutrFTgX38swzJawksBwX+66WRCg5WY7qmgwJ58sCue4L1N2UmO1LJJZb9F1Lsy12+V9IQD05DDk4gEpxINVSIaOpPmQ/HSEo3X1Mx1NgqGdvSmo+gsu9W/CtVVzNsb9s8mGioFyUnIuzTN45sIhGfV65g9RTsz2gdlds+vRK6yIkoBvt15Nd+scmDR6/lsm4/v/dz1ucCvcu+JAODhzjxe/OaPI1++eeIA+PL6h1hxpRbp8NE9fyaQkG6kgOCvfOsM5joH1AoIb+8W+WNbF9nsnorCZA3ZOP3IWVzYcTbWqzaq/wnOTF6ObEbg9PNaU7uz+BIiEoonWW8/fq96pn20cY+XB14YGPP6ZgV1iiFXp+fiBctRwK/i+Y0EJ66Ipj47GwB+UbeVK0x/J89u40fXZAbAJ57owulMDrNYv74Qvz/ZQPhmqZsX+7Ww3UG/bmwtLvy5QgjnYVpkJUJCbdBM46PMwySnC7Z10n8wFhItI+RKSMykgqkEwnpE1Ts8Bb3ZjsE+Gt2TZWnIkRCRwBBhTy9hTw8R3wCypJVyS21Gh0DlIiNFjZqyqtT1PeYuTFDcJ3YiiG4RU5NJPYvaj3w+8Ks8KRsA7uoysn27Fr/vsxjYJrho3mGZXHj+hv0TAcDhwggP3fQ2bndmUsyQaToh2wqmuJ5j36o2LhcG+NmRIOufuBzDkHZmKiHROxbMU73BnlWdRGrHJ/Uab/QUL6yx2akST+k8eoSwDn2/OWveaszYHTszFUAeKfERnDpMNC+MkKN0lyp3tpVi3lsw5oVW+rfmtXXYPbF3iUfzzL74LZ4+0sy64rn0WSeWRjfe+yrfjwHgu6qR3MlOA/tFb7NzzSQub59zl2vN9DsnCoDPWFtCaImX7/7ot0ld6D/HppJiKSv/lr0+qioyy55sUlYJ6Am+ZyX8gZXCvHz6aod40fQB+4Q4v0w22ddYbeWac2uZM8WZBGRjHQxGIBxVSALlse8VX0UiPcr2I252NnnYedTNjqNxo0YMdNdYSvmmeTUzB+bgcg/TW9uM8TTfhHPWY31xDxt56PnPL5eV+xwfAPZVHr7k1qKpVvdxHEiywtrcwqx/3Ur57plq3wMz9uC6/HFQ6/PBxmYd77sbWHHFMpatfYb8AcUKlz694Tw7p62MkC9O1NWdfI+wH/zDOjw9Onr369CbwGBF/f+JLegW8LpEJi0NUVwfJq8yjMEaTx7PbfnOfvj7Q2b+9sYNrP3kUuqL1rO6/m52dl1MKOLg4MjpFNzzDkbZzdw3X6KyNrXelYxl2xLyn7t8Ivs17Zpnn72FkLmHb956EgwnA7jXvt9KV6Mf86Grb87fcdd9mwZ3cYTM1sLEGyty66vFi/D3tTG0dxPGogr0pjgDpd0pYbfrCRVaiRLh24/Owdod/75+1XuM6CPM8jj4xeHpnODS8uh8lT72nPwZr3TeTv8o4+R8h5IjLNA4Og+uptl0bz+V3j0riYYtiGIUpRbt8aQR9kpP0is8lXU89XIxU+Rf4ywQmP2VX+GoSC15BPsn6xGdJhxCDBTIuMNWrtryA456tTDaxHxf8dhqBizfYcfWV3n+0YkziWbqZAwAD0R8vDa0f1yHzMp8E098KW48yQWA//LRg2OP3Lp9Jm++l1x/VvEEb9EXsCFfyZcAUxi+uUvGoTiSchQ4lGQLAeqJUAxi3NqWad6UXOHptl0UOnwsXxrAoI9iMAsYy+IhTYMdLkw2I7b8ZA90NBpCp0u2/gZDw3j9few99AEHmqfT1PFtJDnHIZmwlXVSv+r1FYUsYU2j1yrFtvYV23irfoTgqJhcM9LDnFAO6/Y4O7os38rlX/wLrj47v/rapWnju+qLu7n8lg95770vsa7ATNO7RrY8oHmA/+fZv6d46rR80scuuQZbOVzwkI4X6jZFW6ue0TcurhuzNCie4L/8roTaKm2OOnolbr/oHMLd5chX5VF8uhFDNB4lEgzLfLgjwsBQLJwq/aUUT6zeugeDZVcSWZZyZer8Z/PIKtdGw4VIkhVBNiOI/jEGZylqQdSl1wlUPg+5zyQ4shSRidV/XDpLx+RK7VzYL5hpWq6RxRX4dnGL734uK4vnFv/6D4O88d7x5R4ljk4kWMyMNdW5PcBt+ay740ehL36l2NjRM8BX/jFzXA/wzTOfo+5Lk5Alia0PP4HOYCQajhsvdEYDS85YztKqCH7ByO4+Hc/vP4TXm/t8degcnKBbxonhudSdtYu8k7Ix4qWugYkC48TfTSSiKtMG0n732b4gh7v9bN7jo6kr05mWfn+rwcQF85YQcXvZ+O+n/ivwq/TspOu/hamshE92HuCFdz5SO3vM/zvONd7PHl0HhXkObvvGZdT+ayqW9mQ5tmTJECUl8X4rcveNN5MVcEWZ/bTRz6ahAPv7varHZjCgcVwobdWtQVxz99MYOQWR8UODDWKAScEeIi0jKlP08bTUsnHqbxOGWKkxbHBWIEW0/RINeZHDfnWN5qyLqxglrAIVi42UzNBkUrfPSfNwIcHo8UUkKr8Vh3WYmrXz4dDOYQ5+mh6aOdH3PmvYybRFcQ+w8rvTThvgk0/yGBnlA/BZjWwzubl73VLh2m/eNzzj0eJxXdXhkjB/vy7dA5zYr6B5HiHLAkxhF6aKRzih2sVDtPDSy98gtDEPYzhCyGDg02WL6aiuxD97EP+CPjBKmVJvJ/rKGa9TgLHoMSCMMWVpR49kjqjh0LJeRirMkG+fJZZEHDLiXFeLOGIYW8uV7Z1q2HMS2ZViZzdHWXntf/j9WwKvTp5OVGEq/P/YYgC46tclRPuT06NsZ69nx4VVXL2z7hc9Vy65o3JHAf+e7sJcnB2cKXv0O88UseecEW66+fdpPXWvNONeqUWDfO1ggDklCedL7JQex0OqhEYH37cQ+sSMAycfTd7Fy44Px3Kuc1XSiOUOT63UzkubWc/UKisVBUbOXBKTP/GNvfPoMI+908XBdi8j/uTw5boyM+39IWaK9XwxeBKzmULA6KPD3oSwwoNozeHgyCL+e1wWnngxmfDseKf7vvtuVSxLzrxOC20vbBnfA/x1b8WOL/64cJ6zL3s5irROyDKv/qCVgKMU83Ae1o58CpomYQnq8K96D8muHLYyvSMCT241svTcVSw8tIeaQ+0ZrX/K/UummZk9VcAhJlqzxjsoE7/PtIISP0v9Pte9x3uuNiJHOhv4zp+ewG7s5tSpvyIUtfLekdsJRfMwTu+h8FsbMToGWPLbByk+Kz1nIe+5y7BuW3K8czx2/SuP/ARPcTOX/WwmzvbkBZoEgHfedV9T+BgfuccPBXLIMhcVL1afkckhlsDRoV6jR+Ky96KU79Deb2OBi+tm7qbLrG3uyzor+cXhRvIiBmRRpu2cVt4wP0Fbz+tjQHiqFb5cJlBiBJNKzS8QGCwd88r271/CkTe+jt+VzPiXCWBF5RGa5dsJjFrGbPJsDEIpDksJlTV6amf3YKtoHgW+2jzvKTTy6Ewnc6IBTgoEMcfyhEdHWlFGlHzfra5GKiz9/HLWoywp1Mo0GLZ8n9ZpJ7N1zx4+fvc9pFBcWbdVN2Iqqk4zImSacDkaJjTcRzTop+zky1TF4VnXNvyxWJUsq+Tiokp+d+EVY9+++5+5PPdAMrBVvswvGeHuF/89dt2w10Q4okPUKWVsRPxBA8GwDkkSCchmXGquntaaX19J12hphozdiG0XJdSGIkJCDRGhJKvhItH5oCNCtfkYdZbDlOW5qTK3YA9pDONqk2GrsJ42DmM02CjI08KZXcNHVY9Je/9f8AZXEI2WJyllWXewwmSLC7N8KJnoKkt89MHiSt6eIuExxSM3/lvwq/S/xGnl4oseo7B4gNvOuwq3K1lJ/vav1zL3xGMqAH6yWkb6LJ93fihRtzIWAp3MM6IA4H9f8i2KGkTOugeer9+sDIEiFMa0hhhxyjcY5ptyzAMh88t7Czi8bh6BSCO2u4rJk+OAShmW5s4oe45KKllWtqZ8o1fCkh2b0JtGvelZ6kxms1RnVLRH2STlaJHmSQ5MJaJ4jkMam/NEQqoNeljQoKOiREQSBHZMKWWo2oEhMsKsnr/wU+enzMyP1wQe8Uqcc2UyS3nWF8/xRV7V2Xz1yX9kvaJzZyU71n13+PSF5apLaeGv8jgp2pDT6PXrk97FskrRs1NWeMIezIQ6Pty5lbbedF6OTGNenF/AosZqFky1YjUJ5NsDVJW4MeonmMM1ocGa2BkbEwLBkMwLH3p4Z6uHHld6OG/iIxPXhCgITK2oZln9dKKBANtfeYPoaBmw2G9SjQiZuh8NBPF0x2XAidf+L+bqCjUH+O/PrlV/csD/K840/Z4WcYBJlWV854rzKH+lhrzdyZwXJSVBlixRPLvajhwe0rNxUzK7vjLSbWVBwkaRqEFC1IuEJJlWd0gNaVTChKU5Pg6c1kGpowarOC72Up+lnCvOkBvzkS78rQHkBCyspahlKBeVYapS9/BE9qH6fFGmcJqB/Ek68ifHAU0gomfPQAUj4ePQQxMmSt+lx9BjwO+NsP39fga6Pr/xSrntmSE71UumsnR7XGdafcogmz/JG/PUuwos7BVc3P3mUuGqH/+2deFvKmpyZhDIEJgS5J9XvZsWAp265sL6aoKOVQrdFOXR+/nZwqOcJwyxs2UZO5/+As5uTU/uLSlhy9LF+B1WArUelWE5UvH5QcTxmrOyyezE99ENmFVvrxJuHcs7Vr7PHxxi3o6dGUKeZaylw5xyw1P8aWcRfw/OmJBEOd6L/qg7ha0lneQCwF//sOzmzmtPvq/oiIOPol4GFqUbY2PPDQai3PBaCXvXeDMCYOU674WtK24AACAASURBVCwjQ2dpBvozNkQ5xRPEuCiIMIFln7rHFJKowForgz4/n9YcoK2ohy5Ldh0/l8SdN8WOQS/iGokwNBLGNRLGoBMJhjWDeF2pnXn5ZcyKTmFG32wsQ/Hz0iO7GWhsgXmfzyEgeQV2bjWz/sjxr9v77tM4k5Lz0GUsLhPdT2zj45WTc4dAKwB4zW+c88qPWHN6eZIXl0x/TYCQVULSyXjzo+r/H6yNCZ1k6BS2RBmoDVF5xMDMjy3oFJq5LJKicFaYuZPBOUZzn8TAkyNHabwDNfX7VPCc+hx1WFP2lPYbT8DGf3at4aWtF7BQ2EBj6Ru8d+RHtA0tA32UvMu2YV+zD73HR8M/n6NucTgt5/e/Bb9Kx177+x0MVzRxyV3TyW9NVk5TPcCivo9He1pzKlfKBpupk1lasHhMvSowhMlXXIGxlmGYAxERy74A56wvwTisWWB/N/kof6ttwaOPoKR6f7Wzhp8cnaoC4VBemN4Te+id3E+z1MWQZxde1zv4gl48Q02qR7jRBjOsAgWG+BwEBkvwD8V5JoaPzaJjy9mEvBr4tpc1o7doB4Pe7CUSsFEweSfVK9ait2gekFiRdoX1cO1kG5vqzdRHI1w4EDO8JM/5v46dzu8PXcINU1+g2OTm1NLtOA2KEJQRWs6l2f4dtkZq8KOFACfWU84okMdbpmOVyGQ+8e/ioC+3tf7q0lpuPv3bOM1a3syhbZVaTmkSeypMW9Cp5pRqLZu5MbsZsvXAFF5/+FLcAxkIzDJsJVuel2mLDjFp1jGMZg1QRaN63EOldLU20tXWmHF4An4bno5KFRSXm7SyOFMs23GZXmSXdwGD7itwFAYwOexE5Oyev6DfRlfb9KRn6GQXJrkJvZDBM5AyL0qJo03VU/m0soOQXls79miEL450URY9/hAdn1uPzxNX+KZN1XH5pf9WAXAm4rJYvrYCgP9a58G+uZp3fhilbmUT//NsOqhSSur8++JrKJgCC78psbO4DRGBirBAgyM2r3FijMZ8FxfUNmHWR+nosLG7WWTtJpn2V07E9LWZlDdqXqXEYWnqUMKiJXyBdCCcuqyVkGWdoRPR2I7O2InepLGhx3ggMlmqM22NSLAWb++1Ob28qYqB4igw6gW1n7PrdUyrEdl+VKJzZjGmZdr6zfMfZFn7ndxSrWeyPRk83P0HF2++l13RybhwUz70vrLkpsl3FN5/6R8fznq5MmefHL6k5YuV09U8kmW/K2J5cEp6oFTCwDxwxkdIS01jjP9pN8++hXnxg3fwBfxjRuhcoihGVlNdUk59ZQ1TKouZVD7ErLpeLMZ0pt70lxxP0OX+vndIIhCKEI1KvLPVx7vbRpLCnJXnjeftKCsoYvnM+dito3JCIfATkooDJXd7vC6roe0Bwl4fZrsd0WRUWaAzAeBYGSTH7gIqX0nO647lk8YePjhgYPMnKQbylL74zRJ+i4Q7Lx6hYQyJmP0Cig1zcArsuTRK4Di4gXTBEAUtfcgdCpu+RCQiEwkn720V4KSES2f9LFVfkhVXjAGrTYdBr0NnECgv1zxgQkCHbI4yqDfSZbTSbbIoSQ0T2VpJ1whuA4YjDhSbnb8pQMgVPy/LbUZq8i1UWHRUja7ZbA8IRxWHTYh9fV4O9HtpDOowVtXmBMD9JTaOCC7pF68t1n3ttt/tmPf78nk5Pd6yTLA2zLtn70GSZMwmE5JdxDs5W16pQFRfhIQBX7CNs4wf8t3SQ9h1Em+9dgXuDRXoI1HVqNc6qZa9s2fgs9tU4inf4l5C9elh1hNY4sc1B1kBcFRQWZ0tewrVMkyJzTriZdae/dQdS65kIBtlSqe2UDPvEAVz9vGzvQ287snNen5cnU25eKIAuOOak75nHTJVDe8J8slZSnmxzC0w6Oe6DytoWajKR/+f/vwfy3U3XkLQkazDNYcHuLNvLQE5wqX3iDQeANs33RimjR+hmenJklsk+JGZ0G4T3q4orfndHCppo7WwlyFjQrhyFoO0cs9TJs1lkX0eeQYbFl0BxcUSQYuH5hYPhcPVFMma3h0JRvB7AwRCA8j6DvTLfIgJMul415cC4uloYNrPTs9MuprpgBu3npSMZdBE95MTBMBn3uOcV3FIOSQmIIDG3jCjWVDrbhYpELRG8BSFCVskLF4R80gC8YUAEWOUgCNE2BbBNz/IQFWYE8x6ZhiVTJfx+na8Qz/e1sl0P5k9HpmdWw3k9+jU+Pb9J4xweJqR8EAlki8PfdUQOmcAg9+PGFVAlaRaa3WSHsNoGIko5yFgUkOE5GgAIhImnwlbdxGWFE9QrJdRvYTRY0cXKEQX1ixI+y94CV9+H5feNSMnAC7Yedd9gq6PR3pbMzP2KTcbJTtwCDKNDiN6UVIDq8RwhMJolPmGCLW6dMVX+WmBTc/KhjyaXXp8z1dQ+pG2WVrNfr41exfb84ZVcJgX0XNWXynfa66nNmBByQ8emTTC4OJ+/LVeAvqISvFv1PsZ8roIhP3oggMY/a28Yu/kWKgBwZevMs8qFh9nKK4MeA0ifsGAR3IgSKJCOEi+4uUyhBg2iowYRPVvUCdQEIpiFcLMlAdYZD5IlVGx7Gvz3Rdw8mbnQjb0zCYi6zi9YgdfnrxhVOFUF7d6bY/3FHb4T8OtixCIZPaMhGSZ4aiAqlMIOkyCUqpnNFxtdHnJskRQjqj08TpBIE8vYNVpa/2IL4w7xUKfml2nAOCrVvySuuIdat9UAHyDAoCTW4xUSfs0h5acY1sEvBZe/cflNO1OsMhm3iZjokTJQSss72PRaRuZsWwHZlsMWOTuQ8BnZ7C/koDPofZIbwhSXNaG2eLRvNZjLbdcUO5zZM8c1j95Bj6PbVyXoewME6lx45vaRdDqwheysK1pDiWbwpijI4ij+b/qKEZF5IARvU4kHJERTCFEQ0LebFSHJWqhokLG6ZQwmpV31gastCLMeedNDAD/uW6YvM21vHu7RO2Ko1yVBQArIdDZPDFKWoi9SMQ8mgOssE+7eyOE/DJSVCPCUJWZUdmdN8VE/ZcKKKhPZ+Rt/3SE/evcRFKAsCwKyGYdoWIDUmqOp9iOsXwdohhEiEVY2IbBruU4yn4r7FiF4ClCuQ/uKWP3SVxiQkDC0B9E9EUQI8nyqGyGhdIZJqoXat70aETmyEYvB4ZF9GeUIzo0A8Qk13rmez9iSXEZgWAeJnvc/L4FE8fUEl/xdRW2B+maq9W3z8RimrplYtdM/kUBF9+TGwC/33TB0SvL5tQr47/inmKWBkZr4qaK2tHuaAA4lgaQY+1n2JehcIjNe3fR3tc1uk5y753EWyj1so16I1azhaqSUhqrLdRVGCgvlCjO81HkyMGcniZTtDuHwsr5L6lkZMonO48G2bLfq5JZ9bn+O2/zgoaZzJg0JaM0G9drpY59phppCbcbveZoW1d2AHzpuVha7NQ8Xp+kEo0LgHOIRi33MnPfQhaZLVdF6Zo7MbLLxMExD0P9RzrKtgToqexjsNij9tkY1SMJMq5RA7LyG+uICXPQyGCRplzrwzqK+/KoaYmHcUuirH6mtEzqYMsSiZ1fihCcmOM64zw2vGFk2rsGNTc6ZNQRMWQmUpNEgYDFgKvATMgoo4umr62oTkCyCpRHQxTpZPp6fPRaC1j+Wdzrn+oBVgDwUdEl3fWqBoDn31s+LzU3NnbcqiteVR0yz52iE/tLwkRs6XMn6yFYEGZoWgC5wssS4yFWGXcz2FvMoTeXoioYo4PsiRThkYrwy07c9RKHbgjjmhtFHouSTyfGig1urn2RNTpnlGhLN6TH3GVAN6LD1GnEujsPT4U5TWsv7+hi5cbN6JRUmwTxU3viHmaf9RFGa5BX91fxkWclAexYIzLRQG7iqahiRNFnTgNwSmamhosoD1mpUc7/hCYWB/io7OhEPMAXWgaNq4b3BtlyViiZT1mdWG1MQ54gV2zKI2KIp2mZgjJFbqPqKIwaJSS9trnbdC6esH6m/p26VU/ZPhFr4wD2pT3ZYdg4EEfTLoz4xUqClBASSxj0+ugdaado9gycNTUEg176OpvUdegZ6sXt6sVZUMrMJQoATW6JYkgXdGMe7sQy2IzZ04EYye4EmEg0iBwUcW2s5JPKKexsLMFsNGNICXHX+YwY+/Iwek1YoiZsUR3mMTKveF8VLCCEQuSFvJTq3eTp/AhRGBjsx72qenwPsAaAlcWRo1hulkMs8wkzgcMj19mrWmpj7GTaE2yTA5Se4CNvVvbyDunTN1Hvcca3SPJ/+Dr0dK7NY6QpPVYhYI/gKg8mCJn4/WIecndpkO5pMeU/s4dcO3ZjnKOZByjT95k9wC10NQbUHOAYAH60V1PiNKGs7SZ1kY8+Sv2TY5OlEqunjprgk9EPioiiHiEiqnkjEaOEWx/AH4kSVjTt0aaTRPIlJY/BSDg/QsQZUUOkxxTxcQwe4/Vl7DXH4QWNRiSCQYlwWEb5dzhBqTdaRAqKjGmE8plWy/+v/sTWQPLqT39i7HlfK63l6yfeSXXBPvWiQ9uqcgDgl0ZvpIH4iea9D3Q6GOyJ59X2tVfTsn8W/Z1V+BJYv+NrK/utS6raqJhylNrGfRjN6ULUbAtR05AYxjORfiYsYqCntZK2Q1PwDtnxup3s/XgBkpRIlpcun8xWHxdd929qp2euXxkNSQQ8GuiNNVEvq5wDylKVZYFISE8gkHzIGvQBTJagSjChNCmiWFG1DWcpkNEZ4N7vXsjhHVo+aqwleoAfrHPj3FyjAmAtBzizBzgXAJ7I3GhiQRvvmNJqLtQz7dIiSucne9vDfol9j/TRvysetpRXPUhetcZOmW0/BN0mevZVpT0n8d0nep9guB7/QJiKFU4qVtixFifniDW/MUTTy5q3P/W9UndUru9j/TFYZexlmuEz1iJBmbAX9KYAUb8ZpaS2aZTt3FTewmk/eW3s2lgIeuwDxQOsAOAvl82tV0ZsxT0lcQCcvuXVT/bpO/HoQ1gkA/kRi2oYVlRmvxBiSI1MiTflnaKSRIgwPToP7YZBdju78JkC9Dtd6t/cLfPeS410cVrtTKsyc/6JJsoLlfExII0ae40GmZI8zYqnlNdq7onw9pYAb2yJ73GbRUgqXTQRI0NsTjN5gacqnrsZc3JGtI0nVcYVj9oiH9cDbDlmp/YJdXrHxG1OAJxo+MiiI42nYB5aHWXXRVEU4HS8TYnWmrxRR+1nInntYPTHO+F2+LD4jRgiCTcerzMJHeidJtHfIHP0xCiBlDrQx9NPMQwr/66nYm8GwDuR/uS4JmjUMeIwoYBmQyhK3lB8j5y6OjkEOhMAjr1HYhZVkgFgvP6NB3JGDS+J615Q5EGRwlAcZwYO+yxIATORkIWwz4qn3EjvCpnOM6B3uUA4g+Eh26OzfS4GYeGdUL1WxuTOvFhDFh3+Qh0W4xD5Yi8mXXKYa9Sgp3bGIWoWH+BgpIq3g4sYkuNnqMUoYqyJYpQknJFwklbo0+nx6RTHB/QYk4FptvVkDQuUeU3oEPAaQhQMu6jOkQM8GgJ9ocVlXKV4gBUA/HlaKCQw4hbUihuxZrHJmC1aiaHYGBc0v4+je2/aI8ZbNqPiKE1rjhqsBJyVDE1aQdR0fNYmBfTmH9uEydOFLuwb1wU5tvbH0SwjJgfdcy9DUpUnrRmkINaoJ24cTxgB1WAelAgNi/QcLciotgZGTBw+qBHyJvp35iw+fDwAOAbARhXkGB4e9Xolm/JyIaVxAPBYL7Oj4Gx5YpaKEEXLvDimhDCV/DdW4lQza/r7BHp1DGyxMbzXRCiVDTdliU7o0B5nFSse8sHKZCCt1LGzDusQIyKyIONzRoiqdYnjrfSYFb2CJcbQrMxrP9BIsBzbf/Zn+5GvX6d4gJMAcLZdPK5mkHv75zBeqwBzxB0h4NOkQMwqarboMJhEZEnGaNZhMIx6o8YFwVpfxosNiPU4pADdkERUUsK6UIFvNCHkKzY9ZquI1WFQ+5G4qcd7Vq53zz1qn/9bxQN825qrMRu0MN1sHmCLLUhNQ7y8gBQVGB6wEQ2Lal6Ws9CHwZS8n/ra83D1KsB3dD9nWBvlNeWYLabk8kHKjIwzKcpce91efCM+QsEQkZTis1Z7kIopg+hGmeVjIyRJNvSKN8pi/H/svQe0JEd1N/7r3JPfvBx33+bVrjYokpQAgQCJaCQRjA0YMDbhkzD4w9hgsoUBk6PBBgTIkowlI5IRygmFlXa1u9Lm/HKc2Ln7f6p7QvdMz3Tt7vMevv+hzlntaqbm1q1bVbduqnvRPVCCZcWwON0DjkQPOBwWphtKMYbtZ99nLGdiZN0enPeiO0MXIaiQh69wo4EgDFAznDqBokKgiQIcu2cE93+ytQI8ubsf//OPr2qS28WYCl1pKE1TsdoLCQ2rL9uHzNACpGS4RZflbCR7C1C11ZiefCXKxbXe2a1sCYZRkMluQ9/Kh5FIeyFtUnymZe3bKm3UnISpvX1wzLphonN0FunBetheRRV3f2IYceTnNqCcH0VubgPycxtrPCTMISbyh5CWfobytI0D965FaSYdoA3N3Nvh0/rE0pjCvD5HH1mJ7QfeOHvlwOpuAi/gAT4V/kzDu319tqWO4JMrb8Ok3FxSo8afT4E1ecJ/PZqgEUTLt6a+ju1C5es8OejNIm9jtTLjGpiI4l8oK7AsL+twKhaH0KIMG8eySKfiWLt8COlk3dDjJ6eqmZBJAcyGdmJqFr+491H3073qP9XeAFdDoGsKsO/MNCrA+TyPZ55JVu5v72BxrI2eXh2xmAOeb+/RJUK1qnGYmRGhaRWl0AH2ngc88SIHxZMIi26cX2YWGDrE4MLfAsRewhFPlvuErdIa9tzsAKDyDMY6GRhxYGyLDaUD0JJBmeUUthVYE1j2KIcLftIm6ddJnoFQPKraa4PrutEDPNOTwGF2wf7EHedz73zf53ef/e1+LyNsu0ahyUR1aSUbE0VYSi9Czs6Dqd6bFWCWLsAspVxl2CilMfVcYOa5wIkrHMjTDJJjgDwNLG50oKeBwkoGai+QOuig63Fg9LbghU4ia7O7wx3a5PkZJ6lgWBusoEPq8KJ8XK5gsW6eEUfnocz1uc/U3M8jVAZOcpDot8FUouPc39iAXmDgVMQWPu24Dpew5jAm7KSK/Po81I66UaOjoID/+QDsXI93K1amWU2CVVWAE7PSpQvPqqesAEdtC//3qYkd6Dj2CHkz5n7sokQr5FIMpKY9Y7t7IlnO+4dj1YaQ897Ts1A6niYq5c4VmF33CgosT62LAA0JPV9Tgm2OQ473nj2Fun3IG+C6B/hkBo3iNBSmrKgUgRGngjCCzq0KMutVMAIQG9Ehpv0HoBGHZpwsYj5iAH2Bxfy2OMrjgnthKhM8LH9ZgqgTWvEytHuXRHXSaUzPFLjc/a4xHLiwgMwjX/ufxInXXLGUCnDkykcwM0O3UCxYMHUSflm/GD0vDEmUwYAnyqfDuJEAAs+AI384whO8kE22wgiDpCDCAvFAM+7bMZWEd9q2+96GeN78LWwORAnv6BLc34cefgq7DsXS1JhPFE+LojMB9MbeHnz2lW+psaVWCnDkDVPliKeAVLYri1RnupI2v4XyGzUZB7At21WGeZEHx7FgiKutFT6t4EWNU1lY0zCwOLuIYq5Ilfugb9kCMl1B67VWFnB8fzeIMcHbuFHEA8LgHN/XDaVIrKGVs8Aw8DzAY7j77teDKMCznx7G4buqWaCbPcBRYZ1R33vL3zo8rnoecrMbMDd1PljGwuLMZpQLo7Wj4pHe+2+6azcSmSOuUkz+aOUecEKwXAcvlMHxZcycuNSFQRTbaqsquB5dbThO60cw1SXnhBJ6h+/DwIpfQY7PNJz39nOjmTstjaKjKzxIJHHZwb1vNy8Z9tJyX/T5XpynVazYra7iqP0d9X3IOf/Qmp/ivuyewJtalxc3RGE1ohQ1VFRIpbu0bSQ7WviSKeCSqXW4aHKdGypXbR1OHFnEUXYMzDEFmMS9GdJ0mHiKPY6H2QMoQQvlOQlHRIlUBWjD4H+ovwMvlD6HI8wsVo4MuPWa/QpwlfGPjCjYtPn0S9e02iKNn3/1/Die6j+JKh8tAMcNxw1Jna08o6Ad/3T7CSqw+WFg08MMJBLk4GOzpsEg78utUKVxpMIQvbma9kGjApxPS9gTy+MTd1zAfPjibxYHfp8Khv+ETZxGQKDo07YLYyHRNw4xRULUw4UWU5FhGzzUXBaMw8LUZISGMEbgQhRdVlQhxIjSq4GPBaNKqsq6WY5Dy2egF9Lh41AowRRkoRNzogJUHQfJK+/Fw68fwod+t+oLh95z7gV9z2QufUyew/HNp+N0i1b0q1uGhBinJncgNb4DrEXndaahz+mexahjE7rlGQ5qdhkWll8E4v1tJyctxRyicAxIaW8rdx949Sd7V3Udj6zh3TC3KAX3NE0FIRc1zeIRD7GYtRAbCGo8lsog94w3R/I9UXyViZMoqB1FVRrkTnFOTaApcNn3/Bzue/skOh78t4OxictXKexh3DJDUbOUAjbtVGn6kdDjYt6AplSEk5CH+mGClKsqhPWl/L0fN+J1Jm8jY4nochI0czqTfa7o0/Dtq/6udthaZYGmuhlOE/FkOol0Ng1RDjlXp8PZTua3YfuXKNduSQ4GallFbj4HVWkoQRCtu0ZTZ6nOjgNc/7WgArz/bUNYPIKWIdC0Clz0JGh61CeqlnswP3k+Jg6/AprS21aJjvKNRi1zK/LKyTGMrr8Jnf2Pt0F+CRcnUrqmoSFAQqBnd74XW1Z6GYBfcsMQNpiD7X8cNY2o71vcQf86dA9+NPAAdI5EUngoRBpzI4y1kevZJimLh0HryRDBekDL4g2Tz8VVs1uRsprfqtOtwtL2eoYZx7nyJxDmAa6O9LznLiDbeXKliE4Xy1vXS7hzpQz32fX/Q+2yoxqu3qOBKN+tWrHI4Ylt4THVPOdg9eoyBOIZbAGCPE+JxUh0GAPDbE2gjg4DTz+dwsSEJ0eW4wJ2pUr4xB3nM59Z8T0reUKKpm7UoaBdG4pzLqYXICYKEFJtjC0N+BDFmBgbbV2ApcnQ8h3gRAMMeVRZbYwNqWMeIqn2EnFvqnNdrpLtmBSyNsWcIslDA4OiD/EA33fNMD5555b/2f1Xa/qXP9615WfnTELLnvz7+kicGzo0opeYfhaZ44+DP42yi9UhIrcfBW0i51OBYYop5EYuQKm3njNmCcFHotGqw9IowFGUjPqexuOwFDBoxqHpQ4GLd2VHeFEo4CwFjL0vWMT9b5tC590/OSjNXXwSCnC0m5NiCpF+7EYYJDy5RLzChh3wCrs0bYFSy88bbC+hh46Ug+gQIMU8j3G7cfwHieYAU/WJJjOVzvqyXg3feuUfhgJcpVMsEUNnbxcEMeIRWgtltflSbUHR0A0Q7EsiAaZPTENTo947njI//V/54advuRFdg3ncccfb8M2zjmH8L5a1VYBpvI6RfIWGf3knpcm6SUKUD+74SyzOboFttlZG2vGOKL7S+L0gLaBr8BGs3PjDaL4byZEoeHeLuYdtABpaP/3fmyHab8WqlBejuiQK8Gnuxnuzz+KX3dtxf+ee04QUvk+CQKM4Zevvr568EB88eqUHLgrMEsykBoJirD75eoyu78ebrnpRsweYePpfMI90xu9JogC6RHN4cETEk/0Cnuo7hQfCS4RDOzAbZ00MFGwsz1s4d9Joq/j64ZRL4cZrlnMgy0RpqQZAnt4kjh+LYecuLx9GPiXhkJzDR96xJvvZD/xsjk4BpnMMtQpzPpl96IdBwpKFVMHz1Ppzb0RsvVPZmUR5NpQE9FymFuLsyVetn0XQnuOlgEHDL+JX34NHXjaCT9x97q07/mrF2jOrAIfrEK4ifOIx8FqzQSPq7jyZfRN1QqL2hCklkRu+MKD4VmHS3IvR40dHqrWD0aAAZ+9/8de7L16+w8u2StWiKEAD5EzBoBnnD60PDf0i+jxy7TR2vWQe/bceu5MB8xKLG8OPp6NrWy4FKagPY4s5kLfCRBkul0w3DLrVk9LWinGQ0Vb7kbBpXmAhSgwSlYywfhSi5k4zL5o+tDJbFD4EzpsGRXzm5e+t3apP3LkK3//EFc2UpUFsqfr4Ro8nYoinEoin4mBJtocoglMrxS0sIxVvL/H0qmUFxVwJtj/zRNieoyH0Gewjyga+8rt/hWM5+PFPrsfXr3wQ7LvPxvhjQN+GMbzrt19rmkX0xbJUE4hWFIlXmPzJz29AKTeKxemtcBySrbVFndHKbKK2n5w4gWzv04hnjiDT+UxTmHM7lrg09Ime+8mw7ge+/GIMPu8l9rJCr3swIkOgl2oJKeAUOMUNi/7e8D2YkOpv+GqCzJIY8KIQaf4+boi4+shz8K65F4J36xTQKRQ0Qu/TOIZFprn8VcaJY7nThRxTxlGmdZ1Ngsr93D58ir8Dr3zhc3HxeZsgLIhY+c1gHdPNm/MYHiYGuaooFkUH2huDZvd5Y83GWVcR/uUqCXlpKcJfaMYO9qmqpAndweVHNFx0wkB3JT+Iv2c+x8Fs45mdmxexf7/v7XbD3iRvrkMYZsB7mU6bKJW4+vvmFktC3mtXcSFJsBxxznrrbRfyHzvn22rXrkR0NdcoJke71FFw2mwp8lZYziyAj5c8s4DDgo+H12AlYGyVVCzxGRgYB7zslYK0DRGWJrkh1GY50SaUmuKc0hyDqG0WRReXvpEx0HA++iAOjwzj/95/4fXb/nroRYNPZ175i9WzUHtbh0DToL8UfUhYdHr8STcxVY0fU5A3inS0W68VHJJwKz94LgqDW2iGCu2zFPSJGjzA7f5MiX/87Ds7//F5N/dG/a7+fdQGothkVJacFu8XTmrVl4qiVHOm2IVRcKK+p8hJnOvTcPvfHwOjZ43sb5/6LMPgHwnNbpp7Aq2rmFX5QnuCeejRELX9dqKBQJJVkSRVbLJ7jQAAIABJREFUJHEV0WEUxaonraqknm8ahWG85FWVXU50rliCB8lM36SA+X68VPOiOUQ0Y9H0ERngT7vX46OvIkkF6sf6Y9e8CTPjvswnNMReqj5tCCBKIuLJuBtaaZmW+9aXKMZ8Q/p7Ghq6fRpxZsrghL1guTKUoggpZuK5L38WvcPBeohqWcR9P9uI3HwCUtxoSrTlH/9Mw8n2lPCqd/3ezYR9fH8P/vO2t859569/2bXlu8/BI18mhh3gNV+/CZtes6OGpl4WMbG7P5BQiiSv6lwxC04yYZsscsc7oJeDz1y6V08j0VO3Jns7KEoYjgpk9hbGWxoPFlGGJ45djtKCl0Cr2tRSH3S1y1tK8oMWz6gT6SMYWHUHeocebLE12m/eMPr87809bGOGoe3gto+8F0Nv7Dx0ztQKt14P+5iG9/32otbbn+aMUh8e+o6fXHE7ftv1NAwSHu1T2tq93/XWtL3Hp933/jfIZcVAPq8il9OgqvXQ4Uss/34KJ84WexgHmBmUoLZ9e7aDPQFF0NHf2wmSFKvaSP6IucU8DNN074+OdBIyqdvkazPzORRKdWG0O5vB+978asRkTx9a95mgQEiSWm3YUEQ6ReocM24G+caWSFiQXM8lfbNMBvk8F4BH+EU8YYFjHfeMlcs+Ja8CeryLxbFlDDo0GzmJwZEkjz39HPLxKF5Aj5t3yIHOaWDdNmDTcQv8OIvFNINUtSx7yBL6Fc4qjLYsqsJHTrsPxdS2b+jAlcudx7Z+Yvlz3n/tl+9b9bOuS6LGdacYRdYoGZCmWAsNrwiB4yavYiw3iRVpWo7IESHe9WpItEP2G82coq+WSDhRc3Ln057nMLwJtnPBTfxZbQ6ppUzeJlscSFFt+bwncO87+vHaA8P2RUeXr9r2nsHXZMbjX5IPq/ivl7aJJIucAGWwyknAic0fgpQbg1wYh1iqJzml2L6hXaJI7Je59EQ31NQg9GQvyj3rIvcB7dGMOh5RA0UZuwPw36rIo3xZOHzNR0YRayhYfeo3cQQZXUfA6bmxo4jgMUuKkxnVh+JQ0YxF6uLlezQogdAnQNC8ckGkkTJJh88rNIXzpad4CLrHhOZGtMhwP5L9mTE4/DCdZz787wujDmsfJow5ygscuflpos2ilv40l4S8GTZJJueGGqCENlLcyyDd2M7EvKgu5wpiS4IPgGt6uxCzRvHq8z6TP2fkt2m/8kI8wUTBI21kTThjnD6RgaZ4wlxYH5Lg6ZFfra+RM54KzxRMYFQTQa3aPIFzLwuWEqKHk4Fj8WCYbnC89+9G9z/DWuAFA6nsPM66cDekuIK+kXH0jkz4agyHca6lYL9RKxf1fUUKpFAy1QKPW297Hx69u2P0zq/dfPug0rl14Q1rsHDQmxvxBMsZ7zI++sgqGhZU2aJBL6wfTk0gaJBVsqOzEBOeF2Vqt/dG1U/Nvo3j2HLNthrR1Vx4CDSp8chWMtoee3wUz/5yE1iRR3rVAFhJQDxxDCsv3unCEaUxGF6Z0aYWBqfdpdmKPo1zb1w9mnnJaQWZkaoED5TnEyhM1N8jElx71k+Bl+qKm6nyuPufXoenrzfVKw9e8Jw1C/01a8bodyS8emZz86SjtlbU96QMkWPjIDOFKSZoEEpCBud4Sh9JBHUbty1UojWTJsyYhYn4IpJJCaLY+sljFDrtlV8vQ7+mkMykvBcF1NA03XTf9ZO2YqgPm9ZW6idX+hEhaG6hAFL7mLTBXjfRdq2F4bdqWcP766hJVA8CA4xNzUHVPP7ohxNXpQcTXx6+qNOql5EL39XNuBEFmRdaKMEhuM3P199ZRok1LuoRd3Gp00Gp00bHGOuWQyp1Odh7uY2ZNRbyLZ6qE72IVKToPMKg6zCLxByD+CyQmCd/2jyRdRlKlGcuuk/UnGjmHRkt4ABHRjNImFPWn//Zmm7mtVk3jfqnV/6rlToutzkUNMJPtBIXuXA0RKAhRBScJZKNiS5g9BiwfO9rRZtFnCShrWx/YZWF+Nbmd/POFMko7fGH3KiGwyIpOdj6hO3Zkg8l38rZMmK6B3/3QArnT8Xwjm1brx/8wcu+fM9TT3WUdXbfyBNdPXcNzmB6XRAP7y48TX2mdqeeOhySOMtViPPjiC0cBWc2R7O04z2tlrt6NG1BhpIdhZYehNK5MlDGiIZVRvG9qO9Jwb+Ek4fQUDHEZkmFHG/R2UUNJ3YFeT35PNtbACf6smr7B3uLGrtucE/iS1d9flkUDhQmjAgPQTtTPwm3YB0s9qnQUnXGLyqcWwqIMxiQOsik7m6jIknTh0yO9CPNkGxMrinjxNnlQO3druMShncm3PGq/epFxOvkaYRz/GyvDE0rq/jsiAo9brcvD2ID7LwEVqm/z3EkC3bCAHjHrfnIaQJYTSLFw2omLIs3GFvWGJu1wZgcJKX3+HeG9tYW829/NHcdA3yJ4EeU4FumJwKeYHdJIgwSjO1gUFGQMoIhIHO2d+kKto1VuoPzk83J1B73ZWnc1M+jJx18f3TEsrHDNLBoe1PqjDGQBZK4CCAfFUzgiGpDrXxPZUWtepUi5kVuq+UxDh18/d4qWTbmNBO6w4BlHGQ4IMvXuapqA8c0B0rFcLGU+NCshcwyuLpnAKw54GWw59hz/u7lF/0yxrMRGXQqAoRPATPnAXMx/MbQxxkYcyyMRQZOpXZtKwZBLKp8xoE4YIPvcsCGBIPZOsC2yIVxMmNxMiAO2pBXWu54bKwZ/3bzqs6BkQFpkHhGHLfGr+7L+k7mI0oeDzINFjPjMex9diAwfZ7j0NNPLlwv9/HE/DIs5InF3NtLvACkMxyGMk+BgwOOZJcvyLCM4P5PdhbROzINIWa4Yx06sgHbn77Y3vVU/E3f/NEbbyawlo1dqzx3/zp5xwczmD8Q1E9oSsa4K1/hva2SGy0VHJCyWkMM5Iy3LobiIH8CMBuM55GekKWEM8ggnq7vE60MKIsOSIJNhgPkNIN4tiGDOSmV5rF1iDIwuJrDSLY5nHJ23lNuSO1QTirDSOiwfU7C/DggJ46CRKyRczE7KiP/9hMzJu+8dKz31u1f/PmProPDfKmKHfEEn/dgPzr0OBTOwIGeWUxvaBZmUkfrnplSjw07XvdqVDfq7EI9fDk3QkqB+LewJ7aMT9cNZF0dGUgNHs5G4WaQGN4q3s35fA4npicwMT+LfMmLJhAFETFJBMuwME0L8wWicFdx8zyR1QzTvVmvREVCjqOklrG8fxhrhtvLIdHCVnSPSCWnFaM7ic8dx9nHOtZzNt215f7cNnaT7Ksh3hYMBfrtfu9d5+2Vrcg+fgtX2GC0OEbBqV5J5O92VqwoOBT4kC6FtAS9oZwVqffr8nmexVx3HLNpHlxVyCZKHs8hodhwWAasbWORVfEcu1R+xeXDLxDfnN1eJc9b33vDptW/6tqeOiYHU9bTeGwrdGgnSxBFsTSgw6hUOuFUBokJEeTvavN+396HRuBoXUSurPMLmVEha+TJGcDJBoTRachnBZ/MGWMZqHsH4RQkNzFWQRRQRgycz0DlikSKd//ZsoXy6jKUjUHGrwoObMaGVRBgK3EUBmyYyaCXWbZUSOQPX0Kybw7EbirZRD2o42wyDkP+lHNJ972xDdE2bWIx8sYnJ0Cf7mDVfIzRC3HYRgySJUDyM+cK4XRWhyiY6E+V8AJWtOIq/uoVP3t1rdzCHY/vvIw3cM/QU1loxgJ+c7YJK+bJB7IOcI2s1wEWKgqXozuIj2lIHAk6EPRuDosjDrg0B461EDcsIuYHzgHJ7afEBNgcD9axIFslxM3KpQQHBitiUeqFWRGs/PIjqePLE8GGePIzXukj/2dSfgyxglfySEkPQUt5fUw5VasZTLzLhGGbsXT7OsJt+A0p9JIr6VCrugPDgmNEZDkbjMPANh1oBQPanFHbx6zNQlAEkL+r7ejeAeQL7Q2JRIaxrRk4CIb0x0iZoEoLPR1vK/U83rvfOf/F3xo4CU9wkDMWO3UUuuuTcAluMOBM1lU455ZpOH520f13mKKoxyzMLfMEjCg3Nl2faK6ozElQZonS5u1gMWNAiJtgBBuOxcBUOOg50a1f5m+sYIHlLFg5C4UDAuYelcE6KVuKJV1uahkmy6ZLDDfIMiaXdLSZHst1f5DSLmQ0s8xaXRJnp2Ksk07AZNIo5PqDBCX94jIcIpAIPIgSCkWzWcM0HbAkNV/w2GmmilJ+J3LF2wuLuf9WP/N9rzAngA/dOHsP6zCXVf+f5WYxxU5C4UoQfCGoVYr1yDoyvIksy+EspwcrYuGai8A4mBRmcZTJYU4Tcawsw6x4E8hYw3EV3aRIOV9GzJFg+Da0f7I840BlVYi23AynglRRd6BrMtLKAOb0cHwU24Bim+AZFmmuQQtr2A4Cw6GLr78daiR+XppGQQ6WU6lsTpdJsbYBg1EgVIwA1d9Xh5mVpjDnFFFwDBi8CifW/M5G5xTYBgdHl8BwJmRZh+AIbmmCxibZMrqMHvQr69BVHIVsxlWHxRv/+S3dt+vFDVuLOvPLGM8M5h/goBzhYMwwcAwGrFxRSCsgrQJgFRjYxHJaUeIDY3nSUXTMkvums9qt1aUb0Yd6rKrLooKpb+dzGQbkj12yYZUAh7CQEK9RbY4us67DcTgOxIqoMKwvxNP73nIcFGwHB4saDhbLKFSsxGTiQx1pdKcSXu3QeHMFjM6EjK5EAjFS1qnx/XPT6tY/OL5gmocmpp86NDZ59Rd/+rB7hgcnr76Wt9gfDCpZuffHa3HicaA47rjKm0AMAOQu9tGEdRhXuTMN4k0FBno4bO2KI+7DY+8xHWOzBnIlB+T8pTkLrPsGsq6sENVetxj33MZ4A8vjUxjVxlwrrF8m1bM90DuykFgTGat+0Wc3q+jcqmNueScOLXRifDwOw2LB2ZbLClkSx19pZUuCBW8NyLFMj3IwXb7rE/AsoDRpQ5m2ANUGM61A2DcPXjEC+BCQJschrinomm/Ofj8xMIK5rm7kOrqgyeEVEBQ5Dl0SYXG8q1DElDJEXXOF4Gqj6VPtKysKBiaOo2thaqZ/fOzWzsPjf389trveo3+5/cZ7HAaXnY4OEOA/Ece38dgZC4swcs1vfQlMbWIK+sI8jMU8HC1oAKgOY6kqHF2HTWpXkjq2sgxWdN+duGgZpgHDMsGxHBiOg9zRgfjQAIRsFqzk8XL/3G1d937fpoX1aZwXK0mQB+r3apQeRYZbCtmD33fkydRPtr34bdtvd9f3pqse1MW5pNBWCaZguVFOubYEq3xZTLEoJ+v3CzlvHCktaDqweAaFTBwzwyIs39nsPm4gPa9DViyXtbrfucZlj6LkHamk2CDKJGc5rrKoCyw0mXf/XW2Sakb2IX1ZywFn2a5SutghY25QAiPWZUvLESGUAUGxYPOAFjchWotgffUOicfKYmOwWAmkOpbZrSPFL4ALXK2V7NC2BVmdw1D+UcjlWYM1lICbT9WSnKWk0KmyuTXrOm+2i5NfWPnFz9TkKz/d3/X2b+7oeZY/KzbOCiS83RHhMDbsip2U7C/WNjmW0TgwOguLZZFPs5jp4l36VxujsXDI22eLdT8vd1lgBBNMRdsiPMlWeYgF4vTwjKJEMWV5E0yl5JehyO4bXc/oysJgWOQbZLnqnqLZW37/FS9p4CQdfFqBzbFgYcNWONg65z7HIfydlzVwguHWBHZ5STEOUhLJ1AUgRMbx0zFsLClVdGFFwYnws9EcE8wMH3xwx2/+/OJqZ6IEs7Z9S3oy3hOblZDEFFh21nXKNTZJPARemITAzYDlCX0cWAI5K955EbAIgcmBhQri2QxvFAzBO31Y5LqQ473nRNVWKEooz0uu3jA1sAoLqUEoQhqsbYG1DMAkpUY9xks8qGosCYOXYTHkvrPBOUS2LXoFlyuNcGSG4WEzPHhbQ6c+jYHyYXANdUZJ/XVdt6AWbdh5DgtKGrpVV0L7ErNIpEpISAUkRBuC4LMYV3CyNBOmzsC0OOT1JKZmejBXzEKrZBQ3NQMDqQl0JRfRlc5BFotgnPAoxSr+zzzWE25n63jqptG1qZ8/tTn7i461D2XQf0BGelp0ldV8r+F6S3O91RekwWu6qrjqdgwlrR+2I7rvCEQ+B57RwLKGyyAtS4KmxWBr5DA6YHhAipXBcXq9jy1Ds5Kw7bpQQujBMQZYxoBpS1CULszNDEOZjnmnnpRdSSchxsuQhDxMW4aih79prm4pw06goDZamivMvL2ftsryK/5e8rBGBQplMIukALPjKq3ozsKRJQxMA/1Twe3deAmzPItSd5Cm1T5GioPeyUFNsyj7PBhhB8YxCUO0YRVNmNNFsI/vvGHmA18kKYLdRjzBY5ldX/r9ihuxkDgOiw0aKwLMJyBOOpDMBGQjjaTe5VrwNaGIojQDg1Nd7h6Kj08ib+UZ9+IFvNa+JqSfakF8anpYhYSMTQTfTnSXRt0/LouoGMQX5QnMJ49ggRuD4gRDAUk/opCWnFmYqgboxAXdgjURs5blYDjnYLhAzKbkfgmu4bJ5CxumgKGCg6TRoj5uBbzBAVNp4JkRFntGw2s2FuMM9qzxhELZjOOVh57/re9d8ZG/Jv/fsV4evWqg83cf3ji4ym81C2AfeSt44bHREbqVtWhnaV6qsWovStvsj8ixPCpU91rU28X6g1RvV7ZqnqBcaWQ7cAJsXoQhEN4V/B2JJJBkFk4sFqosu1B4LvDdZK5oP7j/yN98/Bv3frk6zHn/9untWz+3aUu3Og6p9zjE4gKEg0HvIIsiRGbSVWb5vk5wDeGfjfNZ6OzGAh+uBM6PLMPk0AgW4iloXHjmWHKFK2BhkhNsWYipCuRiPX5ZEWTMpzPQeQHE9BnVhPQ0xES4Mlb9rWlK0GbaewolwYAktC83Q4Qpp4VRrsaXKProYh5Fvpmf+OfKmDFwi8Pe+VXKeNXPbs5t2vX717xP3X7vxMdfNrpt+KzH9/Wc253buQvF3c9CmyjBQdFVJskff7N0DY6qBRTOk+1DlFZjMQdb1+qPsH2DREUMeHzV4wVRXqcqm2/7Rq/CVk67T/X9sYeZ+19WlsHHZcgkB0HFBe2GzhEVjmchJJNI9HYj090BzqlHOSkLORRn5qHlS7A13f1OsHTXgNPYRJFHX4eM9R0s+roEPHyoVC4+k77yr574xb1O6uqLfv+ad967t9jD9Yw1v6nUBQuFjArLfSLgvQtmbQbkLjPEGMppHtMDLAq+1A5k/FgRkMrES8nCTkogtbBZoW6kMOwSNDsHyylDlfKYGzoQQNt0FKjWPEzXathOEK/eoe34IcCb3eBsT8gkXh6eiUFgk4E3E4ydBGOlXSO1JAuIc80hiwRJ2yH5GRiQDMatGs/ISPGe56raGq+D+Pwh8PmJtmyH0RU4YvtSWpaQQGloKzInnkDHofuM4SdvvOaS307fXgXcszC9dett990b/6mQKc9m4Jgh9zidBcYDeRrWMFplNjIKxz3klRn+L+PjjhIxVtS8KEWBtnvB/6WSLWrzyd1//uyv/8aNxJp96gN/J5T3fxzatMg0KH0e/lGyURQxaZVemrHOcJ/AArbYwJH0qZ1i3zKEbDxqOM1L3QSt46nbOlhDmWU5josJMxjueAhJ6QR4swSlmIFmZlHSe1DW+2oOH+LWdwq2620h3lHLrnvb3CX2ReAIOoOEJkBGAiI8Ab5xmWViDZOCDKgRTi5m4NhgUGlrtNZ2zJnoXgyaZOjGCsbekyR3agM/rOLTteBg0y4bElholTA//7IRQyVh7oc3C5gdYqGkmk1EuuRgfCWPUpqB7bP6BZf/1N8DmIoF7bgK54l9h2b+7CPuI8E/u+8DM/+9bHu3XbRgTRlIL9ookAyQrnGwQQEn3mbyztZdx/A+VVyH8haGywwY4olqfBdmOnAUG7GSA19kd2BX9pQcnD/mYLBgu4oiwxH3anDjSoaDbMEBkWeJ03IhxqAUpic6gME5mEoATwyxONrps3STOZHtYzuIG4DSQPeqgtRbBs6fdDBYrCiuAVQcSJaD0TyDtOaAD/M0RnHp+lVdMb9RvA3y4fDIMIOvXSXh8XMkXDy1+sCDb/juBX+/dfXMlYOdbWpbRDHesFMZdk/QwqG5waOVoeg3FzT40M6Ntt/JGAo8T0m0VaFOazWZhTTUByeddj/8zyd2XU+U4L/Gvu+PiP/89q5NBcRfeyX2r+7EbMyGoxmA5VP0OOLhEbAoaTA5jYQqNC0kwcgiYdmc6eJHBG7D4GGRRCD+q4e13dAwosCTgBPD5GA3KIwkXFzgLDeCAawF03bcpwsBOCSxCnm1QWpMEkOTZbve9VqzWUhOHCIJM2Qdd7x2jXxLFFcSvahCg43q+x4WokXC8shbcjK1EPN8Zflc+AwJwzrFPpXt4mJKnp/YLExWh8aXYHHNxkWd0bEgTWLOKUHfcxn4mbU4d9vDePt9N73y4nd231YsWPx3fldC/tgrYCvL3czZrtmHU8HwC+7fzUYcE+AKYGNHwYqep7upD6eCkxsqAETxKJotG9LH0bOwjcaarMGOji2CYRtDyen7OGYKtjIC2+wA4wQNA7W52wIcK+4a3t1wa67cNCbJbEv6gLxxauhzMnBq+5RVwEqTYJPPYqh3Hq86tw/zgg719vgbXrqYuekbX3g/M2/9DpNjHwfKA0gogzCEAhY6mktOVWUNb48CMQvIOBxE3161YEMlrsUKd5FJNt96+Kf7U3LGy6x3OhwS4cKKMGuRUUGak/BShpMhsh3g2WpklNcnZWoYLS+iV9OxjHiOfK0a0i7ZFtKGBt723J15QYLqN5pVzx0RLRgW82IMz6R7MBHzVSBxHHQYKjbkZ2ByLIqxcGNwGSxmWAuaYMJwyCw9X3RVoSM4ufkFsiIkmQPPEq8WMX40RhV4fMZ2BFjlbpTnBqEXG6wMlblahgQ114NhdgypFSsAQcbq3/79rS/9z53XdC1MvPWy637377lt9bfoQhIwfBVroo6ce3YpRIGoPjS6AU2fVvjE+xnE+3xROSE4k3nnDnr3zumM1bTPfGscdj9E0abtpdLiS6IEP/TAy+T842/ahdzeja1hRDFNGlklCkZ1dJp+Z7JP5TKMtNqcvMw3V+7CguL3bjfPSzMlSCT5QJsm8wqGM8ebMex58Ifb7Zi8pYpazzPHoOkLcHyZ0gIbkVKco8sXWiWcN0K6yGNkWgTnC82c6tQx22GGhhrUt4NHlGgjVV2wSmg8egoSSLhgtRXjDvIJbyxy17AsB54LMmFdAgwSAkQUtZgEpGWgJ7wQO0ySFSK8Rl1tUJEH0xmMbafZujSHubSvBOc3j9zwxs2xN/5w1cPLjQMqPndnEq/dtQCxEpO/mIzjSG8HLF9sUEzTkS2pYNzLDCgLDOYqbxqq4w7lDfQXjHAlsIZcxAMYGo5F08djtRV9KWIX+G/KRiJGjUXFzSlWjwpO+xX+yqU8vv6mBC75l4nxG8zkYDsvTGRYX9S8K6hEwqEJIaQcy5MGyMBRXtgIpkoBh+Ys+bd0lCOz7h2mYfjho+uDy8AP9YN4gn/26Xd9dVXhs9f1/eM1uPlSDaKot0z2sSRrRLOOlH3qHL61Qc+Psz5rwpgL99x63NsBF+MQWxYeIlvtY8xaSwKnfWSKh0+7saqry8ZYF2cS/nccUzig6GB3XoVfHPxna2W3zn3i1gLKh98FBuFCf2CXUMhSbqIpVzGo3I1cCYw46yn9TVvOU6QZcR5c7GggDNjWO+Goy2FbsYDC6V8zx8jCMYnBJirR0R+GZ4uGBdH0acU32MQzEPtuw19e3oMD07o9e8nH2BPWjTiy8IOTsYVRsSVJFmtvsht/QN5qZzJJ95kT10IO4TgWInkGxTJwSOUF24ZhBM8fecJBPNx5LYuiknb7sQ35QKpjayYPydQhKA6y9fxw7teHpX4cE5ZDs2MwnfCqQaYjQCdRgESJZQCB0xETwxP6kEjDpFREOraAoeyJOosm7w6VDkwsjkA1ZBgkBjqk6aYA1YhTjSXyKnpS05CNMvi9F2JtbAEYXIfikZ/85WPFl3978e7V7rE653oBy6/gULUzaDmgcJQ8qWve+yQSVZ113Ocss097CmOjV5aTGVhqhatVzn1jH7/C2ep9e0BxbRBREoMMujexEFMMiOJeFac8hLz/TfQzkHsYsG3E2cYzU5u7zwZL5iP5bAwkV5O+WJ1YcJH89Jkj9PExrlCcW5yYAJyd4ZEOARo2wHnve27Jv2jNQ55FutKCilk4Q64qXR49o6wbFHJj2MKEzpnigohyt7cZq51SOlPqxaHF1SjrCahmeGQZUVhLRgq2w7iGdYnTkBSDWS/nlG4sKp2w290pLl0pFdIKnQJ3X/dTN10Gm72nSsOebc9CFVpr0rRjRa41pfBEBSdqX9GORZnJbekEzOrqVagv8kBHIjynPLkJiLI9mAVavMdFiCJNPMGl3ftg9f0C5piGe74pYHS2RXrV6iZYMqJTLEwLhnXSHy8Vzu0GplGkqPHw3SwRk80lErjlshfjeG8/0uUirrnnLiyb9uLq3/RuGTfcZ7ge7ZaNCicKJkIFh2LNl4qJ0OBDdfHQvfvz6EuDPI0hhm6HO+vWu57gO383g2z6XNz+1nTbsk2NUNspk9W+VcWsHUY0cCzNARdSU5RQjDzNKO5WYM5ZsNXwWor6tAlzoXWdRY/6fvo7YOMs5CHiUayvjnEqcCQWYpcQ0N/IkxJj0a5HwnBsk3Bqm5Zbr/lkmrxSwvD/6cMxeQrdT2dx4/i9+NZvp3D06b9CQ5aqcNEmoryQt+XblwOpAY44QzRwzlQfmuN+JvtErTmXehLL1v0Sf/6iUfx41bXYc/TN7gsTO7MB4/03oFQkeQM4yL0MBKlh37svUVjA1BFj8sgqOyGa7nPiWhNFATzPuUKmzIeXZzFNDtMz3SgqcbccWlizbQaaLsGyyf52IJO3nQ2nllDCAAAgAElEQVRRI8VSHKoaLsxG0aH6PSXnjLItUg33vz3WaPc+rDzei7XL0rgjyzrGZ/tdufqlP5KQGjl1oyfV5Np0cpW4wxVlu9IvMcQg3nN6ONHQ82Rx5yaLYKZ9LnIfAEYxIGwbhzBWBFduIdxYNpBTQZxM5AmAk43BERu0c9MGu6CSkCOw5BF2hmTQDNfg7YQAfX03xgdX4P4viTXv/YrBE/ji336+ht3Nu96Mh47V0umET9uvfzpATChjIDUGrlo+ikRn2CwKWgdMh3PPXVrKQWh4lkjTp4oAgZ2RF3FWzy4Xlt9aQBTOZ2fOxoLa2VIprY6lO4KrCSWkIjgXn/reWSx3oqgF7AAnu+x0/Wk2HE2fkNGCCvC2mz8OeHVik2MzYOa8rGAtG8UNQ6cgeiO099VFhwAv3VjR+JAeNDSn6ePCohBSaOw4jWvFbl4Pe0v9DXTh+JMwcBfe+BMTn7yvWFOwj/X24URP41vp4IjpUglnHwmWtWm0ZLWG463urtFVeHDTZpTird/YLCaSWEymENc1dOZz4EkylZAmmDY2HdqPC/fsRkKpXvpBitPgHAq8YeGa59W8sqFjRR7xZjjhNPQAXf+e63C038tAXD0vj777ba4S/PthBqvbVF6IROWPHf6gKaAlshA2rMGeIzP4yQuvBJv0jFdzd+aw8ABJUOGAS3oJR/zNUm1ox43Wz/oqnesKpQOW58AGM8SA1EG1DVKOps2V4H7VnldH82k6rnnm4NAYRehwDqMcUYKXfXAZRiYewkd2zeMfvjcCY+6yyLe0NHcGlWGf1iERcUnT4PP/1z40jENc9g28/cUcfjrwOOYq5ad2Sb8CU2hOiOiHF73Pafbn0sgrS4ULDb1o+tDgQwPndPtcsuy3GNm9Co+bfVi8azVWvprDOdfVozc4Uq4xpFQYDdeg6ePHXypaEMrtjYf8eBFWrvW+k5+dBbdrCiDZoFs0klCJKJJcTwbc8i4Qp0tjs8cXYB6bg2NZbgK0RvOgo5uwpr18OS0bhZ4R7VGlYXLhGBz429fgrk95EUbXvuzXuPZlv3H/fe/hF+O/nn3D6W6dpf39qSgJp4RBxK6kwYOmzynhRv+jgCzT+8APZux4zM1C0LljDwymdaFnWsZDtXcpvK1UcKgcTkujSLtiHs14NH0o5u+NR2nJb1z/t1xS+6S8+BSKB36NX3+dwfppL6HEp//0bfjG665uu2uqezWhKth6YF9o32O9/TjR29eaj9E4Fin6uLSg6EeDM4ElGSb+5L67cd6+6vurIPTvXflqfP/KV502fZZqrCoiVSz/5uaf4IM3/wRKGij1RoTYR23aqO9rg9Ns7KhajhQwlvSgneHxaHGn59ewL7jQ7f0PZ50Njregzeo4+OHxiL25NDyPhudH9Yn6nv5s08wpOsKUDp+lGavdIm343ig27zuGTb9+CLf/4hpAD5bZCvstzX1Af5zb3y00cOjwib7DouDQ4RIePOWn41LBoT2+fOc9uPwF23HnpkegMg5y6z6L4zvXRDzWolVuo4xONGfhzPShvbtp/JRRsKK+p+U3UWt84coHkV94CZT/NqFMd+HF3xPRscqzRA7cNQV850GAeCYTrbOZMzwD44WrUDqvuQIIgcPlNCR/uAMok6jMcOowBsm0WwZHSo+FKKQEjllUYJZay/ZUwhUN4ZaC+Et1SGngtFjk8pu34MZ/W+d++y8f+hxGh7z79nMPfAxjhZH2W2MpaEBD60ahsBVWZwqfMzXOydAmhCZ/VIBDiEIjFNHKtjTnbinHCxWUrn0+mAozVPK7UNj384AC/OIvfh3PrFgZIUSf/uW4VGeCds/TjOfBcpAuldHp1qhs1q4nO7ugRZThOJNjBYQ4AC9/9BH8++c+9UcFOCqNJc1hXMqDTQsrSrryfW+fey7A8fjo+o1gBdv1/k7d3PC4rgEezd6k4UF0cJYikoeG1yyNUko376UZq90yr/3qCNZNzuK5d9z9RwU4wtBLc4zPZB/a48t3PIyLnvswHjj3MZ8CvDYyzHdpzh3NmTozfZZiPmda3o9a4y3LnoBVPh+F/xKaFODRTz+G4oPNyc0aYRLDDyvxYEklkzC51LBgK821xwNdKTZ+lIGJyrND45A5U7hQjEM7pzC6q69cj5/+ZrMbBv1HBbhCoahDHPX9UgrxNGO1OMBBBfihH5yw5ZibR757xz5oTOsQCdoxIw8b7ZtcCu/nko1F7ZFdIiszhTfz1GVpBnhLrXwZSnPbUD76P/jVV+se4O9c+Rr841+8C5lSERsPN4Q4+zZOLpF0v7/2nt/VP/Uxn12jK3HLiy4H8RK3Clt+9KyNsLn2XkqaveUPmCE4EdzDWhTO1d+cfeQgMqVKiYUGhvrQxs344rVviroDERirDVMOjNUAtd1YBP7uBkMFOcDP2/U0/utjH8Zi2oHZ2yb5M81Zo7lMaODQ9KEci+byolFkaOB4BpBoTzHVeJSwIjdWpYPJCmDPOwdFVcc/nXMueN5Caa+CI5+fOu3nIzT3Ec2co/rQnu0o78//i3DarfNZ/7oCW/ftxzl3PoFbf/4ngBYs5xIqEEdvU5qtXNnyS+EBXqL7MDJw5PS9yN7RXBo4tOeX7/4VrrpkP36x7mEorI38qo/i2LNbzpACTGPEoelz+kryUp1dOp51+vjSrO/5ow9BX7wIpbtMFA4PBTzAK76/D4VbHoGQTcF68znQUvU7upEWpc09MDsbs5nX55C593i4clw5M1LBRHzHjJdIVQqXBZyJRWi7T7jfk/eyYc0cmw/Ukm81aFUOEztTYMXmhH3a9EI0nDYEpriKqXgcDZxWaBT/8nz85Kueg+hj7/4Wtq73jBl/9AC3WzgKpWapGAENnBaoBuSM/kdvPGDyolsmZ3T7FObY9vXSqC4QSmUyKuwiSrDymGE0A/du+6VZHJrxaPrQyskus/FrfhwHLpUJvBVjVAuGUk2Q4SDG9UJ981m15c8fewB68SHc9GULFx4vuxILUbpe/6kbaopUYK9EcY6o70MmR8ZrbsFFIcr0islxJFR/qE7zwjUpk6eAT/jZiNgkVOPQ7DMKKbaCYHWdGvGtKsCPrGKwpvEBKM3t/cc+QQrQrC3toaViNnQLoGW6IaxdiT3H53DjRS8Hny64CvDRz0/Vyt1IIyIG3tAZYHPkDfDC3QWYeRuMVCkt1mJIc94CKwDJDQkIHZ4AVT0Jlm6jsKMEq2yDS7JgSPb7hmZbDoxpA24NelIxLc2BbXj7ZswbsMut6ozS8/Eo3hr1fRV1mn5RfaK+b7fCYjKGoRuGcemB+3HxExP4zn+8FHZ5ZcvM3jW8KVkHzXZeij5LAYP2WP2hjRV5glkF8rJv4S9fmsS3u+9HkdFQ7H8bjh67suldJAQe6PRVkrBJmcmSW1cbLAsmIbsJcvwvKm2Sn61MEh7ZbvI2Ps6RQJFAM/ImHC0qsVxUBMfSKJRLJIJRcdelGqvdGr+o727Y5gWY3OZg/om1uOTLIrq3sK5xw1WAb/09pL4s8v98BQp9rcOgI/dRmw4084yC74fRStn2wyAKt7auCzZJKOVrfjixx8agxzg4TaUmAUY1wd21H+xcGXZccMPEGxszXgCTbxOyHTWp0/me57Dz/a/Dw//k3XXv/JNb8fKLH3T/fc+hy3HbnmujodMszFL28WEk8hqGU8fBsvVzP1XsR0FvUammfimePiOIpkx0j6WiS4uRmhRggxdWkXIJ67bnMcYebPs+hQY390KjUExdWFE6BxWcaCWYbqxofKpzc9M5VhvJ0JySg9mZdRMo+rJpE8tcIiQVPyklQG520nrTwPKetto609dcoy6x20DpyUdq6CS4QZTetNr9f33egPbMo46afZD5j69UFGAAD529pb0CTH7cNryUZidELS6FNEcj9bgz/UPDJ+KcU86rnQL8g099GP/nvTF8/o7W74M80kTTmea80sCh6UM1Fs2aUszLWwXaveFu+vYLRwOKkuZRN4Hr/d26yQ1//s1vp/HYX7weZscMyhUFuPr72DoZKz7kvSGjQe9M9vHjpBzTYSvNwngVH/WYjsWHKxEZpKBOPNxTQZT7aqHhxGoJ6fNJNt36SmtLBIfshNJuHVbJw1nqCQqxBG99RkfxmXqJFr4zGOlilxxoR004XH3ejMUi3d+DqX8+iOfdswnvO/SzigK8IjIJFu0iE0O1WxYwajs3WlhJiSRhHgzvRdeQmr2O1gfGLRbfop2hDUVlfF8iDy/NWFHnl3h/z9+yCxc9fyO+zP4aijlVU4Abf8t1J7C++yuBAyyJIlhSapHsvbG76z+p0DuZjGGgz03f4jaTlFz0NVLeKJGIYa40AM0ILwNU7b5Y7oBhefublPppbDOFXuwZ31T7WAqpFELGyCsdpOCw20/mVMQ5kqjP+5lh81g0u2CTusstt1Jl30YQtwKy1otlbGRiC4hLHv8g5Y0WSj2w7Nb7tpoAMCrypBEV8rsORsRzF6egXXUJ5h7/NSZvvACXfkVE92av7vRKCgXYPwdSIqk4ZkPzvWwh5YhI6aJq0xeB8gyJYAhiRMoKsbwHbfZpB+P3B/dBZjWD5S+r01wvBEU78vvMCgbcaeroFZbTPjKpsndpaM4emAdb8sK/HRtQZm0YlQImrMgg2c+Any6AVb0s0eYqzwjc2Jixeh9jRWcADunbPz8D6dbttZ/xI124JfVSzGz3DLYXbNyFv3vnd11+un9uHb72+w82jUGyPA+lg556knm5utdXZvdj68CTTb8jJYNIP9KG08dCZe5AnwwZoz3DXdO1N7TPidwIFLNa39ulapO8EzUWgfHY2PNr8yDz9jcyl4niEEy7TSk/mvsi4vyfztehHmByqNdvL2CcPeR5FvwKXmU0WedQ6owBtg1WVUAKp7drjXBIWeHunISEWmdKRC7QeZOUJoRkMBidjmNkLphme6JTwaG+Egpxrz6vKbAopoJHiNcs2I4Jm7Hdur5xjUNSCS4CzVgxBXh2vebWISYkiNkiTKnOPAQD0DIsDm7hUejwcMjYcYg+AUFJMDixhoeWCD/mHtVOP4FFlfatFGBSAkk5WMabdh068m+bfzX6H1+2ceEJT1h7aMMmvP7Tn/M8wB/9v7Vl/KcX9uKZHsll4hum6wr8wVgBJS6Yjv6sWRuXngB6yt6MygJgEotfddoOkFZs9CgMJBOwWGBeBmbidbrEDQerFx3EzTYs0VV0yAgU0hy5HSr70mKAg1kG8zL5nXfq0pqDHgWnjk91z0dJllEnlBJOKwX4vD3PgJn/KOISi2/crEbxxGglmBIfGgU3sg/tWOE8OkhZWiWYhulSw4o2KLgL4o5Jc9U3b5YSl0Bs/SgQT+DZsXll/PZVsYdu2ASrY6bmAa7+iijAo0QBthmY5JAxNjiOZOtsvQlpeRANn4rq42FRH7H6v7bFufeMRyYHLGe55FIYCxprI2FzEEgx9kCLgOPCssFUath7+h2pb+rBqW6D0+1Tg0XumxZjkT7KNhOTX52FHq8/12BMHrLQj/3/ZxjPmzXx8SPfxXf+4wo4ygo3RJdWcfW4WuUOJnMWZ8FwQYHEsTwvDcPoYGNHwSUOtOVMrDQBxi2pEzwwVmlFyO/qfWy1H3Z5DRyrUkSU1d196G8uLmYSDngwsAGuXFO0q/2i+ngKeTcYtFboaGi4VH3CiOkqz+I0Vmz9Lv7sBcO4a/BP8fvS9SgbUygNeB7gxiZ0yVhbuKp2VIjs0ZZzVEQ0mj7ZjlTUbQSiTFebpmhuWT2pIgOS7S0QDS3t9SG6Vm9Owyp/REcIf103VUZHiPf56yMvqY1FfqZwAkzWO5+sbUNJspiU+8FWxMS0sACO87+DdcBwjlsCiq1kGe6QxgC7Xt6RKP+xWAyT+dHIuU8Xemu0Jkq0o/OwDE/m0+Y24d6F4N4nNO9n4rhqEJjHcRwolTD5vQtdD3DPFm8erTzAO75hIHegWW5ePGC7701prqDIPlR3XbM41bO12eDoH4so0n0XcJC7PJKS+r1kWzTiU60jbJaBuV02ph4N1u8lvyWwqq045sAisNpcqy59yPI2bHg/zjRiYpXO/k1xzTumkb3x3tpH/HBnQAE+e/V+fPK9X6srwI82K8CrO/fi/c8lpZKi5Nh2J5bmUNc4ZaQ8rElZKHHvWY2oL2C29zkoJ4agJIZgVYtUV8BxZhmCUUD/+D1gLR02J6Jjbgd4s/kuCD9QwU1HDAXNLdiHKNPV1pOYhsQTfaPeh3z/7OxGFDTPc01qBfu92uQzxYgjr6VdhZsYwRJisVICqj76wYVVcHyGsBYKMLB+e95VgFu10YkEdl6xuqa6MboGVg9/oF894jVdiONhx/xlcOj8QNGyMg2cpepTd9YOTNkYmGy9FZ7zuI2uAmDHOdgsAy3kvj6+ScDEKg75Lhas7UBQHZhCPciplGEwt4yHHZHkN0wBXts5jPsyebCPP33D1wfOfvk7Nv5gixsCXVWAW4RAv+F1HB57vuwZQEwHjuG4JVYYX6mdqmHDL9szHMDE64j6+zi6DUdrZvr+PsPzNobmieAaHItQuNqvZ95C97yNksTgaHe4d8gxbcACcnFgzwoBPWoKPZonABR4FSfMOViKBcaoKNUNWoL7e9XBSAEYLoQbeAg+lx5zsHEe6C47rmJfEoKMrVN1sGqBVHmMaFWu7zMmnUgzOJHx4O1eez7+4b2fcP/tZx+x4iI6ctfhzbc5v/vzY/OXuzs8QmqKPgU0NydtdEdUVIaDYj4Gy/QolOn0LPdqWYCmisgtxDE11uX+mzSOtZDMeMYbOaZDinnGmERKAcebkGUDcptiyDT08YhMa2yprEikgltRhH3bQBfjsESPF2oOD0nJI2Z7c3OX0AFuX/Y6vKp/DEVVw3/8cM37V5iFr7ZTgIkH2DJ4XHpgCImv/RTSeVswuXEUs1lisHQAs268qq7yUTGJWcGGwZmugsgoolu6oqqsqgyHeYcFLxqQBAOWzUFRwhUPIaKPzZtIdR9Fr6ygX+FQEmzsyqoopOphbkJZhCWasPm64kTKkcomUZg8vpjWBGTLMdfIqcPGom4jl8/AMevGzg4RSEkW3ChsQn6r2RrNs46ruFbtZabNQid08jWBhJWSfqR2q+PVbWzsY4tlsJzu9rEYA0Uhj3lpEjbrlRJZ/Z+jKPzMaFKAY0I/xq7Zguvu+75xyepxoaoA14Zv3ja1r4hnkZUn6pFanAJODl5GroLnKlEtBK4IWcvzgJIhWwtsNH2qjGspFTpX8dezsI3maCjvVFbW0UzBMZMAq4MV5wNrW/0fmyjkvj5JiUNSrig/uoWcasE2gn38gIjib8y+wveR98a4I1HAdX99K35/sGyPv/Af2Gdm/7StB9ivAPdagqt82o4NkyHmAhZxNgUtfhZsoe7BMW0Voj4H3irCZkSocj84Vq6tuWXrMJwCLEeF5ejQGQnTyWDFhkaO7zDkDGYD86ly8j61iF6tHqFBOk13AcWkxzFSRQedqoaBggpe4zERqxhDAtDqF1mRE3E4mYXMZWEneQiGCMGQodl5dJWn0a3lwDAsOOJeYONeXWRf44uLcLQSTEaAKvVC4jrA+vrwizlYnAlGdsA5ImJOs4dQtwXoEGGBhaMLYHJJxFm1tusVZgT/lWx2jfazcbxVudu4b1X6k2pB/tTY959PpQDfd52O2R2tn4JQ2U1pbKs0Vzlln0g77hLiQzPWaemYIVwgSgF+8St2m+956Xd5sstdD/CjH2qC4irAz/l8tKNmSawX4XJKIbMahfQq9w9RdC3e7+0NZX+hH9a3RV1i9D5zkMwfQjq3H6ncAaTyBxt+36j1NX5NKVvVHoi0urto4Xjjf+Cuz8PU6ndFqAJMOpIQ6HYK8LKpOHa/ZG39/UqjxaasgpmcBQyj5vlwBA7u+xZVBzszD+bAMfdv0mxJhLNxNZyeLiCddD3L0HwKtW+z+OGcpU3iAnsSWzsNzBVtTJcZCINdeMGQA5FnMGsI2FsSoNssJJbFungZBVvADrMDe6w0wHOIOToOlERMLhKFx/N0OhwHh+AhiWAIzhV8mGI5iBfpe5rzcrqzQFf4Bd64K8m7O5ZIYyFt9QEHHM/j+MRjtW9JCPQbH+3AFwYeuXjhH7754H/+5Id737bp39bSKMBvvJrH3ks7sXJ2CAprwORNSLqIjtkexHaugHWEhGgDhqRhcvMe6IOz0LN5wOTglIPCscVa0DIF2DENtmiChP6xigSpkACnkeOUh8OVwHQJMGUHJm+7nnfJEJFSZcR0olVzEDkBIsdAZQ1onImEKWF5qQsXzI5itFQPAfNriGlDxsbcEGbKFnZN5yAyBaQFDZ3xDOazKmbSRdiOA83UUdIV92/SVNHBsyvncTg1g2luEazNQLREkGdWNWMMZ6EYU1B2NOimAZ5lEedkpE0ZUkXYnpEKmJWLGJq2MDTjebY8ibx1KyQZ7FnTEGZpvxDFvncGBFnCZkS1gPc8fuPF5/77zW84pzv9Hmr2FsWAPZdZtOcyCo4LJgiHKLe5hQTyC0nMz6RgGD7FhHbcNhPlBROr1o+hZ4AUgT+dFq59EP6gCTxshoHAcu4f2JarHTmkfq4sA8kk0dBDw4scnnM9uv52UO8Fs+dZrNbIZVK/em5Zfi3WqI/MPLl3/ILST3+54qzz/+UeGgX4kp1dmHv3mLqu7+uyafAwTe9NWtUjWh3bNDiYFeNDKKV8wlF+9Rrklge9IOmVI8iuW4FYd6dbfiPHCZgzgAQHKL3b8UhiHLLJut7cnbIBs+Ilrewud8jG662VPNYkpJPlyWVgjw/CXuiENMWje2YSgmnCYlkUk2nokgyT512PkqhriJeKkHSPzy9ku7CYrbgxTmebUPz27Gf2oXDvoWYFmO/Hy+fveaD/kwd+fe4TfZ/9zk0vh6Mup4AI9K39EV77gjKKqomiZkHgGHSFCOkEWLs+mmnh4FQZ8yUCx3Tre4oN7/FmijrKUW9IqdhFC+GIccAQNuAG7hArQ8UKVIEZF3lkZL6Gl2XbKGkWdNOB6dYkJaVIWcRFrgl307LdPiLHojMpYKRTbkknSWAx0BF801g9j4slA4vlYPRTdaHG95+Hnz9wQUXtrpsblqVljJ77L49dva3X+O4X3vuCveOvQ8maaRkC7VeAu0e/glH+hXAYFjYvgrEtCLoCoZwHr3uGMiXTB6UjvHRO4yZSrXmodrMBgKyIZauYN/ZBsWagHZXBLpsHc3wA2NcPcywDPV6AsmU/nHTRDfEyU2WYHSWAt6CvGIcTq0eJVQ0PfqOL/NQ6sJINWetAyupHn7kWHQOeYqzxCo5mH8GR+AM1lHknjmHlPGwsvBYJy5M1Glu4WRrgtQJiC0dcD5aWGoCWHmx7nmjgLJS6ccviWBMcogB/4uG3r3jlTU+NXvvNr96z96YrqRTg+6/XMbtTh2O1T1xJxQiiOrVgqOkBEcPnprHiogyyIzIKUxpyJzRoRQupAQmZQS/0vnddHELMk1kM1cb0njJIvofcuI7CRIWXHlcRywiY2lPE+I6gcSR04U4tICoIKkJxp7VhV4Fe865pZH8Y7gGe6zuy844vLybSU//uZsTaP7e2tQLseoCJEZsHQ1zjrRqV7BTp4IUmdUKXOpDPrMXM4CUwOb+DseXgDYDDiNmewP5vM/O70D9xn6sQe81vDamfMFXhMD0rwjQYdGQNdGZb15puB0eDhDl0wAKPNPLIIDwRrn/21/3uC7CJF7ny3ralArxi2wnMCrMt1y2ucJh6ztm17//kGQ3JqRw6bBHPZ4PMaqa4gAeOPAny91x5ERzDISE2XjAeKNXQoVkG4qKM5dkBrO9dgXR3Cjutg3gi9yzWZAp40YY0kiKLdSNxpOKnyjyaF9ayHOw+bGE2ryGbsCDxLB54Mof7Hl/AviP1t11NTLgBVF9qAFec9Rqs6HLzibntRH4RE4VFpAQZ63uDl9VCeR47xp7ApKhgIW6BZxmkWpTdKcY4qHERsg2MGhKWdQy4dCJt51MP4ODlL8PhhQdq4nMSw3jrgwL+5vvvctf69h//ePItm/+1787PaFi54F3krZJgEQW4dMFqbHrf3+LpsfYKW+sTHv6N7RRhOD+HhfvgwEvaRS5LTVgLTToPinQhtFg9ezWT2gNx2eOQ0yz47CSSVgzJ/RvhWA4K8pOYyd4Eo7Jf4+pZ4C0SXlcRrLVlUNkZ9LBprCldjV71ApQMDYv5nSgt/g9y+aega1Mtp8CgFyLzAXBM6xCqvpSDvnT4NZqNOzh/mQ29fw5q77zrQWpVXz6fzKOQLIBTRUjjvRhfZDCe847p3nfGcGDD+U14MrYJMz3E3PnWLb8ZiktXNHVo9zzBcYhzH4csBR2c6HkdBYfYfSCThEmWA07lwRkR6x/ivSZ4kIiHXIkouWnoJc7lO0o+hlIh/PzXcKexSFNsOkE20D1QRLq7jES3CosQnw8yXA7EKwCQtDKLtoMjiorjdsENHV7IA4paZ5Nzmo67jwXfxVVDKAcycfRn6iGGRBjvS3NuaLrMS1jdO4C0JCMTi7seHd0yQXRlct5Jm5RHMXroIJYZ5G1PLV4GP1x5DT73wQ+5H7wbC5cRBfiez60Hl1nE/P0FTP5orkYJoV/Amk8PeR7gvQNYfsN7EUuEC+yN5DN1FkYl3K/xO8tkUS5KIH8nlq9AYmQIvedvRe+5WyB1170pD3DHMM5M4AFmGg/HFRLcGlhS75wHWysZgPY69qtTgmriebfsx8U/2gN+3oFdCXduuVUqP/YUYZ8BjbHBC7Zr6SbGAeIVLyTTKKYyEHUVXXMzoSBrfTQVXfMzbugvgcMyDn6fer0zN7GP0RNFlwbu/EweEjeI7Tvez3z1FxuvO/83/V/69o3XAqbf89Z6o49s+DHe+WrLEY4YDMiTExJhM2/BmTTgTFb2eZIBu4YYZFgwSWKoIQ8jm9a2KW0AACAASURBVHlVARJmhQRMQYCiczg4z2FffgYlLEKSZ8Cwpmf4I/JcC5ml+l7WlflISCQJZ69FxIQfaod41isJ1Tw/Q9gu8Wigax0o5s6GUhyFZXrhcF3xMroSKhTj/2PuO8CkKNL3357pyWlzzpGcc1JEEFTuUEREz5xPRcxizhEFFDOK3GHAhAqCiuScF5awOec8Ofb0/6nu2Z2ZnbgL3u9fjzzubndXV1VX+N4vvB8Ns57FcFk1BsrquGu0FNCkCCGWUtw/Ej/odBD5p/s9vEJIJBcQfikIhRTXR4eDBWMDGNc4kZazFAVWxHDuuA6GhcHMQKd3QK/nB4MSX8b+8ls+Mfp6lWS5DK+3XklZ4hftfG/Vkxc1FU9Co8AYGABHSZFn4F2g4zJWYuH6WozaX9f5L9UvQSfFh7JbofNYi16NcH1uo0YFk0YNs70DRyx/QSGkOM8ku02GFv1UNLZfjK5ql/xGHL/kJhgu34eOe3/i+t7tERLQm8D1UmezBM5KBSgFAygYCLN44ZQpjAAVZ4Yg3grYhVD/chFkjTFov+tXOCSBiY4GVUVi1Fk1Emvb+Sa4zjQBcaJ38vs3p9yzGiBpK4bVSRTa3tZVpzoJzogkkD/rrAy0dif3z7MQ5zaJUAC7SYeumjNe11TTn8XPMVk+CmgCgLc+dzkV09l48Y3vLdtR+P1VmPkfMdSp/JmZ80kxujYc4kiwDK/OhDaFP/sIALa11QKPM7h443A0CoNYgwF0OA0wOswg9pZYsTeoMkvMMCobYdczcBpYCMVOiKKtYPUmsFoDYLZBKIqGuSsVMTnpSMhPRObkeKjiQwOl/hzFjN2BmqOnUXOsGK2lrWCsegjFWl65pZTAGaOGw6aArSQKDr0EDqOUW4eUhIGTEoCliKxAjCB2CJ1OzjuMZYQQiuyQRmihiG2DMo7HJ1aDHF3VabAZFbCbZFw95D7SbicrAOOgYdOqwViCx76Tum5e2gLpuzt79M/EBfqXrItwqKjgoXNbHlrRVbWqSVC2hnOd4C3AgVygl3FtMygyUVTaDmt7CaRi/z6AROEWpZZCIhJCLBJwU5uTU1yF7EtE+SciH96jOGgptFFD0Zh0CSxyT0wR3smpsGtBwwG5gzcStEpS4BD4ejjQTp5Xxt81752O/42tL4Tg2LdAe7V3e4msbvZ/cMjEgoDj012J2SiFxSSFzQ5OLvMs5FpDTSJkIiHkcsJ3QYyB3mskdvoo7Ci5ApRHKJU3AN79ZZdDIeNOlcTDRTBIA29I5CMZho/oacO3DTmYYA4dX+JvwAL9bbe9AN/R36LJbsSCdAVmJcp7hEXXUAdQjfhOAP9CVjj38ROxyeDAyWYr9tWacLLZAoPN6RXSp4YCN6hm4pbkuX3p4gW9d8UvH2LP5deh2PZzj5tghCMN9+xQ4p6vb+S+9eu/vm1+LWOTtOApE1Q2fsP9c/Q43Pz0CxhUWYFtj9zf0yYCgBsnJWPyPc9fUABsd26EHd+6JCluyaBLeRv0quvhFPBnvDjlKBRDf4B66H6INHq/hDCGeivaCr0VE6E2625HjljzWGhsA5Gui+X+r7OPR5upDXrtXthaPwPD+GqTKAyCmJoDIUW0/P/7Ur7dic4Y/5p+RhlPHbljVJlCTLu1LuE2kWUR+XhJyLudWhpObRBCA88apE40nkjAwQ/HQmrylgjDUXpysyIMEpuQjQ5wgyivEcoZ5yDOcQMZlQIYmO0f6Nc3syD/winB6gn2/MvHHsItO3dC6fSO3VydfiPefeKBHgA8cuEXO369KwZSjQEVbzTAUub2lCEtHLw6gwPAF9dnI+2Z28IGwKH6phk+GUnz74IkNqXnVrGjCjXmajwb247jYgdIrL0nIO1dZ6D1Gd6R7dr1/VgZez+v0Vpw1XeHEN+kRe7J5oDAvnf7iCu0ROb/kA6mIAinnmciV8BWfRYOhcf3ZQQQapJxeu9ias13Izbk746e99Ham0E5Qwum5J0EAN83DbC92xDq8wW8/ppoFnaK8mAQ8AKiVNKJCUO/QYSqyTdsPdTiDXI91KPcy8O7iZtkZpsK7doUnCmdA6PFGxuKWQcGOpsx116IKxhvINPvgQrx4K4J92PbKV9XwwiRBO91/YOyxF1XsPyzl4e3nByAJpqBVf0Iytom+tQqipQjz8i7UncD4HcLP7ggzY4VAoPlAtCsGnX6uajVXg2rI4ZTqltz60A5KTjVRphHlnD/7LkB0u6E4C2xLBkNtrKXPEi0n65YYg4ED+kClamHYIiuByCH6qT0tBZR62shO9NLAg714AW4nnbjSmylIn1CCeIFMmx97gpq+pFvVo3YfPQ+AoDnbpJArKAgtDmR+uA2GCpJPL0A4pf/ifqR/Lh0A2Dl4los2DznArSQr6JT34FDZ/agoPQIEsdmY+qS+ciZMfKC1d+fihpPVaBi6zEU7ziJqn2FnLIiIToZ4wdPg2RIOtoSgyvYKYEOlFAPuU2InE5fd3rPNgkdUsjN/uUkrdkJfQAvll2aQ/jHlFjQb+90eaEA4uQoHLpxMl6/diZ3/paUfWhNqPqcQ4nhAOBOeQbKyzrQ1Rg6D3Q440qAoliRACb/agiHjgVFPM2CFAljQoK5Gmp7BwSsE4yAhtrmVpj3ftQqlMEqdO9hApaBwtHFGS7I3420mvunE0fDKFQFAMX8aWwz6WH7/V046s+G07W//Z4TyjdQW+4m7yMvPC8AbMrL74nl3VM9CKkuBrPz7QkrtGBbzCcYnqyF1GUdCXwuhoI83a0JV8QKXR+J/fpvhR4/1fjmSR4qzMIzspuRKPCwJpzvgIT5PAHA+y67HuccG3oElyhHDq45GY/d4sPXbXn3pfX+ADDJA/zC7XchqbUVx+6+uedtt15No3xaEmbc9zyOVoeMYA3ZSifbAhv7JRgcg5NSwyy7CEbZLNhE+WAE0RDG/oGYWZ9ClV/JpWIJFadq7rCj+bC3q00o0BSoTqWVRl7XUAztegk6OgsFbZ1oafkaasM3XL+6Nd788+mQUo9CQMWF7POFvCEYAH5o1Y4VC8vemttfAKy6pRp0nAdTeT8bXtgSjU2b85H6ayI0+gvrNdCfJgWdDywLTU4XMq8uReosb21lf951vs8QAHz7ju2Qsd6Kxy+TFkE0Snzdq5fft55YgD0BcNmL9bDVesb0ssh6LhmiBDmmNmUh//lbQIuDWxZCtVuZNxwJl98EZb5b4WlhyrBaeBqHZDYUBmAMDb2Tut8c7u5Mngj3Xg6Iu26esK8U16w/jNi20G5Socajv9cJALbWngYj8/i+hGAxKRVDU9P2Xj7z+ba+AuD0Qd/h3ottsC3rOwD+hh6NjyRT4SCkDQBk0k4MyNiB9MQCv3xtofZjbriDKK0CneHJpsGolxOQGnrG8HX43tfQMgDHi66C3eGrOIhyGvGSZRNGOXmr8N9VAgFgJS3E7Jd3r5j1StP0cACwJFKBHCMPiMYmfYiLfmjC62d5l8r+FkJIniMVQMYmo7TjHjQaZsHJymBPaEPnrRthmHGUMI9y1Yf+CqHPZsudE8C2eAjnASrtcRwSOCEc3Q76+uqwwLC40oDIr2uhPOZBldzfwQnzOR4AR/l4sKRDio0vXOkXAKuabVA+uAn2Ln7fUd00DZXX855ke5+0w9ZahqjbSjD3r+vCbEXg28xWEzbu+R7nqk5h+PWXYPoT1yEy7X8ro4TbiaJNB7Hhgfdh0fLy2/hB03DRqJmQSfoXqxrue4Pd95VoM64ZmgFm1e4eg4skLQ4n7r0IET+++dWDn2z6VzgAeEjsSdw1dhX3qiZlPhoqOtFR62aW7m9bLRUCyC66Bep5lwUlxVPb2hBla4bG3g6F/e9VFNmEMjCEH0Qcj3p5dg8g9lzujYVHIT/wAVirL17q71j057nQAHjXl/UOpYwLlghpAQYLc1YOGKWKyz1XXTW6P23yekYv6MSZuO+QldgMmYvy37vScLZm9xPiEuKpQEFYFwnKJO6ZNEy0AfbcJjAx/uIUwn9HQY0VJawNdSYGB1utMBJfUleZI5qA+6XzoaL+dwv6zS3vo2jWYzhq/qSHdTPbeglmnGKwW77roS3LXl+xYsNK7XN5P6mPLDUhkqQQcblAz3/5DYw7dwa/Pu0K6meBRf8SoWV0Cibc++x5WYAdzuOwYz1YVIOhlNCrFkGvvAmsgBdWVJIOKC6fDclgK0Qyb/KsYK5W2rNC6As1gNAOJ60HI+kMmToklBAXaxRhVnUGcnSDUSC+Gr+bx4JuWw6N6QevqchydByPQCQYdd7zPtwKqv+0ozWBZ/LrXe7/cOfPN5e9lSGlhW6UEm7FLAvVdbWg0wK7+Qerym4QoeBYGvZvyUfSSRkX7xlWCWHt4YRpUlFIcqkgbwv5Dr56WbwB+Ted/T8Fwq8eux837jwAldMbpK1JvRHSkdRDL8++f8Wd6BwxYu5/TmxeEsFZgCvfboKp2E3UQuY3YYEWp2swvT4NA966JaxP4e8m9ZBxSP3XoxBp+BhZymmDwVqMx9Wl2Cd3W0kDWnUDxIP6BbBhWHWDdSQUKO7emYcW1GDy7mIMO1UHhck/aWO/ByzEg8/EvQd72VnYFR7flxHCPiQLw6QJFTP/+dSmcbsSF69cvQhwhvamIutj+Jj1uH60A7YV4QNgPSvBEtl8nKP50Jlu4JuRVBBC6Rj6bOwGwNGWDEicfIx7qmEk8vRToHa4hfE2cTVkjBoKxm25NdIdaJaUok1aBYOwA12SOjTKz/WMaij3aLtDjLKaySivm+AXCF9rO4YlNnd834X+znsvuht/HvHNr6kSU7j0uV0/z3mtJXblx89P1heOQLnYBkZ6G4p0nqRZfIs0UVKkGK4ECZWfk/oDtn21CvrSQ/1qrloADJRRYK2jcbb9Seit+ZwK1zyyGLprt8E01b9gHuqcDDUTiKszsz0BbIsEbIsMzmZp2Ns4Zx0e3wZ6bh3vKh2kCLpsSHrhDCQ1/Tu7+jKoKde/jG10hg/4GOkUYe1L/6Qu27/mpWG7jz17Yt11uPJnKSQagABg9eN/wNpE4q4pqK6dgMrb87jXEgswzRZANb8el2+/vi9N8bm3sb0eX+/5AjkzR+HiJ///Bb6eDXcarfjp6hdQeIRf4xpFFO6+6qH/MxD8tXgzLr9tMiS3fNvjxqScMgBH5g2D+vs39y75cOPUcxWfG5IrPuQ2NsJM/Na+53y+xdT07VgwmDeclEeMRefZ4vOyALN0LOjcBZCPHwMhcS/zU2LNNYi2tSDKGoCNl3vGe9USS66Dol2WXQ1apckQsg4Qq3F3Ib8nmKsQaSOecqGCtlm0yFLRIUlAh9jXJbvqxFFIDnwEmR/vyvOa/GE+fFT+DhoqB3jd7dWj1N/XHDbHyjn/ztiTpbDAGLDPZCjNWdkcABZYrKionxBmM3xva0IbSlO+woiEcLQVobZeQLo/B6ofxnJMpsGKWW0EozZzMVrMoAaYJ5TDGdMXC0F3W1hYHMCPtQZ8XekG1UpKhgXi6bhGPP1/AoSfOPYOugY8hTOOzdDSNVzXR5gXYWh5HY5QezgAvGHduvqbJ32R9OtTXRjUwX9+/zHALK6/QwpTThYGP/hYvwAwifO1ssvAoggMpYJRcwdSEq9CnlIAiZBFZewmdF7yDpgoV343P25VngexpUMAS5cGFl00dFUa2IwWMCIHGKHFZRXgv7ZQYADllIBiZJBJ7UiPbYOzNQUmRg8brYWJbgw4LboFuEizEOOaNRjSnosK+hEcsA6ErnUdVPpvIWTdKRZo6hrQmA0BFdwtp9+Lw+NB7Q86lObxOZ17FwKA765cFgmKuqjP7+onACbA98jK0Wjf6aawJy6MHFNoqL3Sw1qki4lBS2YmOpN4cJ9UVITk4iJXGhgCUMOoLFCnQwJgnqm1u4gUVmTNL0PmVaUQKcOLne3zeAd44I2jN2HWvmZk2qq87liXcQ2Ew+QcACYX3hq92rn/dSUliGxH1bImmIstPWy3RGGU/lg8hMlRmFERjYEf3NPn5gllSqTf8SwEecNQYepCpaUBprgGHBCbsF9K2Gj9VBnCwtP9RCigGuw+cu18XKi7LcIc2zMAYhW+ac3e/xkQfiZvNSwlJ+Bk3MRsJAZYe/VQjK9VVlw8f+n71xzLWr50+Rywdv+kP54jT6b2xRf/iMuzLLB+4EvO4+/DHxek4EXJHLQI1FBIOzF+GO/q3DPuQcMOgp+9icaBGNuxEKmmYcHnXCimWI/XMJQDNfICHIr5Gu2SyrCUYTa7FOW1E/0C4VymBU9b/kAe65vfts8LpdcDx69dgJ83+aaIilUCU57c/fPlr7VqV733xM2ic5fggLQTSn0uDqrfAeVB9km6PlCkg5C6DUoGmJb+A7b3EwBnSYAsWoPjzW+jRTgClhHFMI0ugmV4WUDXZvf6C8zcT3b4ZFESZBSvwCY/k1JoPYNOB2+R9UeC5dgVC8dPaWCrXMqdYMH/ZIUSIswFNRAvCu6dQ96l2dyE2NWV5/sJgz6vmnUJziTcCUuvAPiJdAs+eebf1Lzdq5aMKN2zfN+K+3DJZ1JEZAvcALiZHxfVAm8ArIn5C/QUK2bv7DsAJhbfmuYqnO48hSEPXoqcS0ZAJAsd59qfQQotdfenVv4ZSWUHmn7egxUvr+Fi8KcMm4Xxg6f8z4Hw99JNmHnLVF5h4fG9Do9P6wHAx+u2tGYVPRcjcLFbPPr7Stic3kauu0a/jyHxp7i+nUiYC+b4rv4BYEoOQc5CqGfPDjC4JP7djmz9KURzwNf/V9LTEbAJpGiRpYChaOjE4XunetZIYoblDh2UDi3nUq1wBMZrxF26XRIPs1AJu1DSA4jtNjt++GA1xjr2IkYaivyq/3PK35O7RB9CW+dNLuklyuR9+d7ajqHxN5GHCQA2U8Zusix3fUTAdaVUMLkAsLhNixLtxf1q7RrheswdVgyJl8U38HILFSIk3DEA0d+ND78tvSpsUxlBja8AndMK6/DaECFJvu1s1wuxtrYNfzW53dykEOMt+b8xkuY1f39XIQBYm/8UTjPeAHhwZR2OsTwAXv/12sI7J345ZN1LekyoJxZgyhcAu8bk+nskEKQORPrDi/sMgB3sEdjYzwDoOGIrOnUNRkWxUNIs6tM3oH7MZ0BclzehhEe6DafDCXMrDWOTGkqzAkOiUzE6KRpSWgiRUICqTl45k3TOjuijJoiaPNxACYmJkEVzJIuuoXLYEkWoUjhQ3WVEdZcJbSY91KwUEU4pJFQ5WhV8HChPZuQLuBKNYgxpzUO84VnsNg+AuXIRREyjmwEdEojwT4gF8/+uT8vVGx4AxkWhNXUezXRNYdXCmj5ZgNtPxmLXaxMgIsmc+1hMKhVaMzPRkZSMjuRkOCT8oe32nwDSTxbAIpVCH6nmLCEOhRJWpZq7R6bTQa7nlRDK1jaI7LyVQGi1QqHVIq6aF5hCucMHa7ZA5MDAOwqRdXXwXKl97HrQ2wkAvnR/G7I5Fmh3+SrjagiGKXsA8EvjdjaefLUpgVF1oWZ5PQeAPUvaY/GgE2IxvTwagz+5s09NJO7OmXe/hG3GFnxSfQLjhzD4IQ6weZwUfQGhvV/e/ayQYcGaWVB6BtA74YwUwhlBsgQEpkDqnh/+GKP9kZWHAttkuUstNtz10Q6MPuqtdOjToIV5MwHA+s4zEDa54845ALxoBMaXyVwAOHP58x9eBIs+Pajih/eOoDB3zq+YEm2E9TP/sZrdTSNW33ckM/CneCB3pmWn7sew3N+9FFW12jmo185GtLwAuTFr/PbKc02NabsGubqpkDEayJzqMEehj1qM7rBgbmPmX9ElasSx6O9RqTwCq7C3FxePrsnoMAyNMxUzUVHnHWerZC140LLzgscGBwLAhBxx0uN7fp77Usv61a/d/01G/a1YKy/jAPDx2FWw6Ygg6Z73wwTtcNB3I9cC5Of0zwI8UEKYkOfhTNtTaL9mPzru2gBIu12cXedcsLRWYDFMNhTDpcMgssjQ0WpHgiICWbGJkEjC44HQmnT4oeMn1AhrYYUV10dcB5lAhjJrGUrONaNkjw7MoSg4K1XecbW9ZDISK0xfVwXhUJ4s018hIFh+tBPxK0ohNAVh3Q1/lvrcSQBwXdI9aOZIgdxlorgWnzz1EA+Ay/YsP/7lDRjzXAKXB7jHAuwBqCpuz+NGnqRBSsz7Ec6BEszcfUOfWlZQcgQb93+Pa9c+hgFzxp+fkthjSToZBvUnylC27QQsOiOaTvFKhZ6fKSBhaCakat4SmTA0A1KNErRUjJELpkEaoQIt7x8Il7SYULz9MPZv2o+izYeQkzwQ/5rdt/OrT4PY6+ZwAPChyt8q4mrfz4zmLKLAc9tfRJfZg2GcAh4Yvwy50cXc9T1pt0B28Kc+A2Bh+sVQTL8JggAWX2KljbPUIdFcAZqw+nGFP/EsAhk6JfHQimPQIeG9YN1X3Z3ufT6GPC/92IBVtjYkmaogZ3SQeViOvYeWhVUgR6l6OAe+yRlycP8Z7PvmP7gj/38XehYSAA9d9c6qhokp95Hh4izAFH+49OTS435zO6V2A2BFdRPOOPoWxN/ksOEjyQo8NMICoV8LTxhilovjvPNcNjrOZaHl2GBc3qaDiCSMDLf4mwV8NzkGy45RdXBevxfCdgUcqZ7xJsF1YlozhdeL2lDoYlomY/iQdCGuFvfdQBduV8ICwN+sKbhrwn+H//dlHSbUEUmBxb4hw3HNy29g4ulT+OnZJ3q07P0BwA5nM+z4ECyK+XmjmoXc7OcRL2XRpjyK0rmPgI7gFyyfn5KfTw6zE84KIZIdg5GdIkOyKBZCgQAJSgnkJA2Vn+Kss8K5rNcC8qch6f4bDVDZUliFFDqjBWgcJoZdQqFOZ8axhgbUdViRyjTDKO+EjfaEY/zLk3UiXF2ehyr6DewtfQ8y67FerYqHlHr1b7MGhweAqYvCCuLq2TJ5QbovAPjAqlFo+yUMri2Pb9GRkIDTl8yAVakCQwv9i16htFthxKeRr0bbrIhqaEB8eTkiGxp6wLK/ORQKJKdfUY5hS46HuwTP675wAfDLE7eVFbzUms0otahZUecDgDkLcB8BsKfV952KgziDemA4jRKx7zrwd5gGO2DFhJW41gbxHiPoOjvENYE1v91KKPsACawjpbDnS8AkiMCqhQHiUvkhD9co7bPdu1yvc4obcfcH2//WGOHwAHDW8hc/vghmbTrvjuznbOT1dPy1ubODA2ACfJ+TXYGDwkxu/ES0GVMGf4+IqNKefb7dNBLnWh6A3prbM3/TI77DoPj3veazhFEg0zAWmfrxSDONAM32EnRDSVDdtV0gc5JVYMTJyE04FbnJBYR5ScUzbIb8paE1H4cL/+U6c1zzhQKm2kvxjOUPqKjz5z4gtYYCwFe+2rryyxfu2ZHadAe+lJVBZeABsF3n9igi9RAAzAjvxgArkN1HAExIrqKYaahofwmGWKD16bWwjuSFcc/i7xNECCMwWTER8XQ8hsn4DB++9/Xt41nPOiCOEYCKJVYT31XabG/BX4btOLC9Cs5DMWAOxQAGkvLQD3Gi2g76xgqILvPvwUVaJjDakfhG8d9CkhUeAN67vPC7qzDskUzEjQhuAe4PACZW328OrIHeZsAtG1+5IDG+nbUtqNp7mgOdlXtOw0pYo2VCMElKOEQK2NNi4EwehbqWq5A/aAviE86CjilD3EkrhLQNFTX10B+VgCkj+wEFqUaBAVeMQ+aUIciYMhSRqXzoQ6iZ43nd1mnE5/OeQeu5Gtw4826kJ4Uhb5zX6QuEA4APlP9WFtH0eXaymZc7OQBs8U6xxQNgnvRqT9qtfQLAlEQO+WWPQpQ+2Kc3xAJLSKnirTWIM7v5DHSiSI6YykBHQCeOglXodpPuHlNfmMNyilCS7q73NaPdDoOV5LOnIKVpSEU0RISKOsQeQtoXZ6lFrKUeNOvfe46QZ5WqhnNu1w4Hgx/W/Yaxrd8h2qWcO89PGPTxsABw48SU+8ihEXeyrAcAB6rVyFmAlVBWN/cJAG+2VSF24LfIj7D7JbRwv8//kmEYCh3lyaj9ZQZaT7onSoaiHVMFwXzgA/QklODtkgHtUhu004pgnlACSZJv/LC/alacMWBrc7dbNYX35Eswgvbvxnq+H79fADhIGqTr75FCkDogbAuwzfk1HNgIoVCB2LhrERF3LaJl/GLsjDiBUzPuhjzOW3vsqFFCcy4Hw7NyMS6XhbQX1Tu3cQaIJXT+3g7yr6f0vtHf7+Rmj8OVypSCGqEChihRT9vxa1EDjtR3QGhvh0rQAYvU7RLfDZamkpjytuU42B6NyNb7vVyiAQ0k1NKgKZP6+53DBcCc4My7aQQunBTtviccAKwti8Afr0+FrCY8qy8Zr86UFFQNH4HWjF4ppPws7e4mcfMlsRRdSSUwRZLYRgoWRSesSt4CIDFEQGIkbJyAvDMRtI13xYupJtYKOUQ2b5ckmckIRVMLzBo1EirKkX7yJEQ2W9gW4rx7TyD/f2AJ/r8CwMrsoci6/zVs0Tbgs5oTiEtV4VC+Lvj0CZLOiGDmtAoG9BY92vbpfEBcyO02gBuubZAE9nghbFMUYJJEcGp4voBwwW+gvaRnKjpZzNh6Gjeu3d/fJRr0uT4BYB3vqtVt6e2Gdj39dXU6GADeLczBM9Ire0iuNMpGzBj1BQjJJNkD7YySA771fuJQyXvm5PNp6FT2OIxtuxYDdZf8LeMSqFKXfjvoPtY9l86pt+NI9Hroxf7TU9U0DsWxcwu8jgryS7TTgHctGy6IS7QXAPbY37otwAQAf/HKAzvS6272sgD7BcD03RhgCR8AE5KroXIKVe2PoEp7C7oW/MWRW7GqIOkbXSFHOZJszFBOxwDpgJBRfvwAsjBbnKhq4BUH1Y0WtHbYcPSsHm3dCv9eZ/bkAWrcfl0iJFIPjg/XPWSoDhuPoNByysnu6wAAIABJREFUGmW2cogPpKLlTwnQJANbx8sPnnsGiQ8W3V4aND5Ys6keMV9cWOtSKAB8xy9LV6W0V95HAPDwRzMDWoA9Y4ATcn+EONuEqQfd2TcCrYeqxjKs274auTNGYd77D0AW0b+wK7KnEMBb8O0OVO4tRKdRDxubBDZ1IkYMSodqcCoaUmiYo6WQ2GyINbejS6FAu4zngpDbGAys0uK+3d6ZI45atXC0taC4rR4nOyvQ0M67yEakxmHAleMx8NIxSJ8yGFQAg4a/fh9a+TM2v7AGl02YhwlDpv2t+8+FA8BvIzeaH5u+WIA58Hv58xCleMtKtNOGXH0BIq0kbMO9sbRIU9Aoy4RRxPMOhFIwaLUmVDQa0Vplg/mgGClG/ntGm9WQOnm5XCc2oUWmRbmmEWXqRnRKjOhwycBXDR2AaZlpiA9glfZsA4lFztSfhsTpP5NQgzwTdfJcOAQi7Nx5Co59X2KMOnwei/5MBC8A7C3+8tURCzABwORnTwtwoJcRAOxUqhCuBZhYfTdKt2LB8GMBrL693+T9SU3NUTj53o3QVfOxgmqFGVIRg6jMWsjjWqFy2JF2OLyE8F5vCimReUhZrnsNKjOo6edgnFPoqsr/9GOdFE4eHo+1XadRIubdKR+QXsPFBl/oEg4A/uGrtcW3T1qb12MBvkAA2OJ8E06cgFyeg8ED3oVIRMJRAYuyAecufhSOVJdbKslvRv6rSMGY1muQnl+F/ITwAFXv8QoFgHsTefi19rncnjm7Qa4MwvtTYbQ5cLi+A7urWnGutQ1KUQ2EtMlLOJDaBZjQMB9FjU9AUDnLy0uCAg0BxkNM3XZBrcEEAJdwMcDec43IwiQG+K6KZZmUgBoecl5199lDERAMABN35zPfDIL2WJwbNIZYM8S1uXzMWM7F2V8Jtllr4ytxbto6MGKyeYba1r1rJ99caoiEpjkLUXWDoGnOAG13M8N215Z07hyyjx4Jah3uqZllIR/Rhmkv7Ptb44LfLrgBM3a1IdNW6eo2cUNh8VXmfC8XaGIBPvpiSzal0qH6nVpYyrwtWH2xABPwm/3wO1hy7i80tQDa2QY0SpmePLVkDMKJwBY7WSSetsKyXgumwspb4YI8GJwt2L/lkztgPcCxU07BPkgK+0AJLONkYKPpoCmYAk2l3jNs+PFqPLTs95DLqK83PJv3GXRtpyFsbe8hmyIu0J03jMDEkm4XaJcF2AWAQ72DA8AxBlg/9WY4/k04GK9IZ/fo+kZlb0F6+gG+OpZFre5yFLU8AEcQsq1uALyw8l3E2ALnQA/axr4t396LOfAc8jVpgBHYsDf2S5yO9P/tGloH4vi5eT4EWWKnHZ+avz1vEHzk2vnYuDHLS8FKtsk4EgO8dPfPBACv+PTVHUOPz8RaeUWPC7QvAO4AQ9/VA4C3/7AGutPbAw5zsgjIoVNQ0PwaWiLS0Pb0Wlj8WH17VzBOMQbT5FORIg6wR3uA2KIqE3Yd6UJVgwU1jZawslX1PiKiI2gMylYiI0mKiUlKqDPdxKTctHQ1kGwb5bZKbNH9jpKaOji+zYRjW7y3Ik1h50iyRL3igz3PfMpgR9IzpyG9QARZBADXJ92Dpl4u0BPENfj0qYepp768oV7sZJJOfXs1RjyeETYA1qTWY8TJR0EzgVOfbTz8Pc5Wn8K8VYsx8Mq+8e14LpWi3w9jw70rYdKbYUuZiTEzZ6Hz4lhY1EJYnTRk1RQkLQLQXRScXS2wCZtA2YHm2F1oUW0FQxkgohMgUMQh3lKFbEcrEu0aaE2pkNiicE3nJCTaI7gvabRZsL+2BDtqTqOyoxUs6+RULrIIBa56YD4G3TEbTnUYJLFtNvx23wc4e/gYrp9+FxKj/c/XUHtlqOtf0VtwxR2TfGKAj0xKherbtzgSrD8rNtekN3yammjhQ06e3f4StBaeTLC7eLpA/5lyC6IOh+cC7RBdgph77vaqK9FUiVRTsYebM9AhjkOlaohXuqLefXMabLCUU3DWqWAg/6+hITD596TsXnuBjusKVRNKIxtQp+jA6agaKMQ05keaMTJCAE3mWMii08E6naB6WYkJcM/UFyLW6t9jwyGgUavIQ6MsC1qdGb98+CkulRyEnO6DB2+oj+pxnQPAteleZ4pXnz0BcOTJc3CEcA3qiwv0PpMeJ+M/w435/piXA1n5+KXbzijweuV8zHxhCMRCBsmJ7VAlNUMU3wKB1C38CewU8ral9WFIApgX+wCInTQD48KDME8JHito6FDi2+Px2CDYy20CucJkLJZce0GtwQ8fehmGYa/grM0dAzzctAhDqupxjN3NxQD/vG5d082Tv4j//Qktsl0hNf5JsABiATZkZWDoA48HjAHO1jRgQspvSFB04Zx1BOrpRRAIede45rQ/UTXzZQhcaViY6ghEH7gWs4clIXVwMYSuid5fGYktNYH5oHdqC3dtPp+x1x/8fWYqkgaGKSG8LBqQC9Got2D5/mLUaLsQIaoBaG8qd46Aw5gF8S4VxNrebRFCTC0BfYHyBuu/70JRPh8/5FlIjx8gALjy7ZEUJfCO8ncJvNz/XLH7/hZIIAB8auVIVG/y47HAkV15x0vX5w9A8aTJsEvEYClBUCIsz2/uEJmhja9CV3wFOlPO9lh6u9vpn5E0/Fkj60xAzqF5ULWnclKWp3cdAcLphaegbmvzv294TBJWYcPYx44gcfKF11SSVAKf1s3HVd+cg4T1ZifemDYbcVe0fXHr0A9vJ40kAHjfC83ZsggtihdXgrV2i458F5JIjuD8BIxpisGEd+8IuB/GTPsnIhbcjZsLNmIBHYXlU9tg9UPgHWikydBIWRZ5x6xoerell+DPtykggVmwPdbfNYEMdOQICJW5YMx1YPSlYM3eca8EHNvTRNA/GMNZiD3Xiadw3XtAfLAUCww824AHlv9xwQiyzBExeGj261CuPQqGNrjddBkB2u4aismVGuMllzz5DCHB4lyg+wKAE/VeJFifiyZitXhSj8vz3HGrwErdbrbH619GsyE4Z8eQ+NeQGrEFhM35uup3+3am9t6cwtGg+HtD+Evc6+k9MWtwKnqj3zYbzRE4VLgIWoO30EqzDFabvu43CNbLKexIXYqjtb7u/SIBkPv25oOPPGNe+vZ/3t0xbN8YfKVoQGrtAvyVfyccXd5kMiPtdtgUi5BpAwZl/YD9u7ajZYf/mOxckQptHSvRYRmH1iVfQz93L1ix3SdXredgSAVS3BN9FzLEwWWl1k4bjp014NgZHc5W+EthEuoDeV/vXtbk/xqbELfUR2BQshirl6xDRkQapiomI4b2JugptZbjmPk49lWegP2dQWCLeHDFkS2S84xmIXqpAPRgfgx917IT8e+UQLWfsDCfXxE/dCfa22ejAWQs+DeRqT1N2IxVz95HvfDFddw2c2T1TZi2KgbqVF8XaPU141FxRz7XEMICTSzABADnl94Ild5XydTGtGHVljcweuYMzHrxFsgi3VbfUKPv2dsT32zDzjfWo6UV6Mi4EgOnj0VWPoUGbTSUxUKIWwXQik+gJGcV9EpfWTYYK3jva7GsACP1AzBVNxzDTelQuXKaH64vw9bqIhQ2uuuf98hCjH7wKjiVIYwgNidqfzyGz+57BeMGTsXlk646v4/Z62mDw4aDk8swOScekpf/grWZF44j/zEeZ2/ORdUzH7e9u+6L2HUVGzum1yyPVDl4IsOHtnwIhvX2arx5+KcYnXyEu74p+WYkHNkQMgbYUCBE9APPQTaCZykmMb65+pM+OXubpGmoUHuSDHrOAhaORgEMf8lgPkCUS94bb3V2MVpSamATW0FwS3NyNTpjW9Ae28T93h3qmlE6sGd0bBIL1B3RGHJ0EvJPjYKRtuLP1ALY5SdxkfBHr1HUZIyBMm0Y1KkjIVJEgRIQbw+WS8WUYTgDjd3/GuyUxOGcZhxX14crvscQ7VYMi3ITRV6ID01ZZPgDn8KijfKqLiAAVp8sBEsFJxMIFwDvtNWiK/NTzEgMxsrsu1nWMxFY2TELP+jGcI3+5dtGJCRXgY4isbj+qSQTT0VD09AH1xAfN9kwTR6ew8iyMCd0wXHp2ZBAeMfBQXjfuA9Wl3JhMj0UT8luuiAs0feeWgnzoCdRavwVWpqAMRYjTddjUHUDjjv5NEgkD/AbQ7dIj91PmNz4Tiy+/2F8f8mlkJvNKL/BTeREAHBDfjwm3/O8DwBWimx4fPxuTEvlN4rfO8bjj05eM+kQ63Fq8oNgBhRzFhvGDsT9dSuGG+dh2LwfIZP7Tz/SV5mYvIvZ2Ql2Vxfgcr3iWYh5wZsl609Fg9I7AMZP7kI/LtJ8RCwLqGnQSzM4EEzKigPFOFDTAVrYBYWoEQKBd+5VsUOMiOMPQ1ROiL+8ixDTIBH8+7zXcdMmJ+rSfD0cugHw3RXLpkNA+ebhCOPN/gDwsdfGoWGHL57uXR0htSqccSm6krxjYQIDJxaGmAZ0JhVDF18BYvHtLp4WPgHLIsnAQG0VQ8woYRY5kaCXQGoToiRaB53UDqOYAcm6FE7mpbjyUYirHAVNsy9Tq9Bmh1ynxYB9exFV78Go62dSJlxSjREPnLig1mAzrcLOvdMxYY9vvN7ZiMGgbrP+MT/na44O8qlHt3Udn9mscTY1omZ5k49CRD1JgZj5mcgwRuHKF+/y+/WzF7+JswmJ+PBAHV5NA54aW41TQfL5kko8DwuRk8XY300oXRdEsAwmoQVZ7P4eEydeCXHylV59Ye1aOG1aOE21sFb/10uLapqthOFaDSDlEX3QaAB/7tzEpV5rw+I3fkV6tUeYRRhryd8tNZMvw/PZcxD12QmwtPe5ap6QheHRyY55w5/bdNm51HnPvj8LdnN4nkzEAjw5Qwfbu7xS5hXJZdgsGsJZ6MQiM/45+W0wQjcoq+m6EmeanwjYi0jZCQyMew8aaRmktAxTMy5F3m+3htVrq9OBJpseSqEYFtYOI2MDYdFMVyshYGnQdqKUCJAiLZiGovfbw5D8SXxwkWYH5xbtS5QFnCyZ40OOpXJa8Ifpg7D62vumY4PF2N20BJ0BPI5jl/9cNPPs3E+Oz5q2PHlfLn5XGDHg3BP4adxMsO3e5E6jrIBVdQ1iHMD4jB9QUN6Iqv8+7vVK4uuQKxyI4ua1sMSZ0fDBMjDx7rXID6cvkzNxd76M8HJIvGMqu4fU7mDxx74O7CvQorqBZFfwPxyhPoE/D49eUTc9FQ/rEKNhUBW6RCzuXpiASTFDfV5qZExY07kWxUfbYf88G2yFymtR07eXQvQP/0zoRCJIfPksFCfOT6hOf/h1HG3LQKcHCzQZhxtsClhy104Hix2k4Qc+uBOX/6iGWEFBU2eB9MFfwRh5V9DIf45D6b08yPEEwEmN05DU6M0PU6mpxkd/vIMly99FyhgeNPelkBy7Bz7eiFPf7kE+GwF20TVojs+CoEYO6TkatKmbHMmJ9sijOJP7FqxS/yEEQT12/Mwzz3ZmOxQYDwEW1C1AhCWdswzvqjqL3ytPocVoAOt04F+rFiPvhsAhFj3zzcmiY08FCpZtxcUDZvZlOILeW2xshe1+YHyRFfr/7oOthef7iZ81FmceGYQj9622fvHdx9IPK3+1Lqh8QyxxWlHano/3Dz7qc7iMS96Pfw3nFVYbkm9C6pGfgwLgtn0yoIlF5qaPIFTK4c/qS4itylwkUp4dIePC2hiY98lgPiiFo9YdYmCWG1GTXYyKgadxavweLmNKdwmV5szfYEU1J2Dw8QmIq0tFfEMqZCYddFmPwyn0nzknMv8iJIy6CmINf5YRt+gM/RlInd6bJOlDmWo4WmWpAOPEmjd+QbTpT0xLOH+lVXc/RHW52KB6E06LN2/F+QHgjCwwajUiSxtxQuCbz468vNpWD/PwT5Cs8DS/+9lVewQiFh3E4tt+Jb7XjekRXF6uLMTlxhq/RAoGyoazwjaUKbTQR1K4YcsQjHG5SQed9T7qQv7Q8Nr1/ZkHgrj3OSKM6HpkC5xcjmHfY8LpoHD65Eh80HYKdSLeYphKxeNj5aPnDYIJALbmP42z1vUwCls48DnBeC9SWo5ju2nXd8ffWbHQHwCe8c4qnM3M4lr718P3Y0hVBdeu228To3RYAmbc9zyOVrsXFgG/717yF/KiTDAxEnzbMhOFJv5A1cqKcXr+LRCrXILnmTwM27sSA8aeQ+b4/uUyDPYNSZur222o6fAG1WqZEPEqGokat3aOWIydBXqg1ARWywAWIoh6uGr6EcqpcWoILosGFS3C96drsbm0ESa7FTK6ARLaN++w6tQCqM5s82nyhQDBwQDwske+/Xw2te6a/gJgxdW1XCxSdznx1hjUbfUFir071pyRidMzZvQwOffenD1XukWmRVtmARpzD8HGxfP67gPZXTakd0Ui1aTAsHYR5A4hHCID9JEVcEgMPUctxdBghW4lhJUVo1WoRjUtQoNAAqOI4YTv+igGFprXRHZrRAkATimcgQg/QJgsguyjh5Fz5EjQGGFlig5T3t9+wUBwMABcq0yD5WF70T8TfuFUs6EAsHyQFHF3ZiPBoMG1L/gqXlKWfoD3zC0oPhaBV0Ya8fToWhSTZRIg1t61K/Z8LUmzHYqnmiAg51jQtDmBmbgDCVSc4O6nTvmI5RDQgV0EiQuWo/0gbC07eizDxEXaOF8D82xlQEt0QCWNa3aK7Syefu7H8wbB3QA4cvUJQOgNgB1p8Ui9OI+5MeW5jX0FwPfe+B3SVTbYljV4gV8CXBZOWAab3G1dLG27DaVtt/oFNTRlQG7MF8iI+h4ykQxT0i/FtIwZ+GV/M8y7I3GxytcLhADcamsHiiwt2KWtQHUADf8NM5MxfjBvuTPYgWoDhZJGGYZbFJDoVBBZxBCAP19yGCnUlEtWCIWygh7u/EU7ZcHWxJWoVPmePVUNI3Ci6GqvWqbbS/Cq1b/1ONjrQgHgpDsKOy+mBr3UGwD/OOoSQOtNgjWBEcLB3g+ZuB7peb+gs96C0g/c+bylcGKYZDCONXwBq1yImvVPgVX7Wmg9hdwEUQL+FbHIw93Ze3CPntHjj33tASy97p7TTgp2QstPUufZBNBYBXBQPNzWmAUwEfZpJ1FIsiBUh00KBtZehJIaixBjW2UoirCiTuVNlkOO4MRBnVhweQQmxBJ+F+92HjIewQbdL9D9Jx6O70lOXvcZIhjfCtGDRRAofA03rN2J1CdOQVLlz5IdxkQCQADwvs5MmIhG31XIGC/WxuH06N9firRVcklhPQFwfJERzsd+Bmvn2xQ1ezRKlvC8NXuftCM68WdEZVUjoisPORULe+ol4Ped9rfw4j2fITbfI81gGE11Mk7sXbUBBasPYG58DkSXTMBvaflQ7paCajWgOeEPSK2JMMorOeDbqSlAdOcY7rwkv3cX2qHgiNr4LZmCQVUCB+2H+yYEAOZMEiwgZIV4VshiYts00LrBEFoJQzHwZeUhbC44hEFzxmLhZ49CIA3NMs50WPDXDZ9i5pArwhiR0Ld0A+BJpy3o/M9u2LsMXJuTr56KkgUp2PPRRufnK14ThgOA86PP4L7xXMZCbEy8DpLjWyFo6A6V9G5LzW8KyK28y2/2N29gPH0SxHWYL/zcbpRlcK7CDoG3htpyzg7TH1GwlbixVWd0K7bP+wbVecUwy4wBPUH8pSkLPUred1CMAHHNEkw8VI3o9sDElkKJHFGDL0PCmPkQCGikGkuQZKrgcg57FhIXXKXk13xjWQuqfnwFA+UXJl1dWAB45HvvXVM7Of570qiQFmCWhSk7h8sDnH+6CX/IfFmgCzuLoJi6HrEuLby7s/5ONha7TXl4v2MGjlqyem59rPEMru2ogaAnQoS/1BHrRPMgIVRJkXCSDZmikKp2u8989ssepJRJMbEqHnURRtRFuLUUNRojOhRmmMXujVJhpWGUODCoKRIDmyOR3xKB9A4lIntpDAKGJHp0iaGcaLjmBCSXnPYzp/gbK07l49dqIbYq+NieHEEKVioePC8QfHPRa8CAF6DtKEW5ZDskTg0mmO+BunMj/mgv+Ll4xTtXrdiwUvv8iF/UhxZrEeXyHr/6pTewfwjvVvHjs09i8plT3OK//l4pmvMSMeHeZ3sswJem12DJ6GNQShjUW2PwSeM86BkX0ZX4HA4MvRUxYwWw6Z1I3/E4RkpGYMAlOyBWkMXYv2KxO1HVYUNFmwV1nQ4oJALoLQx0ZgZ2J2/4CVSm5igxLVfJv7vXtCMs0igzgSWgmKRlabYCNo+bunPaiijQS9PBRolhY5zYUtqIr0/VQC6uhERISH7cmxX5iW6Yhujd1b3IsYDzBcEtv7KoyeAPDc9CWvzrZe88lDlsxzMURfHMBn0pvfIAH3l7DJr+DA5+7WIxx+rckuVeq4FeSQisaoduR0u2m01ZYWeQqTVBYRcgp1ODZLMYyXYKFnk7bNJOsByTu+8+4dey4AdKUw4xcHYcjDUZKBt6FpVp7aiLZWCSMdBLyG7CQtGZhOSiSYirGNXT9G4diKq1DUO2/wV1e2DrX/L0aox66nBfRjrgvQQA7z00BWO288onz9KiSIDucWf5P2J5X/QnH95Zd2JWfTLb3ISa5Y29WG8Beb4UCXflIM6swMLnH/CqK3Hxm1hqa4SlIA/3DjPgsYvKYXbpgIIZ4brHRf6jFoof3aAqUOqw7pcGsgT1tix1A19uJfkxO4UCwNzy7ibVYaywt+yErX4D1wxrngjap+O5FEvde1Aog6PnzIvRO7Ds7s/P6ztzADhjDqK+KABLex/8TEIsUq4Z4FwQ89Sqf57MXPzKJ1Ng0IZeV8St5Y3HvwK6BHjuo6Gc5bd7HO4f9THqI+q5sSxquQd12itgd/IgtPeqSlZv4ay+aimDW0b+GxpRMvaf6cBHvxWjvt0EpUCCBxKmYoIqnbPqHjJU45ChBoeMwUmGTJpImKOiwCrkcIhELqctd3y3HyoCrn0ZTgnGO9QYxSgxklG4AfF5fIHD0etxJGa9Tw3nKqajqMqbj+Ny+xk8Y+1bDDgBwHubH0S7y6rW+0Xxiyq0o3PG3VMxLP+bhANDsVXWjvyiR7FhwhVgW9x7DHHrnWUCdIKlkEtLIR2xG8KqdpSs5PPEEvA7QjIYRxo+h0VGo/H9d4Lm9CX7HElndEvUTRB6WN/J2De22XC23IiNu9p6yKs8202ejVdUI1l5GomqYiQqS7F/28PQd7k4WNIiQcvEiB4YB3VKJGiFGIzVAcbGgJYI0VLYBFOLHp1lrbDY7GBcKc7i9QJEOERQMiKk2dUwKYCfsrtgoru9t/hWKGNN+PdN0RgW6w10zU4LNuh+xsGKQtheHwK20iOvcJQNkjeP+xBkkZoFRgeSnz3TbxCc8dDrKGjNRIun9xcFPN+ehN3jN34QZa3k+HMOfXwbLvs6ChINuDRIygc3wdap5/bpiKvHo+xulwv0EhsS8n6EJqUOKmMG8ku4DKQg4Pdt+1t4YPSzGPyPyWHPerKuCZPz0QfWYOmUeTicl4FtdDokBTLYnE0oT1uD1ui9nEJZYo1GUvNsDvhGdY3q0UWbpE2QW4J7n+gUpXDQvDxN3KXJz+RvXeqzsIs9M6X4b/o4Voj5kSeRzYoga5wLec0N0DE6vH58Kxq62rHo8yeQOYOnMgmmA3O2WbD/3q8xMnHseecMJgDYeq8T48scYHeWoPNYCYQKKVKunoaSS6Owa9129rM3nhF8ULVRP7/ybaWcMQawALPIiSrB4gnLuMZvSLkJwgM/Qd7qTRhGopxqtyoht/IYRCynceX7c6FUdhuaWFgEcr9WX6fNCe16BawH3G7jXdGt+PPqr1E2tMBr0Pviuh72ROt1I3lHdLsdWRVmyI0ORHUyvoDYdTinz34EERljOZCfYixDrKUWIi7kiz+ZCUt0kXo0R45lM9uh/ek5iDrOP783AcA/Kd8Eaw1iASYNiDm2npMNZCVFoC3+Gbz4icnCnMUD4MsKOvCJaobXsJxsrUDl8DWYkRTI7dk9tU1OMRbU34uz1uSeCT+3qw4PNRVBQ9yougsRXPPUMI9QQqYKHjz/38YT+E/Dcb8akMBaf1+XoQUnsrB02wjEGoj1IYCJJECFJqUNxsd+BRvn0ppxk4B0xqXZKUvEumIldsr2cD0kIPgL5dL+zkNMKFqMzHHPgK5Qo0D2DTSONOSo/gEjsxEVR0o5ALxh3br6myd9kfTr01oMcp27BAAfcAHgH7oBMFhcf48MpoxMDH7wMQ4A3zX8FK4fWMI1/5guD+ta5vRsnLVJP6Eo722IYxiw+wZiWtc7GDd3OzQJfWPl7h7KZr0d24r0nGXX4fShs+LGMFSodvdA3l8Xhbg0ERwjAGd8YBjOmhiwhUawRQaw7Xaw1dYeawkVRYO6Kg6Cobx7PSHKemtPEaq6SiET+2qpNJ0DINquh8hGyLOIUzXfM/o83KEn316OlQ9657QkbZHrjPhmwccPZQ7buYSiENpnufcM8wDAe98ei84/AxPe6GJiUDRlGjoTySFJueKK/U9Zh9iComnruNje7qVDO1lMbNBi0ZlUyDtHQxt/FrrkUxA3ZEBROBnywgmQ1ubDKTXALtfBSZsBixQSUwwEDn7zcoossKaWcj8LTCqItNHc/61pRdCP3QZz7ilYU0guXRYCRgxKGwumZAiMLfzBfnbcSewZ04gul6Y56ewUZJ7wVeDRVityjhxG+ik+qb3PsAmdGPDBduRlhz70Qy1qAoDPnB6C7I2+bj96dSSaHxH1AODFDxb8VTLn7AxnbTNqPuh2+yPzmp9jBAAn3pWDWKMEC198qOfVsXc+i5doExzbxuPxCQ148tJzqPTDi+GznbFAZKUd7GftEFX7SW8QYP/zBL8kpRyRv9loAaAQADEUWLUAUFEgKWQptevgb2XARYd0OYFyBlQXC0rnhCRpro8LtJ9p3LNeyd7gtLXDVvda+g5MAAAgAElEQVQLHB2HwCoE0N0TBdsY/tzoq0v0ooOduOy970J9xoDXCQB+KXUONGsDA+B5CUsfITHAH30/ANWVfExU0CIw4Y1Hf0BTiwJX/mdez61PjnsXxS7G9FONT6FOO8fX6ku+qewEcmK+QIyiAEnqFFw/9A7UNonxwIeHYLYxYe+v3S+2SWXQJybBrlKBFRICN7cyo/cUCegB0EuZKWEpzHPE4A57PNQITOISaqjI9Xr5aWxJetPLJdpml2LT7qe85g25d4l1BxY6wk9/RgDwgfbFaNH5d/EmADhq/k3zWJbdEXliJnZRZ5BXuhjb59wO7Vl+L+OkqqgIXFbfBZ3gKcRISsGM3A3aBYCJ2/NA4QycbnoTNgUbEvySWN/rIxZyANizHDpjwFcbG9De5fALMOQyGwZHbsbQuC0+8lODYTGolIVIGpcBIQlu7mk5IBefhkb6B1enwcqfUyb7ILDOCDhsDnQUt+LEJ/vgMPmGQElYIQQRGtRG2GHpRYITm+TATVfFYlRqYk97yfr+pGM1iixFsK3OAbMxpcdjhxrQBemb3kCAH11AYHYg+enT/QLBWUvehK41D/s9XD5phRxP1UZ4AeCja27A5LfjEZEdPA3S7m4AnFoPlSGdA8BH4wvw7ebPceOdj2LkovBZ10kqo5///R4y6pygr1yCptI4CM0AAbQE+DYmuBU6MW0TkV+xBIpuoOuzOANvkF4yl+dzrp9tQj1nUe6IKOAyfxiU5T2Ef73XaL7QhuuU5RjKiqEs/zck7ZNQoa/Fq0d+wZS7rsOkJVcDkgAhE92VtVnx06JluGzgP84LBBMAbLrDgknVAohONaF561FI4iORMGusFwD+sHpj/RXV7ydF2trdALhXx3Kii10AmMVPKTeD7gWACd6r26mAzODyCkjTYNJ9YxGVEdlTU6c4DqXqEb5W31Mi6L+Xg2kX4OT4PTg36jD0mk60JNUFtfb2jgd27TYB8JEvDgp2f+/v2g2IJxzUIaGBEGJyWu2e26TR6Ui/5D5Io9M4IJyjO4koW3PPdUYgglYUiTLVCFjsQnT98gro5rPhbPEB7yEA+Bf5a3DYvXGjjxwQu301y2pUkJWXQWjktVY+HXThQBID7FAq8XyBELep3OSzr3f8ADr9CO7JDxaLy6+YE5ZEHLHxLgCnLINRoBuD56rKMMboLQh2ZgqgnJUBWkgEJbew590294r8qPYQfmo53UcAHEgwYjlL8p37B2JmaUqvVwbxG3QpCjpu2AtmChHIuZng9fzJ3SPwjbEOhRLeWjxHNAFLZTf262MTJsGcGY9AVhTZA4Azo66A1v4b6g+WcQB4/ddrC++c+OWQdS/rMaGOjDsFHwB8+iQ3YT3zAF+ecgyzs6q4+8uMSfigcUFPVwpn3QlL9lmYWm2Q7ZqJSbrnMfGmtRDLAitQAnXw10ItzjVaOEtr99zz3HS9fg4zXPuWnzUYVi7liTNUFKyzAMt1ABPFf4uAs4m4TP/WBlbnADqI1YbkNXbHBpO2vHewBEfqyyEX1UHQK/+02qSGZIuaA8HdhWwOQvwDUkHfEt+T52+afhyLV3JhoF4lqaIJH9371UOZw7ZfR1GC8X2fPCxUC2txcP0QHvwGADSE5OrMRReD5VyK+RLIkmaIbMTpS1e7mJwBMcNgWoMWswpToNLnkZBsMGYKsnNjIC8dAYG5D3H73S/2h2JcbXfKDLDF1cIe0wDtlE2w5BRCdXY6mstTQJjZaU09zk4+gL+yVdCLaS4uOPvAfMiM7kOou4+q1laM2LIZcoN3rAsR4h0qO2KX7cbU8wTBwQCwQROBpofFbgD8zsFVJUMq7mMqW1D3sW/cm8wFgOMMYlz70sNcN5IefhdPm+tgOjIA709uxNaBDXhd7X+meH5+ysFC9U0XxJv1gQmt/FRDAK8zUwhk0nBmCQExD4bUOqK1pmCV2CGxdrM2U2BoBlGdvCeJgKFgFzohsgnRFq+HiXAGtDIQtERCoh8HoSUXtNSds7ZnIgaKV3SYYK76Bs6uI7COkUG3OBqggyjCAsQEP3acwpBlH/d9eQHgAHD6HGjWhALAmcv3nYrEr1vmBh1vMvekylq8eN8OHKtNwN3rL+Vy/F4zfDUsGj6Oj4Dfeq1bSdndcJoyYlTKUkTLT3B/Iq7O/xi4EG99fxpf7XB7IITKkU2eNUZGwxodDbtUCtaV3oS37Hpbej2N+v4Ul7wnAeUD1HusxERB7JRiriMacxyR4YFh10T2iK6CgW7HppRX0S4lZxlgYyT4bdfTPt+UPHOHdT9ud7iYs0N8dQKA97cvRmsYALiz/GbU6bYit2wxdl5xJ7pOu+P+2fhozKpuh45aiijSxhHbOAtwxcpFGCFJxrG632BX2tHwXnDL73DZcPwrchFELndyMhRWO4vvtrbjj91uha3nWo+PasGomB+RJD/p01tKPRiCCT+AErlIqIiRRHwaAor3BtHINyNO+UXAUWJYOWyOTDRqH0ZjzVSU/lqI+n1krnmvQyFoCFVKNHChK95ssIOHULjnukRE0YTmgoLJacY3Xd/ilPk0mIOxsL8zELDxZ5No8TnQM9xCteeRQcIlItfXIvp7/zHDgTpBALC5NR+7hG6XdZFahaVVKg8AzKLwu6uDpkGquJ0nsuTyAOf+AE1aAweAW4252LDxK9x0x2N9Ar8nvtmOPS/+iIn5d6JONBxacRnO5L0Fk6yBI9zrLolNs5Fdcytn4fXCrsGi/nqBXO5XXrfl9qbpLQJ7XDRJmtARcQKdmhOctZgAYs9C5KEMoREvaEoQYcyFqugJUPYofKRdjZLKONy9dRmE6l75xnt/oHYbfr/5Q8waOLdfezN5KFwAvLxqY+Hs+jVDks1VKG0fgPcPPerzzpyoYiwev4xzKd+QfLOXBZiA34ZdCoj1JNMChah0DWY9fxHECrehsFQbjdZcb0OHrYOF/j8qzt25OaUaW65bi8Y0fg/j5zYviYUCuimNOYjpSER5Go83NIYoKI1qDCgfA6vIjI6IFrRF18PKZeDgS10ir8QIVH+gQee+bZUZ4w/poNLza5k/U/iaEscvQszwKzi36BRjCdKMnlZyFmZaicKIybBTIjRv+gDSKt5Q2J9CAPBm2UswO7yFHh8pIOHHFYw9I0EgLy8HTQLUOf99D8cxDyZZHgCr8HyBoAcA39HxLmYPbcVlid1I24+IzLIwOCVoQjvGK3/26k+7NgvGgzfC2skzFJrUTlSPEiJ3YBaElFvw9j8ILMrNnfhvw3Hs76rpsbr17mQA+d5vlb1tj8mdcrzx2zhMqUgEzRKThh8A3OsFpI62YbXAzfv+H23nASVFmb39X3VOk3NimBmGIFmSgAgKJsyYdde8u6ZV17C67rrumnPOa0bXiICiIoiIZJDMAEMchsmxp2emc1d9p6q6p+ME93++9xwUuqur3nrzc+9zn4sUIwDl64atS89loWXd/xkEDwgAf/Le9j+eMH9sTxokSWLew0+GPcD/uJfpe9R4hRAAvvjpS/jdkLXKyifH/D597ErsAZV2tPWM3xEoUSkKmpVTmdlyL6PP+hZLSrSyZV+DVqY4b6pysuZQJ6IU79ntbbEdaD+eUp3PtK1GrE0ejJ1h2rt3GnhPB+/0/snZ4kYHgU+CgkNmDZorcnu8wa9tOsjqo0exGarQaqLpjdntwxF+cEXRoeXxYBL+iVaIT3beVzv1B4BLx6yU3UAz+5Rfjn1AcPxWtGXQtrlAFQBLQEGVwa8c6zuQUj36J46NUeOg5XfN7/Zyz5KRWH2ZNI9fSvqSq0n9OTr2rtf79oaw++r8BN95cqsIzPoJ0rpobzfR1m5AFDUYMyvZOn0bPxan4xUtDF1/MRk1YRXEUL3kZpq86CvS61VJ/8hDvs/m/T+D4P+fALjgklu5MVnEYzfx3WiBH7K6uSc1xtUW2QHyEJAk9OudJL3XjsapXjuQ1EVSsoB4vA7NcKMCaDNbkzC5dWhELXq/Jk6ZOYqSHJEXNHIYWhwGco8m4TP48eoDVJc4ODi0BafreMz1ExG82Qjoo6UbEgxjb+03eBt/QjS5aX80BzEnOtast6GmjmP1wHfzokNM/vzHgUyDqGsGDoBLn1+7M5Vvvj9X9ZwkmIuhsWdJqebBP/3Mlppc7lg8gRnj38FqVtddBfw6zkxgy/Izs/QKLPp6Jdb3muNvpix9GG9+t5/XluzrqXNffe3XG3Dk5uNNTwONvF4HD0ehusbuf7EH7ERbZkzcd2+AOFTBGzy5XOLP7BUIx5CtovrCrXXwUcktiie42j2KX6vPQ6iJP2TL97jN8zOX+7f0298DBcBI0so2GQB3Lqf8QN8AOM1chTB2BYajreS/eyW/1nxAq354v+BXTm90ReplUXVeU+Fi/oJqupzh/U/uJo1GoCC7jWlpz5BkaEm49ss3Mk17iuRCI1bjOtIsi9HEZAj5LaI6ne6TaHfOw3FkDIcXutm5oSIujEgGwuWGQfyS34xXGwTC8rgxejjr+hbG5w5iuFGlEv/c9QuLOr5G7Nbi/7qQwKdq+I72lHoMt0cYFyJiVeX6Wja1kv9ENDW1r44eGACGXZ+fz5i7Sske148HWFGB/pKUojo07ize2L2VWyb+fcDg1+f28sUNz6CtLMKQf6XMd+JowRdUlr3S43XViAYK6s6luO5izEFhvZ4lJTRPY/fL4EIYMHQhGoIAOmsHzpR6AoIGm8ZBqr4ZlycLND7aAhlIkgZDZy7azgIMjiK03sQGbZkqfbTwS+pzVI90aNwM0XXyeGolgqjHVvlXcA9jg/4H3vu0i/sqP0Sw9M3+CDQ62XHbEsYNmtDvXE10wUAB8HNVX28/s/b9sSoAHsbLG++Ju50KgJ9W5pIsghVJgd6/IYX0Wo/y3eATCjjhjxN6wK+328fmD7ZzaNVRRQ3aNHYYrrRhWBsm4dmhAuTVZy5i9ZmLB/yOyZ3plFYfR2F9OcV15Rh8fattJzpWCdoA5kkVVIs7qXM10GhNYvfIyt8Eisv3dzN2m4MUhxi3xgy9+AnMGYMVkazhHeEYdHl0yDmOK1JOwC/oOfzfx0hvS8zG669BfiMAztPIHmB9d2J1r9DDQnmA/xkEwH93vEHpkCNcMijR4A+bY4/60zHr1zHCHPmy4VeQwW/1Dw9y8BQDpcOL+5T0l3/lkwJ827yPD+q20h0hUCArign+gGqZ1oRBToiO2j/s6T0GIdml55HvJnHB7gSxkr0czkWNiOP2ZXiHRlomJdxtAvu3zuS/vor/Ewj+nwAwxHuA5RhgBQCb0BQNZ+G3Y9H4WnAGTLxWdyG13izl+zXnnIKxUA0kTlp3BhNrb+T4eV+hj0hN1d/A3NfoZtF2O7JGRM/5Ke7AlNibMBAPhfz8U4UxpAnqmDR2+NB4RVyZBjL2dJG9q5MkrwvvdHBf2DdFGmeAwH8bkXarAgkUGtDeI8cnweqjzby8cR/JhsPotGHrmewUvnj3/WzaswCPFKmwmIZF83p/zRP1fX8AuGT0ymvkPMADPowED64H9xTQUJPZKy+0dugwds+Z029du1LrODDtK5xp9T1gafZ+HRdtHYN9+Hp8thYyF9w8cPAbeuJALR0DuF4sqCEwaSO+vFoa6q04uvToU4+gG7mMRWVZbM9KIePYCMrXXxiVP1i+tSYQYMqCL5Hjg2PCvpWY5fSZNUy5bev/JIwVD4DDL/1/8QDfsPBzHjtxGsdcDr4pSmNVXif3pKihGIkAn/yZxRHA+HhzQrpzoq5QhlGBBnGynkxDKrmNqZhdekUEJ7bE2gt7Y3fE/i6508zIbXkI7rBXqGJ0Owsu242lS4OhbgLmY2ej0Rh7NAESKdhKohdP9ef4W9bQeWEyrgujRdN72xNC9ZSNno/fPp+slr73xtj6/2YAvPRc9YAoA8OIEAr5s9DYMycf5cEbV7HhaDrfN2xXVJ/lEgK/PdOhJzhaYkzuwxSmLmfusAs4cdApuL0anvpsO99sqo+a/4nWVo/VhqOwkIDF0rcHqS8xtYTgNx539RbeEvIIK2u5JHCCmMxT7pL4taufNaPetJdPi/7Nyo7rcImpiK3ahCBYHkyvOj9jvNS3tzAEgJs65N5SzIhhZpEAIQr0/wKAM2ta6XjmB3a5bqH2zcfxF0eHFUV6fWbaZnBBynk9w0/eC95a3MIv66PVfY0WAzlpDUxLfRarPlLnQEJrgIxhArnj5dhEgYBXRGuIp6JG7jMD3nPUUd3jP3T7yml3zKH6ixuoXL+PY3XBnKGSxKmOcor8aXw0rJpDKZ1RlHrT2N2cPdfY864LOxazqkv1EMk5g30vqUZM7Tk1GG6Q0+7EDwi5zinf1JH1Xt+x7KHG/C0AeOzdpb8pD3CDz8dg658Yc+FJ/e6z8gVdTe28O+dVigffRUAwK1TniqGP056qUr8VpploYPyOZ0jvHJfYWxsDgLUaF4aMrbTk7cejpLCJKAnmU199Lnis6LtyMXQMUgBxeC1S53qImt2Y/ROiRqXED9Z1c7OtihKdi+QdT6JzlVOTvYk31zbx++9eREgwBiNHk8fuRHzhGMbu3x4q8dsB8NEgAO7FAyzHAAdVoEMA+OO9aZy2x4nRouecZ07DmqkynuQig99l/15J29Gg4yi9BEP5Y+gdFqXvGgqPsvDq12nPiWY1xA4WxbniMXPOiusoaCxBI8rzttddLfjzASChnv5Xe12j8yOWVbOqeA3biuLDDUJjMMojLUkcv8XB+O1hITX5bjqjlfJ5jylq0WWOneS6q6Neq1ufrIBglwtaPrgJc+C37b3yzQYMgLO/fiUgFmRpzJX70Hn6prCG0iDJADjX5OIz7X95cWIW2oS0fUlRkvvBOYSx1q8YZY6n2cgV9WjLaTddRBNTMRkj6YjxM3BHZwPLWyrZWHsQT4cDndOLpNEgiBJWL0wI5DLTN5iA0EqGZKZQPxKd1sg2ayutdHM0u5Fao4u1hLyVAz9phyb/iIZUPv7olGCMcC/jKYa32/G7tXhOPBjjPJaoP1DK/UcO0aRTKUqPmP/ASfpxA1oQ5YvGbrqD8rn3xlGg7f5vqVsfpEAHPcDf3t/B0D5jgKMBsDalgberz2F3/TCl3lsvuggxW92sZPA7o/MKRpy6HJ1RXcz6m1Iy8F2yy47bp7Z51Gban7JsjyVXHVO9pWpQJmFhCiVFQyk4KJHXrEMTmaw72N0yKM7e7kDSySGJTjRne/GNAMmWiFAC4s/tiIub1T0134ju1kIlXVKnx899y3fQ5TuMWdcWZE+A2a/lri038GnVElySqwd46LkWgyae0txbh0cC4MiRGqZAr3xEEAR1Ve0nQFptb+hos7Hr1+iUGJHPH5DnV5KoG76e6jEreijPQ1rhj8tm4jn+C0WtWdeaS8Zb95JUO7r/wRG3qvfPsoj6SW/TOOJzSedFHL0T1+T11NVb8Qp2rGU/o7O0snxQOqvTShm69jKSWyIUOCXQeT1MWrQwsTiWJGEs7OLkV1b8ZhAsA+C9e0dSskgO/YiYPZJEd0oK9XeZwhTo19a9v7+s6ureKNCmIUbybyonxW1isMPFkpZD3No+lnNn7mFSjog38vYRS5bcPJkNPvhHY4/XN74ror2SYoqA+cQk0nXJ5DakoBWj8z/3BrJ7qhDZJxHdnGj4TpMZE7JYnV1EqPZDk59Vr69lqVuPxe3B5PRiOFiCqeoMdNa+KdLexpV4qj/DN9JIx12ZYO491ix2OE1sEbj1tt9GhVYAcOGZpHzYHwU66AEOAuC+Fv8QAH6voo46t0M5WVY238jhtsThFaNyH6Mo5XsmFkzlsjHXsu9YB7e8tIbmLn+/9HZ7UTHuTFVfL65vYhqor6Un4XeJPFAxG0hfHmGdJPBP9yBOE9XzQj9LX0+Tfmqp5B1LODWO2KhDaIjXLEkWXSx1vtbnPiwD4JV1d+AICktGXizXJ+fyQ46Mi64+TwbALQeupK57Zb8eYLPlCOYxP9H6SBLt+5Kp/ugf+IobY0TvwvF692TfSYE+nIquxeHnmXePUl0vV0qdtxqthsLiAFOTnsLK4ah+NyZJZI9Wwa/O2B9vTsIbKMDjVyUnjLpjGLRqVov+S/wC7faVUdn4Df4KgebF+ynaqGevpYmjBrvCtBtBId+XtuCOSCGmzWxlxLwKriicS4o2mX81PNLzaP+GTHzPqSDY/PnqXuNQ5X1QFsYyV/TPWOsNAN9/JJlVJ3zdI4K189N5jPvr4N8EgDMGzaNsumr06q8cXr2L9fd3Y05X0042ZqymYugTirhVqNg6yxi397E4unPoe6UHJNDrOikr+pHsvPUcMB2itnsqdm92XBUSg93ez8tqRIPKHhUCBlL3nI9GjPE+SuDVddJpPUTF8Mdxm1TDzjXWas4yNpO0/26MLbOozl/DD3Y3M578N4Kpbxao3+ND82wdtPeuSpyofRUAfL2badWJY4B/mr9CevfJBzTPV31TdUbte8UFrt8GgL9cX8/cQyJ0i5z79KmkDgobXv0eP0sfWElrlV2Zj0LReVht1ynVrGvuZtEdL2CfouZO7s3okNVagM2ZTPmRsQw/PB5toH8lbfV+A7Qd9gGNJH0Ap7GT2syj7DhuLTV5B3utp/zMkRVdTFnXoTw4dMKWlaLLzn0Qc0Yxw+2bo2KC5d80mQuVmGD7sWaE7/+K5Pltau49ANgXpEAryvUJzvdZy9+SpPQUbDu39wtiXIVF+NMzuGlrJz/rP+f9qdlYlHaPhz8ev5Z7287g5cI/kapNnI+t3XgJzdZo1dLIweoRfTR5nfxUs5fVR3bT4mhH55YHusAQTRana8YwyGxhcFE3Zp0OvaRHa/SjNbvQyarFbVa+21aKGNAyrKCVJIuX8tw2ks0+mh1ajnkCbAx08L3UzrFIT3LMjElkHb9+wzD+vnw8ejHBBE2wwVdPX4/p97H0G4mtW8fygH2Z8kSbYOa7JNWS1F/pcHcxU3qPkrKLse5MZUdQBKsk9Wxajatp/nJ55d4P3xv+WRAA77vRjjZIbU8sggV/u8jAsfHH8Y1/EK98O5cDB1WgdGDM09inqwqrljVnMidwIcfNGRgtUKY7f/ZrG9Vy3l55sgdfrC/PkDJRo07SEoLNjGN0Kv5sM9puHxr5EBfTSN5CG76ioEJk8LtkB5z6g4H8Wq26QMf8Sv4k/UA3g39qgal+umVdR0v8eBYruhA/qFdVo80ahFIz2itz8RgE7ly6jTZXK0mGoz1xwfldBv64dSJv1UbQDGXFaOZg1NzQX/cq3196cht3v6jmEIykjmYeq+PdGz75S+mYlc8n5IEGG0/ubqXFIxp7968l2Nui2yhUmQGBX3mRHrqBI5PU1CGGgMQFm8o5wemgs3gbxpoy0j+4F2u97KWJCR4ayFvHHq6D+2pUI0Tepy8bVoLvRJsD3+Uf0+mVaGrTYC5Zji65gUMpJj4cnseQn/5EcnNJ1CiRxbEmLV5EcktL/BtIElmzj3LC3zYP5O16rmnR5tLxfR7pO+IXdr9Wx95/ZbZfmvG1ksX9uq+X1NYZHfn2zw/TsSV+LRXMGkoeOQ6t30TV/l1MqRnLS2fs4/FkkTdtoYkUrp78iUGCoi876FzY/0FQASN6AeM0G6WafJLk3CcRJTRXIxmxveoH9i2hEHVfBQBHPuewlzl3r1IU5tf79NzTYUZ0eRUgbNwxBkvn5QhaY8JdXn5nf/M6PMe+wFfkV+KCxbz4Q0MiAC+/yzMNx5Hzj78TcA3MGr3nhAt4rmAmKf/djqjz9XgH5dcRc7PJnDxCvGzyfYoIlkKBHgAANiVVMfeCBSyra1XmtS9g48eDS2S/V9zYG5XzGIUp3zGpYBqXjVXB7++eXNWjot+bEdFlS6ajeDAYwl6VvtbqgC5N8VrrAnaUv8sxqKIfXaBd+bfPmK+8u8ZvRxC9CJIfjb89mhqfgAGUKD449JKh8TbPl8m9vhiNjoj9RVk3Y5byRsHLjWm76dL4keSMAhVmBDF+vb9ejgf29R4P/Oa8YuqWXhI0K8ZP/UFjA6L1gZmzZQB8ZM+JdHoPKwB4xXk30rk9LPASGQPssx1Es347HatsdM7ZQNOD7/Qa43d71q2UGsJstMMNfp548yDdrnDsnS3VwrhBaxiuDeeqt2SIFM/SYM2S3znhaFdexu820yWdRLd7Gr6uSYyp9DO4uUZp0GRnJyludR44LSIaUULvA3tqN3J6rYDBiyOzgabCwxjdFhwZjTiyYuNzJQJiKi2dN9DUdT32ah9Fj7ezzn6IKqMqMjjeVcChfJE96eE1SjB4SJn3Pbm5cHf2X/hb/QM9jS82GvH/kA+igOGaeHX90IXaJjdFd+5AG0EPT7R4z712Cdu8/rgY4Gf2l7Bwxns9AHjz21dxwqOZZI4aCAV6AXljtIw646EB7RfbP11F54c5NOmG49N2sn7idXhM0SKcZUevofTotQnP78par+siY9DPtGdU40LAqvXQ4k2i3NZIqt7J5vYSPKIek9ZLnjG4vwgi9a403GLYQNSn1z9mr9VrPBRLHjwHZ+PuLsEfMEXNRY+2k8PF73Os8EulHWSBrD+n7KOwYxS6uj/QMGoZP20ZPCAQ7DjSgu2135bz+YemTQx+qITjN3rQ7pVFsLZEiWB9/c5yPn/+QeG5qm+6zqx9z/pbAPDqhd8xceVhNI4A026ayJBZ0SKjvzy/nqoNtcq6KQ2/nGTN5Uob7D3SxpIXH8NX2nsmChn4zllzCbk9hvoBWP8j99DYE3Bf56cBjVCoKN/EhvHLcCT1nse3uMrFjNV2jJ7weUQGwUMvegqLNZmR9g1Y/dFnkRAIdtbsw7vwwQHWRr3Msu48Pht+DZIv2sAZt9JnrvlA0gZ8mA8d6jeU0JuWhqeomCEbljB/toith6IQ3YryBnV/y2k8X/gnrJr4A54o2Giw3U+XfkbMS6n3EZH4qGYrX1SsRe9woyITUAwAACAASURBVPWJmPBzleZkyoU8yrL0WNJc6JIdNHo1bKvKUYCtxejnrRWjWbW3EJc3Ih9szAY7b9IBOt0G/KLAScPrOGlENQE3PH60lZXpTfhjnAO9WZhlb/CX759KsieikRMOKPXD9ut+wjfpWNQ7e1xaHtvu5VeXSll6x/o3yrWJN/XIH26s3sW146soyphG+jo9u8wLsAWyGWm8nJq01bR8+HlL5edfZC347wcH30x/u+yjZ7t7TgOT3niPmmw1vU5YBRoWTNSy8ILRXPT9H9i6Z6jyfW3xQurmqqBcv2EK06v/xuTLPkMTitNJ2IPqh1uqnfywxyEz01UsFBv3FTMZYxdYMcdG53EZiGIe2qZk0mstaPQiulIX5qOq47M5003zSc1gjhbQiJ0tMhAeu03HiD06jJEuseAxQOcOkLelg4IdbXTdJuCbncCnLVOinzqKZA9aG4PeYDmdwy3fbsXt7yTJcDgKBF+2eTqfNkSzH2RPsF5zer8TOu/2XXx9/ey4jc3Ysp8fbnv91YyCA7f0O2kjntLlMLF9g9qvsUUBv6eoMb8hCYBEXv2m4h3sP/Ez5WA27mguZ3fvx6DvhC4L5mfvJb91eu9iGX29sdaPtnAv+hmfIJk96M1NaPNVtVTHoXORNl+BzmHF225DY5cFzgauCh77WEnrx3/aUsSyQ7g8fuypy9EaHTh1Al+U5+LfdzVZR8KpkuTf9weCJ/57HXnT6/rt09AFu4XJpL7hw+pIbNnc/u8c9xVZ3yiJcC/97itPh9ZtqH+uAm9jvKKqvLqUPTuKgF+Pc3sNH5cbaMx2cGmGSFfsWgZYRSh9roWGra4eS1Oi2FNlLMh/SrQMGp5PbktQECcilXbofZRtrR+Pblzj9LH5WiUTYzWJmQpanY+CwXWMmrqN99xG3u4yInW7Mdq9WNeeitGSIFdk8FkBVwOuvU+C6KJrXjLOC5JBVjAOlkRjXv6pTO9+ef9grP+6b0B9vGL0zXw0dihp72yDCC+WfC8xN4v0shE8ePxjr46tybzlm3VW1q65sN/76qxHME99u8favqv+bmocYfpr6Aaxnl+H08esu78lEJEWJ9HDWsqHKiKXvQFeUWPFaxmK36DuHaIgJ4GN8PJE4qkERuDwMwMYOytUL6XoQedrQiNG0uQSeClUF5Nyi3DojESypONV9xCGShE5o/s51NVq3NyaukcBwSEvcCTVOvSM97vnM1RKnJfy0cvPx7M48Voq/35QoZGhf0x7tXZE2S37do3AG+hg+L57WXz1TfhXh0PBIgGwo34w/gUq0+DY2w/jGxZ9Vgi13xVplzHZMrGnOasa/Tzw4gFEUe0A+b85RRZmpD9JihAWBs0eLVEwWUAbTE+k3iC+sXa8eA27X76G2bOaGT22i/HaavSKjGHM5QM9PEvgkxGy1kdLQRVHR2+mtSBMQ/aLyXR7pnG4/j4a/lWN7qCBTVbVu6w8wmqlJiJTj6GkmpSzf8QsmHg8/xFqvHW80voabtGtzA3f60MR8lxoyjoRSrvi8gQPlAp988UVfGXYzy9BFWj5d4bkZF7aN5zPZr7RA4DlPMCzXk3qXwVaiQFewLiLTiertH/q8/ZPf6Hxo1F0a9IVz+n6idfgMYaNsCZ3LuMqHiG5O8h+iesPkaLRH9FodtDgVT1hNp2LawatodBij14CJAmNx4y+VWVA6RzpaDvTCSS1cqBwLx6HFqHbz0+GcRzqziYg9afPo95epwkwKnUHefYA23b9G68vVYkfDs1hxZs97HEl33CyqOOd7A1o3Lk4tKcQMLjYdjif4+59FK25bw/nvodWMLSz92wWsevdm1WfcdobZzDhazv+6hYal2/GmJ1G7umTFRXoL/+znEUvPig8XfV14MLqNzSZ3sYBU6CbXppPytY2ymYWM/3mSVGPrtlax09PrlNGtmbC41icI6lt7ubX2qMcefxLnNMTpwCSx960bWdwwtbezo39T0b5CrvOik4SCWgEfIIWl8aAOeBDJwXQKOE3En5Bo+wUqf7oHNB9Qe2Azku3qYudw9eya/h6PMYwm7jnXC9KFB1zMfOXDgUIK4ZTk4Xhl7+EyWBMCIJbTPnsTz6erq/+jb924MrQqZ/+jY/OmITYbxqk3wCAfTYb7tIhfCV8Q3lqYsqMKAo83DaLJwpuwaJRY5Qii0+bR03Sc/g0iUHe+ppKXtmxHFdnFzLGKiaZucIwJmpGkp3nxzakitX783hzxVjauky0dKobn9w5RemddHt0tHdHbIYJKFIxDGVlWzUb/Jw1toprR1fzGBWsMoatGX0NLblzP/1gDiceCa7QvZ2gBBC1IvZ7l+Avag965eSaC/h9Gl7d72BZYxcvWm5nvK73jTXUliEAXGaajXZXs5IH2CAmcbzmBmqzVtG0/BP3vhe/MicCwMPmf47DqsbIzn/kQeZsVb1Xa4Zpee3CExjyxr+UfzcX/8iRMx5E0IB4oIApP37OuPMXkTEomrMf28dy+y7d06EAYJXuHKkgGE2pjD5sSXgHJePKKURoLiZlbzLepgQLn8K0iZRul8hOFpR6BvQBLKOddExvpT7ZhVsftjiF6jlqp5aZPxuQ00mrmm/he8n06OKfWrGld9P1bxn1R3eotLuTwNvhuCWSdWjOy2RVhofXNx3CqGnFagrHj01qSOKq3b/nxZbFOKXwfDAKD/QritUbANa3VvDJAysWD7MuO++3AOBt68rpVtJ7RRc51dHGCy5EDKq6huaTOjrDpal0KwemLqDIYebO5aPoHKsK2jn3DsPy1J0MNpagi0iVEer43gxI2sG70A3ZiK5kC7oyVaG2t3JUHMue+tPQ7a6l67hM8jTDST+YhGFHGml14Xzgod8PhBbpH7uNwOSN+PRd2JN+RtKH0xu9z19Jr4oW2BACIqNWLCf/oEpPCj9LQkzycdb87wZMhe4PAO+8Kdt/2eglyuDvHwBL5F02HON4C/866iZ9+DFOzZZwJ4j7NYhQ9nQzzdtdPXTIvnL7WobbGJZajE6JLYp45+AgiVL77S0UImoBCAdLKgyF4Hex/TWUQjKF6Hjd2LGh1fs4fvo2zIX1XO+wss+rJdXeje6wjeRjd6LRqYe+WHDubd2M94ia59dXrMf+YDbE5a6P7F8VdBnQ8tXbjbT8tKDPsSp/2QOA392KspEFi3JALy+g0DGE+y75bQBYY92LdepHyp1anePZdOylOPgSC37lay++90v2d0Z4cmIMwnI6I3tpCaJRBbOxfeE1leIzFRMwZofxUiKA218cTB+tpvG1o3cdQeeuQyvFHLyCS3ivoS8SPOQu7qFEJ+T5xTx7l66Lv6TuUdY3cZ8JwRMzviXIELv4xPk+STECUPKt+gPAGakCuQ+YPxMHjb80CgBfewv+VeFc4lJhLqccbaHddxtdby9G8CTjOHMdLfe/n7C1zk6ZyxxbOF1OVZOfB14Ig19BKzC43MBJxluR1b/lYs4IMGi6lqT8xB2kjEmHjar3LyV78zROLG0jNclLiizgGXf4STSZY3F0xDW9jBOPyUVTyR52nvxtxDqq4WDT6yz4uB0qPYiHrIoxVr6FVWOlI9tIo9XDIJeA/7YP8Zq8/DnrZoYYyqjx1gZBsEcRx/JcPxVcOjSj7Bgfjc2Vqu5r+Q/s7pMKLQPgL/V7Wa2T/aZqMaQk8daBiawa/k5Fh22rQlHpCwAn3zibw+ereZS/v9xD+axlzLr9TrS6vpWOt32ygoavhtLtKcKv7WTLuDtw2A70MAKymmcysvIe5cwXXlvU93Jl7cGTuQeDyYFbjvMC0vTdTEirYnr6Acw6nzLHZQDkRU/Oj5eRcmAMml5otH6TE09aA4JPRN+dgt6VRZetgYPFx9hsc7PKLDGiLYW96Qm8sPL5ShZV03mYm/cFuf5jLF2zmI4u9Yyr1EPXSeWQV2hOX8cNrkHMLn0fnX0sDsM4JTViTXcBGdc8jN7SW4pVcHd0Y3i2CYIMiP4W6BAAnri4Hd+xVhqX/YqlOIesmWM5OCuN7xavoHLNsfGX/OecLf0B4FFZO/jjpFeUR37sPw/NP98joziVs58+NaoabVV2lv1rJR63n8Ck20jtnENVvYPVls3UPbsQf2ZXQsaH7PU9bfWlZLf27xiLGwzyXqGz0WRMocGY2vvSmADk6MQAZa5Gsr1yWEL8OTp23IX+3W3uZOHpb9GcURtHjVaMTx0+zl3cglFmUyIge4KHXfocJpOFsW2rMYnRuHFLxik0e/SI7/yuv27t+X7gAHjlO5JWIylpkHrzAoRGqqwAPT0zlecHb+ilIhL3NF3Kfbl/Yagx+pAY+kFVykd4taHUpZEmY1h5ZBevrf9WsQwUC8lcpz2F4dpCOSMGHx/NYMX+HJJMXsV7q9YJbGYvYwY1c8GkQ8w6LjImRaK2zcYv+wrpdBmorE+ltcuM1eijMK2LRVvKCMjxaxFvEhoDZx9/mKtmVPBK4CA/BRy9DhpVXEulmS5/bS7Dm+NTqqhc3rDLxG/20v7Il0F16OinP7LLzpUNVzAmLWzd7a3HZQB83bjDFGZPJXuNmgc42V/IUOsF1CWvxb7uM2/FY18av//g07XP57w6LdIDPPvZV6goKVVuvSCUB1iCjUO1PDpjHuMW/VH5buPVJ6GxBPC365jw+Tfk5DsU0av+yltrWpDz+vakNYpUY0xEgdTr6JyQAXllmN4chOTU9rBnB0yljDm1yQZDm0mi0xCgbbgD7+xWxHQ5p6naH5nNGk5eoSenURUxiS1DljSSUd2F41kIDIn+XlaIFj9piDooai7PZUuhn2fWVGLQtmE1hsfiNbsLOb7u9zzR+mbEY9KxaPqOMyv+0xa+vOXMuNqZGjbwn6d3LxqrXXR+4qjl+B46vC+PumpVzCy2bLxgHva8vD67NQR+pzSYmVfThct9GM+qFlwNtzNk7XWk58QD6x4ArBNxFtsx+p0YizZhHLwBXdlWBHOITtq/9VKLlcy2V3B2dbPux5+VunqcHjpTNLSdO4ZB9nFkf5JKart6aErAdu95vygDmLkb37mLkLJaaEv6AX9EuMZ7/JWMGBAsd/op77yN3hvvibWMbWb2M2rd+isyAE55y4/NHn3YD/1u99VZgUumfKucXi5b+pXLLrhN9S/swavE98UWiezZw3lslJbjB9dwQk6AhggDfah1h/hg8lvtLFsTn+IoEQhOHZFGma0wUk8w6sFx1OdePMCh9pb7xIyRFMFGChbc+PAHPUtO3Mrfk7GSIv8JhrZHPrA3o0ZqRjtFQ47wZFo7v2g0mF0+rK0urBuuwmAcn9Cj6dzzKJLrmDJEfYN02B/JRUiQKil2ZM70ZPOnu9/C29q3OIkMgD+cOpzMl7Yi6cPxafI7OE8u57if8rnv5sduG9qY8dKP23T8uPyK/oYMmpT1WCctoc4xh5319yERFABTtpcAI7JfZHDawuiY3+dW0OyW19PwGhbJxOnKzaMrLy+enSPH61mG4kmSY/h1vatDhmrd/xTu9/1C64XBsROTa2/C+drzOFXXrYfEK39+li+dO3z5A0uZBHxormW+tRbJIyDtNyWkQo/01/Oca0EcCO4PAKcmS6Td7/nQVDb7qn27xuANtCge4G/vvB/X4uXq+iSD7wkjOX1tBUd/aEE8cCqeIdVKvl8pKd55MC/1PE6yhllzG/c4eXl+VU+4kBzvW17u5ETTHcq9U0skSmYLaJVxHX3W6mlHv4buR/7KFCmdwdnBdD8Dsmr1353qFTFgOGZDFzUBds/4lmMjZZCqXtvYeT3vvlWOe7cbfY3M9FJ3ObnN8n1J5BhzqMqvo/6e95BzH/81+07Stels7N7MJ/bPlKe6zpvVU0Hd9QfQnxs2Soc8Uv1RoW+8ZBf1tdt5aoigqOTLpdBs5fmaOawd9Pa+6oxVSnzSxjeuY9oTqWSOVo0oxz27h6YVW0geWkT3jZNoHG5FCsBXs91cuzCdtCL17NVbkdMcHVlgQfKeoIDDLWPvUFIKqa0pUVZ1HUOqr4ltXQL6LroHrcWfJMfWqvNdBr5zsvco4FcuTowYqkai78gmuXIoSU3lvc/t3zinu2V9ncJqFuc30tGz/4RvYtJ5OalgI+O1/2XjzkfZeeCOaPkL2Zgw4Rpm1FzGddPnQcBEcsWjNJXtozHZgvXyRxESCw4p79a2+wipH/TNBAy1eQgAH7/Ejt4tUvPFz+TMnoA+PUnxAP/w5VIOrGk6+eK3z/zx9LqPtYOch6jpKOKptf+M67YZxT9x8chPlIwmnz1ox2jUMO+VuVGpjlTRq59pq3dgP/V6MivP5NfdjWz923/pmhsREhGBKeQHja84iVkbzg8acRNnCYgdCH60NBmSaDSmYteHhbdiZmOPpbMXk1bUvpnjsZPr6SDdH5saUjYOxw8Uj97DyqkL2FO+Oe58LY/hVLuPc75p7aFEK3Toi58izahXPME6ST6rq6XZmM+BlOM5unsHKSsf63PuhL4cOABe9qaoNWoF8+GDfaovy5W22ix8M6wKsy1cucjafNA6laWePJaVXZCwku3my2g2y0GW8eXbys18sGUZhYKZ64UzGKor4JBHz+t7ctnfkBLl6MpL7aI0x87vZ+xhQkkLDsFMhz6VakM+rXoVhNbqZZqWumgldxwkw1FJjreFAr1EtsmgxAfL4PjnPYVsPaJSuiIPWHqtyBd3fEO35OIh3xEq/NEHXuXAGBHULatEL31zLkV2a7S8sXzjGNN14wWbEU6Ld+f7/BqWfDeLyzPGojf2nSdVBsA3jNzHUPMMLHtSo/IANxk39gDgtmc3vXLFiHtu+fD5zp56JI4BlthYruOFkrso//VUVp92BqayTnwukXGfLiDbpuf4CxegM3h7dTraXQHeXduC0yfTGyJfWzUVhPP8qv1i1umpu2AwWmMGeZ8VYT9k6DMPddSoiZlzSQ0HKdi7Fq3Xhc6rHh46cofQVjSSjtwSdSiUuume2o53tKOHMj1ij5YZq/RxtGh9t5/hX9RjcXnpvklOnxQNggMLmpBWR9OItLcU0pin4W/LdyJxBJNO/X5CfRLX7p/E920BtrnVlFNy0QkXYhAu7nVCj5/3I+88cCGiHNcYUZIr5/PqW55F47SL5TRI/ZaONqsifNVz8JVjT5RhKeAzGPjp+hsSpsMINbEMfg9NWcBFR6yMkvYjNrhwfXCUpIqHGWS5OtrrG6yN3P+i0Y147hdkTlSto2oJHcbC7XnMo+OQV0+ly0AwjTrVHj0eOe2YvIlrA0xLcnJq0qO4Ax5OsIVzkLc1tlBXXcMOQzv7CiT8I4cx8oU8Bm9UBXxii/JOseu11o/nos8I5FTRalsKspS3JPHC+CJsO68k+3A0HVpWhZ72xWdBxd7o+V1+03aGz1Op232V3f7JWD4WSWsK55iMvH7H7/N9l09dpFj6rvxhob0FV0rj4wdw26NztYeMcGfPLufhsxv5wQR/So8/BJT54IMaOP/+6l4NnZHNUjJuEBn66HVXmbUDSHGjXBZxnV6jwVfgp9uWzSFfC552J40VOVCgR7TqSHV6sBq6SBcM5JTWk+sqlLNXUdCoGkqDS20CXmy0y9mU1I3tuC3ckC6iDfhJtTsx/ToBiy9GJCrolRC7q3FVPgeSG3+mlvYnc5Hk+P6+oiMl+PDISMR/3NZn/261ncL8sivRbt+CKEbENgW0tPxpDBPfSA68e9EbcyRBWFnV7OT19+QYvt69QvLcNRR8QXNBPrvq749bgycX3abk+ZWve3jO81Q3Brji8ZUK7Tmher4E9sJC3NmqAE7oGgk9ruRJ+I35EKkMGztn+jscJ7o+NP37mxzy2ug6iqlrF5qAHLoT/kF/6ZJyRAOvu4eQL8V7i6L2pCAefNx2mJ/MLUjyib0qcfuP8dXwhkcFVqHy9IXn0fm9mpYnUZEBcOpdDa+aj7volorKWfhd+8lunEXFuR/StP8QNMpx3CCdOo0536yh+pXjlTW45t2H8JbHi0vl6/MVoBcqR+o8/OOlQz3p2bQ6LSPLa5lsVNlbGcMFSk6OZ+mF9mGzI5W8LSeQ/us0cqx9CAj91n6PbIz+xkjE5G7JP8rOUxbjSla9iE7vSGqaL2LJmwKu9eGzkHzLDL+FQkMuR0uqaPrzJ8ht8+esmzAJZra4tvJR23/xfTIY/6dBSqzVh+GRHWhL4+P3bT81kvNKdK7a0Ctcf/k2UlsC3DqsBp9DXadPCpj4s/10NuV/sutQznej5c9+fe9KCmdnMvYWla02dHkbjjdWkHPaBA6fX0hnjgFno0Tj4lRm3Rkhsphg4OxbuonqV4x0acfilT2/EeBXvnxk5X0UNMTn+vakVNNdtE5WbewxiBSY2rltyHJlr3diwrJvCnm/zEXniwZFHk0rejEZES+dBjV22qVrxKVrwq1tos24C3NAZX+UOa4kzTsqYkLG034CBif7Co9S5bewLLeBVkvYaCtToqdkb+REy3y27L2PLXseCK9lwfGybsI1nNJwJr+fIgtDSZgP305TcSNN1mGkXHwPQqSwaUwbNi78mqx1/aebnH/sK054aiJjf9Vga/ZR+9Vqck6biM5mjgLAl70194ex7csNE9pl2jLc9+PzOGNSPv1xwsuMytmJxwULH2nn3GdPI7UwOv/s2tc2c3DVUdyXXUfyr2excnMtBx76nM4I8Bt6ldCePnvNhYytPDHqDfuaUk36FGpM6XToQylp1Z8mAri93ac3I3Po8yxPByOctWiD4RYJA88jHrp76EaWz4heO9WvJTJafcz9TgXB8rpuyRzMkAseJklyMbp9LRrUc4xfo2NH2kl4tGYaPrwHU0fi0JDIhkpZeAdfnnM8rtboc2Ccqytr4QtuId1mtB5Wkx8nTKwsQZ7Zx2eTmtArvNFwV4V2pyPODC5ovJGN5TPJ18dbxx3GM2mw3h835V0+Ny+v+5bdtZu4UFvImcLv8AYsfG/X8d4WdQGL7JTpw2p49HdrqbEUc8RYSJ0hG48gb3YCkrcLX3MlrkPL8DXtATExUNfozFhT88hNL2BcejJ4s1m6vohN+3M50BCtLPnHU3Zx6bR9mI1ennc080mXukAnGkAyCN7wwvkkKTHBvau9+AQf9qe/QLLG1k/i+0PlDN1ZwrgiVfGvtxICwMOMMzDv6wsAbzz77sGPfvPEm7IFVK11HADevUPZfDeWa3k35Rm6jGtomzVfeXThwn9S1D6LKVf/B5Mp+mAd2S/ba1x8vcOu5BmM7bPQNFSd4YKCLyYdaiLVbWTViBvorNVHgeNYJsJA9tEJCx7H5GyPOuyFPFSiVkt9+Qm0DJlId3oB6ER8M9rpPE8dpwYPTNmgY9z2aLq11h1g6KJGUo656P4zeM6Lnj7+uw+AX541UhBUCQhTkmk5J5X7lu9EFI9hNsix3QJ/31BMmWcWj9X/GEGFtmISHkcjxKswyvUac9FKPv7rqXhMihZST0nZ8w6vvCMtGqdZdH5/FGiZXr9lzVB8XkOiwDq2zT2LppIEqb2Co6W5dCutoxZyZ4UNMXMvvu3teBbXY7WfRbn3PyQKK+wqOELqKR9gHfl9sM7RoLfVJ7DLbaLRp+OYV0uVXLeggURZ/JWpE++Vj1yf8vVZzE0+iROsYxliUnOI21va2LF1Oz+NlfBOLGHym8VkLsuMXqN7GUz+lGYCv/8vbv0ROqwqRXFLdjJflOcwetkfSW4OgTHVCjtszRoG74xXtvdZvUx8dhWDymJirGImcn8AePvvC71XTP1KOZGrANiZ0vivw3hcKiMlZNwLrdcvXZ/M6DESM7JFHDFxvzLg/6VJ4K0P7Szd1rvoVahpRkwYgk2bwKMfXIuVvgp2T1RzxrRtY6GZTZMzcH8joUl1IuT40chu6AIfdGvBD1KDDskp58nQIFbqENdZlNyQmEDIEMg6UyJr2EFGHqpmbMWJWFwRLJsEfSlYfJwwYSNXW7wcFQTSm9vQ1Q3CVnUTGp0taEkPaRJAwFmDe6+qJitaBFpfL4gLe4jsOvmR2ZKJT5fqOTa/d8FCGQAv8v6OjpRdaBvCKWkEv46Oy8cx5mOr991L3jhdElhZ1ezijf+eDZ7eKW7yWqYZ/AlrxecQie6bIRnvIv+RJ/jgtFKmJ13In16rwBucnIkAsMuaRMfQsHK2fH+/qQBXytSwqFZ/lOaY9hcEEXNmM8YUB3lTNuJqzcTVooYndNXmIwUEfC4LojuA35vWyyCKniimjk0Y3OG4uIHsBSZR4E33UIZFxgX3spEGJImbUis4onciyvtQS+JYwydcizkpEGa1/RYAXHlgLp6u7di6yqk6ZTkNB48gNAaFbk6dxqzPd1P7bhn1j7+M80Q5JaHa8KHml72c96TfQ7pBNkhJuL3w58cqcQZThMngd8iQLk40/UX5XfowidKTE6ucy2vo0M2zGLp5Zt/05r4aOvid3+/H4xMw6gV0smeur/HSn0FEgoBOZPPZ83vig+W6ipKZH1c8ybaX5bmqnpfkW6UGTOSYsjkyroKuK79TQHDIQBBKkeS+YwLSEZUiLJR0YnphS8Izbs4T+7BtihfwueGy7WS0C9xYfqQHAJ8sWri5/VQFAB/MWZIvoMnY9fkFGDKLOOl5dR8LA+CJCv3ZkWPA1JFDTl6WEqYVKrHAZN93G1hz/37Si6/qAb9dQc+v/BsF/DaeGUUq7CrYgDfjkJyzL2qEz8muUDy/fpcNbdXxZK8/BaNTBQMiflqNW6hN+pF2wy782hALqR9rR/DApwtYSfOOJt01mlzXdAxijLE55jZflx7m80HRRp0icy03N33FspqH2OE+U617xPhZO+EarvLbOKXsPQgYMFTfSXNpJfb807DNuaqX2Qxepwf7Wz+SWauKh/ZWZAA86ZHRjN9lIanJ2ysAvuY/Zy0xuQ9b59V+oFTwqfV/p6YtItZYgD9PeYby9Epajvqo3JbMyfdMi3rs3u/2S/GIMAAAIABJREFUs/n9HXSffDpZLTexcn0NR2dvpuFRWcAwcclrKOGyb3sXCI78lUxl35Y0mG5ZjyHBvI3doxWNl1hDtuIYiKRwhfsjapzKephSgMGuJoo8vYteRe45boOLj85/ms6k8JkodJYbsr+bk36x96x45szBlJ37T5IEH8fZN2KQVMejw5DB7tSpdHc78b17bZ99K38pA+BFF4+kszaskh8zxNR7ZC94ziVkJpssh1UrmHoADY3EsJfz88n1FJqjJ5l6BwmPV8/kmgf4vuwcRptkcYvo4tSPpybppbjPW5wdPPXzZ3g61nJz6iSGiRdRE9DztxXDaI2I45X7ZcSgRiacq8E4LgvJ242ndgt+e5ViDfLU/IrYHQTdMSaMhKA+hrunTR9C9ow7KZPaST9whB83F1DTZmNNpXoguWRqJfecvUX5+5JuB091NOEQ1bQysWVkfSpfvH8qScFDfdwFwfp5U7qxP6Eq4KnNGB58/1x7Etc7yxiV1vuBaKAAuP35zbP+lf/0yr+/E7RyShLzHn6S9aPGKI/98h/3Mn2P6pWUAfB/Mv5Nzcl3Kgu1UFHOxF/eZ9p1/8Fsi6dkhaoug99vdsoy59EGlEQHL70IJ21tpkE7kp3pcxATtGIiK1Tc0hwzgafP/2u0pSTCyxlZj87UXNoGjaZm7KlYhrmouUk+XKl3l4WyZqwyUCRL4/vDvZuzpYOSFS04/wDuy8Kfi7u6EN+ujfOeas7IYNtYDU+u2ovZUIdZ30pZu4k/7yjF5Z3Ly63yYVUtAsdh1sTTauTv+gXAsge4N5Nd8P4HK/Kpr8lICCgbB5ewfe7cBKNYHY/NJTs5MuVzHthqkaWy8e1z4P70GLaOsyhzv4VGF97N5Wp4jW7MFzxN0rglCTzKEq1+Ld/YbWxxxsToJzC8JZq3sZ+F/p2sNXF2yklcnnYeSVorYiDAxp/Xsm37dnxThjNuxZlo2pLVkdbbIU2Cdv1RLDcuUkCww6rGxX8wIpc96TbGLbkNS4fKFJFv0Zcolruok4vfXZq4XYOf/lYA3IorpeFfhxQAnKi8dYuFNycLLE+Q9/4fHQI5P3fz0Ge9q0uqaxAMmTiYNG1S37l1e2lGeQwEtAJ7fCnUOGw4J3jRzbAjZAaCXtWw8TQcHhHiBITz34o+ASqM+N9IRTqoR8gWoETAoPEwdcROZjnLSenI79X2I2olMjJaaRi7lxecNRjbOglYczCuOAWz7Zyo5lOAX+s6PFUfKp97hxmw/zO7FwNM+OBwnmcwF938aK+q0AMHwKoH+M1PT0d0yger6DRvkR7Pg4M01Esnxhh0Apw5PEz3/PuJL3D5fV9SJ8pgKWSMjKbOOVNS6SguQY4XlYtfn40raRKSPoJ11B9giWjFAp+bc3072Xbrr7jj0umELoy+YcCtp27DZDqOlOB3BeMYe5mbyY2qByHhvhBhj4/MK2+QBD51DadACnp1+wBnbYKPSzO29akKbZR8fN31Zg8VOg4Ax7RXpAdYAcDd27E5yqmanQAAf7aHis5DtN3+efTYlFP26Au4OeNGbFrVq+PyiNz3wiFa5KwKwTK42MHstL8q/8oYRgLPr3qh7PU9fsllpNqDBteEeEf9UBYI3bQvlfa2GhoPLKNLGIXTNEXmAeJxtXGotZCAJpwmKzvFQ1aym0lD2hhZbKcgzYWgOEv6s6JEr2ayAOrK372EO+gJltf4gJjMrn0f8MPfavA7vVF3tKSmsz/DQ9JZK7hmwmROsEzBKbp4uvk5Wvb78P5jHFK3FkES0F54FP3Vh+OcPLp6F8W3xGtQ9AeAD+V860Riyq4v5qHPKGLmC4kBsL8gk+ygkba3TaFq7W6+uHsFpVm3K+vavrKXqS4Inw+Pq7yPwsYgUAyu1V3Fa/GkRYvXypTniwo2U2ZrxrrxLFI3nyZncVUe69Y2cij5E+psKxJ7cHo5eAl6jSpCpRXwd8jCiSHrp3oIK+44X/EMa2WrZbBusd3emtrC08fto8Yg9uwtqYYuHqxdzHeNd7E1cFpc0/x0wjlo9Q6ezdhBnt+M4ehfaC06jP3U2zGVqimvEhWPoxv9w9G5s2OvGygAvu4/Zy0xug9bL1AAMDy1/h/UtEeLbf15ytMKAG464sdnPo6SGapBXi4NFU0se+gX7CMLyEp6ll3rO9mfsp+qBaoGRaIix/xe8u0tGHwJNvOYH9Qa0jhsyVHiuftLuhEIBBA9HjxdXXjs7bjtdnxdnfidLpKKi7FmZmFKT0dnVNdMZfZGjInY2WwK+DjecQR5bYwsiYaRT+flg3lPKCA49hxXesjJySvD4FimQ4/4/RukiR2Msm/sufW+lIm0GXNx7VuNZ3kkqzC+Ff9nAJyoQy4p6OKOIb17NP6w/xpuKX2I2UmrEnZoVcp8vNrwoAkEupm/fT1rKr9huNDAtfoHyMuxklJWy+lPnU9bl7lns8tJ7WbORR0YpxQQ6G7CU/ULzn3fIPndygYff1COtasNbAGWBD2m0plYhp/LIIPEyY711B3Ts2znYLZWZZGf2s2oQa2cNf4wrRont7TXUO+Ppw7J9RlZn8aid0/H7E+QoDuieq6Ze+m8LNzBoc3C69Vx9ffn8EneCJJiE5QHW/h/BsAQ7wGukK3OKgD+1/H5SEP2EXALTPjge0ZM3cXgCSr4T1SqWr3M39SmHnBjVZ4jaOLyd2k+A6mVxRxIntJzq1gquTLxBpAqJdYqVbr5a/L3re4BXj2Uvqi4xPBBUNTo2D/1YgJjx6I9t5UDk8JeGjk+eN6XhihadNbODsp+aKHrHvCcFrTQCxB4owZpX7ySr+buYh4+cJA9zW2kGvchaETOO5jFtTV/5T/tS6Ko0L0JYg0IAAeNVomYG7L3d+PPxymqi7HFmZTE+ksuxR9c7GK/l1MddQ//nmsPWrAmqfF49icOklp1NaXCv9DExEt6M2rJvOVqBItMFYv2+O5361nqsHLA3TfFMypOcYCgOLLe6To9rwy6i3ydav31uj2sW/ELRzZvJNcxniSxfxEFr9YBF31De/pWvBkbFGXot0YV0iblMO67W9H5wuA9RIVONC9s92zm5NPUuKtEJQSAU5sc0amqggM71gPcHwC+4Z8WnhypjoIQJpD/fqob7t7p5/qXGvAERCRVjj0O4MnzpXR6MRn+lGhdhODN+hIgkn8gX7bLm0rlihQY4kP/YAuavEBCb3X8uTsEfuMJ8oF2DYGFVqT/qoJY8m8to0Umnf8JJ+w5hzxX2MIbY9dUri+ftpV7/ZvpbvfiTy3GtvYv6LTxNERv81q8R1XWi+MPabhPtkW3Q7ATI3eTj39OwvdWYi/w/wKAJVeQiRGkaMtvG5oTdmMqu7NVo2VofZT/X5SykNF5zymf3zj+Vh5/cReb7Ukx2dHC91HAb0mJundK4E6agM86RH27/vBKBNiUG2c41VxvleO2jinr7o+TRrGvRBX8+S1F9hK37RtGx5FivJ1yCFF43xQC3SS1qJ6S2H1hIPvE084SZkh9i6nJ937eWsV35qY+vcCRqZF6AHDkZAvVUfZQpkik/9uwyFg4+fweANzZiwf4sz2svuoJ0EU2sKzLZuKh3H9iUBhuanl+/jF+rQiHTZitAleUy5odAkXTJXJGh0Zo9Lkno7aYyd9ciUZMcCaJ6Cy/X2D5jnyWbs2gudOGbBVQTf1yvtI2yG+HujSoiWYlxfaFnJHjzOPrOX9KDbLGTFRJNM6US9QvvBrYeNEbOLJkBe4QIE9hf+2nbHyrm7oN4XW1O0lHe7YR9B7Sr/2cP+ZfyWjTKA54DvFqy+v4vi7A/3a5urBY/Jg/WZNwaCYSxOofAH/XhsTMXV/07gE+Mm8QKYNHo4l0/cbUQBZwevmkhygd/GTPmvPL5Etwm1SnTqTnN7QOdxWtVT2/EW1ZaG7l+uLVWHxabMuvIuWoHL8vk21qqEr+kjrrj1GGaYcrhSrHMKrahtOl5EuVFHqvfOR0ew1qjloBUuSz75gasnMdFBW2kWSy42vpxt3gwNvgUOoge4UHdZ1Lced56KRoinXodWVq9LLySj7OlMPx1P6eVnSAyzdtYEHTP9kpqcrYodGye9jj1OcsZYS+k4dSKmUVWZJ3P03t+F245j2N1pKYpSTfo3nNLjIWR1OBI5tdBcCjGL/LmtADvPSL7zm4tvnkMABWDaSKBzgRAM7YT0u1ROaUk3pif51tLr6+6wfcPgic9jKujSmsrjrC4eUvItn8qrMxyHwL1U0Gvxd/eytGXx9nJdmYodGzz1oQjvENjoPQcJAZygGXC1drM007dtC47Vd8bnfP+Aqfj9W9IXJK/u7pXMRdSdRo50KZmsZO+T5k9whWVnEEiAEmOA5jCXiVPlVZnonNXg5bG/PPfxqvMV7HZMLmDsbtUJkIct1SisdTMvc+Sjp3k+dS53tA0LIrdRpOfQrd3z6D73DvqScVAHzRSDrrfqMHOHZ1sOlEvprSgPz/RKXFYeO9QC5P5CfO0xRLfRYlH/cunU+D/SAThQP8TvsIKelJvFWZqXhc7d2qsIfJ4OOcs5tJnluAt3kvXZvfQOySF4SEZsuIqvUHgONX30jgJn9rO/4azEPOYEbnZka51Ny9l710Joca0xia187r1/+IzeTjb211LHNFpG+IAHyFdivfv3mmQvMN9mrcyJAEkZZnPgsKYkW37uqaQezdO4e70hIfKGQAfNWEOkZLYxNSoNvXfurd8/gCo+wBvqnsgZUvvRIGeL3lAV46Bl48RwVz6T9cw7DaqzjxhrfQamM2sGBV5ZjfN1c34w2EPb+J480kRjYLHO44DYchXoipv4NMbI+lmdqZVrKDopQmhmYdIT+lkdq2TDqrfWx730fLXjkOJlxn5RCZ4PQkX9FYNpmqSWeRdJyGw7eGcwfKtOgr55uwdYcPEmXfN5G1u1MBwaGYYKnVR+DhIEVP9joHBZgkm5b2+4u4d9kOfIFWbMZqTD4ND62fhsU7h8eaw4wILRMwau6Jm15j563mo/tOVijQkW2QUvEOr7wrRccAJ2jEtiYbe7YF8/HG3H3DBfPokMVvIhaz0CXWpI2k5f7C1K5MHEW/0O5JomJlMjN+SKHE83yU51f+jWbQTpJulg9h0T3lFCW+70jiZ/lQ20/pLfyiv9/Ffi/fZ7DRzJ3ZNzHWPFap0v6Kvaz8eikmfzalrecgCCERvuCv4w6xIt7zv6QhcwNCzibqbHpeGj+I9GMjGPFLNIgu27yZIZvDqq6h+viSPZzx1ddYEk8dZACc9o4biyOBqJUE268u8F5xwkJl8Th/6ecet+A31P5jL35fOL1A5LvrPrDQZAqPVfmxySKsadJw9SN11LTKsfthj6D8255/y5Shk9IZ6i7oy0EeB4xD08rp1bLsl3xkg7XuMgfaS9UDTl8CbZH9HRo1ib3+QVAsSYg7TfifSoVGlaYq/27I0DauKS7AptcmDuGR2UPTt3C3/1ecdgN+3RiSdt6VkA3gPPgOon2zsna0PZdHIJgnWKaQqzm1o8tMfx5/+svrCQWxYgFw6N3iKdDCysr6Lt777ELwqgyDRGVrzgSchvA8kqe7XtPFrLKL0Wu7OGXwKXz+hYVtDfGGSKWtJAmf2ULrsOEIwTAVZ/Jk/CZ5fYiYB5EvmQioALN9B5me8Spl+gbyTBPJN0/FqMlE0lt4dMwmdqSG2FgRDsD+FvlQhwpQu2wUrZWjkASZOroJva/pfwK/8i1lTPmOa1i/dOg2jY/rUnbisIOmJvHhM1fs4Cvn20pjyQDY8d3QxPH0EqQkSeS+Nb5Fo7dmVlSMIeBrwdZZzpE5K2jcfyiKAj182w8cOFFV944ssemO2hx+/vyYeh6Ri0YrcM6QZ8g0HyB3vEjhFNnQGZzjEQZEncfEqe/dhUZMkLom2MeiCL/szuXN5aXhg26yE2FOBdLkQwgz9yFkhWNo5RzKchoFeY4rf/drkQw+5Ah6qc2KdCAHmlKw1KRzXVMO0zM9vY+z2BeXD+8akVVXvowrWXa8qO8UkGwcbX2N1a/aqFkT2qslHLk2HFYwlFaRc85aHsz9BybMrHWu5Qv7V3geHo30q0rFN761Hk1O/JqbKBb4hsu3k9HWOwX6UM53Mgd05q7Pz8eQOSghBbr+uomY0vL69IN/8rvHENy3o5djcyWoLvyCfaUvo5WMDK+8h8Jm1TsaOtJ0F6/Fmx7N2NRrfTyYu47k/0fad4BHUa3vv7O9pvcE0kkCoXeRolQRCyCiwAUVOzYUvWIH9VoQsWAvNEVAmghK7zVAaKEkISG9J7vJ9jr/58zM7szsbvDe33+ex0cyO+XMKd/53q+8X102wo/cxQBSN2VBuX49KsO3iBZ4bUcqjlWOR6uNyBt+wfvkOXsxvykKIysY46mUhk7rRFZuA8aOL4LUaoS9sg22KgPkXi36Nr+NCFf30IKMlPiKuYS3ezfB6ZEzZZJGRl/DrFPHscq8CBc9t/vBFsmBPjp4OlMi6SFtFe5UN4HyKCCtnY/m4Xp4R7Eh/6EOr8cL2/zLUCtDg+BvK37FmM9uQ88COggAF4+Jwu7fd6L0WBMDgHXWq9pJ9WwUSmgA/Amyo4vhVmdCk8w6+iwtFmya9xfTv1X3PYvul8fgj4NluHJkCehwfv4JQTABv9O3Pwu5u3O2azIHSJ5vhToOLgkpzseNFufoMdfX48aeXbA0NjBeXhEaEhi+ffqxT1/36QJTe5di6eQjzPB/sWI7ahw90HqfGu4kVnb47FSBBvFccy0SnTdP+yL3X8s8i79H/Ro0ZFK3F3NW1vtTCckF6ZNeQ2RSbhAzdFHEELRLdOj4+SnQjtBlJCPWvoHfZ2fCVsNFu3DEL0Hu0MAQ6MCWrerfgGxdoKeT79bF9Xfh4/R/QRmiVEC7YhIadSQ0h7UhtJpr8eb+bXCYr6O/tB4ztK8iPEGB+X8MREk9m9sVpnZg3vjzcA7PhCEsFuYLa2AvFlDlBwTVhPI68opdcE5zJ3u66LPJM6W6WKizJ+K2pET0tV5BcV0EXvplBBrbdYjU2vHSnacxrlcVHm2uRqHTEdKaQx56dslkxFk1nYScANZB5TA/ciRoQtA0hQf+nIL1CTkhvcDvH/8FP8zKxYCOlJAAuObqXm/ly99JCQC+P2/+gV8/5UOYOwPATz1iQ0UiDXeVDkN37ELa0MPIHCguISBsKGF7bjK5QygnvMeBLPA+tXKUW0agTdk507DICMEtZp/A1yqsGJhShIFdL+O2rNNIDiMKVueamtUEXDygw5nD4bh6RA24SNiNoE0BXuGO2FQU3fEMMuK9iJ7chl25vOV57rdKaOx8flPeujomJ7iNpLdyJZK8O1vh/ZurzyeQDFSWGjvHybD6XAW0ynIopGYm/3nhuQewomS3aMw1knXiv3VOdLv9PFa/czscMo1IR40sXouvv1KX9FT9LK6XJXQNgQC/LmiqE1vqyUtIzd9Lo/n6wsI1oZA2ID1iLYZ6UtCSehRmtwkdX1chqq0bcsx/BrnopP3+gu7+xaIN1vchPzSH46Ltn8N4/B8uaMj/EgIt7Dj+Phq3h2XhrYQ3mZ9dThf+Wr8FDXU1yKkcAqniTp8Rmr09QDJ6XB4456zADbsR+u5b8GXvFNToVMg9NAvRNeLwq4F/bEVULc8yymwUJGdz/2ZM8oZKGwEKXIOR+Xk7U3sv1FE9WucdP3U/s+tM2LWW9tjcqH6H1PQMfX37Wg0Tfuw7yFXft0ngPGLGonWtQeHCwvXgvlOOwS3dIKEJYVJIPrRgsyPHwnvlRhhKysJZ8LumHpSe0C6xEQfBIeuhdWAeAAeDTN8z/P8n5GoXlXB/HAk0yliPcFIzZvVWoDsVbCz03SctNMHTLMGyV/dDVtYfGkMw67LXY4fl/KugaDtbHukDQfHREIMkhwTbzqahcem/g379K3cOTpSNRIf8LCQmkuPEjY1Hgo4H+iF/nda7cuq3owkJ1tazDTixj4Dy0LU1GzTxuE5iWwOOvNgvkBe/HbP7PI2VfxrxZ0ED59kN9vC7KQpted3hUbCeHWvYELjVIQxBgWLV904K6OluxJywJRgc0wNpmrHQSCJCm/oFBqUGlRnHoqtxIbwBJbo2NKs4hSVoIxafuGdNFQYeaYMZcvwU0Q0n1fGC+r/Bc5SNJGJDEYR1gkm3Kz0SrHPk8cRYgTZyTrFbo2FZob1X1KBIGH6I43XbTtzpuYy3b50NurDz+SGTAtnrhjFPuHie9UIQAFw4+zycBwtEAFhLr4Ndx+s45NosZSaeiXlKtO7W/NmAncdIGgPbtmHpW5AbvgtKPY2eM1kvrfigoeqIwMj1T0Im9ChxhnqfMDdaFPhwUw9UtWiY99F6CySvbwd1X+ceFt/6ZkVnsAVFbOCiEXs9AXO33opeGkIwKLAm3UQhI+UJj973PTpihZwyNNqs92LzogfRUFjNvNktk6AlRUMwOBMKPbCHHnOj5jAmgMWN78PgNsD5eS48+xMgvb0BiuevBY0sYYROe7LQf56k9zx832nEGGR4PL0Ubitb0nGEV41nDeNwosuPTZUxh0ho1EiSA9xlYipyHmS9674c4Li7hsLw9FhIOoniI9caa5qx5bFWhCvYqKUObSlO9n+U+Xfvy+8hrmW4yFjXnr0DHq04lUUldeJ1ZwfSj0zxt5/k9hZFLoOd4SDhjxNVt+N8/a0sd0cAa78v4kSoRoh8B9wPQi8f+Xd0jAlDh11H375lsN1ohcfsQFLRHcjs6JzZvjV1DT7upUOtKZoBwWPCizD9bAHWW15FgYev494YdQQX8t9gPuDjiMuI98hQdG4B2j2ZSH0qE9F92aiYUMf5T9aiVyMfbSi8Zkn195j+w0zk7DUGAGAVSsZEo6DwPE6uPP/Yoz/d9Vmfps3aXBMbJfnOkffRZhJztjA5wPGVUKSx650cB5YcR/XpWpQP645u9JuwVUmx8ukPYBsUuoQoWS/3/fU0utbzvAyB32SnZLiqSwlidibXeVxuXFm7Bm0l1/xYQwYPIuGAAh7I4YWeckIvcUMjcUFOU1BQbsgpLzMVrJBCIfcgJsKGrFQjslOi8fs21ihHxtgTIUHrdA1c8eLKOcI2JjiMyLOI9SDh776l3hrRgNVTPw4aslH7W5FZzhsHSCh09znfI9leiXQzXxXAKtPhfNQo2E/9DnuBII1U8ETVj99g8/MKuMvFMjpIqsduX+6W6FVSXw6wsFX/6tKBpzI6I02hYbRp8Yk1D9+ksLT7wsNL6VAesRFerpxFu60Fz+9YA5vDjJGSCswJewWyDDPm/TwWtQatX4QunXUQnsFdcdHkhPnkl/BYifImUOxChO8JVS2L2cnkBRMqcqk0BANmkIYnlsCBgFqiT0S/wTMx2nMDdiuNud+NQ0VzOCQSL1Y/tRPZ8UY8U1+P4xCzs/r6Iq8hAru/nRhqx/afM87fCWe3YOKwLwsHIt7YB3PDgjfa0Yf+g7JH7kB/UwI0VyJxTvUbwj1dkBE1CYQFurLhDGoe/Yh6dt/rL1xzHVomBMADv12BmjjW27CRK4NkVnoxbYEdXrcXeb+uRLwsEbc8FLoWIbmvpNGODYWCpPagcWGZoJNbKdSa7oOL4nOxQqoWAuEqpZxIi6jEHd1PYUT6eeTEEQ8re5e7YSLcHf3gNA8F7daxYRfKDnijb4COvopoFSktJNbiSs6osXJxMtqrvUyf+8dYkCdsjkxC0djHER2jQc7dBvwxkK31SzzBD/yiQLiZU049NOIumpAQ2wz7XP49nnfLQbcGh8RL30zHh5evo6jxBuMFJnM5zajEgMPdcdxS6V8ygQA4N6cD9jFV2PzYSHgDNtDY2oP46l17S17YV8EFcLknkvDn04dz4fEEh7zte/gRuNWBebhsr3WN+hH9IIM0phLmyHLUrDAhsqwd3VsuQS4X1BIl3pV+O6C7/13BshevpWerOvdoBQkMRtLyQ/dfAeBQsiDgGX10Srwb/zrCpKmgvTQunDqDc8cLkFLSAGX4MkicoUlvSFvMVDPox9ehwX0ZtXmlTCi01KliQqFVFp6MKaK+HoO3BJQHo2lcWFyIF4eVh/QCn2wejJyVnVtMW/opMOLRo9SEv38bBQl9wF5mQsP3hKk/+HAOlMK8QGxoGG8DvjNIMfGdBjSbQ3uNmY1ztALJ+lik1LKGklDBEr43+kUnyZulKRwvjEFjuBySe0yQTrBAwqWkhFaJxTbAQAzCmkiD7CuCc4IoE9IgF+BaFA36pJq5RqaxYXKuGsMSxOz5fuDsIXXe7DifXYX9dxRDc3w2FNI+os4kz3HVboezng25Nb4YDdeAzsPoSH/c7U7DzNd+gL2Wjx4h964Y+xbKD6bBYidpQWIjSMe0AeixQYv5z73/Ve+amHnLtgINxf/qlJ37ZNIQuKVir4BecR23pj+McVl3QWYZiBe+OyXw8AdvN8253eFRsyQpdl0vOHUhcug6ASMS0HjX/RvyUy5hQOTzUEluXqGA6bxOnkUA8fLMApyLaIRdGpp9ePJvVRixlxghuYOmcUkZhZ8ic3BDERb0bJ8NqdMwfRLR5JUxOcF6WhbS+0/eZKO9eCzqEuqNHqCa72/hc7M9TVhlW4PX056BtKnzuUGel/f7MJjNx1F+/T7mQzy6Gbh250rQO4+CauYIZMbeAsScg9TGhrH7jpfj5jP5v76j2eDECx/5SuEAqbE3MDb5I+bnhH40UgYFp7nIHErc9uuzUNg0wdT3nJHiWq0en/yRB6uD2ye614L+cB0k3bla9yHkjfBUZ7wM7BQQrln2392KuuKR3QPRRemrY/XP+U5Hpn0XBIJr2hZh25vpMJSwAM8ULkN7jBKUwoHIhzbg5ZSn0VXRBQXWM1hrWAdvoxKO+QNBm2WQTa2CYo54vZK2krKD8maWdEcXrcZDI8+BslrxbBzPa5PrVeDdtjtwpOvXlrKEwgal25F5bs2VvIyGAAAgAElEQVR0DPkgGRGZ7Bj0WF+HpjUHET7vTrim8aAosCvJEBxcfASGs8OZOU3+PtHvEZj1ZehScx/yynkSJPKbKWMP3GHicdG4XHiryoqU6rv866JFeRbn4t4RrZNLDf1xrJrkEHNGTg79CtVhkWrMtYeZ+37djA+XFaXRMNfS0KhcGDepCL37VcJjccJ7VIr8sheh8oTQA3SbYEj+Gx/kTEJdRxQDgockXMfco4ex1vwmzpCcYG5TIPnQ1Skb0VViR+Lf38BoYlNYwqIceGhbIqTS0IZDQ1UTahfsR/fUgaKur7TWYI/+JMa/cSdydrVCU2dF7abDiBrSHdr0RIYF+krVDexfdmTV7B/umDGh6lt5jJOVR/N3fw2PW6wzEACc11sPiYpNtfDl/dJyCSz3f4D4whxscx3F5W947pfAuRDTmoSZ214ITlHg5OhVbTJTx1e09rjfWq4UoWzHdtgNbcwe0JUyIU1igpbyyVc2VZQ9Atk32LNCxwG5hvwtRSK00rmQIsW/t7jDJDDcpYYzXSpSs33iPsJlRR/TjWBTXICudi2zEH+P4qNeyPsIK/TkLZwjiWtt9pR3ERaTikEtuwTaARhCrHZajY5VzwR5geU12WgsWIQzM6ywV4qdbv81AE5QufDbwCYoA/M3/CNA483mu/FB8qMIJ3lzAUez9jkYlGyJFxpezPvjGzRbTEimrmGx/hVk9jXg9g8mw2RnQ57JQntr6gnoRsWjsPwCrEUsIUTIkFqxYx91tTacP9uGdgM74IHx7RnZOnRJ1UCnkyEsnGVoZgdMnEPcaRimTIWutzyJ6bJqqLxOzPjyDsZjTfJcpg4qwXNjz2NeAwHBpJB18PHCwXy8dLBXQBA9L/gdiQa0v7WNv5Gz0Bo71Hju8HhsSQi2cvkAcB9bEnQXwnFesxaxrlwkJI5EmbYAhuYSSD5Y3XfK0vtHBQLgnDUb0KFllZg1772NMYWn0RTmxeOP21HfGIbxO/5Gz5lfIy5arKAIBeTSvY2wuXhvFKuEiL2saicNa8O98CBAKQ2Vg8iEqznw0oiVmDFgj1+DMhS/DrplFOS2JFBcUXduUgVry4ThUA4YchuB1L8Q694EjYcvSXNssw5/fBkFi5Es3tBAuLrHKDQPmYhpt7uwu08DriSYGBD8xHIlwJE+kXmSeKYdkQ+2wp3BChTvdSu8y4PLV0gGhsE2LQYPbz2OKPUVv0qw4Ew2jlYoUeWqYz7nfwHA8Q1n8f1LRntG8meduldrK2Jwo0Sc/+CbYDuffNofBimcrVHaI8hRFSJN50ZbwiXU/2GF/twNpJQfRUx4pmhiS3KPQP/QghCeeFbI7mpXY3u7uBRAiKUhkCacssSEm/KKk5yioJfLoJQCFrcX7U63f9yD2cJDs9gTGfZalwSMUC0ARcfCZrHgzw1bkHygAN6oNaHD0ziJbkophO22U7AlbsbGHjqcidMjojEd+Xsf87dd5nBi9E8/8N/Cze8wpRamv9aE9AL/IwBO1aBsnrzv+iOPRPwTADZ8q4Y3klW+yFzs5QS2tUjR2CbF3e+Xw+srOiocABJSnCeD6hYdehfxpB0Bl4hzSbnnG61yHDyWAM+8dsjv4vJ2/BI1tOLLSgdxri97LuQyDpoXoZRpcs69TQvvF3yUw4QcKcZlqDlnYMB88NCgj9qx4b4zqE5sRXjBYkjk7BwVgihryXJ4O4qY882rUkKyQvvaTVb/puu90PHW06Lp7QfAtkMAJQbA1iG5yDkfh3uf+WX9vWXW6TcDwHapCmeSBgUtHVL2KCX8Gl4f+QEmvXUUze28kSNwzzTFxcOSzIIpr0QLc+ykmy1F0W8ytRV547Zj9ZV0dFV0Tjwjksn/9HSu835PvoKVaRc4IMyeTK6yYMEiztrP7SnCSbhRn47V4dmCfLTOWeMDm5HsVWKTNS+015qbjH+qmvGF/obICxwIsJdb12NT13v/EQCnfdwbntiLwQB4+0FQBk5nmjwGlOoaJLbX/c0dpB2AGREPiJr//vcVuFLOes8lFI07u76I3Yek6NvHgRmL3JAHRW3TGPHrs9C3c2sjwCDhdEmw/mhX/F2YxDpku9cC7/8O9CRe1dDe738aVuEa910bat2S3/K2DcBzxZkI0xLAGSJFiX8A3AoXTtz7swAE03B7I3C16i9se+yEv1nNiSo4NFIoMiqRdk8h3o5n+/Tjpk9R56qD/e2eoM+zxF3yhUWQDeGVbdJO/f5mxC9njQw+AFztbMWSKB4sx1FyfNUyEdu6vGRrS2ivCwWA8z67gua/z0Cz9XVQsZ3nnzssDux4UMnIQFLvt7DnK+gIuwKVPQFDzvwIuVfvHwmXphEd2btE8ljlduOdYgdSmjlyLGK0lVXhdPwrfmbnDlsEdpXdjxarz4kiiA4RRE0EDnkoA6VgSELG3zFyBxSS4k2Y+dghqDVuSO0qRO++BYmVo/3j5PaY8EfDRDhhRmRqAvZPfIIBwTqFDZP1ZzHheBEOOO/HZg/rWCOh0GcGzYBJ3g51azckH30dMherU45+2oBe/xIHwgnn6bbnv8RoepQoFFoIgPN2tEByrQmNe85AnRiDuDH9UHRPLCqr6rHzvb/3zPlh4ighAH5h1zfwBjgVljzyK/Q6AsJZfXj7y3vQVtUB64i7ENP2MKpqLNi88GPY+4X2jqZXdceEww9C5QidKhYK/JKsA0tDPcq2/wkjKWFLUdDBiYHSZigpMbUsv8fyRJPCNc6joeCoLfI9UsRAI3kIUkmWf9zd4RIY71TBnskazoSlJcNcFvQ1VRJTi79MW3BVDxrr7/wKdQliQ1RUqxN37GiB0slWVonMHYWutz2FrI7ziLP7yh9RflboUF7g/wkAx/3+qQWJURptabFIvs1NbcfctNA1KsmFLq8URd4KjNEfDJKLBuX9aNY+41eOPz68CadrSqGBEW9oRiClSxqW7O2JE6VcgjUNvHJPARQT0lBeeQ6WsytCx+EFvKm6yoKiC0YY2pzoXTkdKS0DEWZPgtQrh8zLYgN5lBPaTCu8EjesdissqaWoiShAk6YIcQkq6PQyRET6yrAwQ+l/C6tI8OfU6SPwXFoMFLQLz6wchVOlScyUH9+7Au9OPY4pjeWoDAh5ZDcAYMfPt6NXlQCQBOwxTd/4vK1CXwhAvMD92gdhgl4cyuoDwL1danQ5MwLHNcvR23o/GoZYcZUqhvxGOegPV9025tMJWaU4+8Of7/Gx8qOXLsfldLYY+ybOA/zFHU60mp3YPXgkZhx8DD0n7eh0G9xf3IHj5UTxDQ65Yr6WpiHz0tCUD0ObInTR90BH/K0px7B8GrGCU7BbusF6+Wso2gVkNbwBq1PvgnB6EK6PihE2eMPqkOD6BbGuPyGlidJB4eQ2HTYujYZVUC+Gz48E2lJyIZ35CCb2ADb2rsWZLu3of5zCsAJSm4V/S7fTdcAbvOLp+bEOdJGZ+X5G1DBdQUP2TBesMjfiYEWBvzbwgEY95l1+Aq83/gwKeVBLxDn0xAMsG9qGNS/0g0ci9uIm15/H589Rjpz0NzplSjh9OAd2GxvuKDzakpNx+p7g8sFKeSMyI37GAHcamrL2on1DDSTFBmhbpyGb/lz0DG90NSJfntYJWxmNFS1hfqbn/0aZilTIcGdkIuIP9YfmQgYohQeUUQN3C7shaJLMUMdZ4LQo0JFThr+rGiGXyVCRV4ymJM5TFACcyX2BBq1F6XKMVL4JeLqirakFW/7ehLwT2fCopwZv6L5dwwt06MtQN2ELqJ5b8d7AdHgkEiRduRXp50hJCtaQdcv6ddC3tAT1t2VmGx54aF+QjPwnANyapMX155W3rT86h+TadeoBNs+Uw3k3K798S+RoowRdPBRe/kaJg2Viue5riFdPwfOACj2vJ0NnFkcDCKeM0OtLOqlNrsC+U7GQf90ESXhAWTSuBUIbs2+x+qQa+34aMrcH4R0WxLe0MQp4S1QEXDI5jOEs+RT7LcEbdijFzL1TC88nnEeeovHsSAkyNKGVCbrJjY7ydqx+7BTcDVqENbwdxHhNu22wnGfzyyxjtLA8EiUK8hTvEsBQVzyefvJTESM0AcBV29LRrjwMBLBkurrnIKM5Drc8uWn140Vtsz/7A6i/NjskqzUhv7oU20v0W7J+B3omfoA7u02Cqbkf3loTzGArnHCN+b1Ay1kZYooaD1ou8CR04qkl18o0VuRN/w1SlRNLL4xDH44FPWgy+06Q3HVpFfY5L+Oo8xosTgfCoUa4RIPhilxMUQ2EnmGK5V9qljqxKeUqVqeSEEMaWddMmLeEy3MNbBs3Ga/Jw7E0uhea5DxZZqg2hfIMT3fGYr6rc6IuB7yYFHMGtFkClInti77njXBfhyyxyz8C4K5v54NOu4yy6/cx88cVPhUl438DfbUMOHsZ0KpBTRkLynMRlPUVP/B8KuZx5Ch5pZ6QXhHyK9+REXEKLVc2oLRCgbFTHHjqneAKDd0P3oP0K3y9dL+AoGgUVUXih92ZaO7gto93N4F6kNQ5FZPhdDrON/nhZh7hwNvovT0wdOldeHh0GXRqYtgU7FUB+71D246DD34Ht5Lfb82OoTjy1zIUfs0SW7klNJpSdfBKAFX/i5g2IQoT9ONg9lrwdct3qFgrhecX1pAryTdC+T6f3uVrd9qsU5BaPX4A3OpRYFH4MX/Tk6DG563j8HvSJHtHStJ1jcuWX7TpbvR/M8vvAc76rhgmuxuq16fftAsvb/Cg+FfWe3mi72Mw6dl5P+TsjwizZPsJhWiJE+25f4KW8zWxCTvvB1esPPgla1tejjMxC+GWsbpesyUBW689Ao+A+CxwTYRyXPi8vj4dhrdSsntd8DM4UC0wWIXLaDy/6A/W/eX0wLNZgsz2GXBZnTja8AFanXwYelS3Lrg6eQ6uNSdifFYRhl0oRWZ1I1Z7XsNp113QaSqRf+udWGQncpiC0pCJtH1s9AM55m5VISyeY5IX9DhpTsXRItx4+zBG9Rvv/0UIgLP3t0FxroEBwMr4SMSPH4jCGQlouFqPXe/uODT3x/H9b6v6URfnYFmlX9yzHG5BOkGfjGo8OYmfHx11Rmx9YQ+c8eGQDViGsBsx+EtyDOc+4w3k5Dm+PTKlPgvT/hIaT3mhR2DsZV0KWkjUi+CwNDfhym9rYW2s9zv7ulAd6CEVpNrwC577F298Zt8vPIQOQf63wL2WjKUC/aGRzoKE0rAkiplStM7kI3h9+oLObWc8wXKGICD0YQhrxopp/wkyuCXU2XDnXwb/Tbkzv0SskkK+8aToQWejb4cDEhi/niM67wPAp2dZ4bjxDx7gxBUflLl6ZWRoL10Q5aNtHlyPBFXo/DXytlavF920wcnM5LfSyP0grMqkw640XMHb+/8EBQ+elmYjJ3oInt40BA6X1L/Apw+9hmlTG7HFAJgLvg3qrUCLdlOjDSeOtCCsNg89K6ch0dAHuiwrYse0It1bCHNkDKwJ0cxIdhYWRXtoWFxWtDuMKKg+jkbqKvLyw6HXc6FPPkKjgKmiyRqDR9LiUV6qwBM/jvPv5bd1r8ZL409jsuUK7FLCfiq2TBNSrBOfBwMP38eWjT0H/RQ2z0B4tFhUeGrvJPye2E2UC3zX8WW49K9RyK+VItI1CFeNa9HX9iBaelfhnKbOD4DNvyeQnLwDF59rh68eeWAOcKvqDFbe5kbaCQqnht+Of1vTEB4VXDSetIthfT5FQi06x6EkaGDQhQ4cinySKT8QagyEAPjRwRvxzC3r4KH0aC75A7qK5H92DXW6rPgfiDf4GuehktA2pDi/QoJzrf+CoqNKfDc/CV4P5w1mJAMrGkhIdJ9FzyMi0otfB9SiJM6Mx5eroHCzcQPkOmW7C91kVXBM4cSJ1QP3onLAzoV3cW+ieurQ9kA0nvvrKMJVfC3Jd04Nx+k6Ca447oWUEhdvJwC4d2wXvPmFF3ZZQN3PGyVY/KLe3jP78ZAe4PqqSJRd7RLS01Fwz70wcN4gX0dIJA6kR32J/p4EILwOLYaTcKyvgc46CukdqyCVyv3PcijsiF04CZSanR+BhoxSuwxfNLJrr9OICu7FvSN1mKBIRY+yHihblQe3lQ8tCs7t54aGDzpg5EtFRBXO9TwA8/BrqApkXQ9QoCNlNDbmqyC1v86AYGNrGzb/uR7drswBnMm8K1KYHMV8JGDI3w/jmC/wxQgVGjWs4ph9Yiriyvsx/04uL0X+TnFeNzlPvMCJO1ahm09r4L69sKkf0lfxBHqB01kMgL0H7GVmNHxfGrRZGL5Wg47mwx+HO4A1rVLUNLsx/cMGOP1hUPwbSCCF+2E1Iq1a5JYkBjAGs7tjkGmLBmrlGpxwaaB4qY27hr1KvFHymmt4ewd0NjuiDSbEN7chocWAzMpaxLUYkFVJIh9CwFmBdvXNrLtxcEhvGCN4BmhmiXKf4rds0zQ868Lg+Ym9TpVgxJs9k6HhcvSFfUu7aVB7rTg7uBoHx5VAdXwMVJLgUmC24k/hMbEKacv3SfASC38n0ZoKWoKNX5aj7SQJ02KPjY8+jaoXBqK691FQTjHpjlyZi4Sh4cgfu/2rBWda5321XYKqy7NCyskr0T3QqmbXEzk0slqMynwAarkaLwxchFlLTqOuLXSJOrKGrNEx6OiayjzbrukOp75n4FQL+TcldSN/9ioG/JJj3+F/hbyunjJik+wsfjEdQX1jM0ju/M2ODF0ClsU/hP4UXxWCjGOjyoxVXS9gd0I5Frx9GcnVNvFAB3S+GxQWxA3GDaVYOWTJXVgTijh1ip/XX9my0N/bSRg3DUyOLoRZ4gZdrCJ0q6LP8cm7oUmt0PoIVjr5YD8ALr2P6X9z3EhU3bYH3oYWUHuOg46PBjVuGAOAJdZ/+40+CyIWoIuWeOwoON1evLxUXPbolojXsOUvGiq1F9/vaYcuTBzJpq7Kx+3buXxQpjv4Pll9JBM7T3PewFFXgC/XgFL76uuyazeU0dJroIF2wOsgwhDwVnL/JjW8iawnHhsZIM2VQJoDSJJCe5EDPcKojAY9+QU8OrAOo3vzxswQtnU0dylDwd0kbJJ/dq1hEXa8l42mi3XM2fZIOUxRClAKJ1Ke2ogPE9ka30ZPO9668DEcj5M61+zhI8QStilyfRWiyN4XrUbfST8gxXiLCACnUHosbuuPnQkz7S3pGYcirIbxNw4PReasoYjpzeZHpv9UAs8jE0DpOw+Rd5jd2PWYDC4rYAg7h9N9nmfaJPUqMOboXn8byXwzpR+AO4IzgHBD+fzVYvQzzILUyeoGDPiNfQ0uiZmZa+32cPx26TkQLhn/iHLdJgp7JjcH5AIHkmH51xEHcH0FQFmgLEhb4n73XZ+mpDD3+d1whVtgvlSLxqMVaC0Rh7j6PjQ+PwNl996HSmMUbokrw9jjFxFlsqFGF4624YeZy6a1DPD3S8qhd6Btzmf+HvKoGkPndp6WUbhiF/pc4ZjuAQgBcHiNHSnry/0AOOyBobh6R4wfAM9bMbbLgMpfM5IZJmIKrx75GNYOPv3pqUlH0DuT9+yWHyzGka8vwTTjCSSdnwirxowv3noJXg0rR9nuZteZyqHG7M3/hs4aGCVAo81gxmGzHOG9+/vvczucKN68ES1FFwSVAGhkSkzoJiWAkaGgE0W3+tYzP0xCBcq3f/tH1D+goUKiWc2XsMJLoabGQSOdzLTN3EuO9nuCGbkJCO7fUcYxgvg/Q/APGud6HMHBIVuDfhx+yIBupey+FpkzkvEC9zAcR7iLrz3cpErB9bA+MG9eBHftFf8zfAD41CNmuIrFxs4gqZS7/KOVzUPT5mhKSyCzsZajETE2fNijhVk8pPA6f/C36xTHoZRytWUFV7SqH0Gr2leomMZDGz9jLMFZEgk+S34Qj/7dHWVNvAW6V9cmfP70MazoCIPxNMuwGMooTQaEeHpPHmlGu9GNsZfeQYYyD5kzSpFVewJ5h/cgso4kmPOr3KYLgy0iAo2ZuWjMzkNjZg6coTwDNI0Ohwm/FvyGhPwOpKbpRMq7to1CxnklHCovKvo4Ic0ZjCdTY/HJ1qHYcY73cHaN7sCSUQcwK/oSrBJPkEKzcE9vPH2cXbSBhxdeGN7bAk90MPB8cOs0pMiV+DaeK5MBwAeAc+oliHMM9gNgQ/dKnAmvFwFgKSQHNr/XgZ7V7FgKAfCP/3kBy8ezltCoRj1uRA/CB6qYkODJ7vJi2f4muD3CaO6AEDSaxq3nm3E44hl4JDxba5DyyEnhReO+xISepaixfI2YU7mQ+shHOvNM3MRjEapfK0fYYInhrVBS2ooujk8Q5yKLjkZtiRz/eaCrONSeyw2uyb8NYXdOxB09wBBjlaraMGWT2OkaWW5G9APNkESyfes91QHv2gZx/+mkkL2XiWe2F8Lmvgy5lF1n4yqiUNqWCbrsNci8Yo+VDwC/9bkHNrl4I80pv463X9La87Mes1AUFVCFHji+Nx9eYgYPODrz/qZE/oIEaSNyVCq0Jp1Bx2cl0LR2QzfDTlC+/GNOsfTMeAtRvYVAj08WsnqBpQ3RaBIA0VAgmADfORmJiNrbD6U/kPXAKXCdeQAChUII3OShvPg7/y8UTzgOOxG5IeYJacstYRTeS1dC6ngd8HbFyf2H0bFhHzSq4Drlwu4jin3ds8/hTPcy/J7N5jRpDIno+xeJdGGP4WtWQ2MKjpqRLmzDxNvFXuD/DQCzHuDG76/7tzfyPk8shY7l4rmxvpnCYJcEL/xgxNFitsC8z0vtk96ee5VQR6mRfzkFUn/Nd/Fk8UfHcbacykYNzk6hIBsqCLUNAUbDTGY8sm47hp8ugs4amHscoC35omsCXxbgj7+Yk47Fzz8EUxiv5ISyTnvL5HC/FAuYpdDFWvDuwBC5Z2S6VrlAXXNi/axC1KQZEHbsP5BIBbYkQrTlbIH1Eku+Ypqsh32aOP9K2FukLUsaeiDuxef8pxkAvKwfqsNOgHKLAbCSykX8g3r06PHXVwvOtMz7arsU1VdmBc3ZUOHPA+OfQ0zEOUzMvhPFxbn4dkdxJ2lCgFMmQ1uPniRmFh5aA0s8VwM5OHBHNPgShQvZ926FOoZVVmdX9sKcSrE3sUTSiM8kO7Gr7hzsTPh1MPFWKHlMzknkUgzqkoMvJbORCKL88Q1qUJqxOvIIBvy0HzEtrNLYWWUBJ6SYlziM8QSzF3JGt5skAxMZ0Nujw/d2AdlMwGRaoi/HblUL6Aa5n3FcNN40MFhnQxgpE3STwweAfTnAPgBMN7QAHACWjBsGcACYPMpPfsWBElLzt7qBnz96yzrcKDoPj4fCw69Ycdcsn2LNKb7mOPQ49QbSigVESZwK992+LBy6wBH43HUOWPZrCKML3xkE9Lr2euG9SolIwXzGfebTObZ3VsaIO4NKBOSTAWli8F7ku5J5lk0B74QFmJFuxt2DCJjoZJOnaeyYJ+ScIFdKcPnGdvzxOK8A16ZqQMsohhDri1uf8JeRWt7yDa58LGfIsJh5OLwRigVXxc22u5E5o4ABwMmT30K/5ulBAHi+MRWn4p63X+l765JudZffbK9ORuSw6YjpxZJlZhR64B0R4H0PmCdXfgOu/sbqUad7PQ9DBKuDJTZOQH7xQr/NwhFeBUu6OMrynrIK5I9sQN4vbO1nH/h1S1mDqt2jxC8XXoSL2YfZQQlyWHBdLPTm8qmDfGPlCgnCIhSQyKQwGR2wW90Ckjnu6cII9oChm6JTY+jUk6gPv4jSr47DZeqcjyJswmCcz50EvdKOdF0zZuxkPX7Xh5TCGmnFcnMqDtnZKiLq5h7oemgR82+lnsLcTZFQ6HlW5MBlWf9+AeKNrKokBMD6Rie6/nLdD4C1s4ahZGyUHwA/91uvir7Fe+ckWyuYTlx47CNYuLQCjcKJT58Uc38c/3w/Ss4YQd32E3RVUfjsrfmwxYTm+hhybhyGFk4IKUG+Xb0dDc1tiM7rjuju+Qyjcz7K0a2LHjuPVuHq9TZGLvaStiFFwuqTPmAtNmGxA8KbwIguzM4JJe2FlPbCTkmZ8ojihCH+DraBwQYtKTKhl7LVS0xDFegYo+Kv4i7PsDYi1R7a6OH78A0Tv0RtIldJhTuZWO/AxB2sDCPf2WPOt4iXOpDbfkbUX8QL3HF+PWzHd/rP/08AuOfypcvrhybPU5eVQWphwzeX9mzBLdFkooa24rlpGvGaYNp+lvhqA7wUG46w4eIe/F7E1pBdSs3GojM9Ud/Ous6ZLqWAFc/swdUeA3BtMx8G4BtIfygdTePq5XZcOGtkqOL/5VmMrIlAUvNljPluKWQBFnb/wwO8LmSQa7r3xsWJU9CWkioKVWU7GrhYdxEFpm3oP4hdLBF1Uoz5WQ8FZwluS3Rh/8Mm0DFReKHvQIx7fyZsLh7oPTayCPKIs/giqSJk7538fjSS6zkLrM9a7XMgJrTC/DZLwOI/aBq/rZuI39U6fBOfjiwu2ed/BcC/fGLG4BI2f3LK4o9wIp/NK37215k4kluLMRelOJcdCaO6J16Wi1nufG3ZdrEdF2pYNsRAHYM1/nkx+morjigfglUWrDCKvIU0sGj8ctzWy4Smuu+RcJFTJkKAG3F/dDotxf3G/RUIgH0X6TyXkGlfCKW3jgmJXv12bBCDKll4pUPuQ/aEwRiWAfwwtAKpZ53IvyomQdDZbEi6lyencL9/A2h28YmFxLL7VgYOdRjw09nT0CrZXGFSFmnQxTScM9+B+IZ7RO3/7wDwoxcoUIOFg9FcF47iogB2V+7J5+6YiKZ03ohCTsskRmTEfIU+iEdH6nHY99TCebIN2cbN0Ll5azm51ph5HqmPPRmy9jYBv8saolHvJiQzvNwga3loTDhiVXJEKRQYQiej48sR6Lga5YtzDXbpce0N9C7zayJgDgjmTE1YNQoe+hFXlcGeKB8Y76qisaJbHKT2JXC73PhpyefoVh4PuY4nHfo4VHYAACAASURBVAmaTDTQ0aUQxn+9gA8Gp6Bdyc6B/L2PIryR7dOk0hL03EPy18WHPFGLCavFhHL/KwC2lZnQ9D0fPUDeYJmjgGMiPxe7uYDdzVLUtblwz/s1QeEvZD7TGTJ471Qi/0oydCaVWJkRinuBgnS+KRI3JjkhHUEssmL/EL9N0kirbsD3C5eGVmA5BVmu08JhsqLFq4WZVsHmlUIndSKcsiOMshOsJhR+nC7MnjwwpBe+eOR+WDT8RstuJXx4F22i4HoynmGIjkxvwht5aaFZqQvssFsd+PaFI6DOZkGLJ9lZK5hL9hur4Go5zsiFptUpoAJqX/saSm7p64nGG+/ugLnkAnOaAODqb/uiSn7yHwAw6wFmALAvooJTZopie6Jdzae+aFxtGJF1D6Iio/HsoMUY99pu2JyeTpm7W7rlwK1lDWum6LtB+yJJbmJElMhcyJ7Mg99xDRn4d4mYyOes+wbuq1sKh8MJihibOqn7GLQQBCdIKaakvERkUvFY6piORJrbL7i2tbvbcX3925C7WOJCbpjF7iqi7EOCV+MHoVwe1mm0V2A7yFRcYk/HCG+I/EwaaKaceDDyHOgrGlDeYB2I3D9Q5kGEq/NyJeSdQgBM7rHEsx7gmwHgZ2KeRpaSNaofPmvEtxvq/N/ldVnRWrjYH7G05VJ7UBenXHoPSksakstqoW/nI0xWHMzCnkJuXyf5vls+ByUNDk8kMtJbQcO1iQh8sRwnLxPqZD49IGR+PqsQMO2TpAHyqRQkjONM3J++e+mGMNB3LMBLt1ViQBYf/ihSFklJu0GHUDqQEMvxh8cbhn079+P0MhYo+gixVPGNeOIJHQZpWBKkS/YifH9wK5yv9+aIqCnIniiGfKKYWCr+w2tIKLP9IwA+M+yuhX1Kjyxrr0lBxC3TEdeHBfpdqSxQ2ptXP9j5GGBtErM+k3tvLVgPjZ3VD8mcMfT+FZDwe1lXoxkzex8Frkaja+FUmBTXURzxA9ycUd3uUuC3y/Nhd7KGeiEjuq/2txAM8+UiKUhlFPqPSMLsF3pCqw8mhySjaTW5sG9rBS6dbET5NSNDLOmTwUK90L9308B/ovUodX+EKlMR5JbQ0Sq+tqpefxi76/vBS0sxyX0OD5adgiXShOtDytDkVeKZNp4PJ3XvEqiM7N475FENhszlQ3EDF0bTmQrErGf78X8BwM/+llPUr/jIvGRbJTMgC49/7AfAo/sUY9oIPv2Edtmw842/UZ44HInGF1Ewahf2ThFX9/C1K8wUhX9teRkKMk7CBFoATc1GfL2a5wQiY/TUgz0xchDvzXzviyOIqy5h8n19BxebGGA+9sFaGrEuF/o52yHRGUCHWZBi9iLb6IHGTaFEpsc1mR5VUi0MEgVapSqQKBsfH4uQL8m/ZkFDTvWGXspiN+N4JcyDlEG4J89Ug3hnO5cSGBxhZlfY8M2/eA4E3/Mn7mhGYj3LEaBL6o7Mu99Cv5Z9UHn5OdSqiMdVpwkd67/z98P/AQCnzFOXXYfMYmbq/e4eRqxwocEvEWpS6XVEKMTx2OTtvPeXhsvZghkbf2IaNVzSFTfOPIdiI+8mJ4tmZF41Jj3tQmHlZVgv8KGpzOInSg2h3/bSOHygCQ21dvQrn4MJw4cgPr8eQ9atQOoFjqafX+WCOElBvId/hvDnjIkp2PXca8EeYZpGo7kZq4uWY8KtCbhnWaQf/PoeQ0DwznkmRMVmovnqw9hemCka3Gl9rmPXgN9hkPNhD757E+zA6Q9nhDDJsftFy7ub4PXV2+OUxoOHcvCFoTcm6yLxdATr1bgZAD4dXg8FlwNMQqCJB5gBwKWsABB6gEccGY8OjQNvblTg6zvDkBaejbF0MCmOz/vr4dYbu78JSa9oRDolSL0cgTPRwSGFPoFOhkohdWHNAwsR4R0Ig/p1pBR0UtD8JopaoIDr7O/S8RaQ8nqdHRn2txHj+hNbP4/EnpWkrAcXFsIZTwgD8/kH3sTskVqo9B781L8C96wl4kCwPmgaXfLqoU7lrJskFJrUBraR/uYssFlqSJ/pgoe3FEAmuQSphCUYG3sjEutdYRh0Tpwj8t8A4J5Zj50ChZHCtXqxIAMdxmDPhFWvx5FZs5lLhd0ar/8T0aoi5ERbYFFUwvJxMRSeLuhuOBXUZcrZC6DqTvKtggfmu6ZwXLIT4ceH48UaKAyQ9sQrU+VoPpaI66vyYK3Wg/bwHoFAo4i/WwOMQ+Jo2YBY1IDmdChNMM/9GdsjmtDMRRQEeqJnxtN4NOppUJ7BaGlowpYNq9Ht+luQSjpJqybMx243muc/g7971WJvF1KbmUZEYwYDgn1H/u7dSL7OE6+R8xKawp17WVI/3xEMgMUfESoHmHiAhUcg+dUSI4VpVgkOFFnx8sqmYAlOA645SoRDi+5Xk4NDnwUKE/MeGjjoTETbEBNkt/Objhh0shvs4LOX8Mp36zmvrwA9UxQ0CdHQpqdBnZwApUYFm9UJqYykwNAoutSEHvmxMBrsMJmcaG8xo6O4FLESM1QB5FFE3pi1aqyZMh7bxg2Dh0HL7EoUAnFyzr0kEt5dGgx+cgceqHxARKzGfJqdBnXIitKcZmybdhG6fU9CphWTqXjsTbAVvcV0Rce8KNiHBStYwlFbtd0Dei0bxfR/BcDC8T2SPFxEVpdtOobM/FcxOHMIlJax/tzfUB5St1yBlh75zHq3RIyGR9kpYbz/lYTwKnPSDr/n1xDWjoO75yKMC7MkcHdWyxc4aijiGb+ZpdiZrnBzKa0OUyE2LYaJNJvs7oennLdBT/HAwVxfivLdy/0PCU2ISQjBJVgQNxAVytCEQ6EMaYkeBbbYQ9cqJdcvUF3DBaJ82UJ7L/t5JSAZiT7iH6G/xNcdgR5gk+Y+VN+19qYA+LPkT/zf+/xHpWgxuPwYUNmyAlUlbE5/WJQXqw4Jo01oRNVMRWQNG/oscbkRYTBBbbLi7zNJ2Pon6zkDAb8bviTW1yASUPKzc70X3iJxSLVwFEVgl9sjGWDlM0JxOotIYSbnpDTkEynImFrF/CEMtaTL4qCe+TQWTyxDcoyFLZdEjoDptX/WF1x9YP451xp34+inbWgsrAHZXhqIF1hCIWP2AbzbfZ7/wvXG37F/jEAPVbqh2cDmEPsO3b4GZK6r/+8A8PWjy9qrkxA57AHE9ma/LVUXOsrP9/zK/cDZz1mAW5TzAeoTWO8V8f72LF7ob4ctvBy2dL5tCq8bj0nOQJNvRP5Xb+Ng0gx4JZyOSQy0zjCsu/QcvF7O4+eLZfbrNFx3ch5bIjXVGjky8iIxZEwy+g5LCAl8RZ0T8MfWVSX4a20pXE4vv59wkRg+QNxVJsMHceFodBZhdxUBOpwHLMSD5f36YG+fx5lfZJQbn5X/ikinFWWDy2CJsmC5OQ2H7Kws01eOQtJpNgJLoacwb/fNZZzluUsMGZYQAOsanEj9tXMPsAgAAyIP8BsP7kRKLO/d9TSXYPenV1A++kMkHs3Gsvefg00fHBFGwO9DG1+F1J+bLd77V2zYjcpqNueYHHeMSMXse3L9QNlhc+D399bCG5BuIgSm/K4IRLk9yFI0oaBHC1xS8dqOslGYf1IKndsN2isBLZFCRVkhpVywSqT4XJ+HWq4MJ9tK4W7Ltk+HsZDLpjL/7rhFAdNolX+EydUyrwcDOsqg9nKEdyHGfc+tG1CUw2JK33dEtTgweSsfydJl9DPISUlFtok1MjPXUsCJmDFo/4GvCfz/BYB94c83A8ARqi2QUsH5axXhv8ApZb1P665uxaZz15iPmdPwGr65nMJ9HG+VWvTCJRSHmWA+8WVIpdrp9GDfrgaknLsHg03TkP5kLbLqT2LUz+R6tqv4nhYAXtGGLNqauKRFci8FoiTsf+JFNGaRGotiKVvVVoWKpgN4fFtoS15FTzuOT7diUN5dWPT1/XC6ZCJD9dO3HcSXubylkh1UtrnlH02Fwh4C9NFA6YgrCJ9RIAg/p1BXr8Hf++/AtQi1Pwz6nwCwvLIC+M+K224GgJMrP0Fsy3borcCGZRrMelGD+yKGItLLh1X6lIdDpWYcLjUFKDt80AWZicMvGXFQ/wS8JBmI7WKxNYoG4vXN2Dj7Rdia7kFz3KtIPawW93wo0CuUlyG8VCHWE3PKGutBxfDOQ25892XY32JA8H8eSEJtiZqLDOAVO2tYHFoeWoAH+gM2mQfFhkrENQms4zQYQp+E+xv9ijgTCv0bL8QgA2SfdMPxqhZ8d+YQ1HI2LETjkqDPxVRcb3gRYWa+1qcwB9gmI3OQf1+3G9ex6EWtnQXA1Eh2DbCgsOBQLpyOYM/E5REjUZ2fL+prn/c3lY6ALPU87Kfq4NzTjK6mZYhyiAk8zBoTkt8aK+hqfqCI9/fVmlgmHM13DDwvxdm6aQjrWoP/SLqhdntG5yJF4Pnyiz/uc92chVNGtBphXrGvOzpxE7soN9zPLkdrajNWMhHp4vWtoGh8ma1EDr5nuu7Ptb9DUtkVYU0TQpr+fF/bnn0IDTNfx0f902BnWMEpDNy8EAoba3SgXG7ctmoF5E6x8UvzcDxGz+CVeR4AB0x4ToFsTdIFkWAJAbB1ihz26Tz5lcRO47xRinAvhS/XmrG6MDjsyJsrhWeMAgPPpUHuCi6Pxc0i//cfM8ehXu+F4kXDTWv6jjpxFgu/+o1PCOcUYzOtQMIt/ZDYjViugxeu0+HBjRsGZGVHMSXrfEd5eRsMbQ7QFhOoG8UIIzXmmdv5Z5jVSjy0dCETFu0TD/4pwa1C50uxkNYA9z6yH7deZisSiI4CO2DwYOu0C6h06qCz8CHMvuvMZ55k/umOkaLtc460UfApwq+6qz0WU59icw4DAbAQOPhCoG/J2nj0sUu2W4UeYN97CflVUSypHMCeIUBrROtqaPv/iNnJOfhod29cruOJDQPBYWtWNpw6PVzqNNjDBwfbrAI6Ta4xo8ecNf7uIeC3rksT3j02EY9cGIprtAOzqhejyUmI3jqrztCZJO78fFx2HFRqwoRLI8kbgU12X0oBuy5qjv2GtusnxWQD/v2A3xhqZFrMS7rV/yJhlJnvJA9WWcPtamsOutGhja873W34RFIB1If28hIATLJeQoF/n0giANieuB211WyYYIfpTdQ8+manAFglUWFhxGsIV2uw81gbSN1f/oMAw5mFcLLpupi32ILR93J/kJDQ9h5IurowiJShvkKKH96MZFWlMCuo44tBqQKqOzBhyID9WxpoFUd3+cKdOytFGax0C8UAOz6s55Htc8ktgOIOzsgsWtHseNNHsqF5ci6WzDmHSK2LX/ICHaCyeyGKbhNGytFos9yPkhsfYt/8Lcw7DTEKWMLl0GSV47NHboNWwlrBnbQLL4/fA3sb7zlTvHce0p48kJHVWNFjUfFNAXBB3Av208MmLezDAOBkxE+cjvA0CdSyMMSpQrPq+8Zy56OApQmwqRtwdBC/zw4rWA+tPcEf0WGLuwRb4jl/HwzT3sA4hQvxJ8fiBjaiQcaHRhPCq01XSGUCsQGfNU6wZ4X58b0Gx2L+h3yEl3AXor0uUFz62n+zoi0mFw5sq8CejeXoMIr3PZ/Yfj8mHGkKGc63r8Wl5tBeUZ+cO/PoMlhpVu+eSJ/HzJKTsEZYcH3oddxwq/GKsQeX1gOkHHwP2pY85vvmn+CMPJ00+tQrmzCQ7vOPHuBiJgS6Drvf/evQv9fl2rtfPTg+kWMgfvXYx7C2R6JLjAGvz+A5H5i5VXEM+361oL7LUtidNvz8yjshW3L/n88iuUkciee78FppNX7bdsC/iOIi1fjijRGi7XPzh+tgavOVXeVHjl+LZG5L0MXpgCexATUpHfAFsvgwCLMu2dWJ3rUK3HtZTCJG0V5ESFqhlNrxhzoZe9Us4S97B7/Tkr/ktAeZ9AI0Klj9tX2kEuYRYkdCBMMMTfKoQx83kq9hywTWiyvU1bJKLRh5iI10IXWB8x/+Cbc0iWumX4gcjrbzS2A7yToeQgJgrpuCTLVsCHTKPE3xVUgdDtyTaMa/u3Ven7IdZmSoWSETeJRFbIdHEo5quxHz9q2Ast2B3sbROF7IF+j2dWKE0on3p1Rjt3Ex4HZyApIfFovFhb1/N6Bf4TPIahyNnPdKcO9XryGyVlBIWpiF31m8pC83hemAALp9bpe0hUXg5PSHUZPvqwvJ9pbV04H8b3ZBQTT8EMfeRzrQ1E2GlhuLcfwaz1hM7u6T1Ir2MStRqmUtQMJB/XLjMNxblBaMDikKdokLHV+JveHk/uNbJ+AT6LEmIQMJMgWG1v+K+lu7I90iQ0rzQFwx/op+thmoG1yFy5I6wGKB7MWP/QB43cdm9C9jPcCEBbo0SY3uRQ8w7QqzAOs/0+C9eYkYHssTDQg/+ZM9jbC7uTyjEH2hcAHOmilwSQIUCgE7b4SqHdseeRbe+j64nrsc3XZoICErM8BGEeRgDGUwFK5BAMVxUvw4UIY6PYX+tV5MvexE8cAOpDD09P985FofR5jnDBYM7wobqfkrYDskd9fkDUf3OZPQM4lCiaQZ2hLOGCDYOTK7V0LahQtXIl7g14jHjl9ykrlJ8HTXYuamg4hUFfsVg8mnM7HPNRLxNQ/6G9q9VyswIQZrZkaDpsRW80RjLZbOpZw9Mx4/wQBgctA0XG4JTh0ITXJz5MGZsEbyYemk2Qn6PxGuvoheKgXaIy7C/MV1qCyJ6G4oCOqwxru+RrdbVgWE1bIDs9GgwyEuH45ssnnXFfjF/BxSbcV4/Eoq8trEREvChxNKhaYwMy52bYJZ6YRFySo9DrkbTRFmv9ANt6rQvywRg8tSGKoH3zezy1psjPD92aE0IufTj3DEJsH6RuE1bL5atprC91n5kDhegqXDgu8un8Sgdfcx+TAiQSkYY7vDAdObD2NDjhnHkkh/Uuj75wvQdLCbL7m05759SC7mWS5Jn9zadQDU3/0Hajlb/uRE82DkrjCEZumjabQm3xwAGz9SwZvGz+2oUg8KtSRsjcIz7zbjlCD8kbzPqwQ8s9WIaw9DVkXoFAffuBCxaNYp8femBCh21oCShmaQJNIgobkNq+d/4B8Psm7aPCq0RaRixLhu0Gp9AILtRJfbg2uXW3DtWgvj8WXI5OQSRMWoERWlhlYrZ7wJffuz7I2NDWZUlzYC168iXMrlQnJyuykqEz9PeRbxTRLENQNNsUB5ugcFg1h57WmTwH1/ElR96/FivgSxrXwpL+YRBXZQRg/sCjd+eO4YlCeeg1TNGmp9g2k+Nx/gQq5aP0+ENza04YBcH+tSYskcNpd8/WPPoGZxX1QnHgXlIb5TXulXUbmIe1CPSV021t1XYksKBYDLwzNQq+faQgGRNgN6WrYhdsC3eDbtCUz4vgGeAFOND2TYNToYc1hvdkfMPYAvvznA1uL7TEriQf6clX7CK1olQVxUBlyUCw6XHa9vHIGnbyxGk9tHfsblm/1/eH997w5PjEB4LFG+2L2lu7sLfnLOFuWjXf39bTgtBnadB0aGCITJOWUU3o4lpDGhiRf5+c12xCCPDl86eHIcoVyqdTswJ/IicC00QO7vkSAy0MIreABpZuo7+WgNexvGNjb6o/3KH6hddMdNPcAvKBbh8AkTdh3nyV7IvY7mkzCWElZdICrWix/38aUnJdYYpF9YFsCizBpEv5gfCUMTW6KFIjm/d/PMx/7+sNGwf0UDRmHIbIBcDcoQDF1ShV03fIROKI+xbBIgH+IDZsFgmL57PjTX4/HuzItIjGTTLoQH8focmPk5bGFEMebV8iv1J3H8swrGC+yWUYwXmBxLFsUgScnLvNUbDuHYx7xnTnpXDRSP8tE10nobei0qRuKU95HYOBrf63mPUwSlwjuGPByJf8J7bti9L/kAcNYTD4LQZUQpEqFXBNFy+JtvbQb+nsv284m+T8CkZ/eJSGMfDLzIVVvg/Drt3TfDo2SBTtfwFkyMLsfQ1c9C6laicOq/0VrA5j132COw7vI8eDySIIMM0zuc8YEQ8lKqFjy7aBj6Dg4uHWQo342G8z+jo5aN/tLG5iEufyaisu6ETNU5B4JwbFrqbdjwfRFOH6oDRZNCOKTEI4XP4yKglZJxpLCj5gW02cXlb4TzxjlsIk7ksKXa1DIHvi5ZDYXLg6ujrsClduHF1l6o8srZb/VIkbn9J6Ys0gM/RiCxR3Dotq99Z3/Yib4l2QwAPhhzBre/PB7+HODdZ6BMiIQvB7itpg1/vrL50Lu/9c3uXrQ+Se9mQdiLR5fB3aHD/cMLcXtfEo3Bzk2vuQnuhkvYdSAS7cZ3sW/yOlwcxHrvfdEQ5N9xrSmYtfUl0Xz2/0EDy37YhHYT71z85N/DkBzvi+ijcWn/BZzbKc6DFSrQGo8Xt1hN0GjbsaVPO7xcTpHQcytwWzFti3BSeP6gr1yamBFNCg+ipE24oVDha30uXJRP5/BhAXYdD7K3okb9M+xSFkgbJqlh7SseiwHG69B7xXwYQnGxZdyPqOjC5/Izv4HG/esboDexpZ1Sx72IoVEk2pTU/2bhfLU2B1WObWj/lY0IZgDwqUU4/0QLzEXcns+JkCAAnL9h5ZGGTPWt2qJLkHg9eDS1HQ+nEuU+EHWwLwtT7oFc0hg0gFZ5X9Tov4DZ48SU879Af70ZEg8N6dFl6HCKrajkyfOybyA8eTMuywWDyQnOhnobDuxuxJCSJ5FTPxFdx5fjoVPzoDUSd7jgE3yC1gdyfT5WDux6IEGjLg2N6T0QRdVDaTFBYbcjqraSVXLJfYJ7rw+6FSdm8OGM5DfF1SJkbBcPiu/j67KcODjHBIf0buzcNYO3i3BzaOaQ41jZd0+QR2loRRw2rBzDjV+wO6HioYPQDK4U9XHxsVuxsDkRCyITMV4bjlz1PtiTohAXr0HYIScanWeg9sZAMXYoappZxkDZE2/7AfC2d03Iq/GiXatFzprfEdX6N7re+JBpQ48qCkvXaHDw4X6gUoNLRFS2OrCmgM/LCWLoBRBdk4hGz+2dLGwWcOyY+yTiPDTOJ+xA1xPh0LaIi2mLw1wFQ83n7TNhIE7yn4ywI9PwSCVoVXvw1lg9KqNkouAat9cBrb0eWW4n5lnCoKM7J+OQwIaelmloudaMDx5IZtkTA0L7SiY+gTnTM5nxLGksh47hK+PHT+ewIOlufm14fq4DfZHNqyfXSQaFQTIzAW/tv4S6jjOQSh2MAJp6JR5b3JnIuMpbDPvcXo2jz8fhWrqgFBTXu3pHB76b2eHOT3vyMiWh/GwbjbURKL0c2vp8/P7pMMXwIUJymNE15lske1XQZJ6DdW05PGUWdDV8hyg3VyeU+37C/By3eJRfSRXCw/0dGmwx6v0ewol75PhU/zhkEjPeOBeOzI64UBHTzJdYlE78NrQIjeEscyXpJUJjIaMk0FByuOCFjXYxaRC+pa12yTCwLBlDi7tAFopfUGTKBkoTrqLPwlXYZpLiBKczEmZy37DNTqDwcPRdoFxTcCimHU2fA4kFPEMtt4OJ5rXj/3H2HeBRVG3b92zfTbKb3iuQAKH3jnSQpiJNsIAgWFARFEGKiFgogvAKKkVFeu9deg+dBAiQBum9bW/zX2fO7s5sduP7fv+5LiU7O3vmzKnP/ZT7eW0HclquweKO8VxKpJgHfRGb2sc19wj4bf7PGd4ZnAE6K1ohfcVT9Ej8m6vrakUnNN1QDwAm4SRe0iAJLcCV61RgNfzcS95hxrGeStQYrBgyNx/GOvnbLf1lYBpL0OJhFHy0nl4tdfnHbplDkNdPB3EHzwPL2RkSqwUbv1jKgWDnAD1HKHR+oejYOQoREX7Qas3Qac0oKdIiK7saZeV6XkhzjJW7GzzdPOPi1OjYKdrFyp+ZUYEn9wsQr30CQu5stQyG1dqbiFcee05Wgh2rPzQjuwEL699q2P5Wo/Fvm/Du8YmQWVTUGkZyTZfbgVvUQ2T/6HvILqmCn+g7iBgZ9b5kAXPRaVjySUAkUPuGBsZh9ee2ltjE2PDWWu7ezR9+jtJPmyE38Sw9ZwTFaQF+J+iAuVderYzkAS5++rbbPSkRHWHmPD9oaVL6ECHMLTRu/hc+ff1ntPnkuFflCXlUeVISrL6+MCsawajhWUS5iuqCYBaI7XsKgUmE0JIFZFJEBlOCKLlZgveOtcfUJ7NQanEy//NUKfW5JHs/BLxfVaqVUIepIVM4BFoi5NiCsM40wZEyCTCU5+Hp4aUeHA3eavzbrxH2+ntPvSe8n7Rdzopw0eCdrKjYasF49T2wuXKXG7TTekLWSkcbA3UdxaRbe0i/LmyOfOnrMBqo/GC+/ggZKxuBzSsCzqWADVBDNLSXiwRLYwrFZ6Ez8NFiRxooQYXm7A2oLKSko5T8iqxLuv5DMqdAXdrTozv+2eGDK4dJnD9Drb83vgGkTusvfRuylxtW2YHSuopEuue68TkIQ57qAGK3vhV8V198sHQcIEkWKCWFv7nREBj/AVRyK1ZMvAO1yt1iTZ5VGVqIKyPXubWv2jAIKRe+Q8pP57jmVIUqoPUTY9TrcrzagVd+PSh4hjXD+fRwTKgBivV8yA9Ta0Gnhc/QpPfvuGDyRYbYXRmxoaInjoSNxaUB7615KfXgR2ZbG0S/2pcbjQhVI0hFAjIgQceQpffwb+Ap3U5wqic9U0lpf/9nBFa3cd1tCsiELo6m12FsEgxOuoWuOVGIO/M6tJFZyHx9I8xlWlhKtdhy/HUUl4XwokgdMjgq5hqgiDuPX/9aQ+eD3QpTTR7Kn+xDTX4K9GWPYDURgca7tcEnpAn8ojrDP64X1DHdwLiAkPd1XVFWiy8n/YyGxjYY5eeLZLnMTXTfkTkaFlbgnecgHuXy2Wr8cWrUIlgcLsKvGW9j5PObyGmXiZpQLX6pjcMFE2/tDXo0CsGPxqDNWCV6fVo/MV3hgyyEbWY5AHy72VN0eLsLB4CDvrkIbVYBQbT+uAAAIABJREFUGIkYAZ++zJFgactqsfeTnRdWbOvZNTH1F6ncbkKWLRqrr34Be60Kqz/YBZnUaRhjYS1+BHttEY7ktwPOfYxly6bCLKfynbOQtfDStVfR7hG1WdQtVdVa/LyBJ9V6fWAjjBzIz1ty//YFm2Ax8p4ftA66qQdbLXi7shzPwvTY15KMJQ3VcwJe4d/cvBKEqy2Z0R/mWQ9hvW/kDYXcTVTp6CuqgUisxVq/xsiR8vmpXQcKy2JybS32Bm5zhWwUzPEDd1g7io/ViI7VmV4hHLnFKrJh08gfUOPHrzfS9rZ3tGh7hyqsZH4h6DniCyTW8hlzdFI17ivSULWBetxSALwQ994vhza1odvz/isA3t6hEHEqb6kMWBSYRWihoQJc3VLo8xVq5S9jc+FdHHp2CcjTg8keitqsl/n4WNrr3JTY2u0y9ivXw0zc24STRCTG7XwNrJv90PPxTPgm6vGRYQIC8ygLmzspggNpcrmmHBWTXISBnXEyciR2J0xxc49rEvkcfRvfg0Rs56oJz0xHv1+XQWR15KBjWaS/NAA3R4x3e73Ao2cQ+tDTpZAIUXvnVMKkZHHp5p+orKbaYmcntwiuROrIX+B04xRW+vDHUVB7cVUl91SH6mH6ZrdbG3ZvfgmXlSFootZgVmCkCwBHhKqAM8+hZSkVu7RXF1QZzLAbbLBdSx1iGXJZT2KAnQD4SrOWeP3bHxGX8wMCy6kLx5TTUryWIsWN6X1h9PcUKHfersCzEs94Ziq4spCb7dAWugtwdefHuFYHMavPZtyzHIVdEYGkE14Cc70IZ7RDWRjFdlytTUNeBQH3ghtZoCI+FFs/6O1mSHaOA7nTYq8BY3qBdmY5pur96gXCPvaHaKZ7E1u/CcbVg57xZGa5Dxr8+DViA1i8MJZCUuAeBkAWa2jjMgQ48mfbU7UguYFd4ELKQLIsEdsfPMeJjJtQSml8Q488f1yu0SA6/QfILRSk/hsAVln0WDyvwNLPNv2REAA/TY1GSaFTk0dq4bV5F958C0Y1L7zHKA5BqU5FK7kCVaIU6H/PhtiuRnIZiU92aO4c3fyoyyl0eYXGQgo17uTTxy+IZp1usq2zFAg82Q4rOrbG9Md6dC9o5AKudbVApb56/N3jHoL9VIiT+SNSpoZMJEaojDKwl/gXISeuAiJWBk2RD3RaG4Ir1SiT1uKOPR+WfGDorSQkFgfRQ8abZcjR/pNJpzBo6hlsr5Yisw4HB3GFPt5KDLFxIcxsDBaEFmDoG/8ew2WJykL5qz/heItsnI4L4UiwhHHASqMePf/4020JhCtDkP5eHN4a9iV3/b8B4NJGClwd3vnjC8/apJE8wBFZZbj+O1VsWb2wP7+yyIRVk1XYelWPn/eVuDHnsjLANkUFsVWEdnfjOa8LN8Dr6CfnvmWUinA4LQyydcVulkvn907d75drt6DvVWJRohVUi/2QMLAHgoKVSHtQjNzcGhQWkVg+gUXIaY1wE6Dp74WAivytkInRo2ccYuPIWqT3ZD6uge5yezCswFLrcRrRCxsmmHFwoA0WYgX+2IJeoRsx8DRlTnUVhxt0enIxjo5Ig2JXZyhiR7u+FuYEtqsYlG2I9lBoOm8mLVz683WEpdznAXCjsw4OTv6RPjXNEDhBhemhm02tiyGvC4CrZRqkhrkDs855VyFTpmFI86eATxN8ddQz57TzCc68vzUhIwCSjrDuqe/cPjmNkx2tp1LXM5FYgvBQnh15ypEO2PP8IPZWHXO5T7rPm/+d+bmeIXKNuVgqRlB8EORKnkRlrnkohlgJ6Q2DjMM/QV/+3BP0OwVn8gCGgQliTIzsCR1J3eZ0++SU3YKdy9EfZI79akhEWzt1o+cuC/rqVdMDiH3zoM8LgcVKz3anLqOTXQT1v8Q+k/sS17ZHduUQDgDbn3eGtfAPDgDbH2WCuf0QdpUS4tf7g7Veh9jwDWb6zkZZoQLL/xJ4uTk6rqF0I65eeIaGiVYs20uFW7IOJYYQxN//2WsI2ZL3gmAyOF5oz2owrd3rJb83H2DB3vYQC/n5L1yn9Vh2646tN9DL9Z0wTlgKKL+mCmnh/fQzgOGfAY+i0DKuArNfd3jTCOctw+Lsm/9xiwUm9eRWfo/tE/xg1Zuh9ROhKlSJBtEifDutiVszp7Y/4jozSLXyn29B3MCR2g8s2ix+htat1+CITYFilre2k0q+rm2N9LAFuDdg2M5mdw6OcQJgKSNFlA8fxiR8oBNWnp0OVGcD5Zq7uNXqUwpRbHL0u3zKtSdbfIpR2+iUI+aTeJao8XLL4+i15X3IagOQ23cPKpIp+dK92zE4uJek4nNQILlxmNB9nmUt+GlXXwSGUJmmpuQhnh14A1ZjrWDS0xaWiINw1r8bbvq2R4E0HDaRBFK7GZHmQvSquYIhlWdwSDESgRGtMfalYSgsTOOWTLvG7oSZpC6T2YjV707FPHaKx7otMqTiVN5XXpVa3LY05n2c9WnBBXmKGDu+enEEIWF3Udi0COdMgVhbyyu5lKXJiL2wCMFJEry1iU9R5G3PKfroKgywuAFg3+lHYKmkY+87oSdyxsZDW2bA7k82H/55W69BQgC86tKXYPUK/PbJdtdmQUJx2Wya5eGkfjROWrW41u+YR9gV+X7aph8htcroHBcolMjHyymp+OcSHdfYCD98P6MzDQ3i5j0LbYUW+37c6fFa5OsQqwVTK8pgkNixrFcFlwvbG3GV09NGaBFu0DAI73/YlavX/lgL8+JnsN0nsi0NO3M0FUpWB39ZBVKlGmz2aQC9SOr4ms4dEWtHJ9s4pCuIYppagXWt6fnj3GGa1uYi3FIjEOHdLRb3G1/B2e7uzNp+NRaM3kUsvrQk9Z2Kvhp32TslsDkqd34OW4X4/waAW+3ZfCg/QTbM52EqRDYbrvbM9e6WBxZphgK8FHjW27xClmYHrOIovJW2CzVZuZBUSWC6tBT2OlY3DngqjBjT9UfkSJwpHEiVVCOpS+wM1hqEgD4DOPbOEb1XouMZwhfvvIcbDnq/4zR67NcaR2LH4ZmmGe4E9aAD5qqRNtepvZVLzBjS4iZig0q4e/zKSzF4xULItY70QwyDnd+vcSPHEhuMiNh6BL4VAsUAncHISzbj4ngdSpSLcP2QILWCo5dCJi9DoZSP1XJ23tbNfdAzyz1Js/M7A0y4OOYSmnUsRkWBH+4cb4AH5T5o3DQCe5UsDkY2RlPlWRgiAxASpoT9aibMJKiEtGhASxhqpbDpbIDI3tvg/3uVBKK725dq0T7TBicAbnlvCMQ2Ool+WS9HQqkYl752pMkQjDAhv1p2uoRbgHXjKJ23xWX6IENSf45jwI57n43CM+UKVEp6o+FpBeS1DlcK58kgPIMF1x6GmpBR8BjVhV7mpWOQawJ8sOnLoR6e1M55QP61sRZozU8RZQWW1gTVC4LbaV9CVb4BC4ZSSyrPkkjfNnDcaDQd1AF2qw1Fzz0FFZHEikZ9+evWeZmA1jFvWECyKgk38yqw6voN+MrpfZFaGTo+isa56rcQUkEZVwkAvjotFI8aeVqAlRY95qzMNL9SOuemiGFcFK0pFxrDbKpD4kTIMYKDcW0MH2uksOkRG7ESCrsEcZGF0N7LhPlUMQIMYxCrXekGjowyE3I+/gidQtLqrHsW13UKbC2nrlFiRoTfPldg2LA3MaCoFkNzmrmRYpBck74Dn0ISWYPaF/7YLjeie3AS1GK54xAksrgNcc8fI774HCSMHmDsOB/iyx3AUaZqPPMJwqW2QbjoiH2VbwhC5P1gvHazCYJ0dRQ3AkBsZ+34euAC/Poa8JkXz6sDLRio0Q4i0zQUy804sxuIPeslhY6jB2w2G3QzFqDa7zy+7pQAo0SMblu/c+ufuimRREoJ2EENMfRDGiP63wBwWVspzncd/tmlvOjzYpa52zWnANt/pd4FtZ/IYO4mdW1y0ltWjDtvw6JxKkxcU4rULGJRpyZ1IhSyTSWw95MjpNQPjbLrd3927pk3c4OQN0MLcWzdWEG6osg+0OV2GhauJCCfLlxGqULEoD7w8ZOjqsqIo4eewmQW5ktzKiudYJjfw3nwQeviBGKBlT48RIXBw5K4Rz0/0Rw1z//dhVs4EHO/MeH2jgAwCl80+WAthh8fgvASXhhmi6xg7ptQrTFiw8dXID6ogl8YHSNn0T2YC9Zczh03FSvCYY9wd+0SbmHjUy3o/8Mf2DHpYxTMaovcpHNg7O4hNCGZbaGcL8Jc3zXaRqUa3/UnLci8P8n1vBsRnWCR8OtYaTagXfFNiNTXMX9YJJYdfoqzxd6Z/YwaDSoTGsAij4cxoHNdfZX7GibcBQ0ykTCIpjULCWkIqYR6aw251gTyZ3pMy11Az07HS9ZVnPx/8l+52sGnXmEhEosQ2jAUciXvMfaXcTKS7GHgCLFO/sJLUvU1CMCqwOY44xvJCc/e2ke3BjqPm1pV+MOY5HkfC+wI3IjyUBpvdunORJQ5GGfJ57ZWEQLdKcvd+pYV2ZG8swcy0gdCb0yFLWUiUDMDT9Y35lyg2dNXgZBAiAZ1B2s5jNbMRUwKnICMFwZ8vdY9JQipuCkzB1WVJry/yIbQJEd6KKJwzZwKdSmRedzDuww6Bss/CARLQozaZ4HZQT0ThMX6xA7rFqJ4clzltAREWq2TEMW5dL1adusor4hCwmk5dnPtEMaNO34TwkLxCbVS1Z2YbGoM8Np07vKfH1+DXOKZZqkyPBdXR7grGi32AGxe8DsKbzznWpvfkK6T1YvDESghtGW0/LbuDO7+7sg1zbKQTM6AdHi+C4w32J6PTv7f4pIlGM/tgpRSAGbqklEesQr3Xx2+OuH85k9s4uaIHDwIPhJ/BCvqV8xZdMChN+gUzoz/E5lxf3HPi80bhaZZH7uMNdWJR2D3cVrBWHT0M2CYTo+EsyNg9qvE4wk8UdqSRYNhNMrc2Z4diMPZ/W9Ma4z+I6jLc0XhPTzbQ/K38upMcv2hsgl+C3sHRVJ67gltTcKpRX4VW2wGcTBiSQqdx2thLb8LsViMz8d8gzF9JrgNZUbmQ2jmpCNa5pR1ecDzoGI77lcQIMkX537QulECVvWksfOkJBhKsCh/N9IGpCFF1hXLCtwNMg0O/gmJxQ8fnQ6G3Ld+hc6zny7CJ0eGq01TOQswKVHvHIapmHo4ij7qgZJhCdCW6rHn4y1rftnx0uSYtN/lKpuOswD/58ZM2Kp8sWLqXqhIuBaAB2UyNKk6zu21m/NfxpbeN1AbIGAyd7zD2IPTEVFWf3z4ynV7UeVwf/5pVjdEhbtbs/Of5ePM+uPuSwUs4k0mjK8i4SkMVnUvR6XKuaB5EMyNqQsFkU90HJRSBb7o+TZCYqXQN6Zep4yUgf2JDqapj2Avd8gAjsmkZsuhIniGYbBe1QD35WRNOdEVA4XdCrl0NUSMCha1CCWf+LopFSOMlWiiL6jzDvxHnbIW68Z97fH9m5sLISc5yIlbfHA8RvUZDB8rr5hK17RH/qUPYHosg6Q0GiUXl+D+tBLU3qVyg7N4zIxeFy9PT1Xlr1Q9S8e44BJMb+iu7RK25JbuFgYGP/ba+Ic+v2JtUTXOlaZC+rQKloxXYH4xwOu9I2JyYG3Cs905bzIHRMAU2xyad3pA+tAfiQ3u4t2sDzwECOfqNIp9MK3jHtwN7sa9I8lp6WNnQOCGT/Jl+CRfhTigGGx1EHRZrVF4lye4iQooQ4/EVISqaa7MDvu2osnF08ht3gbnJn9K3dYEp6dOXI2WPx2H1Gmw5uYP1cLu/aoSaNQWZw5PR2UFLxyRb4eP2YK9gZ5Sd5+nEdi0rXe9MYDzg/KgIrGoDhCmkxjRtmssVkjM+C2sAd71u4cXUTIOAFtuPoWNcw/3BMBlbd44H5jZl33rrB5zd5s5APzmnElo8pgQJpB3CMTxxUZUBkjx4FPPnGTXsrT454nWLcG2cFDFNjtn6ddLAlyanrqySeuIx/j2nVIUyibAp0yEuAtK9/3Xy36lldlwKrICuiuEEIxf0PTZbqpg7srjdgm4MKwNzMSVro6d0vlrO2tGrfkZ4q0MVlUTS6tQ+0RrDjdvQ6xpOb4eHo3SXP5gcb6zMTwOfZZQVsn8jCxPEhTi+tY1Hwo1dR21XakCu7vEJUFKVjWGzmzFuweuIUDJu9YvvtoAPzNt4f+CMiCqW+ejdE4QUpt6bpgEAM/YfL1y7OMVh8Aw75D7jXopbl5q4pWUJadFSzzpQRVDpDTW3wcbfwThNg38YtJR/ed9sEVGBOctR7TS3fvhQofr6PP6HPiwBg8hcUFBMCqtdI6+nBeNpL+U+K39S/g8tY4LMXGRn3ER0ig+7spk8kNhfkfY7VLEVFxEZNFdSG15UEj0kBDiK1e8vnOYeAHPZmewJbQlNs4PhGJZKEQ1EvROS0DnZ9EuMF3XmlMtr8az6d8gKVKJ/+TxE46s31mxDAYFMhAZloJhQ7BNW4vYefUfVHYbi5rBf6G2w3psahqBR4G+aHLhTQTlNeX7+PJlxD/gY8fIF/HtohE4+wSi/B/juE9/dPwmFyKPuU2ryB6hxO3IwZ8tSP7y54EnttnnSAuZT78sglEOVP3hDn6kVyxYUiTCiC4ytJ+Z7R4TTbS6r8rBRouR/DgSmtp6GNcdLbeKGex/FO5m/RWud7JiFCYzDk36yg0VxY4aDrlSipoaIw4feAoTSV/jWKrOVAoWRg2zLA5EbChXRKFMGQa1FQg25kBu1UJpesatXYm92rUvylVAUEMRkqJDEWxqjuen+DQYwnbV93depB1TB0hgWxUAvx9ZdJP/6mYFZnV24BJ1C/h9+iXo8/TwLVkEsZwqdsj7knRI1vJrXNu0b/lDP8jPw6rqnFENqlVY8MFKpLTvjcv/jEdBcArsJncFKAHA6tl2+4zg32ubFGk0J++V4eypj8BADq3EB3fD27qNocJiQLvCFKgi92LlzPfR8aMDMHGKZU+AVxkXD1NgIHT+vWCTO5Q49SkZGSB53BbINDWIzYuFIjII2igTokr98Ma5VhjxbCpMoPtY3Z3Sc+f8X0bD8x4nMY+QWIsQY1EQzEDJynDQ8DH8IMejHV/BSvrS2/s4q2bBpfL4OMo9dZO31pGlR+zNF/Xe3aCf+V7C0fD10FvCoauV4EbqOFc10TYGTf7FBdoSUoOWa19G9qNXUGO+CdvJhbAFNkDG0oFAic2VB5gZ0A2M4WsMVvljkN8A7PunFHv/IR4cPBAVmx6hPHUT+nTRo9vEECS3pWl77Do/JKb+6rXjrx1X4vRWH+r6fPYHwF/vElQ5Ok4S97vcDpg9Aagzp68rbr2OpYrOB0EMsCsVPAXTTrHJ3UWenzHOe0gd0mGApKMgK4AQZDuswK93ycHrXbwJzSyOfuieF5i07erFzTj3LVUWVoerUOvD4MNJDLol8vvzqbQb2PNOqautogEFkH30xAXGpSVGvJ41HZdLPAHwR+YYWGK2ImPcuM/89/68UhYUg4CuYxCkiIIvkYPqKc/PUPZn0v1X274LrS91aW/1cDHCyun5bJVqQWJ/hYqbab756HyYIufCrsdQ0o66Rht0Yiz9joQrUYnHYQOmv3UoP6MT1Pj2D+JqDdisJqRu7QtTdb5g/2KwPmQ8TgX08VRDuHSWdOycR7LMyiKs3Eiyi3DPNOefhilrB7cse7UeiJXTaPYXZ7l/5DQ67vCusDuU9zGqDdS70zVfSOihWITTE9a41bPu2R8ob/kEWbEaTKvpAouOl6sjr86CX0FHDFuiRqOehFTPY4vm6so6dAfxlzT4U7If/eZSeTd88hFY86jCwTK7N6p7xaAsswpH5u58449dHTf4Pdzt428u5wDwr7kTIX4WjhUf8FbKXx4EYIpqD3ce7rk8Citm7PV4eEh5VP2xv4TrorQSv/59mGuDj1KCDd+RcEInPw59m3+uvMDDQ+cRwPLgv7O2Fn11xJLPYEPHKuT7WwXbIwORgkFE50hEtAmHWCHh7qOohYXIyqBjUWO01BJPPRaszY6nJ67Df5YYEjWx/jIwvvkAtnu0fq6wLELEhRCT1FwMg/nqVqgUE5mbTjrC6SJjNfARfwORSIWK4UoYWkodSjG6dfcpf+h9cByjveXVn1AaRD1anftM39PliH9ucrDuA6+8OR+RZN44Spk8AhnPj6DiApWpA39biVM/VaLwRjuwAsLP+gFwVgZmReRiZJQnuzOpsNoiwlPzTQwK9oyHNYqTkKNZj0G3/4LUaITqeQ3Ml5bAYvH1qjn+MDkFeVEr3SY3KxJB17QnJPfCoZ7aFQq2Fl/Jh0Fudhx4biopoEwRg9EvXUGNzJ/rVKWdQWuzFLKm11Dx9gJAkIKIDArVYjOwFccjZ89smIoacr9rEFSEl1umQCK2Qa7XwaTynkuMbNq5qlQMWEgGz2GpcBwMme2MuPGaHmj3Bw7/SCjAaWA4+V//5uk40ZN3W+BppFhkLn4DclsdkibHyj0aWYsHZQIKddaOJj3CsFxqxtvqEGyLyEd6uP1/AsDtH77OBuaWYMsKHa40a4XRX89F04dvQmqthkQyCIcXXkBeAw0y3/GMTfj+RBFs5D0d2yOV13kA6l9tR1m1d/dn50G3eOhWhLadz413VIocmjwHkYxwlxIINUcSqlF55zZYLdE0uU0Td+u/c6d33GRSSHGvW2Ok9EvmYrzrFnLFYjdAb36G8QZfjHIw9wrvY2wmtDUMwM2DrCs3MJnE/HEPJK5ZilA/oPR5HiwWmltZWIIblyMwns/RaJn9DIyBgjqmmwbiUWH44uQ9VBruQyKmcTATH4bjockXFc+opp4DwF/5I7WJJ1sgAcCf7D9V8Oa132ZCKuVUqE9To1BS6J18o27+395Ve5CX9ATxJPdm4BXoVhHgwSDi7iOExfBkF2aJBTsnLcO0BJqTzunyzm3GtQocqKQu1TKJFGs/k2Fp6x4YXNoRvhZ3K7T6lUdQ9fS0aohzzWh4/5hACSSwYgi1KEKQKBjXQrsao7/pAJ+fw0kKaigsEkw/1oWLI3YVgSX4UKs9+HnWA3ybY8M5B88feW+ViMXhlmIwtiSITLNxO0CH4nkqqHP5HKzC8SXPKgm7AtPkObgdocLuxFBEpHdDg9tDXLcF5z9Hu4PuOb2byRrh+sbrGBd+DscUg9FsTSHUFZ7eIaSS9Pd8kSYfyAHg0cd2VC+UP1d/tbIC91uKoH/HvX9l/1iwTSZB+0YSDwDMkV+9R5jWGbS5Gwu5xem2xHuNk+dxPcYCqb6BeJZkdkt75PbuYDF9w24MPk+J0uT+aoT37QaZjwqEtf/g3seo1REiM/7AtEOBcs0wGOWUrZO3OLkvHaGaS2ItRaDoLt77KQ3qcCog5//ZEnlbO3ms6/924Y8xVuxaFwammQjN532FoSc+QmhpItcOk6wKiiNUaXli2CM8TMiH6nQ/SCNpHDx5DUvFHZiy1nGfzclyVM+r3wKtMsmwduJ/kBnRGIdyP0eB4jZsXGwdXwgADp5ptkyL2KhvUqTWXL7B4sj1/oApCkWqMGQECdwoiZXWWIXmpQ8Q1fQQxgwaiTE/0FinOjpa7lpRq9aASATO/dkbk6ugk2V+tUh+awtEdhG6p3SFRMPgRfdKTDrWEZvyd+JAFbEMO3a+Oq7rQsvt/28aJO4s9GalFTOIahLBWZVISbSGYZN5MgpS9qHs8QVvekv3KcAC08M7I1tWf7y28wekD/cbkhFJ4gTqlALGgCmOlIAqSTYq8ooBG1WW+NsZtPfGQeCoQ5+cj+YLhtoL748U1YjuwXJhOkpftaKq7wTYSyPBnL4KNiwIogHdAMOX+ETVG438YrBycy5uPeTPfTJc4oL/oDCnAN3bGzBphQQafyqjqa/MR4iYWPaEISD0UF02NQgGLQNsWgemu5eY4pM22C57s77ynVDXNdk14Vzxmg6gRbE6nSmOBe6yAjuqq0uG5UydBDGg+JIBo/RMvcTOex3s9i4I0ZiwevJtXvHBLUz67Lymd3C/jzsjdH7lImyZEMC5QdcEyFATKEX/pnZMeIcPbUnR38TGIblALR136Zw0SDrzYW6kvYMfvYHUjEYeFuAPLTFg43fiyejRn0mO/rky0EfNAeBonyYQOzNgeNmUbq4Ccs8CZnEtzndz8GwQ0HjlCGQ2Sh7kjP119pfE7IOfC1Xwz27KvW/miA3QRtOzdOOvPZCf53nmCw0GC9f1QlwiXQfFabuRc46EgNC9OUcWhaVRH6NEEsKNm8bOYpDBimYWO/d3mlSEE0oJciUu2kkXSPW5uQ6+BjvkDd/mQidM+adhdoDggR2G48ep7h4HNdNOI6TKEwSbrFXYlf2W23nhFAtTRy9EhR/viTW18Bxa+F5Bbqt8vCv7DrUFPBmv/7MhCLs/EclD5Bg4T10vANaV1UC5pBT7FP+gw5dUSeYNABc9LMPJxQd6b9zZ7og8/YRPqCEbWbYY/FYwAbEVCsx4ncaZPy0KwqkSO6Yo93CLYHvqOPxnkifL9UvXXkHbemJ/ST2XUtJw5tIdrs4ZE1ujQ3PHe7uOURaT553FEvMNWLRyFEuk6KDXItxG/K9Z/JOow5UGTmUl3eTVcX5IfqMpdx7QJeOUi/hDwA47l6ax29NeSIYPtx/bLFbUtn4Cm0YPttYCw6v3wJZaXAcOYYgOleRzc+aBRIN1asceJFDCSNAEasl02OUMCmf6EXIXV+la+QRy1jOun9xAWnah837caXbRzTMkvMCIIcf42OBOo79BWyufbpIQxV6XZqFy8yXuOT5b5uL6Ihue328Hew3vHegVAKf55K9UZGbgu5gcDAhzZ91zHrIHClSI0VzAgGCe3ZQ8yEl+Rf7+/OkxPE1Ph6QgBIabX9FO5+Ugl4VwUftDuOm/zU3LbYxqDEtwLPxf7QNJng8+ZCciFl7Ip+x23A3qjsndqCsAsfhGWCWItYlh6nwQNaP3wBrEAAAgAElEQVSWQWOyoFllLRpU67lUJTVSCcQsi0IfJe4G083AXJCIZ2t/5TpcITFjUveTkEq8DQqPzKr9DEhaewwBBeQ+XtVp8LVh/+xqyBv0wt2LbyHjMd/h8X56FIxbCZ2IuksI3X12buqLrtnhjtPDPWdQmT+L9bpCNwkxpI0fjqqA3kEh2BtZ+D8B4NLwCzmDSnTZ9sJsbF1hwJXkFhi5eAminhPWSCC2pi/2LZiNsvgApE3ozi8RFrifb8DhBxTI1edK5lemQYV+iHf3aBI8L9dj6yepKFZR7XniMSWkRkdcg3NJOOcIWPzSoQKBR2/DZnaPDffq0+5cMUKTLzlEVFIcebMH8htSooQ6X3MxwRLTC2yu9C7INjTMQZD1BGb1ioO2WuxuVWVZ6L5ahv5NgNryStRWVTm0rfRB5FmMfw0SO/GHKccG7WQSlzCQLE/E2axibLp7FUoZdV0nccBMcQAKMmg8HgeA52qQ2tiT0MUJgN9KWT+eZZhzZHBuXUyC0eg9Zdc/k9+DTUbjTkj7xlX/gluJ1WiqkqC28jqMO/IgqeqAuNLdUAfy4IpYfysHHMQ7fnSzF5ZZuWHEiMBp6EZUJWPU3BeY1+sjvJFNDnI+Hl/WsByBH10TuOg5RwQIepqOIJLX0s1c62hlXcuom7LDZXJArU2Bd0b3gPZUKIhHYnSpBm9dbuVQQbmvqUpFJeQLv8dLkQq8miqEW8AHUcDIEDHE+o1cPy0MLkS/8cleXSPJGxSZM8HOnQOrIh/zOydAUhONNsecKVwAsdWKfuv45OzcXiVSIXtxHiZ1OMMB4Ca/lyCgxDNPILlXCIDfOr7LsE7xRDH5Fx0udRfDNNjdBVexx4wtoVIOAHf+8jlsNv7drN0kQBsq5HW8mQCxFyI4YVcfS42CZU0JRL7eme/VNVrs/uBr14aQMHIwJCpqVT5/NgdZ2Q7NguPgIG5yecFfghHRuelNM18XyDl1bG9/dhjN2lEribNkftsbZRe8M/d6TFLHBaOcxasif7BaKRL+OoMw3WmM2bma37PO6AEri7SWhTg5/BGk+2PgE/GZqzrWbofuzoeuz6Wbot3IPYTPJV5IG8f/9n8AwBrN/n1ipOR3gV2fgBeaeORqaCpBZz/E1jxHHPmvxQn07/oyJv98lW+bY6id+3NRm7awSkKgD+zzr1p2UkFU1ysIafUAYaWhaP60GWJZOXrLA/FQa8DErJnUm8IFgJ1OGe6534VpVurrf2/XKfgldfLKZOF9AdEBUAfxqTn2Gj6Cf7kWzw4vE1iKBDNKKNmwxA26Gc76ehI6emtLb4s/fjB7eq2YWWAEw5PtWGtyYK2l4ON/AcDxc7uYdHfelVcpHsJ6ZCnyZt6HvsVnYEsjXRZgAoADzYuwMJjm0XxvYTr0Rve1Z3y4ENXVJkx4owbD59DvrFoVklJ/9+KBxIKkPlo3LxBMs3wwh9wNDVyPEevvUpLY3NEbAuUzueJSdv8L8zMBuEaZDVKbCBKLE/hSEMz9XyD4cWu+jtGAKpVpEfcEpAO8WKKfhAFDqBvsL5NTEOjnqWxmRTacHfcLFwtMpwCDKsNA7P9+CgquZ8OoFKEsUolQC4uZS/wRLaFz4h/tWez/7RGsO+i4S8bmQPqGe5qWRiXNYLz+2r8CYN2FIysT7EaEdH+r3vhf55w78R6gLwGKAy/hfvN53GVfbUN0vf2HS4dBiK/MgfyeF6X3w5KUNi7w//idZTBrqlBYoMG6Nb1dYii3hzpXKwPY7Sz6DI/H2zN4j5l7m7rDVJOPEmkQfgr/EFnKBO73XU02LKsyohEJZq0j6FUzwDpfGdb7yVAt4qVXUWk6/M8vhtgnFspWc8CIZbAUX4Hx6R/cGOz8+iSSYpq5ltvz2w+QtNJdEej8clv2aFitPDmHk+09t91QZLXmlcodjFn4sPgw0nunY5F6CVKzdrvSISmqEhD/z3L4RYgweV/9LNzkmcVf3MB1VRpaf0GVqf8NACufnPAJ1hMAHI3fCiain6oWQzvRkLCzjxLwyFqFKcrd1AW5eDB2Dqvrpgy8uf9zhFREett+uGtb95/B06x8hPgrsHp+T490o/fSy3Fl32H8mP7CBWi5H7IsF/e7tDeN+5X7SOAf4wv/JsEITCbyLWFPJgCYrjZ6/gr/T64SEyFgyWuISVUtoCBEeWR78NGjujXBYCz0XW+ArXHMDxIyAAuCpMVcOz8OIJljHPu4AAQrMQxKyRBoW8tQNYwnhmukK0S0sbze7B0ZsWk43J/MI74wdhbv/kE9X0gJaz8SI2Ld5d0UjRq6P/6EwaqHcscXSFkg/t8BcGjOE5xq/QwcU7lHYTH7YTAmN9iHToHucY+lPp+gUk5zLBICrP0XT0KdMwDFz17x6lIRq9JjQOfpKJU4BT8WVt9AGBq2gyRdDc34Xoi338UHmEIHuo4l6F5AJ0zufpp7ntTOoLcj5rFy1I/Qdz6KJpW1GJdBzOcO2FPHymiQiHAgIQLpAX6w6/3w+Lt9XI4sP7kOE7r9A7HIu+BHnmeymZGvuo/BiwiTmdDKBByYUQlTfCQqApfjwga+A5VSK5LGrsNtXwJ03Dv322PtMOGmOzmD85dGsRXLxfkQgxd2Axr7wOrDwh4dgb2RBf8jAD6DQSWmc2xhDras0HMu0CO//RENn85Acfh4tHgh5QBwVVwQ7k+kgfDOsvtOJZ4UO7RKjn7kdUj0qJMWtoDe7N2FjAzd+LZHMaDfaJiVVKPV9IAKjDMpGW9I5lhZHzWV4v7F47CayDO9iMp0lxdAWi8plATtT+vQAGdf78BdcYJg8i8ZYa05A+9qJRhm9CT9UtZkoQUzEk9vKbDqvQi3gBjSqrLuw/HKlB4wGYwoL+AXpfPRNpEVTfsL4oDnZwK1fPy46PM4VAcz+ODQRfgr6WEXX63AgEdROPuCurT9zwBYJDpHRIkbZ5vD6nBHFo5hRVQUbr7Cx2f7WcrxvulvnGoRhobyx6jKfgDTwUIosz9DoupziESMMwwM60ZtRuv+uehfSdJv8HO33CrCwgJeMFy3Kgrp1QqY1W9BUye/bOjX/0DkcAfn20XHNubaFSgryuuscWIpd677OnOgbmCSw9qQYY7AzLh+MOqpUD3qejKSinnGa9dzWRbn+/6NRZMyMOWJHZlOghgAzXxYrE4UQ2TtBcb8Nk775MPnbSXsMncWRmc3lBboIF7xGXSKhzgTrcGpuBB02jUfEgu/KXc4eACB+dSVhxQR2c/eYTFk3C4vANj9XYUAeMmJjdZP5Pniyb/ocf5NKazJ7l4jvsuN+KujHElRDPrOp0RZzmKd5pjfLNDlZp13cbsTKPJX4uLNACh+82T5d9766YZdGHyOMqaqG8UjrBtNm2a12vD3JsLMKLT8inA/cgFCrPyeStl37ehtS0eUjoXMysDMiFEsUeKOKhiFUh/Xyv9k8RZExrmTD9qNEtwZOw42bZ1Y9zrvUvfj+h4s9h4JRsASEeJipmHY0YUIrKRu7r5VZmhvWFxxwKIbZvjZVoNxaM7JPc44YPJ35dwQWJt5Vzb5Q4yfx639PwHgbZtkSK3pBNaQgAchLVFTJ+UIYYAONpYjvuUpdGnTF5/+5p6mzGnxIcIIsQDr/HvAJkzn5K1vGDtav08UNCy63u4CpVGJDnZfJLChWFD0Oy5or9NfCSy0LtdVoZsrdw+94FV08PJs4tYcZ4/AY9FzPtJBeJwSF0iVDOGJ4Y5fs+hraYbF5teQeXI1tEUZfNxZPZrZS8pwLA/hz6W6YTnCZqnsIpzRt3S5jjoPiwqI8DbDC9OMtRiGYqqUdwJgPrew4IxhAGIBjp3b3qi79Y6iRpUJ86/n8OLP1TDHzvUAwB/IT6OpnAjHLMbPdg8xs1v0KL1J3XxX/VqJmG60o3QPOqGl/mOvsz4rVYotSzTAvANgJtBULMJiTbfDstkxZnX6TziXXL9xKbNYmBR2FMbbUBNE1zT5ucQABBWKEVQihsTKZ0+o60otPNPdfKokPCGW85kcPLYzsPeeA1F+ED4c+Azdm/FEOML3ud/7IPKa8uEmNtYP589cwrUl/3BDmeeIA3555iO8GTKS+2mqMQ2/Hz0Cyw/UKixqXgn5d+4hK35Gf2hOTfvvAJg1IqLHJIQRQFlPMVYBR9+mcyS1yQ8oDDvB3dnw+QQ0fD6R+5ucANVN98Eu54HieL0NL6dQUiFh/O+6X15CUaGnu7UzpEDpI8HaIy+7WpN9fSNKbi7GGXVPrAt9G3ZyxjIs1pQbMFJPgA291WSw48H9KjBGGUolpUiTpcEgMnD7QK1CgZRmHfAklnLdaI58CrGhHIxPDHxafQWRWA5jzj6Yc48gwC8YZ1e696f90ytQlgtkNsdLH87/FFWGLA8rcFV4Eh4M4RWRGlaHtU83I7fFc2xqMRF/P7voUqKR925w4lfIdKGYcjQQPoH1p78s/C4FKeZUrwDYPLs3anrFQGgBpgA4xwGAJ2Bi7Au0akjP9b8vt0aN+jl1gQYwi2mPSx1oZhsh6/KMjbwiypsS+Le/j6CotAKfv9sG7ZrXNcywmL3sCtYXnoKKhFjW0Riv61SJQo0d/nEqDFjUGrpqO8qL3FKn1JmV7sp/+skOEOU4CzRNG4AecifuYFHV6hGsthroe9zg1qTz+RKbGcGyIkwPbA+rIxyEV57RwfUVzYRMlITCj3xhC6SW6BBzDVpocx0KXu9EiisnzfBYSf1PliI2lxoS1fHtMbJ9KxB2blpYpGlaoWbrD6jSVfzfAfCo6ttYEO8pzDtbMf9RAN5JOOABgHP9/gODlObP/eLREWTfS4X//ZkoEORcdNZBOnpwRDGkzT91E6j1DdvB5hsI8Z0g+L/XFZ+ybyKS4c3b9P3oMA3rm4oCVRy3XqMtEiRbJSid9iHMCamcZmNCei4SamiQNg+enS3gbYH/RAfjUkQwRKUxSF/5J0wiFgnBhXilNT34vU1Scv1q20yM+ug2fMt4oY4IHtdHaJHV1gz/AT9g0+eOHL8OQaFD8we42mO/h4AwPC0Oa/Z29xhocsEEC1ao8gEr75oV0zIAagXARIdjeWgOHofbEeolBlhfK4XdQYJVHH6u14BS3dfighcuADxp5hDEZy5AVqNv0TxX7RUAE/Krn84U01gkt8Kri8mQiPO7wmhN4PUBgo4jf26bsgu68NlcDVIdg8STnoCT9Paz1gwy05+hJIN4GPwXUaqOUsOteTxC5zb4tI6NcHYEFdLJz5y6MJLsXWZ4io3V3pOnN9ePhcr2FHMHxaCqmMZOOEtVSAIGL3ufu1aYlc27dAoaEt2hEKpAqtW0/vwcyOZBPfNaCMzd1Xhnzw1ES9Khk5nxSlYQmheGYFf+f7jfEACcv9gf6bHkUHWfjYQFmrhAcxZgkYgzz147kwybzTNHKQHAKcNfcWnbGuvu4xX7aaR06gWNaAe0edkw7shFgxfXoVbxca92xo4fP/gFc5MuQc0lgec3zdu6ePxVTl23pT4sNk3wxeYWL6NtrTOPNt8R4T853dPcTTQ+RUWIun1T4A/rlKoZ2GWAISIGhsBgqLIKoKoi+5JDsPImybIs3jNPx4uQMlczvzjSDTJBeIHzzChRleL131fhphaYl0k3XyJshcuAbRywlEKs/x3pvnoUfnAeUot7TLTzzUx6K6pHroCp7UFkahRY1zwayWcnIKCQJ8LrcGA/Agv42DVGIoJ8JIP+k3YIADDhXHCT/rmPFAAP4lyg088sZeNEJrz2gxZ3lygAlVOHS1uj/tKAP4YoUGwHFq7Lc3W+PYiB/Q1qnQ0vVCMhN8RlVSTXXEohx+MPFMXCpjJC+o076YuzQl+dHnun8mzg8SNehtSXurXdvVOEu3eL+MOZBU7Hz0agLQRhJmoV5mIuFWWYUFBE2U9JC7ipTV1hiRIsV+yDY/7UKtNtwB0Me+ui2/ImHwp3tMSLDf83V+iiYBsmZIZCFiFHsxXvo3nqYLS9R61ucoUNpoN0Pq+fdgU1Ij3Ud+ZDpKDghzTR+GQFbLXUldTYSoGaL0M8FbwkHIAB1r/x+/8JAG9Yq0CmrQMsxkTciOrskfe7deFt+Fp1HABuG5GIWQeKPPqEXDArlKho2hTaoJdhl/yL+y8L+EbmodErhzn3597XaejLIHsgxAjEKxmTYWEdqTbquCi7dJbClDicNY8oREkeUq9Nc10MYxn0tQSjByZgk/gYrokfuthQ+fAa2ufxrfj9iHx3yjAT1oz7eHF5K507//KsbLEvPo3o6oXQyZlSzT1+epO+MRqz7vHxZpbBCEagSLPXwlhIhVsCgNtxfePZCNJWQ7N8RM9rZy5/MFBmFeth+j4TRRu/ha7NNA8A/I1vCgJE5FxkMGdVFl4U8ulhKh5uhKU6A1KJHRv2mOHXgJ4p9nPTkKgUMO86+asA7F6tweMUKXBiKZhGxYKdm654y2HAnuIkpaJDQ8eVvktdd2XueSIW+Q0sqOJ0Ek4LEi8LOPcS32oGEdliqHTuAEQos3tzh1Z8y/ej2/e/9QaWD8HwDrkY28Oh3KsjnOUnpuFef3fm2McvdmLfJHp/UZwPrBIgobkBi9+kacHKrRX45sFPML1H+pAFK7dBtdtdWUAeE3NongcAnmaOhS1hB+cCzVmAWRNCu7+DSFX9nin5V4DrS+mUvdnyU1T603zMwvRHVkUFapq4h80s11sQntKXu7es1RXk9zjKhXct+ooYmPg1UDdiaMpXbdClPyXkstvsuLWuMdIkDfF1zCyIHPG2GyoMGKanGVDENUrIbzQGY3PEYwswkokxY6PfH3guJxZyO16EReNUu74wwwL/g++DZPtVJE6ALLwn7CwL7fWPAasBqz/ZhB4tadtJMVZpoZlGQLH7mkkp+RVPao47rLnuirQL764Vet5jVfYW+CmKsWFYP6x5ngO7mVeQBqaNQUj6KAz9Xo3E3t4VpOS1Sr++g3P26+j0ZU+uJd4swCXp5Tj+zf7em3d1PSZ5vF8ZZHjBAeBdFW/gq053IXGkGfz+0EtQxz9wAeBxEVHIjsl384iMLGqA0Uenedmu+In89fJNXB/tWEnikgWWIcevNv68HgvvEo9Qp4KZdmO2vwl/d6yF1EeMoSvagbDp52XaOfK7/xaaQteZ8GkUBJPfia4Pwng/CRQSQqbLoqL9PVgvl8L4cTq3XztDAoPEJZgbmAwDF27DC9/OmsUIh0byDcwhYpS8T8NLJXYbelS5exLXPTV2D16LvAg+Nzf5vtP1KjRPo+EfMr9QjHp5DNRWQjZGn5vm3xnGpb+hRJPKAeALC3xQfK8ZWOICzaX19aKkJSRYxAV6ruESxkbycYt1G/TR/WB8lrTXDQDbGV9kBhwkYc9cN064vhW6rDworn+Pcp1GsPE6amOAeW0u4UHwGsFmC2hb9eduUGxLgO/yZviB6ewgoXKODgWzTzQtMa7nZVc39zDKoX97HowtHTFRAN5Nf4GEGsLu5z60vLjHj/iaZnEoUinAHpqGRynUSjao6W2QdEn1+fzeD8hGbEYeugjM8eR3Oc1NuDpWB0loMvZune822f1kZlRM+sFjAagNUjxcMtr7Qc4CvyZUoqqAdw0JivVBcLwvSgP8sCb0CYqiVIjxV0L7wJMEy6q1gRHbexdHnH21ZVXJp4np5Vi31oAtfQfip1eVCC/ahsLId+Br64fLn0yFLsQPtz6iZAmk3Msz4EhqtUeKAuG8IJuutaQLYPR00yXTrWFQIVaNSUdhMGU4DU6XIPSh3N0cCxZPBxhhLPfHvUN7qXnWMVndNV2OTYH8Qx7M7dOUdMPK2CAhC5c7EHj3WO6hLLDvvV7Ia+RgNxRAuRpTOlZUqdHAC3CMMP+JGNNqXNzlh50/kly2vMuWRaZE9PffoFEog/L8QpiMgnx2jg4KaVKOgDi6nmxLc8AKWQv9xJAsaogxu66hlSEfL4LKMSAnAAOfB+HXIho7E9IxC6k/RSJXE+sxb+RWIyYeuVA77fLq4U4AfPlfyIFOfkhJu0iZkfMV5GoVbncbAj/LIVQ8vQXTySK0Ki3grL/C8tsnf2NW9F9g7O5xqnsq2+BCLQV2LX00+HKiFVvbfI425VLBmmchb1iBwA+vO8bbsWky4NKOJfxzCmKbI5TA+YZyFqJRQWASle4OFixgI/FsfxcCRby2WtjWs9UtsCayM7RiQvYCDLqbiDY54S42ZOcjyHxpvmEuwlRi9L1HNnx+396aDITLGIiMX6JG1Ah/Zj1F+xXeyXRYG4uyhHMwvjUPeqkI33RqCLlWg3YHvnCAamDQ2jUemjSfMXL0mbwFx336otn3VfAze3ELI+nYpvi5YoAN575lawx29JmnRel2CjiFu1vgGB3ef1mOtBItrt6tcT3fnigCO5BaKhtkBiOs3DO1Fyc4MYBNBuy/E0+Sv0JejwX4zX2nMH5XGkQSOvYNxg6DWCaDyWzFnu0PYbLStUdGOi14KG5EvQdfWQ6ayi+DUdYi2VaEgTdioCRMXnWLsyEO971DmjgUyXyx8Pc1UKjc8x7W3o/Ao5l8DJ1nZV6usCxGxvhC+1COxO93oxkseOnyVHqj2AYco2uYiwNuVQjlibGQ+3d0bUHm/CMwFzqEU5ZFyXYenLnIcx2P/Wvc78iIaYND2R+iQHMLthpCIsirkEIz2iFkls3+Udg6jgTrt1U+yLH3RL68NbIDPK307QtSoLAZOQAcxIbglxuEkM4TeOlCQlEbHY3a4GFgxQJFo7vCnxvv8A4pCG9/m7P8dr3dmWv529YYnDNlY07ejzR3pMNF2cNF3emJ40yW7GD9dVoPw2wiKBnAX7BzBbIMAlkRnBkko9hOiGY6Y41oL1JF1Aumrjt0WMMwyH1llJmYhMeY3kI7exwe7ZxHU7iQwr2b4AU5xTdgZEQYE9PvX6eGkKRpuikKY62eytD1rC8OMjwwNubTcJAgG4M2gjQhdR9kjK5A6PKm9vLUntxJRQBw9uUpsKuWeADg1eqHrp+Pn+0e9lV0ZbaL2G/HOQPkwVSRGnR+NfwdChrXjx0oaPXHgajyrQZznjDTu88TMq6mJSzYWtqnwnnkdcxZFhUhVhQ0sIE7JgVjzd3PfaYxokKrrszIICFNAoVJAISdgrNThhcoUUTdAelAR5sEbWZzA4Bec9E0ugrzx3gJiWOB2qAiXBxLY/SdpVo/EL+8QuXK3AYqV7qdbUt4t9zp+Z/D8EZ3QC8BVFYot9cFwCxiDs1HDscCzQvQc2rboSRhOXRvj1yeff7M5wQAkxjgON/60+cdnwwYHAbsxw3+g9zoPZCbQtHz+m76tsSlPOQR9FFUwUKKyuCP1c9CoaignhDZQ7aipsEjpN6LxL5dHb0rmxzrYem2/giKINwPwNOUa6i8MR5jEtfBThgyGGBCrRk/VpGcr4D0aQRkWYQ1vc7BUmffqGQqsSpoNQyMAemxiTjbtid8s69DdusXTvby6bIaIokK5ppMGO9/j8YxzbDja8ow7yySdc8gvuhuyX9Rex0Xir7zlLlZFmn93kd5bCuunWR+vV94Ht21D7F+dDv8VqWBvpyEV9GiyeqP8DtT/2s6JPsXmTje9jqaD6MeIuHj98NaVsM93zqtO6qGNoCx1oztk/96b8+e/mslD36V+lqrOQBcJOuDXgm8V9d3e/tAk3jXBYC7dPSEWa8dn4L4Au+enuSt8grKsWH7MTRtFIgFH1KPRb6wMFlssP21GEmXCbuJOznv8cZapMSZ0PmDRojtHILyIhba6vozttSp3LFq+avCc6pi90cYHlmF5OAq2FQGlCfdR96r9xBc4JB3GQYS1oTVweGoFBPuI04idwPC3LiIv4eICUIeyQssoSC0TU0O/K3e+abIb0723I5HiTfdmts4XYvul3mS5lfHz0OEgAgr1ycRD2ZeAdPsJMwH5uPyLF9oryYDTqWON9OaEwD/zfyDNv6egryzBd4AcJlyMiqUHAktV0Zf2QD2eRn8U5YiX+se8E725kC5GbO6bMNV6QnHxglYVX7QJ3bhcItm3EtoW3Yb48u/rONiTFfi2J5XkKFpwWGkRhYJoppcRcXEuYiv1eHlFyW4F6yGUSzCa9nEhU8gIroO7Do9wAJ/No1Fjq8Pnsw7DQsHvID3up6CSkXzVwq4DrmNI0OWj/xOBkwZesstzoXkAt47r4ojHjl48m+3Y4c8PnrST3gucG1x9lnuN8TCJJg0vFIV2+NqkVPIxwgSd4Ogzq2Qp2bxU2QWjJFBaCZSIi/rKWw1jk16QCu3NEhFEWcWx9fmdXv9fDXHAj188XJUSH6HX+19ZDf8FlX+PVA0YjCMGiVufMYLDHvuVCK9mLKucUu6jrxFhSIWliJC3uI9ZcyPg1cjydoPZZ2psNrohBIyPc/4SF67PNGMongxKh5WIjvFEStKbvamvyDXyeCL7CiRVOFu0BM8sj+FVW+BEjK8ahiAaLvTbc4BlBnApJBh3YLXwApiWEhVZrsWr1SXYKwXMiyxXYt2up4oL5Bg/pCYOvEKLIrfnYMRvQKhrapGTTkfnO8cVyEAtn6XDRASAUEhbtBvXLmDZGMBCgPLMCAnkAPAu8pmo9wag0ZD0vDP/BYoU3kKZRKbBWPOXjHPPr7kS0gknG/N/wqAv82YCpNvEO72Hgsf0zGU3D4Ly40qtC7zZNnc9tc5fFBErPfCwWexsCAJZVYK7mdejUb7bdVIafgFfOq4YKtfS4WquzBkggrVcZcuQF5LNjKnUoMFFAwksyIAqUAD7XqswzLBsihfb4V/HrGAeQKAjkXzEZiUxVVLCLFmHO3icahy83bGKvRpX4bPMux4QIC1o3wQCYwMZSAyDwZjHYVPWmdh9EstAMaTIIdktqlqdxjaIT9yyrpvO8ZDK5O6pUMaSABwnZLcpiH8l/2I25puaDmvFnLW6cLjfqPTBfqTikZaueXR+lsZVkw4b0TtAirUOJAnwFcAACAASURBVAtTaEPAdCOGdpDg1P1St/hfe6gI9tEUALe9HQe5F0UP+Y6MQmGsD65sDgb0QMjsLNT0c3/n9ndLsOA7H7BsMESip5DKtkAWYIWuQUtkPKtEeTlR1NHx1EqDsC9pFcwSX7BfdcDLZxvj/Q0DPfrC7YKbiYjlPE92axpA1qgWHy/aDrGYLHy6OZaeTELWMl5Z9+8VO761s1jXG9h3KAih/QsQ9e5SvLV5A59u6QQ9jNNa0ThgxdV+UIgGu6q2VKXClEEUGlQRVrk1BrZ60uCM3XwFCUXxOHruVRQmXoOtiB9j8tvQzLYImQ12puZ3k9/DAMXunXJkWwbjbkg36GXuqS9It7QofQB/UxUHgB9m+OBBGZkBnnuyyccXlUlJqAl1pDzzXCKu90kevwUydS0CKwLQ5nFrxNrl6IBo/F1xDJvKaWydewxwHbDkNDkJOj+aFaGnVQzZ/2AJFkGKDqBx1X8wh5Eidrr+OtlmWYglIkQ349PKDLC0wkLLUFQ8uYq86zt5Fre67+k4Q1+J9Z6FQjhfnNNutDkYMyyeKWyuszIsZqjiiFRrKrrOEWH9Vxbo4FpEflmNgirqwmleeQtZp7+EXbUcLCErPJcCNkCN4OFdsdCXervpjDZMWfjEbToXX53jGos/VwdB0ysTVRfaoJ18Zr3TftGbgcCIW2CWEvJNz0lgmGev1zokHHfygNwGFlRGUEWhM96bXJeyYrQLbQV9TQ5yzDWosVvo6ncYHjj3T5ZF49syyI3UUim0v7i5WpNB8AcUnwtkA6FoPv4DhDyOwapJt70bC+DJBq01dcGa0W9wRFjUBZruTVPml+Mlnx6cC/TG8r9g3h4H244EMK0qoFhEQjichd4ffmgu8u38+U6uLqzuhuexC+E/+bWTd44eHxgbFgW/5n3qBcDkN/uH06Egr2pnrDjTvT8GXOa5Nch1i28xtIknXS1oUcXgy3t89oa0976FTWHE3xu7IicrlHqeOYZXmLVEIhVh3UkaO2u1WnH3+Dpsrs3GgSDiEs1AbbfjUYEOUqJYLlNAfSuZPtPtYHHIWnVmWaWoCj8GL+GuGt9rjkm/j8Yy4xxclJAsD4OhbDCKG3fjsz9gKb6KC6sfQq3iFa/G3HJoZjt5P2jlWksx9uVMdigC+EaQeooTu+BJT55kde6LQ0g25GPNuC7429QUVS+2uFoY9GgUgh+N4UZ6xjXvnn3k5gfvHIJtlgaBcUGQVBjhP26Xqw5xz0QUf0U9KzaN27Dp4K6hb4lvLRbJGAsHgEXqrkiK4D2kVuzpDVnSvX8FwJ9tXFHvWiVf5BWWYsO243h9YCOMHNjAofDjDUE3U0vQZtc6JOSSc9EBMh0erqu7VaLc14axf3XjZJ28DCvsAsD3rw8mq6LjG263MCnbXGvFWqtB1d5p+KxDKmcJfrTzIlYFazF3p5NUj67rvwL9kCfx9dhpnCYjH9E7kIm6onCmL1gVXeMkBjhR792TiXx/qN8fyIzjU2+Sutre0aLtHR4PDR43D3FGPm7//5H2FXBSVe/7z/TMdnewxS61dEqXoIiCICkqISigGIQgCqIgKigtiEoISkgo0g3SvcuysF1s1+xOx/1/zj33zp27O6t+f//jR92ZuXH6vM8bz1vg3hzZf9RAV7EKmQ/WInugHMYUyqfBl0a7oRgA8wRYjVXGBADPiP0DfYOEAP18r80wyrnFQ1ygU/5AWcp9GC5tQL1FTNRCKtAjoBK9Wv+ARwohNsAUHAtzCNV6+3cZhpGhq9C1YK+T4Ep2DAZ6hSd6D6VCuodNih5mJYqXvoDRJaloxSaxlkAvk+KjoLV4f2GKqNHRs78XKYmd1fEkcHxppySoTo1B5w0z0L5ShmIPG6wvXEVdS+JCIxb+06xZKOsHzBh2m9N4srs+O2n2L6yGyY3BkbO/wm4TYh3IrzEtryCjD41ddi4p374AH61XI0sRueZ2cD1OVgsaD29bMUL6tcNRhQ6n4kpYAJyo1qDswSNYjTUUrI7sisBLFmSH2RFzMm/29YmZPaKNBeN4ADxg1XqYLGtYAJyR+C3qPdrj9PuzkFBVjGvvCwD461Ol1KLDFfqXAFg4RTus/wCAfxj1KUKv9MbTqTTlUssDTkoR7lHpL+hgqfBCxvmrqC/nFRfOPeRs0WVwK+QJ9vUQu0UqqgCPdEBeJ8ELhgFItHFuw+yw0EV6YVgHPOiZ4LAVkJ9sYDCrogDdzK7j+brUdWABMJ8T2LlWtYmdMHThK+xXjdIhMUBgx3z4BlKWEeuafCBHrFySzYzAvKwMBBbmITu4GK0r3DE5LQxn6vvhcd2ofwbAdiv63/rbtuq3Lz8kAJikQLp1WUjx4FxPvacnLr1KDxCS/3dRznswufvhQde+sPn8Cd3xdEjueqNlNY3r5AvJ/5vx2xn0fPKZA3gQUCKTqPB2vjcrzNilNvy6sQUkqU/xMJq6uTuXgAXnIA/QOa1lO0t65Z+RIXKVJfNKNjUQkmgyDk57j+OAF9ZgdZ0X9i/rjtdVW0VC3O36BLyaPQeRPa84lvcb59ojrFYg0uElhvLeJzFmxiXsL2OwyQn3jw0CpoVJIbFHQmpciqUtC9B/MFGBNY5xt5rtqB94ALoeP8Eur8Xe5kG4HeiFbns/hsxCLUZ9d/wEVb3gwUG+G+zWA5m/LkJRWPt/BMApQ6LwOKHDp7Mrm2nVlqxvCQB+4y8jtCvFAFh23wrv5Sa0iJDgSbHYdZnxl8DGuUB3vx7LjgNnIKDD5ORFeqeZHzI3CX21tt9CHBzSG6UBfkh+lIWx+yzQ1AiEJErFt6iSFCHNFuoQXMghZYccu1tth0nmAeaZnxAbvxOr5052OHW4pC522lroNkOPTpJD/ofAFgiLLMObH++H2s2MkgOtUbijw/8cA0ye+UdvBhuOBMIvzoZmn7+PSTuFdB1emXposxgYVVZsmHsBitvJcLcIOS3tlnro733oOA6qfwyHVSMW2Pm5P+HwHUQ9CaYAOOZv2CoE5RdpmW9gZ0RN0DPvVPxq1qR5qg4dUrAA+F5AD+hUTvOVWw1tyigAjm97CX/dk6OabCXOinbuxcQFuqxNH+j9acygy0IEKJkVbaf/wP4cXRiF+Nw4vGj3h1Xqi6lZ81BsI2l4OAGM2z/ZrZR7Z2O8yWCAVYFIp3CZ/xIR3BUkFIq2ZZliM55KGqdgDE4IduQFVkKO8/r57C0PtnH3NgXySVhEaG+UysmeIlgWKUgTeoYHYh3snthkbOzCmg0Z3oHABm+tK4JV++RfATDjY0DQokoHAK4/sAeFW7fA5r4BTDoDye2HsLtpMGJCMgYqqRtnldaK2csFxmZzbRaqH1JCkchQC754pxU8nr+B7C3jMCiZrEUnbTnXJF2NFKtn+cA+9xik089RSz4nw/DNNi4mgnTDe+lnBzszI0FlkBVFzQl3BX0GnQMMwuQazPdpDXep3KkGDL6tSUOqpRZS4hTLKVDkRgYtbhGPD947ixsLp0HgBWXNMtfpkOy7u0LyyWj8PPMSVCpZg7lP633txR2oDKd5TEkxWBKx78svkX8xE2VRHuDFUd/X9kDuJViebCk+MH/crlEMMN9r7kfnQuvkpUPquqF6MO5ErEfQ9Ha3rh462ikyMhq+bZ5tkgTLZrHj8CjiKExHwqgsw/X2b6PPdRo3yhebkqZAYpeEXYIP666hdcY0KOp9oA8sQMbY79mx2PDtQFSUezZhlADCoj3w+c90D7jzZy622w7iT3UrWCVydhTnaM1YoDWx/eh2nBBGygQxlzc8cOuygfjLPnOL9xZkqXLw7sC/Ua1biPATQ9BB1R3wSYBb8nz2uTZ9EQx3PsGWufvQKdHJVZ+EnEwUSPz4tu/MJBoCbkY3SLt1cfJ6krSHvvvJj3BnLPhriB8+956AqmzSJ7TwTNDk7/f+AQDffusgpLP8WADsfb4Aii8FRYQiOhDFm2ns9NGlf17buqxzF9nNZVKl1NokAJaHPcaMoJ244wXMShJvSBHF8Rh9VCBQFA0496Gishbrfj6EhdM7ITmpMXfJ9kPp+Dz9JxjTxWcDuf2L/hVIeDkcbUbSsKG8xzaRosnN5IuAulioLB6o9ihAhSdNHdUQ+DrXy3LzEJQM8fpjULb9Y7Tyr8FLCbmoySnB6aOXIdFK0DmngMoTDHDNU4IzbsGOqcLtJNyuS/yDe8BD/hpK3nKHLYB6hBA36J7V6U16Mfw45nNoPaniid8fIguMePYEza9M9pf+k9cgqVbwmKhSBuOJMQ5V+9767wC494WrY9I88n87oDiBBA+xlUroFAYz7wXivUSxC7Rz/C+5dl7KHyhPuQrtxW0wkKCLBmV6XA6kzZajSCq4/fHxv+4rW0OzLwaL3J6Dp453OeFWBMNga/P52JT0MduprU0KBIZkwf3NcXjjEW9hkqBIHgHrd4KQ1vD9LBBmixjUEmbout3r0fK4kAfXprDg8Se/O4vj7OosNBYhe7ABY9+4Du9ysnFwQBcMzkypQ2msFYdP/dpIGxLkU46n4zY6BpOvW9rXI+GldxUXC9wNrMLxWiMVCCWAB6oR0bsF9sqLcC2yHoaYYLQzaVBkr4UxIw0KiSdsY9shdlct7rQB2v6c+t7xtyq7tFAXjBt2oYq1AI/87EvUMJ9DZS5DeosfYHBLwO+LF6BjYQZrASYTukRrwdYrVJj+ByMC2xZrZSeg3rV7x+ZuK5B0SIG8BfMhc4tB9EWNCN/oVDa8P7ICo/NCUfz7ERC21UYdzruyk5QlEguW9dgOi5OR13mM1XmAV7oEow3PIcrGMe5xDSApkjYvGSmaEmShDqsqwBhXLplES2Vaj/oru7DmTcoc6dC+EUtAQCj6raaB+qWP0mBVEJY7hzoW0qQcxHPKJ+u6AiBT7EYsmxWJtRWFcL+ThVtR+YirUWPmg0j8aRyAguqRLAA++3FLlLk3bqzCZkbPB5fta3d8NYGkQaqtckfKLSfXSd6sQSzs4WG49RJJfA80MzzBlKJVMHoG4nKXjnALOAZLQTVkW8MQr/1d1DdFocUI+PIWgoqJG51Q3KQtMb/QhgprDdSRFmz9qjPSn4SBceshCCakY9UWhHx2CpALgFZisyLh2F/iZclpMuVLIkRU+Q0ucny886QFFm19H7GSLHwt+xBKuRFPq1pj772PsCWwFpE9/nYAu86Z4RiYEufYiPmYqQr/EryydiPqbAxGppBEAHTcXg9l8GqwFBLGDVLDBqyLL0bCa3vhUbGk4ZYBg84K89BDqOu5GYxM74gD7nR8MlQc/0GnKyfgf08cx9JD2Q7pn/8KXV8fJC/WNmkBvjMoCdmJrd6bXRUJHgBP26BHzWYNGB9BUNSsMUJzxYbmYRJklTYAwGFS2EZS5U6PK3Gwc9uVc9/ygPhelTcyb9AUWP00l/Gp93rREJhN78JuI+kO6KaglG/GbVTDyIa/CKD1fNQcBFtJfl8DMgadwpS7drRMFyxrjFSB+vD2sGgIqJBiTfRMLL44DnITp9klQ2Hn5owEuKv2w3WyBiQSROjN6Fxjdh2eIp4w4k/cekiPs2POnUC4yb2QsOtDDDk2GSFldO9q1caGh99QJdXWt69AVxkN94o3HQe03VQDfYqg5Kn9LhTmoMZnHGsh2nMD5vxwFgCXdb4Bc7qw9sk+HtC6O+ImVjCT7v9ukF/3cTt7Ro5s22Ck+HdDrdrJcZiL6yQA2NtYjU4972DbRQt0hJ6YEwLY4eDABLEAl7fqCb0fB4BdgGRyvcavAomvENZSILQkFC0yk/CSLRBWqTeGPpkEKUdo4uwizANi3rLHg0ryil5WGRIYGadrFOeC/adh6YgZkIO6w9/EI/ykoC7mvNcR+dvNR4PAaH8HBCNs0KGMD1J/mQe7jQjx/Fzh9l6nz+t8WuC0Z2SjKtBLxGzWzgDY2RnhMeT4AALZkM2ig6Xsxr8CYPgYETKrAPnMQnZ3qT2zB09XbYZd8wVQEQ3m1BUg0A+fjgpCIJchgtRq/II0B5uvsfwetBk0hWKArxXr1odA1SYTl15diUlvhfPZTUTty7qvxh/fyaDdvRnS9g0V+ICt2A4zcUxpYJGlPcKJrsSFXG3H445c5gqOJ4H8PEATjHGeYjd9PpZQb7dgSfUDVNvpfeRprMKnGIjOIqFPjaUJh48dAyim2CGP4fc2J0vgo1DghQ+wbPRFxEU2XnPkRZde2QxtICXvO3NIgatnA5H/KBpqXSRk8X1g5CxP3iOPQhFOOAhocQWAnWOQg47NRbFTGjMSf7u/YjhORaxGh5kx1388dLNrQrAvgjuOaJIEq67chJNTScZpWrQej/Ew4Rt0v0uVUHyxuJeijrMAy+uD8Lb7QbTMGAOPolhR+qMVS56HxaIQuEc40EqPUgYjJrfA8FcToKuvxZHF5djR5xRSNUkOAJ5dWAc3BriVWoo+hQJRlqgy3DMnf38SP83gPCm47wgA9u5uxMjhzZB/9UuorhzF1tJd+Em9D17dyeSifpPaS5Ox59OTIjZo8g7F+seQXq0Qyc77it+GUS+4FjvXJXPcYhRpQtmvqAX4Kc48E4rPEuehJIWkdaJFU94SUReIwh4YvckbEe2EzBfOz7u38C8wEzxcAmB5hB9KtlKPxbOrTt5fO79lS9nV5Qq10oantkCYvfuheYjYAuwZnIrXQn9jJ3yvDnLYFALhqTMApqRwdBbQ/9IN+mlJJbbs+gtrP+6NQF8u3IJXREgYvLn4NM57n4AhxUu0hq5E63Eq0YABn7SBfxzxHJIg/zF5N3260uKOdrkj+K2a/b9eWYWUUY1DoURjT5Rxd2/Dz/wY5Ts+hrfSglkdUmE3W3Ht6/04FLQOM2+OISYQdqTTNRIc8CJeoK7QAmmjJ3zl36D0DTdYI+ScHA10rc2ExmYSbwuc4nWvUwwwL1d71Fsx5jeeoFOCXpPXo3UNR9ZI9liFH9LUyajeOgVPUr5D7gDlv1uAScP9b/7G3PP7i7hnN1lGXg/GV8l7RTHAOd77YJHx7q8SzLyzD5b0y6i4sBdGF+52X7V9iFqfZUghTCFEzpHJoEvqCUaugO8r/SDP9sQKpmvjbmQY9BuSjzoFzfnbzqSAR6ej6NtlDjqUU999UvLWcTFdTTcD0bM2czGmwkUmiQQ5a68iIEccy5o7+Sz0MTRNDV+qzTV4MKCCAuAKuUgb+bCXHvefNeLwyV9dauesby9pFIZ9cutAtChy7UL8IKgKR6qNjmdJ7BYk9AnHb+oHyNBVoHhwR7y1Fzg4XgPdnatwl4UhpGU0JPd1uBupRfLB/PeOjagb1D0677mAnCr8skqHkctWQm96lz1k73Y8z/b1/sULkFyVizvTKRmKI/6XEyZcEn1wAfTWmtaw17RzkI3w3ubkwd+3WYlWfxhhjIpG5aS5iLgfIgJJ18P0ePX5YoxKUyNpz10h9tfV+DEMtrkdRFa7SpjpXuiytPjoVRj77sdr9aOgkfCxhnR+bP5kBAxuSsf8It966XOxvsa1AsLPcgbq+wuxfCwV4J1j1GwaD/Te/CkrgJU+SoVNJXZd9G6bj+AQagG2HSgDc6FG2B8YBtIRQUhrIcGPJ6/D4JPrAMA/KHvDkjcGke0KcHNDEApdCHBqqwHdUq5Z1+/6ZhCJASYA+MHNWJdubc4s0DwA1vtG4lzrUHhH/g3z1VIojsQjoa4BAA4vwTMfpaK6nqZr4Iu/bChWluhw3/AY6o7V2PpBX+Q8DoHBvZdozrPpj96+ypEbkaFloKyrQ7NL58XkdCxYlkK+iI9Bon5iNpsdoT1pYnhSCi+MgMHigUU/zEFWMY2/7HeFQZC0GHUGMiEY/B5QDEmfC5ASd1mS11CnxqxTXRrNkzL/EoxdS6XAGY/tyOC8d1clSNDOg7xfBpnhB+yKKgez7iqanXutkQeJod6Kav97kL6zAhZViUsA3OPiaXimil0auyjbIPuVVGinVSPmGwMCTa6ZTXkAPLfUTNhSzhEL8LQNOtSud4M9UADAXrP0kJUzSGwSAFPrS/frcU1qs8iaPZYVBl0G9dp502MXxnsIfU++MxsWwQ5OqcQwkCnX4hojHPTkGuIhcKjFDnSqfMKuMVv4Y8y8T1Mq8IuuOnYA7Eo1C3LXRgux6QuvT4NKy5vjhYOIvOGHAJoDM8BsR68KIxf/3/Qe0OgXznRZGGbH1HRCXiVH7/1b0PFUL0QWtGcvb9XNjodLqbV+z8Q7eKpRwzN7rsNwZTNXwpCyyPHomvf9Ye7k5spAgpnHUtD6rAlbwl5HXXIhqrcIgp0iSAGv2I5o/1KR7Zm7x8ubZ2hCjv8aiMfqFrjvPYRlgG5om2tNLMDGGgx7sQQrDuY6ADBfGd6ax8YAR8aiLogIPU0f5gGtUhDRm8Y7hpWEIikrEd1tPigyVmJ+AeWqEMXjOoElwfOZ1pJklZ5gVtDxJUzQDMMShbIcMf9QBzXji7bgaHEZ4ImkAKvlbEpz0bsVbgqEJdANnzxyvXEiGwf8+MAymLREiG56Hvzu0Qw7fDmljYvLHHpCBvBiZDhlaCNcxc3ZFCjwEfHPdSokDvjf0iAhvA4RL2Uhx4cqEKsu7Ufpik1g5F1gr53tyAO87mUfUTc5xwDXZOyHqfw2ez+xAK/4Mgpu7R/hzITVmDIjCDLiwyoqEmz7LADaPB1qdvwMSUdxWh9yqeWKHbajwtg0ZGqmSg8gpYsRdoWYsfdVjxj04YBIw+7kQXCF3YgFlXedrO7siKLNZaVjLZExY8k1JUKsInmv/DlA0aOxVwVT5Aum90K83+83dO4gdmnk63Fp9PcsAC4tkuCtoeLxCk58G/CnihACgJXhJQ7vPbtODtP4XoCbBWo2Bljsu9Dn4gqcrRLCeNSe3tiZ2xdnY9ZixJu+F977IbVPm1gZQntNbhIA1+RbcWaWnNpKGKDC7xryww+gY+pXtPrcXDO7laK+OXWBVhp88bb5OJJKX4bH01hkjRDy/xIAbDYrXMiYFGC9ubAlug+Mw7H9f0H7dyKWDcqBVkbiRyWIsNpxq7geRpsFuZcU6Gjq2NiRgJtWBPzyxQGCYcd3bVdg2rSO0GiUKLuwAgXK95Hwy1C0V3WHussKyFSBrDJM//A7rJ7wPvpwHD/8s+Q7cyA7ISbcPV/1HQqqzjZapWRe5I5djHx3evbwAPjv5Fgs7DS7SQA8cYcPAhMae6GSZ6RtvYi6tiaEtAhtZAFuCIDXLEhqZr/wlbeXO1Xq5HmMRkKI4BK/+vd+aBF6GgOCqFwzKNYXukCBS4kA4FFH324QG8s3k66avIJS7PvzDLZ83p8lKGtY5n99BX8E7EX9BX8n0lDgu141qHGz4cV1naD2Iuc8g/zHAvtzTGkPBNY15ue5Pl58bjd6If/Fjd2o3D8L/nYV3mxLSatOb3qA88y7GPPwTXhbKBitkcqwPpAyVwurx/kUU8FXvgaVr2hgSCQnBi18HHDD84781tAFmn22zY7JPwtu012m/YSOlcKcsUrluBEwBDXrxiC1cB6edmj23wBw5Jlt1hvNTtPo+CZKjwsR2NFlF7r65jsOnSd+NOkwX4Ze+h6JhTfx5Iw48J3/fd8ztxBZ+yaOegfjgXsk6qNjYPOm4C+g4wtoyZzHJAlxoWiwsUsk+LDTLpwPGcbuFcn6HDBLP8Cc7LvwNQu5e/PWzWiy/vwPghVYuJQc2EWfPoFGK944zd71yPxQzMpntBhwrX8Rhs27gohHYjKX7PZGXHtZ/z8B4F+390fPHJJqp0HVyUbpY8OPuqewS6nbgMxuRnzfSGTIKrEn9xyKXhuId7cDe6YIADgmOgrGTD3uueWjzUXteyem1rw+3LuorTWzArtW6SkANs5m33e/IyUP2//xfLTSPXWkQbqQUY+LmXWUxp0THkVuY+xEp7u2taYNmFoh1xx5Hq9JPqBcgcB0CxVoNIGQDBQnR397YDFON9Pj9VMmRFwmNPgOHxheRe3olBJpOXa5HUZ1JwYWwSMNvSPW4mLhO+x1ng9iEPnbAHj5VqKszSlM049lk3zzO/zplzsjrYugvSYtsFqK8UOFBB6N8qMykDNadKjvh5ntY1zGkj6zgx5g5Y9SYGkQu6cJqEdkR6o8sR+vZP91FAKAhwZA28cTc3+/CZk3jXVYfTEBWS38cOLssn8EwCQPcNfU65b1u74ZzEgl54pyA5HzmEvX1GAaFSUmIaX/AHZpt9dexcjSbdCGJuF8MwZ+cQ9g2JkHr4fDEF0vzheZ1aoQE6a74ZF+qKPtZFxbqfbjpez50NrqEdtHg2XTE5GS0wpypRAKQarg3jcTnsPShX5jGLg9LUXE3evcXBcmfOVLQQjuwB9WEgR1O+RyHXfszYFFbnuIyWfQgkwbwt5vZ5Dhpsf9gUch15gdy2nu4Z5QNBhbrUqHl376kp1jn2Tb8TfneTk3ChjCUvUzkOnX40C4CVW//Y2k34UYJL5ixAW6xJ4O9eKVMKiolXf+M/FIujAB/oW0L1pfvoDwB0IcC/nOAxp4vWJD5fRKhK61IMIgsDY7N7oxALbgzQ0GVO4hyeq5KyWA/xga/vFPFmA3vQJtUwXSJlede/LvUNRqqTV3gfdGDNGIwwxM+i/BSDgXLLsVRs08pFjDBS2+hIFZqsHNyK8QpS9n+9/bKxvjsgghIXmqBFaVF2pjKOv92sjGbmFLzoyAxGrmYvXp/kL+uzmA9qfGxmBIKWdN/QfgI2ofD76JoiqIwWuZlAl74v4NYO5HofNtGgPVfjCDux/QZ7NM0D5G+FwTx27V3xLOF93LXtC/7ET06MRNMiGvCs+sz8av/UeixLMelcQDhCuqCBU8WrVDjwEFFvvuR3fGSyu7EgCc7dkMZ/1oOpSGpWvB31DAhjGj67D4tzTUm12n6jN6e6MmNo7GADfVPwzQciKN/yUlJr8ZYgti0M7ugxvVt7GlXGBYdhWzydeNd5UNs0rwIdug5gAAIABJREFULKNkvXf4/J3ESsbv5a5ZkhlIGRm6SIU0PgVMKb5QbHeQFbEzhjt0opJ5Ky6DyebemGrtjYw/voKhmlMscMRrzveQv++o/LE0iLL+NlV4UcMTMpzWOwFgpxuGQRxP+F8AsCS2FkHPPkSB77dsV5SUfouayUdglyeDqZ3ryAO8fhSn8ODmjzMA1uYchf4pXYedko2Y/yMDmdqEfR2OYN7aWsgaGEMtJglWTAmHXFoP64OPIVELshHfHPOfdthvUOZ7tr94WxSnuSafLXI70rqSPZSzU3G/bQ0krqxNTSxe8JZgatkVx2V8KpiW15VQWIQUSc7jwXsayPoxUPR3EQdsl4Dp9BkmN9+HQb0ThPAZp4ek9TyOnOQb+PMXJX7+SqzQ9grpD00sJcTiATB/K+kH46g+gNIGze6/G02TAZe/wskKmvuZFDcff2zP6onzcevx4lTvC6N3VHceGlbiFtt/DrwUrvPPVudZce4dwfJVFHIM1d730PrJR6L36cJuwBREgYba7I53qs+hVc5bkBnd8WgSzf9LytdfDIVBr2pgAaYeDcR5Ztu5F9jr9m7fCeZ+dywYmA8bm9+UwfQ6Cz6rMSG9tghut+PQwtzSSTEvbr4rAJyedAORs6qh0dDzuj7zPDKrYhG77XW8onwVBV2nQK4meywDa80jvBYLTB8upDIi90hPFUOxXehT8t2j6sO4VfmjgwmaNI5f/2Uj38cjHxqeML34HHprH+NJggrT+63H07tvO+ayQheMuGNUxpxx3B8ab9chKhatCXceX/xvAPijFgrDuTUtAz1otoZ8j1GID6FuuKQQAJwcehy9Ay+zCp1n5c2g7UBd8cncb5PeHQP/pmliXRcGOfmlyMlJwVvjOTmas4LyA7Pqx7vY+9xXqPwxCqZMwdCydHAl2/aXNnSByoMy1BVk2Fj3eVLaZb8Mpd2J2Z47C/8zACaK7z8vgzk7BrM7pMFmNOOnjXLkagZgcPZKxNSSdU7f9UUQ8VTk9osGuwQJjPKVb0F9FyW0g9V8VCJiDGVoxjPDNeicax1O4Gp7IR6e/3nKViFmre2M39Cl/ATkXMYCo1SDOwEDWAB8r3IGylok/zcAHHtsq+nvxAuNmV6cKuUAwE55gDP8znAM0ICZseHlkxvQqeoYrp8RC338YwgATqiZhocnglDNJMPsLkVONx9k9POHZ98RGIgfMJD5obHmmGGwJfEjbGn+EZS2KkQaTkPz3Q949XE+4mtpyqP/Yv0l9XAFgMn3xQvyoWgYC8oAact+dfi6E9InMsgXemVi4OLLiLtLchJxBwIDPG1uxPnX9Pjj1K8CQQEnrJLLPKYtQ41cLLzc/WYkAuqdJimP1wgroILBVtsD1MnpAextKUHIgLYwwopvCg79NwD8VtWM4W7FiSwAXm1gXaANJgoY73U8z/6fWIBb1Rc5APCJNC1u5OlckFbQyjmsAwTcaRNhr6ZphpwLGxsgmwtrlicf2AHJC/sFkCsBmk/NYo/ht//Uw/+2EL8jfhDpcgZXFHdxRXUHpYNpjAP5h4BfvpzPnw2wJFcMfC+poTSY0dqciGfNvRwa1vVfjAYjE2+KxAF2dFUehrP5gBsf7iQO+G0CgEWF9sMzO75mvy1LJy7Q4hQabr4GRHShWk57oQn2b8Ttk44LgbSrF8bsuYoQZQobI/nFlTh4dHXH14e//h8AsPRcfmYw8rNdexHcGfIcymNp/ZPq72F8yUbUhbTArWgVlPHXYTpSDP9LUxCi+0B0EN58/hHeGxyCFCNxkaKkRGT+F5oXYWUJjZ1s3S4KC3tW4UnIRFhUEQ4XcaLV9H/7KpTxYnIwVWkVom9ySjNunlerVJAtCIOfnGpYg7qRnMOuS8dWJwH/9o7xDKwEuqTyxBBAvcyGPwf9CY2Xjop3DDD/cE/ISN3J2PLDywD9dy9mx3t7CYMdJXSRTgoBXguh80NqmokFLfzRfMNBJB6kblUNS2ngZUjeWAOjsgi3g7ywLyEYkQ8GICqlP3tp3K1biL8hjq0m30eNUqP0rfL/BIDfqQjWqGz5y29l2vDmBj0LgB3NYAD/sTSeLToIKKyscsT2scJQkgz2gSqElHghJj+w0Z4kgBTg7iNfZObS1Dmve+zD6x5ijwCTYSUYhjt8JWZUKj9Ftr0B0QjDICPkc2jsZvY5Bt9KvJP9FFIb7X99QHMYAuKxNlKw/Dr36SdnR0FmowGu1EBEW7qJA8CkAS+WVEPGUG33Pyls2RudwC+5tjTQzgFgBiP3fYPyGiNePkAJXZ5/m8FfL+rZWzZ+cAFGN+s/AmDFFH88HeDac2SqRo0Osy5j38CXUOiubxIAa39L2/9JVPG4n7+MQJ53M5z2dQ2AexZQEEQA8JztKU0SGNmkUpQnt4M2ZIzI6u7oY64/2r1Fc42T/owpjEFsfgxa2r1wsOQwTtdRKxgfq900jqbcDDF2Kfra5GxqFpoTl0uvQwjC7Ax6XTiAy/1o7lV+SFgpXSpBHDMIgRJBcfaO/GuYnZcpl17JkQ6JARZZXsDz1rZI+30prHWcUrGhdpa8iCi15W54O9R1mkHneUfOqg52D5cxwOS6/ysA9h52D+WeJH4RKC1pGgA718UZANfnn4au8Az7c89OBrz/EyVT2xV/Hh9vLwTRi/NTnPxlMkqxcioJ1zFCkvlhY5ALBuYfGdg57NGUZ5fO047sZKsQP8xpCdYGdIZGSuNI+fLOiDCsOUiEUt6aa8eUsmsOLwLewhzxRA7/chIz3MC4wZFrkecRACzvT/cK5+vYz2+9jtF1MozoIYAP50n1pMsFZHS+gN82qrH3ezGnh2dof7jFUACsCCuBz8vEBC4U89pEIEwP5ShxDnVyResH7+J+Nt3PSGkIgEf+bkoY5pMdljRgAdQyMfErf09llhXn3yP9Rufl+a7EQ8OOvtfEZ111q71gFDQMQ2KXYUWGFhHF1EU5f8B+VLcklnUCgJ+DXqdsvP2RZSW34YdTL7Hv2rV9I+T3BmPeEJJzlcZTTK8347NaIy48TYM0MwBDDEO5zBtOHeLCAkx+/WlnG9gni/NUm3P0SM1VIX7/IHwn34D9vbpDIqeGIbupHhNC8jBjOA0V4+eq/EABZL+TGFIn67etHnuyx7mU/aWvvoOzyiS2/gNNDzE59xLKY0sx8aWHyLk8WKSoSfz9d/ax/xQDTOpy/eap/wSAv1vQAsbza9pSAAyYw4fCQ8OHijJY9PNw9EvcxwFgCRqyQE84+CGCqjjPKdGsEz4Ul1WjouwRJcCioy8ajP3Hs7CqB/XEsxSocGjXcuR4d8WTyJfZtg/4tDX8Y6kLdHmRDYZ6KsN0zpjQKAuGXSLBzXGNFWNNVA24sRsV2z7Gwu53kfnndezOnwGz1Adj02bAy8ylPQTweXAINw6NLXlk3P3km2EOlqH8TWGN/BMR1n8FwDF1qQ4maEKCRf79/wTAgrArdIoErgBwvvdmGGX0AMsyVGHOxV/QrfoIHl++iwqjeBOKdtNjVYc0VOxcDZ98cQLvW+NCkbd6Ogt+KQB2Fl7o0tmSuJAFwH6mu/A3pkC5bifaV9RiRA4FGbcDBiLg06bzsPFtiZr9fSMzPZGzKueUNZx37C1pn//WaG6c75WBUW9dR0AhSUpNLZ7kMCltZsaZqXX441Tje8hDOkz6CjfcxaQ4BUsm/KO2fov0GioV1HrTUn8OtiFj2b9XFvyO3NcG/LsFmAPAtsxKNg/wfwHAh+/X4kERSbXR5LJgfyCHm10fCXsFdZ1uWK56fABrihBvIBlG4874QgAwKbOOW+BzNZP7jdsmnf0iGOCK8g4HgEncAYN+EeIYRfKc84WzoKiSwO+mAHJn10+CCkpktwrHkUk9Hccvnw+YVKdPbT4m65oiwmqPRUNJLmCxfsii0KDP1qVs/SvT7sKkEnsPeIXVIaSN4N5qnfNEFK8m/4665hEA/FxNHsJ1SvQo9oF7oBxfP1jzPwHgwlx/5D6hccoNS0MAPKFkE7QhSbjfuh6S4CyYz5fB79hrCNGLWUXPTLyNTzvF4oFxiEjgua2bjm2V1EIb3zwUnw2uQ1bIBBiVkaKx9XvrKhRxVXQOcRYEZUk1mt28yAq/dAIB58MiMPAtca2bAsGdwr4CE/+G4yRtVsCgZRZnhCQx4lIbDj97BCqPesc4LzrUy8WhKgDg41V2fM15uC2NkaCnN918pOaX8G7rZLT4+SSSts+DgiPhcK5pefQ5mCYsBSO14FSUH05H+rEMvwnXaH7ZdkePIjhXrOkm38eOk6Joau1/AsDvlyumy+y6JOICTQBwFbEAOxWSAomUYB8G5VrS34LVhumigL2rEnGZgQisokR7rtY0GZ6Hmd5Iy6RzmADgN5wBMKOB0fC16OZyxTLk2gUAyAs3eUGfQsYqTOgAt4s/hG7XE1gzvcE/AYYAYsEB1kaJLcDvFGyAf/ox8UTguA++92/Jbhs2xogXSqqgIi6p/BlB7mh85tLnOCk8yN+n+lvxzUFK1tHuVxIGAgcR1ktzGBwaSi3Aqz4+zd7sc3W14xmkOTrOAkza1uWbaBwNd22JnebjifbTzv0rALadubrlAzfDzJ9XhP9nAPzejtQmecRI3Uvad4A2mGOBdigAuL5gCbBsaDudTxnDIKYgBjF5zRAPNxwtPorTWg4Ac+6pfNya0JV8qivaxaGMBENs1K3NYbhgx4pBnwtCbta9nZcj1O0W15/kagkiJF0RwdAUTEQDuESxGiWMc582ZoL+yvgKetoT8GAbUeL+Qy5ghoFOqsD48P5sfmmaSol7VYP58l8AMOcIxT7A5OQCTUG/kPyD7QNSrdgauA+/i2p3apGquLsTFYu2ubQAO096ZwBcm3kQxrIb7M/tWhjxyR4KjggA/uQX4jkiwF/+GZ9NjEC0Vx7y7lDvpIZkZKZddjDp4g4QMTKTGFUvK3LbECFZDETHeMRgoIYXdAECfvmy9mCRozbTyq81yiUcXCBDcIEYPDtu5kjvFM9JIO/hWuhg1g7G5NRmGNhOyPvq3G85ydeR1vOEAwA7t8k9fAA8oinBp0RpRsB0gTmYfGf+PgHSKB3kzzXOhPBvAPiFjOCIEfnn4/4NAF94XzDXn+xN5aVBFy4I+zEDVLXbIdqzPi+QoVkWYfcFSrqcQWlX6u65fuUQVGnVQqw8d8aSvV/lbsKmP6nC6aefvoR7yijMHcIDewbPGO04UKHDmcIHuPM0H0sqPxEfCtxCnrxJ7MW5VeEi9pr03T03XMgaC5XBilvpm7CtE2ExpuuZKDDH+T10AGB+vOS/F0B20EnZwJ0Vv2S9KJCzcf7i5CePyTNwVEKJKF9ibmL0k1sojS/F5OfvIOvGeDBcOh2Z0RvxR6hy/r8A4OAWofBpQIJFXKCLtw5j9zMSAywA4DpIND5QhIs9Shb9/AIFwEHUe6AhAH5z91K4GxqTVznPXcLU/Sj9BgeAGx9m+09kY1W3hfQWCfDJT9TjrDiQ7G1mtHghHMmjKEYg5LsFWaTvgY5ZYyFjuDBN9lcG1ye4PrOc68P/fT53CPqVTUL99vkYnXEd6YVXcN53OXv+vPFgHJQ2anwk5fMgsi80LHQy8QCY/Fq42MtxndpmQfdagfTP+e4fXxFIsPjvJXY7Jv9EXKApOGg7g/IjqEg9yL7Mpf5zCYC5rdLl7tLs2A/mq4kXKZpz0QzyfY8LkdQF2skCXKmZjEoNYcqU4GD5Q/x08xS6av9C5/JDWHNfTIw0NykTXYJrYV7xM2QWciAJmkCThxxHMhc7AWAnBEyuI/GfCe9jfYul8LTkIFa7B9b1p6Fh7Jh/L4NkxcGJqMlImvePRmxULnmCDk4+43zHEq2zlgfADYCXKwB8scsDjJmRQmOAnYo2wIojc7Q4eu5HWK1i64C73IawCV/jkZs47UnBkvFNWzIYBhtld1Erp0RIyboTMA2l7pirCg8gY1J/fPAzg93T3BwxwMQF2pCpx31NHtpcqnvvxNSq14d7F7f9XwDwrptVyKkw/6OgxcdP2Q1BsJVR7apz0ahkOBc9A5bjQULg/4ANgBuNFTCiDslTy9jl8eEVd2hOkBQHzp1PFywv6e7WHEG+pgRVfcl3NHaib8Q6xyvPF1J3uoCLEsiMwrH/rKE3Wtua48TYbnjcLlokE5PryUzrVVeMqXVO+QqdGtKxvg9WveqB3BRq4eVFgvqweDz7JY05L7l3E3bPAEdwP5G1wtuXwiNIYJu0vkuo/6llhdRdvqY58qp1mH/yAfrVZ6NNpQfal9ONcmPxBhYA39gQhCIuBth5ZRIX6G4p163rdtMY4HqtGnevNncJbogLdOoAmoyedYEu20YBcPtKSPwKWQCMs2q0qLzBuhLz5eCcC1jVLBkpRkIMJ4i/heYPsbKEChAdQgIw73U9sjXjoHMTW8k9n3sE9wGUcZAvUq0O8ZcIuBBKucIDAR/5Q0ESrnPFFQDuWBsHDDgIuIXy+x/6XWPgZhbYafPkelwf8heUajPbF0E1Hph6roPYWsgwMHvoMWQLtfxl6hm8+cQOLzmDQ62F9Wy198bcpD5odvgqElZPga9ErCAxG+2oTbzA5gEmhQfA5O+ef0xBVI0Pkr7fTe0iPN4n6ZmgQMRECwon1yFsrRXhBg5985Izt7B4F+gPSuxLpBKr978BYG93O+qN1EWOL/YYKezPq9E8PRj+WnGMuuhCAI/zPPEgjcYWjHI7illeOxyX2KzdYLG8KrqlTnoE6dIGhxfDID9gESQSqcMdNm3MTizd3Ry+tV4s8ZU2opsQw8swWBs1E+8UbCQ+7PB/cowqFNlYUscw43vOAlwm02JqvgVyqVpMfuSMThqifCcQuPAzI+7MCWfr1nb3bPhWRmL40aWo9i3AmKHhOPmaAbXeRmydTYUZ76urRftF/S2BY2LWpiQs8RET2/EdtCs0ELUTj7EAuMBDj6q1rl2gfZ/u/fS1vIDlp7dJcUHXA+f8BNZpx5qx29GjiMbrEgswAcCkNOR+4q8nALgu4EUwMtcKPaVHHVq++ovDwktcoAkIjmJUOFt8Eie1FwU3ZBdESey7nSrgzgCjrSRXL7Xqsj+SPU4qwb2SGXjn0SB82qwEvSIXQCWvY4Viu4RwukrQnBkGX9DYdB9VASbb90DPCCl6CIhReaoREkvPDFImm3thUlVrpB9cKkwQx/bUQMNDPAaiGqffctV3401BeMfq2lLjbAEm95qe0hjgjqxXTGORiu2KuFoEDzqFggAqpJE8wHnH34HVp3kjF2jnheUMgKsf/gRzLU2RFBNpxrx1agTHVuHi5NV4Y1qgS7lhxxeBCKh+gttnthLJsOEyh+mgHcwdXknGARVullMrIUkbyBFgOcd+g0GYTIPP/NrR+cf9990REU4WYPr9dBYA86IvBeHhWRL4lxBSIiqcOyM/ukQlUEwGZDGuRFQG9mUvYrHeGy0jXecOLW32GLee28MC4D2bVE5eagw8IgbCI4oCYDI2Qe/8JOoX88bmkMbWQT5EHJdKLup1bRnOlwjAuKEF+NX70th+FQ8j4/rNgWcTLtBVxAV6No0BJh1zsesYGNUl6HljD9yMAsllTYsDsCs5glgJMM1gR5/rNN1bVdIdFAyiXjk7vhmKnCoq64pzZ0ug8tLi+8MktSbw/ealqL4Wha2jo2GR0muHG6zYUmnAptTjKDdqMUo7Cp3NnAcft1c2BL8br3tC+QwfyiKeUoajXrhsoID749vdoe+0ABLiJUCSt1h1WN7FG72SqfzBF1cxwKRf9hePh0EvEOSS673VSnhOHI1d9megkFoxz3gULXOeojS+BDOHnsPjh1/AXEd5NnwyhyL43hQENpdj4naxkc35/VatGSlPr8Evwk+IAeba3ogEa0Ebjf7vtc0DVVWQ+cVA5ieOqd13sT185dfQO4ju0T26iOfvv6VA4uuV9vAaRgyOcdIi8vH3DI6efYxlnZY4mvDJT3RPKPedBKsiB3J3KUZu7Or4XVcLNh9wTEl3BNZx3B9O5+D1CU3HAHfdTYRA2obboZGwyFcjePUYtCvOxSmzG/I0/aG06vH6g/FCl0okrAs03ROo7M1zAvDyu49sM/tr0Sde6FJVhE7VRaiXK1ClkUIvF+Qusj6rfUqxfRSVz/hCnhdUasbwP4VQwuQZv7nUfddyLtClLZJhehAtgrQuAXDImR+Z61HnoXSNAdjmjLwegplxp/BKpJDCKN9rC4xymn6l3mrChL/Wo4P+NKYrl8NUFY+iAD30kKCF0QYfI5WuLRt2Q8om4HaqCgOcNE1GYFU53rTP4CxE4qre9+mEKT3PQGGrRpx2L5Qr9sDmJcPI7KdoV6lFlmcrXAobg36zGmvx+E6MeGcrZAxPyiKA7PL0FyDZslU4ULkbbEorHi8mVkuhLkarCenRtzD2HWeGRZoQvjbQhr/e1eL0lfXQ68TxIAMjy1DQdztSPYQNvFWxL05saZq12qC042frPQcAbqM7CfPQV1EPK77O34fS14di7i8S/PK62gGAfTo3Q/iROpxJrEDysdL3jo+pi30xIn+2KrUCWzYa8OxXayCpJWmJGCEGePECtCvLwa2ZdLM99rAWt/OppboRSQZ3SPIbr00fCns5dfl0LgqY8GurDxB8JFDAsS0mQRI3nO0rPaNFu2nUQppY74Yxq+/BbudSLnCpNzhJi73mG48fYVUxqOxL3ez40idiHc4Vzma/kxoYBF6koeycUhEdLa3Rz9QNW5aMgFEjVpDwM2BsTTme0wsKGed2JOnfxKphxagocIr3ZhhU93wez7/ZFzaDHmUP74HxFTNzRXQuhpufYO23fvCE5F2ifUpIn1bEI628FnsOp8BXmYM+RT5IqnaHVCHF+vx16NX7Cvau6IBCT6rZEyAo4evQo0PGXWbzT8v7EwBMfr9+riUslsZaWlckWAQAX+9ghcb3IcxXK2E6WYIWeflQuwukEUc/uI6Pm8UjVzcGNtB4QbVcjlpJKD7Moi5AyR7AqmAprk2dCaOcc8HmNlr3XjnwfCnNISqx7bYzSDz6Z4O1zyB3cnfEx3AggbvfGQQXXXoBCjk5wYHVe9/AqevPoF06gzDCgcMNG9k4z/iWo27QSYd1MKrcB69eSXZMBip3SWAOK8eQr6n7/L164INMhm3Lt/F8L0tQIW+Oz2PHoMOKPVAeW4hokgtUOJPwNLcOiufPwzCSkAZJsLl1GLK9qdJr8OFxSC5Tw2vbCQdS4ZxDESDzheYVM7ST8+G/XoZwA+cK5jzpGAYPn0nGow7N3/uwlFkkgSWAB8A16zViEqz5Bshz7fBys0FnEsg3yONsoVIwL6vR6okfvGoEgYBfG44dkCgAzQqcOEMBQLxXLra6CYzHdlsCzOY5wqIia827DK3GPcT1a4V4+FCwyhT6LwTrm8kVs5sON5a9j18mvQMSil0f1A5m3/AGulYG/ulHndRdjuhD1Enl+MUvkb2ehBCOecrtn84LwrXMLNbl2hmsmmbFqdUhkEoZtN01B8EliXj21DzofUvxfK9AnJtpQEF0Nfa+egdSXTi8UgSvCJu+AIY0gRF95boW+NPLgINOjJ+kycOVKsy3MLi/6C729RqMggAdKr8qdFhIVWEqqLu0R7/eT61h+s1zex5I+jbzig5HKwbgrseLqFOLGTqVVhO6FFM3egKAP9r9EEYuPZ3AlsyJHhIJStq2h9GzLcwertOisQzQY/Y5xiekLAStMlogwC5HXU0Ovi3f7khhw65ZfrI4zU82/peL0SM8TOMthOCIX4j8hRLUGKNRbWoOf3U6PFX53DFKZ52MUaCzZCYHmIFs7134yvDUSVlEn6fx0iAwhqQGoXNinXEigi5eRnUm6RMXFmDH5JbAwkgwKqqxcpavIa/EJZ83GOLR0d5YSWRiJHhZIk5NYiq/h1BpJVrqOPIv57XL/a3ws8Jj3AaU+VDBmADgsk0roO3YHKie6IgBXjPKhyShcZRpS9KhN1IrTV3hBejyqFdEYpwJs1dqEJ5Yjccff4HnhjmRQTk15M5VNxzJM0Dy3QoXteJIsI4J4+foC+5cJ11ql9qR2o1ydwhplGgims2BPdjxo780tC9LUG43YH7lHXY6OLOJD9+vQG4o3cPZwho2iGMIp3VVMlAvdh2zyQ7phBlYnVSOED8qazltFuznpwkpuDvoIHasVuHQNiEcicxTz5hhcONc4ZURxfAZKfY0MS5oB2mSFsrXxQpb8trOt1fjWgEFHKQo/fyx60lP/J74Aya/ob794YXC2JbWOt9/I8E6O5vGAJO63kp+F9U+99Dp/nfwq6UkfKRo407C6imQ/IyQ6fHyGZqZpD4sG1kvU+vmie3dcO0xAc6c6sBpL7QyenyztyeCgsLx6aeTkXYjC5nTl6CSywZGcgBnPNXhx/TTKKqnIUofVS2Aj43zYOOGYPJGagHeqiBfSIlLB5XL+XfZAUuKGuYMd1yRvIjHtVew6uFLcO/yLWScN5zp6Wm8FKXCggmfi+ai4otUSB81Tnl2oPhV6OoJWSgXgkHCtoJ9kTN2HE7Wt4GvWofFhYcRXKlFXvscLOn2B25n7ICpluZvjriwBG7lrRHZQYHRG8Qeec4VMGbUoDi4AFKpBN6/PYLi55uOdkl93VH2K/XgurHzWt7KybHqunvfBwdaiyDzjoQsUEyqdzUtBmWlhRgaeZy9p1ekF2yhQq5aZwtwIwnTSV935eYNvPESkfWcDzM6vldvZeH95gIB44rdN2Aw+UKvPIUa76UIbeeD3u8RT1zBTGLSA+X5CnTMHM0pXsR7ZVNxwAIAZnA71A925gDCo+sgDahH5YnWyPr1eTRLvYU+hRsccpxBIsHqwKZYoEmvyOAr3wCrtxQek014O/umYzgsEgnOhobCLCUkbbRU+JRgx8srBdd2DloHlVkw/A8qa8hUbmj9hliRRb5n7DbUbhiPuzVNU8q7AAAgAElEQVRvodivO6wk57pTcQmAg09tYi5HX4NHg/hU5xs/TPVDkDoTK9sIaUzyvH+GSSa4HX98eS+sBfvxtmIewm3N4d8+GwrvOpRcj4ShkuavtG7ZB0mFWMtD3nPF81lUP26NT5mBIrdJKnUyqJd5oO9zTyGz1aOZ4RhCBq5CzTBPaKxWfHSXuATQXbFGFYj7fn3QbCE9tM6vD0PfWU8RNOcXaGwN30vvKf78HhSVYY2M3/Vxxch/nRJFsZ1LGM/0NahT3cOgb0oaaX+rQi04PrMOxy5shdnkFKsHYGqrbBzpuhdFasEC3D03CHu3D2qszud2ynqVGTusqQ4AHG+/BlnfF5EvMeC76r+QFNsfiiR35Kmt0D24CY3UH8YJrTBrfCVWTNWxLNAnX6sp6R2Y92vns5VsGqSW236DX8liRx5gnUd7NgbYkQYJQEapEXtuVzcZa+boD6LpN/vBVvKcaJKRDwrzU2zq8xkSdztp1b2aQdKbuFICRlslkqfXcFMbWL8bKH38yOlw49zWOMEqX1qMw5rTqIg3Qh9HRoLYEMghTBc9CbT3yJDCM0fIt0d+maEbB7tPELbNp24trmDuqtJKBNpca8UIAP68Vxl0WjG4rHzmBbzwZi9YKotRXvAU8HRi5iKbcUMA/HEWUE/fIensCdmEUDwsq8X2P1Pgq87Ci1kBaFangWczT6y8+iWeH38CP87siwLPyEZaLmIBTs5LxY/fL+3HA+AHN+KgrWkcg9QUAD7fUQ4/n9uw15igX5uJxNwcaNwFq9GFL9Ixxq8ShloSv0O3jQSfQDzUy/B+JkkcJEFLdwbrEmS4Nn0m9HUcAOZ2GHloLQI+JPG+4i0nKPU+fHI5dlLuJ6u3GqoPAhy6w4bCjWPxSSQorgzAb8OWQ0EyZnGDyZ6XdmDHM2fhFVHsGOToCh9M/FtM0MZunmHl6PM19R5YU2DDH5USBCgY7GlFRFE6nyrkIfgidhp6TvwOqtIN8LeI3ZiKsrRw+2QT6mP+YO/Z3DrcAYAH/D4T3Sq1UG2n8XvOxV/qA+mcUkj718N7kwVBFjHLPH/t405tkdIt/r0PSqxzpRJ7GA+AtZ+qYWlJRWbSfR6fGaB8aEdMMJBfIY65ZoIlsI3WoHWRAp5FUU1aDUk/mhVS/PEnJRuStJJgrc8ytMmi1kYWAJvmCGsTDORuZrSY9DdMJit27aR514neqsh/ERgJOczo4BA+jrSxOzDsiRxDTrZnr2GkapRHJkJtU8CtIgsKPRfXR6iDnVxVySOOekYiT+XB5oGM0RnQQeu0ThvKCnznNTzluHmye5AdO34PBFE4t9n5LsIK22DguTmwKowYNFQpAsBybRw80oRYZVtdFgyPacw/KSvXtUQvlQVPDGacVDPwsgPdzBJENPdHTWYRUn/RYU10d8gCi1C6VhBq5b5y2N7oiOFRJfaw+k0fEACcf6sGBwtfRAVaIy2QkNJwDWAYeJm0aFtOlc4EAG88kcnuz02V8oREGH1iYOBTIfEThesDTUAlEl/Z67g9ISceUU8jEWBXIs5ixqTcZQ7yQ1fWTXacOcGNj9N8w0wAsFBn9nuJlBVGiDcAAUqscZgjyiKf22A83Am5lASolpRgsWwnaGSaINQT8OLm64bAKHqWk18OGGai6pcVsFmb7gN6Ma3ki5FcChcXHeZM8NgUAG6YB5g8hgDgLgEV8Cxs2uNM7Q7Y3/oAOhX18DCtTEPlj8tRnfwBmGtmSLILwMhleG9qS8TJqCcBad/yLblIy6afG+YB/uR7O/xjDMj5dCkGDuXJHDmhl2tvXrUK31+pgtsywTvKGaracmww/yhYrnmrr8DrQUx3QHpnM8xqzg2DHVp6xo51j8YgNz6tGe9OSVc7SYO0uPo+6uz8SNJ8w1EZCviVu0gZxoXGsEd8LAP1ZMH6xA8XnbYMMOEtfNeyHEG+DU5w7uODvn+goNVdrF3khvN/Cspq8v6AjvMgV9PzWREuBsD2UhVMb3aHJLIe6vVCTlH2WqscgUU/o+AuzVvL9lVwAPan9cTuxB/w1hvqvOV/3QsNUamUPAAWIIgAR0gapFNTVY5j7aYTAPataU9PSKKE/I8A+OyeLrh0P6yJcBYGM1a6o2uXAfjoowm48vcZDBh0Elu7VDgARXpRHf54fB65Wnr2+Nn9MK96roNzgT+y6+RauG+65WgIUyOBNUsFxiiDvUIGxixFjcQDbcPkUF9fD3nhFajbLYbMIxqMVQ/dtdkYP3Aq5o6loWJ8US68B0k+5z3j1GF7csfAbBWHCPZvHom/hwxrBIAf9U3DusT9uJx1WASA3ctbI+JfAHBdfiWq/Ki132/2UUgzxG71Fcepl2XO1UzdvF6+0KeucfcxlaLI3AYxLQVvFHLNk8JAHL/qjxntSVYJ4LmSZNQM585DMBj910xEljQdmslLrwePXsCCaS6UloQh/1EaXgvn+lACfLv/NKq1zWCT1KE0YBiaDwlC+/HEMs2vDTKj7LBagLCTE1hJuVFhGrtDd93Frz+6d16If4DERDGfk7VOjfDJT+F3udwhgN1Xa/CnN1E4NFSI8VOHpEH6mo0BHjb4CVpr+VRGtFZXAwNRqRJkT4NKh+8nEo4WcXHTWTF2dymLSzzCWiJuOH+NoAGqLsqD5MB83LTMQamxF+x6sSfU/xkAr3jig0pzGX7uTF16SGmYB3jhtX2w5BzEJMnraKvoDff4XKhDylGT6YeaJ/QQs+04DBRWOVkTaJVKwvzx9+1ZWCIfCLW1MUAmB9ry5DU4FjEMYYbzCKr7G/WbUmBXSrHkVrqI7Zc8j83tyaZjcAV5hI6t2bQX1ifU8tmwFIy/jLqWYpbWS5mXMKhIh2bXOE0VfxMDFLQy4dJ4HY6c3Ql7gzRQ77V/iHWdD8BIUrRwZdztWHx1RJwk3LkOZpkN65DN+raTqRVpuwVN3+dRINXiu+qTLAC2dnBHiY7mAZZL3GGd2BHT367F16NqEbnx9Bt3N3nnPqMvOccD4MSdexFUuAAe9anIjF+Oeu8e2Pn5p+iVmYpr71M3odxKM3Zer/x3AEyWnNkbtmKaN825SOxGjAxcjjm5VqCc5gCsGjwYvu5TILVKYZMakfzqY1gUVOs+53EwPH67QHOAcmRjDZ9pgBF7NMdQ4l2BugQSpwnW3VleC6iqicsNm9LdcTDEWiIxwvQsjo3rjoy21JJKobOwVZD5sa3YdSoacj0hwZrVMRp2kkSVEwPIC6pfmY7nn4+DMe8RqgxSQCEWhoJaVcAnQtBysrmACSMuAWAzIyBJcGMB8E9HUuHu/hhvPAxDsEEJ/0R3LDv/1T8CYDdLPVrlP8LuT1ZOM4ab2GSCT1IiUFbs5yCi4TtB7+GBS5NeY9+rtuuxKPs9VEe1w9nmZQgOJhpvCQzbchB1/hK8PblURABSpxYheEAa4vIWO/qzpV8oSswMJqTRNeUvZ7C3tQw5e/oh+3A/UTyTIkwLfxYAOxWS6sJkQuwZYhnlEBxHHvqgc090GN4gbYezNMEpwuyMFBu6UXcaQeZmkKMy4N4LB1k3bn6Tiy3xw9hrrRvNzfiJRxE1lOaPe+6+DcTKQ4Sbs+0EW0yGWwI2RozFoEHL4WvZ3+gZTyuL4LlsI2o8KJHcxjZhyPUilgcJ+u6Zh76p9yE7Sw9C5xIhC4ZxfhZkPUxNAmBSl6Ke7VDvpvz0WZ+4aVJGF9EQAPPKHE8OAHeIk+B+boM8wJ6AbZIG0ZUKhGZRVyCXBwDxzJFJcOhIlGNYfHZY8Nvcj6CW0P3PqCcaX/FYtplxlh3Hu3dKcPcePdQqPUbAoGnt5LxB1/ODN7ZgwZ4kROdzrpv8vuzEodCwr+5oAnDDnSpWKpWeeKUgB142MdkcNSM10Spn12gG+CVcjp3pXgiIrUHUF0sQl9UDPa5MhrlZAXqHhOLaEjOu9snG1d45kJr84HVXSAFmrc+EMf0bRxUJAO6tMENeLyYUqW3lh7LLD/HktIIFwIw9B5V7BMWEzFsG8/sd8ZLmqSXCvGUeAcAp5yw4VzsQVWiB1CCxwkZj1qFjKU2FM+9dKdYdTsW5R2JLv3O/VcXEwhAQA52/a+Cn9qtC0hjuDGcYhJeGIykzEV6QY5Y9BFGZb4MQA5LisP465Av6h/O6Ix96WkgeYKmD3ZP1duDSIbF6fXa7oMRmpIQxnRCFnux80sOIzxSbUMvBX74tvIVZ403yAAsA+GzBa8g4wikiBCQuWD8EWYh91ItRg0UW7YZzjH9PUwA4j5FjpkTsTvlfALBGI4Nt1nvQKSn5oXnVXdSv2ILifu/CfjQf0mot2y3vTmmJBCel+Oebc/EoR8f2vbk2GzVpW9n7vTxsWP+HAR4BFpgu9kAL5UyXa7nGIMM3ywKhOjvHpY2WPMuwmCownYExHzPL7hEkA0WQFU+b29g6Es8dCUswSTu3pdIbI92j4C6V4YqhHHfNVci3UNLMhkqT0GwZAotdx486xtpuh+J5qVP8rwP2Ot5p7/AZtr16GyqVKzdFBpdGb2HTIJ3/U441C6kimNRFKnVHYDdhHavbPYRnL4GY0FUeYL5e8SVJqLEvQsmNK4LhMzwY3xR3xd8+2zBziqxg+V/3gwkADnxmIsLdExtOL/az1WLH4VECDElJXIHi4ONonjULzYoEhuCapMOwq4W1nSQx4+NzVCazKYxInbGM/bsgPRg/76Ryo4N4zmlElUG3sXbnfMyePQxpD29jbKtdWDnSjZN7GKypMiIpPxN/5JJ+oCbfOEsMptRMgYxIUGSYJcAh/70YvoKsPWGPNZ12h72Gi5YE8HKgOy6rpfA79CakMg3cO66ARCKDIfs3WJ+extI3VmP4M6+I+kU1QWAJpwcOPeh3ZrwgUqSRvWVkcjy29BqFVH0UIr0q8X72CfgaypDe9zG+jzqMsw9WO2KA4w5vg9zigW5T3dB9imtCMlKR4gdZMMdSWcxv2mFIC8T7afX6YbDF+6Ekrdg4O1lp091b7e5rq3AJgAvKfbD9RCLmdVvOPu+NHychffMOx7x94dRkxOW3bvLc5Tvm/JV7eH14IFQqfq0IuEVXb8BA+2RHH/54dBfySrqwY1Tp+TG82t9B/wW8nCPWCgecGQE5S/DKFZFMRXHSzfFWsOCXV3QxDE7HReP/UXYd4FFUa/ud7btJdje9kJBAAoTeu/QqoIIgYEWaKGK9iAWwURSlKoogvYigIooU6UivAZJAQkjvvW1v8z9nzuzO7Gbx3v88j7LZnTlz5tTv/cr7tWm5HAplU68MSZ0TSb2zIW2gbTwSqMUtDcUobtdnsXeIDJ0RKH2NOzdee/oa1E7vM/OfyEg0iORnq9yM718SLN7upitsLry4k8YAUwD8SZP1ZsyvhP3Pef9PAHx0PXu6xXWEKMjB59NDdJlhaUYIKm3V2N17D30oC1QE/gd1yvGenr1SkYPdp1YgmsnDYvmf0HdLhVRjgcsuQcEJqgVhTl6C46ooPQp/tzlIimNlCzHPMA0xTndsmSgQjGFgDNDgg+7fo1Li4AarWYvvUfWmDPPvZEFr4xNAe9yBxMDXv+2v/vtfYc8aSFvgcwkZyAcLD8CpstGYNL6d23N+xkfnZNBWOvmDVUBTeZ1tODPBhWNntvp6eGP/07swkQMcQllypAdevu5/0yRXmaRWrJMKQq1eUomI/h3wUFqDH2rPoE2LIVAlaZCaZAJz/C4YfTDYJzpixrsNWDeuDrKP1gwp/bNflwnmmjXxp8s5C3DHrXvQLGciGNaFxsAOeNhmPX4TWYDJcy12F1aepPG5dO9rKmB6YoAtoXCWUzcdcZGxRoRXbMFEmwVT7GY0duuGojffgi5PimY3VWBlLPpNvYFqNdXMdm4IwPwUHTJPn/rXfMBW2LBXfRhVfL/4HW7iOgcFxke9i+PP9EWjnm4AvjObUzzbbfis0jt2UngPFomZvbB4bHPvPmBZtP/ha+jULGqPbIW5zdAmniuJw/IgJWZKvjgWZYNtdHLvJlvcEkyoHIcflCLzxEOURmbiPylx0NrkiOijw6e/L+cA8Pa5A5BHrOY+fauz1CG56AH2zF37rLlLI5c8syA7EgUPhXhr8S1/zxUsWUsezkFZ26E4FZqJ+Hg6H0kccPhP6xGuGOhZB9kTy3HzzWLMvvKa2yYDAoBJeTPLiXQjgzglsL2tBMWnuyNzy1P0kTzokIaaEL6Q886mPc91Pl1kkXdSoCt0u/5SYdkBGW5OHoP+HQnTpWjt+gza/UP9cHKJwJZLanSwLP6YsB8BajsGN7PB7GBwtVyODpmxGJHqnR/ZInVi5IYVkAWY8dAELv6XPC5MwWJ/e+Hw+Tt0EI6FDsLk4Q2Ao6mCzBCcBePMxbCpqOv2ym7NUcm52LPov2cJxqSdgfMf7xzA5LokZXNodx9BqSoaQT88wgLMsqgf0xFMmeuddm36zpM7KxLdALj+IyWcnWk7SdfoeBfocT1lOHqrqTXZMU8DqYNBz5ukH4QhEnmZeabKL8eEGHnZb0qsWnQZra7UQqZ9AFfgWEDGCxU8oIkdnIHg5FI4HC7s25PK7RskL3xZyByucRKGPw7551oDGvGY5B4SK+XQG5WC16zbhM/FVNL3OqxpjiINYZCndVwMb4sVdy9CBqJME+aZ777tmW9utC+aSguMWtx1ypH0WCGCXl+JHjemot39EXB0z0TUX/GouuPEJR4Ak3rEJFjm7K1w1lJCIlK2/doFbcsaIbV4e47UdAtD2e7zyE0Px7pWfSCPKEPp10JYjjJOAcOcLnjOXG3X6FcPHXug/fkrf8pw2dobhUxvZId6u9gRAbdv8WXIWCs2ropCcbUJjy86+UjMb4iKhiE6Go1h48FKvdP0kXYHRJWi1YSDHu292qJGv1t9EcBK8ZYrGk+Wf4+bDXcfWb/7/d3AkbOwuVR4wknICUVFlMbEvamQ3xPYgYiSkLh8OoG/le9DOniGfNE5S7cSFkHhQQiJodaF/o4kzN6fA0td2aM1OW6lB3+eEwDsrsvdDvF55j4/jhs7cEoA35IDGd6ENwC2lF1B75gGBOX7j7MmdWg4ALwABgUlrLH9cBz2104if+JkuE41AuXV3NSdPa0dOgUKXmEbfynBPzfpeWS3VKPmFlW6ENHyt7tUUGetMiSlbG/SVnenLlgXh6BvPgAbTlMZ+hbrFhfHBO12ZecsNz6XkVVX1NKOmih6hlF3aN6Kz2uQqXWfB6sktZ+YRIKA9moJEjL852L1mioMC9WHDBi1f0UWW6IHBi7CT+9QS6xnzbtlNgY4PJcy9W/+UoUjP9FxIfNHH9wXqnb82UTGpVcKNL1vefrFcSoS9m/aQjq0DIq3aAoi7l6SXiZlMjJbzkDa2UNcfmvu++7t8em9JFwP2oi3p2mylx++FRkhkQSGDnoJ8YFNla3u+g48SdtNqsmJ34bshO1IKHgWrfOE1GocCZaoSBgXdp6hZ49LbkEqD4DzcsKwc8tjXoz/nnYTxYmrHEu29QMhV5o+YyDGtVqD3RNawKCkHnNaF4v7JUasSTkIs5MwXPOHLMMgxBmMSEckyqVlGDo1Et27EXJLYVysJwLgqqcAOF3BYGhkIKR1+QjPvA5V3DiAuLQTArqUT+EyFuHcN+nQaoSwDsn9esiXpXtPSRaodmbiSN57Pt+zeOWxzng5eRbsrAxqmQ2b07fAGGxEdp+H+Kh1EbIuTfDc0+ZXqqgWA2B/aCbvfCqYrvSdtO/9DUWqt0WyfsVI2DtHoeJBuWVee5mx5vq3oZFMKbKq26B9b7f3g9DUpbv6YEHfZSDK+TmzFyLtLvWiIaVvyij0vjnqv+ynLM5evouJw3UI0/O+6t49gVbGNQhzUqX97pMbkVlA46obAzbAELAHU3b098xc+oEuDnlNOEIujXCLXk3CzwStOO0p8v/j8e3Qqe3HYETGOp/mIPLjcoRsop5bG0LDUSUjqs6mtmYy3wIk06CU9INOZcXMUVSZKy5/xbrT3NFv82Iz8PsoN1GjcGVQgx2T91NjFQXAHzepiy2sQ/3BORQAWwfA5UNu63eHif5zneuriDRmeMSj3YoOlmhwpsogAGDSUP1u2CRCLIrN5cD8AwsR6UjBB7JfENY9CzIN1bQQN2gLcYNmDXAs399Ua8+y2D3rGUz5/Aj6Mb+J/Ky8jlXc7joLX+rdzJEMdE/swaBWOehfyrvReTZFMaIV0jpwW5tZh9o1R+GqTPIGvqLecSptyFwksFiS+8obq3BMdxlffOGfEODMCw24FvU0Uq5P8MR7kBkVqLDilQlf4etQbwa2rb/0w4h7vil2hDEtRx22KgSilVg8RMDA/rgsceJ89n7ou4/yBsChwWDHUAD8zeASSJdvHFJ6os/tjw0NtVfTK7F7lRFPLl8Jm4kk5qZxQLd7nOMAcKeaPNyaI7A5rzldDqPVfbgJWjq3Nt8jRFg1sJcJm5C79RHKWkgLdkHDurDdXI/KpyagajxVlrT9QwPGyeBozwK82dlNKQ9sSE9C3YkLMNX5SXUgmuoWxorNmn2wgJIduTc5t1FJExiCxPFrkdlCiMv1MQxwtZH7llbWIt4utMF3RenP9MPa2bQeqiAjEZlRGLTqXbjMRlT8tQ2urmO9BDIHHGg3iic34it0LuYBsIyBbGUr7ttf0gphP3Mb/ySUYFJmOPqV6RHSPxFLf3sXM/r9inVfDMNDXSKcEm/BLMZQjDZZD7Fr+k9DakeWcCgzJyMaJcS65qccmytYCwgAzu/9HC7IbyA+nloozb8WIuTo14jRPOkRl3LHVeD6/CK8fW0DjK5Ubj22CY6EVCL1WIEDpSz+6ChF7b0WSFlG2Jm9rXGhb16EPJ6Mpfe2IzMa0fKs2z1YcLObZd4BTZQNi6d9j+gwX6s8g8xjvXBi8SxOae0e85KIIlwZQNLEsHirswmt9BSQXC2TQbmxP6II+ZNIj3auywN8vmAX1yZxCqSRIcD7zXnVN9nUw6dCvTMdrY++BcbiHUdCnm2MyEDt84uAAOpKtatNJNLCghBfDbT4eyFGpV6C3Q8A1jbXYdCWzUivHgHTX2FIqrjVZMQapEFgh8eDqXC907bN4EkKZyF3uvV5rwGGNhIYPhasoG4W6EWTVfj2cBkazSRNGC2knc5parBaBv2vtgTLCaxeCn3Ps8nQ3TaE4OGFIM5SJ/9VibmbHuKx/SxUtRpIowAp8f4SCUMypQ1tX6YxjpwVOIW6+lboXoJNTi3OghVRFJjPMIi2mjCqsQBqOKmCkfP8YGBgZNgVwhO68YNcKwtArawY/8mRieLDhFyzftXrXkCI1j23UYcclwxDX7uC2oF7MfLv9xBVkQzd8Aeof4+yqP825TbyWlUDDjX0N5Z53MaNNwVBNUKvwI7D3aC7VwN5vZAixSVnUNMjEhVbzqD0XA2+nfQ4Gl0Mar8USLDUbVQwTOuIKYbKxiWTX9eWfPYEe2C9FkVhalypewUFOlFsJz86LWqzEWe9jw1fUrfXLnP/9AabohlU3ywW5ogI2OStYAnu1kQxJ1VZ0HEGiZ3iZ4mLwbBLg6FkJfgPG4OvEzKx7uSaJtwP7keIlaKe+FCWxUL7y5ChGFa2AQ0ogoGppOIQiU0gljjI0AGToQFR0tHaTjE38Iv0tJdyUczeSz5HtY6CQi2HmlVg74MRKD+1/dHg19NIOt5WSDA5jlrQhJ9oDKkYGKpdEpwxNw2VIPfcZeX40M06zveazrgfsRPqELzFm+hT/By9Xg7LKx+hUU54EADH+bdgfCwAxc88zQFgppwqtsdM7YzHQwWPNzEAJr+XX/6QjgULrP+9Hs14b8roa59B4/Jxg+bX/Pyf46EbsAXMRBJrRztbsMwAznuAfS/PXu2lqHDrL3mZi3i1tbShjnMMcrNdUxAlgcRjWfdlCifPI9l8WqcoIOVzknoNgp8/FO8CkmD/ANi1cCJ0vyXghzcIave5mWVh1tbh9IvU5XvB8wF4mCqA7gB9FwS241nRiQJowBVoutzjzw8W9r0t4Pg5AbKpeZA/SzyQBLv4yLtjUBD/BtLuXfSMF0b0wycXwikAfklzddmR23GhjeUxYaPfQUueIMzfu7oBMHnwla6vokF7HzJHAIZcPOJ5pZpOewCpSKHGAh8VxKBdbhLsmnrcm7mCG4X6Gg2+WUU8Gzw6Zbcago41C7yzMhGde7THsuVzUZxWC0mvBfgjuc6TgOFpkx0fF5Vi0z1yDvPGI9HeHhigwMJFRB50y98MXAYJrMeIUpJBlUSCvtEamOqKEN2ohFRBOTLIb9z5eOUNPNl7HD6d7p1LXbYxC9LzvPus6HmHSuaizkiU4sIAE6XDiGFDsTCBWskDXFZsytqGuqgaFHQtxKdJmUi78pyniSQFEil9/8UCTNpWd7kADR2pd96/AeDK7IrGN9ooKkqyfk+Ma7jySAC88uceeLPHClidGkzbNBEF2wSW8a7pAzH48vj/umelpD3E4B4SRIWKLdf8AcgCMjSgZ+MrXJtTsp7G7xdIWkLAISlFVdgzeGZ7Pz8gm2IgZXE89CmP+fzuHd5ABq04SI8TmtYYGLccmij/oVnuuc0B4B+pou7L8Cg4OOWlWx0mSCDkk066HBImFP3b5qN3az53O19RnVyBC5GiFJ4scHTwbmQkNZWLmueZMOIkfaYiKBxtnxfCPNztMu27DlvFStSqW+JizQq4GrzJiP3uMDH7VjhnhRZKXmv5aNcqi4vB+2lOLwDsGwNMGvHt+a2oL96L+bI9CEushTqGdmR9nh619yKgbKWD6eU1vCBDt2b37LjwahysH4/BB8x4nwA/fhGS3JZyJV7tvxr1JBckoVpnGOi+3IhZD3IRYeaFEYpUvC1Pot2i/ptDsOf2FialN8bm2tvQrhBFz5Lk1u4DBNhwbgOGje2FpxbzpAiixUqYLfcuqUFWwXJkZHozxQVr6tF/7CocDPN23/ljo6gAACAASURBVDmx6zEk866J/jbNc0w+LsmFzby19QqYEU/hLOPAvaK/IOs48NEAuG8epKu2DSm7kXH2bMnz7LK7+dizyoSnl6yAwfEhpE5KJpPeYS/2LlmL9sYSTx5g8v2VXCNOZgjB/P7aR7pNaWNhLH3B62fCAD2gWT5SL1MFwjZjPaTNY5H7OXXhiT+vREClDC4JizHjM5ETQt8x2aDGggtq5FxpmpDe9/nHlP8gTUY9BcLZUFQy1UhyxKOrrCfOvP486kMCPQeLjyqEu4eoIqSsHdvdihM/L6h0FiLw4jNYNYMyx7qFM9eTkzFgUk84aitQdfM8XC260VnMT+U6VRV6DfImeXCQPMBFVjDDgyEdR4Hq56dSEZ53F3ciDFwM8KAiPWwtu2LzpdkeAFwQGAez3HsRxzYWokN6Bja/+uuQ2mGlv0DKht27FY+aKm8CHfcrnZw5G04lddF+pvRHyPsPwUNlAXSanyCROeBIrYPk8w/RKmKihwm6ZGglLnxciA+v/40qJ81X2EoXDrmUgvFn7zlRbgNWJ0mQWBWN6wvnNgHAyvalCJ5BNH4+6geSf/TMScjNIoUb60I6k4wPzOs8IzGi50UkN89BdZ0eto19YC4WXCGrwstxo89FWNVUwTYm3oLRzQVFhsnBoPrDUZDzruvkGifjwj9TT2LJOOqaPSPDhXwLbdt7zYHRIe52Mjh2OxgxX6bAqE3x6zpg6P8bqvtsh0RD3VvdJFjjjg1BbfUwDD79F5QZ3koQcp2sbwAe/3w7skpHwHIpBrE5VKsrLsWqOAQM1EJSyb7Tuu0TfdT2e5wE9+wqAzKLnKhbr/EQYQXxFuAfX9dg3aFyZBQLfUDmq3OsEtKWDPrfiIfNSdhR/Ux0/qt6nQJ/H4wGYwGkG+R4LLsGr2zOQNDtFmBULOSteTcpkVo9JLkYzQZlwmF3YudOqlBxsUqUhM+nGmWybigGEimbRZZhFuhkroKGdeKeKgQNEjmv1BKcqM5FdMALGcvRwzKsqfWHrDwx65379TwmbvrCZiWLCZV0/rx74GeklBbiycM0rqr3ICeufkTn4vZXrqA6wghZbTsEZs7ivnMa8mHO+MIjCr43syWGzYiALr0a8gZCQ07fzdBSC0tkAHLnbUVDgw5rJw2F0aVCnS8AfrkDpjRWVi2ZPC/87uLxbNo+J4wRcuzJ/gD5OsEK736VEFM1uttPYO0nNBVI93l/wuEUOVWIhtSiCUBt69ZgXYEwxIzzcqZwH4kdZ2yBVOUG7iziCxOQlN8Sz5O8zkEsnk37CgV2arX2uMZyf4kYzcVaJZLj3qnGSidl4ifPcREvBiYHRlRysb5BbCxkjGCRNjEGLJBuAMk2KwwZf9aKQFnzTnGcoDfDPhD99xyHw9Iglsk9Hif+lCB2MJgU558ES6yr6+gMwI8WqpT0Lcehwjeg8f/kHjXbgI/bT8Oe1iMQvP7RFr/wMCWML76POvV9bno6r02HoWd0EwDcbFxPfBDvdpFnsWJbIe5mCoDYdH8VGmtpjOJr8xsx4iUKkAKvTkIES/O9ehUCfg63gJY5A+mSvU1cnd3Xmpe6SCoGHxbhpt5eZPxrw50obO3wWIHJAIhTP3GgkVsDglohIU0Gbf0jWVWb9LN8Bgtpi6bulqxVCrRfgVl99mFoP29LkbuSota3cWc44WIAXhkZhKoy4bm6hAlQxfTyPE/39BEomgkx+ebXe4ItDIDs2VwOAIsVIzNOz8Gl7uP9AuAbQRvx1kuac6sOXgoNsDZ20PaZiVYt+kPK+H/ny8tdKL1C98+L3abBGEjBdo876zxEWI0JZ2DTF/DGCSpQtAqpwKcHKABMm70EThXdp5YuepKzOPronD3zNKL9baxYvxi3Ui5gxYrpeLz5YXw6pAgkD6x7jc5qtOG9iirsz76MMjcPAxg0b6bHa/OIiy0fn+QCXGVy2K6pwTok2KmW471QNZd9Ja64BgwJYxOtWdIm44VZOL7iDkJDBW4Uc24l9IuymoBBg60cvxfM9g7fIp4/JH78yRexO4JaN/saszCv8BSy+2TBGGLChy3uIuv6dK6/ZIYIJB6jKcembNQhptOj4/PL/7gPyzC6jv4NAFflVta/nqRIq2l40D/i4Y/Iqk6GrmUHxIYTECYcgruOt8WUFutRYYnB+3tHIfMHwTsjtjQJzxye6/XOvlZp8ndRSSUSImqQ1Jyk+PNntwbC7BfQyvwtLNYgLN9zy4NNarQL0efjSkS2I54qHnOQyFWChawmHMFXR0FKFM1uzTTDoE7N4HKyGjpJLkL196BTub2VHi0oSIwuJHXPhrTOCTMjwarwSJES06MW5adZIPSyVVDKHJgz6gZkPjxTRqkMZ6KjRb0J+EuBRGodcbwa8flWTkGvDktAa54p2tNSloXlw42wNDvz/wfAb0flSV6M8xN7K9qqtuS7sCCZd4EmVt2Aj9CgpIm63R1/Pu86/rmyEO/KfkJwmB1BbXkXoEYFis8nQKZToHHpVigb7D7aaRaFXYJwoWYa5l95BzEgaWOoOwXtSWFAGoPiMbvHQrCEVpSAsEV7IQlrxOP5ZehRWQ8ZZ00Qz1E3GGZQv20r7Kk887LXNaIXZYGs/xyCPVhgbK4yVuGnhj8x29QSXX8rFw5e/t0L2llx/nkjrt7cjvJqlZeg+XjbCyjsehYpOofH8kpuK/r8Bf8HOG+92CEtRolMeO9O7CVYBk7AeSWLtNw//mcA/Ffxc+nrUgva7Vlt5vIAVyi2cCRYpOS2WIwta06gvaHYCwDXmZ349mylX+MKHW1eQGVZjL5agQJVF67Pg62lGD5zGtTRzbByKWVRfc5mxniHFfnvfwBTcjIi0mUIy6TCkEPCYuJTRbgXStzAGLxWEIPIXefhtAuWFdHIeD5eld1BjCsCca5oNOg1uD6sPYoSIzzAl9+6m3hLuSsgs2p0Yy2eb3y09be5dSX+mHcSd84QME0XtkOhhmbx5+gZDzReOYJGaIBwb6tNdVgO+nqni4Pjs1yg1g7p4hac+7PBasebv1xHpPIealVOvHszDrEGJQrjJ+LQ1WH/MwCuGVS5llHYO6dcaQVjo298JH3bcy9OgyWIxlpPKN8OTZeeqE5qB0PluwjQEeGLgf35JxBimIXI5lQDaY434NCOB/jgThGqzTS+JUEbAg2f5H5hjhNXGhh0DqQg+Nz0j+C08S6BIo/niE9OQqK1NlFoKRuIIuQvXhUhjEqpQo8UpiPs1iCopQbEyPLRzFwHR2Mk8it74VzpeNzqdg3V0aVUdGaA9noHXu3oTZ5RlBcE2TcD6cbKrXMWJzvkYviLRzE0rhyNThbjUwXh+2BHBkFSuiE4WRcyaytg2fIGrFnPe4EIsvm6XDY8bDcAmkkyjyXhk94tYZFJMfjnd2B3hqHfiUMIymoKgK1jAjHpnW3/MwBu03YkVPbsNeRBs74z4la2E4QIy9GOZNsF3DHAm17X4MvfypBf6R1f406F9OR9GSobm1oXfdfWCWsz1J6WgRkqhWYWg6MTLqCuIpEjSJF3YOCR7zznLIvIHjmI6J6Hc2dykZ1Tz3V4VdAUmFWCOy8/BF7g1tua6LNl8w0zSJWoRh6mF9RAxyR461Lclbp3KR89i3jxn2vD4otrYdAzIej189vocPpZxBVSBtY2LZ3I3EAFyw1vn4cp0AZV7tNQlT/Gfec0FsJ8X2CA3rqmE6J7aRB6rRwMYUflS12nUDgC5P8vAHzyk6et9QesCotejX3pc5rEABMhUOW04jHD7/jmU5qCptNrf3gUcpzAzlnaBcGnonMXsFIpGiKeoWeoT2k+5AxCkgV3T8bFoG9KbySYdJjJRmBTYBY+TVnJjZU/F1r3uHmfsUCwLQhvO6YgFDpYXA4EKsXM+fyZwToRp7+LedZzyHUSUEUb55uLlryOXC1HdOsoKKWB2JvSHZUXCHv1vySzFmt3WCBfHoA3o/p7YpPF3SAGDmPsIVhsbS6cdSLZb4FLj3sSQQkdiFosbPUydrcb9V8BsOHlD9CgpNZGNr8PYH0JGR/18rIAE4viW83uICmAphHZJHKBJu2VlG5EaS7lRhg52oxXv6Lu0vYryUh2LfTKqU4EZ1LH95djUPZHI+RnaRydvzF0XHXB/te/jK/oPjI2dgWL3HY2WMjxwM8LsVXYvXrlZiA2Sw5tA5d3p8nce9QXJAWSpIV4efPC2bWWwHOvY/OrJ6FRa/jHeM+Bm6P3oaxlJgwNwEuPebP/RvRYDEYhKJCDp+2HTEvlXGdOIGzv0BRATHIdVCtuezXvfwHAaw5e0Kttps5B3V9Em9aDIfHi9Baqy/jdiXvbaHwtiQEuiTzKjUti/stIzKchPZbwezA18ybiIszHn9zpgLDSOOSO3YOGlve4s+zArj5Iy4j2dJg3IzwDB1OGH488B5UqAOMnxuHJLouQI++LnV2o54G85Dpcmgh01zTDH5Vm7yz3Hpnb3X4SogTs1SgxP0Rw+48rrodUohYpNnkOQ5cTCdcOYFzsNGgG/oPyLCkunD+MrdbPoZI0Dct4YDiKq6XfN5kvSqkUuZMXIktNU0XNKTmNgQ2ZuDuGsj6/l1yNvAs0zVn0hfehLevJfX7xp2CEtXh03Hnp/lTYxtC5+d8A8LxWitvV9Q8GUQDcBhFt2iJc742TDvyThHHRP6CsPhSf7X0Wd7ZRIO4ub2xbAZnr30MBrFY77KYMdO/gTbLlq31vZ/ocOsc9bDmyG3llvcHwJLHGpFkYtS7UC4gKJyppCT2nFNWR0OS1AeOUwZTwANYIwvHBa6c9MJRIz/4Z2UkdYSsrEb6KKu0OBelwR00JjptoNkgoIjMVKulgtIutwOhuD5sqP6QynI0WPDUdUju+eXkBX5vb+EjbPmuzkKZMn9QP8cNJLnihSIy1KFiyGoHNHvz/AfCC6FzJlFj/Odbcjzhb5cLEOAEAE/BbFvCh14sT4XHtgYkYZn8F3dUDENKHxPTRUnknCsYSHUwFqVDuIvFUntOPXsACWz8bhfhXEvAB3LHFvATrXpR8Xbfi+mN16xfhcMkhn3cI0iShcyJNFgwvqkRCowkKFz0UbBYdqvZ/B2UKTw4iBr8+FmB7kBlZCw56WX83pW5F6zn98fysNGirvIVM0qRTMxpQ2j4ef/251IPZ3a/31di1+Ci2EVaiMuMLF2Pzmchy6keV94XCO6VT95BUlHR8DFZ9OH5J2/U/A+B9hc8e25JeNGr3ahMHgGvxBVRW2l82eTA+/6UN2huKcGe6O46ANnL9uUrUGmm8NZEiqKGFdpZ7wpO/uz0sQ3KxEEfb5vm3ED3gcXz12duor6vh3KC3WOpg6DcAJbNmQ10pQYvzAlgzyh0Y+GwhGhUuSFkGy66Ewnj8IlhiOvJTGLkUtVIrJGotDr/4GCpjHp3zTXy7eMhJzbtK/oubx82h+GqqiN2ZZVHVvAOeXEpJpSp2LoWj92RA5r25RXQrgj7cG8A73qbWatna1lwPHkgvxMlbOWD1VBBd/U8rLk1MeddpOPBXr38FwM0aC9AxPZOzABMADKWtc0ZKPKor/VP/Z/XshZye9HAguYDbN1eitkt/1FbOQ1AgdTW2fhGMwNM/Ij6Zr0Pqwr5TtzEnNxLS8ulwoAGhKg0i+Xiew9UurC4EVBIWP7eXoHTXGBSd4AndRApMjgzrP8RFWZg1dKqzqM/vjMScbOhNN8CAWHYqwRCts3ituy153IRjMEbzEpxSwi4LhKhcmN7WjPgAElstCFt2J4PKj4dDYhG0wMX6RuwcfAsnnqGu18T9eUcpzTmqlbL4vaPAQFpjMaLM1IDar45AUuPN7k3urZcfQ0HCR9BPoXP4SlQQDiRGIqBRh65/LoCccWHYnh1g65rmiTXP1WDyhB1+ALDQaV4W4I5TTqvNNzht1az1FAA3vqqAbTC1lMrP2RH0vQ0EAO84XYUrD7zDWFwhDFzPqTG+uAblxXQOkOLebsSewuT7PGsgrp+mLt/Sz+Q4/f55FAYHQXs/EvKWABMkDifhKwKDmP6ZULfMxc8/UwHNBRVKQ+aClREGZ39Ho7sd1ItHhKf57YblDBAu+yXE1Z9CT8c7HKOwV/m3irmXFB48YyqDsq3hmDC4AUUvLMXUfd/yOUkZ6MvMqLtL95r1C07DqmChuTUHchuffqnsb9iKf+d+V0sU+PVUF8hYF0Ju+bCH9qWC2v1Ry2GLbPM/WYAvrxplzv5Rq9JFSrH35hRcie3nNTbuaT2w7lds+LQ9V/+w946giuzLjyjViUmwa7UwBQ2CQyPkGaUDD2jj89Fy7BFR/7CIKo9G+4dtMdkZhiCNFNMKfkBqXZrI2ur2ZxedAzw/hDtVntuYm9AQg2GlvRBlDuXGUhkgg8PmgtPuhB1m7E08goKgei+vGuphIyxjUmdkYiSUQWr8Zn8XdbuXw0GsVP8GqnzO0HPqSKwOo1ZzP3p0z3dfWRMwyJ0GxqdPxTmAyU/Rsjy8opmPX4cM9QbAPnORWIAbZ36ERhntQ1d9LDS3VuPWdy3hOi24QBMAPDH0NAaH0rE9eaUW2w4KsgxTewJl909zv3XvbMHCXWR9s7AYVYj5ZR2C2wR4cZSQ3zZfC0DmrVAETf0BGH3XCwC7z2+YWVi+IMYmHzIsn+RGnut5GcklAewqFxxSgCX/SVgunElqYyF3SCBz0FCHRzGI+52yShbK//iPAWZnzUD7+zIsfI7kvPO5m+/z0y+sg0lbh7TrUnw8Q2DrVyuioO35NncTPT5cCJ8nWOfsexM492dur3uiCIpZ1FjjLv859AEODxz0rxZgMQBOavUY5CIvB3Fd1dl2nHtXzi2RipDzuNOBEnMFGZLQ9xZNb+RUGFDfThx2R2v4oFKHDumdYVc3IuOFtXApzSgt1WPTeko86Q4z8Yptd7nAxn+LTz79FlnZN/Cw6ACC0z7Dxu4GlBdshjqLpjmyJAyAodPz2N4gwSiLw+Mi7d4cKhgGoyI0KJXT8BkiwmoNTugabZBIqRLW247EwmGuwiuZ7WHutAnHjh1CVYkBHwbPw9NBxFjGs6yJBvPPyhmoq+ONLaL13TE6FOsfp16DpKzN2Q1NUCmye2fjXPAc/JYxEaXShVDUxSPh5CpPO+YcDkFAyKO9Dwp/vAHnVGqk+t8B8GYOAGtbdEBchDdnTH6ZFtGG31FWrcKyjz9Ayt9fwxUinP39ro9F77veuZD9rYP8wmyM7NM0FZv4Wq0jA+1Nn1Ar8E/Eu46eiS6mEWGz56L9eAImyYi4QSynfhMBWjfYcY+auHb3dWLzkXdLFbk2JDyeD0mdC/USCdZz6Y+8MYH7DgkioJPR2Pxn+qUhLpx4GHsv4mK1GimhQpq5RxFgBVfb8PTvwnlL4n9JHLC4yGrLUbf9PThkVgEA1/NKM/5Cvyq5yMPfsm+o72Nmgj+XV6HDCs0suoQI/u0NymEoCxASNLsbc+L+UVTcOYtnZYsROUAAwE6rDIWnWnJu0IaZayAh8SHepx5+WdcWjs9HY/bdT9GWIWxxQk4w3pTD+1i5sLX7i7gS0QWmNlWQzXAT7ngPmLIxEH03voL2fz4Bidsd0nfsxb3CAnkzT8PUosLTttsld1ExjkFYowTPzRIxu/KLtbK5HcfnGNA7ZjUWbfcWOMIDajB73DJ8HqL1apjWLEf6V97seOILDDDhW4Ww0HSOMiQkSXCoRTQmhiTjy9ubOQAsb6PBvRY8CVZoMFxjOmImIcHqXwDZ11s4F+jNRZO3708rnSYA4C+hsvIubmAx+3RH9CutxoOXeUIwviGH0+uRwucD9rdg3Rrg4EYLRt/K9VwS2nMgOs78COeO/4m/j/wCqdaJN6Jq0f+OHNlfroAtMhJtD2pALA/uQizA4ycUcUtJ5ZJi7Rk9Si9dhkuUniinbTQyurWELSIYZXolbEpqgROzOvtrJ/lOPOTkc6jDgdUV3mljxPeqXbk4Ov4N5N/j0xfwY219ZhqGjGsPR10lqn9ZB+fQmU0e2XqUN9kZaaNzQRaY7lpIpkRybVnw9x1Yqoph0xYisU6F1+/GQTs8CHerX8KRI+04ALz2i2EoCGoOs8ybGCG2sQDtMh5g2+xfhtQMqtrOKG3xxXlhyH0gSjklalVDWBguT6ZxUIQJerLmNqr7DIOh/hOoFBSAW46WQLnyCBISm0NOmP9YIPXVAkQNt2FwwVUU2b8BMZC2CRae8c5DF+4aiPswix65bXF3NfFo8NnjWEDRogbBs6+DUTUV2qurWsFU3RqJdZGIbpRAblsJiYts7LyWVbT+78oisSCAujT2irTj6RZmaIii10corv2lAyyXiSup2z2Wxc6BdxHbIQtLH7vDWX9fuMeCcJKRMicGmBLhToEEPKitgKlBj7rVv0BpbsomWRTwMeo7nIB2BD18lvRMgEEhQ3RGP7S8ORbRCjO6bt4Lp8HbKh0gVaPvoYNQyxuQVTwSlivRiM257N1hLItSVTOoBwVzLtB9Zm9faz6zhNuEJ3xhQH6FC4YZcthGUXDPlLgQ/I6ZA8ASxo45G7wJPcg1hAhrQF01HA+oK6D4CBRPXk5RyDI4ejIWdocETAcJPtRn47GrJbBntYY0mIEsTkQl7TPW0X0ewKRLw8lTPJs3C5SEvAmnTOd97PH3cVv/oyx6JObL8A+CTWeRJB+AYLPgxuhVGfcyPlZBn+/utXFhfrAGIWfbot2W6YjIa4f+l+i6DQpm0bDXxE2h8shG7Jp9jSO80V9d4+ka492FYG3UchIEOfae6Aq11QZthrA/27Vy1LcPhcvhwr1Bn8KZ2BlrJg2FiXeBdu+VJAa4YXoHTG2sql76zOtheV+MdZ7bGSbRhdpxIGUCrkX3go1b796lpfEWDi2kCpe531zAxYxH710Vye3gUqtgUzSDRU+t2J7Cb7ldXtvQ5Bmd7nVEy+pIvMFG40h0ET64tB7Vjqbp8LzidN3usHQwPeCH/EnO93BrMIItQUhsaIbcoDxkBBdzqbE426NI/+1tvGURFBqEkGbBCIvohh0nQ1BwYQ8FVW7WcN7y3eQlRF+s17fFiSBvt1kfcQNqSHDW5D/+NxV8/K+ozk66i3jKtQ4Hhg6mANgHdLu7ITxcCcMri9HAUE8rUgJO7MX9lZ3RQDwH+BhgAoA76PZgTiSNVa4zOPD6UjcJKL2v4eb7MFkZtGlpxbJfTJByuVmB2wcH4unIV5roBPJqqrH2Ug8EnTJBcW4+oBDiSoUIV8C2zwVXmgBfvDwyeI2BJxewW9lBB0CUI5i2kXKK8J//d8Mvd4N0CAv5UD/uz7UaSLovwLrpFxAaSuSnpjuXUVuNsy/QFDQkB/Dv2wiw4a17Ib2hTh7v8Y5QJWdBO1LITGBd2BmuNKo8l795H7Jhwt4pZSX4bN+X2DGmI+6n+4sB3oS3X1Kf+/rQ1eggc31rYgFu1qILtHJvvghSN2m13erAX5Nl3B82WSPO9hcyZwy6+BeUTgrc69oegEvpbWF8rzAKnbNbc/eW9T6F8t5UIbJtzXAUVlGOC+oF4p5pdIzKnTvw4twhePbZebj34DiOn10NXfFL+Lb8Uw9zMndH4tMwdBgPm0KCvhYHAlwsAljgoEbGK6lo/QqDEVH1TkgkKhoHziutuPEXUTyEWfdgSEQxirPrcP5gNp4IHI5Pwkg6RVHh92hW6sSehxM5pnGur0TzzjXyJZyP7cO9V7ijHuty9qI8qQzlrcqxNDEVeT//hvoWf0GfNRaRdwRizNdOhEIV6N+CaTGaULj5BhQzqWJb++5RyNMJ+BYOs/qvKAlWXUmt5dXmkqvUAkwBcH3gQPRr7y3f1TQqEVh+BOUlDJavXYzMdw6i4alUkbGIwVtbVnJx8/9WnE4H2jX3zuRAr/dOCdrJ8AECXPm4lv4cDl0VUkzZpVmIee1TtB1L+Sxo8QXDvmYgd5s8k8dPE+l6kpXa0XJwrof9+XetDukq4l3hBsDeFlstsxhSSSz0GitmjrzZ1NuVBa6HhaFcLRjDHkWAlZRlxMBzdR5lXpvJX0MV4r23B6TfhfHATtTpCzkAfKF8FViztyu8fwB8bjPbvyYd33WmCNtfXIF7lYWo9oFhqHXLIB+AkiDqHikUFhaHDd/+MgWvyzYjvn8GCbbkf2ZRdTcKxjI9pDUFsH57QgC4vJXRpmawd103hDzTHx+bxkEmEZMCeAs6pJ0/9JyJe+GJML5+Fq5YQSDptXU6uu6dAoWZd3/xRUCPUIRUjLiLqkGUuIIUEst0pkM6ZMEqDPsyE4kXG73iZsjC+WlZHdTa5pDXLcLuU975Qqd2PYZzybtQqPdm9+xeFoiDPzz5SI12BluCA/zYkabH2O5B368rtupcWBvZERMqf0FUYDIKJ+lgMdQDx+9CwpNgPbO0EVsGGyCf/xUHgGcWjptVmF7/IwHAo75ahwb2R+ga+FQALDAyLQHj0o0ofXGY19iTdEg7r9aItILiUeaSXXiE9yevPkSAxc5NHlYbiCFf/4bch/fx4/rl3HUx80qw/BsNJJHxyFu4EM1StNAW0wPBLdB+3rcUu9tTzdnQah2mpwagOPUOSlxm7HlnNBwKgf3WV4fhi7uElgnHpnhLeLW2Hn3NAvum76pv3PU8fvvMImiy+UWRuPAtRLZuBnPGDTTcOAlnnyleSi1FSCMSenoTOLEGJ5xf5EK2TMgHN3nfJbS2laJKX4WRecEYXRCGoaubY/lXz+NWSiz6zLuAE8+0xwN9K468SFyijKWIri7HoSc3EAD8F6O0BVhMcty44CePHH/jqZmz4OBdEsdKb4Hp3QsW5yFIQVOisGYn2GeXIiG8DxQqqj1lpSwe7MzCpLIsFNiJJo9BbKAOWgXdsI7VsPi6AIhUsPipnRRnX14Mp40emrQC/uHEUhnTgOA3LoJRcAnKPPsBqdPpkMFgiIHLEIGWpYlQSJ2QWu9BXXcFjKsRJYwDPyr1gqBTAQAAIABJREFUuKqgDIwzk83oHE7AtDDqbquy+U4U6ndStzb38+/GleNQj0zsGXMBASozZt53oZpYKgBEKFjs5fPqcpYVhx05DVWw3R8B846lvtOC+/tecG/IRwVAlWRFjUqGFd2pFaHd2ecRXNwOXZlSRHzHa/L5eUP+UQ6LwagPaYxzavEQBB6TQV/jx02aUcIwNBHq+8qVPRZtfK/q1CrWaTVg6CIDXC7AliyB4TP+0DCzCHnZhFcfV+KVkUoMXlQAo8Xbc8I+RoFmkUB8Os8472+xiEbk+t1Q5BdTTXSbaVZs2piCSkRAUaaFvCNDvWr9KDrIwLYcdwMWZRn+OMgzYDMMSoLfhksW1NSy6ekbagWmY0Ziv5yIaPgJClseggOD0Kp+tpAfWHx++46On/cilqoXt5lR+3wMenYshv3NlXjir08QUkvToiXEOZG32cK17VbvQpwd+QDShkQE8TmAXdZqmFKFlAzxjBI/XOiC4NvVkJoFhY5dqwBJgdSYWof8V1ejYdQr+Kh9G4RUlaBxW5nn4JZHyVH9RTc8fbvU/u30NxSEBCs3XYWLNwYirTwKV6P7wC5rGr8md1qR8s59MBIl/rhciMU7bz3SylYTHw9rMBXEGyMmAj4keuT7jtPFccC0I4lCsk9Kb0wyxqATE4CvIlLx/cUNXFoksXDtlTPWYwWmC074TfBWbboD8wDKK26QB9BE0FLIEJMcDUd0Mq5nT8KD35fBUs+DEx83Z7/KD34qvR3ZB7kKb8UzP8U8uvRJjjDMtzVldiXX/cGq8SPjbZGZlLwEbYtT8eu4XghZ0cuvQZoT2MMVMLy+BI0OwaU1qGwybry2DfbjF8HU8hwRQ3pBE74bK8LdoWTA7E8zYDTz+yTDooNmLU6drEBkqAMbzniDo+JNGzCwk1vmoMCHgIj5R6Igy1Eg4N2VYHrk+U2J5KplYeM4iujC8VIOiBQbnjH1stC7QY844QmpSQiN+l9coBk9oCAhkmpu9vBnA7U7s7OnY2jGRcye2tHbcCRyW8nvcA1pA49x8/fHL1Q4uldggI5uMxtsmJsoDAgc/g/UfEgeud783GOAkcoUyk2XIYkU5IFIUyTe+PM/+OzljjD9fRZMLbVeMYN74a3UaDyQbcU7L8rPLTt6Nzm0sSxS22cugiJ0flMhubelY7MAEy8aXOo2A4bAbO7ZndOXIrJ6APfZ0PwibCH0e3d5qkaHZ+505vrAqTAjbQ49l8wmGVYtG8fZ+gRWdkHZz7IOyFutw/rvDkOpCIDDYcPPf7yJn85dRamJWlwVzZ+EMv4pSqgkZVGllcOiomy+Hi8hEnOefQ1hAZ09uYLdkZ5iCzQZb7n9MsaHnofN4sCfG1MRgXDsj9kAlcQ/Y3qO7ldcvLGjiRzMhEbg7FOCcS3YbsT6nF0g+X9TwkdgF7MDRSmvwqbPR+y5T0Hy/5KijZZg5oGmSgh3X2b9fBGGMAtC+lDipZDxeyDxYfJvfH8ArENawGqyYprWck4MgH+69xqWTT/kNT7kD1vOWdQUWPD19Q+RIclE2TJ6jXtGv7p7CdTWR6dmclcYFVwPncbtxeUGvuLHsQh23ECyaSW3bP+8tATXM6d69l2z/BIChq5Ar1cTIfekVGrSXD/AmLZWONi5FegRzkO+qULkF7zSlc/M8HV4JOyE9du9f3ArmBYJWkAn+4D73Ld1Ifq2FYgg3a0xSWU4LXJ/JvNt94SvURUqeMC4r+19uQ4d0gk2oEJl51eJ3Oqm9qMtb7n8Gh4wu2AIrEC+sjvuFBDlgDfkbQKAw75++215x8Q1qtISXBrknfO2abexCFKcg0JKX8YuiUaufr+/3sWZe38g6W4S2raRQR1DDi/6aLtJjqKzLaDpEYb6V7+HtNxAu08kABmDZdj/fXt0HxaKmY73fMx3/CCJFBb/JI7Evi79YZp+CWxcHYjV95UxIhcvf8oNd0+Ifqscmgbyn/gkuB9SgvL2RqganXj5uTtNAvXzO1lxcYoJo7q9jUXfdUdNI2EqpeMUravE4tGr8Y4WMMm9N4DTv3RDq/S2fn0DybBukJWjXuQyHW3PhHbYAHwnteOv2DZIVp9CPBOGktGBwPkHQF4ZFXSe74cuf1txPsoK2ZxPOAAcmDt4cL9M5xkCgNtt/xlSy3HEFq73jFvr0mDM+IdF3Qs0nsJdSFqTr09UCEZ4Em/AJXMUCzr02GpbUIUuuQK73+Af6KG0fNFcGI0GRM0qgUTJYvVKDepGPY7Kp6ei9RENJE5hShLLQPsZD+HkXSJjzUoszGmO3yNYXIvzJoIidfvTYfguYXftYqcOJcti07/k/pXXXMHWvl/Dxete3PPTrI/AsLX/4eZAxdaPwSZ0pQRYvGDgZJ1IGlQMuVoQjF1FVrg2FAJyBrIFCYCGug1N+fkSktmHqAg0Y3p6FFpXB+DZnV0wfMQcrt/027KR0ToWRT4WDPJbkLUBMaZSnBqyekjtiLJTYIhjGnD9nzawWoQYG5ojkLq4pQ0bjpJkylraQ5KD6A5xcIVI4DC7LdgsXB/MQELVVCjUgvvQgxfLMK2bHfetz4OFDRqZAgla4YB5Os2JegeD8WEsnkrtj4e7xghz2geQMEo7tBNToe5eKiwxL7OB+AY610icf72dhcnOwOxk0TyIBW8AoWBJRLzisklQ8ekwwCoACJKcZe2Yy1AFmfDrk//gu2IXfqsURK3BehaLEwT355yGSlgcDlTvWQVZqndIALd/oQbpEV0R+goRmlmcj9bjr5aU1KzfvoVgHBoMK7kB2UEh1yT5LVCqwZnXx+DzJ6bAntocF1XRSDwKBFr9p+CqGtIOARd1f3dfu2502p8bXbXlJczs70ye7bxuvdpDhKV934zx4RJ8/pwan/5cjcM3vIVkV7IUzuFKDLjeHA5W7qlDADXejja1LgVOHeeZz3sx2Fx4B3GFZliKW0LWkoEkQGwFFkvFdFUmjL4DVbNKFBc24Pq1YjQaHajSPQcL50PN69rdVguu5zipnRtvjekWYhzHEBEZgLjoEDivPwWXnd9TuUtFpFd+1bmiDYwFlnxkwRVWgcBPOqDbxrlgTRo8xZNfkSuTo2zI2EF5APa/fBWFsQaoHoyFqoa6rNnKT8NWKJxxc3o2w6RlUdDfJcpi0d6lkqC6czjyPvobxvOXkP3Ct1jUUYHmG6/DnuXtll67rzfGnSzEkspTQ1iG4VyXvlz3IuqsDK7G9IVd2jRejLz2j+MOoX+rJDSY7Bgw/+gj89taAwI5IixSrJqOsAZ5u4qR7m7W/yLCO9NYOvF5F9QYhN53euBtZzOwChfO2AyYl7MQdlbY0zwxwPy5LU6J5Ov66hkuHux6W49FWwW3mbsgU8oR1SoSEpkcG2zz0aa8DFl/fv3/iicl72NjpJgUS62qvl7TQpuAEyb/6Y9IH61FEE4wKs8oy1w2LGo5Fc5qGX6Z2gGhiwc9UgkRFq5A7ZsfwmIRlOlBsa/gSs81YPeR+E++69sngelUjCVsGPShCu5sIEzQ5/lUSOSqeN1NpJzYz3llrNhZh1Y0FJwrx36YgNe7TBRNevrxXulFbDs6CUHG+2D2/OBXY0We5TjOwnGeF9TdCikfN2i6QkWWX5GVzj13vACYj2Nfk8aJvlC8Bkhi/CzkRhUiBryNr6enQyYiAvXcyh/+lyZsR20MVSJ+8ZYG18/QvT9Q2RIB3Wd7PTrklZ2QKuk85uJ/3yaKUqKtsEK9xZuMsEvJaPTNnIjvRkdy4+UubPskDFa1g6Z4J955QXJu+ZGU3iGGSlXIsHch10jQTN0KMj/px8j9N9fbkH+Ctu9h/DbkxFN37OCaHuiZtor7bNUVwNiC5pZ3F5VLhm9udYDGQJU5hcN+RU1bypJ742AvHLlOvLLoviqWzchfjNyCKe8oMHI0TQVFxin14Xm8u34Wqo1GaDotgFTXxiMnkKElHBfGAEJSqoCivgQKOyBVR3AWXzoN+LAV7oHuzyxC9SkYyp7knnN4UyoMjTbsjfoeSSqqIPZXfqufCmOFsUmaScNTr+NmmEAy19xSjQ+sm5DftQD7otfjxtERyIt9nqvSnf6IfG43VolRi5oqvchv5WWFCF9lQ/qMMmjjdJDfKYPufeoKLi7W4YlonE/P/qcsVdkOw8VEffER/PZwEs49GIVlL/+JUK13eJOj9C4ai8qw5txLeHA2GlmXVnqFHsze+wkCTf5ISr2FJAnsaNWsmsrZfs83Ckx7Nc6ClDVxe3dpTTI2/70Pdh5gW2S3Uat/A1HddBj4ts/e39R9in91MSASPdjFosWofChTrfRO/qcyqRRbQoncI9wnSJtA257TUJ7Sj6v7lZHXEahuyrWTExiIe/pgD86u0ZVjB09s5Tsmk/eVIaiRKvYDYpKR9KS35zHLWtF1yj2cHfAld8019XSU5U1qMrb/CoC/61yJrvpHW8VIbVJJBvRKQq9PS5F2LUwyktfPu2qHy4EDh5diKvMWQnumeTWkPicYjTVxUMbIUDflG0jIYPv4z1g1Ehx9oh/Gr76Mngwhy3FLTPzOJ3aNZlkcj3sZB9r1hHPsFUjb1GD25N+bKp7d6EjcGgZwBFhQNOUSjAkU7LnbQoxEFx/L5l5t9Cf3EH9L5NLI0e+78Pv79YgNboN47Vt4f7N3LOpX49bhtjYXO3R6kUaN9lPBsmfAOHhB3QPCqRY8S1KOX33Y0sJcRXAMjcMJWRj2RCd6AWDJ77fhIgwQpOljuyEhX4E0iQXOy6lja+ctPSIGwG127YeNKUXyfeFwILE77xwLBTthMKQ+bhp7r9fgYSVNN+RbxMJMSL0Jo24T10d6YdDoceg+fh7upd7Ani3rEDqhCspmNrxbaEDzvRHI2PQjFCYFEs9oBOsOcZnsYcVPreqxMbCB20BUTglipMmoVj2a1IB7b9Eydm8p4q3FA4BZ4POqR6c+sjY04O8x01BbLooh4TReADNkBPpNHwl7aS5qDm+Bs89kQC1Y/GujstGrk3dORefmErBpFJBIX48F00oDm9OJl347C72axhwtvBYP1ilHt7lj8MEH1DXq3wCwxm5CnKEQQ05mjn392pZDbgD8IDUWFaV8zKqPG0dxm2SkDaNCfRxTiW6tVHDERMBuXgKwqdwBZD3YiOi9JxESIbyTM9AO1fdlaFFxEOX23dzwNgvUQ8cTi3xT7MQflQwXC7wlmUH+4jdhLPIlchA01OT5gY9nIGBINk+o5G+0RCxaXu/BWyqa7DYsnI1K1G3qDXuxlleo0XV8PbEExztl482u9xEfVYj/PBRry1ksiGd49meG81zJaaAuSFkb9iAiX7AeuOd+uXo9KtvuhG4MBSlru8SiNEAFTW00uh6ZB7XEgSH/HIbzrrcyMThch7uz+2HukBn/EwAu7x4H1b3YjL6r1rXd89Fn1tgEp2LO92bPLmuYq4BtEG2DZocVgx6y2PCaBmfSzFiwvcKLvZcNYuB6WYP+eVI4yxNECi3/Zyzp8j9OxnECNymjJ9Xgw90PUKKKhLbaAWmLkKY3ioEpsSzoTNC1qICmeQmyy/JwL60CBlc46jWDYFUmwMUqaB0kRY7TCA3KMSD2PFonqqEPVsNYokXuX93BugUBkdXHo5jmBbCmCIeO1omhdnw7zwF2RQK623NhnbMSw06+g2alVLBS6pxQ3rChIYcerKsW0fhw9ZWnoGAJuAFMGavhMjzgHqmEFJs/74iERBvUpd4CkE0nR7FDgaKPd8FZWeYBwHHrrsFR6H2mln/dBR3uGvCtumh2eOXtH8kzv1z3EuqsQEpEVxiV3l5E7v1tQPg1bHye/jbp0xPIqjBT/EG+4PdnNxlOZfsOcCkJoJLDGDwaLjcREL/cZCozOkzf7jc4Vl+vx5C7PTCPjUY9pEhjbXiteBGqzSSlmbfyk3SM203WrWzz/tetD26adkdMokR+DYsLQUBwABh1MD40TMET1lBk/fkVzDV+FPOPQrVcZ7H4RxONVWHUtdlnK/R819mhwSZra2/Dh3uhs8AUhMEocvNMcKTjU+ZD5ASr/isAjoiV4uHC96Eu4jNGkDMxfD4ut3sXOHHJs45d0eGQDlZiZOFtjOvcm3s6yQNMQLC7kNAG5/0PUVEjR88+Fny4SVCoGOo1CDqxES1j3ROA3uVkHfju/DXU7BwPyc5vgO6E4Vj0cqK/rD+6wBbQLAf+xpLOP2/7rC+xlmcsxVZ9P0Da0wRi6Z8AyLo1FSy40/btF7BYaUfb5j5hM6LLHQoz/p71NVclEX9e7E8BBnmH+IS3YIkRwtGUQfXQvvyb5z2sK5PhOk9/Z5qZoPpeyPEtzzdiqG0+WhZ1w/peKm68PD0XHY7OrfoisPAHPNNedfOPnNT2YgAc1qBFQAz1LvEtpbesuPwZVVA/jNuBnBYkHRmVXbqkLUVEzQDuj7r2v4L1pL9kOdngTSvQ+xoFFE6FBfenfQWniu4re1aPxMMqaiDwJ6epdLX4Yut46IIFYNhgqscPBz7H0ZooOLUdPeEFlEhNmEtUzHaHN/Dxu/yeTK4iHpJgbUiIP4xe9VSeufRnNgof1uF13XS8rJvk0yhBKqtlc3Eo+y2RQpYqNwOjw3B61CJYJIIie1bVcYT2+h1mSRC+TLqD8h8Oo6rTdqiq2iDhrOCF+sQKLZIGNiXaIu26cvIIev3d5r8CYHvXGNR/QZVnCblFZe2DbkaJAfDkAbcwtKt3mIKzoRSND1Lx3ZWJuL+/AzKvfQVWI4C+Ef9MQYcsur5p8bEOiH6J0tdBp7H6eD14YU1onffR3vSpl+C78tJx1GfQDDQm1QHUa1cjIFyJYYvaQ83lF3YXXyDkz2zEgrG7kPB4AVTpIj4bfjMtkzuwOTiWHzvvNdx+cCd0H9MLVdlBuLUjEa+PFdaWeE2cjoqGSSbI9ccG/oT7rbxJ4Mj1EWUWPPGXEPITP+pd6FuIQqKIxdlUibC3z+JBR5oL+v8FgKWdW63RFBdhZnw9ZiYQIPVo1brNWYPowMOe9yAu0MQV2l+5lXsa+utB6NZVBjnPvOce/IpbzSDplIzrb65C67tEk9H0sQ4Fg+MRT2PE1WPox+6nSbbFF4pVuQwDkyoQ+XEdcbXXBLhqh6Dd1TaQE2uQz3gT4gZbSCNqej9EQ5ccON0WO9FJ6XBJcKd7PgyBVoRkm/DMW0ST662VIcRXFa2lGBy/HP/ZFA2nSzgWdOpGrH1qDd7VGFCpFFwfyPbyZhmDBT8890it9kFJMe6L2J9JnzWX5+PSICXksu74IjwObdWnEa4JQ+2gAEgPpcNZRwV3dmQnRNcGIMtqJkFYQ6q6Pns2IHdwl/6ZzhRiAe64dQ+q9MHomDIaUpdwkM7/PQaNz3RHMONtab1dZMZfqXVNjjKxRpg8V+J0YcoF3u2RsEbqAjDiK+oGumrZfBiD8jB8YiHmhZXDdiYU9Tf7Ivezz6GqkyD2uhIKjjWSkGoAxnAXMhPNWJNUi2sKKzSKFpBL/AuFpH7x8IpnrtjwTz4TuPB6TT26Wx6t5Dn2xMsov09j4d2WX/LZxUjw2HaqXTJcPw5DUR5cnYQUG06nDbGDCxGkEYkZ1XY4lwix0W4G6Luldfjm6h+QSS3cgTz3TiwCAwIhT5qJ/fuoel+7LQcPWjfzawFW201obiiEC8yQ35a9f5KREEdPoLxYj6z05n4lPlNQEP558SWOYZ+814T4athbxsLlOAun/XtO2WA5WAzFvo+QGPwCpBwjMi2FL5ViclcHMmwvwsVauFjgFtowKLiUSAw+znHhYgM4Rugl8mhcW/gaWGKUfoRSkRszpQ1hH56DNIiyf3tvAI86HPyBZcCSGon6nzuDtQiWM7KU69QWbB1yC8pAE3Y8cQ5T010g6dzcwlqIjMXWthIEcb3HIK+hCiaHHdbCHqj7cRWUVpJqTXgNB6pxP2wQAieHQhbi4N2fCbMyg47HXoW2Og5xChPartvOxZGKS0KL5ih+04bRHb6lAFgRg8TjQKDFf87r4k5RCExrm913/YqkL3uNrw6c1C1k/U+Nni61DJbB+Bo96GWZTgzZYcfmeQFoMDsxdBG1iIhdF51TldBqJWh3J+lfdnehxUaXDCdORXMgWP8Jgz1Lr2MtOwXDy3LRNekQXEwfYch8h0U8fP/H2ntAR1G97+PP9r7pvZCeUBJ6kyrSREVARRDsoigo9l5QAVFsiFjBLqKCCgpI70U6SQghpPeySTZl++7M79yZ2Z2Z3Q36+f7/9xyPYXd25s4t732ftzwvUYilgCqyDa7oi3Boa9HQ0IX2VhuUKhkyMiOQmhwJiTke5tJo2M16uDpIjpmg2PN/Ab9CMEwDR0e48c6zLrjPqpD03nVIeXMm3BI5bvmd1E9kFf2+IyhcfJ01apZlmPDHHDZf03DgCUhVSXBU/QS36aDv+sF2A5ad6Yvwsy2QOjjFnFMGuzKMqDlqQfMqtjYh8QC/0leBxK/Owl0sBsu1b/RH30surA1veCKu/hipCYiVH94FsxOo0yegPCw9YI7I62llJpx+lI2h/H5vOd7dLDYsC9dbZ1wCrLFsmB8hJOuOZj1AwhtnTP8dekFJGOHvtVYNbj8/GvPdsWiTyFAMN562rkBVfQ3Ren2XegnMfEhcQIzlLR0nAlX+Yc8qNYxRehhDVZBKZVCrIrGi40EMoGWwFO1H/cnNwc9J4ZogvRGiXJrGgrixaFYIWPH9RApJJfjUnoHBtCDEWXDNZkqLr6XikMURIRux4uQPOJejxpcP5F3dA5xNoeT5N2AovegbK338gziRudQHqBipFxMB6XUGJDpX49kYNk/S6aZx78uXRPIjW/EuDh4wQa2m8f3RDsiVvHDd9dGDeHiYt2YrL7dr2/OxYRtgLxwA7HobEl8usHgwiDx0fECDbuUJzoRGDKYjgvEVgmFRJ70eZH8QzB6k/KUqGop5EshShZmX/NfUnr6YsOZ6LJhcHsTQxq/huswCnJ/EktMRAqxX7ifVGiTQamIR1u8xuBX8MzWD8qEfxSrXpP/2h4cB9ez8yibWQ/koC2jId9FrSjFo6vtIqx2Mj4epxAA4JgL9+oyComkNZkYbjuzoqMyLby03ho1/EkqDFIZaD8JzWOI1/+ZxUthyGyvX6mJ3oDD7LZ+XMMw8AEPz2fQYSupER+/fQStIagY7J1lSCi8fGA0pxQIGl74dl+d+zJRFslll+PCdqXC5emYaDo034f0f+DxZb9867HZ8caoAf1e0wcWAWW6umP+zRg8G5HLnicA/xPZD3ow86e/op2FLqBYeq0fh8QbESmOwNWkdpMHKQnHLb4/lSTQ0MBZpfn2QEje33oO/DTzACaWsWOp8Dw196nEqZA42tX2E6tq74da1QFc3FInHn/Ohgkd2R0KlD45fitcdQNblJBTe3YCQlNAePcDO3Bh0rmKjIcMullePjitJNtb8jq0V07Hn0k0YkFaLhTceEUwvGTcPWv/Zi992ROPg/kdQ89kGWEbzuh9TDmn7I+wa64HInr+hB9kJRM7760XCFUUjx7YKYS4SCcAfwB+1/QDTHyOYT1zyKzCHvAyXrBaD56chcxKJ6hLufX/NmZfr+p1diH+skc335UKevVtYo3WictmT2PztfrQ1tIr079T+aRg7jyf8ijgiQbjcD8wDMKnUOBHFRs5529r5L8ChYjGJF0nJ3BTm/tQIpYOPQOk9/2Mo9TxxFrle3nwW6vf3oTaBdc7+TwBYOqzfB9qyUmQZXPh2sJAZ1zsg/IJyudyINf7k63Sbej5MWjZsM1jb/ueHuD15CtSxYsZMyiVF/elMVFENiH12u1hAej1upDyLWooDtQvQR38cN7e/A4mvqCT3tB5Wk1OtwekZd6Bs+GjI7EqoGkJhjzWD4qwyV1uE5K3PDKyGRe9EbEEXbnqpBFKmtBJXC1YCHJjfhfocF2KTb8WvP8+CuZv1lnhH7LExGxCRUICXw8Shz0TAlqydDG1LdFA7AwnZfFsZGAOfnEtjXbQHr4YNwAiNHmPV/6AuSwNtRiAA1nl0aGrhATDpV3TpZOrsY+2SW19/Gyd790V8zRrENLOFw0mvZ+xKRPfkaAxRiHOVSRj0h/ua4WbIefmNFhjqRuO6C9WI6WDDMshY5Tz1FmIzB+LA7q3YvW0TXnjyAsbGsILSsTkexRM+gSOZtZYa6mUIqZXBWMsLcVs4hb/HdaJKTeHbsGjIpKoATCXUvdmNE+gNJp9nOl1Y2N6JKAGplv963Xfn46g+zob38+CBVZZ1g/qj/2PzmAeYNr4HV2Iu6Di+dqRJUYdrJrDA2jtMno+qQZfZWUdXrh6yB+KZ9fHpqWLkN3oVa+Clf1Ix5bU0rFh2P0rLWKGgWV2HiiGR/wEAP79TInUxplK3S4rj+/r2GJa366GFTHkU0rJ03cgcSp5lgct2H9NHV3EnXF/qkVy/HaGR/LqlNC6oP29ECvECu1kWeIVUiozQKEggZUil5l2kYKEkeDgeGFk4BJfXC1jc/ZRP4d7TjqmAcQYxLolQ01WNcMy7tmrguhwF2/l4OEtJSHYgP8D6CWfQFGLB88MK8J21HvUO8cH4eZYEGZzBwuFxoqyjFR6ZDBd/fA+9zo/wbg3fHikKHwFP3kiEjmEZ7H9Pi8CJuDBElw1CxolbmDHUW7sw6pvvAkQh1V+DmIdtGJH+KwOAt7eHYkihDlpLcDKjk2lqZFeOZADwx6r+xRefnp29f1u772BwR0nQ8bGW3Q+dFCaudDIAmLSnv27CwYtiAi73NXJgkBLjCsPgsISL9FHBthZ5h0tkIbg4NIohw7p2awdqN4yH2uPCCx2rEZIYCZrmDiEvA0qAHcMvaZD0VkohPKMRxvQmdJTHoKs6Am4ba2jwCU+vJBXmkns1L+GzhAJXMOInhnmw4nkn0Ukgf6EPhsmuoPPJFbj2wGJf6SNDvBPK0xRM+Syj+K65x1GQboW0PgTtS/mCAAAgAElEQVTG6tdAuW2wnn9CNI8v9EvBpLdCYbgcGLbeOjQaxcur4Nr1NfObstvewdJ+BoRuyIeiSEwuKQLAdcc+IB34+JOHUNNlg0Ouxqk4UoOTGxJuW3hX7robtmJkZibqWq2Y9gobbhiseaRSkHJI7LDRcCsGwhbB5YBz46YMMSP7ls2CmsDCO9HQW/S468Io3OKOQRtkuCx140vpLzjWehpdLV0+73FPREneORUBYW6xqSLDoM7IgAEWyGxdcEWnYLJ9GG5oykAO5HCc/h0tBXsFRjSBfPBhP7/we85btV+XgNURgTV6hcDN6JFilz04+VUHpJiHwDzC+1IXY/7fLMFb/6pWzOq9Ch4mAzOwSe66go4p+6Ap4udIGXUvzvVZHgCoCACWWp/Dqti3oeDk86Zdzfh9H68zxekvo/7MOjS3ynHng92YudjrXZKAoiRQHHwTKRpxqCmporDlwus4vfUDKGfthOSBgwG5wMIxcayjQFcFeoLZ7ciPdU8AWOgFJj8RnqHeg1s6FFBNF3NaCHyOoAsTob39UXyx8B9IBUZY0QhzS+HEzd+iNYGdj9+/UeL793XM+6WEzYY9Z5BIvwqd8wcUUayspZpUcDzIVSwgkR0bDkGiYzJpGfma/NBpDHn4J5g9duzOGREwXzl9hyLWtAvDVKbvtivaJ2bXnovX9H8UxmQVVBdNiB0+vsd9efQNoOkM8dA14vCw2b5jjzx3yIUPfTWBbbEXQP7zNY8CX5zuD62X04aAiLyjqBtHnFESVJaH47v1YhJT/05cv6Adt829K2jfupxuNHbZkKyX4kB+HUobrGiUN6Cmqx3VpiZYrSZIlKGQ6ZIBqQyhzhbcefEUdpXvQb7RgxGDY5GVHorNq89BTWnxY9xHiJd7PfCBiM8cVYQdZ1+C28HmmXmjCVMmZ+OXxEdgl/De37mtx5DebyNcGhfWJ2zApY8yUTXuYUjcKiTvfB9qG2voi8qSY/63PVcEMb10GuHOMOTPqUVYdsR/AsDqU6UFM3M7cqWXP8eh5jHYdOpuaFVOvL+Q6M5ifcJaV41NT5/EQc9KtMU3oOa770Vjfdu2RUhoDDRuBpuQCEMXIv3CrP2dhArKjCFdDwmwEw2TOhSrU9dD+lUa6GKWd8Mja0C35geos05i0ANRCEvRQRpA5MECXf1eC+IXN0LWwck1n4LNzqFjch5aZt8IWi6Dw+bA6a0nUHbmCpRqBYZMH4GMIfwZE1fihr6dq+rBDBU7Xi6JhMn9dUkFqXa98rFtIs/Q7h2TgWe7MOgsf34qDZHoPY8YmcVjH7FjDeoK8mHXsJGw5xQzUFMrToHgeyAYcZIDLBvW7wNNeRlzyx3X1CNEwQqDnjzBWuVhaGSs4HHJ4lAREjwPmHxfZSpCr3MGROURa4i40w6zGk2XMtG05luEe9mGgyBTp0KOv6ufQsKiZozL/wI5h/ZAQky4RHPxWRYD+9uUkY1di0ki9lVcUX7CnQBQAn6tOhfCyy2Y9dRlyEitR69HRyJByQgbTt9ogyI0Ge6617DlqJhqm/Tkmzlv4CVlG6p14g35wu4BeORY3x6Ht0Tejs1SsfIaJjHh0JRWmJwjsSWBBahTdRdwJV0SFABraB1amsQAuHf+bPtnqztVLy14Csf75UHq7kJ28QNQOhqZvgw6GY6CXrV4MvEebnPwi2RvcReOV/RcIst78EW1WzDxQpXPU+7SKXHtmxsg1+qZXOCnbj+OkVm8x8sjMeCi9gfYpTybW+p+NTRt3Mbgpo14ha1yGs9OkeKfXtqgK7On1UoA73sM42bP69nR2Y09856GqZhXONjp5vNbhrz3ApSR4bCe24fus/vgvmYOJALPfuywahjDBLm//3SC+qnRN4iSgQbI7o6DxenGI39tgUbBPqufSYcb6xKw5IscjBm7mB/01S1oHGL8dwC84tW/JJJunXeNnzqYDQfxXAZpp2+8Ca2cwYFY5UblykGF6OG2kVIRrNHF8v5lGA9uRmryMEGeLtA6tgWTZ0tRY30IDpqEJNLQylRICWEVxSMdNF6rYM0/ewdIUbF5LCo2TwxuxPTDuoqETugnX4YqlzO++eX2epERUU/s52PQ9WcfUO3iPSdKoaCBv3Ov4GxGA8YnNUIRn49dfjjzrlgJ7o7l5QIhviIEWB4qFg1vboDBj/25TfUzqkOeg37meCijShhP+rJhqehSytFvzwMwNrJFLHOOHkXKBXE9STIm9WMyMer+f9AvYS8DgHfUR2BguRL67uA5wDuiKFzTeh0DgNeoBxwoeGz2uMO72jlmSbbflgVKOCcqIOmkcd1Khw8A7y+04pmvuXQObh1QKVJQN6oRZ/GgV2GWiIGXORiCGM3JNJ2aEIu6NCMzBQlvZkJbpIfK7cLrnsXQhA0HRcWIadivJmpF1iq/XF4/Dx7TbSG1qDDlRfi56Drg11lufD/fyRoKTsQhdeko5K2cBxulw4QDfN3AEVMpnHjCxryXXeXG+icPwCYDNEcmQa2YBpfpOByV3/p2UZRbgY+/yEWC3gZVs1g+O8JVaFarceXtS5Be+IP5DQOA+xoQ+lMBFEUc4RF3NzEAPv4BWUxrP12I6k7iKZbgXOxgWJXBCVPGp5zE2hlsNMyc5ftwqU6c7y3c9h3xibBGR7PHpJNGV/IMUDRfq5sMkSqsDb3nsER4wZrSqcQt50biAUcyumQ0/kruxLH6/TgrvYTWhlZ0t1lAe9hyYqT554oKwbFKqYQh3ghdCB9lZOszFinuKCzNHwAFDYSc+wPthXtAeTiA5y+2r+b5Jd5TSLEodpTY+8u9mHCJPW2Lx61UYKoGufQorcRbEnG+npKyYrVqLrILWYV9yBUT5o9djbaO4NFELW/vQlhmCOgz7/qG9d8A8OKoh5GhJGkXNK5U27D0E45NnbtDjuQ1HDzqRK9EFz7YTuad37SdLaHIq1wJmUdM2mVzdmLDsQ9R/cNqyHYtB+J5I1owIOs6QsGzk6t67wuvD06Q5Z1vYTi0KFTaFzpLLLqA6j5AEsf2OWh9aRLBM/UZLL2mClmJxJAuEEpC+UTTcOi6secenql9wZRYtDbYkZ09C07lAFj1Ct/wkNJ6kcLyR1sT4F7PGq+lw1ugepH30isrupH0VD76v7oZlfImnEqdEgCAM/rlIqutCFmeS2vXZ8SNm3xqQz9F1iKE52gYUBWXPgiS2MDyeeR5bVco7H+aJZki9YAbYliuFNICvMB9N4OW8WG0C0qzMK42VmThvxC9AvYRNVD3Csf3X12DirLga5rcP27gIYyYosONk16BJJhntkcpAJzqqsZDRT/i7r2X8MDuYhhtbFjsLVGtuByuguqd1zB2y0G0bPwTSyNWIUeZ0aPa7dBacEz+AmrOVLArmJMdKqMSslvnYzsG+3KS1XDhOeVyOBKbYZMasfTyZbR0voeuXgdgqBqP+FO8zjTiAS1G3h9cbpaX5CPlS/a7/wUAm7cX/vXwBMeN0uLPcahlDDadvpsZ/8+WbAwYLZry4Of7/8TxrofR2pyC0t0fwR3njSak0ffKMEw5NLfnURacjySFNCu+HQoZwTl+PxHIRJ2nDHkWQtLIftiqDsHzQx+DVC6HlgqFfskkwMyWTPTKP4XLgpmhi2GbroArUQGJg4ZxSydC/ujhLCFlDXUatC25BbYswuNxlYXCfRXa4EFUNdGHBRdzet2uuHi4OEMfudwjdeObW1ei0xDoDBDm/pJrE8c9iIjeE8Qd8JQjcc0eFMrYFCbS/mcArC0vY3MRjDZ8OjAYFTf/TLeHRrTuFx8bdJ3hbVgUbH5CsLZt5yrc0WsylGFiRYBcS0Bwyx4NHB+SPF8/SyNH4kMmty1cj31XnkLstGbED6tFv73bkFRwFvrmRjAVypj5F88MC4BJneIgLQjQdkkonBxeCZfCw5BezbuvAAqbeAGW9bfin9vsUCSNRG/MwbKvosW6Nw0MTizCNeO/w4dGQQgWmTyzDsc/vNnP2831jSOY+lxRizYm1Jtv8ZFmfDrIhke14zDLwArW/xUADzw73/bW+k71sjsfZQAwaWGtO9Cr8m3mb32bDOPL5fD0SUf/kNwAuEhqAputAkZurntCoEiMErOOlUBJDAbsZMITHYFxz3+B34/U4PylUmTF1eORkT8hO5o93AkIPqMntP4s6JW6gKhLSkSUcp5gP7DUpZbgo4kubO+lh4OzIJFZ9+b4ksvJ6CloGveauzDKJiag8V8JXXVN2DHradharVzui5iRlqypiGsGI/uh20G5nTD9+A6oiCRQvcdyxD00ao1VmDCKDx8hz3C/XgG084eXdG4spMON2FZSjy2XtkHKEZwRAqy+w+IRGXcdli3nQ6rxHwHwphWv/SVFl8679vNPpqHTHLyWnEupxL4HeKvYqPguhGaR9VsFj50UH6dh21gN+lQS0lq2QB8iCDuX0Lj4egkGpmgR2vgUHBQbZquVS5FiJJ5kKVNb90A7jTkxEkwJByo2j0fF5gmsXf0/CE3CFK2bdAWyCAukWhdkYSzQcNWFoHtHFtxNBnjaWOW5xwgOmsavwy+hJN4EtcyNsUP2YWcbOzdepcsgo/FHLm997HLaUNNtBi0HzmxehszjbP6PsBHmZ2dsLCJuYQ0Xp6MN+DUzBiFNqQwA9rYJ676EwulXA5p24/jCFXj95uFMCSQvAB5QroThPwLgwkW3jju0l42eEDYvGVbeD05sncDLm0WfN+KkH/mS+y41YJRi6mU5OjpI6HbPdiGvvY+WSbB9XipcKjlCGmlEP074HsCA4PdCh4GiZ8NDc540IcD199J5JyxYOLP3hYLZqILeM9A2SwyXnzzkwu7JrIyimnRIeXgypkVvwvFXPsUtv70DpYtdO+HpDiRCivxP2Hk6M4xlfybKu3bbdMg1mbCXfuorfUSumUiF4cnDWYg82wyJT76xHe/KDoWp2oXyJ76CjCuX9J8BcP3xD8hi/uRzAoDZ9V6nS0BFeGD+OflOJrEjfwkbWldc04Hb3zoYsCa8HxAvsKlfri/qQ9vWhsachQHnZHh2MZInBC8jSO4ld8swvGAQZnQlIU+ixZGkNnSXH8NFlxk7w5vR3W2BpkuBGlsj3E43aA/NlK+TSCUMo7MmRAONUQO1VmyYC5PHYqFzLtKcYVAV7IH97BZQVCBZii+kJojnV0jARfr6eWhv7DAGz8FkljvNnjTHrAImKb8RfI0OwRmBB4ochvP1K3HfWT7scViJCfMnfQhTi3ive29FAHBU7xS4/uEZxP8NAIfJw/Bq9Es+7/+St6/A1O7iiDclSNIdxvn92yCT0fjpdKAu5SqejBxzoIevoeMSftt3Hs377ods/3JI9FykUg9kV3QbDecmGiB5wUwkgrhWMCs3glBCcy/PMmZ4/yGBdCgN1c1k8gRGEj8QzKSvzF6M6Toac0ZXi5Vs7+0EZwjr/SXGdmDXJjk+fV0HfVg0MnQL0djLa2AhjPIShI04BcUwvnyl7e5rgHaWcEy5RFz+KOznaoT/XMsA4CqFCSdTJl4VAH/WO3X0Dce/6q/I5AFwjDwJsuGCaAu/9fXnXMBpAdpDz+F0f7ZOsbeNOLMORgsLzv29wMaOaLxTkshEZngbRbtxRvs6JLda4FYasP6z8WhrDX7+59z0LZT6Thj1UZh5/UqEhYrLyPQoSLgvLNcO8wHfcpkbb4Z1In9QBgYNGIrcDX9C7nBghuZ5JCuDOHg4Oe6RUrgQ8S7KLp2G3UxCvNmMY22YBoMeGYS17TNh5sicyBKbjEMYlE4iTmkcoR7Alo0PoXIyG0qcsuMTqCw84L8aAD6x7XcMO8CeU/8LADZtufDHo1PcM6SXv8Ch5lHYdPoe5h5rHvkVCnmgPnzh1yJs/06Hix1zYB1aheqvfxBFXTzy/XKonGJcwA5vgKUPFqsVgzIJgCYjxH3vu0zAEE1TiHIfRbzjT+xNSsHWXiQdgreT6AsyYDibDhyNZNKR+lVvwzX1bP55T01Gu6GWEHIyCpbRA1B9zx0sye5/0OO0nRQSLrmDKmk2qRx7mdx8llCN6O17R/+KwhxSDlLcYhscmPaXSRTRmLvge0j9SCIl1m1IfRQ4O4CPvPs/AWDv49cPakRvQ2DNTmH3ZLJLCFWeZl7CqhyIWsNHPQ6mqbMWnXuvYNgwFSQBi4aGvV2D2tcrgVOl4rIz5I4Cduiq3HAcr74b2mYt4m9vhD6b90pGlxYj6+g+RNRWg5JKQMnkOH7HA2hL5BQ9v975efbRJXWjaHAt7Go3eh1vx5jPqqBr84g8vx2Rbmx7vAOqlHHIzL4V65aFodnMlebhrKVKuQPLrv8MK2IaYOLKxXgf/f3GMRh/mQidnlYRjbcU9b53JgeJgnLBMd6EHfI0/BDTB7FciYz/PwAw8QLnXbjJNzIPr0jEd3cV4NHUhQFzabZ5sGZ/M9d1r2s20HPUt6oFeZWcJ5VTdk8NeAaXOsQW9YUjf8bCEb8yzzEpbkK5mq9nRj5TWCSIKpYjtErJywZu0szJLtQPYRWPYpUC+7UaNMhlcEskSHO6MMTmxADH1cncyG+bTuVjzz3L4HaKw9hEKSkKOUauY0kWuk5sh6XiEjyDb4KE24R1bRcw8jYt1HIeUFF+3l/yW2/+7xPb9sFGscQoYXYZXjmZhtnfZmLuXfehoVHAXvi/AGDiAeas7S31obhcGHzNk2cWTLjOxwYdqXBg+KhQpi8uO3FEHYfrvBmOLQ1QWYagt22raB3Q0d3YvKEEIU01uKWGlLdi10GEWoMYLZlf9t9vV1MYoAemhEtRt28wLq8ja0wQrSFSnq66HfwUocAwZxGwJp7fvCs4k9aASK0dmX0O4zjJYSGN+59OBnyeA8QpWT4BiqZQ3N4EiZSGTWHAlZXfI7lJXE+5Q/E3KiKXQDVuNvQZbA3GlYN7oV2tYMAvAcGkxV8pQe4uUtqNHzbyqmZ9F9zPzMR9o9hUkf8LAC54aMa4wwcDozDs0+Sw3q1CZJEHp0PF5XOmvtmAVs5DRRQNepgC1HAlMuydiMofGHjkcvvLz9kCi1GO3bez5BrXfCxH82FCmgKk4wKWaB+ERDoabmpCwD4VLx5uEoSmaB8oFp/xgpQmcQSBvyLMyZeWKApL3neAxEGQ5jmlRtzvYzHsYg26v3gamcdnIKOcZfUkt5h8L42jS2ywNrE3XPf4AXToPUwoecjF92A58yhnUmPvJ6MlWHpzBkbdp4WhVGyEIAaC1mExqP6qEZ3rP/G98v8EgElaxOcPoqqDNdbZZWqcjheTfAjH8tPpWzE2jVWS3/n6EH44ae7RwGQNi0BnCisPFF1dsCVNgFXFzqVvQCRA8rX7EJ7DcTiIJo79h9QjRXZZFrKaE3AzFQG9RoK9CZehLPodGRUhoHU52J0ahVpJA07LCuCCxwfkyO+NlB7dEitTC3Owpx9yEI9x5RKoLp9Fd10hU/rK1x/vZhVu7mBzL1xLAPZp47A6IjdI7wWvSwMT3SFY7mAjNoRjQP620RLcyoQ/80a7WFslbprwLOZ+w+dy/y8A2LvM/w0Ak+ffb7wfuQa2nN3Jgk58+AMbbeMNIx8X/xGOHqnFgpct6D9ObHQlv4m88CJCbP7Mr8DBki9RZmpCxeHXoNi8gpF3/kq313vb3a1G2eVkmFsNiGpqQkxFC3Qulq/CV6iIAy7ehcd8J3RCEHGfTUM5SwKJJgiA9kYLkE636kDf8jh0zUZ89vApyInXy9+hIZh/i7ENB+bzVSzmj46EtdONMG0/hKTPhs3Ap1GFuqSQP/mlr98M+/MT3jJ5NFQ/HYFUxwOZxCfPQ1Vp/VcAnNlWhGzPpbXBAHDYH9XQrLov6Dokr1H8E3CJYDoJcCpvCdpD+YghQ1cORp77nPktyQU29/uVbD7fOh3c0BdPlASG55+RrYRzUikkCQn4bv0YNDWK9a2OZyiMrlvLcoBwOdoTRj+KvN68/ne1jUN3d+LKlJGol3mwNqQbl5VuZEy9HuMOnkdSZyiGqG9CimIAFBJByp+f88Kh9OBi6HswWUvRdIFEHrLnuUwqwegXhuMohmBvA792ZfBgSfxzUKjZc+/REx+gLfIIU/qIeH/jBN5fspVzblDh+h4YoAvf+Bl9uth5JwA4NCsCyvzgLNDCHGAxAB7NeoAB3DflOIZlswYYYXNanPj+rp3Y38LqjBUbvoIjj09pHH98JgYWBedMCjb+bmcb+qaS8qJkvfy7Nbhd5cDxpAY06C0ilEE0XJ1Oj5DQCAxdegZjP/0LGmk3yBj7DlkyH7SU4eEhO9Y8YAAq7rkLbj05WLlCz74+BF8tCjuN5AIXyXQKjLmkaZQYQ1ESwuu5dW1u/LboVbh9pZ/4+07bZkJcvYMTBRKEpAxBytSnAx4ctudzNJ8qgEXPlx8NAMBBdBvmRt4QaOIB9rY3erdiYrQ4zMu3A5k/JHBRNGK0vBe4LHQLPFJv2EegNeNowUZMcgyBLokPCxW+SXetEdUr8qG6UMcdTIJ7+JLUgLJrQnB40Bho1uVA55QjbLgZoUM7IdN4cwl6rpgg2o+cAO+s0KB6YCNMeSYYGx0Y/1El4vI5shnBAVzZz46jcyxQxg+CJ3U8FipTMPXFwHCTuQN3guq7Dz8YeCsPOTQeOtobL+8ZdLVIXJjgwpdKQQ1ZGoiQN2PXxDakySbh9Qi+wDUBwCXpEuiC5AAHC4EmHuCVX1nUb85/xOcBJuOfWPk2Ilt3MIfb+E+1wJBmJA26HolqYTFtdqauFgrtFaoSisacw8U+4Vabdzf2dfK5ssI5v7H3ITx77ToYVVZYZVko0n4NisRKCZqhUYqEUypIXbxXvH6wA+ZeVzfQBN+e/KddF0/hj1tWwsPchrVx+w5zzv1FlI6cx+9B+MA+cDbXom3fr6AG3Qgw5E8Abe/GpbQzmJErtqS6XimHpNPl27jSoUZI58Wi2WLH87t+g1LOhsVMrgzHQGsUrn1oPBYv9itlsboFDb4QaPF+IizQXhKsX5e/tl0m7eYGjY2EOLYnFxSRYkEaIcM6fCfvJRjTXwZjmBI03QK3bRGjaFneLwHd5UZW3XloVeI13jaxAXtebsCIExuRC6/3SYLUkHBomPIPbF8fvEyhzAY8kgBMscbh/Nt3wdnBepRF3tsAUfGvDBHit+Jkg13uxqYRRaiKMiNR342h/Y7j91axgpiuAd7LkMDA5ZbRoFDR0QIH5UZMWjs+/uhjTDrElQLjlGMKTlwJuQH2jFwYR1VCbmxCWYgaX/RL4JifCVhi25jvv4O2q4svT8P17dK1EzDtnk1M+DNpzpPp+LvdiEGkTmc3lxLgVfi4wdkW4cG4lon1wz57O2GNuv+RC/fdNOrosUCjDqUD2r9ikd+RJiDJ4zXE0PjzVDde38gao7wKtOdGNehUKW4s1KPVEvufQqHJ70kp900L2PSLxEMKyH/NgqJFiVC3CSuihsHtmgePZwR3lvYwh/8GeL0D6ac4cYms7Le+UGgJyKuueM6B00N4A5b7uBqaHdm4rr4GdctfRErFSIw6xpX6ooHMoTS0ZjcurGUNaIV5Ddg5vQhwa6A/cRc8LZVw1v4uApQjKQNe2NkbMSUtkLrEa8oRoYI5yYjzz1RDdY7N/yWNB8BsDrAQPJAQ6D6XXPhGeXZtSGflInK9EACTf5+OGQq7nwHVe+/+8d9gw2yeUXTmMxtR1q0RWcqFe8yUnQO3VgtjVRVoKgR1Ix4KOIckUg/63f2NXz5w4EREmaKQV9wPmbQaN1ERsFcXoKz9NBwd9dBXtqA7XgOKlqM1PBRdGhkouQ6R3RJEmC2QdZmh7PCudwGiETg4rpKpEtTr6M0dPKiNwwcc67NYQASKi9+tfRAP3ljkjXYgS+sr6PAbtCKn802mj9F/+F5M2M57pwkAvm/8WtS3E+XcL5hYAvxfPMCkpxmqdCyOfJjpNBmhB5cWwyqo6y2VuDEq7BUcPunGq+u7Eedn6+xqjkRu1TLIPJzSyr2+w2XBprPPo9PVD/XKCVA+RnIYA/U0p1OBvTtGwGoRn8NyuKC3dSGqy4QIqxkRNrOPHZhMn0kbzhD/GaSd0Iz1QH4NG+YrbMFCrmm7HJj9KFCUgNX3/4OoEIFXLbB7DAg4NPsLdEWydaE3fqLGL5+poVQa0DvqcYH3l31y34RKNM3a6wPAztU58Ozj2J8TLVCv5SuayDqcSLmXJcoasHwPyjyXcCZ1WnAPcGsRsqhLazcmaieNKtyWJfQAk9I6mk3PQ9pDGLSjy4NdD8ngsgBtIYFe4KiWcRh46Q2mH251G7pTD8Cj7OZSGXR4sToWvWv99DNy7luXwjmuBKr+mdi1LReXi+MRG2vGuOsugxoixdrsazBo04/QtZMITzbXW63SIz3lGmSmjUVq0nCQvHEJkx8qblv3/4xXPn4c4ZQW05ImY6o5DRmudGilRiiFxKn+c8Yt5GbjKVw2st7QxtN1cFjYvRSlD0f/53qj2JmCzU1DYecqo6jlTszVbUJ0xGHmuiUld6EujA1VJ2dZZMF8RFwW8IyQvPx5XZiwWGDc417hwO6NGLtrqO+FCu6oQ2hmOJsD/OwubhfwHXfm8SRYPQHgpMh2vHTHzqCi5ujak/hj+xg0dA5C69zTaHlZfN1jX78DGUdmFvQGfh/aLbXon+n1vv6bsGTfg0REmbQ2FEe2oyqkCy4ZceaxWQX3PbkHww4XiSsACA4Mj1aDy08sgSUl1Q94XzWTkOl1yjknFMKgGB9mp9EtV+CAoO6vQuvEpX8MqE+swMV7voI9kg+BTq6yYdJuPl1SptSgz52fQqLgy9IxD6RMiH5pG0rit4tGzQeA/dZjgOsxGACeFmvBy9lCdtJgq5oQ4dTBqGI9Il3K69CgJ7WZgl9LFn754d0YkUUsRMGD2ruK1WhYfgGyco4BLUjIE3lWU5YWO5ZmgjoXD/37fSGt1kOfaThWgzUAACAASURBVEXcbQ1QxTh9IcmM04kbFua4ZcjaJHDUq2C+qEOL0Yr259nQmLjz7Zj2RjnkTjGxBmGMvjTKhoLbwqDrPw90VB/MaG1BrLQcKzclY9s5fsORsN7Hx3+BhWEkrp0P9xpRGY1fv5n0L8oh8JfcjAKZmDFUG9GFnwY58bxhNKboeKveWO1p1GYomRxg+Z8X4TZzbGyT80AAcHOjDRIZywJN3q//ubtcq9bb5c898BjyM8SAdOaO6SiP6oA2n8a8PWmoe1jLhEEHaz+eakN5i0OsbIlKJAChXTZMO1MJZXwq/o65H7XB0hy5CUmNaMC3c55nQDAJhz6n3wUKgTmsOpMU2hYZXFr6/xP4dXa24+KbryD/dwHRGEduJsxHIfJAnxyHvGVPwNPeDNOWz0CNnA0QkMctqgZHNcZNDwTi7seJJ8XrJachezUNkggF/r5Siz+KeQb1l070Qu/pcThZNgfbt4ut9vSnjWjMC0WtITlgt6jcdvTqqiKjfu2vy5buksm6RPSPDdXhKCsmdWr9Grc1hV7gJIMLeYNZi5yj+wHIZF3wVFhg+64KqopFSJM9B5WWo6onW0NKo3puFY4/2IYJP36K9HR2/6jlcqQYInz543+3UVjFRkkz7NDPJkvQ/s0MNBwkRiBOiPt5cJiLg4EfwWsEhD7TQGWkGT+OyYdK5sa8viW4rKzBkQ7WrOFtyWoaH2XyjM/kc1Lz1+Z2ISK+A79/9iz6nbgLcu5gIs9xS5tRbpwHm7wQ6mtvgjankDHC/pIdgzNRRmQevwXR5WxIcHwp5/31G3KLshOXF76M127irb7dq6fhQ3U+7vUkQdvdFkQc0jgSpsHghhGOwV+/o16jHlB54cEbeh09FDzcsn2tBnSkFLfYJHivXay8DH+uCpQgZJeW0fDM02AerqCseBo/Qn5iWxSxzL2T1k1jw8MEBEsgt9OI+LoXDAcikCS7iOdDZoJ2j4PbTdiGBQxOIi+ef96v4CjoCRx714TXQMUxUm65yY2v72WVKCbkkgKc74cjtCoVcyxncP7N1dB2x2LK7megdLIGguTeNDL7UDj0uAMuCxuy8+njh2DVu6A9fy+U9lw46/6Cs+EvX2hetlOLx+9NQ+adKoQUtgZYVy29DKi9aEfpx+egMx3yzf7+8cvx1fhwhH11FrIKUr/ZG/4J1L3RH5kX7NikOLhT7TAzFpdVa+5Hq40HWGZVKAqjA0mayDAZ1Vfw6fSDGJjAerUPHTiNR3+pF5W+8icp9HaMKL0dI65Fc9j1AeJBF9uAzJlsDvPVmtquwoSDiRh86BjCG1nSwKs27+FLLvInMWMmMAhZWg9nv+9awQI9qYnC8ih2H/5bm+QMxZuu4HVJmyHDfeBzN0m3wzy1uGnUC7j3WzFb+9hCB+4btxplhBwoiDoT/lAN2m60BYRAn016EZITPLkRbdRDemM8pNYnuPx+4N34t6GQsDL3tz0t2LxHYBQHEKsvRf7udZAraKzf1wk9I755w0xn6QAMbHlGoPyw41vWchzHy3+EyT4R5shkSO/f5Xe20LhyuRfyz/Qcvus1FpAnSkGRSgScXsN6zOUKF/oPLkGvtLrgeb6+RCMigKOB+xZA22LEm7efRVyEq2fvBfeKRaP+RsUAUmNdwhBf/bhaB4+bQnb4nXAlZsEq9P46pVA8tc5nngggv/riOKQxvFEx4vMyhO5kgXXe6vOoaPkFp7Pv5wAwJyCjwpGRm4vo5u3o65TsPBVaPSC9sTBGP+Qx6OKUPmIl2cA0qNcERtJ512fRTzSKN7ILZ9eY8Zx3z7dL0f/icsS0smcGAb+d2X/68oFTOyLx5rnA2t5kKg61vgxTwjEkzsiFKsobCs32vVlrwIuT5yP6Yj7ydv4JtZU13rCN7YtKqUNURDoS4/qjtlca2qUq/HPmMK7/w4QJ5jzESoKETYtvwW9BIpblTlTrdqHGsBtRthFoL2/DlZa/mbUSrYxA/xf64CvzdSjrivatF7nUjSnxx9BPyZLtbm0Yhu8VBNLxlWZlTj0yt/IcDeS6+7c5YAzn9R6HuwJnC/fC/UMpRkn41K8ri1uhjtByAHhnwJpzZUeiY/U0ZmRaBSHQ6wsW4EINH5nz5Ky9yEoU703Sj+4WC75feBxHm19hhrX4/ApAzu/PvpdHYPKR2f8mqnzfk19WVZdh8ggtp3f7CZygkEswKYJo6Q61A8aKRvQ6eAKh585D1caCTo9Gja7sbDRMnoTujHSi6AWsjX/rcEy5G8aW4KSALokU++JiRcRXORNKYfoSONAykLm1ZfLbsKWdRXK1DZGt4vDytBtfgiGRxyTeV1ZVvAPJOgcaY8UVEU6rZqC+mqSmiccqAABH/LTiY3l89CKhB1gvp7BrlLcOXXBA6x0MvfIYVDLWe1xt/AJ2ORu+E6x12UxQFl9AYrw4VE94bUdZGFq/KIXrWBHkFBc2KeoCyesA7EY5tr2ZgdZ0dpOrNqRCdSAOmgYdlKFuGFKtUMU6INNQcHXI0XVZB5dVBrPBBvvsCrjGcoQ7DiuGf12CAdsECdvc85xqClufNDMlfcJvWA2nTIEJ5jake6qgA/vOX+zthxMlETDIW3D7oB3YSB3G4TjeOm+0KXBg7U2I8rOo+iv6XfDgYxUrfIXtwsDTqA+dhJ2J4kNpgPEQulJCocnQQbHhLNyeblaUcQDYnwQrp/BR6qv3KyXTl72PdqO4UPjHqxZj3YRCUBSNYdvVkPX24NocP4+koFMfH2hCu5XdYBK/kAivXkJA8HRJLxyUTESpSbzsxBiHZoDLnofu94HgeuW9aFLODQqE/20TXu37C0tfRf7GQnjcxDodmMPk9WIz7yWTY+ialyFVymD6aRXceVMBQwRfK5GmET6kClGR4g1PHTaD2syTOUnyDJDdHw+nh8IDW7ZCq2DnmJBf5ZXGYOXX/TFhAmvxFzbPhhrUpCXDpBVTxZNr5B4X0jvL2TJIy17dK5FZAky2pw5lw2FnDQnC9yL/7oyMxPHZt/seN2GwDGq9EhRVCsr5EiMy7Bur4S4gZQA2oVdSXoBdq2J2PU490og5f78AQygbFqqSyZHOkGKRO0hwvptmSiQRdmhSJ3hqOLBAGY6K3yag8WguaA9r1fTXf/3DmoPay8ihEGnGucwamNLqcUNqLSak1mJhqRPdHg5scKFemRoaqxjPr5epnUJFZytDemWMtKDg69dhPDoL/j6L4pCJsCsuQhqehLDZbMkncgi/NSQFTmsiBm3nSZVG/vIzjCYx0z0zJiEK4I0wTO6z1jfezY8uwsqIP/BEeCL0juAkWPmRociu7I+B362SrFENMJfNnRiy83yA+Gbu6RgsheVZDYwUcLhZihAiN7k2fXkNGtrFhwkVKYFqjgw3lnlQ2xqELZfboMGeRshlds5hQ75JCzkQhojvkqC3duNh/YNIl5ngdD0K0BwJjc8CzKxEMQDqydgR7DfsQsbJoS58+JgHFi7cmcwHbZbBtSgacdHhWKRfhx0LTsGiceDWzaugs7LhgoZID0ZNl+LYC3am7i9Zc7Up7fjlzrOQt/WDvuQ+hvnZVrTMl/tr9MjxAGIxflc8ImvaoegU56cSO05zn0jUrq9D+2+/Qk7xeZnf5S7FjvlxiF96FHS3WEYQD3DaOSu2qnbUKxxuJt7+tffugcMjvq4gsh86NGJA5h3C6zJexkc3zvPNw23PbUBJV/DcvwDhAqD5tnkwd/kBbBrQxXEgOMDSxN8lvMWBp18vgsYWmAMX7Fm+z4RGDqH85eZWHI7gBVbcr4OEKxO59o8mCm/9R/BLPJQ7rbkwInhN+Q9hwB7wIZyku2Ptv2LwqI2Y/pM4+mLBjhQMmrsADc7AvHzyan1muVF0b7kIADuy3kJJ03BIW3hPB7PU5w2H1HKPT8yN04/FzJDpvmHz5gILx9ZVsgxtJguy81xY8QNLXiM0+LX9cwOG0mLCHfKs7RdWwGxvgMWVisrQWVDfv5EfdgDHD/VHQ5A67t5n80zPouw0X9e8IPjm2w4EME4L+09/Mwb0mzcjOcqC12bnQ6vmFHavsSQIaURNzjnkT/iTuc0/e+V4+wl2vculSvSPeha1aT4uSObz3knlMM1g7P9MX1yre/u8v9J+7VAt5w0RsmY7UhaSkjJA9OCxMMx/CaambTiZtQiSA3wdU2KwyBgyGIaG79DPk1lfK98TGd7drAy/7kkotFKoD1dDv5x9pnrNQ5ANDJ7L393oxq6H2HW4b+RNcCuEOd005C4DRp/cCKWHjZpyhFTDksrel7RHy5MxvDrFH78y3x1sehGljr8Q3icKKfOGQKrk1zsZhzPxadiXlgvU1UFZWQVtVwdUlm5IGCIVGna9EZUDh8Lm1mLYu+uxuPY+RMp7TqsSzqvw7/aoAhQq1yHM3g99TEugpVnPu8l+CdWdK9HrjkisUQ/Hle4Y0dodEFmBicYPIYMDJlsoFpvz4FGQmud8nWqFNRrp2z/l5hboNcKDWz7g6z6TLwqrxmLHj4l4qv1NURfLn+2EQqOA5rci6L4IrDvridah/TtW/7X/XVBw37CKXEnNNrx56E20dPPPyEpowpO3eLkThIeWBPtXHcO2k9ejsbE3Gl7YhY75/HPIHEw4cgsGXB7d09AF/bzd3IHBOXYoSJBXACwTfCDuSg/P4C5i/if82+/yHsE1rx2QsOfoCje0hDm6B7KXQzEx6FTwuC8yrQ3ZEWUwTDyIDf21aBplREIi2dusc4Q9Kthn6OP7IH36qwHvQbqW9OFnKJQF8lccM86CqeT+AOfCfwLA5EkvZ7dhWqzYGxl8JN0IVW+FTGIBJdGjLGwryVztcWIrm84hx+SBITJYiDX7s+bT8XA6jMh//h1kUeHsweA3sN7keUu4HIU3xaC1lwY1w9h8RlGuCjekEWUWKK0exBd2w64hmUgUwi/VI6HIA4NZHgASmlNcODazG67sHBhHPwVKrkKflmqMklZBRfPeQ7fbjeJLLKHTPvslfBedCg8TCgoQ8Lvty+uR0qa/umWTHDySbhwQCUGSA0Lhr+vakYreWB8rDu3gAbAWsu9PggJ7QKuGDIZCq0S92QqPlE41D5zLdM4LgG9460N06sSK0vfLXsO71x9ghZCLxu2fDITh0VBEqlh6ef/W0OHCV8dMfMF0DmSROeIXGA0jpcSI0JuxrYD36PqDMe+9Sd7Piuu/weRMNpSBeIPb5eNBwLBdGtxi39MiYwNApLBcPApF7Rac/L4S5Sc9IBW0mCbIKxeGPXs3nEQuR94ri6CJDUX7jm/gjMoAHScuD2Ux1GPgNX4EWxYPXK+VAW7WUimJV0G2OJEU8MRnp8pwsu44lDI2n2X6xRTQvY1I6nwAu3bmBLzKVQEw5Ua6uQyUQpG6eemLZcEAcF1lJCpK4ntkizo5Yyba49myTBmqTuSMZOfaZvkUcukB0GYnLB+XQtaeg8SabQiLJiGW4m5Wz6zHiSWNuP3vV2EMZS2hURodojTEwMJeTEokraqimTrBpMUoaYZ9ebhcg86jA9F0dABcXVo42g2g3ST5hM01YeQu5yhmcuBkNGQqFwy96uEcWgTV4BLo5S5khBHlj5XSyysp7BPgyVlRAGF79oY8k+usbifqus1wUh6ERFiQ/9PzCNtLyluJX65W9ypMmnWAQo7QOSmQcXliu5PDsScpHIO3Pg51F2ucIMCXAGD/ZlI1IWPg4xjy6j0M+ZW3/RsAJvLrcq94uM8b0OdC74H7y349cDUAzCzptzVoTZFiSZcET3Tx9pA129rw3f5AwhxqqBzpwzoQe2YQXB7lv5KUefVS8iyrUY79M3rBpWJPYrlFhrAfExCyNxJ36Z/GNaptcDtnw+0hOVesMYTdd4KD29/jS773B8TMj8hisEOh3ASXtAYfpz2K3S+rAa52u+s3PajPQqCdBVyXuwq1WXXMr9LLruFDn2UUJt0lQcWvTpRuZiM2bEo3fnz4GCyuTOgu3wWJRAl79S9wN7MRTaRdbwnHjEXxyJwhhaGUjKFYabAm6VFTaEfFlk6o88XeCC8AjnvlKECIFAWt7YUcpB2xY0Pc7nqVy9MjACY/+Sd2GJwKFpQJV2iIuhBrbzrh8wKfPX4W9/9YBYriuQj81yPrvWOVSI9MjYYZD8Fq4fLdBWOviWxBxk1bg5ZH0ljcWLTqMhJqej6/AzaC8APRHPuFyl/VEsbexHd+0DR26VOwNrxnb6V/Pya5wvCmM7giT2ZoOsTGRgVlwZ1TH8StX3ZA7SfqrwaAyWtMuTkMJ+4oRWsB7wVkAHDdYEjb+f3ITMn1eZCrxEZQnhEaaDQ58crH5eJQaE8HWs++BadLggHXOPHkO1bOE8y/dcOOBRgVOk6wt2k43U7sLnoPZivLNdKck4juKSz4JHKn9N88wMGIs7x2LcF0Xjf1BELDxaH/zEO61KCfmIc+pfG4fcR5ZCaxhkXRAuewMB++R8McVY+js9czlzXVSfDkbdGwdbM6T3aqA+HGR1Cuy/C9vN4tgeYJ9nrSKIsM9rmsR5WIeuWy85DlcoeFi0LKvacg40g+hQD4n7h7ID3Ds0TTWjVyBveHrGYZ+qvmtjfIftMJAXDot/mQ/8Tm9MquHwz1S7yh2X89nl4NVO8DmiIO43xfYngWsG9LJCJWaPLbjoy/4dGzxnWyxp6vTERuVWDIL/l+c/VMtLpKIJVKENo3Fskz+kEVEciQXB0SgQNpuTgdn4YWQYQhucfoV1Zj/PZGzNL3QCQrfCFhCK3SiZK0b9HSWYBezbOR7QwkZnNrzmLZ+FKU2mLFBnDQGBf6D0aGf8usx8VVU9GsCyTljT/2LPT1rDeWrJ47vqcRk8Gna7Vbfsax01vQslmDu1Qviob+3wAwHaFF64+3Mr9RnCg/c1tW4eBgAJh8v/yerYgwerk5eAltN9vw7aLjONLwIgivX9m+NXDHsPuBNLVDg3t/fRkaB8+IHxRr+i0aq82KPr1sUCmIMVZ0oPqdEEGsywFgV0ikxT1IpAb59ygQZEfUehBW72ExdA8vcCEsHDU679qj0XtSKcLjWiGZ1ARPaRHuXnQAc6NCue3OWzq9IJiAX308caz6OdKoToS++iWqYngDlXe4/jMADv/lndfl8dGv6q6ICTBi1S78Npzk6/pjZpZZj/X8kY0ogVLWAKOKrXdHagKT2sBXa3WlhegnsUOuD36IEkW4tSgKlo4o7PjsG9gcRZjSkQqVlSuc7tOMub75LB40LGEk70iCmoF66FspuNUyJFzohMrCZWULQul8+WRcCCwtA1waCv/cbEVtHxeMo5+GMp5NnJ9QdRZZmiuQgChQ7AOdThcqK2rgdFKo8bRjS0ICssIzcaG7EZXNrfjry6lIbWdLiAQMo0h4AJ8om9AhEVvUzw4sQ0PoYHwWk4J0Tgny/myIZj/a0iOgzdJC82MR7BQrJHSDRkIm86DOZodp6Fzf5OWeX0J9/lG5ZOYbq2AK5Uszka5tfuV5LJt2CbTSzPS1zzk1pjVOh+JmTpEO0v+mThe+PGICzYWxCkPuhOGTpFTOQNVkHCzmvM5BPAusUGC7mhBC4ZEx+egTeQSJxpMMYHRIE2DuikVncREs0iyo9RL0yrGiQzYUHhggQxcaTl5BTbEe1UeL0VIpR1uDDBTxBHLAxp8tlOmvoC/Mn+RwVygwYOVT8NQVwHJ6Dzx9xgMxYiuumW7E0KkkrFHcPO9Vga7hGDZ1MshfSoFEK8PF5g4sO3gaIepSZu1ML4vEBYsRy2+fiaVLpwbfKl9Vorp3Mpp1YqsmI5Q9TqR2luFS0nhJ4f2TnFJVR4DFidQEPnUwBx6SKBnEKteWkIBTN7M5NBqrBROm8YXF7d33Qy7rBm3zwP5TNeTH5iFH/UZQkCTr1QZZZDccgx9HaBobNRKrNSBcLc5B+7Legx1tQIebHTXiEc7RShiA2l9QuL56+0ioQrtBuWSwm8Ig09oQ1rsShhQhdwAre853A/ndQLeHxpkuIERO47IVMMqBRQlSjA7hDwhCdlXX3Y4uFxtGrDXaULN9EeR/PRiwPQkhT2FEX3ikndDdEA11Eiu829RyrO6fBG1DP+Qcmu+b/74H9iOxiNQyFjeJ0Y3Md7qRnb5b9EXTkkfwdtgWPBWeAK0jmAeJRlFGGroOSzGkNO/aA6UbN5bNmRTTkweY3HzwLAV2364M8AJ32jyYs6oeLZ2B3jr37SqMUnTAc3mIoGanH0k9p4z6LyGPFPhnUjyamLFh5zTyMGD/yYgRHdW4RfsJMpWn4HZOAeUZBJombONK7lJuvwfx6vmSL5m7miFX/gmZ/DjOOqZidfJ7aJ1dj+6TLZCanKCa5JColMi6sRn6nA9BqVlPmBf8ErkiTzRjzLhQSLoo7F/Eo5itdx5DhSEd+sukNgtAOVphLeAZexWUFM/SSRh1NBYRF0yQcvUqvRPpMirQmhiCuq/q0PrnDigd3ogp9orv+72K7XcmIP7NY6A7xGPf9Wpv9P3egrVD9lRp3RSDyF5//17Y3IFz1KiNQamwfq9gJU3v8yDemszWKqbdbny0ZiW+uhK8tq0Q/HpvQWsA2xNTUXdhLGhf7jj7rdLQidSpO6GJ9EY1sHM2blcTZvz8H8KeA3aD4APBec0MftB1wJ+ZIqMpJ7OPGPtiVUggT0VPjw2lZPjbltvjWbyV1uBziV7QFQqzpGvQP/kgxu4MTD1YsC0dg+bdF9QDTPo7+/Z4nL1ZgeIiPhrMkfocrpinAk0mUUg8JmZDrhezAQtzgck71TU78Oz7bNSZdy5dLQfRXrqTMQokpbux4jtLAAjetGIBlowaB7Ugq8jjoVDUuBulzUdhdbbBlqhC0+QoUAbA4ZThxKEBMDUHL+PD262EhFh8ar5XTkyZfhh6Pb/faLMG9Ds3IPrvgZg1ogbj+nFRUsIJCxp1QKMuswDnJ/Gh+U/cGoKqEnbRGA0e3DnLia1lK+DwkBBR9oYxo4+BGljsu7v7ZDicy3NZw3TvdqhWEpDKng/hP9cwzM/e5gXAzXVf43T/5ZDsPub7jg4zYmBqJOytH6C/5oGOJskmebilRRc2/gkoDTKEHKiBfOU+3/xqfnsR0mjWMePfbO1u7LiH9c6e6/MSWiJ5lnHvtdlli9Gr7jbmn4QUq73fr5BI3ZwODjxXERwEeygn9jY/jUoLyX9ml72MMPnnRCNmTBqMGRGCvcAC7w61Fp0qLVROF9wKGWLMbTA2xCPpj2lX283sd9yeduk6cSn6O8TWXYc467VQePOD/ZUlAPPHsykj7LSzWqBc4sHDyS9DJ+vAH13J+MFBQqPFTVc/FInHnvN9mDpKiZvfDRFdV1xzH3791oUnzM9AKxED/9InzFAZVVBtL4HhoxMB70ZF69DGeYDDz9TsnJpeNEVS9RtWHF6Kxi6xzBnZuxx3T2JD8v3b6e/O41B1Os7umgxnghkVv30BWsdHEWWXDcK0AzxWukrQjejWbrcLiVFWhPiIo4IBDKGxtqfp87vG3/DEGJ8F8pmbaKkbCG3yIKSJ5lJGe14exUYjSo186mbG6Eok5jWgc6UWUW/txaO3H8WoXBlkfpVvvIsqLHsckq9lWb/939KwNx81RcuDPvw/A+DIcz+Npz3S/frCC5AKEzwA/DWyHuHK4DHd/k9Vy69AJz/BrAMxIVbwwak6fRoDwmnIdcHK1LCvSkokmcrSUNdRgS1LXoX03T7IvqhG78NqhhjP2Oqn3AczenBhE4Kdxm9Y0OgOcaMh24PWJDfKB3EHnVQO3YA7ocmYgjB7B6Y1HIRRxxdjJjdob+9EXW0zc/iYPR1o6T8WY+IG+162+1Qnhr7B5YsyC6tncp9miRPr5C2ivFqXxoldI6IxRmPAqwLyK+8D7u76EwcHJCI2SQ/8XQ6Lh1XACAA2NDpRrTGhbuxC3668btsj3dc0xuh2543Byd59RZOy/u038OWkWDjoDb7Pb/60P5LulUJvEHs+hT88U23F9sIOP/IVdhfxgJiGXCLHBMNM7L6kgpOQyPh78/3EB+EoGp8FDEok+W51qPzxdxT/ySWUCjvArVfvvmWCwBhpL9DaRSCXK3EUxNNA5lHXKwF9n1sAZ9kZdJ/aBSpnDOjYLJFss7rNSL/WBL1WHDBLFXSDWs8rwZIZUZCNZw0Ni/86C6frIqRyK8bUhmBwbSYybtPjw3fFlknhqykeK0LN7elB6wCr3TaktBXQF9NukhbOvMUsjasRUz5yN7pSmIim+uCKDLmkLiMTRRMmgJLL0bu7Fmk3srnhHs8VUM6X2YPT5oH101IknzuNsNDgEQGy5FbIoizA2EXQxLQw4x+qVCHeQN7fuwTZ/5Pc4J1twIVuXoHSy2gmT5gA4VuieO8lubbZCZTaaHQz2ECCMhuNMDnQ7ibAl71nqBx4N12CVE1wTdrhcaOy0wQ3TTPlp0KirLjwy2MI3cGyMrOyge0q+Z9JvQ51+lchi1EidCZ34NE0fsmKQaE2GYO2L4bUpWGWWXhdLYZt3SLaT8wYSlyIGH0HxrwamOvT9NxD+Mj4N+7uNRBRDZcCftsl16OmV5QPAB+8svGzig+nZO/8nIKnB0vay7PV2DlNhr81wEAn8IeJ9wSeKbVj4WeB5IOylGugirkNIZ5qJEr2BJzhzDbyP//8eluSG4aSAeFwuqXwPOwCSG4tUba0cox01+Bx47uIlBOvrFg4U+4EUNRAUFQeaJqMJYkwsEMi6YBUUgWZch+6KQonHTPw54CZKJuogTW5C9RvblBbPYBaAs0tUozM/h3mzH2+qJ+Rx+5BZhnr6VFfW4Kp/TPRVuLBoSV8COvR2w/iZHwM9EWPQOLRMF1ztR6Ds5Ivo3CtNQQLPk5FfJoHukqx7Cf37ugbjsbjHSj+TY6QQr4eqXd4fsl6HEcm9IJ6VxHcV8SGXuuTOcj53Yo1Q/eW6V0exrq2+rM70NAZPDT3TbIpcAAAIABJREFUWMIoUFzJN+HwJ4f8hvkD9mJ27kIo5HI0HduJ3Xlb8c4zk0UGDW+cpH9eMAMsdVJQy4eidOcsAeLk/8yY/gf0CQ0+Y+Git4uRUdJz7eGAxRzsA9FS+HcvsH/UUJM8FPcnTYHMLc7L7enZZFR/tvRBgoD4SnhtO6S4k2F+5lfpKMt63DFqI/4fbV8BJkeVRnuq2r3H3T2ZuAsJIQIJQYKzSXAIEAIEZ/FddNFFN8DikhAIIUYSAnF3nZmMu0u7V73vVnVPW3XPZN979/uyO1RX3bp19T+/nD/nN1mY9Zfc9/inY3DTPx/Bb91+N1pfnTqRHJcuiMPpG7Nx6oSfUd6cOB11rhdBtXcHC3MzUyHSPBfW/LdT34AoIF8riQf++Q8iJ/C3uu096Dr6r/7nLrnaiWX/DJxr/Fr86fVbkGOdg5vmhQvpp5o2oaJtO5weO9oKh8I0mYFIZ0BfjxZnT+eivSUebD+hon/g+nUYAXGZPv+v+MQeTJ91hLd1OUXAX0OBB27FTVPrceX4Zt90DJeJBOT4c5O3oHYkASl823/+XILv/81bzch8vuN6A06blqDBOIK7JnPTuFzThN13/R4kVTjeKgGzOwmsiIHsrWMQ5fJzmLZ6kHnPkX7rL7nmA8DVVdehedRxWHb5U7SwSXGYJN6BPnENB4DbqF9cceb2eM34JVAmazkALHl9u1cGoSBdNB2S+y6PuCy2P+lGb7kYTpEJeybcCLc4mOmf9kgx/sTH/amRCAg2FmwBo/DPfUEQ7O1Li6sN5wwrcc60Ck7WS9BIgKZWhsz5QxE/PjPEEBCQBpL0Z2cssn9aMOCyJrG+7bn7IalLR7o9IJ2jb1FxA+avxipy4+6p+8KU6tMTtmKi5ld8Y0nDelsKvya98hwZb9qlRM6mjyF28V6M5DPv/V0Ppd5vA7C7zmDbvv/g3MoOPKZ+LaztVff2QpYk74/XDr2BKYhHzwc86FcdbfroiqHtS0UVK/D+gcdR1V0Udk5+cP9PkIjDcZLL7sKaRzfjz57nYG1WoGfRAXQ85c9VS+q/ad2DSOnMHsBGJgRwAb3KiiR9+NkkXJkAOPJ9eFD1Au/yXiKuzrHNHmi6Gd7iyw+OoIGlTa7CWb0WNrH/TNPmGTH60rOo2WtBwdV1+H7iAcgvNfHkbt7JEUqUN+TWFZAofOIt/yu3bh1OGN5/DIw8PGyU/N4g1+FEw/fBucSF1BQ+AKysOg+xLdjl+aG8XtyYHp56I9JqkIkqoJYe4lyha/Q/gwnRvIQ+13rkHIbGmyFSRE5ZQ6zBvbUJcKUXoLepAUdPf4/aeAtYxoWEWhox7WIUHJBzYJiPYQi1Cgd8dYBpsjvdg8oJdj/oJcKAVAVF4VwuzZFIlYhJLccxnC0HLQme3C6XGxXlvNtzo6MFmrHzUZTEb8CBJf0VFzQHvc9GkiZZFj9IulFPO3lvP4oHBttm9UHE5OK7lDxoBISfxxp+ws8zCjCMVaDzXH0QANY1OtAmqkL13Kf7t5xrvrm1U54yLb5BkxnEAk3a+/qn7+OHmUOQv+9fqBnCKwHSqsWYs+09aO/bDIVIOLk4ue+/+7rQYvDStAvme+VXD3E6nxN7KfaUx6LHGj5MoX3HpYCigZGWc5D9HOxeGNbRFwByfWy4PmGQd6WnkHH9pUi//GL0bvoCrrZ6DvwyKQWgAjRghCFRO6oeKUmBNmuAbbLD814jWBc5PAjbjhziR/hclD+facSvZWegkTdA7qLw7OFsbNCKsXjODXj3XT5fm1BRX3sUVY+UCgJghcuKnI49zOmixaJzM5acRcmxIUIayJ4ODc6d8MdrCr2nPTsHJ+bN43L4Tch0QV/CuwE6rO9BRPEHP9Nmg+MjBwrbdkEm97vseL15uHtE2bwluF35CTLm7IRIwkAnlSFNHQiCfS1gsbGbxV4Diy4XAbX+lhFwm6sArAyLMouA2jjgIwir81AVcHkshXxl4L1+8azXbkarlcTH8+A3Pt2I/a9+jIQzM8O7gwVHeFWpvRZsvA0xN6YHxSY9OzEXxX/dDW0H73Ymt5ox+Ycfw/L+kt8yJOnofInG7HFvh72HA8CqLbhp6HSk14RroBuV6TClSAIswKtebPxg2vT9H4nQxWUx9X+r7xz6bKkSnhIaNybwV37spjHJ4b/v0y29+OwP3tpMloskfhLkOXxKB1JSsQU6mngo+IvQ2RaoW+LqIjKuXIStQzNhfzlcCCC/p0g6cZH8HK6X/4pEkQ+Ih+RuZxm4IEe9exja3XnYbr8NVdJstFxSCSfJZ9xJBgegrxGBmiRC0flO5LdWQ2bggYstsRk5rnTk9vHkMDVT1+ORsfPRsM2NY2/zxIhkbdaPKcfasUlQ1i0AzTHlAh5HD6xn/wl4bFzXprgleHRCDkrf0SPueCcot1/FRu4n1t/evBjUf9iEY6tcKJKG70+rs5bg6CV5YPZUwV0efK667y5C7jabFwC7CeMIVnyzALWtGkFPoWZVKmpj/e6dvhEiYUcz8q7DjWkJmDyKd1Os2vAR3k7txL7PByaFCgSW0neyUb77VrityqA2EHbojOk7uRRJxP351Qf9KVvCF9AgrwQpIKN4R3nvC2xnqzgWjySOhTWyp3dYI163Z+Nij7AVjty8jI1BrZd0ivy3StSEG63vY0TpKQzbIKyUePnVabjryyfxcXN4HuY8RTzGXKbA8ZtTjefPjte63fycDwTAgY2kLkkGrX0hrN2LYxZijJLkK/Z6vgH48Mcm7D/pd6G2th+Fqfrn/mcvX2jHnU+GpCwCi7Ufz0fXzpvw0lIKskAKFpLG0mHC9vMfodfWxO135+NvAT3tBKgMYqkGWprj0N4Wj64OPew2GSdUOh0yiMQuuF28C7Mu1gipxI3UjE5k5TRD0hAHfHYx2D9KMSnZgrtmVUEp5wS0gA3G+6fA1k0Y+o/PWoPWQr9njcnI4oH5Opj6aA4UzZ5qgzJlCg62+JWMt7fR2PrM13Aq/ZY2z2k9nM+OBFRuyN49HER85cv7G9j5gQDYWrAPTcf8c54A4In4FQZ5LweAe5zf9Ghc5hzN2FugTE3yA2BvheL0WEh/fEKQWZnc0nqsDftf4r28hBihyXUCgqcdWNMfD6zPPoCOpJMwO/xM3c/UZKCkwXvWh2IYFnB6TDhj/AanDd/1A2GyKYrkEiRNy0XixKxwF2nv+kvbOBPqushhaHZlH1wkF63Fm15KaBsIadOnRRXYmcyDF5/IfnHcVkzQrcGH5hzstPs90vhzhpfT0ne+CFUnz1tBqpx0lxKT7gyWTyub/46tv1txa/kdYdZf8lzDYiOoXElkAFycgJ73eJJAAoCvHNq+lC5fgfcPPo6qnqIABQ4/ne+4dB/GFwkYaMi7DjdjaxmFHZ9fyx28lX+9D09SsALxrh+fh9rqcwEeROf138JCLnUiKyGURyQyiA2uPUDrLyRqcT+zUBpZaDoZaLtIaGHIESUgJBBivD9SU/oJr8gznTE6GAvlkK7bgsnrd8KmrkfNjTxRXjDo9cnWFFSpxci/8kWIGSfcdDBvVN+KdYDz+4gHDgHAZ3pWwG3iY+h9JewzCQAGQ2+XV1dBbDFzg+QDB7wbtBdhD2if57tGI90BqagRDlEB6nUkBiOaEMvCsK0ZyTo7VMldoKTBJCOBDXfbJDD05IFNT8c5pRonrHUwn/ge7t4a720s5yKdUimB3ERD1UdB1y2GU8IivkUMsQswJDDoTXajcYgL7TkuUBIlWI8TtEwNZfFVkGdPg9wlRfGRJgxPOwU159sfPOQsw6K6phF2mxOi+FTEDL8EIlo45llz0IP0VwJYgjk5ylsfl5CNwmGRGdvEATF6LGBM6sHuobm4T5eIazTCFrz/1wD46yuH4M7l6/DdY6f6u/26l+9C8q3VUOeGp3vyCcJtRhe+3N8NJlhG5DeoQOs7AUkUjauT52B/RSzqenhrraCQ7UVWZHEUb/8KcU3h7qVhMz9AuREa4yvkQudtIGTxsSh9aglkibEwbP8JtroysKMuB6sJyLXnHTdZYTOycnkFQeCscP+9iiA2/mP0EoifzOLift0Mg7vXHYAUZaBEbtxUnginQY+lT2djyZLwfGaB3zRYAHxm+gMn6CEHRwj5JxM36IPbhwbFagvtGOVTpqJ+xAho+nox7YokQMRLl3bLPyCmSfwT/7XO7xjk7VoPmayfgShoeYuHtoCRWNDs/A25166DVOWETCxCmlIPuThwjQTvCW1OhnNnrrMBozTgIN5OA4tN3cH3+TbKoSoWf8+ikMzl8g0tvolIoc1iQLfDArFUBLnCzDF47375A+TVe9P1hDxqE51Ble46MDFW6K9JBi3zt3l7WgwMHbNAV/KxQaSM+20tYpqaw7ueBfKLr0H2u0uCYn99z/2vAPjoxyK0sOL+OCL/pk7h06VKjM0X410Ng39rWAxxUdjUGdw/f3u7GZUthGkVUI58F7TYL0CRqZtDr4YcHRHjgcPkqoA1T9ay0SJGebUeLe0KziIcuvOT25NFHRglPYdkER8zTq5ZGBVOuUtRLymBw8IrXMMOWgkgXinD3HWNHHMl5Q5O0+LriwIqFV0j9+HGi0oh/isVx97xevWwQMPM/VhXMASKqr/1z1vGbYet4m2wNt6tN8EtwWIqiSO+0lqsUNWFWzt7RsfDdN6KP59RIKH1C2ikfNxxYBk8ACYWYBYrvrkGtW0aXzpv7xjzzovkPD6ZMBImuS+MxNs/FKAQN2NGzu1YlL8MI4ryYev0oLXiJSw6kQXLuXACvcA2BjvCsNA9wqCeXozOs+HKXEVCJ/Lnr8P7S/3uoEJ7yQVfiyZXhPzWJk2CTHsVlrBlcCiFxz/0/XMZJV6wRfZi+gFK/IBgATrNeRQvjXoSyVulUJqF08kNBgAfujmurKX6lhKzeT+3FiIBYMW4PDjTws8DOS3HC8nPQEEFrFMAX61txbYDfgugofIn2DuP93/6P/5rxNBxxFckeAUe2jwau1fcjfcf1YAzzAQsMpvTg22nvobRQ4igKPQ6JqDXdBEs1eMg6+mGaOppsAkmUPEmIMEIZHWDyuLDrtgWHdChJeZXsMczwa6ZgpHWLkxOacfEYUpIpVFAr4CsztAeHLjiG/Sm+V3tzUbgudt1qK+koFJ4MHaYHblFGdhU/Xj/d09vk6P3rl/QmhNsFbI/PAZsrQbim+og4SlR+OJhkX3roSDrL7l8IQC41/5Vl5qx5WnGLI4IgC3f3IpYKW/NFCpHP+lD/WZeQVOW+wEa0/0KDd/9clsyJh77nAPBmknLkZ8ixcGmXJid/NygKQ9ulptQ8lcssh0C5ErefmYYPj1jq+0QGm27UWf+EyZPi1fmZyHRKaDJjYO+OBHqvFjI49SQGNVI2jwFqk6eYdlD29CnqIaD6UGS7RKoGGJFHkDU934IsfyuKKnA0XhvXK/3uSm605ga9zE+NGdhp11431I1TUD6Af94JxSKsehrfzgfeYXDVYcte/8FalMrLmffEuzv/wkAV3yK9/c/hqpeYc6Bj5f+ANpLshn60p0fHsB21xWo+jUfltENaPj6myCvSalDhoW/PQa9KTy/82D6lYx9WpwBSpkQfvINTMAA9f8ZadD46zIzg6Q6D2Rer66IEzigGoalcDAxHt0ynrfCopDjVGEOPGJeppz2r+eRbT2IE/PJ2vaRkvq9AfvfwbIouuoZTFD0QeUyokeWjHIdr2ChzXb0fOlX3gu1iwDgs6aP4OoJnh8RAbDCB4C92ha+UgoPc1ZgIgSEA1mf737wbx5opHsgFTWgU/kQeuV+gVGooR7Gjc61ddCyaiQPbYMsRsCkH/CgtUODBlsRDo7Kg9VrXnf31cLdVw9nyzG4Os/xFN6UGKyNZ1uk5TooSq6ESJUEd18jKLEMksQSiPXB1rG4ZiOmnDqFxOIWSPp99f2ja7HY0NzUDqfTDc2QKVCmRj5YyXuTPnMjdn0UpkwWeEfaCke/PwH/oRvmdyPZXsxZfyOV/9cA+JsFJfj2TSc+13yH/fNawTgZPPxiEmrTXkTJQ9tBB7hihbbpRJMN608RV2j/L6HgN1CWuSF9JsSuZBxtBKq7WFidXtdl7+OBz45Y/y7UfQEpiyJ0SGCMb7+rnwAo9pGnkTmSsWAmMq6eA4/dCtPuX+GoL4NnwvUkQDToLW6PE1Upp3DlqHBlBPN9G5jDfgWG6M4UUMN4rdOq0w3YVHkACkkvUs1SlFZOAZPWiQJ6Cf74Mzp5SygADtyqAi3AHAAeemhEv+Qcsk6rzqWirSlYmxr4caQ/3DIZ9t1wI+xaLQpaqlB0XTFYKQ/+LIa/QyYllkF+cB1valFQ/hOkCl9euqDaIM7tAh1jQ5+1DtTQz5A4ogq0hIVGIkWqSg9RkDdD9FNzc48H7U6aI85K5hSAFIjVlye1Cnw2+G8X40GjuZdLcaSOsUIXb0Plvhno/vBf0NpjBAGeD/y6aQNiFqaD1kj6BchKnQK7taWI3+0XUvOOHUX+Aa/1NsAsSvpzjKQUlsUmFP4t3PpLvuL/FgALLQEfACa/TUn0oFmMMEKsimYHFr7bCloaB9Vwf+xMoFU3k/oVKio4npXUGWb59YJfIdJHl5tCU5sKlfUaGIwB+VaFCHRCrgXNCBEFyRgR6BEMpnsqEN/igSsADAhuBVI3nrwjB+adChz/tz92s3zqWfwxNBPK6puCHnN1H4ajlifLkVIi3NabiBlfJkM/XgZNRS9kPcHeSY5EBYzZWhx4qBetO+pRqPtVsBkXBIBZFiu+5QFwtFKWq0aXa3TYSSwXt2BRwRLcXPIyHBuTwThotKrew/JyGW+xEyiCZIQsIB/tgPX6aWg6fTGcZg0Yl18JJNP3YfO2R6O28UJ/jESKGLSfg4JRno4mjMLHzQdhp4HegkIut3G0MsehxD9c3hAWga2mj6WxiAoXOmcrPsH10g3IPxRZeR8GgAPq91mAD94ce7K1+tYRFtN+LpTOEuACHdjumJE5cPR+Dseo80GfQ6oskOXigXg+Bi6wrFjdgl1H/ZafQBB8z1NmXPa38PR85PmOxnhsfO0hPDQ/BwkBx5mv+cfK7dh//iPoEuo46w85S43OUjCVqXAak2FvHgoRbYa9PRtwKSGOaYVoRBlEahvEHisSdT24LyUJKXS40jziWAX0nVtqx84bVsCu9XMjEPB7zxwdbBYgKd6DRVeZQIkVWHnudbgZfn6nmyQYM/w49s3nCXF8ylLnB4XwbEsFdE4ovglW3khqzch81K/w97XvQgBwn+PLPpXHnhUNALd9Ph9JilzIRcLz1WG04vf7LWBMCbwr9Pib4JYEK97I92jNBYjromGIXYViTSGmJczC/sZcWF1y3qtH5EFpUiOG7SjHpS2vDmR74j+XAmzuHlg9Heh1VKHcTPJDE4uxEd3OcoKsQYtpiAj1MEsjVzoPSZIxSFWMg0YiEIPv1z+HDffRuG6sKK6AVeKfm+S7RiQ04BLNR/jMHBdm+Q2sJGXPk9C28fl8ZRoKi77RQZvs3588jBFn6qfjz68y8LA1PCzFVxcBwMiRQHqqDSRnc2hhhCzABAAfeIy3AAuUx2f8G3nDhEPEnBYnNny0C2s28GEOXYsPoOtJvys06QNCinXv9y+D7g83GJxOIbC7CTEWyU8sosnVMHW1YIiLd7Hwc4UFZDaGS2Wk6mEgIUdfdCe8oJ5wuTXYl6KBiSPH5MHvybQMuFp4Fz+J24w5xxahZag3za3vaQElaMLweZhdkg+dy8+YX6kZgU5FBtg3P4dBHsyrEjok/QC4OybYoyn0xtjjK++iGeqzQAAceA9JibR+Ygu83xTwUzThlYFKchhy8Xm0q56AQXaF4KTxXXS5neg71A6qEcgs7YYqzhS14xkXDWu7Gp3OFDRk5qI6SQ9HBO1L1BcTN0aLE3nlTZyrszrJCLEsHLAyHgbt7T3o7u6DRB0DzciZkMhJDELk2SGvZZHzoDPqd1TBhtXS8DimDTP0eCk2DVOUkQUiHwAeQivQczrcBbpFXIPay54Mc4Gu0efgcEgMMHGB/npBCY559mPNw7ehx/wB1l15BC4Pi+vXD4PmmhmQjvdrVYVGfl+tBX+WGfsXkmC8mY+QCiyGaQowK3kC7C4WRxspHKwDCAdMqFW4dMsn0HXUDjSMQeygYczOQUCYRszIYuQsuhLyhDh4TH3o/vVDMAwDdvilYHXBB7fR3oNTSWdwx8TwvLrM5m6Qf75CXaSH6NpEbus51d6L13cd8xJfAX87OwYfijvxxYRr8J8VA5NKEABcyblAB7vhkroVJAa4cw9ztmCR6My0ZRV06UGvJsbrVuptEBG6PC4Rju0thNMZknosZNPxpUYi9esZOyZM0UAi493/bKa7IBYb+wEhc89iZHsWCoNg4mqqdECUagSj6YNJtQnJc1eCEnMZI6GTyRAv10AqEnvri+4h4l9AkQAvaSF/DLg8HrRZjTC7nVDHmKGKsYOmWax+/VWUHva6yQnwOripDpTpLwKjsUAzKwGSVF5QIW6WB5P1+CsjBhf/vAwWN3/ga/p6ONdnoZIkjUFe7HjEfUty0AmXtsfuwwfa370u0N74Mu7zeJeIRlUG7wK9i8bYao4E6+XGD6ZP8VmAhWrlATB/8OyXATfH8e7IGztpDHX5+3j9YRNeWtkF1aj3/BbgkAWdTa2GggomqQnqfQHwGwqQfaNiMElQ26hGVb1WMC1KaMyP77ncmA7Mue4H1MeqIW4ZCnlnSpDWPNqGMMGUBNF+v9UsFPz6pj7jccF68gmA4Q/oBZZ4zLk7CdlL+X1X1mOHpsIPMlgRhd4RsWjb1I3fX03DcNHLkIiEiRwHBYCn/NGitrBckCjnAj0AABaP/AG7et4Dw/pT9fj6K0m1Gy/oy5HVzBPbkdLZuQxPufLQbQ5W6AXG1An2o5KC5g4RXJNy0FE2Em1HvK6NLLD++ANQe/sr2hhE+y3YIyfkGO3fq73XWRYOxUj8txc4aWnujwdkRCKY0jNgjwsHsGKHC08y6biCCbG6BUxiF0vhEehRQ1yfA8LYNJ4avD70fpT8Juz67PuufgDctCMoBo7zpJDHYdKlGuxbpDvZXHndCJuVB1mRLMAxY9Oge64Dze9/BkbDz6fAdfFiynPQ0+E0D0//uwYNrTyHCuOywtq6D1KqC6bWE1ixpQ8SGRVGisW3n8VvH1yD5I5r8LfLw/dfwtNx9CyFv/Y2Iy5lHTSJNWDFJD7fO9v6oxd4qZl0K4nNpD0y3C69AlmyyO7mgvPCOy52lRHbbn03yHJNGJ9fW6pBQw2fl3ThVUaoY1KxrfZemFzxvATGAos9fdi8fE1/9aRKpkYN53J+7orvqILkKj/RFRgGGfceg7QrnOCMAGD1omdQW3E5LMXHBV2g+2RdGKlcYrBZ/yMXg5UNBICJAUFjYaFPHCJo1DO39mLNzR1Q64rQEXsAJ0r9JE+B61VHWCCMZwDWgxJtESbGToPZGYOangQYvIzCWfouzDggwazWALk7ootryIiEAFgP44CDMcLsakGMtAASOgTED7LedrkNj048HPQykq1jREIdpmm+wH/NmqjgV9abi+w//fHuFy9XYNQNwdlMqtuuxR+bNLi4bAIKMSfiFlR3Sx9EObJgF+iAveF/AcDLJryFjHg7tHmhoSp8xU3HWvDJF0WoP1XKKSs6l/+Fnrv2B63zqYcvx7hTAqFZYV8idGr6bmKglTugUjghFnkiWIX7RSZ/CiSwiK/3IKYtOudTJNTncMbA4MzF1lEt0NvE6NZpcbZFDOuvjWA7/TxPMm03SuZ/CmViY8A6D057JNUkYO6VS5BqC/DWAFCuHQPzVzXocL0/4NFDAPDprs/hsQTP17DpGnfsx68olr5VUVUJMZcYO7zclmXEPdnBecoGoxrw5QhuUz8PozQwMF64Gw0VPXCdsEAuZ0DyRGkSBybbcBql6GtIhMulhSdRh+OZiejSKuDkkmXxReZhkNPQAztomGRiJDb1IdXVjmRJB+SxVki14Zug71mr1YamRt7qq84fC2V2qWCC98Bek7ayyHnECdoc2UziYlh8JusIY36uyaDQWhiL1ak8IVGkssD5O46XJCO2UAPZLzUwscSfHtAMnwJFnx11CiPaJ9/RP94TttznzKPHStaPmgmrPNh97IkfvsIvc/JQJt+KvoNpeP2rBSjufAIfvlgL1sbits9TkfXgNLgVJPYmckandacNONUULhD6Q9f55vACECCHBPNSL0aGimjOWHQaKdjdwJlWoKKdABqgYN8qJNUcHXDCB6bHCHWB9jVaP7wYQx69o78ue81ZGI7vAKuOA5M9EhATkOhfIn2OPhxPOoYlE8LjX9huFzz/8LnfA9R4HUR/S+YeP9bSizf2nEKs7DwYyoMcgxpdLcWYludCy7aXYTYHC7BCH0d9vBvnx14CgzzYhYPcS7Me5PWcQnnWZdTpqQ+2iYYfEFY9eis29Khw+kiwN4GQ5WX3zQthjeGFF53EjQljFRwIZjw9cFgeg1hi9qdq+PgiJO8jOYC9RG++jwhY2pTYA1FqH+jUDkgKNoIuXAda4l9r8XIV1BIZJDQNiSggHUZ/cLHP0ksqD9y6fC9h4fYwsDNOtFuNcLBSKNS9HMkVAb5/nC6A+vXvobcHW+4D57CDrsV5/VwwWgv016eC9oJ+q5jCp6XpaFXJMPJMPlQnb+e+UOxxY9IPP0BpCvdUYUVuXCmdjZpntiB3Qjgxlq+Lmm5/Cp8O+RHX505HevXBsK20RZYMe7EanZtYLwBe9ZXo5qlZv5yQcC7QQiXQAkx+/4eWwRdqFs8ZKNwZkiZ641Ez3vojDsheHnE9J+Mv6KmysKXEr18BpugQsiwhQExCbM1OCXqNUlTUamG0SLmRllAM8mQ9GHLRLnRdewBUZx7iT00GbdJGDJOItiGkV+mRWcPP490qOqSaAAAgAElEQVSzy3CsUA91RbBCgsv5W/FOv+tzvkuFWzOSMPaXYAWYxOiEvJU/F23panQeNqF+sxu1G+pRoONzkgqVH7Pvw7krs+D8vRrOcp4x3idbeu4sRs6fNnw8c0uvsofiFvh/Pr0FdcIpofurzxr/Cf403Yk286ywV5L+HqL7Ba+zoyDyxT1RNpg7H8GX6XJsO0kYcL3ASshsLzCuFONByggDtNdOQ22xA4b6PMxc2YtbGjcOuB8P+oaAyRTM1M/CI07FMaYYX3WehSeAcCAQELglUnikUrg0vNJCZ7Dgo4xZSEZkEOZmKbwOLQ5QvFLQ1wQp24t3Cm9H8WYnaJKSLUr5ddkjUK4uwl4jz8wcWOS0BI+NmoZvn+w6WV92yQiXkwdeHAC2PguqJ5j5XT8+B8mrH0U3dTN6HvwpTFE0RT0J1+sCSMq8LzPbPHjl03oOBPvmFtcHklpU7lyBuCQGT79vQW4JL9T6UrDwrtEsTu4qxRfLn4RKAcydCsycREMtB2ICsDbDsKhpAnYcpNDa1gWT4zTErAwJOjNELiXSzEOR6MhFt9MDY6IDr049PbihD9lEOjOqcWzOL3DLiPzA7/WHd4rw7pNK2K0iJMa5cd1cMzziNGyqWg4no+KBJAtMcThx/rHvgvZRkvbI+fBYsB0KiK5ogvSuQH4DFrFf1CJmQzgxIHkvAcD2a+fCWrMc3SOr0XaIuIV7z5yEWEyk16KL2YOxCR9ZXWaekUsx7B5oswNIsLy9QGKAiQWYlN59q1A47m4oY3h+kNBi7ujDqluOQoap6E3bjbLi1+GhnWHypp6QQRlOgoUH8dJYXJl+ORQiJer6YlHVnQQ3w4fJpNmAhQfFGIEpwmMSCc0IXR/sNX6iBY3F6ZhefDCkDBaxm5f7RC6kaPpQrKrGENkPeNGQg3KXT0kX7g4rMaUg46/XIHapuL6YdB8w8ZZgN+ku42fYf3QvOtcxuE0cHk8f2AHVy3ohjeVJsLRPbOVnm1e8IHsLW5LIxQCTz1D7YoArPsU/tr+CLpuwZwMBwHpnORQZYxGbTfae0A5jsfW1Q1izbzHMfbHcAdqz6CA6nuKz5/jK3O2LUFwTnb8hejRq+EBJxG5iyOfCFGmKcKHwu4VS6pfFNCIHSs8MIu1tmCsY4HTH4I+sGHw324VkYyE03R70fVUDz1FfBoHg6SeSWZE/+1vE5wd6X/AgWKqNx9TLl6LY6ZetydMWsRb7No4A27UMbnFkzijfm47YitBiJB54wZA3DADHH115AqBGKM5XQGwX1mYHxQJHdUoPVB/xfyvEFVBKDqNV9TxMshB2OIFlaXc64NjTB1enE3K1AykFfZDrQpkNha1GLqsEjh4F+qri4Lb6XSPIZqCIs3MnnTzOCk22AbTELQhkWQ/Q02NCd083B3pFCjXUhRMgi0sHJUjVHf4RBXc6IOZD3PjCdYVPauQn6C+iHpwXBTNgmxU09o5V48XkTEzgLMyRy6i43TCm6aDJ0EG88ggctJF7TWr6bJgyTGi12NE15sb+jso79TSbbZuA7UMnhdmtZx49hNpsFuUyPhH1vmfm41D9AXx/78+gEkRgmt1Y9mUREp4bAXtQLGd4+34/a8CRequfhbQ/AjUQ/Pr+5gXp0ZoCTEvmc7r5CrEMtxspxDi7UfbGp/D0RmH8FBCifFKNSKlA0sXjkTxjEuSJPBByG7rRfXg7PPE5YDXePNOBw+Ww4aSnEeMvdiA7RoAAzOqB+5MmwoDGx8yXqCC6l7cQ1/Va8OKOE1CgitOa5/XJMaRuDmrzKvHdnaNx3bXRYxd8zTBtLUdt/AQ4xcIujEW9FTiXMY06PfVhs2j4vsgsZd4Ka8pT0NLAHxqRNlAfIZavDTqZBxPGqSARUyAEYL2db0OlOgoRzZOZuB4cC8W5p6CLk3F5giPVS9EM6CQjKIUL0gnfQFz4B6Do9c5D/1qWi0XwMCxHiS8XiSGjxVBKZBBTNHfN6XHB4yUt6+ikYHBa4GEAN52I5OE90Ep4jeFHBwvRs/lOzCubB6VLOFbQDRPaFe+iU/UfUBIK+kUZoGQkbpVCIPiN6UpE6ba74HGTFBsUSv/8E2kV/vQavr5iwGC2fDJOXqLGpOUB7NICS7j1hr/jq3k/YRY1DvkdRLgKLn1iHUyjk9Cy1sOlQdpes2rDsLwhqr8rUtHnFN77/BZg/++rlQzm2CnomPBnSHqkW77KRl/Mwoh+LBq2Amn0tgFBaPQDOWT7836qb0tkaQaUiIGI4dOWcbujl43b1+qB6g/tvyGHkiG3ibFj9nmUFdBQlS2ByO3fTwn4tZa/Ddh5YKJmRXiISce4dYmQJUZmV3I02tH0YwcO/JyMEZKXo23P+DbvEZwfkw3X4VNwVgWkgyExdHeUIOcvC/5zyRanvJdHYf/+YAlabdFz616cvgZn8mz4tWZFsDooQCFRpPkdb1pHgvZ4FSWUA5bOp7Eqz4F1h/1ZCoQaHx62wrvAkuvqHBk096XBk+LG358+A6UjMl9H1I4J2IDClHDegaagxFl6JL7taUKPW1goE7JiJ4rVeCFrNtJE4UpDX5ssLIU7EAdLaCYCFrgt8RXcULUHiraBGbaa5n+PDXvq0OIUSGMG4J3C67Di+YqWsvPjUz0e3nhAF7yFU1WFoBzBCnf11JHIOpQP13c/ounxXXCMIikpg9csT4g1Kkz66uhx4eE3KsPCj4yn34LdzLsP3ny/FdOucCEpLYSEyusSvfrdBdi5mmdOJ+tv6mhg5kQKE0opJIeEYx49w2BYEQWpxN++XUdYFGZTSI4Hio8Fu3EPNBfMMZ04M20TutPqA25lse4bGb58i2doz0x14/rLTDCz6fi96hEO/JIigxN/a5Nj04tfgAkhKnU8MwLMmRhQOSbI3jsS1Azd+hYkfBn4vuBW5l53P6qLGyFt+wk14+pg2+t/ntWqMVGxCV2O9RiT8h7jtvzIaUoUwx6ENlsK/bYGiN/a0V+hJDUGrV/wllgCgMUMhdIZzyKYicz/frvJiu8XboWhcwoc+lo0Tn8BjCR8DRCIqzKXg2b4vSVblYnZ8uGwK/OwtzHfK9vysmaSkcWSk8kodIcwGF8IABbcMCI4QXrrLdP1YU12Pcpi/GskUWXEsKQmyGkrEtzf4p+GQrR7Qj1a/CBY2peFjJ0v9bM+z/2nCsWzgq16NudZHK94Cbt/pfG4STgtTmDzq58wQKqQ8hbgJ7aGKaBDLcCTi1uXJlZ9jie3/hs2t7AbOwHA2tQenPy4HfNfE8Y5tj4bvrj9OA72PgSG4ffnxg9WwjIjWIk2ff9VGH0uEkFqpEG7kAESXpXzm4LT2w30JrdbhV1Zcqwbp4OcLYJd2gZ6MwvHt1WAK7olmViCx97xfFBDFPFZGHnFkyg1HYKY8bvJuykJ9itnQLd0JZrGDE75+odrHmw9S8M+9H8CwKSWV4Z0YUYCWWyRVEHkLmHhTET1QSP7CwbFAi5P8GCKuc0M1Dpgb7BCpbdDE2+FVOmAVOmGRB4lrpa4QpolcBjkYD0UZLF2SNWRLby+tricHlitVrS0dMDjYSGJSYIiJR8KzhIr/F3h38Ei5T9u6DdFH/xtdB8OiwgVsr8GtxjYP1KDq9OSsFgbOWbT94QPAKcoU2H+Yys8NK8VyVbNRcP0PhiabBhizrxp1/RJq8j1aAB4eFUVLPoerJKuxnBaDo9Zgn2vj8M284fYeJcJtISGrJzB7TsmI/aBdDBR4oHJu+q6nfjhcI8wMVZAbwY6csSyMlyacQkSFTxI5cOiecnObbGiYw9hu2yAuaoeToOZy3vJK6PI/xBBjQYtlYCWSCDWqRE7aiiSZ4zn3Jx9xeN0oK+qHA4SZ0EUDKFT2WaCtWo/1o5x4OGJBdArAtyGffcS8PthE9DiIKYrUFP0EM2J5UivLC43ntxyChZnJWSSPqSYZZheOQ07s+px8qUiPLB0AY4dD3elFloPAwHgLGMdRh5c++RLb9ueHwwAJu84vq8AFjMvVESa0s1FxTgz0++GEwiCyYMdbb9ApVgLKdEe2hgw9zwEccNFkCpESMnWQkyou0NLoF6MvFruBB1vgCjjLGRTPwetqwfEvjUabun1OEToOJeK7qpEsAxgbIqFslADRZwDyaOOwp3YjLqD08Hsnofk5rFQuhWQMMLEdKRpZvF+NGgehlPUCGm+AppZ/lzL1Vopfs1PQqdCBh/4ZTwqZMp6kPPZL5CbhfeSfEkmFOkjkf3p4gG3t4EBsBbGSYlgNilgNU1b1rL13dcHAsA/Djeh6LbUyO4ZYWPCgoDgG1bOhUMZGRgp2GZk0htAU8IxhQLVhgjj/B0RjI5CukHu/gsFvb52yGxiJNarsPmybnjarobYmhmk6GSJ23P5v3jLLwukM3IsNCWg+JUYJF8dOaaUcXjQ/HkLTm5LQlrr2xFdn33t8AFg557jcDX6wSJnhVs2Epk1jViRvMch66E5DddgAPB4SRUkibvwvW4hGo2z+xUTgf1L+m2s/BRecCeC7s/ty8DctRTv65NxqCZjwPkZeEMgSPWBzlmZLK50GSAXyFs8YOXegfWx7/fvQ2SPEOtRR5Xgk45G9BJ3AW7eRD57A+dItjQWr2bOg9Jn1Y0w535hFPiSDlcuJ1HVeDPpfqTvjLxvBH7bQAD4kcxZOPSAoXeXeXhMEAA+nw/KFbyWlBNHIOcY7/Fl/nELmr71u3oGvvPxxOVIE4i7fPfbRhw5G+6RQrV8hrY63pJC+vuSqx24/XG7oFs0iQ0mQHjHTxcFeX1oVcCYoRQKcwDCY3PkDIsX7qc5sOsrv25juTzDWWkUhvS0oZgO9BYUmBEsC6uuF5VjdqOpxJ9GisT6bvlJit2bJGio4schId6FW67x4HDL1ajsmQIGPHAg4PeOZjnWPR/M+Ex+c7xVDGZXEliVB/L3glmfpbVmpD53Noz4KrCVgQD4/JBzcJ3wk3CySjmmxu5Gh+FrFKf9i5FYNwUB4MT1tWA+2t1fnSwrEc0rLuP+u+GnnyFT1EEfMweFl/1NcKmQZWDvM2PVkjr0NiTBHgUES8BC42gH6/BzpNyTtRjttlSc60wFwwYrcm6oysFlzWmQMt4zOtLSGqy1N9zIyckVuxLb8Et2PbqVgZY6FoXxrciN6YaENaDHtgufm+NgEfBo8u05oeB3zvMqDJ0bvkefqb8eR//U4sryG6FjI/Pm+Do8EABrn9gStse4xqTD8Mol3O2mP8//cs1Ew7UDAeAlY95HTJ4Vp6s6kNmqxojr+WwEoaV6Ry02vNODw30EnPEhT1WbP4Y7I9j9p6RyLC4+sAAyB0kP6K9lIFAa+L5I/AqCDSMEVW1t0LoDFJsRDmGHKw4dkhisnOVGc0wM2hPWojtmCzxiC2iDDLp1I5D0xsDGztJr34Muo5JrjiI+G6PnPYSh1lMQMcHK1WP6qchd3ohjWe/Drhhgb/F+3KABcNzRVUcoYIyCpEGyRjaBk1jg7yd3I4EKNT8PbkgoygWddAtEdC+atO/CKo5CmR4yQoYGA1DlgKuTfzcBw9pEC+RqJxwWCZdyRan3a9mN7TFwOdQAZYE63gSZwgW7XQ6WccJut0GjIfmDgT6DCRazHVazlbM8kUKLJdCNngOp9gJIHMhUdvDgV7fNG8gaYZadpqzYIOnj3Zx85g4AR0pVGJ4Vhydi/XkDI01Ucj0QALu3HoRFxMfs5SmvRMWlXbBVW1FqSVu+Y9rU97jrp55mk5hpOJAfTKJCmlDQ2ABW2YJP6J9xscRvMVv7jA276DPYs4jvW5GZxc2/j0b638LJv0JnQZ/Ng5+O9qLDFEh4EBDR6XWD9l3xrbUkVochonQk0nrIFApIpDJIFXLuH99fkXsl8Od+EgybHba2BthsDjCyKFZ1Sx/KWnZDNisGlxalRhTYPdt6wG7oAuQ06AcyQKf7LbQvbT+Lmu7zUMg6IHPR0DQMQwtlwInni/DdJ3OxaZPwpij0RQQA18WPh0Ms7C6dbmrEsENrP3rtNcdNotE7BegDw2s1G+U4cSA6cRt5KhQEa1UUJo6ScZZgUnq6fgeN1VApLdx4MG9OB715MdSKWKTkBMcbkvsHAjO0zgpa4wCdUQeRrhVQdYHpGALWmgj1mG8hTWiEJLYV1XX56JM40Kg6j+5jF4GtK0Zhy2jk9BIiXe/oh+Dn0Dzubcq3Qf4ROUo9MxGyHN6aQKy+G7MTcCSJj1VNbE9E8fa7wYFfeSeGrt8OpjLQrcPfv1qREhNVk1Hx6kYML1oXbdlyvzUtfBYr5/6E6RiH/NZg6wTXv+IY9E7TI31dJk5IJy43r/zn86U5Q2KelaegxyXsmrmu6iwSf50MqdinbRBqRogmAkBlO427t9wFSup1Ew9ZYz6Pp2RqB2Kos/2uvNEArZCzuq81YXMhwpoOvG+g+eOrW+Qi1nsnzqWWQNZ0adAaZjwOMMZyOFo29Ls9F9N6XNWjQfJVShS/GtlqSOpvX92OztMsjv5EYUzcRwOO8aqCh1E2KgvOU+dgP+u37BLdm/j+CUjvqsQn+t0mWbuI89395KP7UU+yMEQoZNQfn3cav23oQP7U3Xil/VOYnOGpkbj1BmCEpBaveF0G+Wt22HqexacJMuwo54inucL1Lfkjwr4aySqcLnLhUZ0RSq873YAd4msYJ/N5LTzed1KieJRThfi2uwUdTpIXcnAKZ1/bVJQUn+ZdDxWvS/B+mFfPF1BVGyvCg2wMrMQfMKQ8mfUoZv9VNqDrs++xpsu/x6Z99WhyCPut3582HVV32Ls302PiPG5+35Dk/APH6keBtvtlKLLX6CaPQsYRfiyZvnRUzR8JRhvuDUBYoZfF3xcGgiMBYFKfp3UNOmsO9VvyFSoWuSUekJzBl1zFC5r+ECWg8XwqPn/mNpQdKIk6pJHWp07GoOz+Oui4lEf+4pE4YYztwOnpG2GK9/GJ+Bf/+u+kWPmRHDYLn+JIJmNxxSUWaBNzsKPudlhchLyQHzcp5cCdjQpseP5b2FSOoKnr/jMJrvf5tkseOQvxdP+eTVvcSH3uDGR10V09M+ffhvqR3ZwFuGFiI0y7DvqnVYwW0xS/oN30K/LTXvHIrX9yKFNasAwxxTJo2p2Q3bayf32ppxaj7tnxJGQXlSt+hC69Cd1VHlz2zNegvNkWhDra1mfF6mUWdFWBB8EzngYJsQkufP8lUQxYUxmcjANyWoaLYicgR1uKDrMO1T2JsLmD+T9KerUY05WAEoMOWeYQmSiSjCUEdomsoLLCTfKPssDRxG7sSmpDF5fWlH9ATHsQrzShMK4NSqkLas9B/Gw04Igzepy4D/yKvPl+L/2HCENnh5OQOt2N+OGbBzCvdjzi7cEEh5EmcOXDvZDr5BBV9UC/dH3YfmObXwjLAxO5x9t/O/X1wjn0rUnnPxjQAkznaVGvtcK8shyzZ42GLjVcFiJ1Vu2oxS9vuXDaeAtYlieArV73H7hy/XwynAzSnY7L/1oMvSExojwa6RsHh8qCn45z2DGpM1jGYTxyEPYWojMxUxpUxytwZKwE5/QUD3xjw0nESK2Jr89C7HcTou4hpde8C11mFQd+J112N4qsRNEUvDdXaoZD/qoLva5f0ZQWHEMerfJBA+D4o6t2sCymS7s6IG8NZ//0vcQjlSBzaDpWa3ddgEU0vIm+uOAO5UPok18rUFfkoXO5PXC02OA6ZYLH4g6zZBGXaVLsZv4g9MQRpjB/hwppREQKFST6FFD6WMhj0yFRaAeM8Q39KtoGZD3lBCG+imZdq6LsWC3xs5r52nM+Ww5PgQ4rkqPnbA1879zUEzgfT4NYgLHlJAxiPg9ZJABcdOAOjy3rfrpJE24BSOruhpI9iYt+KMd/7whmXP7mYQm+u2I7+tLJkmSh6qBwO3UlNKmDS0NR3+3A6uO9HNmVH+zy0lewoMP/7jtYxaChhgJJlB6ZiEMMpYZYIoZCreHAMO11R7dbrByBlctJ3JHB/T9JVUUKcdslluGBitXQjsNxZ3HVxBQkqoRdjkkdTJ0NDLH+5ilAX5HQD35dDIN/7y9HeedhiL1u7UW1JdjvsmLbwzmwnh+Pl18Jj9uL1i7rxlOoTZ4Mm0TYKtUPgJ9VXEZftDYvNOVFpLp/V8qhWXthIJj0JumWqePk/SDYbDyH9pY1iI2rhUZtBlOhA15eCEXnJUhIVUOu8rpgRtuJQ/EYEcZVThLkTLZcHlyzLOEr4fIxc1VZ5fz6DJVhIx7cLJx0CxyiKrSoXoYjrgLSLAXkw3UQaSQcAmhWy7C6IImL9yVF2ZuC0VvuAOtRcuC3dP0OeCqDSaF8/UvWxFzFRdg0LxlX3XvjQFON+732ruewdeEqTOqdiAwSAxxSmhVpaJnpwvCVJRwANq1+5ZGCkuEZuxgp1jrDyXBEchprTp9G22szMG5YcFiFv+rIA7GvWoFn998OVqwN2r9Cw31k6EQKtR1yqjNYGRVQtVB8cDA7fBQjdWA9gZ4iA4A08o0KsxinCz1wdN4E2hEbrHRhAUv5W2At/jjACwG/xuNGdP/Zi7++ycdwxb+gEEcJx/B2+NHsq7FryngYtX0wfOg/V2VZUihKRyI+roZ5J2lHp6pKzMXv7135GNY3CM8x8nuMWImnFu/BgZMNKDuigWnWXqyt/QEOdwRFLQtcJqnFA8T1O6Bf7Ya38MLSfTB8fylay8UDgk2hM9M3xnGUByNlThRKnBgpmIKD7wzOcswpPHkiIyLNGT1iHLTLsd0uQRdnkSIL2p+CMXBJRGOKTlap8F72AijckfdtUpeNpfAEIb3yWhAD52SGuAwfOB+GtnJw1l9SX9VVX2Dvni5U24Tj3AgArl1oaNisnp3pdPChGbHxS7DLdSPQ6ZMB+A0wdcxQxJ72K0eVlW/g2EPCgmWqJBXLEu7rT41UVmvByysiu/OS+vvKv4a9m8TzB8tCxCV6xlUuXL7QBrU2eEM1G5SoOJwPkdQDm0mBxgpebji7v5j7/7pzmbAZeeXhkEll3HqTqWxYcP9GjC7uRHJdIbRdKTDGt6It+zxsWiFFAYuDf4rx5ZtKdLT4rZUUxeLOG62otl6Jc12zgtIpkh67v5nGhue+hV3lCIqXDgS/4lurILkmgPQKQNwXtdBvGDijBIkB7pqXCFHrtzAOr0DjEX9cM8kDPE20kgPAeSnPOxS23TIynw2GW1G4KIEDwMSq6GgjY0xBc8NE1N5ZCGsbi6Y1K6HLaEZ3pRsJ6Ysw9g7eMhyp2AxWrH7Agu4qwJCxB23j3/PHqpJ1xC0lftzI7I93dcFibeCuacQaXBw7AZm6PDQbYnC2IxWMQNoZpUuM+Y3pKDBqISKhMixJc8Qi0S5HnINXvtepzfg5q5Y7d1OtCshYMerVZpzTGmCTCnsGSWg38uI6kKbpA/lbi1r0OY7hE1MyehhpVJ9Kyi1D7sYV/W7Plz0vRslcYQXl5j8eRM6eHhRYX4ral4E/li3pgDqZ5wyIu2EVKGOwUc/44gw4J/Lz/dzvp5ffc2nqu6lnXsA7u55Gs0nAg4Y49Ux4C33DS1G7vQaxC7phursMsx6dirhc4TSmh786ib1rXDhmvB8Mw8/9znt3ofsBv/cAN64OOWbsvQ4lJC7Yu0QHqxAedIcE3Kh0u5Fks0FrUUBmicGOi5uRM6QF5tQu/NgjRovqKGyKcN4DoXflT34UYmNkvhtiAc6YosLk6dcjxxIOfjvk6agxDkHi6ytRXjQ412dfO/6oXwCbPJyIVMAFmgfAYosJipoq4bhYsijUalhz8/GG+hgul/oO9P9Fz0CC4Mugkh6B8/y1aM28F47UgUmBQjvYbLPD2WyDqNEFV4df4+S7z0g3okGxAYnieOjFWjgYBwweE+yMA4n6XMTnTYAiJhUSX05Tv20j4FVCaq/gLhR3ssh5yhkS8+uV2LjHKS5J+H7ajL0h1PbkRc2pNM4X6/BdSj40QSliok/f/wUA2yMA4PjeXqjcB5H9rw5MF2Xi2WeDA/PffKwdP99+HmSdks1V1MviPuU1UKtDmIWjNPlArQU7z5vhJEGbIeA31M0unEGaF5olrJgjzoqjNVCxMmTTCVAhnBF1UPYDlwPu7ias8zThsrlqjEyJbAFidvSC2dYNViOG+Ins/hhF8h1lnQZ8cug0HK5KULSD65+UnmSc6ZLi2csS8dj0bFx62T0XvBcNFgC//oxipGP2+ikKR3S3e64BLIsvb+hAwjtjoDsXG1mrSIggQKGFuEPPmtkvgBBeuQmjZNCpeaWC09WLxuqPkJpaBokvtcHuccC7iyFy0NBn9SKGnhTZuhRJlRZuqOT7L8p2E75SPWhXvodu2Sq4RE3cN0hylNBdmhSEwI4karA+Jx52b566+LphKNx3AyiWRoaiHMN/Ogp3o7CVh8T9XiybgJ2Th2HM/Y8gTV82qHEuW/4Sqm5dh9SWYuSeDbcANyrT0XCFGWP/O4IDwMbfXr2tMHfYiGqKxoccoZd/hhO1gDJBhpX7j2PNbXNw1xwrlJrQEJGB92mTU4Yntl+D8p6sASM+ZGwnEqgD0NC80i2atTYMEEdTnw40vgK/q/tksMV34kBOAlTnbwcV4PbH3c6SUN9f4W7f0j82qR45FpsSBmX5dfW60PRFC/auyUWs+Q9kqv3xfdEGuyHnEvwyeRasOhO6P/DHVimK5FBmj0BSRr3zhVGbq+O3yTlzVd2GZ/Gfsw2CfU/mbr4yAffctBVswhms+jgZTtaEw0P0ONb6UtTxyocFb9FmiH1ujwC6887h/nvvRtbKK3H+x8i5gi/UhS6ddkJJA3EiBvEiBg1OEdS0BwxFQ0mxaHSLYGUpNHmEgWY0oCtkFb4mowgLlRNBM6KoFpIaVoynoe+P++W2F2/ctJjpwX+VdyPj5MDEKoHjXXvlV9i1tyMqAG6eV3d4Y/bScTbLYW6MOADsuQlUu9/SQ+pMGyGkOjMAACAASURBVF0C/Zmh/Vvc2PKnsEOdiuZ7won0OD4TWo6L1dNhY2zYVnsWfauvAPrd3f2t9IUIkb5zGqphqPwBjNNv/fT1t0zBYvFyK+bdFBrXHc0cyJ3iQUtAmJs28qL+7DU5Nv3AKy5846vVeDB5UgwqHXfD7OL9rH2u92SQiyyA9cHv4FD6Q1EYCw3Xx0Xw7E7i5YQHyyCeGZwLWFJtRubj4SmPhNZwIAA2DytH/dEz/bcFAeCkZ+wK5z45yXHVdOZmjPl7mh8At/NKMs31E1FzZyG6TjLo3buKA8DtbU6ceZ/CXX/8Cwn5AqmEAhplMzjwy4NWdJ53cyC4ffQKMBLiHSCQO5W8DyJcJCakkE2otndjlG4EpiROhMEux+m2TJid8ijeHoOPoIm298nETkzNrIJY5IaS7UIquwdrzcBaK/Gs4+dMJB5jyqlE5h9vQmZL5LDILW/TiJss7OC299CbkK2twGjX04M6d303nbypAbFF/L4X89DvEFUEWz0Nb8yBawQfFkUA8M3D495ONK2gV+5chKrukDRIXrfEZePfRNvoyTB9dRw7NFswXZcD09ctyJuehSn386mb+OIXbvZ+fBgntjlxwLAcrIsHwfbiNjR88S2YEGJerSkWw8onobhmFDTmcN6asA4Y+MiP2mctWeewZ/ZKmN1SmCgzF2I5WCOLr+LkZ+ZD/1t4Tnnyu0hqxcx//heXXnwVkhzNYcIdmd3H4mYg8R8ncDr+3xc0vuTmCwLAAKbTZhNUNdU8UyDxG/QNFmdsoeBSqWHLy4eWcmGv9g8QYpuoEukATdacpqD4+BburtYHxOibzbsl/y/F4XHD6XJzpFUSFwWny4OyvkNg3S1o662C3WFGccZUZMSXQq9JhkIq7JowuHf7Z1bsejeSPvUKmxHa7mAZfCRtD8v1S95l1JC4Xy0+SMtDviS6Bju0bf+/ALBly2V49pltmHe5X5jv65Tg5S9qsOtqPy05S4gVxNchVhc9XURou3dWmrGvxsyRF3HbQQCBSzSBK9Jv06mhSKICrGIRFn4/w6jHg57OSqyiK1BQqMTC4RnBsb6BDbZ64PmiBWwV745G35kKepjfZejjQ1XYVVcHrawWNM30H9SGhhQMjdXh2N8Lcc11t6C9LdxqN9BcGywAfu1ZZantsg3T1WZX9NPLiwYadRn4/Jb9mHLXxVC2C3BnhbgSc+7Ql1wSVPeQfAly0vlxdzg60Vi7AjpdE3RaQ38/uCtMcG5shay3EAWGdRBB6F0X6EwyGGsysdRTDjSqH0WvnE+LQWnFUJRqOKuvbxMnLs9fl6SiTqvoP4wLDs9DQsUUTojSS5oxfe0B2OvDmULJXLIoe3GF/Cb8NKkI4294CaVp/rx+A42tDwCntBci71Q4CVZEAEzT+MgWLgwoE6QcAP5tfgEU8SNwx7XkQPnfyjuHL8X6qlF8eJLQ8ARc9FmEFZSwazi3vkPqCPvvwPUfeq+Q5ZcB1AYZ98+e2YiDo2ywN14BSef4MBDEOLrhqPsabmNF//wtcShwlS0+AvgNbp3H5EbLN63YvyYDbFs5hup/GHSnDgYAPzNtc1nyGtkI0nAOAJ9r6HdJ5hl7/VZRklvWB4APVSdg60+JyNLW4ZuEJ2HzhITNhKT6UjIs3hF1Ir3/XCe5zvrw2bJl6Csrwp5XBEI+OAPThVtkB+u+HEmZJWxxDm6HElK8VjQHWWyA9TvC3hAKfn0DSG5XsK14Q7Mcw44OnG0idOAHA4BbZ1Xs2Vj8xFSzeT83kgMBYN8njCl/CrGmYnw3uRy9s/1uf4Eszq51aWAOJgAqN6j5HTCfmQJ3d0ywCBXSJyRVUtfxd8G4+Hjh0LEqGuZAfCKD2GQW42Z6kFXohibEMuw9tSNs3MKDUFNGITGNxaHtEuzbKkHNOTFIwhEnSejsBUMyCYXs4lxYtIvgZoW9yy4yMah8/Bt4AgivPDVquF4uBdvNK8LpiR2QPe2P2eUuujzIvv1I1LjfwPG9MAC8n3tx0+nIAJhYgDsDAHCD2IbjD9mglmlw27qXkTIsuuefw+LGd4sNMLYyXH7g7iGr0VcQ2SJG5kk+rUap2IIjPWcgouXIUWejWFMAvSQZHWYtuu1KdJp1cHmtj6GyWNhGJzC0gbKbQuxEjNKMNHknhmn+QixbDhGcOONSY6U1DRWu8JSeoSBYWzcdKUeW9c+JpZ9LIBsqbJjYsfs7ZP2qR5Youqu+0IbtA8Dkk+Ie/h10efD51fc6D4CJHEAA8IIc/dsp9Lf0L39dj6pe4TzAxALcNmoSB4BZ9UacyknGkONi2Hb2omRuPsbdNtLbFH9HkvSqa5dtRHuXCqdc98HYxbv5u7V21P3wBVzZPYKgc0jlOEw5PB8qqyYyt0aUbC2DOcTO5h/G1ul8qsdg9vjBPM3fE//xRYj/eJrgAyNvP4bFS+KQ5Az0Ovb3TbMyD67vRThvfXlQrM+hL7lgACwym6CsiWzadnsBMHnRJjOQkbHh/woAxz1zLUQ9fjDhyKbQslwMe87ALquDHwIhESza04NXm6T/0wXN4QAUJ+CW6WQZfCbpgJFTFgQXtwjYP0qDezLTcanqwgHS/08ATFr6ySerMWKEX/ivPKXDv7fsxaEr/e5/1tNO3Bt3K1KzmGjGubBvt7sYtBndaDG4cKDGAqvLCx4pv44pXBDyj03gxjsEGSiloxC7MB6guwlUXyvqnJ3YmGrGlNJUTM9JjO7u3OQA80ED4GD5eN+Fyf3glzARv7zjHCq7aqGW+8EG7ZGjt0WH4TF6HHy6CEuXXo2TJwdHehXaSaEAOHRm+l2gvQDYFxLgM21EmOYu63Ccv3sHVsdYMPKlsYg/GpxBSUgAPTN9BlpKisEGsKDH6WgML5FCKafAMh44nZ0w9G4HhV2I0fssHBQ8tRZgpxxxZ26DznEFJAhwCYqorIiA5QVy+Po+00E1wiLdB5N4P4yyzfAQIhYJBcVEPZRDA+KNWBa7U/XYlhnbb/UlLs8lexdAbuC18RnKsxi5tQbOU7yFM7T0adpxrWgx3lgwAUkpp3H/jIUXtCUNGgB/PhwnZJP8FuBBAOCU5t3wzF+G6/8Pde8BLldVro+/u00vZ2ZOPyenp530SghJCC2AFBFQQUWKIoKKBbxeKSqCXhTuRUQRRUDKlUAoIdQEQhICBNJ7OzWn1zkzZ/qeXf7P2nvmTNtTAtH/767n4QnJXrP22qt8a71feb/FSe5/eX2mEmCLgK6tPVPwqw8vgShzBcUesfI4nPQ+FOEwGAiK/jQlXj+XZTcN5Gp11eBnoQ9xKO23wDqmx76zDmJ3fSnovgvBBtT9lf47fvB98L2vT+T4LRE4XBR0okzUKWRX2WN+ZciCjLGPPAgcCuDoxy60f6LHGWWFu9iR/hQCgO848+3uileMCmtLHABnW0gTALj4ADxOBl/+xaWo5d2YV9SHF+0/hiirCtRk62ZyWwQE/xflRiOJ10sar64vPYGPVhzHx9fOQleMY0NReedSRudRMia/92Stulrfn9zG1RWzcaVtHpg0gp+MNSADPTKD2yhHBuMzqcvIQfzB+C3M2JdJHlXIZs4AwGljQlyg4wA44Cf5PgGX6yZ8IOW2AJN3xwEw+f9/LjuM0XPUNIDxV0Sfr4OwOjU1H/utFsin8eA3n4/QkC4r7wIBwf6ejQgR9nkxNVxiQkkci30gl3GKVkNQyMtrp4ggHDlmm4zqOglFxTJ6OmgEfTQ4vYRohIIoAj1tDOzFEhhaniCz0oolLysWYbHpIXBNCNm/AoolTPuZo1/t47CSGsa7P30FMfJcpRIBv/xdc4CA6lEgsxIMj34KuizJmi9KStyv8WjhSo5/NQDmeQv+xOxD4386YGatuP71/CDYPxzG45cm1mqg5CD6lv5ekyE6We3ogA7nmVggMoIiqgUrigwYp+oxSs2AXyrG0aES9Aecihuusr40970Muz6kpNAhxRshCgoZxaYAJjPtmKb7CAa7G4wcgRGjCmDaHHFhTaAKw1Iuw466okm8b8XO70PvqVMAn85K4bv/sICJeYami5tP3n0JizfMK2SbatZJtgA7NQBw3AJMtsGRd5IA8KYvo9WdHwDr7G+jJxBF+6RizNtnQGS7F0tvWYSmlZnpNIPuIN6//yOMnvBgd8klGN1/1kSfh368Ee5vfZL1OwkQntI2D6WjVTCGzaBjLu6feWCSfrh5yVrsmUHCXbNb6/O9p+b6b8C0ozaj2uwrh/Htn/rhjGilIZMxZJiE3VumwnTwP+C3ZA8LyvX+DAAcW0SaLtDEAnwyAHh1XxPmlr0P3rW/oAtSekd1x8tQ9FBa/EPM8uS+nMHg9bmsisnbQeskLhzE5rdPZA6xvkNG5UM8DKk5mhM3jxgQ7gGPF7lRTctvX5WMAw123FJSikvM+RmftSaaAOBjxTQqNWKAj54/gnAaCRaJAc7mAu30eGCNbkfd7wdALMCkWCxh/Nf9b2HB/ATAI5bgG1/pQMcZbZApCoHeCNxHwvh+w1WYOePkQXz8uwhhFl4R8eFgAEcbeIR0JHaXPI25y+TQZi2imlBPZcbBycQrwOfGjsHNOG4KY9Clw43zG7Co2gmOya1kkfsjEB/tAXwiqJkWMF8rU1ieSREkCfdsPoSO4U5YTAntFUnhMt5ThqtnluGpa+tw/Q1fQUtLdvfCfMIjDoCDnDGVxTb2w2pfF2Zvf+3PxAIcvHDdmVZ/kpIldoFRCaBStzwBwI7LP0XnnG48xrBwvl2D2b9T887lssCPFxfjwFlnw1+S+CbiNTxnCovysoRLYzTqgWd0HThmC0xmPyjinsiIkDzkUkKBGyiFYdNCmNrmwhw5A6xsVQFT8oDkALqx0CcFYQnUEIYNT8Cn24QQd0htQUdBV20AV2WAIRn4AmizG7CmqRRjhoTrfsXRpWjYdZHyUyMzjNOKjsG6NQJ+c2aqI1KHgN9viFfhsVVz0V1hwt2XrICRK4yZMP6J3d+8E3t/8g6qe6ah7kjMwhO/fcgyuk016LrUh4UxAOx99bffmjJ51sx2Kr8FuGHvq+CnViJadyOuvCy2PvOKxMwKxCX6sW1T8Fa/OjbZSjrwJFZhWuahk0dgpU/ATA+CknllgpNBcRyokXYJczMXNEMXsCjMxeV9NAIWGWG9DkFUwWY9gTEXg2O2BoyHJysNKes6rdtisA+ivw3i2A6IvkQ6ljNCNiyLqPLJ8fVizLkj+6VMjIgYenEA/IiAoS4LPn2tCmeU/jIv63P6+BQCgH81az1cm/XKYiwYAJcchGCXENwwil+/fyH6aTsuqd+Pv0p3gpctOZ2oyHDdDS8WgEeyEzJv9WL15X9DXagW762msL81ByjMqczQthhnXzv568fdeH82dRlOoxrBEARUgKfYu7IBj8sWBfxmXOpl4CeWn+Pi3QXmrNX4gNFzX8Ybe9rQFhxOQQ1xUrFbqlMBMGnCSQCw8FVQEzHAasPJLtDk7wQAO3zTlM+M8iyeW3YU/gu3KXWlQT0i3zldc0jp00bA/fAIorvPxvj+SSA0CtmKyAcQGtiGQN9WQOIzZH828rMUMa2RDzw13j91fpPbrK83wzb5yxjwq4Aim47uzAEDzKdtxvZLD6dMe/SVKghPq8zZSjEL4G49CmYJiclWgRoVkVB5z6GTAr/kd2WnX4Dhcy2g+55FYHYOF+jKe3hjaIuyf/NZgEcOSnB/oLpA63xl2GyT8YmwDU0/ccBsLswS7OkL4eXvB+HtVydW5PzoWf4bRJwqk268aLkXEw6NWToPlutHsVDngSXNg9NL1aNTOA3+KOHAEeAVihEUTDCyUZRaxqFngtDLHnAIwIgRMDIPi9yrAF4y3n6JUYitPow4cSBqV4iTVG/S7EzuZD04Wi+G6/CXJ+J9a+dKuPIBJySLdpiE9+0PYH0/t9t49lWvPjl26whMsfSWEwA4Sa6dCgCsrAkCgh0OzP6Yg3AiFAPBBBCmCjA+wGPH0/vQuqUTu6wXwn38vIn9yFd5EJzVA+9X9iC4+IR2iCpkGCJGXPH2LSgbjRtcSF7dPIrMLAMV1oXwv5f9N8atKldBNnf1XONse20WKu+8NKUKRQtY+esQrj6rEyZRWyFF4n73tDaC2vK9z2T5jb/wnZYvg7ddl3FHOGUAeEnIilDT8xCKkhOM51t66nNtAJxYF+F6CkPXswjMPdXW4EL6p33Cmw7IKF4twHxAZbzLdQhvpr3YxgaSJJJ6UlCI4oPr/Kjn9fg+FqOOyZ3rN1dvzyrbjhNlBjRGGxD65NMJEqxpzBU4eFk/gseDWOJrfPDNsxb+lLQzdf9v5OHKK+E1ZLLv6aJR1PgOouHhfXC/+oWU115//af41re3K4m0yYcHgwb86u8OrPc9C/8MCeYKHULDUawKr8TZ84kG77MV4zMyDE+rF9uQQcIHc4M40hCB3yhhzC5MWB+TD0oDT+GGvU0wiAys3cRNmYLBG4V+XMD2SSLWfqsV00vsaC61oV4rn2/yodEShLR9HHKsHfoLLhKsDmpKgoSq2xPA/R8eQdh/DDpzYgMLYQ6+vlL8/eo6XLvEiccfX4ynnsrNgJdvlLzvtaDDtQgCkxlnTZbfpPFuzNqxVgHAoRWvnGkh9LIFlIhjMlyn7Qc3qwtBCriT4VD8TgIE52uiddFitC1KjmkBLJyIxbN1MFrVviqcNxDQyuxF6YiISPhtGDAEU5FKGKPkFo3FMLGfVsK0eynC7lYErJ9AjxrIvih0402wRlcq9X3cZkT0x8FMsUBYMYhoZz/4j0bAFuvAxcjYZEECW2aIsTonbdDYgnlvUhE21Kjuwwa/A5WHlqOkewa4iOqa1WDdhGliEaIv7QPd4ddUhY9a+3Ct+HX884xmHG6y44blN6GxZHu+Ict4PvLFn2Hrb98BdeA8nNn1eoYs6eKqEbqIQt1zDehzT/tz25Y/XTll2uyyVpbRdIHWOzms2b4XL16/ENPf/QeM5iiiRhPGZ/0MV3yFxMJlE1jqRTGXMNs7VIM7t1yGoGjSvKSmt5xOnBVfD0QuGNGrgBGWjoClOHiFcohUzHoT60oKWIlzCsbJP7L0VGJ9aDztWXh2HkH3R4k4RpvI4vKAC2WSui6ddzRg9tezx3oq4HfNIPhhHl2HnNi/yYlFrgdg4vKTXqVP8okpF+ClxechVDSC0Ye7JhgmDE0GWGrnoqyxS/xt2QbGelD9/s51v8BjR9O1qolWk12gJb2MsZ4xWP/M4z79+Rin9VhS34HHcTsiYn5C+FKIuJ3yoplQ0yaVnqaj+PjMd+DeWIm312eyMcdjMbO5Oed1NChgp0y0IQM2Vo+rK2dglWEWmPTUe1mW9BrZhJdgSsT7pitPZeAG8wP4xp4tBfQmexXj/E9wf+t6jApJ53ysOvmG71WficDi/j3PL/7uPGIBVtYfiQEeugBUWvoo16ypKD82a+JlyRZgZW2cqMCmK7fC/4VtEA8Ugb8r7k6Z2T+qJAzujoOQ9S541p6jpI1LLxneEt420HoH/Cc2IDyyd6J6JhdHdkCr7vPcz81mBo5JsxHSLwFrrsnsVzLxHYDlbCtGrvgAo6Wpl/DIA82QPixNyCOzAN19e8E0JM7kQhmftWZ48rf+Gy1l74MdfAlj81vR9ykZk9iCK3FiBfcChjyr0Vj3R8ngf1s5eEP4NuouKUJxSxD6+zYiEosBdnxxMVpunoaIV8aJ/1VJsAgAnt3yHfxxwV+xp+NT1D3ggMFuLsgdOjwexbYnI9j7QoIlfHDGc/BMWweZUvdztlhNZf/GvOzq2ACauXFUMxGcZ4gTuaVuqvgZ3SEYEYx5XBxOcmXeHbGDoyT4ZQbdokaIUxbwRNqlBT2qProD5uGZE1Nw6W0sGq/MzsVSta0VYxui8PsL557Rmt/uXybGznnT66A7x5IIpmSM//78iRjg9g+Or/1CiemLDfKj1LNbr89pAe6ZezpCT+8BsQDHy1BYhG9uA5z/8EDo5bH81kVoWJZpFSX1D7/Vgp1P78OYXI3t/m+D8sfcxmPzFlx0At1/WAPZnv0MKxmtQvPxhagabEDZ6KS8GTi0xmfduU+irTYp7j1LvLnWb9leG0p/twq291Mt5awhhIv/rsO5TR0o4rVDplqsc9DRLkF4/z8+l2wmP36Hvgh8/80ZNwYNALx6L0DNOVkLMAHApPjn3w+ZTidPyN//ov85H7qWWP7NLIbcaBmFkStZeM+joeHxlP8lOUVstp+ndsa8V4JrjagC3zyFuMa+zrhxhE1doKpxW8DBH/RgEUXhWs9lMMZc1vK1me35zOItiDQW4/TtC9HmWQcvS1weZcwLfQ27rutG8IgfZ481r3/x3FkXPPTUtpV/PbNn05BpLrwWjTQ1BCCPHcOMpz9G95OZFh8Cgm+8MfWi/8jjK/HswL0InxeFwcEhGhThbCvBzXPPQ5KnbMGf17PGg/53dFg4qIcrFhuk/Dg2He1VPII6SUkv1FfKwxhhMKtVD2MkBvxi9WQLEPguhcAKCRxhZMk3Z+tHgZbgRJwvWArsg0maZcLOFwjjz5+24uiABxXjwwhVJdwyqBCH0d4yPPH1WgX8fri1Hv/xs4vzvTbvc++WfrTZZ0LKQowWd4H+9RvBC8B80GgocNCDM6tRWt2iAGBSPmUo/IPWofrtasy6f15eVljyG3dVlWINDlltKdaVSVYedQ1GcC4BD5T9BmE6BINkRHN4Jqb46tF03AGmfRAlAzawlV0YWfgyJC7uhpfdm4OKiKAFCTQvghIkUIStMlbyGTcJydWHlUUKwzNxda44ejrK2xdMXNZo8Fhk34WKfgu8/3wfOj7OXp16c56kL0ajeQGeW96Mnkojbjn7awWTXiVPdvRADbx3XY1tv92I6CdLcJabMNWnFjfjQOjCYhSvroS/c9L6jfVtZ5+5e5h7UV+GzSRheFphTAxe3b8fT95xDhY987ACgONFt+oOLF1FANxnVU3J8PEGvHxsEf55eBGixKUtual8E6C10tN+owWa8/6MCWFa3TZ8bfpBzHV5wdEUeBH43V/cOLJfRI2gx4KIFUbQ4ObYMPn+YpTWZJIlxt9D8vySVEf8EI9d71VjpEXAItdDJ235jbfXuegavEwthn9hN7yPJDxFuHIOtoYFmLrykHT3yCe0blj1LOlcex8eO56wWqd/fzIAJs8GKj1wfkfdO98zfAU0RMxy9eF5850Fx4VdKoVwI+VX6yfNiaekDyec3ThwKIo1bcdV0r80cJPev2TCpZRnuXQvaUuSYyisWlyCumAppouTUM1X5JWTE3JABu6FDdupTOt+vAuc6Metzntx0faYt0jBradWZMzzYZz8GO5oXYuwpM2CS1ygTY3RrodWraoJh9T3MWUvYV935k7kJpVjyuCyiZc0BH+BhoMNiXmUgcPHG/HBPX9HpLIfkRtPBwK5uTfYm46BPmcEgTVXIzzGpm7ZHHNJyLJCg7sQ9fdADCcuqlpWoHyAN/6c0RlhKFsO86SzcnsoKBNF0kNSMM3dB/MK1fWbFPJ+qd2K6B+nQu5IiictD0L/630pbs8k12/5/UfBDWvnbM837TPuehOH+F+Dc29G+6IOhD5K6ofNghWWVzE89hwaG/8O/bhKVGacdStsdTpM3TAKz183Qgyoe7PsvIU4dFuzsr1aHn0+BQCT5wQEd/3lAKwH9AoIvuHN36KsWRsgJW+l1s0RbPitDxFfgi3AW/c+RprXQDDl4mTIJM9SgTFgoUTUsUEIoDAo6BAAC15hPs19euSyECY/Y0JOGEemw+ieDFvnSsXqKzECaqdGcflvSkCXZ88sYj3eDeblcbjdJ0+YmzzfJ8oHQN+U8FZ0XbkalD91nSSTYPXt725b4mIaF7vvxx+2/EybBRoqC3T7nCUQn9mbAoDJuwkI7m0owZQDBoQ2jcJcZsH8q2aiflmmEmjw0BA2Pfgx+KCAD6WbERzMTHXX/5/r4fviAUjW/MR9dd3NWLrrgiTLcPbV77W4sWXJ2hTwm2+vxJ+bdtTAtna2QnqlLqe4RltC5cIefP2pRjT598Ec9WreRY6ZZ6LnzUFEBv+n0FdmrTfYU4KjlzTB+/ZdGQv3MwPgqNWOcL0arL/1RDMmxdIOSKYBBKY9AWjEueb6Eiqog+2ZM6DfV6Pt/5J2cA5fwyAwhwEhBhScJxOgVOgNLVHPeERC+WOCmtZIlb7ZJUDMdbuVDmMdO5bp8kysGHQYHde243xjEy7yaweFn+ysxwHwso9Ow5HgC0oeYCLITg/ejIOXdKJvpB9fHT5966MX1K4oBADXjnfi9NW70Pan5Zpd+dOfXsb8+alpst5adzoeaHkY7hUB6G3qgcx7RCzDEpxd0nBSn/Tg7S+gr1ONHZ0cLccZ+mWQnBWo8MloGhLBxY1VaSRNyvTIMo6Wq+8v+rEEfZ4U01JPBPIOL+Qd40AwZtE30qBXOkCvKJpwdybtvXm8Hxv2tWFgVMIPB+phZvfhL3NUt3DZY0bQ7cCjV6vg990NU/DLX51/Ut+drXI+AFzp78GMXWuf++3awOknA4BbG41YcEYH6DIiiNTyKsNgA80qIHj2/YQAKcf+UuZBRlSvx54LLsRYdWaMM2sZxd4lr8Jb1pHyeXEwvNS3HKVDVki9I2BDR8BJwwATBD/lU9BiAER7T4sTE55whdfchtqbkwDfdfXFiLAM7IP1qNl/NmxDmWtygXkEZW9vgXgwLR5lggQImMtNR7RqOp4+ayZCOhrfXXkdGooz2ZsLmfhCAPAYU4TeM2aiaaMMeVfF1tdn9S7JCYDNDF7dtx/3P3o5vnDvvTAlMUj6+CpUf/kazFuucfAUJBoTlYhb9N92zscbnUsBYrlVgFHactFos6DXpA2eljUx7l5abR/GA2e+hHJzYg0n/9zTJWPHkzJEMwvHLVVoPDc3u60YlTH0Qj/CA1HsfZ+A3wgWuh7+gj739AAAIABJREFUzOCX9CUOgH01bRh/IZEqh3Uy0Necjqarjkr3t28pGADPMFXgm9c/BdlMlG8yhqf5Yb9KtT76ZD1uNl2FHtqOelcROg2ZhGDZAGytTKzBHtQpKeMyV7Cg49Fl7MP7Q21444R2up2s4DfH2ZncH5OewZw6G75oa0L1SD0snOoZVahipE9mcJdchKEsSkDSTrHQjivNj+CrB1LdRQvZs+l1CgHA365YhpJJ7MDvL11Zng8AUyVONHvPnnhNle4PiD7/GuZMujbOg6b82d1bhtd/8TR4PqRagXOAYAI8uJtawH6hF9TQVAhbV8E7GAYh3slbYhs2OLQbwd6tEIJq6qCTsghTLCy1q2AsWQA6nsovjyBgaQG6hQdgmHsAjD5VsUBIv5S451i8r3rYR6B/dDtoc8KTgYDfyrsPFUx4pTUWyQD4WPNhCHsTpFqyyYAzizdjaPhRTJ+8BpTnWaWJOACe/uYIRh5bDzmq9qn0rPnouHEqgk4O/W++DEbqgNlTh+nt10y8+ucLfgn8ZgyGXg56mxnfee/3KM7DDk1+HPHLWH+fD61bwilWXxIfPNr8IkIlqWRg+VxZs+qqkizH2dZOLj2XabgZrsNfgSlm7Y2LGdP047j1xgoIC2og6rIodGRA19GF27p+gt+8+bu8SzdfhQwA/KV/ggqlrrXxe84Bf5rqZj3UMuhdaBLt+QDwL1f+J/Y0rsLoXzfBVZVJbBkRJTzXF0JVlQtz3wbYCJWVIdrb58PaH69XcEe/rhZ7g98AM0yydiTShJK+Effo8S/ux+h12yCbtBVxyeNR3Z8A03regFK3+o3E5XnY2YchZzd4vTaozkqEJVCo/OGVsG3JTK1pLBrAzK8+ictuuB61sVRw6WBKAoM26wwMrN0O38iafNNX0POTAsDOnavfoSnq/HwWYN7hQGRSLWiZQnt7qgtOtHgfwnXrCupceqXt95yF2YNlqMlnWUjaYcQy7FtMK0BYMgC+MxgIufNq5+wbOybDvFuC+aAE4urMDcUv37Gfxf+qhQtk4G1mDHvZzMT1ZAFHjUFI3+jCTdHLUSR9Hvbp1E+YU7QRgcnlOH33AviGj6FN/z70kh1Lgzdj37kHcMLfjZsHzt1y7yUlKwkA/tuKnk1D5tnwWDIHinzeJF83znm+BYf+lHBJSX4jiQl+4IHXU4ixyPO1r1+AR7a3o3vZn1FUp2rnlM3iZnEZewGmu/K7eQ9FhvH4p/9EeBeNSAcFoS/GDsnpIbsmAUXlmOTXo0Esx4DLCJiK0DykbvhhE41dNRxCBnVy/vCNRDymTCy7Y1GAV1k85C4e8q5xQEjc2mWWAn2uE0wa8G1z+7Fu5wG07/ejSJ6P748OwyqqCoAXqgzYaOqFJWLHhp80YO4kI/7w8Aq8+EJ217ST3Rzezb1oK5qd1wJ8z3r/YkHauqigFFqyjP2NBpx5RWY6iDUMg/dpFmVbyzH31wvAxGj5U/qtpEdKvQidmDMHhCnaV5wZyz5e3AVvWTu65mZaOesjTZgemokqoRLk/8ltV/Qchs6blNKgIJ9KGUGWhkmQ4dGxOOow4YjTrPxZ2r4A1a1zYRxReIZSiksvYOrObTB8tBNczEU2ucIYN4oafTlWSsuws6EcLyydDpoSce0Z30NzxWd3n5wAwL95H8Edy7Bq5K2Mvo0wLnSdNhczNghg9zi2vLRg+LQlh9yGDREH3qEzY6M4C4s1+/fjjpevw9d/cFuKBZg03h1dhtpzVmLFJaOnJM9Fn5fDM7vq8FFXA7xRK2hLk2rZ0QLEGvrD9GnN5jYdtzyQ506DH9+ZuwVzS7uyAt/kgSROAr5mJ6I2LXe5hED3dQkY39CP3oMm7H2/ErboQUy1v/S5wC/phwKATYvhn98H74OJNEi6STpw8lJM+9Ex6d72d2l9v3rxO7HubvzlaPZ8rguttbjy5nvVT5RleKaHYXgiDOa4CmhC0OFR3XK0M8UI8Y1oZxcql+I48XM++z9xi/4m5cHKZJ/ZtFutxIgYggdbfK3Y4e3DKHwKQRKpNk5I+JJKXFmRbvIjoTRzm2yYXmeFTeRQe3wSyjgn7AYraLFw10bS/kGKw99kCzooNqurH6lXHjyM89mncV3n57P8xj+vEABMLMDOEq71gau+1OT3qamzuOJnsaePcDokCpGorNOBaf5YnniKwaTw79D+7N2oKz4bzVVfVqc8pvwbdRdh7RVb4J96DPx/zUy1hqZLEmLpLQuD/U4L2Pl+sJ1LEd47E+6+YFZLbDaRS8izCBCOBvoQ8XaAMxSDYnQQeR+kyBhYeyP01mplHhiDA6whM/9pNpCkM4ShW7YdxumtmraG8L0zIe1wxWQMpcT7sld1gLs0le2e6w6g6ucHPxf4JUPY/PN1OCrdD2Z0IzqXdCHwQcL7TXbYsML4MoY9z2Hu9E/BD9+njLpx9g9gq9Vjyrtu+J7YDH7Mp+y/slUL0fWNJvjKdBj7+AXwo90oGV6A2u7UULO75t+L4FMDsO0wwFhkxrl3X4MF164CFeMrybV/tz8bxEePZrrij5fvwND8JyCaRgpi8s0NkHNrL7R+ywRdKN39bdgGEiFTnsaDcCzYj59YZsF80TyMV6rM5VqtG8YC6Nq+DrdbHsc4HcYrr6jKhs9T0gGw4+oXwYylksElW4CH2wYDc6K88fTof9MPb/lpVgvwHy+8ERuqr8Xwo39HWbW2Bb7dx2NdXxg6gcIX2pywCCycNXas+tVK6Myp57p/OACSK7h7Z58i77dOPgv+PeeD8ROCOzXUIL5XCWt095PPITItkforG2DNpwTJNbbJbZL/t7w7FWUPngddb1ESBxLAmT2oWfImFp93AssXLIHNkAgjjB1gijSLUjocsCxG/5tPgerPTvZ1svN9UgDYsev5PzGgv0deYtu3H3KMJTL9paGqagiuYtgkBvs7Zmf0iViCg1OegZzm/pur8wOtDrz5x4XKxWmuYMR5YhHYuBo6fUfk+btkAkKNKnASSgG+lGwrCoZ2CcZ2CZHyhDusfiDxd92QDG4wCfDmUmXFjyLFJwyIyjLW6EZxgiYkEql3ywAThnfhCTjPiOKHI9d8bpfn9HG8OLgOR5bUYemhxcCgB3uNz8Mu1GB++Gs4uHw/escP4QbvFRMA+H/nd2zqKZ6LIXvsIIk1GP/yfAA4/v5EiqTEQJG44O/9vRw7Zj8DY4UqzibiUEQK0+garORmoYjKjBMh4PeFvpcRFtUcuqSIQRl8B4VIGyD6gMj+VO2gbLRDqmgCpVNdZlhDP4x8FKVcNW5pKIdMGB99qZruFAsIR4E63Q5qsR10dcJlrnXUh46xALb3nYC1x4PDffVYzt6Ac4bXwMYfQZB24O9OG5hoF57+bg2mLFbf//jfTsNT/1h8svs0Z33fhqPoKD4NPKtN2BN3gf7VB94qn3/rZWUascIZ9yHIONDMYvEXVfdnWhahFxOKm200jWcYDsZ+IyY/PRUV71WDEZLcyHMAUkKSdWL2HPRNmxbfJcqf8YObAOHR6sPwlnUi6FAtCsmlIdKIazpsMI1magFJyqIBszoOIwYOPE1jzECSsuuV/0gOX70owiBImDYWRH2vC57Oa+ALZ7oP1egDqAr0gvrnWlj92nFL3ZZ2rMRSNEvTsW5hE7ZOn4RicxduPffLGYRX0qAd4nBuxRZlioBtUN3m4wD40D0fov3QebisT001kFw6dHUYnd+IWe+pAHjNae7ZnNXksD09hL/UEKKjZBdwGQaLCX/tPYLf/+0rmgCYtN3vWIigdAWu+O4AikqIRTSPOSav2VaVHH1uAev3SXjtaBOGIxUAZwFtrAJjTOR8JPVSlk6BVuI5JV1wGfxYVNmBC+pPnrCIKLfc80ogs5mhEIc2W2DZc0i5GB7cUoG2fcWY73wEDkP7KdnHYuMc/OGM63CC5OB94thEm9xUI3T0Ysz6Xpt49/H1jKFbdYGmWy/BHa+4IGRhLrq0ZgqWXnWX2k66xiCONpPY5N7ZOQsPtNyICNIvH6mfl76lz5fDuIXyQe1VlhKbvygdQZSNQOCiiEgR7B3rQ0gWEbIHYbMDPQMRREQRlF6GgWVQG3Ggii6CK2yEhXXDyM4ktHixbyrcS5/oL/8CK9ZTuXPAE5lf4tmJ74aew9m+7BkuTnbC4wD4wc530cdreyEoALjYsO+P1906Z3TkH8orjJbfYae7Me4cOEHWpC+yYXJQ9RxiGBsu9v7P/pdW/0C5ZNkM1VjSdBtYOpG/1TtuwWavHX33/g3BN50QX9fINJC2x6h6H7hvtYGZHoK8/0yMfFwd54pK+/x8G//zyY3k9UbrIjCv2gJDvcpYn345J4RfxOorvq+6wpP5pBv84G49lhLvS54ZuiU0PS6BScUyEEN+hHrT0iLlmfApP/wnRpy74eu+F2OzjqFvV0L2xPMAj4y/grnN+xAZ+InSmmnWDbDUOTH1XTcCz300EQNMXKAJAB4v1cGzTQXAxqGpMLprFcZsYyiRheG1me/gyAd7UbzWPOGNseTmS3D2z65SLMO5irdfxCd/D+LwW2FNye6r3I5gySEESw6CL8pUtOUDRvmfA3pPrWLlNQ7PgK1PvQ+R1eKeuhvBsl5Mn9GLe3SnQ1dcgZ7TGsFbE/s3fVWVHujGy8OrsbZYVVoZogbcue22jCGgwxR0g/nUe4mfpQNg+0/eBnc4ex5gAoCnHPGwixuf0x84OhuvHv1qRh/s+jHce85PsanqWvQ9+kRWAEx+uG8sgk1DqpV1YZ8VU90m6M0szr9nJRw1mcYp4hJNCLLcJ7zoaSjH5imnw/buNOi7CddDKslVpNKDwNnHEJ4+iPDUQQUQa8WDF+qynv6h9JgRtjdnwvRpLUy7asGOp8pfS1kH6pa9hunzvJjTNA11lZku3qRNt64MrbY5OHEYMG9KeEKcrBzOVp8A4JarAPcrTxL325RqGSvFsWv1xTSo18mD4r1tiFC+tBgvWdEihxqaIFqs0EnsyDMD9Yq5xyoxmKFQoqtF0o0h1PQiJFNh1NVvPbIAfa1EA5To1jLBgmbJCJdM2B6TupthNkg/MNO2UD45Hu+0Zr3cPybpjbYzAWxn/Jkuz1IIY9U0gpfvRi1Thm+NXXHKwe/9RtePDrQ/+odPzp+eBQDvw2j/h/iacOMEAH5pVtemtopZGLa7kg7gxFQTQJXLApy8ir70pX346U9VivQTchTdkupi2Npejydb9yHckMZKGNNYTWVqcBY1WwHCIQjYLAxgk+UIQjQPSpLB8lHo/UEYYvEz8XeGjRx4swk8pYNMyFDImqZVL8ymYwZ877810iClrReqVAdqqR1oMqWA3rEQj41tg3ijtQ/y+RFwSV6yq16TcMGrEjZcaMU4I2HX1CCqK3SoKI1d2qgiCGOVaN/YDF2fNuMzJRugb8/N9E0FKDCtqVfOQvMA/6Kzt7fv4M7fTmHJBSmX67Ia57N3uYRJ56cKWloWwMgCWInHgMzj2egAIsSFzsdiyh8WonZjJst2NuETtFrRtmgxeqepLKZaJaoLwV19GH5XD6K6IEbrVMIFJ6+HMzgGc1TEkJFDvyV3vA9xbfY7+sHyBsw/Uo/KnlqMhJshSOaMSwABvo3tByG9/wkMPlWhki5SeCoKp9mAFcxyeKaNwnPucUSbxsDQUeiYJA8PiYbMM4BEg+JpUKM6MC1WMG2ZuQ7Je6gAA6bVBtkUhawXQbsNOPSLj9F+7BxNANymb8TY3FrM2igqAPjFFZ7J/TOqKmfddQSP1Vhj+1cFoER2Gs0m3CeewBO/vRRff+gJsNVlkCuaIDnLAH0CAAXlYkSiRai2DmFJ5X5wtJAltCOf8NR+fqw3gi0HgwgS9lUXh72jM9E9MIqeUAN4pgSMsQJWzo8LZvqxo78B3b4EYVOZyQunIaDEnE12DOKWeRth1eWPccp3aIYqTAjUJRQUQ/1GDLzjhd3TDzFKY/ubkzDcbcZC1//Aqvvs+ZPT+0EA8EPLr0OXGAT7j0ROdXaaCQZmEebe2i78/NA7rKGbCDMK1PBM/PGfZ6Mn7Ek79tR5/vqCBsw+l6Riio19Nh9xZVGoO29gyIrvvfdDDFKZ6TdyHX8lsojLMY7zaB6GAsn1tLojMX5Q3AAghEChCRCMOfUuWfVrsU8ek2nsoHR4GNacsaR6yo8KXzus/CH82v0i7OLJc5TkWldxAPzn7s1oCyXc25N/EwfAT33nmTmdvd9X9lkcAKe3rbNbMTmkAmBOX4c6x21g+AhEMYhgeBzRwS44++0wUwnltRDRob1rBo58cR/GitrA//d0UEQm5XEdp5o9YFYOgl7ugbD9bIRbq8GHEuOTTJSkNQZ5nXJyiA67QKHI7oF76glQdd3QVyUsVkq/Y1c6KcBAXFcNYXVSflwZYK/uBHd154Q1k/zGLJRiqv9CTA6el1MUCMFxiH43eE9m6hVJjCLqHUSw+zBCvUdQfeXdGLccwnDnD+GdeQQ9uxOeA3EAPOp/B3OmbUOw77ZxhpZt1gXXwFhRhqnvaQPgCQvwSFfGOS0IgBCVEeEBkZUQHRfB+tSLO2O2wVI+Dc3nXImiirR83xpfTHIFf/z3ANpIJgOfKjvSpyTK+eGr2YqxyW9AINZhmrhrZ8YGJ2REbjZnc99ClO/4/gSTc/ydxuIIplw+iGkrQzBTJhgsxWBtJWBjhgutCRNFHqOBLgQRAmFezWYdTv+tEOLB+yOIeIMTjygdA9agU6zoZN1Gg2omCkdNwjvB9tP10B1IXYfpFmBu3QnvZRe9Vxns0eORTxRO2UShZDQ5j+PWJQ9iY+k1ePObe5TUYdEIh6KiKJxOHqwuCo5LeMiQ1D4jrlbIlAyDh8LkPWYwoBWX6EkLK1ExsxScKdkiLCMwEkTP7n60vNeBw00MjJYxtGy4Bu7OZkBK1E029JBvHvvmdozc8kFKvHC+vL7pll520ALXX1bAsWZ+ytkkSUT57kX1aW/CUXsE06ebMXvyNFQWE26nTEEgUJwCfIcoF5jVHoi9v/7MaY5ybfY4AA6sfwSROJFY7AeZMcB7nl8JidpEFkbp3k6EaE+KgIlzygUbGhUArFXoUASs1w86FIWVEfCL+hNYacvNnPnB/85Ay6eVWWNr7TKDc6N2NMmGCQbilMoZ41sAAM4aWJY2LHGzaPo/yzIO0iG8y3o10xv11vix7UIOIdYPipdBRyW4fFGU943AMZZK+00050HzOHwmEXqEwbAcGEY7DsJN66CTDGDEctCyepkb1A2j/azlnwkAa82hYlF84c9gWwYQskkYaZIQqCyCYHZCkgkQSfRNIkK6OABBH4VEcZBl9QCNDxcd9KG0/wh0bNwKmzo3EaMZ3SVpVjO2EaC1NUY0jGCpUnCSHgYpVcVbf3AU3/g9YWmkMFDnQvXxIbCx+Buq2gA4OFBNRtCLbQhZdBhlTdDLosKcukfvwvaIHjIdAu2QwYmAxceCokygZQYRvQy/OQgZCZIECixYykl8C0CByUstxNMcogw3oXTQAoWMJMIgRiCJEYiRACDyYCxF6LFORigeP5U2aXEL8F1DPa0D23c9NIUzxGSOtp++OgMUTghAmNZBpk0QKT3GGSvauTK42TgxhCr+opIMmSglxDCMvQFMOcCDjeb3oI0L4KhOh32rzsdYeTkknTaTdXpPaSYKg6EVIk3Ba4oiwBECDjUnkiWkU/rF+qrA8qrSLcs2hZEZgrOoG15/PSrCrZh0YDeoA2Gw3jT34SR5IJXzqPkxDak0jLAtoLxXWdaUBCkkQObjb0udCD1DoaI8bqXP0iNyvyB30yAD2q0HFWLQLwVxcN+ZnwkAp+/fOAD+3R8uQalkJJl4EaIEiAqhDGCUGejSbHrFcgS/jB6DPbZ3c94e0x/mvQVnttbnjqLfLWJBE5El+QD2SfUmb+XRRaWKFbj9uBEtO4bAMjyGBlzoHiyH0R1Etfkj6FmPZjs63zjK93+a8x2yowySIzWfdteNN77y8jHh8vwAmCwMGdTwLPxt9SoFUMUNvBMylQK+Nr9eBcDxsSdKxWAZqJCGcoo8CztAuZtBBUtw+0AltoY1yKFypJeLz9ASmcd5tBuLZToru2zeCchYP9rWXq1lFZYofEjr8ZpsVFydlX0f22bp+j7yz8uMx3CDvgylRqPCHC3SErzWMYQMiYsxaUPH62D3O8EKHGhZBs+MA5Q2aRKviyLCjWKg+BC81j4UjzVg6Z5b8Oee/AD42ev+Nqtl5HYliUI+AJxtV2STc/FhdQe+icHlHkS3OiF9WAa5w5xXUJOcucyKAbBfGIIeC2DqbER00KAQPgYjqmIsqzo1x/ZVmcJVyxT5fQmx8s7sQ6D5AGSH6oqbjaVYGtRBeH0ShDerAJG0QYE5e0Bxd07J7UssroILiz03oZSfnnNNaK3NXNInvrYGvWswVAAA9vf8vI1jwo3Whd+EqbJMcYHWsgATADx+8H0I40Og9RboHFWgjTbQGmcjRbNgzEWgOEI4SPaduuaL9KUo0hWujBYiQNfOCLp2RNH2QQQEHMfPzVQ3fHWuePMQoqYhiEwIozNfAF/UoUhqJlgMfUCVb2ywFLqAquzXe+qh99aBC5SC4WRIUQq2OgG1F4ZQuTSCokoOBtYMA22GjjGBje3fbPLCx4/CEx2ClMZOn2vPn6zsSZcdWgDYc/8qhQWarGFiAU4AYAMe+fT2jFc2OY8pANitK0VkSEKR2Qc9x4NWRi8tlUGWDvMRGcFRAXwYoFkWtsYmWGrjisvUFStGgvCOdiDiHYaZ4rFt6wK8/PI5CAaNMdmYYGNPdpOOTBmcALCCkYf7ux8iWumFWBwAM2KGrsMFxqeH4Wi50m3jjhpw/UWqi3OskPb0+gjqGrpx8Zc/Rd2MEAxmF/SmIjDkDpqlDI2N4jBfjeLRCoy1HMdRYQhePooTh6PQ6Xgw5PKdVGgXD262B3R5GKw1Ck7Hg2VT60giDZ7XQQwzEIcNiO63Q+wxQYiyMP2oBYFXHkXIm2rsyQKA6U3ki0v3nlAAsFZxyhUwQL14Fg8DDR0yTCEzygPatOUzprVjyld3g0liJCW/HRkowta356G3s3xCwkoMA5r4g2QpM0PApCiL04IU6AkX6fQkdGmHqpaUyyr5ckp0eCkRLVQYGzivpvCWKBkbL+JwaGF2x7HYuZBxqJQPSCgfjB3qWQ4dv5lCa5Pq8598MDFm5pQCYDbaBhlhsJQDNKyoGPGgfHQs53V12O5Ay6RJE1ap+OFGiQFYO+8CJ6juJRn5aJkijJZeBnfxxeB1xCqdWJr5HFpoSYRO5kEl3RQlioYYS5XR0NKNsXoXHEIQPMUgRLMIK//pJuqofZLASmmbKqmdz1MnSnMQaPZzfVeE0af0N749yPhUxfIAJwBw3BMjJnCJ6E3JvRob1WzgRVlb2feBwNM4sq8OHjdxz8oyQ1l+TqzCY5VVCnv0UH09BL0+Lz1/QRgrVom4clukMdgCg7D1DsDRNQBjlw8MoQUmKzOHZVwqYlAym4F1RmZsrSBKYLPkjPZKRgwIdkRFAjZzu5kKDAvBaIeT8aOBS7hb7R5y4qv9z2RIvQkLMHGB3uvMsACn/0BnMOCWQDfevaw55ZFRFKGbpPZN6xJtpCX812Q/IT5PLQUN/slePbL14rO0c3K/8c5woj1ixN1rVaUbLciElB8wS6AbxdxwfICGPMRAomUInDZRlGwVIc0IASyPKiqh7BncYkWXHMhjAWYU4U+NJACw1tdV6G0wGNQLLCXqQImMYjWwswa4OAsajNpeJjyRlTSD92XgaUZANKYISQYqWu9L38pkSXyF6sMkbghNYFEWtUEfuw/knA0NmZCxvJLqHJdl9MkGZU720Tpsk/UTKY2yvYfU1VPj+DbtwbJogkHXwHCojqf9y4ciC12eSe0UYgEmALh15Haa/Mxk/h12jmXyERAL8CL9lROfZzToYbdbwLIsWJJsPUexhophDDgxFNLjjckC/K5xiAcc4O+fAfiTLUOZYnDCWtQggDlXhGsujSmGctBjDgz6OAwO2MHRQCWtRzVM6KcljEUiIDvmWDSsHBdmhsb8UqBIp1oso8ZBeB3b0O5qA8+mKqvj4FemyyBTCSAn7ecgrDNA/iRJUVokQnf7ATCzMu+j1T0Sajt5SDChxzEZDPTQ0TEX4dhaEuQIBCmAkrAXxRE/iAqQTXOZFxGFKIUwTkfRq+dS6oiRbnBjm/NagBUAzIYbrQvyA+Bc6zffnSe+PI2MGS5DtZJG7mSLb0hE1w4BPbt5tCZZiONtZxwDyUYNvQSGpWBjPKioc8PgUjP9OpsF2OuJZhzQjYkw8npw1WXQzagHZcrP2CwLUYhCFN7OFoRHSU7txFfJJh3EptRY8lN1NMXbyWUBJnVG2vMD4CprN65oXp2h2I0IOujZZKVapjA0sCFU2xMcESnKYdYAtmw6aGNmPH18lKTAMBANQxaCOHbQgUO7HDh0sA4trTXxTMwTs6gyMydARnYnIhVAEwsv0dwZLRHYHAE0TB/CwpWDmDI7AovJCI6LG8W0jS7kXYIoo71LQFc/OXDVep6gE32eGvBRco7RkCgGAjGwxWUrUcaIOgR5MySZPKdAMwIoQ2acu3IeQlbSkurNXlhdcS8uCq27VyHqT+Ig0sJXxYoFmABgTFiAtQ/E7Jo7RtbDLJWAUnxT1SJDAk/5MafIh3IjcbHU4SARrOHMTUGsbTrZAqdQDz3JY6NRWOhR5y/CBa39mDk0juJwJNWQoAxevszssYY15ysNXRIeJwOFR6ZzOOZI8iOnKIgcBxYG2IRiiDKPkDU13pR4lNh8MmiygBCBMTAMViROpYn9redZdE8uQ9hggqykuskOPihZAsdHUN1OtGMh4nmplNEqBu7iZkTHRrDPlBwDvA/DAx/j69Eb9t13SelcQoL10swTm9oqZysu0Fqlvq8XlrCqJWfV12M0AAAgAElEQVRFEWMWK6IsB/LuUs8YDHyqdryjohJ9rlS3X61hdYy+jfK+p6HnU12PkjXBEV0ZhsuuhN8yF2HT5ILsQ4XeZ/IdLLm0wYm1nEMbPrHeT10ddVNnL6TPxAI8e/vaP9/FHQ0NvHrs9ilc9hQCKS3lPEHyjYaM3s5idLZUQCYsQ7lcrnP03+tyYWRSDXpmzUZUx0HUn5x1Kt50UWgINp8bS3e9Bn6EQcCXOga5UreUVrhRVjUGu4Pk/M0z4sqYff46IcqAfq5cEfikGKUQqviEwI6r+lsNTfDOqcPMjVEFAK85NzS1b3JxedwFOn1o880aI1Iwh/QJ5WFSAwYOmLMgipVzORTbtFed2UhhWlXui3hc6qt/5tt1ORbHv+DR82/XYvWDqRZa8hqxygexNACKlcHYoinLOcrLCFndiFK8ktM6Z6Fp0JwONOcEZUq6xAsU/HVeSGvVOSajQlyg9cwizLu1Xbhz93pWN6QKc+IC/eBzKzAcTfUUmpBBufU4hSmUAPSaK9BrnwSehExkKTl1ZLHfUJKEueERXIggSiDBLwiwx8hOqog3EyiMChG0hHzKLyQZmGayQJBljJILr8CjXQDK9EbwnBHHKT026VKV6fnWtU4Iwx72wBUcRXFEzSCgVWg6Cj03rrgmphcy+iaWwjRTBVxs6vujooQTwRAIvxclZ8rX3ogHoST36olVTwFxF+jnYhZgZb9nAcCwW1FSpzKyTsy3BEh8FGZeQPnAMMyR1HAAkdZjoKIEPpMOlIEAQEbZ3159EB6jHxIlIfp4J+SPThB3Hu0tmTbRMkODOacZzAWzQM/V9sYi/cs3L0od2Q9KJLGmCQWzTFcAdInSgPjhccj7uyG9sRcIJ1yL6FUzwVyxCPRkFSCntiPD7KdhCnEQTKWQaQ4MRcMRCkGXlltZoimMGY3gFbIgCfrgMGgxFZALNI2gqQgyQxTVAgxhNxgxdZzH+UpENieRYJW5sIJejdGA6gLt6/npoI4Vy4gLdD4LcG4hcnJPjawNetoIA2OGnsmtgM3WshSOQh4PIfTBcdDBIERvCELLEASdHpIkQOgcAqEWMc50gQuJoDxhsPNJjJi60ul5DaCKzKB0HGSaAl2ZHail90F4eyeEt3ZC3EM4F3KvKNnMQagtIgnkE82IMuixEEC8/SgassMAWZ92RhVQh2lzgyZpkBQzu/pd3t+rFuA4AKZfbsc3LnnTPNrv1LQA590QBVxWGTYKvcmfIqPIHYvnDbjlgm1orskWVpo5doMBHYb9OnT1mDHs16Of0sEzaIHIyzCW+2FGEME2PSJuDlEvg/EWE/gQC5mjwJTQYEpYMDaAKRFR1hTCabXDmFnsRrUl1Ysm14o93lOCNz6dieM9ZfmvAwWMz8ntjuy1c1iAgfLtxxAwaLAZaxAUpL8iX5C8Kjizg+gJwZ+njlFyKmCZlKljOty6vwTzRwzQEVSYDoK1fKXyDPYRuw+flo3h3ephfFI6ltftK7k/GYerzMAilsEuVoOFNsMlAfZWqSynDAhRHoSpBLtx+nv8zCBa9BtRREiwQl/DkaX70BFtwbeHL/Xed2lJEQHAzyzq2NTvmJsVAOc71PI9z3cwmv17UNn9F5iDxyETt55kttGkDxIYC4ZLr8RA5XV5r9Gft0+JNVfYHs13rf939scZGkF9++vrHzJvxfDDXeefGgCcf4+SPSxGGYwO2TA2YsW4xww+oq7tfLlC8wkx4jbtK1GVKkGzBUMNai7Miq4WOAS38u+6bi+ooJi51/M1HntOgG9N4yAMpqS4wELUyv/GOie4SQjMnIH69lHoXq/at+7Wqukdgkcn/64VHzsygUth664Q2Zt7H5TaaTjMmbsgGAYCIQoGhoGVY8BmSUdDAEhdGdBQJcOgIQ67RkUc7BYVq3q2EozI8Idl6DnAYqDAKM6lqSW9zjDDIpCsnI1KEIaJAlW59Sg/zuaWeTIyIp8MJM+Zcg5G21LMv61LvnPbmxTrVS914c7TcM+L09LCjxLfdSqW34Q7HMWiz1qFHuskSOlzlcNjT3Odxf5x4ljN9ntJgk6KwiCE4OdI/k/tOPz0ucz23eXjvWjyqsRWp2Js1IZy624Klm8ycEu1SoL13HV/m90ycruySO3O/8HHA5nAMt/+zfc8X9fFFg/E3cNAMJ2pO+EqOTHuyYOpZ0FVWkBV2UDZDZDGyZ6hQZfYIdOqa+7E/mBpUDVOUIS3ISBCHvRA2eROE9DngbSvG9KxfgWwKMzGxM06VmSGAnvZPNAXzgBl1kN2eyEPDINKA7UZG53sfWcRSBopTFijUmvJUQFUlmcT789Rh/QFOwlHhSo/SQzwYvO78I88gznTtsPffVtYx8mGomU3Qe+wZrhAOxZMgVTrgKRBxCcJIiIuHUJFrOZzutMN+tAQqGiaAi6+IMJR0Cc8YObUgf3yCrArZmSVm7keFLK+PlPDGj8iwJd/4l3IA+khknk3X36FeyEfUkAd38+WI3KWGn8+1uOOCs8c42696Gm8fPAqbO1KpCtLLOACdL4FvDeX/Jnb0IPTp3dgTmMyT0UhjarSYdhrxbbD9WjtK4HERAFGRCjContUDX1zWcIoMQgw6qOYVOyBUc9jflM3HFZtPKh+e+b7yTsI8B31JZG2FdLNQuqcgkWYEwA7dx1ClNMmjCgEvObrXyFtFFJH6z3TxyywRVmUhHT49tFa1PhNyt8z/IYnpB7xEBJA3Jd7zGG8WtePlxr64dPlz6eV7zvTn+f7JlrmYJVUpsP0EibglybgN/8FlrRzZuA2dM3Zh73mftzcfw7uvbiYuvsH3/nRSz8+7yEP14whh7arXL71l++59nbQHila8MHu/RDlff+AnicEBJmtD5dcgnH7clByGMZgO0KmJoiMBSJjVqzE8ULacrrfgS4yCGOwdeLfGdGPjsZ7wesr/s8B6ULWlzUyjorRzX2PG9aEfPcMNtZqWFE12ynktlhIB5LqDPYWYajPCY/bkt8oXMD7lYsmaf8zWpiTux/XgdG0hGlzOuEq1bawneQn/0uruxkHRmeegXLrMZjubz7xzG/n1Ix1tVHtf+xEvyGTJ6CQvVlIh/PJqcLayO+9cCoUSYXKm0LGppA6hXy72qf8ctpSeRYW/vIE7tz0JuiIOhodH38Jj20l+0d7dArYNnkBXMbZwhjQaa+D21isAGEtffHEb7IMktY/5xzPbO1ksXCnV2dFHk3uFhSHs1t8C52rjHqnaiEkAeBnvv30nLaBHyiv0pW9gT3daTTF+XH3Z/6c9B+KRz0Q9g4BRIGYTbxqjIGmy7pWaImmT6UGOCDvcOlBl5tBN9lBu7S9EQrZS4XIgULaKbQOyopRO9kL0/5bMG/aTgR6fyKxDGjXeT8Ea+AwdcMoPH/dCDFO5Jln4xayrwupo0xoWRFMT/0IlO2zWYRP2ULTaogXELrjGUifHNV+zanYe4W0UUCdyLmN8N1+htLPwKhPdq55l7ry9Hfwu62/1E6DVECbp2psTToepzd3KGC4uoQoET7vaTqhuvwMXUx8eFSg8dc3l+HgifxEbZ/hRafsJ/9SAJxvHRQqZD6vNl7rPVUBA6oDqqAd5wQcdqh52vKVfN906gRwvotj/osV6csy/48wMuUgdhSP4OrD1XBZmh3i+z+77vMD4PzvL2R+08eLi/TD4t8Lq28v7J4PwYgBSLQeI64vwBDpgXV8lxKrm17StfFa7+6vvBYDFcSSnHueC+n3v7NOIWvKyntR4vmg4yn2RenUAuDPvuK9bjOO7qtBNJojPqmQ5vNtypN4TlycnSVeuErHU62+n+n2W0jnP3+dQa4U/My5cBg6oX9w+rHnfjNnSm4AnH9vqmsqd73Cev6vb6OQvhayR05lnVPZJ3vZaTj9N0O47b23CgbA+ayTynIu5KacY5JHDC7FMjwej5tN2iOFNF3Itsz2ek0gHbubsZKAssAASgODsAjacWCFjU++2JI8fuYFLygZd9VfBL7cu3X1119e/v8KAI7Pj+zjIXb5ILV6AXeqy6/mPGebHC1lTXrd9L/rGDBLysA0xkkXC1k1/+/UkWurUF3dBfPBu7Fg6uYMANz81giG/7IecoyI85SsywLXHZk72mqE7j+vALsyM1Xpv3oUtZaJuKcN4tZDED44pGH1TfSoIPmS54AqpI1C6oTPa4L/tqVK5zz9Y1LZa5voUwKACztg8wGBieeTK4Zwy6UfwKg/9Ua7QtcKcXXe116tWJeDfJY87oV8d4Fr/PPupwwkULTnxbmsJO8h73ftOgg+ia670EEotF4h45C3TgErON9Fr9DLTGEXivyHplksBaswKWcWgQrDIpeiIjpL87mPHsQAe1CJoU6OsU6vTNpxivVo5FdioG4jdpaFcNPg+eH7Likx3vn9W7669ofLVo+Y5mHEXnicRvI78s7LKdJkG4It4HXlEFk11QVxnbaM74Qx1Ali1dVF+qHjhwGZENIklnN6/4iluL3pPvgt8/KqOU7Vt/0723GFRmEMbVz7T/F1R+/9fWfOLCQOqIC9k3fNF9DG6KAFfV2liIR0CIdThWIBPy/wIq+978yWEOxOvwJ47c4sl+VCBdb/T/UOGGdg2kwjot0S9Gtq1r7486aL+z397ImHO9Bj1FIuFLLyCvmY3O0U9BaRhDdk5t0lKR9kWlKIc0wcA0YjpHicjx/kpwbQFyrnCzsv8uva1RHOPUqUnkIVsww3PWDDadseABNQxyqfBbiQ2SvoclBAQ2HGgB5rNbx6O3iGxOfLEBmNdZfN3TnHEOSNL5bV2SBEh67wKIqDwygOjRY6+AV8XfYq+WRToS7QpJ2Hpl5J1vqPH/vOHx886Pmhstod5U/jw67MfK751l++559nncfBMDxRJS0LRBlyjx8Ix2J3s2ostOVvel9lix7sqhlArRNUiQWUjYXc3g2KZZU0N5plyK0SwxU4m5LDpsShZhQ+CviDAHlmyWIVLaROcn/OW4ry/vvhGNqDObWr4ev+SUCvo8zOlbeCs+pQt80L7o0j8OxvA6PjwFi0uTlIfLfgDyl1qCJTPPw05ROEXreSiUFR4BcyGGkLmJnXAHpeI9jlM0BP/vdY5qSWPiWuV9x6MBbfW+AkFnS45Gkr3wZWNkr++7r/poUIf0kllOzd1+13vbbD8q1L38EDH92F7nGtlHKnovMFjlOakI9bhKdUDSkWYZet8DjdQt+YXG903IR9bdU43luKve2Et6CghVlgvc/So5P7jWZvS3a8KMi0zNTtHcQo3Z/R4qkQwPnyy5GXEhdeEjOrBfQIwGNkDuXCLBhlkjs4sxCwaJQcSrxt+pIUwKOX2w2eCmQFk4S4K0SPQYKg9MEg2RVmQK2S0h/JkdVbk3wPS1LhGAjZTkylTRoUTOCSwUEBMk5kRQh6v8J6Fi8RAw1d0ACasKkxEgamdaANHbB07cKXbP/x7r0XF68idS9++GrhwFduY0jcV3rJN7/xt+Va6oXUKfSgVuvl31qkDqO4QK8HI/rgt86d+LSQoQkSq+ZMzbdF/y/WmeRtQ0D4YPmrtg0LW58cfWhxWyaR1MnOc24fyJMTNPHaQpSG122Bd8ys/Bnw5clXHDuklGM/z8RxuihkiVYo8itrR1BS7gXLpXsL/N+a3Sg4PFnzXVw2/Q04/zwFdLf+qo+/ZrjlmVV1K7771Vfwm6LKFI+G5Jx9uWYo/yjQ4ECIslJb0etkGA1RlNhlXLZEh5oSUiFzYo53UZjkomBOJyKZaE7tweQaCVZT9ond2Zpfm32sV0R1MQ2zPns7pE6L14HNnZkKP5mwIUd7IEYEUCyj6XYc9UQg+uIEPmrf88kRAm6ZSgMoJq0moacgJDJFLGhMRtHFFK52FR0+t/uRZmNXwqX9vgdvhF/SyH1cwKVN3TYaMZ3J01lIO1nqEFA8anTBbXDCp7eDkUje8ChEmslJqJUpg1JXD2nHFvIoYLco4oVBDIO8i/wZL//K70r0j4dBP47kkOgIb4EgxOWqGi+elQE/1hAZvjPsDbikeiZMUV39uov/+PF6y88qZCmMoiIrPmXegtCfyDsqE5Znhz0VDBLGMB9Jhyeq/04YVwkQSr4+sAykYGiijmw2Zca6prWjWSc+AAQIkr40TgKsFsido5AP9auZBIJRiNvalFjeiZ2gsRlkmxF0fTEJzgfdWAaU28BeoK3Yz3fG/3/svQm0ZVV5LvrN1a/d79O3Vaf6giooGgUBhQIEFAQbSLzGJiYmN9doosZEr8FkeH25aTR5GJuXxOjTGDUaEVRQeulEGmmKgqKg+ub03T67Xf2ab8y19j577XatghNe7hiZjrKovf/9zzn/2f39T2fr9ZW73V2kJw3KhMiQ5yn8/uvOc7DxsL5S+jyG7jkbg+P/F0ZT188uH/nIQjzOnxHbcA6SOy8Db7oYf6qIWM6CIxAsbVRhJNuXt2RDrmQFONUM2u2mID7bWre4Bkc0C8ptL4Isa6BMMdqmYgE/mQe3rIEkVPDnbAJ/3jYI15zbXmHw8p5471fu0VkYf/INuE2xvVGunOqT3/W9D8XjxW+EMNERYOzRJPJ/fw1owuf7n7396e/Mf3rfO770nefV2blBfOmxP259/l7p5lq96F45sxpTdYyNzWHb8DLGevJY17uCbJzdpRRLxRiWSjEQyQbhXPQoBnpUP7mt4xKcWEqjUFZxMpcCIRQHZntx+qhftWIun8BLx4axVI0ZXt0qYQcv7KCfytzXAFfb4fY++f23EYJbGX4mBBedhdXyLaopIBmoIch5CQV5FJKsypXPbA6WB7A+HyhaztJYSwIW0hoc4scU95WziJUbH3cGU2FJE6ptND+IZKEx6FpXRBQyMbCks2x/C4YJzqxnQq79liXVoFWOWcktITHfKMgbyTSKI+Ng42dhvgK78DnA4b3UBiDVDHAuy8hc47ztHA6uayySzfoTaAyE+pfa/q1+lsvmMzA6Baia/2KZvB+vFITZfIhi40IGlYSvuTQ6yC8sJJuNmTU+N4cHL241nRg9PBzRX9qXhl2oxTn8ZvFdumALw595e9arI8CswHe/f9v35kcvgu7Gwbk+0qRRwtjSTMMDMjq3gJHZZWiyr70cW2qlweHhMdx3zmtXH2UOLlaS9QzeNs8jH0t6DFKwhZ2X6IJ0uKcI6/eVCu1RxrNWMO32UQPxPACKococBOOhHx1f9wdvvz+3OyOYwrHCjfPpDVKXsgPeCxJCkbBXJuz76vi6vWR6RQRzlV5eSELXFEiKCTVmeoIr+86oKoW0igiT/TchiCcqWL95DrzgQlZMz5WZFWFYFPpQZOkKq41lVa4ly2Iflbk48kJjHbhWmBgqQhI8qQvOomMgZedX8VY4FZpYr4HuWagcC1m7nsijXV8MgeQa4Kv35BF5PY4ntiLO1TOqG1SAaJYhV7OPzvZvw6/13wPhiAjx5nVHd+39U5Z2E5/54W3ui+VJcs2fP4xvyQNwqndUDzW8u9Zh9UqqjXNcaCa/CjNqU0y0SQQjWO7qPTB8totnLppouKPGji7jgvv8RENyj4C+KwfQf3ocSpad6XYnK4QTCN0/fs3nUG625VC0fvCTewfwte+NAYn2liSqkXqC2tMtcG9gb1PAo+QwD/NFjRWM9ZF30i+x5626dUS1B+5lBly+LqlwrJ7pCR5g/TG95/uK+EB5u/neN75Ofvq5yx8fuiV2Xm30M3svw9fv3oRiQ7bacEUQW3lWCikVyOzMshMvB9yF45yMTFOm+FOBccH+Z4MTdXBKASbxLQ2UlavQJnA4tRWmqICjrvenLLJ8DXXGn3cs9OrLnhuzYuuQbf+d7yZQMoqlRQGxQCkgw3G9DNK1FuNEJFi98KamuTrcaqLFdUoam5Pd4yLfEL/Yx9C0hSf1FeiBTM/N/UzpK3iieGz14/NSE7gku4XtpI/17iFfuOutf3jh/ddveeT4pB8HzIRgonwZZepXY9gk72tASTgCUeDBF7MAy2HC3l/usZYjkaoMwnIvQoVlgwOQSPl122tzFlwJs/EJ3LGxfv+lzNZQoqLEYabKgzA8ccOE6OagCQYMzufdikypRQbhHlwEPbwAeMJpo6WJu3AAZDPL+FpdC2cfiP2LhrlRfiME7iootgjZFiGaBegoQ3CZxd8HZbyYxcvVyhiAvHgfxo//qGV9ucQFgOgrt0aXT0BTGqtbpCwDjhSHLvrr3rd4TwuOHO/gxewoHMHnW+L5F1Dmmaed31w4cFy9ITFdbOFhCH3vxI6Rv0VZiU0s/OrdqaG+5F6OI0ie9X7ExltzrKyVfNRme7bMqd0H/KFlcOXGKh5SMg0pmfJKEAlKDKRgQFAU8Ik4WPkhIZ4EV+XdXNeBs7QMslSBu5CHu5gHlXg4kwugFd37G0slCMdXWP2a1SH47EZ3jo8lQHOGk3CzjZZyJtwTpsBhpbVOH4D5Br+8WZCW3FQBnO4rTO1N7T0bO8F0WhOW/bnWCnMF+smdl3HXj3z0ba+/IXYrswIfXNqOH+2/AS6tVnIQWy2umhXDslbfj3GpiIyy0nK3lKwEnCqekewJbBncX+26PrrJ0hh0x+frNqdrOW4aR593E34ZIQC7+vf4OAJvLc9xWHbSqLg+zDBfLcXoofFxzTj9eMqql1FUSFVWC3SlUxkLhUFQ28cjEwMJojXMq1jMIjdbz2gviCaEQCZ4xxFglBOe4aK+UdbohBAKUdEg1N5sJtjbIqxA5aGOu3H4V7f8yOKst9JDx4CZOdAT0yAFX7irbTxvP1f/nWBfscs6lkKsZxBSIgterF8esQNziB9fQtkqQgdjCmr5NuvzZv/FO4AAggSXAjc0iNkdPQ14atCOxYolSzg5DOhaHtB09OdEZAoCeoo8eooiipIOnfGp5SL4/ApEKkGgPufipAhKQwoqCjw8M306dK+uoj8jJkAbKyZorgjk8kC17EBHgikKMDoEunE9MDIALtalDI3rIlGYh2z4LpnM1chUFJhyCi5zLWO1Gq0yZLMx07MlqDClFJx8BTS3At7SIRqV1XTtq7RhdJdFiL0JDB+aw6UTNy5QIlz5l9dkq6fBh2RC8LNbct85ftWbeFuKAa4FaMchlOrJo1j4Zik7AFHYAo74D4MLo8HqzD7jiAIOCRCvfpcLh1Tg0tYEQ4boXyiUshqUczDdqYZ6sy6/DbZ0GlzOpx8Hq6G+L7PEE4hwqkXUGXOlOBoSVqt7K7Mc1Jromh4j1rx+QRjJZbWEu8NEwdMOhvVTFmP1cTORzdNANrZa7WKmQFBtDTGr3JX/l+wSNPfJv55c/8efqmF6OPfG3ZV5437783m0F4J9O2EnGxajwLwwiDJfd89jgmLSKUCgNhzCocLFUWA1TgNF6lVqIeXqEODDlCFjpXregrNMskPOlDxEwElOwdGmfRLPiNiYcCFUhbhCTw6G3JgsRlZ5iKWN4HjilVRZUmTolIAxHqyxzKJqkkd5sXb5EsR7lsDLjQ+/XBIRX5YhWP4DNhBbhCI2wvAWD1HnQRy/kLIlO9A4CzSQnVhweEyXx8C5xDvPNrHhCI0MJu9yEBwBHGVsHcVwchFqvDWrolGq3kGcA3u0gMS/TUD4Rb+RsMrbNu7/36yWCP7vT37yjMJ5r3/2njGDnPbUFLLLErI5GdOjSejx+r0bpLusERhqzUbcXq6swbDfpagEJeC+bBIXGhxIGoWhEmYfhkp5DLgGLncXsMGtwD2cAJ1RQRcUoNLZ0uGNS3BBek2QjUWQYQ1Eba39ThndlfY14aP0leMEzHEilpMUx7Y4eOF1Dua2Om4lUbcsuwaIXTEIqwXMKC9QCsl1WqSDCudw+iIHbZEDx5mWaZfrWhGA1UiNy7Iku4YAQaFYv5yk2Uqri6soSkRVgJFx18oVTzxy501fuf6BPXtWHtV2T/T/UDkUO9wowTF36Fqj6hLAN+5PUhqGXdwFYvh35lBaghqwhnOWBHFlAJzd5L0Upn30LuroVogZcT9W+CnMSvuxTzsOw0vWCCSdQWzRXg+xqU7wgubPo8dajz4xATkgILdcjGxeahJL606ikPJrwap6DKNTG7y/G9oaz6vdWNhnDufgyOhhrKR9xVdMi2NiciPigfGYkkElU35H3x6yKrXd+nufufWuXXvell9pFeRW17lK+5q8wATlhhaiZS2VKrBrcacBemx3VvUrbae1zt2OM9yLkKZ+9n2dveNtyn7FaBLzsQIeHTmAuyaexWKqbszoXa4xsy5i3vXGYT5L4UoiRFtBzEiip9SPTKUXVK/ffzH1bMiiLzAGt13Jrme6Vbhe8NX6vUFZqhlG4Py3vxueGkyQEFHw5Ap14bkv/iYkpA2OS7l3f/raoe8zXB+96YYvZ9LCh7w9seEciCOvgxBjfB3gGDocrS4kEVGEzJQgoq+4iLJ1g3skDN7bJmEl0yLAdDoDYZ83W6zDxsME15q1NQz3q/m9bdp47PsPXfWdP/rE3azftw9/5LsX/1r8Xb/+jseRtNl9VIv/iLCKUe7U2u71YDuschQ8UWBexb4oJSjSFIxADW7JAiYXfWMkHB52KQ1rKWCoINTTo81YWTi8C121UNj8Ipa2HIcpt0/SzKYkDh2GOc3DWa7LAXzKhNCvg8jVxH+dNlHv7jPe5nLkexxtw8EGfuTz8P5t3FZ768XwdNfsehjC8DTBJHUBSbNV0xuUKSzBxVKA0Vm9OML6ijhmf9zBl6gu0CjJrKkm+7wX3rY02TEMntoWYU+Dyim2wPEWYX4H1abbOu84umDD5kBcEInXAatYkzBs043ZNlKuXVURRTz9iZ7UlGka/64VFz+78sCxhiryl/3wHe8vrcQ+r1Gzt6KDOIzBd1n2T0KpLaxOhpUrcXmHuLwDQYArSlTjFFrmeOrtPo6jMS1lJHXFFWxKCVMU8lULem13sI1ritQz6FDGaAZ44+DxJjkBKAlAhQex/G+YwCWBzFwAACAASURBVMC7vuXDZRX6bICTMuCVpPcZFSnrsIEiUs96iIkBcKwWJXVBmXAf9BmrQhOOxR7x3veWMwvdOQhKrPpDVOLB2SlwrNSWacOpNJAQMAmkng0Q033gVaZEcMGKuQcfKW8OagycJIEwJs9x4TKNtF5Z1Wqu/oDnPRhqmbBzizBmToCnNnipkR9nLikSb6C/wGtJfmCPaW16189/592ecMQaE4Jh4keHv72QVg45SJs8TI4iH3dAdorg443CydKyinwxDlfhgfU1Zqvx9izmLZSKNhRFx5YNS7DsNEy7flEJfAmFXB75XAWSImJwtAemlfBkRnirBjz39DH55OEct5LTwREOiiLCdTmXXYzsnmMbhKOU2JYNy7ahSAI2ZAbpLrqDqo4vTIjUhrBxjnNHKqApC3FZwOaB9hrfGauERZsdJQ7cogxnNg2ryhwxXPxADvyIBmQcyCAYVtJwA65jnGKC9FVAqzVDmeiqrL513dkPblYGN9ukCJNcULaWGg/hUALCE70gTFBsg4qUePCHUnA48shZez71+uYj/6Wr/vDBK1+6/OKe5SwEqzXO1oMPHotOw10LmBCGvOVAeA9Gh0ssbDxR+2qef6C7FbWClbivNDMcAZYrQKMEc4KLF9QKPaboqAi+W4ypxThLVwnTHqsuD60DqWvdxdjydoFhcAVCsU900Z85igR3FL3inr/+xeN3fuoR7bL3r/uK+o1aLHAHClU/bgq6ZYqVmsUtSPAqE0XK/cjJKeSybdyqa/ehmYCcz2JsRgFNtIY/ecumZwEjA/B6Wxhu7lyQ/AbYdga2YMORWjMde3hsCYIlQaY63PRRmOufhK3qDRcd2yILrkTm4iad6ztuLFJyQqfc6gTmk+gTaTopW2nFll24nhqj3jiH4y3VFBRTIfFiihiyhrmeOfCGAOK5kfnNUi2kyylkCj2wJAOFZN7lDd4hhJiUXbbsHVcN0ZFs3uUcrpKouCcHTliCLliExRoF2sDCIDc6OW7xJeHIjDz/bW7J/fHXP/2V1buZgf7zx/7g0cPnbH3diak/AXOHDjZRGoMk1UOTbGsejlsA9dzhefBCGjyXAR843JQIoNSCSy1wRIWibEZSORsC8cO/IMRAxT7YzgIsawE8iUFSfC+95mNo2fOwrQVwXAyyvAGEeb9UPWAoUUGlXq/WqoeWS0GJ7WyLp/ve7fCtwcr8VD3k+CSoMrxqRWarUGMrwgS/qH2HyQcC8uBQN0S4iMOFDAoecExAP7KiHfjKd8nCIzd+5gsrq8zBH/3Py36a3NR3tVfiqV1rjs+NpcGrde8l7ycBGGlgA4RUPzgl7ln2Wd+UlYWq6ek4Aj6RAhFZyAXvFdp2LR0uM7JUeVQiqRASPatrx2gYNv+odPTOR3kFVsFXBvFq3OOJavtkrfuKOq61mJ/2zDM48fsf+cwXDlX+V7BfZgk+XRv6920Xi2J6lwNxxYHzuAmHMC61/ogNnXMSme3LiPUwxQeBYQletZlgkwggSy5EwQE1RRiLGWiTI3Dteiw740+UhAY+poOaAiorSVirfrdAnBAkxqbB9y4zd1N4brLNSs9ap8wIwf5YAshyD7ipMWC1ryrV1Aoow8Ngis1J6k4BprbLTAkkF/CI8FBEXKFVzYlnMVwlnS1as6ZienEBvMXKwnAJ6hKZUDiuya3YlGqgpEGDblNXsimVTpTMQy33SGb3RIaj8e8TjvNiRTu1muDXuUxD+9IlCY1vEFxr8iMTZFIaj96yiJSbgNwm1lY0XSTKLkSLBqo4thlhQChldDMlAkNmRc5bLyMbNkq0hKW4hcV4VfBpoorJtwrSzfNvnlft/mJ/p3V/XklDgOh054wcQlGRHG88SwmrbRimYANVr4OO69M8ZiK487ZF3rnywPMP7L71bRN6PvHwiUV7zOzEOK9i9g+qfxd351hfCUxwH3Tec/433bxoouDxsXSfVxgeP07aG03b4Yadj+CPwvoKu+w5jmL9gOwO8K/5+E/f9+EvMPjP3b/0Tl7QvjHQc7+a4Z9DXDkEwhmwAlbxIF6O2OA5HZYTg2GnkTdHoTuN7sIMful4AUuTCkyn7t7ePL5EnGDj5m1thx2XjiMtvQhJPgmO71zLmv3YAUHFHsCytRlL1paGx7oiVIDKMtTyMsxq+EFtVZtXRORMWHwKVm8/EmZjHDjDU5KKcMUVaC3Cgz8Fh7PRV8hjyFiBQ2VwlAMf0EN5cV75RWTFRchKEZxggVosDq1pJLIBXtFAeMfbPYYtoyQosJrcaVlZPqrJWNFHcHDwnElMffBvP3FJ9u9rBP30W999w3X7r/j+lpObO18mUYTEtYCJgqN+3F5ZDELUvqL2F4TrfJTXTonQ5kT8UnRxh2zj3/oWMKHefqhHefHX/tf9qYmBH4g3M0swpYxZknBk1PSYSX9HNWoIFjIO5vodLKkEejX0JdiVrjrIZy1Yso1u6tPaneZjJ+A1AWJJhJhjGnS/Z4bDjJmwmGBLKRydwNFZ+JPfrJiJcn8JtmrB5hzoXHvrffMcpLwCOafSxGzaQ2UkdVIeyxMrbnihqGLLwBs3A9NPBeTZ6mjWFkZ0ecRcESI7/0wA6tIcuNA5GyXehF0U6Labz/6bb/3uVz/1mY9mMsrI9ju37n7r+Q5V8P1blvB8cRp6krloA2RegDzLYrHqMjXzjiZDBCTD5FgeqsxBTbT3rhB4guFBFSOKglFZbRFwLFfF7IKFcr695WR5sYz56SIWFjXoecfziGpulktg2hzMCg/kkpBTA5CT/Q19GSYHw+I9JSbPsWwCLhhX2tDYP12mQJcxJPdinVHCuFRXzlANsJc5uIqMyYEcKnG/9nuwUZ5Dfp2DQrYMO2GCk9tfiS5l7uBM+c7B0ePgij1QtFRDRQlWitiwOFDOAiECVInVQW2dP+tfFThsScvYuamIbeOLOPKLO+YXj7zwTv32xT3gYt8HR64kKQXqFTvAD6TBxSRQpk8zHbia4bsGB7cnU3wLHKhpw81VYE8uwV0utw1ToroJZ67ujRlkErm0Ci7T5BFRC3cSBYgbByBOjEEcHPCEZNiB+QXGwyXS4BMJuBUd1vQ0nIUCaFFfFaaDTJi9nIf2+LPNK+P9W9oyAXmz767c2vwO+XQWfCYDp1iBub/ufcjmxakqYhe8DtLYKPjeLKjjgGpVr4Em2YkwA4MkeW7Y1tQkKnuegzU52cAw8j09EHp7vHh5aypYQ7c+uhqMtbiM0n0/Dwyb7oFNfusLx8p7buO//c7npeF/ebJ3vbyhr4jtqRNICCvg2ZhBIVTjYFTBQY+sQeYdxASCkVjTYx+F+QuDCX0XI4YS/f+MZyUdQz7dZu+yFagy/YbAQQ7uWfZdlT5L2QTmBlPIp1QY7ZLgNW3AiROLrdx79uLT/4Hj+f9Rgx1ckXDmdBwZTfRiM3TRhdVkbWOKBMXmIDD3V56HrnCwhTrzx9kUqbILyaTMutPmHESwEofGi/mE8M5EWJxBVZvgjbALrH9v+KeM/b8l8yjGCCymrmFWPTavkuPPq+35Xrvx1CzkYWNuHsZUysBT4wXMZHx3MyHDXTt87fYfTc61y7va9LhEqGEZljDL259rUm4l3D2onS4pLaaRERu1V81wqi2Cr9TdCtvhKcPEMcGPfe4k3Pa7aQy4vha3k15LciWYgZjPsL46vBxtP86mHGxNvuFjF4+/eych+ABiL4F3/wqPP9ODkaKOJHUh8zbEQHwrQ8S8r/r6KNJxB6LsWWAbXNz9vJMuEq4J0bZBChaMkxqcXHvm1jQoppcVPCuNIMcnIQdc6GxwMDgOkmvDFEXEJQNKU9p+1wFsTQBvW7AlggxXRow0un26DoFjchA0IFmQICosHrE9s0KJDSkOJIfKUNKNeKwigTptMsO9FzvbrvHUQcy2ELdMjJTzoHECLtZ4jzkGAVeiWBFjWFYTqIgSrCaXzpIoYjqVQUGRURZEaDyDac9IsxtHzZq4cMMRDK/X8avihw/L0+98zYnPv3/8E4/8wV7F7BbfXZ1FNzNJ6GMXkLPC8ISZY17NvrodvubF7XRIg3BrBRNykJkg/FsZA+N93zr01NP/uuWhr/76VfMJ444fX1Mkvl6mHZHDbtaoxIiCJ3iThxHFX/CaIO2pslzb88RpaIRnFlvYPIHNYopXp+jfOJIrQGCeIV1cBXzIbuOpze2VwESlT/tFZuESJ6U8Bn++5dBrHtn32Jlv/933HDtcxk1790M6zXdLb7+6Pr6w41WndTT9kkh7IbjZtoNdParM8a8W99dh79rQYfGTcDUX9hIT7Pz1DbJ41KawCw70Iybshcb3gksSqBsVCD08eJXNkgOYR1bVugzehdjLhCDihbq0O77/EfSJQu/aWLSZIUgnTsOHr9CQLD+G5z777z+BRq4LfbfD+NkwoafWQRs8mb4U0n1VnqcDHqOiY/ZENfaztmhNvHD6tFGkNtVjYIPHLBFXMD7Sj0wmDikkdMExLZSnczh5YBLL81UjedO4o4wn1rMNib5qbqEO81JkDcQ64lOnqY9EOo6xraPI9KYgKR1K9FTpqlcMzJ2Yx4GnDzbSCXTPpSe//tT3Yrs+cP05+zCnP49jZQNWO7mm+R2p/lvlOWQlAYq3pxt3G/soJfBYH5PQ542x9d6SuaAgHeFxDdtrgdu66w3SAU+j4No4nlJcxomxniahtD4nW+CwnI1DVwSv9nyn1m2WESjQEW8D9TO7d+7mCbm/Bn3FC1lszHVPFhEpI6N3S/ldOYLh/WloTYTlXB6C2Ro7FfxNFDxglu9mzXHTwenU16nOqx2FQ3EEX4u1MWt2XOgnxwt4al0RfEywnddtFojgu1YMyoPYltqKYXEQGaF9LT6ZCoh5li8CwaKAboMrNcYuCqIKLhWDyxOwRAZeipQmQcv7PdOcM49lywXTZJplX5NZ24hR8BDCgRNZkrPq/eC6cH0P29VGJMFLzNBVwVHtt2AWUDCLnkeIaHjP8GqrHVXbsaA4ImDZqGhF0MDcEm4McchwmI+60bnmLdsPMSJjnduaGKPNfY0CqWCSW4LbREcGW4aBY8I8jpE5PCEdXB3vxiHZvWb8f5NYz7PkiSduxkfXH0FqVA5VCnXcOA2UCK5U2x3vf1glGstro+WaGCKWGVflvAXniOM5RhsdwjiYUOoWbXA5A5lD9Syg3igyIviRGNyYAL6N1YvBmEwZJ4qwwKFicCiVgcUmD/aCoqIkS6i4POYr7R/FoDsT23Jxw8BQqQCumpSD9bUUj2NFVeF2sCK/EmczYjr4/UsfxkP0k4fP/zVn3VkHd3UprBzRry1MhgmsY8e9EQVHFDxRYE6lr7BtGqW/tYQJP1weBBOC3zc6g9OS/+/f/OZnhE88fDHLlNWZHQ8Xy6IRLRxPTYkZTtjouMLm1b2vMA8cf/m6e+mcGsypiEXtF/yAsohrbrsCuzaM4iMPPglxUITkjCHunAHeqxxBYJFFGLyfaK5l9doIpTXmT3T7obgbwbkxVq+i7QAEtwcCzXhJS7u1sF3TzAc7pASLmws4Y9axM+9Dh+Qb5lWbW5QxEyqDZ7lFPPd+5lrKXExbc4t4ONv01cIcv0Ia1mbmEg0mNwWDm4Im7MXy02fhD8YXsfz3NzWQNu6qyNIeyIx3IAQGDBSqsfHNvIkaH4eSHa7+vnEV4tk+DIwPQOJcyMn2138mYyGVsiAmeCQnmmLGV0fl49XmNeiLOnTqYoVZVQOjTogiyxUIMSa0xxNJoKohpNDmdeiL7cMuKjMVrBwswCpacHQXNvMsMOseJQyLKFCIossi1aD0SFAHVWS2t+NVKYQ1GXPj6XjxqQO47Wt3gAnFrGnFD+Bd55yJn84ciiD4hpdZ8g97xKSkHrB/F0mqiF5VAmkjOLLKAwlRQComY7i3cS8UEgrm+1PQOAonVrsrGvebxXMwmAAeEyGN9UKyHMQCRiLW/0pGRSGpwJ6dgTsz33KlBDFSi4BPNfK9zWeTsioMcqMRogZDZ1ZAD86AlgxAbzRi1C5KynJKMC8FFobI4ulYsr5k52oo/M6Nja9r9tKdhziQTWwm5x1J4OyZ+iazxTKLA22cZPUguMSBFcvDFU2v9E675og6KEth3KV5AmPw+DMNsJfYo/74RMETpbZXlL5qQ2XyB+eIkMoZ729fxdnIm7QI0m0uiRahPYAnCg3ZmKnAYllZ6m0Cjvnst6mx6R0RVg7GiEMp9IGvlm74yY4F3xK80c/QeGb6TFw1eAUO5F7CVHkKmhVSM4wQxAQVo+owYoEMosGNLnAC+poyMNbo6FAHJWMFeSOHcjXrZ/N2sF0Hi0YOumOAXcvMfarm+Fd7OCl1oTl+Vk+O8IiJMfBNgofDYOwKHJfBkLYweTOPcpvkWU2bPIIOPoxlqCkjaXXrEKiQMIweLw422JhrOzu8iiBjnTwMlW+MIWWKhZJTgkttbOZGsG2pHwfNE/hc/BYPDXOH3r3+DRgi9+O3Nhcgdimp0PUwnuqXUR7FKDD+a9Cd5muFZ7WvepeGQ7CgCXCrcSZsJDyhiLMHuEqTEnOjC/hbhsHUZsOF4GHoTZfDgXI/8pbsuR+WtDIWyhxE28IHeyvY+u4/6r4y4VsxlLxRluA/JUyErfOqj/sUz9GfJ0yUrn0Q9hcfDim01H2howii/tCibhjvVen+fodCROktij7/1YZ55cIvIxyzBJ8wNCx8dgvE8yUk7PPRp7871MIbZYVOcZv9h4O/mmOO0lcUmJdLlLKwF/PK11C+/Szc8NiNq2gGnD5stDeFKp+jGEqiwKx6QHqnmkCM80iMxUEC3phM4DRy3fnwbnhqdKS2CyNvwbVdb35SRgLfxGuE9hXxHX+lc29ee19ITmD4DQNQBxr5K7tkYfrheejzGoSEuArz7MPP4Sdfu8Nb26vXvwMP5cZRYmXJurWI84sir0S6pk/lOg+90gIB9wwv89AYYB6+gR8uMoEz5NREOXhhMGHfR513m6E2kKH30jNWFUH//Rcj3sbW44soDB/peojDHttIGziKq2xYXcOqe2qYC7RPr2pB8ZAN7NE+1KXaF9w9RthUfSE50Jhm0lYq3WNXI4wn0pjbzKfn6JmeEMzcoW8/YxHIxqCcvwMf3/IRfOel7yKVtLFlMA7NdDCTN2A3JUCt5Qy2bBdLpc6Xp7d5qoc+xsuQmDtToNnUQdnWkVR4JJT27qa1vc5imexAlt0GelYZLbPLeGp3T6e+GoT2Dn0FYTr1Fbzjosyr65jZDmIufyGX00hWwURvDIslE5WiiA+XrsM/05+uWoJ3jGbwZ/wLGDqzfrlPVmLQ3GbNcePNonI2xmJN2bQjXeKNDOmSIWPZarZCNMKwGDKpKUtycI0nKwkcLKahO90zCQvExVisiI2JAuQOyrfuffk0aDv31QFFv4Hbz72GiGKykuw6rxOVJAyHWWiqGmEK7Iq95AnBH3lsFFu+9aaQR3dNpJAokko0fjE66aLhWwuotRpTFDynON5HRQdfvfsfkNoZcE88RRw++FoOLhquKFDhMOEQ0ea2VnheFvE7/uiwnMPCD88ER2MYL38WfDXXSQ+WIbNcgU0teP2aELGExmR/zaqAJEpIoLUiQhBtOzzN/bbD09wXy/ZfK7fS8D5XjV69WMYomYXk58rs2BxwWEAvZtEPG/4b1dxXpzE3vL8d5n6qNAxb8RHMYj1OemtxDGMwIWNW+RqWF+Zx/tcfwKj+HASXxznW2eCD2T7bIY7yvkaBicL7rhWeteirgwtz1wPQZWGiyhjNKC76+9c2CMGPffIplE40np8azD//2Tc8d+jLN9yI++YbCgC0H9maXUHNp6EDIaKsbxSYKM9HFDxrAhNl7lFg6jSzSgRmnoCTAiURg+7POyfjuOi4nwBnceIZULHRvbTxsgsvBh9FwxFpA68JQf0YzjCh1tsDEeDWAmYtcHS7tGNLI4gv++Vg/ukiP/B/4m3X4LK+y3Dnidvw2xevC7vzq99TWDbFfLHJBSHwa9d1cWCujPl8q8sLW74z16Wwc6wp22HE3lvBuo8npQpIdhC0T73LTn35t1z0vrqN2d+XTJA2LAqjOdjfrzSG4QwTLv1+739hARdYl2By7ji+r/h1FtOyhFsungFfTQjyxYO7cKgli18jBWp7UOJsrIu1dzFjv2Dxw6/tncNEPKj6q9/0Dy6M4sH5et23U6dztHP3cvB2+k2UuTNdzIqpICbYUPn29+GyqYD9CevnVMd+Qe8kji1UcONfXofhSb88SedOXiUBOMrj7l2iazCeKDii9hUVLkqfUWBOdbEBfPDwX0IKlJVpRhGl2yjK0ih4fHKFK4uj4IoGE6WvVwcmynhPdXmPPedi9vh6qM4WDGt+LeDryD0YhpfINPRgW1TwhMV2LUnKYILrq4MnbOZrST0f16sxdzYrBzwOkg2YQ+tdK8LEDeRn/uQp8AC9EC9hE3LSHViR7kDv34o4b+W7SLkp7LBOC617G4U3jgIThTVeKzxr0VckHB6Nw12II4B03Kz6xglomzZ63wvLOSSfeqYFduP167Dxhgk89KNHcPK+WWjidZjRw6zoEd69iPOL9IZGxhVOz0j9RSH6WsBEuUaiwFRXlVXtXN5XN6qs2po6CsAbnwZtdn0ObJEowlu0TRxBKF0LgkYUbP0LLnyzrMX8o+CIAtPplMuFLFJzm72vv3HetFeOaP1b3oTLh67Ak7m7cO3ZgyHudmGPXfB7X3DTrXau8NQrWSN0CXb335VwBifKiKLgiQKzVn1FwXMqMGzsxxY0FE8MoW9RwDfU+7yfsxieH++eXRWAP/HsBdCbvBKa+4mw1WtvvmctjTNX/DYtb0kIq9QVRvPoYwnfJ2F9RTzmUa6C0H0bdV6Npwk4LbmEfH4Jf/oX12Fk+r8E4I5nJOpDGAVurWBO5UBXYf9LAA5ztV6jc78GyRlPdXknX3IxebBRAH4/+T5kdFYqR+ZFovDcES6hNdn6Efrx3/owx/qIfNga4am9BxZE6GiNH+ThII5qqBjhcJSO4W7sRl58EMvyDxH7ShqXzHztvwTgkPWPuD0i8uDheoZO53QhNY6ZAb9iRbySw6bpp1pA+8/txa4/3oEn7noSB28//l8C8JoyTRGKVIe5a0e6RPxlZdbfwpF6DoSAALx9gifiUQa0bUbF7iO+q83ihmdAWd2dTi3KTv4/EeZUBLGwwx4m0K0VfTqskbLcj+TSBAzewTdfNwsqcNjwljfjzYNvwiOLt+G6s4dW65YxF93FDhZeWeQ8F+iXZjokoajOk/2e4WkRsgCMZhWcO9E+2VYNnvXDLLdMkC5qnfdep/HUhJ7epIRtQ3HPas3KILRrr7ivqpdAlL5Y/91oWDvHDFe+YrV1AWffXbS57gY3ldOweKQP8SWsWoCzioofXHQSguof9L9+4RxM6X5SuVG1jFgHC2bFFjwX6PN7A9aINpfLqFpCTAjGv9SBmNvyHTOdyh74K8D6WbZkqLyD3g41Qo+U0nDDYg69bv117TSvKH3VxtQy96YNw9yy+2QNSgeFIPv+8eVByJzjxQ23a1HmFfwd27YTiTzM4hw+edObMH4wxLoe5TFYC5goOLyHMgJnGgYT9n2NYGsJFwVXFJjOL2fbb/KE4hP7Pwelt3M+hihKnSjdrhUef5nXRiiNMu5XCybKnE51LIf2Olg8MdFgAb4et6OX+PVTl5CF2aYEJPtOoiaW0YOX4FusmhtzOd5KjsCCgGBdimb2oh2eIEwnPMH+GA5mcWZjLaJ9wtIhOg+W96BrY3lNqjE//xFzb+47jIY1+EVvHVoFYOb+fC25ZxXtNAZxG73SswAv4T6MfaGEswo/ftUF4Gga2nCDzquFJwrL6xE5CmAUmA6bcODqTcheNOZ9WzmygpNfby7nBGRPS+PcP9+Fu79zH07+Yhrx5LtxsNS+tvlqN1HHFOUNiQKzlrSKMvZXCybK3KPAVBemowDMvq/FAA+vSLj2+T7PHTM3sh9WvFjjMz00ghEDcZkZ2e/ZlrSuQnJU62XYgxMFTxSYyA+2t8irPDYI5SHoLCt2q0rCJbaXeEop9oK31Ab3aZbgSs/OgfIMhgklrb8Po2HUMTefc0bT1OQWKFoWR3s03H3ashcDTF67CTdu+5/42cx3cPVZ9exsTKC67Rm/3E+tebKjF+TsP2Ys4VRKjHvJpVZhvK9dWJQVuuEwHhtCQmzMIK5ZGk5qc7BcG/xqTcvGEVccllK+e3KBKPs9DCbse5/e4drpKDCRcTXRWSA8kgE6s70dT9h4y9mDq0Rj65U72IdnSwdXyzRtyPTia5ufAz/kxwB/8cCZOFTyQxr+YMuz2JKsxa9EGX0UmA6vy8v6uFGYjoKiVSCPSvGocFFoEB2GKQnaNSZA3zLp5SCsNt8rZkzNA/kZ3HjnTgz87ILuJIk+jFeOJ8rirNV4ovQVFWatxhQFT9QxVeFYDPDXn7wJ8ZHu2UXCug57S4P3driCPVy49U9SOFwYTNj3a9VPdDzhb8CpLPGevSb0E5saBOBryd0Ygf/m3kavwDQCpWdOBfl/QlgmMEZpnQTOKL99NWE6CcCT6ueQm+Sw+19uQb951BOAT7dOD83nsVZyhEeDkEshSl9R8ESBidRXBKAIIP7yh12IbTZJYl0cr/mzM71kV6wt71vB03+xtwWSCcCn/8k2fO3T38TKYgFvWPeneHipEL7toowpCow3vyjKi7VkWF8ly2yU+UeaewT6dLMAMxr37N65SAjpZQLwdc/3eX4FK6Mvwoo1Psbpk9sg6amGRbGlMtw2Re9rY2ffG+ml1U3jC9CtO5cljKqVHRG1BOQSq1dXz7gcBQ8TRl2p7lLEOQI4u7XESUtf5aplrQPBvTnXRh22PyLEDzfv6zAaMngvCzYr78QUEW1KRZX6TngJt2qNMdBsvagVx3fPnfPcn7FjDGQ0iw+v5+SKRwAAIABJREFU/z08XbgXl55RnxcTqKanRjGaGO94wMdjI5B0ilpSb4cAepx0SkhdpxkA3SqBZYNmjSmHRZOiZpBkiXVNhWDJysFw/PVTxUTbcbAMzqbju+H2q+3LCoXBLGiLOJB7cRW/zLdqfFk26pJZ3/8KryDFxxsUQrprIm/XYeJEQY/bqhU3YHmZrVnbag3hXCegya9eBIYMeDoSAJvJSMPcF4U8bk7egcvPrNdwZOs1eTCJe/VfebCK7OK8gYtwY+YWyOvZfMgrFIBbz2j7jRHpJotwQ7f2x6oNFTQCS/dpJ/AUqSQB37lsXO2UNvTH8OQMHiWrsQwIKy1R0+VMlUS8mKvH8Xo9UqBHsSFW65/PV5qS3FV7ycrtYYKU6QTDuuEEGY/mt7aQlwnA/eQlXLM8hrM/+s6O59L7Yq2W4f9EPKcyf+8C6kJKf6u9cpjuq9Xy7fVZHb0PfQHKUKVrWEr48tRSF4a5E0cT8P7zCaavXNj2t0t3POF0jr7AOUHDyVuz0Eg/ZGcLRqoxwO0EYAcaTN7P18FRFayEUa25pAybq9dzY6WCJHcIXDWBVPQRnTpkFF60HVYKFxa3AIdUyx5GGPNa9bWWNGwWgKfoAL6hLCLvPgPlX4bwxuN/503fiwG2T69Wt6ldJnXKsHKRhuK/QxIvQTTrIUVcTAKfqiewZJUdONuEsVgvPSkmRSi9rfyKo9leTXvWMttSGDi/MWSmeKyEmYfqBg4x3j7JZBgehr8yW/FKF7HGsio3t7C+WB+lyQpcu5U+QVy+HaoOw0r8xAZVL/N0sEUZcxC+Z4dvFKi1bgLw0qZFPH637x59/ZaP44dTerjfddQNHAWu5sEYliG1xrDUJsVzkHoS4JP+fqIcgWHaoEt1fpUkVJDe+vrV7jy3XAaqCXHJ5l5w5zZ6nzlHJkEfPbFKP1L1OPT6qT2dGkueYteT2iVEkN7GHEC0bAHLAZklGW8cj2aCTi0DVhfDWET6dLUA9+w+/TEQ7vyRFRnX7ev3BNyVMSYAN7q8rgrA3kyrD22nhfG+757ZNmz9w76vrUAkuAjj8XfKf/y86v2EZP6NOmZWm6uNwkJa2I571lewlLDB96lwztnkMVcfHP8Ani090CIA64s7cUQ/hjmjXttrg1O3Oua1HCyXCaiN7MFOdfvqYVhCAZanEGmEGXLrwttR7STKKLcwIe3wNDMqG+R64q4ZYx469AY8aSWLicQGiKJ/SXplk8Au6/p4FIiIc3HwlANxKWhRAyloLTKEQn0cJrFwyDiOp8hLDUnUGG3OsjciUxV6NWLCaXLgjVMFGRqHSAU4xEWRVLBC2NwbGVAGx5pOTOznJ7FHrBZ195QBCvi02SIAHz6k4GFtj/e7naNDOGtoB95rfhvyej9Z1hcP7GprAS4vmt79Fs+yWrph0mSTROBSiAsVcJXGWGC3+qgTw4F4PI/loy5KfF2gjDEL/8YEOMpqtQHlPEHRaXzIZGoj4RrgqQumFBGPllE0eYCru9UnLRM9YwIE6lO6xEsoNdW/VFwTlbQCgeEBQTEHFN060yA6FiyVw8G+AeQVf4yybYNv4y6vib7QK9k2Ni8v4PS5oJs4xWQ6gxcGRzriMQQec4k0DLFzVut0TMCLeqt745i8gt+85Hbs/frvPP/+v3jtzjWpmxKFsw+DYUnLvSz5DXxE6z/C8DS8mB1wRe0rCq5XGyaEPLWv/y5u4Xtjh3HBz78NIvm1MNk9/XJbFLJHxx1VoPbviW7jrim4O8NE6evVhIlOpU6QrATSESWHHf94GR7vyYcKwBp/CDPqF0NXP3grK86Wtt3XYGRnFKpzGnjqM6AURkM9e/YZE7bZ94Sye8oF7DIczmeWeYN4f7zfigpcpky3LHCFYyiL+1Ecr78FzSKNQSdhzBfglqt3uEQgDQmIC378ZXMLzkty6oy3xS2CEj/BZqf9zWrzUuIz1Keqx+pEw9r4dppDuMGtu7/OII2bpHtBn7gC1754E+iRF7wLsSYAd9oPBeSxT9rfeWO1YWYHt7WpABCAG1kfx9YzepBI+2+VbRRBmZGg6QqRq3VhTcvGiekFHD7G3rI6NQdPH8emTWNISD4e03UbQsgkEPTzIqQoFz975Kv9szC0xeUCKlpjglTLC7yEF6o2e6yAyYPFBuNaZmAEo1v6EIv5e4f0ZlgsWQPtYjEb6aQNUXK8EoXloo3KCgsrqNbMlTkMjMQgVfmTdoTvJADHN2Vw78k7V39y+da/wn1Tk9Eev5r7ZNg13iS4MsNVJqFAkRr5BcP0hUBJ4LBREbFD7VznlsENqyJUnm/ZA8fWtU+kF6TL7GBdUM3mKpDNxnBE9v2hDYMoxf0xSJYNjlkZqo3xOku9SVhS+7rjUd6nIIy7z1cIdmvusXr1BDKUBmG1jAOtfOtdKHyvvv+ayiDtfIBScslIXvIF4A4CVeqEbwFejJt4dIPvTqkaHGIWD4t3UVB9O1cQ+XhORr+RhOqIHuNri407QtYdpIsuuA7KoKo3cqi6mrmJsuYMD8EZGvD/e2gQzvAgrHXjcHuyIKYJ8fBRiHueg3H+uXBGR0CKRXDzU3AOPQf36DE4VR9/zqbgXQqbczEvFnEyq8OqWoLYDNi8essSYhbnMeu172o0V0yCjC6CD3vKqgxecLGKso2iUtd6xEwOks2B94rCUxg8hSY5Xr+r/fVNwuWXGxb96Y3n4VhpEkQirnLxJk4jqmd+/f3x3+koAD+afwLHK8dBQ8vysNq2YaV7usP4d0SIJn6NYHzCrMF4IhiHwu48byQR5lVbzD4hjc2JbFsB+BHjGawfILhi5LPQyIN4z6oA3NkF+tZ7VSQuMKGSMowFGXZRgci7SMgmLCp7iqtaO3osA6dIoToGTAPILbZ35WfZkllZC4MTYGRiOGvTMtSqMlsgGlQ+hxVDQd5UkIgZ2LK10d2+tj5aToa+LCMmmJhI5lCkKRRQLehOKBJcCVgGjGUBvELBjdooQW1QOySgQaEmBLjgEi7EzZaHB9R/PF3iIkHycA5TmFMcKOVguTxMV2qIoZM4A4mKBrVsgotRyFtoQ18qNdCPAgqzEvR5EY5EUOlpfJh8BQ4wo6WxxDw3VAp5tDFOfnp5M35ZbmMBlnPYMfipjzl/9/HNH7zvtz/0n8rKG+UV849cy91dUos4OnYIe7f6yptgG1waxhkHdmFwebj+8an0xX4VdgBPlTtuGWX1gyh4Ov22+jmr//vNdAm/seVbT1a+s/gaUmUaaoq/mtDYjEas8LAVyiSXtj34n0axlvo/DyeZjys4HpM4sFht+mpfNfGXUAKXUOjEQlEwPfVjDYazY1AqI+CJC4c3UIlNN42fIuHIiFEBvMt570Pw97XRCpTz3lbWFxsT688fS31RosJI7B2r/ozV4AatM3yU1WvnGOsfRqHWZXBnVRzoncWb7zofy2YMd0sLYIJWLQt0OwtwTQB2DRdEJOBY+v8urd3qx3QeiUAZuRXHhMm5oLUqawZAWcWXKmFdx0V2TsLI4QT6DylIzdeZx1UrXDDsqUar6tBqvBdj3glngsoF0MxxiLSCuZyOIi/hGJfFc8TnLdnP+bQFKcOUoTwg90CVBxGjdWWsNX4c/GAZQsIFWxKYjStA4oAwAITk1QzYD+tEtIsJ2CXf8uWNRdXASyYI73g8jWtKcCoqM5t5MJxQwgWpMfy6XX2H2H2OFP5m4T7cdOk2/PJPvuraU3NcZAFY9IXlji2KRSeK5esV4JGS65AYeT2k1HqPSGbxOMyib/XL9GcwvO1CSOmNsLV56LkDMPNHoC3tbREO9bLulRCqtxCN5lrMq828M30pZPrbhyD1qLsgP7bYshzqRBY/n/ZrAC/pb8Q7znobHjxZ9RxsElyDP1Z4DsOqf4YsJkO4FDLnf7Y1qUD2znTr+is8wUisyj9EEqDDHkb/+18qj+Ngdh/UjSs4+wLLC0M8vl/Ewz9VoFcI5vQShraWkclyUDgBJ59O4yL9fLy155zVe3vF1HGinMOZ2UbvxEaiNY5nJR3DSjpYb7nx+0MbBjA7mPYEaSZAM0G6uZXiCnRZhC1wnvFE0W0kyvqqwF1WZSz1JjwLd7dW/Id/QeErAWtzELj30p0PAOSS8SUJV79YE4D3d7QAL8RM3HJ2l3qFXoKDcC12MG43ofFIGq0aA4l3sDllYt2KgrQuwC1LIByFtWUjtG1nQ996Jvj8MrhSHsXXXw27P8A4dXjYm7dNcK9xThGkeAz7HvkpTj73ILSV5gc6WrmW2tw6zat2+QaXzRRcz1pba1Hjmhn81Y4KZelwQwzy49vOx0zp2D073nvm8P5p7HQYQwHgoxs+hCdW7mxrAfYF4BMenloLjpHnKWSJemV5GIzlELguqYUJe+6pDIY9TH74cGeYmiuraROYVpglsvP2zsgJbM+shyLImCkvwXB8Tc9MZXnVpTpI07B5hY0nbF082kXY/11PbODLTgLwkUMKVnrmls7Ivv9Do8mx701ZP8D7jH+rWoA7C8A/eVCFsPPrHbuPyjxHHX9tr8fESQynn0civoIC/wjmKnnEiYQd8xJ6lilYhSWu6ELL9sFKp0GPr8PMninExFmkuCKEYRlz46OwRAmJAQJ5VwacbkN97ARWsv14cWQnbFmBSQW8uOAnuBAdCVm97kYYPPslqYSK2L18iCZoMAQNvCsgabYv45XkZ5AUZjvCsD5p/AXw8klYUPB01W29Rr/BZ3e4D9tD3gEI7q0xOYdv/bfPkb98y29/2ROA210a7RYh7F1cKzwRrbOHRw/iuW3PoqwW8fgZj+LI+EHYnFMVKtpLkYOLQ3B4B+lSGuOzE7j64bdg4uRmJPU6E9p1A4fJKx0UrgVCcUhwoRNAoMCAQxAHgUwBmwAVQrHE/uZ8UTAMpjbGM1wegavd+/jjKQP3Dj2P9crt//i3r0//9MufXrytJgCHna0L743hsgfTKPbbyGf9tHGsVFmwGZKLlzaZmE8SFGLUc6QQDX71rq5tA/YrmwMcnoA3OcSXBYgvxWHPKl5teMuhEE0FVhyw0y6oAVQW2VngYEsp2FIMlkqhbctgKFbBBbqJDfYJDNBJfzhNzP48xnCcnIY9wm5oiGGb/RgWnF4sOiloQh8syYIZewSl/gfh8kcgao1Wn+JIEcVxP3nUq9UkykFcDd9q7HX86VGIO/waov7R85UFzjP9yN6V+8PXXXT6Fx9fECMLwLPqF+EetfEblU0oizZKog0lyWPdOUFmsnXmzOIzKneHCf5q6nYdJ75nQJt2VpfI29VtFNtBmYKoKjjPAuUrwPle37vLyRdhz/l8YVCOEaBjQngGJGbjyOgmlLYZGDkjDWdFRTxVxrZzD64Oi5oJGDPbUL5/wlNOOsuMoQA4lXpKCqag8PgK9ocQHJNtTCWZsoCCT7kQBkyQuB9GRUQRRBBRMniUTR4xmcOOTY17qdZxriBgpSh6oUTDfY2WypvvP45tr020CMCfm78Xv1154p7FHxeGucrKTjZpzwLs7Oi4LQskj30iswCHXNJRhNfAjut8F7aP2VP7zkBi5A2IDZwDR19Bee5xyBm/Ykhmyw1Qsq0K2ShnTVt4Fvryfm8PUWp5QnP+6O0olF6A1peAK7CLxoFY0sCbDniHesKLI/GwVAlu1fos50tQV15BEt4ognR1QutH34iRo1U+IED32EQG903fiZg5/MOf5e++/rNveBA/rwnAXYixIS5j1rgOl0nHMZyoQGHGLHas2HTYHS0w12CKtOwipXZ4iGr4o7zlDG1fHvxVTyG38UVICQvFsouKaWPL6d1WrTNy23bxk5/YeGGfiyce4aC7Nh5+2PEE5Av61uPK4S24evQ0rI/XPTuj7I9IrhmnMvfqFFqF7fpomMX6By89heL/Uw8laLEAMwH4kgMZbF/wYxgXNz0FGnA9ZJ8lpzdAKfdB51188/yAYBi0RDoSBvUeCA6PeSWHklTvtB2BgoJWUCny+rEyLhwpY2icYLHnWkz3vxv5xHkQnBXYXBou35hoqZMyvtMSt7tf2n1WOfAT7PvZlzAzW3cLXl2fJpfJAb0HV8ych4lKXQhfEYtYEUtQHAlDRnv3g24w7Lu9mUNYTOSwouS9RFMyGt0jnCTFmblliCsn6y66lEJ5w/vwpX/6Arni5vfueeaAvYu9VjKn4I+3fhSP53+A87fUGfpc2cTy9Gk4ac7gkSW/rmxfxoK6fwtgSCAVCbHmWqTJCoTTpoFUBVxKA1wO1KiPjWUR5/uLqw9S2AHRLQrbqm8mvpRE4uB27BjhMTRmI9EzApckYVtFcHChMG0tn4XDh9cXdhwLizMGpg4XUFwxUHKKcFQNoq4iUx6AkynDlS1YOg/dTACZHhjJRVjqEuCKQCAOnEn/tppHjtsPw9E8t3DG8PBcXYHjUBeGxdxy2pWFaqVEzVJY+0YSBAzGYoiJEgYrLjQphSt39fgXKRPu8xqOH1Dw7x/7BPn8/bndlOD+ffxX8THnbgi9vvbxr/efg2nN13T/7sbncUbG9xBgAjDPBGCKuVsrb6n7uHdYoHfEbw9buobn/JbyWxrgz+ofw67+MZzdP470XAXKkUVIR8qQDpUg6x0UaYHDOD89gYXpCRiGClnWIMm+Jo94ZhsKQTDRN3QSiXQO5mgK5kgalY1MiJawZ2USPy4cwzESUm4kdIb/cQCvP7QNT6V95iNYp3xMWsa33vX5RgGYAYW8mbWRWqKJUrwEyZLgcA40VfP+zf6wJpkSelZ6IBsyZGb14F2UnQRKIkW5yieqjosBy4HoEIiub9ljijpTsmFINniHQ7qoQjEbGcs7L7wNCz0LODR+AE+c+cuqWOAPvNma1s41tjn0ofZvNpftR3bgv9/8IWyabO/6ubpSTXSajlH8eMLG4XT9C9tkLnjAEhHwC6UxNozaNijzCGJ/e9ntmYWrUbKm7Hw7LiSaA6UiCHEh8CZEQYck+C6TDpnAD+ZjOJ0dv9rPKfDOPgPu2I2X3vvYYw+c/Mx7dv/pH07eH1UAft19MfzmXe2Z+VeyU8umhaenlvDD549jsWIACoF4hgrlzCHIiY1wSn0oT1swNl4OZfuV2CXvxeucn2GIHq92G6Z5CIwu+OBWlYZ59MEhPCRqoEh6sI+eByev4rVTT+GsBT/fQa0dlmWcSLQPLTANBctLQ55COZexIGsiBibbW4DyPRUUeitQdR6jixISyRXvT7DNx4DFJEXMJJhokr0fHpQw/f6jLfva2ZfF+L8+cOnOa95zf00AVu2dGNL/u4f6enI7+uAju4PuxgmMw+RmMBX7K7jHbfzdVefC0itQJNnbNhylXlgHCxEJNiYSMmGQWUhk10HMtqBW82RYhENBUmERApvjUZl1cfxWE1MPOTCW218k3lIIAsT+LMTxUQi9GRAvhCN8banjwMnl4Wo63IrP+zlL/hztlSLYmfIkWQqoiRk421yse99JnPauekwhg+VsEbH59UjMbIakx1bn83L2tsHxsLjOISgMJ6MTow+jsew2Cl6Xf2WaXnz1duJbgH2O0rMAz9+B45/6LvnDM0b3cNrKLoYn5SQjCsDVmay6OPr/ZiFZosOsXb5ng8Oz3CAy4PEWTKve3q3UZRYHdjexJKMsh8+60zG16xLMbNmBkcJxbN77CIaE7YgrZyLR/1pI8S6WvCam+fn5f0PBmERKGkda8UPQUvLY6n9HWZOi4OAFcy+w92Ykjjzp74tEP9xEH2BWIC7X7g8fG/vO2PwGVKQVmGQJoA6I3Rh2xVWKUCYPAVoOnFby5s5BAmF5ZLw/DnhdB+d0EaQB7L78HTB+VnWzrSnrKEV6WwZ3HvvZpZdPfgMflq+9/18v+VfccvxY6HRHFRH3LH4QlxQex/ibv+zBU0mDPTjT9rdxK424071CimLHobpx2MREUVzB4Wlg1rCx7iwNl729gK0725cfre6qLmPuJmG3fsfktdk5F//2XRtf/aoFupDGNaOn4fX9E7iofwIZiXlOBLoLXBm25xGUgwMbSScD2W2U4ToOsumaKgorOJB8GjmpLpM10yeIa+/47+HkC8+h/M/8qt6p4SbruXTHHgJu1zue6Ud/RYKpFJAfe7FFcyvne5Ca3+Rp9/7pIl+7++6jb/IEvpitNAh+wQEsyDksyI0PSrvJctTB2NAzoL/xU0yPXYX5nrdgpv+9benSbtmifuZtyDbXebfPRGMOAyduRvzAN0AKsxAeuwI4sRXEUrrOPfS0rAHAyd9+Co89+i3wVmMJjYnLPogbv/QX5Px/+W9Th6fICBOA18fW4X3r34Np6UcYStfdNdlle+TgZlSg4yczvsDTk7Yx8IM3wj3UaFV/OUPm+vPIbp9FbFCDNmLA6hcQOzKAxOF+cJYATiLITogY3WkinnUhOiXYjgqzmuiqsyKjWx3pzoebMzQs70tDnxWgH3JRXlBhxadhp6a8+teORVBYiCM3m4Btdn48eRZrmqrHurajjaEW/IRylgMr110hxBkSlKVGrdrpf3QPTqoy3nSG79rPGlNYvLhPbBCAf6XchD8XHgOReVRsHp/ce+EqU3b54Em8ddQPuqlZgJsF1Zezrp1+UxN6meAbF2QoD5cx8LOHwVtMKPAt5OGZhvxr6tnH3ginXT3jNhqrWKwAwttwTBmSUkFmeBbShQTaaXHsien4af44XnS6W33Xkg5RcJ334iCe63ttC3tZswD/6Zvfc+ufPPA/3hYFVxDmuY3P06snLgvnWk8VcRU+yTn4ta0ncd250yBzJvaQJ/FM7Akckp4LYDzVm7b+0+6JiijOyJ2N18yci9fOnQ+pNISHQPDoVBazSPjMYLXleQ4vpLozwC+TBJF+1j93BD8/nkCmaduxxFc/n36jN9A7P/MbX/7Wx6Y/JLC4rQjtgp/H8L47104AXihpuGXfCTw1tYiK5YDfLEO9YASpLRfBPdKH2ZNHYKTX44xtAzhtBFBEgg3u80ixeIRa62S1imjF8NA046j+u4wUTKgwHAWJWRunHzocgUqvDsjn30hw5MpW/obOqBj9+8cuPevtH7j/5ieKeG5DBSlzN3rNd0CCgfeTf18983voDjyOc2CRZUzGPwP7qIWb3vwabC0sIGE3WiRfzqz0MnDv9zm8dEeHt4oJvH1Z8L09nsDLp8OVyi9nHExAtuaWYE1Ow17MAavCiQN1wwmc9mfPYeQa9kbWTRqSlkBmeh2yU8FM+S+n95f3m7O+PoOrrjgTNzh175NZpPB5/S4c+dC3ycdP37DgmPNeRs7QGGDPAvzC6kAkiykumDsdCQ+X6zL86Z0X4vmrfwvz286BnupBRrSwq7yAc+ckZGZHINuNyTl1O4+T+V/iZOGXODJ3J7KlIYgxH6akzaBEfMV0ScjBFdyu9mpRl+CKDtL8OHb1vhdbx96GZNz3wGrXDqg5xH72F9Ce6eyF9vJWqvOv2AxY+GC79vbf+00c/cf9DcpnBseyQF951y3kJ/J3P/oB5Yabvnn+F3FP1cOh2/gyIo9f5j6E3flfYfD3PrpmU2EJqJ88Clz8JuCssykuvDCK12TY5Rv2fbfhUzz7rIMHH3Lw7W/b2LvXxeD2LC574zrcQOvKCovoyMmtBkSGOYrwXxtBNzzdRvnktpuAnz+C4jclb409L7vgD6IKwGIpiczMdu+N+uFZc5529aanPop+4xTN4E2jlaiOrHQAS2/+BR5515U4OfT7cJiFt7pf24VLtHORj8pqse5fLixxTbzmob/BhunbYWYOQXj0GpDHrsL/x9x7QMdRne//n9mu1a5WvcuybMuSLdlyr4CNbTo49PYLEAgdAoSWQCC0FEIJJdQkJJTQTCC0gA3GMsa9y1WWrGr1Xra3+Z/Z1Wq7tDKQ7/+eoyNp987MnVvf5y3PK9gi58T7wWb/CDeSAPD2Tf9EGHL99VXNmH02v3vzjYgAuCPuE1J1wbE+zcdycbh0vHPsXc8t4rUucv7xE+iJwe1whPYpVE4yF7dgL3ZhOFiEtiEFxRD5kr7YQca8DhR5P0L/jbK2vQvBm+9K2dNB10cOOloKscjNuOJ6cMZ740L6O7R0NiTidsWy4fzwIy4B4IFkHQsn+dfZoNXJ7j0OinoVv0pdcdN2yQIcCICllDvPV08fBsBF+h5uKTzgadz7mxJxzvgd5d1X/qCNjVMoOW38VJblFaGWKZB1uYl7x45iXyPJSRGIP0Z08/IPXlQAHKn1UcY8Mbkd1SJwXJfpifdqO1DJ46YqjENx/T9oR4zxZl4APCfMgjRO3Y2yIefttPW74o8HAG9Mhcum+5UmY2xWxOoS6L3c0M3ySZ30L+hivWY1+xs/w+32Et95uz8Uc4cOSmy77+hMvf4Y11kDs/hV7f0MuORs6NeyukfHZluCl3zsR1MBxNajEgDeUKdDF5Li96dTXMy/UPOr394//4mxAuCL3jWwbE9szx+p1rqjLazaX4/R7kRIlqMsjUO9VEeKcjquzuW0J80gOzOe6bLtzHBtQIPvJcYiOI2hbiyun6IUi28gqclCRuMAMsk3/f+wRAPAdKg558Wu61xnnvy3UAAssQqfLXw9PDWPiVl8wQocQi9N8Q9hr7Tz3LlzKelr9Vh1v09pcdl4+zGQHQyX01QF41CNz0Oui9Ea830aEuFaZ1cPzrYOHN19HhdqSdYTBCc5C2uY8Z9gjgDBJSOzqoyEofCWH7gpUW8nAeCVp0znbJc+YLwSeMaxhtQjg2+f9NW+02IFwD3xJo44/ApCiUNH9j02qM6CEr699o90l85F4r6Y7zhCuthH0e556EI8Do/1b6KhZz11XWtpd/hBuPfFR1ujo30/dJehLCh6SyLpqhIKUlZQMvEKlOoQGVLiDBEdmCr/Q2f5PbhtvhSN/6tR9T9n5Y1XUP/K4TCDX+qMZEzzkp/lsSUNYwHABoWcvQPXM6PnAONuvPV7v5DkiLOjCe6nSKYDAAAgAElEQVS8X2T6tEAZ1K8kGvkhY7Pyxt7g4PtKbtP1DSKvvuLgrZ50Tl+uZX51B5qRWJxjf9hx1/QA4E+3YPy3JAt4z4pgALy0dKMgCIvP25tKukntsQD35VUGCzKiiNKSQGKzBIBFPivtos3g4K0tDx9XwyTQm5iwh8GTvqVzVjUDyelsm7YeuyojqHEjDXEsSzK65TCchyBq3dAOE0E/eJjiHeXktX2NK3E97sPTUR9agnCs6H8Ohhuv2sW2nW8jtwWnrcqdegIPffCJMPfNiytrm+RFkvbDZwFuVn5MZmIwuUdX20QsVjVvNr7tEWX1cSLZT/+/4xpf6SK11k5CQR+2n3aQ8m0phgO5JM60kXGq1UNuEVpGHM8oXx730o5wodw+iK79ML0H4mjYW4bZpMeR0ILD0ITDqqBhf/r/CQiecueXNKriOXOGH8x0GW0c2Gdi8qDuxeSTb35KLlC3LeFlHnKsR6aV4wHAVWXDJGOTdH3cNlnKdSfy2qYc5LPvZmPHtcc9tqEXSuD34XkrSLAdIfm/jeiOaFCafZbe8MdYHFra+nOp6y6mqn067YM5KOROtKpB4hQW+q2JmOwJHoKqwKIQHMP7g0Ywk67sIFXZgVJwkKYMJ7IIutizmYjE5ZqIvwnUxQL7y9fzRObIVvkfrJOi3GjOvmQOZi8MA46T1J0IdRkbhfJNa//43b1j3mg/Gefk1kkjkVbE/mYS8H0+6xiFU8ysKdvBbns5DW3bIqzhSMRLYwfA4eB3dNCcKCazqGshZ3SeRbo9nUGXjN1GDU+1pVEr6P7PgHBGRy1rGnWkhKSQvHiui/nL1S/+7qEFt3760KVP/vu2trtRj24Blvrm7ieymdQVgqhjH04ki+/T3x2gacDicXNWr9CjOSWBcT1zaa4tQJk7nsvH7SFZbEUeQEN1/IJWrI2L5VQfEthFicdJzqBNT3qVmYzekXMox9qCsdZ7cZmbA6eHP1vepuLaf7guqz+p5N01B5xsyx0ctgB70urwlcd1WRLGWsjgM/HUYQuwfaeVZy+fy+wIHCSxtm+jtY+PKw4z6w0lrZ0nBV+mUBC/YBaKpJFdL2N9VnC9WMcw+CrJbdrR1om18qgn7EBye80qrWX6GxUo8/xKAF13OplHZiKPkOLy+No78lVlr7RRdK6Kuyxz8XK0wx5RzVuW9SRXmjYuLa/Id9nbPfkjR7MAd6SaqRkYyjkrCsTbj0+pbos3sPGaRzm64mIP8F3mqCBD7CeuK5PMg/OwuJs42Pk+2449h1uyxklhqCM4wShdagrkizzvpovPI107xfN3auI0usSjDFib6DYeod/i9SLrttfgEIPPzWgKS0HyQJb4BWRq5uXeSknaJUHu0y7RSfO6O7FVvPljDN+o9zz3tiuofT4cAOeekkXnRO3HioeXvH9d3Pnvvjb/Fb4KzAIR5c7JSjnf9d7CyQPbyLj+zlGfP1KFQQeYU0R+fW+0eRILCD5uKXmUtke/75EjLn5zn5xD4gkkXmviJwcPkT7gZ1H/Xp0yxou3Fj5LXOt39N6njgaAS14XBNlVZ+9PRWKCdsQNetIgDRnHhnVDEgA2NEn09QKflXbSpxP42/b7x9QcuegkVXUI46mf07T0IGZVHkfzHqM9+ScetsVIJZJS2CYM0qbcS7tyL23K3Rhc+WhcSTjkJnrkEqmCQLwrE7Woo1m1Fausx/MeOlcWce4UrDIptsBIkquA8baTSXNOI9lZGFEXN9L0kbkszNn+ADmWV4YFWLFiPoovrvmfAeHmZTvY0PkRakswACgoXsT9H34mzPrnBasbWlWn+QDwFfk/pV31GemG4B0xEABLZn5dHGT/+fIxja+vclL2AAlze7GnGEj7djLJU0XSTraiHCJsGctNVY4BkhsdaLvl5Bxwk9Dhj+lQm9yorG7qZ8bh0MpoKfa7eLUUe2OnIs6pURxwtQN1OI4O0rixgM5BHbbUKnpbdR5L8P+6jP/tF/Q7klhRFpwH+OiRdgr7s1988tHf3PrE+l6xvGA199W8QXKa4AHAf6n2hCV5SiAAfndTDrYfEAAvyc7lAoObpB1HSNuahswZKMT7V0+vOZU1hy6ioWcSRlv0fjw+8cn7nlJseJKim0maKrJVITE3ARuJFGGVO7MS2eU6RMcg/+o6yhdJ/zdxwlO+1tM1dyGmEIGuwNmMoiNvY80n/3nwg4qnysc6716e4uAPWcE5/MZ6D6n+5QUt/HRuL82LFKyq/A2t3ZIngY+KZmTrW2B8b+Q0OJGtxqMD4OizRC7IOafnQi5ruMjzulLN7/rjuachC6Naiqc7nl44/mvyemt40WRgZlWw0i8QAL/68GV3HLyy/Zm+9NGtmU7RzR1PZlHSdXwCxZdHmvj3/npsLjdxeg3Lr1hJS/olVCVMJIcalsZtIF8M8NiIaJX1979bFDzrTpoSfaQhiFYMnryv0edInwviZArUHunYN0pj262D54hInzmZ0j0t/3OL8PalFv55ZvjeYWiUce+qjJO/mqosb7fk8E/lMbTiZA8LdGheWR8AtsqO0ap9EvdaC0/dMJPZgyOQjUaZkgNuJ/c3HWHx6weZdtTIDtt59Li9+4BEYKUpmoAyM81DEhVcYtl5RUSHE1e/35/fNTDg+cxttuK2D8VeJui8JFRKBfKEBGRaDTJtbARd0n2Mm3ciWizDZJzJk9qZ9+VmlAava6XcqSCloYik5vD0cce/UiNfOf1PHRRfpeAKyzIy8Wqx1svM/KdlN2kt1o0rvj2qtllr5/qunu9egCxK2Gl1fh9drV4mYUGmRmsZOT41tEWSq/O+c66lcebJuNUaprnqmeeqJqkzl9TaEszmdjbUPsaRvk9HHdskZQHjkk4iQ30qDquG9MRs0hKzOJbxT+Tar1Fom6nYn0xnTYbEQ8bEPJETp/ej0LaSntlOerp3DmzfnMv+7YnUNAzSYe7FooqumPORPJakX8qi3LuCgPAu53bUr12E2vS/tQZf+LsrqH28BqeUlzaglN1VQqXJ+rH80ZOfu011dvkrC9/ly9aaUSO3crUq1nTeyBLzRrKu+dVxTccet4z4+UouXWoj0TDamTDauj1eADzafUd6Ne+19Q0unvyjjA+/y2fONSJnGZv/5xbh7yb/g4SW/2L8nQqH2Xv4B/VowtIplyoFxbsSAM7pV2GPG6Q/70jY2ynNeg8AloDUpyWdiCo9T+29LeYB1rgHSS5YTc1lX2NNMbGn8D06k8/2A8ehO0VzoNsb97oHzA7KmzwANhYylVDXjkhaqkDBTALNOY4FzDJdj1qM4vobMi9E0c206l9QdHgNot6bJ1S0qVG8exdC/Yg0bDH33UgVowHgiUWL+fVHnwpT/nb+ox2d6gelYR8f740Bbld/TlpCsLUhCAAjEq+QkfP8pWNuY1p+L/EL5WgP5pM+XuEBvqqkGMigvASUHo4MtcXMzFWdTN4uR232CleeftVacOV5+7iluJK1O/V0NyRRKiRiIPhAr3QP0C3YKE7LIGtcOo6pBg9A7hmn9Cp1Yljfut5KdEd30li9mKKSBBo77Lz5zo8THxWtoyUAPOBIYnkoAK5qpbAv1wuAy3uayiesybnt8Lvk5dipHkyMAoBh1aZcTLPvZNP3tAAvyirgglQjyYcOkbo1HXV3ZDc6ydq75tDF7Go8MegVY+j+4foxe2cMXRFYX46TLGULBZo6UpXBAqU+oRvNVQKsTELW2cvWrmO82u9nJR3z5D+OCyQAbF8wl1ZbcP/l21pQded6APAbNQ+Xa4dSd8T0CBHuXmjnfW30WKzR7jMvzsS9Z9XQfpqazUffoLZtE4Pm0Fie4JEZTt/jAqFfjfxgGrJGA2KWEcGiRGjSg8KNa2onsp7w+SI6Zci6NdCvQczrxzW+D1HrBIMNMWdI6JZyd3tY5gNPinArc1bcODL7s1nYNpclPUvpdCh4qCGdrVY9NvX/LiZYAsDPWw3MOTwyAFbONT5TvsQ0Si5dcNpd3PJsDjO7YvdckMitvqtt57PKY/TbHJ5Y29knl5I391d8NWk5p/Eu0zwuziODahdyBsR4dtriaRioo6bfS0wlynQI7kix9SMLXyXxKZQkFpOpVJGljOLqG8UtOtJZ7hTl9BhllFUZURp91pHRZvr3+z4aAE5uFLhrVebJqxKPfWpLOlH/ancdiRlTyTT/ghyhjXOEr4cf3Cxm8Dmn4kuDpPrcxqM3FjHPPjardrmlly/W7uLiT5qIc3jff435Fg9Ts3rCOJRDKSIjv3HwWEkkVs7uXk+srvRblEitAkjcPLU9Oo4hJZaHiMuJXHAQJwx4Uso5RTUO1DjcUvYOAUVmGorkJJRZ6aMCYvuxFqyVNYjWoTkpc1PyyF4Krq8alhSVFi1ZVWXE9XtCcH+UEhUAN+0mrc268Zxtmtq+vk+H44lKM05E32gPdjH0DIXI/ik9GGu954tcmYTGGOIWEuUNJOC7/rZnGMzwklDluztY4KokvyWb5IZiWvu2s6v+JY6a1ka8gwQ8NaKeSRlnkao8AbctmXpjBS0t7bgDMnCMTp4cvp6l9FGaOAczyo5x1k/2oYvvYdO6NLbv1tAy2It9iAzQ0wNDLtK+RkpAuDTtYvIMiz0fGdUO6rc9jnrd0z/KWEa6qQSAm15rxVwfDLxnPTCdg10mDwB+ULm8/L65q9nSdWDUFFYFOg2ft9/ASc51ZP/0wTG9x7bDEDdZ4M6bRfLyRgO+gbceG8i12UQaGty0tXv3iIZ6Nw2Noid1ZXKCgsOVAglJDgwGKCuTUzZdjmEYiMdidQ5+7a4uN++/5+DRf2Sy8k4Viyq9Mvz/oowKgBOXli6VQfk5B9LIGVBjV/fTP863yfibqDTrSGz2ukZ8UtJJopDFAweviekd0pSH6Ln0X3RNb6DTcBqHJryAXRXunhc6jN2Kaqo0n1Kt/hxxWFvsfWTkdDSRBbLgqRLuphf6XKVbR5n5alJck8l0zAh6x0hTzTcldP2tzNn3K1IcH3mv2XwK8m8v/FGtwaMB4KJXL7yju0f1jLQB52vzYwTAEC9TkPOC14oSS5FifdOX9ZPYOokkvZrci00o9CHAd4QYL/WghYJdVooONZG+w4CzuA7H9CM4Fu1D1Js9gnNwiTwSVY1q/rvFwL/WpDBg9gu649CySEj3gOWSqROQzdVxdIEGl8KOY4hsK9J7jt//qufj7q5cuppWMnVWK+98pORobWSPhVj6aix1YgPAvevLJ6xecvuhd8nNdYxgAfYCYPPsO4/bBbooMYPb44vJ/2ArygHFkI4pfCz2HFvM4baZnp9Yy1hAcbR7jhQ7qpWZKI47RLayFaXMPswz4JaD42rI+LkaudnG67vWsckenFc71ncYa71YAPALXbeXZzTlxe7Ge5wAuFhl5aL8Vs7S9tNTquab6bv4evfjUWN8g/rarEC+KxPFd/nImxJGFRSC0uOMFvsZ8r0rpw93WQfOmW2IghvRYEXQBmaMDdzjRfIs47i6+eeUGEv5tj+eP7ekUyPEIcrHImSMdWS99ccCgNcvMUWJo/ZFWINE9XDzc1kxA+B3K2pZfaQJKVe3VNKmpnLm8p+zLf8ShIQBVrpexSB2D71c+AqU8nvvsyo42N/Ggf5qhKiM6mNdveH1lyXlcmJyHhpBitcaRdAaxTLtMkFupe1HB8KjAeB34o6+5MpcMeWVxhoSJ5SSHcEC3EwGn4vBAPjhq8exIETmiTYDpTjf5w7sY+GqGiY1+UikBEy6AiqmPoZM780GMFIJB7xm/xoOALkKtQtx3gCcPIg9CVQZFkwqJWaFigS5C63ciVGtQHTKyaq2oavvRkRO1zcaqEzBYsn0NEOyRkuWaEVKMsosb/rNSMUDhI/UDluEVWl2Zv91E6mLfcpMEc1AEvl7gxWso71vrN+PBoDP35tb0dn22i2+/WxK/lISq61B6cYkjyPp+/3F3UMAWESpzUPVG5kZOLBtOy+9m12X3eX5KEUc9ADfbHcP+RUnU1X3GTubX6HHOoLS1plAgupcTIIdu9GNon9kvpVY0jwGZisIbKt0bbzOzpy59RRPbaVoSgf7tv6Et8o/xOnyKjIiXatATbwmi6X5D1GYciYDHXvoXXMb9s5AQsVYR2xs9WIBwI+olpXfM2cNW7oPDuX48uS59JchBYc0xlIapP+238CJYwDAUpzvm1vg3TdhgsepIUDT5O21sb3UcG3vHrtzm4zWJj3trWpMpngGu9PQyOJxiHY0iSbSkiMoowGz2cHXaxs4UNlNQ0sfJ50k55xz5JyzUkn+uJFcqSKfBXa7m/t+pWBz5myutO76n1iDYwLAckEo91iAJQAssUBHsQBLMcBSiRUAS1ZfxfJ/0nTado6Mf5jGzF8gytTezSFkDvnGTPpqk+5x6tRf4xbsXmoVz/4RPAliSZ8RadZEFpBHOrxl5NuWMtt0Izp31qhTUbpT0b7PmNx5GyqhE3dfEsqPb/rRrMGxA2DI1+ZxZf4VUS3AZquatxrf9nSbVpCT++LFMS28hDQT8vuaGPfcySSWOMm9yJsXcbQijcXEbUZKa/ejn74WxzQfu6fP5Bspj120sYr8eXtTHLJ4O6u3G/hgXRKHG7yuWPFuOctkmTyaVUTnwg7q5ibSn16II86frkpuHyDviJcUTCp1VXOoPngCU0qNoO/4n1iD//8EgM/WTeGqb+MxdIaQWgUIo4dbZ/Lxvqsw270eFGMRi3+suuHzUMQg72OBbitauX+utuU7yXhGRXKmknVH9/N+w1C81mgT+Xt8PyYAPMpZOJxVQ4C7F4zNAvzbrCYu0fXTou9gVekXVKkO0d1fG/Jm/hGS1q6sOw7F1lzkW3M9fwckFA06s8PJfUPY20cY+CjEwP4jfggnucpacS5swp1mgqxQNzzfA0SmD5RxWcPNfNM8mZe60rD/yNbgsQFgb7uHLekBOSV89B1OmxgTAJasvo+s3UvzgHn47Fx69gqYcwdHcgo4xfUvit27IiwN757bSjbVpl6+bFknJbHx1htNUSFZp5xZ9Mj6GBQkABV9wipFOQ4hstU3Wx3PLH06sw2ZntyTYSVqO4InkkNUkFllIb7t+xFJjbS8gwGw//k+C/B78bXPOtKXlUkAOGlC6Ygu0JIFWMoDrPzcRqwA+IjDzIMVO7nvpRqGjeiiiEk3ngPznkb09F/4ApMAr622EZfJjHvQ5AGYgYvKo0ISwDrZgWOBGeMSB/Y8EWeCgEstub17Z2SoHBYY1OCdx945ILOLJB62kv+aiV7cuI+lo2oweNMnSjm1U5ORabWocrNQpEYgVnW7PamUzLv3e9pa+vhOxl/tZwOXOxQU7Fj+g8cGxwSA2/9xi29t+ABwpDnjAcA1XuOSMn5kACzF+Zbf9gzdmaegMLspUjcyPe8oMqeKxP2FfLb5anqsR4P2i8BnqsRsRMsSnAPBzN8xLOERl3ks1we2Q6e3cNLSOuL0TtZuO0rfSC7Oosis7BtYlHc3GoWBnm3P0b3poe9xuo5+aSwA+AHVKeX3z/nCC4ADSwDw9X08VgBc3Qx/WwMH9opkpEcClWORirytcNgFdm9Jo3J/FnKlT+ExNrk5dM8wmR1UHe2h4kAXR472EK+3cM7Zcs4+R8GSJWMJpxD50x9dvP3RUn6+ooIEeWxeEKOPZOQaMQPglftSyRqMDQBLLtB6WQa/PRCdSCfbWUXLDX+nZbqc3cWfYI4LT64dOiTV6i/YrnsOp3R4BpTI8WN+QcFXNRTchv8fWZcyGuOob6MvsMylwHE+4+x+bWNkOyTEWRuZdeR6Mru/886lypko3r/7eMcx6nUSAP62/QM0Vm+cs/e4gYnFJ3hcoPOeu/AFi1l1i/S5jwRLigFOGykGWNqgBRkFL14yanv1pYPIb+kg5/n5pOTKybtscGTrz9AdE9stLK75HN3MbxDjfYfvSG6N/lGONoqxaMosJgX9gzI0Oicb9ur4/Jt0zq8+kQu0uTSXNFN9wgDdefk4lToSO3ahsvqsI97nm00G9m0/i+JSJUtOO8bLfzVQvuFHYLEeet1oALi6qpXJwy7QvTvXTfhy9h2H3vvRLMAXNJRyTWUbyhDyC9+o9JpS2Nu8iHVHgjP2jHXbjTThoq2x8HCJSCRM0UG4pJkv1FQxWXPEaxEGbEo3vee7mHK7jsbudl6p3EK3lEfkRyoeALxwLq3W6C7Qr7beU57cMZSyeaQO9S1+YgfAhngrrxbWMM0E/578X/6jfxunlEfRU0IfJiIcSUbenICsIgPFUb/rYXBa1yHBNyCvYpDFN4IHT6DlIdrfnhaFuNGFWSwkhtGcAay3bQO99z0C3aWlvV7j0nBN87WUtp/C7XU57JVSJx2vkn2UeTGur4YXBiPEAM/zk2BJMcCSC/T6JaMTW8UCgBt6B/l9+T7a0hKJz8lhWdJ4ciat4NMZFzGTdZzheH3ooAh5aVFkvyuHbT21w+7No037DFcyp1oXcaZt6EyMMj/r5c2YkdxoBQ9IjkeLCTMNilZ2Kw9TrtmOWZBS/gTf4Lz0icxKyEAhSEDJN5KxCoVe5XmvzcWkvTbibaOTjI32vqHf7zzRxGvnSPGD/r6UWpfcJHL3e9knjwUAW2W1tGqf9QLga/JZQHBcYuizewULlx/YzR+fqgpykOpJnUdNye24FOHnkkzZhXl/K7bqKG6IEsv2yXb6rrRgmSkpDsJ53SPvDMF7b6BMFTpaMrOL5C0O8t8YROa2YK9Px2zMQBzKcytPTkJTNDECEJZikF2Y9x7A0dqJ+g4js67dRmq6l/9E5lQwbt8i1MYfjtyr5I9dlFwtC48BHnKB9liAJQDs3ZyYMmkFiYcjnxf7i7sw1lR71oAyLgdVX+QxkNidd694iZyPDCilELChkjpBRcKMPXxTfyc2lx84BO6BGlkJDnkB7mPRrerfz8obk3gXtowMBhO//ePHVNaa+XKdimMt0cPiEtR5nFv8OunxpewZ2I/jrZ+QZPtxPLIkAHzsr82YGweG9XXSWTb7wbJhF+hr1BeUv7vgVT5v86Z/HalkaZR803UTc22bmHDVvSPW/XIHbKmCzz4WmVE2dotq6BndWVNIXU0iVXV+QCq3aEhsHEd8WybxHelYknronVRD1q5ZpBwp9qQhHTokMWa0oTLqPOvIrh+ke3KVp641sQ9bYrCLeGNTP1VHe6k41IHR0sNdv1RzwYVK0tJiI9moqHBy3y8zKZ5hZ5r2x4v79gLgzzH+Th05BlhygZYswJftyCDBrohqAVZY4klq8sa0SgBYqUziDxU3Rxzg8fLNVN/yHo0lU9lb+D4uReQNyQfYJItvjeZLJF5HaXF6rcPhFt/wz0I9EfybsOBWIndOx6VoQZS1BIDDGO4bwfAYuKGnWTM4rf85ZPKcUYmz9Ka9LNl1FipnP9hUyF58HNnAD5eeRP6TLbx36HXkYvCGkpk/jce+WC9kPXXJaodDfpo0UD4A3KT8D9mJwZrB5uYc3A6DhwVaKh7ig5cuG3EBK+fbyZprJ3l9AQWndqGdNno6BV23nRLxU/LTvfmGfQdHqIAc6XPRnYDbJilSvIKNyzIf0ZWA2z4eQdGFIv4bBMGIzKhBTKlFpmwOs1pEUnY0dSj55Mss4jfO4mfWUiryjlEzoYncOT4rRng3NNVNI9FQwoozO9iyXcUfnvpx4pDSf/9vbMZsTi1L9r02rf0Wjh5sZZLRFwPcW/950b/zH6/4gIRcLwt0IAlWQXw/vyyq8LzER2uyGVgSOwt0WbeMX1fkk2Jvj+iKI7k6SzG+JrvuuNOLBfZu7GA3HLPEKhaHjqYMF6mKTorijnh++w4E90xIeFTg781b2Ns5+uE32uEY+r1ajGfcZ/2oTjmZWqMBQRhS9YkwmQ5UHRMPHf7o7VveqH2oXDsYnkpi+H4RwFssFuA5047xpKoHldPG07Neoso4ArNzqxbNi3OR9XqF6liA6JDrTtQ1PpyTTylDnQTaZCfmDgG3ExyD0ksNWZkCQG844PVv1oHfueMcOC48iGtBS9iw+PaAuf3zuLHxFh6qLWS15M/5AxedRiS5rZavDyagtflOO+9DbpnuYublqi/uuX3hWWMFwDc8n8WczsgxwDubunh5dzW1pROYlTGB++KL2Z01nQ9Kz6LEvZXznS8EvKV/xTS5tHzYtIk2uxTLG30laUUNc+wlTHUWMNUxkTR3clCvNcarscgVmBQyjum8Z0xxn5miAVPQbU1yGfGu4DNrh/IgO1XeH7Pgj0eOk8lZnJTD4sRsNLJo+Y+9Z0LYOTKkmXFJmSzqzOQe++FAsMRZ8fbVLWwqDgeaSpvIQ3/JfPD9+PoLfRbg7PyLSLSvoJhqlghbh/utlwRWiT/BhYlG3X0eAPzIdZOY74quEDnk7ufvG3Zx2b8ah+N9nQottVNvoydtQchMFkmYX4Nh/lG0hW10fqCl7p7g+e7IctF7nQnjCjsufXhynnBVWHTA69kfQk6LYEDsvVb6LHG/lfTVDnLWDGId1NJnz8aJ10tLil3WTJ2MIjGcd0NyjbYcOELTzD5mP9TE3Lne800iyMo+OBftDxAX3G9VMP+pTqZdK3KlhwRLEtQF1gsmPmrag+Jg2uFrm8R1PgAs6tTMiFuItjlyLH3FmTLMazd72qlQp6EeCAd1lcsvpkN8gIwtfoIshUpGwWw5zYa/srv1rxF2KRGDZgG9zhTkTUOK0hH3stFOyujfjwaeR3qsQulk0eIazr1oN139Rl55Q0V3f0DoSohyc27aDSwpfJR/FpnQ//UmynaFknt9/w37gkcvp/qxGnAG70UltxRx1OX0xABform0/JXpj7G7f3RFuEYmYOcyBpu7WXBd5BBRyeX5tdUQlwyffqAiJX1kRVf0/VikriqJ3tZ8qmvVOOwK1H0JHmCbXDWJuJ4UNP0RCEePQ8hyKxz0TqijYcl6TFmSLIpHfVgAACAASURBVBhcJAvxNxsaSM9q4p5fK0ZxkfZf+4ff2/lqu4qrpgWfj99/ZL13WDP1NTIav8AUjQQrcWnJHXJB9sxVW7PQuGSYE1oxZYQLezKHipR6L7OsBIAdmjie3R1O850v30r1rW+zb8GN1OT8xssFGcmTVYqrVFSzOuFWnLLYLL6hnRK4qQruDGT2pcjdhQjuNAR3ehg4dcs6cMs6EYU+3PIGELoRBSnZdx3CEAGIdxhG3tylGukWJ5ftL6S/4J/DmstogyZ39nP65imonQNg1SB/5rkfLC64etm/2N/4bdij7fpk3thaLWQ+fmWzU3R6Aq4lALwsdRlC4jayQgDw7qNK0hSFwwBYGrTJL0dngc5c2kW8Jp1sWxp5lw4gqHyan8ibp67LyaxvWsg+9SncITlBIoFStyMHl3EpoqhBUDbjtk7F0ff/EEV1zGtDcDrR1X+LmvdxJ5ixT5IhZEpuf5HMPd6R//e6RO571ZPVgBJFAr9ckEbirH5sOsk6EVwcdjW1lacwsTABfVovDzzqd5+OuZGjVCy8+z3a1NmcPs2vNOk12dm+q5VplqwhEqzevj2H/264r/ALZJka9vcl87fa0uE7p2vMPDB1p+f/jz7IZuCc0QGwzgF/2p9EYUcAw6lnaL3j29qfx2f7ruBY38Th58S6r/ouiNGYObQivVeNTH0UOyiO9uwUeRcL9ZuHLcKuFEh8WklNfCMvH92OxTnaYRX7yOeK08ja0455ymTqTMEH1UkJ7fTVFjce+OD1q9499PtyhSP2eS+1YDQAfN6iKn49aKMhpZHfZ943bPUNVTIKx3So3ipD3mwI38hDNvbssgH0aQ5SJ5jJmWnCMNHNN9+ezpHeefTET/N0jKy/F1l/H670LERNsBIucF7IrFbURw+jO7QDRUsLbrvkNj0EvD0TIXwNRxLOnJO6sN+6A5T+AzZwv1G7Vfz+8HM8d2QaE3VOCrU2EuRuvjHqKTfqaf4e6VZmTXCSsqaZfxwLZ8D9INuN9W7FjttuWjTvkYcvfSFvrumWWC3A1z6fxfwIAHhDXRvPH26is7SAJakTuDu+iP1JObw+8xLmi19zkus/Abl8vQdzA+NY213L0V4/IAs9sOPFOCY6c7nMfAbjXTkeeUwCuEcM8XydnUJtQhx2mXc88kw1aN1Gck01dKszqEjyEtxI20aW2UqvWoVZIRuW6SYOWJjWZyTPaKWo3zQMiiWL8QbVLrao99Enk8igRA9zdJk+nTPTJng8lIJLlBUdMEelGrJ6M3kNsVkpRlvJDqWMP9zbQpshMsPxY09lvvFZrumUAWVp9l87aylIfhC1O4eVrCZL8BPySe36q3iF53F1uts8APixm6cy19oXsQnPWqqRv3aIk3f0DK/JntT51E79hcdzyVeUhkESlx9GN70BVUqw8H740hQGt2qwndJP98/smKcGKwbCAWykvTU41j7YCh4bQPatRbnDydSH+0jc4cZplNNrHech0ZLmonb+bJQZ4Werq38A895DtKU1k/2gndPOWDt8PmQemYGh3Usadbxla0MKP3v9MDOul3OD9UR0QzLiJsHMqubd2LcXNv68r7rR1PrpCdIz3DPzWViRg8wa2bq598pELO+t9u6DygTijMFjsunnj+JouoisDX7lVtbEeHIXdvLh/oswEw6Y1eJERNMC7IN+TpIIW+OYuiCavD66+/PIwDrw+omz6rn0J/v4ZH0n+w4N7eVDacECG5uoGM9F0z/gYHY61avvZdHGHzZd0lm3XMCxlxrD+ifrpHR6puo//vJ31zXXZmXfsjzlZdokAsHRiigyPek03t+fw8U3nR5Wu3sAnvkIbr9Fzb33+WTKsbkfud0C7S1JbN0wHtOg/wzN3DWTiV+egcwl9y5F35E3dPvOpE6+KP0vGlFDosvgqbNz8k6a85vodHWjcWqYZigiuS+Vor5CZDYFKpsSzT490w5OH3oXkeb52+kfX093USBXlHclS3HDew+0I9fU8MijClJSwv30QneSbducPPkQnDXnh1NO+jr+q/ynyOjewuBjKpxmb7hFUItiB8BKUuq9hFBfFHdiitfw/G5vcL5UpBRHsuWv0XnKd+wreo3W1EuihnJLaYwqtK9zOG7VCNMpuKmhGkREycJbhuAqQeGcjcwdbFWNKlxHAeOiYMQtmD1tdio341J+DUPpk0IBsbfR3ifkm2TMMT6FTjbXO9+ixDbLnUbO+td1qNPW4B5MQ/bhTQjt40dbTqN+Hw0AmzXxXJ++8tJLlgz8ORQAq1K2k6oPFqi/2esgP2EK7zd94H07USR/1RlousMtI3nLWtH1FlOwWEbS7PAUEIF9rzQ6mdO1hnHJXyAmjqRBE3GZ5+EwLsNlOhm3I5jBtqftEEd3v09n815UGq9GuKt5H06HZVgW1sSnYkj1ArKM/HkoNQlkjJtLcqafjVtuGUChX408ZxVytTclQeB4Sn9v35vATc9nM2CSo5bruUw9g8sWGuma74858u0u0qI/uGsFrcdmseLcIzz/qhaj6YdbyBIAtiTms3CSfxwGrU7KtzWTKU7417u/ufOKJ8qDAXB5ew7/afYD00SVlUdLt3tec/0LGqqvf5RtbTdGnVupopLXtqQQNxCBhVQUWVd1LuVVKyNo+Y/POd23T+tS5BTMUWPIlKM1yNEmDQmqQxOqv81FX7MTtV5GX4sTq1Gk46gDS3/0GL+xgnKpU6S8wgt0m4dZo51qEcPDKiyzB3lo15ofDAT7AHDv5Km0WP2Cq9Tmi9Pr2LMx31T7zWdnHw8AfmiOlX8khAuAyhQTD8yt5MIaDR2qDm4vuRX3sPdISG/1aNA+uMy/QkI09NIX8Sk2yi7oZMWv/EJERd0iqlunsenwWdgd4eAgWsjJSOKT0N+Ldu8O1HVHUXZ1gFtih/cg4qg+eR5vIgTcuf3Ybt0GCY6IJFM51hz+XPlcxPWw3RLPbS15DEpMaWMsIwHgDWkijudtNReeu2LSWACwaITLXs5gSWewlemVrZWs7THSOq+Y5docD/j9OqcU2aQWZovrh+OKfXudGR1rTHq2t3j3++DitaZOcU7gDOuJTHVPY1NGEpvSDR6rrtwt4hwCvGc2vcus/m9JtrYTLzFPhZR1GefSEpePW5CTZm1mWt82TMoEqvRlHoAs/TRpJmIZAm46h4u5nQOc0dxFaoDAKQHiLzWb2KD2xi2fnjKexUnZyAXZkE4ugkIkkqpTFOlrMzK9KpolOfZBHg0AX/OJpuGARakMBcAX8DmpQm/A0SPyb86mm2Sa4p5A+2kd9942mQW28Pi4p+2HUf61imUS+JVkFXkctSW3h1l9k5YeJOWMvci1ktAeGJnrfeyBz2UcKlHiSPR6WniImsK87saicAyV16J750nPj2QRltZy9oFexv3JjrJDhtlqYNCcgtulQlUwjrhSKQ1neLEeqGRn4WYmXSbnojO/G6ogEtefzLgKDzY9ruIDwIuvU3C1bQHqoVj4XfIO/lldifvA8o5resqrYgXA+67PwPT6J562CEodWqMf6G695GGEoxeReMivaJ9QZqAm+T4qez6JqLIv0N5Afa1Uf3SQEWsHuAwi7olGBJ0WWUYKgpQ6zjPRXLhNXkOVrFcG/UOndrsdocMxlLLKGzcerUTaqhMSzSw552O+/s6KxRr5YjkqTpn0BCmJK1nd/honfPDbWF9n1HrRALCuMBHLPMVrXz93t3WsAHhBygye2XMi198STMwmWX7/9D58951Afn5g00KQalirvWvLZVdxcH86h/dle6y90ioy1I8no6KMlCNFKKwaBpWDbMzczNe535BuSSPDkk61oYYjyVV0aAKUbhHO8tB1qdYrsRsduCUllFbNNGUJi2sWcv53FwxNORFzahf7L3/X4yIdOnrvvt3GspWHue0OFcphKofIY2w2u/n1NXpmToqUTWDUYYxawQeABx5R4bJ5Fa9BLfClQfrptkzinXIs+g6MmQ1hN5TZ1KQ0TvdM9M9Ku3Cptfx5zy+9C0Ldj+XG32LO7eJQwXM0pV8b1cbWo6imXH8/JvnIVNiR4nfVrjgc7pko7MtRuLygJnTblrlduGReYSVsWxiqHG2Nht5Lshi7lBtwKr8FmT/PbmhMskx0c3bbLJKUfxlx8StdfZTtu52JR7/CGe9C/vr93xsEVy37FwciWIAtai3XZ537y4tOGLjFhWOS1DCfBdip38q4FL9gKk3wz7c7KEgu4NNWr2uyNM55nyxH2+J3qZHJ3WSd147KnsEklYH0M6V8J5F703VU5NS6clKWvAOawHx34Qeto+9SbJ13IYr+Nhn7muhtr6S3/TBNVeX0tEn5R/3FK9xGZhUMtQTlTz2LgtKVmPpb0CZkeECxKs6AzNWJLHkd6uR/IFM0Bb2Ly6TkiVXF7N92JQqZGrfbzinyVuaeewBj+kDQxHM5lKz7XCKCVPHTGw7xtzc17DsY2bo11qVceNd7NCuzOWuGX8HTZbSxaVcbGkXxi6vvvfXWP5X3tu0/9I+Me/M/QZYfH+YCna0x8uupuxHdIlseVnHk/sfZ1HFdxKZI4Pcf63LQOMJzUEpW31W7bqDLlBV9nke1rwdbBORKgbQJCgyZClLHK0jNV0aXtgKnTBSUJIHjznoHNVusWAeiMQLH1vu+46hAXcvM+N3DF2lvl1N7wjGerfS6sX3f4gHAO1txlU2mcsDvSioIbq7LOUr5N5OtDes+mfJ61WN1aktseTS9axfuiZAGqWRFJc/3W8jsU1GvqefpaX+hwxG81w9bZLZmo/x3CTKLHyh4l5yvd2Dayg7Of9arFKqoW0z5gXOpbvYqSaMqIEfgtBzLNeq9O9Dv3oy8R7KCRR6JUJdo+xX7cJeFu29JN5hsmcKvjt6HzhXuznrYpuGBthwq7WNb0xIATlvTzN8jWIC3JokkfGisWbzwjEm/euiiR+ZNtf/2k7NGP/w1bTKWvpnKT7r8gvILmw+xzmSjbdZk7kqYQrF+PJ8VzmJW6o4woqt2xvHZgIyajrdB9MZ4hpbJznxuHbwUQZXBJ+PS2JWagFXut5pOHqigrHczhYMVjDP7iNIij97exIUMKpOQiS5yzHWMN4dnmJCe3xyXz+9LX/EAZanIRZGL6to5tbknqImdsh7+pP8nzfIOJNfoq3NKyRtSiMa2Hr3tbBq0sGj32CwvofeXAPDj9zTTkhg59OfyNcquw63ubiFzcdFT+w5TOP4hjwX4HOErssR2/9EpyVScSguZNKufJ7+8jl/cUkRJf/BcXaU4wurVzdz5ln/NHpr1OwaS/N4+ktU346qNxBcGXxsoT20yKamzy4eJrHzvFa6YGg3UBtt8R4LLobMjIgAeAsYyUWTCvlYynxChXYPJkoTRkopMn4B2RglyQ3iKSil/cMOxb+i70cgNF25ArfauD5VF6yHHOp4iAeArXzlE2e1KbrDMwyDluwa2yar55/YmVJ1XtFwy+PEaZ82qq6XPR7MA77kjB+tLH3ruIagT0Q4pmCun/hZX23koLP6NLKNIZIduJWanV+4M3MvStCXEZyynfusAguSHH6GMbK31joaYroTCOMRcFTKlPCrh7PDto2zQoujCXdeFfIRjcUTXaZmbq69fy9odTTQ2R1+TZ0x6kcKkc3nH9Q2LXxqdnyaWMY8GgLXjDQzOs/xy9Ut/TG7NSnvwlNSXabHGZgFemFrKk3uWcdPNwcqXt9bDqo8FUiNGy410+kFNVTr7duYFWXwnfnEa2TvmeZbdhsyNbMzaxHdZmzGq/OdIVH6jaOnlYgDGcpWkdBRQupScXn8alx26GG2GjeYFW0OswmAzy3jr7Trueqiec84ZWen4+WdOPn92PvMXer0Vf4jyxbhnydFvwHqPCkuLHJnCR8w3dHdfDPDFu9JJsio9McB9eZVhxCFKk56klike6erT0i4UiiT+uO9mD/g1/eJ+rBl9DGins7V0E0KYe5L3YZLl98Pki3EIox/0/oET0VuLsLmuRu7yWkynGKtI0nzLVn0uSTXdpFbtJ6Omi/hjXtftgcwJODQ6Uuq9LK7mxAwcZctpSx3HQEIqZkO657PAMprw5VTswKVai0tWC8JgRFbqHIucRPc5TLfeEJxHOOTmJVU3Mrn2PU+kreK1B78XCK5a8g4HmsvD5ooPAF9ygvVnDkxe33Xgytwr2D/4DWdMzxh2Z+0csLL1sAy5RsHefm8sjSQU5n7sB8AS+M1Z1olztopZg3kkzpGsBOHWF8HpwPi1gp9PeBTXlNoIFBr+zpDcnG3dN+IcOC+o/d+883Naa32a3O+/DELBslyhZvzUs5hQdh4Z+fNBdBJnuBtFppSb0b8B3/nAQ3T1BLteJdnbuLGkkcFlEgOjv66xN50t6y9HoVBw0VU1fPoVPwg5VtFtH9Ean85pZf5ds7nXws59HYEA+OjBA29MvMP8BqozM4cBsA+wFOr7uW3yPpz9LrY/raHq/j9FTIOUb1fx/MYs4ux+ZY+v9yXw+7eN93tyOvrKSBa70FHLLFKSPlFNnEEgIV2ONnEUN8RooHeEh/qmY2ulnYrPzdhM4a5oY2mz9A4KwcFy/Vq0Cm8Mo+pUgW+XrOcTMVxBMNaZKgHgjK3tnHCaNshlPU87yBlJLZSvK7K++of74prS/yvGD46B2CVCGqRZl+3m73tVqJ0CzxY8wxbDpuF17p/HIpgVqN6ajmJfVpRUc5A/v58ltx1j/ALJQiWyauOtfHvghyc/i2WeCVYriR/+C1XLsdFJikVwlrVi+1kFgto7NwKZapWiklcO/D0qCL66afyYLMESAF5yuJE7N4Wnodme7Eb3b5MHAC94+NKl76Io/+3drSNycUlzd/JGA4kbFVzT41Uqfl3dzKvVrbQsmMpd+mKyEyfx75KTuUT7LzLFYOVGg1DE39o6cQ14rVC+fd43/lMcBcyJ+znbsouG43d9InnRQAU/q32CZFtH5Dhb6WaCQLfKa9WVfiQr75a0U4OWheQinWJrI9dS6/mdYmtn8uA+zDItareVw4bZVCQt9Fyb4OyhSzmVkzr6WNzeF2QRfi3uQ9bGSTHrAv8vs4hSvUT649uPo6/ywG+6HBZmbT5+ECwB4KfvbKIhJTIJogSAD9abdxUuP++0n//lO6ae8ABxrkkeAJxN+9D56ek4PhNPoVnMpFl4lqXtvZx7WibFA96821Kao7uNBxArBrnnjTpUAfrkPYv+ii3OqxxNWnKQlDN9Vt/w3WivRcFhq2KYmzlUTTUaaehIxFbB2/WQctoXwx/RRhnNfdp/p7xDpUzcVYBr/be4nUfoPzUB27vZaNKmo8oLT6PpttloqFpD522D3Hrh5mEQHNefdFyWYAkAX/qsnNm3HuR62RySPcwosElezStvNZOU9NOWs5Wrn1TvePMZ6XMJAM9pmoC6OTw+X5JB9v4ydxgAo0snvrub1ri7GRAvD9Id5EwT2KW5lD57vX+VDgGTqXnns0/fhHJdyYjHTZhoNkGDe4IGIVWF6HQiqASESAzrIdb50IeM5L0jyiRLsAPBqUbstiI76kSolVJCecd0NNfsuUuPkJ6zlc+/iexCLhPlXDdjO1pNDs9TzqnPXIhKFp1MK5bzuODMuegl+qGQoh6XgHmB9ZerXn4GU6b+mbMzXqXOaIvs4haylS5MKeGJipO5+Ua/BVjK8Xv7IxqmlIaH0kXai317s62zkC++ThgGvimVRSTWFqBvyaLNaOWROb+nVduGXRHuiRm6v0v/azRyFHIBnc4LRrM1CuwpiXSYBrGZHZ4Vax10YO0Lvl80BYbHGCjCaa0ruHb/NaTIdFRe8BH944PPnv0VRgbdu/njnwJzCofPrltucqFsKaRsWmgGilhGM7zO2+NepVS/BudfFAxuVaLUukNdoP15gLP71TjihtIgDeV+855rAkqzHkNTkefiT0q7PHmAH91/OcY778WU002PfhG7iz/HLfO71oYeLQfjVrEzPrqVNLD5KXYHM7sns1f9G+YMViCIIud0fcOC/t0YxFbmnXECJ959GJkt3P0xqrYpZFewa3Q0zTgFa2IGAwUz6M0oCOvBSEepS3EQu+Y1kHnzuIVu/kpRzen9r5DiLAz73veA5RvzSBw0IiqdyP59E7JDi45rhGMBwHaMZb7YvpUZ51Bn3snKmd58fFKRANWuKjkD8kEazI3D7km5Hy/zWIAl8Js3rQP3Yj0z1RnoowSsi1YX03d9yZRFH4HcHeJ2F7DMXXqsbY/gNPmFI8nFuXbff6g/+AVWUzC4+D7EC57xieb2LgGaOAOp2dOZtexuMgUtSks9Yun7yLI3cOXNz0ccE6uzh1uFfjJWVtKf64/Tkhiid206n8G+DC6+8ijvfAL7v6clePIvPqFNlzIiAH6ivGdj1b53F/+i/gXk1+RTPZgYRII1SdfnAcC2Rie7/h4XEQCf0K3iwZ1qBPeQVWgo1tfXAY9+8RIOV7Db/IhgUsADdHNK1OROU3kA7+gxRCHdHeEBYwGwXfUOGvfaaKywxyAaR19+clws0m/0ukSLoPyVyC79Bt7h+4FgCQCnbevh1DNkYeO1zNBG+bpiDwA+UvC+mN6aM/LhG9j8EACctKiRD+3dZPSr+HPJC2xTrg/raKlfZQ0G1H+bGUB05d3dfCnoskqNnHJfPfqSONbtO58eYwaHWmbisGnH5IQXC+u+r4Gxjreq+jCGL/6DzB5ZwAgjyPpJJa6FxxA9GmH/SZVAAs/s/0tEECy5Q0sgONYiAeALmuu58stwEp/dqW40q/wA+Gnk5X+9tQsxyFsm+ElSvy34OIuBSge3DQHgqz/4juqTyngydS4k5PBZQQnnpn4VBn77SOH5lnospr1hY5/qTuI8+3lsnXg6Rw1+a6bWaWRB11csa/8PqTafRVHkWNxEqhLKqEha5PktWYSbtBMxK0bPNxut73zjXNK3nbLeLczvXovabaNLncG6jPPYmnoqBYMCVx1t8QJhEQ4pa3hZt4ouWR+zEzI4J208akHyJBnJDzMYjbUMDrBg9/HldI8FAFf3qF4eN3fpg3c8splxK+9H45zEStkQAA7oDAkASxbgup6nuSrDycKpOgoHu5DSHP2s8xAz9/Zy46pjeOT9gPczZkyi7sRbMVxYg376saDu9fVpj0tgh1lJtzPcjX/k9RVdCzkEacLcq0OdrUO95bwNHOmpwc/U9aQyc/0piMJhrJeuwW11YH0yG3f5VLQzSxEUwWmypLjgo51rcZ2dzWnnf834CV5BPPNI2Zhjgj0A+NUcys7/iptT5gcD4DcHSUpe6QXA2994RhoTCQDP7ilEXWUccikPGA5BYNgCLIq40sZjab+UPkUw+C1eomKD5VJ6bMG5fQVRxoyJN7HzUDvyXl3EfLpBR4DPkjdBgzhDh6CNNPZRsiZEjyoZeeQiMPS7ZWZcbU2ovo5AxjTU4EC5QG0wM2/2EXZWNmB2B4QJDAlyKrOKhfJrKZp7H79b0MkFN59E8vdgiNafUEzBpnCPAnmODvtiewgAtsaU394DgPcv4ebrl3jeUAK/l1yv5+TTRjP8+ee+s7uIw5vmU9HqTXUV35rBxNVnYDiWR2tcG8/O+QubU/y8DZFkZMmTYokoUiLlJwYKRIgTp+KgE6fEQTC0jxwomsG86gKM+lYsGjvdSYN0ZprYoxLY3WiktbJvKLQzyr4aMICpthTG9+WzoEhP9rjg+naLnN3fGbn4jh2cdGKE9HZDs+vNt+xs/BAWln7/MJW3c1+l1DAKAB7OA9yvwqYZZGDckbBzSgLAiU1Fnk7z5QF+ZMoxOuZX0Zp8AfsL3wixGntvEdgFsQJgg/l0nI6fclPTm9zS9Aa6ADbEZqWB/bap5B3u4vnWcEuVd52E5JkcRWLx1bdp4qm+6Dc0Tpw9fMVI7tJ2zas4lZLFWxKw/TWlTV/jUjLbfA+FtjMjPn324dPJrd6HUmHBpXYg/8dvkB2bEqtsNVwvFgAsWYB9QueZaadzzFoxMgAe2gAlAJzbFEfR5GMoxYmk/TwVTZbPJhDcVHubC9vqDXy7czbjcpu4746/EK+VNKHBh53bkY2p9r9SEIznBhUbXuDAxpcQJerXqNJR+I48zCAbKuxEQlkRPgu1CkutHDd5BQvP+aMHFMcfK+f5w4fYfSjymDjdNm6025hd3MjB0/wJ2yVirK3llzPQl8HipS288bHje8UExwaAe9dX7XtniRcAjw9zgR4NAJ/VqeW2XSH0R0Ns7BZHPK9ueIBuc2R2yVBRRvrfkCHnhJ8loFRHCYgfYZZHA8kupxuZTIbHuSTgoVGVGwF7j7nPzd7PTXTWRHZhigVkyXGyJGE9BkUfVpUbzSty6o17eaU/WFAZywKOFQAfnvSumNmUFxsAHnoZHwlW8sl1/D6xnZMO6Pn9iS+wbzAU/AJ9KlSvzURRmxK+d4oi4xf0ceoDDSRMFPhk+zV8d3DliGRkoX0g2EWURhHpt3xQRHCD3CpKNA44tQJujTe3qKRzccsFVP1uJEcDUQ5OnQx3XOxWuqS3/+6xBnvl7ECG6BDZRRJC45zYfvMdJPvjaaV9Uo2K81su4ryO88OG863eFB7v8isPRxrvsQDgh5GXv39jH06d13oUfJ74z9L5H2cOA+Cnvt3POrWal+dfTHd8Is8aSrl/8ntokWL3/X3W5tLzavNBrLbQ0CaRFbbF2DOvZF96Nla5/6kXNbzsAb++uF7Jsvtd2pnsSDmZbk3w+8eyfnz9FK1u6OeSpfjmqgdIcnjT0Jnk8exKORmboGVG5zRyrF6hVUql9GHcWr6M20SSQs11OdNIUo0QLhC2YYj0tR5fTHAsALjBkvT7rNJ5z9z/1HZSlt8TbAEOmDzDALjraa7KcrFwajzunkZ+3lnJuJoB7vt7oDeVt7fs543D9FAZqLzgJnwvFqm0KtkTEMYQPl/9VwVf7z3nJYiUvJRhXgAAIABJREFU2ekiwWIhzuqgtG4Au1LGQLwCpVPEoZDRnqzGrJbTmaRmQKfEPXQmR4JXkdoYKjv5//fWVtiVnPjRZbh1vViXfoYzqx53kwrbHyajkZ+OoAgGdxIINm7aRc9p8Sz6VTmTir17dF7FwjGxQ8cMgCULsCjinjXeA4A11ZGBTiAAduiLaTcHc+DM+YmOj2uXY5R5Lf++okRLhv4Cmqrl/kRgnq6JAmBVAszSIWaqkemicxeMWSE9BtXF8Hof2oJdigHE9l5k61XILMHeX5HaoVA4yZ2wh7oBb+hboLymMimZL16Juvg63jlHw3VXjV1u9rUvFgBsztQ/c5ZkATbZvGdKKNGPZ6n4z5pAACyB31MvV3D+BbHkIhdxm9T0/+MiyhU9mGX9GOrzSTtQQtbu2Z743vemrGLVxA+xisGK3kClchoi80S43HUSWWhRifmoyUct5g9vEgPqNiwqKxmDUjByhPPVY9i1YZEdpTXuPT5Jb2OrXEZ9rw2r0S+rRwtFlD4/03QC88rUqOP9VvqTdNdRebSH9ZY7eOQxGUplZK8dKU3S2g9EkokElEc6dYO/GxsAHhgpD7COxGbvRFszvZ1Ll7WQk9OPQ5HIt7PqEWXhWtTQzU5jWsubOb/FErJh+Zqsts9DsF2Hxqlk5/YzMbj8JDxOUU5cdxLKTq8rqMnt5vKJbXSXuHAkigzMdCM4IXeXiom18aR1qFE5gheaQ+lmUOdEbHFj0biwadwYW+243N7JG1/nrS+5RzcuPJ9jZStwaiJrtX3vJsUJ27SPD1uDvUvBvzHNNF7OdOtNQaOisTVy4l5vXypMklui1HYFimeeHzM79GgA+KLFg7e6BPtE77oVOSvtjKgAuF8+QIOp0aNdXFTl4NLV8RRbvUqGfU/+FNP4yOmbBvcL9H27k4pKr8VbKuee9SXnnyX5lvgBs73rKhwdt+BWxFNT8RH7NryAqT9Cepnj2ZlD10TgPSJIXdGUJBJx1pxTfsPEsvOw9hn55L/r2NAZPAeGby3C9TYzC7PaqFi5C+eQ9cYDgtdf7rEEz1ncxv66QbZujz2GM/BVfmwAfNOk+Zz70iEEiVQopNR3FfL2jtuxOkduu2+Epa1s0uI4SlZ460cUdiN9GPCZ02zB1W/F2XUMp5TqosGGaLMjF7ulRI+49FNQpwvEL5qHOjlkbY4kiYvgsInsX20KsghHbedQXwTeUoaTxfpNHktwd6KbrFfj2NG1jXd7vFrasZYxAeDmPP9SioHEQALA5ZcYubSghRu+zODRhc9w0LJxqIkByjonaB5eirzXb/nzKZekd59yejcXv1SFRGz1xvp7sdriR7T2KvrdyI1uZHYRmU1AYZVcjrzPC5wngX/7+i3aZ9LVbgXY4wVsOXJEScAboUza8yaDa2uCXT+i7AdSuiTrXZsgyxREkCXt4Sf0nsBtDV6ei8Dym7YcPh6MbtHw1T0eAOzS+cC4zzk7WMj1AeDCLfW82DHAU4svQaEx8LCukLNK+1gsBPjziSJ1NitvNe/B4nIOyTnevpPcvfNSfklrZjBRi/SdZPn9824v+K/ST/dYYPcme9mcI5WISzpSKkERtDIL+YoWKh0js8f7nlPWs4nl7f/xuEl7J5GIVR5Hh/p8JvXPG27OIUUNj+tfwyG4uClvOuM0sYYMeFsvHAc7tA8A16d4PSB8/eAbMckFeqwAuL77aa7MdDG9SMUT9Vto6h/kD89WkRggdEp94AG/f/Ar6v3j4h+NdqfANwEssSONng/uagdSKDvs4Pwd2z2g169EirZ6g1etWSPnWFocVXk6ug1qWlM1NKXGeeae06Ng8e0FQ/0e0KiRXLCl3KQlm08kpfn/o+09wKOo2rDhe3a2Zje9V0IICT30XkVABESqIEV9XxTF3sXyqti7gh1ERcQCVhQVkCq9JAECIUAS0usm29vszH+dmS2zu7NJ/L7/O9f7Xpjd2ZkzpzznuZ9yP5mwT/wFrjwhVcv6eA+o9NeD1gXmYZMySdbCczDMisKCDzfx4dA0o0Dmv6gT/K8BMPEAt+V1DIA/2MbrmnbZEDRjo0+WDpurw+81c0M8v3HKXKijh6L+rASZoNQemxIHJCl8QQIdHYnCdpJ2FoX7XUfOpY7CZH3zTrngrmoBvY+sA2HXeCOMQtcnh1k3HsafByrhVAaG5BIQPEp2J5g+t2BX70os/t+sjo6EsN8FAGDRGSH2AAcAYPGdgoCv9yseAJ+ZgIW3TsDMFUDvEO426fOLqY1B08M3Ys+kMt7j23vbfGjaBG6Q73O2YUP/z2ETlYcTd0XBcSASej7bHcPdy6Dm8gItvp3oXSEDFHBecjDJDsMmOwsrSvFpVBv+sLnBENzEr0Hp9yHroaexB+Zk5yI20wnaqsONF24GJguRtg+8/wrm/W87pk4hIFfqHhy2rmdh/r9g7f//EQBHIqa2F9/xuNvOIq2vwEJ4qKAIVrUf+IRbad3q30SfqmfRkDMA+r6zEY0I/MoWYz/KEOWMh931CJ/jS0Kc3ypbg0yHUL+xTa5GuyMKjSolDBHAh9e1oyXKDRdNrI9+YerdYDPWJyCuqSPXeeBKcMs4nB1nwpV+NtBWIKpQhsijFKLOyuDUROLSpGW4OvzGgKgqqbVk1a3iWaO99e3EVs2BppkocDzOv4/cbcCAizch3uTPcSULJcIsB108AopfhJrqXW1lE77GuVrBqyMWQN4c4Hlj9K9wFOdjb+nIA0wAcJW1GlPPOvHIH36vSPWNw1C9ZJzkEm06zKL1aAmulAfQ2mHqpH1YuuBHvl9uRy/Yq94Gy2WhunQXTu56xQd8pYQmR1FwEyMJLYM9UguXRg2XVgi/pT21I8n+ZJQKsGr/XKtMAkthTTwHk5qB3OGGVadAfpkZ6ZVdK7bt3fdqbSLGzX2bzxE+drIC246WwcooQq3sHLDeakBEogEnFxzjQbDXSFh45AY0VPfBXQ+dw29/0/j199BQm87mOe/uX9AQlYBpBf5cZBKyfry4ERGK3jwJ1ut7206eKfl8yNOXPwTz355d9gDfnD8Mi7c0QNUcWl6hsrUnPjtM1qwfvHQEO6KSaQy+Ucd7f7vsHvRsJE5/AsyRDUB5CTSUG4Rg1sVS0MpZaGiO/5tIWrtbBkJkTxNligNsdBTsqUPgGjAHdPpQ0DTt09c6Ovhrzzlx6kezME//shG21KHa48hQVqMt0o3kb5R458pfqDZJlyzp6PbBANi7F4jH/proRl8O8MWe33JJNR5W9I76LJqg1bPaEfvfGtz5RzJ2FpzEBuqVAOXTK5+Um/pDfkwo+xXcJj1egwvZt+BSXQHPyBquEc+uqpmFsoUVGHkFaRTgxwxVbr21QDvP3AwOq2TJ+oiTwZZGZERorxYM/Amj1L/h+9diUH5Myx/Q3rH1zrn4zCbfOZcVwz0quGYwh/kNC7GgIZBwhTBC31qd3SkpVggAFi3KUwksIrbaKkaPnJZDcoCJB/ibe/Tg1OFyuYT3JAD4yikTineWYsKwCZgc3w/vMDJkjr4Oy/GaqMwRh9MmPbY2nBcNkNCBRC4djrw34FKEl0d5hmK0qkkub+feXg1sGKwqQYKsTfg/3YY4mQFJtOC9JUvByGn5vavzlTzkUMOkoJLJQCmTg2omDVXu0LxO75ANaDuKlZeeB0lH8G7yy7r+cGIJBuqF4414g9dEfYIqeT3GxWTw5ZIEc7SX7kJayeIJgcDBXWFBTlXXPQ4EAD+/ugGtutASZeSZS0QA+InXjyHl2uehZFNxA/UnUoPSJ7weYC8A3qU9h6utzXjm4ytIbSa5h/6+8+D3pcEdiBaimFI4cRy4lNex8ZJy01CbY5BR1h+jSloxvOU7yDm/EUbaOyRCXsHGasm/SVcptEYrcaAgASXdo1CTFAhYvQBcDJCDoyCIbOlRNASZZb1hXv4mOKXQT/vH6VAcnx1CjuWsqoOx9Czo+1nc8DAhn+IgYxTIOT4ZdBfKmxEAfBMJgZ6zE3cnBIZAf7TJhDhvCLQoB7hLHmDCh4OBaJZ9yfc/eyiNw5gPg/NqAJiIV+fBNSgSpp+8JWhCp9wn12JpYFo8KI9OHHBlB4ehtPEqHCiW9jgLWzzUoOE7CSSAOiNvA/VrK2h9xzoRWU5Llu/D1l9q4YwIBcFTE9/EyVGz4N6/+v+oRFLk2N7I/kc4I8T9ladq4RzvenD/h2tyK1LT7p6e9DGuWjuWzd7fEwD8iysLG3bdCjWJggtpoaPuvJgI27Ll2LWwCKrWJPT7ZhFI6VnS1kx4ETtj9wjYIshgoZYB17vUuI+bjih2PORcYtcixTqQHh1+xetd1aig3sdWZR0IZa7DHU4p8b/ntTF5GIHnEdUUjcnGZkRenwOo5Xhn84fIvOkrLFsqnYZisXDY/Tmg75gzOWyX/58A4Ow7i6DLNaAk5xPUJizlHx4u7UbtrMbA0nmItJ3D5JRpSBz0GCjRwXuH7Sq+thPCCxMerFqPFXWEHEpoR3VJ2JnP4qeRQnkFcT6JFItgvFGGGz5KBMN0RLATuvj8ypGwU2tzrWgkYc1H3VA2UbBF5uLEzS/AEeUHIcHLmpRRckS8CJaulCB+Au453x+JrnSkNW6GxhVad4y8ncYOKH9bBtmx6V1anm6ZE5UTv0fxVVLmQmSJ4TjY1FrcnDB94/KJpv+IJ6ezEOiY0nK88a2/LrN+WC4uPkZK3oQKv7JNDNrKq9HcEkgUpVFb8faLz3tCoAFryUG4FbE8+N2/TQLgew5Np0YFc0oC7HGhQtF7rpJ/7WqgOZZGW7QMZg2FqjQ5nApA6YlwdfnCKoRhJGMT1WbHxF116HvOk1fShbBo8sPRs99AzoDZqGkwYMuPh1DpVIcYAhSMCWvtdkQm2XDipiNwKwVvKsvK8Pcv90GtofHoc4V45e1YHD7adU8wy1FIu3MbbHGpmFrgZwkmAHjPuRZoK4fuOPjx8hmv722rPFX6Sbd3ytdBv3wADjen4NvqPN8a8tYBdjW7cfFdJ3a/9BJcxrfwUkUKoo6Fei9trgi8sevNLuf85k/QoNfETrzEAToTB6b9IpQNW6Cu2A95ow0KJwWFeNt2MZSdvCSpYe8itUk1aXAWzISs3xJQcnWHodKENfrgRiPcLu/R3aUtJ8g64h3UHUCCshlWDQvNT06sPiGwp/+bliorgPqkDpPGNOGbqjzfIUzma15yHf7ck+P6bM1Tyku533MJtaHgoKNnbXmyFNcaY3mQ+GDKCtgc/nwq715WbhoA+miGkK8mEuC0nMXUdW34uuotOBlVh8RM6lo31M3SRCRiSRssdb1/+//1yxfvcSoVHCX+jvy3Ww1YusnBicKkP5j/MJIiSX42hYM/K/DTS8lwmolhJlSBEIdJW1/eBUSLw+SF3i2pXYYbmmcHDLeFlWFyRV6HpFj3XWeG5asmPHfGE6kgeqFj8SwSfoFr6NDxSi8A/vqhJlCdkLrk7Y9BzQ4bGts1eCRxFD6iNUgYPgXL8To0EOQ2Azn2tLdjb3NhyBLpIRuIul4vdGmZhnMaaCkbsuR1IPKJAN1btT9CRTk9Dh3Pr7qi9wVZI8ysFvsdw7DNKpx/wc8nYdF3XnoO8U4/w7FDpkKDugA92/y5lB9pv+fLJZG84PnJfjnY2UszHIuokxYkWLuWe2aMBlY/2QY2DOnnxELa6roa/xQJgb7ryYPoN5d4/GS4jfoGSk9JHW+fdnNjcQXdUdv+FeJxABeSG/D6m6VI1pN8Z//+FMDvoKBXCRxszs2i+WEbWoyxKHpLOgSWdqrQ/fQUpF4ZjO7WfRhh+AA0RxR88b3C7eCu7GzvDAoS09c879ISrcC5nGgU94jG1VQtrOpAw0PgEwIJs7LPDURWfTJsU74DGykYti0P9ITaOCUUBFfXwXz+PJLX1WLkjYLTgXbJkXukcx3r70tJ+M/nKRi4cBdWRQ9HHMgBReGQrAwffdkOdeRN+oW67S94SbDco3Mx4lwaFC3SQKnw6RzYX9/C98GJPDTJtiI+TYPTqdfCxrQEhPkmajOgH64E+42QRxq+ceB6aYEhEaA8DOpS13bJO0t0PAZQ1jvAqmRgo2iwChk4YnGW0P8CnhMGZHfE9+CIrABbWgHN3vCEXt6lP3XccewtKoNTG5jGpDIrsKTfbmwYn4iCl+chpyaY4yD8yKl1GigzuyG7VAKEK2nE3Ze2cfcTt6cXpmZPGx37AdpdXQljBsam52Lcxo+QmByUwxxmwOyHs2FfsQS7lh9B/MUB6LFzmu/KHVl/4dUhr/uM9d7xjFFSWOpgsYi5A1GcaI10YOyQJGHhOOi5RpxkdiKOSkGsLAlpVC40MonIV9G9nbQLxUnrwbYfxG5Ghu/4LR4kh4LAepw9Ect0nyCSisas0iuIGZUGrkcM3v7hRuTM1+PmJdJ5wTXlSuzf4oQzsPJfZ+Kc/34L/QH65u8G87YCptNhSLBIDvC8wkQkWJU8C7QhM0wOsMcDTABw48S7UZ7+lF+uef5LPARKVyNGFw+Cwm3AhMw5SBv0hGSnH66vwz2F9wghzxxQpZPhnpkaVCX4Fatgy2BcqwycjMOY41pcc0QLnZFGil2GpigG++LdoPg6WUGNEHtJFNsOp5xZIhnUdXOg2WBB1E45KoYtQ8WYhWAVoRZf8iQWZjDqr+BWHgh5dJbRgqeOXIKWaOthGuUGtHZA/tFLXWKGtuma0DRiN05W7gkJQyAe4Jxek0982M8xTKzczk65AeWWE5I5wC5nO578qBQpRkHNtHRLRMnzC+H2eF/F3S5+pQlVNeoQw0dWeg1WPyjk/3KOGDiKvocrVlDez+x9F2cOfRjy9ta4aJjSEuBWCYpHMPZxyIHGBAHwVqXS0EfLOmSXFj8gmIRDZWOQd6EdE/Y3Qae3Bij+UoeEXKHB1Fu+4WsJk5DoX78/jH0Wech7My4D3rO7kJBuwIlFx32yoLUpC8f23Yy+A/VYeEsZbr41tcs5wU5Wjcj7foFMp8bMgd4cXA61bXYcv+iA81SfE0e3LBn+8IkSs/KrddpVqbthmNkT71wsQIXF77EjY7Bu8EEwBhbG12rxybsv4qmag8jYeiYgLJKMGwG/nx9+FPXG0Bqy/NyIxByp2zt0voTXV2IOyW/d1mZQzVtBVX0KXbMMuhbPHvXFDwZpzZ15FyQWi5vj0EiYTjMKwI27FYrEEWHJt1x2Dse+NaPlqsB+6G1dIWlSUXZMid4JhcyJ6nwWR5ftwilOom5yB2I6IXIEepRFwRxjD5gv8pMn889g81+92KLhL0z+9fYf9ka2BhqZOrgt/5V5VhvOD7yMd3u+gzaLN83Aj8CUmwogPyZ4lX0sncQIF+vC5E+c+Kr4xTA1fD1LhsiqywwUtvAGhI7UZP9YewPhpD3BwfcgvwsGxgIQpmDOkWNGejFumf4uKNpf4sdJ2fHDWi0Of5Thic7wRDUEHdDMgHo4Vp6WjOK5r/IBjGkPLGvR7qYxplyIipJq396vx6a7rfikWhlilSdlkNL+UKGgYDhFAPAd2fa9++aZPa7K8LMbcZkG+0EElsn64dv4LDD9p+Bu2fNQQKgHaocaG+rrUWsOLBtH7qiWp4LK+9Qfit6RsiQBQLPoOkzX7MdIVWdKZrgbh4PUgfu+iknFBtNCVLPSRp9rGjdhWv13iHb6leEGVT6yjLcAlOBZ3KbZxecG50fE4pb0vpJGaakkjXrGghGHulbz+WxvDh/eFlqr1zt7BWVw6c4nPUYA8L2vNqD3tU8hDQ2YSe0KMSqVcT2wF6PRbj2MSy2v4ImD5eh/WVRXmePADE+A6UuyBoMUTfEnbg71c8xgWjTgbngSZVMOoCnHW9kBIMA368xEZFwcAYXbjIGmr9DT+pdwR4n86K7tylCAK7mCw6Y2cSjKjcb+gYm4mBkNdxAxXaA8FtZQ8tVs9DkyFtZp34LJugzOSMM4ZQB0fUeFgGD7pQq01NYi7pNaTJtMKj0AGmMMsopCw//F/d54vDvWfGPB8PtKcA9GwGviPSG7hLUb6yGPus10s/zLv5Ulv/IU+MyC4Ri7lea5DqTa6TX5cLwoeH0ZpMIQtRv2YW/ggt6fC0xkcaI2FdRoDVo2T+xQzLPE0D9ZB1mCdBku8Y/D7bxIswNxShZt/brBmhQHRk50K4Bm3LBEaWGLEhjOdc1tyD5eCrdSDn1CLE9KizoTUGuAm4TDpkjrxJ2FTLNKC1z2aih/iOfTZgL6zHfab/wYnNmIs+27QkBwenkmrpuyGS9fG4n5d47rMilW1sBcsLURiGuR7nvac73++vvu+bmH0/J6DI5aBzsJ+e1Cm3+rHqMf2N3JlcKMWH7tC+Mr07B/7ink7J3O1/T1tjXDX8KutD2+v8lYKmUUbpBRmONSorv7FkRy4yWeE16w73F/j1PMLphkZjgYM1hWzFjOeUSAsJ/lUCIa8ZiivAV96JGSoLg+pgluxxGUOf/CozIDeLpRTxhYEKsMf884ezxuV34JuToCc3YVQkdK8T02Ep/smIcZL+iRlxcse4V3uVCowtEf/j0C3sw8j/55hWBeUMNUSYNWS7BAdwUAK81RiK4Xgtmz1tTh6MSiEBAgHna524gRZ4YjwlmN0T1vR7feK8IuCFf9YZhOPsd//9ZQHb4exoAT4h755hWABPTO/DUKBUUaPr+X/5x/qP9aV5QDRY+eABw0oAq02LAtWsicNLgWLeCUgzOo+DOwsVSFFLkIMAQpRizF4eQ17XCeYKAsycOx296EWx1a+sD7/i7VNjAqod6buP/Z7VasPlbWAQjmQPQ2dUM8FB+92mk+sBcAn6rcE+KCt2m0SMsbW7WxH5fVGQCuaLaipEKJiX8UY8YJgcCBiVDh/HMLYOnuz/v1vl/1RzUoKokKOcQF8LsWWo0NTN1SOFofBKtWw9RYjj8L30ZjexliLvup/QnwNaYlgFX6a8ASsFuTTMOqkcGgo9CYSMMSEUSaACDfEYMJ5nTfGJsoFyZZM6B1y2F2tYOqKsK5aCu+JJW71BqYZIGWQyJMepQZcM1fNUjw1tQMc0ALecFPokeBkBdXuPcsPj9dCzcthG2I1z2fE5zSgFMLSYkOoV0qGYNLJeMwZWYNkro14ZHV0rnUwRvEB4C1aswYlORT4vj5usIg4nx0y/bPHkkMBsCvnh+MOrvfgkf2yeO9TiOVMcD9xiWYHlqGQVsJg2Cg4mJjtPjs0ONoNGWEZfAmfZTJKQxboENKnshT0oEy7WyrhOLci4irLIbS7mGxCtq3YYXD/8kXHAcXR8HqksGkigR3zUI4e8yDFrEBuXreW5fstuHSIVsIsOrs0amKOoyMFIofVixgUZm9HX9FdaFWoOfGXgDcGuVCnS3Q4vrfbqX47kA/pmrY6in/JwD43PPVWJ36XzBugSzDawgCS0G1eYAP/Aa8I8Wi7ye9sefSzR2yfZI834gKxldHNDzcCfTqhvMtBe+hcN6fwKgfoefB94wccwmzaAYTpq4HHekFJxxclAsn/mHw7Z35YN0e0iCJ/DfX9WVwzQiNilC7Vfjg/Kch7NC/G6PxWKMnPD1owXQEgHdGuuF+jcGAYZGDVmx7O6arAJhtdmDWa4NQnXotDicMwqrE9UjnhFrMJC3go+oi1DmIIUbIz/LJfpkGquxXIVOTsOCgJhpws0bwWuhssb41MD/iDxQoLiBDLlVDubNdIv6+awDYK1HtrBLHnQX43DKfv4mLduJC9n4YtEI/BjXo8er+vcgwkRJlHGo1OWiWP4TheuHc/029D19H/MGD4FvTiZdJZDoJJ384DpYaC3qXdx4K3RkATm7h3Ln/JD/SFQBczaViB66F0Xoe1nP349UdZSFnevv+qWATNZ63kN5Nrc/YYPknGtTkVeBikvlra/KPQZ9ZiujGbki/OBJypxqxznJMbX0Ccp5Mx3OvjgyOQTmBoiLGYfL3ggG1xNx7AI54F1vVMmwf0R0HByWAUTglAmv99yHh0FkXe8MyZz3c8Y1wn1fDvKQPdINGBoBgzu2GcccenOmbi9kf/Ii+vS/w66MzUiwvAJ58/wX8hxsOpcd0VERfwZubqqHR3eFaSG38vasAuOjpXNhe3yzIY0UuVBNfx44WIYLS29QyHQZMTsHxTR5wHo7oioQ8XxcHEGJIjwGZlASWCrwQHhg4TXROErRKGSwJ0WjJCNRHvDAv+F7BM+g1fSbWNCG2phmmZivsZptn3Qp3kQJB3nf13o/8y3EMqF0GUE1iMtTQNZMR0YZG+vcAEKxr0qCncThSVnyMzwfLMPfxGUisKOlUMHUGgCtu5mrt7z1j/7cAeMW6A+gzrrOYXQ6OHwagauNoHJtxFjm7piL9+Ai+z8WxZ/HSyFdRr/LfI0opw2hwWGkdgXR2ChRIAY2OeQ4snAE/sx+jir0MM8xwuFpBcZ7yf57om+D8XUnjv2fvkwQ0UoqqHz0G01UrECdLEREfcKiW/Yjn5T/ieCf1rqZVzsDArLsQ7+Jww96zQIQCeHA4/rpyL6Y/fQFqXzRX4Pwf+FmOKye7rl+RsSQAuF9MMZzrVLDWy6TqAPfKpilFxfRz8cgyqMEoLWjrJs4bEtaRWp+IyNZs8BSePy5FvSf0OXiVkS6rXM0YXVwgeH4HPI207I4T1AkAPlO2Bsvmq2HRCBtHPBEj/9FgzGEtulUoJROug7dJ5dRyNI+rC9jzrbUyGFpkUGk4OG0UaksVyOrv4v82NsvQox8L+td+YNuJNS1UjJD+NHZzoqXMCld1Mo4texW2+DRBofZ0QPwrRnESTvWHoCgSlub/ZlBjOx4+Ga7GlXAjlYOD4nJPKL54vsNNTACwY+xh7Ln0W8hhyUXHQdt9SN3mfrI0cb8WpM3Dnqo9uGNSN8g8C/XQZT1k5Wo8sfaE73mlT9yItiGhypJxewMO/BVqcdRpzXjj+Rd4zy978hFYom7l71V59nf8dHUSPGYXAAAgAElEQVQDXLxHBiB5ugqTFbb4aJ/H16gBrqYp0BwnQ02adCgUAbt5DoF4ZmF7LqJZX1pzwBgpDK3I+fpF/2fE60/TPMlTQ2YWvh2aiP+NlwcI5qwKE8burUNWBfHAhB/yHgPmYtQNr/IXuM+X48l9p2Byxof85D6HFd2HleDKKEGRVla60bSvL8q5Aoy9g4XFbcbLb3bu0SMAOPreX9DIyHDbxIyA+TK0qqA7rzb8tOGJmIeOn9PTP74fe1+04AFeWzYAl81+kh6yPu/LK0YPrhkRn1xBYlw+qJC8DQ6bjj2AS03h843Iu8hVFKY+EAOFWnqgxKHqrE0P2anHEFtVDJU1KC0hDGr6a1weTg3IQH1yFMwaFW9NlLEcSHQES/KbRMI1tcGAvmX1GFRSj95XRMyZonuTlHG9k4Yzw4nCOY8iOeoaZBoIEJaTNDnf3JG84JM/dFymIFQBAHJVlzBAW8wzQx+5vRm2iKM40EUQTABwRkkM2CRLwHyRcV6UUYHfigrYqj73T/7ugc17k6qkQZbUauUoDnf98DiuNvqNMLxMdQOax6dAZlP4comah+rRMtQAW6IDGnosNNz10Fh7hDWAKJrd0NaSEmfSviFxf6QUpkBCLEHKe1eGWCGS8vKKPxOUK9E29/wn+UyeoUff5X/jzvg9kPP1EYUrWbC43NiGdZMHg1T7Cs778hKy2FeeADsgqBQbYdY0jMAjFY8FDDlRJ0Zf6SUZCk0A8Ef3WbC5kqzjwJnaqHYh8lknRk2Om7Tyh9fbF2U7C0/OIxEp4SOEeEWxzY6ZH9+D71LGYELKGUxjhZBK0na1VGBPm5hU0DOiMi1U2S9Lg1/Pb520E6UicJmkz8HtzXIs1/4Mmmw+fgF5VOPOCnqGM59I4l+pmiuBF7a5o/CaZSm29zgNh1LkFSXlQZwM3t+5G8MbhP1fFZGDgwn3YGGFHFo3ix/UO7EtYrcnHDo/fE080fSQ1R1RYkVSS8ee4M4AcGw75877O3piZsH4g/e/1IC8qU8hnWrALOwMijwC6qlk/MpOhcVciqVf3IhsvYiZPEoO47ZJYDO8RvfA8fH+pV9jh+VPOXDDk4AuVvIgI8B3VPtaxLoqPWuyg50cAIjFBpWOdr/ou7Ae3zAhQsIi4//nkEXh7SnjcXVAnW+spORJ+uV85J0pgHnxOj4n2PlDHGxP5SLymjGQqfx5hZYTRWixGrBvxmi89/LD0EZYobBFIOfEZMlxIh8SAPz8dy4MXVWIVbKhiPIQDhyTXcK6jQ3Qxf2XmSPf8qG6+Pv7yPW8B3ibHJRDeg+LPcCRI17DdtNLYFR+wEdk46jRg3H4hwEiEisiIQOlHZehAiZGh4DLDvNwSf6zgoZzWE+YMxJ44OwZbUmVR3KrSmjGwdcpbA7EnyoDU62HO0xqgHfAQ8AWmfrDBqBcWPvhxEwCVQ2Ddh8cOgEMkXFLv5CE/Mz52Lf6CdQp7Zj72PWdgmACgJ21aiS1SKdvnV/EtKSue6Tm88SRA6ckvA2zh38m7ILxDOiqDXuRO6zjEon6Uh0ci+/CrpX/8HrduDXP8LfdM3APns1+ySNuhVzs8TLgDkaNHOZu6CBKf+DFsV9+6tkGlLvPoDTmEsodZ2AyCIZRj/CWiBwJTWvsSvQbHzFGAX01EzAbdwhA2NNs1Hn8LFuH92RGWMORY4HDorLbkJU5E/31Fgw/WwvkxIJaMRC2lPWIm0CMRNIK4i/vc/8qH/hzx7MYFH8W7AYljOU05MF1gEm/4yf154ZXRGJQnVCvsKV7ITi5iOoaHKJqekJtiwWVpED991vA0dLF32m3CUPPT0WU9Qz6ZN2IgoGrO1wv5MtDV9fg1lEnQbx/YotR98ty3PFpAnQkf8s7jRKWi+Awi+aWCBw9mAc5qbMh+p1DTup4sbiiq8TR5FMB/UrKZjD/aSP6XUmD9nA3lARFRYinozrOgvYDShQuehb67A4ICjx5wRwdWH7ik78KoSXmevHyFHsjOA4aKwfVF8+AquwTdvwIAE6+oRobTm6EnA3MO+nVoy+qItPqvu4nC4gjGx47DNWtVzGtIA7pscLG/+V0AxZ/XoVhFUI4BAl9PvPmspDnOo614OCXgJ0wfovPORKy+cC76J1XDpy4A6Zo/jxA2Ylv8HPLNyH38e5b8oVRS2HHRA1c/FSFgqrlrT1wp34Q5FJsNxJ7O+XvrxF98aRnzwcpV561w8lkaM3sgS3XDsCHvdpRrxBy5/qfbsHkP2uhtrnCSt9Rs171eYKVO/bj3qtm2B2BAlTLcnjRZoZ+wWG4rjQg8oDfanUgZQ4WvM/hwhUZ/vdCYod7gwDghHu3o5VTYUL/SN98/VrYALkz0geAHzhxrtZy5uO0F4u3ofn2QT4ALLyuIETv7VmMHGs9Mr+8DHlMaM7NhfpB2HLyHsm58s6KXE1h0spovqYv38KAWJelHYoLLyCx+CBkhLEoSFCLH7JvRA72jeyOxqRo2FWCYcIXVMvf3w+L/N957xAIieLbLMitbEG/0kYMOl8LLZlHvwCAjQOO3jADB6bfj6kVLejengNKdEh784IZl1fp6HB6fF+O1B1GqrIOVakOuO5qxTfsEZjpwP0tdScuMhFpR8chsUdTCACekdSIfed7sNV9Hpy84bl1e3uc6d+1zgB4+9bXsHPE7yGKE70rG6qfBXniimBw9uHLMPQNBf2xjbORUnMHf514R0ZUuKEwCCFEUsYA/2x0RJbifw2twoXuCVb0JqkPF+NxVcagUO6CS2SY8B7IYZZa+DFRuNHr8V9wa9x+xNNe0CR4gnd9R+P3Z8nci6KMgrzBlrf+BKUWK7JCDxbUL8T8xoUBz/3HosPKukASQHLBxpWteOUFM7aWaRAflBa4LNqBG55geADcv/+wfau/mMVWzbVRtKyjdcPB3UzB9sunyExy4U56ja8fh9ob8VtzWeh4UGqour/WIfglXt/z3faFgMt9DaXIcAdb3DueCSflRCttQXHkVTTJTXDzgF4YZyI11G4lsh2JUHIyRLiVyLf7o3hEmzXkLLgzvht2q0PrKXt/8+KBfzCnTDAsuyHDT+kPY3ZVJrSMmwfAJBx6XGw6rk+Q8ICLZIRX6yb5wDkHOia9OZ/HYt2K8GkPMe2sa23GXuWvRe9wjzxVj5w5T/Mh0LOonQLO86w/Mjp1SMZ2bipUzcW468PZAUDd+O04uAeEGkzFM8GD3+0uYNTNQN5oyX3Ry7wdQwwbgthhJc7IQIY4//UBln7/0wP0r3DLo8Pwak93gwA3y8mxRz0LP6+shkvlZ5P3TZfHI5takYv8osGwzP0UnM4A22fJcL7RDbrxI0BrBWM953LBuOsfFOdlQz3Xiofve5tfY0lX+iC21s9ILh44Hwv0vJ1YFRdEgvWlAamJixxT6J+f8OYAkzrAQ2u6Q1UbGqpJxqjoiWzY3/kOcb2W4IC7GA26QEfI9dcNxI7N/fmKIMFNPDTs0mjIIO0AkAIwnJKGKjsRrX2zwXjSzMT3/9eyVfTjcL8dWHwa7kutqHcpJYFw+GXCgTpi9IFgaQHPIZ8qQrWiFBZPCTsZQ6HbmQxce/NhvDzVhZjqQsx/fGaHZyYBwK31FHo0STP6EwA8ZO3KksXqxRNW5z6DFlcXvI8c0BUAXL9kGbaPKYWGVsAGF6atWYOjA47giV7/g9vp8dKCw39YDvORjST3SqGMkUQzwYCfZZ/gjGmnsNalMJInh5ukjYLcXoK9uaOSRiFMz6IFmSsfhAWKh31A2A0LavArnlD8hpIOypTeVrESKb0XYcD5KxhUpQf12CieGKu9zy1I7e+PFBW/Msty2PYWYOkapy3eNazGhNQqcBvdPABWSAHguIn9atIMqvRZ5xJ5+d+eXgqXxujPFaIoRFfng4rORcu36wG5J1fT0zOf4sMBAy8tQlLbdsRG9cR14zcCEuWRxC90iNmLm3Pe9X1ENnBGtQLT/tRhYKEgvELCKMIQGHknqbU5EscPinKzJAl1WChBo1XdhlNxZ3E5Sqizl9nXhUkjgdvsaSivikeZmvgNQqm+6xotMFY5cGH6Xbg6ck7YjcYSEKx9DpDVeqU8Jla3YsUZAopFoUf8i4rUTQKCr6RB/cmbYe9NALBudhU2n9kKlS2QyXdw/iCUahLqNvej0sTj1y0iC0o7hTF9NQGA6j+fXEXfGkFwX3hyDtoHCVTl3uZutuH0mhY0cuLcUgGfTL1mH5Zd/xuog/fCkHMb/5Odvz2CIrqsw1DK4nwFint5w4gFkTjEmoSHmgchzxlDWKTAF37twCsbPDj5H4rKlnSaQ8rBnN0fr80biLUZlwXBQQEFJ1sw4lAT4ltDD7IB4+8F+b+3VfyyB29WhE5Rd7cbz7iaUG/4PeBLJ6XGP5NWYtWzl/DhpzH48ZfwLIg8AL5nO/RQYXwHAPj+k8VnbcXr+71w5gc0ryjA2rKCEEB1b24xcox16LaxDLKUUKPNB/ufRUOYvF/yAroEGuP/G6a2r0dnd7scaD/3A5Lr1yOuzhK4b0UnnkWjwJfzh+JU/0ywfES0kDfiW6d8rj6Q7ObQ3wFMsVFIYjjEchxqaArlSuCKnMIxNdDgI50OXCQKJ4Pr95Xi2gMXobV7jHmkViMH1Mfp8NODb0Gmjcec0jjIKJ0P0REQvH+DEZzIQ96ZgqCgnJgZ8ys/z0dHmDFwpR7P1R0Pu2+9XxAAnHpsApJyGkLma3pCE/aXdmdr+jw0+enN9++d/MOcLu2Dl25/Bv8M9nMQ+EKfHTQ0T03mvb+kHX+tBJZu4vyfwO6mVj6AmNYpgvx1ApFlDGiR0a4jAEx+4weuhMWbQmYKg4I8B9KTGMTE25ASwyElRpgzw2N54OwyXwpiEe1CicyFEppBi0wA3FKgW3iOtCeY77fCjcw1v+Iu1QEk0iQcWnieTWbFZ/cnofQvoaSeVJ6aO80Ax+OHAHmwX4XDc5deQG9LoGFyakVP1AYxy3oB8JvVGgwOOrDnxdqx6DG3DwAv3jSjXnajM4WW+XOXxTPiHU/b2ZFQXViJO7RrkcjV8mdGvZPF2quHJNebPHkFFPGBBF7eCwnwLU89CYO2STL3+D5jI+4zBdYkDX5IM23G8YZYtGYWwx3VIhE5ELp7gnM6U5wxYCkWGlaJPtZ0kL+DZX5ueucGoMXnyvD0UZLaQXIsafyV/ArmkPxrAF5irFWZBciUBNKh/bxqbMe4QmmgQe7ZOQDmnGsz9qh+P/k69/TbBiRf87gHAAt5qOLmBcBxDaew/JN5Pm+79dF+cPyHVNnwGkaC4x4otL1uh3mrC8gdCYxZKuwJkcNWxzTimpZnEcnWhwl39r87pXBBEUscBQDnpOEi5dG8nn/C+GqneNls7ZkMhYqBusUCudEOuEXMwb5zV2CjFuayMykq/b1LRmNb8m0omnIBhmS/vAq8mkPWuQHIudQLpuVv8M8yPN0D2JaAyAkjIYsQDNSuhiZYjhdj1/iRWLr6awwfcgIUK0OPo1MlWaE7K4OUnTrfPo79dbXq+JfvkH1IAPBgfS7UZeTsCzJkURS8dYBtox/CIdvHAfPfp3sPFOqiod7lzwEN2P8eO4VrqQ0KZEvudUGW+dVIVknD3TcTpvzMsPIz3I06my3v7zq6zvtdwoUKsCV14BgSWyF8Gk6l891P5AmW6mNsjAnxl47jSu9qsHJhrLV6NW7s9SXqI4dgy0I5pr58G7of+zPsWBEA3NIgQ26jdCixFwCvUs6ecHevt9FoN4V3S/uWOIdV6/chd5hYbga+rfO7IdjYSEOnksMEJ47LmtC3cAw+Um+GyyFE2xC190E3h+uZSUhgl0BGhXqpbawZ72S9gKaqU1AEH+WehcBGc2CzAOYaFmw8hSGn09HrlA42pwvpbhXy7Wqcc7ejzm3HBdrIy40ae2BecEAqjWc0Q85MmQyrVZsCwqIZtONjxQP4knLB4XNsBM7+rMY56Jd9HzRKA3SJLEZ2T0W8AzCPmYLEDGkDpKGFwo/vho+UEk/4Wv1qjE/Rg91kCA+A4yf125fSrpow+1wCbycwZJTCFRFo2Yyuykf7l9/DnR6+VEF+5QPIalwPhVyHGyZ9C6WmIw8Xh+3Kfbg75R2fp0JjBf77aTzyy4IOHSnAG2wj7j4IVO4wcCwLmyoH8uQ0uIx2tJ2rQWy/DOiy42CqaIFCq4I6KRKM3YWWY5VoLayGvrAabZW1qI6tRq22Dg3KFrRTRmQpaXw1Lh2XXVpcDPAGAIycRSHRag640Ri/HJcmLgsJz/YaTEFAsPpzsIrDvo2fZLFjzcEL0BFSrDChAjIXh+gn/SFuwTu5KwCYeIDFi7UzAExyf099uAJsBCFu8W/ckocrUOEItUKPdBnxjKMK+qnjYRw+kO/i/t+exDFaRMISJCXJ0t0zUoW6ZL+lc7A1CXcbBqI/qa/ZUYhdiMT1f9BmlCPy241IZGqRxDV2bukms0EOekqGigFDcdPiOJSphHI2hCxr8o4aDCj2lPIgtTNVkZhx+y/QxQSGo371zQEcbRTnrggzNcllx7V6IedH3C5FDcTgD3IRn2TDouXhSbG6CoAfOHWmyFr0aYEAgAeGhECTZ/MeYIM0AK5oycdnRx4LeyiRsOdJd4b3/HIci6rC39Hz3IuIcXjy8nkpHnrMfTujADsn5vvI6Lyz5/2XAN2lFmCojUUM+VAUpyysY/7GAmgh0So0hXUxwAmVwAkgFq/kL6XThQc++8cfIk3AdXYczPGROJI4GBemrcCCC0rQxLDj6a6h0Y39nxrgSZfpVHUjPRqmPYYMVTXsSg4frGhEr+xKHHRI1LgWLYSuAuDHf7hr73Wbb+oUAJ/pWYjHH3ogZL2RcVF+PBiKMyn8nJy/swKNE/3rWkpDoBgtehd/D8rGIfISw0fmBoPQjsKlyNiTSmZjB1mwZH4VnCYnjA1muBOd4NwUyqocOFkr5Js+sPNO/l+x3uxbjByHHXIHTipcqKXcErwT4b3N/E0VbqSt/gN3xv+NVHjONMKST1vx3NiesLQoQ7h/vKRg7oJ6OFeGMimn2dPwTunagGE7btPitppAxfTfAOClX19/mZvl6kHL/OHlPuOFaFVb/lyN0WBwPfMlPyF2jsb66hOos1tC9xsdCXXeFt+64UGRB48Q8Fvc40+wPOAWmng+Izk39tWXItq7CURXkRs2KNrwV8RlsKrAFJ/gtSRZ5i6IUdb/XEGRTXHFYJC5G/8vaTW0HBNTekst05DPrr9cjjf2CfWuW1TJ+DvxVSwrF6wPT0a9hwp5HR7rNhSxSqJjeFY0GRRRKKH3pk7OjdRjdmgJn4hECwXAgYdTTLsAgHcfe4V59D0z/a8AMInEenEgnHODwU7gM1qescH2JwMucwAw6Y6Q/UHA78yme0DDhbNHClB+Ph9RcW0YM30vlJ669eTdNTl6RPRuhsLjUfONwV45bEfUQJULMptLID/ywDsC8hzJUXAl6sDJaShbzKCtLnAaBVitGkxaLDh5J0SHkiMrPhUAvS4Kv2rugrHbeZRMIo6EYAAlXJ99tgDpjA328YInrH1dFuSbe0I3eqjvKXwotMWEA7OH4tO3BEM2TQiFTkwKAcFdBsCkDBIxrg7ORmdlkEyf7cbBPDdYuV+Bj2C0MD1kA/XqAtBGaUIrso+YZW7IQSImOpB5nqHTulzQzxgKS5yfq0XKhCI1/CHXOWSgjXJwbTTYHnZwouimToGsx/ShtZjR+/cTqDQDbET4/PqAM6UDEEzGY+o1xTj/Ux1qevm5CTLqu2PezF34PJlwydRj2Up/rfDgd+0qAF6jnDxhdv4GtDoNgbwK4huK0kNWrReHQAeOpvtSEn78IR+OWDdccOOErAnlTDvKG/SwtwgeZrlKhtVaBa5rWIZIiIjQvJYtUKh1X8Y73L2g7IR9P3gWODgGA80jIyGXq9FnVzcM0svQz84ggwXkShVkMsK7I8g9EgUnk8nhclrBsgzcjNCP/Y4GNLjtOOM2wCU26BAdSsIpSMmVWKJ7BgWukT505sBV1MhfxHuUFfsk9EFCuXbT0J/ROE7AihF2Nx4olyONuwLFtBVQBeEu75D/8RmHBgnHU/AcdwkAx03qezS1XT1idonQCd4DHASAlUOfgXWVENoq1XpXrEJGk8Bwd+2oD5GYSOrUhXfd7VafwH+T/LmaadVy3LYxDimNYUoQSHlxc4eB6jEU6DUalFyayS1gjUp4C7w9dOitOP7gVhgvNcKsM6Gy2xWcc10Gp7PhqXtYjDudi32cHGZCCS9a7HXd7ShRG2CvX4jLY+8S623864tHwKH5GKxiv69LPdrMeP6wRNia9wqOg2rnJETsvl1yzLsKgMmPvUdKZwD48t3T0DyxrydEi1iSWcRuOIavikPDZru7bXjVVgFlcjzqbl/M95Hb8yfecAQyPfMiQHCuglSoOlqgRHk3YZ4XteXhv219Ee2WrgPm7XlDixKVdWqYrDKYLHIo5Cxqm9WwWGkYrYJAFe8vFWtFHsowhtuPoTgGLSdSEKVy2TgObpUGR667ATMm+ctU9SkxYOk2I9QMjTHXroF2VGhZAqvdhfc37sZVpyogH5w8ZpK9BlOMoVbIotE3YdErJmz6OgqbtkhbIP9fAWC9cjWcTBLSkj7nWZ8/2Pc8DPY4SaBHy4Fx/40GqfMbEs1CrOrMBdTvfh6D6suhYIL2u2jPFvZOwWeLR8MS4Q1z9gMq8uAUlsNLrRzSeM+rL6Yk6L/5WRY5E/xWduLZ1cuBgyoKv+oo3jPsaxyFG3eexexd5+EenAnng568r8pWFP1ixp5bnsGyEjlUbo8M4YDWKgaHvzLyuaJdadE0qd27m48W+WRxE2RJblQkSHvlfNu7ix7gJ7fevXfKNwuknUCizi19eS5aY4kXLkhFNCoRsfpa3mhQMa8OVxcST1DnLff0O0gs6i6q7Rv4G2H0Q5UxtZLDxGEWjOlbB9d7MvyoasGR3qXQa6xwOeOgSCwBBX/+1sa9LyLZLjKuSSwBspSsFIe9cgd+V9jAetj8xZ5mKbWY7yLNosfq7XgocQdUcPvWedFJJzYszwsEwEEGNtuj/4DLDmb65fC/y8+jr7lfwIAQAEyAsLf9nwLgjmbG+c9LmGU+h8Fuwg7KYVvjJZwyehXAQOIrVc57kqHPJnUbzvbYCTcdGtJHxjOKY/F1czn6uDwRMJ593KBoxyWZARW13eDMPQZa6Qjx+LKMHK0XRiKq23moorxGllCvZehKCtUV4lxajDX1RLwrEksSc3BMJVGaQ2KwHj98EsvPCzwm1RE5uKp+FNc0OPg6wStjX0CUQoEHs4dA0UHZGGFpc6ixmDD6lPTZ5AfAgUquFyLGtIMHwH8ff5V55F3TvwLAzmtSYXlfIMUJ17L1CXCvp1B9vg1VQ58XDPAig+Fo/VvobjsAp1OJQzsmwqj35wXnDypB/qBzUKWYETWiBvJoD1leMwfHNgrMSYrU6vGI4lDTlyCHPe7GMP8SIlNLQSbsfdOgMDhA85E44WS76HNBuw54bZtCgZ3srSgbV4XLw5pENc1FOhYHDP1rJuhhu8BkC5VM6icNRVxULlQ5QvgoxzAwHTyBXQP7oPfsEqxcvpH/XG2IQ7fiMQHP7AgAkzrA3b0eYC8AHtQNQ9ryoL4kzSVBPMD/7DmOdnVLQDWSKbdS+H3fGKiOEk+/VOPALiV1tP3RYkK0WqgnlezfdNqJ5KEq7OkeynId4j/wGr6alZC1KUCVq6D6ScABlFEGuswTQi7yLDtntYIZYoZ7iAlcWqiXTuoZ3rfqe7II9efawalDjUqSfdupB9UUPg3jztvOYsvnF2BI8ZRK5TikMf2xYMwuPDnZgVEb/ocB29dLjqoPADdEBVp3PXuI9wC/t7J2jWpygQCAPeeAV6EVRsmv3HrWdiAA5ledb90feGsMqnSCvDhONeKIoRaNlcJ9vcbCZ+JUuKZxMuK5myX73aRsxOumZaA8FWXERgM2EjjfKxPFxj4Y7XDgA70BaXIVFMoI0AoFD3TDNjHG4jg4bEY47GbYWAY/OapRyLT7XkXKh+/tf0/FMNyhfMX3GCtq0CBfg3cpiyQIzho2FrljX/ddH29l8WSZDJEp/0A59mnJ7rZUabD9U3+51nDv1EUA3K89rV0VfUMYAMxFRMH9ShEQKR2uqbGXY2yxEKIUE5WH6RO/Cj/IAI4pz2JBilBCiU9gr5bjvrcTEOEQ6qyFaz5lR6WFbPGLoOKl8oc6mN8O7w6wDIvLXx5BxfenYGL0aMisA2gO9WwTsleWYEYvBXK25+MCp0Cj0q98tya78MeyZsR9NgsXxzzq2xZSPbFGLRYdARyWnq/F9IrwYWYKKw3tyx9JMkITAJw5qwbrzn0Lla0tIJTPGwItzgEmCzRb2y1sCHRGVCLOP78goNuZ3x/Bob9UOKPJDfg8gnXz4Le7ikPN3beA1ahRdfwH/NT4FRwi66b4RyTHe+dYNdqiab6vrzSOxrWmoHI7Iil49pIWe0/GoN0k52vqis9F/5kbWLTdV9LFs4zI33IwuNG9FfMpT7mBTkKjrYnpmPXfLJxMFuZYDSU2bBmKmRfToZ85FJaCrJBVWlvRiHd2FMLqUgZ8R7wuzzRtgYrU6PQvGVhpHZiVkzBwrht3P5iMispQJYsAYNV9v8DFajoMgSYeYPbEuoKnLvzGe4CDyyCRd/B6gNM+NeKiRfCQDMifg+9Pr8TZWr+iJT6ECNszCXuOTvGy5gbqJRbXbzD8+Cn6mRqh8Kf6+aec49AcF4FPl47Glax4ASqJ8SuAvk4WC8zAMHvgPHpOBFH+mfeskSDNkTg592mALyMpNBA2eUqwWM74+xxm5yfDPUSUS6O3oOV/f+PwjFUYp50B2kfJBNSXOnH8O3OXPMCkv95c4LN5Vvw+0YAhac34mw5v4OJzgI+MQ1yPJpRbYvx+FQ64PtEfAi+k7W4AACAASURBVP3qpsf3jvjZU7dStIbEe+vOZ27F1XSxSdQ/KIpv+0JxsBtMWRaceO28JJFgsKxSmhIx+MePIWM8c++5QDjuAyE2+UuuZDEw14WJQ6yIVzRh02/NOBRbA2uKvwQLf8h7NkEA14MxHQ+duRU5Rk9ZJqngAe/reP79Tm7FfoUT7o6YT0UvRSkZDHz2W6zS7Qt41S2vaXDoi2RhXXrGVqx7u2OtsK/Zx4ekCU3oQJIzEevOfxSg3FxwqDG/yp9PSADw40+asKElIiQEem6sDYsfY30h0Ld+OaPdNccZTTzAHTXt0adxX6ug0P3YWIYTPvDr7Z6wP+SJi6FIDFWgeM9vzp9gPaSEwc/KYhx4X1/lB7+kZinlxDFtBS5HCEDbew4Tmcw61ag9dCNazozj/29u7AZOQaoZkCgN/93JmGoSryIiuQqJ/Q8iddR26NIvg1YR9nX/mR/sMVayNJa0jMF5hZoHwabOQCtx+jMyFH3xhe/hhxOmIMqxCINbTTgtL8EbUV968oGlcz/980z+i4K62Iyk9lDFkQDgtSuMYUssRRvhXJe2R7Xn1Bvcw2+1dzkEetk3N6F973WAJpyyykHO0rihajBYuwafHZgMq9PvACDlja5rfgxRbC2cDgUO/DIFFmNkwPmZ0+ciRt7+JyIHeea0ioN1HQWuURa6EYIBrk8iBm3KkOuE1cLSNGrunQhbz1TEFNdCW9Ea6EkLkN8SwtyzkPRaHTb0vgNt+SegTxcAT7AirrJEYPT2uTDP/RRsfBNsl3VwzuwTEApNftdceBLbho/Auy88iqSEFv5eaSXDENnqJ/TxAuAB83bi7uAc4E0mZCXPt0/Er6vFOcDDK7OhaBSMCcHt0Jwo7KkjtYiFCCbS8rQ5KJvKQPbxtZK/IVe5FjuhpDNDvg+JwNEo4JzYB5boKMmA+eAbUO1yyLfHQflHHGQXSai7cNzSXD3kqIQKJVBy5xGJ78AgCwYshZ0aBSdFnFtCc+dbeTDsmtwOKssKJk6QX6E+Sf9nke0G0DvPgViXfaSInmkP0f7dLNhtLSDRkN59KT59oqJtGJvejB1Ne8B5QqHJ2E5Pfh1Mr5uxZUAblq8cDpVE0ihPglWuRJJJgs+IA84v5gGw5knVNO1N+R/7AbDkTPk/DAeA2zYMx68MDZqiUAEDDtONKCms8/2QzOf8TB3uqhjM5/xKQaFDcfuxzfkG5I0ikjyyljRAec9knLcX4MO2dvRk3OjGyaBUa6FQhzEcdiFFkCUeAJ78i4XebsRPhksocRth5039gU0su7V0LJ5Tb/VdwHA21CtewGvyKhwIoNYQFt3wW9ZAF+ffA7EO4OFLFBJH3gVVSjAps7ACuuIFfrd9NSYmdRICHTepH5fWroIXALdlloBR+9E1s+hFcFNEExKkg+ZXPoisxk95YTdt2FuISw1fX22/6jSWJ/vZjXuUKbHq/XgoiWvQu8Q9wiGEojsqEbIhM4H8UaC0IpbbMMDWZXag9UQlonunQJPSMWW4eCrdDgaH7/gabVfqYIw1oD2pFSzNIPY/x9Hzujbc+eZI/K6kUe0BwWThXh5gw7Hr2qH+63rUZErXOybPsKvXglV6Q6EpRLgYvLPnXJjSSELCetSuG0DvXhSy4Byx1Rg2pQ1PFH8OFWPyK7Ych+69eoHS9TK91dseYLWYljwVV5pKMbZfREgOsO3ZW+CK8QsDZbMBfVZ9hTcTF8FGEQZufxeetl3FKLeJ9/w6kxN5tufvqz8JMAyLO9waJcO+ESrI1CqMNqfgLn0B0lzSgqfwog5/Ho6DwyUAZV5Iip4tGSoZlP9Cni0sI+H35D+jOAMe4N5AH+5sILGHRGgGK5dj+r39cTTLr1h88OMwLCnKRuOKyXBJrKfCP09hQ2lodv4AZxtu0pOyWIEbx0xHg3pmOvqMNGHxLaGh0M5oEyzLD0LDRGD6kFgkaFX8e/xxpgGwR8LRonceeHmtigDgMd/eVTCOqkTLsgF4pGg0nGyg8rQ8+wIGczXAq6tgZK9DbNRe6KK/wdt/vyYpzonnd9rDsZJsz26WQbv9WcRuO4JUh7hWpTDe3oVybFg2Plk4PITFk8xLgZPDrUYWvfjI8WAPg08QhA2H9wtbscIUxFTKUfhDC6yL9suW/HYLVuTFI8ITSs332MFAf/uPKB07B3163QMZ5yktAeDyUTvO/WUNOIvChf7K4cJ1MX/wtYG3zGxBczcGxvijsChCw+PJczUR+Yg9lg9rugtONtAiPj62BWcO0ii/5u1Jb3/+1N5B24V8XKm28caPsXWaFNkcB6VDAfqpSXzu7+G1Z+BI6pjYx3v//F1PIL5qZICHL2ik+Usj4m1YNMWKaQNdMBe6sXYbi99GrScFR31dlQ5Y9L8JGU+thcOQIgViTDTSZH3Q1zEEGbI+UJHcJ6/VxLtUyBrjKFgoDtviKnHYLni2pHxLnhXJr0tFRjtmPvUZZjhJGRQ/lH/qmjQYG0hJPClGYsA5thKuxUJZDfG73FV1NybqJwVMyVMN6fiZpHEA2LSiAUsfsmO7LQKDhcwKX5sXZ0f+VAtWPZzGk2C9/MUs7vw8G2SeGorh5nru7jHId1zGaWMLtjYK5VxCmjIDmlwCzgObVWHGyV6/gOINQqGeezk47Kq/gExP2MNVVTP2R5XyPnPCLO59d2tTOo68+B1oexZicluwz5UJe7oZ2vRKpNHliHabUBaRiyiXCSnOBhgVkdDL4xGldyFHVgoLpYMswgbLsSGIsDgx9IE7oEmoF+2xQDV4SfMoKDlFl0Ewebf+dRp8t4PoJEJb3+N/uLUsgWeG3qT5FX9oDuHx7GGIUYTP8fX+1s64kHcoNBRk20wH/h4fvjal3AV2Y+zf9K7Ct7nH3mjtMgBeKH8KtruFkpP+FjgmYxrykNiejM2HJ6DNGniOjtG/iWzbQX7fnPh7JOoqPUZmzwYmIdAzXvkcUfktgIWD7Q3AXU6Ar9jjKzpQgw9c0d/OhGg4k3WgnS6or7Tw1RaEFurRdasVaFg2Esbh2Yg7UQ3NVT1kXq4FTzhmyEHP38r/7g0xsfhdsxSnFh325X6KR4nMffdzBehWmQnz4g/4r66+VICkfd2h6ecfU7fRjF1mMzJuqsRdt2zgr5M71OhxzC9nX9nVB5/slWPonXtwu3sI4jxEnIfoS/j0hzbQzHJuUcy2h7wAmLtlIkZvsAleeIl2LMKAnf39hKhaiw697lfh5MszIeMN/IJcE6sjlsVnEUFPDps1693HuggF6qcPAaMIjKAU73MvhJTvjYbym2QoTumgZO2IdzfAwXHo6dqD7swVEBJPF+WAmtWCpoT7kYBdG2WBklPBJjOjhnbhtHolzPJBAendbuIR3nwalmi/Qd/7XPGoaC0mqHYU804nQb0L7/hyn2sFXeQKqFErHt7MzBZYmg6hNVbgwSG6QYRRhfl9fsTa63oj6/AXuObzUE9i5qheiDqmBc0FVajw3PziaJtj4M/3qO5V3YAVee/9XwFg9kIKPtveA5powAgHDsjrcfx8NRi7X64kRiuwubU/UtmHPGMaaAxar1yDUtN+UDxHqzBenIyF/VoZ9huG4cZaJR43WBAlk0MTFR/o7RWdbfVgiV8Pf8ncqKZl6MZRSGcBktwaw3JI8hgZSTop5WEL9wwsWM4Ns6UdO82V2OdohDfoTyrVJU3TBw/KPKlCHCnTZ0GlaiU+09LYYXOD9eI8UpNDTWPUis1QKPzOiTgH8PRlE2JmzIaMd6oFriRDowI/rguvzxjkifii+j8YF9MM/GKBsVweSoIVM7HfRBmFvf1rdBhzVTi4W7qfBicXJob3/q4tA2QiJmaRiFM56zG+UPAOJkXmYfIksfc3cALL6ErMTV0Nk0wA16Su79PPJUPhDl2AXkIi38bIHQbZzAcBopkHNfIUzuWGtdmC2tN1qHNq0OKyo1zhggnNsKIFbsqF3NgEjOzeC4MyM0B7yJXCbTu3k+G9wU3/lKO65SJaU5r48Y+YUYIxcxux8oNh+DyaRRNxffGvSeHCcDNOTDFCted61MeHgmAy3yzdBId2tac8kvAiqWYb3tgfrMz4i1IrHUDE2pdBNQWxwPUshXFYEXYd3Q9KFqhkm3OSMCL1eteL3esDJOLt2f/B7sqdmDQgEqkxwuFPWIWX1KTCca3fskc+7/PsVvxTlY7D2n7C0uMAGhxW2esw3d2G+tsWwpGeAnNjOTaceAROWuiD91qvIK+PJ+BXDTWtxGfV1yLbSTB56MhfrVPhh7+TYLDIQ8Ntxbqpz/As+jDYcCxhSCYdI6Gy09ntuJX6TFrhFbktOBmNrfOuw+1j/ARj+z+agoKGGNQ9OANsRGDYPXnk6x/vQpU9NLzn8eafEMWG5l0WJU7E7C8jcaJIiTUvC6Q83saMPgnj0CaeOfWWcf6848Kr7ahvUEBvqWVPPbOefuDk2cu3f3Rdj6ieGpwcPxRrLw0IOVCGxzXi5pgqGF/YBJqyoFePO3GschT+OC+Erge3MbdEIiFbETKXZF+2O95C5LYdSLdZUJ/YE6W5E9Ct+jRyak77DsPV/5uFhqiIIOAITLGymGAHhoQYyb0JisEwK8wODZlfkXAM+q5FxuG5OBnKFcK9klgWj6ZoECEu0+B0w/LlKbRUJSJy6suQc345c/x7E+ouuMLB9ICh66M5h3x1KVpjXPj0pmbkxdtwIiI0j5T8KL8uH83m/rAH5d2R73IjLNDvaUZcweEPFu2Ze3c4AGzWmLDk1blwKqUPggX9NWjZmI+tjRQuL6/pkveXPH/0Zz/79nJwAKt3klfc3IopA1xgGAZla5S4i2LAjPgQfM0qT5POAfXAT9H2HXaUQXaldw69UoQogzQGKKajj3IqVLKIgB96z3T7oG/xdvVQXLUmhMxRsAKYuOwobh66A/1BLO/CQqm6QOP1eRmBXimPIkV6QpQN+/1HweYFEg32MffBs5f9TMzk2mZGjokVgqL92qQKPPw+hZ3WCPQXU2pwAAHAuoFmvPRa+qTbf3gLM0e27C0dQwjDJLcj/2FWqwJLjsbBzsmwtvIo2hhpT5My+xXQEYHh2eT3//TbwitM4RoJex7hFAxax3RXcD7CS9zonw9L+TgMzB0NrQaQfZGAq3tVODW2Hm5tIOld4C4OBNv/H2ffAR1F1b7/zPaaTe+NBAglhNCL9F4FBEUQFQvy2Tv66WcFsYuiIipFVFAsIE06ofcekgBJSO9lN5vtbf7nzuzuzOxu0N//nuOR7M7Onbnlve/zluclc0KyDQhBvE0hRsO5sYgWV6Lb/PehjqsSPF7brV4o+/gnLF7wDbplXke7GLgvJhPXpaFLl7BPyvY3q8CGZafYqJ9T0ePRKl6IWVVNTCj0q+FfwC2zYkn6AF6YL/eewjGiobxoRky7UPdY+rwJtQm3z5H4tnjc6DzI8575Xws6z/pnEqyo1ouY+viPAaejUKCJPSLMKRuIvKJsXCgXerEJy3M30044HFIc3TEW5rYwDqDQNMKiDJi6/AeEpTTCupKCu4hXhMyrx/B+4E058W1Udn+aU6Jxvf9YnJ37AOwa1rNc3nYTVMmPmKCn0b/cBInFAY9UBFlDO8QmB1TF9WzIJkXBkhmDsjenQ2KyQ3epGuoKPWui9vfvA9/M7gtariWxSTjjGYljC4sCDKTcOA3eMQv00L/9odA1kwchqRtJX+KAeePVy9gxOAdff/A8UxaJNH5t4Mmrx6DMegY586qw0DocMd4orhOSEmy82oSm/EVY7Hrza2nVhSfJbxUvzkOf5bc6NNoWaIzY0pNlt6WcFLIjn8KV5nqI9UIPnU9mWkcXQNqlJySWuA73LLk2zu5G+bwhsMtvb8wR74mE4utEiGtlULsNGGQ5hCwXx9USJKv/UaeiYaJsKJIn4YrsETjF3J50fV4I83Dbbc/MIXWnUXLIBpf49uXGRG4XPL/cnrNiQL/zOFN9leuPopBWmolOXbfj1yVqzFs0EGGNQtkSN7kf4vaEBr9kwG9lWTw9jz0tekQ+B09nLUervWPSSP4EBXmAbRLUP3U3DgyoYPJ+T1L1ON9ej5ZbQp6lFbLeGNv+UgjuGuA3xbc41/IH2w3JwVUCjjmARheB539Oh9YDEG1ULJZCqomETCxBC0Vhi1QGi1wLjUgGt0gENSWFi5TEIhJSJIJNLIFBo0V1VDwM4WkwaCMhkkYirbUGwwu/wviCSmg0UV4gzC/PQMPc1oiTtjocdxBy3ICzyHs4qyQReEn6LbSiSGZ/V9V+CgldgB1xGnylFp6ncq0MdzwqjNCaWkdhZuR6SHtyET38sT7+J43i0OoVrkZMwekrEzC45RRcNyi0lRIWaBJ1wGshAXDGRdDeECnXK38BWcLcCN/PyTv2LFuMpKafmUPnruE/QxHRlXd3TiltQQtGJT8Fo8jiD4NbuDYC/S+ELqfkn2hdLESTnwKVLCTBsOstcNudqL/agNJ6CuXqBJioJrRR9Wilb8FNkfwkvrhjBazPcpKsi0JOYip6xKagU2Q03G4aYpLf6218jFX1dz4OrVsPU3g7c4+4+/MxYHArFqzPxT4FcFXFKRXFvU04Nc0I6sw8NMv/w1lqvDckPThlu+FS/CgQak9cKsXQWtZ7yFoCuWclC15bngLJqgBvnRcAHzh9GOCRmZB76COiManHna5XO9UITm0CgA/d2IFxQ2IQrWEB3MaTVXg0YzzcOm4utEU1UL9zGGuihTWc5zsacZ+jEbbUZNQ/cBczxlu2L0appC7orCLfne0pxfXOUoR5ZFhXNQ5pfPDrHRNCXvX7vljUNrP1MgWOGP9EdOwo9K0VP2oOIbj5Zyt56Cy6EC97lkJN8YRaSA8QjUNTp2HWOFYAZ0Zk4dyzOfCEqdHw6BjQCqHF1dpuxStrj8MdULapi9OAha1eAcab+XZJOPTPzcWE6VW47+EENDRw0+UDwElKNab14Q7BqlYrLt6wo8ZZSRf/9yfRvwHAWdpWPB5dB+Oy1dAoziEj7X2sPbkEZS1ZQSpGWh8Zcu8MOJS9w2+wfQ75X38jvb0NF3tMwdZJb/rfps+1nYht24j1cwYwyi1z0Hvv3t/uxoJ2Cl0F6TzsRDWLaZgpihHMJIA83A1oiaWC5/nv0OMb+PQhgTHJOKXxfoQIp731iyM9HjwXq0SUWHgAmr4+hSprTyQMfJmUffe/27H17WitZKkgboNRoBRZMCn8b+Z3fw83IL+HFeH9ClDWEOAC/AcAHCezQ7X7HOgp6r0LtnSf2BEA/vSB5TgwJDDHnHvCDybpYHIB0y/5yJ5u9/Tcwuy7fQMUTWzUTOA7y6VuvPNEK8psFA7li1BdQ6E8bjfsyqsI13vQ85oHOgNQkS5CQTbxpvP61DiA7i1wVbvgshMFgIa7ncbE3UlIaPauuRD7kMlNVXXBVPHTUFBqYdAADURnb0VDeDVeuDIPdm/0Q6ApxWdBjn3sGJ7vvA0xci5a4+9VOuz6Mpwnr4Uh+e6kNthfE+Z0jyqejMfNjwjkOPljdkUmrjsUfgB8ol2FDH66Eg0MjLEiJtmJhz8veHrN7gvX/g0A7l+mxPjCMBzU1+NAc3FQv8wHkkgoum5gFUHeABSmHkFruFAB9J01ZI9+qK/CbIsBDsqJg+GFqJcGRLLQFLrH3QVnYTaoFdGosjhhiDOhpnuzP8JGuLI6NmQFrieXlIZNokDj9tnQJJQi885ViOl1HOaGFJx+7xcYb7HMuJ1SSvHGs+9AGqXHC5EpOBKCzZnVODjA/eIxOx6+/iujVH7VeSVeKGTP6kJJKZaGfYdxUakYG5n2jzWOq0xtuOOC0OD5bwDw9Ob0RWp9z+//CQBX0MnYg9FIll3A2FlENwi1T9mR625IQERxX2w+PcyPGclcp9jOYKT+fViMKhzdORZ2C4meYJcJ7aGR3q0EQx7ZB218NayfiUDrA/oICq3yzpSEhuwOD8T9AHEuhWJFFzySth6NCgoSD41UK1BZtBPXi9mKB2SvPhyThPujEiFnjIxsP+HHbiLsTBlkDUaGMMvSNRa1j46AI0aLiIuVCCts4EBwoBLgVyVZBeF4l964GJaGwrHVzGzz55z0lVDSBV0LesB8z7dMfWDTuQjIP50FaQLJb2Xfy97YiHVJibhr0jbMmbGF+SysIRkJN9haq3wA/IhlFCIpNh1ml7gFeypuoOH4Ikxy/bS5c9Wvc8n1/wSAS7RG/NKDBcCpBYkofUEJ2YYRIfexO7Id9oeboKofEnqfe8eZ7tEJbb2SBSW1+D8Q0R6Ef6ODay2bX5xjPY0c+2loPG1+Qkn+9XwQ/E8Rsvxr3bQHf2ruRYuMq77iGGWAe1kxnMqOAe7913/FngvxtwXBZD2p2mpg3dEBPxCpUqG1wuXZCquWA2LaJhVGxa3A/syhkKu2YtS3rwjG8p8AcE2ak+587j/U/xUA/+/vnYhM5AS+Y8kMbE5uBiWnUUIZsEdfjtpKvXcVsntjVEo4vij9DBSCU+HWxX+FolLWIM3sL6UH+kVyJBzOwdIyN0QiMeQqHeMcLBGLsEwmRi9FNDKloaJeOUzG96j6CEbtIgolOjlK49JhThkPQqZ2/7HXMbKiBTK5RuAR9ridMLc1weJx4ldbBYrcHKDnrw0SRfCCah1ikQCjqA2nlevQ9UQDVo4044CVJcL0tfhefdBjHBu5QZrMA7xZSCF+3AxINME6lFFP4c9PQxt1/QC4/hRctwgAFkEWxlaV8DcGAAN53epVGHUrkvmcXwfYtZaUSAitNEmdjRh1kS2Xo9RlY+bItYKX8f1hdRsxMG0xA359rddlOR77NooT0KGCIJK6g5r7lqBWJ+324Oa6UyjcU4LW2dPhUcjRjkZUUKfhgpXjZfCKXcphg6T2FhQ3LkFkNYFyEk8JTZLW4FGq4UjsBFd8GqRJmRiV2g+ju2RBKaNAibmgDCIIWi9V4sTbm1EZc5PJKeyxeh8ynAo8srofNke4UKLwLiyaxs5FzWiNc8J97lEYZA8wrxw4glbtfwCKUzKSjBZ8eMznBQ4eb+LgUb37nTAX+DYe4BZdHBZ1neW8P6tMIDUeSX8I+We3QpWrw9DOETDZ3Dhy1Ya7eo0UkFrkvPQTPrNOhk3EHfqxHgfWW9icRl/o8469L6HIw5Y74kW/Mte0qSlsG6eC1iPF+soxSA1R3qLolgp/HoqB00ksUl523xDrzbehOohSFIDm4LOTU2b5YdFhtAHf0gvZJXmbGxOW6G+fWYxXOl1GWEwinrJOxZIXDbD0SkPrnf2C1vzRr7djszM47+KR1l3IcAYTEF3oPB33rXVjy18arPqeIyohALilby0yNOGYkhvr76dGb8Wp6xZUu6voilc2il48W3TiwTXjh0ZkKDr0AHfWGPBUTB2MS1chXrcGZmkp1p1awr46b32qxA706GRB0n3B9TL1tm1Qb/wKKR4jLnebhD+nvB307gbtYZi1l/z3JPd+u0iNQaeSAbMcMCkAjQ3WBCPO9GzCD11NaBT7av+yO4VhGqXY0kfdSY6wmUKKC5D65oh5YL4g9z1GMOQR7jwan+koHFCxwDaZpvHf+GDWTcNLu3Bu2MPoFzEJEor7/ugaI1priCc4eH/6nkYED2ZGEmUKaNG58P3cJvTrJsdBMyEtEjbiAa4y9AFig0lTdIS4adc2mGb33XvXX5ETB/w5Jej3HbE++2Y0LVyMxwdr8b9iMU4YSOzG7cG7rwOdaApUcWnotGyiv09f3m9MpA33zDHh5ysytNmF46Bq3ove59gyNL52fJgIdd3cQKoRiSI7dBI1tHIVkwdFLNAEHJO7SC65ELkREJN7BuxFfmigUwzcHfYRwj3sWcVvYWmnIc3MwzOX56HWRnKq2RZqpcTPO4W3+v0IidSJspZU/H5lJsr+dwRig9cIGVAXmNzHOagKzgfymXuKD6Wh+6kxeGPq1KDn2NoWjv81JuHD0bfw4lci/NWswCBelBM5rpPiLMiJ9WDu5wee/31f9eVZfVvy8kd7busBJu8Rv0OH4lJSYotV+v0v6JWZ0sRnIQkX5hMa1A24mrmvg3VL4yN9NQN+SdsdcQn1UrYEIjt+FEQQo0vkLJgmTUJNZhNu9a/njSyFKLMdaQYLYsw2aG1OaFxuZgrljBELMFJAlUSCgsRwGDQygImcCbWHaJiak1G+ayHcdmVItUOtNGHtxwuhUlnxRngiflFz5GmBuemk79jWDPzvxBWMbdjKEGLVyd7AsEZ2jtcqt+CE+jxezxjMRoR10MhbEEbozJMOkHqjvvZvAPBIQ8rzSU29VrzwTiNSp72OKLRiDiUsjUfuV0B3xXEMQlanoxg8kJUfoZrUI8L0yr5Ys38qzDaFYBjvrb0bpmY1juwYB5qpL8cJ974jTyFjSCEiupfA8r6IMMrd5m25nSObQEO2IPjSAdl70C725hUDMFVfRv0xtrQPn5huhDYSD0cnoisvD1FstqHLc5shdrhBiLJaJmej4Z4BEJtsiDtUDKnRLqSEF1ivuWe5mpaFv7NSUN5b6EkiV6iMYRj090w4k0pgnUIqadC48Z+ZyFLyymOSco3yPagRj8e6lYu9zw1knB0LqU3NAOBbtotInl+KOaa70Z8qRzs02CStRkHlddQdeQRD7dtW9q39jmGH/ScAXKE14ccet6A0yqAcK0d9+UDI8wM4ULyRJ6YXzkLTRJwPnDwMnDFHny4wZ3E5y7zp9g9S5GoNXN93ZUKd72zfgBgPx5jMXB8g54LUoI70opC/9aBNJMZe9X1olbL6g0frhuuLIth6CyOU+JE5QytP4foxB+gAY3Tg89FHq0BVhiakI++RE38YVylh/djc+gmQaT/GgScMuP9xwk7MtX8CwPWdaLrT6UXUYsVMPN1jBRot/1x8ViSm8ckFLvfVvT8L246nwpJoZkoerWsrQEMFdx8yDhFRSuysux9h/ocrUQAAIABJREFUEBKskjJHG+hlKLWe82MwUtaodHoc5u/PwN0WG8QSGVReD+05EYWjYYlIEckF6ZDcEuI5+Pjz7p1jHwj2yQ2niIJeF4eylD5oiI7AgtPvYPj1NihVOhaTMalJHnjcLlhNeuyxVmGfvZ6V7AE6vFwRjufkXyPaFYcqZRVWP3wEaZeN+LHkIox6Lo2E8M7csXgLpDLO4ZNsAd6y7YF04AchZdaprRJcvxBM6EgA8NkL0zHQdARUJY3WAjHCMkJ5gIG8xDY5pl+LZgZOn1gEp7od9B3z4H7kyw7DGHoWP4TEVjbEqCn3IzyTSqxZwm3qcdkwLOVpVEu5jRfVIsZr78ZB7uzg0NHFgBo2H8joC0rGhlUQGViz6xqufXEIrbm5sAzuByOaUINLsEIvINcR6xshrbwJRfEViBxWTO07GvERsXC73eif2QuXygtxrPAsbtZxpDEekRiuxE4wjbgLadIcPDs+F3K58PkIU/TehV+hMpqEhFNIfjgfD7sV6HEhAZ/HOeCi2FxTAn4PLGiGXUFDf3E/aHEwQ7VTdhBOxfde6zlrsX7t9A30aOHlVPKmm/LQkG6fCvWJ+/yfSlOr0TLsOPafPAtKIgynIAD4zfR7reN6XRfEij0SPQeZ32zCpofTMKNPPAiYkjQmIiU1w6/0hF8ph/zDU1gbKVTu3reWIcdtRsukUWjvn4OysqP4/TpXp5jZR7xn3jFaAZdWgbWVY5DuLWnBX8Fnrmmw+0RMh9iTFYDefRYiBJovmzv6N1/rDxWOKaEdWOZ5GWl0eXDoCW8je6RyLHh9FnbqytBv4nws3iDH3FVmtMwcCEt2suC9w85exovH69EokgmAYKyzHc+1bmaHgHHys7ZrvSwO2k8mIC1Tj1n3cqHOouFHcb1XDQbq0jC+N6fwkznbVdgIK91Ml7/yq+iDvNavxu4a8GSqw4yT945iyiBxD8QeoF20bXhSZUL7ig+RlTgfX5x6D+12YQF4Skyjl4YlZFMkqxE9PgFSHWs/0Tf8CfGetejiaEFZYi7Wzv0mZDitTVaFlug/mHeLtYixZmsGpJXBYMW3DlaPK8eBnEqk1dWi8ZgU53fECvOXvQtqamo+xsxz4HqnLCTLw5Du8KCzE4jzeOHobdGdN7zaO/AvR1Eo8O7t2RoxxqjJocrdgLY50Xr/Zhx/ZSVGmnuTDBVGvpAawYe//edDMFNeghz1Zaa3bwgjdAKQMqASR0uEh3NWTWdUFOog6pMQJNjFLgl6H/gdttnD/hp93Dpz1HfzmNxkfpv78XQYNYEMxb7lRWPxQA1iwyS48zLx/nJGhtvlW8kcqVBOJkYdGuFHuiD+pwEQW1ilY/DAZpjaI5AvJzIqtAKdc3w11O2crG9MN6N+kRvRYZxhx+edDCREoyyArJiGrNgN0WUXVG3eevMBqbkEBHeRDMIoBWHH5008DSgiyqDq8xtW3RqBvCai7Hb8to9m7IVlSj1WHX+UeT9xQz2if/wmuC4wLzrToyTlYKTMNeS/DYvZ3/LbcbMGi2vT8ObgMry5lsIDRjk+tHJekCoVhYFaswAAP5Ruytt/txEqumMvB3lX8x/VcFcHFX1kjY+yOCi6CI3QTrEDZ7r/4Q99DvSQTrPq8XkrW66LlDbaHXFVEDclggIRLfNwdX8U7KRsDmN4ojC0ogmdm81QeHM+OeXJC8w7qP/q8tDYa3bgpFQEZVYiwsIVUMi4d2YNqRRcdhVqjs1AW7mw3jL5moDgr5Y9jqiIFuQpNHgyKp2pM8mI68B16RFh8I0R+OjcfxHlaMCRmOnIbZqIGIeLCYV+XfcVBsXrMCT8nwk1qUorUsq4df/ZYhOKM28fAk0AcGpTzor3Pi6DZMQbTFmS+/E7VBSPxAY09tCjUUGnYMTQDeiUeslPiBcYfzGwKRPmon7Yc6WPYAtmmvehb+P3OLxlIqwWoVEvPKoFI2ceRNzUKzC/htuAX+/BRPZCNxqKRTSomND7vFtvLhoi82YTMoubUSSpxDnrKbRbST43K29885EpV+KlhHTkKMOYPSs2O5C6Yh9UxU3M+UT0hIZ7B8AwvCsSdhdCxuhBwcYwIbMaUCIdh1ULzbCE8wEWu0a7nRmKhPIMpjYwLbOjpjQNkZ9OhlLOecasddVYn2vGjD6VuHcOOZtphNWnIOFmH8xdNwJXbGVImnMZI00LMZkqAKnX/KvsBsori1F3eCFy9H89P8Lw/QrmzHxiNnJX1IQ03JD9URlmZgBwUlEsSr4wQ/X2PUGyg3zg6FwH8fBMiJ081mfv2eUbT2dEDEwThWDedzOfRNQtjwX9ZzJSHcUYZ94KOW3zRwzwO74Nxg1wLAQQVQaeud6/ybteVOpwVsmW5FN59kL6n92ofmwBU3IyyFBF03jh4jdYTyqNeI3TzEoMAOdijwOujayuH9xo9Mm+hWsVp+BQc2BI26TGtG4H8FNPFWZ/JBwv1YDO6HyeO5cC71mXTtOZZxdRz8im4aHem9BqvBVyvvgfqnR2LDtCvLUUnBYJWiY9jv3zzzO60iFFDQ6cDYzcofGhJguTW0kknXBAP7A+gBaPlySLVClJBs7mdsMbZ3WY5hFDptJBRIlAamX/rY6EXUb2Fk+N5THCe5dPwLHtnzDv5z6jauD/AYtcg/yuwxkg/Pje/yKnqh1KTQTE3uo7JF/YYmrBr+5WnDOWBI0Tmcv4mD54xrYMMo8CJZHlWD//OMS3GvDXoUusPuwFEJnDRiJ9gBDsvniTQnr/adDGCnEO6cjUpMPOVYDVKfQQEwB8/tyD6G/ZAarSCX2RGGGZHQDghDY5SB1gsrpIGSRHNAXXJ1dBKbiwWF9IFRkesceMMedYr1Rb4nT8p39ouupl9Bf4Po3zfpDF//L7sUjzFqgPGqmYNFDzloLykVOQgfF4kP/RfpSerkXbpNFojiPVpc7DTdkg0Tch5tZVjNVGYUS3/hjVYxDKGqpwtuQy7uw/HspQeRG8jXqroRLnSvNxrOgsLt66xoSSWHsMQvLwh/DY0DugVgqVztYr1dj36mo0J7JKXufH8vF2fhJcZhlWJNkZBkrSfPnA1uoFsDQH1+cj11hVb4KW3PQfEt1b2vH66Q5C2wCIiqOg+46rP8kB4HOgJEJFmADgtzrda57Yq1ztornDdllZDtSnzmPd4jTc2SceDQYPUuQDBNNAcn/3V3fCRUVXv7CJ99ix1lKM5mnjYMpllZLVu+bBKAoN2M/2lDGhz99VjUWuzZvbytvfV26qsTUv1r/nQ4Y9Bzhm/62gDunqCgGQfPcjxB3LPS8g3Wc97KAja0QMhi/ph1thFvSdeC++WeBE5wIXmu4fDnuasOb1jS9+xxeeKIGwJo/wVPMWJLpagixkDRm9MHJ9Cj5eEYG9B1jvsQ8A99elYGJvLj+YAOAdBXVwUK2esiWbxR/ltU4bt3PwjiSnkQHAXxazIYP8RjzAT4jdkH7bDeKwffjmzKdB1yRr2xApEpK6SMKkqNFdQWLqHxhwmT0A3n3qEJyy0PUKjdpTaNeeRoxFhDUbekBqCH0dv/PVdeX4uKYOTMQx310XMGe/9PoeWWp23xWkpOOH0ROhj4rDW600sglLpN9TcDtPMI0GMfBQLAtIehsteKxLcH1r8/dnUX/ZgoYFs5Dt5Ajorh2wouQEYa4NPK6Ew+ljhD6XbcLBoe2YMIrCb6Us+7avEQDcfNkM66DgKAKxk0Lvg1sYADzmuGXmwM3ToDZwBov9g3fjswdDW0TJ/SUiYNmEcCy5KcbZNibjh+m2IwIv5jtahLBed0IUx2kYTxx3w9IYDXVET5T/3Au3shpuGwKeXHwYKSVcqTfLQMBwPwf+BF7Z0JxT/vFpvtmM9oMG9CpLgMbCWrX5zx9GxWGq+nXIxcI1JpJYEZPzB3ZYw7G2YrjgeX0rg9wn0mVDWX9WafA13dZNkBdfF6SudBAAxSiHD48YihHdhIqV0S3GkFvd8Gr/W1i2QYS7TTKsNHOpDSUaEYarTQEA2Jy39x49NB5ibAjtHSVzaP6jKgQAZmdWmvhckPf3XNftsClCG0l6OK3Y3kDOGwot0nbsDs+H088lQUPqiYP8yjxc9VaFI57esaUNCLdzfBM+Nls/KYtXaRUor/5BZyfc992hdhu+bLYgMj0C/QZ1giTAwEN+1pQ/FHWng6MfCAhe8/FDTO7mn6pwvBIRiiWXHRcRYZI+m4X/XvsvIyI+6rYJb1xlDX1NolY8E/4hlnYeCklIhmmeYczuRtppTrn+twC4c1OvFT/vtqKQmgZtTAamU/uQCBLu6xV2FIUd9HjU0PGYNOYrxMfyFUgOLmicckyt7IPvDo+H0Spc83Nr5+Don2PQbgjnyB+9C/eOyQeROesSpA2tsH3fsaebjAel8ED1XsfA17dPqmrmIjLLDpGSBiVlx4g4F51FFKrXUtgUa8SaYe1o1vpkJQuG46VyvJSQiiFqFnjE/XYe0Tuv+q3c1vQo1D4yHOHXGyFvMgd4goMp30k0xTXTTHz3Wg1ccpJEwxlBdM0x6HtgMux9j8Dej5VJTZsGI+Yc52mjnU78mrEDME/Aqo+4GuokF/ihFXd1CIArqkpQm/cgC4D1360g65oA4D6f17Cg0X+QeUeMokA8wL8nVyNBEo7rPbqGLHtEUg/NS65CXTWxg2rHpFqJBKbZ/eFWhjaWkTFQvJUG+c4ojDRvRw8Ha4xlZTwP6/g/5Nu8OI8De5z66PHZN/LLQqYWrJCwS4iWSY6/GxXSBtxU72R6Su6tw5VVH6BKGWxsinLo8ebhD/F2+UTQYURWhq51LLpZDc/ZAKIv3jmSIDqA2lhhqscQ0wI0J70KRcHdyKjmxuJfAGBP5tlFojdkY9F/wA1omnZ0GA3rPVyRntuIZzaQPFYaP34SDomxP9xJFpjgxA+2ItTdFIb8hkmVOG5aDRDZw1r/mD72On7AAefP3MEkpnFqUnc030xBcasJKg3rVGiSKpCnTRBEyQoOtMAJF+hUgXpSQAQmPyXCe6lJocPxvjMQb2zAw3uXI0MaBorx3LNn1l7KhcPtldC3CDmNfOA2UpWO1yhCOkdhw6i/cbNnK8rzLiK/uMFbwY0lxBqw4FsotZzxM81EY8SlaRj7UDDeaG4Qo3Hb/ThTuV7w6owHOH8hBrZuvz0AFlNUXrxBBqYOMCG5Sb4O20srQfcX5n/y90s3HvPzlMmHoZMGK7rXqzdj4lASfsI1pQX46MVE/8vyv6NJeaO73wQVx4ZVk+ayOHHq8U2o1cZDP2YgKnAWbVQNRKY2hB3YjKywCKx54iPIJcJN0WBoRly4kFRI8CCBf9A0impKsHzLKpTUV8AVEQf3xIfxzMh7kBwt9OCef3UrKs7moy69ElFyNyYOaEa4XglaRKNBSaPSq6eeG29AYT8x9Pm/kyyGIDDkkRTAoeJqIZNHWnasCOnG0Mn2GjPg+vxdKA0s8cW/AcAze+vVRjcJS6AQ1+bGj99aUJgs9wNgS3sMwiVcGA5hfs54ajPD/Ow7n0lfb9kq0E9DofppNmS4sjUfv55+PaQjiIQ+/zVOiWltnfBWY2AtQxpWuwif/JgGty9RNIS1z7/WvFYXVg77sn3ItxwE8cloNvSCN7HB+5v5kr2P8DAV0y7GE5xOd0Bi4RUG10aMx6QZNtg1cowduRCrJzZCp6dR/+QEuMK5sGdlaSVWbL2CfIkwx32e4Qiy7aGNHFHfTECZWY3X3mYNS/8WAH+cpx81bsfgvES3ESfnjrwtAI5fcxQluAO/X3tBsANcUWL0cdYGWVdNlAvSGd9g0L5LUMCNbeNexfnes0JuJZfYiIaYnwGRHX99lQNZ+z8zrJIbGV0uTC+6imqHnT+tbB+8OVycdBSLU45yfdNAeWw83rv7fnQSKfFKmweRTIhiR8iKgz9fhwG71GIk1+jxWpQCdJrQS+2uaYPhuZ3YueQDTLXkQkZxc5u3ug3Ghtt7fmSUHVPDd8Ah9eCr+xrQvbsK56V5MFs48PCvAfAJ68w+28YhvDbOv77fWfw6TucSQM23GHBDkxYuwv39tSFzfwM5BnwqdoTyTtBDWbCa0u7G+l0mtMkpnBk6BDeWjEZxT0KK1FHoJNs3HwA7EoGWZ8SAmn1Kk0GDwhO90FCWAJdDBpdTBI9bApHEjbBoPZKzqqCNMEIs8UCtMyMqqgWdzrThd3MpbAYKqQ0R6FERB7Wdk8eRohSMVj8BDRXDU87YZ0kbvxwv5M9EUTvhtwwG/+SZbEki2GN4AN1mQ/SqjyByuztOi+CtfoVChm/uD44RJXnAM3Nq/48A2MAAYD5I93XlM2B0CIApCZTdtwr2pVVGWJ+53DH+l1rajcN116Gj2fypjZGnYBc7GIXX45RC6eiPGwcHMqSBUWYbRpU1Icri4BjdGaDLCdyQgNfX4W3SSzyUBFusWnxffwvd70hGt6Q4hqCFv/lt+miU7nkALpNwj3bpch2fvPoi8xw/qSPwTjgXPcPuCk6J1liisPOPXxFjr8XO5AfQv2EoUi0k1Bb4RvMbZIlNGBtBzkG2bBqroARbTZNPWP1h0BwA9vUmOJWYJyAe4K5NvVb8uNuGfPdY6OJ7YLpoH5IIAOa17fR41CEeE0cHAmB23ZIxGV/dCypTOL48MIWHNWjc0foZ3Ofqce0sm7vKH/aI6FaMumcP4ubmw10EWN/vOB+TCvNA/SENqG+/xyGSwBA2FUajB+Y2EWxWUtGGZnR4kYiCTE7y9Slob4pg+k6CJ3KrsDfHAqec5N+xRqy+6jCsSOkGKSVC5htboajwhjETA4kYDAhW1Vohtfs8uyEs2N4XJeQ++0T3Ytvz1wXvL7XLMGzrvWwO8LyVzP/JaLoffwZiBaevGl11+EkdjQ2fPQe5nM0hlVm0ePWJN/8dACYeYJqG4sk5DADuqJVrTdir0EP0mgUNn4eu8WofXAxxdndI+HXRA25oHpQNR6eOPZeSPZFQvZ6OO8y7keM4F/Q4PLsLf5sx/5aKtNCI46AUR0IiUkEuZr3ldncbnB4rbO4WGDwVsLpboeDVJQ50OvjlAQ00SMpxWbuPuU+vMRHY895naJIHG51n1e2D5+sSHM1mS6qGamqnDaZfhZ4+PsdEt07lKNYfhUvBnc9qgwqTU0/gN90+zPqdM3L8WwD8jnQMcgfehKZ5B8/IHvB03kHN7N+EJ9cehtMhwg8T7wd1bxEUkOCguBoHLwV7Rt9xPYJZHmElgVL3Zay2vSTowNBNgUbbIKw02ZHtTfsoUEWgUEnIpQIU3VAW2w5CJENFRXLyw+vx5w4kNigDNK5lDsGtlN54MG8lRjVXQMojSf5T5MIZQwna9CWsKkZu6GOtBo1+yimYJ3oRVaoqrH7oCOxOGw5tOgaXg5uzuB4Z6DmRMwCQR1h4+C9kDluH1G5Cg66p3QPztqXIK/1M4AX+PwHgBIOMK4PUpRa2dZylJHAhUrQTIy+kQepuQ0T6PZiU82LwWnU7kB02B0beOifCb/GqCPS8pmQFIR/QKDSg7nkbolgh0/HpH66iyBMDY7gbt3AETtihPrcPMTWl+Pax5egUx7P8eifqaOFZrDm1DfHJGVCq1OiSkI4YiQqjk7tDFgCUQ22y0zcv4fkflsIjV6Jt+iN4ZOC96NOJO3wd7TaceWoz7M7LGJpbg8Ca3pVhHtRrAYfMjc0vN8JSuxCWpocEXfmOGJvqXdASzlryn0u3MKw2ONmbLHK5A3DtmoSwU2xe8b8BwLNz29V6Vw2zCP9zwIq7LjpRkKzwA2Cppa8glDXz6z3IP6fAIQ3HCO3L/W2dMALGgblM31/vWwCz2xgUvkym4M/xSlhUIvxWPhnpTqGHhfz2uz+TUNvMhlVyub0cKGW9Cpx1MTD/l9HZxIRMjDVpSu3e+rJeYOu3mYeIoGL79Bmc2Q3uuz9Fe/Cm+zV0o7wHKd8C4EXZtFiMN5+fj5XJJcgZcxe62uOxZmwTrFmJaLmbyzGhHE64Pl6PZzUZjGfN18abizDKJCTT8X3XNqQfBn0Q5yfDuh0A3n6tDk4R6wH+1wBYqkf6mp+xW/8pTlVN49RMCohJsSKxjZ1Pn7wi5U/OZO/HkzWbmLWnD0vAp49u7RACNUT/DJesCS9vy8Dowv+D8QnADw11WFrtDREOFYkDIBQA9j3M4Z698fOoCRjnUmBRO+tMFvpo+UCRZlLg5sSL0b25GS+tPAb7l3eD5oVikl+3vb0ftpsGXFvyJfq39fQDLKeNxt8f6Tns2cFhPVh9EgnyWhjVbnz3QCN6ja9GXgFXBuP/DIDr4pg+25XtuGfFVIG3gz2WOO/HtG4KlMqU+KHGG0bcgUXd9+gilw7aiWP8gHrL1nYMqHdjW24ULn7xPE7nljMGvtupxpTbidxjqyCjDTCNpmCewtbuNjREgv52HjIq0pHdFg0n5UGiXQOtUwqx11fiFnlwMrIOX3S5BJOEeNnYk1NKuTEo+Qqkcbtx1lPJ7NWZJ7IRZ/DKFabOtxx3at9BmFgYhaHrdAz21LNYeO4RgX7GjhSzypnyPsbewrwy9Yk8aE7kcRuhg/n1fXzf9BEYF++rk856RjYbIuFMs3YIgIepTejNywF+KJ14gFkAfLvWEQAWqXMhT1sq+GlR6jE0h3PrzfcleftNPMbnQpcVZxLZvGKXQ4kY+Rxc2hbJgN8+Na3oV6P35yZzepQQpPJlObfvvAdyx9iFfSSahlUah8cqauDRAcNGdIHIS0jpA/7EYFL0y8vwOLiMnht3G/HHpI/Ri7rAPPtaTRSW6xKCwm9ZSUBjan4GPj7zDsxiNXYkfokHSllFqlxcg3cjvsabmUP/YaaByHNmaCwsiCQA+Gamq0NOAAL1RhpS/QD4GgHACT04DzCvN+IBru0AAJPLuukT0bs1FSdLuuFEMUdcKPOYMC7/aRzdNs57qPmXNkQiN8bO2Y2UBRchDSNGdQrmFyjQzcG7WJTggerNfwa/FqcOxc2j4GBK/fBkqi+vwXd4kN5oD3SRQEyZCLbvZVgWW4MfhrXBGsnKqc4KJdak94TC4kLWkxs5WgfvIdQ8IxcKC1smJ8jwJsi3otAmisP3I3JRMqBJIPlzD01ARGM87L1PwD7wIPPMbW9Pga4tRzDXB6NKMO+B7cjqydUcfeOhD3HFWoHkUCHQxAN86EEMb171da5p15P/BgATD/BxsQvFE1IgPt3Fq3sIxYz+3d+hK30UIncI4zENOJWxaJ/Jzr9v9AWjYxNBM6kXujfnY4x5OxsxcxtOFd/+k4sjEKfI9QPe222ETY//gELLZiTs0yKxIhlh7hikOLsL8k4F3mEaqJZdR4GaNV5PXxSDTxd9CYuENULwxUOPtmK0Pnsd9knC9Czf84g9HoSVn4D+JJ9sV/i0ce4dqE9iazt7xQtyi4fDoPkEyTcHI1rBRrkFAeAAQ11dOs14gN+RjUHuAAKAWU+231PL/OEzuLP/zuzXyADg7RvTUF7SGZHxVljhxOq2q2gsN7L2Ne8pGi3R4ZCFI3widyB5v5/aF6HNw65j0twRgEY5EO9bAUVYNNN/mUKLc+rYkERmoXMKA1jW/YMj8CUJB9KvKPuuEVZdadHF4siAu5F57ic8XXYBxHRJmomm8aXUjeaGqzCbgjlvyHp8UbkGcVQaNo0+hIIetWg/cR2HC4UpYn3uWYGIJM6BNrnWhfQLa9HnyU2QCY5JCgd/zIGoSYVy/Sn/O/x/A+Dm+dlwPv6RcDB4f8mcDRh5kU1yHzl+NxKJFSKgNRsL0C/7v37BRTZiRokUz39KJk0ogJkNMHw+qIEz2eXkHeficicOX3TAQZtRJNoNytQK3a71mD94Mh4Zey/UCiWzGGpa69FsMuDwtZO4VFuKCTPvR1qnrkEHodvtgsNqgYISI1qmRrKTgrqDqhBVzbV4dv07qHa7YZj2ELpIhuLRsd2gZQuIov5oCSR/v4/ImOCYdPL9pTgXHBIRTk7TozhbgvYLm+GWBxMjucXlcKjJOLGH9LwbdZhW4iMZ8Q6qd0DENjHENRFQr/6C+SIQAPOtOU3aOCzNvNc8s2+Tus3RApXVg9++NjGsaj4APDO7DyQu1jtCGuV0of+j32K5+h7YeeRXz1mrMVZiRfVTD8KjVODw9Q04W0bq2nqFl0/PoYGb6RKcyZUjwanCtvJpQQfXySta7DsdAI54v+cvjaDoDRpoi6PRlEGjKdOn8LPPHnWLQkIxBVUrIHazyJfvofB5BQXgN8ALTO4j9jixjF7CeoKZQQlWFtoT0pG8JB662CTkjpmNdx9oQe/TDjQ+OhqOeG9NUpcbKZ+vwepRNdh1fJR/jDVuC/7bLIyK8H2pV8ZhyO6+eHNZDE6eVrIe4Oxq9A9Pw8TenCWJhEATAGynWjwVr/zGAOAJOwbmxbtNt/UAP6m8grTVR/F+4UXYXKxnmgEogzQYXFYBOS+0kXz3k6Icz2V9gS4lbNjOmnu+QUVyn5AR5mbVNejD90NjE+P3FcEhvYHyIfDvM+1GzC8uYB5IowYyUyjkdhehvonGiUsemCzA2xnbMTXqOsS+GrMCwycrNE5k9UDeqGl43SJDuI+wRuDJ4Rbb+jAgXluM3svzQVEq2JZOB7zM6OT57KcrYfrkKC7OXIBBqY8LHnnf522wtgm9wAGGUqTKytFPc5753R/jW3HHa058cfyY/z5ZdVloumCEbTA7XgLmRBICfWALbHOG/TXG5wEmABgAG/78fkhvrC9E+JWRWjx8QwYDSZj1yhZmOXcQXhuReg/oLqx3emKZA2v2mGGWUvir/Dlsr5PBkNXsVbhCh6aRfrte+gNh0gLoHxHDE8WGzCUduQNDPnkaWpecM7iQqfKFu/sVZ3afuSgaP6YWIsIph9otxVVdM/bHVTD1cXvEFeBW4pfMluxSGY2hhZ0gd7GhxZ0kAzBSvVh49tNA4h2rsK6xG7bW9vWqKsF22th4AAAgAElEQVTPb4kVwZHIIwkjXuDvV0Bs4+VpMtqm0IjCigcKCdnxWD5EGKZLAMLvYXK8+5OYC4H2LhASAk0AcM8oD+77kiXBuq+rMS9vZvv/NwAm5FdiHvmVSdGKS113+Rma+d7QTJcNe+uLGWXM5RFhVXs7tF0uwGVX4MS5F5DUaoHc6cKcgmpoeVZ54Z4NkXLg3wA+C2OActWhQuX7IYVD7jh801aGUWOyIJXyCxiQkisSVG16Dh6tDeXj2lHUPRqz067iC9OPiCIcIzSQndQTtg4IrSKNKVi7ewe6tl/FprQXsLCYi3x6Wvc+xiXFobeWIxsMllk0DHUm5NxkjUrvvtCOuviOy0qRPXFPY9bX2rbOT27cbcO/A8Bf8kKgvWcPTWPuLcIGTOPrg1NgdXDa34jqpbi2KRkOXlSET7B365uPnnefR/RQlriSCVMup1kSLCt3ronGiaCa7Qzp+S1sp1FqAprsQLUpARUmKYoszSCSghDZDdIlYGZMFtRibwSer54vD52RUqLJKTSopXLYSyksiSjFHwscTB3f3iotvkrtjqTfziNqF0swxz4qCywcyZFwdCeefW4suO99F7Me+4LKh/DrK6VoTDH5ZU18WSa6n7kDtNiJ9oeXMz9wXO4K2Ya7BNNrRhsqB9zEY4u/9X/++H0fodZdHpQD/IvsBiprilFzcCHurP1fbZr9EqNEKZbMR59lHeeJVmhM2HFnO/QnpjDUcvxGtoZjSDHsMyoQVsDxvPCvIaHPhgVDbmuEVLyYgV57yxnwyxe4weHK7JAqRBGIV/aHlJSYAw2T3I6KjEK0ik3Q2BXwOOWQiF2QKJ1wm6KxI82Mc/1boErWQys9jfCya0hYQ0Fj0KKPbRK0TqL/CEOjfdu+VlKMfA1rWLzn0154d8SbsAXw45BlM+jkCZRcdoCOFJYd8zk6J8n3YO9aYbQDf5wixI1oidkpSPtJzY+HyvkeqrqaMP4ae5b7AHBIIjDQqO0ET+ezi0T/lU3A4AGFHAAOFgz+T3wA+P059yJ8fAm0kGF9fT6KG3llnEj4OAU84b4Lj7tnC+62y/498ly/+q0C5LyuyuyOXxvk0ESyoc5lcg3Oa4guwNtkXo4PPrYK9u6GskSyn/m/4V3C9+IHLjof54NBHYVDg+cxIPjFsguIIOuaprFR4kaZx4mqsoMh8B6NJEUPPC/+Em0yIz5atJ0Zg30/H4DdykXI6ZK7ou/dP/i7VjlcWHqxBdeiF2HkJKEX+MRhBWJLFuJ4+Tf+8SQA+MKpB9HPth1UlcubA0wMlrxGWKBJCDTfA9zw2XNwD5ggnGYe+I9r3oyc0oeRm/0CumcwDPC8xo7gcuMX+DZbyHz65luxiGkKnbdAPbEWlJJN+id3qG9xYdcRtpTRdeyFu/I0NCd24etH3ka/TBIiQaOiqZYJWVYmJSKn9xB06+7dFIw85Ck6AfPOKIneBHExTSPFASQ6ybAIwY7VbsWMjx5DY1JnWAaOx+CwsZg1JJUBwef/uxW9wn6DVBY6FLJZ5cGtCKBd58LWpxrhKngIRpfQC+wbNLtiE9yyHcw7dTPa8MaxwgAjOvdcagsg+uxjSNoSEdOvFN/H74Hn2k3QErPAAndTHo8fe851j+5bIzbaTRh604m3t1qYg8UHgGdlD4LYSZi42ftrb9bBvvQ8tui4HBmVx431lhuwzpoAc0/W6rZy/3zYXMHMtQ4J8OcEFZxSCntLZyDCoxCY96x2Ch9vSGc8C3wUJTC8hTBUWTSEmdyD6hwh6PX9jjIaIS8qgis5Ca7oGMicCshNQFgjEF5LQd1GQUIiqdi9yRKmhYqS9fadSFfjM8+Tt833mPHsABxOFzNe4GR5In4e1ADIZah/YhxjJCAtevt+WFM34/HTM2G1qfyRKgv0+9HD4fXM8M24BMivnoAz5Tp8/nUkDA9uQ6PagjFxGRiSxRF36M0ObL1cj0a6GQ2v/EIRADxrZ/c8rYvqEACnqY14Tn0CzcsysL2G8xR5ZBQ8I6Xoe6ZKsPwbKBu+0Z3B3+71IKVDSb3fVfdtIDFu7LLl8Uq5JK1ojN3AvN/nP/RAVn2woec2ZwbzVaHZjKdaruC1+SJ06SNlSOa4SaJhK3GiaaMRHhuZFgeUkhaoZHVQKxoQrrrB5hbyvJzfTZ2DEbHdMdDGGUKERD2EC4aGMvEYtHCh8IUWSNMiYHt7GiDxgsYGE1qf2gaHTAHq8Z1QkfXsbQXeXGCfvArlGRXBjRmRbFgqyQVOeVOJtfXb0N7GKs0TT/XAbnsy1D1Zmcg/vKQeMbrv2QjbgjvPTTjUPIAJgfYC4CXPPYv8rNAROmQMcqRRGDTEjUUFgXWqucXmC0Uk8yj1xEM9gSu3ceonI5JNHtREDsF7X81BybRCvx0o9BFKI7z1BmIH/w5HZw5ipx2+A2M+EoZyCYxagsNWmF/GP5SdFI2vOl/C3vgKqGTt8HR9DyJ5KyLbVJh6ugeUTnb8JilfQrzUm4/rnRCZph7aQevw2PkH0OrUhFQeyVFgyJYyUSW+eVSeOoqw48Rj5EvV7NiTQn719YMLoJYLvbfLb0iwoUiO59rkeIWQYHlv3iCnkBtuhlbqwasbWADcb0ZNXl0W/iUAtvCwOHtTRdYvoMTcvrvYZRfMSmG+mW9/HK6/jmSXA+Tk+qpOirDcg3CadTj222dIj8yHzOXGXQXVCCMsvd4oLe8CFWxj/3e8KBr/gHHJgt5w4mBSG/8hEKB9NdEavNNQi24zsiHzlrTyXeuhaOhTPbArJPjd8TgiFE7sGbwGXQquMor6/7zM0IH70ffuD5xKxisFy+EUSbEr/kXcU86y6O6SH8Wf2t34X8YQhlimo9ZktaEfcZYDePKDNvjIlju6fnJzp5PR+h5Df9ttRbF2DhTKhP+zBzjFGIWhTV3QaNThR2JM9a1tjwnJP3yHhmr2HfzvTBEx7cKMZ35BzMxC7+dcWA3dRMN5nIKrXYK6p4fAHq6DzlSFpJYr/tfYUUfj3SIKem8wBrkJE5nlFSECJ4a3Y4rKgJpSI0YuQw+1GXLKg57aGPTQsKl18Uk0NKclsK2VYaOtGsvuN6A9CQwIXpnaHb0f3gBC9sk19t/uKA2sfTP/MSWhnY7DUclk7HiBELmxTWFSY8hOFmSY7/oW7qgGoFUHLF0cpO+ti6nAp0u+QmQEu28mT1mNiH4HEd67JogEq85djPKNCzG66XP0NO1nrle+uwi5r/JAfMCi0Evt+Ow+DeR5Qu8zexmN1nd/h6ZmDmSmBEZ/ZefUO7hOD1ymaLQ/3rPDtSnZEYWY/+nwgHFlaIc5b1OIaRnilH2hlrJG1WaFAdeiquEg/TnYc44PoGixgxD+olVlQJtbCnMEhUv9bLAnGxGTvgtpX96C5iqFfo47EU3qFgd5MtjOq6SFKFQfR0Qk0OW7ufguIxjskzfvNeYHVD+UAUrK/o4f3xSmb4LlSiNc1aGjzCi4IVP9AqvWGz5PUYiqDkNU/Qy093gKWecHIlzmgH5KZ4z8OzyknkeWekWmHT1OP4mn5NMxvv+lfw2A737vGj7e1Am91VKY3Ha8X3SaKUPGb4R1/oj9G4TR3pJ+3i/fNs+BGd4IUEKclhaLd9tTkCPXQSZXwSySYI8uFcTHE8qzz4wUr4Tq7UKcfevO78X2xxUwcc48m5M3UrIDk3ubKhIHh8xH+rGvMbu+GP1povkAFykPNjaehc3czD/c/c+3UL0cPTEQfw87jxO9r6N5+xWcauA8xiKJFKOe5vhESHWQVRdFuOb+AAPm7w7aB5e+WYwbjb/6w6AvGx9HQdEI9DJsA+WkOybBCgTAdXnbgBChwr4x6XFrMdL1f2HmpD2QiEIAWo8LWWF3wRbJ7biMEgme/yyOH3zGDWfnARDNeNn/Qnq7Czv2OeBw0qjBFegr/8JClxMvzSBCi21/nt6NdSe24ennlyOMMIyG0sxCiIqOSGBIiZVeZsJ5KWxGSzvmfPoEqkfNhiciAX0lMxBmNEH2zS/o0/cWktI6LtCdH+OCVSbC5RFGXB5Moe3qFtBe1jR+LzRlgk1LGE3ZtvJQPiKtwbTe5Du5nQYOToAqbyG6TirCPNef6F1SA0g4ywm5rkAchy2952JAbgmsDjfuP27H/SfYHEsCgE+83RM9wwdC5PGybFNAt4+242RRNE6ps/3PMsPRjMcc9ah49UnQEjHarA1YnbcoJBNffmcpLvWU4cXGPpjb5g1R4TlNvt+aiJrGYEZsr4Rj+/QtGQ8b4nx9lBvtJPLTB1iNRqguXoS4qQmUxQyJ2QK42TA00pWHlFIK08HWqxfs3buDlrH9yc0Uso5Q0Oi9hwrvMAgmcgEm09vxIL2OmyZ+ODQhOUsOx+CXuvu9wC89r8fwv22wZYehacY45jUIuVbszo34PLYax04P8jmhkeDU46kW1oMu0MhpIHxqEgoHDcbyj6NR+dQv0Ih0uLNnEhJ0wnHbetqAQkcZmv+7iQHA9/2enieWqvDb9KnYWsPmiPNbhMyGN8Pz8MczH8Po5Lz+pi4K9NPXMB4f3yuSPfKq7goeijiCh5ouMuP67fy1qE7IDgIQNNyoj1sPj7gdauL9/azv7YkiAp7LFWZH67AaWNMNgMS7iSmScxSGRmt3tNq6wOoKA0XRkIisEDutoIxm0LVGyCtKoKgohshug055EykRByBmLB1s+3H0RDT3HIiXDKSucOCIsAvTqatBhOYm9DddqF9lgLhPEuwvjfdPjGn1KdgOlKJp0RokKbv716GPEfqfxE68tBZDtCfRpnHjt/+0Irl/BY4Ul4PWxmDuTzoc6NEb1kgfhy33jJESF+K2/QrL4/c3T99eEd1r03REG9mw3zmfTIVZHWyAIt+Rubtf1RVXurRgTbXktqRXvus1OWMhidFBZ/fgwo9tkLsAp1yLl79/F6UjS+GItAruw9vSTI9yUxNiJ/0IUZjNf4TKTWrMm7sBIlrMt2PwvBK8+fDaOkwSB25o9eitj4bURwrCc/ysT7uGzak3IZdYgS6fQKysYpSAkZczkVUdC8Lkf7dyGbQSbyi090Fjev2JK3IL3ikiYf8+hUq4HiwJIjjjhPmRcR+/xVwU0ljG+zmRH/fcOxJTwnxh0OyXM/KUuN4mwr5mJXoRjYXXEuLYkoDvbdr3/G/7qhC/uHSFNEz1DyzQCCDBYgGJKGwI5Cmv++/ermjF5a5sLerA9qCpGW+0sUrGgRu9UTX8S+bfJz/YhPjuZ5h/T7pZh9Q2a/CZyiz2Dla872O/nsd+QNaj2R6FNlc61BEaSDUkhM8BinZDbrkMkYOQqrn9Hj9mgXgHfPUYJ5y2DMicEkHkgkvqgT6dxmXPEFzxDINU7EJh9htIbqhGtViKkfHECMIawH3h7v6wQ0MajvzxLvNsbdJw3FCvYMoiEUboRyPfwZ0xGRgcntShl42UQ+p81IkbGS58/p/QBJD8Mc81xui7NQyMWLFUBEyeBzGlxJ3UHiSAC3Ek14cOgWbHcFplLtROBUob47Hl/CD/2Tv08tu4uiNEKCgNJGWUY8yq36FS+koEcQCYjI1HJEVJ4ii4GA8cuzaTG88hzNqA2aeBKwZWwfaR14TSr3xpbJynUQyKYgWtf9xpoLM6Aq+kD4ZaIkdcogfREgqmpTKszK/E+ontqO8rRheVEgd2NyH8DAmD5D8rOdQ9cKZFw56VzDsvOTDuH28KuNR2H/LuacLNHKKX0RC7pOhzcBK0+kg4sk/DNoTNRfW88gREDo5lmXy2O/k0EmKVePqJlbhytSuWvPIyku/8A/IYE0aYHsIUXEMtxbJAN0qLUbp2Ibq178e45s/h6ZOG6EEjkLWyYxJTs8SJj4ZmQlohTNUgfbsi2mF97hq0xTMFW9anr6o2NqHpg1Fw9AyOtiSrRFQrg3p+d4yr24EsJ2cAEN6MVaKU4hgkKAdATEnQKrbgamwV7C4pN42+GRBU3hBGdfBlYk20HQdn1yC94HuM/GsIutoHwmFjI4bIuc1Xcjy0B/sjCAkSkN1bik3rfocnhMFp7Mn9uP5+O8zzY5ifBxq0eocdxpVV3UPKOPJskZZ9aM3k8rFJ6anU0hy4FV9BUTsKmeo2FD7YGfduCA2AyY1vZViRffppPCyfjScHHYChgQNjITsGmBDo2uQB0CTuQQo02NN0C0frguuvp9Fx2OH0EpF6ZSYJf37LcRdD+kuaQynG26JuiJZrodKyEYB/RaQzrM+3bz4OA+9VgR4m3mj6+XB8G9zHf0D+Dop+DCH7vR81RKYgb+A9yN7+Kl42GqAhc0rT2ExbcKgqz5/ewK4JdjZlIhXeU27H1YQb2HzXOSgNTmz57RBc8Pg5orKnv4/YzpxD7q5qCiNqa9A+fB5SUoSrYttGHWKbB+F6017m/gerPoK5TIlOxuOg3UBroRjq5BB1gAkAnqy2I3VfBlqXvgb7qGEdji8Zy9EXEtA1cTgG9yHU3cHNY2lARufHQHsjGAjx1buvJ0BhDwz7IMUC1RA/uRYQsYpSucuGY/tNsNuUTOhzrWMzlkrkmJDLFQx/8MsX0XnAUIwdS8h42Dwu5oD7J230NquGIZqgKeRYATUxX/gmn6ZR3VqPu757HYZpjyKG7oYU9EbElh1INBVg0IgbHd7VIqFxLY6GU+rBL0vq4a4cizY9q1TxGxP+ovoEHinJZQKeKKzF0LKAMGjvDyQOCtStWGjWfuYHwLml1SDsgfx2k4rF2z0n4tF+LWhzu/HJJjNyqkgZC9YDXPzJIMSRyva8NuDBr7GPysFxdW/m9UkR9V/M1yGLi2Lq/jKLqvB7XKjYEaQUEv1u451q5sA8UXo3ZITJwt9o1DfJ8c2fLPsfn9AqJJImZXcSady4wwMmJY6A3gsXIL9xnfmxyMEaBzzkRlIJSL4te2SyC8B3fDIHvUYLW2Ym7D26g46OgbaBQs8DIi4AqSN9jgZWeh5DLBoFbJ3cK9FIWd4fRpUEOWNm446KGLy/oBWQWVH9MmfVVJRX45bqNSzbuJC/pLC8YU2wVPfe3PLGBCxZ0ckPgGfnJCOa1M/ktaNXTThmKEZkmPPeRT2+a/gnABwus+EN1UGsf/YXwWHiGCRD/yKh99cKN5boLuOgZzXC3A6UJfXBunt9NR6FOkhL+D7Y1NcYdfOL9T3RtU71rwGwMbcR+hG+vllhZnZG46ZhIqzuaEE+Mt9zz60hVsWWV91C5K5fIXaa0CXuNyilTf6HLIuOw5aho3BnZBf0JzVmmW64SbeKJIiOOwhK5Eb+e0YoW5ywvz4Jnm7Eq0LDXdYKw5I9aO+Ui8hpXwnmYO9nBtjaOw6BJBcTW+iU8F2QihxMSaQRs4Gfio4GAGACHIXCPElugX3nOaTMGGa942SNUgCAP50Cs8rsL6PFrXpA6pTirZxUvO004ISeyFQ2l7ajYkBiURQ0o1nZ+sJ5K54/x+YK5tfnYlnVRLR2a/bnU/P78Q2EzKpH/Pi1oLzglxldGhj+2TPosn80C5h89Y6YiQPaohtw9IENuEi7cPJcd8jEDsjETlicCnhoMeJsSnx1aSzCXATA+/L72Vsdia7Gyq6X4VQYIO75GigChgGMvpKNLlVaGLp1wbO1S7j3JXJMYkXK6I/x9JW5KDaxHo9AhYp48ow5QmNu9KqPITK1d2BpFywFpPdKxFuDJwk+9AHgY01KdOYR/pGLxkXaUCD14L7JN9+6FnfM+G8BsGndLXiMfGNnMPtzSdI51EUFn0sk2ulsXaGf+OqTWzpEDd6BxqvDUVs8BlqJHr3q2zC0KriuqvBteVYBvmGQGVQKVocaF2umotLQB+0kwsi73cilpLRgVi8plGoJouLEkMko6Oq/hsJ4VGgc8Qrx9cNoOB0k3Uo4Y+YIN9pjxdjlXAA9HYtpyYX4f5x9BXRUV9f2M66ZuBtJCJCEIME9aPFCsULxtrSlbtTdjRZoS0tLDSmU4lJcinsIJBB392Tc7r/Olbl3BN5+/1mLxWTmypF99tn67D8dX0BK2bEiMBo71EF3Nf5cXf8XlBSj4G+KX4klhcxZ9ZX2dxSpi7AigVRFcLOQuvG0sCwLyoJt/0kBTjL5d/SrHOonVIBniPYhBO7e+c3UdLrG7Khh6xAbxeehRhsDMZSEBhCchJOZaDQxkUDhlpuwfnMFNqu3QZnM89hntiNpBpN+wTT+VLRJVSiOGAqHR/hpYs1pjDzUToc703cIFWD2ZKXPWNYQQkECG9UPRucCQKyBmGqEHMegFBElkxU02cicAKkSa1NIXXERouPsCNSJ0bFCgY8vFGP/MCNKJkgxwSrDn19d9z4/WB5m6pMIR5DfXaCMGZosjExGx9nJ+PH7U0wUEQl1bQ3AgINT4ZQboV/Elm3cPBG47A62VCS9g7PKJHz13isoKQv3UIAfw0TRNRRTcdisPgm9uAkVu6YirKIU0+re+k8KsFlqx2fd0yBp8Y6Q0s+4CFXgUEjMPkoGttng91U9Km/MgNMH8jNZDs1jXaC+JMXClpWQiRj+wCgbPAXQiqG8M0KUjBe5WNuAAmW7iz1zl5L7bHYrWi3N6LC0wWw3ocXUhEBVKHQKf8To4hl3AwdsRAF2CYXsLh2INpZh4dVpqLRegsninf9J1qhVWoermoOwi62Q7HgVVzoNFijfDLPQ2owITt2DjjcjAY9ypKTvoapm1P1igtjhHiZNj5sA97Vlo6kbI09zLflSHMSyNaiN2oPMku//pwKcm6JHRMlsvF339H9WgNOGV2G/dRjG9D4KHeRYVXcVdXXeaZJLHZPxnIOvLkH6eNj6O47YNtDdtctE6BfQB3PNdvj5h0MkkSJHFYBcNaMI855dzkTiSzn1SEVhqYKLjeXvYBRmLl+cB4kVXOFRkso7egfYO+IROM3tePjAhxjJ4t60ioAPmq77zAUm3UkMGQlzhBKNE8MhsTmh//QUjkawDIjwudRRSL3vQ5fzSG0HPr9uwaWA+zFqgnvFkoZ6Cqb9K3CsiEnfFSrANr0I7cUSyLQeOCYBmd06SUSykue6NsH0Sw/UHNsNeIDBCIlIrG/B6JwYDOj1PhLjCEMTNmbCiprPYlQvPod46i4/jD3sDYZEM9lRSyHqzQgORIX7tKQa4df96c1bgBPYHRuAWA7NmaJwtTgHe6tzMG6CjxpqFKCvcKJ0tx1lFf6waZVoblbC4RBD52dBXFgj+i0D2Nx7j74zfxI3e4ZJDAUt1/IEsOn0Tnxks8IZloBe1Awob91G4KETGDDszl3zgMkTssLssMhE2PlkPfQBDugvboFFEeUKw+V2vhAR+qn8Ogws8I0mKLFIIalXQLHqW6ROKMIC+050L6wA5cMD/GrXkVjRz4BGhxWHP293c2Xs3TwZITLeeqwubUDPlzdgo/8Y5Co70XMxzViMZU4jWocPoP+R9vXBmbBRrJfNZe0H7nSS4FIvJTKMYfihyh3VjtwnBL7yNFQIDVRETizOcKK+GwVxQwN0u3dDbGJKKZBmjo2DMzICtugY2ENCAKUCJARamXUD0toaSJpbILYRjxoXEstFbYng8NdBP3Q4JGGJ6LlfBBnJEfXkG/SYGMaR4byEl50f+VboKAqfjo/BJ+NjEdWlB5IzMvHDmHpElRtR8SZjLOBaSPZyzD05HU4nbxR4uHk/Em0+DggAurnJWLh3FO8BTo1CZIB7bMKF22Yca7iN4CDr8w93+enk7EPJ11UmGXbffx+2VDACk1sfFEYsLa7GP+vedQ3ZIXMitKsNMeWtrsOSrMUVaTNuqU7jR2oHvZ+/W7CBDoEWiqBkmijYUB31Lf19fJ0Sa9cL6w/73F6uL83RHaibSazlzALYnQrktU5GqyXGzbgiPMCJYZSLwKZXSWCkFMOO6Ft/gjp2B/0k6yAV22CIdApi3gHlgElQdObB3ZjOUCgNcqK76hTtBa7+rg3ycC3MX8/k+3q8CE1/3ILxqf0IN/K5oqd/7UBzue9IDeHo+6ivIE5Rgv2ZbQifo8DfTftdCvDxbj1hCPFWgLtpOlCzNw+JUwaahpwtViXtuA9x9UzI14S1wwWmHu5NzDyOPj8OY9+7hMU3JSgz8/Tm6QnjFGN1Sh/IoxjgwfMb2hDDKvTfnF2KA+kiOldXeFAKM2hlpnbE9P0RVDx/YHHbJ23XFAxYt5TtHLNQjhFnIXv2Z4gGX2afyTzZZhLBUC+DolCJSmdnvLdzBDqqw/B+zmCktQczdCcgvnKVHs/1PAFp0G3Yk7+g30E8C72rMtCpRo2I2MlYlH+/S+YnbwlJ24ubqla8f9t3ZQPyDEO0BLZQ3kirPf4PNFfOCwQ9HoXepRywioIuyg+rJs1yI3pOAd7RrMAgNhebu2BGoBnn5E5Mjq1/vnL0Ln3ko6U/iQJV9wyBJmF0HZ4eJpEMyi5/uIU/X+myByYfpY96Wg3Y3sDkKFboFTiayIRuXly5HqFJ2XTo80NZZZA6Pet9CkyLQinZ5Z1n0gwI2N+Vyqm4XjOJ2ZvcunEExP5P72NSqksGpPdXIy5JBkXHdQTUkLJeAobMbvCtvQJpby1j7uIpsDXGiWa1Dttty+hxXMv4EKnVd2gvcGaEb+8Que6NU1WYV8CEt/8V+zjmFzFh86fkl/GD9m+8EN8HoXcp80auC71lRbm/9T8pwHEmv46hlcP81n6uhGHkdEjFWkzEUcSKeN7vpET4CfPpOSNlkMLpMkjMPAxoSEJCO+Mx/OKf+13bYMDFd5BzqKtAr2Vnhl2Th4++C6mUQbnm8mnpvSZVojhiGBwSzqDKKMZaSz0e334J+XpycrobG7gIKc4TZ0MkLM77YUN3iERaJqrPVf6KyFAN0InfgFjExE9zNpKumkC8zHqCk1NskLdLUL1UjmeqbuHGPDFq+4hRvyofCqPNLWSS2/z2YC3MvRPuaWAlRvHcksVY812WWw7ooL0PQGXwg/G+TbDHFQGXugN/TpkzGJ4AACAASURBVHLbr1ZDG9YHBOP5hT9CrmnCildeQvTkHVCGtyPBnIkFDicOUn1xSbuSvq9q/3gEl9Rjeu1rtAIcOmAEuqzm8q3dHk3/YVI68VW4e8lJ7qrmLzci8MZzELk5DphfZRc7YI2KRsvLpCY9J8/wLFH2TTRUG8IxumMHkm233Azt9BZkbwpX9YZOxuS9X/erQb3SyK80RUFvNaBGXwm1OQTxo/tAFqIB5BRCboTA0WLAzaqTuG76FwHKYKSE9IBGzla4EGzZohgzxpeEI6E1BGW2s7Qn2L0RehChSnYHOdp/oUyNwPmN69wu4agv4MsbkFdXw9bf22AgghPy3EswX03w8KEwvCpcXIUm3XE3NOiI/BDo9G+jNkGKkXkP/08F+GrfdkSUTMMXxS9gfu8LsLUc9F5Uj2+GTC3DTj8bxuuUaHeY8WnOBZ/3rLe9jn6Ue43zV4zj4HA6aMNTXlgKdhuZPaoLikaLVIGjAbG+nTH0VQJhnFtVl4AkFHJ57zDZ1w6JFBWBkWhUhCDzsBgXhzsQbSxBoKmNOXRpj7CHJcVtRPyz64JjcaLfbHS+ugXv3z4FBSu87YUV+8uYs8azyRU6RMYMQu3UMFAyCdI/zMLH4bzzT6KQYPDD+yFTMPojedvz+SIYmt/CkPmCiiDEaOCg0PTn+zhwh3HMEgVYXyRDov4CXAqw2sMDTC4MHplOfTShGIW7H0fTSkaguFuTd1RiRG5XzJl8DmKfrngK60tW4/0RfP7vV89GQm7znVcjfvQ7QMcw+IPGVty8VInA5gRA3IJ3EuuQouLLyFhsVrywazUeWuKNOm1tp3DobTVu14TAKlHScPwcTdAMmAVdETut6Nu5GplvmCDzgG92hZs4KfQyenurn9u5Fv906YV4qj+CkYDQnzYgVFaFgSPu7gWu1jpR6Q/cGN6BG8M6YLzzNsyWMT6d1WbV53DKrmFFQQv65ZfB6kbUzIrI2tSgmmSoWzcP44dFYblsB+LvVECkYELquEZCoIkC/OEAK0Jvt+KDHWxpJZZeT299AlIxj6gZ+9d5xGw7j/dDF7gAsH7syEaMSIzqZQ/BGhaMuvZi/H6Wh5EXvo8gPxvUYnxTORSDTe513mob5fhhe7Qg/5a1wgi0G7JGjZ0oFPd3wi4DtMePQZGb4/LnOuUKtI8dB3tigssaJFSAhB5C5Z3bUJ06BbGNC4flj3Q6JG9EJqjEnui7WyDde+xzwhzUlBG/OOfd9cCtCJCj+zsZCE9IRbcBYzBquxHPvtaG+mUj6PniWsjxTfiEakTWTd7iPEp/DaMN13xuM2WSHz7VzMSp8bugkmoxLTUG4QHuHmChApz32N/f3Pw2joo93IijK6biu6IebkIMWfJETSuGbAvCjYt8+YWOrhQG1jdAwuancHO4UVmKCbLNmORkDvO3nmeUABerY3loh995tGsv0Hxy/ffpiGpV8QKZp4vNY6S093dEJfMtRaHCMBAVeh5Fm7vczcF0D1Rvcr1EbEdP8Y+wfX0LQwu2w6Z2oq6PBU6SR8QOTjNmEaShcWwoJ7lLhCt+ccjU/Ua/8trHbfCrt8G8yT1fv3nRXzj87nZMKA9yHbhZ+4wou+puhfS1oEmKAvTQ3ECTvx1nX9bjsvowrOJwLN6TiiMh/nDEmdBhc/fkjA5uwLVdjYicPsAw6ugtjf/xQcjIT0R28nW88sKzXh4xjndtfeYYSvJnIJPUSryH55f0U0zp4DdmNN1lDviKfO6w+WNx/iPoiGv1MHpwYaVMeH+Plg/QNp+EPTKjbq4LglxhhTaACc9OOjIKIpEJGZmnoOtfLlBePDQij0kjY6mqisCTry9BWnkClpWkI9bo55bDn6dpwTO9TyK081oYdNdooYFYyaef7ge5HXgUX0PFlelgvcAxw7/BjMtLYXIwc82LDMwnh0oMfVfeoyCpr0HIb2sZ2qcJ0aPuJdtv8ptULcPaRxZCJiCHBWeUuNQowf9WgPdlxS0qOdEU5US0D9R8bnqc7Vbof3FHyhQpE6BMXO3am6T00eVuTN45lxbCbcU99QVItTGlYNY3OyDudg6lR+fBrg+jQcZ6VjdjQGUzi1Dmg5Lp2p9sCBs7H5xETn7Zk/My6gxdEB57Gcm9tkDrXw0xHZlE0KUVaKjqheunX3CL7CAP9A+UIHOyFqqWQ9DV/yIwdjBznhtF4URcPKQOEgrNN4eEQlNnCpftmbjt7ItREQXY7fgEUokNM0OTkHUXJfaBLB0+uMJEc5SrE9EueQMZTe1oELfQNYH76MIxM/zuKLPiYgIQR/0nBTjW5NeWWTnc//jGUJxL6gOVPAZxqMAEnADFbpxGBGEHxShjfBkkClKnBDNK+tPfVzSHYOvFIfRnjaMOcX/9jPKCTm7RCRyv9A9uwdwdniCmIjhFEuTHjIZTzJ8ljGhE4c6FA3g52xsgzuVfYnPBzRgAE/WEK4qLj+5wzxMUoQxq6ldIRaWuPhIjVaxShy+6jqb5cXxnJxTHpVjxcQkqbGacfkWKt/Ob8MSZWoEdxP0gMQ7tCqfqLmlULGnUObti5awAtCXy53/c7TQk3egDW5cbMI3YzeYBP+5F5Nu0/6JnihJ9B52kFeCoiQehiqxFmC0Zj1pjcBBdcVXDREPRCnBpPabXMAqwasFkZDx55a7yQrNOhO8DM9xya8lz7NFN0D93AQE3OIOhe7e071ag+sw0OEL40k0c75JkaaF9uAu0jlYsaPPO/WWtEwhV9kSAnCkv2iAz4Jp/rcsJY3OYUYp8xD49CA5SHkrMPJ3ZfRTty6fx/O1iRJyMwNWTf6GipQi9IwYiWBXChqsyfSa80C4BupjUSG6PRCF1AlQHC1gktGSSaB7dnzBLOtD2x9so6d7Xay38jO0IyNiHjndjvI0yoDAyaD9OrBIaFHjDHYkqUjp2oy2CTxXyr9Uiqn4B6jpNRkb2eJxbEY7nVkVBcpcgru0z6zHwxINYU/QMkkPb0ctvDaxCgcSzxxQwY0Ed9uhqkU4F42hTCY5VlvLebZaU/Sg1ztl+crt7l2UNztp309/ZJGLEhg/ECx1GyOUqKLVBOK6LQpOMOEFcVkc+quNeyLGemoaTgt6/FYVpV2FWGWBXkj1CQdGuRcjtJAz75EnI9RpUZbSiYVQOdJSnAYOnDObR7sr1wcEL0eIXhuV738SYDiaSiEzZ6w2X0WJiaq8Lm0gsQ1zCKDQPDoA5UonUf1vwfXEW9C7ZHYgbMAqdBzPlYsnbYo3Aa7lmaB5kIkr4RqFk8xO4VrQL7ZYa5F55EwVNKiTasu+tAAeNTm34ZkpJyI38T9C86BmvTgq/0DTdwBzjOxja171+rfCaxR8sRvYXJjQFmNEjS4FH14W4hB+3HNy0TIjHL6cH1eK048vqYsRfDoHYqcAbSbfRQ+Nu+dlwagciRoyGRqNzG3fZbjt2/x6FDlWAT+sXZ43mmAb5W243YdSoGvR5zOYTpSzCBiR5hGy3GtoxoOQW5PBDGjUR2lPn4HclC6MmXodC6Z6Dy618m4JCXihgkzqx57EGNFKjYSp/0+cc26WXYVOvxOAmE1ZfLMEdylO4pqCuDoTV4kThz2Mwa3BvWgGOy6uEWO6ej8QpwL8MFjvHbK4QDy5k+0dRaOrfGXkrproxldg/z0G8Ox/fhTDoiAEOPTYZS2AND0X1MkZpomv/XuRzzbhBNPqLcSBTxSI/sx4Wwb44dcUfJ64GeQuR7IIQmmiMoVCQyXyhOn4MqhwGvIN8QymVaFm40JXPS64RYqyQC4XKMLfpAn/5GWIjsXJyZen5vDDjgAEI9BuETldZodbDSMZttk8dz6GTiBU6fTA//28GISg6AenDpkDT5sTvQ+pgHNEVHQN4sApFVS1OGj7DxgO89ynFXIr5bUd90oE0UI5zsx7AJwGH/rMCfPZ4d0fa10XiPc/cj9+qe7rmmpurzhITAj6YA4uFj8Sw9ZCjT5l3fsoKXRa24GdE2TuQ2zkTf97/mc9+VkV8T9f8TS/T4rNNAmsmt3D3UIKdCjsqF+eAIvuGEqGkYzhqjHdHdhR2QGjsEGQq0DShljSgu3QDtCsOoUvbdTikTlQNJbnvLDK4XAndtOcAGScEUqiUh6Bb6F+MoG6kkP1KC+TrZoPyYxV6ko9zqQJ/iiZhknmgK7y/8IIZOYfcDU9CMuL67C9pxSj/oyDn7Kona9GaegpmW4RLAQ5Jbkah3r3sw4SQelzc04GIqb0N/U5fUjmv9xRPO9UfRwb9g68WfeIzpDk9vxcW/vIRHFkPYeRluZeg5bmI2k5jIUnS0DV/j23pgIplEUfyhuLL8G6AxAN0jn0A+Ta0PgvaxQRlmNmj14/0Q8FlxuuW+dBhhMXX0iFN02MqEBgtQNJxHWMiOAoiYMtKBKVXQZpcA2nPYsCPRHswT7XbFFj0zBOoawjG4pJUPFjZlXdmUcCLPf5FcWglkP6MK1xzzK2+SCqTwy+kN2ZYCZAdP+rw3huwqrkLTjZ09Rke6wSF9l5MHV6uha35FCITYzz0AQjvuk4kFeHTT5ciLI+/+/+iAEcvKj5RG2NDkoVBUfVsZM4dlSYY/2aNRuwFkuAHIAtf4rqjKuQOiqOEoa+0Dw4xDitO1bLeKYrCV402+He5hqsr1yGk23X6aQuvlULpIFQqyCFzc+UyL/UCVqEo7M55GVa1E31HfwYZQSB09YiLsmHnxQkU35mIwhuzYLexBaJFBD9QhFH3+yGkZS1U7SddwFnc+1aO1sKPgEEIGnlicyIFq0yKTdZn6XUrDnsTUeIy2gs8MoKss4c3ExSSq1Ox+wBTeYG0vRE/Y0Y5IygvC3gPHWIj3kkaCKUvfBNQKGpqQZRR7kMB9t79RAEeVznM/+DGUJxJSoNGnowo1GKKiPeIVCMceykGdFRYB1hfrMTZbwMRHypHr7iRyG9m6L+bfi+qV7XA6QII4yeFLNegRw6i5wLiHXE3NFWGZKBdE8kLzuzcqC1NmL/lHOo85B3hWpM1t1FJMIreokEsyaySvtCfRYxXj/E0suvMbhYxVQYF9kBBl6pijCczwrpgBuEvAIJCKRx/sRU7C+rRHgXUzXXg+u+FdwmDFsGaFAZrIgP6JbCou/g76YRdLMGaIaOQN5DHZxE5RRi6aw4QXgrj+C307c5nnoJYwjtYyHdXpUdgiEvG5Ml//XcFuPpVODM68QowM1DBotCdRblGgz9C+cgEbqrMo3LgHOKEpnSMG33Tj6mxQrnPiKpjU3xwBUD9WBdIr2gRay3AJD2X3iQMT6YQqewLPzlTI9sktuFscBkToE5Alqy3EflUOiy6QPp88uQ8/N+M5M7pPMp2KZoPXEHHzQ50DnYfExm6XmnH4GoFIhydkG/Y4wFuxpBmjawQlzV1qOi3Fvp1Pkp/Akid9TfqBgfCGelutCFjmdXlGP5+m8er8Zy8IP0pNHUWoHI7gfibnSDSrkNg6UTkvRWAhX90QmgTjxsifMa6J6oxftvc9k2Fj+tCQ20YG7IW1eZ7RHxRFGZNt+FCVCk0dhk+yj3r2g7cc8ksTnUMxkeOJ926+6V9GeosTF8rteH4SRwJnUgKjX8oDBI5DpAa5S4njXeEBn1mupRRDz7E/qnXNSO372lYFRZU3+qL6lv9GdOGUwx1cB3CkrMRkngbMqMS3bbfh+RDI6GPtqMj8xLELLFy+bv0LvcRFl0SnYaL6RPocWzd9AQ4k+VZyow/yo+6O2bY+0PDe8HeLwmGVD/4NVpxY/8N5Fj5vasNC0G/h/bwhgQSxZMrgj5yJDL6CVM/RTjzy1iYGhtQ2X79vyvA8dOSb34yqrL7xdZf0HYfg+osjHTiVop8F3PzKzzRQ4fIMB41VLiSHR0tWPrm43igVwby+7QiotCAyHxCNO5biSymeNGXEIXG05vqiKkFRwt3oUvBbHTS1OLTBBIG407Sv5RdQbc0Pm/VbqZw4Tkrshrj0ca6yLlwD6EQI+y/MIaErGmkqBFzvq6HJoyx/AsV9HCbCEkEdErQkVdO7cCuwCj0Fs2CvLwKwdt2IyqmAT37lfiQkJh7r0Y44JCIUJFsxuGJ8WgvWuWTmTnEpbBqmYP5l8tVkNXVulmPOD+mn0GE7E/ux6xBGXhStvOeCvDmIWLrg6tL5XEt/IyULs5EzSRBKChBwt52AXkHzDiuZea3j7UU71v1aBk5GG1DGOtccckpbLv9lZcguDdTiRZ/CR5pTMOyFm+G9MuuMJTXsWV3OFRRl+YCGLUUrk8j4aqAPD8fusOHXOvgUCjQsnARE+rMHukypxSpxlgkmsIgJSA7hLFLrChU1CFfW8EZPSHqaEfgH78zaYge3JGsc8vcuUi7EgE/FqTOGwyLQm9cwyvOD3wj4VAU4j7uhza1FIMfWAaZXAkChpVRFYyWyXz9MvLq5vKP8NYOfs8onVa81fCH14HHfZH7wmy8IT3y3xXgY2mOtFXF4p3L78eGup5ez+16OxLyLYy3z7UfuouRXuEeht0OG97wz8YJfA+tzY6/Jn2A7G7jvObPJmlGffjv9Fy/sjsJmTnE4+1eJ86NkXjOP8nXCrwF8VQzREoxKnKTUR3tHpLmy6jhSwkRKsTkNUMiV6H9jAkZ366D2mmAKciGhp5Eu2P2ozQ0BuoxpJa2mFGcADRFVKGThNR/FqH453aY5o2HM15QxJwAUFwm6Q/jEGRmokM4ICyGb/hSW/hBTw/6m/7j02U1MKdeggkB/1kB7nrhJLSXBmmIArx3+E58P+8bn3Sz7K+nkJQ1HtQ1ogBzXk5m3wvDGgntS23B0I5nwCVWHtdjVh5/sL+TvQgXEkj4NLNrhOHTHBdJiF8DpLXRB3x9eQRObuKrBviHNWP8w3sxVV2JsBRixOOfQ/rR9vByOApjGcMUXeaTlIVgrhHH1SNgIwEH4XdsZXUI3v1qJh7ePwP9W8Lpa8me3h9ZjNWds9Cz02EUBm+n+xnVHIgp51JglQGPqn4WRH9SUAaWw5C6F8uvz7/r+dbeVQqnin+3+twJ+J054cbbOfRjbi6YcGjghd8WoMc5Po/4/6YAl7gUYF5t4Xk2mSt7pdFLAVYkroJYyZQkJO1a8gEYXMBHPJkIwa8sFjm+NbYi+8fP4d/1JvwjiiG327H4aimbN+nDckULX6yHxV2vQnb1GEh6XIN/SDGjuHImBDdDGPMHt1ebatJw8fA7vEPDCTofeMRELeKaXoLU5p4CVBDuwLH4JIgFNdVJN2xqCi2xwHn7OBQ60/Gd314s1Wyl6efJoDgcVOkEYFjMLlBZdNi861+6HBJp+6KexQOljHfsY+1PuCkvxJzwLujlR9BsmTkU7u8CRytiqqWsAuydg+eiC+KtMPm1ja8c5n9gYxirAHf+zwrwnt/E+HM1I5e8N/slqLQMaFNm0au4vIlEE/ETLDQIz/vzc/hF8UiytFIoVSA/iq0V7CILZlSRjVnov8N3yhUzOsDqTIdR9KJrHuRmK4acv4NBVwvoPdaqUaIyOggX+3ZDbSSnTDHPJ/dLcRpaEQMqKRMDv3e/3zWxBBjrhdkFMLY7cXOuBB831GF6tiAPnX4MsxBOfxWM/ZPvgUzHvPO7IcNxc7AQKJBC0rV+iC1JRMdixjvueGsmJHp3wMj29gr800WER2dvphXgyIkHof4vHuBecVAtnIKMpxhF3y1yiT0XyxRabIhwT08ivKT9uX+gcg6BrDnZNU5uByoOtkJplaCU5Cx7NPFtNbTzu0HuNGN+22ooICzbxqybTpaAcBUvD9wJrES51AKzuBpluu3o/PRHMJKQcx8mVaEMzVEavw8YI1l6fRwqyv+F4xRxVrmf/wb/JkwsSkOzJR96SxnPQ+lIEsZgsl2nQb3kRagPHENtOFNCUtjm/bwex8+EwXwfAatidiJ3lqXr8nF7jx32Svdzmrvfz5CL9iQG2I9rAVVahNYsRnXtv6A+rsbczQmIquNTeITXEgV4zO6Zt7fnPJUSGGbH5PAfUaJnzzMhi2S0QXp843sHoW7gDZxrqMT+miKv8ZAvnrA/gCecxNHEM9KXDQR4k2ll0f2xtd0KrS4MBAn5ojYMZXItuwV88Gb2Pnf5lX02a8ssTrmKmk7FuLrlKdzaNx+WDsZZKLRXEWMWqR2eMOQghj3+LhTqNnQ+NBLp2yeh4f5rPNCuYD+6Os2+ziSjsHs0U/nh6UOfIbOhlJ6XGocNX9acgd7OO+o4ZVom00A3ahw6evpD1W5D+KoirIngI53kfgoMfYQpn8W1STUihBumY/h4d7yKY9ujoKvJwK3avf9dAR6xKL7wsYy6pNNBF2DqQsInvRu3VEnnn8fyzGEIDPAdIpR1Owsf/fAJHsrogyviYmRUiyClD0X3RhZLPOstiOJ7wOJ04o38Z6CojUBC8/NYnZSLMLUAoY8CClqqUR0RDBnx3IgAY7UTZ5+0osYehEqdEB2QeY9rYckf3EJ7hLTTwpcYCDFUY9yiVsRPk7jljZBbu5tE8BcgeDa2t2BIwTXEyUcgxByFiO/W0+8bM/kqZDLWGuHySDLjLg5wolEDGgxr84sGNN/a78YruJmxS3NgVX9Iz/+YOj0evlQIB6lB49G0DSEo/LM7JnYejqele/+HAiyyPvlJqVwjMHLlvDsbbWkkrIRvqe/8hRMV8bisZqx5S/Q3MBMSNE0YiY4+TOjukRPv4Jr5upt8Ux8gxsFMJpR6Q9l96Gr1LmD+4bo4ut6kUHPmHAvk66tTnLD5MWJ2wE/rIDEThkTBKZOjZfESiJR8yKLarsSotu6wdKfQ3t2KhoJXveYnMutD3FKXo11ugObgQSgKCnzStD0wEPrZ85GxSwIZeaWPKH0pLNjgmHNXBXje0i7Y1yMIXfuPRWRiKu0F/nWGHQ0LeeQ60kFlwzk8tb0ZRhMBiWK6/FTjDkTZiaWLWwn2yBGJUDhtJF7ukgWlRIPpabE+Q6CP1uciJNj2PAmBPksrwCXincun+lSAU/8YCUkRH5pO3qRLtCGhsZlhwyzNnlLUIVtxDZscW2jlcNXiLWgM6uTmTKDLxgQcglHNgLXs+awfpBxwnOuE5Bgw+79giDanBZcaz8FBV5MEnHIxGucnw6abDjgFYV6CE/he3jduv3NjCJSXICVgDxreLceYOxvgoEQY7j8fc+MuYmpYNr2WkuEzoI3lvfTEOp8awNSjMxXaUEL1gmMwEY74I7/gjgxVokXIqOOVnN3v/W/AIPKE4X6nECJrwObJjWgZfQflIsf/XQH+tz9O9TmKTx5534OeRTT41eZXdqJYCdRcmI8Hs2Tu4ZECvyYRIAJtD8A5nvSMwqFt7Uht4JB4gWn1j8Ckcvf+0nNMzw4Fpa0JEfczYYCk7fjqQdgtvIU+KrkCS0fvwogxJOSJz9s0rJ4Ay7bhrNGBAy5kmbBAzaYNYeOuQvsW45Xn2qovH0SPX5dgeEMUrWeZJHbM738QVrkR2l5PwwImf2rqhQyEN8jRWTsGwyRz3SwTcaM+weLr81BnYcCEPOUYY4wEthB3RhD2xTuMqnGXMGhO8Bjx2CAsceV1UVhwRnXXEOgHAs0478oB3pcVvYhXgL0YGvsFrQBvcweNU6WS8nl8u9RtJywe0UBkJffWF7Lhz8C1JhXOB+fgyOPXkL7oI/rmYSX16NYgAPwShjtzj3cLgWZogSC0l8ZQ8AtgPdOcBVpw6PKKMxdCzbDTvKvzUJw7ze2sVqhEmDBdgqCKdyC1lDNvZjf269MViK/izi1mX5InNiU50SoJxE7bI1iqzsGX8jVQKw3IlSkxNSzZ53SuOBaGRSUMINK22McxrTQVGocTB5SnsUG9F2maYMyPIvxBqM4yj2qkxNBUtuPrx7l6s3cTSinEG3WGcVXDNP9dASZ1gBnB+Yd3pTi1h6HFz5e+66LWh6qnYddPsyBiQZ7oC1g2FRRTh1kbV3l4f4GqkN5o00S7sLHZiaWviyr+B/2OCtUdfsoIbZswDhZqLm14UhstGH/kGlLyq4j5kPY60XIUMQLRYKSAWSFHTpdoFCZGoCYyCAatCk7Cc5EHP9EXNOp3hEKDDzsPh4bkIotE0GiseGlOMerSRGiZ4cD1H4tcqTluCygVQ5+Zdu9wDFD4s3c/nBwjzPejEFHSma4JbJjyKxwRFbCtGQhZsfs57bTYsCmgBEvmHsE7HzxBh0D//yjAvojOlwJMrmv+/lcEnnvVgxcxC6r9rBKdJkpw5iN3zBvyq2ZuN0jz1Ei3XMBQE4NuLWxyaBHvxxi9ief3fGAlbARsUHsNVdQmpLz4J1r1Di/ZqLUpH5W3dqOjpZhGJKbXlRJDIlVAqtRB7ReFyORR8A8hyjyFlLJOaLiYDQvBw2A1ZU6mCLFYkN7aCSX6I+xPrFGE3TIVUgn2+b2B3jP349RrJDpBQHvEuH5sFTa/HQHD03zlCuE1Sfp/ULTLE9eDuUJua4Q5Zo/bOajokCLu9kCUBveCeP5WzP+zE68Ae1jciQI8cu+MG7tuPd0zKNSOyQmrUSwAb6cIpqzEHS15Qq9A1A66iY1VN3G7yXeFmDW2FzCCYvtMirr478XBGrJnSZ64HG3hA7GhuQN+QcyYdwXFwyYSgH0J+uld5og1MtJ7k2ELJSnXUd0pHwc/XIfyy5n0MzlZiY7iYLFVhJyOEtlx3+tPIL7fvxDbJRjz5gqYBpWBIvlFno1eUl7e2zugPwxBwxHRUoHvDnziuvpGcwnWdvAAf64fKCCq10Q03hcGic2BR+ZexaRxTS5aIrxl1PPn3N7aoxXoXfACRs51TyM8e0KJpMoVOFrwGW5ceum/hUBPfyK6fFZKU+zhAYKkeB87mAyxx/6xWDTjeQT5k2R6XjjkLv9k3WcoKriNPj0i0WBvRq86wsB9HxBc/u/2OyU4YJmAlOrv0Ncciw+7eyt922tyEZnMKGfmRgon5llogeRGaDooITKOcAMJar4yXwty03NlwgAAIABJREFU2ASRWeQQ1ej/wLLvB0AdJXarISylKPQ3uAtEU358E5WDF6MrRiJo6y4oKqvRg5RE6uSb4Gs0TpSzBqztT9ahsnoLnDYejZQjPAKEZVETbyOQ3mHBq+cqAYd7wWcyClWrP4wlagxsWopZlt3oVVQLiZygwjKNzHaONILOAd48VGxb8U4xkYZ5QvxiAYydQtlQNmZW0t7ZhrwiNXYHDIPSacH6tvMIkIWgdsEMmOMZxWnN/pkwid3DRa53lSG7K5Nv+EPFKPQxh3lRzrs/MtZ1T48e6XBuphMt0QyIirSkBP779tHjIGvasmABoNPR95F6kKnyOFgfkcIRwNCHbet7PqiU+SqlahU66g34V3UNQb+uh9juu15z64MPQqIKQ8YuMQcayZGKi2yXKtZjrNFd0ORe/PXISLw7NR4qXSD6T1xAf71xkh1tc4a59U3RUIwvLx3B7fxkF/OZ33oYqUTI89weFHCndwZevq8QfhJ/TE+LQai/zFW7mqzYhdsWHG24jZAgK60AnzuW4khdVXZXBTjtx/EQVYe4qdoRYQaEWxgrObc2q9R5eFz0J0aAscB9+th+GDTuFlYKdlRHrAMltiCiVY5f1/ZynzP2Ya7oSY4oKQoGaweutlxgaZWx5dYuT4U9WMkov/ZIiBz+oMSkvJUGcPgDTlIGiZ9OIR25WdpdSrYTgyNXo2Z1K/pe3oVgUxXuVz6IbHko9vVaAz+SqBmdDP8Rc10Db5MoEB3B15a7fSYW9unsuNhXO2wUruQvQ0oTfxid+a0DjWWkeuLdLbPk9nT1DXRWFmDfiFYYFhXgqt6KJbu60DnAgZ2bUWwIcJWjJ2OaFF6L8zvbETK9t7n7udMO2gP8b3/sHLUN62aR0jXuqlufnP748NsvkR3YgeunFuC521L6Ep/9csoQFfgKDH1z6NJHt34hgBccL6dwX/sjbp4v1/Kx8xDSYy/8YpiaoVknMpB33j3qY9Scg3gw8iYShnLolxTali2H8048w3PEIticUpTZomCh5KiiwuFwiqGAFeHSZsRIaqATd0AcpEfAbkZB4xSRx15+Asrr6Vh5kwECa5KbsKzPMXRPPohbQcTzBwy4nYSeRWFwSMR4WLNOMFUUQrrvAhHFfixmBAHPZleJ3PKAye+hqz6GyGK+Jxo0Gdfgnl2wbADZ98xc3ssDTBRgAoI1hQbB2pcVsaT4REOUnQ2B9tk12KuIAsyFQFMQq9Oh6MQLGOSuS912wSznFDPmOV3sZhwg4c/sJvot+BysZhVOrt6CxNTDNCUtvVICKV1+g5VgPXMLXPINm+vJbrzLVB9EpbB4H5ybyCVdCZZO6KJkvcTkv7LcCci9vMRlhKP3Sh8lElMUCMufx5RIYo0P28JsaEnoQgvjwqYPccIQDGywvgSp2IFrltVIjmE8cV1j0olZxGtCu5QNwQvXdyHekI+P09dixc1SdGszIldahA906xAoVWBFApN/69kIZJ25vh1rlxBvxr33fZRZ65xUMVz83xXgbxFBg2ABHzwqRe5VVgFe8p7rVZOzF+PkrrFeSiBZkoc2fw6/aOL9FcpmFPJjx8IuFgIpMtKC0tqOxJp/8UFBEP4odg9DJTJtQPl0GJTDoO0wY9DVfHQqb3ALgeYFcB500t3QTSGrXxL2DetF7x8ZDkMj2kyPJV0TgteThtI8WCqhcO5IPfZtbMGRz2U4fDYE/c8LQW54BV0/1iPCyUeY/tVOcVg3i5x3fEyfwqDG4L0zYe57Atbep2F+tyuUbe5lh8icHG09gf5LqrBqzTxET/LOAb7C5gBX7x8PbZkBD1Y/w+cAsx5gX3RzNwXY+GQR1G2DvW6hbE4EvlSGsN/jcHF8ptuKxlU0oHUaA0I7r3UN/Cl3VHHyfYSijyv0+ZZfHaqVzFnfpNgHv2XjYZVHuCpn1BadRHXBIViMzTRFE4MFgkIgTesNsVIFymYD1VgHR3EeYDTSMnJEwggk9X6IVqD6lMYjb+dlOkLDZfAikQNSCybXpKLKcB5Gp3cOqB12/BT4PkKDqiDdeRZ3tJ05DkT/P6d6P6qnl+DW490BlXf5nyFh+3B2pW9gMbHDAHvUVgHfpiA3yBF3KwIVKStgH/chFm+JQ2StO29nyInCuuU1tAK85dbzPaNCzZic9A2K68QwVIlhbuJ5kFRNQZfgAKncN7FXAGoH3cI3pZdR3+67TJonANaqkLdRUXaW3rJF4dFIlyfiY5MDKm0QGiUKnAgg8jfHXMkK3stFSXNL1/V2mRUXRu9CdW4f7HvjT955JUgbdF3NbjGhZ7jLmL+R+TST9jj56ffQNjoflFwQBu6jLN7N8Bbk9GZSZDdueRYqB1u1xeHA8krfQGJRnUehcXocTVfLHs3Bg6MaYNTznvmMOa8iIGoqcxYA8LcBCy7+gX6LBaVKAdzMBsKy30N29U4cPj6JVYBvwNYhRnuJBDJfIFhvvR3YlhJi1h3ub7hnnhN58aCNUVj2ore1iZvZ5e89DbXNjoguajisRqQ00BWbvflBQm+IH3gNZmcbPisuQJnhIWSU7cdS5GJqirt32Wq3YZe+HDExiXDaKZx/2ob2IieMEhXygn1beOmJ4owzbBiAe2SWu/LuoBowLaMe6S/xNQc51tnFLEIIZ/igKGy/+A/e1kQhHVOgvnoD/ifO0EjQdyuJVKN1ooJxOODEzGbcxA9wmvmwNeHkmHQ8gvC68w1QN3vnaCoboiBT16BL9nMYWrsX99fWQMQCF3DPyhcHY2RCb9QNiXQ8+kkhcW272vltL3itx6BZK3FMk4Hj2gwQgKYXwXh0yl5+HJSC+fz5galee++foQo0BDMKwXeVmehHF0HnH3/9Vhx2neGBcvhwVQpN0UBeppNRCMlhnJUFzenToCRitM2aDWcoA47Wuz0RwV0DUL6g3fXseym/3NuJEiyppnCqdTdkB9m6ux4jN/bvD9OAAej6rxjBFe50ysHB9w66ghUNH/BmM+4ZIhE29w3GEw8lQyyVYtjM5fQvP0/sgOVBPiSUfCc2mXGm8UVs2j7D1YOHm/ch0ea73FVrn2TMGl2LUGkAlvbvBJnUXei7XmjGgerb8Pe3/l60/O/F2SfinHFfN4oOPDcVP1d4h0CnvzPfa83TAgkAlruxieT/HrJ/CxVbSuHjxw/CpHb36ndoL6Ndd4Y+6MJb5fhtrSB3l+e9zPvoKeWkZ+Bsw3E4SFE2VoBuGxaJjkzG0mmpa0Pl3+fhMLLueJEIijAdYmYPhITKgMjW2WeuN/0aIUOngJTA3XDszIb/2dvoW38MG0Xd8ZzyPrybuBtTQ7PpfmnmveXKUSFdtEQUIFjK7LfbRSmwD+TquvK84lbeHMTV8aUqbh40ougiU//2Xq2bMhcpqlyc6auH7p16bOiQYOrKKkjGdcK/Zn9YBQjh5Dlzogvxz2/1CFw03Jnx7yWT36Whmvv/7YP19/+Av8f/6fEqCg/tW4L5+5cgy9+A7Yfm47typgYwswRM77i/A5rGQDYiAbbwJgyqsuGvPXyo4Htt9+GsmC1X5nNUTsRP/NgVwXLw5yloq+dD13RhzXhk2DYE6S3ovbARcgWFjtcWwn6WeG2ARlML/qrIQadokurBzhr7HyEJ0mOJCFDBiP6KW1DLDfDf9BnEkYwhsK4+CA8tfw4HTk+jPVDk1kqlHu8N3g17z5fRRtkgs0mw5BCjvMzy+xoaMR9NpI26jpD03Rh/+jmBT5yfTqeYQkcPd8A5/783QFFceM+zkTwhOiAAH856wCV+jD+iRolBxIBgWd2FtxlBZpwVKMCqZ/JOyNUKhNvdcxKFC+002aH/kctpoyAJuh/yCL5+vE1ixYWUvwFB1BCZz3WNJRhNG7oo1Mra8E9gNtqKu+P69WWIkxZBa7Zi3g1iiCNROnehYjclgywUhVt1Y+E/fAdb65PZhITGOsK7oGj8K7DLNbTXUGy3IDT/FOLPkGgpDlCMKNKMsHxmz+dobyGATgxbUCrFGD/TD6rWQ9A1rHflA1faHNg8NhoBBj5KhPTWpHOiIxL4xzYHDVQs/jFtRWbCPnogI8K7okrqvp5kTlJLR6BbvRTP5r2Ct3r+gQeLazGuutlVD5jc+0qnvgiQ8UCR3MzUi1XICa3Chb7/GwFe6ZBiQfE47NwUhOtdhkIhDv9PIdBkXuZl8GBPny96h4HAFwH3XXkMZw4wkRTCptG1Y/4ed4MIt6C5cZMZb61r1zECdVz9RWhNDXDk7sX3JWexWsqEB3dp0KL/3/2g61C76J4XlNnoDVYmZ9IXvIEtub6Rc3Tzs2NQIg2AGAQh+mXmJ1JqsNtYhCpILjiFoFAHnppSgCMr5Rg37CdsnTyEBttjmBjPJEx9STkkDh/Gg2BZAaNRq8ObT7jX5SaPGbllIawpV2Eeug/mVZFQli7y4qWnjRthiO+DK1ndEDtrO+S6DhYEKwoHkUKDYJG5IAqws1qLZWVzaAVYO2M8eq5gDIO+Wr1UiXXRfNQRd431SQvkbQw6s7CJ62zQfVwJY/441PpHuKlAvTc0ofibsXT488Ntn7PHKbNC3FR10oyFTKxGh9iC88GVrtz9xuQtUEx9iqUFCrfPrEFrfS5NH6LEbpDEd4ZYoaANHVzjUoVoUKyiPDjyc+jrwzsNR2LveZAZZUgukqDisHcofbTdjvj6ANSYfSAiU8B63ZOwSIOxZOPzWJ3COBG4prUb8OXvr+Htoomw9fDmjTPTDuOv97pBbPYGRpPYTLDHbmHGKbCad74Yi5LBbwKZX+Dpr/3gZ/J2jpDL1y2vxqi9M278lPNqz64hbRgR/xUq7shhqPFWxIkS7N/ZgWnpQSgfmo13cv+Fze4bXesv20foRjGVF0h7TT4T9pZWeg+c6NwLH7QrMEPmD4lMjkuaUJQp/Nht7MNTImDYXGoOn/cDXB16EPVGf2xdfhBOgi7r0TjZm97BPhRgcvnkjx5CVPcr9JsmPvU+miYUQCr2CBsXpMiU62pxbjADprxmz7uI6uANHyurzyDfRgzugkZRCIvui5b53ekTffZbBXhjgB7lNXWui9Km9Ed4Zy71i6Hztdl6qB6Y7DWmuo3voaT5PDYfHoCyWhmSCAiWQYT2IglkGh8o0D98obHrFE7JkQGMxcLNdigsNVJVg4k5s/HAgrVeL+W+mPXsHAyP6oy6qCaorEB6A40fJ1wmZpMOnw9Rv6lodRTgs5JbqDe8hh4Vf+Jzv1qkRDEeQ67tv34SgUNH0A+58IIVzbectMe9Q6ZBYZB7Dof7vFLIDHLigI2JH1e3j3EpW5yVi6BFcwuf3JSDmXvFEMk40Yp5mtpBoZeJVUAooN3UgeHb1qBbxlpI6xsQuoEJ1Rsx7gbUWo+Eeoqiw5+LAxnqKuxhxP7O60BZWSAHj5k0+j0MkYgB1vnsVhuiy7zzCORtwQixaNCeNwYvVx3G8DbvMMx6kQbBcenoHRuHIX9VuKwBdrUCl393T8An73JXgK/iReKPCQtxAWDB4cBnh6Z7eeI2TOOZ0snCB6Cm2E3GLvpvW/uitNXbM07m/Px8hxtt+G3bBmlTI9pnzIQjNJT+LVkfhc4R0Sh+krdw/hfll5vWXre+hclixZkbX0GRc9OLbtumPwB7TDRCi0RIPu9bAFTLmvGj6BlIjR0e4BYU1g6PwKsPMPQ64kEGQO6nkfWwLmFznARvFEWNwvIVPADam3V/QAXfAAzGWCWmzZWjR3A4pqR5h/9UNtrxe+5NaNWOotJnt3Yu2hlLBf/ahF+eegj7atyNK2KTHGmfepcNi4trQ0AbnzdUKTLiU10urti/dXHDt150z6Eh61YdyYBfkbbkRAxmnY/yUnQ9HJQ0V6kz1yCvLcdlk9f3CkTLZAbJtHT9cVgbDbQFkEZwFzxAHqpD/KLhgDkVIqt36oUrhEfAq0KU+Yhr2oPGn5oxsehnVMEPPdWPoZOiETt6M+G79lnPIlhGQMGYsKGiMCd6yZli93mXY2Gd0MtLIaguGQ1tBd+H8iwrru1297h5ERlBRGaRoOsDbbCstWCVwoEhr+xB8pIB2FHrLfz0D67D7Y034b9sHIYeu27tODlBvvRaEr5a+DGODmIKvfONwrcfrUdSZTKuaMz4au+DONToftgJsQ1iit5AxzISikRh5XGDW/7v1LbFMAvQ/b30IbEZncZ/Se9NfasWB77nFT7yjumzdiKjgRh1KBRoqzElojvw8SJ6HgvayvBdzh/oHLkQSREL6NBJ0uhSS4xO5eIvtBDnpDBYeQ06SQf8f14DSTKTr/7Yy49j1cblkHGpNRSwM7oI5TMfwUncpOlp2vl+CGuSICRkCCZbl7oM6GKZCXGjP8N9p5+7qx29PVUKSs6P3H/bRihLSckuprnKwrB/CxWRXx/lkVz77tOiw05hd5MC/Qk0qusBAFGA+TJI+7JEK3JPRFMBPP/0QUS0cvkN1w+m/q8kYAxTqUIElIdn0/8828naO4hhrfA5qgpc8itB8blZqDB3R0xHMzKqW9CPRn92LwvHePfIgNn62a5wCxH0DjUau7RAIuNL1JGf86a9iw6uBJHg4CcfxeUGhBy9hf6J59BQdAkUAdwi52lLJ5zZx6IWs/cMGaNBaKgFIcVPQUwx5yGxQa8YI0K3NjaiiA2CJmk0jclAHRWJQ7Z5eEN2AW8Gf0ffs9ovDKt13uBZfsYQ9C4cj28vT8SzfXZjUWE9hta30f2ZG/wKfe/U0EQMor0v7nutUBKJU72yUR8h0BB8rBf31ZKCifjw8yCIR0+EBKr/pABbrRQWDWSE+jCJGi8tfMXFi6bnzcPhrbzgxyk8Y57ajqSZHAAa7zEidX8LokcJcnyYSSYVMbqVHwIlU0G8uxCwqWA88TAaLFXYUcBEclEiIgsx4zw9y4ncoRRMEX5Q+EVDLlIg4VQ7Rn5azuyle+SpbJ8+CHcSo2jer8FnkIuYyhnDA6PxeAyDMaLVUVjzZgm2jnEgedoKrPnwa6TkEoXS3ftlTY6EJT7k7hEZdHcpPPZShnuYOICBe6dDkpAD86DDsG4PgvzMI9wudq1gfu42HE0cjeamAHSavxkShRUPGMejP9WEFkqHz7RMCS2CAm2ujcBTJZP+UxmkVokc38a41x4mz7E80w4Fyf/1aNKbRmh/rkNx3UKP45RC/IJQtObGoZP1Dibo//I4pyhIoUKCH/EQU7jsX40WOXPOm0SVUL2RgQ4Tw3yr7uxD+W0muk06bByg8XNlgjHxIO4AopwZ1VmcB2feLfq+8KRMJPaci94HUnEn5xikBDxOsPfrIluxIDsDRe0H4GQN6wxxMadSVsBAXBCPwyffzMCTw7xBVo9eWIxFH02F8SHGISJsy3rvwZrfI6DI5hVK7neNvhb6znxUF/c9qQd85ZmV8A97C6+/rYTE4Ts6kIRAj945q+jrvDeT5g+9DkXjNtTfksHmUSGGe25wDzvmpISiIPM6XrtBcCO8jc9kPrOtG11DaPHT42PlcqC0Gk4/Cts6jcKdslaEB0TS+2lfQDxMEjbizCukjqFzfq4Z4yJnrMjvcQH10WXYuPgszK3M3LnsSWIgMRLontKG4rYaFOaFwaInQLX87JLPxOam0LRi0aaB9N4lAFmTn/gUdQ+eZ5DBmYVk/2fOzCaFAfsGDYBCeR/eP/I10uoLWHlShBPNedjSQXADGGsnd2dAUBJMjw6n7x/3XRl+GGhGzrUSV2fCUgLRfcI2gOKNn0uLREhKG4noGHdDQ9W+OWivUuOT010RXNAIkaUcHeViWFuJfO8Ji0gAl1aqnEopRMfS6uHQarwEA46WlQePYoJsJabM84TYZ/pZUVWKFz5/BZO7piHfrwoKO4VedTyYims0ZJGGzIZo0CzkmNfj+9oamNs2YlDRVWxJJ3k/ArGLorChIgtJqb1g6XDg+Aze6mqHBLkxXeGwehfD7qdz4KTTPXGavP8B5UgcbOCFERdrpYDAmAI8tnonJGY+LIbeok4RBhtYIYDduFN/eBWqoZvpnob+9Aek7Xqk9ixGfKILUclltbGKKWRFMktt0jjw08RP4DR5WyfJ72b1+6Ckt+lrt1yphaO6FpQHTnvE6f4Qd629pwLcBiVMMd0wOyAJaYerGWITASVLR6FugjvartVsxIgFP+DnwEkokUdivv4w5iIKxuRE1M9hDtrzuZtwumyri9bJaMi0b53MKMBdLAHYWO5ZFxr49rf+aLQwiROuHDoCIBQG5Ixjw9uI9/fadWjPnoEtLAxtc0jOLRBg02BMa0/kfNAAp5rfmf8XBZi8N+Pid8jVVqDy0CrIq3gLJef9JdfI9SL03eVbASaM4Pv0bxCU5Q6GQ+47kazDtOUMAvLwB5+h6eGbqQ3QDBsKa7h7UXud8yW8sb0HyqsYRMZ71QI2xikx7cG7K8CNbQ78eCMbKjnVVvHinwE1H6VSqoulPhVgTUk4En/jQRbIu61BUiQGtCCwkU97+EFdAJusCJvsf7qEmZVLt6NFIASaFWVoDCbedGaPPnYkHtOuCARMIS8knwUH4aXG0zA7mYOY5P1WvdyTfk/J94fhMJpoNEL60PAhSEVN6wdN53BkydRIbR0JOWvN9PT8cjxGI2tED78/UPN2HSYU/0p3o4/yUZSL/XFtwIf0e6pHTkZKJNkLTKevBMQiU8MAk+UVdoN1kLdQYqlJgaWAD5+1mSkc+Jyx3tI0LuBews/9NBcRo6iAWeZE2wYbvlCY76kAd/Vrge3UTdRNSsfk0zW2juOjZQ9f64ydI//Cutnfut5D3iG3ybHnGQZR/KTWhJe3PIRCo7sRj5sXws+65e5A7dPMIXzhj1ZEG5i+1zq1WGQgIIh8z7lP3FLKVK2IHfmtT/Arv+BWvJy+mb6/xW7BldYmLDv1PhQOxov20oWPYaccUMkj0Tfpc2gUwRAr2mE1s7V+iYjOsX5yPjoBf7EeQ5TXAIUVgUeY+n5b/r4PM5/8khW6mZHZ4MTbs99FXiRjnJ19si8C9DI4xCLMV62CQlD8PX7se5h49mlQriOcJ1ryeou/CMYE/kzRHdgBdc4Nl+LrSZ9C8JEVkyYgJYrJZeMU4KONCqQ53BXg/qEmVEgozBlZ9Fde/Km1ohW3T0RT/vdUgMkz9ZtK4WxgS1ckr4dYxu+9a8n7YVB5h0JuaijGACtj3D6hLUCpugYXT7wIqVWJQLMe03IqEWa03h1YiKZt4fkHlCZZIJWxpfXYTVicuRxNXZmcSnoZPcGkOf36ZivGVh5AW81+OO0Oet//s4GNamC9wP2GqhCdIIembgO0rSQthhFcfomzwB7hXj+TvKoh2QmHWIwN1hcwr9M1fNP8B3TqJjweHIejSn8f0RBAvzvT8PWlx7Avcj76NaaiZ4uB9QAz+baJKh0ejenJzgu7KyigRBqPXf0uwhzsu7Qjt9e4/6eWD8HaDxLuqgCXUaS8zkj68pHD1iEuKhfEZvzEWMZzPb/bcPQYzORyhltuotfN1Th7INNN4RSLbViw8Ssoo4TeFV5xzI0nAINkcjm0WCC64Rr8DVVwSHtBuuMYHIZimP99AUeqtSg2yhjlhzWC/PWKHZcnsylkBL8FEsTaukLpVEPS0oqH5hfSfOhu7Wz/rjgxlNQNJuDy16EVraK7oxRJ8Gv6FHpyZXIKN8424u2GFgQseRQLr9XjsTXeFQgcIRqYenOOD08jBMNAbGIxnl/YF/ZQPmeRXNn7+DgENAWjY+knsF/QQrJxGUQyd2Nh9fUj2NJ5AIztWpcC/LRhLKLBhIh/p2hAhbQU1YfGwFQZgzlVTyE4zYnA6Ayk7nAHlRTOR5tYhjWxPdymyKmywvZYOxSN3p5h5Y4mJJdX4dSFJ91k8kBzGxxDGHrpazyFfuaTXiB9/rI4hKsyYBM5cSqgBCTAiOyhxpBcKBaPcD3v/M7H6c+SIaMBPxKmyAAMEmRvlwdYII6LBOkLjlMHARNjnAqJG4hhhtfQXHQQMhLa50o3pFAeqkdvTTMiT6lgdNYBTi5fnHlwsyYKWxWP4Lt3J2L+FAYDR9h2XnkCXz/VHdnPpXugCAOfDv0O7+xPhGUvlwfMn1jhzjI0hJ+EU+pOIwlXo1HZ53HYpm6+pwK89f4KDLn2avGnt+Yn0gpw81bUZyvuqgD7J9sxLz0Qv/baj39qBOjTgsHIKDGu2oiMwfTzTO8c7LF+A+pSCawTKWwvHY3blc2ICmQMb9uCiTPDywx9l23GjpMSoS2oHjcHnkTphbE4/ClxaDAkMq6fCDMyRRjdRwR/LjCKva28Dsh8xo52PeMUJNdz8tWMb+5HSEIenHCi88ERaFWPRYrBw6HEGp4cYgrrB9TCL+ArLL2yDZPzeD2s3WbEimpvvUyjjYRoViasoQo8+Goevp2lxvlrOa5xylQSDH/qF1B2XiabVyZCoGgu+o2qdpuP1oMPo6bM6aYAt+ZJ4LAw8+g1m7+sVDmUUoiPdq0CFeANYkRuIhPi/+6nSOuyGg8/+w/EEu8wgGNn/sEP235DZkoSajTN8LMAKY2+DwnHQ29DFtEdRzpex/aaGthM59Hr3A/YPUbgGSW1Ya165AczSpbd0oKsr3LRcLIPzZidcTbYVCbcbnXPt+yudeIi+DrEntQyWzES+5tojsCLeuQzCSN+YgleH/Ias9EEwnykTYQEgdf/alEO3jD0RIAoEuorWfA/dQ5xibVI6+UdsmwXUbgWxTysw9+O3ye8CbvePb+Q66NF/TWc0kv0n8fPVKCt2gKDuo0JL2MPo9T1k9E65eY9FeB2kQJtMV3xkjUBQdfZEASSM71yEYxxIW5TQp7be/Z3WBk6G0axEpMNJ/EEFQLz/yPtKqCjuL73t25xd0+AIAkJwd09uBQoDm2hAqVUqNGWUqNAKaUUKNJCizsUD+6SkISEBIi7bZJN1ud/3ry1ySa0v/O/5/Q07M7OvHl6vyvfDQ5AyQxaFmlEIK6tAAAgAElEQVTHpTdQpuaW4DDygD9H07HpqPLE5iJiZbZKdaUXth7xRr2ujvanaeaRuZTdzYiycJM1RqOB67at4BuM0Hl4QDl1KrsJD6mMg8RVhIyPqAeZ/Fz7krzfFnYFxN/dCAPPgMOOVyB5/hz82lpow8JYL7OtdDwsgIzs56bVbxtCv2LIMbQ7tc3Oyp0e5IRuS6hC1qH/OLh6BWDV9Ep4RXeDNoCbO0sA8KrTkcjIoot4VtVJROqaPzDLBrlhekc9ol09MLZ9oN2rVdTqsfnRY8hEjCp/2V8OFcs7McKMdOx+awoOFnKBm9fldvC+yJ1vOgcBItyq4GzjAf5W8QTRvIdYZTxjec+fp+9CiVeUZdOocDsKjdS6ua84GIEeT80hsFzDFR000yHXWIbU2kcmwhSgcGkHGBVClJx8iPrUAtbUaJs71PSFpf6uCJzaA/ceJrP/tZrwOvqCeL/sa7OScRMJ1OjstRkV72ajfx7NDT0uiMJsyWj81e43tFKUQtO2M7xirbXk6vhSSP1uwpWpRmZhNLQx4Xa7ZWNmf+hKSXkV61dnfqyBuq6FYoKmF+llIsGqleth/JPBV6hHjw9PIGxmVxwttR/fCIcayO/cx6OR7ZF4uaxedbGrw6KbHZv1ADvXOuPv9ymB116PWvywYxayCW+BaTgsIdAskGEQUrwWNTOusdff/LMGAXV0b0rW+2B5I2EbNVv9bV+fQhCRYwkCem1l37+m1BVnto20KCXj+p9ArJHW+31cWwW3vPYYmE4jD47nXsSFIlIWgoFAIkPUK3Ogl4lAam+QnGC/h70hUdMTmWWjNOnupFd7SR+wQFjyyiXIX/sHaY87oPVAmkdIxLxOP4s/g7xes9kw6DHX4+BVTT1oPZwWIZJnNfr5dfsVo5KnWPYU27lG3ksv5UHV2gqAXXdthqiEGM6arwNsbgPp2/dHDrcA4C4nHVCjY7CnSoJ+Out5aWAYBPhQ8DgzMfPIY9crK0VLsh56Cp3+BQAzUB0oYMshgSeBjIQ728jDiFOol9tHA9kC4D3ydGgcKnDy3DpEqPMgMhpM5Y9ovd6XiknBKQpWwygnh6F1AAxiGR7OprW0zaI28nCzWoxctRAOAgaDPdRwEtJ1wjtcgFcTkpB+5hQYvQH3r6xAaW4MPXIZwMtXgO4DHSCvPgnHsl0WRP1QCtyMDYHQ1qBADKo+BtZwcUY3GTypMw7r9iLW4wqWu/jjkIJriDS3r2dGPDZfexuFsmBosMImB3gzFwA36ZQKniu2dUuF0dXe8N5c/43M74Lt34RC13MkhDx6Xs7Hn2ztZSI3mHg8RjQ7j4f2pznAOU+BD6dQQDkhKB6dB45m+4XUAO756GNcP0kBsDmyw8u/GCM2b4PY0ZyXbLtDAelBI2zOLgZCgwZRBefYxWMsWQjB7W+gvr0ChqoUbM52tWi+JEy9KMyAtTtpeSyyl8Q9CEB8ij+Oj3kBJyndu0QPL2PqJw4QE/r1ZqTGSY6N84dROyEPhAPf4iGb49cBA91DQAJPHD2csfR0IVJ6tMLMylC8/wUJlzbrkCaFjc9D/cD2nFJZlkey92egE4jwwcguqI+iBl6qaTDoeHEIXMt8oBq3GZosFbDxFQg9uOzDyju38XubNlDZAOBFqgEIBE3D2CGqQ4Y4w+IBHlv8AXwDSuHausfLAbBAhJ/8rezdxJCmjSgGBrtBXGsfBaTYUAxRthq6nEEokFkJogZeTsGdpbPYvpxU+ys8muTWkj3WRxYHJ1EQnsorkaOgwJ1cn+z1BGGv9mTHMevuVlTk3wX8gyFsn8CC3qacEWazLtdESJejjuQDP6VeYDIPY6LeQczFaOQ05EMqtOabl0vV8IpOQ8yR1lDqie7A3WeMPD62Oy3DZ8sWYN3YcXgmt/YFee6P6atx9k057g2IhiFMyr6IWZ9c4HUAh/i1qPiBW0GCtMlFWAG1+AwanbhRdv5PvNDImwTlezfw/mdGCNjSb/byd2I+ht7cmPp5Vs92o7unw73+T5Q8kLYIgEke8JxOzngtYDuK1c3n/0oZEe7otlsetnXMOWRe+w3IrYb6bQMO/jMMSVV1iJe7oVwkRZKj/79uy7YtN2OEm4MPwyDQI2nDKjw9P4G9ZHAXHvZ8Zo1k5QyDaV0q64H4OQYoTc0378cCWR1mbB0AsYMSAq0I0r9PoL3XDggYA+W/Ms0Cs763u91tCAL2YenVbeiRR/kYzNesKLiESoPJeGr6VCR2gGTaKGg8xRi8MR8nu8nxz727FmeIxFGEnq9ttQBg8sjXnmqRfX0TRi8/BGdnOqeO7Jeip+FdlCuLsPpGJNwza8BT56A2m28ZN7tTbvMauUooD5Rfi6Oex5bE5b3P0CZ2C15dfBwSsX3M/W/bVuBsShZ6dwhBmbiWAuAWcoANr62DSOGHE7Xv4uzTx1ALqtH78WfY0Y3rGb1RlgGEUep4RvgMeqcP8GjJUlRc7Qj+65VwufkCRQ2RSNHFQqRyZFnKGsRJL30P8qW8jtZcs9pI6Z5fMPgz/PLqNM7v2bAdIxBrE/rwtDgHSypawRFebDkkt31H4e5Ziy69aSkVW9HxGTzwobmupf4a7O/1OXT1sc2qG3p+DnQOH8BRx8Pzc89wuwqoceXGzMdsHI7yian/CQB/URbECF9UWhrUXP4vaat4xjEcdOrLtjFW+xirtDw0RIWhbBL1AK85Pc7C2muZygxgDYFmcDV7IiSMVdHLeNwJx26r0WBQUfBu1chxL9EIrQMNgRA+fwHnkycowPX0RN2UKXDWKjBIGYP8ybWoTqBew/8PACa/v+P0FHmS5gp70zcKesBDQLq9F5gPHd6fkYR2e7aBr7FZuDwetg8IwdsjfNhDt23vUfD0C8PbH9QgoTwAyj7ccCfnhkX46lIHCwAeWn0OvbS5nJBKdqAIC/SyYLzBr0awiwOmd7D3RBbVqrH90RMLAK59czBjzL2B42+Mxu+lNJfCLP6Hu8HtETdVoCFAjFbCCrhW0/ep5emwwikFy/VJmAirZW/L5M3I86c5xQwMKPL7iTO3V+6LQkJ2E6OZ7fQ37aB3yq+i0ahh55dBLEDhex3YzS37u+O0rI3pCRxPk82TFJE+8EvshP1Hj6OikhB18PBi0yh8fWkmBAZSzsh6MQVERnT3Wg/X328g8CwlU6mEFK2ki7A64hCGeKZD2GscFDZM0OSaUp8KhAtS8KQoBvoYe6VE/aIrtHkdOUv834iwyCzvpLiPIEkO8nw08Numw4eNjUhYdQHhY+NxsvLlAHjgneLneBgZNuvgEMxcMxwqOfdwJQzQxANM3vurtrn48fN3WyTlIm2JKNuGiqkn2T7Zf7QOXYtoiahkvS/eaxzRIgwiv5V7P4V3/H523WbeiUby+U6s8iOWa/BJZyshRVJVEQakjEdkWReodA34+O6PrPWYZXQc+wbyfITs34RsxWxsDL05Anz2M2v3EtWkmzQF7vwawLkerse/RH2NFwxtz8CBRAHYgODtkQ+RPHoc8gx1GHOrM7xNkT6RvlPRo8FUY5MH+CTsQGJa4kv6CFDGWhV5h4unIb9386UkWOz6YBiMie+IMfHUGzH6oiMya40YqBbgD6X1vEwWGDHUg+5pBABvXv/m2OGlCYzUUQqFkXremhPSz6QOMAHAPGk4pGHccliPws+gVkGZt63WW2CP2QPMAOuf+wK+qdiT+QP6ac+zAHj2vecQ2ThJOOU0bIzApE31zhrU+JI9w9zx9M/S9sOQ142EalrbvqNIDr2RepTMUdQ9XTWIUujZq8I/PImOU1Lx4tYDGBGJM7tWsfdiDVgiYMRkZ4gb0+Ca/4WpOxgoyZ7bIwByrW1dUAYqDwYqdx6S9KNRglDcb7cWkWUpeMfVHyfkzQPgXln++PXyajx17AChfrEVADtutrze6kgaltdUVvbIh9ilZY+n7fUT8rvgtz1y1AVMgExA01lG8c7Cjylhn0NqABeBGv5pHeAsnN4jwK4fKMB+J6Q7/PoNsbRpTMY0nN/PVfg79bmOdiuSIBGb8/k5mg2eBA8F4WE2i0/VY7jV5dJ/pv0CXtYUFgCXFqfjYL6T6Vlk7Ix47yoZL2rA3jdvOuJSTJwNEj0W7LqNcl81SnyskXkfd7DXI909A7F+Xlu80NAIQxfeTJoDzjAIljnhm8h+IJGezl5uOJgtwffycqy7J0figT9tHBHmOWdEY6dwGNxsKoVwBojWJf4iZhCKh3DTr0JSOyA0NRaauMvQxF+GfsYCOwBcf/0etnQMh6raGQFjjkHiXoV/A8D+6sfgz52MLr/Qsi/NSbFIhm1+ttELDLQRJWAGeUBcR4mO6KhRNOLAAuBGiB/3QKaXVS+OXd2A5wd6so/oWX8S7bT3LauO/JLsoaEOwyDgiXDJ+Tl0YuviLuhQC+dBYez1909/AE1jNYRDSWobhybGrvmkTey9zQuUsAfrNDBcoOcIEbnUHzNTtuOKZBX8DNaIMw3PiNxXtmDMqkQ0GpvXvzJEMRi56g/8PHgcHjm1tuxgpJ1r0lfj+UYt/vbvDiMBwDYyy+s4TvDL/2cALNQsRf2bzzB70z3IVM2HQB8cWYl+KT+e+S4lYUhE12IMcvoBGafdXwKA9ZjexRHTPX6DpoWwatJ02xBoFgCf/RUoV6JojgMuXe+BB5V1iJS74InMBaksAWlT5YY7PNbcXXpdvWM1HvUkVI88HFuxEyVpXRDhD9z8zd5pSa7XiQog0tGoRCIEBIdPsvaJefZE9D6OAe++x5rHA3Z+DW3bGkSSMkdNhWFwIuox6sN34tPzPyGmlGAiszBYW3ITmRpupBIBwIL5iTAqRGh7oQJpniIcu3XDMg9cgxwQP+UXFgCbQXm3Ci0M23dj2R8/o3dvAXJzjZDpg3B+9XzU1Wmw414halLbgF+b8XIA/MsaWZ7Kd3pgejixfLYszl+vRXTQ95jfLAkW8NFnE5FVw0e/DuEoEr/cA6ycvQg8Z1+crVqMfwpz4Vk3Cm8zy/CqL5eJ8IHsBdSCELZRjDAdBqeV0FYrcHnQL/DYWATjFur+/vLTJHSM6QcXJ09UdeEukpbeiOQEE2H3K9PBW9LvW2yYM9auJA5Z/j3qud7sPo+V8AVlQPVd8wtkcjX6DiEEO9wJy3qATalEBoERv055CzplT8tAWljXTD9Tm4iwyk89w/0SPiq8uZOl1Z7eqBuY898AcGmoUZhTZmn4jf1L7dUrBmiYnYSLijhWUYkxPsLqBiFqendh/yPy3WnKwNZUdiXKTds1D8dyRsBH52Bxydy9NghXs8pRq+UC+HoXBskjrMnoijP/QPqU5rbpPD2hnDIFg6pi4ayX48X8GtS3tlrw/tfwZ3JP4gEmYhDpcdiFetebE9cyLdqcM5Ge2Cp+DLBs0nZEpJTBOe0Gh5Bj7bg2+Lw3BYBu/qFo32sUpmyow9QN9Sj4mHrPzeJmGIS9z2Nx+MQwdgx8Gu7jzbqH9hY+kmc7wQuzwtUtA2BlI7YnZ3ABcNEDnJg5EL9Xx1jCzcmzfc53hOe1tpxDsraDAt6KekSmlbGfXxKX4pC8AN/rT6AvrLkXhwavwMN2o1ilVC3NRZX7IUv4DlkT7x8JR990ElFgMiGyJzi383RGHW6UX7Ysi7rOnqgZHIj6rGIUHbZa+cxhOuydbNYQUZI8+kVDE+iIIyf/sWyKpTOi4ZLQHe9cHt6sztHdZz14egOi566FoEHDAisvxTJ0dnyOTW13QxLTD7LoXpwC8sXOQKTDJaTy+oLxIAoW911Uj0fBQAqP2khGUiMyLltzIZubW61llARLLTbC+EcFPhPwEPPDRUQPi8WJKvv8JVsPcLvc4p3e/0TO7HVkID74mRtlYX7W6dcvs019r0smti37mFPP3LY9ZMzClJtQNe4c+/HNP5QIqKcWcOoBHsHxbnN/C7hEXIFrFDUoPLwQj8zb0exB6xVahMXBR9jPPVs3oNKhBv4fzYVCH4Ws2jw295fMC0+ZJwJfnQGlgPI4XE1cbnnEsK174JlNIxVst9BWwucIFxew7+R2+UMwBilutDuOrtU+1PtrusO+wKe4P3kYsvS1mHKxE5waKIjlSZ0wU/yj5cLa0CtYXsoNRWyC82BbD9jh7DEokq1W7ObqAJtfontEOOb3o2HA06444l6VEd21fBystp5JN0UGjHOj4URmADwjqy+j8jewAJhts80ubfbCkM9UB/JZACxwGQCx3zuWvmMJsNoSLgqukD5LKs5AoFHPzo+V53rD4F6IC6Vz0cf9APhGIxbeeW6NMDIBHfsb0Zi4ktBa6MX2xEQv+r2ByihrSZmj5VKUaQSs787St+QWfAaz/alXTrjjGab0OY2Mc9cAnhyndpg8Iybs1mMQzQP2embNqyZreFP3IAj1FByax94oYFAeASQbuiFZ3x2Zfb5A8NMsNgd4vZNXs0aF8OLWOHbyI6gEClz2/A1j8sotLNDm9/80vCdktuWGSLi1kMHvncpgtCs/yvW6mu8xJy8BX++VotF3HBRCqsuwABiU5OU4M6gJAM7Gwc0CHNhMFdaVA+dAFmTdI+JPrEDmw7amuU99wHG97qDNl7fgyKP5902V5rQQUwi0aW5F5xKSMHZAwFxKAV/pCdXZGSiq0+JEkSO9AyECWqdHdjzdj1tneuL4jFmcqVEYoMKoi1ftpostCCb8b/c6OGFut1GYJlODx6jgwl9sk6/I4K/2iRBLGUASgJw0Pn64dwBvq0Iw9PEdSwi69bV40IZ5QRvePI8K2xgG2Ok5ETdnczlUSC3goKdtTAA4CfoZC5sFwJs6+UFT4cOWQZL5lvwnAMz0HIDuF0wGCI4OSBuUK3W0qwOsjSiCsFsMp741vZqB43eFEBbqUFkwBkqWq4J+E/iaO2rv0nkU13AIndWpthxhkPHdEOhAoyLPuD4FBFT9I2ulfLQQsihap/nm0fngyd0g6kG5cf5NWAhsrvPN6ssMDGcOW35GjA5vpl3BBe8xCKhbYv2cpMQknET8XtrmliT6o7vYOGEc7rhwSTwX5P2NEZnnMPv5dDDO3KgLd70SHq3+QubKsXa3lQkbAcERNLhaeU7IRW55TnAvX4yG1+SY9MchOCibKe0D4OhwLTqWfPvl7osRn3h0rUGi/zd4uM+7ZQAcZsAr3RSY7GQtEdjcu9oC4BWL/oB2zR+sc+HBtAgEXw7Anyo9pHJn3HDwQqGU6CDmwWl6SnHvbvb+lvrnILvDXfZ3u+dfQH25Py79xEf7MNN9muBpZcD7cC78hrNHug+n3PlUF6N/CKQNmLu3I/u566FvUNFOiN7PCEeMDXeE6UC+75ODrNifMSnlJCY/JnuN9R0uKJ9jf40tKAYcHAOgfZ3isQ5nKpDiy8fx21Zd3S3YEbGTfgZsQqAj6xhE7f8Nr679zdIR4V5huPLjbOgaFfg5/TIqU3pDWpD+cgC85ycp8yxgBZ770wR0G2MwR6912L4b7cXvYf7S5ligAUKARWRsQnukMzRctnMhXXzmdGfzwZ6xsC8kQi88bPgBp/NrEFC9EB9IxmKUyTJufqNkh1yoQD0xRvF1GBzW42mJA04d6IpGLwH8Uh3QvsgfX32ahL69Jv1n8Evup6g3eQXMOjsD5I5bhN8mvM2ZWeYwo+713F2CAGAfEG8bBcBEho27S8GHCdWaFfk7/tYwiwvdu+OxGyVMak7MTNAEAD/NcsSLCG7oceD5jjC0r0Dt00EtkmCZQ6BXKtvohRm5QnO/Uw8wPSCpJYUmzTfMSmIZoIm04z/Gt7U8lE0cgYZW1HPIAmDTxLAsQx6wK5GGdPnq5DiaM4rzOpdOT8LzqlLk15GwSKtforg1gxedTKFwhNJ8x3YI6+jBoXd0RM3MWZhQ1p0lxynt34DS4VaW2v8PACb3T3K/j4qmDHamVvdJKgEKHKGD2QJOz16xQIU3RqxDZIEb3O/ZEBAxDH6aHINPutHEfN/wdohK6I/+Bxvw9odKOwDs9WIKjgjdLUzQUbVJmNlIS140lZp4R0wawPvfAHBJCk7M6MsCYFvxutQB3klchb8mToGoxgr4FNGwrhRBDbY4PMNK41kMN2ZaQOzOceuRHdqVvUYtyUGlu/XAI5/NuhSISTeJB5yuDQ5Pg2nUKxpLka58RJUtANWjg6GKcUPVjaeovJ7JWuvpz+ksocQbpqA1I4MLxuMYFT4HVe1cceMW2RQZ9gCvmBCFTtFTMCKdm9Nubke021G4SnLgu/0sPE+RAwHwkC+Du6Ae5xLWQtZ5BMQRcZxQujK5CGGuZ/DYk0Q+2GsF9benw6ihngfznCYAOPMyN6Sn6Xi2l9EySOSWjXvL8On/AIBbFZRtDDwZtiju2ECs/InmfhExH1Dk739eu8J+8F5nEwC2GQhzf9Lf8BCi+gnVo0keDoP8TVaDYx0jxvj66RY/hGWPsHmeb88tEDtRxT3tagxSr9K51rZnMqYIr9O/x1WgntEhdOC7KPHyQoO+ER/doTVXWzmFw3HWCFTrgGujKdmQrUz7/B4Easo8a66w4CaoQWdRMvuZ65UPwYcQH/f7BZ+md7MqbgzwQ9R95I+agHxDPeae6goBydFgRYBZTsS4S/flGz6p2FlLLN4thfwBDUEC6Nzo2eWybxckuc/+JQeYzuGOwUF4azA9V/53AKyHg9Fa89w6zlZAYwbAQs+pEHm+wl5Cvi3yyMBzPzMBErdPf6nMwWA1LUm1sVCEarUU529/gV6hNN99wZ3nlvXG0aQtDbAqLwWtzcZMrhZV59sKGaNWWgxXWwroubA4iyq9P0fmgC1UwAPmBpgiGLLqMN/zKB7uPwGGEeH0Tis5DDtXOkjQOkYK78xJHIvI5gTqwbIVcuvyVgzSDXG4a+iH/Lj34FlUgtnuIbgitWUMto65mzIAV/d/zd7mlM9uFgATmepmnZdTfVqhg6NtaT8G1xQK3G2bDzWbX2rWDqxj1FRNnZ+XgG//coDSf/R/AMC0DvCapULcS6Lz771hc+Hpa41Gabv3S+RkhnOGKigyB223PEIwz6w0Wlth5AuREWhN9SBtpgCYB6PYBYKDVBlVnRgHjR7YmWtG9gzev6xnnQEkUuOtrT3x1m896LoklggBD3FZzZc1IfcjIFgpZXAlkg+dkIc5PoOxrI2CXUeufAKkrWlRf3VIhFQOKNURePz9UdQmP0VnBx4SHJspo8kw0IZ7s/9xFAvyUHZi0NlxqWQs/l6TY1HsSbN7H5wCoU5s8QBrEqdAEsY1QDamZuCn1lLoSoP+GwAueh/+mlQwHfug+21q2LIlE2I1LR4PzZVB0rQugKRTfJPZTF/L9W1qiH5eOoPzDk5xcZa9f3zdN/A2cEN8FQIf+Mmp4+KsR7bN2cygYpYUMg9HHFEOhcflQIhiekLg1XyNXbtGkWFnQTD1D5Ez2HCGGMSpkHF9O+UOLnlPh08Dl11bLCmC/xP79AzbZ4S/kood7w7GDVduXd+Y2gysSf8GE7LngCfkrnzST8MGrcI/M81kZtxWy8V/QeXGBcAypRiB2YuhmuuESX8feykAjlatW3LkSMBal25KJLquxcMTLv8bALblBjHpSBYAzDBYsXg39NceQKtKRnJMBEac98Z7Kg0ULj644OyHKqGNQ6ZZI4U5j9OsfzHIj0xHXmQaO2e2TkiGABIUHaUpn6xYkC09PKqD3oRj6acQajwtKo/HCJMH2FZx5wELj7RmdzztrR8BDz76Z3Hr87LzgOgGzhVI7bYak1NOYtLjkxx+iXvKXGypoVGG5vBpUlta/wblEPJPrYWo0BMb8o5aBlPqIkav196HQTPM8lmHGh7izu/CsJXrLPjS1zEAd396Ewa9mAXAFU/6QPYirWUAfHgtXBr50upngSvwzASAmztcyFMd/yMAHt0pGhkoZl+6CwHATc1LHsEwvvoVhDwJrtS/jr25l+Cbuwbf+3kiQeHEMWCmKKpQz6M5GowoGaW87/HJwbaWFyafj0jpgN/ffsQCYCL/xQO8PagPFqWZQugswM6I3ClzsWXUh1bAbo7dAtC9zoYIhDz3sYQNgSY/9/2BehmHj29eCbEFwLfb9cDNkDeb21/Yz2wBcOZtb+R0fsq51u9KLNC6ErWZLQNgJU+C2oBWWFnfVi9KzSG1nVhpKQS6fv5VJEmoMtvDmIGPGvT2ALiZFpsB8PzKtphfxa0HmvqgGx5mOuBZLRfkPRpmhMqVMoyS/cFt0y/gGaxWON7CT9CvhowxKQ3LIP3Lco5R5n8FwWYPMCHVaWz9HCerSuxCZsmrTTqYg8pGR6j53FrG7vLnmNDlQ4S6Lkbw/jWcXvjonb7YGEw32PCOvRHQKhbxSWp8urAaBSu4HmDvtJkoH5KO15dRYo+ppbvRDs0Dp7o2CowfJWgRABcqG7GjqQe4BQAc/Ed/OGVzD7lGXzGCnZXwKeYC4OXSS5hY99iyZk/2XYKbcdSwVa94AKXzZY7y2fWpKz49QEK0uQXh6YKlO1xadTIqtGWmzY6HiolhaGzlgtrUfJT+84i9lM4F05wgwMUEiC/orfWXX0n8DNJwb+zefxBqrRaZWwfju/NzIW1C72+2PylE5Yhx2wPvA1fhvf8qO9k8ZMvY5z3o9hXkwxdA5GLLEMugROKMUM+TSPewVRitQ1575XW7VVCRo8P1neaat9avbf0w5hxgdn2bAfD3FxE9/N89wLYA+AsWADdVAhgcWHoSDo2OFgDc4uZiFCGs4hdUTj3FXpK/iRtdMrhuzktDg0OGW0lKMu+0waPztAZj7MC7GI07EOp56LaYlvaq7bkKBoEA7936BiQKgFqKjfCM7YiUb6yhc7ZtnfT1Vcjq3C17AxlLH2EF4sWEtZoA4A/YiTV2xkrsPTcOAhMTtFpgwMTeRxAWtwx5+josPNndqoXyeJjlvNXymMOyGvzD3crtuqvRRwCNjwkA798FyYtnzdlDLDrIQbQAACAASURBVL8zhw3HhQT/KwC+YfIAk1EkHuDbyoOzW31krNYFMHAwvjys1hYACz1f+VcGaNLAt2pL8ZapFMV2L+q937nuPnqG7mJn0oK7z60KShPnIV3HZjc7DwWtTAYTW/Y59hojijsmoqDTNNZwua1AgTdM4NfcSRsjc9j2zgkkBk0eeLU6zKzdjrSTF9l94sxf22HQmaoKMEBwpBixXWUsALZ4IkgN52YAMHlGWSsjco0RuKwfgxfRH8KnKh9dfdqgQtB8XqrAIELKdlKaCbjjsp2yQDcBwAPdgzDANcjKBkNClh0DkN0mBY2eOtNKbMl9RjuTAOBdO4OQEdrzPwBgmgM8r48IKqJvkHOp11h0ioy1KLBea7egQcUtCSORqdHl1D204ZF1xfUYVTmGosStLYcAy68yGS71+dA7x0C0k5LSqIiRmwf8/twVOgP1Dr9/VUfTFHg8jD/RDt+tJBwBJjECcc9aBsDkquiZlO2ZiIvQATd6DYQQyXDkr7dZcwzWtxqEcG8Z8srb4sFcWvv73wFwcx5gKyD4O7srkjZrOXo/KYNEOlITd4UNgVYPnwCpychvbpA68xnWhwO60lD4mjzAi21ygLeL6pApzkDByaHQlPhgbDMA2OblLH82B4C1bQogjrcHwGx/mQDwi1LSZqs4mVIsyCdja9fDx6A0AW46Tg4CH/jaAGAz7y1ZspVz5RC5yHFMORSud30gT5gAXjPpjM21n3xmdu7Q/wOGf2wAMBi8lXwbN7yWwq1huM00ZCDjl8DnmX01ENvnhI9Lw44Vg1oEwBNfzLXbg8kKmzZoFXbPnQ2eLdO+6cYy8R40mKJtzM9qEQBbSF/olcQDTADw/qPBa726VmGUcRse3bTmkjbtIyeTB3imyxY0miJuOJFsppl4XfMbnExcACsW/QnDo0yoVTeQEh6OEed9sbROBSc3fxx3DYaaTzzetpuyjReKg6vM6BYoCsnC8zbJ7C6wOZEat57tE8CZ2AGbWufYQbW39XsQD3CTbY10z8KjNB31fsMfaFdUif5Pr3PwHb0VgyfOPCR3exdLr21Dj1zbHGAgo6EM68qpQ8IsJARftGwGG2Agrdch7kIQPiqz5kqT6wZ98IkFAJPnDCkBBuRcRvC8JRbDK/k8d8uP7G3/EwD+a4O0L8PwLj0L+MjiAW5p8suOnkJs/bx/9QD36xSKIhNjntkDzHnZuOHg9aOhNE/UW7C/6CdUJn+IrSFh6ObAzSfMkqpQJpSxSplRmI0nDaux9gzxSlIzhlPmYHikjIdebIBxfgocX6v4VwB8rU0v/PxCiGNlAtaUxaN879AJ65E/YTE2Dl8GiYCriJAcqQTCBG0SrV6LGU/CIfE5DZnXX+B7UPKr4TsDIWmyEG1JsMhku92hG24Gc73Mtv2jVnwAd60aTy5dR+HJKKQO54LqwLMJMMSWsiHQywrPoo+pDJK1KD1AAHCVfwRWqTpQAEyEB6R9Pgm1ba3x/ubnNiy/g4sNrdl/xujy8LWm9j+GQJtIPSrb4u0UCUT11agLaQejVI68Z63xJLUTMqufoEpTBYGxEWJpDi5MjLIQ15DnuW7YYEO7A0jGLkI3SS8aPscATz6pgN6FS1TwX0GwBfyS/doI5MY8w50Sa30xtluIMmwwYsKhPNRopKiHnyXnifRpoNsjJHbZDc/gRWi10Rp2SH4YtHs8lGWUWdpMgtVsCDTDwDt9FnJ7v8C7n3wOsbQGU3OPIgrN15JUdnDAxKF8BDsrMD0mivoZLMYYBoVKmgMsF4MlwSpZ3adR+iBT+s/8vvitmOsBbvvlVPCbzEmjgAd5ZyOi0ihB2ilJEU5Ji7FMkoQphN3PNNWPDViOuzEUyDdKs1HlRgCpNZ5DoRbgwI/kALcBwJYICDq7bpVfhZZRWwCxsr8/6rr7QJVXjqK9t6zh2qw5kAZN2no3L+iPoT9/FEvSIfZ0RtDMPthw5hDUn07A8nOJLFU/Edvzi/wtE9YgzmMHfHeeh+fJO+z3noplbDsIAHacsAx8MQlNtZpE6wViiN3uo9Cfer2bSnMAmGWC/taefdf2t2PdTIRFDGA8WYflGg1iv7/AhkAfr6QKNo3JoAyMkY5WEqweaZV7eUnhk1tnuuDnt+1reJPnLN35AQbdGobF7XJx4aulKNU2Tz4o0LohuPYbVE6m5SGS/lIivIauLcIGP1JnNsxxvaPmczN0+FeW81KjFuPIukksi++QuccRoStBlEGF6LGVQJ0MNSM/xz95V3A6/4qdwSli3gJcm0BZnZvKqx+ks2Nqxl3xwsfwEpP+NcLl8ocQQITJc1fgzes90aXGhx3PM945OD3gOnI934Z3lQMSb5Acc3pnPkR41XmT5fDfpqjEXQg4RjVzG8w7fKMnH2p/6n1yOnUYstRH/xomSPaKnlGRmNeX5o3aeYBNigYJgR5rUspmJWYeuV55cn3U53WXBL4CyMxl5JrtGVhCoEXe8yBwJ3nMVHJNJZCaRlqRR77dDADe9ct1JAQegsSox4I7BNybSBbJzSyaj42yxXrrGBRG1oAhhZrNa8aCTBlkjPwM9X7RbL8eKZNiShqXd4AAYLmAwSu+Dew1Iq0WPY69CVWVkt1Rbp/5HJWl0XQrIZ6AYBE69ZbD4/kiCPQ0d7CQL8TJeOINtWpy9C8G5a2AAmMIrjGJeOa2Ah6CIkSwpEMtS9pW6gUvTwmDi0t3OEZ5YLLQWuaRBcBuXA8hAcDp7e/DyJY2bAn80meSKxbkJeDgxva43779fwTAWfh5tRLX91FD7KC4vhgU28/yKIcvCdM6vbnZ/0yaEX/pCTrxdpqArrVdZa6tUOFkziGle52LKh9+FclQ+wyDdPtm8LQSqC6PAxp4eFgpwZ0qGTsPPrysg54P8BkeHOokeDTwbXZhEt6G+KcvB7+kibYA2CBVIKPrIDjzl4IPm/2SB0z0boM50ZGorAvH5SnUyDzEhYcIGQkDt1X62QkKbbgXtGEthUBTEHyxvBX2fW/2/tPb9NtLwaQ5B7hhwGjIO7ThTJDG1Eysby2EriQUgRMOQ+KitAuBfmIiwWIBcPEH8G9MgWD0MHQ+yE3hs71xvliBnb5UxzKLLrIYgq5twW9m3Tt8V8CGQFflj4FSbA6BBgJec7MJgf4TXdQkhcE0JUgUucAZwYq+aOTrcNWdVFWxSkOcCIdMBm1+owC+0oXgSexrXbe0YthcYPO0NxphOHuEk2712uPTeCw/AwXPNneVgXNtCdwqXw6AW816gE1vJeK2SwwndWJB3l7EZt7GikoS5mw9l0hbpEoNuvb6FRdXj4Kg2masSaizSw0aGk6hwU1t40Fn4J7rDGf199BOLmY9wIoaXZOUKwrijo7QIFr105L1x9qvje2S858B8GLPnSi35Yqx6UzS5t91K5DA0FzwnyefRH7uDWjKbuJJlxD0ORWIDwkAdvXHSdcgNBAAbN6PTWWDmquSYXkEw0AtV+Fe35OoeB6NI+/tB2MQYcoAHjYsbYG1vsk2dj2FQeIHhJ3SZpsl56jAgHmHaMrTad5dDE+/gO45JnDbxHjw2N0JqQnz8e0/3yGykpsn/FRdiR9LuTWhydkpeX+2aVtj0P2IOz4qN+1zppcjAFhv9gAzwPBiDfrl30DQ3HdtADCD3C1rad9aPMCpqM0WNE+CZQbAKRE7UOo+saV5z34uKC1HzN9dMe/zvyAVc4vRk+/nfTgLSlUDhsW1xnMBVazjivkgxI/W+lQMmKhOEI6iYUbl+vs4UPIhUu9OwW/BbdDHkcvIVy40IEtqCqPm1yJdvQRr/wlnt0TXtDFwSx3DUWR48RWQ/HHrpSD4SlRPDL3PzRMmuneD5xOUDPgWm0e9Dz5b/84UVgAG/logxKJUMijTK/GhcB/EnpRN1SyDDvjBQckFz0UKAwoIw7xJDvWbiTwHG0tqk17XSDdialEu1qUnofyeL+7HP7F6ZRge4ldPRfG8aziV3A5HK1PQu6bSZCG37oK1fCnueflir6aLgZ+eZ9H20lY2D4AdPjqPv2s7sy3x05dji7oUDa3CUDaRkmB9d5rUtbVamcxNPjhIBpWcjzmpPKzddpP9uLLTEFQkDEVVpTfu3aBkCIz6Ppiy16B0cMW2CbQWLns3BnBnPcDWpHtDUAQGdv/SstEaZQxbCqmp/BsI9glaB/8D1PpvXuMXw56jso56qFgxeYKcarQYcq4IZWo36Pg2c5Acmm1+QHRICYIFgxF4dKNlQyoK9kTXr3vbAeAfxlcgpFyB0nnWfE2+VgcX4XCk8OVYve5tCKR5mJV7EWFsdUt7KZrgiZlhGoS4OGBa+0g75bu0rhFbHmZAIWI0ecv+klZ83E8reP5YdOmNgfj5GRcAt/uMhLVyhfSHNIFBq6d0nZ42AeAFxtuYb7hjOVAPDVqBh6RMBVEaRCUo96TlSmzvd/TbBIgs4aam55g7nDBPVt1FjY4qBmQv1zmJUfJmW/YmWd8ftwJXNhSaHD1kwzA9weQJBkPCp43sweg+sD14Hf3wwjkBcflhFm+h+f7mN5XwaxDvtQOt39gIcbkSDRAhSEYUOODcwD0IG0NCSG3fhEGVSA7GMx+1XkTJ5vaaUe2IutvT7caiIFWL+wetYfpNR1PM02CEK/VkkzrHvmuLMD3cFV0/OoKwCfE4XhVsNz7B8lo437vLskBPSFLePXWub8JQryTsGbmz2fky7cQsTD85Gx951OPWH6/iUV3zhBcidQCCqr5ExQzCGs1gYI4W20/TkNSG+mqM0y4HY2JEsl3t5rOQAGBbOfv7CFSXuKPPtLPw8ytCl6JqtB1bDaZOgpqRK7Hz6SE8KE8zHVA2oIUxouQfbvkCct9ZH6TTfcFm+AdKr0PIM4DnVAfXE6sggQfGzV2MbukRWPQ8BvUCHWZ2PoN5E/KwJf8zDLvVGoEV3HNkqHwZfERU+VylqES+DVmf7fuYp63aTQB1EDcEutmOb/LhqNgOGJdADEI8DD7rgtwGHV5pEGBNrcTyTtl8I3p5qtn3nD7xwaU7BZd/8txQfthP6kRJZl4iDedKoE+rhSRyK6cEUoVTPtJDkpr13kfqGnG6jEbh7Jdko965CEeObIfQvRptqnIw82EOpDo2uJGuP5aYzBYI0waRz0vC6mBgSXWsXmF27rgHI33ct+z8NptyDpdLMTWVgmASAu0kYJDo3QgpW2cFCNflwPV3U31bBmwtYFIT2CydutNSSJL6u1BUEuI1BgeDG1DnYgUDtl1VHcigTOqOIucBOG5ci2KHOoz2sicQNP9GpDfi0fY/2LZUXDag5hGD2N9iMD7Xmjc6wCMMA00lScy/IwA4pfM98KUvHyu2z8BgQV5nvL+kByTj2kIioBUYxvNOwMMEAk8zfZEHyitASbCysXd3KY6soZ9ZPMCmBjh/vRN6vchuH4rek4tefrb5h7R95c4RKHduzdnO+EY9WuefhtopAZKzG8AvjkLD7flgqunZ+Gu2G3v/VQd0UHpbM9KzOy+33sfIIC6raU1y64gEfPUETllWpbugbSfUexnhxPuMw1FA5lUrBzds7tsLOY8kuLGUsvaPd+PBR9L8PqZp7QcdqbJgAw7YH9n8+1tla7xYRfRU2g88Ix99901nz5vGwXuhc8uGamBfOPSgdYjZ8TIYUXsmCZsHh0Jb5YvQ6X+Bz2ewWDUIASanzk6RBk/EKai81xHVyTEYRwCw+jH8hoxG8HFTxQ3biWn6u4EnwI9B3GoMLAs0S4Jl75RQbCiCMFsDcUp3ZHpHWPBI2y+MKDjaiX2PvqpdiNZxAQaP4SPUcSiUYj3uuXD3WJ2Cwd6pMyyt8zHOhFDKrQrSTNOt/WMeObKEa8ugvXnFsueIDDJMeLoaJaIaCFnPpVVcyovhWvdyABwy8gmW/bgIKpuSdWSn+SrzRzTcrcOvwv50j7JJRfbOq4PT6G1I+6UfJC9INBc1IBPpNPEC0k6VoIGw8dqAuYCMMBhdt6Buym9YtC4TYo29XkvucSCxBLHKXUu+Ph63tkfnLIzQb8Wja0IYdM2ve+IBntHZEZPdNoEw/bcki/TjsdBIc5a3dd6LJ1d/Z7lKqhMlmH69A/podHBy9cVZl2AohUR/tVaAac7gxiEtpLMYaZ2uIqvOFYeWUF4OIhWnml9LTdt59jaDV1ZS0l7LuiDOg4jHGLdmItRwRhLvPOLzkjEmtfn1f65tV1QG9sA3zQDgA5WpOF9vIuAzPYAvEkK4ZDr7L3m1DoM/6og5Hb+3GiZ4wIBlOzllkBJzSxD85DJ6vGctyyvg8/Ds1x9QrynHB1XO8Lgpgex5GmqftcACvWeDeAwYweHrUXfQ4Gpfi6xp54R/MRLzvpwHbzf7OrYbNr2HKxl5SGzbDhky6hWLUorhUqfjuMkNIa0hGk+ZHQkAPlb2IR7cnoI9oe0Qz4ZAW71JpJpHsm0NWLdJWLK7AzR6AfxPfAtRPTc/h0wQj4BsxIc8xNLGUej1lAtQr7XuiS3JtTig87KGjZg2yLIu2yBpk4JvBy0yTSPzYc6gUwMfEhsnZBH/Ob50J/UCudL7hA/cSqX0jiaLTYYngzob0uyDvd5EnnOPFlUdjexbrMjKwls5KagskuOeb7ElPNSh2gtxXyai6J1HeCfFiMr6MvSqqbRjKCU5wOc93ZHEH8DoHmRbpnLKN9OgIrkzTcQWAHvoS7BTXQF1kD9KXh3PXvnLuVdRr29i3SSel55SlHoIMDuVh3UmANzoF468MYtRp3TFzcuUrZLRZIIpoxvv9jHvodrZ2gY31gNMxWzN7zlmG8RSa5iXspUWufPtrastgWDjou/RaZbcNA6mM5DHYEdINhR15dxzkweEZdei06MqFDUGw0gYEVlFkE7brmFb0aVdOVx9p1APsGlnSO8UiQGvR0JVW8kCtpgBtAzS/vbFYHw8UT7DWp5LmlsIedh0pBicsXrdW2DE+ViYdwEeIa4oGdERZf3awe1OFjyS0uF+5xlOLQ7COnk1Ogd6YVCY/eFYp9Hjp9uPIRcxxrxlfwlq3h1g1BgyePtGDsPhQq7nJXzzMMiL7Bhb0Nhdgi5p1EKcIlBii0M24gwF2Gw8bDowGDwPiMP2SZtYPKoVlqPCi+bpmfd30hW713eEi4qw13Kj7yiYYJBSdQ/V+mqOQanovVgYxHxaA1hlPqDMcalUhbYwBJvq4pi9W4pQT/hP7AqmLhF8UjvYRu8hhd7NHmEXcR6iXQ+hw+TV7DVljAzRsjfYv8+OOY/wAdzayORzpUgClXcVNB7cMHjyna64DRptagCbl9DtffUoecLNw2q6vka6HIOIrwXPqRYd21/HJxM6gLfpIpxf6YGr1fY5WG5iNfwfXUfyyPaYe0pVdPrAKL8xAbewZiZ9F5NKZ1k1bbLb48c1G7FPqsfjpAn4OU9osfqwvWlypwr0jgitWoeKqTQHsFuhDvuOUfCuqqvCNOVyNDibD28rmGGfyRgRNPxry9ohbXh6LwqPznfGmHf2QSjVov2NeksIdE3/VbhemIK9z06w68kc5m7uG48oZzxeT0ObiQz9dAO8dQNoqLzJAyyGHgNlN9j2SxJvQ7HsCNwMHRE3eSz+uDMUXloZXshq8Vr8BZz44hkmHfkG0y/EQ6HmVimwBcDL5FWot5RWaTpStNsa/AXQedK55bHhWwjUDRYmewoUTeGAptEwKwtTunTGkA40FST+hDPq9XocrZKgs00ZJPKdrzetnzl5xsWMB89SvvX4rXx7ABxbDD83t1KbroQ+eRRE7sQgCcj19QhofIZrQUBmYJO6jKYfCWBEZiGpqcjgb0U6GuQVOH7nWxiMUsSUvUBiegG86glD+78DOpWTBlWEBZpdqtbr6/yikTHy02YNbVbd0+pqIGu5T9JqNGSS3G4yP3k4tetvOrdM0y9xho3VmKxNQzXOuH8NCdN8+aEqFgB7YnQnGcZlXcQtB2CBR2iL52xkpQpHDpOa5kDhAR0EcgUi3ovAuLxsGm1DIroCOqKXjOtZ+sKXB3G7EjD/jQSaDYF+ZVF/tH4lFgKeFGJoMIu3z9KuR0xb3AbNexzSj+QAZ+PWrQqsf4MyZ/aK7oZRXYdaJqrbmh3QNnAfTpZ32KpiDOi5CQI2qsjakaWurVHpFNEk451BQMV91BT7wef4XkgUbmDUlWi4NJv96dJ6F7QqZHBtKoPjb5rCigGk9l4CqVZkic6Ie4kX2Nb7q5XKkd11EKT8A5DilLV5pinUxzUQ3w2IRZXSE4eGbmXnwGR3HjxEzaTQgUFjfFgLLNBWI9tSfXs0fCiysCq7lnmzZZAYRS3qXlnH1gFWv9WFA4D1ldUofXIVu+M6gy8xwn/EP+AxcrzV0Be+KGPb9ZfQHcnSM6h9GoHyKz0xtoQC4HYB/eH4nK7rZoVh8GUwAdvWdUA8wJYySBZgRxUPygKthurpEJTZ6EvBuxhUrYtn18pE5SZ4GO2dA97SjhBJfFkPMHU0WHXqfTMWQCeh7RTzQuAlojrefxEzQzW5n/7yP2AaVXQvBBBRPQDBNS7gGzty9xIG8M17CmmTXOWmz2MGNeC7zTSN0VbCVbmYfW4r1qgH233nU9wA2dAtyNzcB+Jsa6kocmGHaWfw9HCFXRmkgIwEMPgQBe9/gk8+EbHRf83J34m5MDy4uPF8WuCihT3uwKfuENKuCdi9qjkhALhHvBbLPagBpyWJNUZil/4z9uvLbudxIv8b9m9DJINZVXFor2Xg4OyFy64hbCkksw+Au5FZ57nlOaYznvzPINIiOSEJOz7cC2VRKHvJg+0CBNmr/nbNXLGZweaj9n0y5bf+cPYuRArvMxRhFEIr8zDn9t92v6+R8HG63xK2uT8f/RS+9eXWKc+A9f4SLzArJoOrxNEdeGM0O019nqkQ83kM3uyzweIEU7h7ouurtNSjWV578gxFd09h2vfW8nttgr1x+uP3Ua3KxVj3rhi8Nx+CrEwos/jQN1AOGs7omT3ATQGwxX5h+oX5R37fvo63Ph4Cr2YA8JrVY3GrRIx+wREo8qQv6F8vgL+Saw1hJAoIFlvju3eX98GNazPxplcgFnvZlwS5q9BDx6PWC73TSpzPLMGBe4EIOPEdBwCb05LIW4Y6PkC0SxoSHNqgi6wVGCMDZZ0GZxuf46+aaKgbHNlcJbNoFWUoGLEcX/VfAB+HphYxBt2bMEDfkv+DnQqui57ca+ABPzg28QA/9jSi0ea82t9tBQrd21s8oBwjJg9QOyzCO1lGrHh2H5XlEtzzsFoVHRq9Ef/RKFSOKsZrDcUsACYe4Kbm4GpIccnLDX8q+jDe13MsY5783Qw0hHLr35J2B717AL9o6AYTUX8L6+GAxshQlE6m3r+dV99GSd0Ly7HKHq884HqsGM+CRAiuUuPxVzSfkxGK8HQBtcqcPUYtruR6YwH1MD+M6oqLXSdYmuyyeTP4WkoeYS4E4BrcFbFdTeHGpg02+60qNAY17zFln0uImjzlkBbwEb1KBlGDFcSSLx18VfhFkguZqobbXQYGicfzYdBIUaXnbqJE8Z7ZYxo8ffvB0WMgoja/Z8lX/n7jInxtSIHRQMOY2/cfh7gKL6wfWwlNkDvKZ1hZUQkAdsASbKmMxvkrvWFgGvF56R6kbZoDrSdX0Yv+bB9ud+PhB7eaFgGwSmvEulvJUEhgyF26R/gyABy6fRAUOeadzxpCVDHECb3vZkOgZ3BQkockWTk7TncMG8Bja9HwTACYErwZeVoU+f5sp6RPu+qPadcIiGv+YPi78Ab8hObCcvS+Wm8Zyua3QX1WCYoO3TEVfqUeKHYszQib5KKZWFjN+UcOoZ7wGZMIYWM307Xc6W8+64MdryBAdAftp33HXrCX1waLpMPZifL0kzwIWC+vrfBQL+ajMpQHo8yeSV5bHA11lnVMzb+89GstaktbnpfkOnMOMM+lBh3b3sSjIFccup/VIgB2Eanhee4wqiaPwugr5UWn94/ym+GSjs8XmWqUN2m5okGBA++ewmWxAYcPzseuRvucZNpZAkQ9243ShfSQDqwz4MafNA/cyBjx7u1JSG/LnY/mR/F1GgQmft/kycDhHycjsE0OOg27De8cNRLCK+Eb04jat+bBkByBJTdMYdOmnH8zwiHPI1L6TzESpi9GdCA1TphVdzKOCeJUeImq2P3b7SrJ/wWqn8zBd290wVfpPdh/58vqsazvGZz59gmG/vozZp3tzLXQkLxOh58g4dOopTcU1aQgk008Cz2fbItx1UcIYXCgc9F981oIlCRks/k6wLapJ80B4PMVUrQ1cMPPBrqpkSYyYujIJ0XZNaenef5aeem/AOCgHF9kZy5j969u5WcxIW8TFAYVPurdHUej7I3S5sEyE2EddL2HWlEDkq+9hjuOXTAg5xHaldSge36lSUe2Nfubfm27rBkGha1qSUCGnTyYtQ1GMTc31eyxIYNqqwUIKqvQ8cDrFsBbUdgBdy5+bArrBXwChOjaV2HdUhjgXuNlFPiebmL8oc0ginlFJIMcXhhW9i1GfPJdzPcMxFWWRZUr5nZ0KKvG38doZEb+bh1ErhQAj83PBt9UFtk/dCQWC0luMO0EFRwxsd1F9PMJgd7WIm7fHZZPZhV0xMzXB1sAsB9KMJJHypRQyWd8cQqUOK1/r98Q6JeG5Ccl+GYaDb0O9wnFwuFW9mWnb/fASOxtZm3OhE9951RhyMzNkJrq1ZrbbA2B5u7PAoMGobk3YDzxCDKjG3u5JnkN9MWXMUfqgvg0QGgAPj1jgNqBYaMT3vupDxb82cW6SEkecLZ9KPQfg2Ow2tfKSl4Z2RYl/pFw5H8GEY+mi5mFrJ9X/dpi+dAIvMj1xtFhm9i+WeQn4rJJkR+YXqGhZ2sYZfalOOlkoGfMQk00eB9b93GXMm/EXhgCo08eVKN3sABY98lAyNrRvEYi2rwiFJXfxt7WXSGQMiwAlhoi3gM0yAAAIABJREFUsbgxFB68arbLf+d3QJZsG1SFfig+PRgz82fDyVD2HwAwsMW3NUol1jViFOugWaSEtJyGllr6BAxkh6ogvVyLpjnAgjoGir40bzih8TI6qS/bzT4nYSC8ZXG44pYLNV9v6TdiID4/chXK/KylqnxFi1jDzH8RczkkQ8o9oIgaz81n9eznJ3BLshgBmnkmY7iZHViPkGdP/tXAljLPD6c/4hJgmds049BGnNByiTzJd5HPlWAmb0H221avtvk3Ca8cwJ2L9udg2IORYIRv4Pkny/HJJ8IWAfDhQTkoLv/st7tXZiz4LwDYIUSPQb10eMvh5QA4mPHBcR0lhcyTvMCGqvns3yTSMSG0PSbnCSCROeGJRxiyZOQstoNt/zJUNEzdYBSg4G4EVj6eCoNBCB83Hv5eyUe7cFrqKPUF0KOZDJE3fzTirwtWoxd5mF/Hqxj5+TzoIcdl3gno4YS4/GSMfXyGU8aTXHsloBrF7VexbTi0h57ptvJarj3/R3t5P/QMmIcX/iV46vwQovWu+Cl2v+VnHuG90GE05c4hItUz+PLeA+y5eQIf/G4Fxj3ahmL3O29CpanACOf2FgBck8mHQUOs6k0B8FppCCPgvbgVegl1Xp0th1RTVdZ8aHjsXo+R3U6iTzeaaGwrO9eNxokXMvT2i0CpbwW7CfnXAv51zZyWb24DX+wILVOLQ1WjcPXKTHRWOOOPUHsvdL6YQb4JQBqcl4MR5OLTQ62huTUe7qkTLMYt26gDojCNFxZihKAE5YwYW0X+yFa7E64OG28j3dTVzvkoHvYp+oR0xPQOpF4eN/9NyACdCQO0mZaUhIw6/oljUns27GF7AiBttFqoOfm/ps5aN5JrNbG15ehEl6GX/Yqu5U44fvchssoFeO5hZc/zTWuLqK3dUD6qAG80lKGkoQIDqsrtAHAxHHDTywk/+g4ytj/91DIAGe8noroT10NIOrDbpLV4JvTBbtfB6FKxE+/Lu0Hr5YHCBa+w/bX/9md4UfXQbszzvAVI6ipFUKUVAJOLSnuOR02Hnjh7dLqlww2Fw8EzkOLkEmya8iVIAXRyc6eDhyAqIhEDVkWUEQjRb8If3DAMksz/RjUawprJm2WAVqs9IKmyzrWmypeyQz6OV9VAqrFuiuTdop4o0SG1GuVaP2gZkg9DySTMMq93ItwD5kIhCkfkto/oxzwehuX+jhuHrBTsfaa8RUsg/VyP6pExUMVY+9kh+QkUwm8w9/ZYKGtpCN+7QUnIXG5fXsr35AOUv3iCFZ0bEOvrgRFR9vVo6zVGrL+dDFcZ9Fnv7BFVvT9Ar9NkCI6OHoS/860HOnmOz+lO8LzFzT0inxMm6AC+EmFZlTgoKUCSlOZG/+X0ByIqqy1z6pOlNF+DrK9i319g5BGPrXXW+tSI8fumWBqaZOo0tvdMSOb7wjxE8zLhYIrAYbvWaMS9mc7wDopE4f4bUOVUmNalqXAKaw03jwO9sdk7FDJzIcQyynLZkpBDuYfvegjq1Gg7dy3b+FGSybgpCISvuAZJK3kQKsjhwtHuoZTrURXVpK6x6SGa3E7Q5CTY4fyjK1/Obkl+3t/xPJxFNXDzLEBIFPXUrayqg9uUOFyosvfwe0ga4bh7M3RLlmLg+Re5Zw4MC46L24/9Q2kIenOy4autKCsLw66/FmOvkRgz7A0SZG8LfPYx6hYQzysdLQsTNAOcvqrH2piFJOmP47FnubkNekQFrYYmhnvfvV/TvLoRbxyCh6gG4clqhAysgo8/HzUjPsON0ofY9/ykJbzWHBlDISfdVwfFngafR/dNo1EPD34dIkT5cBfUsP0tGXcV8rdPsoyWuXdeh2D8K/DS0dy15wolji08hXdeScOS7/dhyD0y/62GFDd+IBKdaLSOCgzelXPLsjXXlzU2dYA913zBpmi8zEFqBsGfj0tEsDuNtuh80hlKnR6HqiTo1sQDPN5VjRtiIwaMflz0ouLCCN9N5Q/9BC/3AJPR8ivwR146zQP/8d5YyI3UsLQxLga/xFlTH6zcxHQczURYD+QvkOyQj6f3J+KMdDyGZd+Cs0aHqcmmkDQbA1RTj7A5NLrORQ2lr33EAwmDThtPy2mQvcIcDk3hqXU28vRadPxzAQRaQh5I3V5n//4dOq2C7WMycgMTHSFnGYCtsle7GlJPaqxpqhQa+EZURzWiQ8RfGOT7KiJSUxHt1w5ak5XbtgXmv1tVVuHQYRIJAWSv18E53hmhC0M4IdCdQn/BeKF1zT0ydMWqoMvoFlkHjaL5+qFN59NreZ0wZVF/RE2NgZAvBwHAo3DWUv+8CN5sLWDSZ0P70xDoMmUV3u5rzXH9bu5KiyFZ9vsZCAqpfmUrLgPqMPjj3XDlkbE0m5GAfK9OqJMRwy7XEUF+61f5CA0n9sO/phUdCl0DGq7MxTa+ERd1cvTJMqLKh8E3ew2s0cO5Vopz4+fCrZoYJ8w1vKmR0uwNvtluIF7vsgWEJ4WOFIPMfolsZJUTFkPAU1kiUsiZIeDxsLndUHRJECP7hQ9OjqL5+ot8SRSLqc22eekMUD+Ym+bT3Bru+DgaXXZZgZ3Pi3C0ud0DBrdSqMZvhuZ3TzAH+nBIsAgBVlV5Ov7s1gZ8yC0AeHDjAHTn3UcdHLCN3x4lsp/QWOyD4lODsOgFPcPb+feH44uXeIDBYJdXK+TJuEYZ7UIVxKowu1cQpjTAYVupHQAmFypGtYOgSIwQbQaGqfaZ+sm0eEgKg0CKCMVQZDhUIE+mtBiWSDcW+6bhwggaSURExPOHt3Cy3Xxq2iCSJCHiGaFOeQAU5nFY8cNq+uLVJR/h9PLTcJJwo80clRXwqKA1r1sUhsHJ72OROsHeAUZ+M27Xb7gk5uZqk88T7pQj993fUbaQW56LfBfb/jAelttHDUbenQ0jbzyyVn2AT1YIwCdG9maEeICfVs788sWpjz+ZHv8IbZi/8TCpZQ+wMwmBHijDeIFVJzTftimmoEzQFNgu1w0Do6U6bfhYFyw8HwKxWIZi9yDcU3hbaqjTe/13MMyyre8bhu2LfsfhrwgJpOlM5AbqQSoGZBIenOSApwuDEb0N+GaPCloV1VNdAp4h8dspkDjU4RpvN1SIYj8f9uQ8uj9/wBlXA4+PA92iwTgNQWhVPn44bZ1ntPkMXsujBJy2Ei8YhClSmhab4/4CR+48wu9taHQOkZCucxDazcr03a6awezMR1h9bAd+OW6N8l3wf5x9B3gUVff+O9t7eq8kBEINofdepAoiRQEBKwh2VD4LKCooooAiiAiCUpTee5caeugEkpDes7tJtu/O/7lzZ3d2U8Df/z7P9xl2dmfu3HLueU95z9DO+GTkWFjsBjyjTUbvrQVQ3rsDc6kIpkIRRBI3JZzX0zf+pGTvquYht9UH3KcNrVMy9IE7V6NLzP/w/JDjdV7iwvEV+GHXSeikCkS1VsHFsAgws0iqoJqvdx6wLSkJyhHzYWOrsKNyME6forX+7rckXh3fHjhYFncCjkGv2Q6IaLhHjVWE2ZtbIeqfVRA5ZZ6fuL2NnMWZW9cE8ZL71TJB872vCUtHSe8fkRQUi4+6TvBNhucPDD8ng5ZmX0V5eogvzbt7MAZsjoTGSNilaQeKdC7k6ITflgYEY0O3ZXXGzv2BXb4VDvk2dC+Jx47Lx+qUQYo7mIr4Q+2Q8b/D+PZyJC5ZyzCqsBiM2PcwvisKwd1gKRZEDLFor9xUNOVLAVtDdLiy/BVfayPLoutYmjj+dchExJVvxgJlKmRg8PjDaWDlMmxO+wLZ5Vfr9NugZrCrvwrdMwzY98sdjxC1+YUga8InnAfY3VxVGwH9Eu6fO/tOQGYMLV8jKshHwDaBTZBbK4TgLKk72rWb6et1JvVoIx3IedEAWyg102seSNFotX+DssEt3jbFZUFiKgINhHA3J57dlQ/GKkWxLdorNJoH4wyD13o+i4gmC6ApzEXMruXcO+YmxWDsxtdx5wy1ZvmFRqFN39F4Z7YefXeYUfZCJ1gS+OLPxGL16DFEjs8w9QBN9Cdtes/byB1LvZjeLWbzeZRmlOPTgYWI8tdiYuu6eWzl1U78ejUdkQq5Of29P1SF3/Z7LCrJjD33fCf8lNHaZ35DTrRGeK0ySOR5BADHsXrEZVbgrtiI5Rpai3l1wl9o/UA4OOa+cxpOMVkNQI3iASoD99WREb+ubIXYckKcwr8JN3xUWJO5bJt+GVN1VWijdKBC48SlmBxkBxnQo/3z0Gr9kP/3eZhyKdGNO5KDqnAMB5aJMh3Yug9CuowHw1BrmNvT6x327B7HCNU1xGtPwe/yA8Qv3IocYrFUvs71r7f/Paz6sglEEPMJRUIMtTUsAwXhrTkG1NrNdGcAHGUklFB4TZPehSNLGyY+cd+DI8FigbDoTETFU2bUX52RKGghQbqmlkGKeGaVVZBt2wnrG5Mx8EjujaM7+6S0a7EfG4YJ4T61+0fygBMPv4SfN03HAVeF737wRPIw8CvvB4wV6gteX61HkI0yAWY/vI4PnGtQHUmgIm3eU9raPA/G0b5j8++WPijMiIFcbcbg13ei9c0KhDUyI2mQAVVT34bjURRuV2Zg3f2tsLMOroIKWRN0H4q4+U4Mm4zokKHQV99DuPMsBkfTaBFOcRC7EHDiE+7vKOdA7HjjBbTfS7y8dA0sapmGeeuv43HNPaycdwqpmcK+I/doLOmK7mr+fBE5sFjRcL62O8TP4AWAwxbOfbLy5pUSsPZ1oWbtsKPByKg2PxUA7/vpg6ghJV3ZIBUhe3xSYxGVG43suxQA/5omhAT+2bIZvutMQvvqlnYi302x1WBbaSZKxdXYG3QV1WUxWF70CzoW3UNMTR4mXMuBxkHPEG+Pdn3/JgNf0LgKLmIZrtWKWg1FXpdJnrBTNwxzv5d/9iXEn1gOsd3E25MZ5N0dgRtp5OylN+vYS4WIaL5CA39/LvxZuwByqXcem7AT7XIWTMsHkAbU4PXwROTnFmFCSN195d3dGKMRBzfvhJ2R4vFSE+KnxUPaWoOX8oScyoGNFqCPRFDYTjiG4E9dFrq2SENZ6JPAjvCk93PaY9zM3ggd1RxqZQAFwAytw02aGwCTvwf2+RkRoY9gtpuw6ls7zu+g0VoLX/7S833psRuQnyMh7W5MS8dBEuhA9+2n0ZQ56sPc3ZAHmMyjylqBgPtG+B+nZdS45rSj5MIHeB5ViCthkZrHoqAJi6W/u8CKXBwI/ubrZzD4eFPKWchbJ4nTIS9Uj7nJm2Bz2Hn5weJxm+4wB4ZCgqtQYSk1e3mB935BcXiraWskNmWQtvImRJUPob0JJBYR+ewlfbjXZOBSyWDqVteg67MUWSD+bAoG7XLLKgZd9oyCskYLR/QjmAZvgOnDWEiyekEWI6SgEAKsAudN7OsRA1tljAcAtzOP4eaMzNVmUYIHAOsP9MDLmTRst1lCX/jfrWkYSLIs/gyrC4AdL0ogEdVNURIV26Gbn4f8M8NhS/LlNFB8EQfZniDInBa8bKDRdj72EPL+mgFwSKScF7i2MetU/8XIjRfYeQkIDpWMAWHjra91iH2AmlsPcP0srXhBz156tmvsYfjssx3Y+eVv0OY3hshtxeJvFP34PqQkSs4rDNt3ruj6XXG6L4wxdbmFEmoeI3DVeTwK95Xr5B4dz5fi8UdrUFwPAE62HcTd2MI6r5OU1gk29k1kfrUYsxc4oTDVL3UJAP7XMfE906a5i7sHFeDDxn9hwykD9STWakRmRjUFpvYPwBD8BBvrqlM2jztb+HFbbf/EQ4T1qWICrMRAAEDZVYR5t1IgJjnUgVHYTxjovchPn3oQ1erX3TAdKtquxsllX+Le4XGcWuMxjQnVWn3WjlRZjeHzX0TBTUoEGtfpKHRh+bjA/AYD2nr0gvdP/oZAE09mx4eFnybRv81pes4bFzdi4ENSI1wY3wq7GZ8U1MWOg6ST0V9GvfiV8hLMKlqDS2G3PG+TPPBTRLag6ZSkDS1kMCA3G7M2fo0NxwRcMn1EV3w8/Hnozbl4UZGK4EwHWuw4C3s1A2OmGFIVif2q1VYvVuhzZR/6ZbcjdfzqXf+eD2XZDzDG/gqXa1K7FRdlYeaC2dxCb5MaDrPEBrGTRTsiyHj2OGEjsnC9t46ziGZat2PRfj3Xsf1JbZAor7sJ7CIDzkXzoRVuxRgsPl0xGH67vwFDZtZLM/UYDqmOJUQLucNxWaCszXpUNzuKbtGt8VKbIRDXo/SSd2xqYRFEqBD5Vi7LwGd+X9V5f6mVwbD1NGzJrUSkRTop9ub7trn7Oyjw69rgOFtU88BK7uKd+4H47NElXLOGo0QmlBIgADjqVDvcffECluZqOAA8Ms8AkYwPMeV7dVschvtBYnwTOqDykf5mwAsXBRKWC0snwxVJBa57upvP3QLdnRz8FjAcnaouYYqc5g0UTRoNS1wUHpakYfsVXwIccp2oTBueVcPP5EDOJ4StWrDYZk74FKeuTUa1IYB+ai8AWzySu69L7MSPE36kuYEAdFu3QlLoFlZUiSMWx7DGfdGiHQUu7vAFN7bymXKvcmi1bWTk3xmaKlzSPYTMRvPX3O8e2+kh2s8Vo7wiAnbwoUleZ65WWYjJvb9HcOxMiKxmJK2htbLnr3kfe6VO3C4jhcCByCYpSGrbC0ueLUWjew4Uv94H9hDh0Ar7Zw+u9/sHX6+nCnKgrQDPvKOpl5E77o8TKMitwaLhhdBq6gfApVVO/HYtHbEydc3VD1Zp7v86fqP/w8svnHuuPX7OSPFhZgy8nojonXWBtilOBmWCC62v5KOQsWC+7jYHCD9sfAjj7lEwTNpn71/wAUEFkYs969k9VB0z/PHFlib8PLklK38DBtDb7WhHwqZITmVTBxqnUK+yWCJDv65jIBbL4NCbUXbiFmqyS8E6+DrRYhGUkQGIGjwbDEOJWbxbfWeqmDGjUxi1wiZ+sR6qW4/RV/ESbopDuTX0efxuTHn/WZ+IDnLBARF0AUdwO45Y9L1hH/27Ou1FuCy+4cENlUDy7qOfWI++fkfpvIfkI75JOhdqvYtpiyvaDGTG1w37ipDVwO/wGVRPGtwgAKZgxy3bGHS+3h0D18zDgU3v42dXfoP5pHJTAhTDBQ/KvBMmTL1HUxDKih5j7dkZODwgrN6zNir/OGSv+db+O7GpP0qyIrk97h9aiWdG7UOL+0Z0nl4EmOTQj/oUrJUaKUlN4GxjHq6U38K10ttwcdUkRZCIRAhVBWF03GA09o/lQp7pFDBQz9oC+YgrkLAqWFbMBzOvn8cx5GRY3F+/FmN6WTBj50ao/9YgvEgoe0PkcD/1TMRKqbFtr7wae8QOL/+Y72uSMXVJGRhb0Jx2cUkhgtYSYiHBIOaZW47jQQiLlonFWPmyYBh94WQYruqr/xMAHp3Vi1WH1C55IawiN7CNzIvE4zvUUP3pzWmIMWdyf6dFhGHKUAqIG/L8Xy24DT+WhbsU0s93NyCsSo92hffRpkCPTvmVDSup7vOb3xcOqR1FifUr+9UVL6Kg7XBUd2Th8hdxe9k//zoSjv8MsZ2UfROENWtX4cT2ZbBYSX1YoEM3JaISZIKzkl/gFx17URh8tkEDgdmPRWDKcbCaLpgurcAvVgnW1Ull8pUdbg+wkxGjeLcITWYn4ZbFjLnFlDjILo3FqLhp6MZQxnTSjlufwUb/HPSPu46sxNrM7/V7ZwgAHj+zN/yHNIO/f+ATATAlwcqAg3XgxIlCrJlFw9p/fWYGjJGUl0B88zEUO2jNbW95SJ7eanc2unE1r/mBYwGjKgy5oR29xo4/oznFmkVy7kGIT20HyrsLA+S0YOW/r+AvmQyx5SzaP2ZREQ78Od+OgiS+VjvrQvMH4eh0NQaMA3h0/R6sDlIaSog/yGrTA+YAAuJr4IdZYGAS0l1ITXKlDvMb90Z0IyBUfBViEw2PrnmTBUsiB+tRSO0R/rC2rBsV5Tu7QKq+DTp9Q/U2bUUg2h+mhJ6mPtvhaHwLVSObQqntBUmwcE5Xn7uMh7H3kd5bi5L77Z8KgNVn2tsH3ZjMCZxmcb3h/4Ava1h7YngjwZ+hTep4gB2dnJAk1VOL18bC78Ms6D9sA/0sX4+3ZE8QlHOprjlB/xP8eIIu7zHQ+icj3NkUV3WFKJMTDgNhOJ0iB/aP+BwGvnoJlRtyaB3toBa1gFihg4vwHlRWwEHy9M0m3jLtm6aktUfg/blrUZafjzuf50AqJvnhArIi0XaRnlBp8hTf6Dq3IHcqRVh0RwA43u8xqvAQzi13wtaibjrD6H+ycGzcNejX03QYdxPJ7AgvOoT85r750bIaKWJvxcBkfxPZ3/2F2QtdUBufDoC7BRVgSau/8cORMthqSNyot/GPet6bNBdhWO8AvK36HZk1POlnPRKL7I6PHBMxyUVr2s61joHJQWUJK2HxvZKeVdqACBz1j0GlpKE84Norvu6/XQyDw89cgbS6BOsmXgQJ4/CkirqdDfU4PYd+PQlRLWmpIjKf50QbUIWmPkbxLw4sgphPYyLfc4jE2JikgazRqwipKsfy3XMg8rpOHryv8gH2GAXdkn8A3lP8hkgJNVgazXcxQvYzKpTuaB8g9fmfERAjlAv75A6DoOpbGPLNR7iRSUru0nW5dtYE9G7aDgWGdLyq6wtdhQupf/z7FAC8RFlaUTM4+E5/vlTHE8aVsZjxfFZXDO79V73fev5tag1rGR8KB1coHmhTKIKsnjxz0QdCjsj/TvwGo16CPtoA/BpXK9SBP1euRMxCtTSn1uIDvlw1CJK9n0Js1XGlUtwqgPdx5P7bDZ5MkddQ3HMpusa0wsupNM+VTgb/X35PiFmgE1f+SLjbioBvkC4RQKn7p8GFCvTYL4QtVWltuKsTwqGrdcDvPf9uMIiBZaph1pCaVtXYe9aETvoCnAsNQVWJwErZbvVYsJUKZA26+t8AcEi/shP+OcEfbyYKLt2oaQvGw9nYV+Am/nIAoSfuYrtfD0TZivGGiOYEFb04EpYEetgs3D+C9r0WNrjYQor7jWU4/PM9dMoUvGEVKb1xtdHbuHO5hyAGyt+Ay3QNjEKM9UNfRLGGCnbGaETAn3+C4S0XNNeEAmGpMhAtOr+FgNBmPt5BzrDgE+wlWLe4GePn0gkW2yNug3EY3UPAXZOprWg28DbiX4hEqT1SsJK6y0swDJpH7MfQnlVQ+3eE3900hJ/YBENiS6x4YQ4OlG3B9ab0wB4kHw7zqEbY3ZRsRifyPvNlVI/Y/SX+bFaNnfuo0GtlzkDCTy3gVNfNvSHGiN3qOBwamA6lWlOvB7g2AL6+adKyiCvnZ7gBsPfmlFZqkLyEGh68GwHA+t5aPLOTEhG95UctwlKxA+cs1NNNBurbaftRowryEDNX+B+ARUXry3lvm30LOpDIWWEDeZ8rLIuT+nK8/+gmDIwCsV0siGyZDaPahtzeLTCztCmUXkYmfqly3kKRuROYWrnZnufWLj/MsugYthISkRWSUj2az1iODPiji/IV+hNSHmP6HcQ1J2UIBCWR/PlYp0Sg4TLKUusPr6468xpYF7+f+YV376QZ90/VX8vZ3ccIaT46aylDemzCTQRH5OFGtAa3SpP/TwB4qrQAH7//Lr8vuF3jMwMJuUmY+P1vuPj3x/jSmd0gECJ7yr/NWLBBNOzKmwjL5XTg1DkDvm/yKZwqIdXADbalNiOiRv7sHkquB0XZ4Ti5kRCKUeilDqjCrPEnMbFXPHIku2B/GAjja2+BdQrM+kLXWbAuniCL3+/cEuIAMAtZn9vQzNvAPS/g7pso6vsGJO4EVBbIC6zAwHSac5W8aA5ePdgNImI84cFpgDgSIzWUcJE8c7WmBGl8rV1BjPmeGZZQMayRfOUBAGELP/d4qn0WvZeMIVslOjAAX42m7J6k/V8A8JDM7mxwKM1pFGSaoGS5QW14QShyb9FQsTGPV6Bf8Q7P85q/OumJJFo9LEb8UZ6NpU4DdBHp+O3hCjjMGgzIusyRYI2+ky94fz2d4H3iXgq927hrVdpRGm0CCaRwt+w7Q1CW0wfNWhyFgtFCLDeBEbNgAw94HaEUAHMcEnu+hbEyAcFB+WjcJh5hEao6kTx2lw2HdPPhFBPvU11llXTV2TYDjaMP4o7lf/i47C7GxAYiT0KiVupXbslvZly9jhlX0+EwMCi/KEPie4nYoq/A31y+N9EVQzGu0ctIFVGwSdoiw2coDV+M1LhKHgALYM/dt1oqBNwAOGBIM/j9JwD8kJuHO7mP8PVIWi5lW3R/PBookCqq522oQzREvufXsxrPf/UDJPAdq7txg8Fypb/4EEAe/JJJiCq/DD9jKZhaDMaO4otYeGcxDshV0JlcaJvDIoA4vVkGhQkO/DsOyI9kIH/IIOgKA6mZxHSQ+4vglEiRk9IVFr9AbgbkOAwFs5FnCCd7no7Som69ECfxR+ugq5CYyVnKwHmNhXkxLUHmEwLNHegszJ2bwql7cukeq0uC4U1bImEk3cdqfQA6HqR6XvX4pXCy1TB2bA11hw6+APjsZZwaehbKqBa4mt78qQDY/0JHW9/LE2XkrOQAcIbgIXWvGQ4s8funPgDMfW9i/exEpBSSPT4QRdsHeTzq3LhUieHXm+pOrSwX0N10iHuGOwKSzIMxlkXrmqGohpNjg64d2WGXWLD9hbc9hFjCLqZ/KQrUkBepIDUquZx4jvyJj7IWs3KkVo3D4DkTYNdW4cSEi/CT+/s8g/QloiALSquvc4b2kRcw/PYsSvHDuh3C+vbuy8fXf8Hv2xLhbE5TJNxNbbLj1RUPsOrlPJj2+bJrk3DdoJxTdQCwvFqK2DudUFgRhIplWZj9PftUAGzeNHdxVw4A/4MfjpR6yunUHi8CgPu1T8TiuOU4V5b3RFnc2dUSvzkop8V35ikoc+V5bjfELxK9XaFQKP1QqgvFOW0E3Qr1Sr+dY/B1AAAgAElEQVTavaj777RGSTAnL0Lm6b448cOSugC4lg6lDs3D6B+fg1xD6kuzOCXaAwtXGpQ20o/R6fuQmkc8tLRjZGnsad4PRn8jJLqemHV6Fbrk1k2Z/L30Ci6biKNLmEg5FPhaTVNRSKu49Td6p+7xMX51fnkrVH7UyB5pAubcZaC3nkTHjz5DmYFG4pC+rn5/PPo374TLuRswJ/qd/waAVy1WFZtLWoReG0m9WfRm9TpBuG73vhyJcYN2Qu5FV+7+3drt67Dv1H4EaBQITaZCqnkJA0091OHshC8hDm/GDeB9y3YsPUi9wIeT2iJOzgMDL4ST67cTWf6Uhba2h2b1qVjcO9cb0pJkyIuaQWYKBuOQ8xZ6FiKXjCaGy6phbHIU1pQDGNeyP7rHpPBzWH/oWLyVRaRd8P6WyO9gro6yttVuUQ+V6HhKEGSZjUwoswkAJzOqCXanUmWsvsVsk2+EU05JOY6fyUWrCgfOtApBzR0KthUxkWj3wRBUBJYhO6oMK63OBj3At8RheEA8wCH9yvaEZAV/tZEPkWZZXH21B6zP0BBDdyNht9FbzuMP/2dQIvHHyqrb0EnUyJ82CXbeQvr9AVJyiloyvPtPhmfjMBUWbcvC62cFwi6nXI1bb32K03/TJH+u2QsQk7IFxVcO4kbzLOyN+5ULNyWCTXbzFjQnhfAIukUoSCHPC45sj+TO0yGTepGj1FJC3Y9xGzqsIhdO+9+BUUKtSR4rKMOi+eB0aI75QbI6we3fqRVxxeK5du+iZepUiCV+SFj3BaTVetwfNAKGY1PR//vvPImpfy98G79eZbCraSHssVoUTxIYhmXFpdDhdfyc1RFnLlBw9YzlEiSr+nkq6pIHu0VClzE/Yk7n4cjsdwoKlRqTUmjOhXcrrXJg5dV0xMk1nAf44J33301ds3txfQCY/K75n30gfuQbQlQ81B+WSBn6774BpUWEJar7eCSl4aEnpcuhNlED1pYh85DebJDn8TZpKUpC1rvho2eG1qxIQUQlUeK9RKX7xOKtEeqbc3C42oq35INhDQ9Dwo+9ca4T9exMvaFGmxI5vR8nlOm8i4wkpKaBGnbeg8ICbUP+gFxs4AwpyTOWQVZWhbekz2CThDLzTmhbgXlTA/kFLBi2iKXUFnET5ZVRsDWtm5Pr1EehJr1uvvZ/AcDJyjtopqRGhtadjkAicWBd50hIrkU+FQBXTRyMQUdpCPRsowtTvhnfYJgreak5b5/Aw78/w8fsA5gJsPQ6aOhoUpgapHoJji40F75FqRMHtwrW1sryAszIXIyy5ArPHHvvxKa2n2EbKXyf3HXn4nGwmQUAR0qHLHrdgBG9c1ElykSF6BoME96FMzdUkB3c8JM4D94q7V455IYSJ5TT90Mx5iz3vv6u5riX+AdCzGr6RpwuzCJo5QGEDcvGjtvXsW3ZLbS9601gyOIF7c8e8ivyswXqEmRzNTcF6eIjMwBUNZXApaTXiQc4eO2KJ+bHuRXL0e3aYlhbQRF7EgB+LsCC83wOMAmB7pHVydEoxJ0lX2e7ez5QGeWwnPkKFokYqRVnMe2hOzSWRfvJL8IsFbzf9d3lSsEtHC9ui0zNMRy/8hEKkyWIqCpB2+JHmHw1C3IHD99qGTnpvWpDO8AhccGitaHKEYCzN6ahvJQar2VSK9q0OY2wcOpNZZV3wCqzecMEMXBIkH7hdeQ/6g21yoDkHncRHSLIGO9HXZZuRb5KCNesrZqQsNyQflvgpyqCkZmMESX5GBBJeRAaUhrJmlq77zA6FhShcK8Ddr0Uzb9tjgWlhbhsIgo7A0i6YVjicHRzkTQXFo+ZZKwsnorXDT/gwvB8ZCbS/VEfKBfGi/n/AsDk93pLJb6cpEPRIyUOGmNw//WJsKqoPqH5ehMVkl6RT9z7ktI4v+9FchKJ0hAMKIWBLVGpJVFddUdEbjMgsfA04JSDOXYBMAl1j2uOjMc+kRNLubxVUoaOQheZU4rysGBUhUTCoVDCIVNwV8UuB0RWC+f1dYnEdHwYFkpshII56qlmQfrZLiYEc4cIxsYQ/X2EGDJg+hBwFfNcELUNGAyL6v5Pz//Ntqjw6ZDG0LSjURWxd1ui8Y12YKUWVE1ZCOsfobB8Ew1tv+4QqQQwbThwAmnP3kWTbjHYcrQdB4DlziS0rxUCXcjnAAcQAHxlEqdcNovv4wHADe3ghgCwfbINUifNf3WHypJ1pTikh/JAJTKLKc+C97bUvJgM8X0aLflK5XeQsjyRKP8lcp/qDqFoe68rLukKUCn3MtTyCr4+IA+Hhs9rEAR7vwepGzyr6DjigppB0sIJZQ8Hbh09ip3v/IuOYULJR/eyUziMiMjNeUJUiXD3zb93RFbfupUXyDfWbJiBD8Tj6dh4eZdH7c+GPLQA/7AqsPeJA4PfdSTVKPQexPceoqCFrwfYP1+L4IIxeJR/BJaNkfjflyao3Rx3HqxBUb47BJoAYOIBXvwUANy0NYvuzdpiW8ov2JH7oKElQOUjK8FlO01n2m39Bf86BEOmIkKBeVVNIRZLoPYPx66AONhqlZV64s1rXbSKpVjcbyK6iJ/D9c2TcXXje3XtSvxvNMGFeH7pCMg0JG+cwVXR9yhFHx9ZGluRi9fOb/Q5E7MDorGpZSvEK2MQZrJhxS5S6rSW8ZFlKQO0lXCm8NoIC/SUPocRclp5h7SDN3/Ch20vegx8jESGPm+d9FwfWGDByEIp8sw7kTJ9vs/bnv7hXcTqYnHkwXwsTvrxvwHgxYtVWeosXfz5Cfxhxd+yPtspWSOtHr6Ml1Oeh7+mbhiKyVyDybNpmGdKuxBYYEdoDRBvqCd3p3kviAYLL36k5BvsOBOO5koNdjauK+RcjANnYl7wemFvccAit0KBHw40gcXu9rrSA4D8v9imhtgUBElICcY078MBX5G7Xgp/R28FkX5kR5R4J6KqhkLiUqNKmo3vNEtRLqm/nlm700GIySBEJkCN1oZLzWug8ioAfChlGu7G9Pb033M88RvPop4NVkzzj3ZeLECqSIdLEiOsBZScKLRtHzTrmYhH49JgNAVjmdWENGspRuUZuRBobwsfAcD3A0VYFDaw5sf2Bep186s8yvC151JgeaGfz8LRPChEq083YUXACOTJQjHEeBEzGDVKRz2D6pZNuHciHuB6DerEq9ZRDj+XFed+8CrFwbJ4PHYW9t18C84qIbxYGWCHpHoCaspLsbVnV2QGCoqPbuNGSMpJLqigunurXdxcyjRQKP2h9ouBWheJoKj20PrHUwHIjyWRk2XKTJxVlcFOWBC9PNfkWmiTQkSzVVB8kVzHks5ZsRkGCoke04ethV/oCEiNFUjYQEPA177+Ldr+0BTdV33Lfc/foMKqdTOw7JyVA8BV3eNh6CWEtRICLHHvqZj5w0eoNPhzYziqyQM43hbqD7oXqjK3DO2/3YxXI4ajbOhBBGhpCDTXJ69ckNIqF1ZeS0ecRGO5+uFvSg4A/7Fr8blRHbgQ6NotyeZCj6tKlF5ojpwgE4raXYDJ70MwrA49j1yCX6UCpyQl2KLK5fo3y/8YxpeSkGgGZ1PH4WCf97zWLYvSoC2wy2mpM/ceG3s2AlNPxTSsD5I5sFVBd2kqSlklxsqfx01RKAIGN0LWMgrGyBS+cl2DZuUSvrYwA5GRAM+nAWAWbYPXQiGmBEcxK/Yh4MQNPGAC0VVJ5VHzKGD3hywYn31PV9djRTCaKf/GneDBYNVyfh0JymL1lbFw1dTN0/ovALiz5hwiZAVwamvQofVp7nnfDW2Kxvs0OBP0EFmN6Frx3r8R8hr4HToDNwDet35IyvIyHUYuHgirgio6tRtZI28uXQzDN1vwp/oBLhv4hB/+i95gODL3Y9RMoYd0l3wbXwpJkPjL9gzE7l4kJ174zL0PY+8ehmL4RdiaCNfST7TF3fMtPB4edy3YDsk2bJ9bATtjRJkoDYaHNTDMmgJWT8PZfNc1AUpmKCeehIIYY7Vmbj1oC4fhUp8PkVQZ5BOBog8womv6BujNNRi8ajnG7u0I1ibkZQYw0R7yK7dceFtVAaubfMsDEYRyT6Q8sLGVACK1B3dBSUhfvMAEfTffUD7W5cL3L45DiNYdpsdi/MlIXNMTkse6JFgEABMSrP4jbhYQANw9v4MxwU9XN8av1iTbXE502/AFzob5I9hahG+uT/IoIqlTJ8Am9s3hEyAQfcdPDQXoV8zi+739ENbuEHY6X4Mz0IzUogyMuP8A7fIp6Vjt9VjvevPUC6bD42JFOPpwOrIreSMA78ATiZzwDyhAUpvNUPs/hqEkGXevjYG5OgSBgUXoOFAFuYQnv6mldFQxJTiuI/wUtYGb16kQWoyELn/D7NQiVfUqTlXm43c/odKB97nu9teS97n9+5/ca2WtsEHTzA+NZjTCtPzHKLWTso2kxtTPmBZ9E3EsjXbZjLdwvsaEP65cwvJpaXjciEQ71aclCaNFevkBHwL9f/EAkzs4XHb8+D8rrh0JwFemUMhnzvTcWLVwK0QWQkZY9/nySBumbCRlVoRrLpEED6L6gfzX21PtDuUMr7iNwKos6sq5sRBM9iswwYbqc+9CbchDlcwf3yWGQhFWDl20H36p6QEL6taBoozAfN1SDsPyKQKuUoTKP/MQY8UHavHN8M7QyH3vodKXIngEqUPvpdsJixhOPxXMnRqu7eweoL/yQ3Dm6ygwGnpudObzf11BRah+7jfUvJgER5oWqvZtII2ga8VRVomac5dw8cWH6D1ciaXrB3EAWOlMQu0cYA4AF4dCezLVPvDmq0IINO8BrldAA2gIANuGGSH1T+LAorfMFRXaoPs2H0Vre8M82FffVnyaANlBStiotusx0fiTpwSg+/nmQBci/brBrzwYJwOzwYooQ7D3ssmPuoETg+uy+9d+h78m0Gg3l8uJnGvncHTZV8g60xzdIp+l6YNeS9GusSMx/SHEJEmuodxf/gHOYBcWpdU1LpPLTWqy0e77HTiY7KsrkdDb6cvuIfvVYuzdRqMkqMyi75ZgP4UasxGFTbzIIJ1AXHo4IHsHjx/+Ctu2WHz+vh4yaz17mAX+HklzgP8rAG7SwYrhLVLxdbPfcCGb1l1/Utts/wbJbBzyXRlYbJrm9vVw/52iSkILsYarB1woU+OMrp4Q+ac9wOv6/mZ9cKlRUzRlF8N+wYJbeyahIrspLFX+kKlqEJJ0A+3GLUcEH/ZsRjiuMD+ghg97do9QmLEEb5z7C1IXmVcqSkhW7Y99Xoey5nsEBX6J2SdXoEMewQG+C83ucuCjvGMws74VM6YpFiFR1Ia7V43UiK+yvsL+BFr6lXwWkzoOTXrzFWEIQeL53zBEPAq701dh+lKBKEsqEeHqz59CJVLh0INvsKzpcgqA1/wLe80TcoCnLA243vWRPOXi4NtwBgY8RaQDavNdLAh5DI26tqeEjsgvG5bjZNoptGkSAbOOhoR0zBd5rDee5eYXAtGrv3imyc6asPTKV8jMScIQ/2AsiU4Sdiq/snN1bi8wCbchQ08EHM0jI4eb2SrGsTshOHonBBqZP5oExiNY5Y9IdTCahcZDI/Ui6vFaIN4Ho/tvp3o5WDmhmCdPYrHDooSNBVKUHyBWNgQmZyHSLUu4WsakDVsXA6mDKiD/DikCm6+BvIzWotX7qfFHj9UNjq1LVAKr5h2Pd6d0/yOUdmiGq2k0V5K0pPAJiByvxN1XzsEvuy+m4wyyHNV4Lq8CrNTsFcLL4rYkHPcCxfg1tK9rdocC0arFZgTwBsD0jtGo+dC33pqiUI/Ut9fgrLIF9uu6INH8CD85zahu3QxlI6g3c93Z91BsFMKxBakDZEaLcaa9Ave+uI4IvWBpNEc0wsEPxiJvyYc+AlKnnAb9g6uwB7JYOfQzWJkAKpStVgT89psH7niMch5yF7c6Q694W+BlykBEJw9FdbPGyAjQc8DXTdztDaJVQVVILqiGYku0V7ZS3dDu1lE3MGooCbsRIzjtIIIuH0JJy7bIuvc57oXl4O1Zm6CuFmHW+rYwN1MgbVFzLH6xCiHBYdD3EizbgWd3QD9uPqbPEmjcR30tht3ft2QIGU95qRFxc3bj44iByB28C7H+WkxolVRHz9HXuPDLlRsIkypdt2etFhMA3GbdjsXnn+1ULwCOUxvxiewkQnc7sbiVFNcCXEDNM2AqZiMy/wbanhEhT2zCQi0tj+DPVOOIXShVNufds2BFJISOV3bFZhSGr/AUpSczobKIsfmHtgIJhicR3zdWXZ7zDxS5m0FKdbVXvMqFRDNKCUyfK2Ed5y5tIczvW6eHoEmpkFrgLffdnuLWgRuhkRHDCYuo3w8h6NAV2CFGsmI6d39uT861IyKI5Hb6MrqTUzMv0IWA3XtR8taLdY6Vhry/5Is51224tqthUiVOLvA1gFVhBUhufIO7/+uvdceAHw3I6m/CWQdV/r0Vn0ZqI1zb9iNk2FgkZxQ9si8dnTjWIsGbn7yMrJh69iDf6zk/Lsahl9Pg7HMIv5BawA00/5JhULZsAVMrCoIvr9UjzExCh6mlqCAvB+8XLUNF03KPF9gtt1WV+WiR8TvKPhLDpaLb2mqWYe/yUbBbqQefLhMKugJ0Tqx4x4CuzSkrbIXoBkpM12A7kwy2KBDQmCFuXABpapYP0PFzNcHjy31R9sIkNOIZKbn7soBN7ETr9DWA1orR61ei0elkxGRYeL4Q2oN+qrcQIxWMQTmME98oiSHQt3np16hOEMOpE4wtgSt+gKTKUH8JD68c4GC1mgPAbq2A3HPgoRDkmE0UANt8genoQAvOylwYO0Bv/GvVWL+eJe3L4lV+dS0stfpqYlmMWfkGdiZQD+fPl4ZCytJQ9edGDcP9oECfsff+OZmPaIcdRwsz8PzOtzFy2nO4e/4lHNUNgdJuwaBHlzHp+mNIKB+aR5t0sz+7hZC77ImPcYRT3Onrm+1anM8Zhxx9K9jIAqkFX2XSGoSGGxDdWIewyCgfxc8b5zpYOw77zYedsTQY9cBFB3Q7jKDge8i3DkOfy80xs6cBVU/xmMQbDNi3ZReqbWoUrdAjdnIMHJ20mJ5PS7uAyCTtEcwJ+woK0PNsoeFTZAUewaYTFnz78WlUBtZviKo95h/kdOBygINGJUKrDEcyMtCLEc71SuiwmaXEMQP7LENEaIYnGeDi9VwsebkxBtrUGDPyFVSG0yWiWH0IkgIvQzy/iN0m/16zd6DZYJrD5z54rTI1MiN6+zAHeAw7LIsmBcchcRADEgMmbzQ+K/0YB3X56HfnHsZa0uDkU4TnZXXEBWPDCrnHScfPfJvIUswbcB4S1GDP7WzUWO0Y3y6pDvh1j1vAz7eh3ZJdF9yzJPy5MZy6uudmrW2CkcXJCF9E157MpEK33bRaiKX3Ltib3IChcVvP+pZGR4KRSmAvKgVrMuHcG1l47lkTvt/VHUEpN7kySL4AOAlFysVwWOSw/9PT9VzG65zAaB7TG36PqL7bUCMA+LGC1pV2k0iRbWNvUgNph8S6TjNiAPwiF/bmwSjcPtBHdomPBUD9USMP6BuvX4YA1l2RgABdKulISkdryzAUyqtwU1viY7zjxD2p7hDpywxdu/+rnr2F4oe3kX35JO6d2AF9kRRqw0DEq7rTvF/+PqSDBGQ3yisGY/auTlIrVMH9ABZInxeCA5PqTzua9WgV1n8VDsszbu4NqvOFGUzovy4L/76djZz1vuBYEViF6OtpKImtgCG82kNG5V+sRWhOIEyimcgNOATl6zn4cD7Jr63fiHU5qQh/NBnjAcDT49di1781cNYTzUpeJ6SlBW91TcYHoTeRVrbVZ/26wRxXKYNXPya4nsHHDlIlhcGn1UNhI9U1+CZlxPhG0woKpRYypQ77/GNhEvkSAz5xodW6eDypK04k0Q0sgRGt8Rn82TuQoJI3WpNq8VJUog0ymFdgRGodk+OIW4fR/vG1OmfhhrYjUaB6hAh5AlpVAl8f4SsEefQ/agjba3iAvQbf/F8pK8N8jZtkkIVRfw3Pq1egSC1giBbDFyCsMS0/qTPkoePl5eisGosvNyzG1lMCUVavlHiseXMaGIhx8MGX+LrDGrTbl4HotMwn5wA3+SImf1aFPfKqcgmsz9UtRF3fQM8Rb0Z8MLG8CBDFvXuzcrPw0aLZUEjEaN0mHAaYkGJQQV5NXsp3sYne3QCIBYv7Q+smrDheDItFhxcDwzA30pfJkWVdSA+bA4OChAW7XX5uIS9YiRlrT4hreO9ybePxf1g5LtkZODU/8bZ+4JBFjkpWhPaquYiTUTIFdztf8yFsORc9+b9mlR3HB5UgJE2oKbu6/1cwKpIaBMDu8kfknuE1cbh56jiu92iF4tOU4lsaFIAm5SMR9J4Il6dcQouSYRhg2o4qlwPPEQ8xKdjn1dwkWH8E98Sbncoxc6cVA29TRelmEzWq5r8MhgsFpE1eYkTbGb8jXxyA5cGjIXdZsd2UAZdCjpxZb3DfuZS1G8fv/u5LvMGPLZmJTUNUeOaOHuvX+uZH337rLZw+9j4cRo0nZEsiMYAtHgGH2YziBCc2dP8eLCPhhLEsPR2a0zTkwe1JIj90/y3Muvsz72ssTB07wdSJClQvPY5bqVKHC23T7JBk1SVa897xZO9+NDoDhJhGZDGh8R+fg3E5sX/qLMQs647Zb27DmdSHmLxLBhY0Z4zk87ZNGIzX/rahbPgAmJomgNT/9Sv+AjsiZNiwjRacV4ls6PtT7VrTdB6kFdVg3jyGpaNCUZRwGyMSWqBVdF1Lu90uwsLzV+CvEOHhe+uZrdcXL+uyafGM7QMGYke+sGfCShjE54uQnWLCvKBDHAD+O0mBfRE2ME4NmIJ9kNqcnjzgj3TXYWboWjrktwKB5dRa982MI7DIfR1Ulf6HYFLR0F43iJizNQldHgT4bvNa+49xWKC7MIET/HaWwT5RIj6QDaJAVSWC5WU5HF1lcEUBrmgpovVBmH2MKoi1m4SxoUXgVqilpRDVWJA4508QLzrRCl6SjcR+CSWRmT2CxWv9yMnj5VnwrBBAHXEa92/EwD6wZR1nU9X5KWD5kjv19eHwEj3MhnpIDggJlzwDrVUU9MYlpSMojHrNl3ZPhe14BcJHMdha3KiOXGis0cO6aQd6Jr+AByXiquEbe2lbOMXY0XcLfhvjzSLP52jyc/DuXx9iY7IEEz7+FRPTpXDySpB3v8kv1Ma2iCr+GCXTaP7sq+kWzD0rHDo2qwlLDj+LYz1iSJ0Sr59TWJty5lew7UpgfI5a/sk3cjOicXZLH49C4T3t5O9xvU1Y9AYNnXbCgnLxFRiZ+3AwlBjJrYio2RiEOLvgkxWJaL9sEFIMvnvFKLYh6fA/0MZX4Nm1y5FjqMGr+zuAZZ186g6LFrL+6Kh4wWcdfqCqQDXXU7cE8Y0yccoYVDcXjAYiQyWCV9KcqYaa22vft1kyJnbv6plHmz0YXQ7aUe10YFe5HB15w6h7sxAATDzAb3cNcS7cmCoZWNHRGi7T1t3otR5sd0jRa1V7nEygddTnpr+CCAv1zOxokoDPenb3pFU0pNjtLsnA6suD0HIAJdPacHQdyiPkiDfkYPL1m2hHyLC4d+Zf3MuD45NHyBkAvAw3vMXeK0oR5TWxyK5MRZ6+KeRSM6LDbiEqSguZQgG7qhlsyhb1OlH1rjKcCvjB8/Z1o7PoJVL+KGk4zUlvVPYuLqoL8Jsu5KlG/CGPMvH9iTOouODk/td8QXOcVViwrJyGTLLydgj2m49ZfjTqxwIl5hV/DnnIGiw+o8LcL47Boqx/z9deKyQH+LnpAxA7IQYKUQRG4CAiGCE0k4zhbyxlQKUkWG7vEYv8yiLM6kdDkg80GoabfTpw8km++wKk6ZmenM/aLyzV2PDyHsJe7q0jAaX+SSj18w4P569zcsKF+JJzUFnoeXbH0hjjSpYgGFVYKBX4WqbcHYgSWz3nJ//i3sbm1zul48U2D4Scz4a3kueKLMOI8Ff+rbMGWakYNX1oKsuTGqlFnZLVGN2WUKNTcG4sWp3tDUfsfZgG/QP7MR1MbzSu65jkDVrXF5aghR+DfSUqyIMqoHS0RFvLCAzHERQwYdjGpCBf9Q1377JVwzDpMSW+axXWG5rcpwPg2mWQ6LuwcE0MhaieSCdpWjXUG0pRuakH9H0pOam7qXulQFxN3zPQXoyxVb/y8spXaDEaPzRmeqNCYsYVvyKOzZt/rGf/mWw1uFOWjntzqFMq/JPxHHgUiRyQqvRgGBcYsQ3h6IVwTQw0Mq1POgsXWSdTICC3AHYTyTmuz4bhXV4PkPpb8c210fWmKqgdJrz/9ddYIekDR2NiWKXvRPrU+98iZOVV4GGvYshO+JZODU3OhO5wFrJa58OhEPTi8AfB0OpjUWnqjcJpgWhVuRRjdgs6eu01lRVcjj0x43+5furjGSQEum/QCty5TNid6z8QdI0cmDcT6HewD9iWM1BuoYY70uqTxUpWhov2Ndz1T6oHw874lvfsLwvDQHkENH5hqJKqcDiAOByfcBg9YVN4A2C62mjz1oa8qrz6oLoAkwEvXNmByCp3eqNwsuf6R2B1++GIqvkaGr/vsHznHITX0GoetdunecdQ7vTdH70l4zBU7k6RZHErfQlebC+ku0hkGvSc4S43y6LjxWXQVReik2I4Rn01F4/yBSPgt68NxviOA7gyigcfzMOHA9Zj9FenoC4zcgDY8IiwQDvrjiABwC89RmRx+RRUfyrQ7T9hPDHUvh+jo4nnov4JWfDbd7hy6wpGt2iD26ocKBwitKaRvD6N6ToGTBeBMIgM7anS77DlDA1LGRsQhjmRCZC6qct4baRceQX3g36GQ0TLddBQHt5y71JBYlgGsL6WQm8vb+3N790pAn5dmp88H122S5DhkCJJPh6tlbQEhXercRXg0ZlJaHmJWN8ZXOtaBluOHxgST3vu2SsAACAASURBVEdIF1Ry/N53Xb2b3H0fs3o2IKa1GIfmx2LtjRM4orDCZaYLRhYegjZrh0N2TIwDSYXo36gt+pk2cwB4dGERWLHvYfyACcWtEAmWB3XFJ52qEJ/pwPebKGvn9b6hML7bHlIrLSXgVmo6TP4FkhoLvg8ZD71Yi8mGNIwVq5Dz4TS45DJY7NX46eiLwqFLfuw1/aQm8InOclTOugyxUxA81Y1a4dboCbj09ys+Y6BUn0fNvXe4PjxM1mJXxzke65I8PR3qU0LcvzcQdosT93z6eokBp1YH/ZQpwrP4L0icDqSeYiEpoMLUIwTqWcKhfk68OZ56A0LO7UHg9eNwylU41GUNxOfMGPvdSiQ+tqPbdd96mNHSMHxywbe6uH7JevxvxUzk5NOIie7ty+E/xfcgc68D9aNiZHyeiV3P4j8B4CCxCK7vZ6cuOHLk1U5bf5yxs/cgDwBOuS3Gs0epkSMvxoEuE/5B8AklrgZLsCSJF0SlX4OxdEfvQxegNahxWFqEPSpKhtNDkoXFFpr/tnH4AtxN6usz3w5RNYrCCduyL5DYtbA9ZA5+UOtDD8TIUXgQyqzf+Tw2OpPXROF4VTYcOWI/XwnNAs2aJ2H0uCFQKOXc+rPbrIhwnUdi3D1I7DXQpT9G+HoTbBGDwSpCUWk14qXMbNyx1MBP6cKVBQwYkXuifUEwWQf2itPI7zO4zontKIuH6Tb5vM6294gQY5ETZ9Ya4bB6+xKBOMUjtFUJRBDJKWeg0pBQbxbf9ukE8aFiHgDH1zkgW/iVwX7yBgbauuACKzWN+KuXigDg4sBCTPlmnNcBJnSMjOLIY8/jVnEvvPbnHPz0WIQdJb5eYPeBLHIqkHx9O8rG74MtthB+VhfOrTdA57WcH2bkYdHtNcjsR5iGqSzzQEenHe2P/4iyxd5EWcC5nT2Qe4fmGvrmH9PfyqQsxvQyY0RXC5rH2uDHiWgW1UwWRJBDxUYht1SEWSv9cP62HHPudEbXCkFJKVGYkHJ6I6qduRj9928ws2LMfPA5ajJoOTLSJKwMY7SLIBcLhEqHxBZsl1t8prG2EmBsLIFTQ8eT/H/gml8gLRc4DepfAVR+vvvMALSJFUIUvQHw0TI5yNx5GqkrH2JGrpjF++3iXfO3NREPrOxoCZdq3eEPDT0KDqsKqSuCcDP5bdhFIrSuvIA3M+Zw3zfIpOj60gtPPGfI9yZXl+L5xww2FIqQ2GsTSh51wE77G7A41UiuSsNHxx4j2EwWAh/DXJvRlrcq+oBf8lRPiobbe+yzYup9J7O2F4wRb9JrvJwuN1fiTPjCBt9DOO+BqjA7WnX6FZf0UzDSZMaM+CB+jdbP6eF+zLbtu9CswoDcDXbYjQwSl7bAtILHMPHkTFC8BVnoG/hSPp3rGqn/u7lsBKZW/IkOJTLM/fIoLErf/d7QpM3Ma4Pxbwz2AODR2ItgxotBmmWxFcNQjkCMHjYPGrVQV5ykIx/8rimOnSzF+rJw3HqTlJgCpNczodhz4YnhpS1HnUW3dwi5jK/wehjVGzaOv8Ud6SAotGQtx5Rdhs5ElDUWV8wtsbF8IsaLBX6Y/wqAP+mbhmeSeI/6U1el7+jF9uK9QrxRhfzc2ioOhAH6ae2yNAEzbTqkfCSCulyDdqeGQWKTwdyLeH+vo/rFJDjTaI1Tt5PKXdO4tJEB/p/aQaI095UoOQCss/VGK1tXrgxSJhuL/Uxr5KlJiDlQvr0nJl59i/v7vwDgnyNbwiCtf5u7xmshqodXBxYX/D6ipIZlD0agyt/fM5rik35QfyAYvFtaDqCHyTuEnNfviHlDIUasqDPsCh2u6gpgc4Ngz3FIz+FKcxlXhsfqICkoVE+SiqRQyzSQSoQIHzfCJWPo7xQjtkoHc/VVOG1Ez6wna6GeiTvxc2OkDeX1UP6tyE8lLgeW3f4Cv78Yg6zxjeBKpHnapIdiuwsvrctE3pQyHNoTAXGNLyFafONLcJ0px+M2viWQktJiAaYX8stKULH3I7TZOv6JALhUacb6nqO33dzy/uj/AoA1cXa88909TPxqDRpNGoHzjx/XIR6rPQT9XB2w2PEO/jR/gZsuoZ4td44xInyuagaNTAW1LhTXlUF4oPL//4LA21oPxrXoVnXOP19NqBYgJqSdFbmYkrbZJ+TZLawNci1+7DUZoaUvIyhsI6Ze3oJh90/Uuz3zbEZ8RXgGvLRFHROEWYrVUIpoRITNacDKh7OwqpVgiA9O7IHWI2jkpMxWhZ7/LoCUUSCsKhGDP+M9zfwTTy2aiTi/BBjMBTj7+Nd6ALAIMl09ZZCafhOV3fWGPE5XOBjGRdSa6m71WQrINZ2zAksjac5wfc1mt+K1z99AqESB4CZyVDFWtCliIHPyVhwup5GG24leX0k4vz23sbM1WHh+CfKLI7gJS5ar8XdCSyhJ7p5XprtTZMOjgLUo1NASIx6Fy9EcEiMVUHVexuss8OSfcR56emA6lTvBKknhexL07IKDFWG3VYlAcXd009BaubUbCYUWLZ8JqVWEWx3LUawSQ/tQ5+lPuTocf/VZQpXW+qxihP1Z+5pnce49a0aY3ID7Rfme95XodOj2ylhUBUmww1SOcb1aYoDlb+hddowuKAEr8Y2r9/YAf9DegEqXC4cXGrkNqW/tj/QFbSCxNIOIFSy5ib8cROjJO9in6Yxz6pZob87Gl85q5L7/Gpw8UcSqU9NRaRJyP73HgkztP4OV+PXvUoy5SsIZhTC63BHTcTcsFfcPCCyp5LLc/grMRTe5cTnepwuuxoyGB6eUlcJ/926ITaZaljS318trLXmKLwgA2H1KEAEtZ+xI3S2BiOSic45AL+DglXfjtlqO6lOClCY10GTdRtT+Vdw8PBzxCswbhmLNiLPc/ybssUPs8gXAncsi8NJjwSLpCjbiwaeH8cHnX3iGavBcKcQh9bNYkhJI8093hLHfXRQ1vY4hcc2RGlf3wLTZRPj+whWEMGLYl3zUZ97+i3267p4353DPvvg7l1r4X9oqRXy+oHgHDz2BWL0FFpELr7XjmRkNL4MxvoSk2xlIvmVBhciKOdqbnvHZqPgTSVV6VPpF4odXBaIG9+iV+R+AVXXPZ35a5GixcEMzX0HtExdHFS6RKR+qRyshNpJcY7qDyaF6hGmEj+X9kSPigbD7MCWhfwoF3tVmYVbuBm7NGNsOAysfCIh5gi9elyOPy7dZ0O/2JZz/KA8BUSRH3MfeyS9PFlJdHh4GRIMNpILYu1VdnATWWvfz+uTA46vlUNw6CqXUhEZB91GZEcuR/ZAmEtvQpvMx/mcsZo7qj7h/HiL2ORc2FiXWAcA9ggtQfjYbA8tScFSlrHru9+7aFB5EfTt1Hk51JDKvLipvlJsI9dGPMfGfj7hn9b8sBcdrxI+LYEUHkm/8A1egDSVTSR4Ngx+PV2PMfQHQGvXF2HexGbbphsLYktaB9j4PRE4bonr8BLE/sXQLvblyqAMeXhGY/L2veUMGrdKFZzpa0SLOjud7mmA0ibH5lBLLdqrh4M+JxGo/fH+zO9ROGU41fYCpfx/HpuN7sSTnEqxw4ZWCuRBdOcQvH6qs9VPOoGWP+OEhJtIPlQa4GjRisGAZBsYUISJGkpOFoH/W8goyz5zrHsZaRh0xw+D3V4X63mTcCQDufsgBg8OOjRVy9LEL+9DJsogOp4f8Zx2SXJ9taSQeWN6hIlyu8y32Wc8ic1YFonBNJnpE/oQH1HrA5QEHWYu49/2kVzfsSqJRDw21AJcdlwrv4Zn9szBm4nMQSRwwlsViXTGtJzrq3nG8dLWApjL4zKzXTHr/6ckFdgNmupdrs8421B9vEHyvNBN34ldDzMVhP73peh7EI1MHvC/zw/shZtwjKU71eDjcdyLdTi0qw4Y9+2DKkqBgjwVRYyJxvIMYmw0EePKLRDoCyvgfMQULUCKKxkFDf1RbLPj17k6IYMW8z/5Flfa/AWDiAZ46rR80EyKgFsdhOHMYEWyxVzAKiz0YiAImBJPHfuDZY6TPLpMCJesmw2y14va6gxjS6zkUNI4BzDaof9gOxqvMCAVzQlSURO7ApG3zIdf6el0sUh2yInqA5co+CuZj79GWOi2ILLsGtaUC98o6ocouGKGeHgLNYsmwU2gbTVNS/n+8VrE99/kYIx1MIEo6NYFO++Tay4xUinbHk9HpdwWcoU4kX+iKiGzq7a2eshCszAJDyxTAUn+924LW1Wg224Qqmw3bcgI4AExCoCPMb2ESsxX72L4oFJlRoKJKuWFfJ3b8+VncomkW0wf+jxquCEBW9Pw4oZRL7dXtaMpA0qF+IijVhlJIL1ZB/FVTPHyjs+C5cwGaZ1tCXECDR8h7Tqv8kt+79Q+/Vh6HEGkLWEUMrmjzYZLZ6dn4hKnyPr69T1GNQ4JWhnDYTJmosJHIBR5g8F96ogzoW4Nvfx9XL6B7KW8n2u85hcVfpML4QSRcsTzBIsuifXoZku8ZseeNyzAuEzh13OPZRHYYlXoTShIEI5PSKEP0vXCAeR0P2B2wHvsTbRb3xZg99bNvk3tVKmzYNfi5P0+ve/ellroyjApf+lQP8JtrT2Ptih9R3WE1Dj06xNUDflojucChTjkWmCd6vupOM+ktj8BQeTjU2iCIJHLs1kbCVk+Z2Kc94+v+b8MqUyDcWIwIYykqlX6oVOpgUNHQcu+p9zcZYJbK0e/BGXTMue5V6sh3gazsOAIO51xoVePRtyQC7537o36DHMtiUdF5PLTx7Pq81ekT5QYEisickGqJFtj2zcO6uDCsbuFO3QC86/8mPjyERo9PIVbWFmfOX8JXf1HcR1piVBB2fzYTaokf7hQfQHbleczu+xeGL/gXulLKC1NxWwxdQj0e4FYrIq7joDqlf35n6H+hxBC1gW/tASbXfwlIg0rWcCjMlgNbsPngVqS2DYNJZIPS5kKrUkmdAtFI7gbRUOoJdD+8wnEPn+/1rTd5ICkVCfJawIGfE5u4EiQ/uEx5GTZGDbFByLf06XutTe7xIjImuHRfghVn+ZQZOWaVw4Zk9NX91WCuQGnWnwjavhdl4Wac61OG8NNRdEHxhBCnWryEawlD6iw0d79I+LNduYK7v4iVovjAPVwMUkNfJgBNP1cC2nzQD9ebiHEnpxojuydjMrsD9+1GjMrVg5H7HgzeAHh2hyoUO+34YaMJrfOc0Lfyx40FKRDboyF2CAIgMO0hmn6/G5nSCKwOHAox68TumrsoH9wHVe2oV/PEvXW4lCUkntce2xvJUtxIluHyogdIyiv3HGK2gHBkvfAxrlzsg/LiKCH1iITaxHyJwvPUg3OhTR+cbT3UJ+xQnJcPzZHDEFdXceMqHNu+ChqdS6C63wBYm1N2cfJBpKgScf8EgrF5ESnVUuDIs90AKTLYhtdH50OTeRNRB2mISk10E2wbNBepS1WY+MXvEDuK6nh/yffefdAOTaoEPdY86gp26DSe8OdGilK0WOQb1u89htHvbMZ3xqGobJeL0k5n0Cu8Gbo3qVsqyWSSYPHlSwhhpbD/NKvPG5uiMfhC6xP3u3fDsszW3FoacViCNncFD6A2NgNJMeSQYrGikQXngh3ErA6mhBq9eu9Og9aixB5ZPg4raWF2IojTmGUgPGLbBn2O617FyMl1F2NDUdjvYEVC/goZ2sQiFZaubQERx0Rcqy6w9wtzU+iCyFQMieEapCVnIKmmIfSXRRHYI0qCmhSZBHCaicEPtiNorNLAFtYPtrABYMUyT563YBwTdK58+SJEju9WK29FkG4usQMGcT70zXgiDS+QZC9pDPM9ns3bW9dtAEhpDWlo+mgBt+6sViVuXxEO54Tky/APKuWupUWI8GeXPmizrgSRE0qxqSwBVXZfI8drCbdw5rAFg4qbYUewtmzMss7BXB4pAzyKzsCMT19pQB6xaPnHKg8A/iFDgb36uocw2SuR2e8hoHwA9L3SUNMpHTFVTpxab4QbBpKSSHfTT2HTnb34d0Q65IjzkFz9P87OAzqqauvjv+k1vRNCKCEJvfciCCqICIg+xYq9oE+fyrMrFlQUFXvDroAFUVQEEelK74GENAIhPZmU6e1+686dyZRM0PedtVySmTv3nnvOPufs/y7/HTA36ptP0rXnWhyjJSU7sCJLD/XmyKZhOMX6v5GhVhFqt/ib9EQPNU1BpTQY2A3dDXJevtqGJmE7L27dyCF3E3JByTzTQgx/bvObvgS8Gh2zFf8lSRXwxEpeyQ81VvYpww1VkVNoT5Jjzwo+P3bdGnTHDklbSOTFEWdIksHI0qvDU4dEADxni5ISSxtT7Qq+aAnO72GFl2nJ0ng9Pry39/Hveiimnh22PyMubmhnYcu+tSiG/Nb1YMOaP/mu7VE+GCiFg06rXMnssx/7OirVA76oUy9BIAJgRX05h4+NQhjyKmqDFJZ+fO81bNLPROO2Mat4B9ccrA0apgIdaB+L6GC4fdP9H3FPY9YSdpvMlHf/BqXOGRFT0nHByVU20id9g1ztIL7sGcxddvFCQjhPQDBCKHzxfvrLBgbVtnHmValk34BlA1jQXEm9WzT++CVYv4T47nP4j2sBL6k/wlpZiUazj9cOn0Qt1PDigwXUpv69civeXwTAzz0wnpKLraTrpvsAcBdq/cqitDp+Ei6gRa/m8pliBF6olV6g7qur8bTFsreohLsPetl5+YW+S7RfbUYp1sAM8WSGOesFGH7j7wyfLxrewsfQrE/hdIqUJhScqshJE9A5THjLHDS1+EnKgFJrHA+Vjcfq6cg4blQ7WTlvHbHakLH8H31WyrMWulwtca8EFNGvGh7ArJNx+cWb0WjCjf2B48QrqDnbdzSTV7Yw5SvprJ+4+kqULi2u7sexXfAdzp/jsN3bMdc2cI/qWVoueHgLLWYNy7b2R5dR0w6Ar5at8c1TnaKGGp0UIehYN9A7+88nfA9L7TeSXgc7J2tslct5I0uq8dpZc89XoHSHp3z4dJ5GF3HPVCLL0lC25wpC2a7khXoMV+dLhn1ggvln+rsOdDRA+Q0k4j4hhvEaFakkafugUcRxSqhlt7YMm+Ag1ZiBUhERORTiJFB5QedR08ukQuk00+QsEl1F7SHPHUBvRL108XvVKBuvfzkDszJ6PveafXfx2t39KFOkYLknaHwZ2lDPsB+baJjmYVWDGc3RIGO5byWp3PQq3cqZ/BrsIeFMiZWxJFXF02q7jLPDa3C98QQjX7mE2b90zjsoAuAtV019+6c3nvTlUj7XbxGH9zvxODrOsfhOcT093LtqMzXHx/NplZuCxg2ctZ2bH0S87whvHz5yP8bX9iXs82wMX5GCwCPGviTJtSjVWtAYWZvSG3nE/JxLpo6n9eb7gdNZsONTEmziXh8gQvM7kAL8Db7UJBmKkNSWDjuCH7yu7TuWKu0SVLJkBigXsWT9knCg3H5wCuxsO8MXTSHkuGIpI1lP/qMXowel1y1T7qDL19+yK/NuHhmzFIvags6YzvDrP0WpjiWp8SRDD3/i0/AnGq7lulcfYc8JKfVH/P1NFw/n8VlXoFCo2Vz6KjZXMy8N/pChnx0g7YwUUWM6oSC2VycAuOrrpEG3nVZQ89mfoNb9I7vd4oRjZHSatSRgsVmY//DN9MtOaa8J3KNZToql4+kou+4lZKndw+ZRtCg98YvkNhdbpkrDB9l9ydF2VgNO2jBtqhoOasVQGa20h/pczUEPcXgotBevZjNeg1g8vn08fRvJbqeKePXj9NCIXsvoWm+L5yTyjx7C0KbyEV95GvTozwY9Rq26ZD6eEpqzFzQuBHBBIPxZ7Nf15V14qWAbm2QSK25gV+m751IM67vwu6ENa6OcS8flco/sl07LIIUC4EdGWKlx27l+p5Pr/nS0A2CZV4fKEWTQk7m9jJ63zPfYx1Nv9nlFXrCV09eooPKe+e3j88qGuXi84fkKgS9FR8d3F+nJr7Ww45Vggrr41mXXPIEzLpGiY8M5XdqnfUjlai8JsY9Rf1DykJVk9WPdhHm4lBLwCxzqirNnMf7xB4pmUXEJKjU+iCWX48jNxTJxIoJa4/uNVmkn/4AH3REp3Cn0XtLYRplW0YJ6+VmyVNV0/26pr6SD2ComTOVkxZ0kFnm58K3XuPonpw/0+aTCf5+eljgePDEiKEUyGU3vfspdi56i1Rzje98JYvjzDT2iipP+VD27H6/jiKr73wNgi5LX9u8lxavC9aYEgEedvHBzZWZ3ljcO9R1+2ZUK5n8fvkADZXiqtB4eGuA3mjQ+jMw6jcnr92NslcqFvWEoolgpyeBS9Vom2U5jis3g9Ru/wROSsy++ukvZSH3q5/4ZCeZjiyB40Xe5JLepwx0Nka7EwMEcsgJlYj6nGEbvl4HQ+Q7CLGlVB83hkbqjjbordpJmjObBlcCRIr2QkoxoVnkB8955eG1/65Rr73X3ijdIbpRCgKpP51B9RmIrVSXXMyBvn38MBF4eoaGi64R2APxHWwYl5vDQvnt6H2bjr16m1ebyVt+U8vueHNwjAIDFe/7r5Zm0GQOliMLzgPt89Trzv5AiDpxOBVcc1NIql9ZraE6SxtKTXoWS8aPuhjW40hqYVujijY02dGJKhQxaTXXsP2bns8Z3ODulxkcw4R/19iWUdXIzcTGHMd/sP+wD9g4Byo/24vjmkTjsSlweaQ8OJxyUpm9wjtMX+dEtzYNbvE4mcNdMKy1WOcNyLSz8egW/VUvkXzHeFG6reIy2Ail/OfBec2IWEy9alEPaGZmH56IQX4VeI4pfa18lglra42V2OylvPB+d+CrwvBCFcFSvntxxfrgnwulK4vodOg62mBjrlLPaFDRi/aXycJmfQCkAgGceGrUmPscw+9wAWMBTnc/unxqZYGlCn/M8Jo2KEQ2bubnshfZXGn/t5Zi0QcN0ZOqP+L7DnBY+rjnDwqODGXlhINdWYMumRRxN74PeU83L6/+ka4stJOoqEKQRwlQbLdEvbAb+2R97k/LYm2NH6ZWI9jqetqGfCiSPWkdsegmutmwut/Xi/C65mGXRvXrhcy3w1+erUBbKqf7JjCZZRc2jXaXc30C4rUyDKmMzw2PLyRYK+FF2G/aqSq60fMR5lQb03mLeuOMMxb3CeTc6e1MRAG95eyjv9a6hu/HGIAAO+YEIrDwpZqadH64riJe4W2Oo/0oi54tZvgXDuPOpzO2GrNqE4cN1gcq+4YYafy17ucrDDWtEL3BHz6QpJpvqxIHt6ziabUNSoASclXJcZ4OgyJ0Alc4Y7HoVOq2bGK2DlBgrGrXoAezEQvjPRIGY78pIeDNYZ94eeyVLCyQDfKzRwughx+jbW0oXC7QmWy8ypg5j7sqzuOd6SJjkIKFUy5C9V+L11GK+4z2EViVtU/riNSmj9tGtclP3YCa33fcGh4/k/iMA7F7Xzztz51O+Om7Gnr0ZUCilwXVogsBZlZtPMkefcxRcQ1tR9ZXOjbB1IIB+RT3qPWbca0dzZlR4aUTNBxlo3g8Cxalt35LjOt6+h4XyUQY6EPhMIzeSoOpFrEbSv0UQXKIQeWXkOHUKFIKMBLsMm2Antq0Vr6cZu7cFr+AHExGvKy2jKKGO/gdbUg1s/y2Dw7FS6HNkG9RayPQlX7Lyq3zM/8nAmybpMMktFgaZTAzc0sLaBacofX94hzzjrucVoP28mpOjTofNcdaxdDTWBEqrzDhvvgL3gzcz5uW5zPy1c9qFAADesezBBSa5nkcHPEPpATtOS6AYWKDnkg4iehfvXfkHMUkCD/73Klr7fMXBpo55n74zWCI4lnQmGXzseoz+7iyet1+DXZBSFQNtpCqRy7WiUVdAb0hGqdHya2wXzP5ol3MJVHVMKh+Pvor82mLmHvk1qlyGkhtKjw2NBgjfjVs1Rr4emIdDWILWFcsAzVKe/n0ZBlf0yIcqZxvPVG0NtyILAndql9FTGUwVdGx5HY8pCZdmIdXaGn69vJ7i6/NRayTdPa32CAOOrUIpUzMj5l5SbxKr2AQB/FePzmN8jxHY3C0+ACw2kQU6/5uj/xAAf5M8aP5pOaYFD+Ede9U5iT8Co3iBvoF5MZKnqLMWYIQeMiQdq8KBwiMwtMZfHy7kR6LCrrj+ZYgAwfWuQ3y6dzunag3tG8JrWblcHBedRChwyzqlQEl7KeHIfDQPgroAlAfxan8J2WgkkfSIzHSebLK0bxCj6Nnpdi5avXaXzSN3m4OD4xuxqgVS/wxnR4wsfRQ5Th5lAU69RLQhCHpKNx6j2WWjkKBHTWE0MP7WeZzN07KxspJUdw6TJsT9TwC41uMgtdnNlx9Y2wGw+EyVbXC7Uiv+3WXNHrJX7OBXw3B2GAeT62rlNcdp6uZejLWPFFq3u2wNWws/ad/nI3WgQ7kqDvdR8daqCq7f7ZcPQcBljKPshqd9q76qsgfHDo4L7vKeNrw1F4OYJC+TYVdr2dtvMgf6TsSjlCzN7fpJWyuK1jaUZ8Vi4+Do0RNPqkR8Ii5Xsc5qfrGd2L9ipdJBYXIWuRb9ypx/nQ/IMXNzyhrSdqxuTxByG+N45dUXufjqDB69aw2jDumoTQqPThAfcV/RUHLNEgur2Cw3buVgppsXlgWjG6YtUqNIFpkHpRb0RULWJ5t5cZtUn/lvPcBRAPCIoks2V6Zl8nFr0Mr874/VxLcFLZbZOUEipvsHmqnXCOBOR1a9igH7TpFdKrHknlS28YZRJC+R2h63SAgnY+egK/h1ygMh7M/SO9i1JTQlSjWspQ3eX/4CgUnHkrn5xyyS5P7DJrCnRsZVBSa4fSbDw7La5Sz0NG+/V4TeIQgcGb+FPrkaVEKExdb3GwFNwglKk/NxGfxW4JC93sf8fLiTsl+Ri1i8ndfJoKM3ofRYcLuVHNk3SSyS6hM235inVrYL3pxZOjLlY/8xAH5tYFrpwkcH9hojWpf8ArNp5AZevmlxyEj5DwMETkjbUQAAIABJREFUUg9cygOPioZD6bN1BRm8ZJWIKcKUU6+CvgfX+m7p7FZFw1VS3t2/F8WxME0qxya20sK97Dp1CT/FXE7TQCkvLCC7vjUnCAza+T4ahwnrRBfmWdJ4h6488RmepnQ8pQNwmmM5U6PG6Yax/Zxkpbi5aISdrJTAapBoiL1iYfs9O3ll+0Z/1JCMHgzn6orbqT/6EdaYNE71nY5dH8ecE2bOt43tYAx5ylhPjVdSeKW7h5OwiH106WVYcoPKvf6vrRi3bzonAPbdyQ+Cbz5vAuNzw0uziB7g63do/QBYxmpT0Gj7p8rD3CgAOCHHODsaaUroHuGuzqPw50xOepfykec9fsjJI8tSymMFUq6qb61mpHHjDKm0XAfeC/814j2XNlXQq9rIaksL3YeIcy96huDHfUs4rc9m/OkD3LWnGKNTLAsUGtIcDkajWqD+R2C8NzOOg10khuPodknpU3EW4/vsJjF3N4Jby6W1Y3gqrQsbdJIBKTp4bh8a0sxmNq38nrNfubA3Qs8F3VmaZqbAb+j03UM9lT7d/8MNwosUyYbwleUWTMb3+GKLFOIdy15evd0cAoADkhVUakPXWQAAv9u7hh7/DwAsvpXp9ynYi3tzZs8J7tnWwNbLL6S+axr6935CXt8Wdhb71p5/8YnTkHfRfiY/Gj1qqyppICajn4U+dN8NMTC3mzR9gxs4ZSP/H7nig2N+LjkMvwpkLg9ZUze0n4wK/WC+bVvI8bPlYQe3JkFN68tarJkehNYYrlklwPRqZrxbzNQVkiFk5IapGExdsPZdhXvcSeyvp+N4I0OS5bCygtLjGvMcdH+qjfOmbvrfAPCfi8QSJxh75TKgMCmEIyUkjkUm47TBwor4obiV506p8VyvR+GRDOahTXHKTsxr1Riy5bSsHM+ZXt3b9zTxOv29Oah2+ENaBbih5RUMIpgK+lGCt+vglZUep5Cpff+JPRdw4/a6RY1Y2jfbhSpgCIuIjgld8wGjdkT4TJ2xC7KfS/m4m8T7E9jbAtJjdFtY8NrLfLO0J203puIZHPQQj6yvI3dnCxl5MhbHnEa9JZBqJjFeKzRuBgzcSNVWB7W+Gt3BRdB7bzYtlpHUt+zGtvFT6JrO6H8IgEuW3bHguDyVRwY+S/l+Gy5rdC9/AADnjKjjtX89zJ4Rn7PzVNBQI8lctJAiMAo61juXscv1Hb85Pw87ezwyGQ8b+5GCEkNsCgqlpEdtMKbQ6geIketI/DsAfu0qLTftWkmPJsljGr5HdrKXh8yl2O8mfQIF6bnsz6hBY3sDQ0sCid1W8dZPi4h1dOLlFgSerdpOpatVmgk/j1M/xTjm654J67Jj3SKcnv/gVeRjN8Jrq7TYY4J6Rt7JX+h2Zic6WSwNhzO47+MgR5N426L3nkct11LRtIeCOpH34P8BgC8vVuEe1RXPf3/4RzY8nczDa8kFqCPq6Ya+mdnSxo2P3kJ6ooG4HiqfVzGzRaCrn7lOulaaBEFjQH7nB8hED1MEp0aR7WtW7DtKQ0NP3y+G6mN4P7sPsecIBRAjFUoMBzFpSxBkZgRlOcjrEeQN/vfraKk75ZHRqriDXM2tyOm8jIjYh9PVy8lcuYEf5lf44nITDiWgrwmGVNTHZPPleUvOOZYO3Xt4VWK4Dyid46n+/TO2CFYcBD2smTUjyVkykB35UHKmgZ7OsQw/z+EDwHvs9cw5K9UBDm2iB7gwUc6nKecheoBFACy2j380YlRbfSHQvmc6+iD3l6rwbaLldQz675fYUPNyypU45BreMBcTP31sexi0eN17W26hxSYRxESOoqinr7jE4Pv8rh1WXvjucPtOaUvJ4vQV9/sUierabI7umRjstrsNuf193KYg46R43Zn0HMq75FGd0o1WYyJ2jQGPTI5HKQEMUVbULi+pTVaG7K+izZSNSxY9ND+yhEdouE5SrIv7+/9Ez+1SGoAkmgJF1z7AnqYxmEpL2DSykDEHWjibGl6KJqctnvtPBun4ncPKabt3I8+/dg+FxZJynKi0MGaZlNce2gJbUP4NH/KEXLL0BwDwxPR8JuR2jHiwWpS8um8PqYK63QMcDQCft0vJebuDciwe/QNG/e4zEmxIdfBltj80tG4Zhqa+TPklyOD9ur6IEpW0uc3gGIvcm33j8cKd67HqJc9o6PZp0RZjSvwpBCAFwcYMSxuOlzP5jyrPR0YVVT8O1fTbx98vYJEHaqc6uGR5Lu9TRsGkk1xkiUUVsT955W6MKbv4yHoPJUI+I5KPkhfvz1n3v5Xl4Fw8bZ3nB0VMIYmm7fQslyyPpceH0mKSfivIvAwbKyp0UjuU6GHhlBjy3GP+fwA4ZFzufeg2inoUdvBmKJw6Fl8aDLlta4nh2qOxtGqCzLOpMgU9FSoa6yaiKhfLr0HL+X9hGX6MrnsMLP/NTL8kKXfGbmnh5IndbD7zMr8NSMSVZuygKqvtrQzf/JrvPp5EGa2XyXAM6ri/+rNC0CmUdNHGMkKXQreYBAxqDS6Px6dwFTfW8/WhvfxaVNCuCAz1Xsr57jvR1NVTf/gDarsMoGxgkBk8ya7g+f1+46PvsQIf6pvY7/dYh4qT+G9JfZeEqLmvCrGkaaC3iZ++g6q+VgK4oUaqyFhoQUCtUvHq1VdhiKhnetySyTN7ZBxoMTEuigd4TqIYWSLjCX8ItOgBFgFwUK4CCR3hxlsRALesu5Ot7oncbp6Mo/fDNGrVPFTwb3pYgl6zz/vls2TMyHMCwm5uB3/UnuTFYxeQOHoJKr201t12PeuXf8mZkQ5GNh1lwe7jGEX3fVRj098rUJFrJdrff2YlcCw9EG0RbSOQfpXYdwfxvSWW0AlVE9CoVUzJyA9kHv4tAH5u2w7mFJVS8roLY66RlrvTeb4u3EsjT17L9QmbyOMAG+TX8Ed9NktLVhPj0CAXnBg51A6Az2VgkEwuMl8I9D/xADuTzMyY+lZYClZgrLwuJfVfXIutTc609/Zgzsrkr0snSbnAL6/2RUz4HUtRnReXf7iMpN7ie3Y8faoT+2GKkfSqdl0spOxgx/kKAb++V4wqGP67BeT370wT0rPj3zlO7Nd+0CDTYum9ndc2bfAjJWlvV2v1nL25D4V3OlBZ4d9PmrjgllZmvH0c+Z1O4gcIGOtUjPhjHoLSRtuNUo3bloEDwRoZ2iu9nbi0W4ZpmblyDbFxrRw+0ptlWwegzajx1QEWc4BDQ6DFOsBi84ge4HYALHqAO3fMVMSYWat106IXvVchKz2wKfpHzH1hK8o0sWJIhPEeiHu4ArnNS+Z1evY+dwkObTCyRO71cP8v37Ljyys4XjKC7s5Cplv8ulTkgRsKcPzeyDCrfIgBRQIvgf6GzGPklEb8HZqTLh745cl5zFn2PlePEyt+RAeRr+9dxLJLemKbGIt9rkRoFxDLCw+fYsBfDtY8dYyS90Ygt4anDfX6136U77RRknMal1YKkxfHUN+koUvJeZRXV+BOVOPYscr3XTsADhje28VY8ugGPMD/OwCup63JyPVf9+dwwXbcPmODtKedKzoiXUjkS8djfGx7gEaCjiPRh+OVKblf14tsbSL6mGC1vENqHT9qDXRXGtHLFDjkLhoMZvZ2G8e+bKlajTiGIotz31qpBNG5AHDoaSNeV5LSnfV5k6g3QFLzA6jcJejMKSSnfsDiP94lqzXQT/+dQyxv3zUd53dz0JAuXpEh68n9gdBn/9S6S3fiOrQZp05iH998o4ot86V1KvZB6XEwfscSVG47XVT9uf3JT6hsDBIFXjC4Hx8uuNl3/a5TH9Fkl/aPdg/waYkp2nRCSWwvd0c8lvdc16KGTQm5c4/pEFJLcb1VgsyfHB2yTsOsNYHezTbWMct4LqZMgceXPUVheSGDBqTh0EjArn+tDL07PBzO90XuWOQz7vHVHA0If2DC3IKVKtdW9plWUFplIK5pBI8lD2SQvvM4/oq4b6iI+9b/GoEjKXDASncWPQ0l3izc8nlkqS9FIw+y7LW/f8Tibq3YgPG7jzibbWbP1HpUrSqSd6ch84jhEVLPvxvzBJVJ/aIr+/4b24wLQC5N5uTKy3j80CKq/TmPgWePeuZKBG88P6ubcZrlDHBdQu/JpVzjWUOJu43ZlS0+ABwK5iQArODTlIk8MsJCrUcCOvPjZzL96184slgCwDKvFqWjny9fWTJOyej71DfEHa9kk2EofxiHMtrZwMIMJTXXXdY+HKebjrJq92Oh4hEcKgEsWhk/TdHhUsl4f1UlV+2ulL4XBOzJmdSPm4W1ay4et5ITR0dQdaZX+8L01j8Etj/aLUbnDEcI8SKKb3BQ8SROedALG62DkTkq4i0SYtw81m05XQNhIv6F7IxP4bGPX8W0fBffTdnPp09dyqZhK8MIT8Xz/+ETo8iyBeXQ9MoKCkzpvLDs3+1duOyyBpznBxSN8J6J+dfqV7bzil7KJRQBcN3I7UzK6Bs9B1gEwPv3kuoPgb5tZaZx7MmpP51KzQnzAHetlHPT6vAwH4PRRN6gv7AoBB4YaMYiGswdQ5DVL2Pw7tNkVUjA56SijTeNUp1YccweF35ntvcE1Sm5vH3tFwHbQ9iG4lKYqEtZgSAX8/ikpnYrubZOhsJQR+naBBZUDEOnEL2ZIWFS7eurE0Up4gAPdxaH5BjLoC6rgZ0z9+Nt8KCv7Mn0XCnXT2wOfRuJcQdZanmaAy2D2z+/q99XxKulkG+vPQbzniAhRVQhD/lQ7MvAgtvROOtoa06kuCC8puHQccHQoy3pbhZPiCXXPYYh/hzgja0ZlFlEdke/IVCAf+eKIdBuptXm83GvxDO3LR6W5fMAh7QjvQ/y0P3BAvGh39020kDPxGCO3k/bL+Q15R4EpZWpKgMP6CSWfbF9VXQ5B6om4xVDAG/6Fk+chdmPpfFCaglGtahICFSWH6OpsZrfKt5m/ahmFHFSNEhgJxX/rXRaGbDzA3R2SX6cWfhqBXdm8LHa7Py+bW84W3SIMjLGew0xQhJ5jCexXk5dwSd4bCZqs4ZSNmBmGAjXuWUs3t8Fg1tSrL6KP8t2V/T8smCfBRwpCuyZ0riKn8vtdpLfXIIYgh9KlCddEB7WJ64J0fN7y6SAES8ou5825bNqXxPlVss/CoGefXjET7G9YsPr60URPHdNPtZfFlLgeRKr53cWq5azoVsXclsPc3/hQukX/n7ec8EkNmV363T8xUufaq7kOouJZwuHkjnhdQlIiXNnjmPLcz9wJkdLv24buGf3YeIckixIIXKhYxFlzf6PHuCVA7vRpgmCk2gQ2NDtOGlDxJIYMjIb+nOhN5Ebk7LZrg2muITKZGQEQk5TE2u//4mWg17qt3qIW9idhzWNhGaUyhQ5pHX/nHvlD/nG4Xn7yziEdby+V1Ki5IINI0d9APhktHyykDkLgON/CoDrDWauvkRMSehoOBJv62pIouHby2nccoSb97WwZ9p4TvfpgWpXEZrf9rWf34EuhO6RusRWrvz0NTSxkWV6pGfVxefQECeGpHacy4ApJqqnv8MuEL3vfsHs9N3E71Wn28i4bru/Dxpihu3mza17qTQF9cvkmARqRwxg94smPHqBCz93cI2xid5T7Bju3s/UFUof2Oj/1yhSK/JxZO7GcfEGnKsTsf43u/OoDgHkD9i5+KEffH0UAfAbu3ujSWjuNAdYHCnvun7eS0QADP4Q6M5LeYsA+NvMStyKybjNkrEu+jIR8FwfiyLEMRGYU+URC8aP6lDFQeoL3dg+d1KYtIge1KUnlvDre7ewedds8hyHmGxZG6ZCddR/zpHS0AHUdvQEh21T0V5IBL/KPC54dwVPj7udSl300kMi8ZX93mJ2Hc/EvDATr17uF0eBeIeTy7+roK2nks/zTqJdF55LrdQ7GTJ7LaeWK8PIr8R37X64Cx7HPZytfhfngzfjuVnyPo956TIuEUOgO6lUYdJJOcAiAD4hT+Xhf+wBlgzNP7wzno8bTnCotvofEwLO8kzgUdc1rHK8RIFnZwd5/Zcmi7HGrmiNAR1XQEQP2f5yT0nJZnr0rUKGG7t6KFbd7di1A+nReJqr969B646sXR6dvb80sRu/9plMvdFJfMtitK6jyF1KjJqbSNdczGNb3iGrRSRBjn66/2Qq5JfWcCeRQlBwj/5tMuVBkkbB0ojj95fxCNNxq6/yjduSH7RYE4L37Vm+iZ5lUnqkrSiXf78bTtS8/YXHyEpO8oXkry8KVjF6K+c9Bn+2hziT5BzsNAe42229aizF+rSrT3iwJ9Xivv9b6B/MaercHguiF3hZ8jFU8sj8m6BV8HTVGR5YshAxkjVnUEK70jSgToHOFapC+ZdSXAryWyRrgG+TiDLMFY71nLC/Q6PNjLt6JP0sY7kkJpNsjcaX75qga8GjK/axRAdLJYl3k0C32NyCkRrZVJSKy0hUDPG76cOWc8c/xGLqTQWoP30al8rjy/tti3OTtCcNdZsYOgJOQckfQ26nqOuETvsvfuGV1+EwSt4Xpe1mPjvwDTSLpX+Ck6+0axj3yHU09NCysaWGdPNgkrw96HtxEcObVyAGC84+24RMaQsJUREoUKZTlKRgUfwQ3h0jUOcvS3Rt2ixyjh3ENTe4UauaspHpgpbL2IIz9Fv0LSa5kaUpklDe6Khm3DVTsXdNa+/dyt2PcSYiuT3UmNkcI2P9BAkEH11aTrdKkak0aFpsGDGNxpHTfKeASSzxcGgMNptUK9jbtgK5bSVeZ0QOxTkUK7uQwCGVVBLknzavF/K6WbhL+Q7ppTv9AifJh1el5vkvnmTHnlP81a0AY5uSuZvMCP46ueI1KoWchUdG0NUeBL+2C49ivfavMO/vUOEEWS8N8tUKjmzi03LeXs+2P+PYopZyspqGnaV+1FYmpYsAWLR0hqtzVovKlwMcL7IMv7lw8q0ru86/sHDwDcd7juajmiCwE+sA374iYpMXoHf/3cTEN/JzmpOvu/m9wJU/YjDrmLS+EIVHhg0PC2OlMj4iGDB6bfzo+ZxYmbMjIZZ/HxWvdSkbaEj+pp0Ya3rhEAbWZONILMactQuRUWvoO+PoLhgjX0samhAHQ9DrFJFTFBA037XSd165h2Ojiyntf4rypkx+KxzJkLU7GTrYQ8r0rnTLLmagagePNL5DuU0izwiM6iXZmxmYKHrQZFiPTcfdFM5HcC550ltP0ffEf3w3O3l0JObW4NoyxjaQO8DPaiiyIQ50sCE/0ecBVn65l6tuUfCqGBbsDd8/b+h+gr2/1nFh03B+iteb5rw3LiESAIt9mvHWZLwRJdDEz7NiFSwYG5RJh13Fvb/eTGKPVTyp68g0+taR2yhvHIQzpYn6G79H4ZAx89lU5gomJnWtxeNxUX36JE0NleyufZBt6kmcGncEnTenw3TFNp4iqbqA5OpjvsgY+wA5njgb7r5ynBlgUzuorKrjdGUNVqvkCQ1UucsVxpIlDGKI51LiXAm0lq3H2VqO3XTSxwlQMnAWpjQpdyxUTK4vTmScaKYGNmUe4lvTuedPXHMeDZj7hBP5GLZsxLBne6eKcmQd3EfmzyFXnRh2RrV65DxUN5Qtuwt9tQR8OcBNwXW/R+VhVpKkiNye38P7+vreiqt2DTyh7p8SPSkuRPg8dX2x/vwAHsHJNvcUHm+7lCP9bsalkHPHyUUMbhZTM6QTszLGwEVXSrXHxRbweIfuJOJp+FrTGS6xtXDrb9cxYs4DqAwtvju42hL4+aozOLo3kTBrDTcf301+vRjOJlZjCDmVww7oUIAcusI6X0FbeqRwMjmkpmhEf8U/9SN2kNFF8vxmnJ7CNK2LT4xJLI4LTzkKfddAvnnA7/LJLxsYUVnLqQ+cyPUqvr4/ngKHmLsWMiKqqczrOZKB3u0ckU9gVd1MLrR9yOxynW9YNVSioeofAeDAmD9weoTPA/xBbgPdDNd1mgNcIRe4ee4LyKJG1Enj2rx5EoXbErn8i2NkCkqOjxnE8VED0azaiqo4mGbRweHnhcwhpcx8fbl/iCLNA9BszKI6qT+CL/ItUusL/TuaRhb8/tyAueN9Ra+TotlJl2s2Ize7Qa7HOGA9qw7XcPC06LWSQJeoY+oHjuD4TC9lV1pJKJHx8KpaJtxj4aPCWr7vX4MyFlKLVPQ7OA+vtgnzdZJBoXVMf4T6EC6KCHEUt9/+2/bRI6fEZ5Ar3jqGV2rlyOUCRtdYkh1XcY1sNT8JF9Eot7TXAfbu6MmM9RLhqn7GeQxaEwkwgg8SAfDnfcuIbcyhzSXqhtHGUVqnzgn1aLoNiGoL0X7fiHZrK72uUXP04fOoTQ0CSvG3Kq+ba6p+YtDvNbz04avozVbmtn6I3G/cCn3sORzD/k0jyrkbEQrdYWX7plj6nXj/ClUOA5/ewceXXkipoVvUt+7XVszlyz7i87f60iqC365Bo71C8DJx3xm6/Glm41NF1Hw0HLkt3PvbbcZR9KurKU2pw2kIRk/G1BvIqprO2XodzcZjODZ/KZ0dbhfT7p3J+OPx0QEwYFXAujtmfl2+eN6VIgB+rP/TlBx0/IMQaAkA2yxy7v0ml11HijA5HP8orVT83TPu25jtnchi69U0Cx2di6MN3blClYI+Jrl9r9gj93KTykuFDEZPeQJBWIzHJVbXEPDIe2HXzEHFUHIb6+nVcJouLbXEOPzlqvykWHXGZEqTM9jWMxOFax0G2zpU6pEo5TmonTrkidfR3VTJkg0v+WSsM/n9rOEQf5mDe1FAPsYqL2WOxu8Q8ou+c+ubeOqrcWlfxitLxhEDL/wSjHiUe51M2P6iz/ubpMjm5be28ldRMErx8rHDWHrjNb5HnGrazfG6YDnEJX0/ZNrSTcj9pe1MxxXE5kQhweoyM8+RWGlUj2+pxaOz4c0ZhfdRKY76n7TZ+rNcGhNS1y7Kj1b98jWrf/seo0FFt/wYPDLBlw88qE6BUky69S8qScEA2dRbkQ26MPrjQ/YNi7eSatd2mj1FtLrqOdVcQVV1H9raUjCbk+mXUsbYzEKyYutQikygChf1MiMxqgdJVl/oqz0Zepb/3fsKLgfCZ/fjstb4wG9LsovYk3HElEm5F26PwOpRj1GdLgGZQAvZE9o/c2rfxaPehtw5kbF143j0wDyaFAH2ROkyTaOB0c9exYkp8ezbVUE/xwxfIrj94i3c0iwR7syprkWmCCfkCJBgzdJ1Y9ukeJrFMQauTL4IvbOOLkGMhKtaiSFe8ggH2sAHv8BQUc+zKddil2t9m9Zz2iYS77i8/RqxLvCnO+6j1e5fpBHGJPFHpzMUbBkl/l6gYOkpss6GAFpBwNxzINWTr/IxuLo9Ss6U51F8fGj7xu+tux/B7ldIo567oV5EgV0qicTrXC2w6Ru1bmaOruL8sg8xloez1Ik79+onH2RlnIGNCqkQ980/aHDJgqEX4vvdWZvPAH99X/EaQW9H9P4eP9s9zPt7Y6/91P9nctRuqRta6XfXcp7Qz8cmkzb2msnHae1zmFlZI+nXw9XBziaGQIsAWC/IUb/x0OQnfipZPmLTgl5Hx0zk/VPhc3n/B2qMNn/IkR84xsQ10nvAHp+CftcQMxZR57GNQtawhKRaM8N2FKPxKPlVU8U6bbCeXq5Qz2dukYwAFt/1G3bR+9LBSgwehRV7wirOL84ntyHkgJY7sHT7C7ehjrQzRoZsGIBGVKh9udqhbNH+m0bqaaFhIf4HiwDw5OAySoZUUFabyNfqWQz56A9imlrwGDSYl17GFfrvmelZy9Mtr1LYJpWJ8s2XSJUnd/DAoE98f3ntsf+T91fmdTPo6HyUbgttLR29v737iYYGv8wIApdNtdKWmOIDwO53v+CSe4ayvDxYMijQr5FJtdi3H+N802hWmJKcd/86TN3P0zFs7ONZ7/HtNLFsW8cW7gUW2P7XFLQxFQxQBcC2n2VVJsMlCLx76HYqmgfROvIIbZP2IHMLjHs9nQfbqhmWJnp1BexWM6VFe2i2pfF+61KOTv2cGOckdJ4eYWIQUHNTKw+ScWo3+laRUdifTShT4VErMCdrEZRK1BY7coWBWKfBd1h5XVZkKh3OFil8SjwTKruP5Gz+BXjlqjDgq/TIuLU4icGNOt/9a3ptZVF1yObWyUYg9q9lgCpQ3rj9qpRli5G7whmjQ28hhfVJx1VC/2Tufmg2PbeFswH/0BrPlppsfj0uMq7TgQW6RO5lQorkiZuSnsovuwbLrt3ev1k+JE06RM7RPA39sa79j++Keu9OGh1PsljxBt/2yCTJWeMriRSqab0/qD+vjxCNu1GirfzPUeBlTV0pfZx2Fq2ZR9f5D6DUSgR51XsuYv8ry3G4jLTNPkj/lK1cd+Q4ma1i6asAf0LIoAQWlc9JLJ3lnXk0nQoZO7slU5wcNNREbvGC2kHcuA0kx0opCmdqzucJmZsTKjWXpuV1muMcOYSzikt4fuuf1P3mpvWEQNtjWSxD1FlCnyhgTHuahbE7UWNnmfsF6pubefu4P4JDEHP1DiGXOXnsfhdN6ecuySP1QeD+0yN497Ex7JlqJk1zKZfK1pNBMB1BvEokwaqQqblx0iMoUoMKoNS7QB8FBLeKus+vZf0Xm3nntAGXWs2G62diVyrRf7AOeavVX7orJIAqZAoyhxZzwdMrI0ixgpusV66kKrE/rfquEdN2LgAcPob+FRI2ttGhnl9Y7B7SF/yFuqQNFLEY+//ErrOw5oB47kv2zbz0LPr1H8YPVhOHH2hBLGE796tmZl3ehCPDyk3aE2iSJBkfsuV8EmqysOWtwjXxJJ7jWsyXSmSfkle8I6izTVFzxUoRHAmobHp2fT+TjzRS1Fq69T4mCGaGcRiTEM83zKTcKCny3pMpzPj8Hd+/tQ/MY8gLoak04VIYAMC6FjXm1CkoTqV1bmhTeGhZ/Adxx69C5i+lJ/VfQGYXiHnpLP2uktOnRx2bZl/A4diOZ0h5PX4LAAAgAElEQVQ361keOrmcgh8nc/DHMUxs9qfihE1X5wA3qq8hShRMh0gZ/2t7BTlHkkYw7/G3eWvSXPbFS6RHkiQFg21THA3c9v4brFicg216Ao5p4YSQeU0mJn9bw7prCyhIdRLz/pT2SjLiYSDubYNn/Ujdp0rO9gkHjNmHMlA4F1Be9T7Oh2/Hc4NUhjN/4zZGv7uU3s3Ro4TEa5xyOevuvq7w8DMz8yvk8TyW/yQnD3nwOKJHOQRzgINre/fPQ3j/WB2/n+lcLqTRCM8P/sb1HFZHCStdL7YLUWgYtVah5V59DtmxGcjkSh8QtghevlR72DFBizVD8pJaWl/E5TqA11vlJ8sT8MjG4VE7caokPVHlLEburUbtEUOHtSiV+Wh1l6HWjPN9n2puZNbx3xhaXUCS2YREUxi9+cCvRapeE0ghEhdxEhk8bPgi+CMBmsw72N17K10P30q3/YN8gvHzAyr2XKpsP8Kk0keSU1BdOYIblkp8SYEW8P56vE7+KFmKyyudq6ozPXlh/L1c9LbE1WOtkWGrUyAS7naYvUgALP7A/dIBSM7qxEYV/vLicLwav5sEX32q6MLh9Xq4+9l7qW+qJzZRRUZPo+/eeqfAgPpQ70dwdcqGXoxscpB9WBKUjk6jyFBpl2DGI9hpdJ+gyVnsU4zssmqSFP1IVPYlXhFUgEPfJPqC9+vm4nMtzXhXPw915fx5YQ213RyI5KppW7oi9yunexImsHPcgqijECo2btWfuHVvIqBB1/YWa/f8izp7aYTSIJC34jwMFf040sWL+UQSGR4p8T8UAF9WU4PvRAhpB7RJnIrVMFadStH56TT5rSAiALYr6+mfG+xNY0UbefU5tPbr2n6HlC0F5Ly9gS/jzueEtqdv3NO8Ll4Zn0bryHAF86V1l4aFBLffxD9Z9fFy1k3Ukt3k4NDzh1GIfQkZbGdMIuXXPt6uuHk9cooKhlFT2QOXW41g3w+OA9L/nQdC3lIEBP73FuTIdfkUemfQ5I3uFZAWJejUXi4c3cTQvm30/PwZVG1+gBLina44fzaXPzeAk3ukWmP/2p2EtuZ02Bh3c+t4+NDYoETKoG3hzzgHVLH41bspLJGYGoe5ishenIczWSTlihBgt4eBD69gc3UG69Vj2u8fDoBDy4JIl5hblbx+aC86rwLdsoUzHltX+kZnAHhQgYJZG/2erpDlGQBn++NdLOvtD41rnY+sZT7xdSVM2CIx+72nK6FA3dI+Zb2Fej4WvqFh3HjeHfGSryxVtGZUWZmv2E7zkdyooV5ehQNHQgnpdS56FRh93md5AAhLJ5vU/GPWLjKCgFcm0JRkoqhbGXta5fwy9mLaNEb6Lf+LtDJJcXGel4Pl1vFc5vmOi5y/8lDDezQ6E8M2EYXMzQ25a0jXSyGOjooROCqCudydvFp7v7rUfE2X6lV4PHqO7x+PK0BUJQNjbCO5A/b4rxXYk+Lm8eFOhJi/B8B5MSa0B46Q4BzKibI0+4L1Q7TRALB48zmvXYRdGxnaCL2MKm4dHzjgBRwODbt2T2NUWjBXNPT9xHrBHxy+lxJTLs3Tt2EdIFpaZfT6PYZNRRUofAW6BZwOGxUlh7FaW3nr9G/sm7YEQa8gyXIVSkHa10O9s2KZq4TaItLL/yS+2Z8KEViMYYbPoHCajak4DQkorbWY8udQlRwobST1WOeSM7xBx7SqWJLsShQqGxmjP+DR0ikcbQnuY53NX1tPBZ7YcMlVlRaR+P2Kc0651G3pDWesm8u48gS6HA7fe+dW9CLLYWwHwLdalDxjDno0atQCQxKktTU4IV7YdXCk/J8CYG/daCw/39rex2OeJ+lpLWR45quUxRq5oexlxtT/FgaCF04ez7pePc4ZfmoQPKysLyPXaeet9TNxj15JXPYJFFqrT8Fsq+zNobdfpyQjFfn4QwypLmVkdTn5Da0kWOQ+ptgwr2HAUuDrqfSdVybDoZRzJk7PqQSD77/ouXECsrRaVD1KSE0+hlph9+X4tjaM5B5BhwUZk9PzaJUH8sTC86QjJ1DrdvPHim/R18po3tUfW9xx3rxYQZ3b78UICKwskfm9ryZPOIJJlsorpocZVVvAdbV7fa+moh4dkiL7TwGw+H4vlE3g2aeGtAPgubKfSfaB72BbIcyhSebiFucNcG14Pm7k+zgqM9n3wXASvtnLja54mpMT2Hr1FFwKHYZXv0NmdvqGPNRYE7iH+Jkx1cSsNz4kJiOYGhJ8hjQYYrSFTR2PyBRt1SThlYmpXe13aZeljt7eyGuiaWzBp9nrutHn2XxkZ35DrumGKfYW3t++DavT1h42qlNpeHzOjbxaVcrBGc2+I3/6ry0MGd1Iz7kWbmouxN5dmku5S864n65EpmjBcu27vgdZ7uiB+/dwNn9pbPzmBRWkfVrJqAukCLDuByay+kR6OwDuYn2Iy4UCqXSVmNomzOCwbjkuRSVCZQwXvyeVSvw7AHwyroWv86X8RJ2sB/bq8865Jq0XH8Qz1kJMoRTFETj/xF7r2hyMsjahUTi5fsgWXs+dz28p4yNFBTEkWgwtHn+sgFWfLiDlUBXJnvBIvIj46E49olInwrsc1aAg2tJlOsqG5HP3fU/xfs6/WJPe0Zklys70um1M+GEjy5/IxZ2gxLwoWG5LfFyS3caUDZUcGnCKshv20frjEHS/DGk3jIjHR5fJJzH+UkZZlzpc/lBg8bei9zf9VBpn6jOxq+uxbfoMWawRVUsTFz3yMMk1NX8DgBVs+9eVlTvfu6zrPwHA8flunvr9ZxK7iIYxSb+2WuTct2oE6w/s6DA30pxK14UaEcTP0oUkVrtf4GPbg5z1Fke9Tvxdvq4LsTHZzFHqSVBJUUb1cVa+H13Oll59cLY9Bt7wMe24isO7JvbI6LAyqXw3k8r+omeTeGYHDCVRTFkeD9UyLx+3FHGmNZydXbzzEMX5XK19NOwhDoWZxY98iV0nGZsH/jiUvPVX8dWS4DmZX/gDXc/u8Z0RqcqefLWigG//FFMkpDY6ryerHrzb9+/ihs2+/wItEgC3lsjbPfcdEGrGjFxzUlWMYXxLDR6dpEh5B12A997OlYFIm1+8q4rn0ioxqDqvC3zqbDlPvfkMVquF9GwDsSlq38Qb3AqGtcRgt0s1qsIgbv8pyC+6ParwhH4Yap8MuzjglezcBPm39/YJanUJ3u+eQ+a00Bbr4vcrqnzgN3FXOmqLGq/HS603gW/mvP+PjAY2wz2gaEDuHsjVpwYy+9hC7KqgF1dcBFqTkREvzKNkdCwHjp+md+uFqJEUWtu0Ldza2rkHeFtcIg0aLSM0yVRO6UqNWFsEuCrpImrt9Ywe6m0vll66t5a531o4/rSUGxFoI254mza7ijeT5vjIsMQ2z9vIpFum444NMhn+cOAFimr+6hjiETLm9XFyfp2k48KTFlZ9WITCHe5lcSR35exF83HF+cNH/c4pj1tFsymZlqYUTI1pNDWmIdj2+0REph0WacDH7nFwuP4gHh9zob/575WR5GTa2Aa6d3Ggam2k6y8foG4OtxiKuedlUy5jxsRmqvxlZuYW5GAoPuK7WQAj62UynjkwAb03uGBd+WdpffQXLFYddz/0PB6PxNp79YhCWuaPDMNzvnuJ9XLfXk/q5gIWGm9s9/6K39WMKqN12G6mpQ1jaJ4YthG+bJubNLx9bBcGtwrV2w9OfmJt8fsj/rg7t3j8WF4v7VjWZ+GnCnQt4eGeMbGSF1hsj/e1UGHwgscItcuRedIZtf4AKS0qTHIHL8acwBYS+h0n2Fi7tIX11ukcaOwr9S7oUPTdU5z+WJWFa3utRXk6gbbibrgsuo5ZI342XZehGqWyji5n3aRUx2Bs0aJyiLVvJQXapgezysOzrnpKBuVTPCgPl1ZNWlEF/dbv9wFfcd140+KwPj2dLjEN3Ot8hXJHLu/U/wenoA7H1ILANb3Xkh0TzGX5XwCwxlFHn8L7cVlSKDwyGcEVwojfHmbe1C6j159npUYn4NXH0U0/GfXSzzr1AOcYm9Hv2Q+aYZiKUttm/To8ZnJEDnBAvL+c8QlfXfJpx33MAy/OEK3pwd2xtjIVZVscBh/2C5Epf8Kgwyvjrf0PU2XOou6G73GlicYhgdvWwxNlpqCRyuvBZmnheLGDNSde4XRSC0fPf50Yz4Xo3XnhADikB0qXnYxTu8gq3uKzSNd1HYxTJzk+XRojLoWG5vQ8vAppXak8MlyKgM8A4hwKRtfrmXs66CXQJpSTNvwLZHIv1++5iTpHeE5o5MDYUhWcGrWc5sTfiW0eQ3rlrSg8RgLkVx0HMvwTUcb63TGYsXeNYtxb4TVJ2zxyRpf1YaJbwR9FUg5UZBmkYgNMNErew/7xscK+Q6PlN/yWXyeMzQwmZnfSCVfJNNyHbsbdKpXAcgptlDlu4o3KqawbNZsWlYtnD8/H6AmUyJJutCa3J49P7KggB0dW9G56fSC4r9POroOj+WLjxQxafDEqvzdYlANrfSaNZUM55D6PU/FZPq1crt9HhqOMiSU2uppkZJjEWpIgimtVgkBlrAatOZ1Gg3SGRILeQGi2Oq4WWZIJTXYpybHF7Xtei7UL9rrxLDTWYRZgXkpPToaUADkXwYzC6+XrH3+hT6MJleNuZLIcvjOuZrXab5gKGefktBe5O2YTGuz8LL+JnbXZvHvCz54sGrS8kvdXbItvk1GZEw1ARsiKV84HxVN45NVebB7tJEM3k4v5nSxZMKrGK9aq5lrcskbu/3A8LRslBu9oLQA4Teumsfi1Q4yp9vCAK5FkrZJf75mJ3aRH/9aPyG0iCA6BrP4tIPCR6AWd8MD39Jm5L+IxHfcEcZ9ojO1BXUIfvPiBcFRPRECawnniIz/1rWunmfpjdzL+u+C7bi88wtqDO8IYrBP1Mdw06VLeTajij7sbUJrlzF4kMHZANfnz2/i3vogGdTDkNX/3WDLKc7CnrMQ5uxihVUHLmP7IxHOkk2bpp2P6mu995Fdiy9s2kzW1Kt6SSft5uu3f/Mtb1g6ARW/9ft232BXFKKu0XPCO5Nn6OwB83NjK6r4Sm7XMLcfrmIO87dx7Vet961Cp+qOrGhG+XQN9mptIddhJ0bcxp+8u5o5+C7siPMUqME1d7LU8Wfwmzbu7s+q9BYw2/UGc4DfChDgjOoZEh+T8duZBlxa1r7nlSpQj7OTet4/13cbye/I4mtRxUR1CC0uXM+jQfl5YOBwxpct8Zxru/CB+ENfuzLUnOZraQOwj29nkkiEvTiX+tRnSPiKIZYFc5AzbSPHeFmzx4eHnmSdSkTdmUtnQgHv2VFwvPOjr5sgl/6Vr4VniWsz0bu4crzgVSnbNuq7iwEfnZx9RZLCo7yIKDrg69QCnDHGxdH+AwDVovW+qimPsK1as9vCIkQ71kkPkU1znkzxDeMl1B586n6TUczgqgZZ4jza1nor0wWxxqFBq9Mj86aiNMVben3GI48npuFxX4LZcDoKfJTyK6SWgJYw6c4i7//oiWNroHGmHomPzB1wUqZXUVO3BYQs37OUoh3G7RkoRCDSPzM2bC76hKkOqTBFoirp52LQSf4rWbmL8Tom8ThSuobJ5LPr9FgYOVPDWW05aWmDlg3cxJk/KJw7U/g3cSwTAS8beywXvSh7gcwLgzEty6+PPxiSf19yIU9fabo0Q2aCFfMkNHmidAU3x80lnH+KGIdeGbLwdUef2fdt54wspLyMjW0dCsh6PzEs8egZY43C01IiUZ2FPlI2cg2ysWPxb1cErFNa5Tv44x/x19Ex16LKAcGInwjqJ9e90ThtHh5nQn4pFVxnjOw7sFjenT7ay/r8/+kJ5/w5ruzTf4das9hFbxbc+x0+7ZnPa0zHWf9DbF2PT5FDgMdNY4aGPK2hFs0zdzu1WyTt5QV0jMSFlk8TPQgFwywXdKXZKm8O/ki6k3lZPdi8bmQlSqNXhDaf595vl7HvvVlxJwXC07E+20OWXA+zU92NdbNA7+VKKDcM10iYkNjEUevn2BVjspnbLnPh5KLeAOCY1yXK2jNQyqFHOD8tLiWkMeWcRuGh11I2dQ0sfqRRQB8Hzi0VbcwKmphSa6rtQVyOFaqlUTmJiTChUTnRxldS1mTE73GQk29FrvaQmukiIlZTV+CPbSf1rrS8PJPS0tSdksOGKa1mQv5s2f93U/g3dGfLXCWRisrC/6TQqnto7ilhX8LCRQp9XIRicfPntZfy2eRJajY3ppv24PpwGinBvkzgemvoWht31EccUSbynC4aWi4+pTXPTMvdb+hlymTHQgCocu1J5OobPTm0jXqwv/NHdk5/6uWjZ+LbbBp0RBvNK9UTa3MEcGfFZ99VVE7dS9AKFt4AXuELv5vF+/lpu9sE+QixRkEeu3U+aQ02JwszrxmDuhU/GPpFIo36qmMyRJgn0RGtymZuLs7YzIOEk9qoUTAfzcVs7q+XdyU1CPl6UbsRb00T+5oMknK1vn0J3khHHNcOJG2nkEs+P9JLXsLrlavY1+mtdhkR7yfEyt+d6eseJXv3gijUXDsBb1xEoRPZK5vXQp+hBNOZ6ThQ+iLM5XKEWVcAhY6WyQuLAbOzi5uWBwQPaNXIuuf9eyfgbhrC6tuO8BACwKX0kKQW6M7FrxmfdY40QAn+nzLo2bnjuSqz6cCZ4R4OaR6frSEkKn5lte0cxMjb0oAq3XLi8sGTX0zS5E6n/1zpcWaIiKDB7r8DSXc1oxPj3QBOgpqaaTUfHsb/mVvZesAxrip1420UokfaSAMAJDXsTfCRTQfKpyCiewIwk2hWMrTcwuFGLVSGQ1xbMh5crbcT32kps913t3Xml6EI21gVrm0fOmzNeTvGk12lJkkg1xGZsHkPujzOI+1UkwPmbJpIFZsF1O+5gwHduUosCJ6L0u69MiTzfkEEvu0BRqWQNjwTAB+Jghh9U9omLcR48PEZz37s9DtVf132QotN4CklKbZtvQ+2ci63qbLuLz+Ax8d+KzTR6ZXw6fiJpjlPcWfwkic5AKJ7Ux0suv5Ty+KAnLBowifF62FJzgji/Z+K7w/1oPu9jFGpRdsNPNkdbAlbBSAMZnGobRoOtGw2OHshUVQheNTKFGYWmFLmiifFHU9E5Qsn4JCin0rdizCrA0P0Eaq2YXyxJQoBAyuaMofD0fJYmncDmdjMrtTeV/jIgoTMVuD60h7EOOx//soE+jc0ovONReK6gQn6Wh+ODJTTa76Eayrye03y5v0WyYXxhuoYB9pXcflJasyoh6P0V/37vUj2HxwdBbKdS4zDw/qmxfPBbMq80KembdxndOMN0NvsqYoitgUS+F2bg9p7iwWcnYV+Qj3WBuJ9GrorgUwSvjL3Lh/Hae5Jhdt64BO7L689WpiBrtqB/92dfSaEwNBlB9iNOce+phxh/31o0MZERJKEjGfi3QGNsL5pisnEpDSHiEFzh7T30K10iuaZccCMXXOjsJmIsNRTaLyFp41Pklsa032PFzt84XlGCyESiESOpgEYZPDn7Jl7Sl7PpvgYf6VWvvwSerKmh+xgHL6eWsVslpmZI46RyqBi/Zh4U7sG5eDt2rcXn/XVtjD9HqDGY/6Nl3sLPfPdQWw302Hc+h5wuHmiWAPG5AHBcrZyxb0r1yB2vX8vEf5cij8ZrA2wxNLK9vxQeKjaFNQWP5WIfcWqYLPsWpkTNLKg8ND/+M7EV81A6w8GyCBAHmhqJdbtJ1reSOMbNS/3vCE6B/1+hu/+Exr3cXL6atZ/dztEtI5hoXU+8tx5lu3E7QnuNojz7baUd7Ke6PhZ6L97D511n81vKhLDdIlInvr94OUmrT7L8tf6+XjpHGrFcI5WyDLQpP5ZisrYyeOlWlmpsYFUTu2w6ysokYnOrmTKoikF9SnnrGSX1ac1hCqfMCzn7simr9uDxyrD9/imyrunoayqZOW8Szu6jULq8DBZt3500q0rNnllXl1Z/MKrXRmVv3h/7OtsP1WKt7hjzJlN46TW1lSd+9Z/5Eff86tdYHvk5CPjOBX4DPxVX1duuhUwUBrPUeiO1glTGqP37kFr04rWZ6kRuVGWSoo1BpTX6yiU5bW3s7nmakz3aONqvmUZPKt7Ci/E6+oI8EbnThsxpRtF4CoW5Dq/awCOmGvJkIWzpHa0inPE4OaJWckQuzqw0uy6XlarTQQ9tirwb96jfQKcIOssavcdY8sIfUUfc4xqB23aNj5B30OHPSWmU9E29LI5El5JJC6Qym1986eS1p5P49akHfX9XtRzmUHV4mTcRAL/X925Grtztu+bcHuAL8sqSGow9JjY34tK1Sq8jksrkj+tYEukc6E6shfmo8BG9ukjkTx28uf5PX3z/RfYfl8h1VEr5/7F2FmBylWf7/43rumYlm+xubJONu5GEJAQoBAtuxV1aChQoFCnFraVQoLQ4LQUKDRoIRIm7brLuLuN6/td7zszOzM7shu/7/u91cbGZOefMe16/n+d+7ofxE7Jwaj3ygp/jNTG8143AcwotIPSDKVkw9zzUZYnjKAcfxkN/k+h1wuuP39+H+oNHULXXyYJX+2d30ZTrJXV/uix4JTo9GJCo3NfDpiueo2d4OC/ZYG8uYiNr8Fp+K1dK7/gjzx7+B5mCQikPpEhJPZ5L2RtnUDEniV27akjzjGB4IOLZ6124mZv9SkzH0vZOkqVY61c0ALaeUs4Prg55LzwvYymd7i6Kip1xALi3rLDfCyxqY2zrZerNf5N/442006nWK7GcxQE3j5eZ6FyxqH/Rae2r4v0tv8UXSJwQO/xmXi18Nd8oThT88982ZlS0oLVHFi+fNZWqyx/6H3RnZHMeQLyMPCM0gXW9nSQf3U7mzlBahdDnfnMyPaOn8fTJE3m1QJkwolgcGs7co0XXEYn71WjU3H5kEqVRQkfyBLvvv/jGNnO4orQ/9veukr/RuuBMuqeXJHwf4f0VVPM/ms6jSRObPqE9x0v3uR/LAHjZmCQs1liaZX1NMm/XrSO9J43gWzeEAPD1k6rc5fzTOYtjNmHpU7YT0e+3jtpLxj3FBB2xTiajqY+yqYKeo+Ld4W6+yfEph8/WF1F5J2N0dLPoi3pE5OV+TQ+vWQVNHyaP9fOneyN9va2tnO8aI8ayRMenSRmHOX24kvJLPMPbloa9Oh9PRzp+u3Fo6lVUC276Yj220OFEfBww6fD85mTyxvo4U7MG4WhqdOfxYeXpOPzmmE1V1Ets9reXvy3H/kZ/GfD6qV1bRab5+aHHX9BL+cFbMPjaaWi6kvbqHqQBBii0OUydFfHKhr2/4Qf7y5dTeu9qZl40jdVdiiBXdAkD4NYRMyncYqrcvmZ2ySddIs41cdU2T1rPozf8rv9Lv1NN97Z0FkzWcuWFsYdbn1eLp6pYjuMebKVyBeGRnx7C48um/cLVIRAMExsCfPqZDX3/eqX0dMDvo662ls/33UiNbSnNhftoGbsPT4YfVcCCKTACJK3IZIjZ70UT1CMvoQNqIPS8hJBzmltLkUPLGfUpFDqVCyMUeDDnHCFzwieodbFMEmH4uWLbVTiFwtWAEjCpOHTak/SlKFTHaNrZxJdPI2PDUNkMlIcFVQGst5m4+twrmPpOrO6CkFmYeFzZA34uAB6TbHHv3TfPJABw64VFk3T98dnx/SzmpfPLe1DZpqIxGPHZbEiheOUS537uqj/M7oJxvDWmEIvfzp2H76LQGVLiVKnoFSmDLjoPV8iaFgaNA38pK+Djxa46ZnoVj0WrR8VqWwBV2YYhQJnIxSn6SIPbl4wtmEaTYxyeoJlOdxGOznymu7eh96jw9mYTTOtl2LQvsVjCbR6/E7f1jsXrXsBMRwazk7ZwVs4o6kPMgMHqHn4XQXv+7OPPKLA5UHmnoOMKHDi5I+0p7Kr4PWpO8TOcqfkMNyZe9T1Avf8gf9t+oL9por2/4sMvyvJZfeWhAU0X/w6qjmLp1c4S1fvfZPC7mmTKZ5xKvqqFM1Rr+u9tlHJYzXLwHuaOP56KlKylZ+NpoA0ftBMfuqSAivd+P4wvvlAO1tUvl7Hz2EiqnVOgw4P5r6tReYPxUzza3iWBJbuXVW++oIDg/p8aQGmPYpGIi3xaEy5dCi5TOl6t4kUzuzuxuLswesOgNHKmkSQ1LV3n4drxHCU1STHL2Fvrv6a+sYqB+snjps/hizN1bD6tm6BJomyLnzuPdzD+DCePJlWzQ2eLCreQKN43jaL1yRgvWkv7iDol9veMcf1iTHGxvwJk/yKV05/4mMwspQ1zj04ipXX4zwbAw3oNTH5aEVYSAHjqCy0kHxF5mWONhKLNvtH1sm1abBiVZCpFVTcXlWCLRa9xUSNL0gSw3bEJa/tZqIOxRlB1MEiJvY88l4skvYO586p5uuRqqixFQzpilrdvoPxQPcf/uYAftq5kmLeOpc5PsEp9CbaEAdSu6LoZJAoWVlNzZQrfjp/NgWQlvDDRiNUFfSzu3MqSQz/wzi/zcNh1cjMJ8Ou8RDmXCGCol4JM39+BYXM7Oc9s5M3cbjySCtNHMzH9MB5/ficvPPZfcq0+3vh1JuucvQQ0wZj13Ninw9x2Ed0HfiCYm4XnB8VLP/nlxxjz73/IAFjvUzOxKZbBEz2h7XojO868sDL7leElTxsW8u6SN/l+TwW9VSKvfPR5XYXOEmTKBS3c/DcRr5q4nPpKKQcPhNeMIYBU1O06Sct7vt+j8/fwqkcBfOF2Giz22qo1MlFlZYExl0xJq8irhEpnmoePzqzDbQjSqFLhDo07VYcJKdfBqGYD120rJ9szIFd1yOoh/rdWFWCbNqzxEMoPHwpZ83j6sPXUMIpJXCJF6iuaq8G0hxcfWKewNxMcZPzuswh6FzE6lPM3XOfZhvmMWPkW2jQlBEEA4KSjV8ve34DkZ33VS7h8sWwcAYD/PvImJv1HESAdEgDnLh1zPLPTWiIDYLPi1Qlz01G+QtwAACAASURBVAP3fw2lSkzcz+kyi/Mgj2XWkpIUG7MV6QIJu9PBzY/citOlbLBqjcToSelIofVeJ2kYbUnC72wkpVF0RBSVJ2s46jN/jZSaGybjDDrgEn3xc95BXBNoPEDLzkfoTOsgs8XE8RIHwR4Thg4T6qCoqMKtbm9w8sOcW2mcvCzuoC1+P8aXrbLjSrpBHBfRes5lRXMODx64iYoQrSq6vtOeOouerOEc8dppqO9igue0fvqzuC4aAJ/c3knKEAA47dTJrHEKL45qEABcy20vKYIztnF5HLrvHIIm5dBZ+K+fKPjoJ1kROpoKfYe7gZMydDRfdg6SUTlsChD81qbEaVmijUgCyu0Zo+NIiZYsrPz7p2JK13+JsbMJb1o2GkcfqoAf5/Bx2EdOwDZiAkHj4FSV2H6O7WG120lSzQFSDmzG1BrKSRZS1vCmZNG66HyOjh7Bw8kb2JvU1j8xJxxPYXJ1DyqHs38vE/lrf1k3humtsTGG9pu+wzO7krr6PB577g7cHhPnFH/LSL+eo3efmXB8qrx+Zl/yEs2qZP5guSjumjAALrOMYvmY5P8xAD5ujxWSEAA4//UmnHsVEYhwEWOxbNoGDAYnLq3EfeOddBikEBX6r6gC+Qw/fIxJ+9zyYP5W18IaYwtudYAvX7ZhjeqWWlse3zXOpdUVAfMDgXC+uZUrx3yq/HzUl74eK907x+FuT1cs32K0DpysEvR197F1wya0I5PIPj2DzHIjOeZuCtQd/SqXuzvG8m3jAgIhZeX+xwiPR2o1q4q/HkD/hYDfT93GvfjdXlymyxmhXjroulJa+QSpPVvps02j8sgMJF983Is5YwxjxyqCbDsy/Nw3I9ZAFRh3EiUPrPnZAHjHmjkl/UrCiUCwBJUFx/h4zqd8mr4Jd7ORoE+N2azluUd7MZtjb+qtz8fgFOEUCRo5tLfbJHhu2z30egvpWb4RZ7mSEuuK/S4e2+gK0d6iYrUFG8Rpo+LQT3j8Vpqds9jtWcTBbJH70o3RnskDtqlk+SLe/01ZDrpEzkYJGehO7jLh0ASxhLwi0etG+O/U4h9JLf0xZO+KFXFptJl4fO8MaphAQIp4HL3pairmPUtfdsgAEzrAiI1Y681iyf1z8dVHvDMJO1+SaCmv5ep//JrT/5mKqSf6ECTxVFsub/UqY/9/A4DbVo2YpDGGjFYDIi7De4njy7uROssx5ebKv+Pp6iLgsKMNeljZvpHy7k6+nziLbVkpDHdW8utDd2KUIgYQAYJXnnsW7ZZ4BobyNpF42jKfi/t7mpnlFfmBVWzXN3IgNZzaIsG4OcEOGB0vOhDARv/b7bNyuO48inzjWf+fubSP6sB+/lc4ozJNDEV7Fm8hFJ9nNrcieTMx8ID8Zq9Y/sV6g6IkHV2mZ5/FuSkCAKnYpV7Cv1uWc4H9dU5qUMKNBnp/xWcRABzvew6PCrkn20sDf+0cqXn/2wweFAB45qnkMQAAk8NqaTkebwX3PC5YXhKuX5XhvlaIfA1q85LrFvRqef3ubH5c1075cCPf3TeWje4Uqg8vJNgnYXn5P6jcUYf8RFhGpAAyB5j74lqKR+/CRPgwGQ2Co1sskWc6VNNo96D8txrfscsxbHwYvKE9KdRAe+uO8+Xen9DYbSQlWNM2PzuK4yuUs4UAv6s+6OOUR3r5wNTCh6aImKboAUtPGlPXnoJ3zl8JhNLe2RaPJ1gfxYQKC2CFxqmjzEjRo5XMXqDEZwpP7OhNCrPt53qA820mJj7xlgx4BQCe9FoHabt7+uOvlXmrrFHrRmnYoTqMMy3WIGlfnkPS26cNmS5TMnjpu20jBn8ZxvaQyGXU4LD6vJT19DA5vZrZY6p4O/8sPh2WWEQ24jKQmNR3lNsPvcsPH5/P5t3L6OvMkGOEM/0tjPbtI82veId9kkYONxIgVidUlst8eK+xsW3iBLamTsQv2JlRZeD8LnQ189LBR+k+quLRXyk0V3+eDudFmQSHR5h0GV0OziwNkF7hYeuwtRyYU0WVX4X++3FYP54t3zfj9x9z+/guDv9o5qm3JVn1OVpwT/x2wZGZNB1RKOzOT/+Camwxao+blefNRW/vSwyAB3g6wwC46NW8kkf0SxQAvPcYfVXxdHqd+cQAuNcVZOFTeXS31Z1QvE/GX6E5YZVMPOa/gRyfm/fdj+NTeROnVUrgrTeiZowmiXSNnlmaTNK1hhj9HZfRz/bJ3RgdOkYfSyHVrZI9x5bkWEdJlxRglxr2qYJ4ZC2QEEtHoGv5vKaIeOmCRhbaFjPOrQieKUWiIauBl+4InfuiGD7hK4LBfPz235DUV8/M7X/pP4ePNU6hbNYOzGMVx5TPrePw+5eQo1dYcweb/0ttbyjLRtQv/p8BcH/VMwrxP74FlW5wCXnlFZUimqa84QEuGTWT7OTEOU/FdX32Pu555l46uhXxmeQMHcNGRqwOokGFIE6uwUVaix5DQI3OG5s71Hn2NViLlUke1/cDdo4TbSShfiJ4dCPs+54GzRa2n9yBxqkl6XgK5iZrzPYe8Adpq3eydvkDtI+ZPehGJbdL6IzmMT1DQLcDJCNXHTubp47/ge+9dvxRsb/i8pxtpZR8upgjsyzs3FGDJSDSpsQmTw8DYDFRlnV0JfQAt+sNzDRmoQBgsWFInJexLM4D/NOmVu79Y0QYp+m0KdT+MuJpDytCh/MCizpe627mLH8n9onj6DhzWf/QW3fkLbZWx9IRwm07MORQ2BFq8jTsKdNzR99MzmxMRpWchbnxGIWfKcqK4eI3WbGNmoovKZ2AyYrPkoIrvzSu443tDZiaKmVhq6Rju9E6+2Kssfbh4+ievBjJYGH75AzeTatmrWdvqIrK4e/ctUWYHUdiaM9jZhZy9gdZDO9WAFq4eJYcwH7lZtb/NJM33rlUHofFOXVcWbmOna9cS8AciTuNfp/iV74lc+0B7rVElJ+jvxcAuOucjxlv/f8HgIv+vR31vnPp6QqpMss0RxVhRWgxPqpNAR6cEPKQiHjg9hdQ+UrJqtjH7D3Ki3sI8oLlKJdd38Wp8yPxV+H6b20rZ33zTLwha/XAs41W7aMsrZL5uTvp9SSFYnCVuyW/GtuxEbgaM5ECGgxZ3Uh6n2A/4cvxore4ydR0YxC5sqMmtTtgYF/XaNY1zcQX1MWlKdVqAszJ3smCYUJELXY1cHb20bjtoPz7W4zd1Om7Way6mgn+X8aMQZ/UR0nd38nu/FEWvTpw8BECtgiVNnyxSlfEqPEbsFqUZ94wz0lVUjRYgkQAOJoWNdADLAPg7tBBIfZRkTqqYIupm+sXCYVSoRyutPzM6RpuvkoxbEaKRM3B0eTKTKfBqZZ+KcjzFStoaVqJe3gzPaeuI5BiZ06jjxe/djHMG+sFlfsw4Kejo5HO1lq8XuWw1+kcg995OaNUP4fBE9U/oT/1Sc1Y8/Zgzd+LWhcv+NXsMPCfqiIq+5KwG63sHTENrV2F2gvupB4qZ9yPx1Qbm3M4BPZGH7+XmV9+T+PmwRpWabW2cXVMvWk2v0w9bYDys8RBl4nzGyJMj6EBsMRpRpfc6tEeYAGAtcaI10+sRtGAVNRBAGCVbRqGdCUPpBQM4m5rI+jzkupr5sbGrWT6Tbw4ewrtRr0siHVFtYilisxCAYIvOeMMqtIsMZRjZSTEI5GJXgdX2TtZ4Lbh0nZxxNBGlbk5YVuGx9eJPLSJzOninl57Ic3HrqJh52L6hks0LlqHzdKR8MCYaE83+Xy8s/prOeZXGKj13j+AysyXxg28YxaZLWLvyjMkc83w2ZhwyqPhE8/lrDft460fw+KKEknsko3W0UUA4P9eeTDMsRkwt6JaoX1U4LWukRrhAR4MADeRw3+l5Ti8xzntvT8wpU7R9uhZfwpSppjzsX0SJhyHdb0DfRbuOFeis9PPWTNS+Oc9xXzekEXVvnmoe+yY//ENKlvIABdnt4jOwAE5F/WQd30XJjooYBfJtKJVRc+3gZ5heRSG6hiZP0E0+Ot/gfHLt+PaprK1kTV7t9Db3oJVpSJ0no657siFGWz7nbJPqf1w1wPdLLnSxvYR7bxoqYsZe+qAhnmfrSKQuxnPKcLApcL9Yi7ul/IGTz2jAdeTOlZdpig/i3uyK8tIa1Tm8IkA8A7TR3g0x5AB8JNvy+cQz0uX9QPgRANix8PjOfLoemonNRHURrWVBTwlkzF9M3nwPMXC2GH20Hf712j1+ViOnx73btpgkOF2G1NULawYtZtdBRN4vOTGWKryIAaVHHc7k2xHOLl5GyMa2+jsziYttZ2UpC70Oi/HLcNxqI3sTx7Nx7krsOkGeAjjdpfIB8l+G8/veIx1f05l45p8+Quh9uxeIWKDI2M7q9fJVQu0lE1N5fDBbbxj+Zz9XjXmNxdg2FEiX5u/chdPXroTl03F/Tem0JomjHOxJaXFCi2X0VezGt/5p+F/WFHsnvfAjRRsUpgXsR7gBOIlSNgNJtkDLADwo/olvPN/BMDidzfVpHPZizZ8HnvCvg4DyZj4/ZB+8/O+O5kSKOCf3qeo9O+NvT8hVT2xCn+22oRHCpKh0mJSa3EZrLiDPgI+N8kqNUadlZmpJWSJtINqFRVqCcHpiAa6/Vl7QnWTz5H+ZE7rOYssf05/hwQCTjbNO8jqM35KMCWUeRcM5ONz3ow6YGDuT89gcgsDnIpi/VTGFdhJWxZh0tl2rMB5eI5cl8rODRxtjzBpon8gBgBLEn2VmsFFsHKXjqvL7DQXzre1EDDEHy4Ck5Yj3fZuQopiNMCLLPuwrPFmVk26Cp0mnooWvs7utHH307+lrVOJ4zOYNQwvTkIl2JADFn1nThfJOolx+1IxuRRrkzxYUrJRjV8ExdNQZRaCJnGc3ECXkiTyWPk9qPQWpNYqpN1fIx3fTktOGw3Dndh9OgydZrSueKVJnydIY6WdLafeRUv5klBdBrfUijYSKY+C+vVIkpmza5fz+qFnqTiUQvU44T2KLAJCxXDGH1fRk5PNgaCdpoY+yrynxHh/xQ/2nbSJm7zfyH2ytK1DBsDRRoj1qRm0643MNGZGAeDEFOgf9nRz/8MH0Ingv1A5+Pvz+1WhLdVtTLz7XXmR/946jVoxgQyF/NUV8hpPK6fz1MjB9sejb7Gt8mNlwoQqFZdrPGwwFkd1DVQXatlVpqfcl8MzTfNJ6+nD3FQppyey1hyIt3BETXi/JRV70VgM7Y2Y2mPjJEQF7CPL5f+ceSU4U1LZaqziiVndtDXFStOPOe5jep0Vta0rAgkkGDk9gyveLyZH0Ir7938J7/QabLeviaE9i+abbzhMxmNTZWquUmKPg2k7Khn75Ge8ZjiFfbrE+Upb8u30rvycCZYxCSnQdTXJvFO3jiS7Fc3fbl384H+P/mmB/foJjerJvN0xnUQeYAGAS30lNFSPoa2xOGbA5hYcJ69I5FyEP4xxcCQ5NBa8pQoIDlqZ+9U+MmxKbj+voMEkt3LqI5WUDI8HQQKQbmiezvb2SOqDfpgVznYUhTfSjb2kGnoZnVyLUesh39JCqj5qc0tw2hUe51a3IM5J/NA4R/H4xlAulKk1I2s/C4btwKhRcs5GikRXVROdRxVamgC/tXo7Rn0DalWQpGA+RcFl6KUUvFIj1+48jCFEGaqo+iP2JrGoRxkAxKNVelILRlE8/Bn5mUdSAtw2J8GaGuUB/q/Iwx1dK2FEsfZg3b6TthEzGbHFWL91zdzCfgCcYCsJf/STLsAdS/+LByUuTRRBlfrHy7HxwfKhL6Cm91gJBpVIQzXIRJUkvAR5rXYe1dWXyWuMY/JB+hbuRDJ6uOsnN9fs9mIRQVfhEjU3A34vPZ3N2Gxd+Luno+2K0LRjXiO6f4VHSufCkF6LKa0GU+YxdFbFUBobWKZYyb+tz+Obujy5DXvNKewvEWnUlBbtzPkPrQWvR6oW5eEUszK34TpWoqLM8Cmf3RpPRQ/faM/qgTN93HTf/cx/wUcEgyu/s7x6FI3+iMf5RB7g00IxwGOjKNCxADhxJ7u+ugN/yySM2Tmo9cr6EvB68bS1IUlBxjh2cnXjMfZqrVSNn8jujGQWtXzOOfWvY+hnCUkyHfqCs86gLlmhoyYCk4m8rIvcfVxg76I8WMvalMN41Mrcjwe88U+MNvAEJBHtLGiLEt32Irpspbg7ptN06FScBQHaJu6hLb1qwBAZWu35vEMVPLx5S2gsq9H6LkPNVN40f8oaYyROPJQLR37p20rOYJimV76nnXxe7r6Aq1s+pbxDibfUSd2YUNbF6PKfybl8c7GSN3yoIvXkB19rLVO/800GDw/iAe4HwL7jqPc289svLlUOhvkmer5dPiQoCk8KV6eVm09X4fJ6uWFZBi9eP5zVDjPVmxcrnuDXV6MSoWXRJdrOFHY4qUCbHCDznF4yz+lDm6TM62HsJ0nVhIUuNLhRI4QZYw1GLpJwSZm0MAEbuRTsXEbhTkXkyuX2sKv6ED/u24414EcvD7qojSA0XwNGNeufyqfuZEU4SeeWWPmVjWvG9fBhSS1fGDtjRdQkmPLDKRjNW/AuUwzZwQY9tkVKbOlgbtXO5Sks/eOX5BcoCrfmngwK90VCeMIAWLzhsAQiWAIACxGsgjAAFuyXf1zH5KfrZA9worLrz9NoffJ7GuxOWkbHCgC5ZkmYVl/RT4UebEyFQbDBNxVTS+JsBRkeF2N6e5mXX0HOiF5eKb2MvUlj8al1QzhqIoMh19NOrrsDt0ZHg3EYDhHvPegaMfgMsPidnNvyDScfXcdDF0+V+zOQrsVxdTbBAuGJjEwfgxTkzxeZ0BuFk8vF3dV/4LBfjeXt+eh/KpXngFg/nv/Lh2Rn23nvT0l8WREfyqB1a8ipuYymI98TzMvG871igMnZtp5F91zV36z9ALgxSgcmZm5IOHRGtp91UaXh1dElr+tn8uni1/hsX/X/2gMcfvzLW0fzxNv7BxG1GjwSTGCiN333My04lq99f+d7bwSTJYopThxnnGiljx9tQkgrr3Ah2mi9hf75Gr/s6YJ6Luu4GnPQynYOsUNzhICmmyO3dWJOixVmi21mE37HzWi8GUzd+QbJdqGrIJGiyWaadSw5Z7yKxiLDbzz1Y+hZd7H8fZejjS31Lw+69AoA/PL4W5jz3lZ5gA5Jgc5aUtaV021Km+OpGXQ0B6ecRvBWRSggXIZsSinI0oZbOH/q9WijqEsDa+zx+3j05Uc5WqUEPItL80dbMVvigaywdjdq7Zhn2mXFz6JjVsbuUSzh/XXKGo6qUDl0q1IywaPQrHtVjThaNpMk5WO16aA9RIcVC5fJT1uek+oCD+ouC4bOEGiPVlEMHZykoMQeVyE7F96ILbfkZynIew0fEzD8W65HacctfL3zQZw1PvYVhGk8SvyUzmFk0iunorHnUD3dwratVeT7JpETVNLpRBfHsvVc5/hOnkQrW5vRhJOchy7aZk2hwWyhTJdCwekzQh5gWJW+hA5PT0wM8Pf7upl3UMcp70XoYZ6sZPY+fSkBizJ4R77+HbnfKoIbovzVMJICy3Tu9yiA0z08T/YE+1MVlTlBh357868RYjeJSuIDF3Skqtk30cKt7lnMteeJrGRoezoxdjXJXl1zQwXm5iq8KdkY2xXg4kvOoHPKyTJtOvXwFtyZeQhVaW9SBp70YRzKSmGtpokfMg5TbVY2p+jDXUmtj6lHgpiiqWJCpEKvIbfIzakbypjaGHs49hd20Hffaqq7snjiBUHnV7jAWdZupt6bhy41sSFG397LpLve4bhPw58NlydsG/Fh7eJ9eMYd5Iz0RYwq7sNkjj5sSNRVW3mnfiNanwbrX+5efP/n1R9Oabg2R106lWePTqHeGREzE88TFOjkrQeZUSWokyoq9s/EPiCOuWTsdlIyOrDpAvxmglPJDSxKCASndmqZveYo+iihHofFRfEzO8jNSdzPAgi3udPY1T6Boz0jEbkBFc9W4rPJQF+CuDLH1EGKwY7Na0YcnLs9ybJ3eTC/pThYl6bUsWDYdjlNRKp+oPdTdp3RtPMojnYhBqViu6GHSoMTk74BjRySEKH5CJX6u/eUkONWaKOtHRfQVJOP5Dkc6b9QxTVJi5kw/mE0Ggd+JM4/2Yk9wVAQHuDRd3/CsEtPY1dvvPivUe1n1P51iBjgUT/puzd9Pz/t5wLg22a7SSl9gA6RHk1uZ4nFSzL55aqwcSjKVOZVY6sqRievdVGH+QSA+O9teRw4eL98bpGMXvrm7cQx7SCFNj/3bnCzotYHfgl9tEiWMtn6H+1zWXE0TqenclHM2BeCVvokZT1MLVmLMb02dM9AgCHhchnZ2paOpPHzU0sOXR5lvW7ILKB22ChZXKgrczVt+e8S0CpCNtEG1TBYM9vKmV79K65behf5Rc3s/TiLz+4eFTcn3VYnLbNruPrBu5hbk0fxhth4/K9sKdwlxPiiShwA7oocAvYmwwqz8DhCNABuvbhokk4zuFqteLz2+5V0154pM7IECBZhGaL4HHZ8XV1og27m9m5lcuMxCpIm8s+yPA6mWTFHxwRH7Wu/mzebT8bF7y8nohjn+70sc/ex0nOMgKaDWkMHXVphZElggRKgRFLj8GQhBPHae8fQ3DWNJANYjCqy1EkcPzqHLmsm1aVbaMlQAGc8TXrww/Zj6zdydkUIMEtGdL5bcJLOS0nvsU8rUiHGA9UzCi9hrlHZQ0Ts7xv2m9H5v+OefRHvr5W9qInPC/38xToqJseCmLiBI97Ba+S16gW88m0mf+rtY0zpNXEU6DAAdnKM7k29/En9Iu5vFTEZxzPT8Z6mjK3BvOrhvmrfWcq9N7fKIHjX02PJLTawPaimZvMiPL2pWP71LRxRtEAGlrjDsuwUk0iZ6yD3lz0EHWqsk0WM8IC8sTEPit3Vva/Ppm2tkea2RnTBQIgmGO1xVhSG5dhxnZrG+Va235eLPV8xJKV0Brn+u25OP8nGW5kNfG7oiFrzJYTnd+zWeWT09uA6XxHIEcV+9hgC+yP5XRU2aQRs+0pMZP+xhnmLwuEQMHLXQgz2SBpuAYB/1SNE2eJFsD6XlrHL9BGuAQDYufa3zLlgC+bGxDooAgDbvtlAx1d+GvM76M2N9V76jSejqxksdDDS0AIE227eSHLrKlQDYoLDVwlv8Ji+HkZK3cwbfpicnD5ZmOqT3OW0GDLjzDaDGcASMULixk6UUVF8J4Dv5Y3/QcQZH11v4Z0/j8Nh1+JZlIJnRRqSWWG5hMet6JrfLNFTXqRslPdUP8QhnySDX8MWZT0W43PB8kPccN0mmttU3Ps7A359/Jmj8OBYGo8FRRABnreeJDBzEulH9rH8xnNiqi0AcG63REFfrBEn+iK/SsPGcy+rrH59XskGzUi2LH6BV/e1JgTAWlOQqWd1cvN7iT2SEY6s8guXvTuGHzcfGIAfYhW3E85RYGVgITcEz8Hjb+EDz+P00J6QEv1/AcDy/EsrITWtpH/tjJlHovdCRrNxznLmO5bwFVt5Vf0JTerYdTFvcgZjTxmO3hh/EPLZ70IKFjB11xukdyvrtxo1M02zyJu5sZ/6LPmMtH9yB5LPJP/uj1XPxcX9RreXAMCPz7uJFX8R4qQqBQA71PIGErf8ZZxc5plRp9UX6hqGFKLxP7UTQvkYQ+zJIe2f6oCdU48spHzWM4y2ZMevuv2fSKzbs5U//10RnxEguGhcsmINCpXoCerx+Nnt6CJlvpeRGj35dUZSuoykdOpkQCBeUIBajV+FLpQ6pGpsL20FHvwqP4XVVlxJAdqHuekY5iHlYBqWRgsqObZ38I3G4dOxZuI1VJeclPC9E3nDfbp1+E2vys/N7LuIf+/+F2bbPo4FvUih9B7iO61Lx6xHLkQKGqlckMLBAw1IvUmM9sceFMPtsWfZpzzj2EOmx83C3ohIU/j7GoORXSnp5GlM5J02hZ0eBQScm7aILm8fI0tcDEtVDmUCAOdRSPrmA6xaXdN/WGxYNYf68xX1Z0NzN1Nv+3ukDyV42TqFqfoizvF1kiP5CBoNtFx2Dt4c5UBf13WAf217kKAUKzQw5B4aAkYOs4pDJTqsmblM9ucyzZVNmTsdk6SgsgBBetReMoIRWmi31kOL1skeYxsjvMnsMXXw94xDgx4cBPCdflRC7xJ00diSmqfDrmvi8m1zmd4QC349s45jv+EHapqG8cQLt/WD31STjTl3Z6DJGtziJejkxpo2HrZcTJd68BQIlau+I5DVznkZJ1M8phtdFGVK1LS2ysS7DYrEe+qLv118/+d1q4dt+5Wl4KRi7t03G2eUN0pcIwCw5dhxZu5NQ+1T4fdr2b99CVIoTlZcIw5GZVN/xGB0sTvNx3OlEY+B5FiBynYOyZ1+FnztR5llEXCT+vgWisbGezqjrxF/uwN6vm+cQ1VfATZfWCU48cF2gFMwzlMV/l54a5N1dtmDPCH9OBPTY9WqB/q3/G4PDVsO4nN55ANdpcHBdmMfOk0neo1QwY8dC/fvGkWBQxGgsjvGU1lzN4Huf8EAr6dKP4L84g6yMz6SF93fzHSxNyMWLIWf7J+wlPG3/Q3fxVfS4o4c1qJ/eeKh72UAbPwiw1u7a5L+5wLga8a7eeDDHt5+8U80VYv5rHTuhRflcuoCEcMZ+4K9dg00jsQQo0Cc4EgkSbzSbeb43mf655Q/yUHvoq24x4XARxDO2hXkjm0uSoQhITomMOrlHJ1JBD2FqDVBTJnHUWsSiJEMWCicHi1rm3P4sSE35hU6rRlUFJXh1+hwmytpHPEcXlPEwCkP02jFTEnC5BzN1MrfceGMxyifuD9UMxU1W5L56c0SGg6mYcNGV2YzhgkGLr7rJobpM5j3p4H1lLipsYh1AwxO0QB4qVvDO70RJlStCWYnK4bZCAW66Hj7ZcUlQ6lAi+uLfxjFkcpb8agtaCzWfiq0+C4cD5ztreTkruNUtezjF8NW++aNwAAAIABJREFU8MSUAgJqlQyC7zlwKzne+FjnFeddRn1qZFwMDbaUY3H4GhEjfFtvK7M8DqpMbZhDAmQtesXYWOjJQJtSxFFdKc3dmXS0JdHYZaAlLcgxi5fOjC5cRht+jRtpQD77AcvywOUEQ8DPU2s3sLRWMe6ognlofRfjVKXxWPLr1GiaEp5pitPP4tqMEKsA+NJ7Dpu8Kl7eFfL2SmCkGj1hJe0Ba8KvfHTlxqY1SVRX8dlfjy7jhTWZvG1soch626AA2KU5Tt1nHfzjOT2B2+7Hu+cwwXwjvd+tCD06dk4q/4r9rO1IGvddZ0MX1PHmzcOZLVIoBtV01o/A1Z2O71gA3QfbCDT6lX0+vIxHzY/oR8YcogUzwxREpZcw5PlInu1EYwmiz/PjOqbH06zD16rF26HB3agL5XSPnXsxbRQC2Y48A59/UoI/OXLey6n389CeDiYvdPKstY71eiE0GLtyiZRH2Y1JOK74a/9jfWtScN4gDu3xvSGWE02mjtarkrj41jcxGBRauLU9l/zDM2JuiAXAd3JB8CjDaJO3kv+yvD8NUpgCHZxShPuFS1m89EfUjsTGYBkAt9cR/MN3NEr51E9oxR/KWyvmkoQOdedFqHxRCrz9PR+Vz1NSyQZI+y1bsXStQOOLpSNHjMgShXY7JQ47SXoneUldpBodNE4oZH3eLDm1pTBHH7aW9Cv1JzZfKZWIMpsO7Eb53+neHmb17OWWQ++waU0Oaz4fTmebCV+pEeelmUhp8QBIIwW5aqqa+ZPMdPmbearhFQ54JaxvL+gHv+LZs0+q4JZbhMFC4vZrk2k3KHMvWggqvSEZT8d8HNX78F9+Nr77boBAkHPOmi7H/UYXAYDHNUpY/IMDYHH9j+ddWfnjG6eXFGa5eL78n7y0rT2hCrRaKzFtfpCbvv4EdVRarqFabeFLZVQf2RP1DoldirKhQLbfxA7qicFSbg+cT0kgnXfcj9AgKRod/7+KwZRGbp6YF7GjQpKU9T/PW8gCxxJqfB08pX2Xo6pYgbfoeggQPHFlrBhswFcGtisZU/E5ec0iNE1prfH6CRSP7CN10Yf9j+hZdyGe+nHyvwfm/E30vrVd5/NVYTnz/qkIGXYfUhP0q5VzwMAbfi4ADhaUEXxYUfEayvvb7zwQCbvdFeQcO58L5/+Z0aZYYZ6B9TjcWMef3niK9q52+eCUnKknM8+EzqBJaOEQiqEav4Sjy0VdqgvnWKecDy/Zq6Mz341QSZQZiiKJuz6IyhhArRXy8xrMjRaMnUb03Yb4DXLAwUs02va0BWyaryRdTrC29r9K9CIRBr+yJdU1jl3r12P3d3IAMXljnzLt6bMwtWZSOyeFA9Ut9HZ7GOeN5P0d2FYnAsBdKgM/ZmWQozEwYsU0tvliAfDoMW4yrcqhbPX2bkoMhVT5OijcsIdb1yhUUVHv2l8uonXZJIJ6Ldk/HKDkL98qVQkNgEcyL8KjsXCHq55l/l6CJgOtF67EU5ArX9LrbOWDLb/F5ukY7Cyc0Kgc7gLRhbXDNBwcraM7RcNoTyrWgJ5dZkH5i7eYDTYuxbuk9wYxuySSHBITK3wYvUpvDbzHpw2Qne7hjvWLyXLEelI9849iv3o9NU15PP7crbg9iudXKAovvBj0swdP5ZlysJ6y33/EDk0J/zANLrIknhcNgEvGdqLVxI6XumojG9sbqHbXo/9+ya1/eHzYE2EAfPfeObgDsZvN9cX7yeiuZ4TdSvZP4hCvor25kPqqEFUsNMCMJjejJ25Aq/XTqwvw8DgX7QYB4kK/7ymn7JtfUVphVz6KajzP1XuYebriUe0fJCGRhMj4jdywqWWKTJGOVmpOBHpj+ijqggxjN3nmNpnenNDLO3DSSCLqwUvthj0EQ3mxj+jt7Db2YtY1ogmlvoquwxUVhcxuS1MYw0ELR44/j7d7PVIgcnhWFgUr1pxpjC6+R15PPi3y8sq4+PjocJV+DgAeVbuD7pFlWP+Z6q7ZNcn4cwDwt/oAd4x184fVym9/+JdXObpXoQaKcvd9YxhfoCjwR5cehwZ1/Uj0YTp0IjdRaLZ86Qzw5a6HMfgUISZR/El2bAt24pwQoYsW9vmZezxIcY/E7FYvU3sU8OgIBqk43oRWoybZYqQoNx2/T43Dni4kqTAYbRhMDrrsFip6ktndnSTH9oZLuH96LGlU5ZXiNCUR0NipHfUgLsuRGGN79KEhDNj0riJmHX+I5cWvMnveZrS6sJFCIhg0s635Jl5/6g38Ph9qjYZbHvk9eaoMZvzDH0V9jrTe7Mqx2KIMSeKbaAB8rUPLI/YIPbrVAJNTlQPcpIwk59adcyx3vPLzAPDobzKRDq1iZ/J02VCjT89Aa4lQFN0tLbIydLbnODc37uOIu49RwybzVLkSamHy23l431Uk+2NpmoISffY559Aa2hMSAeChvMLhPjEEg+QHfWQF/YzzukiWAozzusn3u3m0cwEHTHp8eZ34Da4TeniHAuEpbi/X79nL2RXHSfGGjBKShM57K05VHo8lv0aNVqHTDdxrJZWZs0ffx6ygkkXhSHASj2dU8d7XeSQJNoEEBpoxMCCcJmrC3P8/AMD318zik9XFgwLgWqmAr1mMQ3OA5s93MXuhnrMnp5F0+28IdvfhvrwE173RojJDn798Dg2/u0ZF7VE1b95cxAWL09mr9dOlknB2ZlC9cQm6PVUY9x2AejtSIHQoHDjnB1uMRTtE44ao5V5uojjSRrzXV1zmtWjY/ttcKs9O6+8lQXmevM3Ng0ntZBQHeNpaw0a9QoHsH3+SipI908hrc+Ea/RXSRKUyMvV5RRmSSz1o7G/rlRksvvYbikvDYm5QtHMBRkfs2TQaAOc57+Hi4G4yVd1yPd8Pns1h67Ny3uY8m4lJT77NzwHAe56ZSI/ejuGu92kLTKfb0El9eWv/OUacZ6T0TFSVp6EW6TJCZTAAJNShux/8Lyb7VEzNCoBPNGdSvB4KHE4yvW4av/XRsSPA6AndTJjaSVqej6BeR3BGKlV5xST7+8jxdGEOuFifPl3O4+vQmsnxdJDr6aBdn06bPl3O9zvCWc/Crp1M6jsi/9fWbOKLj4rYsyULh0OLr9yC56RkAqWJsxfkq73cdqqZ3Cw9DfbVPNW2lWq/CvPb8zGGPL/inSYsrODeWxXw+9KDGWzpFkrVYfaA8n+9Q0dGx/m07F6PpNHg2vxPVMlWUo4dZMV1K6NmrvLnzwXA+874ZdUn75xW/HMA8JxZOqafrmHqvVGOoiGQUk8gjRWvz6bp4BcgQjIHufZEDqMZwXGcFpyL2/kTewLRKYaGQmlxTRL3gcmcRfawqUq9Bpzj/J5M9vc1sUt9VE5j+3PK5AtKyR2rMHaDwUwyK5Yz4bBIPajUU4OWcYbxDNPmknHGn9DKwoTR1GdotR9nZ0O8rsDA3x8IgLv2CwypLExx+C3z5DL75Ea1ZYS6aeh4E9ETJ9+G/9IHE/bVYBYira+L480P8uqEC08AgiWcwSB/f/+v/LhdyIkrVRUCWZn5JnQ64cJWPhusa80BFQUeLdl9XiSHlwq/j6IsC2adllp9EIdaoiMKGwy2ySo/ICF8XV9Ov5Oq3BlxvznUwIz2/J5fU8jLh36kUfKyXxKqwrFdULh2AsWfz6JxkpVjAQfV1e0U+CcnpD6HO/rostU86tg+qAe4T2Xgu6wM8vV6Ck+Zz1aPYskWHmBBS+4y1zG3NA27O8DmvQGGmzI46mvloKOCp9/tY1JUfjRHURYHH14l06HDqtBh8BktjHWxt41LvEpaC9eokdjKx+EsUxJVf777GQ43r0+8MSXqzASfiY/8GuhKUePRq+T/t2Zq5P8iJXJjVqefrM4g2d1BcjoDGKLwyGDjx5Nm47JjE1hUOyoUSxaxkjsv2YTrFEXY6IHHf0NdQ6E8Jkw/A/yKe8oe+ojAoQ4etA5OfQ6/R+W5awnktHJe+smMHNOJXhc7ZoQHeHd3h9xfuj1T7vz9nbMeKNpxbYbwAN+/b1ZMHmDxTOEBTuptwV80mfGv2Ujx18lz6cieuTjtyTFGIIMxwPhpiqHDqw7y9ChXJCZYfOjPovy/zzOysjtuNfnslC389mo3ungj9qBrZI83id0dZXS60+j1Wun1WghI2n6ac7qhhyJro0x/Lk+vwKDxkGseAEAHfXq4pyX6mjpoP1gtg98elZct5h56NS6M+hY0QlQrZhRJXH1kODM6QnlTJaiqvoaeZuEFCA2kcJdoMjCmllM29h75CQ3mIFctHDodmH/0Asb/5n0CF19GkyuxoEhxzS66TpoczH5OZ9++c2ryd1E02sFe9+9GHy+O9vLgaoXV4HY6ePae3+L3KnXWGwzc/Wsjowric5g2NSdj7s3GKHuGosbbwIVOkqiTvHzYMYyq2vOx2CNx3iIu2DWqFsfUg/hyBvaRxPj2AAeztLKwTVqNgazDJjKPGcg6YkLvjM+HGV0NIW7VlZRBnzUVmzkFp7mTvrQf6c76Ep8+5KmLspTHU2glVEEDS+qvZ2nuRiaUHyIpJZoeL7Gt8Rb+9tyHuF1K/+WNGMGNv7qbmW8EBqg+K7vQdqeFKxvj8zgXeCRqjifOA3zMAgutCgBeODy189v1MzNvf2XEpvZLR87VCgPEIEWMZM8/rTy5ex5PD59Gs1F4utSx8cAeD562VlRSgNGOfVzffAy1KpmKvELeHJ3fv4ddUfU0czqi6HqSEhf85Ow5fDZm5AlVSsNVHNIQPiDe+kR0ysFA98D7pje38tYXCnhViuIh0fhPxy3N54GUP9OiCY+9gTWU0KbfwPDcS7jM9xg9Uia/y+jjuv0BllUqop1aqQ8zEVHIRN3x0O0e2vIHYbwMuOFXddPZuK6Ylz3tsgdYlGt5t1+1frM0jf2UYdNuxfHlTq4528SP9Xqu7tiJ6oNP5Oudf5iC52xBjx36/KO8rSR7O56/W8OOH9UyHXryCDPHNAH5v5b9k+iqCtHenR70e6vQH6pF1dwVSmUVmv5DAeD+po+iRA9ufY7yNIMzW8fhX2Zy6IpI4iNx68lrnaxy9VI2zYPX4udZZx078yJ5fsVParw6Jq89BbOzBs+YLwnMFodv5Ydty8sIVoUZYfFU7a6lKWRf0MiKM7/o7yG9w8rInfHCfMf9fq7r6pVbO8d1E7MCQeaqdmLDynvSSmqsSraLcb4kRjz8pgyAPS9cxqKlPwzqAd4pPMCaXgy3v4t/zOl01i6gKeVPdOYJBl9ovQ1KeOdko/t2OWpXOP3b4NTYoMGH/cY1qDKTFWEsv7x6xxXZ+x0MIrX70e92oD3uRndcGb/Ry/uM+a309ugxGPyce3kV+SMU7QiXU0NDrQVrkpekpACN9RbWfZXHwd0Zoekn0ZeXjL/UiG+KhWCqVngF+qdndKXE+FyRH+DCZck0uvfxesu/2e2VhCIAljcXyoJX4TJuQQX336aA33+/nM7GL7W0jeyK8Zqq/WoKK26iruJz+TbvbZcRuPES+e/TL1qEtUXEeccWb+44xnUlY4nSvUk0z6tX3bj93dcXz8jLcvN8+Ye8tKMdZ2N8mIpGJ7FkjpG87PEcWbyfm24U4aInBqC7HHN5tuZedrx/Hc6eWJFGpW8G7/twpp5oPJHtNzDfm43W20ivJJg+cdaoE7jwIq2Qnj0Bc3o+yaRiMqVTSTt1HT0csFfRhyNhDHOiNgx/ljcpg4lnlSD5i8g4Pi8EfuW3xCTlMNs8Ca1ajWXiD1gnCiFAFQFbGp1fXofkM9PU08DBtrfxBU+87tb0ns3XeVP7PcA9RzUEPIMA4IxlZY1jWskr87cMCYBFgxsCZjKevJu63FviU50N0bQaAexan2ZJ9gjuyx8YvB8/UN7af5DVbzwS056WFK08WU1WLRnZRtCKJhrKHxs/gOK3w8TCGna/nt3jzuJA8XI8gyjeDTa8/drt+MzPyXW/rHoYzx3eKIPfA4jUIVFqE6K9/Crm/u5SXEkWjpXq2LevHn3QwgTfaUONJRxLN3C987sTAuDxJguFS0/la88Rua3OS19KMOihiXpOnphGY7eL2iozqToLFSEAbGnr4aN/iOaNHMa6ZpT2p/QR+WuzfzjYf0jeaSzlkxSFqr3U18OdnsiC0ztzMt3LF8rf/WfXH6lo+WkgoyKxSz2+oyKb6AmmtTCe6qMzPyQIW4pe9MXfviQnk91pXLVrJmZflHCbOFtZ3NivWYd3unKgfe3tS9i4RZHy12p8LLjegKVMATGDGYHSdlaR+dQXPGm6BJdqcGG4cKdXn7kBX0GDnLZqWFEnyQMw0kAAfOcNV98wqu6kMaOm5vP80UlUOcLxTIoS2W2j98kAuC37at4//hZ/X5eLQaMYKyoPz6G3K9YCrtUbmDhDWOeU8tpIFxsyoxq17QWGVRYzeXsDOp9C+WpQO3nCeohRRUHuvcrN6KKIZy3xQizuGmz+RoDr/24RjwwgIQ7UebSe7uom6rVuDhr66FH70GicGLVtCY0ySxoyWFWjKFZ6fdlUHL4Wr02h6UR3tMowCn3yTMaWXi/H/Ypy41wnlcnRLpLIbeG/AoUTmPDUDvxnrKDRPTgA7p4/yTv+DV/Hkz/Ny6tqNTNUMjAxjm9M8bApW+KZj5w4MtRy6+7ftp1P//4PgoGAvL5rtVqWnqzhopXCWx9dJI7Up9DTl8JkbbT67OAn4c6gj488DjZ3FuF3FZHatRSTUznA+DJ6ZHq0p2SgJy3+eZZ2LYv/MAxLlHXSbrDQm5ROZ7KO1uwePIZeXNaDOK2H8JirY8Vw+rsldj2PBlVqfwonN1zDioKvGD++EkNyBPxKqKlzXcJTj3yHvVfxOOmNRq789a9Y+e0wkloH9qfy5FMGiF9Ft6b2cD3uYIC5XjXR3vtdKXB6SATr/NmWvW9/OG/yXX8peKLh4tJ79NqhYoAlvN94OPnL6UxKGcnfho2nQz+SoNaIaVhE8VZQof0OO6pggIn2PVzVWo1RZaUnJYsny0fgCv3G6L693FDxe8xBJc1RuBxKz+eaU5fRazqxZf/ngNZBjcxxo29wkSvxjDybkyfWrWN6S2yMmUdlxuK9kL1aLU9b30YaoIcROeFLqC2nYBqhiKIJPY+mwNv8omcNl+ydGJrXfpLYG6f6PHAGP3e9nWMliamuA68VANjmyeaSrw4wNvsZ1Og4Q/UteVKL3OxCAbqJXNoMH5LxXRtv3abnT9s0tPZqOf/1x8UCJD/S9t58/FNEmq34k4fSxqJE+lFcte4dE2+86OejXxdz1sw0XCqJapFXttvC4bXldOiVNS5cNPtq0Da2oz1QC05Pf4z5oNb/mI00mvwzYNOVwGPVcvSCVPb8WrDDIn09vMfHQ/52xukUSvJ/tnXz57F1WETq8KjrTLZkpq85DXRVOC/+V1StJfQfjKH9dwOowDLdUYVKq6LnjDT0C/o4c9W/+6nP4gHF25agGyQEZXFjN2pdEJN/AlPdZ8q5m0W89r9V42gyC2V1WK4pQPPb5/sB8LxLtmCoilcmFmfnXS9P7wfA2ksvxpV0ET3v2ziWdiuONGf/WVbtV2E7PQ3zv06VQfBQICjcCM7Td+M+5TDWY6ej6x4Vdy4e7KyqPuhAEJ9Udj9qWxCVM4imSYl5V7kCaIVIlLB55+uQTGJtkgjkGeQ43mCyGsmiRdJBYLxFOfsMwspTKLxCVC7I/cv1jMzX837r83za14VLPhKr0G8sxfr+gv5+DdOehbzre89kUPGFmcaxrf0K2gojQEVu7XV0NLUSbN1FYM4UvG/+Uf6mYN03zP/9zQOnY/+/i5IXkmIb2lDdfdEFb7/xysrL07L8fD7nM+7eUkf3cU2cfVikQfrlSal4raWcueYcqrZOI3t0lGFj0FrAhr4VvFp/E7s+uhV7W0UMBhvUySbYAoPk0w3/lNWvYaLbR6rPhSS5CMqZM0L72KAML+XujIxxlCVdSGNvC2uDO6lWNeENOQl+7no+8JXTi5JYMf98JuyPsC/kcRZMYoF5FgaNBlPxbpLnKufOvs1n4aqaIv/d3JPJ7pabhmjF2K+qgifzwfiVnPn0JuVZIgY4ZGCPp0CfNnb/6Ab1hAmBCB0j7pdCPSF5LUy6uovDc/bgMkbSHJ3ITS+epw26aGh7kRnp2TxcMCPKy5B4eh7zB/lw5042rv2U5JbKOAEGc7KWpDQdGmE1sOhQyzkUleBskfpQJQxostM4alNIMEEDgSAajZpAUKJFk8u2cefRXTyPS40+fqFTFoANfi1/cevpDScrDjVQopq7LfcgaeriwW9/oyqDUNRz+PcTKf5iFhWzrGw9XIdIrzTWsxSzKuR5GqTLw2mQBosBDnuAp1qSyJlzGV+phPdVyQMcCHhojgbAlSbS9FbZA3zAfhRNdxcnf3ucu+rGxiykbYvKqLxZiUca9dxqMn+KxBwc1A/n45ST5LiSjKCP072dXOBXDioiJrhn4Sysew9R0bqFD4qOYNN6leUrAf5JOJYGNHRcu5/o+4HtGLo+oPVRKpm58uDUOLpz+Jbehz7BX9KOw2nijy/cRl1DASaji9FpdaSumkDS6AE5NQfUxVTXQfGD/+YZaeWQcb/RVaw+cz2+gka5v3KHd5ISy8SWY4CjPcB33nDNWSNqV5xUNi2dlyomJlSBtva1Up9+D6+1P8r4ntE8tKaY1CQhtiJxcOcSPO7Y2GWd3kj5jEjutk/yPHyaHxKEETHBXfdidngZv7tZBsGbR+j5qXmXrPgrypzJfu6/xkVywhDXE1tHB1/tfsa9oUvszZ10HK3lqL+LgwYbdrVQL1WhUdkx6dqjPBMRS+vs1jQuP1YgX+dyj6DiyGUEHDviq6Myo8tYRWnRvZiMSszpf4Z7+UvZ4NTn8EOkpCzK3+vFtWgezd7EMcDCA+ycM6lzxN8Czc9unT3hmw4jk0Iq1AnbRoJz013sStPzx2U+LHe58Mtyq9BcX89bzz2HxxW2+kvMnyNx3eVha2rEdOO0m9hcmct8o3DjD+C5DzwJhwx6Iq3CZ94+3vT0QFCDxp8s/2e1TcHkHoc2KYVgnh93aS2+HCXnaqRIqNwG8r7LIH+DhEczg8qRe7AlH8KZtA+/QTHU9LddyMwUNn4OpAjGwuvQQTuo5dz28zl99FpGjGhCFWUh61BfTJtrPs/efS9+n5AukzCazFzxqzs56fAwCnfEg19R/3e6M3iiI0IDH9gnRfUdVPbZhwTAly/XbXzttcUL7nqlYFH9qtIfDLLXJH5RDB86DN+5aX+slyumnoqUUcKG1BzqjOUyCNZak9AnKwtFOB5YI3kot+/ggrZm0iUTHks2T5cXySmSRBFxwTcffYASe8SgKT4X3uCLzziLmrTI2vYzZt3gUzbBN4k89OKygUbtyS1d3L5zOzObBGCMbZs9qXPZk3od6fUf8bFxzZAaJuhWYCr+C2qtRga/3e71zPT/lRu2Te6vnVk6jJYEonkD6v+/AcCXfnmAkcPuwhgsVAAwiujb58FlNKtyaTb9iRE/BHjlRiP2rnaeOVjIKMnDxL88i+TyICXr6HtzLsHx4mwQO3+U6iUaN0GsVcP425NBNGooH27mikXpjMhWjLAfbpxLg00J24nrX5cXTWs3unX7UbX1ohFrR7j9Q/G70XHE4YeEgYk3KQVHToDK85JomWGme1x4LEno3bD8iIOLMnsYmaSsl3tqnPzq743YPX6GvRYRHkvpyCCntoS8miJccz/FP/p4TG+oH5pE93tCPTi+CbQmDe5rh5F70lZmzxd7XaSN0hpHkl0ZGwIU/eDFh12oM5wYA6OY5lrVD4D/pS6mxfSSfOnZ2pG4Hv2bTxpt1QkP8NwbdmDY0xOnkC3aTcQA9wkP8G3voH/gPjTjyvDUmqh9qJ4e03O0jexECtm/VAEVzpPTMH52Kiqn7gSOKaX3gqlObFf9iCYjBUPLZNTudLTutCF1ywY7t4dOqAlmY4iKLuJABwy3oYB6etDHwhFw9pIUNvV9xQcdm6n1K8rOKpce05dTMK0d3w/2Z887zi13rKVSBatfT6P5XQuN49oi6aOCYHBqSWu7kE6nDv/x7wjMmoj3H0/Jw8DY2cppV54aF/sb3b8j0paQ3DP0XPdc8IuXn3v10muzsr36z+d+xqO7Gqg/pNQ7PJZkYG8O8utlWTTrili55hx+f9b13P7q92jl8LETl52O+bxSdxOb/3U/tjbFWTVYGSoURR4JIZA7kGkqvksKaCn1GdEFurEE/JhVyYiQkF6tim61HztOekXaI6E5kwhk/xygN0jF88dN4mZdLK4RxOe5xnmYNaZBwa/dncSm6m0EVB+cuCFDV/yPAHDW6WV7SuuZJABwfwMK60I4PZa8tiodEvRa2F5m4M6TvGyYW4GkGiTtUFRVBx4fVlbfxfdpmTxeegpJg6Utirq/Q1LxYHeA3Ts2krzzawUMx5TIYDQnafB6gohURbK3Q68iKVWPWqvCZfMplFWrsOCo8XkCOG1+VOZMki/4NeUjR7NUHyBTLZEx0IoM/Nen4yJ7/GFVPDOoFtRIF17r7yjvOI+39r1JoaeJA5KTxuhUKVH1Fvl+x36wCFuOjjXqbvr63BR6p5ElDZ4/OXx7GABneNyclEAEq1dl4PusDAQAzpp2WfBb4wa1mBirMpcRDMR7gNN0Fo74Wjhor5ABsGHHNpa3Z3Nzw//j7T3AJKvK/P/PvbdyVeccptPknAlDGHLOiCAs6gruyoKrYs5hRUVEWYUVFwFRXEUk5zgwpIFhck490z2dc3VXrht+z7m3qit0VXcP+v+f5+EBuu4998T3nO8bvq9gVbVmUPzLTI+0aIb5/6Yl+I3dVpMMgy5bGb8rvcSMDxFvzNQifDHSwcyky0Lann6z/Ch/n7EfTc5eHVMQTeaXCtOzLCfejxYEWRku5aqdy/ICX8MTYezm14gv7mTLjvn87g+fMgmvykqGuMKbw3IzAAAgAElEQVSzkd5bL0N3Tr7+PUf6Wfj9v3GPfg4HbLXT3sAfBQA3tF2wdtHK4mkBYNGQM+OruOmpYgp976KqdnZsvBgj3b3EMFDsBcxf9hIOEYclSawvj3FfcyKnZGwmDH3TzBM8XgzYvXsDHR17xw+z6y6IcuMVMSyC2+xbyjSv1VM9lol6CPQN0b/nMPvVYRP4BmXhYKViVwTZlWXhEws6ddBYFVx1qIYzusrRdB9HOr7FaH8PRjTzwpXsq63wVGbP/t04+N1VrPGlE6Z2zzFHYfoAeKD5fr3zzvdPWPr4kJMTRS50s+1pQ57mVHJFSYQtJXY8laXcd2o7g5/VUZ3Wwy8/9jjvvZzp9jpzlourLvEzf7awZqUq1TWJVzYvRXINc6Ldht2MDc6jsUqb/Khh0K3H2aJF2K5GeE9NkJUgIauFOEONGLKGgo+Y8yhxZQBDJOvNumqlH/K5DnzzkE/TgKeDqez/dmo+bpLruXDZHuwm8E2B/T7pRg50NPHXe/6H0ZEEQ7xh8Kkv30rLrDmc8bN0ZUZqkW0MeXK6Pqdv8Lldw+wa9rMmJvHYcApIpluAJwJgZXyHJPudPjbuV6N84RE3t+7rYsnS45lTv4btvko6XQvQBGO+L0WMlQTBbm2UhsguruzvpTkuoTmr+MWSJjp8KYWXyBd8Yv+LNIQO4kqTAR/UVPLdk86ho1jQ5Uy00E61La0dn9uym68+WVdwxV0s6zvKv23fyHHdiWwJadYL8Z+vVn+MR2svxX3oh4zogoBlEm8wx9lIru+Z7Nn2ggJC2mGUkh/z25dEjJtVHEYfLjLJ0/IJ7EwAnA4XkhIu1ZakBfj653fSWPt53NqsTABsnE03mQBY9/fSGXLwi90NXBk/RPG9D4w3JfSVhUQ/M5GtPLOtqTUuWhQdLGLTm4Pc9ysnkaCNT59WxveuqjaBcN9oEZuOtLCrMzcDcfqd17bpIJIgYbJJyP4gWlUJenUxtr0WsZr4b1G0pipih/1sOv8o3ct05u2JsTYQYNGMGFKBwQo1JSeP9EW54uetDPfE+XpdOYG2XRz4bzf9swuZvelEag7PQivuInzaI+gVArCk8rZGf15P+HeV5vXUEgmZlmftqkrm3fQacxeKe0pqtbr9JTRsOznf9Jp/P217DKV6bGoA/JsXgkaF3xv970+aANi1LX8apCQADt/ydUpPtEJHTBD87XcJ2Z7IAHnCEqy0NBDbempGTHB6o3PhkfjMHgKfegujPIAUKcLTdjrOwXkT+jqpe+20HWXTzqEc+7yWKP9yoouFc10Mx9u4o/MBdqSRqstHS/D96RRsHZY7vHzuVn505iGamocYw+B3/1XJwGuOCeNSt7cKp3YtQ7OjDL/8NNq8ZiIP3WHG/dpCAc74wicoPZiWpSHHTCcB8DhgtARtxjknAPDPf/fJf6mtiBQ9teYpfrKtiyM7Jt5ZswHwF9fcypornuD8G5KV5lpqmfUcjbbw085fs2vDY7Rv/DNaLJiHH2cSt+g8stb8eh6r8XTO1/RZnlTOTrKjrl14BouU1D3DIxWw3LUcj5wf/Oq6whsHNCLG9ybdq9k/HhMALj9/we45ncxfmADAk31JAOAn64v4L2UJ8esDbJ0r8r3mjltKF8EZmxZY3v1bfqXt5ZbaVXy5xjJzT1XE1aVNl/nZkMq7nZ0Uvf8Mdbus+IBjmZSo04tt1Tmce/xazq6rpiU7bcckDTl/zGdag9NL3Pl3VOdjoLt4+e0oywMHUQ2dzQQZJrcGKAl+g2V23igI0N8/Rk18ATX6wqmGwfxdAOD/iL9IeSyaEwALC/Ar5aWs9BWOA2DxnrAo5gPAyRhgeWgQx0Yrf9ZZg5X859HMNBm7vn8V/kUzTFlR/7f3mPHoe+Oodb17ES8WnJC4nFpduTbax3XxTCtOspMPz9jNhopudMmy3JviYoqwhaTyLeOxrCWQT1EVd0cotkvcsuVEGodLJxq4Eg0Ln7OD8OWbCEgKTzx/Pi+/LmKnoaaqk8sq2ui4KcnMmX+6kuB3XXweTzlPmNa8Jh8SADhW18lV5cICPEBRQeag5LIAHysAFt86zjeL7z8/gj0Uxu+fzaEdsy1NhyiJMZWUIppmvU1JeYc5z90ujR8uCBMwQxCEf8mnkfyfTm1DA9radnPo0FZU1TrtvG6d6y6KcdWZcZzjHuC5wLC5AiYZqxx7PfGnQEjitQ9seLu2IFf0s8k1TFSO4bCNoEgRpIQLT2p9iTVnabI9cYlP72ti8UgBo2PH09b9BdTRDRgRkUJlYnNkZwPLVlrs7uKBD8tVvrU6oRiYxkynA+CuqCeh4bc6kryYJCzAmQA4wWo/juGyhuvKkgibEwDYJ2s8cHkb+69OudXe/uUvEw5YrtrjFlTDYO2pTm74RPbFzeDIkSb+tH8Ba6r2c5IA0hmyPm0ucm3eBEjdqUZ4Ww3Qqlku9G4k6hU77uxzw4BeXeVV1WrfZCDXWp6T54UVv6/Wi7ipFlpmZLrNGoZCt/xVtu1Ueey+3xOPpW5lq05by4WfuIb5z2rUbkvJ72Rv90adfLqjeQLxVfa0CwC8c9jPSTlcoC9wWSmDPjXBAjx5GiQBgH/5ciUfdgzwg7Y+ihYv4tqGs3mzuJFO5zxzLaezQydBsEMP0RjeyTlDfSwJRfE5q3lwVi1vVxWbAjfZN2ERPqP3Cc7ofhyPJojurMW/o6yR3y86lbca7UQcgkE4f5lqXtLfTN/NsqFw8iEn/75tO8uGhetabveg3cWreLz+Rlr9z6KNCK6QhGtfPrc++/lI7m8lLpMawcK91Nmf4yfvpgCfbMTwsXUaO9d6JAmA84P7BBhDYioA/IxxtukCnW4BFgBYlMfay3m7r5ir33sU34ep9gV+vpL4RZYierrjbegSA20Onniih3UPV5nvXrKqiK9cXMnJCwpo7avm6a2rUIWXybFdqXKOW0tRN6eWbqJ8Xm5X8T+8Mcgf1w3R1anw+fpy9CM7iEZC6P/agt1xHlLcCvhQyw4RuuRhSLunqRu8hL/ajNblmOCOKt4paHJw6PRC5p2/czzdUbJTzkAhM7afiJKVKSG7E0kA7NRmsyrLAtzt/rW5OoUFOPTrF0NUjnimBYBlP84vPoxSsxTljq+Q3O1HvjaXWOcDhOwvTQB7ZaGZ9MdPhJhtYl8zlLiZPYiesJ/w6XvQZwxRsfVqtFAmV8E/YYonznuCL0lstjkule98oogjkR38ofdxNkUt8k1R7NsazPy+zu1Whg21bpDYJ9dzx5IBZtogOCZx139Uc8QIECoKQSLdm1AKmOA3NJ/w6rV0Pvl79PktRB+6AxEnJmo//YvXUbnt/Sn3sgmABaFWTjdEa2dFr7n4IwPgluVPMHs5nHylqCvXpTb77waHIvP5rw7rXtF38E12PvcdECnEMoRm7lRkU8UL57II57Mm55UpH9EC3Owt4rMzBc6zVt1850nU26yQBUfVYUrO/oP536PvXppwe5YIRb1sOBI8ZvAr6rEA8CVccse75p119JAyiQv0mQsDC3rxzhMxKVOVqJfHZxRx6+5PMP/UjXRdMMqWeU+jy1luoFPUI4ZhQf/jbPM/Qk/ZEn7ReDbL3JNFuOWv8P2wSrsmI+y7e4IR9o6OMaYaHOjrQdHihIuraTKiXD6jmnOKPBTZbczIYXmcquvi95+EXfwk4jItvrrSTtz5R5AtApYbWl38bM9ORtHYaoQIibD+HJsrCX6HK2ysU0YYHYvQGF9FmT6RTCVfmwbOeZUvjK2nIhbllJHBccVVckuNyi6TBGuWy03F8VfpG5xbTC3FdACwFAziemf9+Ke/fHg2p/oz01ilu0MLduiWe14a76sgxnrHs9B0h06WSj1uxgYv0azL7XgxsZbBUU+AdZXtbCrpJS7ovScruTBQrjhfcTWQdVRPlOa4h1N6GpnfW53b4puoM7byMMFPvY1eHGbTlkX8+fErGRi0tJM1RUc4/3yZvpMXTXk/kFSN5f/5IHuHCrnPfeF0llbGM62XriNe183HSs+gpnFkogv0IRdbRgbZFdyHfeuKL33pczd8pant3LoFK8vzWoALRntpT7hAp39sTa/CD7ZY1qCAv4IDu0/C0KITLOpOd5xZC98x0yS1eTS+szAtDYjIFTz8BaRYiq1UjUfp7Wvn4KFtRMKB8SNg1gyN806Os2qBRnGBgdNh4HVbExBPhBlbJFrJic4NeqMx2Nem8OFuhYPtCm9vsRRTp17yDN6aI9jlAIqcaZGd6HYp3EBlvr15DmUxB129n2Fg5CK0sbcxIntSCpLkxhKtdM5m5tz3KSywDtntpSpfOW764NfsWcICPHjqWvzqxJhwcZjNbNsiXKAHZj6gDd2x4cQ5pgU4CYDzrCgBgPdVaBillrfBSb4gn/nPPrqXWUrK4YEBHvntvfR2ZKbCEd+bMcPFF/99mIoUN411CYg62bN3Mfd2NHFN4wecYE+5MqYWSS5lRuLQTwfH04hBOqRFuSVokXRlWHNzxpelQHDyWfFvh27n3z1FXDa/F8U2UZ6MSqfx/PomXviLFUso+u/yeLj6ps/RPHfOBPCbHO5RTeacI3OmBL+mvGjr42gglHKBTgxRPgtw2zUz17mnYI9LAmBR//rDPfx6TwcL1p7BLQULuKd+KQfdcyeA4FBXF2gqihamNnaAFYE+zhgZpVQpp9Pn5aHZNbQWeMztljyuyqI9XHb0AWpDR3DrQUpjVmYGUfaUl/J6YwOthbUYRiHv1nsZc09MY5U+d2IGFJEDPI0x1BH34AuX4QuXcN6Rbdy4+3G8yfMhx0XrvfKzebbuevqiR4h13QkTyFByyAnHBUiub1rTZwtxeMF3+dxbp3NpTypOUzJUvOzMme83n+AWAHj/TBFOkb8k+y8A8Gi0kuuf20ZT3RcnWIAnA8Ci9vsP1rC/R+a6B3+KnGCvF3/3P3cWerMvCwDnhjVJt2TR3pjfR/8+Hzu3beHJh2oYCdpZ1ixco8tM9+iYVsa6vYs5mjj3Mnp4DKhpYV075y/JZJwX8b2/fWmAt3YHmFtRx421pcR3vm0qSo3LZuNZshTvov24m4+gBl0MDwwzVDYqclJZ+3RUIfT1BtSXS0zRk+s+XrGsgM3n+Eyr7xnnJbJWJKSJrNpp2nxq3rjf9L4KACxXj+HO4QItALAoV9iaCf7P6zr1I3Lsp9dMaQH2F0Vx3fB75KqVKEtrsX3y42Y9wgrc/qOZ6JEHCNufHQfBYt5kTaJ6cAZtC2Zj312P8JCwZNbkHv/JvsRmd+M64wCrjqzF73Aw4HQx4nRgJsLKozSaTKmSbwmIlEa1No0l9TpNs/ppc7/ExkAfe2JWRhEzzve9WbifX4YyKMCPtXvCp+/i9I99yKcqohRIgr3czr0/K+So02+6PCfbmAK/TfhPupH+v/0ACnxEH/o5xgKLd2L17V+j5UWLOG6qMst7Kp7QJDHAxkQA/P1NHXTvmbjrc1mABQAWpXaWi1OvUHAnUt8lVnJeRX97uIGfdt9DWC8gNNrJ+w9cYxLXjpc8E58PAGeHCGXu52MD09NVtqV/Y3lJFRfWzsKj2M0cv6vdaymUU1kRSs/5PfbKowS2n0Zw++nmut7fvYA2/w5U6YdTTWPO33cr5/PEnPO55OfvmMts0hjg0tMXGWcdslNUkD+PU/IrStjHo42FXNt6Lhf0rCF89mP0XXaQDxa9iWEG3U4+vdlWYcFWWTb6Bo+F36PFKbGocDY/qp5PQULjM/3eTyWZJ/t9qndTrbgtovED/oZmf3PcgmJT67hjVxf/0nmQTiPKXiOCau6RifWW7ZjBogfOpa9Y4vm4lcC6SV19TOBX1PzomffzVLjdJME6xS8AcOamDOoOXqoux6fItJx8Fjuc1oXyqtIz0PT4BBIs4QI9bgE2dJyvpFg2varCH3YehyMjTygIYqyDN59jskPbB8eofnEb9U+KxNMwLPt4rOhUDjsy3X6/uvolVi7eieuVxdj31ObUNG8t6qPTEyAuaQw5IuwpHCIoYrETnk+W6+NEeSAMl4rNoFZ1MideSMNwCY3DZZQHvabb1mS3FZHeKHT5ZtPFqn+wlPv+dB1791tuZjalj0vHtiDddjbhmuK0avKsG8Ng3k+fYN3uEl63Hzf9JZz25MF/eQ65KMTFRSfSMHMMnzejxyZx2YGRMd4f245924ovfemmG3+15MPjqT93Zl4AXOjvYaDmE/yqcyKN/A377Fx92Nq/sWghu7ZciKFlWQRNWemgon6Y+sb1dLo0HmoU85MGMCLLQHdD4GqkaCq2rqtrLzt3bEjcoVOHWrosz5brS+eqzGnQ8XktqSF+37rPArvC2jsua9KAUUHpAGdc/VuMyGpk5y4kJTP/X/aurPaX8vm9NRRFCjnU9hMisRlowfcwIlb+uGyBJsBv0+wdlBQJlkI45NP56vFhAlNHgmRWV1DBgv8bo+3EM/MehJW9h5CWtYzO/UMs/LN311Q9NejkOEGDPkkRALiv1s9oUQuqbikEzq/xc8qdw+gJC4pghv7vb3+XSNrhnzzY3C6Zz34yzMplyQM3tcbH/AW88eG5bPLs5YqiUeYIBZc5DeN+YxMHzJq5tD5OT9beGe7n1XjCEjwJm3AugLxYcnP7/Chur7jcTLysCPD78KNe3n/dmkNRRLqjG7/xdWZU1bPkUY2StuRJleqSAL//2tHM3lj+PN/pU6PvbkM3DK4NKdw5mhwraPPACQWW8ujitdLhRx86u0XEALd/cuY6VyLPeb4pVt9Vue/JlIbi3g17eVbTOW/laXzc28Jd9ctod80yLfXCEizigjF0ov0iRMfAUKPUaEdoCfdyztAAtXEZ2VlFe5Gbu+fVE0oD4OkzJQizTul7jtVDwuKaowjPEE8D9ywUafEsBcnOSise2RnzMrvfQU14iO7CBPCMN+DQ7MwIHqQheIALuifGd43aSlCMOLuLVvFE9cX0xbvQRt9AD4q8zfmgp3VICFIzyXkDkutTZhskXzu7F36P7z5/GWcMJJRipstsFB87pyS9yu7xdACwtfINvty+mv5oFZ99czMzC36E3SjnSulZyrFI6F4wTqOdGaYF2PNEmMe+WUjSApz87uvdxbyzJcqlj/0OWWgJEz6/oZ+sIHp5Kk99rt2VDxIHds+mv9/PYOceXn6ikB2HEiRShkGBW+acZfNZPmsmbmcjqlGRGvHpbWHOW7KF+uJWHnpjiDd3jfHkRiv0ZE5hId9bthip6wAdwwcwLpqJb3ETBfOO4KhNSz+R6HynNkzAiKFu8BG6tQm9d6LVN4njCuo9hG6tR3Xu5OKPpfgrzD2uyabbszOQJIjMt8usv5+6ZwR7mZbDBXo2Pe5fmVLtHEEidvd76NdVop23lFOufBt7V+4wGBEDPDLXhfvCO2HW+Xh3vUzsa7diW20RsAkQfPTHM5H1KEbxz9lT8aJJMCWKI2jDJxXQetsQzheW43l++bQAcErfaFBV4+fsSw4zNNBEcLSIMZuNXcUlRJXceYfzxaFagMrynBJj4FJVzigfZuH5BzkU28Gu0X4OhGUG9cQeDdlxrVuIc8MslEFLJiRjaB2n7eY7n3vHtPqKsm67jb//zMtImXD/TbsnYFCzr4LCwCcJzjmBrte+jOFwEP3Lr8bBb9OLj3P87V+bfFLTfl0srZ5UgSUejVxwxrt3/N/nFgoX6L8e/zjf/aCD0UMTx8vm1vnYmkKc1bO49NmPIVygkwDYnL/RKs79vJfy2Yen1b5g1MGvB25nX3g5o3372fr4f6KGrbtMXkvvsQLjPAzTkyo/JmGlzu5YscPJx+rn0eKz4n5t2DnedTIeAX7FddwZoPTc+wnuPBV1uBp1uMZ8rmu4np09bR8Z/Io6Hp77FTpjNVzwG2GkkCwAHBSEUFknR/Fpi06TJdZdscuNVNE65eTYQwU80lTAyb1L+dyhK8znYws3cvSyOJvO/fn4+9MXxKlPykN/5dXodmJGlO/NvpZrPS4KP6KldsqOfMQHVmi3sZWjJuAUC2XJSDWvv/uu6fK8hwhd6fG+CRfA5JCX7K1jyb3n0V8Gz0UHzQtJ40cAv76KAF9f8Dv2xUdZ3h+i2ZgYc6JpNp6qsay2M04/ng67deFKpkHqlNo4a3EZA4Eo+/e5SAfAol1Nz55Or+ObgqLNfK855OH2A0twJlkaEuMnUiTtvO0aMxZWzLnvcB8z73kJb5uwGGBagl/zrRi3BtdWd/G9r96Fxx1BaSvD/dJi7HurkUIOpNDUF8v9BcNmvUfdY0RsKrMDJcwZm5wwbLJFqTYMMPqVFzCKwybw/f2frmX3fsvl22EPUzO0hRs4xM4fX0N4RoZpzBJG2VcxVWPe7U/xxCGJzcY5H3GVwYHPPEaZz82pviXMWhCYkFZIuEC3j0ZYP7qZ5t4L7rnp2vKbZz1+E6XXzTNZoA+Ps0BbTRBpkAQANprn8J1DViqn7HL5ERs37bWskfFoBTu3nouhZqWySXTY4S5kzsIXzNjgXqfBC9VRNpSpBMfPBpF0twb8n0YKnSe4I8F+GN3+PgNDh4iMebHpqwmPFTA02Es4ErCsxGn32mxBnw12LGlmaZZLq1w0NpdSWVmEEU0wdBc9gLNiogZRdMGrypzX1sDZ3QVEIs20Hv0B8biEPvYmhjoxRZCYaNm3lqbmFyguEmEX0O7V+eIJxw5+xbt61WxmPzxA9/KT8q6R4pFu7Itq4gsfCMV+8s4p3lcHXCzU8qfJsfa3BYDdTcUcHawcV1mdN9/PKd8ZGb9QHdm/nz/84pfj2vXssf7Gl6LMn51yWUtvZF93Ob/68GwiNa9zlcvOinGLcKaSJrd1eHq354ejw/w5msz/mV5TbpZn0X6vJHNzpZ0LGtNZWFPfi0oz2NF5Ng/8+jkC/tHxvis2G1f9+7+xcO4iVvxJy8H4bPX+Xzua+CCcm7AsexJnFQbZ+57lGfTMiItV0cx5q6my5PFxC6Xo+ufOdl304FlPFF6lXZbOvJ9rYQzsU3n0/kw5dPe7u3nRgLvWfAKnw8sfq+sYtFfS57CsIrLDgbOikujAAHo0YsqsiuBuyvFzeX8vM6IRovZKKmUXD8+s5o3qEow8lqHzOv/CCQMvUx1N9yDIrwjMl5BVRIEPO8o56p1Fu3c2a/peoCLWy1F3CxvKz2Fr6Rr6ZQlt8GlU/3rQsvKLT3Z1VZaB+ydIsnXZFuC3vfnnfO/V01idyEUt/m43+nHRfszgV7w7/TzABre2r+b+31TzwuotNOt34Ebm09Lfxnuw1VjI+6wwAfDIg928d3vDBAAsvvnBQAEvb9Q4/42/4+xJxEWL+9flDQRvE+6FuZQC2SaHLK8KXSa0v4XRgzVEXBt548k+Xn63fIJ5scRXwmmLT6KxcgayJFNZUoE8CZOsqh5hf/vTPPreMMGITi0qH2+oozHYT9zfj352A/LMmbgK6yk59zVsaYzs2es+rmtsv6YE7YMEE2SO5SauWvP+pZH+tQUMRLdy7qXPZrA9i15X71tGUW/uOOfsbx52h/nXvUEUt5RigeYVuqQqHpOW0um5zXxlsaOaml+8SvynJ2HMqub0M9chhXK7fAsAPLyyGM/a21CPu4mit/7XrEP9wk3IJ1tnlhpU6PxpC7F2N2HHbXQ3vEjMI2iaBYeCREG4gM7vBjB6KvDddzpycDLPy9z7srZ+iCVLO1m5+gjzF/bw8t6lvLd/FbExHxFFIaLYxGlNyGZDly25JRs63rhqEqmVuqCiUEaVx6iq3E7FvPUMRyVaY/B+SCEadGA/UI2ypw7HoUrkwQLkSMo4JurTXDEWnbeTb1+3ybxFCYn9bJfEiz92ZHgAWucSeIY91B/5HsM1LgY2/BLd4SCWBn5nvPYMa378pbxnafYPVSsupGpL7rC89GeDy5eP/WTdd+3NJ/S67vI8y6/f7yPUM1EJLdsMzhRpkObP5tJHrpkAgEWdNUMNrPqSbdogWLzzfM8lPBP6LKNhg47Nf6N98yOoUXFPyh0eMv08o8fgQpA1eFOxkgvb5eX1c1lZYgFaWVKosy1kgXM2umGdzc763RSe8CxDL92ANpY6zyJxF+sPBv8h8Cvq/+nJd1KyJTSeBml4t2ymhjPbnt6fYwbAgUJerSymJt7AN/ZY2tVkaTu9jg++vwpDTsUUJX/LGbeZ+NEU0Ym9KtyR+iJ72D36JKPuWuaWLueHBV7OEhbAyfyNpr30P9qDbcYgX9If5Sm2mRWIy/jHOsPcu826LL9pjGJdLSasFpSYjcYXVjDjzaWEnfCIzYpH82qlzFWFBejYynQAsK7aeLLWAsA1KxfSU2YJsiQAHvEc5cRZJYxFVLbukCl3FtIaH2BrcI+5SBqfuxKpp5feGd82ha8YegGCf3xwMT5NkFwlLqISdF28kiOfXJsxPWZs8N+slEfCGixA8GFHDU71MAOeOZywajNXXPQyFWWCMdjS2tv31mLf1IR9bw22trLp+fdMGO/JjQOiPQE5zq7le/Au66JmbRvr3zveTGu090CKWKRc7eAzg68RvGARHR9fg+bNk7oo7YzxHuplwY/+zh/spWzVLjm2Sc16Oh0Az144hk3JXPzth120j4R5c2wrdZ3nPPiFT1b/axIA/2zPigm5Zb+/8H0C7WOUlcf44lh+F/NzOhW+sM+NPaoTjXrYtclKb2Ut+mx3GTtltTKNzRZtfVjReaEqzstVMQLCdSm5ItQEU67uhfAaCJ8MsVlI0sSDZGiwG1WL09V1GP9oP9GwJTCT8qOgdAhf6QBOTxSH3UNtxfk4WIpkZAIT2bEbR/mPUDzvZYyscHe+4Egtp/eUCBsRA0MX0d1/HVqk2wS/SGkMHWn9ln2nUVrZQ0PtXeZf9xdqfGN15Jgtv8kqpwOA7SPDFJ8yR114Z1t0ugD4uPIwBXXDuOqL2B5qxh2JYUsI/cUzQ1zz/T5BVWBuklqLLPcAACAASURBVK3vvstTf7C8AbIPVPH/l105h8vOyHRhTLY/HHJyaG8L90ZGOWLvp0Ky8UVPOXOVpBIrn9X3owDgiW7O5ppIyCBx2vx7lcTVDTnmLnGwDEuX8fy6Ql79+xPoaTFVc5cu5bJPX09p2M2yv+o5cv1aPf52Tx1PjmWmCptsg6cD4PUBD7OzIj/OKo2wy66zsFnSNq072zZdANzTFeGJu6z4zfTyyoFOXu5T+dqaK4g4nCYIDsheOpxzMWSnZakpr0A3rYcGeixORWQjBWOjnOQf5rgxPw7Zg8deTlCReaS5iu1lBfgTFuFs1YYnHmDu2Dbqw60I67D4Z9BZzaAz1Tbxt+SFbNBRNf6bXRfKsrN5s/qSDAWicLsWoFcf3YDmfw09Iqwlx6JKF7lHbwLHx8fPIl2KE6r7NV9/by4LQynFiAC/bqZnjck1z9MFwGKN/rT1FG7/bfE4AJ6Bn4ukV8bbeNSo4XnOotv1O7of2suHP5uD7M99ORfEWPdtLeP8v9+Ld9Bi2xdFXV1G4LaVGPUCEE3umG29MfGZWFctwQNNhLo1CmM6yrCT3X099Ia7efaDICOhFIgRgHhmTRMlPrEnrDkKR8N0D/USjoboGu5lJnGucquU6CpGQxB9cRSl4Xxs0cW4mrrwzN+Lqz4zFCPfntpxQQXh3cm8uBOvBqVLivDf6KGq6R1WHL8xoxoxBzXHAH7Fy+kAuDB2Gotja0wW6FajgeelJXR4v29+o1m1M/t/tkwLAG/9xRIGT6rAdcN9xOd+g9LHvzrezvjll6Bce4U5knpQofu/Gwnv9aGrbxA3fkNfyxDBUsuy7B1yo65UGLg0iueuC7H15DYATAVUkh9vaBzgvAt3suK4I4yOlpngV3wpGHMwKNzgRepRZ4yyskFKa7oR9vOoAU+HZDburGF/Sx+2/VXYDtRg21+N40DNBP6G5Le00jHsaw7y/Su2MTPB/t0hGTzwvMy+53N7N5V2lFGr/IKy6yO8+fmfoZ+wlOhd3zYJr0SZ8erTrLnt1snE8YTfpguAx6pr1J/tvUedDgBecqJC87JFXP/Hj/Ojyy6kuC5BEJv29eqhelZ/yUH5bGFsnM4+hcEhJ3f3/oLD9iXm+uje9Rz7Xvs5hpaZbSL/fB+7gnIy94J8LtXi+26bjRtbllLrLjR7Pcu5hln2pehGO4bgahBGspUvoniH8a//RMa8hGJeNrQqRLBybP8jJRsAD+1QTL6XCZLPBMAIC7AXqTI322l6Q5xDFayr9lIs1fCdXZ+Z0Ma+JWVs+sESRsuLMt1Up62ftKoUuTv7h7fQ7d/OSHwIb3E5V85YxlKPm0vtsXyK5X9gzHIvkm1GBz/Qn+XpBPAVH7i4S+UHeztpiKgMobJNDxDLow31dpay6P6zcQ0XoGPwuHuYgGCkNSQWxsTlfXoWhfSOCQD8rQX3sTs+wpKBCLP01EGYfM5QHTxRK3IGQs2S+fRUW6a5JABuN9o4d2kZXSNhjhzyZFiAzXjAp87E01VF2LmX/hm3WWccUBlz8u3DC2jOyp3XdcFyOj5+oukOnSzOPj8z73mZot1peUANEAmQ/u6Zx/6yJWial5JiP6uWbuekEz6gaYZ1IEoBJ0pPEfZNDdgPVWNrL52WhTh748bnd6HOGCTWMEBwQQfd4VJ27pnNocOz2L5rPpJkEItbB6tdiTA/coRTR3Yhr63n6LVriBVb8zOV7qXmuc3UPvQ6D/ta2Gyc+w+sQ+vVA596irIiu2UBnh/AnuViKyzAbcNjvBXcYVqAP3dt+c2zExbg/zm4iL2jpeNtEPytd614i4PbVeor/NwSn9xfd+aoxF0fenFGdULBQvZuPxOMaO67qHBt8c2mZdZr+LyWZTmkaOws1NhYopouwv3OTMWQudN670aK5U9BkXsAYxjOnaBVgFoFcgB0IWcUDKUHnFtxFD6J3f3OBNfnsoiDM7rKOLW7DJshMzq2ko6ez6PqheihvejBtxKevGkgX7IjOZqRPSsoLhYMrncQVgxerFf57fxcYGv6065VNDH3kTBdS1bnfUkeGqb00uPV1T/80P/dN08ve2rIyXGTxACrBsyoDnFSSx+jpTXsCVskOR6RzkS3NJ9lBXG+/OMu9ERkQnf7UR659178aZdpS/5a7mf1zfXcerNBmedAVjsteSlSJu3pLuGpIZ13pGHKZZklNhdrbB5W2F04x23QyR00PQCcywV6Qvy2YXByMdzSFKc608Aw3tYodWzuvJonH3qWno5UfnJR1ykXns+Zl1yKLWqw5m4Vex4C72MFv+Lj6QD4uYiHFQni8WTDhKX+XYfO/BZD3/L6ucr5D5371+Iro1fbx2lxJi4L8/LTHeepX1lyPVe5Z1c/a+eupcHu45mySvZ4SzgqN6I6Ss0z01lVheKwlHlaLIY81kVNbBslQ0HWjgwxJxTDbSvGprjN+W/3Onmwoo39sSdNQCrZK5E9i5Gdzci+xchpqRCT7cnliZcvXjEpGbThl1CHnsDIsCxPtp+y15ELPHcg2aywCxNIyBGalJe4eU+cwgQBm/jtHwW/oo7b/k2iY1Zutt/0Vuu6xH0HzuJrv3fw/MottPALBAC+mJdNK7vYFSK3rJkL2P0buu9rZdudc3NagJP1ChB89+ZyTl73OI1ZTLfaHB9jD52CUZRbYZt796VHCBsYMTtj25YSaC8jWr8RvaQDSXUhhYqRhyJo3jjGWIhwt8ZIIE5EVXGj4wrKeA4vwD7mwV1ciFGuYcwtRatrw6EU4S0CR0EUV0sr0lQ8H1lTv/XkKmIdaa6nyQUlLt31borvaGflmamQhvHXDajeu5yi/vrpC+ckAN4dRPFKpgt0TfjzXC/9neeMM+iWw3R5bjfrm4NK4/0DqN+chTG3jtPPWocUnNwC7Pzi/xGf/1PKHrwuo036aSfBzZ8d/1vP/85g7O0SNPUt0O7GXz7GQMOIGRcrrMFFQ4X0fyZAbHgOrheWooSOkYfHXAyZHjUeT5TGJsvrS1F0JHFXlSTEOtaEBU14PrWVEQo6U6mAchJxZa200jFWXbmZG87eZ8b5iiLugU9s8fHCX1Ti4Ylj5gjaqTq8iLKZ/0HtlyQCvT284ltiujyL2u3BMVbe9QOaXn3qmOZWPDxdABwor9D/+8BvhtzHB8of8D3Brzf2Euqa6AKt2A3mnyDjOXEV37r3Eu66JX8ml6JQGcddU0f9cdsnQUWZN05dN7jnf09iy8k/QHc5iEdH2fSXfyM0nApbPVbXaFNO5nNpnkaAedI6L+qxSTJryus4r8bKCOKUfJzivQ7F6EczgjirD1Ow6kWUol6Cu04huC3T8Nc9Usfe7iOEpf865rnM9cLtJ99O0ZbYuAV4ZJ+CFp0EAF+8swJHxQ7h65C/AYaBr6uFl5sNhgsMiqM+VEU1XWG8uhO3Lo5vhYBXpu7G71E2c9Wkncl3FZrotANqLELX9pfoG+umeG4D35jXyBkuAzP175Ql+0tTa5UHjQB3Gq9yu/FSytqpGix5dJTabXFKvFFWzxymsiiWdxHZtjSgPbMCt25DlQzetwcYM8GvzAx1BU4sDZZHddIUstwFplMEAL5t0YNsjA4wd1AjF3u3HvPwZL1lsWhctJC2WjMlPB8rPQtdn5gGqdjuZX+8l13B/SaGtEmRqOwvd+qSZlrFdGMIVIv90xuFXz5jo3Ekc/CjFYUcvPk8RhdmHjZVL26l5f7Xra5lGYZ+VHUtUSlFfuZxh1iyaDd+fyE1lX3UVPfSOKOTGXWd+JQ4RBWUYS9SyGlZiVUFtWEQ2e/GcMcIeSOMyDFKZ40Qjjpp76xj+64FDA6VcPBw8zihVfo4+2Q/5wU3M2/0KGOnzaLjqhOJVqbFCU1yZ5cjcRofeJVdu9/jz5VzIXLihCnU7CpKfKLQTH9QjjlwDaY0uYeueZGSSt0EwI0zQ3i8mVbbbAAsXKBP++N1+G88kX1jhfyuNQkuJWa4R/na/K3sfjZMy8rQlABYtEuA4O9v81AdMIjFiti3+wrioZTbXUYnhRC11+KsKmRW7Z9xOCzXz2Q56lbZWKKxuVilzSvUQAaSVgCh80BYh0UapfgsJD0RgyaWiSyUOo7Mv0l+KPkFOA6DrRekuPW+KDaLwE+WA3js/QjAu2SwgBUDRVSHXKbXgljYgdAi+gavJhBehKGNYQQ3oMcmpj6R7I2my7OkOKmteIDy0md5pVYA3+hHtvqmj4kgwVq+Zw37XbkvS2ZfRsaoOW9F/LL/ebX9uqevmPnZgI0fBfIgPaBD1lldEeHq5Yc5oabVvGDbRAiDIfG/refSFbHyfYpyx9ePEl1prSkRE/zY/Q9ycKelwMjW8ApyqM9/6yrmlf4fNrKQXFqn2rqKebDbxtv6mBkSIoRFlWQjaOgssbs53eahTrZRLztxTOI++Up8jF+GrUtYOrGV+P+kV8F5pQY3N0bxjTPDZl0YsDMqrWXzweP5w52/NOtKvustKODcj1/F4uNW4+vVWfGwlhP8xnSJTxxtmXbMb/r8HisAPv0Pl99ddtXgzZ5k0F/GDkr+j0FXtzopABZPPnOwF7VmOWf66tnl8fF6SQWH7c1EnJXYi0vMNEDpRYtGcPp3UDq8gyLNzapRP6sCAeyyG9Vm49aSXxLMIpMbf1/2IrubUXwnIBeegGyvsnSluUgJEwe7ofaacbxG5DB6tNWK6TVlbNZhPuUlTHzEB/a1KaKrRMMqo/18oeNtStRMcjqbPoJHSuWvzznM0/jjvZd42HZyjlCJrHfVqFu9/8jJtm/+3skTMzfSUvpdmnXFtCYmiwDATxvnmC7Q0wHA4j0RE/x0RzmLtr7N8e+9hKSJfZ4YYEki9K0lRK9txtI/pfElTGBOz3XbSh3TsaCD0KEG1MPzMnhG1MEy9KiTeM1ODO8wki6jHF2Gq0IoBSSczYexlw2huMPIBaPI9omcAnk1qlljOPyyiwP/NjH8SDxWf3kVFd95nLr6lHIr+boj5KV278ppx/ymf1ZYgD+1MYC9Uh4HwNdKTyAIy/qUnvE8wHNQ9frHvDKfBn1pEyf9ywacrekhGFatAixsvmcV/pUlOL76GLFFd1Lw/H+hOzzIsRSZpLRqLsY1Z2NPZA8ZebGc/v+rRVf3IBn3ELF10dcySLhAkFRa8+rAycjVMeKeEtzrFuDcYHmyTbV9JmcNngiO08dnKuty6gyByqYBfnmH5SUmSi8Gb21pYsNzLrp7hdFt4iW+qMdHaddplJ91PdX/aima+iQfb5QtM58uPriH07903aR5fifbxscCgB/c/4tdm1cWLH6r7EEe2NqDv1WkUU3VLsZZkGDNW6Ww7dwzeeXna/jZLXMnlSIeo4h581aw4MoN2D3TS50oKmxrgz+/ejr711oeCMNHN3F4wwOMdFieWrnidy31Vur8y2xY/svtVHPskG0sLCpjQWE5C4osjoDdO8Y4sEdlaDDIWctm8W9XzTGBr6PKumNpYR+DT9+CEbeUNapmY3/PPNr9z6HL9086Zsfy410nf5fgYAWX3CGyCUxCgpW0AAsA7Ck8gOrOz4omBqS4Yx4vzIzSXRydQLw07l+dWB2LL/sWzSdcnb/dOcY+tzjOXGyi+sBAO4ff/Qt69xaqTzyDm049hWU2A4cEIm9wnaxSNL5KpwbAYSPGy+zhDWMfbxoH2EZKoEohg5J1GqXPqRQM6ZzS4mdhdQjZpeKuS/i2pUmbmAqPbKvkg3bLDcBcmInDKR/rnnjGqzko0NyUq6n3okqUkC1MXFZNTZxPspsMagf1YUb1OHOHdJL5m9MHOpmuSvytYdE8o73GJon3BQu0pkXp5ihnLimhczhM2yE3JQ6fSYK1M7AvIyVLep3ZffjpI0FWtk28wOeyBpet303jX9/F2T+RlKjVXs12bwN7fI0E4ingmUuAV1b0o+kKJcXDFPmCNCRcqET8bndPpbjro8bttHdkgvB827wh2sOn7evpO20h3ReuyOvqPEEYGAa20TDu3z7Bd08KEXQlj/PJ3VqsduR/Roo6kMICzEco8zo51beUhpYQXt/0APDOj52L5tD5zYGl41M3yzfCf87exp4/h2k+M8zrjpdGHg9eNKU/py8O39/sZOmwcE2SaD9yIQNdIkVGputN+kkrYcPlC1Nbv52isolufP0OnT2FKptKVDYXZ60dzWe6RpvD45p+ShJz76iwfNjG/IDC/DGZikgyX6411sLT4HDHdwlF5mAIkhEBfKM5LsKGDdm3Gtm1CLttiKb6H5t5fv80M8afZmf1+1gkctazixvvuNuxp/WWPaE074isZ5SxCHVnLYldfO8rG29+/YqTFgzIPDbkyhvq955D44rSCKVFCk6HtV4U2aDQpdFYNEprtBZ/PKVkuGZJF1scCkM9EtGgcGt7hzgfoBoHkdJcwZOHqhY8C7dxBr4CBZkIsiGYvTXCYRfBMS/xuIIIGXO7YugtrYyVdTNad4BYeR+6I4pmjwomGkSyihab07QUpxeRAqlVjdJqWK5SlryxkJTTkKnFyXLFy3EUIEfduFxJK3xqd0ekOQzHFtI7JDM0sJ8dH76EGhf5ASxLx9qLLuS0iy8yge+cV/Q0sqt0xa/EY/4S7hiomhbbs9nWWBziqfW8cPa6t7a/Mv8U8dt0LMACAJd8fOBmny68MybKh2T7u7riPHVXfgtwcjwFQ/QGtZTrZ51A0Onh5dJyDnrq8Ks6Ru1yFG8JUhbRZDwQoEF/Bmf/APZoOUsDYwzp63mm4K3cKz0Ho7fkakZSvBiGikifhh5EctSDOoyhBzGiHRhqNrneZHS2uSW3JHsxnP+JZL8go202I8oJI7u5tm9fZpsNARSmn+d3qq393II6nv30RBfH7PciA02jfxicNfad3zvr/l67keb6rzJT82UA4E6jimexAHDXfa08ef3Jwg9A0zRVGS4MM9QwjAcDT3K8Ex/Z2G3nvS473oDCymgfRdvXoQ+lxlbyKXg/1Yzr/JRy/dhZXNOtw6neJWdFiypoGtgcGnKCuT/9jJt480oPZ5jas6rzrgI6flWQI0QDGn7YDCf9L0ODExnIC/rqcAcshbLP7eD4xtwAOtkjm27gTnMp3Vqj3v2F54ZusdUrkwLgWcTV2m0X2GwnrUdb3shJn9uEc+uIlY84vUgSm+5egX9lKc5vvkDR4OnYenehB3sxjLRsCuKscoLpvBONYoSCGBENPWJDixcRinvw6xGOzu0hXJTphWSTFWInGzgq3DjfX0Zwo8VlkjvLzxQp5KZgmJ4KHBXNGGTxoi5OPf4ICxYK5bTBIQlefGk++9ZrDPqt8IPs9ShrXupbf45PXkLVDR34Vqbui11SJTuVOSwPHOHKvpSbu00P4x46QN/BDvoOTCRRE99xuJzEIillmLPqeDwvZ3s1Tdz1wgL8+O4f/vj146u/97f6P/Hihg5GW4U7bWpli/EVAHjuSoVXLjmfgz9eyCeX3IkyUo4vbKOJ3J4iimyn6Pw4Jcf3UX3CeiqbpvYoSbawrU3noUdLebV7DcWnXUJBSy1DR7cweGg9PftehWz36ElSBk46l4I40WQLT41NgcPNSWU1rCqtMZmd+4bCPPJBlP1bDhHptcI7GxslvvVtB5+83lLYq3EXhw6ezL49Fi/OYYeNHXYfezWJMUXcgfIbAmy6SlFkmPqRNur9bRmT1OeroqOokWF3GRF7ypAm/lZyKDw9AKxI0rqLdpTjLThM3D1qgoiMS3raIBQdnYtfdqHJBq64gpLI+xWxaaR75ym6RFFEQVq8jNEv3ITa0jSl23I+zbG1UaySfTXQdZ1ox34im9fhaD2CfdcebH545+tBWs/PFBBrEZoxqwZBZNVIGSV4GCE0DnjTtSXV22VO/J2DOa/ZJ227AML2kghxm05ElRkJ24gnGPA0ySDs1OguiDLq1nLmuo0pOoO+lBCfCiyn/57fAuzlibpC8+BoWDxPP1pjl8V7V5WfnTcP8N54D7sC+zMAcJG9iGJ7Jmti+qF20Zt9XPhGH+IASc2QYVpQD99wBsMrWzJUkSJlUv2jGzKBcBrS7VJKecG7nFZ3c87or+Tqz+s9MIXgthsxGvVelgRaqS8Yw3/9SgZPnFxbly0WvYf7KHl3H4HD7fztihYieowB1U8wkZYj2Tan7KDMVohbcuGQM+NbstuvG/qEegoVL0vdM2mcGc4JgI8Mj/F2wgU6aQH+8LKLsHuiEwHwnO3seTjEkvkd7Pf8B3ZlhELHfhSfH23G5C7R2pYo5R8OUjOsoIaL2X3gU+ixJLhNCIDsIEHTGitRXtNKaUUnHt8YhhpBUiPjmzkkyexU3LzlLKBTcRCSFGbGxnA4dJOAzG6LMWKH4az4Z3uRhF4nXNPgxCEb80ZtlMbTSIYM0B0GclykVSohEFzO0NhJ4o9ow8OoB/eZIRYZ9xNHk2C5MoGvZCugrPAlqisfRpgGdzWvpb9kInmKYlqbOwgqowwX5Y5fcgSiFHQGUAYMCgfFtch6rrvczbtzjmd7fKLlItmuJAC+5Hevvvflt69Y29wJjw27U8IwowPwrl0AYKGYzF2mUi4m35Id/RQ13oej4JD5p/QD0tDsDLXeRHxs6bQimLLbYpT1Y5QOoB3/FtrsvVDoB5uQfYkLWccMpNEipJ5a5EPWvpSGKpA7Uky3ebqH3bcXd9m7uMssrW+y3Xq8CAGfffZPokjluPwG8iAMxyRiuiDpkChx6HhtoEkanZ5OhOJRj9uJhUQcng1JNrB7xrA5U5co8XtwsBI14kHXRUT5RO4L0Y5jA8COcbmXPIusc88ayUhcp7wvtV8lVaZ8yEVZm5uCoUzvgC4lwOHKICU1TuxunYCiEFYUROi96vIRk4uRhGXOIaz6FrOwHi1AUTUU2Y/DFjKZwuNGBMmlmLk4RQ914a4Yz7rgJybF0AyMYBy1K4wxkq0oSxy/wmov/PUnK5M9IxWD61tgl5EEWkgUd6if5uE2lo75CRVF6W4ZIVgWRvfAoN1LSMmSc7Y4hisEphebhjMk447n3j2yKlM6JFPV5qN4yM2eGU72nzVRSZet3Iz0z/Q/NNS89du/d67NB4CTLtACAPt79lNLCaOlIeLOOEaaR95Uzm759nexB86ZDwuqxexNpn6dOCG5ztlJWWKz7mgTn53aGKEFJHp+76PnAR/aqCXXLT5R63APK3GedO1mMBJG1yySpGQ+98mWlKMACmsUXAU5SIyKFHx1DhqbC6gt8xCRo6zvi2KvsgBwbfjz5LIACwBct+fjNuW459GXNU2ZBmlkZQnSwR6kqIpR5MGwyyDCU/whpHAeBatQrA2OIe84itwxhK7CYLfCgbJhokJLnVXcfgdFAy7qwzr6/GYORhYQCrlQbBqxaGoPTA5i81sGzflI8LaMpyiSdU469SDzF3Yxb0E3vmAEY8BJXDM4GoCdm+dw8ICfcGwQb8zGjDEvRVE7Dt02fo7IuhOPUoFcFEPWdBxhzXT1lmx2VI8TPVYASWZpsc60OLZYGFmLYUgGmsOJZBf1pckWTUMWOd41DUORUZ1OBKOoFIvjHrZY2JPF3F8ilYjZdWu3CQD8zL4ffPmlVTW/+mPjn3njnXYTAGeXJAB+5/TT2fDa7PE+OW1j2GMadkPDZ0RxpAG9WCEEm+MscxxmHn6Om7eNWcdlZZ9IfMjli1M3L+l9lerfyIjBLbdEePpFF3VnnU7F6pVUrlpJOHqEzq2PEhrpAF0nFh5BU8Pj7N3p7bf2aPKaniZlJJni8lmUlzVQ73RRPNbDcT4few8O0Xp4mNb2Ubr6Q/SnpZQrKoJbbnHwne+k5PJt3Vdwd++5+DXvBOnjGwhRMJCpABqX5/4INQeG8A2FcUQmKrnS+6DZJEJFLrpnlTJaZSn5y9r9nPRXkTGA/HmAhQU4AwB7xqx6TdCbgItp8F8Ou5HTUjWIWFaRW02OOXGEE9aFxPOaPUzcHcCQVdSqOmK/fAUS8Ue5Bet0eQwnE3MgvXwv71T8lgNnpyypyU2bLf6VqIHmtCa9/kODGZusfzd+YMMWO/b43Mlalm0hTz6r2aKIfwQQDjhU9BwpoIQrctRuELRrDAlzV2LBVoZVKu2W1sUsibFPWoDFN+uXzDW6aqxOTpYHuKCgfpz1r9heTIGtwGR8NDfHJHGwSijM3N8/StmWiRpxwRKtu+30nrmY/tMWjjfTPhzAMRig4q29lG48gLM/se4ST3QpJexxNTOs+BhRfBPSKeUFwFntrIkPMia7mR3rYE1wJ5XOIKML6uk/dT5DJ8wZX3CTi3trAAp3d9D04DocXUO8e9EC9qzOAkVizyTiutLXgd2hY7NPnttY1ySiSatlVj25LMBHBAv08BjrAzto6bNYoIUL9GQAONSrUhK0xtlwKugeu9Ve8b2YTjyaFIVW6202A8WtjD8jRTXkkHXgBg/PJ7SnGa3TgdaVI94sy3wvuaNUN75GcbkQ8BNHWytzEW0sQvPYMJy53cW1EhdakRPDZKaccsbSpsAgsr6O+JZKopsz81nb5w7hvuIoirMIQ1eI2bvRlABRycGo7KYn7qE7XMBQyMvRkYlkI8LDWFHiuA0HbiNKaZY2Pyx5GbIXMqza6Q1nkhfpNj++sjSNpnm/Sx1AKQvwq1u+8s4Vxzd3Sjw2nJ8pfZei893CzAvRqGSYZEvpJXvkZmgS9TnYpWVHLzbvIRzeI0QL9rGvyGqrkCnR0SWokXK0cBNR/3IMLbesnM4sTeeZbLmabLNkG8FZvBGHbz+KPdP10BEuZ2DwbLRwfubX9PHJbevK/PJHeeZYAfCkZ8gkctgax/yjOdXvye9O57l/xjP/jDrM9ThFv6f7zHSfm+p76b8fKwAOKwf+YQVWrhXgMSREqvUCj8GaeRKzaiWhz8jpMjnZ+vtHf8sNiIVTkYQ6JtP3Ry8993vRxiaCDF02eOvyTgZmpFxGddVA8+vEB1TC18D5pAAAIABJREFUBy3lVFKG2ioUXC0OFK+M4srNnm8rVbCVWMqdZMlWNCRjgNMBsMgDLJ47FgDc/cvlRJZnniFab5jRQavd+RQYRZ0qzsTdIP0ZfThC9PVWbAI8axq2BMnPeD90sMUUFJF/tcwJxQ6CNS6GZQetUS+BVhU9YSMqjUeojwbx6SquLE+DZH0OXcOlq2aUpMChMUlBdckoikFRaQS7Q0PrlFEChokjLTA5efrJVMenkdTY7PxUpul/7jOBikoTAL+8quZXD00BgIsWaNhLrThpLWCgB8VApe2YScJ+EgdrEnDl3Wbe4giVTaNkZ64S6cGH/Rpd/QEOdvppHxtEU+OU1ddjd7ioLqunSHWhKDKGIuK5Q2bqP0kRCgO7yaMiR3WUQAxZF2p6G5KuocmWQj0SjxONx4kIEkXBr2BoBOMh/LFRuiM9JrBtaZb4xjcd+ORCWreUs3+XndYDNqLNs8CdGZ8uQK93WCgv0gbonzA++cYxbx7gvAA4zxRMFTcwWR/0GQvRv/okmMyB/9+WoR2/4e3GPzLckrowevtiuEY1nKMaC58ZomFTyNQsdi9xU7sjj+u3pqBELEKQ7JIE/45gIbKW0L4nTh9D0oh7/Kbbny7M5DmKZo+g24QEsiCmpYGaXM87lXXY3P4C0ES9PNlQbP63a+VMYuXWBfXq8nOJq6GceYCdNi+K5cdkHoyCjVfkkBQNs8ki917mIZL9TMvuPk7+6wbs0dzammhFAUc/vobB42ejuzOtFYIwq+SDg1S+sdtKoWR1JGM8wjjY76xD6NHK9VEikoNuu3BtMkyQOyZ7WBXahxOVlni3KSv9C+tRiz30nLMMzWkjOCsRM5pjPvKCakOn6tWNeLbu5cCyeg4vrEYYdL0+FYewNObJTCMsmXaHqDVZ89RXfU2ViIiUKWlLxuXSEgIvVc+RVg/twwHWB7ZnAOCD15xFUJZyWoCPDTROf3/G95Qw+t/LMMJTJ8OVS8K4TuvEPm8I+7zJXH7yXQembpfZnl0VxHeVYWstwLDrSGkWYq04yliBzvbTAnQ05Ha96Y+6GYkJYG+RQU0VT5Vcrsnn87XSuluk8hvmei75jC0Qpf7spfGL7n05dOOLHyta7hcW4ElShU2yvAQ0bJUNtETuRiFl6jWJimzRNIWZaUwJc8DXjianxs1mKFSGy3GqLtPK3o+dSMJylWySTZDRaLKpVBEKvlG7hJq1b4R48cqgCG2+LNFfLBHNCnlu6NGpGspq9Ec1jaUN/qgN9nrFd9P+KNIGFsrEPdBXLrN+qcxAcebHPGE4ZZtGbZ+Ob0zCEAzrWdbRRQGJgizOtCtLLRKshhr0/e+dowgX6PKrBm92TxoDPPUOntrFdXr7aup6pgeepq5nOu35//OZf26/Iv2zTAvwN//HvfbJhRtpLPnyBBfoAUp411iNLvdjkABxyCiGh5jhZFgqRJbGkNJTLCaWqdhmPkIUScMoUjuSlEk3LoBvtWHHJa60WV4vNicoglDJZh2zGjK6SyNcFkczz62JJY4NvXjymMV43IldhDtMUuKCeFKOcXQY9F8WoR5KbXTN4SAwp5F4cRGGy/q7rsBofQxtAqGiuKT7CSt7UKXRnMoDjQhxpSMvwMxuZrYYzQeAxXtzjLhWu/fjynQswI5qH4rbul/FBkKoo7HEnc9InC9T3f1SVvDJzpekpXzSCZjiKpJucf9H6klcJqf2dc8RTpHzu9M9iKcFpqY4OAyDYEWl8fS+H9w6FQBWnDreWsGXk1mnLjyMkmdKnrYLjxzbOD78J8m6qcYpqaCYit51qnpy3NMnzNs/81vT3cVZ63uaALiVuGdiAH96h6by/Z9qvHR3Acb1d2CccOX0LpWTaLynugrL938e6e2/5M6ZlfbyVG2eqs/WJp9KMzUNDdd06slyScw7BprM4zUW2DPmVCE3VeKUXXys7EzC8dGcAHhqeJb7axEtRlizbnjC3WPJ263UH0rljxWXIG9Mp6nfAsbBhnJ2/vRadEceYihdR+73Y99yAFm4/gyPYjtoxXYoDSUUlKZcsu3+APaRAGNzG4hUlxFqqsGQIdwwfVKxvIcJGro8imbvMA/ryct0R2+6z03+tc52J/1D8NzoBkqOrH77mzfMP/mcB65l8D9OoDVQmAGAa90Brpwh3Fknftstq9R7snK0TLWxcvyuthXgv30lRsD+/9j7DnDPqure3z79/PvtbeZOH2YGhgGkFxlQacYoIlExsSRR8kxM0KAxzxbzEpHESEgwBDVPkzwbUUFBgqKCoKK0oU1h6p1yZ26/999P3+/b5/x7O3uY/5vH+1729/EB96z/2mu3tVfba3U24jSQQHUH7kgBzsYMFkURe5IiLCpiZkXrcLCiK6HgSJAFF1HJBouOlg2C1c/pGDqkYNnuFgoipZgaoPj1GS52rXFhhpebfiXcvaB5YO3W1fSaLz9CbrjnWlxoCS9bAeYXRDgYLs8W/v8VhmfcAP4gYeJ7uouIBizsuoIwBXjsLek/DOJt2jce9GFKZ9j3cu88cN2A6QYO/57jCPDlgekWLtaXWVKAP/HBoUu/f+PPMGL9Cc50KS4lv6osMs+aLtEECqj3osiw0YdFBD4nP0aY4/C+DObe4iet6GFgCixosGCDlTNh5bdaW4eZsj2HXhzDIBy0NpxakDGPajWDE6XcEqbhkuYcJMF6u7CEwzBEljzQrLspFW8Z+sw34wbcg/tQTYLFZn09HDq683pSVoBf994n4b7YOlFguIjY2TDq08khRvLA8NwH3cLD01cwtvDxB7i6NAkceAqpHnxv3199kCnA/3PoK3js6amWIdChNHH0JcgUQoujQF2AVe5jujUpGasaz0JrmBachVBIEfach8L3Z7W4buoV8tbzzcT9cvRAuzWpV/5b91UH02Ztm2GacTXR3ICrgwJ86k0iEW67btsAxL7dcLT2SbB4NinvJqZ9y+G+5WPAeddVL4JWmSNPgKWTZx6AeEd9reJWTJSX5o6CCe/hDeHi3aCl3MV3B4NaJ3QkCWHzOFZExnFhZBNMJ49p8Qi2npqC6bhYzLltxS7b9XBgzkA60zqE1yMOThuPQpPFxrQPdSN1PQ8Tk1noewMDiyjJ6BsaQ9/gGBJ9A5Dk5uy2jce3Jii/vZjII02ErIEnZOFJM/DEsoeyC0hP9PZu+H16UcbRwyq+u/QYolOnzH3qHef1X3n372LxXVuwJ5usU4DDhL4hLY8b1wQZgBuV5KIr4kdT48g7bH1aewU8SrBoqdBFB+v3ili2W8XqF6oJCepIb3cRtJjiqQEPL62p33eqASzFg3dfmkUwNEMwflRApFji5C0Y+lOnuXjgNd1LYNXlpWyLzs5JuHhDD+yvFnDHYxtOXAHmIbxbW50Hz8mE4Rk7DwwPzRx47tYc/EkpiY0xcQW55ie/cU/feYU3hb3Q5OueDyqcTB483YIJp+bkQnRnXCwE+nMLa+Y+/bHImsfe/TTGCn+G670XMEKqmfJ5ejq5Y3/l9LaIJB7EZS0JkmHhLPIiNK+9t5nAQxwFGL5q3jqDPg8MI2AQc3iEXoAXJbeSBXotXIztfAuEy38KunYY17ztcRgHWxuUw3Wgk70TutUfDx4eGN59x4OrOzBWJIrvHP4bXwG+recOPP9C9uUpwLxDC4ML30TdMRAwRbnOK10VrHzl1xen6pNjtSKdR5/pFgwLua/SXC/L+s+ffVGy4YZNbT0+Bbgblo7aAXvrzof3vjuBvmUtXy/xbON2e4bs+gXEv3lTuGWJY1OFLlI3cPhrxmHd4rSWPZgcQUElLRXgXPQozlmT4OqOKcks+UqrJgkEUTXIEhzWOuHRSS90oReClwJhb8zbvKcN6yOYQk5LYgmZr9ZRF560BE8+ClqTATc4RsebOqQ9ld3CtbggYeqIhu+nH4c2uXb2k79z7sDLVYAZtT1ysfYZVGUAticgzcLVWrxtbhxl7VlliuqGfSLOe1bE8Fx9gqqWW6XdQW/19xDYpbiHiWUeDo5R7FzjwuLw+PLsGV5exIWLY49aaQ1XDZlYuj/SPQU4bBBh38uLHgYX9r3+fup0YMJZC09f3eqPpy8OmG/GXXwwEgju2uu/tfLCN0//PY8CHB4E3a2B/heebmy8/LHTD96WGXZqFeAbvG3oJzUJeDjv/NC159h3wUHjAOQACcXDg4MDJkOZMbXZkyzCRRQFBK4s/xb/P85HdtK1+IGkYk77qt/X2RpBdNubOBXgsKcvnHILz37hgOG5p3gERB48PDDB1gyXf3lwdQummEjhJ4t/8d+/s3b8M50UYA6yQ48Lz9Hs1rh48ISxCS4cnOwmrC+eueGBqeRhKnOK+Nb1FytEfezK7b1IRifgdAqB5lhl7klpYFXe2vPgXXEjcObVzD3YmZlxfvUV4FvfyPWutlN5Ip7uQsfNMXfB+edkghxEVTzA64chrBzwPcAXRU6F4eSwaOchp9KwbBFJoVoapREtC222DPYgnr1LbWZOWZbVV8uxJ/Qdny+7lMLNULz253PonclDLZbfPgc9TgwoePGyfigOxUDfmL9meiSGSDQFRYsgEqspjxSikIbNocdCnIQsqJgG9d9VCaACu0jbp2IPm25uxZbjwg/ri32fnlQwOyfhe+lfoP/w+U9+8J1nn3PNPdcj/dun+z+/+dmLYLGHUwBGtRwifqbd1m1dPI2rR8rJmJoJZB7lsHakEMOAWoAqNhtKhHkVS/t68bydQG+GYOSQjNG9KrRiKdFJp7PRYr4siWLHOhdLCWC634NeJOhNE8z3UF/xTSerwhDnsQsbXul7lxaPszch04srBye9woNR4ZaHz8CFlnhiIdA8/XZriDx4TiYMz9h5YEJo5t1vn4xZ+FLUgSi7yO+5mlz90Otv67+geFMnDzDPdPl3SBh/5DJXhuPh6YsHhmdcJxOGh2YeGEZzdu+l9/6Tq/b83ad6Lr3vt3+JscKHcZV3COuwv3pfcmwaDhBO5SFUHOLidd2iZ472wCLta5sfwzCe9E5vK1uMIqj/7q9HG92pDwtIIw6btq/mUYYxWZ1z0uxRFuio7zti77UP6l+EIe7xZbWbTxtyn7zvGlFa91V4F56Ca97xKxgt6gDzsBYe5Y8LDzcQz6niQcaDhwOGA6TjQteSyrNBOWCKm0+jP/jpjW+//9Txb/7tstuxa0cG6T0t9JPQeyFcrg+TWzvt8eMdOnuz3FCYpIKCJWQVdQqttyRHNcyTUyQwFwK7U7un1gwHC5EmIoXY5nh3C4YR3kRzw2SVaZYiLcyafZdtpuunI7joiIj08ob6eTUzy7NAoYeYY9M5f/1LYCQo5h1cNOG22FbHlHzj4xB+9M+hb4BPmGZPgFSM1JUPcpUiPDEIu6zQH5bgqiG1fFvWwzGHRTOJ/1weJL6i562BkAxCUv9gxe9iJt1c/4xnjrsJk1gsYPMvJrD2+aOI5BouHP/cNd9mh687DwvnrYNg2H6mOtaMwTisgZKCVvIas7+X/dGRiVlQWYSYN6FOL2HFN37hl2Ba3JyEKwqwNBmeRDA3msLR1X2YG01AECh6+mxIkgeXpTtsYVxWVJbZufyhXQGU+hXkWLbSfunscTYNgol9EewtTOHZ4l6IT577tg994J3ffPPBM5DdsBEKyyQE+KHQYzpTfpliz7N6vKeNB1cYDIV9KA5nRy9IxIE3r8Od05CbikPIShAWNLhjedib6t9seT0mJtab6EvlWirbhivisblRZCwFquj4b4Qb27SpI8O82n7za2iE8ohgS/LBhcVChM1MeRU2GCuxYUXy2WUP3nfG79z3Zr/kx/MzOgYasn1yM8qwjqvbuS3r4WLIPHhOJkyXtnVBJ9i1QYBbI/+s2u+hf66BQYRsgH0acE28iIxAEV99YHH2pzf6Dx3fmt5KVbF1Oa1gQcIWsAwRBhf2nQ9PgKUzLh4YnnGdTBgemrlgXAGLz7/pkm9Hcmc/8YOVt72r5wdI9J6CFcX34SI8hV4swiaS/0623SyywF2muL2E1cggXhc8I8HGaXgJOkvy5ONhplxmWK7uxySK0GqSZ4XxJrbLbAhY8CsP13pd2UrLYO+ObSphP/qR8Uu6VTGyW8tDEr3IIo0ILBRBSePTEwGEsrJkImaQgEFyTQqnQIcg0Hiw40tDCctp5IJV0WB5QpqN2ALV4cFETn4CjlANPW9kcqYwCUqCkiyt1oMlw6qFsScdfP+1a5+47en3nxvZ9hZYH70aGx+fx8iHtjXxzzDZueKZCpMRee4gDpjK5HboL4zm6r0T7rUNlbE5+VsgIofcw92CAdD/sWt3vObGPzo1lXTopTc/jFXfeQjZCRFWuuZssNBbLXiWVW5s/3gmCcJuCeC/723D2pnyxpRJpdcDS0zXaq6YAicq1C9h127teGDYbyW9hCf8GmjbV4sNfly5X9oKGDxCMhdMe6WxiQf2XHrqNkEQzrj22QHokUkYqZqyOpUVDUvyBIiWBsGXDgio4MJRigCrE1Jes5oU9R0ngG2ejReDXv57oJsvB9Qox9XfgPHwixA/+5sgxfryOnVQtJ7mCp1+htOA80qFGNR8b+CZZX9owTAUIyi31AjjKHl4NdlSKzAlHOy7kagmi6otL1WlxYErVxMwEYcV4Zbrs5X6Fx+b54DmGSGGn48GAv7l6kj+F68WJ0z0nMq6HVKHcO3w65HJHwtquQGIKAkk9IGmJbGcIlz2uh6ALrf2EofBFO0c0oXpCm6Bpc6nTgUvq8fae2QOK3dMI75YgOh40LMmRg8tVpTc6gYqndgWt7g5kMD8OWugzWZ9ZTc6MQOpYLZkJqYm4dE3noZ9W8aqY+Y6VPVnQK1kZ66Zuho8mu4hmaqunctS8LZoLEtgeVsV8yIyLCVtB3oKOREZt4AfZ5+GeGj84PSdn1352YcXbunRd330dT+8HktXnlZRgtues6YP9fXvWv+OA8bzIM0XIeaqgo+nSTB79YpYxuqIOrmqR5rIBGq/BtJKW+04AA562vz+SCEKllCrXWMe7V/PV8sW6ZID05XhlLzq7HeslGm2BocuuNAEzy8r5TcCGJ6EvFu9+ViSI8Oqvo+m7NyKzFRaFVpZOaZUbgDnrjji6fEP9C3//kdv+dGxV/3Bv/1qJU61BXxjUa1TghkdE6KHmVK2+YrxxyMoj/AJ2cX9elk4DM4Rw/XWshee1cor3emNumnKDQolsPa8SPGIUubp1Rt0zCWVFD0/02uF3irMGYaEZEl531uXGb8KM9wvQpeDvh7vCeitpYfZQ244Us3eUTACWmphYizzrT//AZ45mWKqpnxyZX4cgGWnZu3XjuPPT6NMQMYkCHqJnr4AuBFmU5ogWdrO7t4Go2eLDcayP7PGvL/yFd9eufSFf/HDL5gXeOCC4k2tzL1hXt1yN2FwYd958QTzEP40JAwm7Hu3+uHFwwsXRjf7nt279d57z/jktXTbbamD1J648+b+5D3vexS6uw695psqYb2GsA95+bmmlyFxZwBi6d2qJ0y23Hsak2FKi5aR9jadhYQHnOrEwDK1s9bmCgI7juVzsVfK4qjo1Z2pxm0835DlvcU2r/wpTM5u9V12l0GsSfoVhqNAdsOeceBmvCBZkEqgjMhgd0ttCzMANPK+duNyix4+eUGP+zvFlf2/98wNt8i7f/QH5MonQE8Z9ZXgVXfsAdwAm7IpiegF9fKVeSCHzA+nKgq+E5FgNJS/lJYciAvVnDyeIsPVqu95iONCzuVAWJagukGGJNIjBMagBisZlC8UTBfRIzkIzvHhCTZIuF4QCuOj4VCieeF4cHHAMO/vu+44o5eses/SG6Iv3fLjjWMf/cu1d2Fy1zScAgEtHSY5Wr3v254D3o3FQVfYXDHek6d5FInhT70ECQnE/SjN49knHRlADSJPU6qlK10PQt487j3J21fY2KtMp/1+ank6ereeWlQdUXv99n6kXAOF3qOgouPnn5eLMSh55mVrj5SVCmIKXGMosaVVPThMQWStEYYpguUm2BoEX8is9mVuWAbj1RfAueAa0GXVItPtNhs5uAPRP/99qLNt6tOUftiO5ia8XTjoTLRa0mwYDeUFVCdYDlv0MBW3cLinWhOu1ULNR21YMtvigfDfKXR7XIzSP46u2fKe733thcFbrrM8qJUccywculNjivKa2GrExMCLbHk2fGG91MoXkioGDNnyLBwqHMH+PMs2HLRWZ3nKmIHpNZdR6Jfqw2wjhofrHl3C2bsNDKRLgns7vt5ufShFNqkh2xvF3GgSlibhwKYhzI82hPR2ielknDwsGkjCIhERF3VIZfGkJIyHX8AUtXjKcymz9H9M6YKLw/YsDpjHQJaStv3kmnVLP73ZF6BvfXhxb0rfuebyXW+DvJdCNly/DB8igBtlGTkDIYiwghfEhhEJjBosa3ZB8ZAerM8yak8KSFgEihOMyc7Y8Kz6Ek2UEsiO4/MvU5DwUiaFncLKyh5gVeSSxQWcV5zAuJ1BjDpgJRk9IsIGU9AoInAhejbMcaallPYYq83RkBLRGtZhronBjbE3yYBgE1DCVLOq8uioImymsEjEz5zoFQm8QrPpVSgpIdQGxKyAYpSV06q22HQOzxQHweqEs5bJRsDKe1QbxXSPggUpgSIrbUGAYXEBmlxV/pjtr2cKyBRPh1rCQ4VSjcTyGSFAsX8AhxQWqaD4b9H7e1jY+jHTjr/r/I9c1vMsA/3uTTfu/dTTb1yz53CwD1hG6HJ7UaK+NzFMSPTXugTVaR92D0+AqXNfPDDhEUB8NLfHU1Ztw0KQ2QyeKAxbBzVWpNr5D7x9+st3fat23zElOHFu/ibmCS4bKIMzGyLUsupL8xKl+WBfEFZ7vM8hpKFsTCieEjFh+yOgqX1jLFWa9SBkAzj2j6MLsFkFxPL1nhchZerTnrqaBxpzfcuEX4EvI1Mhq9W5EanmSkiYAitv5mt0ORkkVz2bVHWB4TzA/l3TujF2VgA1djRBlWzQn6M5yI1kiFtLoi3D3fa6275++c0fKndf3HbL1hcykYe/8+k47r72EcgD9bJJ+L0QYOoGHI8sHgYT9p3R6nkU1pQDmq/KDcyYJCZEEIl5xyjcnAcpL/r3pf8b6vmyBildRa5JUdxnwtjZuayScdgCLTZ7BrV19fGXjR5lZUyGvkmFlAj6pyaFpLBXeMFMs3FSiYCwS4vR7FAIizZuv2a88Fq7/yLlzI/4/Pk9X57ZG33wj9c47x/wleDGVj7L7fYgF/9xPZCpWZBc4KUu74bkARdGIQJzUQE5lgY5NFtnEcz0rkUhNYaiF4PrKphKDcBQmhNjrJw5DCK4UMUiEsXDiB7bD5Ey42x1NMmcC8mzEPEWYM7PwDPNOqdQxIugB8OQSwYXDx48mTnEAiSiRxCxWImv6vy2cyzVzSHPhusWDDMUvfYC+zc/sebc2Kr3+OvL2tnxqYntp8RWXPHGx3H5M09Bo54fW5HRNRzyjTXViRJyRej5JVAzMKo6kgRHrje4i5YDuWCzg+LPoSfI8ORaGcM/ENCcgP0x55GpJVDsq8+MLlgUouEFvkYC7I6mMJ/SYeZn4c3PgWYKMBcPoZ9IyBb3wXIW4LhF31DEdDKR6NCFUf+3SV2HqzO1z8HieALOuuXA6RtBIq2Tms6PJ2BGggSptXt7ZFcLJ2rNgvYdSmP5CzOIZAJdwNZEULHKE2XDQWoqB/bvOs4XwgBZicWl4SiMeP08Kmye6zHVH9Hkqze+VRSErxIiaCwcenxBQ9IQfcVsLmLjSMqAFch5laZbor+ZGUym5F2oFUSWLWroz0vQbRGUUNhtQgDYoZDYBV7Tl13aK42CjRuPwF23FoWFoCyO3juK/tVnQ9biILk8MD2F+cfvb3l2lnPQw8ajOMEBZTSbooeizMrh1M98K5ob56dMhCV5mI8FC8kTVhIGE/ad9fPmyIqjX/rB/RUX5/K/es1bTTH17y5V5XZRLzx4eRRvLhiOMJ1GPENpF8Npip68hwt3O4iaFItRgqmkgLxKsH9IxMolAQlHxFSPhG3rgkPbiEclMjRBgeO5yNPgAHLBtKHZ9hykvcCI0ziHEUFFRKi/bNrNcyc89acVWCNZmbNH7z/9C+8wyo93fRDmCSbAR6PKJCLyJGwvgbSxsfHn/v9H5CM+TJUxWNOSYFUfVTF+St0ooTTieJGCWRx5cYRse0ITshWzdB/Zfq4DfZNJewZEkrd7yKGm4r6HvIuW786tjM0UVIlxdAEst7hol4URh8TElXPT2sbZJ9FnzPmh6aauQ6QCerLz6M8tlqwpwExyDEd7V+KXm6+FIHc24tQO+uUqSAnPQMJtX/dSEtPQySKcUrE/Cc6CSJ2Fct8OhEQ0OxPTjk7K2ZlFz7WjhuBaBT9asKZldEFZ6lUkY2zFghG/5g4F+OoHL+upzOU9N73/DAr32w9OvWrN/3pyFTy/gHyt6h8uHEcjAhIla7VhUixlqyGGVRNCOJ6Wm+ll/HEs4mEsUu151iDI2gQmc4oTIC5TDKgUUuleZK8e5s0ApsjeGDFFUrbRo6VdEGbKqDbXEwWHCqIsOE4qlp1Mjkw8RlSzUuPP6p/eULTEtUYxmvK0vFMcOdC0b4nixO18Iqpnh+WEBi/ev5AjrpwhpBrWNLlj/WDm6IhuZuMiFT0qy7ZLg7cvtVMKwVUl6sqioxYMOrD3J9bAzE1lz28t3ZHIFV9WNOkG/SxTj2/x4OYFOPvrBafGtbIyQGZ7Q4320uGKLKeILm+/OAyXNkChDgJOnsKdBjSdIp5kb8SqPUm9gNwLaJKHftlBb78HpUa5LkOqEREDfSISpSOjFHQgy8xcJekMQG6eIj/hIpZLQMlrMIsO0rbhOj0xI5pK2KoAJD1bWiNFPeI4JlzXJrTGzWUJKnEgH8vp8vSxCHUN1aGOZlOWp6LUXkov6Mf65pXcuoIkRPzema2OklJd758lAAAgAElEQVSohUApszAQIeUQaciDYgkYWEgioahQGurdM5SKpGDV0WH0H6w3lJX7yw5kYWpFrPilirHn+8t//osRvP3T5f9hSvA0Fe89dP+K5JO/trENx6BLAjaoQbhvbXu+7wim1axfUIgp+f6dzbyuNWKIRyk8wv7xQBVA1kREoUKq8fRkdBOG5MBSXdAoQdSTEJclpo/4S+Z7S5kt0QWsvAfFJBgRVZzqxqEzy2ipmfvjOLJoYBo5qJ6MREGBx8K3aHAWbEp8n7DpWsR0LAwVo/Qspdfy1i2mPdWts0QIAsRFail23DPWnI9fTeTsJwx4lTtlT8ZeO72Qv3hx0V7uukRwPGbKrDbbgzq3Jx8tzJiCkwvqw4hs07RonuOButRXuKPDKh1YF/UiMcllgdgM3PGoxD5TmxJVktA3oLsqgUNITUgO00OIJygqsHJUTm8WI3cvet7n/ui6v67cve/+yswZxMW3tT03rNmx4gLMGmcjlx6CY0tQlBxEYQkCqUY9BZMv+jVitcgcUtEdiCnHoFgsao0dSg8LxhrkiiMoFodgs0yOdXVnAMPsh2kMwHEjTEtvGr3PAoL17dgC2ScADDNq+YjY1FACRcxCEbKISdMgpfwpzMDrG3kFBxFlBkPybvQIR6GgfIdSTHlr4S30Ql6KwfF0EI8E/zRQGS0WEDdykIiBiFTAQCELjd17DND1MCsOo+iooK4Ck8aQ1nuaxlmUVMiOgQQrfxUBipEYJM+GUBY+Sr/QjQLimRyiSxaGNAvL5DlIg8Jnr/7W1/68FinzBD8mrfmoNeIAQyZoXoSwN4oer+CmYPj3iwhPlqkXsYkICyI06mAFXcDp7hQiNXuAwR4c1nBsRIECF720dQWeqV4FC30ytKKL1UcMWCJZNGShImPsv0CIT60UY4UkkQmlruwhV4iQrEeqhb9tWRxwVeh+KIhLKTVEG2nZIoyBlFvCVhDxJMjMA+lROMQAdeeIUHpDIdIY1cRBkDKDqUpVoXuM0oMAmWBdUdB+AmwAKQd0t8cTmysgPlc2+LBqpO60aHu+jOpJQtKVhXEIAcM2dQnzK5iFtfM+bktr9J7XnRH9X1O/dhea88VzKTUcXkkePOX1aOcxrn4PprOTFzTY5ycGw0NzRBQxokehCGx/eUjbFgzXhe25fuiBJAsQYgIEPWDUjCx2c7iOB8akiSLCGhWgrFYhDdRbLWPHgNghB4rtIRZrXTMvZsuIUQW55TL2X+LCNmG/NJn7rey1P7qX9Xf3XVsuntu49NADsyPa4y+tqmwSWsruy+MEDTIzN3sjRgoUI4VgW8mii3ikCEmgyJsK8kZgicmJFC/1BEzuRPqq43Bt6DleGFWy0RvPQxY9eB5BzlRgOyIcVwS71lXJhSZbUOXgHu4WTJlOxxXgeAJkyUVvrICx3iX/360ao2E4FYT1mznqzE14H/78dQt/Xwt797ZNZ5j2lnfL+3KXSRmHoCDvobn+qqZbA+zmiEenBl/o+/UjQfxcqyaQ9BU7flmxhLaFO8EPtzy8uHLLiz9+w0B2vpoAoITTFkU1G+vZ6Ehqv2l78WloecGtvzEooaIyPzukHp2I9Th5Jcqs+JSye8BBjQAdjahSIhWV9USUSLIEKgieIAhWWciWFFlU4lFVUmThUETAkQajbHCAS/cGIciLQLRT/jRKkWcCmEPhWDZcw4SVb17faM7E8u1HkDs2u212555/vWrn47c3TulDt/zR11PL1Lfvzw7gwGyff56Yp4UJeS6LhS41P6yeGe0IkNINnDt+GF7td4lA1gQcS2uYWmxTsioYKOYyKuazKiKKg7GePGwbsIxgwMxToukCFvIqFnIaXpruw4GlQRxeqE1aF1xIyxUbuuhBFAgSesnjwgwxgofLU3ms0w3ogoesK2K/oWLKkvB0TkfOFbC7qPrC+nBkwV7XN+NetfEle8PIoilIZFGShLri9USguigSFgktCgJMgZBFSll2m9pGYwBJuZ4XgUcESmnWc9mDxKAJImKCiDEQqgv+RHZqPOaV6u8tg25TdPKvm994a2V9Jem1F0fi8g9dh4lpQRscV6BHq4JtKy+SUXAxfbDqHWt1ZyYHJKT6GzxhJf28b0jB4AoNyX4JaqS1EqFoBEyxlZgHjAJG3gPrt9y0iIDUoAxFFSDWWPGbZ4z6Wmg53J/hKGRcZBYCxeBk4qnMpb90rZeXB6bVrvDm4lizfRyX/C17ukWflUDfM4h3+PzzTe/9wz83QT5hO1Rv2S3no9da+b3js9Ga5xi+BUCkRSrQHBQvMPg4RCeO0Ec8qMFLxBarVmNxOc6+PCrC9thj5aCJxINCWACSvwsYPfD/qW2EaaRMz/GD3GpgWh4zCk8CXKYfamWvYkAwe1kiGoDAthfL5dHQmM4m2MErvTABvvandgRwoihaveSGJ/7sDl+++v0bt75lesPgt34x8XGBevWRVI39VtaujcIZKvcyhB0ihksib9O21vU8opGGe6dhTkXBhus1yJgNe7IlTIkmf6wEOFE8sWgWiUQaUT0PuU0CT0lieVpsP2cLa7atwLartMuSjWgkD1F0KjCt9nfj32bnBzA7OYDr7v0FTus7uNfpk65//Ve/Xif/vF178eKNYvwNIwTF35AiDzftLUrXWtS6BMBaQhCEUbZoHvWUI5qrHok4hSXR2bMomi3lNE8QYiCYzUciLb8z1LlkYaXZn23pZkxZZF1PUVnXX5BSawrNWYY90ZNsydXYnTmtuuRgwsTkyBKOjlTtwmU2wDzVhRjFwVe1JcW/XYS0BiEjQXaKOXgkTVxppjwFlLgRV1KTydk+vT+nEEIFkzgN5VcEKlGBqpIhiY5qeKprZQVHqFgJPNGN5C2lr1iMK15OFxyOU7y0caY1VPQ7r3v32c/u/cpmScHIe96Bo0dy2PfoAYAWkehpDpewqIuFdBaFWfaWKQY9rgcyJgWsooWje6aQnat/f8ubaZm9Z434nJL6zyhMSsBqjXos0zBLnyAQSESEUvK6sCAD03OZzcIPoWHMTJQUSKoOmcWzlJvrgBp5eJ4HERIiooSYJCHpwwQskNgUdtGC4RhQjEVEFT0ITfRbwC2I7YCYRb86tUIJEloUVK0Pjyzjo4IAOxlFdmMS+RX1WW+lpQKie2agzBYgWNW3okFXFMR2oUxnIRUskFLSJ54DnN6cwuG3rYS3uR/7Dxv/8U8TBz58aOv8hFdK2tT3UhIrfrAGsakoZEtEkYVVq/XvP0SbQGOhZS6TpAErZtXBsO898xpUQ4LQ4nKp0Fk2Q5bmztQdZHpMGJX3iAEkSzblEBaKCsyvyiHd15y1eHFeRF6UcDBehOIZiCUJoj2AVMOvi5aMvMtCKjJtlUjWn5oRkcx7GNPzbRXyyKwGudC5hg51deT6QrKWWwRm2SXSZgEjcxrUYueQfStuYOriQ00YJl90P8iU4Hu2rUyRpxMP7th+/nn3XvdqCEMGRKa4OwKkhsdfrkBhiRQFImMKvYhniohk6z2dpi4jk4zCkX1tCpotQvLYI9eqd8sRKAzJJZRQpiZ4EdsxZM+ru2UFKqoC0SKUSGLc1emyQoz2WNXzwuSAvOIKk5EsMpIBV3CguzbkqgHTH7MpUKRZYjJC/W89JkXEdPzz7J9dQmCpEhZVAVbJsNNjM69HzZRRoCASLEhAEM0tIO6I0Gq8R5ZAMaXaKLB3cPWOgOq2rkHZTnh6uV7VszMi/vTpOfR/5cGnijv3vO6yiWf9W+jpr3/o35WI9Num62DRyGHecFCoUWqrPMqfDf9/RUKRUj3EFR1am3SMi2YCS8Xqe+daPAvFKLbPjWKmkEChkjis9SaWtElE45MYiWaQ1IpIFxXYrog5Fj7OEgIVdSi2ilixF3HNRESx4boCCpbkexsHZBenKBLyRRUxT/PNzKLoQhFd3/gk+/kUSkJuBOiPy7CT8/C08hOaYMaLiGBGSuAQMTHfVCM0gGFszZA9yIqE/kgUmudARgPP8QQItgKZyIh6MgaWFCRq3kwzPLmEi4UxF0XNheM/pKy+nWycJeK5SHgFjCwewXB2FrblPdUj269bde0TyWg8McHGtuwUDdf/yRhiqebnRLX4ql6bYDxMmVyasWEUgs0uyQS9Qwq0aBultEGoLcomLKkhYVGj4OsJiJn1xpJGYyYPHkdgYZT1clojHrFFXzwZkXiMqzw0N8K0orlxfZtonk/iuj9dj8gcnh3FDWe+7j3v3wZCzmhzBbR4Xd4GkmOQwbVbDUuktgW4jQmp6rUf6rkgTZl6GjQkQQBR6hW8xr5aUc1DT7CTa2huSU/5GUeJx7WAKeOB44KaRVA27gaPX1mW82VW38EchKH6469kGmoYiT92FYIe8+eAKcL5EXx9/Z6XPrtj4+XPTxy53v8BUzRHh44imVjyldD5hT7kCiUvf6jCWQVQVQN9PXMdlUBBcKEoZkXBsywVjlOVR9j3aDQPRbLaKoHVe6r9846TBcP3RKckh7c/SFz5CTr83P/EFGHlXhG/bzy498r77vaN8kfjCxdDtO8mlAxv77GYraZlW1BcbE/YmFFdFFl4a0NjMsZRzUWePeOQAaEc5lQHx5JVETADpCgLgUG7qQXOPT8jc+k7S5bZIDqBBTSw72UY4lDIDvHf/vunjgTyFRMT2VFxXaYHeXDtxgGWsx8E/2aaEfPpMYcXa0xNybskuElJyeDZguZgpwWJw3yj6HHDBP2znJHMkC/K1bF1WlebhYo3Amj3XLXyzO0H9pwXS0rD7347dn24ACFxCQhbOE8DzDSQPQx2gZebFx0CIgMoqvMw5NaZ9fLKMcypz8EgS/AkI2A07H1HSX4Opkzwze3wBGhOEil7DL2ZwfptIPWASkl4QgKqs7rl+IoSQU6TUZCn4MhzwVvChpAR1g97M0hpEaqnQXE8RKz6zVlebtnWMZxb0TT2Ov7lW6YWQaxjEHI7Wi5iPKYg1iKtvs/GpT5QfSVkWYHdxkjkP/30BXoBCyybsTQNSd3Vcg4oi6w8tgfuYQvONhOH3r4SS29fi9+eezZvLMv6Vqjz/mELRp/xU8S0bWEJPoLLJDy2JhRPmYLypIfG3/j+Y79vUxOQS0rBG9dSk2wWwsXMxoF5lOUncthbz5ozzIITZbt0yhmMCDgNBk+1SKEZ9W81W5zP4E8nSHMk50IvsAjOjktS93F2FHjqTx6DMRTomcwTPLkrt/a1Mxsfv+WcD41cPfoTrLePdSbNZx8Vkw6yRMOUmPKNTEGr7nSXCFgSdMwISeyVR2poqcIUoeCIVAn9qz+/pf9rrygeXzKdPjeLXtoquV2VHsWzYTW8IS6Pa8DNYJ0zhYhnQq+PnG1ahJZjbxBiWvbFA9PQW+Mc3nRIwOs//rWnzv/P/zjnhXs+8hcg5FNThQXcN5/HE1YMS24ULG+JDAF6Q4ILlo9BchWftyYEDT2IYiXqQ8Sm1BwOKAswqA2Hsjf+7AKs34gsgsUsvfFmdxx7cR2tSerFhpAlNtLMyV4f9dswuoAb9EYi6Im29pD0xyJY2d+PqKxAlVtHuqiSiKiqlK5PwHID+sp7i1HPDCKs7JrjesgaRczl8jgwV002yAjri0Wxur8PkVJfAgujFJmBtdoSuo64pkJs+2aE41Fmm2NdzOdwxsEnIReKT21934urXBd9m86P47o/Hq1ENLVUJktnsyhbyERysAUXrtg6/MAhLhyJmYeZmYdAYFEmDYnfDNnyFd92icV9TuA//ahG7jAcuqWC1PyIB0/dw8Q288LTV/mnrH/VkaFZKpJFls+ghh/Jpj8/GcVGXm5dAo6N2xFdOIRlR2jNnZhQmGMeRravOtsnfWGS2XUHcxFcfGANJOaanE/ine86BTdf9+TBmaS5onbYtUppo+BPHaukvLkNylt1jExhDZS34L4jTApmuRNqObRjAex8dLineCLcKmfb754FTYsgvmOgivik09MhBwqP7MED0/ZW1mMQe0fgxEX0btrn/nTnP4hMpF+7ag+2bHqWSwE7of65xIVuqpPNkX/1JHSnr4Zrs+UoeWC4pocDiCnBr/7CbmxcNnnrWT/8/DYK4RvvfssC8Zg9gymczOnGoq9spuxVEfpHpPSO3OehHg2OaqVRX6kV2a5pw1d4xtktmDJZHLY1rgjOk4GHZ+ytlriJFa744nnbr95xcNOKT34Eez62HLPLJvHCzn+Dd2wShDogG4agJLQ6RcKy5uDtWgAWXbBkY42tljj/KUlKAN2kAqVkA5UJL7FQalEQpV0oUgBNIwRkGRN+YhC8lUz/L4kDLMKFpbCfB+YdkPnWFx41PAgsmUIbmv0+yoQxaS8lgm5MQImxp7TVXUrhBHVkTdt/exJxJciNEgSxYQom4FpQIy4itPrwv9yFZ3jIbTdhLXggBRm6J9e932FwLDy6mDPheQ4UgYVAKyB+rvRq8whBkajwFAUDQ6dhzeYzIKe+A+POw/A+vR4bLgieqpz6H+uw/getDQgcvKC0CKVZCqtLwIuQZxcf52nK9jnI9rcSCqud2aoH2WzNeSzNw+RpFhgeu3M0E5SCgL5DEk75uY74fI3wwUUznwBtRjzsvqiITL8DtSD4fWkZGT/+q0erSvBL4vQThY8PveGsH0JniSs6NO6Ll2dtSu+HmKeUCQAFomBS7K1RpKuElJXJ7dI40mK9J0mlFk61jqDXy7VVSgfdNHpoNWFeyyGG0NzVsfPMDw9Mw0D2eqP4Qt8VKBAV33h4EfFvf/9zvTdsuHnRzOKzkyaesoPkZRvyo1DyrRXF8jtzzVFgSM37oXZ7OtE05vuONfPwmjC7noiOqN46E7wsSlg1OIKUHoVcG45RgzEVjSOhdwq15mUY4XAvY8pbIO0Olk7UFjNLOPjP9+H2rx1Dsk/CH92+2lfCd4xMYOfAoh9a77QRjpjZluVPZME37NZkwT0lI3zLLpmjIcGMf200XaYmt1ICa/MVtINhHTLDCUtez2yL7RTFbtHM05cpMlo6B7aG8YKw753WliX/v+G503wl2PvhMH6ar0buOPPHgHxDRH4NMq5cHBw5NGoNAu1pDd/nrzR6wsbFdfVyJh3utMYkmoDYN4oj+nmYEi7AyNAkLjz7l+EMKgQifEXCZqDsJe9GAsKAmo52fq7Einx4whPVhRnLeWbv+JZo5/Ob8PHv/QhnvPgp9x2/syhKbfSUMlYeCnj26PFReWLQPPS80mBe7oib9vL5f30KverKK3H43ySQkQvw0F3vAJlhVsP2256XKTIiw/CEwfgqV415hQ5LdYq0v+FMD+SI7T+mb9dOJs1h7zjKYwoLC+ehmeFafpGGtVdHMfOiiT3/mcdr3vnfQXbdid6LJKR+MzAIvOndV9SxstmeIuzBhuQpNSFI8+M2JjeaoUoge2PTd1DCyB4FslF+41xlVDx4mJJnRj1IFgu9FiC0qNcQBsMU1/nlNmiHcjqt3tE17xceFtb8q0s+IEKfbd5/FrWhkEZFpb4PTZQwojQncWC9fPvTs5gfrzfq3HDzAExVxGOf+ZFPiLJbwY7Nb8Yl5m6O69U/cRxwYTD+Lg7FFQiSYX2G4Qn7zkNL2bwVNq5u9MVDT3UJ+mY3YejoOcikJjA98iR2Sin8bf8b8KqMhC984+Fp7zRl6IGjB/C57AjeWDwLW39rJTytFO46TSBkmsfkJEw4Mdc3nlHTquOhPnUsXDdCIUm6b+ikLNlXQ6ggEWQIOntr3Mn9FWp16LjdeFaFB8afTQ5SwnYi18XKIw3UIJraE8XhFxLoGTOw/PQM1NITkG/92d145MEJvOsTy7FiUxSTPTO4f81RMAXuRJt/B7XI2VCLt1swJ0pr+fc89IT1xaO4hsHw3ROdKdk8r+OyvafgyZ94SKcD/u1mF0AXK0/hmhDwyg3+Hu6CfMYjf/D0xQPD01c3YML2Rze/i8MrkNPW4iX9erzxyu9Aqgl3tYsSZL3+3g7bd92krRGXsajDXOhs0Rc1G7GxDqVDOQl8JfWVm0wgvb8HrtnaWMyG5BQlOKaE1JoFLHvNXug9Va8e8wK/45bTcO/6PsyuqK/32zgdDa9GWs7WyZQu/n/uq91WrZOUYvdctfXKnzz58Nkfvxl7PzmOJ+L3IXvn3SfMXH1ZhMNKebJgePo5mTTz0MMDw2hWkgR/sn9NZb0f+MMp2FOvximrn8Hw1UWoa0Ss+eE4Tv9GNRvw139jH7LXtffI8DLqMLiw74HMGmbV44MJlX79GeJhCZxcvgFs6V8PI/NvR+r+yiMnl4UehUhYptYrwXSzDu/WZU0EvereGM7+Xhz3fPWH/rfH1dfgaisf6v3lH1n35qk7mHiw8MDwzAAPnm7BALIVwRX3faVC2HOv+iccWfkz3Nh7o/+3nf+5Hwe1g/jSsTQeMHrwhbU3oHhm6yRpZSTdo45nvsJgeKgJw8H7vRt9dQNHlV6zKOLuj1Z574U3TGLNeYs+wINffhzf+8fH8JEvr4MWFfHT9TvwYk93Iji6xVfD8IR95+XxPHB8fZ24eY+nn7AdOWxQ/NZzZ+KR71ssCtlvzrEDYBkq2zWenccDw3fPhWMKh+DriQ/qxHs7cQxhq1r/nST7ICYHMLH8Hbj0gkcqHw88sB6Tj6yGoDqIL6uWAq39tecSmGkNsm5DalCUy3A8MAyWSC4GzzqK+HjryIKjP1+BY7+si8BvGqg/dyySpAPN/6/1xbMfGidi6OwjWHf9i3V/HvrM2/DL0yzIpURrbc8vR2RBmEwY9t3nk13opyIrdAlXt2gKwxP2PewE/5cC3GGGeJTObsB0A0d5GMz7+7bvV5WkPQ9k8dPb49h6HsHQ1pmWCvCdH98PYU1IfG/YTuJUXjnQdAWER2jhgXm5xGS+cxRL/1RXlYiLU3XaC+qWBIY+f2oTSSufUXHlP/biP28N3gK/khVgPuEnbNZ5rjIemLB+AjH8xEVoXjwA8/6e/+inKoRNjTyJpy/8HD7Y824/DPrJhw5jXtpbUYDvOPetMFZ0rovJM0o+GJ65CMPUDRxhfVSuc461C8PVXXqZ9/ehO4LM+6wt25zBZb8fhMQ+8u1t+Nb/eOj/kAJ8cnYxD0/lgeE5MTx4eFYvDIann7BdNGBSXP/8Zvz8Xu+/FOCTxFPD1pVnj4Wta+13EktB7B3GoeW/hUsu+EXl07bbLkJ+qrm8VR3urhJLIaoO5Ghr45mV0eA5IWElPPT4A/h/qC/uMVVXRu0p4JyPPlq3VNo/vhnbV7CESyHPKrqgTPIoeN2C8VezCzSfTDw89HY6w3UryBJgXf7z5w5cfNP7se+vVuOp6INI//PXXlEe4ODMdV6lMIUy7HtFfDpJXmseenhgGN2NCvDhnxfwwOd6cOm6eQxebkDfJGDFI6M466ubK/vii+c/D+/Gfng5F/EJlmerOZPx0inNJQpabaxyuFh8gkBu4ZjixXM8F09rOk5c4DsRwYd8cQbCvfUW2KJrYcktQBNk9Ei12fDrOTODG5FTOCtWb6Vd3ETx1Ceb3zOP7FJw9ef7cf+XHvSn4mnyamwlDmJe+5q1xze/4TcH/1x1xsWHJ5wePsWVZxa61RcPnmYFeH5gO3716r/0PcARV8CvH9xFp2PHyJ2Ti74H+I7T3gZjQ7Ft+ZbKCHluijC+2gV1snvr0q2148HTPZhGBXhobR5XfOCA38H3bn8ED/7PJ/ChO9f6mZ8fXbsTz/Z1Nm7w3gs856obMDz08MAEonXnaCAePDynLgwmjA6e3TFSJLj++S342f0WWBJm1k6WB5iHfj6YE79Teda1WzB8YwqPOONZXwZDegZB48M4svx6XHoBq4YTiNcv3HUu0vt6/f9e9Ru7EBsre4Hrdx4Lz9X685DU8h3fvDN5YFg/kdFMJeS6EQuj5dCP19YNq9UZcAoyoqMZDJ0dlLhpd06631f7E1ntqxmmcVytsKQnUuEZ7GpmJjqcxZkfrBozWGmlDZ95E350pvtfCnCHg9EFcSPYcyEKedj3sLPbZMK49FOr6Gvf8XZMfH4ttuvPYOquf2rCQVmNwGU1MfRTNoQs227tW+27XX9gKglw1L7RZHnEZx34ebPZM7M+0c96XNsqm7rggioC6AU6MNCgsLH01j/LgzCaWD+t3oF2iWa/sPqsA5ZKnPVD+gUQ1mdNYzDCrAPKMpUIgDxEIDRYj6zDLrx0mEWpcw1j1mUrBfiRB07HGU88jrHfU6Ff6KB/Zw8u+ey5ldvsS4NP+qG1xrNpvOGzfVitDwTUN3CQo6c0WhRbM6q+w5KfoKnSQvE07xv2VjgxI1beEbdC1gnG0ii2v6aAYtKFZLCsp41zS8Gqb2QGXbgyBasDGJ8Tm5JhLY04KCabU9d32ussEdYbbu2rmYMQEStMAit1xub/vo/WZ7Bln5gCvOWBCJ7508BSOXn0NAwvH8Eytxm2kW4eISGMibRd6JY/rOcTJpFxWOyrS5Q17C4h0aYQPD8t4ZDdHXt4fzwQjR5gpgB/Xb8ft155Di5fEPGZh39Z9Iahf+PwEXyp0IfPb7kedH392zLtm3FYR6vzLFCCvmIC2c1HgXkPWVIEK+VS21zJQXZ8B6QBHXamiIyQg92QUVgQRYyOb4CiROC6FhxWc7jh/XhE74GqnGiCK54DwQPDM+PdwMOPo50CbDkO7njnv2HP9jn8t79bhYFRFUd6ZvC9tZNwQ0oP8+zjsmGyUhKLlaxwK2V4/YliRZtYLsByPXiWNL9cGqN8HTA8nWAYXJGV0DhJNIf1xTs34Ql3wpW/Trtt6+FenH50HL94wEWxVDfbzSyALrV/AxzcwSfukuHZnTwwrzR6uGjuwvzxcBEIAsShlcipqzA/trUuBNpXgPcHCvDm9z2B5JoFLpTlM3eiWSq6dwbCjQXd6ot7gl4GYNkY0eqnzMBw4P4NwVYnQGr1Ajbf+EQFlL0B/p2/Ph93XSID0TCuEW7u5ezxdgQAACAASURBVNmeL2OIL/snPPS80mBe9mBbGfRP+ccz5952wSV9k189Cy/KT2H6i3c24ffWJvCqd34Eoh0onmnlCA6mfwxaDIQqmZVLqmkuLOTlBfhaRqnR9a1qqjYo0ZTVGx2B4lbfQrKajZbIPB6BUhKxT0HMvrCCl2WXTcuHYckPVf5GaHPGUoocvKMHgVKtREKjEGkSpCHxiwer0ld0xQUYW7qgfj4YyepuQAgy0o7nUiBiFqQmHXacFKDKe2EKAc0jdpLZf6t4KIEEiuzMNIxi8PdRK4ViC7oXFxdgWkENv+jABhwTBiCwslJgtUwlTBS+hrd8cbSCm3mAH/3pWTjl3keR+Ox6LD9lf0kBPqfiNWqvAPNcvhxuIZ4TwyjmudFKyVw6Z9IJEr6cOEyAYm7cgnUcEeKjL9XUm/bHxUNP+Dy2U4CH9imga5+qrPnCo2dDvnwI652joUjLgnE4Ky8vUNANK5E0IyaQIY0ZnG2Ipfzpe+VhPK10zjS+W6ru1dptssyZQ4SdvcZW2iPL3XlcYLxU+VokDXPOeAO10OdVk3jkiIZFoep5V6mNUXcRsl/YJKxVeVOrsYf15fOqEHqUPMGWiRW4+MWbKsTM9e7Gx36dxsO35PHQF1+ENT63T00pa751ZBZ35RP4/JbrQNfX0/+je/biR0713ZLP0mpKGrG1jqoRaKW66A51kTVy8DrUFw9G36k2pAxCmVFUxVgqhYiitD3Oo6kIXrWyWibLsOvpVyUBQ8kIpFJt9/Yrw8MwGvYtpX4ppKwR8ExVkjCUTEBuqnkath9e3vd2CrAwdwS3v/ce7NhfxDs/MY6VmyJYimTx3Y37kPVrClf7W5YX0G8E2f9d4oGVHTLFoG6jv88atnOw/vXcMM6MsXUtfC6DpFRhnCLAU/CV4M5zxBTpE6M5WFtma632RaDYMuRSbWE2PwuaiYUao7TUwlbPyh9ZNUo7g2EGgHJjWa+LzJAepo20mNWIS/Dep7b4X3Z9Q8FhNeej8YwC3JlDtaXUg18T0a8x64+O1Uspu4zbTKevdPjT3iHpZ5dya3D3dTLp6bAoJ0shY95fMd6LXepboA2qXVOAOYWi0Hv+5XGr/3u/CudG4TNzfLJNMFamHL/wxXMrA082KMC7H9qEr9w96L3/ml7BiwT8oGNW7Ba893hnlUd87hbM8dL2SoDnGXs7OpvWbv0dZz17w/kXbznSQQGma3tw1bX/AnPHA3BxGARjEKNnAHKPvxsoNUFrnhgQj0KwHCz0TgX83bWA9AGQhaoA64czMYYfZ2WGghY/nIVaqBZs9y/g1BrQ0XNAtcCiBqdYqn9XP8RMb6m+rWuBpA8AxVmgXLSd9U80oGctqBK8zdCzi5BbJaSQA4GZOAYw9yKEqaqiUaa57uJZ2g9i5+qJoVX7u/9BEOH1jcGLloRxswhpfgpIndJynfxfl+rcicurnndS3A/iVUvBCCvOw07h53jz7dXavr4C/JOz4JybxZk6sG7V8+jf2YtLbj23lOWV4EtDbTzA/g0ccoLLwkSYYBCGpzxyH1+V/TErXK4HsGrtJZRUPLWszvvCMMHsymYlJjUVbEICD4XeNJCcq5tfNS0iOdELoSQMukoB8Os5V5u+pEJLxyDZDBfLCuHCE+s9wsSVIdqi72VmZb4sFTAabC7EEyCZwSQxmtP9ApYG6yWxSJqgd5pCNYK/+zJcydDD/n9mtYmH/1uzVzeVcaAkg9rTuVmaj9x/WTT/3ijWO+VyNi0kPgCHxX6UFUemnLFmCDL2SkPYLo9XJ6HFbXRE7PPfpFaWjZPRN1LCxOmEE4fK6tSClStxkJVycFk68TaNZysdD8wpvqGAv9WOnWf788Cw3oefl/Dphz28PrK1Qsxcz3586vFZvO+Kw6B3/MetsZs2X6Vo4pZvHZnHF/NR/F0bBfhp7yVcq1eTsCXzVb66nAiIQa+UjmOdma6MJ6LsuAvwqIAZCFiyUxU6HE9E3lLhyAEPZ62QTiEtmzC1HLwGj3KnMfPMB4NZM5gI1TeYMl1uc1kDlhucTU0UMBhRIWgulswsLDvYT3P5gl8vuHFzjySCe0AUBKSiUfSX/r8Ml1AVJFQVETkw+rL9JbqkUmmAvRrRdAlSiCLdSgHe+KYH8JuLB3HDx/bP7DuYG3zXJ8excqOOpWjOV4BZ7dnatmVew6V7Ay+FHyhMCdLRNtlaa85uTi1W0OiWArH2kma8Qy1iMZqBLQXzI3qsYnCLjOKls8lqCScKUfQWEnX08eBxBAeWaPtlkpjyxuoJK25zZlYGx1q7vupnBogZul9uqFHxYcaETo2X5lnN8j1DbFZEV6wo2gx3VnaxL9FstFuWjeO6HWsx8MwqbHv8GHYOZ3yRgSnA3ky1JFKZPqLqEIZW1M08g21qDXyZWtUnL4QZt8oGpBIc+06LeVZP0Ufl1wpuWF7qeaCuEzgC2DdW41dsfhLF4PzdRwQIqg5SLotWQ9PJoieMZt+I4NhNWe1r55NHsW+7fyQF0uhqFPtFbC9+AP29s3UK8PN3nYtMCw+wZctIZ1KQJRuqakAUXZ//mpYC06wKPJJkIxbNQW6QTerp6azqd8sQcHLxhNubeBTljge/4WMnBXjH7k248Wv347KJj25/75ucU2k0ODwNPrMqxhkPgkGRZo6vGgOc63igNSIk+72sClCjAjtuFZy1eBm/kFShcqRbjYlHEeSBKY/J18dKHbHfubZXV7+YCAQ+aygBBqXI6yW8kwXDMz+t5uyEFOCejS9CPy0Nr2ggL1MUJQrPtmHPLsA4eBi05Kksd+zJGqgtQXBcKNnqZexPeGkenbwNj4U3M69Mpj5UhMHkRxJwtQgEk8BVBbhD9a459rbfUETIVgKyFYMbUWCs6GsYe9CbPJuFMpeDJ1owIrWKRfVYRaYkaHMCPFWCNcw8t/Vsk+FRZz2oCw5cXUR+vDG5QL24Z8UpFk6vvusKvgaeFXWqCHWm3btNitTTC4geyEFeskAFAk+v7ysyeiEOCQ82K8A/PRvmG4l9xb4j/973qgO/64dAMwW41L40+AS8W5dXQ6C1IAQ6PZ7B8zfs8v9bTSvQ0ipc1UVuqPkyHnqhD8lDCR+GChSO1tqrJtjEVxYd1UF6RRbTp821hbUjAQxrwjEZ3ggTLgiErAB5f7Du5paqASBYtTCWeKLfSwyqK33V7vxWx7P+bxaNYgnVDN/lr2UF2DYphGPKH5OHL/qHegW4Ne6vuFfjvPtmPcPoEQpRimxMgJ41sGz3UZhKDLRBmJ8fSSA9lIRkE2hmEkupMbglL2K5h4LuwtBciI4CrzjSsuNBOo+UVIRqEQzPRSDlNbhpYCY3gYOFbcG6aoDWPw5ZCtbZsnNYyO2v4BvvPw/y+ACM/hkMGB7GJgW4mUk4VPLL+MSMQxjq1ZFb1ovFlA7d8jC+VP+eUlIVaMkEjmgSjioCoi6wotgs8P+s18XzMRHTKgsJJYi0iIhfkF3kRBaFEdRQTbByYGyv19RanZddZEX4IaTs5CYcUgejPGfj954WmhTgL353Py47ctsHr9r5i79/+psf3qFowsYwBfhF7MHfDC8iKjMjRXVMzKsakRqjb8LORHWfTuUTOJCL42s5Ey81eG7LixOGjec7wxVmU2vcXLV4a7nua+IEb+9JINoyLDf4VUEWUZAESLAQVRqNTAGMYEQgmhGojod+o9FAE8DMxTVk4hqowO6D+jrVu7I6JGENfnDnaRXS2RvgZZf/O37byX7wdX988N2ZpcyWRg9wJwV4asKAUfAgygSSTGCZHqYnDOx7Lg+TPQUq9bRmSxTDKzXEkhKY7mIZ9Zs4EhPQN6ZC7FA2jkl65fDoVgebRzj2f/cKwsNDMw8MG9bhRBb3bNzXNDVj2Rhu/uffxCV/E8PH3vjM/OG+Qh8TKKnZXgEWB8c7znXlrHEbHoMT0c5/fzwGQ7anNIFgVUzCaETEuqSErEVxtODgUJ7Jbs197cs1lwDqRE/AcTrTXJ3owAgU3P1B8+TgH5+LuBQiEx1s21fum1qt0s4UZc8FE9whVQ28Pj2WAa8uZD2Q25jBwjpt3FglS9b96Q8k+ntncOkFP6t00y4EmoXT/uzxrW0d98GzQVL5rut5RPXOGf+ZIq2pBlxXRC7PjHr13HZo4BiSiTR01fDnzKECJD2PfsxicNbDwJSAo8sE2LIEzRCgmhS9cy6mR2wcWeXCLInboq1AcCUIvhGNRXu4MJnNRGIOKwJBskGKEQi2BsET4Xki2PtZw9T8fstNVYu+Yl9W/hthFMVEPJaFUBPB1Invt+JL5b0UFrvC4NopwDufPxVv/s6j2Dg++dCZD/2D8u63LlxaVoDb9Xn9z3RcYhqITyUwK3mYUts/pXuqx8T+mI1F2fNruOse028cX04ut6wjoqgAjiz4T1OYyyBCKARQCK4HwWPPm2RYCmCz+sTUAbwiBCUNz1+X2qaBQgMhJmT1IFJDs0j0VR1n0wdkGPk+OKYO6rG9Mg9CCRRLQ0+mF1opJNKCABsCVOpilCxgaOBZ7B+LYSrJjOcUubkeuAsJUIPpBR5cvdlAKKajflI2jwYFFlVKEWcG5hpy856AvBzUlmcwbHiqRCv7ougRZFyAGaIFqX3okbeiiD6nqsc1yRhn37LxpWtveNv6A3+7Ak8rz2Pprtub+UXJA8wU4PTer2H+8CQkx4PIrIdEgCMJMBUZjlTywHkeNNM6YZgyIUKpL4b/VVkF/YijJ5eE2W/gqckhpDWCqy6aRCJpgy5RWNNi1ZRRQjKrrMKEvAXT1hCmcgmYcRuCovoJv4ichjV8DJmReQiOCk+24AyUvWk1bNfnLfUWD/ZVsYGejAdmSGdn3Y2IsBQCTySQPYK4I2LAlpBwg/mxQXFMtZCRPBRFtpFZORQK0XAhsLfFzGsoAPm4AFNl/syScdYPnSaVjdK/82IUf/wXePMdoxULOPMAP/LTs7HtnOKqr0+kbz5wzd4/bFaAW3uA505ZwGN//mS78136e2dx9ngusVqRV302Cu35GNQn4lB3VcNWmXLtR9KXwr2o7IFYVUt24JUPTPSUUNCIB2fYgnl2BvI+HcVzs1jaXIS0rl44rR0kP80Baw0JguEQ5cNwBNQxBXgRq8sGN/9v7ACnMi6Kxe1T80dy52/dtHbVxLc2PsyjAH8zvRXLv3sxjo0F4Xkno6k2Rcr04CzuRCGzG5P5ZzBl7cG0uaeZz4QIQD3yGAaVNRhR1/lW2KiUgkddjKjrMa6dAYt4mNYNONYUHNJ4AVS7G/XmMYwsHFFBIVYNzWUQqkBxStLCkFREQnbhQkChIdyaXc5xmUKHC0mgYJHEBpWQdwjM0ttzdjmpZhYqdSATD47tIpM1MXtsEdl0YAw8EtMR6zu9SQH+l2/vw2d+cr3Pq5/7zodzgihEeRTgLywvIqFEYOwcgpkDPNX0GYliVj27/h4SXUgDOdBIwS974Qc6ePUh5ZR6sDwLLzgEt+aiyDLX3ctsfLudHzkPvjMg4za3F0KxNvlcDS9XTFDV8uenCUZ04PXNw9azoIrpzw8t8e4yBkI8ENUFFR0QoSSQuyKoJVZgH/XiwOhm3PfPWypco6wAf/YNnyAjy9/6LFOA3/2pcYxvqIZAd1KA//UvD+Lgznpjch0v43jF4nOxUsLH5ICEVH/rGpnlmy6aErF2uYvDMwqEfA5rhosY3pxDbLmBM00LhrYMh/t68NCqDA705jAdY4an5vB5dnUqjoDUoo6+fVE4BwjohARlVkQsrWB0nYZISoUaE32PpEApYrLoe/dZY87+tEn8+5NJjY4FFBY8zB50kZsLqC1YRQyuI+gdVtoq/8xRGkuJUDTRNyIwTwYzJBg5z8/8KDCZgABanEBSAq8HMyJQtldcBXLprOwfXMQD5wRPD2qV5r6lfvxw3ZvZ327/3Xf94mxXxEUMxisW4M229gAzBTjA07nGb7B2VS9MrRIoWDrk9CBYhFK5eYId7FFHgZzthza9GlK2HzKx0BvfC2f5c7DiS8jJbL6BsYiI0R4ZsixgLCX79Iz3tM4g7M94h/22K2PiV/vyiB0lUCHg0ICHeY2iKBN/bWVmfnJ1FN0YE+nhxDJw4jnAoUGUFuOtTPIttVZJ0KhI4bXJzkssCmaAb9mYzJVnkYqAH3TAZIdGg1k6A3osSAhVsSz5wXk60q9dvuqqeXH3XeZNcqMHuKMC/KtStE8DE5PlLGKx/RAFE4XCGIrFagRPI/1h/M/3MKbmkFj/HJT+YxAVA1c8TbBuvgjddbHqpST0YoOXv9aCWJnw0n+UpvDYsjz2blrEE1unMbkyiHpsZ7S0lvqR2X0GjMPjwFSEa1zl/c/+HdHyiEaqyr8oFhCXpiHCRsHpQ9Ht873o9cp/daZEycbwwDSikVxV+XebIxv0Q/+bubeAcus4+/8/YmmlZWb2mpljiuPEjkMOUxuGNqU37dvmbZumaZOG2iSFNNAwN9Aw2UnsmO2Y7fWalhkFu2K6/3OvVrvSSlqwnf7+c46Pbd25c2fmmXlmvg+q2P/vqQMvJhWYUI+X85PNLxBX4nvarVb/et4Hj1TeeI0xVxghCrQIgPseeoumBfUkNCWR2Bx+7kZfiOBKcNA5qSPW44HflXY3+fuamfL+QQkYHkhTUZOgxKYO8MehLisZ+fPIS7gepTMDmd2AvH99y5Ua5CGBb/3GgPmiLN6BLNmKanxgzft9HnpNdRzf9yrergbyrV5SnX7EdNfjLeEKL7taxZdzpnGgrBCbSiPxSxEO6jR+kg1e4rThuMnlkSH+Ee9PQ58FBzxcHa9PRrdFga0jAWdXvMSvFSIDCynq/WWYPGnkeNIHQitErNeVv8xpX373rzKrfpvOdu0RPE89GEEIoTCR2d9/m/KSnTic3/CsgbUfv6lYOSLFTkMFv9qHrdiKOxnMM9to3DaH+Pky1FkuFGoPykQnsiEqGplTgRCikexrS+fzV28c6E3UvR6FkWd768n3VZPrr0NNZHROnVMgrz0SEJ+GYY+qiacW3+BzHb9dsfLRzAFJb89xF28/N45Df18n++RPy744dtnhlUMB8D/Tt6N8pEjSAJ/zQAIT9AG/THOhhQ33bpPMz+QuNYIYFEeUtHpVCD41fiEgIRVlQDKlE0E0gxTr+GXIvUoULpX0R9SGuJPseGPktwsOTnVCS/wHaejXDtXYDxn+EI4fcRBGORHC6ggCTkFFU0IirhIvnjWdJJ3RjF0ULXhB70yQLrHEmZErRpliRtJqDPZT5kpB1rkAmT0bN2249HvFExa52inNoTCU+cq8KHUeJKs00cRakOH3yPB5lAjewAVGIaRiSReZaPi2TeiS8dvFX0k/vrNv8jIRACtukZElqlWHKa+4V1L6+pzvHACnWf0UWzwcMX7Cwd7PaHYdxiu4YmojQrs8kvYl1nOFTM0E/VLK4uZRqJuOUp6COU5FT5IOi/bkwduoNuJJVlqw/2kKphawyrZqQK7SnXKC599s4IGNl0n0PfTBryTbxNdazbzYp+XxqZfjqwgH96IP8CFlLU9mWyUArDw2DmVjiEn7SfTvs7hu3onvpFodG2yNpVllnw2lNSCEUveYpb/7yosQNAHf4Wyfl1KHFXefnXalhqb0SJ4QjW8P14cUn4p7e4qZ4RohJclYBjKGuv+aV0+8MIlN75YP7OCEDDdla57j4Qt+PwCAf/r3UpLSVZIP8DsTa3AMwRtTjBrOPBHIJfziHxpoPGJHrRN9sJE0VwqlGpVGjVoTEGL4vD6cdgc+vwfB649aR67wotHY8Hs9+Pw+RBfU1Ewl2YVycosUyOVeJmrrmEg7OT47R9M07MmO40Sqlu35BrrjgiArID4UhZAqp5Lc2gwMvQGLg1C2nFudgc6qpS/JRl+yHVuiA1NaH16th848Mwa3nPzjMxi3/VKUZivKyhqUVXXIRWffpBQoGge6gDoq0e4j0eHF6dfQ4e8P4DiULsYevFYToieLSR8O8PVOHyVdTvRuP3qnlzi5hnxNxkALKq9ARq8Hg2v4WAF//PNuPrx+T79fYL95JAKp5gzWlV98ZjZXf3P2jXd8g0y2VGw8pgm0Wosiq2jg+5mf34HSmozXEMgXPVJRuHWoTbEBU+j7BfrDFBqqKE/aE0YgWaoM7QU6ZPGyQe2qNKQR7DJGsrHsXwTVVhcpKIiTy5CLgoajfjpb3aR0Bdo/YZ5Fh6OQXk8aDZpE3CnRx+4x9GKtOIb4tzfBiswnRy76IEUpPqUHQeVF4VKj7klD15aDrjV8ngLt9KFwaaQ6ocW38lG6j9ZH+Fr7vGo2ffO57Le/vEN40nlnhAn0SBpgQ1wjC3Ifxif3o/Y7MLhMqEyZ6GwBCyqtqhtVxnG6VYkYlSmB+1hIGiNxxuzeFJqs87H5krH70lAgJw4dyoIOskq3kqprIKVLyznvFZLWOSSgSUwEHfUiNayvuSPOS02FhUPzumgtsNHaD4xD51HlUpFzVEvOYTOTt9mlcbWLKaTcCuJ6tQgKOb5+LZ6Ui1gylxAQJcsJTg+TOh3Yk3TYUgLCTLXDRWJ7L0YS6ZYHtHt+pagXlQ3cyRReHwqPD7MqAZM6Aa3PRbazG5QyhH6rl4ezrmFFvJmtezMHeFVKrgVPbgL3CI+fecFzr0nJnduSOoXrbjQN53Iv9WHFbg05l2xmzy07RtqyY3qeVtNF/q5GCr5tpCFeQWOCkuNJAZ6mjUsjq3gR8UkF+ES3TUGGganovKX42lIQ7IOC7S6HE5PDzZ6OHnqcgXtuvFpFgnqQP/oEgT63B4NaSVm2hoJsBRkJSjyipYdLwKLaTnvfR5gse9C7fYwzeZnVE9Bai3dur1qBsSSVhjkFtM7IH9M4T3flPS+torchnXRv8gDtIrjZjX+e4Rp/2/XqvfdXsKf5DXwfvRHRDyFZy8T/+YJp+ZuQJx/lrH91ne6+DrTXW2Ghr8KCL95D0sEy2k9Mo3uWgHZ6B5rxHagMY7+QHd89m/3rlw/2OQJQRd/jA9pFoNDWxOKeXRTZB/3svrNJGGXDvyqo4JwL3yNvfnhgosfOt1H9VbPs7afmtDQtr88pXVvA1DcDFygx5c6T11RhWJWJ3+Gl+Cozq1ICKZLsqQ7WProJrVlDSvc7o+xFeLVjji5OuLolhpJmiuOsQz5UupZwCapK9AWrw/5BPbLhLXwGGh8N6A3ryQhi0t3uIr4dP5m8S1RMyRWY8vFkNJ5EbJO99E1uwWMYIVpn/8dkfj1q1/CBn05qIkXG2/NnOuZGglpdn8C9c9b3A+BJ//PJwe89vmTBNnT9fr2xvveU+kKmPjP1OwPAmX0+8nu9uO2tPN96O33erjDQOxK4lZjoSKlQhrmShb6bqSmnSDuT4rgZFGhnoFDF06VXUJMSXdt1sjQ6lffO2PEkFd9XsnjvLYFmBOjJOMzzr7bzp02Xyg69/3/LkPk3iJvn2W4P/+7x8cTUq3BWhLtNiAD4oLqOpzL7JACsaMlGVRWZP3o0fRWB7wtJbXQo3CPaOkRrL9fSy8w+E+V2G6U+D28fbKCpz0GyVk2KTs383BQW5Kei7bcWitizISqlLoebeLVSMr80e3zs1OjZH5/AAXUc7VH8FGONr9wTx/nWNC6xxgBLo5mYk6hz7+T1cOQ2OuvCAwTMvOmvPHzxn2S5xVe3mLvNOb96rhytXhGIAl3eOhAoKvjJCRYlZx8NmFEHNcBTzryJ5IzTz3fKOzaxrGgHk4o2UJkv8NakZLbl63GoREP/8OtDRnMySqeS5O549BYtBSeypEutaFUVq8RKZeRV+qiZ2kTDGTUssOZS0J2L+dBUGh5owNtmkS7E/vLJyKbMPglKnPwrqX0e0qzRrUls5z3Np5e3RMxLmjmNA+XvSJNw9o0/3I9MLpncxIwCrVCizB1MUyMCYF1HeNqakx8BZGjrWJDxEcmaduT9WhKPTM2uqUr05R6K4lVkGyKFhEGfxGHIOYpuRT+IpV8FgSqHC1ONm/y9kNY72IdmazkHjctod0S6AI3io6elSt35V+CzD4nvItLRp+CXpRln/idh4oYPPZdHAOBdDy7FZQ6AztAo0KIJ9KYdy9Cr2/kFn7I5f1DzeLIdzvXLyEtMwJpWi6G+kjnrUzFY+8+4wCSPLMQIfjxa1WgCjqi/BT7j0vhoLO1j86oWDs8Oj8EifkbhjcPatZTUbyvQ20d5+TvZyQEMbgcGT/TvvFV7Bhf72tmyNytgQShAap4FT34Ku56ZJu3ftqSuZUeyPBsePFcMdDt8RybWqzgvtZrPHv/wFHo8+Kqo8V3wwg5UzUb2p6upNSjwKkSrFNG95QyyCxehZyK+ziScfQpqm300d3lp6LVh93hQKxRkxGlpsQ6Of0R5VQyLjlxDHGk6DWk6LWlxGtLTvfRpdlBT/ywu9xFKrF7KzD5y+oMMi6PwqOUcXTWBmqXlp2U+xtrI189dTFJTBtp+xZ34/skB4CQt+b/YyOK8f6MosDP90QMkC6dPqh7U8vbM70LVnI1i/US2mUrJ/l01qTOPj3XcEfUPbzmDw9skKySpROzzKKsi2kIRTR0LbS1Mt1RRYa1F6x+ltvCURxC9AREAn3/1B2RMCffxe+WmHqaW/vauFTlv/GwoAK51dPHp/RbUZXppHpQ/auAW+3zpA/ZkO2sf34zGoiH7+D9xJw9KxUcaQpunl0pHJw6/R1pk8/bnMqNq0MdAfN9ffALb3L3UFTmRP91N2uYxBCMaSrSR+Poo67v8StqTU+n4xWTSNHLKGzJJ2z4dy0IPtimxAzONNB+n43ksAKzu9dPzzryrnvzzQ2+9s2/0APhZ9Wry3zgXa0I4XU6lrwqfQJbNT6rJhNl+nP19n3Gg77OYTY4EcEfqy3BkH047vDL1J8xNulRyJ6hOVtKWEGkONdK3T/dzEQCPv8HPol13DDTdmb2bd3Y3k2Y6PGPBheFvmgAAIABJREFU5YqkoQD4H3OuxFUUznc+efE4NTnNPJNhQ6NQIe9OQb1v5pi6e1xl557UWlpU4fEKRvLLNfh9LOtoY6bZzCSdgnRduCm1GIBKPIhFybPR4UalkFOQOEzapFgEHsKQzX7oVqr4Ii6B9/SRpmbRmlELcm4353CFNXNMc3OylUUA7D3wQ4wt4RqYwlUvYZhTOOOdK9//dCgA/qC8VTSoCSvjzHJWHQtcll9/uIma/TbmnPcLdIbBbAkn28c8TztXJz5HZvJhNAk9qBQOejVyXpqWxksz0sMuDOKcprTHs/T9mWj7o1JH++5w+XpHuoA59E4aKjrozDXSWtZFgS+Ovx/U4twh8P6X42l2luLWZUPO/ztgFBxz3szH+PTy1ohLVYExm+99b+VVP9p1/VujAcCCXIkqbxDw5r7zW1S2EayiRkFwg9LIipxXSdENunP1lMfRN0dFcZIbnSK6aXN40yMdtKPoSKwqQxZDdbcTxQkvmYNxR2mzlbC5/TKs3v4gqKfwubG+GgsAi+aXv7vwvGfeaHLcHg0Ab//9CnzOwPky8YbdpEwIAMHWjmy2716EXtnB73zvsrZkMC7LWPtWpEogPUmgJXMDJXtszNqcFmnWHGx0GMAa8d2Ie1MURDTSJu5vdPeCDjZe0BxVK5zafD71PeeSd6IKtSe2u9JY52Us9TceGs/lvja+2Zs9gIwyC3pozs8l49jBfdu/vmrmWABwnlnOLd3dvPPGa2PpRtS6otZ3/nM7+DZZTpUotJfJyC5aRFrOTNJzZ+JrSaFhbxItRje1FivdjkGh+Knw35Gk3kGZikGtYkVRNnmGOJz+FozeDXS6PsbvOkK52cu0Hg9BF+i+DAMHLptGd+l/VwAtAuDk5kw0Ie5dEfeZmx6dYa245Xr9vvtK2N21Dt+7kWmQhNR4sv9nEyunPA/JAhWPfEumf3T27cOtBBH4mqeZsEw14v7kQrYeW4MvyU/hhRvJWnQAbXrAVO5US9XmM6jcPgwAHvKB6KZ2kQfBJMtRzuzaQZInmOj8VHs6tvfvKihnxeoPyF8UfqF8+w4jZQV3//MC/dsrqy88Xlb4TQ4zXwpoeUUALOaW1U5PlLRtirtauLVzjvTMmmHjy0e2oDVqya16DEdW3ogdcvt9HHS00ebpk0wgcjoNLP62kJTewKVP0Nnxz9xF28JKmlUpONEx2bAf3d0d9B0YQ/7Q4cygR8PgR2LaojTanUOdMgP7TQVcWOoh6cRibLP8CNEyeI04M6deoaP7L7TNi9wDqm4flo/OuPMfj/zpr//eN+GWrw9d8+ycBbsx+GMFVJMowVPqNaR/8r1T7pjo15vb50NlaWJL59NUWgMpyEbjSx3rOqX16Mi1FlCalsaU7HySVAZSHamkKJJIzFRQ42pia9MJKnLSmVlYwJctB2i2ddNiM/JtZ0BINhK4nqBfxjlpPyZZlYPb66MuRUV7cmQ6pVOeoFE2sGjX30n+QQcXb7wXWX+E3qppL7Fth464uhNnLrpUKUYFD2iAu3z82+jhiXHX4Jw2KNEV/eNfeWo/zgkWnkwPWMfIjUmo94xeU/aeoYvHkyN9E0caxjizmcftneik6LPR80Nsbujm5QP1+JUaPPGpkruEJy4NvzwRW/xkZAotXoOH6XGVrBRMZAleCvUq4iI0xLEv4kaPn4/jk1hrSB6VZjjHo+a5zonE96fOGWmcJ/v8wSnr8Ry7lfbqcGFx8sKXyVlReOY7V77/tLnLVPHzp8owJClpS+zmvXFNYTl1xVFPMitZcWyydDd55Y8NNB51sviK+062W9J7CT4r1+ueY9K49wbaeW5mKsczE/i6IBywp7UkkVOXRnZ9GnF9WjTOwJ4xpffi0XjpzDPiFn3JZUiaYPG30KJyKcmryUAvnQkjiVTCh2XMsEgm0wuX6bm4y4d1dwOfGpdTuSMBW3cc/qwSZOr/N3t4/LiHeetG0colvMxoLeGi2+bfeevOW/+64sYffSGTIbmL+awmBGMUXz+lEmVOAAALfhnFrzx6SrQVge+M1K8pT9w9YNq2viCeuAWwPCMYUSTAMUemxwh1RmxixAoRY3X7BSrrbOSv86MXg6H0m0jv6znrvwqEm9dcg7M38vz1+fzcc9nlH3x+pHPNC7JrSUwwsWLxVwPj2Pf4GdjaAntezCkbzANcXV/GgcMzSFS28lvfe3xeMm/MdE6Sa8nPdVCf8TFXPlkwaN48krZ3tGQYFQCOsmyG0R775AJdWXZe//ERWosGY7Gcv/Gn+F1FHOprxOn+7rXBQyd708EKbnNbeK8yMRC8B5g1uY3PUsZRcvho6571F+SOFgCLw8+1Krijycib77w8ZroGX9AZbYxfd5SsPY2sz9PSYlBSOuVy8svPRuY2YDyawoZvPTSYh4lpE0OLm6rTSgGlLG7PkMwIId0dabsPaXt8SiIlifGUJAWsnDyCkWr7fVjc65nX7mKiedCNpHVyFocumoKj35T9pCdplC9ueOEKko6lotaEZNIZ+u7Nj8/uKr/pe2lVdyvYpY7H8dRNYSZMkmN1cRm5N73N2VNfPC0A2Gtw076yFWuCAveuuRzYdjVWRTwzfv8vUibVjXJ44dXkZgUqp49Uh5HCo53Emwejj9n9cbzd9T22uJcEXgohcnR6h/86Uj7EJV07mWvc/1/XCP8mv4Qzz/s4JgC+VPbhoqqrDk2TfIAfmiuddaEAWJwK+V3NEgAWx2gqNbPxnm/Rt+vJqv7ziABYBL8brbU4/V7ULgVrvqwYAL5i2645O2g8ezd13lLydA1MMuynXB+IMn3wx+Mw7x+9FUGoVGuohGs05tGRdYbs5BCS+wQZX8omY/x+GUvUWZRb87At+O8DYZPx7zTMiTTF1tZ5MG5YLAFg0Qd4b+V5G5IXNJHni0yZNLhLBF5QXErC51ef1P4SXxK1vUUWL3m9PjaYnmer6TXJtze0jASCK5JyWZO6mDJVPiUJWaQn6dGlgk+M1+QCTXiGleH7GnLoe3xe9nXXUmVuwuXzSP/+uuXgkL4FrnuFupksSLqC8foleJwe2n0emooS8MT9d7XCZ1b+GcMNJpZWXk1qV8BkeceSP3D8mzyUR9vCAPBGm577W4082nYt3h+LeUUDC9bQouCp9/eQMMvPvXpxrQjIjcmjBsAf6rv4iwh+R4FLJra14W9qZ7ZBzXKNjCJDeFqsoInYEbObyj4tO2ypHFMUgyJcgjTSGpFYtCBQTiMXJXWwMMmBRgzgEauPIcKtrXINnycks00TPfhVcEGoBRm/7ylhiePUBbmxFum/pm2gtfJGOuvCv5E95xlSzq0488MbPv2/zsaOlT98tJj0HE3AB3hCNXZpGYqDDaTDm2bUsax6/AAAbq3xseDie056H18nf5HZJe+i1gYi7j8zK43nZ6XjkwX8eIuqcpiwp0i6FIp83ZTRR2txN61FXVgyIk1CRXom2GQk2uQ0ZwQuPIHVGU6wpM541G4l0t8uJRnNKYjgOLkrsOn9cjEgZHR/fdFEunpqM6qpfUxpPca1Gz2s91/M5rWZOGqs+OcvR64fkovupGdodC9e6b+XBx/0YJWH88DrdxZRfN9CCQCfdcOPnpDL+ZE0PjEPcEdjuCmluHY1OpT9PsByl5aCNx8YXQeG1FLLHExM2cqk5C1oFE7MKiVflBloHW/iolQVU3SnW5IbWJ+xbUNHEkkOP8ydNjsfHLHwg71xpDsD66LTUcA3Lddg9Z+69cNIk6y89ZccrTkcUc3jEbj3iss+2Levbc0Duuuk5xeufH8gbVEsH+Ade+fT0pZPpryeXwifjBoAK2VyStVJ5CoNVI77mEkbTczbGD3jQkyZRlSAOgTIRigJRPqG811jmkNKBZdsDK6lkdZAyPQJAtWTLKy7pAFTmpNM6yzmHr5AqtDk6eWI24g3NF/QSAQ6xeeb95UzTqNEaDZjbAn4Ei+d0cbb8WMHwOK7OacIgCe9sxdNZTOHk1V0xMnxKuRMXfhTkllBx/F49lU7OWocPs5LkPeK9tzlSXoSnK24Og9z7PhW8vImU1AwlXjDoHVJu7mLpq5mrFYjE8YvRp+QgEKbTZvVgcvnk8yng6kGA+dy9O0u+hKXJBqYlpEi+RQ3OJ6g2fUs07tczO72Dr4nQO2CYg5ePv0UqTfy67tf/RGKSv/wAPj2R2fVltzy/eJj91jZrszD+fTNgWhi/UWKklw6npzrX2HF1FdOGQB3LW6nd4qZpnVXcHTnxbg9OlKmVjPl52+gywxPgxRriI66NPD4UNVrsetzaLFWgEJHRl89GhzoyhIwpIcHRrB2uThiLsZhVRCfa6BxjxtzV/+FdyhVI7SNsXyEBxmI0u9ldfsGplmOjEyZ01RjNAD48JUHp6UfTWHxQ3OkQcQEwAj0VJjY/OtvSaxPJq35gWEBsN3vYVNfHR7BR3ltCmfuLEIeEhXKtHQLO+bZ8fg1XJr9CsW68HQRLW9lUPOP0TnJS+BVDCal8iDT9SLLbEUMuT00L7Ngj0PmVyC4NAhiMmExhr9HJQWVivBLG0LzaCC626/nc/dUfOcW8ivLbIznu3HlDh8Y5TSRVmomFgDW1Xjo2TgIgPcYz92gLepinJTfNhpKCCzolxWXoD9JAJzo9FPR7aHduocPOv6EZSDncOSIh157fpF3FXMTx1Oam0piaogPboS0eTiFRJQTfARppd3rYnv7EXZ0HOOl4xsiNMR6RQorUu9gRsJqaS31un3sH/ffu0THBMAbc1EeaQ8BwLDJlsHfLCbuqVqD/+eDICShTskTn+4mf6GWnyvrJWKMRgPcJ/fxYkIrb8d3joh957a1cqPNRIWY7ifkALR7fDQ5xKj2SnabVex351AtL4h5SAZXynAmWsEDfOgqnqI1MznOxDRtJ5O1Q1xPoqyDvU4f/1s4bsTteHlfBjf25nwn2mARALdU3kBXXfhlPWf20ySvHn/m4T9XLd/2+Y7fjSYN0pLq8ZLP5Mv3NWJsUzFj5a9GHNvQCovZykX5f8OQGMjt/FFFIs8tKKRF45WC0YzbV0jJ4RzUrsAe7cm0sP7y3fhUoaB2sNXCVgULt2SRu2Ehx3VFqOLjSVYJuOQqjsgSaLAH7hHZLgsrjYfJiT9BvS6ZjnQ72ZkHOFzsoSvFx74KL4kOMOsEMptTEANmif7FQWA8dE3UTmyhtaKZ3x06wPRWF4d983nx/WU4yEQ2/ru/WAVnQATAz9+no1YdHhPlh5sLyXz4DAkAL7vuR+crlXwsrudgEKxg2DCxHfF3Ma2OIrNQalbVnUPuJ/87ZtqKwa2W5fwbpTxgTronM5sdi1tYlaQeAfjGYqLBO+DgTmzs9aGSQ6/Lj8npx+kVSI0LN6NWKWQYVDJcXj8e0T81QY5BfClqGVnd1OHz8WSnkeVblcxpD2j6xfQpuzpWc9iyeMzzNJYXYgNguPeKSyUA/CftdRL+X77oS5ITA9riWABYTIEk+gGXcZzb5etGBYBTFFqmazKxJXUga17PwnVJqD3yCGAaOq6oszrCfUfMoNFcaMWt81E9wYwx3UXl7G6c+uhuYOI3Uju1ZDcayK3XU3Ykidx6A9pgdOmRfIcF6Evw0DAvH3/6jP7u+2nx2DngGl38lbHQMlpdEQAXadWomowDAPiMmR28ZyiL0AA/tDp2XvHgUE8WAIu+voVPbWB3gmzA+kc0d1bLbsNSnc/xnr4hfrxC1DgLCqcJg78PwXSY7rpNmI2R8zji2dufHSA5M5Wk9HSyckowdcnRp00iKXsKRq+CdptDitTijyKsENdFhk7LuSW5CPL9NDqfxu/YxcwuN+P6I0eLfejLSmDTjxfjjfvurHdGBYB/8JeZ1cW3XlcaCoCHLpbTAYA98R46z2pFl9zHl0/+gw5LsQR8y679Qvo7WvHatDh7RPMEsO/LQeNVobh4hVRV3mVH800TCqMTuc2Dp8+AVaHF51Ygz+7DZhUnVpDykbm64nHsykOGmsQVvaT8zI2QoMHjgp4mP50nPLQcEaMfBsOJDxv4Tvp+9P0tMLGniUu7PjjVvTmq90cDgAc0wGIeYEGg1tk9YAItzeNdTdzaGfBFEdMgbfr1LpLqk4YFwMedXRx19KBxy5ldmc3UY4M+dUJSD6aLPmNnRiZZ2lYWaDdSkByp1T/+gp/2l2aI4ftijzWuF/Rm5NktgVySoSkihkboGPo8pFUJkPWJuckM4FYF8tJZ0sDXv/mksz5ctBXKKLq9Bv6TtpA7f9OBXJeCLW48Xk8gcvZ3WcYOgIO+XoHLi8ikQtORnCwALjV60BubeLf997S4IiXi0eZgQnIuN48/mwsL5gVyLI6mjNZMazRt9c9AUCDg9fv4omkv9+x+gz53eCC9fO1Ubs57WnrD7/VT22unbUISfu13qxEeHQAWNoj92mRL50lrL78+dEEEAP7np7vJkwCwuM9kIwJg0d/37rRa2pTDxzAQge91VhMTE8I1Rwc6LXxuLWILAbeKMZeR6DzSc2BJXCeXJdWTpXQSS3FfZbbzSkIq32YPv1ezvRru7y5hnGcMLhmjGPRIALjjza7pH/7r48evv6eAogk6zHor702oIXoapAqJti/9sQFHbwITFv1kFD0IVJkr28HVxQ+hi+uReOienDgeX1KEsS+FKdvKpGi0WU2DWgHRpLlyQQ2deYFIvEHAtuCQipn7E8mrnoxXNRNPcg4OTRzF+uj7eygZXX5weQWqbQIWL5gsDsb3NpFsamN2XwPl9i4OT7SwfZqLj1e4adXKGb+7kMKjOWicoh9c+JC7s83Yp+zh+toaprb6+VfnXRzfpceVPfO/YhY9GgC84oYfL0MmbBBBUswo0P0AWJxnXVsZWWslhfGoy7iEHSzKHrxzHJleQPH8LlJEN4KRWG8IkbrtPnocfpqtPjpsfjptfjrsPmpNPmxeMdVX9It3YI3E/lS6Ts7yIjWXlOvQi2B4IJXkSJ0bnIJDDic7Gm2cs1lJen+Y9COmeWzvvHjU8zTWiiMC4P1tax7QXifdBZcu+Ib01E7pzK18Zi6W2oDPshgEK6HUKJEhAIDTKOPEqADwBE0quXFq2lRfc85roHGFCBsi5RMhwxtBWCzdnWS0FlrpLXDgKffQsdCMXAQ1ISQx+JXE99/PeuRuDsqdGFUOLCqXRG+xDKVgTr0BZ5xXAsZTdqcyc1sGin4z9uiXZujMc9M4rxS1JhDoz+v3stnZisP/3cZgORkALN37+9d7cAKCc3AyAFhutqF8YxutGkhKH8/4WTfSY8rm0w80WB2BG9zQEqqg9HUfwda8A1fbXvAG7jWjBbnR9sPw/sMCpWWzmDb5XMaPX4xVUHGkxyJppYNa4iAuStaouaAsX9IG93g2UOf4M3J3M2e2uAYCZRkLktl264LvDAT//wYAm6caMc3pobhBxsdrf0999xTKvv8ZpVevi8qTunZPpH3zdHTHHeTO6cF3/aLAxvjMRt+7SvRyNxNX1BBXbsKt9GNUe2gT/GL+80AZ2P/hy0ewqJEpBQSfHGddMp5vc5EnOfEpZfiMqfSOj6cFF46gsCcGV49uBjCo91L4/Mwz7WV517ax8twx1R8zAB7iAyx+LGgCLf47mAc4cRgAvN3aSLfXJkV4Xr2hjDiHqC0ITLzrnC+ondVChyyNpepNVGTuHUoQOrf7qH7XJ+brRtTYCp350JsiJeOTaW1g6EWmt0D8EIlbNPOcUPYQS+IocekhbKQfPPutBmSmLARrAniHmIcNob3Fp+P1rHO48E/HmJh1DNmRMzEmnjkmeo218skD4OhfGisAFtOEVPR4ebfuhzQ49vVvrQCtYyWZ/92sK7iiZDFapSq2vUx/98QMJ2ISd5dGjugnJN6LRNKI+zGS84vJ30FMURJvE/PWjjCbMWx1RK3wWzWbefnYBlpsgybj85OuZGnyTegU8Qg+AduBVhqKDHTP+O4CJp1+ADyyBvj3qbWsj4udXiXL5+Xu7mbG+TwoRd/eIVvnrVo3r3gXIVPGNqcc0d1+pOCkIzQQ+lgv97AgrocLk+ooEROyD5TBDfyN2cXzWXm0JAZMbYNPhrL3myw53Ngbw7RwrJsXGAkAb/3NjsuqdlT9aEQNcLeWpTXjpR6IALi7Wc7s1b8eVY9u87zGzBn/kuoq4lP59ZrJfCU3Mu/LyeRVB9Z28OQSNasi8LUlOBCTLVy11sCqbVpEufCkygSenHIJ8WWl5MUN2f2jEFgM7ezQV/o8AgctkNB0gt8efmuAd1j0ftZeruCtmXIMezMls+nQIppNf3LjFtJ9Zu7e1EJvx2V8dmgBva2JkBPQqn5XZbQAWCYXNohrVnDZ8XdGzwMszyyUtpq2rXRMALjEsI+lOW9JR5xZrWTfmYmcN06MBdG/cWPtpf6b/I4WD4e6PWxvcdNp9wdyDIswLkbI25kTchhXmIYhLmBhZ7W7aGrv5bwlFeRnBsxI61pNVNV0cKy+m+rGHvrsg4K2+Tkq5ueI0eDVw2iGgxSLXFg7+uyc2GXj0sMBP/UeZzZb2i6nx336BdIjAeAPDvjXvK5ZKQGOpQs2kp4asAQ4+MxcekMAcNAHWATA3cZ0koUefi1/M6YGOF6uZqomnd6cWmTtW1j1Vm6YdV3oeh6NtjeYONqp89I2oY+2syzosuWo9b4R42bEMmK3e23YcEqxHdwKBQc1FjqUg26HoX08780Syg8lkV8fxeUtZH2KYzEWptA+eyZ+lYxOVxu7vN9dgKyTAcDD8ZKxAuD4rcfpOlSPVSWjfPo1pOWfw47NKvbsDQg6YomH5F47pkP/xtW0NWp3ggA5ZjT+Yc7XkcBzqBCjfNwMJk9YLYHhVpeMoz1mKSCXWCf47WnpyczJTkOrUGDzHaXG/jBTmrcP+AZbsuLZc80senNPvyvSqADw7Y/Naiy5+fv5R+8ysUNfLJlAR5SiceTc9DpnT315TCbQrjQnXcvaaeiZRuV/foLbY5Dmr+x7X0ia39DS8uVcqt9YhbMjhazEOkp/aYNpGXg3uHB84CdFaWfC8noS8/ro1rg47PfjDTHVjlwukawhYjOHVRHw2ZW4jmTiNiViIoOeOC0mS+CmHXYeRDQd/QaQ6jBzdcsH31mQrLvzi1l63ieSD3Do2N66o4fygt/9M8wHWNQAjxIAJzQmkN74UJgJtOjvu93WQK/PJYHfNWsrUPb7a/kWfkPrsn0c9VYwUVXFmbmfDFlCAvWVWhpftCNzeMPAU9U4FYXNXvT95nKBF8PnU5WSg65oKpr+QCHqtHzkqsAF3Ge34HP04e5qwl69G1dbqDXBELoExXdDWYuYYqMnAzoKwasM1zSHnMV2QcUG50S+Uk7m+v/by/JSB2bHtXgMp9u3KvBRY8/faJgbMFENlbjqarwhJtCTbtlqueDZpPx2xg1jliy295z6YpI+uWY4Hj7wbFKnG4WlhSearsYXJb1ScL3Fq3XcPmEVl2QuIjkuDqUutlTfrQKHVo5bJSCIWuGTuDgPLI/+A0LuF9BJ1vECqqDAOFa7Ib+LfsIP7HuXN05sHNg7icpsVqX9lAkGKW0nrnoTPR0W6lYW402MnmtyVJMZo9Ly/Q+hv6U30gc4zAR6LBrgfgBsSkS9OxDYLlhEk+cbMqvojHFJEetdajNzY2+3lKtzoPQflps6vLzSN4V2uZhUPvYFOcr2xZAgI79QjiEp0K5cLsMQP/gNkSw+n0Cf1YfgFXNhQ69FQEUvUytayc0NmHwfrEznYFUaPUZt1At6sdrKuUm1zFV3k6pSRsi9vrX7uKt43LBKsaX2JO7vOT0RhkMBcOiSDJpAv3Tua697XO6cEQFwj5al1QEALKZBqq9ysPDi36LSDMnvOWSd/Ur1MCUVn0q/6oqm8ecV5Ww5YGXKjtIBM2fxmTPOxafXb8Wj9ZLcK+NXL8Vz5ddpNJZN5cDExSjjQjTjsYTCowinNNq94hAl2XYH3o5Wrt3x5sBru5Z38esrfCRWTaCkKpDPVVyeHq2Hyvk1HJvZwPcP9HD15kT+XXcxRzfFIcxc9J1pg6/0/YF/3a+mXh2e7uWOzUUDJtCiBlgEwGJf/Q47/q4oADgkD/BoAbDo77ss503y9MeoSvXyWakCXZHAzzISUIfs36F33Q6bj29b3GxrdVNrDmh2h5YgiRdOK8Dh8lJRFAC8V5wzmaT44ddcNBr7BQF5/wVqx4FG1m4/waY99UxK8rOiSMP8nGi8VdQ4y6K6F3d6vPywqY0bD+hY3qTF5dfybef5nOgdfeC/0axF1W2/5Eh1wOIplOcFfYDvODxrTZciIJBZMl/UAAcA8HAm0CIAFuf3j7Jn+aYk0lxfBL/zdTl0+19n/rp4Es2awDEZU5ARLSDVoDWbX+Gn+WwzzkVWPGljd98a1ot7SJ+sgosGtYM2lYdGZWS60tKqJK54tpy0jkF+Eu0q7VXJaVw6B2tGCkq/jS2OFozC6bfGigWA/2Moo3RIEKzhTKCDa2m0ANjdZkS+7iAmjxutPp2pC3+Cua+YLz7R0NsX6iARvko9Pcex1qzD3bZ32FRzwfWqUetQKVWoVRoyfHpUSg1WmQuvqGAQcyELAgleDWX2JCkX/FGhlSZ68Pm80v+jlhjrsLBwIqtX/ZLk9FIpj/CBTtOAv7JGoWBuVhrTMpKlu1aT42lmHXmcNNcg79l71Qwa55xegeWGD+4gabswvA/wTY/NMlbc/P3kTffqOXZoA77tb0UyRG0cyfduY3Xcw6impYwqCrQIflsuaWL/ZzfRsuc8qc3kKdVMufMNdFkBX19ndyKmylKOv3Q+js4UijMryTu7l9bd07F+qiFncgfJBRYW3nCANqWHFp8fCwK+IVeYYFCVNJUHrUwgR+NCgZ9k0XdJAJNXKb3T6tLgFGT0eIazOx/ckoJVRc8b03F0JdI4XY5DESBY6BoIBSbBiesXokr/FZN6l/c2cU73+tOUSQE6AAAgAElEQVQKhGVyPz8olHPlJVVkztAOgEpxLt75cQfLCn/y2Tz/ttwwE2hgV18tOx7yS2mQJBrcU8/PmhZI/zYXWtjwhx0RQbAC4LcRi8+BxqXkuvenDoBfy0//wnbNVNyChrIOM2sWPB62fna2VHDwdScT6k9Iv3ekyKgpUdOareKzFXrs+oC06/v/tnDeV+GR7TS5E0hZdjXKOFGyPDq0JNbyO3qxHfsWe80ePMbBVEtRL+5DTamtCQjteQj2gDR7gKYhl/5dzmJetC1mzsWd/O/392Fvvhxr9unVFDrsLnzef1E9Q/TXCweV2noPh/89+4V3X3rs5nf2TnrpKfXt15+v3UKWb/gACX8zXETue8NHgVZ7/Mxp89DlPMZzzbfiE6JLYMV1dmnJAv4w8xq0qhj7Sbyciv5gGgGXWo5vxKwb0Wg82t8ClnUiEBaFKQNgODobH1hOx8zNPH/0K96vG0xeX6FfwpqM30raYJ/Dg2NvC0a9goaVxafNLFrpdbB871/Q/MjO0kPXkNo5SSLzjiX3cnxjHqrDbb8743LVFtF8UhzC612lfOxv5p7WC3FdP2gdoeuW869/7yV7iZZf0g+A+wyodwRSm4lFBL9XZh2iTxH9UBNTGd3X08I0fySt93S5ecoyTQK+g3theBcRrQ7SMmXEJwvEJ8uIjwvPvRyNZ0p8tf8D4mpXKT2cM2cjamVkn3pMWgkM79ibTUtr9EB6mcp2fhh/kNnJ4cKpOoeH3+aXxYwWLfbhDEciD3efeh7WJ+Z9Q/v22+hpjgvbwYULX8SwovjMf535/AZRUn4yAHjq8th5gMUIz3cV/ZTUxGrJv9Q651oeaXPja1WR2BM+X6LWd9/SY8w6IePnrycwrTaToxMW0FA+E4Uihu/myYDg0bHviN3q8UNHaxdXbX+TFKcFV2I8NRMbufs6M5aucWQ1pZBTH1ibxvRedp5TSbm3nT+va0bnkPH+l7P5uvdaZBNOr2+w36XgBs1d/OZPPtyiaUpIuXZXNpr//d4L91WtvjkUAHuN7WCNktlCJkeZH/BXHwkAi8B3ec4r5Ohr8Sg0PDxfRX1aKz9NT2Z+qKBiyEwe6vLwdb2LrxoC2tho5IiP07BkVhFXnzuV8oK0gUv2SBYdMVlsjIA5Yv1em4uNe+rYuKuWPQcbWJCrZlW5mvJElXQ3Hz64Fmyz23m4s4eVtWpuOKyXAGqtZTobO04+yGPoOJRqJy1LrqfX39vvHRU4g8XveFx+/nD1VTsuO3LW/KBi5OylX5BgCPDl0QDgH/A+x0vDs2xYE+ScSQIVW9eTVx8jiN8Y9lHXXAs9V5nxxcU2lxptmDKnz47Da8OgSkQlD7qOxSawGy8umSDlNK9V2alS9+GW+dHZlKx5uYzZmzOHxtcanP7+Bdc1roi2WROQCV5OWA9yXHb6tIQyhYMNB+ZQqhBQtvRgagq0vWBOG+9rx1FxotK4c+3FqcEo0KMBwOl2OT9rMA0bBbpvaxWuoy3St0Q/3/yy69i5Pp391bHjWvh9Xiy7/omnMxDUM5aGdxzZGLTxdGkd+NWR+diHCz4ZCPQ7uO8UfoizCrTY2+mTjS7Fkkzm5/xbZjAl62608hy6HE62NHcO+C9rlUpmZ6UyPT2ZVvdrJDc8wMzuwfP9dIJgq0fLlztvpOhjUKn73WfEO/xQZnXjX2a4CqctUX+x+yI6n/sRQntk3l1xcgx/qWRl1Q+Iv2H6qADwjmVJHPj4Vly2VEmKN+v+p0ibeSxwIavN5cgzF2M6VCYxl7yUKgqX1tFRcybOL2VMueAEMy4+glLjwyEIVPp8dEsO14Hup6rcpCu95KidZKtd6BQCLp+MeGVwo8eEpdL7IhBu8WhocalpdQ/V3oVzmIFFI0Dj5onUW/NwBd1Yoii7AuA3UkMimkWv7vj6tAXJUhi8/KCwjptvg7jUcOnYf37awqrC23YVpmzOHZoH+Om+jfBu+QBg7n2jmV9+GdAW2VMdrH10E1qzhtzKxyUNsMXnZKe1CZfgIbsjnrO3lBDnVCFo7RhvfYEd2gn4UHJOzR6mnv3RwNF6oq2AN/aVMGPdUVLcjVRVqHnzknhOlAakvQHGK5bBSfzjY1ZmymegL52JKr0AmSz8AjaUqiMp+qT6fi/u7mYse77A1Tw0QNkwp4k1AX9XFlgTA37KobQW4B3bbDa4JpJZYuXBx74gfv3lmEoqTluQrJoTraTm/J36qZGST1WPl4N/n772o7f+turtPZP2/y71l9N+5f4Puiia2tD9/mjCBRS+G4haGa2IUZ7nt7o4ZP6UL7r/hssfGfFVfG9uxjj+b8rlTMkYEsRsyHSa42W4Nf0Xh1FpiEZxuo+iishTDDYBjVtAZOSRt73IRmp727npm38MmEUrZRquzXmUYl0gn67f5aVvbwtHl+fjzDh1X9Hk3nrmHn0V7Y8trNz+v+jsGVI/ty+9lxMb81BXtb08/zLFfrlMJkmUnjRN4Gv7ce4vvhDn+FDpusCrTxwgc5mOu/wBX3uZQ4tmS8BtRAS/N2VW0R5D83tLXzeXWs1IZBpi9rjdrOVPxshclbFIINd4mT5fQbJBE8wqEXD3i8Eno/o39VefWlJFaW5DzLUafNDabuCTdSUcPBwC0EPemq48yq+yWklUD+4jq0/gyeRMvtBFB89il39szuOqvlMTaj03+ysq196J2xYu+Zl2wRd8s3nfnVXvVz0uAuDbHiwiq0grRYH+z8QahlRnWhQNcOHkMymafFbE/Ezw1vCDyT9Bo7RSXVrAvUXjmPT5BJTe8D5Y4x3sXFVJqckqAd/yznKOlc6hu2TiEK48IglOe4VoS8bpE+ht6+Ss/Z9TbG7Cr1Dw5SXtPHq+hV5zITO+GY+hrz/1HlC5qIrclEp+vLODlp2FfLTpl8jGT8Wm82PXD2oeTrbzrg49CxZ/j5dujFxD85riKbryzrWPnThzVRgAbqtDCjwSUQSUBROkX4cDwKnqVlbnP41K4cKsUXHfIg2pqV38JC2FTGV0DdnhLg+vVdk51BXpTyne66ZX5HD+0vGU5CYzpfz05Ycfy7z6/QKHazq5+4l1tHX3cfZ4JVdV6MlUDaP1EwGv28ODXT3MOq7gusNx0r2r5jSB4OTcBtbH34ghRxPh7uN2eLno/J80PtAyrSDIMi845wPUqsBlfteDS3GZA2tR9AEeagItrr6z+RZf6SAHbCtQM8Hm4dK1+0lvG8a9ZIRz1Kfw0XmuBcvyvmGBb5A+FpcRj8+JaKVuNh5Bb1OhdSkQM8RpLQId8m5as6z4lP4BAaV871I0vfmoyuvIKZeRlGQgXpM0CIylxsN3sUcQ6LSl4m2bQF7rNCzCdvL3NlN0PErQyRCJizNRT/2SObj0OgyeGta63fRy6tZYWn0dn++9lHGKPvyNvfTWJ0l0nnNODZ+4plNRfaBvx+eXJYgA+IuJzg1vzh85TVO8S8ZdteaoANjv8tD3TSWe5m6UqjjGzfg+pp7lfP7VIKCNtmfcxlp694iBpMIzfASVOQnyOKbEleHQCHQqrcOatI9W2DG0H8WeFOJ8Sna5T2BymAbSXcba4/kVbmYtXcbEzDslIFxjsbKluUPSDItF1AbPzU7D4t1Fq/FnnN3QRXw/e9pyxxmnJV/wCUseletmU7Q7e3gN8GgBsPbOd1jY9gp5N2Uy+6/HMRB9kzrV8bzRdxs2c+BCos00MuPu50koFQMZQf1HSzn2zMUo5S7ml3+AcoablsZLUGx2cMZN+8goN6LS+TAKfo54vfT2357iFV70ci+rU0xoozkAhokphx6hsW/NR+1xrLeEROmMIu4MLpwgGG46UE5da54U/VS63YVaDMaKw9vfhRUdm1lgDPhTnkoJAuDb7pChSQy/3Hx4dytT8642zdHscwwFwE+kbUf5Z9HfKNBpx24TVz6eTbY6GXuynbWPb0Zj0ZBV9zy2OD3r+2qkSM9lDSks31okBUoQwW/nba9Sqcthir+KKbY6EicH0hvt/PwCfqcvYd6+faw89hVVpQpeuyqZmuKAFijUe0yczyxXImf3TGBlzySK7WIgFukLo4JLsecv+vuC1429fj/2oztxtp6IrcYKM60HQTRbaitBOhVCyn5nHq9az8Crk3Pf059R2jSXXpZjH3/qwRuGA8Aak4+qvy4/+u5b90wYCwD+u2EVl3d/ytZNg7k/g8MRwe/4FiNrW+7luH1LTC/f60tWcPe8ywKvRZlm0SrephO1vjJiZDQZmMFRUXk0lYapI/MLGGygCzG3iVw3gQbEQ6Wxr4vf7HpNyi0slyn5Sf5bJKsH/UL79rVStTDrlEFwEADr/qeH1evvQ+UJSPx3LXyQfev16NuMJ85YrX4yAgBPPB9n4eAlWuz5l2/UEDdPzrnNRsqSu8ChQbtlsQR+f5p+jGp1pDma+K1HTS3McPdLd0P4ns0Lb5hL+LA3dh7woK+gQuckd7yN3Iwk9OrogoGY5InyIPjTxYs/HxN73LU/k607c2lpM2C3i1HfB1/3xbu42rCD64aY529R6ngkOROrPNI0QSnIeKZj/CkFxpIA8Oc/x+0IF+RNv2grXfUH33j7r9uuGQqA355Yg3NIdxa065nTUC4N6G8/rcbc6SE1dyKTF18bNkfnspaLJt8v/fbJtDxeV09h5saA6XSwiPN7ZG41ztwG7n86iQWHNOyZfS4tFbNH40U0Mk1Gs19HbiWiRmiz7e0mLtv8KilOM7Z8gd//qIqPytIo31PCxN0l/e8K1E5sZefKSu79ppX5m0o5/NpjeF0JEgg+UuGhoeDk/QuHA8AlnWrmrfnN3r+cWDprNABY3EvK7EJkah26xklkro90QxPB77n5z6BWOGlK0PPIXBe/LVVQooluffN5jYO3jzrpckTX/i2aUcgffriCeP3owMTJaoHHQmqfX+DVT/bz6sd70cYZWT0lkdXJ8eilPOPRi9Xn56GubhKqVdx4SIHeI2Nd0w00OwIChZMtQQAcL5lnh4vq7L1O5s+4vO1l1XnZ0QDw9t+vwOcMgPeJN+wmZULARH7Lt2fQ0ZUjWRBOkNeRXRL4vaFMw4oDbaz5pgNF8NCUGGyM1G9he6z/7JILGJf00n5VZCaV4P3Vjx+zs4s+Syd9rXkIXRWo7BNpS5mES6MlyWom1dw1MFxTfAqmhFSUHjdL9n2GwX2Qto4U9jSGC94ErQtBbUOzYAf5q2rJTs8gThk9m4LfJ0NongHiH6+GlD3ryDsu3pdiu075FHJOrF6C26BDIbg4Zj18ytrgIACeltJK324FtvZ4iS4Lbt7Lh9VLmdC9q3vbm9ekjwUAGxwy7uzu4L0X/x227ETwa/lsNz6jVQK/s5ffzaH9pWzeHj3Ilfiy32PHdvRDHHWD+aWDjeYKSZSRhSLRwHHdcKkvw1f/sK5LI/DtoIZYJshQuh3UmwOZBEJLaBNalZ+siR4K85ezYOKvidMl83VjO0d6AhYwYsqk5YXZKOU2Kq23MqdhP2V9fhpn57P36lknu20H3gsC4OI9uajUgwdqxCq7+uGpfRUzzzRIGuAXf4rQEpnGRxy87ocvMMfyBTkX+Tnn5d6oHWzISebTwz/D59ZKwDd1+jEqbv4IlcGBoyOFfffdLGl/FTIPq37+LjXfrsL2oYaVP99GzhQxQXygeyd8XkwKF5kqD2lKNxVxdlRRVQmhUz4cBWM/6/MpeLVzUPIZXUoSCajFX5prC6g/VoxL1q/VjOobF9mi3mPj6qYPyXKF+w6NheoSAJ7QxE1XedFnhktKP/5TK5PSLrItdtc2V194oqLwmxxmvhSI2Ppsxi78D+cNSHFc+3u54KFUSnTpWDNsfPnIFrRGLSnGt6U0R6IGuKAlkXM3lkrgVchqpv7G9+mQp3NB4rsk60WGKcPdms7fd13Mt5ZpfG/be6TIP+eB/0nh4ORBQUnQu0Gk8szefK5um8tCcyxTw7HdpMZa2+ewYj30Dbaavfis/YdGLB9hceK8CoTObDw9uSjFUIn9J1+LJ4k/9V6IXOXngWc/psSfSV/HVdjLws0+x0Jbsa4IgNOznqB2euThrzd62f/I6pr3Prir7O09E3f/PvXns+70fIzBP2iqEvk9AVEDvKZnHfs2vB72WAx2ZTr6HFu7ApGQgyWgJxGZdGBfXpq0jAdXXkWYYj5k4nsNMpzaIIsZmSJSjYibVeCrsaVKYqANMcDWoMZy5C+JOYxB6xLNowctSQLfif72R/Xf8ovtz5OpGccNOU9I5tDBYtvdTG15Isapg1rHsdI3CIA1P3Rw1v5bSDAXSU3sWPJHdn0kJ9nkb116ruoXghzJCXJAA1x0QUADHILw1r1fTcZcDTOPWJiW0YzMpsW9YwG3ZxyhSRU90vNdvZ2sHIj21z8TAhy2x/FY92Q6fcP7tQtqJ+njO5icX4JcpgiskMi0kcPM8GDwpaFrLknfy/KZ0QN8jDTPHq+cLzcUsWFrHg4pQF+g+PQe8ova+D97IyWyQVDQZHNxa0I27rTwVEXiqoj3K/hb57iTBsHPLdhE1Wd34OwL589zLtuCqbryg5cf37pGBMDX/F8eZdMMWDV23p50TAqKElpW16VS1pkv+Un/6XvHpItaUkYx05YPAqWLhQ9ZOeUv0r75eFI6n9mWDfjJhrbVObmS+1/3kN8VmJuNZ9+IJTO2oGNYWWS0rRNrMw4j7Iig6SjqihrhFf/5OynuXvxyGUeXVvKba1Xovl1EXm36QJoY0Sx6/WW7+O2ORhbuT+PQk89LIFgs9Xke9swcPhJ6rPUmAuAzFl3PCzdFCn3yOxXMuui+A/+sXjD97BvumI5cJkm8vW214IkMFCSei4qMQuTaOAxHziBt56VhnxXB76qCf6GROzicnsAjczu5JzeeKdqQPdo/Z7VmL3/dZaU2JOVIaDCcpbOLuWrlVGZNDPhQ//+xiObRj72yhfU7DpNb4mRJQTIXJsajEnmemO1BTM05pONvmi2sa9dz8+EZTG3exacNd5xSYCwRAG9MuIm4bFHAEP613o5epk66qOH99CsLg0/OP/tDNOoAbfc9fga2tsB5MeX26BrgAnk7uZOa6ShU8+vXjlDYGkUYM5q9JAh0XGDCNIzGt93WSGdLIuaOq4hzJNCTOMx+j7IgFF4PJS3VODU62rcJ+BqGuWcI4J94CM2UOmathvgYmRQkfO9VI7RNIv2DeLIONwXsAqPQVuxSeyF0LjxX6p3C7+CY7cgpgWARAH+291LSM4yUeeqp+3Q8miQH028+yEe7VjAn/r2adQ/cVdaZ1Dn963LXvhcXj6wBTuyTcb3+BF/f/9nALIaCX/HHifNup7N+Feu2u2JCfnf3MSz7nkcYovW9Q7aCG+RLOa7q4um4rdSrRpc2NtiZWBrgkSI/RwumVSgkMVmWQZW1hs226oB1QBT8I7atUMKq1bcwf+ZNkjn0p7XNUtToNJ2WswqzSNdp6fMdIrvuEVK9B1h398pTZksiAD60cSaFGwvQ6gfv0BEAeMWv81sWLbsoZ92G+bR/+g/8NbvCHKyD9ubaHzzP3N61JM1tZc26cKbvV/s4Ok/Hxk/uwuvUE1/Swry//A2FNsAQjIfK2PfHm/HadKg1fUx4xIP8ZRfjsuooXdyIUi360MholdtRqhwUax1kBJ34htXshs7TEG4R9WIdKWUKaoD75WgRzC46Dxr8VVxUdZVF1DaPGzH/ZWhvFX4vVzd9RJG9+aSILQLg/1lpZnV+J7mzwwNTrHunnTLjBbZl1uYtxy47vDLtSDKLH5or8fEgAA5+1LnfIgHgYm0aplIzG+/5Fn2Hge7uf1Dl6JQCXl3y+XgpCqG/+ASHrtqKQ6HlsqwXiVMEok36vXIu+epOpm9exOKWv1A5byv/vDUZW1xg4YUeV2W2dH7WuIKZvQWjGvdowI2094alXCR1Q+s7m4/St28djrbqEYILBN6yNYxHF7QaEAResZ7BDncZmngvr6x9BboysFb9+JRAsASAk16iNorpTUqzh51PnCcB4Hf2TP7mocybll7p3E2ebzhpoAiAL2RNz9owACyC357Kv7Hd9GpUegStHl5Y9lOWZIvmkUP2kAC2OHBqA5Gco0YtGeTAAUqFgLc6Vw8ujwqZV0OHXYPJ30uD0IrR7ifOnYzKradT6KAn4SBebwdJgg21LRevO4UFeTKmxAlkJVSgV+cgl4vmajEwbT/BRTmawSoMrxHur9vlsPDg/nf5ts3MVVkPkqwajDR6qiA4CIA5Q8HZigtI7ZokzdLWOf9k75cmCQAvWa2+NugD/FjNbFoKW/m+YSbCuICFQXANb/i4juTJMLPGJgHgrzoSeLxHiVukx5Ai+vs+amqj3Dv04i/wbHeppPUdbs8l5dopHadCo5KhU8VFWw7DBpkK684wQGesGuCh4zSatbz61kRO1A4CW7/SjybPxPd0DVzqCpr3Czx/sIm3Z0zHMwQEi22KmuAfmHO50jp2c+g3zznI0fWX0VUbfl7OuWIbpuMHP3jlr9vWiN9YflUaiy5Kk4bw6YQDVCcEhTQCcV645FgxqdYkbH0+Hr3thGSpkJRRMgCAF9R3c/35F3M0Tcv9C4vJ/3oBKV3hMQzEtq2lR3nqmcDasSRlsWXZVXgN8SPSa7Q8ONbWG6tBz2i/Z/f6yd+xjjPqd0ljspW08eDNnRzpCAf/1gQ7Wy44wGJTEz/+TMehpwZB8IliNwenRI9eO9wBJQLgJfN+xrO3R76b16lk9kV/lACw2MaKm+7wyZDJfR0N+J2OIQE1AxxWzAMsAuCULVeQUD3ovz8AfhVOPipN5PPxHfwwKy6qv+8bVXbeqIq09hC/cPetyzlrbimG7zDv5qgO9P5Ko9EoO10eXvpoL59t2owlR+Da7CTW9Edyj/at541mvjTChXXncvaRnXxVf8NJg2ARAO9M/CFkKpDLwn28O493MHvB1TUfZVwxEC3vrEVfkjSKPMBSECwBUvQmEs9q4g8vHiCrM7b2MywwwsA5GjhDnSlumn7egTst0uLM43dj7GzAv/P/Y+4toOO4sq3h3cytFjNYZEmWLFlmiO3YMSSxnTjkcByacCbJvAnThCbMMEkmNMEJOw44hphZliXLFlhkMbSamar+dau61dUkyXnf/63vrpX3POqCWxfOPfucfc6pgpF3JrpTSRm16I3IE7HPi3n1uzC5O+gAi7foEG/WhyhXe31T8Qs1b4xncY53uRDqv7Sgovok5OLIs4g9xGjQtkTIty1A1vYGiGNha5pGy3QKrsmrmPET03b0Wo7giODPGXIIAN686xLE52tRlXIMDe/NQly+HpMuaMfvh5aMAmDSxa0l/b7nz7HEpiH4z+L0ET7OXLATxy5nGZ4B8OvVWZhBITG/NtNd2HXEG1UkUj43bI3fMV5fbpzvTOTjn4JL8bnyKGrEXTDwHeMnoowyQ/8bD3C0CQ94hRNoOQrypdjb2gKtLjSPT3DJ0iifXoB1qz+F2e3BLx190DmcIAmyiCe4II5lDHjN/0D7ddFD705HvhAAXN9YjrQP8hCfEWTJROy0slenNqxNryzffnQFA4DpjprRwScvDKB/AoCJB5hfehJX708J6UvDMh52f/MwfAT8FvRh5rNvMl5f0swdmdh/+9+ZTZQ0ZQAFjwpRdLgJ+RlB4OcWOJGkGkHiaMKTMQRC+Cj4JanT4Iapywp5khSOEVa5k2gIFY4H8htpsiQJbEMO0H554fHSaPcoMKjSwJDBKiCRLRq0CnrF2Otp9Pdl4MSx8tHDLfYhzrpJmEOP9uLi3l9QZBs/1i28XwQA37NCj7MnjSCjKhQAb/1pEPkDq22zxS0vd53Z+UhycwLOeHYmswljAmBZEnSTDdj9wCGoe5KwY/A+LNmXh8KueAbA+s79FrWVDlh9QlyR+TGU/hqido8YzzScj5y3/oZi/nl45S4LjkwL9ocVe+x4Xd87H9f1sbGJ/yfaeDENYylSob+xT3IPn4Jh939DEmexVg1mJ4x2mWx8w/AkUP0FSODbmZ9OuDKwxVkO0WIxHn3iR/D3LoKjdw1MC05fuSIvIgA4Ie5jdM2NtDwm9rhx4K1VowD4udTrFq1yHUOxlyT8ih1ZSTzAa3W/o9bvASbgFyd/wM9DT8ecDpLl+Zul96FAExkfRsIKDXE8NqMzM81hADjKBOjcFKwuEXRuAQbtAmhM7ZA6DVBY2WRlfZkL4JSGljoJdM7rA9xuCm43DZcb6BvwwGC3wafuhIznQL4sDiJeE8qzaEzNXgyxIBIEBJ4lctNQW/0xwoE/xlgwB4ZacPfez3BhygtIl7DJakgjILh5WjKs+bHfE2tgAwCYnsXDcul5QQBc/S5q/9BGBcCOchPOpYtBF4cqZPs29UJe6EH1KRtOibR4Yyg06VKgDwUeF54xDiLZ5w1ZJl6ahycHy3DEEawFGz6VyiQniqfyEC8PesKZ4Qq3O3IYA8ENE9VuErlSOR7kicYAxxrfQLeONyXi6w2ToTcEZZJP7cLMzHb81diHBKmEkdkfNvTg66rKCE9w4PnzHRo8O3J62aG/XlaHpp0XY6gtNKENFwATWZJXJsc1j7IZMHcWNqM+MagFKgkAbipAnF2FnmY7Pnq8iznT4pJZD3BGvwB/OXM9DpUP463CKVj8fTWEPn8me3/n3RIPOmc34KdHWUVgx8rrYU4KKxszUdTJGfDwW2I+ItoPp/m+sQCT2WjF8h2fI8WqhW6GFU9c2okGRxWmc+jfZAxIgqwcSQde3qBH7Sf/hmWYBQU1Va7TpkMzHuBZf8OHN0fK56whIWacHwTAS276S6fAI8ojAJh2OUbrKnNPFX5KDngSOdI23QrZEMuKYmJ+c96BSODBD8WJ+GVyB55KT46gPXsoGs/ss+DwYKQXsTA7Ee8+cv6Eqc7h+8nj9oLnFoFnE4N28EGnCJgadKJWB/gWL0DkfyoPdDzJLEnBYcAAACAASURBVBvzGPlf/dDSNYJbn9oAUboOiSkSPJCShJQo8cGEDn1FTx8ElAhXtCzHWS2H8Wv3LX8KBBMAvF9+I+gMFUSCUKPCUPMgZs6/nAHAgXU50SzQWl0yI2/iUwfwavNvSOvnMsViUZ5Dz1ViyBtaaYR+VTDpZUAX4nl8SN2kQ0/fmThaMJOhMDNHc5gITtf2IWOkD/n9bcjva4XCZ4chPxPuARP64+NwtCwLyjQhhssksCXIkVfbhNJmA9T9BgiPxqORmoRWfja0vmBiKkbXC1MBKAEPgklyJMxpQcnyhhhAmGbKUPKOLUTS1gGkdEQBUf4PcKjlaD2XrdIgpF3Qmfdgr2DSaa8vAoC377gIykLduAB4U1l/50srLHkxKoONji9hfpRf8wN65p5iwK/xp4PwmeyMvM6etAonm25Ec39wLXHnhPK6oN/+SEisr5KW4l7BahSKMvAP9SbY+EFdMhaYHbtWN/vGmBriacjpaLr3HGUWMkqALw/URgDhQL8SE8W47vovIBKnMAmySA1h0hZkpqAqhdX7urPehWMOt5rLaU8vAgA49f08JGSNAYCL36yuu0hZULmj+TwMEQ9wR03UtwUAMFXRjut2BxWllmkSbN32ICiPBClzGlB+9xcQqdhJ9tol2HvbfUxpI3WZA9X3azG1uQ6aRBbh+3heCKVG5ClI9ryJgF4aFEX48RRcBjfMXXZY++xwaF3wuciUhAPT8E/hznDobHvFAujTE9BXlg+XQgqKWe1RnjfGwW02K3FoH7HeRn4La9GJnta/3NSM8/uj10SONfUTAcDV8ccfHpjd9wrjASZlkGga76fWMBToQAt4gAkFmtQB3vXAYSj6kqD86l3k9rGKve/8L9FaoYdUOIx58fuh9CfUsXokeHj7baj47HZ0njsNX10kgFMWiODljgGNM/TFeLb1gtNfyRF3TBzWBm49TV0LxkMbYanbwt4+htRzecX46ch6XChrYK+lgU8s8+BYqsJDD/0G4TNPQ7dC8KcSY/05ADzg/+Sg2YG7hrkAmIBfaesWfDsYu57o/1StxVWFiyFnsjwHqc2kfq9dxmNKGo23bXs9Rjg8YjiccdC5BHB4eZA69Shp+RJx5kjDjzEuH/VTbx5znYTsYhowmX2w2WkYzRRGtKx1NS7xEKam1WFm3gykqqfHFPpKGwVF9BDZkD60mvpx1ba3ME99I6rj1rDAj4Dgwz0YVgrQfXYg9nBiS/zPAWAzzqWLYgJgX4sRX9ncUb+V1Pf9THtqtBxJQHHrcCnwwMBU2KhIyr5ASCO3QID0XBoSsShqQqtwmRu+18QWLyRWL0QuCkpimCR1nkV8uBRCptYjadZEMVwqgf/5QblRktOKnNQ+KKTjT9BYe9zt4eOdD6sYb7B/2kDzKFCTmnDJsTpcN5VN5ra/X49/ZeWjJzl4vnFnc7E9Hk/qJj7PEwHA5Pk5pTKsfySHkTWxALDGrmTKH5EySFwAfGvZ4zhVegTPzMnFqg8XQOIKHvZkbozJFqji2vD4fwQQIQE7z70BHslpxmpHW9Lhho9o5I/AYEeSRqLvx3EIJGPtLB9NY9ae75HZ1QhnggB3P3IMR/lFmL25YrTkk49P4Zdr9yCBNuO7z3pR8/FHoyB46yI7THHjFRcP9uC0APBtN9bx7eJKapgFwNFaOAAm2Z4vLXwGQr4HBzNy8P6MBjyVFgl++60+3LXVCJsn8qi6dOVU3LpuDqScBHDjSSeXw80k0RN2CSDa6wTPOYHSOf55puN4AAHDyTzQ2eTffNBjFdwYrzOc33sGTXjs7V9QXHgEW3WZeDAtCeXS0PjlgzYHntGyYWUKTxzurF+Bst7t+Kr9Ibjp0yvfNFEAzBz7NLBobrAMErcOcPlfDkJTwNZdJ3WAtbokFDgNeHngZ8icYU7FGCEkXPRKwG/7430RXl8yT/n7ndjguRF9cdFqmdPIGupBubUFGQojnOka2BWpoNxyWKvj4E0WILVrEIUNbUg/NQC5xW/Y8e9dfWoCeopyUL+gkvkWL0WD8nog7OqA6eNWDDanwWpNg4tTYSUCEKdJILnShLRUNyalH4ZI6IrQ2aneqdBsSkXG0VYISAppv17FFRi2RBXal7OOFLlXixO242gSnF4JndMBwD9X9NW9vsxaGc0IxxWDWRwAbNp8FJ5uLYRiBWZUvIvtfySNgj3usif3u4ZPwFzzDuANyobzeNNxH281NihO4DP54RiwNfoGGgsHcT3LCp4ICQohVGIBBCS/jZCC1euBzUVB7BbDSVEYoaNTv8d6x7LkfNSYT6Khmzg5/RxCDj1aIqax9pL7UFZwHuqG9djTN8x8yO3T2HwVXtqMxrRnITnjz+do+L8CgEfmD+GHrc/DaU5G0bUbkX/xttEZ8VplOHT/7UzMrzTNiyUXNaE6+zj4QrLLSWJdJzLjhtmEVuPSnNl7RprM6N+tZcBuoIWew+PZpGMDYK6NjIDhU1MLoM3LiELxGxsU9/enofFYRWSppHFqZ04xNWPtaYDgPwWAOTHAgfELB8C7HzgMVVcKSl77gpU9ab1w3P4qBrzxODvFDwqJ0uqR4OXvH0X2r8vx+SPnobmMY53yS+yA3qP0SvDR8fXIcP2fSGN/unD2NE5ZzqXOnkZoN7077s12jxTdx5ahWOiP5+YBTxtWoWJdH65b2w3+xw9g4NrxFfjwF4UDYK7Aie0BDgDg6N3mAuDctgZ82XNbzEzP3yy5H1UpeRHr36rgwU7ifMexVw25XGjRq2DlZJ9NHaqBxtiBFG0d+AEaRlhXnVINDs58cNxxDz9EAt0hBjKtzofWNjdIUhWhWIvCpA6srtYgSRmaECjwDJIxWu4IypSQl3OWW7OxF5dvewlzVddjXnywnrJn2Ip+nRWnVrJxvBNppweAabzcPhOO8tgAmMp24rdGHTxRPoPQnt/X9SKV4lLlaHS4lDHBL6ndWzVbAIkkqKQxQzGm/YmGw+eCbNiB5H4v4i3srES9hVDfOAZBp4CCWeKGm0/BFMfDyQQzpAIJxAIJKrJ8yE81IUmjh0I6Vpz72CP/zKuzmLJJAZuWV+0EndqGdUfrR0EwecJzww78XlEe9WHXmtJxnTnMexrjtacFgMfyADcWQONQ4VSjHf95kq0jG5eQg9du14Ofux23LyvCmd/OQIKWjW0NtJE0AzTxzXjlDRVM8WnYs2I9fMKxcxNM2Angv5BLkLGIzPC57aBMFtgoA4aodjQuHEDPFCOyTyYhzZCOFF0SpFAigZeNBBup8ylmZcnp2zUj1hZR7qr3b0R2Rz08Sg/u/Ecb9iRk4YwN06CwsvGyTTM6UH9GG+b2WPDcf73Y9wZbJ9ktpLFrvmPCIPh0AbDAIa4MeICjLRcCgAkFOvU31gO8KuctpMhIXCRw73I57snzRnh+SbzvAzvMo7V8A0NIyhk9f/fK04rz9QqlEG1wQdDkD4043WM2xvV0Pg/UmUJQmujG/4nIysA1ZpsTtYc+RUvvCXw1mIu1SQpcqgmyb/45PIID9uBZu6r7ZszrOQl5rx6/9NxyOq/C6QFgGovm7pxQHWB1nwBvdP1KsEbsFmMT0iIKHfcOwJkTyipLbbdDsS0VH5ZdDZcoNHdDvEWP6lNHUCgbROeVC+FIZhk8CUN6xA8bwKMpVO2ph8JkG4s8NtrXvefMR/vU0LwtpLukdLfL44CoYQSOb+040ZkMn4MHnoXTV6LGS/ig5yaDP0OFioJfkJZAPH2hygRtSQKv5hzEH9mDjNYAA48zXISBl5+FnjlTmT+m2fbgK0oDO2/i1Rn+DAAe7YH/7CL/m+sfCQDg9rxamH6pgUiswLw5H2P3bxrUDkeP13V074Wl7sPRR6toKR4WrkWDQocDkk44+dETqo7r7GMgEw2xgI+0BCGq59JIS+ZhUj57nleWB871sRQ5GlYrcOy4D81HBOhpEqOnz4c+eoxs05y1S94wZBiE08V6wcObRKrA5euehTipBM16M4Q8HhZls6FGBAQfS3wJiiXjx15H20gTBsDVz5Z2Lo+bnLer66JxPcDT+zdAUt2JKw6mQTdnGO2YjAMb7kNCeTtmPf/GaD8I6G146XJYOjMhz/Fi7Xn7UZDHCnPSZGI7UtXDY+jQoUDV0mtH5y8DfuAb2+dAJWTAm1oAOqUAPI8DPIcFtM8LgaEPfEM/eFY9x6c7Pli2aZRonzEZtngV54COTTENfF9/bzoaG8pH9/VE4l3IvcuGdmG2vm5CgnoUABdokT6VUB6D5vYABTrCAzxBABzXmYri1z9nsj17730Ctb5sXJryI0Ri1iKjdSnwwpY7UPHlpXj99WUYSI8OHgIjfI62Ag91nDOh7/p/6SKXrh8jP78Oys2hrXBqidEEB9KA1aGGuWU20gQsdYeigVZ3KvLeMSBLVwzLyBWwVZ5eZuggACbPDF1z8b1uHHrTT4GuKa95Lu266SwFemIAuPWzB/H7yVvgpNi6heGkmDem34qVxezhwjaSnILQnfnwCKNTaAJXtjsM6NClwMMpXE9q3paf+AhxZrZO7Vjabm/mArTnrwlZBqerizFzQNEYHvGhq9sDJ2Mwo1CZuxkrphYhUUHKr4W6m5RWCvJwbBXlxR3mAZz767O4PuvdEDq0z+JCi9sJbfXEYkVHAfBsHpZLolOgF5wjfCGQBZrEAMcGwD3Y4RmG0RF9jb2n60GhN1RpanSocW9/VYTSQ2r45hUJkJktiKEQhdHxKApa5wisbivkw07k6qXItavHDAUPLqvQZ3GHu0VpwM7UvghcVJgsxfIyMbKTzJBK2HjKiXCHyDttDiFee7ca/f4ENeRvrgIDBPw+/KOnHbMzSLwwDZvbh3sFajRlRPOkAB8Mlk4oMdbXy47ixB/rmBhgroSctS40Bji3VDYuBVpjDwJgldSDT29oAjXFgZtX52HmhtlI6Q0NGzAkm6GrPoIf/p6MU0UzcGL6UviE4qghhdzNFt1YESqC9IoRNGc1wUu7cTJpCGYK6JaaIRC5Eef2QdydALWbRrLFB33JCEZyo8eFkbGWumUo7itFRUcFcvT54GPMULvQ4yEGULB1dOCy/Z/BpXbjndua8PqMDMzePAVZ7SR0i4cDy4+jc0of/rZ/CJNfuweG/ezZZFRS2LXAAU+seEXO28MBMFcrCY8BXnLbjXWnA4CTdQm4pOB55m2fzyjCkupTyBcTqn7wg8PBb6Brt62bg6tWT2OYHuPpHZRABKdYA0GDF9KftRB4I1FZl9WOHpsDcqEAiRIxHF4fRpxujLhcSJJKMC1BA4VIEFukBwwlah7oQh7oGQLQ6onu2OjaQH3DPtRv345PnSmQy2xYqpRjm9WOYS9H/pE4UUqKVT03o3ywHQ0H5sHqjR5aE+0t4QCYSy0dbBrArAVXhMQAT4QC3bh9Np6t3QMpsdKeZqOkFDrvCQW/Ag+FyRs82M07GzVZ09jQRX8SKdo9DLX0COZnJsI1ORc+mQhT99YjcUCH1J4hiEkMUbQ2zmE7mJOKzZevHOcUZx8sPtyLmkMpMG22gmf2e/MCTt04EajLJyEvrw4luTvCesLQhOA7uhbitmGU7GCNfuHnxlB5IYYq2Oz48Y4GfO6LUTs5yneOBYA3HVqCWf4kWOTWb6t7G95bbItuEeU8O8nAx4zLf0R93+egTHbMXPQSnEfm49NjXVFLB9m798J69IMQFP2o9BJ8qq6FhxN3HmtKov1dTokwVaPB3HU2TJ1JQZFEo9XLg9GrwKA7D3q3Em5HPwwmKeyKDOY8kNsGIBU2QCiKQ5KMQrp8GJlCEQqVMij53ASO7BsHj0vx9ctybNb1wRegwo2WNo3c22arAWZblPrnZOxoGmvPfwjTqs7FgX4tBHweZqax4agEBNfNehGq3NN3IBEAXEdigMejQC+7L8s6ZSBZsW/yM9B99fiYFOiqhs+hWTyAOUVuuGRCbHvx3+AnOjHvzRdGY369dil2rn8MHosMynwPVl1Yg8npbH1KkkwgQTkClYSg+lCKbKQaQ8PrptC1Ywg6ux0CMw2+kYALHoYcGYAqAVROOeSlJRDHK8ELxCGOIVhouwUY6Yek5wiEHYdDCM6RFpXg8uovzkJXJYn/iiK4Y6zO1pZCdHX6YxOiXMMoRIy8okETdOG3Jt3Q8cWEskPzVTT+ulyPa5cbIFaEBt/s+nEYuYOrnJUJDQ+EUKBPAwAXvf8+fDe8haOqeFyY9C2khIbIA9weES49dANWvX8P3nl+IfqzPBwDfvj4sB9+Z9dSrBuccZoi/397+XhiY2Kwymczov+Lx1jAFJik8K7RNBxOOZwtsxHHD1jQafTJEpC0RY+sb5bAKF0GZ/4E6GT+ZxMAHJfzEnrLIqlbIgeFxn+sZGOAa6acei7t+tw1rjoUekkm9diNeIDP7v0VXzzvgN7TPQp8A4muCLTddPbjEfG+hPJsUvPgZWRhtD1AwwMKR7Q86F3sIURoznmdm5CkZ5NqCHwuDouaBs3nsxmgmZp+alD8OKgtIub/y4nFMDDeNA2PSIyB1AwMJ2bAolRBlzQxkBkYCb3Rh6ZmN7xeGipVM5aV1aAq5zxISGbnUcskzWSKTjDSrJdzjOXx06mDeKHxIBbl34IsRyFUXtYL4WoawrHyBNizoteX5c4MC4D/A+9cIc4WcZJgVb+DPQdMyB506OevkGzk8XjXkPuePTkTneltuCV5XgQFeuuPPdjsZmOouY3Qnh8wDaLCzRl7ACedStzTX83SzxgrDntXTiEfRSWcAy8opEKeG5CVTq8TdUNHobDzcE5/HqQ+IWOIi5XJMyJEPJzyGnZB0m0CHOjU4nCXFhZnKB2KzxegMCEDl8wZRlKccUIgmHyOy8PHJ19NQcPxYB4LAoLlKh0+Hj6FeFJWhgfY3F5cnpQDiyxy/6V7JfhgqJTJEh2zCT345swG7P50PbzuUFBXsboeoqFdB958/jCT7YgLgH+b3IhWTVA5lVDAuhMFIAC4v8OJ/z7Zim9vrQU/x4e16woxfWtFRLbnvjwtDp9zFDVXpaKt8iL05UfqbhOTfqH7QK/QYVvl7zgo18LuUMFmVcHrCaWhBs2w7MiQtZJB50JBq+BwWSDT04jjSSCMo+Eo3AdvQtAwTq6f2ToHc07Oh9o+gbj6MT6iZ8SKy7Z/CKnUiLdvq8dr81OQdyIDczazY7F/eQO6pgzgnj+cSLjvPQiHWXBESiRtWja+14EA4GWLrsQbVyuZ9RIwC5LvzRkRY/rqf4wmwTodAJy16QZcLPkN8VIttk/Ow+9TjuO1jDSOQYlGh9EX4vkNrMGHbjwT5y0ev/wPzePD5VRD8rkBIn0kzfCIzoijOiPqDSZYPEFQGa1IAvleGV+INJkEBNalSMVYNykLyWH0ZO4+IRRp3xIhQGjSf7I1tzbhyM+1+Mzlg1HCUijDhBQzLwnOdCzvuwYaqwO9O/Lg8kzMS0gA8M/ey5BYlgIBXKMeLAIySQxwOABetmgT1ErWoNzw7iyYOtj1xK0DvOJtIXJtsYxBMT6A7CE+jY77+0M8vzwfBfUXk/Bz3tmwi4PAj/IaIKd3YupZlZCq4yB2ulG+7xjKDjeCP3qmjqF+TxAAj3VZuAyg9E507hNh4N9GwBxcT1ShClidBZV8CNOKf4JMQuJBOWvCLYFv//VIrT2G1BZCp2VLFTJ7zX/ZUHEKhqazZXOEjuP4yTex+WWSYO2/BNklHShQdKDhvdnQ5OtRdNkJ/LzrHMxSs1mgyXPvu6Bj8GieZ1ylQ+zmoXTeoxjU1qK44jqkGG/AlgYTmnSmCIOwpeHL0RJHAVry+fJ5qFENjJOINWyZ0zQKfEmYrUhFwVlWWM7vhkUuxYC7GE53KSwIzdcUa7uFz6fEbEVOfSOSzC1ILdAit1KCJA1hF3CutIjx2ZNKfN8yBAfPM2YIqtvjgFY/FNUQIBLLcMO1byM9rRjbuweRLJeg3J+Q0gsr+qs2wlFYe1qSosk4CcebJiP1vTwkZotHjYEREufCWxN8aY1q/r7zv4bpzfWgB1qivojEAE89+BFSlmtROoOH3S+/A2i8qH7sfajyWM8T5RZi/933wNqRAXmeB4tXNWNG/jHmN4nIiWTVMERMDd/oSnQwgxQNt92LurY+2KoFoP2lVew1ajRtuQLly1OgTmWt2eOxp2JOuI+G0+KGp70FmpYNkPoIRSHYr1BATIN4gxuWVIMS+Et++JfCWHHCNYemw6CLj1jQXEtdyMEAQOm24pbOzyGlxi7P4EtQ4OX5h7B6XeSGP7nDDGnjUvfUpOP3hQPg95IPgX6ejXkjLRoFmniA8/vPwUBFL4qFR5GdwNb8cjpluKlhHYq+X4/v7/kLhjJ1YSAqunfwo5p1KPZNnB461kqfsOIWsjrIEyd22EZ7vkfXh+GNr4PyjJX+n4Z5OBfKwUyO55/GieQsTPuyG5ovL8NIyVR41YHjYez9TAAwf9prMKVGpyy23r/cD4DLjY8m3RG33rsT2WNmgQZTBsnz1E/o7muPGlOybdVTyFEFksGxI+ERAsY4PuMBjoUKmy0OdJvj4aV4IN7e3K4tyOrfE+JltShY2qhTmo+8Hh3kLmHw91iuijEm2ypXYSA1E/UVMyG3W2GXR687GBhl4hE+0eyGTu9jQJpUPISl5U2YllsKlZQk+GLXB5+ikWjwg+AYU/S7uw+vONm61yKfBMt6Lkaiiy2JZN7Rhobzi+CNG7u+JgHACZ4NyE8z4GzexYjXsYrrvtmv4IsuEebVDFsWLJN2gMdjgq5eaC3HflkTHi1eCbow1JCy9YdhbPawRsZAIwmv3tb3koJRbPOPJYn5vbMvWGePxbg0plSLkJ4Z6X0LV2bI5V6fD736TiT3ulFo0UDpZUFjiEnzfxHPGejy/3wWVOYPdg5jS3M/fqg7FQKGBXwhLqhSY3bxIIQCMrexG3c5ffJjMQ7vD8pBAoIL+d14yamHnHi0SJkcqwt/zZgUFQRfZEnBX43B+8PfSsUb8Hq6Eyc3saU7uC27ahjZss+bX/znUYaTP2ulBiuvYZPMfTStHhaOB5L0+ZoGFgAbtR6UHvoRiyYbMPf6ElRvrkReS9poyR9yP/H8HjqnBl88Fg9H9hUYyI6d/XW87Mz+tBU4mdGEA4UHUQMXjIZk+BhDB7ukAgsrMO45KEQBPQXxCPW2RQJjdkQ8XgfMmlo4Eo/DpmJ1BXKtxqbBkhMrUNbFZkcPbxM5B2wWOy7b8BKcSgpPPdCAj6uSUL6/ABUHCuEWe1C3sAWG3H7c/UMaxI+SElJsG0ryYs+8san2jAf4otvwwTlkzYWuunRjHGaffV8QAN9xfZ/AJs3wDnQCnujneoACvezAFJxBt+JgSQHezj+O57M1mCQO7GIaO7pceOeofZT2HOjzjRfOxI0XzIw6VoE/kjFzi1SgdgKqfaEVA5qMFmwbGMbhEb+nhhc9n0r0OMjQa4nupBGJYfN4GU/0tEQNzkxLQokmzDAo4cE3TwB6+ml4/Tlf+O7Xu1C/bwjGeDU61f48HMElOXqlxpWCNd23QmYyoGMHqWQwfiMA+DvreciekQ0eHSpvuUmwAk9avfxHiEWsMeHwPxfBZWQNZwEAPH2vF9P3kudwBGNgg42jmnTfOgTLVL9RhqZB2YQ4UHcdLKLQkAfKuAuls4VIKS6BymTF/F/2IqV7iMMOHP+7x7vi8NKZaJxZFlPOjrUvKR9w4l0PjD8YiHuPUffpZCmo5ekQpQPl+b8jlaFEB5uvaQkwXIK49jbkHmqNKghq1xRAqGSTU7ba29AaqKU8xscwAPjYWiycuxsjWzIwXJsJvtiLeU9uxXe/XBySBfrqa1sdg/HU2HUB/bHgaXmrkZa3AEWyJ3DiuADbugYixKzp6Idw9YSW+Zsjn4IelS1mrG94citipD/bVYaL+aVoe3wHnp5Ui26TC2vMV0KYOTvql6d08EB8j8N5gEvJSmTyt6JDfAxPouFU0CG/cR+i6RnAmtfeQvoVcVCuDJXt1kEhfnxFjc+ae8YE7zTtwZBuCF5fqNGNKbMrVeHa9W8wIPjXjl5M0qigFomQKJdAKhBgqOoHGAv3jbc8R3+vNVSivYWH1HfnMACYEQtR2PSYKACWPbgJpVteQGJuHbzGtyGbrkfF3WycaKDtu/3vsLRnQj3VjZUra1GS1s4olknKYaikAcvXGLvd38M+sxktKWZAELyW7yyG0HAe4NOwm28iJyCnbyGX+/8HV5j73D74uk4i7sin4DFAJ3hHAAyT2OCWeeUwJbOxrLHIoIHrPR4hDh+cCbs1qJxHUyi5Y0h+LzW34aK+YC2xaLM+FgDurrFBuv8Ce3HqrofCAfBbyfshfD4IRu379Fj/dh7iRQoMVA7hwN11iG9PBy+xGtXKPUhVBg/K245eBt72C9C65AMcnxU9MD90nGlc/V8TrvSshaJ41oQXb/iF48Y7jPlkbo9i/Tv6A7gGFo+uF0PfvxC8MGBNZRdCQBuEqXEeVP5zLnBKDMqVKPrICNGvt0E7d2I1+MYDwMoNKtMj9/2o+aZm4gD4QdsSGJ94P+rh9cTMy3FZ4cKQgSDfP5IYAL/sT+HzO+QEjoywRhiFtQ/T6t+GgAoIOHa1d+Ysh0tSiqoTNVDZWCt5zP1L2E8SN/S5vXAprYyH1pZoAN8rQHJbHsR2OeQjmlHPLUlWRyzbJpUGfWnZ6MwthIMDhrn9JdT0E40uEI8wKxBppMTV4or5IqTHsck9SBN6acSbuCA4mJ1k0OfAeluoIFa41Ti360pIKAm8Rif0td1oupZLIY9cXwEAXJbfj7Osf4HaOIkZk21L7scbhim4YGOjbfFyFanLFQKAH684G77sUKrzv79pRQutH51XEvP7ga4XySExv0C3S46/D1RGJLwqrRQiIzu2EsodQ4/PA0vjSUzXJUNEc+6JxpAYj4MZvgg412eVyHHpw5GJVa5i1gAAIABJREFUTTpGLLj+013oM4Z66ZRSAa6ZI0Fx5lilwILz4PTycffTCyCwBw1MrjwDpqMNz/KDlKsjOivuzy6ETxVJr3t6pAALHdHzGowFgJMKTahSv3HqiZdPMoKYC4Dfn14PB8mT4W9E9l3YlI8scxxcJheu0X6CG9bkokWRiDUfnBHiFTGkkJq3Nfjp7/FQCubi2OxI8D2eEA7MNUVTaE1rwreFh9BqU8Djjl7PPbCVA2JwFX05xAyrI7JFO7JDJLKPhkm5B4MFX43eLHVLUd0+E7Pa5kLhHNvIFe2dgz3D+MvOd9Fd5sU/bzyJn4s1mPNrBfJa0tm8IukGHF67H29ftQY9h4Jx/QernejNih22EgTAVIQ8zdQnYd7FFze8euwSRggsmQAAFqTngycS4+4jQgyrS/HK9HZcnOrB6rggaPyl3YG3a9mqA9yam4/etASrFkbPbxAYE59QApdZDcWXwxAYQhXQrzt68UvfYKTyGkPHClfGo2We5f6NxXk04sViJIrFWJaegjmpQSWaUKKpxQLQxacHhK12N87766eYpc6CU5yHA8kb2c+NomLGO9OwqucWSJsNONUyvpc8AIBzZmQBdChlWddrwqSp63p3pZ4/ephzAfD+x86Cz8kyacrW16BcOYxVX4ZSgEPW6hi6rP4MMwauCMo0n0WA4zWXYFAezEMgcBOj3R+YvGgaZHHxmLr/GCp31zHGXI4giekDcEtEEHh9sKmVELndkNmcUc/n9ooCHF46C24pkZmhgzyeXsv9XptFgMZfhXB9MQBYPAwwoclQ5qtQkrcVuan1IcNDNS8BPVSCzEO1SGyPZLnZFF6cXLUYAr4KPNqL3+298IbNWbhsCADgFfP/QPPHFaN1m6vu3IsDHbNRYDnZue31K5mMhxMFwESezFi+C/lJZ2CgJgX/bQ6EfLFv9zlNMNa8A58+FMivjJuN49LhMT2oAacZGaxpnmzcZVmIY/Pb8fi6b1HQ48CyA3zk8Cqx9c7rmHdJrDzknOAhpV2ApFMa8H1KiO0+uGUiOOVCZg4DMyh2eMD3AR6JABKnG/GDFohcDvDhQO05PtSsYdc/3+1B6fZ9mNp9BAUXiiApJXpfcPEe3CzEU29bwKYh5Sw9jq5MvmNY3z8KgrlyQipR4u67vgVPJMfHx9vhpShkKuVYW8SWTO1c+ALcKVHYHlEEPxcAkyzQAaJfhGi44LYET9pxlfDA+V/B+Nb1MT3A8hcbUP75LchI8WKQ/yTmv/0shLIgVavhlcvRt3kWclcMoqTUhDk5JJt0APwGlJWxUavN7sIJjQHWQA1gMuj2CgiN54JHkcMvctNNzK8XWaHl97qj2HysDglKJaZk52BmQSEyE9jsnx6jBeJ9X0CmI16eSFrviUVVMKcE60uGTHZY5mgCgndtWwTaH9s0rk7ot1Tc0f4xNB5ztDOd3UwJCrw47zDOuzSSotdX50DGH1cYkhN/XdOzuH93XJcKSx5ja7d9NLQHro354PmNC4a3TuH+mrnMb+1Lu3DsqmZoujORnCzHrPhgTbgnm85B99bLUTTsw2vP3eMflcjR54LVGz7R46zdDiinLEL8vAtjfsvp/zAeJD4960ikqSN6j2xtNdBv/3RsOrSHD1fTXIgYQpi/0TSsk4XIfVAFrfFvoMe1JbJlkASVr8GYHt0DnLRZYPn7nZvV3xwuH3wp7rrUs4X1KPKwnvpojahpt/4UB8HeI+DL+aDswf6dlVWJdxbcErHUbXIeyH+RjRVw3VagxSSDh2IzO1ce+xekrmCshyluEpySUuT2GFngy82g5FeKmJdy/u0TuVB72U/wScbOAMj3ECYGD0KHBKrhJAjcIiiHk5DQlYURTR6OTJ0d0ytMvMDNJ93w+ljyd5rmEM6YxsPM1KCRRuClkcCA4NC11Oaz4HbboYghyTDnYukAm+WcUKFPZsignxqbfhQAwNnqVsycXI2y+vVwyIexbc5DeB7n4sZPdloWL09qpHl8xpz7YtsU7Je34MGcleCXcRRzH3DvdwdD+vOEcQALXJE0znv7pqIxLBEdAb/pfvDLfGuUZBWBERD1m5HSZoXcJw5xZMRcdGHPG3NXcq71idxw/WUrZpYUY7J4GvIVkUaj72o78ebOxhAgTGZzWpYcl821QOrPVzCWbNlzKh6ff1IBvp0oq6w5051qxSreUdwpDx7ib9a046eF8+ENA8FySoBvByqiUqEJAH4tzYHW3yNzHyROMmPdpNearny0ldHEpy1WY/VNrEL7n2kNMIiDnmzyTRc0FSLbrILcZUKGbyNuWp0XBHH+DyRlfn67ch+e+kCGuR1zcXReaBx97DniHHE04HHbUZdzCF9XHsXQUBZ8HklUW1WkwktDCAnW0FeMKc4nIpnNbgN0cf+FqyDo1SP35WrzcMneKyHhZJod7+wgJYI21A/gg5ZP8c3Fcfh1wW7szFNj3SvL/WcYjdpFLbjIuh+lL96Bvnp2D5OkWBvPiU1XZSjQq+/AG2u9ERpC4UAuplyz5PDbR69mBMrie649LjLKp4zlARbmlDAGuduOl+HNah+S05rxQGqwNOP79TZsaA16pQM65WM3jw9+nRINxN/YID5pG9VXm40WfNHZi26bnaUlMls/TL/yT3K4SIgMZSDevLBzImyiw+9RCoV4rKokhCpNVfAZIAzJRLU6oOXUCG59egPOFC3AULwHNUmbYi6JGcMrUamfBv1WFazO6JneAzePeoCnZ4HHPcsJy2LAhtIpq9o3pa4brYu2atkGSMSsPnz0lfmjgKripkO4bdMA5OOx6qNsDONcC/qu8SfXJOwpCx/thy9CryLIPOFbGzBlIY34zCzkNnVgwS/7GDAbtQXe4Z/X/knpaJg7FUO5kSUOYw1i7P07/s7mvt7n5aH1kBQjz/cDJjfrDV6eDnqKBtOKf0BKfMdoF3heEbx15wO2ZGRv34r4kHJfrHH6ZDUFZ8m5zD0+2o3fbcEyq9G+JQCAz5q1G53fF4RQ1uuGp6LI0tr868vXMPL5qvWtpqEEKtTdHuWh5PuWrHJB1jkJn57ogMsXnAfKY4dh7/PwmUNDPtbGLcRhKfu3cHp3+CtUlBQPWZYhLV6ON1Z9ienHOjGtmRiN2JGtXbsCR89fgZWvy5HSqYY5XgFrvCwahAn521hzKrF7kHJKi6ESC4ZzKTQspRnvcWZDM87f/Bk016RAOoUAYXbPtnf4cO9DLnBy0UUAe5qiMKDrBcWUYwzd62mpRYwn+IOmvtHPD5RIsuIk+i56fzyRz/xOAHBrtwBJz85ASpEE/FiI5bw7UxyZx6XS+iVvQnt8HzwbOV6uwKvUKVA8ug1V394DgfAuTH7sWyRUBKkKpNzRtoueQ9m8ekiX5mAJtkOucSItbhAyEbGmjy3QKIpCq8iIPsZLzF4rcBZCoF8HHjUOp39srSrqu/VWK57+/pvgQDJ7iEZRajoWTpmCSSlpkIvF8Lk8QH8bFHXfgm9lU9kHFtvJ2aXQ5aSM0s/YbkTvTEfbJHS0hWbOC7w8cF+ARBQol7RIux8LdYdjTrZTlox3Frbj7KsiPR59Rx1I2HZHz98e/nvOSy3JjLhbfdNSCF1CNNn6sflBM6RVcczCpO/twi3auczmO3xLPfrmDAHm2bgiZc/o2NVo8/Dw3r9g3feX4I3X5mEolaV9cWNHg9/Dfsm1nxuxYjsr9QXKBGRc9tiEFm7si7hjy7557HRM3CfFWiRjC+3wX8n/Nuz4HLbWSADEfRulTwR6g/ViA8vG8yCF+N4nYJo/sYKJPeJ7ofPTN8LHJf0PgfauWzenfF0zpe1r4ZoCb5IUl4R5Jrn36CDHqz/3IeuCZAjlArhG3Bj4RQtZvRC/Ln8McmlovQqblAerMvYId1v5aDCImfq9VQ3/ZqjPoH2MIuQSq9CTfTamNPdBbeUYcaIFgfo7aVaq0Z+eA11hKwTZH4+9VsaYNgKMM+rLkH5iMtwCDbbPXxEVCDucFGrrXCwIJnHGSjeqZ/TjqvT80V0sdtHQWIJAKNCpe221OOYLyINgVxf1rUaOld3nxkPdaFidD0rKTSIR+lmTdK/BVOHBxakWzNn1GHTJJ7C34DW8KD8H67/+efisM/KbwOMxRQ8f3zMXzYW1mGcvwILzc0ZljeCUCH87RPYq2+Y7rXjSFGklb3UpcXdfdUgHyqYJkZ4RLGXFDGuUsSW7La5uCGmGsG8Zw5rHknmCgJp7KU8ISLIkkOSKQAm9QBoFm94Cu438Z4VFxsq00qNOZPaP4PgNnVDPyEWeohQqRw5Kuhaj/ftEdG/WgK/0oDmhFT8X/QqTkp0TQou+eLoM0/KMjFIay4RD/t5tlOKfr8yGwO+xoXg0XBVa3HvyAFZksN7dfV1avK11oP/cM0PGjwzVXEccXhiJlO0EAP8r2YDjWyNLv2lyDbh/wXv1C288wXj3SQzw1Y/kMrrAVxXNGJY7Q2Tr2qYCZJlVUPj68f7cZhhpNVZ+NjdY3kfgw5ZLD2HNIR/u/aoEe5dfDa9QwoQtjJm1O0xEmixdePnqT9HVVQyPK9xKN1aWjOCDSjENBXRphBc4lslyLAmsdQ7AJNsKz5T9IerLtdv+ggxd1gSVOGDASWNv0wCe7/8Ru87V493l7VA0VKK4NoeRV8R40LRqOz79rRF73twIpzmTOebry11oK4htiFub+SKeu0kPpyg0odDCppmY/FD8fx/f/cClZGQWPXD1F+Ih1WU+sx60MdKDQfMFEGUVge+mMM/6N7RVvoTbkuIhE7DnxIE+N57a72fOcObsyduWYcU8NglQ9EZCt9KgemEQfCOpk0Ri231492QnjhmDNWQD947nyQ1eF6a3RoDd8QEx8ywaSJGJURkfh+UZqSwYlvJALRGAmjJxb3Bbtw53/vM7LPReiONZR9Gujp5IVOyT4oLOu5BkMKJl57Qxxo39aUfKAmRWJINHh9LWCQCuKJy//eecm0cFwtIFW6CJY42/3Bjgq5buwLI603gq8CiDLCCsKDGFpteDZQL1unj01S1DvzIIfoWOHzD93OmQKJQoPdyImdvC9MVQlYmdf5UcTdNL0VZVDHfYmR9rDY3f+XGHMuYFZqMQ9Q9bwWtk1yMdL4ZwrRVLlm/l3EPKxvBBaQtBty1E0XdbILOTvRFaN6ptViLsBawRu91tQIs78ozmdqSuqwCzquuiAuCcQd32be+uXkKuv+q61u4hDRU73iWACmgaZxSn4PfOARhdoWsmGu35ctVS7JIHgb5/S0Q9r9Q+CV43XIDflx+ASr/VD3y5X0NjsPxG0FgNNzdvRTQBG02xjWa/4lgsEgbNSO0ywCfko7/Ygd/u9EA93IUz3/oE2SsEiLs8GTwBu2etVgr3PuxC5ylWt4qWAdpit8BkCRp3uF+SmJiNilUvoNHAGiAlAgHWleRBLRahR/0e7MujUOHDVtiQJwN/mAuR9GAalGUKqHUskyZCF1h7R5Ip9RDUzStex5DNDcc7rAud2wQFMyG79SNM378P8VNtKLnph5Dfm99bC8uuYpR+IoD4CQPOuLQGKephKMREKeZ6FQLKZLAbPsqHPcoBBEp+8W3VEJqIx5dzAI8zYePbnthkHAF1vm2wH+9s/p3dcNy80P7JEgmFWDKlAgtKyxggTJqgbjMkDZtCIG7PlFz0lo1fhJu8Y9/u+XDYQml0sWKB2Y5R+J+T78eMBSYA+IMFg1h6TViGPAB9R51QbL2v/cFHbi18/XAG7VF7cOZjc6DpikOHQ4uN9+sYAEwa/75e3Dg8kxmHPfcdxkipHrOoRBTJyUFNY9CpwgX7bsPiHWehbvWbqJ+/JwrwDM4Aec4tHxqxeB8xfNAwKlUwzlmN7MpS5JlDE5t4hV445Ham5pjEGekWDcwNWRt8/9IJX8BWvgBarxQWWgijWwKewgdxvA1ePjDJ6oXG7YOc5OiP2rj9HtdQNvqEwe+eg0cfmXSI+wrq+HSAlPjwNzLXXiEfGVfPgCFr7YRqA48FgDN38vvvvGlL5tc1ZXsaLVXzN5bMw9/MP8UwNtFoM/Cxc1JkUcY7ty3HfEGAPseOByklalLHVkCO6UXotQlByhoVtW2AwB+vblLn4fiUazGz9iAyBzmWzghPILsXGdpyRg5DXTbFsZQ4tfIzqBWfx5ivCfyZIwwy6sqQc6gK7XlFOFrJ5BsKaU43jYOHHaNC2iN1Y/7MNqzNKAafJ2LO13iTDyKvf9X5n01o0LfaDsKOgIXXv768fJx/6loovXGg7G6c0prQuyj2uZmmfw32KuCyRD0HAL+OF+Vn4+ofv+1fPrusNQCAnzswA0eyGzDdmY3la4OAi3dShL/XsQBYQfnwlbYLijAKkp0S4Pae6Rj2BfdYehYfpVWsFz28ceUp30MhsU6HeKZUexQoGTUo0J8Iy/+bKEMEabYYQg0f0kkSiNMIqyHW3iO13mmYTQYMD/TBbDbAYTFCBjcU6n5Q/VWY9K8nI/pMyVzYWvY7DpcGY6smSotuGFTgnddmg0+x3+dTeIDk47iz7STOLkpjvvsfOxtRW1UOS3GkvH99uBjTXKHxjQQAf5ikRe22SyL6qskx4P4z3qs/8+bmST6fT80mwSI0Lx7+W96CobDC1AQAZ5uV2D/pOHbnm7D0mxmjWZ8tGju2X1iDNLMHv90zGdtX3xy91NFYNkCahvHwCTx201Fo3erRiA52NIJzHnl6B2dxaVMGzjyZgal98UgzyaF2scwVQxxwokSM1nwe9BpAlxIqEwNZa2PtbDfc2Gv9ESkz90BAstT52/TWWVhRtyqsh7HlQ5eNRu7ODVjg7kTDquO4+wIeqn84A/H+0lHDWXpUZf2Mczen4vCHnzMf5hbR2HSWPWZW6NXpr+CDa+0YVIUq2kuPz8H0Zxxv/XXLq7eTHs19f/Vdyn3Zr1AuB3zDJPlg8Dwi/+JL5OCn5kBmkWBlwRQsyAkCnyGbD3duMUXE/C6aMQkv3B2b4k7xfLAm5EG2UQ/ZPgO0Thc29Q1h37CeyeRMDP7R935YPG+s+s4Bkch8SlDJjeZNDhj1YzmJiZgQ8Xm4piAHZ/gzwFLVfFAkUdYE26l+I258+HOcI7kLm3Lfh1kSRbmmgUrDYlTqz8TI7gR4dGMXKd6VvhTpU+LAo0LjwQkALs6f/+MfOdev8PFFDAUvVhbot7I2QuXws61GQ6ViJEjg7NFA3K/HK0Ft6xqYjZmg+EHDeYriD0xeXAGJ24ezvt6KpD4tO1LRRDSJa89Nw76z58OqYcMIuHrv0HE3tI0udO60Q9fqgVjBJnSw9Ptg7mXZRunTJCARNSIFD0IpD+UXq1B6XuBZ0SFyNHkRbTrdTj4OPe0B9rJzRgv5EF87jMVLD0VQN2ltPlwNVSj/6TAkfqNl4Jnkfa0rF8DJVG2hsNnePSYVurEnG1VVjVEBcEaX48edHy9dS5699paWOqsUldGOP+67ydBPSlFi70CoAdrWvgW2E1+xWbqZY5SHy4QLsDsx6OWMGBf/WiDzlO5V437VAmglnyNrMNRwxaNlUNnWw5IyB32FyfBIJrBnwicm6tkQ+cfAUc/30kju06F5oRZHVvuQ3tSKZR98gqy/JkE2g5yD7L3/+rcbP24kSXKjl2rQmbRwOK1Rd/i0GRfBnLcGFjdrgAxQoUlm6Pa5zwJZYzMEAwBY8zoFTUJRbAB8we1JxpTDiGtZ+QYGrS44/3V9RIf4+TMYAFza0oUzH38RfM5BpG8oxLGHrsPcd09BrBdhDv8Q4uQmJMhjpL32bz8yQBQo1MiGYeV7GcAr1F0OvouwSiYCaSciGWOf+jsbG/FTDevJY60UodKD/E0sFOKOs88dpUbTBi1k+z4BfxT80Ogvzo6dIZojaBwOKQ7unQuvh5QX4RYtiv0dSU49bu78LOoFEwXA//qjyGfLNPDP+OcsJDXHo8M5EgaAe3DjMGs1233fISRWjGAGJwbtmsPr0TWSg4t+XoN/vrd8VAnmHp4BYcoFv24ecLRsKuKnnwF+hRy8RDGqTmigMbOHjiFBj86CdviErFIzubEMahPLMiGAt0MhwuFkCXoUQQqw2EtDPSTGqeEU1OypGF0lefFa5Gm08PgESFGaQEhpFgUPM4rbcEothZknRqHFi6UDdsh9AerveDSr2ODYazVg4MvHg/PiF2z+ZN6M14U2xYPqKmGtX5xl6JbykLHkfgytGT9b4UQA8DdHynecME9dxAJgfwyUX8EiqgyjnICHfhr4LT4yNu+5w5chz8YmcGL2Ag8YSQiN+/X/ApvPiwatEnoPH5l9u1DY8bN/N5OszmL4BIuQqtVCEIi/4YIjmoZNrkTrpBK0FcZORCIQDCE9aX3kmv+TIkGmU6Pyu1XozMnHsfKZ8IhC45cMRh+OnQhaa8l6zK7cgasy8pGgyGfmUmmlIXOGZlDY59XiCTtJ2hO6TjJNeVg6uJb5q7t1BEdmJsMTIyFWsuE1uCpPAwBnHcd0V1ZMAPzlyCmk+mlXXA/sq8PF2GJJDbHELlwugkgcYw/4500+4kb6CTME/i0T7tX1C88gMOaBAbeKqVLISmQQxfNDM+379T4Xrwc+ktLf3/hQQOzLBD9K7Ch5p8fjxkDvKWg7h1Hy2v+A74odC6qLH8QXiz6G2e8NJjJp3Qw15hUPB3MsRtETn98yCd1bmZAvpnmyLEg+tgHrEyQ4Kz8V3UY7Hj/Yhq5154ImmaI5rdAtw0dDoWt6IgB45T1dYpvZUppXJveXQaLx3/KTkQC4sQC00IevqhswuTYX1TuD8Z6brtgPt8qCQ9ek4dj8a2FIYeOlJtRoQOa1YKN1Hz5aQIzV43vduNsw06jA0uY03LZzCuJsQoDPjQlnpElwbfhvdEiBvXPEODiND5s6MrwjGrfHBiuOeQ4gQd0AuiDIPEs1puOa7TdA5B2jtjGnw3U6Dy7Z8SG2n1mFJfJHcOviMlT/yBAsmHZiQSNeP7EFx17+CQ4jm8ywdZIbxyqil4xZk/ES/r3eOSEArNiX8wrttIHShlIgyXt5EhkEKTlIpTW4YwYfUk5Fizu3GNFhiqS0fvr0JZicF6RIc+fbRTvgSJ0C7ZsnUdpNYffgCD5pJ2CAA7zDgGvg/gh7VpjclSa7oMxyInmaGZoiG5KrTfBYBbD3SyHPcEKR7oahTYb6V/OhPRLHnkAxwHZECgDQqNDE4eK8TOQq5aCTAeoSMejIKK+oy/s/G2vxwdd1OEt9KTYVvAtiBBhtnO+4VXMdbHvTMLAlGzSxlMdo4wHgPZlXTnMIlbnkI7kA+Ni7s2DuSEClcAh/izsQ24Eafqb5B99SbkPX7SR5FQ81zWsxYpw0KruzMqzILjFDqJAyY3vOxxuRNBi9xiwZ3778DBxcORfWuFCZueNpHU58a4FDTzHANsSIEea1CywbLgBkusoHZAl8yJMEyJolw+xbNIjLYQHYRMFvYOg9bh4OrBoCz+PnFYr5EF2mxeJzDkQYakhMsKFnEAu/iyyPY0oEupazhiGLexC73bG556cDgG0yVEa19YadJQIZDz2keK6/uUdaYNzHljQLtMlIR2ZCNk6K/EaLGOuPYJBJiEfZfDdW/3Eigkos8hbBkPsk9KnxoAWx+KeAyOmB2OmDymAHJbJBm+tDxywTRnK8yGwSIKVdiuRTMvAoMRRGAWwqCRwqCexKdo2x/ydSASOxw0m9w9h/mQmnptpw7rNvIbfYhoRb08GXkX3Fw+Y/vHjzbTc4yeRHHQ5kpp1OO/QmbdTs0Df9bQt+aA06+M7Oz0JBnBJ6wR5o126IuW/JD/+/AOAbVt8HaVyQikOoz3tvuw+zL2+Bb34O5jXshyregqx44h0LKFexNdd6iRY6oQtMgivdFeBxaodGH/Ko8ixkIGK+jfuD/992lwsnertxpKMdg0YDLA7W0se1jhEAc/e5q4Mg2OuF7PdXGRAceORIdhJa54SWmmB/C+3N8FAyjh2tGnPiwn+8seMLpLoirZkTBsDbiyhrhpG38J8zkdSSENMDTN5b+9c6zJk2DKGUta580DkfH3QuwLl/LMF7T18On4irMAdVFfIvAUXj4Zf0KGtxwyTi46vpU3HmjDPAn6ZihHdgJDKGxKBkfbCoLSHjLHZKkHd8OvamSHFSLYZLwIOY9sHFEyBN70aKgYJnUIKi+GEYrRJI+wewULEfUqcZUsMI7MkZcGoS4YhPhj2ZW7+ThoMSoV8ixU5lKhIcPJwx5ESWPXaCk9BZi07eszbugWHvN5HB5YEJJNkau0oAc5Tag2cpISl/CPaSsWsD/3kAHLnEBoQ8/KqMtHhf07oQ5/Sxa5KUOzKq+fARQ3MYNtJ5zegZ+RVOKhmigQyUtAQT1TikyUjSp0NOQCJZC/Md4KV7wdP4QPUL4elVYJ9sCQbTIr2h3LF2u20wGHshFumRldEMvkAEHs8KiagDfJ4ZPJ4NAr7OXw9z4nYygUeIKRvOgtyQgLopM9BWEEyCQt4/rPWird3D0KFJc6ocKMz/D64tuABKMRvHq7DTzH/c9ri9Hge85BAL9ZJd3XI3exkNdHbr0b0wmLCEe//EATCN5w7MxJExAPBFNiNutYaHQ9DYb0vE00OsbCK9FwqB6jkiqDVsn5nVzSmFFLhOZnAju84U6SWKQXuWZIuRcnm8/+CLXH8e3hDcgl44+CQxIpsmI9zDyCfB8TwhpL4CgOKBx+dD7MuAAEHvqndvMjzvFoMeGkMr5vvwn6Xvoye1c1TGJMlluGelDQpZ9Cy8bh8Pr/5UhO4DwTXqyT2Fou2/4h/ziphslC0jZrww6EDHUjafArd93V+OdF/QwBQOgLnrPOABXvX3HpgMpsogAEZMD/C20lbYKCqE+twwpw0n5nbg/afisbA+DVsuuHOcYKPQPis8JnyZcgD/TR+74gD3rsB33LyzFJfW56A9exhHS3vRkjeI+XUFuHTTxMvdGTRm0OjtAAAgAElEQVQ8HCh3Y9csgFIRsMQHP3wtcpTxBhwBz9AJ4RnbR9euxhaPK3Zeh3hb9GRk4fP0aasdb9f/Gx+um4bl3sfxeM5yFB/2h6vQgC2zGze3duPYe++NGkx+W2qDXRG698lzTwcAK/fnvEI57aCGIxlbDABOzcW6PBVmJgXBvNlF4bKfWO8yF3yQhFck8VW0ZraNwCGrgOL1Tmi8fHze0YMt/bETx0QktOJKM/9kSxLcyFikQ8V5PSjboWPLnBEHgZmCW82HsVwC8xQR3HGhoT1uiwD9uxJw8ssMmDvC2W9s76OTSmiUxqlwR0khFCohfGcLQBcGgWqsyAuP14f517yLPGEJclLzsDfte/9LQkdqSmYyztFfja6f4mGoDxp/w8dzPAC8L/2yCqtEXUCAargHWHxKiufjt0LAqZMaMV/hKJGm4U70ouPhfvjkFE4NVqOla/HojKRkuzC5iqWFEtlZcKwN838NzSYcEKxekRC71ixEb1FQnpm6vTj+rQX73zCA5jjQAuOZJBBBweOjyxuUBzNkSuRKpDjlckLNF6DN7UQ3KasXY+5Kzldi4b0JiMuJokREXbHBPxqPedBwnwk8l99wQQPyuQ7Mv4vd76PNK4Hv4JVI2v0LMk6FnQM0sGddItQC1qlz1N6JAW4yMM5jThcAj95Kszph+Bj4aBp6OOH2Ucy69joM0G9/hPxj9FYVLcWVqrPwk/z4uOWO0nkqTJrXjKu2cQ1whFasAE9zF/RJs2FJCP1+vo+G0OODyOmCzGbGcL4NuhwHHEleCKVA8kYLlCPA/vN4EDc5oPpBB8GQG84ZCvAEgKdKBomLhxxxMhJGZEg6pYTYyUNffgLMKdHLOyqMThgzu7HzWjdmf/4Dqur3I/GxAsjyWXnQ3kHh8afcGNGzlGh23II6E89DoVffHQKCyVXXXfMGeoSZOKZlZaCIz8cFxTlIlklxquA1uKbFjvOeMAC++JYES8JOWtlw5Wcw6LQxPcCF/3gAa5e9GrIOCfVZ0y+B8pF88B/X4szL65Cb2A0+L7zUUYSpC70CK05KTeBblkBoWsoOSmysHGXrsBe7KDdsbhsUYgXclAv2/4+174Bu4tqi3eqSJffecO9gbIMJYHqHhEAKIQlpBNLJS3vpCemV5JHeC3lpkFACIfTee3HH2Ma9W7J61/x1Z0YajSQD7/9/18oKljQzd2459+xT9rGZYLCboJQoEBfEJPe36Fuh1XZA6nBBJVLA1NuMhIzRUIaypb1YCXCy4SLWHz8Gm4NIBw7Akzq9t4+fgBHpGYxF026HcvWzvD7Vj8xGT1q8lwIS2LtSU5WH9pZExjPi8xPGw8IMBF0bWABkGJpxe6u/tYMA4K/G92PWXUSh5IN2kgMctOvZSy++/Ej6V3uzKWOCBuOvAgA7b+pB8AImj+TSQCwWnbkHN25cgO/fuREk1M63uaFhZJ8d77/WC6WZwslIFXpLZyCrMAWCXKWPQuaEHG0Q0j5a//HZb5gGgV2MdJ0J885vRvrF4wjq7YTIYYdLJITQ6YJVFQKJyQihO4E+QIg9qXNoUwajc8QEaIdkwxrKEZY1SlTYr4xDuAWY3GlGnIWAUHdskq/JYjA7JrP2ev/+BJYuZvwDNocIrmpSmoL/rnaxAOFPLoU2/fLeGgKA+5IZtj5+TwRwh0D/eWroqdOmESN2ZpV6eYD9ezMYAJbqZPjo9wcRkUuhP1wAl9v74DWuNsqBqs4/IRAyls2kowYozIwHj4DfuN5ESO1OCBMcEC8agCCcz5pJfteqzsCxS7Ngc8jR3VsLnb4bXZ2V6OyugNNpY97PSzh6h9LR/5YIIRBSUCrCkJ8ehzEjLkAmu3wYOm8UKCD5VCESzw6FTSpFXUYBarM5o5VG60R5JXfwdxS34OGg0xiTzOVwhg+44MXPBwPlwL2GI9B5axMk5PHSZGTaGKOCpaEfx6ckBlweg4VAv6eag3s3/NE5fVRBnTsEevnBMlzIOIUSc+AQ6LW9TYggdSa8moMCFjWP4bE+j54khlIVwOvhJXulegeGnNLQwDigguq9osUCRN0UBmUeP4WBAF6zqAFOoRouioRcuvkd/M+CQMZSN78A+Y4AIwEIME6HwlkAgUEJy8OjLg+CBS58O+sT9EQyJfpIIyHRr8wzQ8pGnfjLM+Cnv7Nw6hCzL10yB2SiQ5jd1oT7RzLe4Qa1AY+GxcMSzyc4e1SThFsMXKlIDwDedQtv+5MlHpo8gBcmfn2eAGDdgG74kDwF7lnOMF4PFgL9e+k5jN08HCl15EyjoInRY9sdR7H0LxVe/TYUxyfegm625NHVHKNBDj1+jtmPdXHMmuHLGH/Z7L4nCXWe3RaKLZPKYZU4/Q7t71+5gxvWwZBKgN3QozLj88kXUTFMhlRxAeQCBasQ8U+K44J9gL4TIaMP8s6QBYdvQ1Z7HkOmc5kSXJVaF4419GFd7XdoGKnD1hm1aD5zOyQ2BniS95wWvgHUdy9A3cqUFeqNdOJAmb+36br4lfjhakOgrwCAo5LT8GIhH8R/dNKAXc2MTHIrjjmp0fjixXkIUfpH8+j0athT8yF5pQlOnR1f1Dbikp6QXLHKVYD97Lcb2Tqr8dEajLa1YMKFS5CGGFFTBpiVgCYOSK0EtAQ3UkD+YSChgQkeMMeL0XajEq3zlNAMk/FOPWOnFGfez0D3yVBQbKqBrw7gEzBE1xZePjwPSgmTE+yafeXwzqdXbsW+k5cwL/gelCftQauKKVfn2x6fVgb9T1PR/lccnObAnBz7osYisSjOPwS6w4jsjLK/CAA2ykIzSL8njtmH6EjGo0dygJ9Wn8cQ8eAkpu7+8MafApqe6oQx2wKdMQZHK+/0dJuA39wio8dwOKSuBZPW7/V3zFFATWkeTk7jCB0tAy7sfaMflWv0fjmZE5WhmKAKRqxEhigJM74EyInYyDWe3sGKBYeLgt7lQKvVhka7FeUmA6qtJJWIG+U8AoSfJUD4ynPmPTctByi0vOplsKGArEfrkTqujjeFVF8a9FV5uGY1qW/Md7Z1Jhtx+uY8DOkqgMSlw0ZT4FzTqpYhKC6pQOO6LNpjT9rQ+0/gfE8hvEOg5z9UV2FSUP7F1H0W1YDTChMYp4bdpIZm19N+625KWCkuSHsZp9Ag+bHkoiJZAlIyT2HWab5xUua8DQMJ89EfHwqnROiRdUKHi87Rlap60V9iR2WBGjFNSlDfdEBmFcFssqLbaEJvuAwGuQiV6cFwiIRQmh2I1NsxpIuwywuQ3MPIOUoigPbxeDimypB+WoTi9SFwiqLRmhsNJ5vr6+3fC9JZcW5uA1qGuZB6ohxTP18F1eIUhC9QQsTqlB++68Suo9aAEREWgx59Rm6eyNiEh8Xj4Uf/oNm0dVa7RxchrNDxKiHqZ70GShXYiUQA8G5dJsKvFAJ9+9Jgi2oHZEefPQJH4+mAAFgwZBgW/V2KxFgu+diqCcbJJU+g6Fs9JHtNGJtZjsTodgRJ+SWE/EUPhX6RFeVSA8R9d0JoC1wf1lsw8IU0hfP9VWg1tEBtIR4KTnF2j5D798z/uavd+1Oo7YfQqIdcp0N6VDaKyhZ7umm0WXGouhp7KstpGm73ClNIpXjiunmIVDGhJE6bA8r1yyH01IalcHbWKFgClMvwFXZVFfnoaE/gHeCDhVeQ7t/Zsh6pJr61oyO2BD8V78L8Oxgg4j5MiOLYcdYCzf4PLV88t0Dx9d5sypCgwYQ3RyGyPhwn9Y048pLNkwNseboRj/WV0feQ3FcHyVRmju8+cQ+a+4cgwyDE9kWf+U8j+0mYxokPX+mhvWN7Y1UwFM3C8PBxcJQOgArnzIxi6CBBH8uFzQF20l+Z2YakvW3IqOhGUn8dBESRdw/IYDFZgb73/Yx4YcUitI2ega5i5h3puYMAB5SxKJeHQ+6kMK7HjBH9Fq/58LLwDfrmREN2omvDB5fNB6a6E0F1ewFdmnCTgiNbAOFT/rmM7seZ9L3QhK5Ab5p/yQFyh4z9sN3/wB7Zn6cKmr5R3JZiClfiEf3gDJgaEbA+2F9pGv7JGBR9PAbDPnFB5l91BjbKjsrOrRAKu6HqNSOyTgep1Q6XQISeqGJktIoRZDZCPNkA0bTLU102dirw709rQDy93J5gLYIQQOFyIslmQb9IghSHFUmsJdokEOGcXAkTibkSCGAWiujDIzzGhYVzjAgJHpyt1TdyJ6g3HIV/zabXlyYsCkdLJ3hIsi422NDRxQhUm9IKW3YF3kyKRLiSAT+e8khe9j3CCv0vw0kQ8iTPO2lMuKvnRfpPl9GG1oYeNM3lEyXJtK3oL9iHYc5WzIizYPSBVxkSrGEr8ETC7XjstW2O+ddFHXYD4GV7ZqIlczvK7DmYcQOXh0pygHcf3YpndP5enp/7U7BGy01qWrYI6dmBlT1aSlIU5AN2JJ3TcfuUFZ+BzHnydBmiF4RBIBd6Die98BSsYmIUIsCKHzHCSGPf3MPB4FqgE4BcLYSMioNkzY2gvuaTevluVZfIgXVlv6FuSJXnq6hgIV6aa+KiCHwuIp7gNz68Bpp+xmPliDYipnwN/lvGzh8FvHmxB3vGM8z57pZlC8IP3VxkAQHA79ji0F7jX3JFLHfizZs+8ABgJgeYmadfCmug9vFSF3VH4HhGC+b8OA4hA0H02t12xzGIJQbseyAWjYXz0ZrBlfHy2lwBlQ2VfQDfxh/C3zH+JXyYa/3nJM8CREuJoYqCi46Jd0cQcI8oqknCo6uJx+r/slEUrBIXvhlXi98nqZFIpSIL/NBykhN8mjoEZcR+SBP5im3hpWLMPUWn7Q3aSAbM141OPF/9B0abLqFvwim8mjUWYQ0MoS958yBVJxZrDuLI50yKB2n7x5rRF8UZmCQmJ6anf47/3qtBezAf6EytHoO0Z6JPv378SdodTucAXw4AS+VYNnEYMoI57y/J/V2ylZ9GplLI8NdHdyBE5S/HG+orEVRUhJ6vDFDWGrGi6iINZLwb8yeflMb7eJVLbHhCvQ+FPb1QxwFHbgQuXAP0BbDT+q4QkvEW3Qpc/zEDiMlAWiOEaF2gQv19ITAOYfL+bXoxDv87D/0VAUh1fW5K+pYYJMeLhblXDYJNZjPm/us3modhXMh8bM36HGa7f76gXCLGU8n3oP6zZKir/VmQRcE67MBoDLkmF6BzgFnCJcJr0mVCalLBhVMpD4kJACajOn3iNoSomOjIoE9TcIeljrVae89B4FxI1vqLnusG0Dt3ACTvl4Bfs5XhTAmLsqNwDLk3M0BSiw0LPl0DkSedi5llq0KKo7PL0JLNTRgBv1+PbYFN5+IZhorkSiyJigXx+pJj1bP4fQX9lcQz+3pkrmxw4ahRj+MGA86YDRDJBVjwcxyGjL3KGHa2GycWq2FrZuaMfrwEKHr8JKJH8EOGXVWzYKq/iFFbXX7Os73XtSE44g5I7QrU68+gTsA3LlFmCSqNMowbXYPq70fwWKBrtNkIPRhbd3hrAV1E/dpHL3TZJeCsmwGkCym71OPijGQDJz6Dress75eTVEW4qBzgdHXW2OTrCxopSEL/rXvwzI9MdQJ3Oz/z34hunwy7wivlgwIiO3QIt7ajfZoDxjYdnDoH7BVGqCsZ+XgmMwTHh4ZDrxQHzC6l5QK7NGVWF8ZWqJHdZkSokdGFiK7lipbAdWsEittjIdWloWdImJ+hMbJDi/oxHXRecPHGHShZvw2SmUlIfILj/rl7sRU9msAs5V19bSBlFr1LvE2eeC/CC27EoTYurzpcLsOivDTo5ZXouO6nALMBnNaPRp1NitD3pYiKSkOQXsHc1/fXi+crnaa+kcKq27+E7cB/A7JAS6Ij8GQFvyD9qWcfQu5COyRGJ4qdlxCZqEFimNvazrMb8R5p1Kvw40ePYujSLkjkV1EPxuvqKnUNzvWeh8tjG+a+5JFZ8Y5n8htvb64P3b/dClnFKcQIFMgvuxMxyVz9TrVBj1X79qBDraY3IskJfvr6G+jSSeRvh9mGkI2v0nWDyd+mMCUqpoygvZWD29CZPh85OAYm45XrGpL7phubsaiF7wU+lnML9mS8jRtuJ8/iP414gJuOfIX5+Rcm94Z8vNccZcSUl8cgtDUEX3fuhWVFAuTDmAOo+4lKLB+YTv9b/vJRCAv6cX7VHXhwSBImnMzB2qefhkXOeUjdOaXk90QAf/14F1QmCr+nRgA5ZZjUdyOEPQq4wm0wPXgRQoUFMnRBSCvE/hleQyqbMPaPowgyeZXKojekvynf7hJiV2cZLhmSYXVKkBvWCJXYhDh5L4IlRoRIDAgSWdxudB6IdsiDcGnajdCksflzFLAlOAH1MsKGzbSpHSaMVJtpj9PVNpfdis7fXoHLxhC+eUfwsfoGqNoiwBbk7WimhYp8ahxMt9A8KX5Nc2k/tHlbMJAYOE8udzfluveRvSJSB/ilsMdC8+Qdl2WBNgiBNSF8xUnZFoK5c+9EbJ4MmS/4AhamS7XddbBQ+yHV25ByotsTs3aq+DFEaSwoPXsE4hu0EI28ujDKN39sxtEqg0fIRTpsGGXRY5pBg1CSO0ykMfnPnU/IKnEuioKQ/axFLEWHWIr1qiioJVJkpVkwdZoRwTI2VGiwQ5sdZVVPJIZunEn/5RIIsXvCbJqEi1SPOHzM5LHMGiMNGJW2Abel3QyJKIheJyTKQWXkK5blDg2eMZ2h7+f+JrJegWudD4JyUtBtqUH9vEwYkjmlL776T+x8UIqnerchVR6D0ftfQX9MFY5NeB0PRDyAp5/agxtuCDpP6gCf70nCfztzUanaiqkYgek3cCHVBAAn7foVsSQiwqu12RR4sI3xYNF7WwGUTb086YvIaEfqKa0n59dzMb2uOSlDvD0Rc0IRMpLLYzeKzsEiqgcFTtnkT4P7L+5T/2kKPHF8KMwCaEoA0V+TIF0zE4LuQcIYyVISO/H9zM/QHcFFC+TEAQ9NJfs8cKvtVOHTj+jqU/SEupJr8XJ3NcYmMzmXNWoDHsljAKd337zDoAkAfrFrJLTdgcPG3l303vmZjzeqzEZzhjcA/mpkOWzupGt39yRWCK1CzPueyVc9MbUSzUPbsfmxmCvX+/UZ0iC7DpdkR/FELmfwCzTq7vM0ROBEsUUAh5wLw/OeydxLMShoiILK3g6HVIvWpBqaTMwmsUFuUSJMGwuFRYW05kKkN1++Nrb3eusOseD1OWdxPs+F4dRohIAosNwaPOM8grSTQei/9Tc4VJwBbFLFVJTVcnm9vBlmO04yHdZe0OHXkx+hJjcEvfmn8LeejfRgBfhC+VoIzoxB7Y7n6Vv0RDpx0MsLHNpsQ9HCn/Hn1BZ0eT2fjNusmlJEPp7TseLMUjr0o3T91M/CNuc+MhgLdGZsOJaV8Q0lbx7R4VgHH7h9/9pNGJbpr4cf3nUUKbNz0bk1FOH7NHi3ku8t8x4DRtnljFBuADzC3oJ/Nx+kz6jvVgD1I/jp2+Qe/uYs//1Dbk+2WkIdMOVXIIH1mahHylD5Yjh6yxgwdPKtdDRvJgRz7m02CCkXRdFs2A9kp6E4MgyuoVf2BB85dwmPr9iKsqA5CJvdgG3NfCDi7vUdo4sQ8stEXPzLn5NCWnQM2xruRfKoHB4LNDm3CQCOi0juO5f7PKzyYFooeNcBnvGBFKmUP2u3G+gGCqsxFJjQ/Cij5J+pm4deDWNwE0lcGDVFC4mUO3PK/jmEjAqvyDMKODe+COXj+EYwQm615tYOWAeYiCzS9xtDozAtJBSRNBeGT+MLWnpueB/58tl6q4Xsrej1RQE6lxPf9nXhpEmPe7YnI2bo5c8e754YLjpw7v5+5tnu9UEBQx86j4RJhDiKHQsXibCbiaDdx5BRwwe4TiGFjf+ORWbrCCistVjnUzpNUB+H+qR+lBZdxPkvroGuKYyWLqRslUYaAv3Po/uOH0inD5YZT9SaIRBcFqz0OS2wsaSYgfJ+E4ThEEb7p2kwRLhkSwroXPkFGI6v3tyMH5bbEWzidlxX1hsQiYpgCua6odBbENPViYExBmh0OnT/1gKnngBIoCdMgv3F0WiJldHMze42mD/JfzEA0Wor5hzrQazGrVdRcCTLYH42BRP/iYRJngx9mIK3nIP0Fjhl7dj2LxPmfvwFIsvrEf1aCpTXMOfgsZN2vEYIzwK0IIhQ181xPLh/8vCjf2JtM9/ISLzACSoFGqa+ASfN0Mlv//QvgA7diH4uCfHxHFfC/xUAVsRK8a/zrEJAWIZ3joK8Lx7yWZmI+7kJ+dNbER/WAbmIuLf54Qje3SI1cVe9+xiS5zkQnGzz2V2eikJ+L0PCnHe27IbGq8ao395liayscEALC7oFenQIGca0ZLsKaSRvFCIIJHJQcjJp3KIQdrVCfvoArXjLlCTp/A6kD5vleYTJZsPqwwdQ09aGGcOLkZ+UhISISFp2W3r1iNjzDigbUSiA5mGp6MglXm2mth53avCH3mSW48j+8cwzrqCwk0X7dN3XPEZoNwC+8XYm2dy7NR414EzF21gs09+nH/rBt94A+NOOXcDnqZBmMh6O9ttO4SHhOMRLw6H4ZDcsBybgPvFQ6K2JQPYnOHWNge+pZoUPERYL12lxw1YjdsepUJ43HAvNd0HUxij5lMwJ84vnIEcHj/WSeV1GgJX9ehi5Zy/4bwVvTy4JJ6FE2N05Fkf6irncAa+d7AklYccxW3UJeTm9SAntRqiuE2IbKezOSG+HVIbmSdfDEJtMh0bvliShMkTleccQmwvXtRmRTOcIB87/5TrMfG9tqULvtq+ZjwPFjA6EwtXif8i6xC5Qn70VUBhcDgCTfo3+xUXd8OY+4f8LAC57ZiZythYg/yMXpLH+ziK7y4mqnjUQm7VIPtMDMcnNoQizawbKhz8Iid2G+bLvIS3lypcFfBmvDysajPjg0zpMM2owwTjA0B55n3K+hg/PPPufzlYIsD44CkeCQmjvcPJoA24Z5oJIfhlPNHubqPoUZO5logIcIgn2jptBg+CePgdqam2ewTAOacO9Q46gOGkhG21CDgbW4uz1XiQf+Kijz7MTbXodlnQwpb9Mp9rQJ3Lh0nyuNJYbAD+r2YwkcQLNAt2VeAynR6/EJ9oFKF3XhKVjzHVCiLPdALhCuRPTBSMw7QYu/DZ67yUMqTjKKLVeGsPzHYWosHAHbsloMcIjySFL8vf8RAYI23Py8X4QGwKjivrEkbLzIJAIELckEpI4JjTfCQMGpDtAwepn3nI/RuyKgMSZQHsaJK4Y2AU99PgSYgybQwCzDQiSSOCwK6AMaYFF2AEBS2BzOY8xc38K4t9mQ/rtggByhHlPR3I/3pvIEJG4Q+sfnmpHbvwg9TIB/LE7FQe2Z9DXm3P7kdl2Hl/HcOF8z7kUOBHPGSJIX0oswfikl5njKwHgm6esqnvxvaMiXwD8ZWk57EJ+CoFNbkbp7lykVyeiMb8dJ2ZW4dMvizFjrxV7r38QTtFlSKC8RkXmMELiOIr5JWxYrNd3bvXa+yTJJ2XA5Gy+n9dvJTYRph9PgzVsNy6mn4RVxnk+vMwk7Ox4suUgdkhQevpaZDQNR96F0YFlpc8svjbnDH4b1YgwRGA0NQVKNh/cCRc223/DzatvRsV7T7FHKLMibj18FzI6fEpT+ax5jY2C9cgh3N+2D03jG/FncAl6bFy96TBFB5biT+z7z144rMyZtmmW0cMI7QbAv02/hP4gr/q8hHTt/Bj0L52t+W/TBDqu8koA+KnJhUgm7Lzs4Ff02vH8fr7CFx8VjI0fcyGx7mHqaO3B4dN7kJd4F7J2avHEyXJY3SSEftEWzFU8jhO48ETnIZQaW9FYDKx9FrT392odgZeT90IHMPNbYNgBIJz4RgRA54wgnPosis4XbvonGmc+SIfTIgp4bLKdZYAYRWFpVirNEu0aKWLqBV+mkVDoY2da8OikO7Fe+iua+/zLPiWEBeORqDuw70F/XhYPAB6dA4GTM+6Sseu+0IvIyBhbfekKnS8AHnbaiTG7SX3Ty3TOZ7M5FU7UrmRyw9t7C1DZyOmew8u0CI1welTEMf8cRlZFvUdndIkE2HnLDL9avhVr9Nj2FOcxLZIpsTQqDlFSVoYFAru+qQMc5uYZ9vmomDtL/I5q4mTQarBW34+5v8X8T57g5jUmtH7NBzZCqRPjv9wDKWHpdzeXEPV1Usz7yJv3hfly013dSLUzhJoVxiq0erGpeQNgum5zVzCtIpY+vx9aRwhMO1SW3T8vpK01VwLARpcDWq9SWf37XvWr91sWWoQmOef9DbQ6HrSWYcU7f+GpVTpPmaOetJuQUT0FjcXJHPilgLBeI4KtjahxtsNUqYWthwkt1irF2FsciQspRKf1TwcpzBXCYKLQ2OJ2Rl12GyHU4MADG1lWeq814wwRwfFmBkq3RYByxUETzxn3g9Vm1E5oQu14JyZ+/wuyzp9D/FfZkEQxWGX5KzacPB84dFln0EBn5Ee+DEkuROrU5ahVc3vYzQrdHbERA1O4MpDut3ED4IQX0xEVw/XNb1vePV9ps/SNlFQu+gKOY+tgW/ua34gok6RYdooDwMeWPoOhX4sh33QJpcnNCAvXITZkcKIFt9j9+cNlUA1XIGbEZUIWfZ5Oxnxby070mX3i+HmmDAqd0KNK1AlyMAZqbqEf36lBapcZkeIwOJLSQSmUkJ3aB5G617NayG/lQeHIGbUAWSXzeAj19bVroDWZcGvZOJRmZNGyYKCqBYlnVnoyqY7PHw8Xm09xueVVU5mLtrZkH1nJV/loGUQBC9v+Rrbhkud2BABvTl+BOxb5e+7Kt2tR1fImHqBsTxgKPllpTOrHhLdKEXkxAt91H0DfHDHClqXC0WVFx+1nsDRmAtKVkQj6bSuqX38IS8eF4LZ/cvHup/8epNYuhUi1E58/04N+qRCflYzC/R3LIHRxh5JlYT2kBVXs9f4ad9qaFtk5pkAAACAASURBVEw+uXPw4aEoGBwKbO+cgPOaHL+cCV7+BLsW+J8x0xGcKMKw+WIM0xxAfNUJCEhYOw24KLSPmoK6otmo+G4GTr5UT4exuhW4kX0WTOka3EvkC477dnwHc3NF4Pehc4G5nBzPjyjAtDAHsileeXPsl1fyAE/9SI6ZX20R/HlyaNcr4f+KzZZ3XtYDrBcCf3h5gGUaOW4d+TASbqOQcCt70rkXG5v/06ytgq11NxLK+z0HukMsx6nix2GVR6Ao+QAKEgiT+uVOe/6QXPi7EaGrz7MigT1xvfZyu0iMJokcDcFRKJSIECSWkooGEAgkiNJ0IMLQ5+VpZ55bLg3ChuAoGIVCqMVSjL/RinkhTnSr/JUe797EVmci7RCZFwpmWRB2TJ0Lu0SG7l4HausYqyexyqqKN+C+2EzEhzIWdiYXmL+mSWmku41HuFgTlxPjy6cgTVECp9EGw44LqFpc6GGEJgB4931SPNK/D5FD2jD1n69xsuxN6MJa8WPvfKTt7sFDwzWVYsiG0gC4IxflikMglKgrFoyigSxphV+thdTO9pWtvUuA7/OdnDcgKk6I4SMY9nl3Y8ivGOMDAb8pJwYgsXnJTnf4JHsN+VOkFCJ+aSTEEYwSRdic9ZJjNKkV19zjQkHiSqAJrWRUErRGEdr6hDhWI0PPgAi1rRIf7wJzHXmcXGbBwpmVGFZwEgIhH6QGshWSz4THhkLxPEs+5rsLKaD/gV34yrTTE7YVoXRh+XxiQuE37/uvXFWIhppoOKJNsGVq8EpdFSaGMhb4ap0Fy7L4UVHk84c1ibjNEEcD4Je6SzDQxS/95n7a9LI/at/+YIfBbrWNjE2R4YF3mbD2b0sqYCa5tWwj/ZHYXZi7ahz9yaYlB5BkDcI3fz6OfosBXfFXU4YPkDhtkDmOYsFwLeyDBLh46+XDB2RQhXnXL2VGRmo3IrenHD0xDfTeIM07/cb3b3e9eM9v2Ly3pLYczNvyKBK6iJHBZxZ4yjmF42m9WLbwKMwKASZR19LeYPKTZlyE7YQFWRYJLjz8KW8ibz52O7JbchklkL29rwfzYI8TT+z5HIl2Lc5ObsZv4mt595gbvA7Bp0pQvZUxZB0utaArnlnrBACX3Pw91k/pRmsYx/pK3nPpiQk4e/fd2o19abQFasSWya9FrM1f7jRoQKn5JVJm5CRiTgGbpsCS67xwQIuKXr6CSEoekdJH3o2cd++/+B7u+OAziJZX4f3zddB5062SH7vt8F4v79YwhJQLb7VsRapjABueAI7P9bdF+m6l/6u/KWDYXuCG/wAKI2ALE2L7iSQaBPeeC8b+R4Zyk+QtSQLY4F4vzqMZop1jRaDGDg6CdUYTpt2/CvHiBCx+KhXv7fauK8s8hADgDxbOxuqpY2Fu4YfpugFw4ugciLwAMLmu5WQT4tOS7BdGfNTqCFLR+THXTd+IYJcVd35u84+gCTRoXmu8bUkPtLQRGdhz+kHYHYxzIiXHjJRst3GJQni3BnN/dFd6AC7lp+Lg9f7RDmd+1GH3y3200SBVKsc9EbHIC2Lfz1eAsuuD9kICNNnVBYsZP6p7ECQUoVShRLREgnHKEASLRFC6SzGx3l/2CBnciUMB3Q47nm9vxoQPIjBsYeCImEBDdHBaN2g6IXejgPhJbRj6EKm+wDWbOQQJK+SI7eCI1si7d6QaUXX9CMT1pUPs6MEmr5I7DABWo7SoDu0HUnHpn1zIwsw0AO7tjwZ1wGjb9PXjtH1+xpMXiCIRIGaf6UOnw+SRhfbuKqiPfcjrn0wqR0xEwmVzfsNcCqjudSChswaLNzLr+lLhTSg4Mwu11wwB5cUMn9DQjZbcJvSsugiX+8ymKGwvjcb5nFDeXIwcJsBNc8RISgAiQvlydtdBJ37b6EJ3n5elI8BEPP1LA5syxL/eJRNC+1EC0jvEyN2ThdZsxghBPNPRLc346UMHXDIKdzz2MlQxDsR9lAmhhNQJpnDPYhuMduacY57OnT7dfW1wkFBorzZl3huopPhkoncVZEAsb0XrjV/69ZoGwJQBCa9GIiqCI6L101Tvmh9ssPWVKCsXfQln/Qm6DrA3QxdZSFHFKizdxuRbEe/vwLEJSLvPgZRt9Ui/pgdJ4a2Q0KWRAqknTN9qzhTi0KH5yL+TAOUrKMxet9nXcRCtenf+K//+5C87HKgUdqJXELieFLd33H4N7v9RfXqMtMdDcZJ4f5lfut/d7SkgIdGj570IqYwJV95+7ix2lDOF1pdMmYb8JIZlr/6HbRgm2UF7JDqzktA0POuyr0nngdolOLhvPFxOljr+MuQdkVY1HmrkSiIdz74RX2f8hUdmXIAymk80sPF3NUyGd2gAbMn4caU2swkZ24eg8Pc8GgB35NoQ+58CWM5p0fNUNZZEj0dGshKYJMHGYXU4uHkF4pQf46t/1TAKBC/4jPl7+fu9yLtgw/MjkrHU9CxCDFyYgX14H0Q3HQ3o+SUKgt0YjFu//guhHU0Bthvz0Zm+PGzsYEKz3blL7rBoT2kh1kvF4DZOgfbsJ3aZkTUsUQqRN12Aqca/EN7T5DF2tEXmYxR1Ag/0t6L52WrYFNx2jDU7cPslA2SDsAhynafgNBvQ8ctLg76PsyEXAkM4tybcucCRAgjf9s8FJgA41PY3yuf4R94EDTgxelUQDYD/OFVQ/274AxmCICGe1G0axGAB9IqATZ4cYApjXpiOvM2FGL7KBWGA6CSLw4i6zl+QdqjDU4OZvFxd5o3ojB+NhPBGTM5mWTavtJ/ZUTFurYf6YCskzayFj6JgEUmxN200ksMSEBaXC4mQ5KmI4KK1VmZOOcsyk78Wpr8IuVMDnV4DV3sd+i1mZBg1MEGAnapwbFZGoSg/HA+N7EFDaD8vP5c3QS4BSn++CSKblH5Udc5QVOcW0z+pqLZCzeaqdBV0YLrwR0xJnI2EsBGQ2CiEa/llkcg1qywNWG3j1nTQcSNuDGXWhPl0G1oTgtA1hhHiBAAfuluEpfqDNACevPUzHJ/wGkzKXg8AfqCkd7vUqZxJAPA7DWPRH84YjL66dih0SiXkvRoMXb2Vv+Yoiga/FWbW+ysAxs2QQBao5BGb1pZycgBywyCM5Ozgi1RCJDwS7WF5NgsaYZQc85L4zGajAZsrCirHGIihQnmjGF9uDobJyhF2uLerX1kNn2NBJrXgzvn7kJtFwqI4T6L7hf3SXtQhkD/0AoQ90X5HkVjmxDfzVqJTynlF7i6zoTiVMAIEbiQf+MU3xsNslsBc0o0Eixo/W7jrX+534HA+nSbmaWJKgE0dwxHsEmG5Kwl9bYFL1ZSVrt/7/nsbWgRCwd3k4hd+yoVYCvxRcBGdKnKWcRpm0eE0pNckeLy/9x6fglvPTsVFtnb2oEKH/UJIOZGp24vJpUboxXwfLfmJLzC8uyYa7emdsMjZHDAmahbpmsMwBTeyF/gYUzjTj9cd/fUBX49+pDYdj3/6OWint0/JOO/3MkrtWLR4H2ritUhFNoZRIyGFDAOUBhHro2BNPoWGe7/zXBKjk2HpnichsA+ef2hxAhvKu/F71TdwyOxYOTWa5wXWx/biueb9OPwVqa8OXMgg5DKMN5AA4Mzxa9AzRYt/crg9H2NU4IbyEpy+d4kHAA/tzZ0U+9y0vTAb4exu4eH9V2ePQJiCS02p7rPjmX18729JXgK+emm+3zQf33sWqpH56NoH/PnDWV6ZI+8f++X+UoCUsuO1tp1ItWmw9T7gwCL/VRQAK/HXin+Vq8Gcg/TnhB4m7Tyw+DkG7578MhqtN6jQtC0Kp17L5i3EQGyxpIcJCi4n2LlQDCp58HSlqfd9D73JimXjb0V73mFsOuMVbca+3Kd3z0HD93mo+oiLziHPcQPgkJIchJHIRrZRUgVaD9fQALhi2Mo9wrBgOpdm6ridmH2qF8POBHbABNyjRP5KXKj+rIkeH6tFioPnHqH5NUjo8+jpWohEjD6SXtWIUTuOQ2pljJ02mQSrn7jNT5cmOb+fFzdB7hThqeh4FATx2bc9E0QBaocD+w06XLSYYKFcNJEVad6OBG87qPscnqIMxa0R0QgREaMqD7uw1/sHglpdFB5qqceMb6ORNcunT4MIsJMvDcBy2Or2VzBdFwCj3zmE4DT+HilvoHDbijQvXYFB9BsfMCNNdyOt7+0wNXvqAhMArB22E6kpwdA2RKDim1EITVfTIdD9mjA499k8AHjq0xdaRE74l7Agpl/KhW4niZBmxs14/HOYeriQe9oIEZlGV1Chx9VtafB6Z/L50LxobHrwMHY8yChj/YlFSGi/D03DUmGTcxE+ybVdqCtphub7eriIACNpjOFSbCqLhSaUVeQo4MbZQtwyV4RgUtP5Mo14g59/10F7hAM1qcCKh4XrIToxBKJa/1x5+popIcgdm4HYnSqYZCEI69UjyGBDczaFXz6wIbXegpmvvYioZxOhmszoJUeOOfDGuwz5qW8PxU4Xmvq4Wujk96kpxQgvewbtBi66LzciFNNS4tE0bSWsYXxC1O398zDgSkD0x22IFXpxpvi+5N3zlJes6tLUytu/oAEwqQPsFj7kt0ThjB6pwr2bi2HQh+P4kmeQ+4IFyafOoLSsG3KJGfGhXYMfehSF/t4o/PTukyh8pBOKCJ+wM2+zs0/nGrSNONx5jFdGh1nhgMslgtpix+ngwfNdvG/nHmj35g6SKPFR2TeIDYpHj7EDx9a+CPXRDcwlnlxOZncLRVLMWPwllCFx9ONXHz4IwhhNynS8eMPNdE5w7yUTdH9vxLBwxiN2fvpIGMOYMATf5q0ENF5MR2N9ekBWaN/r7mjmyLDcAHhRfiUSi/mH/Nrf1LAbGQBsTtm5Upt7ENE1ERj/7ih81xMYAGeVCNEgKMKOR/5C5BN/4IsPr0NrIoeM3GHLZAMPLzfj+U80aFRJcDRtEaaqZ3g2Nhlnx0u7IZLyQ6fd70K5hMjtiEfOtk2IqmUMCb5tR0cZDvWOCMiSrZNHICFFgZwsEbKjTIhWWECqjZotFLR6CpcabSivdsJCziy/hAdALrTi/pw/EClWe6T0S5L38GPwI7hVcRHdSxu8bFEACYl+oG6A5qHlWmBDT8+mj2HtbuT/zi21DSFwNRSw4WfsT1gEYHh6DBQZc3jDQABwcvNWHFriz6IYe9GOgn9ULADOP/Ru+INlAoUQT+oZRY2fE87MXJdYiC0qxuum6FZi4dgHEToSyHo58IFd378Z8upqhLUYPEYhl1CEg2XvIDq4FdPz/7gq2EtIoHTfnYHtghourRU2mRhqUQhCVTEwpZXBFkVCFVkkxss5YpjQ/UJx2f1JFodUTCFM6YRcRsG8ZzXETQzZkVkgxKvRKUhUF+DOazXQjqyClWjYATZjWHMCcrczxD0uoRDr5zKaoMVC4fhphtnSGKOBNKUCs2xbMSPnDQhEEoQPUKwXmL963zBV4LCDiYZxdHXiVvXLUIiC4dRZoN3XgIpHR9DfXQ0AvueahjeCLfEvEwD8SlsSjEGMAucGwKqOXuSu40dR1FqC8e8OBsSTFpckRH6ReNC5Cu60IL728sZDiIHkp2Jpsis6HBE2qKWEk8ANkJiDnZQxUtkmQioIR127BFvPGZA8/E8kp9UiKMgAsdQCyiGF0y6FQGKFWOy28gpg0UXAaAhBVeUo1FWPRFc7qX3JvEPGkDbcPHs/YqKYcgju5m8OFQAmORT3vsrPC2Z/KMkcwKuj3/FcT7zAL15vg1gY+PAnP/z7SBK2b8zxeIFfqzyH8dGMF2NXQxfeH1YEhw/x4WJtPO7VJVwWAJeM2PjXyvf+WCMRi34n93p8ZQ5C4gRYl1+P9mBuPoL7FZi2voheh38vPQhTiAXf/vEQVMYsqEli91W0KPNF3D20Bl3+3Ens1dyJdMulMLSnk/Oc2ZMEqCT2ayBQ7oRTzC/H4Q+d3UYQvrGZP2n+iYRiQRQW/PM6hp5O95fZnoObpCq4cPddB3A6tQ9pyEUxxRCRWVwWDFmRBm1GJc6/uhy3nRyC6yvioBNko0XJB1a+i2dfjwuv7voQIS4zzo1vx68yLvyU/HZWxO/QfvgdzNpE9IU7sX88AxIIAE4YtQ22me3YkMflYybqVbi2ohBnlizlAeDwl2fvleoG6DJI7uDDiCAZXpnFyAN3+/ceLWrVDl65kK9emoeSPD6TfG+XGn+sXYvb33gfb01egwFL4FrFgTYL7flt3YZUu4b2/J643tv/chULyh/zMBcRCgeCOwLIWe+9qtACyx4EIjoBTaEUB9fF4eKhOJx6M4vxpNE3CZwTTJbluNhILM1OBRUsgPNeMcArz8j1/5Of/8bP21pRHBmFf79ShsfXboDGxIWrk19OzEvBdMccnP44E4ZqjpPFDYCDS7IRLvLKf5ep0HqokgbAlfEvvyvITHmZ3GdG8R489SurhDMWeaYj7hCEgIogBe0oI9qWMEa11n0FqFbMpHXBzHwDEjOY58Y2d2Hm79s9L0ZKHG1aMg96Wr/kRpbO+V3YAZFegOVxyUiV8Tc8qzqjz2HHe93taLV7AXsfESgVuKAQu6BziD3szm6Q53YS3RQSiZvCo3jlv+lOek2297w7nRRW6jsx5mAk5GFX5lnp6KRQd28vRHR5RW5dhWYNYNQbR3gLVW0IR8L38MsFri7qh2bEtQg2haPOpka9jSWNrY+DY9RPiI7J8QPAAzo5bLuFHgA8+fnac2KLYHjA7DaW+Zn0UAYRNIffh7G/2tM3hVyFyFCOo4LJ+fUyQlIU4gQh2PfFady2RYAH1opxdspoZFcvgksUh/4EppY2aWnlnTjrOgf9mR7mM4EA20dG4VxOqCetKX2IAMsfEyM68gpORp9tTkBwea2/LniN/CyuUZyj97RAK4dkbREEJqkbhnmOAGm8AslP5CD0vBjJBzidtSmPwpp37Cg80Ihr1nyBIWs5roPXXnDhWDV/PzLLh0J7N985FhuTjlm3f4mtjXwyYOIFlkUcRtOsf3hv5AHAn3QhVsDZLvxG5e7rVfVWzcgMbwDsKwLdAPifPx5DyK8hKFllQtjnnSi5qR7Jkc0QB6x1xiHbnz98hKZ1L1rWNahXNBCkWN+wEQYH8esww+JyCeB0SuHQiRHdXQ2Zy4w/h1Kwiy4/2dzxzvyL3Ov6tJuxNO8RngXiSMUaXPjsfnazsU9lQ7akihDMXPwNpHJGSL61/k+oDQZEhYTgsTlzQViij/7cijzTeiQGNcMYpkT5dDcJDZcPzLwn11+SF3300FhYrdJBvXfu+Yg3d2NJ0xr6z6sFwKbU/St1ObsZAPzeqEE9wGlhQ7B5xQ46ByV0tQKvvMcPM3EvTEIA9Mnz3VCaXFiVmYdZlpcZ0ij2FZ1TGyCaVMmz63gD/qS+CIQZQiDTalCw+nOIvYSw1qbC+pYZuGRMpEGXWaQA4mMxJFWKjEQK4+M6ICeJRTRJ1WBKKzO2Na1SHNqnQ2cvy3TKSi8xXMiQ2JAZcQajYk8xxg4Ar4vexrdhj2HWuBMwF/fz5mJSlwnX9AUieeJbb2gv8M8vMNPl694i+kFtCWD39+gOTBZAseh5iB2cQnu1APjP00P3vRN2/0TiAX5Kx4VHcXuYWXHeZZBI7m/mugIoH6pB3ixi+ebvH62lA+2tG5By0p3WwIDRlpRp0OYXYXbBL4Oy6HrLDnvTADQfHIFLTYjJBIBKirr8WxEcncf30LEns0QIhCiZGnpBcm5+rTYBtCYB7A4BSAQ7+QGd5sZan0VCCgoZhRB1FVz7VkNAuWhvyN+qCPQPTMZ1s7UQjz6P/kFqwBb/NhcyIwNqumLicWj0NPrftRet6OphPIR9md2YLf8YhTETkR0zCxI7EK71Dhlm3rzcyRBikd4LifX3dBzGBd9Of2c83oraMbE0GdbVAOA7xlU/Ea5PWXm+JxnP9grgFDHAyA2AE46XI+EE2WtMI6bF25v4ZY/ySkVIiA0cKkhCn9OOqiEi4dyD1I8h75HwQBSk8YwV2gUbBiQ74BIQC7x73VBQOkqgcOWgrVeMwz0HkT/6D8jkhBzQ33PrliXufjN34YMnq1mF8uNTsWMLkx5AlsjUsScxe/JxCEmZOD9pyZ0glEMIxYMvQ9jAsqF6HS7dz23Ad20kbJtpy6ZZkRU7uNfGbBPi6Zcng+TrW4q7kHfyNFamqCAVCbG+ug2/y0PRP4YzOJB7Rjkl2NBReEUA/PEHaz8WQrCXDP2j7+cgPBlYl9eA9hAOABccS0F2RSI00Tpsv+MYog0hWP3z07gYGglnII3M82bcPz5I2oqzIYGJR9y/UpkleHdnAX6fx42N0iTF1PNGHB+5hp0e/qgHNEAws8XMpzs1hTdbzHf+iT4ipNmW4LpfxiGu3V2ekL2Xl2fYIXRh+qNb0BFuwbXUbZDRLAICuFqdSPxhCErmfIlJbKijUyDGmfBJIIY7v8Z2ccBOwbR/Hx7sPARSLeG5SblQ9HqRqg3fj5t+KEXDgQfpV3LXBP5fAXDYq9fulan74ept9XRlYmY8bijkvBM9Jifu3cLPf5s4Ig0rnpzt1/2v3lmF2csfxZZPLuL0diY1KoC9l3ed2/h/c9953DRQidUvAeemDWbG4D/SLY3F9jAIXUbkH7Qj+QKQdg5IcPPWUIA5GOjMBEgK//HrgYrJgFdmlGd1BOmBO5YD6WcBh1yA/f/E4+CBLFz4lcvDDrCUPe+4OGMIJsRHA1lCOOcFLrXT1VmP6/+9A3KxE0uGPgDBzKP4cjdT5tHdZGIxPl00F8ffGob2jVxJpKsCwMFPPYOivJVEci2N34oFu/s9kWi+Fkd6ufkquRSFi2+1wRblgFkvwKlzD8AkZbyj4+f0QcCWm5n7wyaE93DGv/rCTByZw/BXuG9pGXDi2/GtMKud+DQpAzFS1mvo9UxSvujznk4cMTGM0t6RnmKBC7khVhSFm5GosCNJafN4XvutYvTbRKgekKN8QIEei9ij36SIpXgzMRUSb1nkpU74ZCoyDiR9H0J/UyD2CsRYRpsQW1ZqEL/dHySN+2QvFDEc9wAxrNadteLG75mKDd5t9bNi5LeQaEIX9praYHY5QDzA/ysAJvf0Fbkk9cnFpl2GC+VoO/gWDwAnR6WRgLYA4odRmMkcND3eClWUCT8sF+NSaSFyKh+AgIpCZ0ak57rUqm7UG6rRVc3Ij8pUJY4Mi4QmWOI5ut98WoSSoeRhgdBUoN3EfXbsjBDbtgdDKBJAb7JDbzQjW9GFTP0WyGDx4t4BRCdSID7hXzIkeEQEYhYOgbVdhBHrOa/10WudOHCfE3Pe/wF5xd0Iu4NwmFAwGIBFd1lgCxBheVP0EHxcuZ+Va8xaff7ZbfijoQd6m91jILwmPhoj42RonfYWLOGcc/X/OwC+efVU/Pn1G8g/sgGJySNRVlaBnJH1iFKpvUbWH4juXjcX5w+PRtbN/QjPY3Iq+bDBf2LcpFdqK0kaBxwOMYhCZLOoED9wFipLL5vXI4BGQWFXBgYFwR5vNqer0RL/+rSbsDTPn4H3fNMenHnnBk8/PUKCoqCKSMLMxYTsiILRZsd7G9bCaLUiLSYWy2bNwUC7BYd+bMWNyd9ALHSioSQLPRmBa4B6v7VOr8KJw/yyGm4joq8BcVn9KoTZdf8TANbn7EFUTfhlAXBkSjj2vL8b5m9X4p+Jz+PESO86ftzgvftqD1JbHeiXiNCf+jFCLVyIHwnnoV7ezKg37B5kwD7zR5heiaR+poCgUSvApQ9qMEW5D2ESHc5q8nG0rwh9kjhczJyA6YVGLIk5DhkNeL3XlXtze68i78+455G5P/xXD3a0JkLs1EMioDBPpYWUNdi0OigMTdiKeEUfHC4xXpB8gDWx92DmzfthinDwxMiSOh0ibQQMXU64UNCf24WBk1z5DO95dvVHAe1ZfgveFgN0/zQOCc0MMzFp//8AMHM/NwCWamS4beQj9GclG6wQCAmZEfdOVocDdf2/Iqa8A6pe7uCxyMNQPvJhzCz+A0qp7rJkd+TelrOdGFhByJncoT/ApbLFkIfleOEm1hoqoBAV7IJC7l0//PJCnKS6qXUiWB1scCyL4YQOM6JO/wQRCaGhKJyRq3BEmIbrRsYhYWw1LoX4MwaquiMxdBM39lum3UCXRiLPOHHKDIeTlH5xIHXoN0h1XMTszNchFwUjTBfYCHOb/gA0bG1gc2sn7jcxBEzOAQvqDUZ0lSX+DwA4deW5niQ8reZ4E9wAePiPGyDRM/X7SPuoJxu7DPwwpVHThAiWB1YQo+oMiGgz83ODPfuWWTdBBQq61JG7GYRnYBYztTXJ3hZ7hTtvb92FIcPXQ8SyGPPBr/d8+u9dbyMlF1cngECdhB++fAUdWqYPxQW1uGM+8XpzMsF/pZCaHBIo7noTgq5onvgQSijsePRTHO8hbKLA0CQHlk60XzaaYc+JeKxflw97kh5y83lMv1CHZaMy0TJgwvKzzWi59Tq/PU0Yob+0ZwwaAk08wAQAiwSCvURO/WtFLsKT/T3AU9YPR2i/EkdnlaM5rwuPHJ6FSRemoUdxdWGEveI2PJ7NMZQHKkRFOv/+9gL8M/UsHGImUiLILMW46maUD9/NezdeeKSXcYMfju6hUfOc9lwuMLNy3L/nX0eMlXKMrn8cc3+dwiAGD0EeN+V6qQ2lL2xCPDUEYzDV07/cLVbcG7yO19/2oAy0KVhCrEGUj33NBvznIOHwAD6/vxlNjVwucM3EM/hs50UcJiWRBAKcL7CiPsP+P3uAaQCsUdMeYHd7espwJIZx87iqyoi1NXxlf91/FiE5lp9H3tPRj93Hj2Bs4gJ8/sEh9NNhsV41uwdRsMjcpVvVeLt9Gy4VAl9/zPRkUPeBSwK5NRFKfSFELjkohoyBocgjlkg6L1EAsc2B5KpexF3sg9zsQPqpDoT2Gukbk9rBhxcAexcBLjf/kte03vcEkH6OlxrSDwAAIABJREFUBcGb4/HjYxNoUqxAzXutiAUCfFfGpOU5Z4hBFQb2KL766W/YcmwAU+MzMXPhMLx+Yg3MNn66B8kFXhZ/J858ngLtGUbOXC0AFhTlrSTDvdK8DgWNRJYG7Drzoc+8OJVO1H7IrAft/uE4JmcMr3GyfmTPYG5UdOAsCg+zzgj23n8vngtNLJfXSH73+80daDtmAfHKLoj00snYsSYlsR5ra0Kfgx8pUBBqxvRYPTJCmFBjm4OC0e6A3uaE0eaEye5EiEwMlVQEuViEcLkYJrsQa1rDcFqtpPU8pUiEDxJSESEmwNjr/X1FvjvCiwLWG/oRtinosnWC23QKbDuvQ8YKDSQG/llb9MxJRJfwyyI1mJWY/EoYgnX8nK6vn6/GmKan6I71OrQ4aen/nwGwxCqgSTXchgzyfzPlxADF7Ffy2vEiJS4eeN0DgOVSBaLCBwkbZofJnmNB/WMtePYHISaeV6J6/OsYvSMaDcUcbojo0MLeX4+a09W0TrNveARd1sj9XOL1fedZMVR0uPP/Dn7dM2ZqHwXKyTloyNw6rEZ0nd2G1hMbaNDp4Q9oC4X4r2EQkJIQXsa36AVDEFIagdCdUiTXMt9ZFMBn39gR392H2SvfQdLP2RAqmD1+ZC/w+sduJye3dqaGJGFz32n0qY0e8D1r5r8Qnj0Lu5s6PetMJZXgnoIMWKNXo2niac8Nrh4AT1d1WS0jY6/kAS56/2mc3XoDhu16HYqOxzH2znOYc/cedr0HMPlQFEymIHz18ksIirVh6P3dg3o4fafs76atGLAOQClWoaMnGC6XGHKbGgmaMyD5TLQAZms66Y9Hw1wfAhjEdDF2FwlnK+uHaGw/aK5UJwUSHdQnESBJB1TFMP/ZxKABMAHCvq1H24Idr42Hw+RFosOasjKL52H45PvoS6rbWvH9HoZc4aEZs5ARF48dKxqQJTuBoeGMpZGpDcyVC/F7GLN8sHv7NFDsYmKCAHwCWdnnX9+xE8O1NX4A2PsKEgJtMb2Lh13WJ/S5m1eaUk5eEQCHDhPjwEsnoH/6H7z5NT8hiBE9FFJb7XjvVUbo/JmZhwnW5bzj03H7eYhyvWP3uZmVmOXI6WaEgdkqwoFnu+EwuRkYiBdfit35t2NCtgFvDtkKES+qwFv4+UpYtxggv3E/z9vaAVRvaob14iRcUtaiUMIabNjxHHAKERx5CAVhDbR3cXrQEfRFpKNwySF6LblnIcbswOKGAKUNfCaUKAnd61cErg1MyLBqiwEXn7XVIRSg5rQS+cef9dyNAOC0hr+x7wFGIHnPLwmBHvq3EjO+2Sr489TQU29FPDiCOMsDe4CZW3aLBdiskmLKffOQvDsDUfdqkDrfS7Fih/hM118QCnqQdriLYX1mW1X+XUgp6UVu7OkrsrcSz6/61X2g7OxNJQK0jS9FUMh8WO388lYKiQuRoS4ujMrbZHxllwYcTgG6NCRnmF0H7DWR536HpI1UERKA+O5XSYvxWH4y5GXVOJ7AJ6IhV2btKUNk/RD63frCo7FvPBMKSfKAST4wadaEFkwPX4nMoFLkpt2OSDWpSuvf/mOqxg4HWxJOr8f4+rlIDSoG5XThUkM3Wqen0QB4y6NyPNW5ExGJnZi8jeQAvwpTUB9+7GNIsBgPcOrKo+1pWK4jhETMeBIAHHGkHFG1LCkem6i1sHksjF5rKzSWwsjSwHGvxPubecjbeMm9h/ewJzwWA0m4iN5ZJmE5zOIaNtZRCKWzFApXGkxOM845/ouopMApDV539vH+XdmIRVa+yCFHxQ/vYkM94x0aWViDW+bsgZDNj/PXOZmoDmFTAhSL3/R9PFT5Wjxf8ja7q4DXb7AgLICI9jarffxVMS42hcMyrBnpv2/Ax7OKECQR4bldFTg3cyJsUYxC4m7P96fgmKEIvW1R9LTxJJgA8AbA5JonP82BKkqAP/MvopOta63QSzFr9UjYZHase5ictQL8/vMTMCIdVqJsXkV7Pm0XmgnzUACPuVu6Pb2rAEennWaMyqSupFaJ4c01qMrf7+XxCGxw8ABZNlLKqQ+BtSMNptoSONXRgEMCwmRDiZxwyZygYtSQTGhBXGgDBA4tHHY1yznOjJAbKEtcwbjn15eR1uRf3/hQUQPOZnZi/dA2DKHGIxHu0nYUnju1EREWLk+MeIHPhU+EQygeVDXst1Gw7d+LB7oPoy+5H3fclYhhxxnQTFi3HzNsgvGjT6BuKYVVSmHzLCMHgGe0Y0O+Twh0+TCcXrpUt6kvnRawJAfYFwCHBwh/vnurGv0+JdZO/Pqw3yy/uuwDPPn1p9h0727s7eoNGHJMX+SjWIldTnzZtB5to2z4iWQCsFPqi1OELglU2lGQWxLY3/hye3PnkW8evruzCr0Vw3ZfwrjV5fQ9NLHAT28DXel8jET8Jy8SFYwo20oBvvmiCAdez/d/pwB6/fykeMxPZTgVnPdLQIX4S4Lm1kYseG4booNEWFJ8PzZFrMKFzn7+mFLAczOnoO3jSej+h4k+cANgVXE2IrxC/ymZCi0HK5CQnmyvTHvzG0FSHG1N3lrzC48rY9Ct6SXyBkbr0X5PH+w2CY4dX+Lx/hYW1yEsKYqu97vwo9UclwoFNBRm4PC1DCGeu5G830+HNtE1fVcmpdHeWHq42P1M8nvf72pDFb0vBAgW2TA51ozxsQZY7FYYbE5orXZorU5YHKTIaIDF4/NCwRIh5BIpak2RONgXRYPgZZHxKFEqve2X3FUB5u/D0A5M2jxICTsSTdUThou9FAwV7Uj/1ug+/hjQnWhA2X8O8HrlsipxsrkX9/6HIyckOOHDd84gfWA2XRIJlB1bjK0eABwVkw1dQyQvB3hAL4Ntl4gLgX7hQpXE4lOQnDgpnFaY2TSgIIgRJpLxAHCaPMFDejnYerj4RiMK+pz4+D0xtiydiVu+nIuGYamwBDMgXmx1IOtIHXabKuHqtqAiPRhbxsR49sfMCUI8co8ITLDA/xsAXvN+KhIikzHqlirIgtU0GHaYw+AyR0DXRaFu80oYe0loMrPPBG2hkP41jIAuZgOzxsrYu1KhGhqGpN+lCO0V0h+fnuzCgYfsuOWxFxG3MAShC7l5X/loEHa0+pAcA5hUGIpfdnI6RURoBB5//G98eb4OTjoUkDkvHinOIUmQqLuZ4BGmEQCscSUg5qMuxIqSPZEjfhLi7tEhZqukRH45ABw6NAiKZVtga45AyX+fgdDwOu58Zz2GjmeLvPnNLnPiH9wyAyd3T0L+kh4EJ1whR4W9R4u+Dfs7DkIslMCqi4XOIqDBb5L6FCMI2J2tPRwFS4XbCsZYP4NjBzD22naoZGxtXMrlqV9JtrXVJUSnAOiigMYQ4Gw8EBQej/vzl6EoeiQkLBsQecSAsQv/vDwKDpOOcbfTOfUEeLtQPPVhZBQxVn9CirX9/FnIJBK8c/udaDiiQfP+BlyX9Bu9KCxKGc7OHhMQNLgFDbnvscOjYdAzVOyDRbaR32cZ23Fryzr8WvwQdsa/icUjehCTQ7y1zNSSA2ndbxr0Wf+DZ+z6JzQjf1xpi2zC0D+ykLUlfdAQ6KSoUGxbEIsPi86jc4i7nrO3/KLwHvH+tjkxIBGip/BVhHRlcrm/GT3A3Ud5YZHujULZxcjvjIfIJYLNKcKBt3WwthALMdPnfmUc/im+D5+mrMKsGAKw/wcz6qBqDf9YrzprAw4NQBZESvnwB7nXIUJe0l+IkmlgdslQEtWI0rh+OG+5yOvJ2G4LxvdyYTd86e4WQIB9oBtdf77tMdJw0YACuAZCgeY8jvCFvaz7FgFCrn0SUpa8SHL0J4QPnMb2ZUxorrcKEnvRgQmrxBi5bo/gz1MFTf+Oezploqsas8wsu3IAaWsRAFvaE3H93Lvob3N/0EMVyfci6Sw2NA78hKA+IxLOq9npEUAdno3GEQswv4gjmWEe4Q0RuDnrfvAfUDpSFod5TcvcmQiOGg+DWQC1ngnREYuAyBAnZMQWQG+EAGG4nnnymkveQcr8QWRhWx9fwSWXxu55FyILMWJRMAqEeCssA6+NCENMtgbHEno9gJI8XWZUoPi3GzyvtXHOQtglzCF0+BjjBbbL7SjJeh+xMGJe2ttwkpBtI8um7DUcJCzqHiOXo2TYW46HEn6k79V36BKqFuUh9v+w9hZgVlVv2Pfv1MyZ7g4Ghhhi6G5QUkBRVFQsTCxsJCxUxMT2LyYGIEgKkkp3w8AMMDNMd9eZObXfa+19cgJ93+9b16XMnDl777VXPOu5n7ifyz+z8tUoPi/9Aa3O7EaCtbZ8POZ0DS/FHJEB8OLjIzng72QY//aGRBJX7nSb5QKTnkdz3ZnGuwyRiA1pHQAHXWsg7JpzDzZfMmJkg0b7ETBaSflo0FygQaOEW2usvvibx6DBF6MJTuuWEBzm9Gy1svyauT+UeXMmpLivb1nM2+StfY2prCqaNizk/WOilqyK9rH5PH3fhhaiwl3PktD9dDO6FYLJ3325bpu+gtO+Sq7WxGQTk3q2QQJme5nsPD8++HwgTfFVhF7cwdPBOrku8O7MYr7Bq0UY9KSGIBpLR1KaG9pCnou1OXrIuqNvv7txvvAAi0e8+luSXCbqqwHnEWG+oiWmRNHzSHsyuxZybOJ5+uYmsOzPh7gY1LbS6Dr2wvs7t/Pp60rTG1KjSFKZONtVya0SYP3mg1aODPnNDTK7Mey7GOTs3BBNhbHUHJqCVCm8T065IAxQ9m3s/FfCrLNS3LOWpMl6woxnqK/4xzZFLkBYknjk1/cdIDgnsoIfbzlCTpQzHLRJUhMl3YsOxYLRrziTO684w7jFZ7IX2LtZWaRmi/Tzi/XsOvMxktrKve+UEPW34o0Txod/HtzFLy925uKWxfJnBwca8C0rwvfeTdQlm+QcYDsQFDnAt1zszIH7nrdsq4yRrRQCAIcsmrhHW1vt8ABPT05gVCcnq2lKpZE3D9ZicMm08fP2ZOf/HkRjC4UV97p2OYdjqaeZEHk3Ly119863uu9cNsQjxUcZQgYf/AaG1jhtrTqCyoegsyiG6lYwi/K5zdjR4u+tKC/+xXWMX36SuItK6bNDM2CLEoDkaLoGeHyuUjO4tqOO9+8YTvrv0XI+sFwftZXQU3FxgFbLp4MVA4m1rxrr2NaNQre/+BPZhQ2MDLkRrykp7L7oytOhdEPkAnc5OIuc1TFYDBrUI3az68zTBA3qjr/krA2Ppw/ZB1IIjIqVMgYu26kO9J8wqeIqzxYda3X4W58T5azLv6+UqqF1lKckc7J+vPxVH10F/Wxp6EO3HKRjitO4IkoerXl6Jka9u4fzzyeLSdtYx7zwOPr42s502+Q0Way8VphDtqkJPU28FrYd/3Z9qTCYuFBah9FiT/9opnN1MGB9vAjaN6ISj6tWwxUvVDuC4IQ7k7OnRsPlxljOVQcwyT+Y+0KcAK3FQnJRGSosZtbOrqL/Iy2Z8gUB4b6ccIwWKCjIIeiggYhdtpJsNht6wrQMOt8jopGcfT9pUTP0S386XQp01FXdPyGPlLGBDD+rlMo7aiig9HwoXhPW4+sbLucAn18+kEAbCZbZrKZ4nb9p249PyAM9Zn5qna5J7aYsiTDqSpfSR6FqLzxUajcAPNyvJ1ki1r+N1jS6now78vnkfQ3h5mgyBs5nzNoAMnvb5IIEXY9ms7PwMKpqk0x29du4GMwiVwwQ4PcZkQP//1P79qkkYrvWM+lJEWbtYqkR+8vsRWNxMhm7VlN43s47IpFR2pnCjO70SK9z1AsW3t32byZjrFHTd4Vzrf7yhhlLUCmTv/+EDt+IUrFKqyvS8sCjjdSr3THi9KQ4Pt/nbuR48P7PMQV0ZGeWk/TqqT6KAbRg0HfUirwMUS2h7C4MUiAxr5sIDPF2nMEtkMVD3f0sJUl3qa/d+CyN+9/FslkAN/emCdOhn3cabZ2FgZ+sxMtnCm9u+8RpYpK/3vzWEt+9/RKSvzfd7lW8ho613wbIE+D3eMlJfHW+lFX6UFFnQWNpIKH0oOJpkSTZ21uzJ1J2vSuCGPwjqhXgq7czjSpAVT585UNdPFBQJTmV1SoJLkqQFqzimHAsqOCtgR/RK1QJqxHXHbm2g0sfzETrEqNu9zzfcO/nBIZ3QNQIfmPNSixWSS6N1LddR7a9e5WJMasJiwokpOdNHAoqoEhdYVtTCsGDMhbOMcvJiudKWpd/T+QBFqV+xlvD3yQ94D6enWzGK8B9EwgPcIHpM15Vl39Z3mfZkya/Gsa+OoSAXH+WF+2ldm4QvhPDsRrM5E05IbNAd9CH8fXEoSx7TAkFa960Ziu/CoEI7OvalS51C1HZkhskvRFp/vZWgLuSOxqV1Z5Qm/fqn8/MGFIq5bEQpVwywnpyIWkU67v+RIJrfbfrbmr3zekOxFpbi8rNzlz0xu9IunOp2jxn4oMLRjVTE1ei15pINSdxW9huxt9+gjKXWqFi1l64WIXWzuZn62NrikLF3t+ovyoI0VybEhpuvTBEPthdt4xVJ5G7fSSxV5WDMHb9e5j1+Wx/Whw27ntLeIDHLVeR/Oc+4QGueiJ2YcBLdX8Sa2lm2W727HNfjKf7j/3xCIOe37YkhUoruYSlfi/xR4sd1myDPpjjA15hcIftJIYpJFNtNwljWhkVb9nqsnmqMd5yKz7eNi+OiEy14Qw5Rck+/v9GB9yWJubSEZEnXFKpVsoD2b6vrSog9OjXqCzKQ8vUWpaGdGX1OKgIreNMhLvVMXHfYMKuKDlEBwaOoThS8Tjm5Jm4lm2Sb+vdfTsD2MGEhAVo/cLxrbfi3YpN5Im6Y2RalVzO0nOneV7/i/xz/ck8Tt+UQEDt95yd4yV77XVGb8Zs+4qLfZeTH3eYMw1dOFrYjXc898gAeObhoZQHC88rhHqr+SjGl7iDTqZJ8fnlRl9eKFBkl2hiaMdM0aFpw5oWeqqE4BqRu29T3ZuJb5UOYp+PQJCrNahTMGjtnAAqfMz90Vs7UVCu4UDlevoOacZE3eoCcZV5dtOfq81asV4LQ6USZOk06NnTKFQWDbF7ZvP+kZFk1noxrN9Zpk88YPtuc5lgWwZGLV63foyqzuaZkAcHNF3LWNz/A7mnXh4SS29vmWfW/DVeemMkNQFN6E1nGXExlReHdqHRZOGJf1LIuu9W59gDfpKaXukzqClpWfZDzM344WvSXn1r8zdatXpZu65e3P9aO3L9a1nfNcOx2+3hz4cmXiCnawH3nBrIo8emku4X9J88wPM67CJP7yyjory6e2TRNxv68POtwnCptAlHAjnX/4tWbZDN83bFiAv5XnR8OurzXV2iwZScLTfvYDP7ln3rm7zM1N9mZlDHMirzf3KLKBPXexr9eOSnpUQXd+SNOVvJjXQnQhN9biSUdlZFufU0G1lwYhNeZmfOs5wLHDwGq7AwtNHeuGRm79ll+FsMvPzWZWrP3IRvrcLJcGDqaWZnXcLnIcXoVBRmodKajc/CrVTEN7K+a7ojKi22zo/bLnVk16z57K4Klxfx7K1Tvsje0P5JGuocAPj1CX0RXmC5Ljfw+7U6/khpcgPAU0Ym8dpjYx09bmo08ti0l3hzzw/sePAEx13yQtt6LztY9bEY+e7aWn5+C1JHtPy2yuJDeMFYJK2XAjwd+8++R1t+5n6X5gYt97+O+f4UvXcrYC6zF6yZD1Uuted1Bnh2NgQXwZE3wvl64xhMtddX7sW7Pda5A0NFOLCHCvNjWvBsaTx/4/NV/HW0UtYXH3o0mRWnj7dY32H+Pszxm83ZZYlySSTDjJ84vP09Ym4chKZGiV4U61Ht6U32wVS8QmLIvfHrDLWnR+Inmdvo2ni9s7fZeNvOp7SPszF7W6jZPIyjEUoKXIfEU8R2E3nhEjO+/ANvkeJia/nto/n7TqUyhv2Qu7q9no0PF3NXUCg3B9pyRm2i8GqTgXeL8qm3WrhDv5954Xs4FDqLE0UGauWD2H2sfCdpiQrvg3dTKGqT4lSxqM00BhVT1uE8lR0uYfG0GbZFF9L0qH4Kh1QFG7YP8GFdfgzRPiE80zcSVaAFdBIqAZ6zdajqFRJFl+6zor6UuI2+LUKh60xa9mcp6SsNhnoMp/Jpv0Kk+zjHUhfQxOhv3I1AhrpgzhfkuXmBG7zNfL+4llGnFC6Oq8ZKzu2KIOT+LXjptVz5PZmS0zGoPcwMfUuJ6MxdGWzZ8fPj8gK84eXLFo3ZPdirwCLkqs14IKmI1ioGuCv7F9NgI8HqFNqZBrXIpW65JrVaFReXXmXycYkXf9ayasFrzFkYzqXBHTDZUpbCc6oozDlL4dUcGnVqvp8aT70tdLhfsorFL9gjCf+DgtRsCaYe13DxgI6yAhUqtUTSIAuXdnXgxoeL6DTAvXyk692NlYlk7TlD1oFVXGrqyK4GRZh4Gq088FcuAfWiBraK+Hld0QV7YL2so+dOJdy5KgS++NFIt72nuHvsCbQhdu+Hil+fjOS3fHfDlI+kI7Gdir9OONnbI8ITeXLOz6y4mCHnAos2vVM8oi5wU+AZsm5U8OsfZbPhagGJ6zri4e2U+/9PAJggHT4LT6OtrWfgshKG3FrA9BfEYdB2OKqhwZuvFy2iy8wyAjsKEpxmM9DsV5H3uz59E2bJTLCqKxmldQTUZxFWc8XBBFu+Nh5zub2emZWojpX0HFmAv5conSJhj6N0AF0HsYuQF+6AQxYhAgRbJY6EqjkRrRzat3S4kweSHpO722hpZMHWu0je+o8jnMSe0xgSncSYu5R6XycyrrD60CGCfHxYdNsdbP8gg3tvD6FdsqL4l5vL2FC56rpDYDDoObh3eLMSVGIt2dlwnaXy7s1ezy99H5EB8PNTLHj6uefMbNpVzbWCd7nbS788uNuiR10B8BeFu5G+SMCjo4+s0Bc9eo65DSMI0noz774w1k8XbGpOZdKeHxpdZOLjRaWUeGqoHD6XwMt2gi+QntgDkYqlq3kuWHVuAsMtYLJqOPKbldr9wvOmTP7RDjdxMX4YS8M+Z2asO/nH9VeL8iSn+ix+d5Wsrr/bv6vcMTXdE93ea04PrO0yiwQnrfXc32Gdkuul7sMp8/f882am2zvNyKolsa2SMS6dNtdVULiqZU1tseisKYOR4/VdmwSX13nRsUwh0bID4G1P+7UIXoy90MSQ3z2o6t1tZuXEvd/8VwBsvushuBJB0rtWfLu52/hE7s/Jgg3E5WUSfM2Z41sc3pe0LjOZ2f9TNBq7l6y5wHX+XvTgZkRirtrPk8ppown1FOFaLptfXlqt188o0Kg5rvMg10NNuFc9k4OKiVabqL8aiVWEUjpaK8UtRYiyEYorRbiuMx/OJ2M//mnbHGD7gJcfJ8M6sfwGK/tiS6n0clpoPWp86Lv6Zrm7OTEJHO+nCPcGg5Xjp0SpAxU18cVM8VtKj5CbaBc9Dq1ZIrjKNXdZ6eR6Yw7LG5UImZq8LO6umkeQLhpjdiXpPirM8ZscADiktBuD979OacRZjg9/l8vWWDaWD+Wb2gN3+TRFrLr5dBIN3sXyip/SyZfZBWUEZSo5rPa2siKe3yqdxBRWXxNjxurRSa0rkXH7ivCyOGsDO3P2laEKuSUAvz7etlq/ikFD7G2N1Z9g800cSfXk6y2+PD3/SQKC3HOx3Bd2s0UuQdj5XnT+/S50BqE0KGunMbicsuTzlPQ5Q007JX/b7gV2yxe1qum66X5SKnuxNC2Wlx/7jYhm7NDKE51rUrd8OrpVLnm6tj9tvvMbLuiUQ/f9OwxKNMJ12i9runI4JRxj91w6/LKRb27qg1qtlsOgLwwfiKGd06MnHjE8/U5qip3MsvZbi7/NHvdr1oPzt3/aFgB2hD97mNn80CE0WjOLt01hUG4/8r39qPJsSabn1nVrHnf3UHKi3CGvXUZD18Ig4gMqqfNRlNphZztQkPgRBr0LK7jDE+/ae3EqWCmUEqjbMYOAXOVMtut5+gEa/EZqEKWzHE9rkjCkWmg4asVc7CQdE2tNAK6C8XWMHFBAbfFat2gX0fuA2gheXraChxY7ywA2n6YA4wT0WsV4NS7nAuOa1WTP9e5EgXdLghz7fbYXWZl4ahPTKlL4ck4mO/x60uWM4qUQYdBeXY4wdfyvmJv8adJJZPpfcwHATqNFbLU3t6Z15so3HZhVntNnzOEPzjYHwDEB3rx0g9ANnHJx0elKrhRYaBChOrb24TPjGTnI6bne/Otu9u/dw1uvLef5Z7dgsoUBXn/VKvt5TskRfIdlsnZeS747r6pQ/BpGu+hPinLkKAnp8rN41oW/vMEaRFGqCQ+9BrVOQ49J4cT1bcJQfQ2L2Qna7LtQhHLe+fo/hGfZznkVLN7k9ESL7yWeBZETLErGfP5jP4697l5izO09bTcO0On4dFBPebtbh2mwtlIb+IUlX7D/omIYnTSgD7s4LP/so1YzyFtPvUXiWKOBt8fO4MI7/ak4FOQAwLHjBqOpdlY5kfQ+FJ/PQVIFUTjhCxkAr0/7HR+rzeDiLGhgk0AuH7i8QE2venLnlKCtaKR211j2JQxBV5fGgOl+6PRe9NlziuRjNoJDCSxaNWufvrOF9/eL5CzC63S8F+v0qIkHb6quYFVlKVq1lXd8fmJwWD2nA29mf06lLV0ICDNivasM1Q3VdNl6P77lzfhqXI5Z+1Kz+NSSPWg7VfFXnCHJRjXqj6PhqD+DBnahXffW95n6kgeqdA+Q06CU5Z9rbOKnoWVMXiYnLLppkHuzwzGYNLLhIrfgGt3fEHqJ/VuKiB+ytFlJJIuGNR7VvPpEN7Qmp1687V4jMWYlEshqrmb9jjAHAD7zyTDqCxVDZe9nDuEbU0v28t7mXesnyydCcwBslKyUCQBs64taUhFpA8AZh5ZSU3wGHy9fggOUd2qN+bl0TgmeUQ2snAeNPkFElC0mp0s0VRFKPzRmK8kHMtlUehRNvVVme5Zr/AolkbRdAAAgAElEQVQjvJeK37/SKSn4tjH7V4AlHEB7tGz60pPcNA0Wi6vxWYHy4nY+ASr63NDEuFlG2nVtTg6pTJq50Z91u7dw/M9g0pqU8mHiLxEVTdz/V65yn+4BRD7QAaOkovv3nnja7LCffmnGEGPlqTVLiHxapBso9yxK0fPgopYpWR8G3MjMK9+6bf3Frx9if14x50sVY2jPsCBGxkZg8jhD5jR3ANxxQ0d0onqFrbWAoQ8m+5srEqZpMiYvoPHYMixrf2ghT6VQPb6vnMCjsoL+n+t5ceV3hLcTFq+2UW1JQQRrvnuCPtdhfnZ90OZrW6k21qDFm9KyEPwacgivviQfhsYCPVVb4mXQIAChV2QVw6bkEqDVoFK5sJ41XxC20GXnc1rprwQ5JUns7pTJ0bgm2VOcHNyLWZ1nkxSczJ68Hexa9RRdMmz1i22sweJwGDJ1IVGdhsijYGeFXjD9dnRVHozt5k52tLrsR+qltsuNCCXv6MGh1Nf52iJC3Vn67ItMqB6zsjfwS9+HSQ+4n7kTzHgHuyu56w/Vkpf+EWP9vd9K6vjSqyb/SocH+Mfig9QsCUXfO0BWaEufv8SrlTfK63DQDxeoDHIeXs7tJTFpVx33/17DisEDGOl9A96XeylW/hFXYJxCiuPelIUdWRxBqMGL4wf8KP05wwE8c4I6s7P3A0z2O8bXHd3DOVu52b981NL70/oFSn5L6p4GPDJETqUtlsb25atGDyZ1/AmtIPERuSMebxGdMJgtd9c4VnrXKiNT8+pbiXdouRsqD66hLvVQi65Yr3QDQ4A7LpQk8hZpiY57Q/6+AMAqKZfNLwsafPd1m7S/keRdeqq7Jz9XcdPuV56NmRcxt2Hbv3qALY/NQpcTT/K3NmZsl54VV0vkNKym05GraA0WmzIrkdb5Tooj+nPPIGHscYKK5tFuotxR7a/nadifg0qnweeDCRjPDW1j3lwAtIjqUKn4NlBPkUWEyzjhjvhZp7HiozMTom+kj6ae5BIPdPUebZJwifJXJVUKsLM/JfD0KvSF5xzkLU9HdmRYiC+vDDOzMyHXbR4Gf6tYiU0aHZtumul455NnG6mvt2LyMNC+6890lrKY0G2p/N2wcqtDGbC/cLqllifrjil7xGJhwNkBdPUdhaXeSE5uObV9d7YAwOVhFzk6cjFXtFGsKxnFmqLL7c0q6dq41FCFVhWY3MmXZ85dxcPFMyA+n1/QkwuNTrIqry4G2revJ0rrXjxefLcxu4CemS2LP9vnVBejIfoR5fAu121EUjld3L7mAZy60I3lfykH9cL3Fc/bvzbJildZOL3+9wT6Cie7pf06beA1zFVORlyTVwMlfU+RNX47Jv86NyOUYN1M/nU2xwx9WVuj5YWHV7udRc3NM6qiYLzuUry9LksY9Y0ZvBW5XP54zthGkqLscqT1t6mo8uS1d4fLNYHj1m3gpeQYuocF8OPZLP7yC6R8mLOkjQwo0++kthUALO6++LYVGaPm7FwkyiAJD/B9r7UjT/YAK97Efv90Ij4jjJLoKg5Mu8Dw3AgmXE5mcM4ALGoVV/1D5H9ba1qrmfUhf7M6qqnNE9rPoOPgR1N4auFqmetAMD5PPtnA/qHCUOtu2FbG0+mRF79fKJ1K2NZktGZb1JVeIvA2T7w6iUgrpTVz9jiGv/GKlapVSriba3h0/XQTnWN+xtQoSE7E1U6v4+zf3mPZnZcx6NtIpZJUhEkPosYTD4uZtw+vaTE0p0LGYJbjOVs2YQA9cjyN96+uZX/fRp542sik3xT5ZdZa2P7oDhZ1FutMWUOpoZl4zduCX6gHnw1y5qn1KwhhWG4cmauDmJlVM2bMwQ/3PrJ5+gfpm2Ne1DQ2YCnKpmOYP0+NEHmKygidLa7hl1wTOYXQYCv54u+j5+9vRUlKp6h79o43ie0fzRTfu/lw53m5H/LcXM/2K1IZTA18lbOBd9ZBnTt3EtomL4LLb1Ii5Fx8BHK8ho2lNu1vFcVXVGSf0NBQ6Q6gXcPatZ4aJrzYiR5TvKivuIJJkJjaOif6qa83MvvpregNClg8NR7Wznc/NwXn2sy3Yf/GSH75dAh1OS2T85vXCH62WyK9gxXZ13SHCk28YslqqG8gt3gTv629wPbzSjRPx4D2WIfk0dFg5pkw52DUWaxcSoom54upFP0Z4QDA0SMHonOp/a0KDKf4TDoWKYTCCZ+cVWs1vXdc+tXdmtx8eTUXSCIs3xb+nHiihjW1z1DmE4Ku+huGzFLk6W1frsWnTe+v8wEfxGbyZmQ8nb28HHblqwYDrxbloPbU8FGvv4ivMZPjlczR/CoaxUIXbUYp1rtLUWlUJP/xFB4NrcXEO59jfwXZUCpBQ3g+aZNXOAWqJJF4ph/9c5SSgm22SjWav12jcSSeq85m1gUBvt0H6mqFH+kVigGx3lCH91dZ+Ke5pKqoIG5iFkkPOMsOSUYv0nN6M+rHLILKnUbCk6Oq8IgWdZOV9sdWD0Lv34Re78mFbwZSnamsheRHjxOQWEH64pvNew93VwDwK5fNGiMONF0vmamyNjnm3FOlIVSjl3ufbiPBigiJQScKu7s0e7qIh7eGcx+m8coPaiYd1FDScQ7dTnXnzOiOWLUKWAvPqaSgPIWiswrPx+e3JWDQK1349TMdQfJ0OeW0i2bWApf9sEjPwY06rGbFMeCQGS7HndvJp4hetB4S/W60MOP5RsJi3MFwbmMJz63fgWHnnW7Tpm+y8uimbPQmK0HjIwm+MYJLQVpuf0snqCB490cL6mALI9ZtYNyDpahsHm3xNv+bmsAmjXMuwy1+rKi8m8nW98iVFLAr+jn7/s+xBnV2lEQK9dIzMykBM1fJmKGc5+vKHkS6WkiHdR3xvJ4H+L5+gU1NXr08Uu75GlPGKoxfvdPMCylBh0B8njyIb56R3j9aeO/ge8q0tpmwKrFn400UNPUiYbzo+PXdv3WmetZnirqSKmoqI/Aw1BFXoZBI1eyLwCDi+UWokAoCel1j7LAGNKL6q/1wkNk7WjtxneWHrtcHbVEfVMV92d5tC2t6FztOlFf6LmZI5HAuV17iwPtT0VQqIZN2ZSA+aQwDJivscqIk0pc7tjGtf396x7enn787TfiJ+kOcaxAW+ebqhTKt4lN7GHQr8tJtI40uP8fRxEFcDHqDB0dlEx7j7g2wA+ChPkHPDeg4f1l9UC4j3x1I6OUgUusL2bmgRgbAollfzmJO6RBqvE30/1VhC23exMZ9/YNywrKtlIx7gMCrfdHWBSkH8BtbRFJgq9eJD3tktaOuSc++p/Kc1jtJYmP/Z6jwjSIleTG+bdTxa/Omrf5B9KF5iFvzkbRJb9Rc2FiJV5kN7NuAsAjnK/W5zMjwY/IaMOBJWuZBPv02B7OHIr4UMiwBiG1S4jpr21xTRuFqJW/MtUnFcViLY92o5eVQH+GVnXMnel0PYjd/RGhWBiuXBGNsRvh6w/IagnP9ZQBcPmXXUwtinkmcVbmXThr38k1uzxQ+m8dmEdUpjug7FTZP15ZaWIWq6hfizriHBR8a8iY92p+ge7S9fITrmLrk5H9zEsM+JQ804JHeNIaNxCoYeJt7fx3KmoiHVqHN0LGwnx6T1qlgK+Fm7hZKRfRJeOsszIm7SkyRD43F7sRD9ouUnGCxFpzrIXLba6gsRvm9RdWfBeEJvDnEF2tnM3lBTm9q9J57ib9qwaLRsmPsVJkNWrS6OiunzilhstauRxmtXs3oDvPw8YnGv9aKvpUqWbNqD1ImNaGVVAQegkmhz8ovVXQ2j/zxl7l4b7kcAm33ALsC4PXFIzg/9CHVr6sWSi9mO8NoZ8Z58OhJJRzatU3JHOn2e+ItBkpL0wgkhPb+CWg1ipGsqrEKj0uF9K5uPY9U0lhJeFXxBNSrL2DQKrnHdhBkLZvGi9/EOaTYfwLAVhU9vn+I0EvJaENS8Yg5jtqnCHSNNqOm2LvKE6wNgRhzbsBU0sPxPnmj9pAxdROSxoWFssmDPj89xWY6UBCdxYSRYn02h17KLcSnXncuRV3szgjt376RecNel8H16C5mbu3feh6w64oXXuD9VV4EZBziPmMt05Ji5Dzg74xaSka552APMg6i4YTzPewv5OVvZP64VRljntr9sMgBVgBwPHn+dTIAFm341u6EFwSS1jOPi0Ov8ezhvoQ0BDM4V4m8adRoyfHxx6Rxj/7xtBjoXHuWgYNKaLSVB1T67x7A/NTebvSu8uDH6UfxatQxd+VQfrn7CSyO2szO5WRX3MS+NEtqzl++n5gDCkGS2LW6TiqCZ3ig9rDvYWXUXfex6+KUZ0mCxktWanaZsFYrqSGSWiLgJRX+DSswNTrrPao0Xgyr+oWCrPMc7tMyf9MxruaO+KuVENHHzu8msdpexk35RpFnO7J9k+ROy2PS7HjYWWjmi7+VOtFxWwuYtnwk3vV6TDoL6576m5cnvkFwquKRLYq5QNXsnYS192FFnwtUeygGqnGZ0XQtDSd7jT+3Z9bLAPjFX+969sS+8GUCmJvyruKlhqXTBjmGZPHxfKrVehkA23OAFz4yhptHO2tm5mcXMWfaIp778ClKNvixM7+41dBKeWibeWwfLzpCp4hMPvvOXeyLMY/JuQWzp1NRV3aQMnc1xbDjXQ0VOXamV1tou2sAjz0f2KGLgW+YB7e8052oHhKG6gxMjcLrq+gIcx7agL7e5BDuyz+Fa648Z1Z47WbQeKj44dee7H2qh2OdKelnoja1eyB/9wA/XkpWPFGifVO1nqK6MvLz0pn1hp7Lxw18/bfiTfbAk3EPhnJfdYPsAXZtl3VqUrbNpup0ABUDTnJoxxxiRvbDQ6pDalKMgOrweIqOpSD5dJMKRi3a36u+eNQHWbacyOuruW7wToQ/W7ytdFkFn3V4gUBDOVbP1fS++S6Z/GrmJ3J5cEfbfvdESuJt5cFsnx76uJL8zxoU76/LsxcX5JAqGZixdSLj3voMo8GLQzlVNJjFGlXBzFKku5RzPvb4jUSkucsttwcry0HZMzb1yZ5J0ORTRcqtX7otqn7nxtLxWu8Wt3D9QHXZA3WKjZtCRL41Gqg72TJSqcmi5u9rzpJo9duvErXBWQ1Bns+AJka5hEFLTT5UnZuGofJ3xq1XSC1Fx0+MKsYz5kFHNzZeqCdw6GH0AZpWAXD2kgkNu/b3kzWvMa+mNerqVQ4yjSpb7V/7zfxUOvzUSm3c9AMKC3RsePs2IUfxbSVUjali0zMa/BrU6LSfo7Z4c6V/rJxSIlI2e+5KZWvtOagxUu2j5ZtbEuRXWfqKjuQkdwNlc03JPmGXT2j45AkfDDa/m3yV0/mu4CcXs4ObMc0G78QlOg+Jxz9qpN+N7qX0ykzVvLi0mtIMd6brHhk1TD5aikqrosOSXhg8Ia9Ox/T/adh3s5XtT5mJKmzguerlePV36jZ1d03im8oLnNcV0tMUxWP1w/CVPPlf+Ha+KBBUGYp0mjRxLn0HzOC7804OKlEP2N9DR2WPpyhJ8mJ75e3UpdX+OwC+a2BondWju48gwTJlrsb0tULeY2+yB6NjED6P7Scg28rNKVd47HObJbQNhUN0VOT/tru9Ce/w65OLiOesy9hEg7mBRoMPDXVBdCjZg1YyU70riibBVmVrHjceZUJnHzzROfMH5VNYwqrqitXjLpAEWLaFz9mBsShJohKhkRIq6zU05nWoJGcStaaoF9qiQfLft3dfx5reFbK47h8xmFf7vysvkrK6Ana8NgSTCzO0XhvO5Gd+cCyijzZvoLCqioW33s6Q8ET8NE5gWmOtYW25sJi13URN4H1/Cwva9SWpn8WIOcSHi4HLuH/MRSKi2wbAA+MXLauLyFIAcFoQmY2l/PlKhQMAq+fl8kjxAH6aWsSS2a0T2aitVlY+WsT2Ht1ITByJ/8mRioctqRDuPu5Qju2kNvb+a60aknLiyEjVk7Ys12axlmjQ+bNq+HzGan/kx2T3wtbXHaC2JLP8uWsYanPfQ0sgbDRpSf05Fx/X2E9h7cdE93arFOVCkjiimoDVuoCv33QCwxdSqhD1hP9tnkSvCla9iaXOJbRDPK/eH2tmS8VYKICVHw4mwHuKAwBvfimEilg3+xwTP6/Br8QOgHfOeD/y4WFTsv+mU6gioNry4Fgeu4fOt8Xh281em9U5oBeL0gk7swafSieSq/ZP4GyvJ5jW63v89K4h6u7j2bA7g5ofzjkOG/3Hk7BcGNqSzc3FYKZJ16E7oef926DQVrS9hTBuZhG2K/LiDb11Rvp4VzE035sgqy2ex2Xf1NSrqKrXOIx0Plf/wf+KnbwBDnv5cTC8HT+OUbMxXgOeCvBoaBrFmJ9j5DtV+Qexe7QSOitoAA4cVgwm1TGVTAxcStfw0XSJmIzaIhFa6T5HouvHTGW83niOOLy49s8FHoz5Ut4DdWfzuTwh7V8A8DDOD31ENfXzxYYT9R6ODf6yv5GJV8Q+VeSeuJ/w/M4vdGqRAsQOe6KJY/vOOEYwwDOAJnMjjZYmpuW1J7LRW9nD8iFo67sKPIZB1DjhNZYo04n6r3aVWEJv6cDrX0+kvFqEpcEt7coZN+0nCuPdSYdct6nKpGHQ0oVUNfoQnLCV4NALLutTgWXympXdT/Y8YbDURNOQMgtstbHrovI4+bIoJ+VcJaEXu5N0/B7eqwxjyPTNhAaL2sTNm7Jq1Hv7on/TnX1H52Phr+eWcSyrhBAfiddvcbditGaIzLgWwAe/d0cdkMbYoyflPGBRDmnhpULypyv5+/bWSZWI/mBLj0hgfCXPD9gsA2A17Eno5u3IARaESqLZ838PTEmhOrKGOcd7E9IQ5ADA4juiDnCtzpPKcC98qorwb6witCmfXSEW5nRXzt2Wkk8Z71NLbuGll9bR5GFm9sYhmLyOs+sGZw6uqwdQeR8R9Kxmf/Usuq51GkC8+msIvEnXynP+i3QEsXWrNhhpuqgApIbgJvrNj6Qm+xMHCA6MeQC/wOGMejeAD28VhvLWm3izMKvwAutZcHwTQU3uynKZZyQZfi1Zpe13K2ySaLdrHROrUpn2RQFlxgiGbu1JWXQVf888wW0rRjHgtUdkmVIUlkXVnPVtAuDcP3y4Lb3RAYBPHwhfpjaZsBbnkOiv5akRyfJj08uq+Sq1BrWXD9mFkgMAr3n/LhJinAa+Lav+YfnSlXy3/VeWPn2AGvP19So7CPa0mPi6dA1L1oHZiTnkZydcHIwhOK6FnBbjWFsMa57RYTba9qdNVojrNJ5N+CWW4OnfgNbfQENeCE1V3hir/DAbhMwVkXnQcVgIMz/ridlswJx3Ad8r6RR2CWXqR4foeFIxOhp84a2N8iWO9dpvG9z+Ppz+OIQv142moej64f7hnp68P8B5nn586Gd2ZRyRz/BF6yOpTCnl7Q3daTIpIGvSuO48GaDwmbi2Bkli29+PYDGoyfa9zN5d80kYntgqAFaFDLHmDXr6wL0l50bdWyqYrv8F/bpsRpH3e/njHAR7o+9PXVnXfQrxBXswtM+m6/hpdDuaQv+9tpIusrrgw7onZ7To78cdMrnTO4ypgcGOx5+or+OjknzGLBskhz3HfLqNy2X15NTYZFtyHda3cxwyuPfq59EY/yWdwuXcdjqdFNlS1ukM2UO3OeJD1FY1t29+rs09av+DepuPIydYrNXTB8V6bilxTxUGUVKveFfry2qIWtDSANa8JrDl2L2cCl3Bgx8kOvpRHtbIqZm9iCxTwrP/ulSPd5/T6MNMrQLg3PfGVu/YM1gOKxj1TmqdR5naxz7FZZZGjDgrZIj6v3oRiWoDwNGVlRjC2h5Twfzcrt7M92/oSBk+kdFbp3CtWwQV0YpTSpQ90hxP4XRFhjyvG4dHcLmdL72S1Lz7itgorQFg19GTyE7V8ObtvojKZXaDo30wHJmhLgGQdnDs2ITiB9tj7HDw4SUGhk93B8HF9bXMftKFaNPmE3lsY7acDxzzeCJeiX783VvN3IcUQ9vDR8y0K7cya8+PJM+wO88kpE8HolorCGKdy0c8+2zHy9x32RmZ3KfXKKbfsoS1l7MpalAMU/0iQhgaHYYX8zk7w8w/1dOouGT8dwA8c1BYHTYA3JSxEvPXigXUtVk7BuH3+H78s6w877GLGx90kmYo33P3tBqNHnzxymsMmF+ASqMQVbXVrlSlc6zouEwGUVURiU9tKdE1F6g7E0L9ccEoqSg8mhuP0q+LhXgpxAFOJFUiFs/7kAhSvuXiCHbdqMofXSzg8u8m1KYVqK0XOH22O0MRhcVVGNWNbOnzM5u7CFCtYtNNCjuluKSiKo/N85wU6+LFpj+5SQ41EW3VwQOczExnWv+BTE7uS1dvd8vIyvLvMFhbYxF2js6+f0ZiMjoXlKta7TqMnv5aUoM/+VcAPCjy9WV1cZmMeHcAoZeDyTQIAFzuAoDzeKRkAK89nsmq8Uoun7OOrwKlgivMfPlCA4emTSPKGI3vpX7ygFhvP4kqWRxkrU+wb72ehNJIzqyop+CQM7R6d/dZZAV34En9Ml7u8e8GkrZXT2t/cRWiLdU/5QplTTWYvclanoaHSP5zkRLREX/h72UjtVBBavZ3/PloFOcHKx7AOWnV+JudXqvr9a91Miywnnev+2y/R/4n0UTq5/xnAFwxdfct70XMHjUlbQud41pLYnSOgfc7s+l8nwintZkBxUvbQoVTi/8m5uBBtE1Ob35O7GiutZ/M3QM/anMPW0rrKXthJ5I4DyQJTZg3ppmP4lnvrEXoNj6CgChDh/mcJ+/eoabGW5QScnqO7JDITjqiEshTbQ+rVN7FudqU33tYGrm7oVlopCSRX67DTnKprS4g7ODnTlkFvBYaz0fDQqmNjeNqjEzGi8mcwIgfnaHb9prA4m/2MOiKmFTiwi8xRp3JiE4vI0h7Qytaj4KYWKOQdJTs2sIL8crPxpwqLvY4zYVHyq7jAVYAcL+P3qnLN2kcMQBfWcpIKq1yKlySxMrKdqyscuaAqcOb6Dq+mrTz6S10Cl+Tjpk5nR1jbp8beflbVUQ9F4RnkCdmVSVVuu2OqRPS01o6hZeXK2HKoZ4mvht+FZWHgZT+P9Lg515aqqpJQ3G1L7XFgyjLbkei5gzPN2bIQtopp1uaPJQH2kwdVhWGsw9hqVPCuIUnOP2WDW4nc/efHsIruh3PnIjjqTm/otU6FRO3l2/S4T3xf+5bVYLa99bxWYpCVvfpPdeXzfaLn1g4hsYBhSR+t4Zvpyphz4/8eYqMh+9wu/9/AcDCAxzf1YsHbCRYdgA8/VtlDW545DC+Ji2zT/doAYDtY1XeB9qddJKi3dPTxNHAlmkO9s49v7sHE9PDeXPOX3II8zdv3c0njz9GaZhrCTvb3R3eRIkz1pEE/jEE72qFvEQTqCb8GQ850MKxXx3mFLsH2H6CufLY240uzkiP+gtmqteZZTnT1N3C4EcSMdWnodGFovUIlVeEd5UHR3P2YPRoy1MvEWeIxeQ5jakZpxhR4CRPEW9Towvikv/ANmWZEH17j1/hy6urmbuglvXD65i5TDFqrH5uJ30vBnHHZCFDoNC/hOq5v/xfAWCNyYylOJsJHUKY2DVevs++qwVsKrai1nu7AeD1H95FbJQTAL/19Gfk5l7l8Xe/46tX/vl364JN7M8oO4fHrBQON8NPYXnxqLSD3darcgQqXt61z2upyLLJZQn8fdXcMkXHiFuL8aqvwVrXiLfRV5iWuJB0kqLAXIo9sjDVeHF+2VRytghCPhU6rcTcXSNlok6fIwfIijbg0WDkIREK3aAo0xueg2PTnF0RT53wHYxaDUtfHcb5X1zyW913sE1aSHzYP5kwvaI3Lc/YwMbDirFz1uJggnzr+G57JNcKlDNpYNBIXruhdULHDafvxFruR44mi12759N+ePx1AfDbOf+MGljndKa00j33jySo6VtH7mOlsvEvbfud5ATFEZL1PRFTkgltn8htX/2BT41TXzpxwwBSB4hoAOfJl7qpni1PFvNhTHtiPTxkUWeWJB7NyaD2gas8uWQB7RespulEJqcKnTwX0mvZ0K9BfralxpNBG1/81y67R3raFpbLP6fvfceFtR+m7HgIH5HidZ2mKtagPmgLb5fg0v1lGFphg06v8uVqmQuR4Psp+KW77//R3+9C50Kgak0by4GoCzwxz51/YfU8Ld1ylAiRK3mlFCSm/V8BYHGdkE8FFnfDWpjaC604UVXILNDD6/SkBCrl3Zo3ES599stUue6vCH8+MWUxk34N5vQNnZBsKS2C+flM9SXKChR9/P17FCC/4VsdOl3Luzo1POWnhhoVzwz3xWxycqG4guBmmX/yve0Yrc2gXptH+M31dS1yg7fuMfHVTzZ3su2FBSnW3LXX8O7qT9SDHRDFGwb84EnPIyr2TLey4UUz/Q5m8MTQf0Br0wC3JcKSYc5ALrljUNWuhBEZCt+SaCGBgcydu5UdWQVcrVSM3uHeeu7okoDG/DPpU06x3TLj/x4AGzNWyR7g5k14gH1tAPiXKZ8SEiO8QW2j2qwriaz/32wGLMhD3XpNc/kRgvjqj/SNWCULkqShqjyadqX70dY3UfZzIpJVye9VDz5HYP9MxlptTJMqFVZVHyweDzhyFR2+fduguRmTWufMkfvgeW0js3cX0tc3kufaizAZiQuxezgRf5W97eG3cZvw9VC80OKNr13Zw76PlXIpQogM7/URETckycf+hZwcftr7D5FBQcybOp2+fsohZ29H6g5wyXD9WplHDg5xyQNuxbBoW+0ePlrSwv4dAA8Oe3NZbUL6vwLghxemsq9fdTN4oSgvk3bXMWNlJwqnD0RXHINXXkcFL75uD39uabkTYxNdEUJIjT/bni3H2qAAhErvcNYPfBbvsnU83S6NOZ3bDp9usRBb/cD+bKeipXzN9XNXj7D7AinOMlO72xn2Lm+mwBMEB6Q68hueP68AACAASURBVNBOGWegr53Lks9K5DVwX3oNUY12Rbu5+HHvZP2V41Ts+61Fz60X+4KlWYkaCfI+9iHK55XrA+DPavAr9aO6e8/nHAD44mY6J7Re8sb+8IR/niGws41ErlmPzhZ9S6e/hTfeSdd6bOB8ImJKGN5REKO5jqnz4sqPj9B00p6zB/U9oggc4F67UjJoMaV0QR1ahS6gAOseb16bpcKsVdh+nX4/ZY/FWasYbCogDBOeZTVcLq7mQkg/Sj1DMPppMPsoZc6cYZ0S3dUG7qkSkR5OuSQivgrKRD6w0t+InW+hNjlBzmlPb/LCBjDvxipWxibi7bWLxqYBdN86jLDyEiV0qu8wsuMS5dV05aqRomIz+R3/RhsSze31y5nSfZl8cLWWByyeaWeD9k9Lx1oSxfSIRZirGrkQc5gLj/87AE54711zoyQTHchtdV0+4fXujMXN83+9k+sJji+iMFcBpYoFV1Fse1SFMLQ8qtWd5GVsR9gSozxctZqjNGns1nYVWmsgX/88g7R8xbK9tF8WyYIvQBxQ1kaKqt6gfqiWpjgN+SUBlIqoG1vrnBnEHUXKuDvDTp2ssYrstu1fW+6nw9MrqWg487ADBF984HtKeymM1GLdaI0eDPxyEcfDfTnsW8Sk0Uo5kpamEgn9vLlojvdyHrAq6LTkHA9cUogz/gsAFvd9felQ8uNqidmxhY/7xBHq7cnyk5ls7NuLxig7mQv8vwJg/zJvbtjQm3rfJnbedYoQg557zie1CYBru9YQ5VIupdOIRoUNXRgqiGSwdAPVlHNKdZAG6tj52SQODbzE7iGXGXa6A7M3DWXRoklyaGnzZieUzCCZkvyhdNimhM6L24c8qkMXpXEkLMgB6hYVlkZFGdR4WrFnzrn7LFpjGYbGq1YqfxOeKhXdXovGK8TDxd+v9KxsfyrXwt1Dm+19tgO4MOleYuvMPHemJTv5sZAJbaou4vr9xy7z0ZU1/HSzxKuPFTLluxEyG/T2e45g8atlYZJCxJXv2UDty18T1t6bFX1SnCHQGdF0LQunNQ+wHQDP7hNPcrSSB7/h/DUO1OhaAODm9X+n9XqYfhMTmDBiPt9+q3AL2PeAIrJb18e+zVzLl6uNVIY7X1tl1RFeOA2rRt2iGoGYw4IUNX++Krylisy4+QZ/FozQoL5WJ9cyV1iUbPHvYt8KxV2jwtBNy56Bf3LOZzeVaVHsm/00VpOG4JAGntx1kzJNx7ZQGumBT6WBR+f8Kd9GeIEXb3ZXKQUr9OJJkLIgkCXrJiGJmnOtNLvC/lDHdoyIDJX39hlLGgtXfSZ/e8Sdvgy8TcfX6+vITFG87t4qP766ReRttlRODzR0pvjQSArV+Wz7+8V/BcDL0/8clWC0sea6ogxHX5uRr4rogTsqKL+hBo3Rwl9nXsbD3ERD1iuMfe5V+ar7lrpHCq5//DbqAhUwZ9c2Nj5aRP72Jn5o5yRJm5eXRZamjo6ZNYxXPYnmz9PkL1irTJePBentHOjQKHsFK7d0ofjrAcy6S9FR9SX5BKaeRldTgckngKoeA2gMt5Fi2cGuA+M451/8lDNwG2VdTtuM6RLt8pIYctI2363OmhKwp9ng53ihusBGLv8p5th9HefWeHGhONBxrNdmlxL9dr5D3Rcia/QPO9H5OEGxVBfChYoYRv5aSEyOEwT/+OI1+uUruklTQy1Hgs7+ZwDsWa6UQZIJsFycWGrURKi9HP0TAHhYkw8XfezOJFd3JsSE+bJ78WlWvawhqkyNl+UzakJCKeikGGc0Jiu99qaz1TcNS5oSdff+3R147TkdA3vbXQWuK8EuBZzAeM1Hnmz73tOpAduPVttctJDy9iXaUo1vMXtRCVaW/CUMKu5OizueMFPf4H7nMSfLGHC5msBR4ZQ9FY31mh+DtwdSG6Tn9NhGjOHpPOb1DZ69bQaOQh+4QxQFb9mSzfPcPpw/bztFTSq2ZioRpGFeeu5MSkCypFI45jM2ed793wDwvb2DGk1+vTxFCPR/AcCbHnwHnbDAyoPVutDd9OM9ZF9Nou+LBcowtYGVL1akcqrkjHwbk0lHQ2UoiSX/UH8ylNoTiqdX3TsNjxFnmGTpgVYlhLK4WRAm/eu22zqtyPJScOhREpJVmVk3naqVwdWsWs+synLmt+9G/6Agaj3LOdJ5HWu7SfxvwhqC9WGOVxC3P7J+EZd3KpZgKel+bp/stPzP+3WFPDTvz7qfPr5xaFxKL2Q3ZbC75q/Wc6dtbJhnT/WhrNSmZLQhPMQ7CmazK1GfOTzArhleIgc4N/0jblf5/xzb4fX76uOy/xUAD1hxkmo/V++J/eESr31QTnldeyL6j8Hnag+0NSGI0kcs+KuVvFvndV3yYqku8uXogjz5nS1qLb8NW4DVlIdv+XrmdDH/fwTArjtW/Oz6u9271HwQWy7G7N+LMdVaHHVJfb1ziQ3fq1woDmi8MJ3Yy6o5lRy4qZ5hJQb5v9YsfM2fZirPo2i9jYDH5Y+Wq91QNbeSShK1Q9V437+Ydn+8T1D+NTa/HCqHQLvO70QBgIt9qU7u9VzFlN2zlkQ+3O/mixvonHD9UKYeaS+i9W3dInU15VOiz9tCtSVo0vtzdOAiBrbfQadwGxulsuIdG9p4qZTyt0UZGuenpZ0HED1cmPNtArJRh2HdeKQa5SDyD9nP9+PruBKnBK0rao0IJ5AIbzTxtPEY7XVlNtZ2sSnE84SLScJoUXO0zJ/v4kbLTKHNdj6zPMroVu5uBKi11R4WvfFL3YZvprOuXLVKw2sh3dg5Rc3vfnPxjJwr90Z/4m16n7kkd+tq+yTOJSt5lyUlZlKvGqkIvUhDRy9urvuJ2zstQOXpRVCVhE4kFzdrCxvOcNJUTkRtE2cO7eWVDjsQhGFn4g9w8YG2c4DXlg7n4uCHVfFLl1iMdnp74PvGYtpXO8n0rFoN066I6BVni725jurSdBrqXNlYFSvg9LyOhBtbN4KEBPXCd64CLsp0axzEW+Kt9PWDefIT4e1UMSayipeSnV6PtG0pdPzlK1nQbpk4moIPnGFqfYrUTJEJt5rtRzdy1FbAsKOMjoTFqqXyzJN41isesQPvvILFW7ybcs8uq+4hJLQLDxzoxAtzv0WndWEZdoHC6svx6B973e08GvRmDvfkLqe20cQrUwxEXd9xIT//k2/6cCHQRNjRw7wZqqNLqD97s0r41DuEapdcRAGAPQ+OtkeqOyYoqJ0zBFp4gDv18eGul+PkMkjCAxyVFcTgXV0paFfBsfFpiNqyorSOf6MfI7LdI0fMnmo0vun4lQhlSeLdDma+j3W+fz9G0E5SlOT9qm2UUUTKG7ey4NlNlAfV8/rXk6kMOsuaGe+5mQyVXans4XIpjDOGm+i2Ih6tzgKeEDLLA49YZfdazVCR6s2VlSGYY0oJuDMFXbAJtVaFsQK8yvR0Uxsw+wRjiYiQiSxbk52CorBmownDOQv+XT3p9FhLAreqzHyuGAVRmHtTpJLyfz9rX7wZxPsHWpZ0PBs0kiZNK+vfJtYOpebz3qkfuJigZeKXOYxd25/wvGAOTD1DXscS3munGDPzhTx671P8Q/Utc4BLwshZ58sMWwj0M7/PmJ+yO2qJxmKVPcAvDutMdKCP/A5fHEghUxXoBoD7do3mf4tucbxgSUE5D02cx71v34LX+X5sOpllS1NzenjkLzcz9PdryGNEv31seMFdBfOt7ouXoaOLTuO8sCwT1r+ok+8v8hF/mhdMj8Ial5Qzu7B31aqdEUUqtZqGfp6s7P8emWW17Ln7OcwNeqa8kkuv2+/Do6KKglol4mLSZ0dJOqKkXS3aATIHoq2Juz/6LEQXaJg3YQLFRwJbspm75CJ3C/Tj5e6dHWLmwQ2vUlxfLtfWfuLLMP44auTcKcWTJt7ts2khJLZSMmmHJoS6HdMpURfz5+5n2wTA1sDB1sKhzxz45cr6URFm4VFtmVNunxOHUVl5OBkLCzDENxGZYWBL9pPElp0i1fswQ2Y/TVBxBVN//NMxDla1ml9fvrfZagfB/jzQ6MuccMWYWWO28GhuOg33XOLWD28hgb6UTP0IyzUldUu6rxjpNoUjpPZ4NLkvTpa7NXScD0Nz9hJ2wpljqTxMIn/CXVT2sFX7aGagFGtD1q0libqwfC5P/tmRzhJeFsfYg+7RMC1eQJzqJz1RZSuTLubk70NlBIkURpfmSoQlPjaamvBefAV9kZ2oE/q9epTg7u4MwpVXh2FNOc7IHQr5mWhfLTrH8IxXlF+sFvZ6HcYzzEjKN4PcSLD8E8vJfffGmp37Bsmnwdj5aUZtkygMCKWWRkwu4c/C/BehcRK1Xd33JqHaJiz21CGXmtli7oNH6MiYcInfX9Jh8mxPVMkL5HQKp7Sd8t4BJfV0PJfPlrpTWCpNXInz5sit0fzwkbZFCTt3vOrUEB/p64e50b3+uri3q55mtznb7+Egx2ptolw/k5ABcFR7d11n5UYLv210xw+BtSYe3ZyD2kNN5Dv9MWV2wrPRqX+aPC0MHPcC/oNcpPnEmSBITpu1RSG/sqlY4SMRTdQD9ghNYsNVRX6IMkiiHJJYtyWDHmOd/72UXzIqZZC8FBAontJC+5+d5G9pCOur/q8A+K/HRGmXVhCtPaMaFd+9/aJb/d+2xnRL1jYqmxQrh8Hgg09hGcEN1yj+viOIfI1O19BOPEJ/azviCEY2XaHG7PkyqMXCdlkCDjpC5WmFulPsD1TCO/rUP0XnhlvbBOxdjp0i9cRpHtWpWdVzCKgt7On6C3sTmnh1xu+E6Z1Wfbmvxjp+f0bZWFe69OCFie/hoVEWxPazpzmYlsqdQ4czvXN/AnXOzdEkNbGy7DsEi6lo9pxZ5S2UMc282oGMjA7/Cq7MHjpyopfx0PhLBIcJS7nTIrzhUB256R/ySGnEJf2NT3RrCqpg5NsDCUkP4kRtJkeXWuUySKI1vpbF3NwhdF4v8vhas1RIfP90Ib/0G8TYkN74XRiEWijQkdVYn9jbZj89zBo658VxZruKgvWKUl0QkMD25DvxLf5WVJhjQLCF74e2BrrbWjGtfW4HvuJvStkN5T/7z/ZrHFvd5SbKnDWVmMj90538qXP8b6hFbKutpaacwhrVwJLPimlXb2Lmtbq27Dq254sLVZhry1slwrJe6QlyGRjnvCl5x6B7dA4dTn2JR2Ml6xcEUx3hqjBKTPy8ltAsKO0zaEX5LXtGvxT7Qru56b8QEdY6w6n9HXrnvdzmHBfufg//Eqd3tMY3ljN9nmF6n//h7eEe8mPfd9X/O4nhgCia7mzSgEl49HCGEBvWjMNa7mTb9Az+h1cfVthp7fmfvg3w1q/gP/IY+liRm2XTbASbld3IZrdiSSpONIWyLGR4ixn2UFt4s0qAQ1t+rG1sc0pEzqoKtdlA5E53UrJ5YQn8NDyQktBBXIzbiUZTRk3hG4z/87L87GtxHTjZZ5h8J5NZ4vAxA02eVWT3P8XEuovcH387eu9oPI0SATV2E7n9cFDxruEC+0wlMnna4X/W82bHI1iqDGyduJeqYbU8X7OZUFEGad8blIdf5MjIN7mqjeYrzSRKEu5URS5d6nbSfO5voPtVJ/is7BzHvdud7MkWbxNjHoPjB85gshdddpmfe7I7420S8sImfVwcFCERPfCdo4T+l3qsdO5tSc2Rv2/lj2OR8lW/jrxCsKdz35rvedLBG7H8z76o2jtrYi44okcjlCW7hijcEQLcChBkj4W29c/JQms7qh2x0hJZ6lBC9io5vFkTt5E1we7dU+FbEE2fdXPZHeBBU78jJMhryN6cMk2E6XvfsxSVIMOytcFvZ/Mpm9idls9Do5ro6QIem0sbuwTZ+ncC62r1+F25xkNFeUztHM2fVwr4PjKW2s7OuZgQ1of8DX1b2ImD4ht4osu2ookLNt4lAPC0xyPpPSrQAYCTTsWSdDqOtL65pPXLI6LOmzsvdkZn0TI+3VkXVvTPEKohrNhOUAfj+zeR6YgslBjJZMIkJRVnv+ovwgqb+HRTXzn8OaBWz8cfzmDr+K85NGhjK7JcWSO7rTPp/kV3NF6NaAIh7HFPVHrlzCo85MeJRe3R9y4mdslB8G5WMFN29ogaNVCwXktEg5oeszo6HYguap0suc0SRW8LL7BE8mtxeIa4kuNIVNaVkZ53SYlAkpvr6al8Emj0Ir7xFl44Iwy07u2Kfx8qPcLdVQcXqXisQuKdv96WL4rdmk/ykUR6HO1IyuB0LgzJ5L12igf4YnA94e+tQK1R813f89QLw4AgzMmKomdxJA0pDYze4ifnAN+1Z9z20p87TxAirL2plCcGd3FErj27/ohMrCRCoAtLJarr4Zm7h3DP5D6OdXP0nzMsefZLPl29jLzva/gpI7vNc1fhb1HW/JziI5z9JJMip5NQ/jy8cIbC+txs7MTvfy7SUnhJMWy8P9vM6CZXxv1mg+kqmZrZt1RJQVzsn8LKxh85vvAeqi7FM+MjT5JGD8V0+QBVtvrU97yyk/DsKn58F664R2TTazfMfAe++KAfh/6XpPTXRSa4GlFivPW809eWnibBssO/sCtTSdUb96AfV9R6jh4TuesK2HpnQiS9/VuG0mdpozm1bTLXGjP558hCOoxqj85c7UKCFUfh0RRKjP0wT39x3/fpm0bFNdW26eRxLlNF7lm1VlK/yJLnKC6llj+L5mAoXo4U50+fGffS8+BZeh8851jaJXFhbJ812W3gS1KMrJiYx4zAEGYEKZ7DFWXF/FVTRcXZFSyK3Eb9uhNUv77OsRasf6QiIJwYw7yF46g9kMAa7zEU1n1AY60IF7fLSafeZFVrSJ3zJpJer6jeMohwsp1ZxZkqeBusKlJv+oGGsELZ2Dfm0B0IEPxvTVWgRX1EYa8Wj9/94DkCZ3dzczZVN+k4kutMp7JKEqbvUwk97kx56nDbVRJvdxIiyVIhewCbIray8FlB8KVEGC367jB3/KPsbdEOhOxC59U6CVbqq7eaDp1IkhWqcc9dlgNqLJJEscW9FrE42yJsJZDEdwtPfILOKCIKW397r5v+D2ffAR5F9X59ZnvapvdeCIQQqqFX6UUQUBBQQKWoNEFUVOwNxI76AwsiiAjSe+8QOgQIhPTe62aT7Tvfc+fO7MymoP/v+jyymZ29M7e99563nNcOf69svPWbAnVh0xGX1hcZPcKh83bh+jbmdins5eW4UELB3qFe/uiy3BvTnyQcRqKSzzFBmj3o9lkFvn2J8HuIx1DH0Yk3EHI2uWYEWI84zLZoSO8RRsz/lnrqCKW+gcX0hTy5nXCRBRZtz4GLhUX4omFgG1sqNAN7/YEO4yResYtGAredyd5IdbsjT+O9bDEkq1PiUIyf+L4TEdbCbh24JzfFvYT1YfNg+8eKqOJgifmglWGZG+vBNoT0wH8BwHHVNdg4nbqWOBdnXcTXyz5FcJ8GRAyrd3I34yamRFO2LXMnzHYzd62h3g9hRdcgN5hQ9Xs7sGozFHN2cUmaJ7LdeMFH09jYXNaKG5jARcSNBRXppz0Wo1IttVoBP6+Zi9PPToFd2ZJtrt+ug/AtKsZAOYOh0e3Q3zsAN2L240FgCSa+uAlhbs6LmTzj4O+zUHV5D+52DMczyb+igy9JAA18snM7ahsb4aJSYcOsBQhROZsUSD7gGqsz2JL2ZUlxMO7fbUmQ1LzHbTI58iI+xZLJxdDwibOFewQW6CUPo5pMM6e42lyMjjRI6xrOAjvaOTZQ3V9FeP14MjpvvQqDmoJH0S0V8K61Y93rZdg0fCT6uMZAk9ceqqog2IIbICP5f9soAfWeCKj1xt73rZCXUO3c0aSZqLNdgtxK3UNCXVgcHvrfY4ANRgV0ehUUCju8tCbIOYAq2BGF3VhwlXLWUNHXFBas83wl3+T/XQaLnpAp0XuCfS/C0yPHofnOKP4GQaV98dl3ZSiMteL1tBruYN9SKDnboS21ZSjb0UpcfXpntKB35heIZ3RHhHlcgcxmxpbVPrA0M+wSEqygLCsqE5Ozy6df8lsQ8bbn5yUb4CKhlG8+LCqrJzqWvdTK0qUbWumpVdDybqrkpiqfjkhLnM2nP5JINInQq1h4GLZaiSWcZaEY9TyYEKppt6R0hvkWYV0VQD7g5n8AH0+Xw8jNNQbeRhO+rDoPtWeDSNrMfcW7xTrilQXBQSwTMixQDINOQ1OGkdqpGGDxcmgWItKdBWhBubjmfS//DFUNTS1AyhqfUHzarjMUiTIcC/GAm8tB6I3D0PFoN4SUF6HO08dBhEXuP8vHsqcN2I4hDY2YEzIAntp2UFhY+NS3nHPHzCX42vgAwUY7zp/cgRXRxyDLNeGXD29DG1CDZbr96Hr9ZYTlD4ZVbsTRJ2dxaZC+0o5Hg/8kDgBLZ+tOTxO8M0TiuML+3fDSJg/eysjCEqrHsKlqXD5zCzaS7K9ZmZvdidPat+a9E+TfF6pXcrmvqpU7wTL0kKE2JWLZ1/1gtqsQ42HA2t58/5H8lFYr2NnUcq52Y/DDxXAHoU1sLYPpD9TcgrCbFag88RjsBlcwCjMUbkZY6rVQahvg3e8O5K6EoZtvKe8Nw3F88QDdKmNR8GAe/MtDQFIkpXy0EnY+3pexM+jz6Seo7c5ig1mHsY9TN+jmhdA4qX+YDsXO4Y59qcuSEhxsfwh/pGRiVJIFozv/OxP05etB+LmQkC0CL1y7hmcjfHC4shFftusAVsKoO8l9GDKPOmcDIO/k5m3Bwk5Ha8d9tG0SAcBzP49CcJQGN4MqcCGyBKP+fAwuBhXu9MpBducyeJhVeP5WR645Yx86E22Zg2rhUyzO57iBNKevIJkmsSLz6T5mC2akRGDJmQS8tnwXJpzuglGXOuLrBc+jyocoVXj5KLFaFLDtwZx/AuqH1LPC72UVlIGiLv3MnHZg2pUhYMUVfk8RlBcSqgHeNEneq/aaAqG2QET01vJhDM6jRO6p32NB020bwiZ6I2gwCT8SfT10TbVIz09t0+WX1Ca3s4iwvIgPUna0mOfFrrEocm2GCCWvUGliMXrPWoRY6tF+dwG8C4IwYH93lEZU4+zkG1g1bQpwaTyKnjwFl/EZMMqt+Pkx8ayRWOmJoTnRsJU1oM9GLw4Az1o/rbLksrcfWVgvhjNICBRje9ecvI1StR8HgOsaWJRVA6d/nQM3F1GZeePiPaxa/h22rNuOLT9cw8VKUcHU+jxnoVbZ8Mf9bXj/MCB1+FAZwuFZT70IpLshAQglaYLrMzB5mAYrgkgYA7+/Coux1ZUlMS8JFRMRMyAE/3T4Hof3KHD32ycgdzVi9q/94eOeC52VKjq7HcrE4M23cWMksGOF896pMAMfjwBOfBKG3zYOauvJ3PVwVxd83J2uEVK23D6ILXcPcmB34DMeKHB3weXLYTwwYPB2/xj0C+ZdlyU1G7yCcGjHONyuSsXN1A/Rblx3oLYErJkohxnIAyJQevku8nWPQTFpUfam/EOxwRb9vwNg/hmNcUbkLS/l/up6rApfenwMc85bcA/wQ/KMuRix5QiC+NAVck9ehyice9K57ftfqUD6Pj0GuXviZf8gNNlseKM4H+U+9Wi8vgfLjdtQPuhTwCLKf/se6tHUdDcQ+QvGc+DXaEpFaY1EKS7lBuHfN3vKfNRHRENhVXLWdMfwclsdy12z2xn6b9JleDf6/ifwy1WkZyA/wu/hDKDzbETmgeapg4AjWcFOYcjVFzMR9YeolE9cdhshPZ3jsNnizvg94QDeWdwLPpWctg6ffnsFT1yhaSZJuRh0GnIFi9SfekGXRz0MkubTNEh3V0zDldvRzLBXMwczjP00x03A2lBtMzqNNYn9DZB4lFRc/woyc9vn+7xXC/HZHjO6pctQGfMa4u/E4s7AWNh5xv5OF3KR51aJB7cecDJu08hQfP2XBzy1UkTd/Pwq/v3qIHfUV1DOFGmsr2BHIDYFs8oGo5cVchsDlVEGZZMcsja8eVtbdD7+Vnx11jldKkFeLy63orzK+QzU7UEdht+sRtCzA6FQtozlV3a7gr6TJKTKG7oCv7ckKrwfkoGpBb85XsfPNwyLF27DD7fEFKwCADYG/4Rv44bC6yszAjTOHgUt9BLzYj1Y3b8B4MRAuD9/AoONmfhkwpZHpD8CqsoCsOmLJYifWgWvdsY2CSdISzY/3Oqg7K+tCke70qMwl7iiZl8YZJ0zIB98E/6sB/rb2/EWA7rorJq1vCDjB14SQlatvI+TXs5sn+RX61dNhs0tBCkTxsDsKiKK8PsP0e3kOZDM0P/IGHzs7o5vE7rhVtRh5PoWIPHZT9ArSHQxFKZaRvoxXPp2Cmq8XOE74B9MakcHXgDA5PPKx2fAcjUWDbUszEYgJIaBe1Ih7vnua1NglpYEIu1OZ64uBxm3005FJ7adkSE38jMse6oESp6ES5gdOy42ojRzE166525h50xWSgHwD34pUKyJdABgw/VaTP0mGGO2Z6HRtWXi6ym76zF5nwfOjx+KQIWWy/+r0HvBNDQFqkF8buRWVklCQTgMBlecXSQe1jf2mg33GkJiI5aX4m14Of7frcAE+JZXuYKRWyF3aQIMGrgF2RCgNMKqMPCHPhkUVmFshZEidQuguFlHSizFlZfrUZ8mLmpfz7vw97rFjxMDsz4Rxge/YsviWlwc0YRJ+Xq0a3BmxGtNWFhqSlG2k+aLlRZ7RiJgbD33nndge4QEXOcA8J9rfGBtZtgdur4e4fdt0EXE1xXMT2Neaprh+YX25CMBsLsxAnFVQh48UWCST43mUhhPbIBLHc1tR0DH/Y6zIIv2wvCEbc6eFnRmcm68FfN4d35Jw5QviBrWxp+fAqyiywuZz37eB1HkC/w+UgafBhbvqo9AoTFyjJiOHZarjyxqolTiY3gdbN10DO8pemC1MgRESy2x8SHKsw7zU31hyg0FozJDHlWCIpIcmP+94YvzBwAAIABJREFUpuwevG9SN8YqmQJf+IThQ9ee6P74Q2yL0kCtpHnoYvfNgH85XdPHB41FvSe1Yt++a0S9zo77j/2CZJsPxqhq8Vj0XKgsgFd9y3j2O9ZavNF0E656I+6e3Y9ZoT8gtCIaP79zA9rAGrym24cBJ7+AliexOj/0DZwLYPE/99EYdvLGqpQ8jxXClkLauV9eB7cS8QCcPnEo/jlhxpVU2gvmyDoMm+SG1Gv3odc5W+6Dm1zxRCllwWxeGKsKIQM6QTGyFDboUasiQXm0GO73w8rd3bkunBFbiemxJBaeAh3D7YdQrqHhIHVPu2L7e6K2fuk1DdwtDAzZwahPiwNrbqZ85AjO6HsrPHTwHXwbMoHgSIgtFOYCWJy19EH3FAoA7z3/K6qSCPsqtTC22zMJgW7dsPihFq88JyHK4tsgzHjFkb5QrXrRIX+DBtXiw4RvUNlgRFK4HXMHtZFnVtJhRaXueP98BFiVHV3NBnxdW4JUlQuWejtruNsCwK5eFgzqstn49genRxMAvPTrMHgEuzsA8LB/usKjzhUpIx+gLKIWbiYFXrxNlaID8npDaxLlhsIlExo9Jbm54mnDjC4im6or3DGSpXlFrTBjP7MF887F4+WLHbB82W78+NkUbjN5+92RLd1LeYl63TQNwesSoXIzQBUnh+8MSrRH5ySLw9PiELV1P5+ehu9WcVvm75L4e7AsctepMXpONJcmQzBVSCP6G6/boDtogWe0EnFL+DhExziyuJZ+tm0LKF9juPFpLL6TgoAm0jeiwqdYE4Mi93atLQHumtHOImbfJvhrDHh51U2ke6sx7vcBSO+Riwc98/D8D2PQfs10BwAW3NaFCoP0GkxJ6wCFQY+7i+aN3ViWfEgKgF+KUiDOTxw/zgWadYfMVYuGJjtcNX7Y8vlUp/fLfViA/Ye2YFHke3h722VUmv59jnYOL8Jbp8/irTOSXMuE0LJ6OJSWZunj+Kdd/UuGWzvkcHdlcPJZFZhGqtR3DLjDqiQZYEnGECoSJC4lDIOapzR4L3MtrrxG+FoYhPawYPq3XVFfQfZWBtrKRsxZfJDGAYuev472fz4YuP+6F76/Oxj1Wc3yAUp6qYPWAys6i6mQ7pZl4o1j33BnpfieavgNc8GufaLse65jKKZ2dOZSoKKGwb5Tz6JAV4vDl19B+wnJsFcWABaiWGKhCI5F6eVUZNUNhGbCrMKtBQfD/Wz/jTyPCNCiOZWoT6ZyucN+A37VLkJ90QfQeHqi7wuL8OT63dDWiqRVl0f2wcNu8U5MGVufKkPRZfrMSKUajXY7qmwWmPuWwO/rbLxz4BkwD0uRl1WE4oJKoLcO7FvFsBvlSB/xPAd+SSkomwIbS5QA0kGWwdhnCIz9hgEKOQgJ5eWwe9je6SiUZleoLBr46X3Q92E/BNYHcVwDgt5SJWMR6dFKPsC2VpsFkO/j4z/5TS51uwnWEOd479vlXihtEMMWauqrEPZJOWR1Fu7N272Wg6ieIhDiJFN9CPZ45mPadwGIfUBBEHGBTqicCV8dldOXgs5CprDh1jf90Fjmwe1vyW+dhcbbgJL1Ycjc/Vy3yFezvKQAuMpOUvcJEpCBkANYaGL19dVgzdKMGWLjyfzp0d2MuZcoWC/t8AY8ax5zuD+Taz1OZOBWvyYU/E15LogFeNUFv/9koK0slmH5UHduS3WcGUSdJpfPvC7ECIuHncNdUtAbkO4Oma1ZSEUb4xYcZsHCbxoRkug8TmNnt5RL4WUGTDtZAs/kbvDoRGPwpcWUkIYR038VL90KAhY7K3nJlw2BNehTvNrRD/6+QVi0cCe2pueh2kDXMYkBJrHANr+PsSZhyn8DwHPbudubvNozqS9shrnkGCxf07y20sL2S4D7xO0YWZ+Od6cQtN4WqxSL0vxwbP3uZXRfVgqSZuJRZfNDWpfFooa5SoOI6hRYKtWo2xkN2Yz9kHk3IBI+6MrygI23XFg137WslmVhhh67/SV0gpK7Xv27P5Lvh8OiUuHewD4weGrhW1yK9pevO1QlxE4Zo2Swq1s/2GDDuoST6DB9OCbFTmsxAQ3mBmxbFAaduwrlvX7C0qRgEBz609FDyCor42TKE8qpcM2i+eekRdHvKhR9r7fsZ+J6WOGHOze7PbLfyJcCAF7ydAk0Kue4zi2nDKjPP4KFd/UW0wvTlFYPHQZ+mgzfTB/8EnAN9tVhDvdT020dnljliwl7c2FStbRgvbemCh3vu+HE2OGIVHnDLb0H5E0eMDyeAs3g1gGwzCZHx8Jw7EpJgPp3GnNpULhiT4dYKEz5opqX5DxjgKMjbQjiXchaa7jNziC3wBMy10Zo26dxXgGsTQ69SQuNqw5K3qWc/JYIY7XJC26NxG1dCh2cZnSzxzCou6dH1RXRYyHY7yI83XNEVxKGpK/ZjU+/UKCwnRlxOjMmFzR3DW759paaEpTt5PNmS75mszrC3qhtYckggsknqIMDAG9d5QNTs5A1wQKsC4lrLHjlgX5h47TAjz1Pw921bcY5T0M7RFdPanVe6c2lsO9dD7lFHP/UzvMR1L4OPSIlJyjJry15dah+x9kDoFzlgrAZb3N32So9YfxnlLOihwV8PYlbIgE+gGv7HLgT64kjfIF/PnFzYuSolbnCYJcjgq0XFWkSTeVf2udw0EZYAEVnOGIrWvbdcGhMPCO2iwFVYw45rV9N6T2wTdV4ryYDBpkc8yt7Y9Zzd/BPpBxKFXWlCjn3FCLSifsfcLbvcFT6UTdSAoCrG424PfBTdG8YiMmydPSOWfhIAPx64w14Ge24eWoXB4DD9e2xbmkKFIF6vKvbgd7n3odvJXXfuzzwQ+wMZ7DVtT96HUndc6/YhQsGFADcQWsFXKrFA9LDiUNx9KoFx87TwVEm16JPf3fcvn4f+jq90/wiAHhcSUyrSklFgw+CngyHfEA57LCgRkXc5wCl3Q87N3fA2aKu3Ka5MKEUY8JpbneOGXr9n2DPUlfDG78G4npvqoB6/p4KYToZWMIGfYBPBUQIdBjAhTBmCooLkuaDS1NHd2r/kRehEA5RwmGaxCMyLE5rw5B8YA53H2GEznxytwOIB13ridiC8fi8XoUJkw86rtNeEVUksvvR0CxY6ZjJfuOKsS5+Ix5W6ODjZm+RCqm1BVNU5ob3T8aAdbM4APA9pQaLfZzB2mSfwcjYL6biEOry8DOjR9fNxo/fPJMgVzK5n/zPH2YvX9z1r8LpmCL0P5AI/1JPkBRIVcE6aI0qzE4l1i0WvQuS4WvgQwoIo7p7Jlx0IgCe3oUcCml7Y9ARXVmab7YJTTjM/I0x9yLwmF6Ga0l5+HbN0ygJyMSP8xe11kyY7BrIUz9EzQ0dt0S9n1LCpROfTpCwjZarkKZLg3s7C1hGxvFdEWUEXcVCjL5YtbDMbQYWpv1+6PE0ldF0botj1HjbCt1eKwL8WISvFF3KhXVwJyOFI9Bsrs0XQDmpy50dhI71/liQKqY+I7//t1RIBAD3374W5eF+eOudc0gLZjBoZ3c8fCwfZZHVmLRnCHouebFNABzY6IKp99rD1abHb1N/GnLbqDwz49cpZeUX/QIJAGwVADNeYDQuMBgAPx/n+F/yzg9uZaLYXo2h+QOweMsFGHhqeyfXkGa5f+e7XUSELA8/f+Msgv3LnhZHhh8QoR8PfqhAUSqDt+YFYGIjUbK10GTwqdeaJ1KWnht4lMxVygDJAXgncjGOTaCxl1xqohtDUJtxCFY1VYgtfWY79++7RwCH/pqfNnOXAm5eLvhjWmfcXB3XukGFBdpp3fBOF+oCSQoBwG8e/4b7HJGoQsfp7ti4VbRAvdPbH31aC3dgWZy7ORZ3imQcAI4f3wMwNICtqwDkCihC41B85goyGsfBbfSTuQcL90arJOePVheScJEF8l4rRWM8PbC33yTHhtAJqC9bC6/wSM4FeszG/fAr5eNZydlo2kiURzpnE9nweCGqM5op31kWui/O4R3NYPQu5EkOWWD7xkNgZ1YAk6pR+kMfFF33w8FyqgjPLSVAwxnE1D//OuyBvpLwF0IvTcLXqrDkCVGRH1IbgtcPvOHk3UWmS5ibGS4SDoZH9Qdxq1YIRFj8jbfX1sPWTQwbJJebA+CK6jJE/lgHRRHtx3bLWgfAh1wrMPknDwcA3rAsDWGWSY5USClB58AorCg+F4Xcgx2g9jJwAJiUst88kfXPK0PCXs2CjLGfJlOZswATACwpKhAyNbrnkVWgu/EdLKaWKbaEnzwXEIS+BXS/VOFzFHfohCYPMT9Z/I1CFLcrxcOdBNCzuPxpLN580zkrTHOdlFD3Hx9ocHobtZZI7yHvVRdkhNGHB6jCEpWcpRQGGXxz3AR99COncfe+TRg2zYSEoc7nzQ++tuBaKvWtFnQE7kYrFuzKhzooEH6jRzrlXifixxhUg1ELP3Z+3uMzAItz3WV90zDs7B+82h1oFx2PmbM2cjHARTzXyaR2EVwssMz7C6zqNB4e31gR2MwDt4UFeG4HD6vMwMivv5kCE8kr+EEXyPQSEhGS2uSFBdAkvoyx97Pw9lIaA0NLc1M8cHrPGNy/0wtdF9FJ0PwOoWMK9UU4U3yWE4hNBjfIahiE1V6HqcgFtQcioHz5bzAKOxLtIWiHIGopJhusPBE21TxH3kiht812Kw76T4RZJhLESHs1ITcAKzcOo5YmIQF6s4M3iS/wVcmwsxux+LI4pjUj/8UyvJ78pqMdQnuMpgb8vSSce6/SpAUY3n085wa99SJNhUTuG8s8A/e81rXNiiEXIH8s1WlCkLaQXMBnTgx5pOWc61fCGBxxE8+M24BgH+f0N1tOqlBfsA2Lr5rt5hdnykz+pYg9GoHOWxMcAFjoG+Pteg4AjzxM808Ki0fY0rbNKQVjScK5CZ0QpPSEa3pXyAzuME0+CU0S1ULSbhSnlrZJg4iKINxM8UDphhzuiNOk9sT+aC8o7M5uR+S75JFNeNuVQSyfp6/56iutcIO+SQmvLtc4jR19qMBu1vpaVVo00OqI63pz15HWWgmYqq0o3ENds0kJ9T0PDw8SqyMUFsbcd/H9S70d6ZDeuNc61b103tsMepT8+U6Ll2SLI2GvCnaK3eb6nmHg5hOKyLBMyK0G7FvpgxoxZJGrRwqA8xfcL3s1a1jsq0GpCAtumwXa3RiOuKrprXZWmf4G3PftdTqEXuzzIXq1P4koP+dUItIVXfbsblHHAOBUQDRGjn2Be4Y1tT1Ml7o6vifDJYMVPl7HKIsoA/g9eQwyd2FD4VcWy8LIKHBcTpjGRaKrDvZKRDE6KO3ixr9etgwpmmxYJCx3ZLQn7OuCTumiNa4p4T6aOj4QUto6JvmP9/eizFiDueW9MHtmKnZGqCBX0/YGXJ6AmLtu3Pvf69AF6e2pVwYBwIXyLGR03YzODUPwhO0sHo9/j6ZCquWT7nEbDG3PKWsZvjDQlBsF549juscnHAD+/eUU5MdqsKZuE0aced0JAH8UE4E7ykj0OHznQHqJhiYi5svRxmIo9eImfH3RdFzaVdQCAN+6cg9NDcQzgjK5ksIB4OJoanVtdmbVVEbBp0cYVC9QOVCnOAyrrA4uhu749TcVbtY/xl2fElWBWe2oi5fRwkIxeyH32c1Xhj//DEdlGIsIHTDzLnU7s+lcUXm0l+Og5EaIDDmrLT+2wrDbWRg4chEGAaMvQu4mWBIoARy5vrGTCZ1PT0X8gy6oi8vE7QU8ESEhVysMR+cLL2ETwyJ5tDSmzXnKM8UBcHmWD0kg8fZxdTj+7AZczKaM2V9MNYA/l7e6VsjFo5dC8U+GH+xeJgw16PCOrpIb77m+4chWimtwWnQv3PuzZTiLf0wTOkZtbVi5dIXWzWM0+/XPXqh1D0KRZwN2JWRhwIFOTgA4SO+Gp9PIPsKijxQAE8u5y0No9HpuPHcG2fBme6tj3USiPXqw1HtJx9TjBHZh4u1IGNvlQ+duxOpvnkRFQCr+nEri4kXA6pgajd3gumcK8poauf3Ib4EKSj/xwJyxzQu2Z1IcXlzkOYJngGNPkLjbc8RK3FjakfWNBhNe8APr6eyiRurQX7VCd9iKCDcT/D8hxEZ0/gqS/HbGZVjsRqkhRvL+9C5XNhmd6iKx4I4zAP63VEh6kw3T//kMjSo1Jv+Yg7QQBv33dkVup2IUx1aiXU4kXhzyKUqfPAnV+ExH3LYwWVoDwBO2TshqPBYWS5rxErFq+4ppXX44fxc5jPcjAfC96w9RqbRgSHoXLNp+CU1WPsVVs9OcEP9LnjPfdBHG0Xk4KxH5SnMAvGoG8QZx5x+T325bpEBdMYOU5R5QlJFYRyEMRdhvhRhcPp6VBQ5WRCJZW4EgDU9KJ0XlRBvt74qfnv4A26fMRlMx9Q55ap0ror0s0KmaoDBZsWj2Lu76jz8BhXzEjFDNvKWAr0WFrWsScGZhJzoHJFYt0hgi3zyUCqztxTO8My0BcKcZHtjwlxiO8EpSAMa0b91A8yCnGy7dj8Wmy58iabgrVHIG9ooCjuxQHhiJwrOpyNIPg+vgkddOVB3hWaIk+nZ+MkiN4cL8SP86Hzbe0069LQ77/RNgLV0Hv7j26PTE03jui02QcbTNtEgZoIVrP3bNR2Ml8fTgLXZ8ik/r7oPYmjKHci6QwgKXz95G3kuXwHQwIuPpKfirYQL3ldVahsLK2cKbcnWZHuuPpsfH0f1CgqBYO+FrANb2/Rtno0W+gW82fyc5M1C+AKWMRdS/WoF5oW8D5HskKY7I+64qhbK/cwrFK8W+qDHwZFkkjKK+GkFbdVDfpGfJsCmlSJgkpoHjml4fAgKAu5y2YeQuqvj4e/5D+KjGOwDwNb9rsGkaUJ/tg7s/94RnTA3nAk2KFAAzMvtp0h3/CoBZwHD7RzQailpabDmbIYup0R0xJP0gGvx8EJH3EbK7RqDBW7BwsIi/XoQbTTdRn03bVrwlDtOnSM/3LTGXcCZ7OdkDRj0NFxGWCfms9zehwd/MH0no2UvKJy3MKw4E57q2+p1jQgJ4Zn4d/MNYdJ/sDFI3brfhn0POa8qtyYoFu/OhDgyE/+iWDPwWjQXD3iFu+JLy3Hggl4YYCbbWhwv34unvLjluionugNkzf8OuzAKU8AC4Z7Afegb5QR66CT9EdAbWqRDISOZXMzTAVTYnyc0gq5dpyl9LQbZKhqaf+8H+UAQpZDEoX34byphp6HWgDl//QLRqLXC048V++WQ5oHVFx+dEMOHcOvpXatVd3KkmsTMsDE2eMOtdEVtxGmYCgPeHQ7HoLzCMDINt8fACCeqmvWFXPAe7PJl2DI+BSKxbkdcdXFYva+1Rjms/rZ4Iz0aNaHESQBuRtnY7WJkM/io5tnfpw1kcGmQsXhl2DPtnb3RMKG5x8T3w+3xPrieqYsYgMmkZRsWZUKPX49Nd/3D3TzMtga2sdTdXaExQz90MhrApNyvHjwxr08VLuJUsptIwHSaPfQehfs4A+O/jwagp+glLLllhn74IDTFp8H/ggwGreuKXQGoBFooUADdn5iTt/PvFYtSzw1E6IRoKmRzKihDIja6wDU7jAXCzjRQsAuu8EVDriQeHzMjZS/N0WRkFdsfypE9Cug1+h/CdVQmZix0L6lwwSd+SyTgnzxOMRwO0cTSOhfvff4hZUJvc4c7nEHU+8QviQRhNHgDvJnOWB2eeqfDzJm4o4k5gKp6D3yc+hfOjqeX39bRa8Nxn3N90Xkj5moE2AXBZGNiK1oki3DWBiIjP5QDw/nd8UO3MwdYMAKfdfnVXdL/5AxrQLob0XWtrk4XGEogO5WI8oHTK5dYeR8BhYkIUTxZnBq7B0A47EKzNE2nUuQaK9ZfN2CUuBhZYHNEJ/xv2DFe18dAA2PKdXULlaIKXJ29RBgv/qYfBcIzyEjRGXCTl3rgnI1pvhrMo5QT0QrFPEoLMlVie+QVXf7EmFF+aP4PJ9QDqJSl3yAvFZvlj2k4K2Lg6NEbUjhNSOdGr5JGHi68gpeI+VuaOxOiXzmFfYAzs2hPc994PeqP9BeoyVxwUjpSe1Ir5MNOM/Ppq3OvzE5L0/TDMsBtjk77lvguopBZOafnTlIM/TTRGsyYzDf1rx6OLeSh+fykF+XEazgV65qm5TgD47dhYZChCELk97W5Vg9LJb2h7gA1+d6lipjYmFNljBzkD4IHV6NNDi4unrvGbBxWUZNhUNhlm55JE880Pv4DP7bFw+ygX8i613DyuVm3lniHPG4pNB/W4UZvM/WxpYgmGhVAXr9sVGrh+vhqxVQ8RnKTG+o9DUBptx5xUFYIb6eZoN8tRvo/EsLFwgRwyGUlhRw1JnETn2RnJgBAFpIG1wRyfB5/OeXCHjcpBFrDIgFV9jHDVe2DeD2/TOOAPV8LOe45oar3R49QynDOp4D/2UCuqWdHS6DqYjyUi76G0QfXnDry3/yb3vnMHm9Ap9NGp2Q6cjcC+6yGwxtZhlr4GsxqJRZzFH24++MNdJHxrCwAHxjWiffjW+neXveWl9R5Z+d3PXn4VLsEo1Oo5FughO7vAq8YN58bdQ3WwjmeBJpZkBr0LHhMtwADcbTcc8/z7SCu+jbQ6YmsT0A0JbFfu+wfMbTzALQ4AV3SjSp7f3n8WJwf9iZMDN7fqAs0Qj5HtXVChJHsUA78laih4vErmyNmfDAhekM/1NQe+GJJWh0bjk7FtnpqHu4/8R5TG+5TorGuE7zNdwetEHIqO+hNmGC7aEao2w/+jaMhJnnZJySh6gHp966mQhNtc2CRo2f4tmKCbFFrc8erTupRkgQoTi7k7PkGDiwumfZuF1DAGfQ4moTiuEgXtyxBa5o9Fvb75PwPgpuNhsaTtL0erEecrpmbhXKDhCZmLG5oMbKsW4HvX06EMCEbidhfMvXgTFl6B6Cxp6F8CCP5StxenlujxoL94l5s+EW4NidzCa8Vmi58nEfZn4NoLSpKjkjcOSoin6BP4GCxgc2l7PGz0govciuVRt6CWt7JulDL89cLvOL7TC2nfjgPkVjx/rBpBTV1Rbc7n3uXpj88i/H4F9i9Ai3zFQ/8AuqapceZACHb2FckVW2v7xv40JzcpBrMJk7ct5T57Bsgx7fMgfPCNyA0xs6MWUzo6zyvhtwQA38/pga/OfY5ujxuhVjgD4Lxzmcht6AuXDt02nVTcnCl0S5vHYglmSVsnxuufvLgIFiIPc95EVJ+BiO49sEUKpE0rZrVo6powkWVf+uWwTQ/xfOpg0SrLAjkPC3B10Q6QJD43Xx6Bfbm0PrMlG8VVJCWQuBfUL/0EbLO1JrSNzKt6tR4vTKLZVzRmF6zettoJpBB2dxIPHKs1Qt561ioe0QgptAD5LmcAfP/FKhied+bNuV7qjQpyLuR/VtdQA//jBmiOUIzxKAuwxVaC2V8notbfiL3PZSM5e6YDAN/wuQ2La82/AmCZzH6arAsz2rYAC4a9hutrYLbUOE6BwmlQ+HdKVAKGpB/CzYkjMWLjE7jbLxpmF3Eekhjgo4UXwRrpWnK52h49uwnEZOJZtDUe/ReTPGC30XukR6ryWD1sampAFEpbx2e5QQ6/PFfIpAJC8rtBoxvRPskEjQfQbbJzSNPpFBu+XN9MqcQCb/yVDZlCiZDnhBA85yk96GO6Th2lFSKsdAKAv20JgPdlFaKggZ7Hoz3dMTYmDKrQf7AuNAqmX9z+HQDP6+phZmqgrF+WgrsqBsZf+8L+0NmKqnj5bahjp6Hnfh4ANzsIi2/O4utlnyFskA6hAynwaauIABgwNGlhbPJEbNlx2KpUqNkXBMX8XdyAjbV1hpI4V/ExYTbVYthlhMKfhxssC5OiAaUeD2GL240bedS9oLUSWeqFz34ibpmSqSAFwSyLII0Cf3XhU02wwLPDT2PTs5/DRyUebEjdggWYfK4KTQYb9wX6hpuRoDXhzW0bucU6Nf+9R/aBcuoeyCNaJlE/cXi4uElx+01LaEWulIbVPxIAv0oA8DNLoYtLpQB4dc9WLcDqGyp8vax1hcW7X1TCN3sQGsZR4hBVYQxkViXMiWlwG966C3BcSQg0ZhUy9jcicz8fV8sC/8STPqQHNKrhZSGzq+D7CkmTRGpn4MECXUwKzhocZJWhTGFHnztBXOyvd9frPCdHm9LVqb8J2Y9PjdQFXdiJmuvIGNSlNaDqsuha6ucAwKK7v6noRaxa/CQyk6h16s175OD7qEKfV/gLJQmSFvYRANhD4Y/wjvn/CQAXLHxwffG20EEvDTGgXQzVJNYbqEDVuhBrqSgqww8uhG8X5zgqg6UamWU7EHuezEOa+oKsjrMDv8CT3dbDTdWaRwVtV9n0XeJaYlnMCWmP/iExmNu5Hwx/j4K9RuuIESK/UCmqoXW/4tg0A6bvFQ9Z3KmMpj06ooiHmZFD5xKItLARMPJ5uEmbQg1FiNVn4Zp3T86tXp99BQY4z0OvGhcs+JV3u+WHr+Yp6tLLFe6wDtyvLcBfOSfxwd0pGPH6ARz07QqLD7VGeKROQ+JVKifS4xJxr2N37jPJA/wwy4x73dchXtbRGQBXtTwANgfA9pxaLI3aiV8mHUd+O5dHAuDgv+7n6gwKJx/Qbye0h1zHQq3Toy6WKlCkFmDNyAr07OiNm+evwkXJoqZRXCuPygGsTR8M7VsVHAAmpVq5g9vEbTn9sfmQDXd0nTkgvTChBGPCKQA+VuyJvu/OhZvdgKi+LrjTyR1/vuSCt1PUUBCCOA7xMCjbNYT7143Pu8kZKATCbIf85QYGWZ4uKB5/C9/Jw7C6MQ09rPXI9LHhcIwV9WoKYp/Y9SziMhJx78VfUNWJsmWGXOqHyMaR2Jvvg9iJu6EUPEVagcKuQ0QyDfL1rJzreGXrJY4JmhBhjepMZFTb5dDxaBw6EQNjfDWeU5dglp4HwO7/dwAcEDri9upvvbtUuIQ4rIkTf6EH/d1z6YYfqnPH5AfERYpzAAAgAElEQVRU/rYAwNYbjjV43NeGlxNFEi8CgDvwADiducUBYHeDCl1cqZwjAHjzlA+Q3v6yJCMBbTnZX+W6ZJT/9AxsvnRO+M1VQRVK55O+WI1rFwoQ9IyYfkTss9YTxAkWYKL0qDwmR92aMUicV4vYp0h6FlrICDdeozHAgWorQj6KhExDWcuFw3phZS5KqwvaxhssC3ckw51NpgC4mdHkit/IlrNCcs/4Pz9Gga8fPnv9Fg4mydHraCIqwmqRm1iCHg/88PTIb1E68f9mASYAmLTvpWhVSwDMp0EiALhvt85Y9pwEtQI4ufcSegc9Bs/zwKzz1x9JACb04Z+lf+Gn74BSCd8XTX9EFSmtze91E+mB9tqzRHnF38H9w++X/B4tyM+v8rvDaJFjcXQqPBRt82Fc63Yexwfsxe5k6kI7/0Y23HWPo7GOeJuw6LPjPnrvTHMQYUlX3rgfgdhaF1z8Kwh7RvSEVd+SxJTcr2AY/NqPymihjNks5qNfuSsIC98TFbIr+3igd6gAPMTZR36bWd8T1y8nYO3Frx4JgDXh7X485ZmxoBUR4/QedGJTxYEAgJXVJhzIouFC1qyl8A6P4lyguRzAEvCx6S1nAEzWx5dhIoh2PIhl8fUnrpzxwVEYQi7biIPT1nH7+ont0bi0ReToyCkdxY8yJTqrW9EyVEuoiyZgsWNF1+WIyWBgiuyOiamzHPYIaR/4qS3wkmQJEN/RyZ7AdYmTCzQDnF9bDNeuzhp/nUmJixIm6MqacnjVqOD1TzXgoUSnubcR6k+9rGghvrVaHJQbUObrrCwYlTLv/xsAN7FW1LPOMc4uUMBLTokeWasBNdecs0w0nwive7ggpvK+AwDfGCbGrZN7SQzw3kKSkQUoCNSg/f5IHgC3EGO8tBTzv8xOoAY56eImfVzSkYSwMJzjK3/0eaT9iLEy8KhQw7VOIXoo8nMy6TEj+g5thLs/g6Sxzgz9d9NZrFjVkkTyjS3Uqyzseaoral7+/wBwAmbP/BXni8qRWkn3p+4BPugbGgCXoG34MSLmvwPgSFU35d3pP+GeWgbDL31aAGBiAVY5ADCxdvC7hcO9ifaO1aLA929+xANgaXB9y0Zn1+fgUhll62xs8IbZ5I6o8pNQ2K2oOOANxaSTXOc/ae3qlNHGppwHVtGJA0KCi4lOVYGqvm/A5kMEA4ub59uOhdzy3jQeTPOzgZswIotWstYDq9t34VpokLGYN+gSvp26CHGezhO1qjITB96l3i/1vlEwd/qdm1wdDjfgQCRNZD4lnyY2b6so+l6Dop/oUsIvXZw8MrzZ5BZroJp2OumLQ+vx1LiWFuCtvAV4KQ+AG+LuwO+Bd5sAuL6IwZ8zWg/cf2qfDkP3DkTVkzRhusdNujk3dL8AjwlSd2bRwtIpj7qcpG3TI++kwTFdtiZ2gsJE8nZRixTpYxdLODwW3KRxvXyrBYuVYOX/3wUaA+7T/TJ/2HvU8dS5t90bAqE2UybRlnpv8d7CXeUw1Qru1YBGWYOoMGeroTF3JbZM7I/TE/TQmu14OaMli2RrY138xwrYORZJSdFrYc/h0zY0+5GPMhxBCemQWQw4sNK3pQX4e8ICbYEutF0jAcDLTsYPmpNUxQHglPwgpPCW124hFRgSJ5KQ2ebPQMaC0+hhpT7VueWDEei/CV4FDfDPclZYpXWciSEjzkCloClJWrMsl80gLtC8ZGQYzAmma8RVocTK0rXwauBZN/mJrZTXQet+kVbFAAHT90gOWsIaZHFYHo87IYNR5kPdjh9VaoquwWrSOUUc+lW74aVfB0rGm0HV5J2OGSBgrlxdKTZkHcGbKTMx/oN/sNt9HphgGqumPbcKHdNTufl2v31n3G9PmQnr6u1IvWdEQfRxBPmq/88AuCbjPj6Mu8QB4Lx2GizX7W/VAvxQEYKQNgCwWe3sNioAYLvcjtBxJZj7WDkCVHQ9F9XI8NdlJYprZehRE4Aetc3cCfjOdSvsAt/PGsAE0nnaJHsAljHCVh2L9dt0uKej7f+wWwEe86NKkbs1rkhYRL0KYgdR5cubP/jj3YsaabYSlO4cyo2Fm0whLkFhCUsUkGQmvfn8CEBxDTetxWAgQ8egdET70lx/wgpOvjwI/c+MQlnPy0ifRi3ViRtegGdYJLbk+CNs+FEE+rUuz2RZ4dDMFZlABQC89nQa1p653yoTdPPZLwBgS1gDpnvn8RZg4A837/+zBZgA4I/W+Hap1wZxAPhATB7G/kFSd5D4vxsweJgdeYDJtZYWYGq5JuWUjxVzOxGrOQWSPdkhCAfVn5QwBbiMk9znvoyRs8D/9sGz+GXmG8iLJGlXmnkFgIWmKQQVq9+FIbQEMhkL7Vgl3B6jMcD5+/yQmVGOsOUZDkAmuD0/SjoLMcIVR2Wo/aUnhq42wSNGkI0U5ppz7KjZZIa/yorINS0Zm4ur8lBSldciLyZpm6AqdmMpAJ6Vdg6JNbyClVckEwD8qDJ+88fYPPBxZAz/CRt7eKDX4STU+uu4OODZ15qQ8NTu/y8LMHnm5109oZSYx1bsvwqzTyjHAk0A8BND+mDWE84cIFvX7cOYjj3ge9X/PwPgv7P+4giwpMWzZiDUZmIF5a1EpAd5d1ni8bZ+IgGEDA+AJUpi0m+C24ZghuM6W5T9j+pPO2PHa+G7cOFTmtt44u+5CPeOh4mlyvGIB5V46iP6sitOO8/E98YBtQNckfJHIE7OSULtfWeXRuG57bUeeEtCgkWuCwDYzZPB0t8DseC9EMcs/3yQFkn+PADmlfGc8pcBchV9cW5fJNZf/r5VAJx7LhN5DX3BAWBtBmVc/S9HEhZIW0/BK5PXiBPFy2FVuMKW/zG8grQYlTwcI7cederK1lygvwjNaQFgyLnwr9edOQi4iljg73FfA6wMBy5qcWP1j476c0vJOhBfvO5N3qLbymByQ223w/tLCtqNLnJUD5iM2sSePHu/0AksfFQ2+Gjayu4hGBQ4IhvIdnmIbSEu0IcboPRo6QV4OIvGNZPXqG+ohVs5A69j9YCnCqGjCtEpmnpuOQrL4lJNBNKjLzpdji3qgf63KDEgtQBXoz7b1+EC3Wn+Va5Hyn71RNYOPgZYZufIThrsZjQ4eZsB7owSHoyKa4OpOg0ND6Uhoi07chr0GGis/E8A+GKSNx7/NQC9u9MDU+unMPEZzydonTw7OCWzjADgBt64wMBGeCNk/8mBEoH33Tn5INVRq9V2zF5Si5i+cgTG8wc5/hUeZNrx2idWx9lemBFOANghVsTWUAAsyhv2u2QwOxKcOq/8mUsY9udex7WgoBi8Mn8zDuYUIbeenkdGx4Qh1tMdCpdU/JxkdgbAEtzkVPH8JHdLj5ApilOjl/0nALzynQ3wCW7duttQr8UvH76J6Ak1COjsTJPdfCqUNZXjeAHdkBv1PhwADq65ATdzFSpTWCgG3OIOURPtJAUSXaecgUjRF3blVAmWoU6nxQOXwOBLmQXJfzfOt7QScnHAv5PDmDPoFQAwUXItj4zBuECqKcxV2vDuwPP4cvJidPASKfbJd4Ult3Hyo0HcO1VEPgYm+ktu4UQfa8TR0A3c5ycL34DK3nIxC30h73kTykFSizUVRscPD3uklpeLh2YYlDzCAlxd9BOWplhhn7oU/xUAi/Qlot2QAODnNy3DjZnl3DO1Nyglv67HWQ4ASx1+hd8n8QD45Fu1MFaLLhEb+8yHW9VWJ61SiO4pWF/ZBMaj0WmBC7oVUuerdwLRXucCn+689fA/7Ta0lzVGT54Qq/kOJSxAluRER87GUmfabQboELnJaa7orl/BP3PrcGqCHslVRgyVpA0S53dLMVV5YC2MpVktpKE9tU/LjZMlSb0T4BV9BTK7xeECLe1nLgY40wJdYKyx4NWHV94pe3zQTLc7iAlW45eriWgw0jhEtcKKBX0pmyApBADfHHccIQqaZ7DK9BS6hD2Ab049fPIomRQtLPIjhqPfFBKiwCcY4ix2zulzSqfvkhx+WXw/oBvuZtN1/1rxF4g1Oa8ZmUwPby0lRSOP8n+GxB0TVztBkJI0VHJkMN5IVUXgVtSTMCuou6CNaFlbKdVZF2FnRK0s6f3eV6Mx7IxIiMLKraieQIWnJFwY+Q3l2Hz/BJanPoUx7+zGHt/egM9f3H2yh0vQ8xz1irjWrS/ywymZEWcBzjSjIIYC4KGGXRiXREn5Av6DBbgmI43LBfzdzNOoDFbiDd0ezDg1v4UL9ENFMKK232/hAv3Nkx1gaUbsQADwUUJkrzVhwUt3kOTnLJ+vZMvx12WVCIA5UikhWpPuPe5FXeD3m+hWWq84DRvTAB/LeGzeeAMnKikz4/e9shGrpf1tsMqAeUugNJkR0VMNpYsMy78PxNtXFZy7tdDZ1We6wVztAzdGyGUoIBWpUoqBnbXD4FOBmZP8qaadBYbFn4OL0lnr3uVGbww5TmPZznyzmPt38GvfwTyqHiuuRyKmx3UM7EUtw9JC1pByxzCofpAERjLArOzreHP3Vey+nY+eMVbM6PNodvefN3XGnTR/mGJr8ZJLASY3UUXYj+6+2OkmKiekLtBSqUBcoOPDt+reW/aWJwHA76wK6GL09ucA8HWZDo+do7wRd/rkIrtTaSsA2Nuh/XVhUyEnAkzCAi3Iit4YihCWKi6lALgfQ2PIiQV4zStzUOcrKsmk/cXYlWj8+CuUe+rg6maAa1c5PJ8kWn8GD/8IRM4Rd0T9fUDQZwlOWo9EA0SacAD6NwWsJ3tj3OYaNPe3s1bZUfWjGa5yOzp8FeOkuiQzpqQqHwQEcwpSTiaJOjoqwRh42AfDFQkYXnAXw/Od58K/AuA/P8bBbsk4O3UDtib54unvh3IMqrtfOYNlKaUIeOakCIA9GrC7Y7ZjH+RigO/Gw5VtxG9TKAnWU5sm5dSfCY6O9VDg5fbOIVHSNEgEAL82axz6dKFjJpTLp28h2KxE7N14zDp/QzyQ8sDNoW2SxPv/lbUFbzcHwLUDoDbxBEnNVOxGPbBptpLL93plvhqM3sLPMYnM586o/N/cYYwXqP8B/H2cXot91wh4ZTDsdQZxfcXQL88yPV5YSnM2v9Uss+LnQ4Cs5z2QusoP515LQPklr5ZnI5JvtGMseviKa6/O0oBpW9/k6kwe44IO49VY80O04+T/xRAvJPq2bighAPjnDQaczTyGbkNNUMtZ2CsLuRhgkrOZukD3g0sEbwFuIWnauEAA8DpCrMnAPa8Jt9OmItsvHrbinwBDFpb0GIOul5zn6rWhyXiQ7LyPrgnLpp5afL+TofDXyvHd/EAnHb8wPNtHfgvWxY69WXbcWkgVhqTkl46mObp58NE4cgos3YTQIec2sBYWmovH4HLFeYCynl0KY4AEeLMs/DRWeKnIXs7PF6Eq4YUkl5u7QN+40LrsPZQZzNVHqtTp66EtkcH9f/lgPVXwf8mC7vEiOBIed9CiQHkzC3BgdQxGXZrH3XLV/wrs6sYWLtDkNcv/IwD2IABYRuOTmwpPoKmQYpq2ylhrLcZZ63B8yQvot7Mran3iHGRwcosdXc9m4bDuJsz1Jlzs5INeawMwtL8z0Gyr7pd78jHAEr0U+VjaQcedsbjwExsdbQWfdqmtupQ6OXwLncnIuDAqNYtZS2rQc7oCCpWgSKPjci3Vhg++cXaBVljsWLY9F0ofbwSMf6KZ4oaF1cWMoW8To4Nkh9zQpUUqJPvMu+iywVm58NH7FzkSrGI+BngiT4LFME34oXcmZOuUCIC7k7xoIarmxnvYB7R/gdk/dC4eqEkMcB+wGc5uj1IL8CvP70JcD6qRb16qyv2wafVSRIyuQ/BjrZNRCb/J1uXhUuklTotrsyrQUBcMN2MFgmpvofKwForxZ7hOHWpPgAejoRsMkbmyJFjVhASLh1tEEHDGXBaFj78Io1cWaGIUGeyw46YECD97uDtGpxCXWMnBS0LS0cCy+L1jEhLdqSC96mrF2qGHsG3KL3BTUNdRYZgu7/8U6QfXcNcqokeDiXiDi2GzXj2PfHcKOgaXP4cAY8vcV0IfyDpkQPWEs+aKI8E6OeQ/QDwWJY4YYNEVgbzftuMhXAzwtDsW+I9bxgHgzlvaIfZ4DH7uehvsEjEWxlLQBOMlO9bPJ65szSMLWIw+rse3n+7An8t2QMXI4Xa3F+RmDfQJN+A6tdg5cw3fsPZFIVBaVcg+b0b6Zno4JONzsOtcNDUR13beDRosAvSjIO9aBNswOt78kcYxtcgxXWOV4dtbAfDqRIgO/pswECpwbfSFi9G3TSsmeV7WLTlw0/kQqFZUIzr0oKgqs6mgu3kOn35fjuIYC8YUNSKpjmziEk2504IQrgOVB35oHQDf6cP/XATjREKE9wiBV9Ndrqm73/dGnY/UaY3FqLUNXB5go0eQPeutwvNLGycPWuRyAeFaBb4+5+wG9krfVGh4d1ACgO88fh4BWuJ5waLSNg5dA3PhUdaEoPs1EkZHFtW+ndD1+bbz2XHzfskR2CtFRVfVrB5YcZyu+366EZhRtYj3rqDNlMms8NEecyw/n7GnoPBqpkwjw2uzo0jhhZsywWWNQWZQPxT5tswPV5l9hjADOKxeZL68sLEfgsupNpQIbZtXDeqGChs3f3ADg4vld6G/bMEoUySGLDyO3WHuYFzo2jUXz8HAQ00wK1U4PGwiLEoVV9+9NBNqam1I77YeAaqeeNr0F0Z0WMMBykACgCVDSer5ypiGY5YyTnlQm5sBeWYD5in/h4++SQUrY/B97W8YdPZt+FbQ2DzCAr0qOhjXVXHodD7tZm6G0mlAv3y6B+wkaFJSbhwpxf6jNli1Jrz+yi3EercMTVjxjwYBNZ4YWRbeqvpXofdGyFtagDBFMkCtcj/sjB5elpG4djgNG9JGw2xXY23vbMQQkhOepca66nvg3kP4t1NAG6LEgncT8U5hPbRmIpTJANhhKvNFzYWunFzWyCgIJnoP7gBHFJu8B47JZgPBzUuftCDXl66fMQknuBAQKVQefngSOqUmoy4uA7df+QHKJjf0XfUJGvrpMflUAp4ZdxzJXYS0GPSXQg2alQshvyh2qcLVhhl3b+HZ38/gal4lukVYMXtA2wCYhF9+sLovampdYEyswle2XHThvTuWeYfgtkqkbJ/ToT+u/BovxjnzY0YAcIewHbaVry1XEAD85rdRXawubrgTWIFCPYvOKdRqmx9fgZuDstq2ABPCOL8S+FVQAq8rWhumdxXdt8PYGPQEVVhWMhU4jwPc5z4mFjKNGY+f7IY7vb+AQl3uiL+VnqBJz6k3LcHhi72RyOW6ZRC4Qg25hsHDzf54uCEI8We28/G/okKFDmtLVERHlKxW4MGLUWjfLRYdFxQ7ka6QkbKUsahaZ4a3mw0xn8W2qCmnOAPVDTSXalvFz/4s5PAQLcCSG6/5DoOdpFdrpQgkWCU+Xnjyf7dQb/fE+N8GwqyyYNeC05h3tQoxTx9Bw+vrYU6w465/NU7FFDra62FWYPatRLjK67Fh4s8cAH7ts3k1d7KU3iNCNBgR4nyoPPKgAMeqZQ4L8IJpozAk2TlVWca9XFRl3sLA7HGYc/EmrOTsw6+/5rF8gnL83eITOPN1OQp4QwoZDc+aAVCbCQBuqaQtvsfgwHtUruxa5I6wGmKVlyTi5paR5HdO4ObfEXBKMYvFpyjJXacxPug3t9wxrkGZ1Zj2HgUOUgDsWwwsfxY4tysIFf1ccHZBIqpueYqKD74G0gcrOsWjg5doHT5QcQ4/HaX5RZ/9yAdVcjixQP821heBzbIrCNMhy9obn23IRUH+QXSeEAWSw1JKglVy+S7Sqx7nAPBJz4wF/956vmaWRdp6yt8QmN2Ea/en4kEAAcA/gjVkYW6PUeh3iabhE4YoOykWF8eKLvEFlwz4++lSqdMi9zkhTIWVU31ble17h/0Mo1sD0nI1uBlVgOwx9MxZVDEXFlsh/zBuh0b9qx+C1TQz2thZyDPS4LG3pXWzovdwVPShHhXCfhvqaoaGxINLuLQcjeKEAP2CZDlU7PVwiBzihXDzfEvLcZ1RiZQikRiryaiHW4YNbmtzAKUc8V/lICqQ7zehq81q7FcYUeVF2ieWyKIuGHxrGqwyC64Fn+f6rjUSrNoTrrj75ZK5Ea9mZZEYYFKD3m6BjnXm7NEyKrjLqCeBoeIG9Jn/tGm8ImszjrFhubEAuz5ejnFrI8HaA1AWRcMrNU0WJF7KxcFK4tVm41ygFT+EYxqndGxenNcw+WvrKjWO/aF2UoyQ65VRelhdqfQl5xBCIk+twG3PXO9cV2gMzWQkybDiYsfsV+vQe2bLd/p5iw17jzsDYP9aE54/VMSxQPuPakmCZXYzY/gKSS5q8pK/dgH+cD7rWV67ju6rKbcS11cuHnj7jSOtAmDy/ccDshH+gx1axnkut2jxvBgPNtKvGy7P+B9yVQwafkqGLMeZ6lsKgAfHp2L84lOO+Sw1qTQ2uGP9+28hsLceUcPr2swXTOTopbIU5OgEll0W9bVBgIVBbPkpVB/zATP2BLeYu9hDEcX6OwbLrngCdtkw4tEhYXWlg2tT6pDzxBO82Z7EoBFLKb/gWBajP+2LDied0yo4UrAwDL4Ai8eS+3HaNVL5YU8ztvY/gT3TN0LOb5jCtLuwZyWyjvzAPbe84yuQ+T8Ntyo5Moo2oklZx9UxpOLRAJgJLYV6unNeXKc8wM3mvHTwSBqkstBaTB79NkIDxESx5AAhAOCe5WZ0GT4LVr8SDH+jL9wrPLB+eTaQKG7C5P6gz6x4fXVJq0QoiQ9N2PXKZvy5eDfUMgXHAq1o9ERjfCrUTxRC7ilhDOcBdEJ+OOSsHGW5DK5/Rg9n4UoLfL19sNrHGw0kdQ2/ofo3joKb3R3G19bBzq03EYRTd286fktvRaF3exob8cgAhmZ95lUXDbmNCKjmmz6dMwazHGc3M4hjeaUOf9J21ZQjIuiYozZbYyIaH2zAh/8rQ1m4FdNzGxDRSA7KrR/0pFdbswCXeAYg6HzLFClWdxbxCR5wa8znnr3lC29Y1M7PEFigrSotHnxQlfpK0/Qub6tPIshTie2p7VBULx4Enu6cgXAvCkoJAE59/DwCtaQfGaRVzsWIhItc/t+wW1VOLm0NXhFImEPkAP9siaJI6JSaD87CnCnGALLvD8Hcn4u5r30sAfikcINz97DgADDDUIChCqyG1wjeRUkKHIkZgpGhSuaCS7II7g0MKi1S2j3nNLoWUwNqi0gIgWTOkPzbX4wW72OB+oGnYQ2gCh5H3AQL7M6/gPjz0UhgPDDs1YPYGamGXE2BkznvTQw8XogaLx+cGjiWr4/F7bsmLg9wetff4a4ZhHddz6FDwPOUBbqmZQzwK/oryLHT/q/Jvg9tngo93Rdh6+dViLeW4DXdfjx+eC1cmgK417s86EPsD7PiD7chiL2fU1WWYnXs/LEBWswfTCzbzvOh8IEOv/2s4yzAK5dcR6iDWVvshrXHVbBneWNYpbN1SbhDZtYgbE4EmBgaH1qvOAmLrAKelsdx72wBNt7siVqLNz7vno8uvgRg03ewnD4H5pe/4R2lhE+UEp/N7oEBXiXoWq5wyF4ynOX7+4O1qqAkzMsyurFyNdipj4GBETfO33pZcaATp6/GuI7OLL7kJ6+uoizOmZP/QXH/C/BJb4/EK7NQ5MXgxQuxGDXoMkYMEMihJFPGzsBl+udgykVade8OTRh/8L4DAMcF2LBoeNt5Vqvr1Hj/c3ogJQD4d3Mmwm10Pr/jGYgUjUhwtDBpEM6sI3wVzoUDwKG7sXL5UsY3YGTWivVxsXalCjdCSvFQYeBYoEmpDK7HhXFpj3SBLkhWoONlylxK8gBP7yICYD8EYSBL10IlU4bzOMx9TmRM8AKLO1Cip3UvPEHzSrckQWSRlJmM1R++i679bkKptMJ9pAIevRUoOuGFm59GwHfhLfg89dAByITckrTNYssp+RWv3jQrkD3qKYzYkwa11uZInESPZywaz9igP2tBkKcdoR/GSp3juJWelnMDTaaGRx40g1ga/zn/zgnE1jsTZt3yHgQzn7qk2dCgsFKHBUe/Q2aoK4avz4BvsS8e/ycZFWE1OPX0dURXsZjfYwuYn99ElSIa2zo+RLmHc3jL4itd4aKqxYbxv3AA+KMVr5rOV1hUnbyUmB3n7MKbVVWPn9IbHAC4fXQcPl3knAfz4Z1spF8oxKSmvlh29Q5qTSRtWPM3l/zNAsvKzuHWZ4XIlZwjPXQ9oGlyVihwYpeX7es4F2gW8VFqbOlP1qNEXkofx1kiBHTTEky39mbHcu1YeZEC976zvND5ySqH1bzboQwM3nyb+9l7RwAL7+wz4G9gzDrg3O4gVPZzwbWP45B/uPUQDgqA3R3v9X3+Xzhy7gJXJwHANQrGiQV69yRfKNugEiluiMNrf+hhM+9E5MAE2JoaYK8qAqPUQPH/KLsO8Ciqtntme0nvPSSBECAhQOjSkaZ0qaKCCAgiCgqKCmJBQUURQVREVASldxCkSZMSILQUQgIhCelte9/5nzt3dmc3CX7+96EkU+/c+p63nDcyAdqiUlzL7si5QP8aWjE31sorcf9NF06Y7yUsctdRmVfyQIf7d57lATC1AI/sNwpjjl736tu6sEAcmi6k9vQEwJ7tzAHgSfxW4bmXMsD20V+6xZ+zznqceoquA0bzJVTWL+MfwysK5QpY0rvC0n0gIJNCnHsD6hMHwFibXxMfjJ8NQwwfpsArRVoSBakrOTCvN3GJ4e46kzFnFUF80Ef4Xha4vcMOS5Q3YRNhgCZM0K7mtdosUJ5pgHpHOdgYFVLfPY2oILqGuYqzqAv+jM5qYgEecGUqYivbQCtvQE4oDR8hAPjWhi7wT6hH+9l0LdVfl+PGkvm/Rr12/4ZE5OTyaTlYFpUk5zNP4ko+gaRAIrmASbFqCqHN9h7nf0EAACAASURBVMhp22gikLGfJGaxyPgQez5+E6O/agFlgwr5nSmXh2+9CclXS3C45irsZjsKolQomBONFYubj3tvbp5NS/ETRDbXCkxIB1vrwUqoEZFszORbJJznXdNCYoBDc9VgRCQIyTu1d1ikHS+8pUO7IeSbvef+ouU25NzjDZP88hBaZ8GLf5bCp00bBHQXCNNdb3XIHRiwhKTe9ajLiRbAhySETSi2zYfRd+Yl6Ax0HHZIH4axo5c0C4CtSg1Wdq1Fq68ZyMXebfe/AfDqThA98taAS95bAXngcPTYqEW3jGyMW+wdp+Cqpq7BDz9+9DZUEVakzahq2hEeH3StOgs5dS4tPQuzyRcmQyDiai6AvQfoo66AUZsRwCrRH23cWiICgB0S4sbskbSZC9Cni3Jtm5/QkLKZWhX4DiILfHBhAJ6f9bR7ALiBL6mT00lSnSFNJsG6DpQAi9z9W4gZpSOL8NkgGjPm2d2/zA7gAAM5VtvrIFiJLxS5ZbjtpCQ6pLRr6IN2GqqBb7aE1kAxjebAc5Xy8nBk36Sxj00gG7cCUPdnFwCePPRdhIZ7A+Af9qbA2bASyVor27fXVMYTAH+35AFESYJWhDwy9mcGC+aThbnphIgvseDYtM349bXdUIlkUN1Nh0QfwFmA5f0qIYl0jRV6L3GpaV9ElAy09odnUTfSZ3zqIRMBZxX++No/0P2mZEkVov0volX3ftgbQxZOdyINvs8pmU6UQYGvxcTtjeXYuv+L1lXkkCCwwaXwcN1B6sW3LMvi9UNjMa9qfZPukYh0aBlHYlRpsZZPwCPba1j6E03vNfuuBv62f2eLpXeyTSzAJuOzWPdUCt78hm5EnsUcD7SN9IWaVw799kUgHLyrieu6gT9oEJvjgF2iROFsa/6MgDHJ70hPIjLw3wGwffgruDr9MGKVVJFQWD8NfZIzoaw3UwDsUcx+oWg5S+Q1TRrX1Xj6ATQbs3imXhYBC7ph3HYaexnnG4i3b26m51xTkVgh/C5CIubJw1jAt2sWlMkkNzRPDeza5chDGAZnRfHQMArUq6KRlUBjyFyloeI2rAYXeRvdNJMKwjBxd2f3+CDuz3Vj9ruNF5yIzbuPfZD5K169Oh6RkXr0nnkKe5JIrCNNdF9dsQFPHTmL/KQ2yG7TyT0XL181wWxhkdvtD/gy3bBUdQ4pYdMemwfYEwCXZZ5DjCYW7Z3TsH29wQ2ABx/YBKmNephc7bkCp+NqsMb3acSVletq/9S5JebHAeDaEgPWflUPp8SJ1xdcRusQapX3XD9+PCMFboehZ503M7e7MR1ixE5LhCiJgnWt+B9YxUVQOBJgLk3C1oN6XNd0EVigqeQMW1UtmAXLoPRjENVRgbWTOqKqeyneuqLg47KJVZyFvcEP9RfT4DAqIWFEIPQa5A+xZpHEPZ5lW0cHyN9I/wpkxNz28rFIykvFiH1TuMsvLf0A5qB6hF/viKSaUThRHoivsiPxynN70TKeKGIarRKPQqB6zpvopcfyh0ieXI3h6/9CfqUGLgDcvLoMKCgMxJoN1IJs7FKGXfUPEMS7IK/3CcYuDxfoV9N648z33twR5L7odlokxe5Ap0cpHV/Y+P2udza0THJIHg+AW9T7YmQ+VZZ1Ke2AMC7HOS33uyjR/hIR9BkuBnhWKlUkkPqrocYQdgLXCnbYcYD5jTuXzFgRCidyWCki2Bto47zO95W34EnWXR+LGrtm/o6UTjlQ+RggDgDC5itgqZXg9LTWsBnEaPnnTjAKuq7SACQKdAU5nKZYImfJvw+Gj0H8UC3azSVKV2Gkuu6o+d7CWYHTkhyQv9ZUSXglj3oLuWKOPceOiyMjwjmHO/zO5f0ItOjdilRy7EZgH1jETc1/pL6X8iuw4soG7OsvwbyFxQgrDfpXAPxbeg7qG2VymHw7GdEWO6o2d1654o8577gAcHMu0KUNeqzO1YORyqAzsFCrQrDl0wle86HyUQ2OrD+BmYFj8H1eES5W1/1PHXAfzX20Gn4RJz04lDxZoGmze4e07F8iRnk2RYUHPpAgspCSErrNje51nP/hP2RicL1n0RkHzpTQOMbJ3wXCP0JQSgxefwXtzhUh60lgx3uCD8Ky4YDMxmBfCc8psjEWuZuaz5zwRedUhCqEMJlFZ1ch+yElQJrxZTDKjWr8tJ0CxER/Mb4Z1DT9lqvR9dYAzNigEACwto7LA8yKJZBGt4ShohpZVyKQ3DPh8gsi3269dSVCpZsTTHh9gUPhxN2vqWJbVGnE5ZxXUacKhENzHqjeg+G9h+OZEzQ8yVXsUgl+f5Oud2R+WBpYfNPuQbPKn60Lo9wkR9wNfF22jyYxwLQfyfw4xzTg1FDqcv6oehasdlKnxhVvBs036m9jeBzuP8t7efHjSSl2IEpN40CbFg+3efL4GhHEZz1IOVmgsQs0uayoQY3cGj93DS02C4JOGyDaVcwB4F6f7oZK5r2HOC4/j9/7fQmb1NuYN/zMawjWRjUBwCQNUnBqBdo8TxUx1vsMrsxbdDxq3oMjLgBMjtc4zLBw6fpoiwWKFFDyANimL0PDzW/oucaZFjhlEqAQMfja9IBzge65uwNi8iS40V/gOSAkWKcC8qC7TeWoz6ck4fAvgnxPx0Hz+i9y/OWOfsRhoUmxy52o4vZ2hkIlEYE9LMTNgODgAjWkFpHbtsm1LC/GDX5Gi0HTWYQkeHcwp6yeKijmXL0x5kw5kkuN8O/aBb7tvON6yWPNPlYMebuRBXhHG+Ab4orPv6NXMSxLMzFsYjaqaqh88srsXxAZkdwsADb6V2JVB8N/A8Azk3ycLYI7MTeeXc+5QGs3doM4T3BrZEUsFKu2QuZIR4/lJgRGaLB41/fNjW7u2FdvfML933VpM7mwPO7iSLDKXaRGLBwOCbT1UdzzQ7IuoepPNcQjiYsCgz6OJATBl05gJggO6fvUrcyNafjJTQaHRIcHI4Zzg0ShlaHN8QS0OR6PiLvEwsJbFD1Ir1wLw0LisRebiKf5+F9y6axWtZg4NQjjkih9t2vgWZ1W/P4KFUJsMhUaehzmzjVkHUG1jDKekaq1a+j7WABMrpdk3IJ0wDkq/PNvKCuLQvat1MducK6B5RRLUBlhxvBeryGxpbDwOx0svvr9SajsryJJZ2MHdnyVscXluS3AGxbcB9vee/Pv/r0vxr1NXNy8lHHc70kPbDgy41d8NmcTEuQhYKxS+N7uCV3GWUDqhO9TAnMy10Ysi7ZFSRAzFBye/bAOukcOjFA3wIfPGfRcWAKMnBYZSPG7gBbq2wgMiMcD/6G436Gax0LkS8lm7OT4N8QQYWOFFT6+tXRD/h+bL7k7oCEGEgdpG/KcxiuyExVaH7y/byDesnqMZ15VyZFgRR+inc7KoL+9HdunKnF6FHUvfT2nAQouX9/jliNhsB84uRkyowZX4tMw4tBC2G3t8dvkXzD/29/ROHNE6Tsi9D7lDx8djRne+ok/bD7eriguC7BDokTxc8icHjO0ywLVGcT6SLDxSltozYKCIzm0DsPbFHFmNlvnd5D/whEEtD7KPfti+WyMa38OIpuTZ4EW6myRByBpHll4BUVS40lvzalG7cdn+byBDKStgjBVH4KMsFi81qkfTPv7wfko3OsR6va3oCgi1nbBhSN0wiEuHQ3tIg+0TNyURTF4oEzE3ei+0CsEy52uOg8mrUuA5i1LYPHcH93RooS4vFMBz9g2G8a2d70pJPhJdCIzC92utEdi13toMbwYxxPzIRJp4WTVaHiwCcNO7MfuUd5W5zMX6NqY1Xc9Qi1D8UNMLXwkXaEysfAxeG/C5LoX9BdQ5aQ7UtGpw+hhHI5wWV8vANz75Gfwa6BCHnGBvhhZjy/9RiJeW2Go2al1SwiJnAW4jfdIZlnUlpmwdhW1xI+adR2DkrzZyUmtjt6S4OhtKWYV8nlpPQhsXCM4anAKpD1pyIJOfBkW8X2InX6Q1fXFyQMXsK9iAjoGGfFhJ+JWxkMXkr7o5YUQ282I767EhgntUNinCiPzJUivlnDp5DhlJd+vupwE6HO9XTwbj6sFo2woCgEGtz4JsdjBzV5SRA4xZq19DwqzAkVDj6JoCB3HqX9Mh19IPJZdj8XVWl8seeVXBAbSdclTjBOf6Ab5chr/5SqEAZqUxfuuYE/WQ6TFODCj7+MtwJeuRmLLThqTZ+zxCDurixDkpFbXmUE0D7DSzuAdcywaBsTg+Oqmm37yE7WIV+1Gm7K2/adt/u6TJd8m9rRKlbgfUI9jLUoxfHM3d/0IE3RqZTAGFMVy39KjURqkyrYqJN2mli5iAZ6STl0IXXHAY1kh9dkBZivssEIOFumw4A5kCGIL0c15hr+D9pRnIc+pWrMUJeUxiGtJ3Ql9hkjh212MsvN+uLo0npv/SSe2k/B9rq9puBJR1NL0Ha7xRQIVqr9PhfFQawz8Iw9SHxoK41kcBhZVqyjxXsLsv2GX14ARq6BQt4YqoAcMFhvyim8I93lk6XFnhgDgAsAcC3Sj4ooB5urVSM7fevURtudtwqczrFg/phppF5OQeqkl7nQvwO0ehWhfEIApA7+FaMPbqCYW4NS7qFR7W4DH5CYhSe+E5WDct4u/++DVle+9rjtZbudcA1Z19s4mQY4tvErnbp2WRVUdcGWrwF7sqvrojFdxaPJX+OVeMf6u/PcUk+SeSIcGrwYcwo+c7YqKPhJ7AIJrCcGmK7+voH4g19TcB/YsIkR1DAICWPzFsbw2igF2dRelhvA+36Sl6QGrncWw3U7obIA6SIrn1hoBPmOfzGTD3OnUC27VFqDWI5x05gIgADKcPkYPWnViHBmbAbvB26rTMSgAr7f1VpR4MkCPeysAR3OiUVBE5aQn4+WY30Xw1GhcbQKAx67VwZ85y1mAnWYjdYGWKSGOiIepqhZZlwIwYHDAWYt0aJ/lpacf6+3ofjYLLhVN3je81yPL4tiVhdxpp8MC9sE7XCqkZX83ZXgmqZA8pYz1nR7CUGn3koFI//7wajh8lXzoiWt9JhbgUav4uSh86WWnBn8+dQhOpx4PK8fx/UjudXdsI8mGMkW75C4SQpA3ZxmcCpVgnGKBWB8rlBKPUKAmY0LwHhBdlYMpkrlFM6eURdappi7QpToVblcKqZF0Bi0i3y8Bo7PBqZZiyE9N438dZ17BryMooaVnmXqQMpF7WoDJ75eX90e7lzLhE0kBlv2BFJdeXXAmam7hFokEP7qe0ZgIyzMGmJtD/7zDXcqteh7igCcg/s78gCPBqkkahmeXSuDJBN3hdAFudihHyd4H3O3fjG+B3X8omzH4eI4I4edPnlXjXpbYy0We1Icj6ZI5UBdv4izBrkIswWIeSxHLb3ChChI7Bb9uB0x+/ZDKWUxfUI/u0+j881y56xtYPDe/keGUj/8l1wY/2R/K2FiuTTzzY5e1bsDk5z7kq8PXa1MH7xjgF2+iYUQ5eo8U4s9J/C8pzcUAVyZn4YdI//8IgFv52EVWkThlznn85C+BLu9ZMD8KxDnOeClU839BlK09Wn1KBbnPzhMtukcHu1uCwbr33oPVpELHN8ogVfMJ25uZBHXmBhx+SAUYWlik2vQo7N0Jyk2HUPtbPOcGLQppgC/kGOAkgh/d4hyypWCZUJ45mN9C+d1MZjIj4681MPtbEX0nHCKirCH8357FSYh3OBUIyFb7kZjBr1IpNqd3cw/aWosJ86fsw6qBK9CaJ8ByDbOsmmu4vnQgxE4WmsSXYI17HlaLFg8LeNIk/l0UAHub8j2rIel/HpLOQluTc3dzk1HyUEjY3qTp+MFoVvlAFxiCUPnTGP+soCGqyLVg25WlkDl7INFgcQ6N/0hkan8e/d/vioDiAGxbWA5NO9fGRzX2I1YGY8obd1Aaam0ikHS5asC2N/7Eu3NXIlVFrUfq211hanUbToUJqv5aiPxIP/NB9mAQmZ2GUDUVQM8dVEN7oAgjfRqg5gHwnwpf/OhHBQEfaR16h+7iZltKwUfYOecOLGphESQ1dUGiUGMY1rB5EIPEKT4eBJN+8tWHQW4hWt7GoMT1NBavHhqHcVW7EMNSq67nWJRLG5BAADBRctT1g6lwpTv+lxz7XwDYJYBaWRa9ibqNH+Prlk/nFpb9I97BrJ+veVWP3FO+Q4Sea0Lh25DL3bHnTR9o47w1gF4AeCL2zbC0HD049iEGJyjw1VnCICosTWKRA6/3ugmLXg5x3zdwa84OhEdTgfnP6kmY0ZaSbsRmVkJBJBS+GJWhiJrhDx+5p4LDuy0d1UZUzyfeIIJANS88Ccv7j0OI0gdOrRqmrcM9m5XLex0SdghOLRFGaF/IQmsQMNiV400QuLQSPyxrK6RtcD1IU3ELFoNgsXb16KS4+0iaO9c9XuwBddA+KSya3qoKFllbH6JVfQyenH8ERREpyI05CTFTjwb9LHQ6rkZYbSXO9ByE6hCSk5gqd87+Y+I2t6v9VyBd1wurkv0hdnaA2shC7QLAHjvDEA1hs6efWnh4J56wTUC4si92fCdYgLuffd+LBOtxAJhYgGf1o4DKkxOy9pHRDYCfmnYTT7VpGrudV87gu1MKvHS/LUQsydfqbf0hvwazXeD7USk3Pkn8b73sIBhIEWwdh7+2HUaurg2XD3jfwBzIPHQyvtdPon71HpSO7IrDk0aDafc95HZg5k05Ai38DOYBN6cysklQc6ILHCbveEjyXfvb2fFzdycSgx+gTXiBl/pl4JGxSLvVhc8BvBROknqFAVIvTIdC1wJjTlFg+uV7a5vVkStmLIOoUHABlygdmHKH8AoIALhTvB1Tez0+BtjFAE3uISRYx1mBtKZ/eBJCyvT40dIFxmA7ssayOPvVEzDrvAX2fjMfQlp0jAPAE775YdwnP0fNtampgPd19+t4ZgN1sSbjbd+si3j6bgskNRCn5aYAWB+tgH/lNSgtFi4GeEoHYk8XQgKeYidBAarwvIiTKGeoBSoFNs6OUQwnhju2eN0jTFj6k9Lsg72zf0XHJ6jLoDiAQfDLckiUwPnXElF3h7iesoj+/k8oW2tB3KB5cZm7nhOpWeDhjCGwFgYgcVwNUueWuV2fBRDMQnfaAf1ZG6TRhQgctt2rKgQIQzUI5SafZhmgXRdL2BAEs+PhazVj6WXBI8t1/t9IsI5dyse3BduxfKYe34/WIPViEtIutcTt7gXI7lGIUSei0eOlz8GsWorqoBjsSM1rFgC3NhhhOJDMAeDvP3yjePd9cyzETLMAeMn1epicTjyqZKE3MTj540vwVcm9DLTzJ3yItT3exc57JThSRsOKXMWlYqCeybTvFWIrfs7fiQ8OAWaVgJVCKygDrsfNXtaqve9IUJlHjQv7n2EQqSCgh7/atYC6twGXdfgxJin+tg03nfjxFgupApjyQzIUvtl0yyCZMj44hZi7NaiLAL4Q+Jm4c29NAq4cjoE+VuquAgHB97ZHofRSEBIqo9El0B+9I4T4UPJKI2vCM7+9yQvxLPpM8sXeu61gt9MPmdlehVHJPAJvPNhJfPr9jnj32D8Qm26hRZ9WAgCWKyEOFwDwpJG2fXvUi0cfy97SvEmu8bM9WKBJn/194VVYJQpunjuKlyMwwg9fFDGQ2HmmIr7dj00egsp4ugeRsm1CGYovEFlc0N6Q/po6wA+DO6oFiz1vtts2+ku3l5arIUngwZ9sPRpYO/IGb0VJ9VSP+1xqfWHHdLEokPebgyNxf+KrcCgoMKPOWwRIsUjwpRwS7rHpimJzwWnXOQcgPuzDhT1yhQV0bR3I39DUq66w3gf5tdQRitTIVKZB2DJiBacgbfB2Ys12zwKwZl9obg/HnoHe3j5SmwLPHqXenI0BcObKvkh7+QoUgVSZ5QLAMfMefMCInKdd1f6vALiZYeU+9J6lBKKUePy5eC6mz5OiNLElnFK6oSbeKIPBvwrXTt/i2vG7kXH49Q8V5JwXoOfK3vQNpG3yrojx+VQyBvhm5YeIq60IT5ExyAaTvw02JW1rmVEMVa0MSr2YW7u5dvZ0/ODbecBIPdK62tDxGdfmL4yPw6dsWL/ZWz4MarBgxqESblyFPTcOUqlKGBr8rdVDT2LcEwe9F5BZw4BcwdiBT07hlInB6x9QvBgUEIT5r5N7BAAsE4swi2eBL0z9G1uD45D4kwMq4/+IAZ6RqtaLtCL1UzPOYUmoDPqiF8Gso1pxUpytZFDO3oQOpjS0+snCaSg/Ov4V5FyO0aZl/89TUHi7LRJH1iE03ZsJ2lsABbbmb+eYPyl2ZTEkT4TMmZEwXaiA44dKmO76QPzCfjByO4Y520HBkHxbpGeCYJeT2AU+mN4lELIMEm7lIO0MFfCbFE/LL4ATcGK8VMzF7/2c3hU+Eqr9JOXgjas4+no2fpl1AFI+yJ0bGCQVyKEpaHHoMPQ+CpgyqBtrdclZNGi9wWyKpifaN/Cs0x6VcbVDc3mAz/3dGxYPC17zHwIY1P4w+AciCM9h0osC6U3JdRP23v4MEmc64uxG81jrbkXD8B8x4P1uCHgYgB1vVaDem1QQI1YGYX9qNVZPofGbnsVH78DVUZuw7vndCA+mQMz3Wm84FUbo216DJNIKVTdBA06m6K1D4zEllYwhFjn5QXiwKh+DlRoES+mEIwv+s+HxsPD9FyovQuegv5Aufx0V9wPw56w7YDktopAuiYaFsuhR0Q/Py68gSH6fn0z8hCVaLJbFQ5EEbWtjoGBpSgdaXBDJ9bMTxwtScPpCKKbbdvKnPVYKkrMs9BR8VJQYS5d1AgaFGm9up7lyiYCx8E49yU7dqHguAPTdl1jgdX5MKc0yfPHFFFSFVMGsWITON5oSuehfFyE1M8QNgPcu8IGmxeMBcMUA+buzfCM+TQ4qwQtpKnx5ppOXQENqNKPLbTjtUvj2ex1Zr29BSOQ5yOxyZJrbobd/KIL9qqCsJ3HA1W69lkURCMmz7dEimIQpeFtpPD+6as4ROLUCS+/VqFCkD5gNlZS2v+1CB1hvJvMkRBS4BU85ChyyAyQWlJ8M8sgK+Pa+BpGUKj+sIim+SVqAR8oY9+vMhmpoq3LAchY3lzqMnpaLnHh7fT/YNVSz71TroRl4CqzMyssJ/Frhwn1EGNnyCIm2IDz91j4ciYiD1Y9YwoDKunUYtj8TMrsNR54cA6OKPlOvd+LaTTNMilpkd9+EHro2WJ6SCjgS4K9hIbd5bwA7zUX4yUo9QljWiftHdmOofg5UAan/GQDbdmigYRjOCkxdoJtaFD0BcN8n72P8oKZWBJMVWLxTiaHl8YgzkLgr7z7l3F0JE/R3NYCMztNa6T6wjAkBtqG4cfIuisvMOFQxBu93KEHnEGHNcVjMsM5eDKnVhgdv/IjqtFO40fkCZHbgrcsKKqjwdmCX0Ebc0PW3kqC/RwAp8exh8WM3O460A2IDSpEWlcORg7vWyhYFKRi9i/pz0vy/1GNFalahy7m3ca3GB0uz4tAyrhSvPL/Py/LL9YpJAvVTP3jN18gntBi8OZ871n/1YTxqMKJHkh2Tuj8eAK9Y0xWPyny5bSg1uBqfBVBFVYFEhlnBsQh5qMFe0QA89Nfi8nAzcnc+gcoC79zbg159ANw9zgHg0avX+az4LuogG0aF+LXdszDipx4QEzYwkkqu00NEBbNIqwzj1rfuJV0QbBKsiOYgKUfKl37pOnJ8WYzsZPUSk9LYbmgFuuDfQw5uM5ehhhNpjJVbvypJqin7Fkg5mEoLH8XlVmqSY6ILQ3B53zjEt37IrQbSdjL4DpJC7u9A1soYlBwjdaLhOYHTbsF3+ANIVHZYivxQ820HmO+EujszdmgdOr5d6tVH5KStmkXNeisYmRnBE9dBJPdm/yb1cEKGOvFA2Bjq5dF4ZSJ97cN25lIg9SrNw8gHQpoo1/c9DgDXWliEHt+L4Q3ZeGZVFa60saPv7gxEFgfj0uA7KGpXhuc/fxLtvp0G8aoleBTUEntSbzYLgNuYNNDta8cB4M1vL77xR0lDul0hxuxWaiT5y93GU1Kn7/K1KNDZUVzOwmQBvl8yCp3aeKe0efelL/BGt5dR8cCMr3PpmsL1lbcey9WBXNuuLD0Cc0Y9fv1UGPaBtQMgsYU0bTf+QcQKvPtNqrBJDmCwdbhYsPQKeItXenp0AHfO01pMZ+7JhywWn3NCJGbxws9tofC9za2FZJwodBbMmbmfe/7BucA/xBDJy1htzwPj14pw5LbLGOC9t164nIgVu55udms6WXoRq04RYwTd9/u/Eo4/zsW4v5mkQEoNJaC6sURKG/RqTl+svnIElvrs/wmADzOvjjpQtO/xG6TQ9NyzXSRY5M0Fp4bgvpp65Dir/gCrzcTHoZ0QU+pt4W/MBP3nm9W4s93b8448I8RPjK9nhXuG33Lv3D1iHewSm7Au8MpIDWPHASeNnQ0vAzaOk0FhoqorV8gClXfov8QFvHTIRGjadKTHXATs3NbKIlZNGbPd4UyPkxvIjeVSiP/x8ERkgJJ5DlRNaAqAz5WEQGeRuoeX5VIFQjZVUFklzolBX/zpZbhhtREoK+mAoz02eEl+4TWJGHaRegAZJY9wK+Kuu3f+DQC7SLDIxRbWgVreo4v8LoUYoS4+ARI6dfl9MM5/zyIwyF6PvhEK7PvkLTxPPC7soShPIusng6AyDVrkVeBg8WWufX96OgZzl6m5XMC8pNusPOY5kpeN9cHDXLp/uJTvrvPEaZHbV0nf8a7QnjYi13We2TLItTEtbHh6og5th4rgH8ErtV1rEIDhUz0UH/xDBl+uQocCHTfuYqcRBYvnZOCXi2e+RZ+O94Rv0smA4RMAp2C0dLx7EYeMeixZRcnbWrZohRem/sL9rLXakFerQbSvCtE+VKGe2/F37PTrjoQtNqjrGzFZN6oCXkrz1Us0UA9+8SSWRfg0D4DnbEIHYxp67bXidgGLN377EeEJAvmN8EwWF48NqIrbwgAAIABJREFU5P7KA+zoMI8I+I9fGzKrriG37i6PYxmM/SsF/ywtQ2VDFPz/OIDaTUlwyiyQTjoKmb8ZTzvS+MlJ5lgSHHISf+CR3dlxD35bD6N3nRJil9XXkyve1WGsE2sY4EOpGHIHizUpHRHKNR6ta1ZRIbLLStHj6HPISHnCq8myqq/g62Pz0PvCXdxL64qQwM+48VN85xdYGdLZtBDxvEvtCCToO3jdT8cG/Vc+byNnEfMsp473h9Mh4ZUC9Ax3daNm1PoFwezj968AOFqk042vO+rbMHYtBcDFgdixqLwZAByM87H1WPKKi5RMqJHI4cSJCT1xsXsqnCk0bsf3+hNgWAn0qZfglFvg87QGnsS0J46PwfxW1LJypzIG95feRD+lBjHEYsM1DoP1vkE4oSQB+y6NtRbTnqhFxM3hyDJZcGXiDdg51zLy9e5pyf3cur49xCIj4JuDdk4bqiDGVbEMRi7NCosTpS53Ge/7XF9Vq5Vh0542GGMnyovGVIUspGIDkmL2uDWiJP1RfqoZq1fWuEfz23eIm2kzG2ijCfayEyAOe6QEatT4eO0E5CXnoGXBEkRVNmVKr/1Ehk4nQuBXSSxLLPYu8P1XAFzZT7VgbtuU1eH3LuHlYcEcCVYJIcHykIxGtSuEX4ARQV0XInvqfijb74HaRNtIb56A1rE0iXyrU95M2DeHLsTTqSRu8PHfWf/ZBVhuCfFcRMl+bdA09Iombq70uw0/jQZrEdgJGbEDCZ98Cs2KTryMwq/IIgaSgAYUdFbhWN+uqJNRIddhM0NXnQubSXDt9ZxH5Oehf7VF5xvxdFNknKgfcQiszHsjcn0F+d/pdMD0HRAcV4Unpp/B7oR6iCX0+Zaixeh7vBgmuRKHh/BSGfHOuGdFeaUdxUlHoY/Woq/OgmWdOsBcm4gQQ1Nrpmf8L3kucYGe7FgGk9MH2/+jBdixs0FTD0qH/V8AcJvUSsx9noLDxuX1rUouFVKnurBmIwjk1S0QOksFcTptB4P4NkziO/CzDUHRjSoU5Rbinj4NldY2WN+TCOGC9v7MlZvoeygPsh4vc/eeHLIXt9IzMeShGN3KXRZQlxabro+kmMqCscbRGvvSxAhQ1aFj9B2o+LgtV3/F3GuDcbtf4K43B9XgyuIVcPKKkojirkjMewoT/k6B3iZCUmQZ5r7kTSzILTknukC5fLZXk/T66gGSRtcit6IBo76jZFtjMqzol+LNZOm6qbpGiQ+/6Mn9SqbXkLBivOZL18ybMiUWBEYhqMaM/aYn/jMAHr/uByxYEXU6oAVZCxn80iYHA7cLqUgagvWwdqlERhmxADE0D7CRB8B88+dMj0PXHylfQVIfTq3oLpFsLHrgSW4GN6Aep5l9nAt0Z4/UYRL7XwgBncOPm+lihxhFK1dAy4oRHFbP5QWukcUi7R0qrN/9ORwlfwXCWMEr61yV8MYtvP6DRd8fC+DfUlCc2g1Aw+5iiCTlUKVmQhrsbeX07DgH1KiWjHFbRFznXPtqADsScja6WQZoByPB1aCBzYolOVoWL/y5FlE2DbpsrkBFsBNjvu8HuUmG6/3ykN+xGG/MewZh+8dA/OV7KA1qjb2pWf8JAG8r1aTbZAzeaueHMBWff5av+OVqM3Y+NOJhmRNGK4NlLw/A8D5CGjdyGQHAg1r2wyBpOl48f43uis2BX/6ZRMk8xpCNiZU38Q7hLOX7Q2zzR1AtZe11dxGPZFxz8sSXIhScp26Us9IYzGjv4nHgFcluQ4Lrd/5pnn1Nwi4eslh6jgKaCYvDENyjGqxTkHc6789D7223uDHx5WagxoOfb9xKwPlUCIonNZ/3N/t4e7x9vC9P3Cjs4azIgQm/vwWDTRhbHee1wpFTPm4+ikPj6L7iuYfwGwfXKMfPj8Ev9377TwD4jOX5oV/bjynCaryV1FQQ9NAY8E1F8wDTN9eeaY+rCuKSDjh1mWAr/8BzIa0x8JG34aggLQn/eDBBl14y449xRBnftKyeEYYwf4mgtCBhRF0OojSagAy+Tny1iF7+FFuPMpZ6/i08tAjpx/IQevkkxDayd9ILnRIZKnoNQ22nPh7ikse3gUWk0gYVl22iaWiiVzvwt3HkVy7rL3mTiMWNQw44fYWQCfJui4PBqQeC9ZsMVdHXufDJpcoxaTcL+i3wTj3E6kNw3i7GvThCkCmUIE0URpylafMM2lzcbisYIP4nAOYXxsYAWMQyiJDQvZ/UrTbzE8D+7xlwOosdeMlQjJ9/+hzTFiih0AlEWFKzHe3P38dx3U0YG0zIbO0P8ethWDDzvxFhkWoatQzeGuzD/e+ql5cJyNO92fOE54j1iJIgzM9T5zXALxxoN8xVD2GnuH1HjMWrvMNAZBYH5u+ie+PjGKA1gVZ0yXgTkX09vo3E/671JsuyTLyHuXeO4vJNKp92zhiFkcNJ3HDz5VbXb7FPOez/AYC1jLrj2J+xLrnNvwLgMWcMOHVZgr7P/4OnZpN8nh5bLb+IVpRE4/fVc7mp0+GVCiiCiUXHe1t1/aa3GbDvwSFOI0iuCanxQdyTj3BVPAjK27fg/KoMlrwAzoojGXEGieEkdomQILgWPCUc4j5gRbEQ2y+BYbNhtzLYuyEZI8UMnhaJwC1LvLusjWVxwu7AD2BRKRYhhWUwKi0DfmoygFmwTgZ3Sh7i5qMiJA5Ox1MbvAUmUu9x+/tg0Mls1AX54FH7WYg3D4PJXI1HhTs85UGuZ8aULILUSbS9zehuZFbIX6ehBa5WtNqkOHuyf7NSCF1PqYadlLqQCNhlimYB8J7bn0HqTEekVKuZ2PCnv2bEet4F+vEAOOquDMl7SHoc13IlJCz//H05EmpX4e5QooFhoSpMhaQhBKYWebAFV0LZQw9JmCA0VteGQZ/5BIYl38RfBWkwfv0P0pk6dFIY3fU/I1NhTSBlvnUFYilEBsx7UgP1xSdxrToU5SllKB2YCaeExLsILi5UH+mauS5dJf87C3xf5YskmydLnWuxZmGyOnFrRy2CLY2EXA9pIjbsBNQqsjiysOjSYcnbgMw+Rvz8lqD0oQDY1VrNK3n0LDDQHd8NDLyYijEnu6AkqgQZN19qKsGwQN2XKnT4Kxj+JVSBsPeNxwDgezY4pCoQALxw1MDVym3b8erEcOTf7oqgR92gdipgEJlRKK5CfdxFpLcrQWj6YjxqfxvamcsRpKGpsHLLX8eT7almLe5KBeR6PoaQEFD1+gzPdFoPhZQqIih5lCeMZGB72IDad055KGkYHAyJx9gRM9zN46jxh3nnUGG1YgBVzyyEjt0L/SddKSMDp5X2kJoZBg/Cwri5e6irBg8im7MG0eju+AdBeG4nHzfJArbwCmh7C+zS3JM9BXISD2O2wbqRQa8XT+Ne90JU+NK+dbIKxB2ej5jyYjT4BeJEP8IATW92EWDd7LoGPpLuWO6bifbhYyGqlcHPEtxk3g7Vem/MBADPMq9Fpdj8ny3AAbvqbxawYg51/SsA/qLWnW5nzcpTnDta47LxjAxlhWo8U8qTbjTycxIbfRDK9oP8C+K9Qb+ZxAJL2EDI7S3x996/YLc5sKX4BcxKqcCouDp3j/1pDMSIvUUQBQrhG2aFCX+M2In20nvo9UgC4tRBbqBTnq7hB2VhWBsUhg7ROfCRC1Zl1+xud2IEBl+loJOU7GmbUJ1+k1N0ycy+6HJuEfY9DMKP+VRI6hJwESMnZ0EV5G1JUE5a6cX+TK6dnJUFmZ8Dv17MxydHKfnMp+NMUDeTcprUecuONrh0LYqm4GMY/JbwD4IYOl+KxRJMC4lHarkT39m7/L8A8Ivvx59u0ZYKUZtT8tB/h3cqszvjbmFYPu0zDgB7WIDJsaJhYUg+dhIymw0T06245i+sdxLIMZJ1kegAe5ifuT6jTNDE+4oB67yLKGdmEwc7wRJM2z6xKhG5P8zHpYpAxLcqhsrHBGeiL4JHOKAIoO1duDuEA8N2A285dAMBKhiT6CPyv9THgcRnakCswZoCJZSqLfAN9xZYmwxgjwM14mGw81Zgz+sYVo4wdjp36MOLO6G0u5RgdD+rl4Uj369jEwBMpsKPd404lLmKOxd7mArHk1YP4tpoz5xTsCns+DjjC0hrIiH+8l2UBqb8/wCwXISPO/hDKfH2HTLanXj/RgMe8hbgvp0T8MUCDyZ7krP5i+3Q3TJjYfpkfJ1dgKz6hibhSo3bK9xPi6+zDmLT50B+F+GTSTokmTWS30HpWHGFMFEjLoOfJkth55fct7oC41rx8Z8e/emBoL1eTXbWMbsdqDDTNaTd0CD0nl3vBX7J8enzDsO/hs75pccAO48hJRbgzVlOnMhsmgKLXEuqoFjyIgZZm8bxVviUYvp3n2LgyCcwafYIXL14GVuz8t3xv2EqETY9FfhvQwtbt7yKI7aV/xkAzw74W9Enz4Uq+Uc3Fgn4tTbvq4dwqOhcqcwNwA3tS9zPrKUUzpIvkaQOxBLi7utxf01kMI5MJaFEwh65rkMRTI3zzrMsRnb1xcS+fK5pvkoGlQZHBv7MkSS6nWg5lzoGxBU6lzUimzXi89++5hXSjZrHk/XbFXPv4dqc4GvmyZR4R2luDHnL/MITWYhy5GByPRZZFigeo0f1m94LL3kCIcDKq/HInV1jhc87Oe79PKhXCTJe9c6dzNbF4te4y3CKvOOJpTYlnj1KWa+P7GIRNJ+GR3EhTSv7cS7Qcs4FmoXjgYyLASYu0J4WYELaWOX04EhigWg+RSp5Vt3tjXDqBA+NxgONvEsulmKN4R4OvTcP6SdboeMxEbL6t4KTz82bnFkCi6EaF+7fgUYtxm9TErB1jZSQcvP1bVZ/x7+KtjsBv28OUMNkEOJ5+YlO5z0/Ntyxvjzg5dYCl16bZGyQsZgypwHqABYdx4rduX9d30UeM3GuDQYDZfl33RtTYcKzJ6mSRpWQiKB+Qiov17153crxQsRSKDsTJRett37qYHxccwW3pGUYbWqPlw09UT09G4M3/Qa7g1Y6wD8cb8xvGtrieu7FwZ/jL8s4JG6xQVWn8vBAa6bdZrTxMYqNImXsoA+wLWPoYwFwK117vJ1fj98OKRHZqhLzf/65WeuuyaDE+qVLuEaO6q1FbD+PPJ/NzIl8bSEulxPgRRnq5pxrid8XO6GxhsDvr+PQfKQG7DR3pKhjDpJ7PkIaS9wiqdsct3Dzgftk4SYDzPrP8zBYzHA4nJBqGxDusKNSLEGWXoeogGDEBgVBIZWhIvIaZA4lYhrohvjPvTzcr6aa5xdvfw61rxB3QI5VmyqxcWUXRFVqURwdAKbVRijYYOjvnUKZlVrRXG67UcZk9Kqe+NiFlol9BPkk7+D9utpAXM/MaLZd6USlhbC4VUa34A4EMs9i8ouC9oW4QBMATFygo2Uaw3j9YbV26A8YvPAJqGt8sO3tcmi8lctcDDABwP1Xl6E0vtjbnQQsnt9mxKqvS/HtOwsgE0kgrQ2HsigFDpUOhjbXIfJ3QN2Par1csSJffLsMQ2PzMbn9JezdGAD1lbsY7dMACT+5qkQSzAmL9Zo0ZAL5yyrxxpgg2PemIbc+ABqFD4whtTBE1UAXW8FZhS0ywBlAASgVlD3yFxOqeZsYX1epQXhoPYd8uQkYf0YKnZ3B3IZqDLA0ypdK2tMvD+FBV9wz2fLwdViqJmPdh1XIziDWFQZJRhPGuVOFeQNCzw7fxgKrPQDw4h9HIaYyCCbpUcSXfUXbiyg1+K9wKADjhlC02yqDfylxp2ew+00f6OKknrpkdx5gp1iG0uHyVTPGTl8Y8cMP+LL7CKRfa0qgckGej5vDP4ThsyGIOBaNByunI7yWpBdicCbnCwzrdACBvrWQ6ayIu1pN40NZ4Gqn+VBHOTGoDYnFax7kk2+ofeckbMXCPCeKXdW0j93WHrIC2XNbwPI3BakurCuJL0XVxOVIL20P898xYPW8YOj20aGD/tsRDAqjmr6fbOedsmLx9PE0t2xAnq0ZeBIObnx4WPfd3URXacNdK8Rnnej3/k78lSDkCnQ4AtFh2ziojQac79oPFRGUddRqdeJiphkOsQWZfT9GjHE69qbehsnwNFRFJqjVxM1VqOMtez3eMgrulzaTAYZzdzBTsxq5YTXYvVpDWaA1B9H9nHcM8JXIWnzmNxottBWGpMPV6y4b5W+TOjwOANdU6LHuM8oaScqcV7PQLtbbQ4d8/tk8MfZck2Hyw2T42Ki06eVZ4mQQeuk5KHedAeNHgYOJuQuD9Dp87N1QWyhD9uWbOFo5DGZnED7u9BCt/SkvRKVJCsvWf9Ayilo0aKGN/jCsCpuG7MVoRzFitGIonIBJxOBUgg3l6kbMw3wrGm1yRJwYg+k3hTwuOc//gspO1wiPJff09Euz8ag0Ae9dj4fRTsaOE1NifoOxhQw+bRgkMbUIPvMAdZXdEbaLkjOS4pDpEd2RxZDfqQvcK3/8gxN5j6CUsVg5vhkKTf6+9T+nIyePuionyPRYG33N3YCPRBI8HxqPl+6pME3RhgPAF0dYcXdHj391gSYWYC8AnJ6DrnvToNYLwmBR30L0rif5W5sBwCxQ1ckffhW5CCmtwAdJVmyJFgAwaf8Mti/ikQgHnNjP/Mo9J4axIZ7LfUBWAQvC7STHorBBu/LJevclMOHKBJiqw7H4RAYSU+5DLHbCYpJCPUiO0IFU4Ly2MALV2f6wml1WsebmoXvxRuKIHWgzcavHuPnfP+pE7WEQ0WwJnkXl7AZfdEKQSY/FVw80OV/ok4oaRbRb7+oiZMnWsrh+rwI7czfiYpoFE1bWIqw0kGOArg/V4thzl7iFa2ULWk/xl+9wFuBdqTdQrfK2fozNaYk2Zm8XaM4CLBdhRacASBtzkhA36LtanMq3cS7QpOz5agpiwgXinwNbTuDOH7l4v//LOFdRg433Hjbx4nCnDSSKSv7Lv0zeC0uZERvWCE0htgYgqO5Jbh49DqZU3wf2vyuBw0qfNDAW+KSPyCtns1sHzT/a4WSxJYfF5hwWWit9cusBSvR7tcGLhImc6eRKfcQCJ6bRv9ybWGDkGsD0chjqMwSvPM+OrKjyxQurpkLWzJ502XwVH+7chD/OfwO1L1Uq9X1pHUxmuma8nK7CiFaPSQBMUuLoArFjzQz8Hf0+rHVZiO/TDk6LyZ0HWBQWD3NNHa7/44/Jo2z7iAU4IK1Usf54vkBm+ritkgC9OZXQdRAA1LHLJAUMLfb774JxmrFa1RYB9Tr3dNQE+WPfrNFeX3t2RR0urav3VBlz7R0fJsWKF0K9dMkckIzPxuVOJIZSMBxQHgjyZgYkNrTL5ve8AXAjS6HnWCEiN/k9UmWFLwltc6MqPpuDW9PpsarwyhPxbj8veYbMwWvnbM1KGOeKQ6C3UuRHbpdtewT5yWr32I8d+gAp02gYiquUP0zHn2k0RtSzyKxKTDq6jLv3x3XhSFspBJ17WoCJPOl4KMWlV95oAoDJ88rsxsemQtKUXYG1aE/zyik+DRzBKW+KjDD3aY3y1LGYvFSCOz0TYOE9QwIr9Ui8XYaDFVfgtDmxs38Eer7ih2dHN5+7vFmLGT+z3x+uRHEhbT++q2lbCl3vFe/rai/SRmpfJ555sQFKNdB5YlPwS649dtaBbzZ5GJP4QfLsX6WIqaaLWfDAflDGERJHYV0yqRwwB3+JEeNLIA4k38UA5WpsmRqPrSohBHelZjjyR97ER9vPuPfayMhkzJlF8GfTwsCEEyN/wnnNU2j1EwuF0dszo8nUnNnK1yqyMlLt2K9wO7kndFfHQLSNMtCS4gwXQ/n2r1Cb22NntRUrf3JwGsJlR9ZA5de8sLBx+UJo66iWreu7pRw7ZPPuOnSj3vvgEPRWPQdkelxtAcWb53HGOBIOVgzloX9g/IQQVlEyhtbJ/ng0aBP6sy0hZ6Vcripa+NlqDIcifwwFxx7hCJyYxR1jUKcoxrX4P1DrQ2PlJl37Dsezb6FSS4XIViMzMOQb3oLl0cY7t82E4W+ajPl8vyFIZhcDZiPuF/wKp0ceS/Kx/apeQJiZMrs2VyRjDkPSkhKSuMr9e4m4X5D0b1iDuzRAJMPdiChuQPszQzBlmsoNAkuumbD7ztuQOvshVtZgGc3ulxt6/4zRLw4Cw4qw8bsyOBTew2DgdwFoeUWJJeNCsf1ZQnzjfb7nJQM2vfc71r+4G6H+Mogscvjc6c69U5d+AazEAZ/hDRDxGixSR53eF1nHnsErGX+jWqfGlTeLkCozIU0hjJm5QVGokNIB6hK4yDOTfS7j6a5hUJ99CrXlDEp8QmGREhAo1KymbQHK+l4FK+ZjyLmH0HEgNcjR82gqpkaWIy5eD6OdwdlKBstvSzjw6yqrasrQwm5xW6WlYj0SovdDRJjTuMWKgS7zEoxqJxZtK+MMlaSMqKtE2zKXG1vzux3ZUMayIricbIIa1PhoHU1v4cTriKj2XrTJcWsgIP2hFZJXF0GhocRcmz8PgFPuTeLW9xcdErJoDuIHzyuOTRiycEivQ7uwpeYLdzqdxmPut9YbcKuyDr3eGorc9+bBx9fKxQFfLHwLYT4W9EmlVuDwnDr4VdAN+mHckyiKH4yRHTbCV07mRjPfyrIw3yhH/apLHkQbDMpjWiDuyele6kRHWSjMh/txCi3XPiyKrkLQWxvhH2uAWGSC4ZcUWDLDAbMILEkMzbK4kgxs6+/dBlKbCC9s6Y6IKqIdFuJ7SexvwzAXuZ5HEGkjUc+w2YEWre/BNOMoynwFgcRhSsYTWzrDqFDiyGDB/bmq2oHcfAtMyirkdzmAp9kYvNmiPay2aPhVO6BoFKOwxXIfWyxCLK62tAjP1i+G6KQWWeNVOD63CJMNF9Dfkg2OBKuqHfcZhAW6JKwA8wNf5ADwksyySfOLfLjd/HEAuK7WgG+WC+7hPfoXY8pQl8ubMBIqNAw+PShHpEmFkWWJzTKpqx6mI/AZKSTDKR+AjamERnqKI8MKtI7E+YPnUaMR4UjFaFidYrzR7hGejNZga2Eo9hcosKsuBxJ/qqCkRRCbZg85jYCWWVBILCDkbL68xZcqdun1eosaBTUJGHmxF8YX8t4+JD3Uos+gi3rktlSlZU7Hlex0rM6hsZJk/WjvdxPtA26hPlEJc6QKg+dvg3+xDbaoK5Ca/MGKLdCknIHNnyo5M4YGov9z4Uhetov7/YlWdozv2rwgRvaveYsFPofJQQ/wrH+JWxC7JFPi3cAo/FTQAsnyYNwJLcONYUoUbuuKinseMcAMQGKAq4sPoW9hx/6NAfD6LrfQ/lwi4vOFVEfl7crRVUzBUHMWYF2MErUZMqTuOY1SmRP9upN4P+8eGMiOQgCCcJU5h2IUwI9xIA1CiICv4x+o2EJeoSx4GnnGA9N2Bnyr+8LQMAOXjxUjzOGEQm3mwnrEASKIFAzsldTCVVEajuJ7hCWaHwou2dtjcWo9ejuSxm39n9bMxuuZTpQGg8gjyS0BpY4whDDPcJdOzT6LdrWlTZaszKCBcIqauhPue+SEsqSAI8D6aooWXz2rczNA3+34EFn97iKoRo63Mn7ini/79m2UKRPwXZebsBONtEcZXBCHVg2BUO72275g40eTSAzwzyWadIlChOmJSrQNagrAzlWY8E2m0Q2AG1uBSSqkT6esw7fD34XB5sDcSzfc3+YpzHrWg/Rd57cLMTAnGztGebtlKrWp8DW2dQtmjccL6SptJYu/10pQniNCcAsW476yo1WRCMlFEoTUARKnCDVmFiQV/LY8Jy6SsEx3U7CI7ybGsMVNPXcUeivmzNjnrv+HB0k6FFpz4vrc9qoNR3Jc6cO8iX/I4zO398RHVzOa3Y4+v7QJ5lgH3l09l3ueVlePJ2cLQGfPmEAQwpzHFY0uCL9/9DIOxixGVPh9BLSMb0KC5bDakHW4BiOe8z39T92LPTSJcsXWvKMIqP0Xn3Ru8gBVw+tRPUJQVl45NRb1apqq0VG9H9CcQVqfQXjjrzyvCbxnzjPQkzzHfCH5gLePL2t2Df9wSihaRnq72ZPb7iVkIav933AyAmmpp6wXfa0/IrJ7wBUnygtBAmh2mwYBiciJSJWNj/ltRjTgBpS3cYAbpxaGkl95lMoOepSubep2Q+pxrJAq/lxF9fYdiOrtXNXIGG035yai+gncNaxDikv1EchN5D3APO6NrmqNJy+/CLW5CL9cD0XsBOrxSEpjF2jWyODC+EXNAuBahxlmlrJwkzqoIEGAmNbf2FAEze1vISX5Zz0mFaec4hTOdDEc3dYPaSY9R4Q1e5YUNrE/HralXkxiuxNp5wtxqioLRqMZpaFy7B8di81fS6GQ/W8iLM/YdrvViaPfivHXDhV0Gh5AC86dbtjE1Y3freVyJzo9YUL7zhaogljO7VnSKBUnuV6jY/HsvKbxztGVJkw5Qa2/EpUaEROe8Z6rLHDgpWLMPvsZWk31AKg72mDqb/moEgvx7SvV/bHW9y9culHirt+woa+jZ/fmjYusSIffBp1DsSYFKRsk3gq75iTYmYm+TpGDYW7N3A5dcDx033aB6IEAUkjHKVZvhcSRjgNlFqzclA0GbdBn8mU8Pfdvr8HpnpwFCdi1ngLIxJH1CG1P8vA93oJUYazE8RISqAKInCym5Mfh/JxaFOra0UHz50M4PijnHhHuF4ieGVE40/IbxEhFaMVEgPjhk0J4Lc+L7kGpTUBG8bPwtYXywJtFvbIUueFHUeWbD5NUy224ErsC3R5OQ845FtV6VzJzFiOuLEJ8uDetfn7hKfzz+RjuO8gQLBiwEQGOljDnnEMJ6527Te5QYWTpm4+1mZH7lYu+a9J2t26koaoiguI410bSKESVHM6QBOBoaADs4psIts7HlJlEOKL1Kr1ixvb8gVDZFiFOXufoFfSDOBqX0XtlV5SlWHFgMYlj9e6L5PNK9P8pAKfjkvHy1y7yCKF6YVU2bFr/BxhuAAAgAElEQVTQEtXRM1Dai1pHVTkZkJjUMMUUwhb+CMqeBkhCPV1OWJw+NwwTA8sQ5qPFtWNSVOwuwxh1PRT8PLwjlWFZYCRdJ7gcda5ZyCJYXoouSSLE5PWEX5kYGrkadXJf6OUqME6SGom41DGo6HwH2gQiGNsRdzMAPY6IwTQAJ2NNyIwi+egeP+66WIxY3FDlFgLiI45CKSf5q+k9FlsYLDcOYNOiOmT2JdZiqjN/taAGKjOfIoKO0EZ9yWIvC6x0sz8D3W62xPMHe3PXKYxj4WdoGieib8sg5L0+SPjiCCRWMypaSnB0nof7D/+WpMtm9P6dgrY9i1LKVqSPj5p34Q4W59D4lubKnqBTOJC+D2MGTYcurBjVby/l4oALKsagrLYPJvcj7vgMfMsNiMilYMoFgNVyDUalb+Tcmlw5dBu/o+7Dv2G9W+fla2wZOg0+ka4cd7RzWZMEpl1DwerVwgbB08RKAvSQpxRD3eEeRGoDjLeSYa0Ihr0iEEc6PsKtNuWIKwlG+u0otL4nxAW5HkTivzQD/oYjgAoY7v2H/4Eq4VhYaxywbmeQ8d4OZLb1JowyVbyMfgd1yG3dHjmtBQHb5f5cGXUF9Yk1+CrEgCQFVWgE1zmbpLP6wHgTF+017rFluVuKlwwroPsrD6c+bYWrA65hqWYXYh21GPDnWiiNNBzgUt8PURuag5eDXubSIG29VbTks2Lf1adMUvROjsCIDk0Z4o0mCz5/VyBOCQwx4ONFNNdz40LigEmZVtwGMi5MwLuIzWoElw2DcrMgQDRIjsMuqgYDGRwlnZF1+g7ydG1xvYHG6qglDhg4CywwwHARb9VoII5qD310KXweCSRm5Pz5yGp837YAFWqSb5nvGA93uZR6Xyy5looIjr2RhTmoDjfnfAtTCCVrIceuXhyM8wdfgt4uds+8tpG16BNyDjqNFpWdAhCSV4qMzZdgiXwfwXcp86229d+wBAnWfnIsJkOJ9xuo6+0n40zwacb9mZwj8b8ffN7DvZ58GpeF9hJho/7cLwz/6MQ4bKFz/ETcDWgGtcStXzqh+oF3fDgBwAWPDmBEfgYHgOesTDgd0UKBEj8d9rQpRNzdUHQ+28rdMbWRGnQIpQJtcwDYphLj3qRopP/2J+RmCzr0tEDPpbqgohAp8WiJDLY3tGw9Tor2cetYV8bCEWFRkcqKEPsuEPYJl4jVGHoIWxJdqx3abrh1KRHyq50REtZ8btrMv7t6K78ZQBlcicSh+9Fi4F9gpU0zDzQZlM0c0IoyYBARVya69pIhFAAa+6uymfHBJeIi58pUQTdRo8QPtwN6NPv41fkOrMr+DRmGEgxeV42cBBsG7uzM5QE+NyILpS2rMGDNaAz5io4l668rkaMWY2+bpu6OKTWB6FfUGsFbxZmvbFnedeuidwt+qmhIEksZ9AoSYXRi0xy0tRYHZv/V4AbAhAWasEF7lhnDFuObAYvgx/ji89v5yNHw488TvTb6OkIcOXDTTWhxH5U2k5cYFlQ9FBIH8XITAv68FB78c7WV4OL/PAuxEO9ZKPWwHnkoTYhbaDqLER8I8gBVcJNUZiymzT8M/2reak64WHgAHFkAvDbTiVP7fFDfo9EL+ZFcUeWPiLVjMdzSNDbYIbJj+C/zMH/5Sxg4koZNXL5zBfNWUItS9ygplvRsup96fpfe4Ic1+3vgeOHPSOtuhTzQDw6jDs6aUjBSBSSRFKze3JuPga8E510pebWVKEEkfsN5AhkXvFMTNTfQGjL0eDRTWKtPnR0Nm5zKmk7zAzhLv4HSPwDvK1ohsliIgz/1zACUthJyIJsbHFjfqRgOztLuXTgyrJnhXhY/TzB2rf1xFCSS/OqeJgX6jIDiZLS4+iTEOn9uWDhZ3k+AJ09SSFgEyu1QkvyNLpN9Y/mnOY0MbwETZSrAFFNCK1JIHe7sdMIa2ZT8SmeV4HyxwAYsKjZBvVwgriL39/vpOKRqAYQ5K1KwMyYTBpV3KkBy7RM3xqNlSQb0ZbdwKVgEnyTKe2AzSZC5oi9ajc1BaAchLvj802+diZr3YJ9nHmByvYG1Q+MUFDsEZoXxecWJ63LZP8vgy7P6N/Wkod/dIp7BGz46bH7tHaSeFOHpbyS43SsBViVd5yMLa6G9cRN3tTTudePTMYjprsSKxf8WC9x0IXAdqStx4uwfDO5ny5B3Qw6bTeTefokNUSZ3IjTCjq59TAgJt0OiYNCiiwihLZtXFtntwOR5NhiMdF57lrGny9GyjMqnIUMGQRHlrcQgxsnflmVjg+EHiP2E77k5sTsWWygOdJV13Qdh9P4NXsfmvPwzlwO4uWLzycP6blrYisKQuLepfNPUAtwYAH/VCaIyYUCRDpQsfB/yiAmYmGWF7txn0GoXerhBu6ohuFaQYb1x+SLOCkzIsNLnVQj2gMcoyXLq85BZlUWd25wskuKNqI9LQa2FAkLRO3fgOG3gntM3pR1ig0NQ6ncTFQFZQNB9zuJbxjTA5NJqOxmIGBFnmWWcDBdk7xqMYocMXR8+jwhtW/x94x6qdNS61XbSE2j7Wh9ERsd5adBragtx9JP+sBu1nNBWGZsOUdIaQKvH/eItcDAk9QSdzgRcJmoz8H+0vXd4FFX/Pnxvb+m99wYEEnrvRbqg2FD0EbE3RLGLhccK9o6KqKiogAWkSO89QEJJSEJ630022/v8rjNnd2e2JPh83+s9/wRmZ86cOfVT73tI18weQcsF0V2QLf7JS4jlMZYd3DcONlsPCWjukSP3zpJEYl1MOFWA2x/F7cspghwpVXsM2NQ6BKG2N5HtqnEMz14vTrac6VUBTrkgwax3Y9CBPMz9ZD80SQ0+PGahBie+XNaFMZVNWPfEixAKhRB3xUB5tR9cEisMA45DkmuBvK/VB0GUbJ51RyZjTkoVHE4hdj3ZDrnFiTlKLYtER1bO16pIbFNRABjfuBi6dNlDU8AgTajHyO4wZNckILTTBL1SgfZoijyqNLShIqYRNZFWVMnCYHcTk/em/Hpm7aY2mqivkLYiPYkA4XD0Xpaal7BjzARsvJdTqHJE7Vhwnixa/lIKtJ/Pcwm83l9S/x1/jsGIslzYRRokt9wWTGdG5RdCZFuuR7/v1veqAEdfsmDOl3SD+WtpdvPKIQuTHi2pwrNnfDlO+RvEEekVrLr1TSwc9gBkOhlqnnkaylALzPYonLryEib034aEaGJIABJLNVB02XE59zaoYwew14Zl/oPcOBqW7VPch52jwwS1mxKJhnUDloRIhMxYRpUGnnGDDKr9VCFsZ/pSjhSPB5ezf1BrnyeXiJeoEnC2ug9SAsamG3vYq/xybeSbYemBa/7ehbDQTghWfg+NgjvIBA4Zhn97I5rjk3F0+CRvFfUNdtTU2wkjNU6PexUptvn4tcABq2UoRHYXoil1Li3u1y3UH0In4wF8YRB+Vojrmu9AV7MWx55M9lGAp/211uu5Pz3qTbQlnsPKsBuh0Fq7vi1veO2qTfz+gzVhPSrAFqsFr7/cBpGV2/Df/u8BqNxAUd6mMcBzG+Uw2wQY2ZGI/jqOL5ndudzDFHlhKlT3ayCeSoUBo+gszCKCBg6ImEic+oGGPO1rn4RmK6fgenp6dNchzLv9S2gnWCFwiCDThSPqcgGiygsQc4HvtWOglzhwNZwag4rUgbl5p5a/DWMSsfDTedfckIVvP+boLeaNMmH+aN8Q1HO6RsQt/xb10yZjwJoV7HP20FZoCynQlX9Zk30Bc4ptmNKPC+XyFyW+29APp86Ss4iBSuDAr5nHfKpZGJOO0PNdWBtLc909CnDJl0PQ1cxRMZB656+4gj2nf8fD2oJHZ72+8YK/AqzUSzF9gwcIi07w0GGdiLAoMPHqWCjtvh5EkjtWflcq8rccRnirGu9k2PFlmtPrLWeNvZBiDrOQpj0ItkGDNqQKHEhjz0vat3JXFSKcx7xGLL4iTH7n0xV5IrrIHm82RaJr+0xI3VzWno5xOEQoOTwYAqEdArEd+VN2I3v6X0BUO08p7tlAGXSwiKcMEqjF80g2nfcWCZOEKOZ62ldB6Y8YXA3pjw5ZcsAW5nQBX59X4++Ln6Nb5ULhrzT65tb3p7F/Nz64Bw65E0+Pfg9RjXEwhFoh/eT9HhXg1O4QzKgcgCFrjBdm/f5Bf74CHM5Y8dJQX4HQ8xEP7+lEXRen0Kx+bBrGDacGRNLfX6/agPB2ARbGz0d5tx5vllFl4FrnXGiGEVPWl+BsRT2neDCAyKVCdMd0CNxmEI/BhO69nELb0zgc+UaIsq0ULIu2kUFCn1AMmC1B1igOGJH//MSvz6B4D89oQHAvEoGS6cCg7YA1pgXHdg4DIwku6B/YWoxVB6mRib7U/VcAbDVsx7rde7Dh8Efen5/56GvsO0H34RdHhmJEsh9Yld/HdbQnYM3uIl8FWNcJRtvOoiBLkul4VO+pwKS7c9v3Xb09mijAt6Xsxeyf3fSMPm1zN5DtVAGsiTZUvcJ5LMtLI1BruofuvYQOqeYFNgx6VHo/3Fuh887VlrRE7FpI56OnHHm3C0fe6woaCr9kagQmFXF0ON5J5HY0eEKi/Z0h5L6isvEoqCI4BLy16efN9Quo6jkKl52g7hYT7+9WX+9v9WQNtK8EN0ocaoyBwUKNLKRI93RA/ivXd1GDmzB4ua/zqfvqMGwqphE9/uWGPc8gRi/E+jIRIvvUehXg7uoolK0Zhog8NQrv4cJvzz9924HQSY4ABZhw57bx8oDJe+KFSpZP12ZS4+q+5YiJ5BvoA9uikgvww/MMvu6ehe6kbDy8RAJdZDhq+1HDjwcMa5vmDOwmOyxiAT5ekIHH75Ng6tieQqGDfrZPFJbDxqDmBANdiws24ud0MSCGOUJ0owgTIDJNwKI8q6K4sfc/C0l04zNvOHCp0qP10PeSJ8QOFx7aXAe53QVRSAgSb7ohoFHtKWYkD/0MowbxQFd3Z+Dd1Q7sllNWBlKmWPKQPMWO1zdxSnFERAKWPb6ppw9F8/Cv8FtI0f+gAOeE2IV2odjrAf5iOISVRu4QZBhEPvUQ7IkPIXefHTPOvIl2UxEaBNOwcvcqSElCV0BhcPlMEbb/SN3UOTdpEF3gK6QE+4JfKjfD6rR45GHIFAxiBqvQYCE0DgIwE08CZgZSsRgjsvORHhPDLjyr2IhzKZtQH3EGTqGVBdWRuKRwCp1sIjzh/wq1xiPEGotQayL6t8xi129JbTV0aQqMfHY+YgtTIZK40Zc9+yrDYPuOFWj78yPu8GcYdA38EI7wIjjOnsFV6TGfYD+xS4I5TUshdfnyT3m+l7xXNOY4pCMD6Rl275gSzEnPPuoROMSMAP9hhHgjOZVVgI11j+GZ5yMhdCfX7l3VgdNJIxBiW42B9rP2/IF/S1I1pzH2raFoLrDjr2c1Af7KxHIpS4WkiZfi2/hF+OrV+32UdyIIvflqB4oufQbEx6Fk6g62/8JKxkDAiGBOuwJneiNUU4lF2leg0XRFI7shHSlhGtjtIhx7U4PENgMGy81uHHbgV1UENoRG+MDne2rxTdb34O57lhuPh9AbY89d68X5y/ZprMOOL9RNCFPWICnmMPi8RjZTAZo6vsbKz9pgk3NCyW1trUjr6MFN5B7kQzYBnuKd3yz90WoKRNMZtgYF1ZT3mO4a1PrOiICSSimKd61AvzVPQWIx9egBDi+3YP7nVAH+Y1l6w+uD7kx99HwNnj3p6zHgr7Hzkno8P2EV5j43DQnHU9Ey/i8Ip9Kw50NXlyNWCkweSPj0aAlvMgDqVFTmLYCDEH4S0KBh70EocCMZBVnz5kP16P6cy4sk33W1eBjyBs5xW6N9jQaMRQrTxmlgdCE+QAWcsux+SQ+2BtKDzpBuWDPqYM2sDUB99lk47jXkKHPBccyBrBd+QUVeg8/BnXy2D1JPEx5l4Le5i9i/TgeDwyfo3tWSehgNOXuxXFSAeYnjYLcnIsTogl8KIHvvPN0+WNzUMg6bBSPKRiHtQgbqciNQPUmJ49NP4IXuTUh3qjF2z9sIcysPJASaeIDfDZsDldp09bMrHW8yIuFX0yrCMTQzHguGEHRt32IyGvH6h02QdHCexkFjm7F4Nhdm7znEfjwmwcmrdHIuqekLoZNgKfDEIGLwNEQjqmMSFF8fYymRnKCcwLQwsGvDUfYXQeiU4HD3eLSYklhDhme9hUe24ZHnHvFrJW2B2KRAyv4JyNjlAUXzPV6J17it+CyL/t+VVwFzXAdrvCTvPXdyIv7eSEMblTIXnr1Vh3Qe+B7/hbr2NliXjYeqI4Ud466irXCoAr0CerENf+RW4NX5Fsh6Ma4/8gwX/rw89hLGh3JcyxqhCAtiMzDvgBZPZdH7dqefQ/eUHFz6uQgt5Zy3ipAW3PF+GX7c8juedfV5YvaLv+9f+HzG2ZyiELcHmHAfCzDjhyGQe3NogbJJ5ZjZkY5ZV/g51twXN0yOgVCgQ/7O49CJGQwbaYXDHa3kGd2hzASkIhNd6MQ+AcWfGA4zxLyNMsR5BCGuq+5tnC48vqeI7yH04D149nybOg6WKwPAdCbCpY9AdlYV0hOa0RDWia7wZjiEhL7Ms+S4QL3eg/oCpjsCw5+FiHH9B27ISwzsqMPCcg+vOH2eoD+fjRoHh4DjlPXUfKHbBWnJCTzVtAtfzDfg9SV6jNpahLTKeFjldvz+4D5Et4Vg+bAv2EfqctVIem4tLoYJgnqAk/UhmF1ehFnvq88P3vVF8Q9PP3/km+auURIp9aY8kSNDcoTKnYfHnWk/lpvw80WL92i4dcYAPLmIA48pOXIBHz//Db6//g0IXCK8f7EK57q6g0eaeTiBGRoZ1veeRoinnITe5Ju2JrbFILJz4v8cgs4fFYsB0NQKkNQ3AeGqVBhP7oKzP5e/7Dk9J3x/js397Sk0zhjWhYM/pMA0gnj9Ag0j3To5Cj68GYOJd9KvOCV2/GfziygeNwCPr7yb/bWzqxlPf7IBpeVyqMQC/DIvqnfobDA4f3o4tl6JxJ6ateg31AZZVDgXAi1VQJRAI3BqD1Zi6oMF6v0nZyvtBSHKqQP3YtFnNoicXmtAYNQjGRMJg0ufcGwbBrUeZ4/MhymBGgZdnTvBdO5k//3A4OkYftSNLUO8zqOLcH6sL6vI2kkNUFcQBd8rMXkNIt8tTYSYyIXeLdZrhWZlLW1YOw6O+hNmBRfJojSF4rq9iyC1y/lV9jhmAbkWPdmziAd5lxICHZf+5JQ7UPo7WORnT/G0sM0oR0mLr0FU9n4lpJc53Ja+D5xHsjf8mT5ZWj8Apwu3BsyPSF0i5h54HOHGI1jb2AfhGc0BCnB4VicLhOUpFatm/yHpJ/tbLAZFq+WVdqcZDh51XLhQBpVADIuhFRW7nkByfM/pj6QaYuxY95UCml8d+PmmBzF3tQh9D4tQOiYLdjk9iHLONsFoaMKpqnL2/lN9IrB/cAxef1qM4r49h/HzrUK0V/xV2IDu6eECb76455fTCSx+2g61mgBB8qaF+9Z5B1qQ10hl09gZ10EWH+97nwDYf2cFngv/BNJYdxSlXoa2edOxRPUr7IST1u1IfMk6CWvTd3rRn0mdI4bfhJnTl/bQXj0qFryGndobYatJ+Hce4CV5oQaRVaAqu+0zdKcNguHLsRBWadkOJ4VYF/PenIlG8VtI2ePE1BNrEG5tR5VwPqa/ehkDpxEhy3/W09749IUXYTUrIJa7MHh5cNh2/pecaD+NK11c7ho9GBnkjbKi3DYG0LvgmnqaJWtmrY3hkRiamY1wpcq96BlYhVR5lzmo9YvzGHng6wCtyYTzjAYj/nsL4gfwsPd5jSH8xK+vm4rUE2fYqx6vli00H92DKZ9kw7nvYRF3ewVIck+/7vEo7B4fdIA89hL5feshCPflcWtsSEL5RRry3VMh9Y8WRWBmyx48UjQHJnE5qwDfMUmO1DFU+P3l4RbUjRrDKsCzzH8ZkwZ2qiK0f2Ls20QBpiHQdLw8/G5AUrkMc9+KhrqgE9t1q/DNk8+iOYt6fDzltl+1yD9bgAf2HcD7Dz6DkEgXFFf7QaKNgV2lhbngPGSDTJCm8qIH3BO59OQ4LIyrZ6uyW4Djq7rQp6MbWYSj1V1OSOV4PzweNnZdu2GheHOQ7TsvObffgnZbJ+lXcZtpMOsm/5ue7mrDDWHbERritoyz01gAJyOE6exOvLDGCE08FdpIUbiceLhcCxGPo8x3rBi4XEKM5LWB1Pfsl/OQ0kE3c4XxZoSauBwgz/PGLED9tQopV55F3ncvQNnd9a8U4M1LM6vfHHJ79i1lXXjvOJez6j+HiAL8VNq3GNSswqiXpsAqM0L70nPsba3aobjStBDzR6+H3E1BQwCx0k+1ozFpNKqzqWdlYNpB9E30HBDcQe/xHpJ7tJ+chOVYExWayVAIBTiTPQ5Dx0xhLaT+hbFIYD06EM5yGlrWw1YSaGFmAOOA87DkcXgFAZX7XbC3OGHdDAxYcBSl8w7DxUNKlhoVGPQToVYBalOzcHogpT/zeH/Jv0+PfhNRGIwfM9shdVAFOVbj8oCYe9/W6jTjP0ZOAG8+dRiPqdbBurUOZfcVwyUXY/8Nu/CYZQvyHC00B7iDrn2+ApxVqd60QmP5BAJm3+zqEKRERuO+CX38uohBl06Ld75qgayRs6QTKqgXXj2HJJmv0qczC/DSZmqcy9NHYEIb8YgFevWjSm6AfH4HxHdXsz+bheUwionRjt7bWhqC5nMUvbuRScWBZoJeT3+LS6rBvUuf5ilO/PVK16fQIkNIcxKU7XGwxHTCEqmBJarLD+0d6Lg0AC2mSJw8PAttzXSOEOX3+dt0SI0NTlfkGQj7F3mw/54GS2w19Dm+CpHnnjOR7Ygd34QZA3wRQ/3n0vJXxsFsliBObMHaNE5IIvc1i8S4PSYd319MRVYYzd3dm3EG/2QrMUg8Cvu/4sLWo1PNGPtIGf7atYNVgCc+8dAHc+5bxIyZG+NVgMnzkzYXIULDeUuaM9QojJbi5gszA6c5w8CQqkT9tFgU/7QTUqMJ/8124Ntk6gX2FDEkILnAKoSyucB1qEQSHMjywa8ApMxpRLnouR6YgRlcKaZXud/oO90gle4d3StOeb2LbvHsX3gbvWOKSGjE1IDtKXGuxRC6vcFyhw1PlGxHpB/AYbssFTWhlA/Z5/QgQIVVTnxe+g0KzG0Y9U07NEox5nwzjn4Nw2DDsl3IPdAf99zJYtHh/Kg6DJy9BSV55n+lAP/2+Ctvfdja+YxCRefrnCgHxmeR9CweZQyJtLC5cPNfXd5zLjEmFL+tXgiphHp8Wurbcf/s57DxrnehZOh5f8+RM3CDo9Jv88s19PQRuTzsvTPoCCfCtO+Sl5pTEd49IiD/O3CiXeNKowHXvXkA6RYbfn9pIjoyaKh3bK0W0744ibg697nnGTxOZ4NFZUDZlE7Uf0VlJ+0VgmsCROZRYdrpEuDPdePw9eUBNHrMr9QIavDw96vY3N8Rk6gRs069Df8cK8EPm8IwJkmFpUND6NgHB6RhZ8bPH96Pq7F1ONm+Bil5NijiogNygEndHgV4175pOgyOyho/cj/G7LSjb6kbHaoXRbBhcRt0w03etbX1Szskxc/S8bNr4Kx7nV15I9P64r5KLlXKLpVg00MLYJNzXmw2F/hmLmyX3y35SVKsWEidRGzhrE8+q8Co6MbV9IuwS2zIryqGykycEXxOZ79z2a//ArqTvzjd7xWUySC84ut9v/ClAda+wZ0J++viYOal6JB5HbL0AgRmsqcBArkT4z/d6xP+zHTF49fYKhh44c+eYRhyYTb61YxBd/ceHBFlQuRwIryQpsN4PMD+CnDN9+NWCuLi9wqErn3+w6l32aBnOFlXChFiRHIYO6+i8sDziAqPhVIeiFLuHR8GmFIYhofuteIj4wLY5dF49G4JtDHUC0z6NK6xG2kVbTgiqkRHjZqis89KhSZCineeF6NvHo/r1zcYgs6lHpTf/1Ud9txvcwD3PWNHB8l1938fA4wu68ToMipvEOqjmOnX8aJD6J5TOr4dyUMP44ZwwiLknhxri7Do91KoRZxxI8wpxy9d/0F/J91zPaW38Gdn2A5UTduDvd1zYbya+u8U4P/0CauVGpn0Cws/R3faQBi+HA9hla/QNPbLfijRb0DybgeyK0sxsOUv6JAGfZ9JWLqOEBK7Z7y3Z+l0qWdzgYlXSoCC29UIzyKelJ52BsDqsuG3ys0+Sgzb0S4X4nJE6IruB9thC5gnr2Dqu3ciY2oRanaeQ9PfpQitNyAzNgESsZAFe/LGULrDK8mMMtsd2HvxPBLnFmPiG7dDwANt8ullAsz1+1J07/RFumYEYnQO/R4uRSJiTulwVPEdzV11H/QyRwhmtDzIUh95lDhuItI3MKF6KB4g3Kq+5cTh4dDrPeh43BTly6YkrWuVLAea84/hndGPo1ap7VUBvsX4U1vYYFt8RNVBjF2bg+Z8G7Y868ml495PPMBz346GOr8TH6fdCoUmHt+8+LBPyNvkA0bc+4MOkdrDOB/RBcvcvyFwihBaNgIClximrItwJLcidKoxIPSbgBlk12RCRbyHAgE6G4GTqzownDEgjeSAuRXPNoEIj8Qmg0A0eHKtqRXDX0b3LECPokynlWd/997f40EHLDa0Y4liF8JDPHymnLXLcP53bLkxBH/fzkMwBzBV145BJH8loHAnzK9O4F3eoKU3xWD5t3PoE04D4jQ3BF0CrYsEUI4cDJXwemRteAVh7e3/WgF+a8gd2Tc3OvHe9uDeIfJqogA/EfETsmP1mH0HzWPruOVruPqfh8OpxNGKlYhQaXHdoD8gELogMTuQeYzmIJ0e+DiMIcmQii1YMOgzCHrxApOPMx9tQPenREmgChIjleDTmGwsHDsb8arA/Dd2XVgksB0aCGdzHBgjLz/YvUfSxUMNHOI4DaxjTlqGMxIAACAASURBVKJbeO2oEmo4YeBqZ2DeyCB6fBm67tkBB8lh4pUBm2dAqaFGin2jp0ETTQ+hoyfMLPx+Z8xF1OfuxiKnHI8NSURn5xwoTQKEGN2M8rx9bbOtHmss1JBnaGsCStuxRPwJKhQMNMU0xKl03HbcEbK9VwW4sKT506dsro0QuPbdWKtEbFgc7p/QJ2D2adva8MaeOihPJnnnFmn76AVaLBxGDXj8suG4BEerRJA6hbinuRAuO09icVP8KJvzEFI3HNJHyyGeTUOVuiRb4RRQwx15ovG0FB2XqDLdao/HPs1UOG2UdmHAkH2YddPnbPqCr8rBrbNABcvtbXTfcvCfW3BoN52rnkKU39fu6kZseLDII9/vdJVGwrJ8MDSDNsEl8+XWJHdaZA78mVaBF28yQdqL95fP/7swohYLo6gxz1NqRBLcE5OGQw0EwZ+WfVmn8W2kA/OTr8OuT9zGHRIql2NEn4XHcfDoEa8CPGHKLY4ZS5NEJAfYk1OafzYZfU/75ns3zSjDyr0P+qtw9IUMUHVLEmT6LvTZchg6CTBihM1tUOS8uIlMGkZgMsucsEO4ERYYUQAror00c7QyofMQ4ph6PwePL/2c58V0uNzKr59y6xGkAz3H1IhNw3f/nUjmggga0Rw4BZxgKWVyEMlw+97U+jJMrePTotC6ewK/uqxnsLu6G7sufOwOf25B4bFsFB7LYe056sQu7Ln1FKauvhGTP56Pqgw7OnPqMX7YLhwbxI0Xfz4QD/Ccy8WY+UEH6wH+bekrE95v7NqnDCMAawLkuTpx79CcoLAoG8tNWHeB29fmTeqL5++Z4K2e8AHfETkDA9w5cCvOXka9kc5tflCR70qg/xOIXRj96x40dgaGJ1N+YBK9IO5FQgtWK3ct5WIHbvrvPnY4LSoJqgfTcPN+B2t9lTDPI+5hJ8j6FXlXcXLNdNQfTMfltVyuK7k19+Zm7FdkYFVDPooJBUQQEXL5jndxsaMaf53/2tugc3XvwqBpQccVI/Lt0xATQg3u1Cni3vO86TWAVheD9c8/iO5Rp1Da/QVi0h3XVIAvb+z3d+O0/ncRBZiUu9+3QuLofT6bEiyoeYVTWiv2VkCN/8KgosYzV/vPYHSnIJLL8IUxEWK729AnAGxyGTY/cIOPErzz2Q6Urvd1qHg64dkFUeif7o5G9F9qvGYGGgb8f+SNfZDP86YrBZhnAeFVCQQlcm6+E6rCm40ofSx4OHqnWYoTTe70HPdrbXsaEf2Lmh07RiLA8FUHEZHo+82dnUn4IyMQ+4I0d86Bx5DaJcVGM5XpJAIrQvPpGPSkADf9OfQJuyzjHJ8GydML/nzA5B3JQhX06kuoPvwaREIREmNSg2If8Y1U374XCoNagu/Sb0d4mwCLl0rgEMlweQTd+/NON0Ci1WGX5hxcJjoPfpyShMY4BV59UowhA4RB12vgEPU2J3ufr+RXg4HB4qcdMJl4sgK7mOjSTm434w438BW5HDd/DqQRnAefjJtNbse++8vxYuj3UMndBme9FP/c2h/vSw75bC7RTiVeko3DgiYOKyk0LBbLn6B898FKZ+FKdBTo/kcFuF94lUzvyi5b+Dl06YNg+GIcBH4K8MRv8qBWrYB1XT8oWx2YeeUt9v2logfw/K5voVAFIv3RBrqwe9NclB4ZSXOBH2ntDQuLfeK8ugznNRe4QfUoMYwLMiUDWWEaxEcScOuNlOvPU5pPVmHLPZ9CYmEQIpcjLyEJBJbfYLXA7rCjy2REa3cXrv9pKdJG+/EA+fWmRl2NLS8O5rxY7uQ4beEbsEWPgFRtRlXLBlhZiwV1M6scEZjYfif7t6dCJopk1CmIRp90A+TRnbxTE4Ezp4b2cPBwkzNboMC9+kYYGn7EhyMfQEWIuVcF+GbDT83hQ2xJkWWnMObn5H+lAD8zrS9uXP0OPlt5NyoGUSAccmgLXAx+vq8Fu7Jnw1b6BBLHHEVoWpOXEskltcDQ/wQk2VbICs3e/DNPX9hschTUZkAlpXPl9PdWtB3WYaTcgAyJ2xMsAE5LlXgzgvK/+vpzaTuCGSb56rAXTdrdbf7hH2KGwf06Ne5Q7UBYKBeK5FnJTkM/fDx7FU5NoHxwHtFOJrTh4QsGSFw9C2xWF+D2G3inQG5tAh5fTzkd5ebnEKo/HSRni8G5EjH6lDwDsUPx/5sCvCziZyjy2nHvLOq97Ei7BNd9NKyvpHopDJZ0ZCZcwYgCap2LuOpAbG0rtOFZOD+AcmJTLzABDeKU/mCHn/loPXRrSsDYqNGjOioMb8oSsLjfcIxPzQuuE5EXMIBLr4KzJhmMNgwubRiBd4U4pRWC5FaIYknCLYNugwjdpt7CgOgQkPngqASsu1yIGHEZ2oe3wOWH2qpSR6D/79Sz5hQK8ftsGq7e0mrHlWpq5b046EuEyzLwVlQ58uMnwNVZiDAD//1cf9ymP4guxsZ6eNpLT2Ky7Q70qR2EU1NTWe8vKeUjtuHmqB3/UgFm9t3WKEW4MjGoAtxd14jXTzRBeiEGIh0hB6HWIFm0C28uPwgp38NHKIt0BA2aCkULVTkIKaUGO69gyEbYCBB1bibElihI7rgKyaKrcMCAbsk/YAQkjJLuXY2nZWi/5LbiMwz2umagpZkKcn2LD2D2TV9CQtY3u5T4a8f30PUYEV0uAa5cHIpTR2ag/mqhdx15/vHGYi2So3v3/PIf0s8Zgc7BvwfUQy7si2vE4KltGJndszJNWkn4f0+cSWLr+CX9KFRCuw/Y26chMdikivg/K8AzZ95mH/9gvLgh3ODjUZy+fggUZk5ILB1bgc96SXMwpMhRPy0ORT//A5nBhD/jHHiygPYVv7dn4lbIGQU60IJDAprOUiywQuWOCiL3E1SLSMcfUILibvCLb34ov2bPv/3/+raA8ypzz14rDNoFITSi6+AQRHmVbQEjRxxDw11JkTrteOHkHzzuX3q9RZ6J+pDgoCnf1jnxwtn1GGKo96I/z/l6HEL0NO3j+LQLqO3bhJf7r4HEoMSfc4xINbX9nxRgVZiDXWNZTg0eHsGBnPH71mRncPffXTCyShQtry4egxmTKeVT2akKbHjhT7w9jYYBEkqkb6rcbBK9y7Hs/Yp4C9Lf2QKLnacM8gY4snMCJLa4f2mS8J0XIzddxIiNXMhuQCXcFkkfZIPynDid2YHdL09C3YZcdFcG95pJomT4qm9hUFuJ1qrDwl+pB/Xr7W8hLikGTS0X0GTaAGunGfKqFKTL6frtrZw6Ng4nfhz3PynAtRtyfqmcOeTh8W4FeMxOG/qW+ikJQV7K5wO2mWw4tjENlnw3X7e9Da46inMwLzIL17f6Iu0SWqQ/75vn6UJ2fX41tgHaGt/7PAaR1ffEISnKbeELtlx9avI0thcFmB07LtUsIBSW973CGgkEZ+lZ44nGNN1rwKW7ZD3Ku8ebYkCUYE8xmQyIf7YGAgvdy8QDdJj4/OGAXt2oaINOEqiLkHSBRVtfR2LX91grpSkFEpEFobk01/9fKcBB1lazg0SbuqcywyBCKIdLc4VVgMkeKZMqEBuV4BOFwxoC3Vzb5MksaSg+/dWB35pH47yoD9LLhCwtUnNmNFqyo9kllH65HVZlEy411MBcaYBFIsBPU5OhjpThPzeJcNOsa+UEX2tjCP67ZxYfPunCx+ucLOBVwBJmgNQ2M2442Mrm/ZJBdo7KQHqBbxQsGfuSOXVIzDmP26JJTi/tOMNrQ/Gf08dgFHLRoOT6aGsmOl2t2KW75B3n7KwhuGsRj8+NP8+YNly+aTV7hXiADVdTkc0DwfJM1wDb2X+IAmxgskkIdG8K8MBpadj5+KuQ1MqRpT6KAvV+qIWF6P+kDGMWBHoZ+JrKD+8+jI6mJOTerEFU/rW9Nhur/4DJQe/zVWAYuGwMEguH4Mb8wHxHq96Mo29swoUfD3s9gqwnkYT/PDoDgx+dAbEsmAeP60mH3YINT+fB4bYUUWuNENrC1+GIGQlbaz0aOv5m84s9AV/EAzqj5SGEXEP5FUjskD3wHQRybrDtdjGOHRoVHPzKby+6WRSPvtWfw2FuZBXgcpUZpvrAEOhadwj0Lf8HBXjZ3EzkbrkLfary8OJPQ+HieUam7TVg7K5wfJPzOsYdjEXW9dsgktihujgUQpsc+oHUiqOcqIcoLFCo1GliMUpPKUF2XiqAY+tlMJUduDFECxlvDf+lCMV3YdHUos0LUw1UgD0hdjS8nQPj8KbWcqKfgEG+1YoXtW1IDS1DXPRZz87lFWYJoMsPQ9Zi12wuZ8+T53ZzWzsyOwItlnzPxiqXAP7wCzfuHIaJJ/tBaj+PCO1T7hH1hfbWDQM076iQVk4PcY8HuCVbjJ2P0bBWvoDI5gB/RkP9SQj0v/UALwv/GZA5cPMPA5BwjPCyATVPPQNVpBkGSxJKqpez75o1bDPClJ1w2ZTIPVoDocvO0iERVGhSbhj0BRQSPw7lgOMIsNd2oeu9E3BpzAh9bCgWb9XDYHIiVhGCJYUj0CfGLZT0dCj3EoZlczjR2tl7LjbptfjEJihkOhhrW1Ez8rgXc8vTXKFdhGHr3JD6DINLBUW4lD8AJjODUyU0X64z5hJqc7fhNiODx4YPgEk3GZFdogDkZ3JvlVOPR4zuEFkGyDwTjzEhC9FW1oLyOZwn0KMA5zqaMfLgy7wQ6Fegib3M5gBzHmBm3x3NEijl8XhwQqBS2F3TgPc2noIlIR2KEl/01AeWXUZhfGD6ydcHpChrpIvuFdUQNJ830zgW3glBQMFiTlGka+mjlyGa0QxGZIFWvA0uIZdL2H5ZgoZTCq9A02qLx1HzBJh0UsjlRuQXnkJB/2PIyLkAh10CkzEcjEsAvS4SBkM4pFIbLp0dhaaGPHR3xbsB+HzbQjy/ryzqRnzktT2/3m2zTY6m1V1wKAkPqe8EtUud2JB9CW8ssAQNqfTcbbGI8NTL1AM3JaQVS+PcIB2sJECFwLmxGcizhONDTb73Jf+LB5hVgB9KEPM9wKSigjMp6FPCpegYwkwozBRgennPkR6VNychqrYW6ccusG0ZPsICjZSLUiLNDkMkJjCzIIEElwTncBlnWfTnIQIr+I5wI2xIdvwBOWxBAR0DlVa6kDn1l48yy1N2eSHPgWYQfuwU7U6HQIUu4VSe55e+Ocw1GUpwiu202vOY0kC+mxtskvt7LnIMHMLgNCvWHVtxi4aeBSO+bQV0URi7hQAAATaZHZsf2ofcU+m4Z8HrqEux4/Qga1AFmN8XPXmAiQJMSpiuBSsm9Zzu9NMlE366xMlJKSESbP7yXu/cIl7gm0InY2gKVQifPXMBrRZrUOAqmopC8vzdY0ForIpbEfPYXvb+YFuv2B6DiK4REDoVvbJ3+G/5ix8j6M5Gtk0E2OryKEBhAPocpX+9xf1Sh8SCP5KAyy8MQdPm7B6VX89zCzNTMC3Zvb+5ZQPCbf3oX2+htrsJUrkUP+5/H68+/BFGLFQjIVMCc50ReV2jIGJzC3sv6994CNrmqP9PCnBCvRNzfwmSTuHZL0gTBAK0zO5E52wOPfHE+gvQ5nLcps6mT8GYq6EiqYQ8oEHPF1we0genpgzzfpBF68KWR9pQu88dDeBeA2TfU8qEuHFUCKYPcnPV80LPr+XuDzBl9aRLea+7/0H+XJVAdE7O2cpJmP98C8qf9FXY+FW2GuU4y8v9JYBLtgONiPlR493DB7+7H1HJvhE9epscv8VwAEr+I33PHy/hvKEEdSJKm8dXgLXVkbiwZjhICHQhmwNM10owDzC/rR1OC8s8Q/m3CdCgAMrOWlQdetXr5BgdNRB1Em2PgLhkBb59VxIKp3fhLd2dsECGmR+KkHdMjrLRmR6IGGRcboV2XAfq99ZCd7oLVqkQv4+LR0OCEllpAqx8SowIVlTsOcK259nvP8r0/3Y7sOZnB7bt9V07fLFsRFknxpVyEcOutHCkTZwNCH3HuCVLh4sz6/Gk4DtExLnXRxDeX08bl8lG4om6H32cRbcvXIX8XIru7l8k+BMXFlCjiL8CzG/vtRXgT8dCUOObo0g8wMNmxaPu8DCUv7EQYqcF0yrfg0skRIlwOd48+A6EPl4VXztBQ1UmfnPTIg15pgkiqef34ENCQqG3Xd0GgzOYssxAIlZg3MDbkZ9ADyr/QhRhWagvUqb/ug22js0GNXZ9MB+djTyIeAagnt+R6KjZhW4zRV70HB3kcJnX+BQLeuVvHfFvl3jUKYhHU8oNT2G5f6t9KZf8nyP1ShgB3nIpoHV73/87+kk0K9Uw1D2GRUFygFW21SAKsGBER1L62Sv/2gNMFGB1ew5GnhiNgwvfR10hh4onNzvx6TPt2NRvDmxVS5DULkH2vC0Qil2QNaezfWJLqgOUToRO4axjnv4im4pGHY+ffnwEX15P+RTP/iOGYW8rJlq7oPSEpTJAjUSGz8KiUS0mSicRhn2Pamrd5Cm97lHxKMmc4ixAnMOOR3QdKLTbQLh+M5K3QiTgIzbSkduTuwxrF44O2EKmdqkxqEnkFhaCnwBtDgHm+jkkZVYxVn50C5RWKcK1CyCz80KqvUuAQd0bIqS1FsLVj4Z7Zm5YgfC2DrTmSrDjUTdNBW9ShFZacOPH/5sCfE5SD+IBJhtABMPgzmXTWQPDuaItSLqZouOerV8Mvb4/lDI9BvZRIyXsEKIuShHbUQ6nUIrjw19gAbHYUOjBn/4LcAXaV84OA0SxITAaXbj7zXKYLPTjU1XheGjgOCSqInjhUTyGds83U0sIu+p0NiMO1R+DYF8Scvv0hSw/uEFLIrcjb9pFSEOsLMf4mWaO84+/vtKOFyOpjOYGWmRybL2OjsHpsxYYjC50xV5ERdH3SDMV4hlpKwYkPQmGESFOHVygWm2+hN12GloVZo3C9bV3waE24WSOCvZwTgg/N3EbHpFvRoKzO0gO8EW3Atzy6XKL/RwBwbqxHogOicaDEyj1EL9019Rjw/0fQtsvF/rYSRDzwLCUiU7897FDkBJua3chvWmwAi9upHtkn4QI3Ovqi/JjviH/5DdZezbCqkexQowwWw/5+6fhkHejW7IDjIDzOLSck6KllA/8x6DUVIRSdbH3TOYfPlQe5PPNckc3K5izNiIaWBsd7sTLd3QjXNn7ueHfL51fuaBvagsIDSV1b06uwq2ztMiL773ObbsysW13Fuv1XZd2EgpeP5L37VSE4u2wOHzUnoeBPGoWfwXYM4ODhUDPmrnQMe6heJ8QaFK3wgcNmn7dhRkl+GRvz3Rn2hwVmsdFo3j9dkhNVpyIcOL2IuLP9aU8IaHQI0EBu04K9qMRNSA7XI7Ajhhw3Op6xoYM5++QgHAL+9Om+O6F/p7da3uK+TOSmx2cn4GBUZAJg4iH+us2aUqZREQxBAmaloHttVhYQfK8PSSXtL4mZTYalTkBea9sX7Zb8PzOVayRdccIC+59qQvjNw1GYj0Nv6wYWIuSCRV4bMYbSL6Ujt3jTegOdyFL34gxI/fhyCADNvehoGXclzBI1Idg3uWBmPF+R/WQ3V/keEKgPQqws60Oz4zNR0KYLz2Wpw69jcGSbb5e4NcXDsbUWcPZWw5sP4n1KzfhizkvQiaRoc5gwsvnAnnlqfHe15DkeYc8V43EZ//x5gz7rx3yf5E9BpFdoyDsAdCT/4xJdhIMamGMBMQ2wMGzFU9eB0z5zvcNVqURv09SovGuQlx4pw+s1zRmAvlhIXhuAGdkIjX+eP5vrD9PQI8EePCF21FX2YRzZ4/gnnei2dQ5VVkk4pB2Tb3AaFLh26efYBvZOXU/Ljb/wIZAy2OjwViMcHU0QCBTQBiXxgrlNQeuYOrDed2W9ck7Ds+ZcMt4tweYPL9klZWymZASTFwg4aBKJyrf51IpzFoTTp24C+aINLpfObvgrF/FIkK/aotHGuPuUF59+2+YiPo8Xwybz4fWwdASJEKGYdAnVYZl86NYhdi/bWy13rp5a8h79HJ5aD6ZZfxnvEloAggvSyHwRAa5u0LzkAW1twX3VrJnEo/2iJ4PQHNrPfJX6yDQUaVJlGXCpDd96VcJ9++vqhYYpYFpLuSZKG0yFu2ZhZ94TsbePMCe/af5z2HBQ6BZw5EADsaFdoZEO3IlzGpA1c7HvRdGKPqhMSx4uzw3RUOBL74Qo5MJwVfCBZAZBLj3ITGaclKhj1R6525idQf041rRuKUG+nPUqNseLsXm8fHQhUoxb5oId98sgjggnacnJIdgq56Bg+Tb73Dil60u1usbUNxj3qdGj9lHSDoFPced0VJkT54Dh9KX9/74dW0w5Hagr7UCt6URJxntsRPLc/FyJUHx9vWKE/TnM4IylGmbvftTZuYgLL7rk2ANZq/pc1aguZjqi392LoKwLgyZmzmEes+DPSrApbd/CX1qEfTPF0FIwhZ5ZcTbmRh/F6W7OHD3Cphbo5CrPoA8zRGcjbwbD3/0N5LzSL5gz9aHfX/MxNmDoxGaZkWfOzrgZqrp8YO669XY2vAPXDH8UFhfWKPkqBwU518HhTISTqsLIhtgaNXCZjKjYKSHRoK+ws7YIREECstkLM3mLpRteRuX937hk/zvkCdC1/dVMLI8dFfsQ4uQF5rtXqAFulEYoOUQQj07C4WY4vWI0gT5Q+t8uoh4fw/tHwOXk9jf+cBPgYfWcGE45rQfhqVjH1vv0kmrYROVwXD6ISy5LxRx/anwuemhFlSNHoZQ28eYqN7cyUw9FTXspO5fKcAmpRT3P6RAs47m4DgUOjSP2wiwxOl0Lx961oKnPu3EWxOeQN7umYiKbUXSuCNs60PPjoZLYoOxoATCaBtUE/Q8o4DHX87AbFZBc3kAZkTREBRSanaZELO9DUkCkhPsjStBu4hsbmE4I1OiW0R4P2nuGNu3bu++J43H0/f0NyDZ7sB9eqr4eiQguViDjBSCdsydJMSXfyTtCXx59yjeFk5rG6oxY1ILHzkz8EQjzZlPaI98lHTgjr/GYERpLuTmnQjTrw5uTScgQt8Kkb13CUxj6GGW/OtyxLYYcfwmBcrH+hpyyO8ikxOLnutmv2nzE1msB3hFZQfu2x+cHJztX3EHlkSuZesn2+Hcb4uRWZqAmrBqtC57BVniSDicChypXAGBUw65TIC5w3+ESGhC/BkXwrqboQtNxeWC22GRRyE9uhxjcv7uJX+P30+eTZR4/Rx4/KMqtGt9D+lxKTmIV4agb3QSpIRnWiKB1maC1WFDbXcHLmva0K03w9UlBhxyNIV0QEoQ1xNHIi8pGTLWUEIMj04kFjUgroDmudVpr6JOWxOAK0B+U2hDUfjHdRDZpezvh4dNQltCCmw2BsdOmWEIaUbZ8A8hcsixRCPGjX2vh1xYBImdQWS3+5t4n+kPfjWvejFC7WGIPtCKzXdx3l/y7qM3bcWq7u9ZpSMYCNafiiFwXFYcfdmkqxQIBHdNrrAgOzYGD07gUGE9a0df14Sf7n2P/W/9zPmQ1PkiUE5frMbsfF+6CLYNVSL8coL2212DciHfKPMqi97cTeIxqh0CRSvNPRZm6SF5vByCXDWM0jOwitw8yuZYdF5IQWNVHRx2SgtHVrHBoUK9OQ0N1gyozRyno69zn4FYQcHEwpLNCIsxIqS2HYmuBhQU52NIcc9pJZ4+8P/r0ghQ/xHhjqfj5AnvliiE+Cn6CqLTTHh0qm/YlX8d5BkW/MoixhsJ51GkDDQQLItMQodNhQ1dFHjHU/ZmncS3kU5Mlc7FsV+SvSdjWJwNgx445JMDPGf2QueYB+KF+zIaUBbvi9Ew6EAO0q/QkFR2Hfdtwu3mgShqDh7SS26snxoLp8qGwt/3sX16S5ENZ9icaX4IOlCAgejDFLFnD0GF7kYnuw5iBU7kgearkmJgupDm3AUpSHgh35vsqxB7xCxuSfjtlbxBD6TZcY+TtweF6BKNg01AI1U8XhnybxFCEO262Qt8ldXdjgdKKaI9VxiYhKG4EDWKF9jt/pXkqJJovX/+xi0aysZwz4sa1EoSMOgQp2D9dc9BJF1JxJIbV8IiY/D3dTTqZWbLMcTNKsPacRpc8Bsv8jvJrV98ZiTmfNxuLt6xRkkU4I9a1PvkKvoljpYaDEsMw8IhgWHQHsH/w9MG7K4jXl367clhMvzxxRL6vN2BG4Y8gLenLkV/dy7w73Ut+KO+yXt2esJfe2NCEEdYkLRiG4RhgY4G/sjJTBlQWjIhsXHr19PPTpER+rBzsMoohV6wknkOuI9EbDMMLCFGqPO6cWhFEdSuNBx7IR+M49qpLJ56143h8uzNTgtu/GkZ+xMJe379qyexZOazeOSLOETGi2CvtyFXy93fQ/PYy22NyfjtLRpOX/3RClS9UYq0QeGQxxEF2ARXez2rAIvi01n5o+ngOYxbWmSP/Sbs3C/XXz90PE8BHvuTAH2aCM+5+409dEzTnR3QjuJc478+ugWxt+yEVSxlx9GlPQhG/QfSGDFetSUGKNNWhQy/PH6rz5y3aBl8N70RugZemoZbYfPMBeIJXjghDCIempivUutRdr3arzvVjyfQBii+tBmMC3CdlUJaK3OHuAOmUBuaVgH6fhwvuX+XkOi7PbVxLF2mp2h1nYj5sg2KShrWzMiEGP7BPwiP9N23WwzR2J7kjugLMsiE/zer3IUdDJdXrIzogjyBeuBJCHQpoUHyQYFm0NSTAsx7R5fTCoIH7SkyxoWGLVy0BrmeGpfFRmD0VsbFxeK5NUb8pJ2Cy9Z0xF0VYPz3ElhkaTCHcoZlmckGSUotNI3NMJZqYbpMz6TNY+NRnaKCSyDA9deJcMc8IVRK3172l8j4Zjuyr7epGWza5sT+40xwxdf9ASKHC3OOtHnRnsl6EF2fiIG6IrRl+kag7Z/XAl22Bkl2PZZG/MJSLrFr7KQUj7/eDSe/XxhAxUjxVMRw3Fv5vU93PfH4RkRGBKePA3SoWLDSe/8vNdnlegAAIABJREFUHQ8i7ogIcSWB+0rAUrwnP6xDbEHMubt/gE7fBfPniwNyFBOuS8Fd31EBrmnXMFx4fyG7CYyp+QYYGAWJqg/uepMQzwdb6bTbHTYJPnr2FbaOyHwz8m4OBGPif7HJuhWV94vRMciCluvMgeiGnoQC9ztLjGXoCBN7w4C4w9gdJssw6B9dDKPDiGh5DCwOMwlewJgT1VBfPsQ9R3IG5Ymwx02AMXUhJLZwaMq3oU3uQZvlppHCHobZzY9fO+hA6IJ00W8Qxml8rOiXLxSgsTE1eK+5X+Pp0SXiZCRXvAOnTYNT0gT8MPZpWEWbIVj3Opbu5ayAxz/QYH9cOsKsPyBHfdSumLlOMuMUgzHfZV4zB1iY14lNmIlPJ3CbcktBGewZxHvmVmAZBh8/0wrYIvFt+lsoPJnN5gOHpDZBVVEEsTEC9nA1zDkXIS00QZbNh+jnjzADizYaA3UqiFzUKsg4GbR+r0ZuWaeXJ5j+wFkfV4fFoEoiQ6dQDAdZPITChXiniODBuJBvt6LYasZcswcgwd2RbgAl8hVpKX9BKdGxDJhNskgcynsTO+fH+MC1k/kzoMuOmU3XCvVl8Hy3FHtCeWFPDBDVrcJrn9Dw0Wj1jRC59EGXh0vGIOolFToVT4JRUWUk7cdHEaVx4rcnQ2BMCw4U8Z/HO9l+ee/VUeoNOVNifjutwcizvoBB/N5uFXXj9iia70uKTOjE/Y/TvNdvpr+IqRPbILMrvIjQ5PqkIecRH3IKQpMMWSdqIGBcrCf49OBlrBLcJ/EkBqWRfGHeunePFVlfbYYWyMVyxIf45l85HU6sWWvH31c4Pkh/75K/gOxzQBMh2CnE0qiR6DsCiJ+qhaGNhoqHxJMDgY55hfoiWg3BETIlZjmKf50NkU3K9uOZohGoyaBKRUWlDa3tDtTk/oW2pOMYaSzALXIdBqY8SvcvrQt+FLvs9UeNp1Dp7GYF7gRTCqY13ATjkTpEFmdhV1/O+GZXXUbzjFN4UkephUbtfwWRGqpgelCgj8rycL4xV/9ZR+PVc2amaFmDFeNyc3B9cX/+sLL/tnTr8N1Nr7L/1uVmoDtmJsQ6ztusSnDi+UdPIlzsa4km/Kfv7pChqYseFF+NGYtT39FwJp/+dgkRc2oBBCy4H+1eYWEXZKtKYJaWwi5oh8o5CGImEnabHQ3Vdai9VM0K6v6l0pALucAMG2QwOkKgEhuQLKuDTGT3Ed6j46PRf2QxZAp/OrlAA1TAS8i6ftkIh4AIOL5n0pniNlyytuO52VaEK3oXSiqrI/DhmsEolGvxVuL5IAYsBpPic/CcJh0zTTE+zdiTeQbromzIOncXOmp8PX0TVuzxUYAnT7+ZmfZIMn7sXw6N0pemJqYlDGO29OOdyQxKFu3Bml/pWeoZD/5nusQCVN+QiL5b90KmN6FRxmDKMBscbFfQ/vN8+VRmPsIQARtsOCjYDh062SpVcCEeDsQKXGxYtAtWuJwnkeKq9XrnaW2BYc78s5fc4wXI8vMg89NH+J1nRxg6xdf58Pxyv1PKI5Eb9ZnsSa8c3wiFI3CunY0aD5swOB3h9zV2rD32AcJctL/zf+7kkJ9ZLAAXfnt8NxY8eR+GbByH2lQHzgyk9y5t+hUdN7Vg1WQ11ME40AiFzYlRuPWrJuT+uU7w29JXln6mbn9fTELRnU44m0iopgArrhuEKJWnfb49aXG4cOcWLUw8iOe37hmDSZNoLvBXb2+A+lAHXppwv7drHj52DkbCU8INc7Cl4U0xoGMDqBYeQszk+mvLMaxXOILlDxY5VHBItLBLg/P98l88aAcwa40JmvhqXLipL/R3ZaL8lwxcWhtc9gnaaHKOyqR4dyi3/3147EfsrDqCrPxUvPTJY/j+w81wqMow/pYQOMx2RF5JQLQg6RrUR/RtR/+ciJJdFPm/bO8taJ7fgIwJfSGLDIPTpIdL3QiBRA5xYibbfy0HTmH0ssGQ/ppl3DlhjIqvADf81AcvNpZBJiBzsmenUHeqGY0vUCcAqfPi3xfRWBoHwSSO55yEQsNcjanOECx0BPKkXxheiJKJvko+CYf+7Y4WtJzlcdwHacZ90yIwrr+Si67zOH49E4OX5+t1D7PbR/A9uEHtwGs/qxHrlGBBVAxCRUKY59rheil4pAN/nJv0Cpxv4wydVqsF3WUNyFnDyV/KWRqMXkRkUc5D7XKK8JuqrUfvr9Icjlv/eQLbza2sx9ZTIjOavamIV37pj/aSZAilDoxayRnSegPB8tTDeoFdvgYk7cmPYWs9531XbkgGzKrg84Av5wzPUOHF1cDbnXfA4vb4z/xAAtiyYFNS+YH0vNjuQoiiDpZcPVrW1cB0iSryFokQf46JR10S7e8BBUIM6CNAYb4A8bECqBSAkxFALATsDgY6AwMigh0tcaGmnmEV4GuVWI0Vt+5uhsJB+5K0X5ysxKCcsWjJ5nEfM4BZrsO2J+oRbmDwjGodQkLoMwRQ6847bTC7AiMVrjf3xyHhaZRqubStgcVTMf963nnn10hjyno0jqAG/jZ7EvZrr0f2T2IoNIF9/n9SgCV9srBsH42dJ6X8m7mo2zQJEocRE65+gUuy23Hvp9uR3rfZT0jwNYG1NSZg4+dLWGqkmCIjsucG8jKS+jvOq9B6QYPwkPXo+j0FpjgH6uZqYY/1hE+4D3FeCJ3s+D+wmLToCldCbnOgI5bmcdalRCFWY0RiqxYSuxOxGj0MShmkNjubwyd0Ee8mtWo7ZfEwpS+CJXE2u20llCvQrS5BaeSeoPNiQtsixFkygka5eB4gLZXM3AVxP47eifxmMstx5MCYXvn3+ELoq2Yz7LWUjoyvACcefBu3fs0pGDX7jNhwKgThsZuRrL3kipr2gfBaCnDaWRlmfBQF0aBWOKT9cHtSFtpj6KK2S21oHb8ejIiz0Kc1WvHKO53YnzkOV7VLkXUlDIljjyI8Tg3VpSEsKrQtqgWWzCuQ5pshK/DPIeM2UPKNKZ3RiNTzuDJNTki2dEB6RgchEQD4ZmzvpsyH6efxAbNODv4z7s2SoBNLzajOqoU2tg1hIhkas2ajdPhYOGS+3gdSRazZjsXV/MSl4FtDdU0oFqb738fg3t8mo6giHSG6T6C0/kUf9rcIk01iCRBfMxVdN4/zvuDfKMBz3tEiusmJV1ePVP+dMPWaCnC7sBu3RXMKMGlKv0tRmPLVUFRGVuD8fSswOiwGQkaIoxWvweGgCuWN4/6AVKhG2ol2yIzUk64PSUbpgPvZcOis2AsYnrnLzQ9MP8Fg0+N86xk4XFQoJUpwhDwSyWFpCJESkBPqiWrQmPHbPj32HifojnROcM5/LjyW7Tq3S6OPOgPTpkZj/A1WFhTP36tF7m3RN6K6sxJOxhkYgkYeYQTo9/dkhLbGsd9zatBo1KVmQwgLtF1anL0UBqfAgTNjVyLGORJ3av/BvKIVcLoioTQzFPnZr3xsLsff9iY6zAwwsfl6JDZFI+yAGvvv6wuzjNt6/RXgsXveQpg2k23rvhmPwKTqwCVJCrZ2jrD/0FB56VoKsMFoxo/zX/S2KJgXeP59TZic7UttRh5o7BRi1XYZOzXz4sPwduFwbP+SeE59P1BkCkNk2XQInDIupDnODOkzFyEqJPt4oLW5o6kV9RW10LT7co8Hev/o4hBLJIhNTkBmn2yEhPdCIRF8KbJXXV1A8wd6OAUGutx4W4FuiAUbuqowf5ANE/r0DqTlcArw3MqxLPXR2tQTiAsCrqITCHFvRA42t/lyc5LXehTgtJN3o6vJVwnrd/cx1DXswf3WsJenP73ytd4UYFLXdeuHQMkDhSGeybf3FaN/08zgIZbESygXQlvsQMYRKoj9nODAi3l0PXrOO49iOhhjkcaQMGEXNII2nBEchgl0TxMSDlmCmEry9xgBLOhCnnM/ZAwx6PkjdHDKsFcJ9qM4Cqb0cpmoDAyiYhgE/XswpTMId02B3J33K2QY3FZxBMUdJJTUVyj3hD4HmypX9AwyDm3Fgk7aN90qFx67KQWxjQRgi5auWB0OzCvBK/1o1MzucSZ0R1AB7t8owDeW9scTn3Shti1hoHqYaoJHAXax3kQCWiXAsLRY6gXuwabTbnRi8XYuHU3gcGB2qgwvrb4fBp0RS29ZiReKliA3hhrA6/QkFPpSwLjw+yAwjJ3ura7EFoTOO4e4IcFlMv9+9G9ysE/IOyNASpsNyVurcTojD85Xc+CyKnB8RR70dYogYJC9LGwS5h4Vgcf70nSx+u4WPPDXSqhClfh6x1tQhSjxwcufY+ANDVCECOGscCLb6lmX1zKaMfhuxaPQd1IFLEAB1nWC0baDEYkhSSbrhEH9jgPod/cIJB3LN/8zboyCrwCffX80bjdUYoysvuccatLnAuDo6gpEhHCAUDve2A5Z7iuwpdFIH5YWqeFdNhR6GZOA/lZJgE59ctJQXB7WN2DNbFvagYsbg6NDe/ZgEg49Z3gIphQpoZRR8EO6R7gVXR+EK974uGUs0rNNHQ58srUTDRq6v5Cfhg8SY8w3SRDF9QKv766OGGIPNXC0R3aHA21tjcj+3ABpm4NtDOFPnvbD9oAJ0mAKwz8JFO+Av9d7biTe34ir6Thp9Y3e4SvAZz8YDWMLlT+LHzuCkGTaZ01bil+2S3IPBkOB5jdE7bTABt55wrig3v0sXGbOyVcQnQ8DyQ3opZAxmTZKgevvisW3gnne8Zz3WjQMkYkBok6EpRWGgha0rKmCtcnslXsbY2XYNzAGLdEylobSUzyZZPyT+lorw/Os3OJgga5SOqw++5WqIAaFMUPRmBPrlRkkFjsMoV34Y3k7onTAg5pvkdyXMz489KANNS3BaQdvk/XDqnqOx1khl+GB+3/s2fsraETFjRww1v+uAPcLrRIbBNmld3wJrcUa6AEmB1hOHzy0KxchSm4zPvrIcuivJiOn4xAS7Z3QpQzF0m/XcVBvQY8wF5pr07HhI4ooG5FvQlS+FZH5JojlDHR1Ulb5VZ+nMeTiEB2SZnyGzrUhsHSLsPuBOsTJYyHyoJq688Rgt0F+aBuEJoN3w+HyiDgLtH8ikDZUjuacUUhtV8ARPRmOyIHs5qbQMcg6qUSD7BJKov/2MubyLdnDNHORaeAEH29OsHvGeCaWcPhpSMf58kaSW44fGQ6DnuPtDLYuPGJ2vkCB26q+Zr2/pHAK8DYknXgNt3zKhQY0HDbhx90qhKVvRkJ3FRM3ZbVg0kkxJv2QBHWaDZteDfS899ujxJj14RBPq4F08SXsuv8jvHwLFeZJae9zBpb0cz4gG5FdTqx+uR3vjnkEhdvmQM44kTNvC0Q2JUIuU4ukNaEe1uQayAcaIUnzTPjgR6fKqEKaJor17PGlb8kFPcQndBBVmiAkKHOeMD6vhO6uj68Yk5ez4dEumOUWdEZo0ZTUAn2IEdbQKDQMmoGunP6IFHXC4AqFxeVroSRj+dQFrQ8gjP/4eObXvIZQtCb7eonTm2KxfO1sCJwGRGlvhYjhNj724HGLa4xKgMj7VdBFPQZHLNeG6D+WIrXeho1PqGDICA70NP1jHeKr7Hjxk2E1uyKmZ17LA9wm7MZCjwLs6TIwmPPNIGRdiMOG/l+j3517EWeNgdrQB5fq7mM/OTbSiClFP4HwAqec6YTIbbUjX1GRdxPa4odAJevGpPyNCFNQDsuLHaVQmzoCpzQDhCvCkRGRwyrEtPCVWOBquxUtEgc2/j/WzgLKrvJ6+7/rPu6akSQTd/eQQIK7W4s7gVIKLVAobYEWSgsUK1K0FAguIcQg7p5JZjIZd5/rdr51zrl3rk/S//retVhkZo6855X97mfLs4/3cmifFV+aEl+JiqlOIxfpkpg2Ro9aGx7aEhTnAn3OHo51VWL3JM65UXh0TPrkDLRWMw6dgf2jJ1NfWIJReZgkxUZUShdtPTm8YRdwpPVxje0oc0tKyTP9EvwCmT2B+sZhX7ff28Ov7XIoZbBdWnU73vVN5JQX8fWsSDAXDYBLqpczet/1OIztrF0ue5mPqXNZ2TfP935d5d69DqbcV+9iZukwLpkaGWorXttldfLuHc9jaJHHfGD4MPoN56EMCyfTWvw8/MBOMnSxCtHBJiWvr5fX2ZljCznXOYxd3/eEjBGSLiRIoefpe5ej9IaMVeL06Z7ZhWpiYsVZXPO2flk2e91iaJ6A1+1DpVJi7bdiMBkxWIwYTaI3IpHH5ORHtb8XWp6x4tWGfaMgYMnQ0DZhgPfqjmPQCjx5kVOygg/VXnlrPAcrM7kwqYFfZpwILNPwPgj825RGnmtSjPdXfO7asu28bHIytvIG2qrDcqKA3As2wcB6LrD5Vlzw8AvPn7X8Et/8OwqUH449SocpNhw1vSWJOd+NQuWTDcBtBd0cOHMbb/3nt1hcib0r9hw9Bl8llpZuSWxeMcHN9uRgck7k18/nTDIEOXxN9Abv4mdaFDJQCzYzfiaI3Ani2Sy0kub7CWUUQdYgC3/A2hdI7Il4jiQ7I4cSjyKNPtWCKKKrIFiXe5AkLMIoyBUcxHq/tx5YQ541bN0FzoB+TSpHkkMEQdHzvGVXFX8+/OHgOXMs3cjrk0oDlwmSmrDx3L1M/OAM5r2xDLte4LvTQzL+nuaP6by4mWcXd9IeZ77EB517cCS/edFKTVvOos7J5vKXutpe1+iUUk1ZnxhOG0jKeHz5NFIM8aN8xOdEE2Jp+3r4631nSrVuRUboNx74kGeX/WowBWRrezevHJVTPqL3UjzwGxwbaXv7vXiGVVN4XSWWYWI5w6H8l/F3j3iP0arE9IGffetLqdPmMPEyK/Pu66f2y2x2/6VMIsCLbwRLvCMNKiVPTBxFpl5Pm6OTX3z6qHTxn954gLFTR3Jw51EON73BsLFalJ1K8psrUHEydlz5fVW7R7PqzQsHX37whytpuqR20AMsGy3qUWgNqHKKJR23ZuUqRt47i4r1I2wr5y4zLZkX8hweeHU62hN6nk37Icp4H3hF6MiitryPhutPkJaZLO/tY22sfXEHGZd8hV8yFoO/e5X0n0iIdY+Qxwh3rPDadOYcjo8vjxnAHa/3suHJbkRbcGiu46yNgKFw4VgjySYlep0SvVpBmllJWpKKNLMKvRjBIIDV4ae9z8fhehefb5MNZcGQ++QkgeV/yqDoguQhI8CDuq3fD5ubMhhwaqTzxuv30draQN7HdpIPybLGr/aSc9f7TJgRGYLvE/x8mNSMWyrLKLdwH4PJnsrFax5knb0eR8AYH7wutagFhVH2kIvz1VeTJv173M3bSS6To2BED7BXV7xeoRQSx1eLhkG/lz4hin16oJH2dY8N9itJaSQzLR+XyhsIDY/mUwj1f+lcDRUXTGGrWUzjlBfLeX8owpaSFBGlKP4+tb0Pz6R6+jv6aXu/Fp81NNFtqVpWzsthwBzwHkdyr8bI4AjIFtj8Kp+fEfU2lu7olFmeA02dpqOsqJR8Xw5HpwYiOQSR7M5JZ3Y9X9/rJr0fbux+l+JRcuoMPxXwyis+vrCHIv/CF2ySoKetp4EuT8ihtGjR9SyaHxlSPjjXqgF6JtxLR6k8d2L7nwHwTSPMnyldyvObp15O9bDZEgCObsryUVz+n/kUFYaIFrr3l7P9wTulS+fWvUmV7zqW/HIjS38pl86JaWEhyw1VpXwsvSdW2QlZg+UniFfkX/YGSaO2sqqnm+pdZVgsZRi0brQ6J4JfiaKuF/2xDXj1OWitMhOcJOxlcuDIECwB+tNL6R5xCybdjFDOGz5MzX2U7EtDSyqHkjdwKCVYrDlST5/WfQ4lVjl3KnGACyiKG9BdKoY5Rh4lbW2Z7N8zUe5fYKAkUBS9QAOC5ZfdB8lvF6nD5RYEwF7lPrK33xIDgD9YnYNl2L/J6a3y5y/5h3JUpYYL30hB7VLzzvNtOCJqaAqc8XwaxXt1KGf4MNy3CteqOdx1/FwOVsiCQGxN077Elx4JaorrPdz/nI8n5jzDspUlJJfWkjNzB7r6MrQdBdIh78yrwZ3ZjOmMXpTmSM9Z+IEs/lsQSyW1p6MNZ9AIW0hiEXTVIRuaRgfKOtESJcCAD1wePD45PM2l82Az2ajPa8Zqtg0q8bbUXI7PvRxHZjZFmloKtbVoFF48gprNtoV4BY00l2q83L5/AEMET0R8VeDbFgOPZwcVVnkl5Lemcc+7yyXiK739VSzWTxIq9b7FkOo6k55rZkVsF8ee3zDr534+u81IX0X8ED4RAKc2eHjumeEbV6ZfPvfv1Ue4eO2dCTWWo6oWbksV61aLay60bsU5uvaJBXgdNr679kHmlymlUOjDjVfT2TdFUlQmj9hLRd5OLK12co5EKpzVZefSlC+T1JRkHGZq8ToOd2yizzW0J8GkNTE2ayJ6dTDHOUojDuwsv9+PUrJiRu+0EHBu7Kun1dqMzTN0uLrXn4mz5o/M37iJvqRUNk9fRH7zetSKTuxlnRFz8JHHRp5VzxR9I0uG3YXXk4XJLsQNfb7duo0af0ho670mLth1LWWbuvj4htII76/4kmgAnN4xmpk/PUZX5iG2zn9C6kcIAB/duNchLLiv3k15Vga3LhSjRsKbQG3nAG++v4H8b9YPesqbFpyHqlP2lgSV4fxRLu68ehcWtcj4HDmiqw+q+HqfrIhPLcrgUlsZ1aJyE5ZnL/5N4dGScngpantahFiTSiVdWA+m+JbdiC5H9T+xmh1/TUjfNOjZFYtKqrB/lkzX3lr8IhFKWASIRguf5h+kVQn5qX7uWuJiCLwh9WzfoQxef2cCo3W9PJ23L4KTINjXdpWKu1OH8WlL/BzDxrKDXOWpYUHzCjprwgwG4vwv+IbT1NWMtfdJAPimOcv6Cu8dmfT1lBoaLQMxp4o4fyarijM+nDk4cmsv2QHJHt74711YXLE8AcELe0bqyT6xC61DVtAWTHPRFOfyJNJYJJw9CBrEkXfioJ4qjioO4A0A3YkKN+bBU0tMO2nF4D+KThBzQEU2Bdm8J94flO9Bj7O0fsJWr0+hw8kw7MoKvApLgrNUQCmYSfEvR6OQFWCx3NHt+34kzxYrY1wKA/vT5uBPQDLSYPVxwTcvkecRORTkUXp80XCs6pChsSu/C4Wun8V3PyZds3qBnf6A91e8/o6WlQwbv45f3JROsyV+lNClu3O49zWVDICnmnm+sW2dMUkGwCKYCrYbZ49mbM7QOe53r+6lpi+k2Ba3nODtLx6XvJ+vP/MfDn1byYtnPzz4zMreAZ46cCxiW0WnkAQvlvWkSMXD7fXgTGojaW4teac3oU0JePZkYRIbkOUHU7ufgQPp1O8pQZchkJTnZ/wlVlIKfXTuTubwW4W070oOIzv839D1DeXFzMvJoN7WzH1f/hWbx8FNv76Cc69egm3AzgO//C3XP2VC4VWSe6QErRDHMBTPBQb8+9E7B72/4ice+exGmm+uJjnfQMbEUYNzFswB9tod1H+3QQLAC1aldT419a6Mc5d9hkYtj1MQUN1t3s5UfSAFZwhrQuWEdny3hc6u3R/vprZ1Cqbpcn4zPju+E6EIn+WGHC7tifUEx4Jg+aViSPS3K9qpWWPH74sFv7I8jY64ip7n2IisoIFFrRS4+jwt+jOSsJwtA/lTaWIUrVjyaED0aouRYzYr3b3tZK53kbUhBCiV5/yH+Vfo0ShDhiJx3e7XWtmlT6xniN7ftBMlbHVGkvqK70pN70EhlVQcGgB/9/LS55euOOpVKBJbU8SawKIXONp266hcycAxkSdFHt8lxqkcTQrp1EON0YqbjBTMzuNDt1xCU5zJue9lYOgNCzMOPCCtuZ8koYW28Q5qXq/E1xfpae4zqRHBcEeqjqqCgDHWL+BTK+g1a/CqlRidPhyBUiwGl5fRJ6wUtjsoanOid/tCjkWx5GtBGos1o2guTae9WHZkiFsrpdPGztMbOD7Pi9oP5x79nKnzA9Fff5rND2t9PGdaG+bDitRkllXk8a8NIfyo1em4/94vMOgjz8/guBl9z7HnssgUtyAAHvapGnPzqYRAT9E+pOrQ/am/eAr7pl+P85XY8kKKsgom//q3LDnvtYg5q3ztAuo+X4DZ20dpSQOt60fxqw9eJ7Mo3iRHSoD2xlzee04G0KGWWEqkzd1A0TVv0N+Qzq7nzqAjqZ+u4aLnuBSlMgeFKh0FSpSOFtTWatQ22crgzJiL0tOPytWOT5+N11SOoDYHCJQ8aNu7Sa+FjK5C1BilA3pH+pecMO+LzG/yKyl0VCCSXqWKhASBZRkPBEvnqtmG4bZI6kNx03o8Grb+PAuXWx9XpQ9nRhUfM9zr5bKqf0aM0skA8Ier8zAPe4vs3mpvwZK/q/MPabj4ew0pdcl8+WAXzRWuCEXknKfSyT2qoaGgkJGPvociycbhu5/kxvNDnhRbeitd0+TNLG9IWXuYsdPBZs8TFFclsfi7QpICIFjTlY2hVrbWi7X+nMMr0Zx/AlUgDyD4lEjlV8DvV5LdlU627VRCIEPrpWr7anpa6iKEkNOURvPYeTiHjyDd1EeSupdUlbghIzfGfsckBlzZzGu3M6UrXphK7Lps79NwTnjeLwLD63Il8Cs2jesAqf33R63vyB8zZ+XReeZ1Ed5f8YpD1se56s22kwJgv9XLc7+b8PqGlHNv+nv1YRkAiy0OVtynlVmgo5somDO7jFz55HxWD/sG451vUOrORSmo2F13MwMDFdJemVpxmOE5mxm2uQVNoB5fEGj0WYaxd+Ltg48uy3ofl+K9Ib89+EeDxkieOY8MU7YUKh0b0hwa+3AlrtPWTqe9jXZbe1yCq+iX2+yn0zMgs3yKTe11MH7/q1hscq5J66hUBnJDnrpWnwpV/2HOGX8+Xvsc0oKkV1EPXumu51VnVcSQT1BXMGr1HM5sMPC7S2OF9/8OgP0L7m/wUJYpskBHMuKK3anp6OeVdUfI+3w1hk5ZIfDZlW03AAAgAElEQVSYjbTMuRJNY+T7513ey6WTdsUFGy+s1lLdLntNRGboty+Yx8q/NtITVodS2vViDrAY6VE/EX0AZEvLzuRBc9dR1AtbE2LaRIp45LAmAr7h5kL5Du+6bFwvldI18huEQJhy8G6tXskXWQdp0Pgpz/Jx22I36pM4hdweJb/941xyfC6ezduDNqpmdLCfzyRlkesewS/749cXbRqxnfvdTZTWraC3LhLg2Od+yXW6VjLtrRIAfu2aZdWHpg0r23J2E00Wa6CsRnAry5tZq/AyamMZpYflVCSb2c5XN23kon2zuGuTLHMiWpit0ZXXQ3qjTFbWqPOzeLpbIksJb6I8TyGdmcJijESCUdEjvJ+t1CuOS6RtaQofWfhICQPC4uuUuND7RRnsRSXY8aNFzCAWFAb8GKR9KqCTvMY+TFGgNzqGSu6dXhiNRZiJAh1qv4/i/k6uO/JTTK1f8Vqx5NGu1IUIUSU4gt20iRwTP29mRVPImPzi1JHUpUSSY15s+5mq116XDLjHiz3snRh5JgQB8PU3ZdJiiSVGE/ty/WY9N7+TPgiA/1bfts6YokBwOiIA8MKKIs4fLROMJmqtNh/3rO4brA2scDo5LcUneT/FdsXcu5mdOYEVc+T67mL7tqGFj2pDpFjx3LmyJz4+S7T4J7EEDXoXI39ZS9aMLtJKvbjdXlweLyqlEqNBi04THLtw47YcGt+5x8L+l4rpOZwUPxVlKO9B2GAEwa9LcHHrZ0/SZuti4ZkzuO/Psmfo/isf5/Q7HaRmq8k4VoDZkXrKrut9a6fx88ozIoZeBMBtt9WgNbjJWzA9BgA72rto+XnHIAD+89S7Mk6bt5rUZBloBQGwUeHhpYxv5XJ5J/nWrcuPYjkvBPAq1x7lWMs56MrPwei24l71Gb72YfiNVnxjtrBizDgmVDbK/Q7Zgvnp3PnUjokkXAx+nFQq6Y52an8SjYShT44nk4cExIEbTEkKCmYZWPBYBklFYhGg+NH8sVJbfvfHijfx1Z6P3j4cl8tBb18XuhYf5a+G1dfNaGPms6tJ0oW8fOK99Tj4MSlOlFngszRuA1d8/wir7fURub/Br05N7keRK+OUoTzAAQB8UKEgcd0yMe3KJxqVg3mxMl5UCl7af3wYv71zEEAOyyrDG+axjt7z4eO+4m4Nk2an8Vr/eTgEraS3Vvxspnh3ET5VWBSAACIxVVpLH/m17VRp22m1d9NX1xcbaRGlyobPvZhDLOp0+rAa5MH+KcUIgIxkZrmKUKYkUzUpH69ODm/PPd6FpcfOtjOt7LrER3JrG0s2fMDEeywwoIM/z6Z1Uwo3p3yEJxC9G05kKz5jybw8vl6zh45u+6AOv+yMu5k9Mz6xq8JsRTD+gqPzIwk//2cAfOMMw72qFvXf+k4CgNMv/C/nzHmFrJkHBudMDGU58spFNHw9l/y+fZBchqpNwUOfvozeFDw0opd/aAbqq0qknOCTNfkJAiqjneH3PYU+r4G6H8dwbOVUbJlO+gpsuJK9oEyV6k9JAEdhRPD1o1AloVCKB7oehVID9nb0vUqMrQ6y2oowkItDbcWm6ifFk82POf/CqgkSwQgYfBYJ8E7uWYbJKx/5if3WAeu3xivV+1WG1fsNfmN1VRknjpcmlIcRgkeAm+s+JcsRCkcWnxMEwB7lPnLieICDADirt8pTuOQfGhEAn79eSUZlKl/+ppuWisgDXQTAeUe1fH9FN4sayki98z08Wybw+OobWDs3lNfYsOR90Iie1khlxdc6GeHE6Qw/mMrctXkULVuNPq0Xfd0ItJ0h9kJXZiNcsg9tTrz8O3lkg14DMU/c0pNOiUeJRkyWiRsaGQmAe1vr8GoNNI9bRE/pGLLSrORr6tFJNUtDz45eby0941lcbcQsGXDDTpMEs9TZp+VKg48+0cwVaEqfgsf+eTHpfTJwT+86D5VfJm+T82kiV41uugJzw2LaAzVGw/t0qgDYZ/fy9O8mvbQ16ew7nhcB8Lpog1Loc/YFyiDF32sCM1aVM2ZNDi9eehvnT/eQOpAlXbq5+kG8LtnqePq0n8nxH6ZoVztKn5ibE/omqzGLfRPukPKCxdbUXMmkMY+iDQ9HPclGF5+mU+sxay3Sf2KY9IB7AJ/fS6+zB7/gl8L0XCKBXRihxVCPFQQ9nX0P4XKFQiL1zm5GH35nEPyK9zdOysCRGvK2dw80Up6dSpHlbjK74usvbX4nvxjYJOVyBVeNKqefyd5JTHlxNpRm8e342PDG/x0ACwvub3AnZIEOAmBdSwcF38gs8WLrnjwGu2oRKntIwVfpBH55TzUT0kNeqOD1okX+h4NqVh3QSOv2lSvnMrcwi9fuPY7L4Y9bSkbTl42pYTyagZwI7Uc1qwPNFTUoR4i5oomkZvi4JgK94XtS7qlQb8L7bT7eH3JxK7voK9+EoI8Mey+fYuH4iG5e3X6U6aVerpwlshoH7h9CH33tnfEcP5LCn3IPUKaL791rUmm4Ia2Yz1smYAkQ+EWvQREAP+xuIv8UAfCeccVluy5ulgBwvJZn19KY1M85b85DEwgXtJscfHftFv7y/TVMbA5TemOG24tOeQyNR2SmFVib7ufmsSIFYOxJpkbLbJYMhkOH98UreKlVHOOQYjc+PBTiJV8Eu2HeXnm24tf/jT434uajisZDWxJmdQ5qzXRUUvYxTG2r4ZyaXVHAN0SGI4Lf/Smzcavie8NFm91HBzv59MDLg5/0/pgC9ore17BhKBkYoOCrJQy0j8StEvh+qR1PVNnGQQB8YyYtSacOgE0pSvwOO34pZ1luBpOZJ5aOQxOWqxdv/r845uD1/fZBOaN22LnzjJEsv2g+L/z+bXb8tJ8nF9/JlIKQnv7fmka+bRarcwyBTKKWQFigXtx1mFoxgCbZQ+HCbkrOCxFgte9KwmNT07HbQueeZPrrjPjcwUJm8XmoThoGLcDjk0ZRbDbixcO9X/+FNm83dz52LXOWylU+3nr+I9LH7pZq/ppbUsnoEI0JiR0p4R/lcat56+F7cTsjo6z+VwD81LS7MubPXE9mumiMVXAwLKR28aWbuHZdJwnsaIPdcRi8VN9Xi7IwQAgqhmavO8reNTYyOi/B1xtiJxfULoQ567l+6Tjm/rQ/Yp58KhU/nzef+hFiJY/EqHvz8z00bHPQediDvStSH4sGxEq1AkOyAo8LkotVTLs5hfxpBlKKYvN7E4Hd6MW0W7WeHxtrSD52hfQnpUMg51snKYc88nEhbm2Dg5GPr6Q44GUMPmO/t56dkXg4Zq0Wto5Cs+E0Bvzx827/NwBcuV6BYsFQRgzJC+x3xl7SX0f7ejmqS2wVllKsIvligqmJlomP3Wdk/AQF7zqW06iQHW9JrTrm/7sQl1EvRY2GN4VfIK21n6z6XpQOK0cVLTS1tONxRkZmRew9MR8oQGolPkuVrMFv94rMh6RlJZNWVEyhPQ1zj4OeHAtN5Rm4DRoMA06GHWqjcqqD7+/0oVILqNxupn31JItuLcBoM8A9p0NVGtekvEunKn6E3uScLI47TnDoWLukd2g1Sk47+1pmT5DT8OI1Ie8laiccwx0gjg1eEwOAA7XOJbLceDtCAsCtmr/1FU5i34xfJPQAiwC4/EAbc156BrUpkqlyzxM30L51HHM636fHVoFlbCq3vviBZBOObZGKTkttEStfv04ixgpvsYdj0OeoQG0ewDziMI3mwzQ1g7axEINbhd6fgtviQVBpEDQKDDYTGru8SVWYRJorqXSCyCDpUyqptuyg0VhJn1Y+JDQ+PR6VE4M3iQxXITnOUoZZJ0R5DIfKpJGPeN3N76JIjg1lE9+xZtVpkpdTNpcNHY6S6fNxy7GXYoZQBMDvzH0Ar2r/SQFw3pLnNEWHDDIAPpomeYATAeAfbqyndfWN3HT/71Gl9bHmzI/53YPbpb6K3XUlddE2+/OYA0b8Zl/tYmiZwdSfc5hSq6Jo6Vpp9k2VU1A5DYMb3mew4r5oI/py12CCfqIRlX8PDfXldB6aAC4DBUndTMmvJUknhx57PW5E4LtDC53pI+nPHkaZvoo8dSPKk1DPewU1mqaRTGmIF34XX5R7fHCZT0mTOtziDWetn8TyjXJOuNH6FGZHyMsgx9kHJJUIlrIFslNG0nb1BfgzYz3dpwSA/9GPz3EKADiwesQ6wPfH8QCLfw4KwwtfmE61Zye+O/9JodZIsi1dKo205ejjCIIMovJz1czP+S9lew+iFNkrBpuAS5vMkZFXsq+/kLoGDyZjO8sW/Rp9MO/01PSSU9VfEgpH+ZtU9NuvYMB6VcR1oud35tYnUYkHYwDAd5Qn01skKtpyB+3OHmyOds6fdhbquonohPhhXdGhz4LSh2XRceZ9egd3fFrB/RebYsKfxc5IAHjZDu4f+EqSFxlSCPTvAyHQIpuzIiYE+lQAsPjs9C17SDkUItxrPGM5ypYRKMLygY3pAr+7bwtJ6nh11qGuS8nLa7SoVVo+vuk0SjPMkie4Zm8sOJMVZgF1bx4px+aFmKKlSZCXvXJMD9qHD6LMCIa1hRbCqSwJoV+N/2Aq/jY9/s1Z+Pan4tNa6R++CW+SrISHK20VcyxszG1m5Z46CfxeNStUrzjRovEL8N8vRrBxcwH3Zh1jiVn0YsfXUr7Xm0n2zGa+I3Ho6v9vADynIZu1o44z94sJFNSESk20F3Sz/dyDfPjeiiFDoRWCG4NwBGUgGfDTbB+/HhkqdRS+6VRoWSKchwlZNsWbo2bqqFVU00q9xBhtlrzCAkZ8iCqnIezUjE51iaybK6XWo1Co0Aj5mJmIXpC93EaPE5PXzZk1exnTHfB2xUyggE+h4XDyNGzqpIQ66neH23l6z9skBXL1duQm89Hogoj0FHENjX/5cpkZXqwFPtFFXVHs2hEBcPG4tfzipqz/HQBHhUCLYbULx4/kvMJoHoqAyXbQQyvw+l4rX1SHFHqNdYD02ir+9OYDvPfC5xzeU8W/zn+cPEsgV1KADS2d/LumTqp4MXTCljyw8UCpnN8ZP29URCvxWL6jz/REXkbxyXHz/gWBW0eUMjM7DXeKlQc/fYHGgS7++K9fUVohk355vT5WfvMQxWO1qHtUFDbI9dxPtVVuHceP750Xc/n/HQDLHsn9r06nPyyndGlTOxO3DU26J97Xn++g4ZEQK7Q4rptfqMW2KRRdFd5ZYdomlt40gQs/34LaG57kC3sWTuLALJkxPLLF7ua2g24atjhw9fsx56hILdFQv0UGc1ljtAxfJurOcQPLTubYxtxrZfymfZQfqObI1FHsWDKdHf5N7P558mC3RPA77B0bhhb/4EsEnY9pf/+M1JTgvpB70OFq56vMSPwRb75Ldi7HWiWX84zXQgBY4MCrMwZzgMfevJ2UsBxg2QNcuV6hUCyQd0Fis0Kvz4U9rCRS8L22qu+wHflE+lGc0+KMEryiRST8eAlWKYk6c7SCklcfziR7Sj8b+sazxhsy5C/4t4qifcl05WZKgDS6Kb1+kjtspLUNoBP5nYodtGr7ULb6sQ04MCYbyMpIRdepYMBqw+/yYcg0oVJqcWDCaTJLdYiDzxY5eJK7rOTU9UgeaIXg4MNHvHSVy2VSdd1tFCa/y5W5yWjWlMAL06HbwLOmtfyol1NTI9avIFDqTWdZThG/PfzZ4J+uf/gmSrXXyTmh8VpKFx7THdTMip3fcABsao6VeDFPHATARZOHDIHOvfQ/ZK3yMeUPr5AxJZJN1GM1sPmuB/A0m1l8/AWOKi5n7o3VkfnA8UyLAalYX1XKJy+Hh15HLrN4AMmm7uWb/BcihifFlUO2owy/0ovWr6dH2yqt2FRPDm6lA63PiFpQ02qooUfbglsleuhCek6aK5cp3WeR4s6NXpsn3ehBOKQ9exWqUcEk78EkZKmfe3dNpKMjM/LZgU+NnhgRu/2q+t/ovHKeQnjbaBzGR7PuxpcwBzgby7B3SLE2eVOW/Eo9fl8ul36lI6nZMiQA3nxFM8+mLeQ3b5UxdfY6sBlZoRkbkQtsza+ia9yG+IeeIw3fgWuZvm4Yk+pUFC1ZK5HQGesqUPeGyoQ4hlXiyWlBN8qJtsQzGMIau1zDFGXRkuPT4PfqUGkdoBTzzWSREmwhE0mUZIkzm12eLKYfHEaaU4TpicRa5O+bXUqu1QhE0wgt3TSO89ZNlR5j173OsMaPhwx5Sv6VAs+hKxk4Tw4Rj24HrY9y9RsdfHa7id4KmSEyEo4rWBYAwL959IyPjpqnX5bQAxx4+CFdLXcnfRRXCAUVEJVXwQ2PLubz8rcZdvOXZLvSMTrN9NrK2F8repflcR1XWsXk1NUU7wgrgRG2kfYygR8Uy3Eq9Gg1NkaWf83o4V+gVkcRRURIw5OHiUVKzzjR0pICp8HpmkrPwH34/ZHGBRH8jjv4L5IGGqRHic679hGh0Gdx/TicvaQYvEwfPhKFw8DAqjPIGh8riMXQ59eckczu6vw+ypIzuP5XV1E9MSOi9FF43+0ph+hYsov7+r+U9lFsDrDAMXUe77kW+T87euhnMQf4VAGw+J6ClavQdctyw5VkomPyclQdkYeFJdfP7+7ajFElpkPENpEd+o2fNHh8Op69aDoLR+Ty/WstHPwpJI+C4HcQKHo0pBxdGOMNDj5dke1Ame2U8oRVC9pQ6Hz4G4woTD7EOEHf3jTJW6zMd+Dfn4r/uBlFthN/IIfWY2nFkVmD19KJzxgpF7UGJaUTTaRM0PCXA/s50tp7yuBX7N8/35rA4coMCfiKAFhu8dW+T3WTuHwgQR3ewJ2tY7bxoK35lDzA/756ee/W8UXJP11RR68+/h654EgZ1bk7aHHmM++rSCK0AzOrSc3W8uT3ojclsddHBsFHcaoMGL39PDTcw8e5gbC9sDvFr9agZThjKBNGoQ2UHIref6J+IuYJ71dso42mQJ6w3INgqLTkWxOJJcUgaIWAXQyAFjRYFHoMQioZwiQMBPLaAsMt7sPT6w+ytC4UbRYS8pFJqGKZo4MpM/Eo5bqj8T5/f5eXi9e/SYWjTbqmyaznn9PKcakjL1dbDYz9l1xKrtfiZ82i+GR6d7d+TOHYnxBDoJuTYs9ncU+LIdC3vpdKdUuelAP8j5a2dXpTbA5wMK/0jookSswBj1pU3dbwcf+m2snLe0OeFENPF0mNdTz/0aO88Pu3qKls4A+L72BKfsgTbPP4+MeRair74xvlg89P5JGNuwtOkjMaPRcJjdwBHCC9QzQOCwLJGg33jx1OYaqW2uVb2HpkFZ/9xRkBfsU+79jxDULaFgw9JrLqSyJz9YcqgBxYk1+/chm1h2L3sQiAm24+jsEkhkDPQHDa8Hc0SHWAlVlFODu6B0Ogl3yfOvCH6XdbZA+wDICjQ2pLzZ1c9M7JjXDivR0Le2i7vHdwGdd9O4xj70QC+6AqLeGDaZuYckkhizu9FFbVSyRE4s3ieO6fO5F9cyfEke7//341FDCe/fVGCqsb0DlDRptzr5xE54nhg9+Xut1N1k8u1NYQIBSfWXL9VoYvi0yl7Hf38oPFRr9uaGOCxZqG/quLh/zIFIsVRX6HdP5Gz1dSWbfUP5EESwTAS1ZUNioVilAZnMD+FF8Qvsx8YoUMpRt7VEk28Xvsx1djO/QfqU9qlYbctAL8gbAAiSMhgTNMvN7oV/PoZTlMuKqbtm4Tb7rOw64MOQxn/0dJ4d58yTsrlsBLZKpQefzorS4JEJt7HRitLrpyk7GbtYO1hgfS4nGyyENp6nNSsb0ekYuxcrqf7+724TMKaOx2/E3fcdb0BqZ15cAjC6Ayg62aWl4y/0yHUjacRxu6dH41z/afz4Ou9ziKnMt7zqVzmT7jMYT+xOSO/sw/UrUgNq9bvL/aOYpdAwspe1+NoTv2LEwIgGsX3k59RkVcDzBFxWTctpKC/4KlrInZL/4lZnHZmzLY8dvb0Z+wMqPpYyqVV3Dp0xsZPVdUEhMfysEHtdbn8cHzd8Q8NxE0EQHs6tx/xVnk8h3xrM5xnxX4ZZ59BJN6zogb5nxKXgpxYS/ZgGbSobgb7+jhETTUF8f9mxQPH3DRB2QzV9vaKWmQN0x0+9fwi9hfNAe75gUKNrzL5a+H8tAatzp4dxUkF61C43UImfOvVkzdU8wNr6WhEJR8+mgHnSWR4RDBEOh9ZzVTPS+Tl2smcfnn5dx61Qt0vngt117Wg90Yuqd5zmd4LaJwih0Zv8eIv/pMsg+N56yv8ik951tUOg+atnwMjeVSnoRf68Kd3YjPYEPI7kKZ6ked5kNT7JZr0sWEg8W+52R++PhrTsAp6GnpmMI5tWJ4exBWDn0giPPz1oCGV81Rglek+99fzjVfBfIyvXvI7Pm1XGYkgUBTj/CTVD6ZjnMvSvjSnY77uPE1J5/dLpJgieQs0ftHYNkLA2i7vFz93C92dGoKpr115BBLN8oMwvFaj7mRi/TvDa4z2agfa9U3d+u4/M/TeXv+n5lywX5ynBnoXSY6B0ZzuF40Uiklo1FFwUHmZKwj90A3omCNZkbpI5mtiplsU86WuiMC4dKidYwZ+SlarQ2lMtJifVIREb0Egj8H/u/3pzBgP4cB25Vxvz+l7zhjDv4btd8pGRb9aiWNEzNwWwIhyoKAw91PRZ6ZsuwcPANadt49D6MliSl3Rs77Z656XnHKIGlQqGu8ZCyuZ97dKzjNU8IzyxITEx2bvI2kkgPcOfC9NLcSAN7wGF1ZIRKsZmUqT+kvZN3OnRtOBoCPd/Twyrpjg0OoHrBRsPIHKRxJnBe/UklHxcX4I85wgWGT3Nx92VZ0yljiKnFYXV54bZ2W4+0qllTk8/wlM/j+pRaO7ZBNQDFeHVExEOWYT4muqwh9+wi0A9kn9+iHz23UPIueXkfuEVxpjfh0VrmCbUDrCL7fmKTmqseLeedgFS+sPyz1bVKxl+vnnprS2dhk5ql/zKBEa+Xp3H0YVfJ8y8+P7NwJZR4jnLF52NGLrmfadm6tr6Ks/bf01IZ5ihXgCOQAl6g6/rr0rucf+ODq5cK66fl8d/nxhEbvGQ3Z3LlvJ/ecbWLipwtJ7o407vx8zh7Ob53CJfvl/Rav+RQKas1JONVaVIKHsv6DPDiiSQqJjt1esmdPDImeyjxyBZHpM9LYGOPJxYcTu1RCqZduCRDbsNKsqCdFSKWY4WRTgJ7Ee8ODh3kNh7iwVp7HmBZmCezRZlBlmYSgSEzp3e2G1i3b+E3DD9KjHCoVf5tZRk+ACS1cjJR+tZDk47J3ccNsB50Z8RXtP3e/jnLkbm64MYfmpFhWdfFs+sUmPXf/J5nDjYUSAH61t32dQqmIIcEKAuBUrZJ7xyRhCs/tSzCPz++w8qNIAhloluYGjF0dvP7tU+zYsJcv3vuRCfrhrJh9TUT6wWd1LXxRL5aqlG+M3r+nlp+fwEscXeM5iixLet8paILnFeZxQXEuglKg+qI1dPi2oVJoyVJcS+GwkBHvy0/eJ2fSEczdKWQ0RnmCTuFFjgEjbzwUIJmKGmcRAJ+4torkdC95C0UAbMfXVodSb0SVXYyjs4eW9dsovnQBF+41eB6Zda9mwax1ZKTJRIrxckoveMdNZtup6RuHflcDBfIkOdoNbPnNXHyBNBbZGx923ArgG72VrPMUjJ21mAXfb6WguikQYQg+tYoDs8exf44IhIfWmsKH4RSGUF5DUXOqdboZtfOI5PWVKgeEtY+LCng+X5ZP6h4fRR/Y0XeIOkhoPYr/spT0MuupzTGr/4C/gx0psQSO4ReqfBpSVp+HsmfoGOnk5F6UuT2DALi3Ri6BFmSBFnt+4l+L/7r2k5kPLF1xVDzWTqnlpxnZ0RE/N9lW+QW2Y3JJTBEE56cV4jtZbHxYVMbNY4q54I8duF0CX7eVslu3eFAiT/pWxeK3Vbi1OtqKUujNScIf1KNPOpmJLpB/L+YXW7rtOHVtHFzkonZ2KPIvv3cnIwq3MMegR/fWRHhzAlbcPGNZww6xDFigRef8qv1Knu+/kM3uSp4RRKJgGDkmn2vufgV/c+K582dtpGbmSnza+GQe2wYWUeusYPSLmrhpBzHTePMY44sKq/qOPb94l+6jn+D7UgxdjmxCqgnzw1uZv7KdFlcKkx9/jcxpsQeU36Ni6733kbGjjhE9W2j0z+f6T3aQURAHrcfxCPvcavZsmsnWHxfiDoREJ9aNBMnDW2vaT7u+TgpjVvu0+JQeEWJFWRsCTxEUpLvyUfu1DLdOo0fTTrI3gwJ7pCcuvpgYWngoK46hPfvHuLiruSmXwwfGntIBIF5UjJJrKp9PuOGemHQ3nWnDGNDdSvnqPVz0VggAdx1z8dp/bCQXbpDuz5t9Eeevz2PZh3Idsbf/0YrLEimYggC4fkoHvhtdPHNsIVU2PX/8y2QWfnkla8/+iEce3BHRn8Y5n+OzdIZ5gmVxGFSK/H1FmHecz/krK6g4/QcUKj9Klwg2RPOkEtOhadK1Xksvrtw6fJbewcxidbYHbakLDP4AaZZI1BGFeCJGM3aVRAPQDm82nd5McrqSOb0+KuclYDKJN3nirD/uUPOdZHWM3D6pfSb+8MKl8oHks5LaewVqf0AxCeQeRFi9VAJpd5joybwnhvgqfHCtu+5h7iYPH64w4hoWywIt9mn5CwOkNvhY/tqdnVZVSsY325uYsC9EghK9eMQSO+d6HsKfMmLodSjAqO15zPmkjL+feT9nLm8hrS8brVfHgDOfIw3X4nCJNd8U5GfUMm/MGrIrO0luCQ+nDc1Hr5DMKsVyjioj95gIiEcP/4yC0irMqgZUqlhPSqIpFj27bm8ZPl8BTtdkHC75UE0kxlX2Pmbufga14MGerKN9dAqesJAhl8+Ny9HBpNJ8ijPk3Oedd82le68cSjj+l34K5shC/ynHIdZ7gmFqASOCxod5QQ2z37uFmR9l8dVVw+iyJFbKd562lslJ+wj3GpoAACAASURBVLjUJh/yE3beRkHdQrwqJ6vOv076XZfSzMMpV7F549Z9Yh3goTzAxzs6+Oe6g6gIWU2z1mzBckL2dIvNp9HQOewa/NpAOHdA2z3zgnrOnBnpyY5eOztrVby7Scv88hz+dc08Gg7bWPteG+11rsgo4XgatV+Fwq9B31GC2paG0mVG7TDGlFIa3FqBSRS9vfa8I7jTEoW+QkGFkWnLUxk2ycwjX+3mk90i0ZPAnOE+LprqIRpLxFsfbreS3/5prlTv95WCHRSI0SXRLaDINaoMlDiXieachLJZ/IM/tYf+EVVcdfwo4zofpb8+MoTePvcLrtO1MT6te1XZD3VPrca27utzM1m/qCGhHWhkZypP/bSfhtQ+7lxaLuUCawPsqeI73ToPP16xjfdX3pMwFLrelMyANrLvGc4m1qQc5JlS15ASNYMsSoRRZJCNUUwniqnvO7SZO97Yh/+umXrqqKJFUU/1T2Gl3+LGzkKTqYxGY2zZl3BBUG8TeL/GyaoDL5Lkl8Mm3x5fxKGs2PKDqYfLKP5hjnSN1ehn1ZLEpdT+2f88vWV7ufbWQrqNsetFAsA/67j302QO1hUtenm69+KeHvcdkjEqTgi0CKrENi5Lw3WF5sS1Y8NWXTgIFufC3NrEuXOGs+IPv5BYkf/+yJu07e3gb8seQKsOI1fqHeDT2maOW62I9t9wxT4uAD7ZxAX6dCpgeqj84hy9jtsqSik2G/CYnRxb9jV9viMYtDmMyrsBdVhu93dff0D6qMOYu1PJaCg4Ff9K1H4V+Pa1S6nZH8qrDb+g6g93UP3MHjLLkiUWaG9XM9j6JeOepnAkHptdYoFOm3Q6N/YrhIfm3qc4be5qUgIkWPv+OYOBOpkdNwio0tv8nPuhC43nJPXXgJ+X1JB2cUjXaN+Rzb5nZbb5GEOVpMoJCPk16ObWMO6yZRhTM8iua2XeVz9htMrr06XXUjeqhKMTR9CTfZIE2oTSbejFMO3H7RL4jW6NySn8JWs4DbZKNN1elEfnYjquQhmHhsBU1Me0x7ajMUUaL11+N++nyOducBzE/0cDmvzt83Efjx9ZF7zXVp1F8cLd+GXSF3b8eQGuXoNkEBp/S6gMUuVT567ST9Q9pVD4150qAC5KMVPj6KPdHhumLY5e/543cTXITMcajY7stPgkiommYIo6hyffcoLFTY9f4LPOyZwQguHkAsO3qhi+TcGI7Uo6sjPxaZS4zDrsFh2+QO0/tcuL0i8MhjbH2/cqj0/KI9a47HhMNj76rQ93ivgFAkltnYxWb6WotIVxehXsyYE/zYJWC5vVNTxnWY9NGZt7HVw9C5zlXO+YzlbvMR7xfyx9qljp47evvommMXFklaKogZacR+krCkWTRo/T9z2X4KnNovSz+AD5/wSA/Sk6zL/dyYS3b8Fv+Bs+o4fZL/wFQ3Ys27PXoWX7r+5m/JrvSHa106kcxyWfNMYBwQnU1YCysfunOWz5YXFEbvBJDRmiIqB0csK0D6/SKYdAi5Tn7hzUfj3DbOPR+WXr88meNbRNJLQJpfy35WtRjz0aRQ0lX9PRkc7enZMja2rGWd1BeC2mlt524kOSXYkZ7sIB8LSjB1j8uKy0i62/0c2LrwxgLn8TtVBOxvj7uXSnexAAv/VSK25jJABe9rcUivcbaB/eQ8N9fai8Fh49PB8GNLy/SkHWM8+w8oeLedYSsrT6NC4aF78XKKsjPy/aI4BfidAxlgnfnMdySxVmvX1QYIks0fq6chSCHPblV3lx5h7HK4YRqcMAqsYPgUNDme5Bne1FU+BBKRIJhDW3X4NdMNPjS8Xr12EX9HgEDQaFCxcmTH4PpRu0jEOBJVUUfCdbAfLD/+JXIGdvxN7ym9fOo6A9DYXXSpL1XnRusfB91OQO5v8KJD+owF11HdYzEihugVtPBoDFvl/8eC8au8DyV+/qsqpS0k8KgA2dXNR6Abaixai1icNLgutwwoZi8tYr+O+yJzl7wcAgCBZzgvfV3oHVkS/NfW5aPVPKt1DY2UxmdW9YrHbYQIiValCzRzGZ9YrFUmh0sC2YE+qLRnMcpcKGStWG4Dfh8oxHr9uCWtWGx1OKXzDj9WXj84VyIMNHO7gixDebrE0UNG1C5bFh6G2gNTkDc25fiOlZ8lbCgKOb0bkWRuSFmFgr/z6O+k8i5yjrni62jGziG1ck7b74TtP0ejJ9Gcy/6lK0CysShj4H+xoNgOeteZqkXpnN8OfTfk1/Sh1dKjMPJ1/Fq/sOHvO1D4wYCgDXtbfxwoYt6MnEHdhPohe4+KMQa7v4bGdyKt25l4FSH2EgvPWWA4wtDeTSJvDSnOhU8t9takbnFPG3S6ajU6ukcOgNH7bj6I8kRBuck6iTNSZkOuCFUvq0KF0iKNbgEWvNa2TlJ0apDsb2CAomL0nBskjNlhNtvLReVrrEGr/3L3ORGWXgi9qRgz86XSr+9soUmpotzDW185vsyNSe8PusCiUazyLM/vREjxv8fTgAHtv8BAOtIXZxcb00zf0XK5y9TB3t/7nwixOPngoALugz8+aqbZg9Nl6dmsFn2SM57eNpEX3pzuynf2Y3T/1wdWwfxfrcaZF1NIMXieHQdvZz78huOnSyXJT3Unh+Z0i0JZFKsTCCLHLx4sWv8JEpxJbnCD5fvKZH0UmakIEqUF29Q9FKn9AreYxrFEckb7HYZvQqeH9/OEiPTCNyKQ0cS5qEXR2/NEbwnXt7BX5ssPHa0Q+ocMj53D+UZLK6LFZ2GDpSKf/4DCn3V1xz3y+xYzeF8xtEDuepAODffOPhitX5dPfpznpkRPqZiQAwehPqLPlcdXh93DkxiVH6+LXfoydVBMGrRSNU4A8Wo44nrp3JnHly+PMX765m3RubeHDeDRQmZQ96BYM37OrqlWoGe8RirAn8g3EjmeIcnYlyh+MBh2DEm0ahIEOn5ayCHKnEkSfJQdNpe+g07cNt68DrnMb0irNRq0LK7PvffU9q5hbK3emktInRJXFczcGBikHc8lraty6W+Tl8bGMAcMsJJAYoMbQ/pxivB+q/W492+Pnc63fEAOA9z8/B1hIgb/vNBvSpMggV1qVyy84QiEskSFZdWEvt+FrmijWHA23gRBI7/jADr02ulys9Lxg1HHbU+gqOkXFxP/lTx5Ocncfkn/ZSeLyRlI7ewQ3cnZ2Gw2jAq1XTVpBNW1F2HFB8apYPU68VW4qZEbuOMHP19tAniWe+WslXBg2fKjtRW+1oDs5C0TgiZOuMmjpNspOFr4ZxpwSe5hO8fGnuoEc1dETPlCoz9TvjR4CFj3U0AN7y2BJ8TlkPHXX9LtJHibq3wOEVFx8xnqG8/X8BwFlmHTqjkq3NnTEUEsER7dvzJs76jdIZbNCbSU+OL5flOY6N0itVpPLIHxTkjJVBdpXHzn877PS3n4YhYzxejVjSU0H5VgWjNirJaFTSm+Wno1hD2Q4dObUho50YAu3SqyUWZ7GJxFYtI31svMJP/bjw+soC6f4e5vp+pCynizS1BqpT4fH5UJuCFRfPmH5khz5kdI9e36JueZ91Mae7RvKubyNP+7+Uq/GI5GBTJ3L64mc50Wsl32Ik3xypo6rH1OMyfUZ1UWKDuPi+/xkA31Shf1zp0D4qeYBrv8b38Zsx+1JIN2B+aDtjP7idbI+WZu3TGEqamfWPv6KI48IXc4J3P3AzY9f+SJKng07FWOb/1cGYufELIEe+MLhMBDwuLTvXz2f3T7PikGSFDuQYq1hUPtOpRC+c2naP6qnSh+7SL1AWhlumAqy/KGhvT2ff7klxySfiKXdiGvsNTWvI7I8fRh18+5MT76Q9vZQB3R0UfbmDK/4TSk9oP+Dkjc/smIr/gdo/gfQxj3LhgU7OeTdfUgJi6wCDVAapUkNX2QB/eeA4N3my6BTS+Mfx6UxpcPDIZX+XXv3kkTP5tmXcIKfTQNFhekdviWeXjMzNFUm/GmczY+NczjYfDgkGrwpNVw665mEo/epBTOrTW3GndOLLaJXCpSNTeAPh4hUGFCMjN0mf14Ba6cekdCH+WwztNPSBqtaE7vN8iV1w5PReLOmJBekgC7Ug8IigQMx2jteu/nIuM/cPl/5k6b8Fg+vEkHkchjki8/hc2h9YmujcG/x97/77WLjeyX/uM+EsjlWGJA/DPT24jLDs5btabaqUnK93tDBxbyThU/iLJA9ww4WcaNdSNO/0hLWJwwXu0vfG8onuRby5zZy5oJcsVxpGl0UixjrWfCEdfVMH87aWT1tJuq6LtNo+UhvC2f5id2clFRxVVLBPMYnZMwxopLyVoVrs7kxkvshu20lO205S+mqkB3Yp02ifZ0GlCuaMy4Fg+7yNDHO4WThmLGlmMZxU7oNnQMO6M8+O6EzXqHY+fvZ7XEezY1aDwuAmfV4Ts6+/jenqEl47d+ianuKDdy1ez6TkPYMe4Jk/PUp6h6y0bp3/OF2Zhwc9wH88fHRHYWv3tFtq3eSlJHPf0kUxA1XdWMsrW/YyXmPkoDvkbcxauwVLTeSB5DKb6Cq6GoUicu/cdNMhJpSfXDmzuRV8v1/PhNzR3DBnJEatWvIIe5x+dq/u4cT+UO3tk3mFYubwJDGYYp7v8KkW0sZreKHyENtrZSOhWN93QYWXKcW+k5Y5Cg5eV7ee194dL4FfMfT5mdy9GKR6JfHb97pSzhmQmWdP1sIB8ITeh+itCVmsxWjdPbP/wPM9WsbPUG7I+bTm9zsVjnVvnZHGxjMaE3qA8/rNPPjKAably9986SUlKGtHMmVDpLfj4MxqFvhHcMm+sFDowLjWm5MZEAsjhzVpDgIYM9ndzKeZe3g7PxACngAAR39/UGaK4c0+vJJCkyKkoVXosDFAPdWDtySTRh+Ja2G+v0/NjL441nsBai2jadMnJrYJvqTaKrC9spnf130j5/0GQp8fXTQqZuqULg0j3z8bXb9FOn/2jXFRXT60ov1C/wsMlO0awgMML7/Twuzd40HhX3RzRt5ZA33eXwWjgbz1IUOLIiULVVKaJJO8LoE8YxEPTkrsfZbttiHj76oaFy/sjmRXvWZ+GXfdIpf2ObDjKH9a8RLjU4ZzfsUiRmaWoFVFEua8W13PxrYuXCKz/imA20Tb9FRB8DCTkXOKcpmSHpKV3RNqaBq7jQFHDS6XjiT1JUwYLp+vwfb39zfz/rd7+dUMEwsLRSPqqRmxwxk0Ohqz+egpuXxSolbz4K858s9tZBbryJo6Vgp/FlwyaBBzgH0egfpVG1GPuJTfOlv89y56WLlg1loy0rqka5p+GsaJryvQpTqY9pAciecXFHz27cU8o3idCYcSpwCI135xzXF+Wt7IyAM+5hSH2N1FELztsVkI7gBTdDT2D7MVCTob/vJ9VNw+kaxRwyisamTG6q2Y+hOsLQEahxdyePporElmrClyioUY0lx64Dhp7d1Y+qxonU5MfXb60pNI6u6X8nu9KiX96Skkd/Wh8vlo0Kn4jj42eayoGkagqpqIpKxE5cyK0xcsQS2uqYm/2kXWNDFPP/RhHr+b70xddAaMorGyRz65s3qTSFm9kB5vYkNc8F4RAA+btwdfsrzPww0WgyHQgsD+K689nnyd80alwr/upClagdWYadIxvyyLdw/X0OsUI6RkvSJ6pXat/z2+fvlsFkFwVlI2vqjySEOTwyrI1hhYNsXEwl8OkJOlwomfLS4rn9eryfuuiXzlGFrmL8eebMErGdXkXmTVKBixTY5EcJoE2sMKCPRlCfRlh+RLgb+FqY07KBnVTpo5oKd9VwZflsPBbAn4vm7czA/6o4Hcc5mZPx6x3Xh3Hk8PnMvvfP/lC2GXPC5iGc6CfBac8yI/N4dqOi8vLaAsWV6Dyrxu1GOOU2n4FI926PzvVb0X4T6Rc+oe4FsLzAv9SsW6g1e+TIf3KJ5//jGKGVGA0hRMt//MuA/vIMdRy/iLbuHLb5Yz9/U/YS4II8KJWp0N38zB/9dkSut2YhOyKLmrkAXXyB8eauF+m6ilEtgIbqeOr9+9jNoj8UNWojdFop9jmAlPIScl3uIVe6zM7ER9wbeokuOXrTh8cBTNjfkIQSazyFrzgS6GtoUGgUc8StzVMtgcqj07/hbqMkdi1f6Kwp82ccWroU3fsNHOe2udEQB4TnsNN/51tLRAP3+4k9bh4saXgbrYg3OfyiCvUktHaT+PPFjFxMYRnJFip0uXwovHpzNXeYgx/TX87uErGX/7UQ4UhazofeW7Ef8LAoihAsUFVzK6A+dwXoua8XRHGG+1zcWoHGY0QbKswND4NS4EpRevCIjNAwgqLz5LH4ooAKxs0aPoU6Po1qF0qRB/Vh03oRAPizB8lVduI294fDr24JhvEuAxQRFDdiX+XetRcd/bZ1PQJocRCf5XyO5aObiZ5RJckbOnTBdIK5xC+zVnIUTRtseb58bahzj7yz42zlRQfYUcShWxY7rc/OIJK7ZkJWf/47bjVlVq2SvV+zln7YqE4WB9Kce50PQ0xz/bRdqYiaQOiw01iRbSfr+PS56cxGcl79NZeoBlC3rIdKdhdsghhK2906hqvgTBr0GrdrFwwvekW8QyYy7yDnRJucHSMxPE2fWRxDbjaWiKylBmylEMp67SRLKaiqWNRh77iJQ+ud6pR6mmKTkH1yglSn0I2HT7ffRZTzAjP59R+YVSPcvwhbhy507MK/44ONxHllaz5pLD+G2yISJaybPMaGDp878m6SisvTyyJl2iPbxnwSbSMo9zf7+c+xIPANepMvhT8kX8rrL68zO7us4/o9KBV6HguYuW4xcJfwabwM/7d/B5ZRNXGS2kGjW83BnysGdt2I6lqlauLRuYC7EGbF/+aTiTx0V0cdmFTZw1o/JUznpEg/H+Bh3l6cVcOXUKRq2sVPe3u9m7tgdbn4/juwZw2hODyngAWJpVBSRlaMgu0WPv86LRKsmbbMA4SsnbW6v49mCD5O2dVuLl9LFeLPpTXzdiH9s6jPz1xSk4nFpG63r5Q+5BdGJ9wgRxbmv0JkodixjhSRw5ET6QIgB2T93FQz/shpKrcP101uCfU/MH2JL7R55T6KgYZ5YAMH7FunPL/dTdFVujXN4TAnm9Fq54xEXJxHSm6L+kyaLmkkvLmLBm/GBtYPHansx+Vl29lQfXXsDyygBZVuAcPeTWcMSYzChLWC5vlBIt5gYnuSr5e2Ed32eKcxdYN2G8GvG8w9He4vCfE+2D6N9f2KrkmWOR4Ewsb9SlzaXRWIpHFZsOEv2Myn6Bjxq8fHj4TUa4ZN1EzPt9dmYpfYZYY2LJlwtJOl4krfmdk+KzPke/4+mB10gyV/HgzVlsLA2UGQq7yOTW8OwHzczcK565/kXnZ2VPNPTwt+DyEgGVXwRUgiDllIq5pRIAdsKwlX/k6j8/S6Yu8hCRpzC+dGy3+Xhy8wA1fSHlcLrQw9OvrsBkMeJ2eXjtz++zauVGcszpPH36CrLMsWGwHU4Xe7p6WVnfjDOc4T8eKI7HKh2HyVaU/RNSLVg0GgqNBkYmW6SyRkFh706x0bRoN+36nfhcAzQ2TmLp1LOwmEJz3Tvg5Pcvr2HzvjrunWpiyWBa0KmeFvLrXE4t//nTzQx0D22kbLz2L2z5cj/5qSekOsDRANhtdVK34RD68rOFN7t3eM4780VtSelxJo7ZK72n73gaB16bTnJpN+Nukb2iNruR79edxY3173GazkVaV2Iv/x+f30Z3luzdu7AzkxRtCDA72vXse24KAycChs7wQKt4edcqN9qyAUbcVUjKGIvEBlwh5uhuPoAy4PmPd+iKoLZ64ggyG9tJbwszWEUNuUej4tCMseyYOgr7ju307ttJbZ8CZc1YFPUjUHp1CXPOJdkmgC7NweRf78JSEigpFpBXTq+Nreo+apJiOSqC203sjt6jYcr3o6myzjglUSMC4MycGvRTE+ds+71uDlxzgwSAFUr/upOZ6IPfkpmuZH5BPk6fjw+OnMDmkfseExjoc9O95Tl83XL6kUqpYmJSBa26oG6amLM9gt8oEAYwwZDBkhl6Zl0+gDnHQ5/fxw+uPnbYrRxs6GfCTj85/jIck8/BnZ6NxxiKShJldZqinwxPF+W91aRqrOTm92M0eEPl2VqM8N1w+HgUWLW0KvpZoz/Gx/q9uKI4RCQy2igQnO9N5vm+C/nIt5m/+b8b1AlLxlQwdvYTbGuL5FKwaDVcN6YMhcWBdmo1ztb/cmzMydm/1/adi62m8P8KgCvxvvznQWVJmjgxb6U8FcutPzHm/dsodNdwwbLHWNPvp7o7n9kvxRJiha9Ca30ODTedxtiq1XgFPfbpSznn1xvJKgq3Ag8R0zH4MOH/MffecXZV5R73d+/T6/RekkmZ9B5SSQiEIEWqtMBVEUUp6r0IFvBewcaroqKgYEO5XhWIBRAISEsICZDek5m0yfTeTm977/ez9z5n5tSZCb5/vPvzmWTmnLXXXnuVZ63fU34PrSen8q/nr8MzkAkKcs381PU61l8jMjnHAVCfdhgkTFe9jnFac/yRqXV6PE727V5CLJqpaU/ib0nI//izFL5orKGk6bdEfWPH46k3pgDgHTvY+OTYAHhVz2nu+MkcbVL+8xu50yD1TPHw0NdOUntmNrfu/RjS9X+hxT+Jp5rn4N4xxIE/6NaGZV88TMOsUVfA3sVvEizVA96zAeAEO7PeYQJy91zK9l7FtaE2aoxDSedOBWJGrC3TEaMWDAEngmoZTgNGsjFCrGIAocCC8WheSoqXjMKiQqzei5wfQQiLKPOHme8z40zKjZqYOx0K/ExNHTEGBLjlldWsOqCDR59lG3Xt30tWyGdagd0KzqtXMLw61ao4lqTuPvMdPvZKFweqYhz42qh7+8g9x3zc9usI3kKRqx5TAXDh1J+reYDfiecBzpC2aARLN3x8Pyf2dGF8+jmK5y8hr3rKiNZOvyVTzIe9Hi5/ajYHCnayf9J7XLZukEqbhXxvMaKia6JVgqwT7RuJSU4tLnjJ9A9wWPyYglGKTwzh7E9Kf6Mj4ozX77JK/KneRn1XKRVGO4XGSgyYsIYHECL9GBQBoyIgylGMsRBeixVbcAB32I/KBBsWLASsJhyyH99kK/5iG7JJjB/fwSsrfKCcZXlA5rJFi7GZU0FkSIrwp6ZXGIh4mPaT7+M8MY/DVx1ny4YmiKVapBIr3lzXz0UHP0ne0yIf3JUKJsca34kA4BPGCn7ivor/aOt48O7mlkduPhGiVxF44uq1hM2ph9et+z/g5VNd3OXI40a3mS835XNsZCONs0L3qy5wqf0+WH1xBgi++a6znD95Ip46o28YUT2gKWN5zTzKXKkxTacP+OhpCmkHndbjfvrbwwS9ku5FEj8Aqey4qmV3zvn6oa5mtr45RyWJb796gM1HW/GFdG19wtq7fMr4aUWyHY9b2lw88btFWszvYusAD1ccGeHcy2bZajWY2GpazO2e7ASG2cY5AYAfffFdeubfhrRllPCupG6QvdYH+UFhPtNmFOoAWBG3XFkZpvVrnpEwmtF6dUVP+YCL+76n5t6dzcDSRhYqWzQQ/IMVtbjeX0dBr66U2ndBAycW67L4Zy9+hoXtdSPLepPXyl99NhbmiVxaLmJJ1Q2mvIrqFj3J30CjtZ9nqmMaUVYkHr6oK04T/45aOHK5TI+1FhLf/bDRyCe69YzCqpvzgKWMDqsKes26VBoL66jbhgJv9kp82K/wxfatfLZb9UzSwe+vlkyiw2VHSUrZo35X0DCbSa/rVv3m6ih7Fo/BUp/0Et8OPEOp7SiP31TO84tSQyK0Oep18tBfW1imxpjGAbB9iMcSe2M6oBItappAgUhIof65xyiYfJbrv/JHLKpybuQaG+z5o2qaJP8IOZYQi1E12MlPnriLuhk6sZdqDX72V//kyJ5Grp55ERvnXYrbmpmGTy17YGCIbV199Fg8SI4QnSfjCsCEQkQUSKRiV8WKaFCwOmWKpxuwmYKYXEamLvKzNN9Nzauprvqqq3P/giaGZg3g8eym6WyIt7c7uHDJBm7YkMpa/Oxrh/jdP3bjDYR5YIWT1dXjxIePMdk2/+aGnHG/ybf1rfw7bzRuY3Le3qwAOOwJ0rS9BfuUddLvfHtDX17xoCNQZ+KClVu1arIB4N7+Et79YB0/2vZTWi+p4OLGCLZApqfDc19oZPcFo544TtnIdd4yDIIY35319TZwrJBDP1tM1KOfM3PFb6dsty4/eWsiVFyWz+Qqp8YarVp2y5s7Nctw1GSkv6II15AXUyTGsfNmU9nUQWlbmpFLgVMzJ/PS5ErahzsInjlIaNiDEjVjOLQKQ4duuc9oU5YpbM4Ps+on2zJifn1RD284hhmyjlojsw2t+u3qHTWcbLlsImJGK6MC4CJLG/YNHfq6SMrbnLAAR8N+jt12p24BFuUt4zgn6atCUfMk93PJ7FqNyKk3GOKFky1EUtJFJq1oRWFw58+J9Yyy3U8zVCIUOglqAdI5rjEUUg7ZzKrCUtafb2TBTUNarHBUUdgT9fN+2EOt0UqvFCWsKFgEgRVmJ1NNFvKERE7ntMoPlML/zuP0fguHjB3sMbdw0NRBTFUY57D0xrti5DR5a2Ap/xFYylGljZvlJ0bOyIsuWIur7ss0xDNWJL+t2SBy88zJFK8/hfnksxxY5s9JfJV830cCwIpB3HJ445P0qRbgpx7J6HVlWgFOFQD/5S5qwme4YvJSzEs38pczvVBhYt5XMomzkisJdhVy4lvXMO/tNxBNAk2xy6m9JMbND72CIeFCnZUhIX2k9b9PHJyjEWX1teuHrfH0gMnfj1dWr08vlXxcVD8zTGvCfO1rGUBB/S4aNXHs8Gz61LgUtY6sFt9UoZBoy4X2CJd0DeJvz0xTk20JnAsALp7zEKt6TvE5FQDDmGmQdAB8itozs/jk776FtGAH8o2beGdgEToTPwAAIABJREFUHS932MnbFOT4W7q/xHWfPcBbi3VwpsYDd616EcmmanHSNNfp7JCJ0VLjgwemM2nXaj7dF8WSPxyPUUpVYwoeN2ZvkXqQ0CzEghqnJchEi3oQ3XmYj5doAFgqDyHIAvhFYguHkEvDyOUh5IoQippoMijBsExfm5GTreWsqQqyRrHRKUj8TjLyygSEzZIjtXzmxfVaSa/jGaae/XN88mXRDyoKcp1C0SU19C2+c8LCWS14rgDYbyicmjMNUnyS9ZfEAbCxkkm/bKLtwJOULliGu3psq6VqOYz6vKz8fQU+ZZgjlTtZeM1hit0KBZ4SLFFdO626Re8+9XWiMR3E1JWfQBQkplU2UkEHBWeGsXqimFTG6MQ15g6Zfe1nu7ejvBj/7LjFIIGs4mDvZa9MwLibC0N5LJhUx6zqTBfKk95mXm1/j4isbzqi38FZ5QbOisla0qQhVMBUO8QcqZ55D6zk3TvOLf/kuQDgT3R03XtfU/NjnzoRpE0R+EUWALxl/we8eqqbOx0ubrI7CO9fxO1lx+mKp50SwhEm/+klxETfJL2Kv2A2nkrdXVKTW4rC+ht6uXLpMUzqJneOly8s4gsWkG+eyoq6Giry0vswuwTu84U40+elbdBP+5Cf9mE/bx7vwBtS06TB1FKJm5dHKXPrB6KJyPHkpnd1O9j6QRXbP9DHX0139KWSkxjSc4VrFeu1b7M42GOs5+uDqa6Y43XJRwHA106K0nRv9tQO6vN0AByjhln8zL6BH866CVM85+TDqyfR5J2Hzx3i7Bz9UKdeN4Rncv+rNxDs0q2qPTGRe3r19VluFbi+SqQ4zdKY3rmiEqPWf4LicCd73GF6TAp78xUOOBUOa2ORGies3p9kX463JFM+FkZgsVdkQ5/Ihn4Bh2RmwFxKr7UKr+ncSHrOBhSea5EwRkN8oXM7t/boVregwaiDX/eo5T4BQk2eWub8fp1WrrdIYtvq7Dmxs421DoCP8PhNFbkB8KYWlh1OBcD6+gK5J9mltgbRqq+RBABWf7fPPcDtd+q70rnM9RdPBvndwcDITebhQb57zyUsXzMXu1OX1R+8vY+nf7yJno4+yhxFXD3rQjZMXYEjjRvClzdEy6e2jYxo91kjYb8OymvnZJLc6H2V2dqSnfU42kuRrQr++VF6Sxvw9e9hxx6Fnftt+LzF3HH9eVy5dtSdv7PPy7d/9Tb7juvz+avLnFxQm8VqOh4yiQ+gtz+P/30od5aE5HGeMACuWyf9Nrgv9K2FX3J0zigYAcBDpws5ErcAz/3CTu0kqQHgD3UA3LmqlIMLpnNeTyOrduv74elZQ2y7rJ3TszNlgAqC13sKKRJTPSBUl+hdD61EVr3c0ro9t5t6fDjzh8i7wEvVNYVYnU4MJjNBr0fTkZptdo1IKxoOIQwO4d66nWggwKDNgMli4/3mYygBJ+JwEUJ/hfaD340gGRHITfKlbT/xc7H6q9kZZsk3d49afpMG4VVLO12W0bClbOtQrWPpKQMtu5NTqGYrmfrZRwXAmmzLdtSLT3v1O/vkNtZe34fjg4tRvLZxQbB6qxoTnCDGUvdfl2Cnrmgyg8YsRFo5sotkCz8okZxcLtVTV2DHVu8BNZOLLQbddnBHmCLm4zybZGCJCapVB2SB09Ehdvm7aZT7OWvsp9uQ3dN1LNlUFy3kPv9FTI0V86Z8iIfkv+MV9Heafd5yiud8NSv4Vb9fVl7MynVhYrZn6bWcYLAmlUgy1yjnAsCJ9ZAxfKoL9EQBsBoDXB0+zeW1czBYqxi+zMXWHdMJlxmZ95Vnx5x5Ub+Vhh9eS91fD2vkWB7TZFqcV3PfX36Lu1A1+2dzMsh1CNY/9wzks33zxTQdn5lGljWxpO/JDc4+kGrSHjBOP4Pp0i0I1rjQTyocjRppPjOZs2cnaezGKXUmLfjE58mCSf39soI+Luww421+ZvyVGy+RAMBe8/3U5rAA2yc9jklegA6AT/O5n+iH9H9+fTwL8Clqm2byyd8+pJWPbXyS4Vld/GtgHdu7ItT+3cOuN3RX9HXr29h3nf7OKgjuXvQGscJRbWGmy3nmuGjHWTW3b/dMao6uYMmQwAxrF/Z4PERWvUiip0wgzHUg1GZhSg7JEJAIN0do6jKzjXKaa06jFJ9CKDyBkJSTVvGXITVeC2F1kWXOQ0GRKQ16KfAJ1LTVsuj4dpbuPBRPXBhvTPptFsi/X2Sg8JsTcntOHvz/TwFwvOJkALzknSW0v/V9+nrfoXLlhdgKc7DqJc3zWDjINY8uZEr/ZA6V7GfgU78iv74TR9CF26d7A6gguKn7CjoHdTbVxFVTcoby/HbKi9opjA7g6g1i8USI2gyIQQHHkJ+AGfqtUOFRsIxg5OSj9OjckUQ4XGvGXuJCcGWJp1IUDgsBHL5hLMFByvLzWTdnHmZjQsuptywkhXmtYzsnvS2EIwItHWZ8hflE5qwk1KDGzOfwKDfFOM86nanfm8P7X5i45TfRH8kAWF0jK7c9lBQD/DD9JcdJWICTAXD7GBbgVzQA7OYmux3z3qV4RYlvFZ1ht9WjzeiCPUcoPJDJ3K9unCHXFIaqL0XRyLH0VjoqZa6/pYXzSs7NGpw87mou4cNtedTkl2E1OHBbTew400MgEqO6wE5VHBy/1dCh5e1NvircJmZWCsyt9lHihjzb+GA8mwxX5cerb9bx+ttTRqq/o+g0V+e1pzwv/Y8fuUsR5Mk8ODAxt/bk+3UAvIdHX9w2YQvwuQDgRyy3cGPZY1xU8sLIYx/eUMfLU1LXwqXKFP4oX8nAMQtd7+mWvqaogUcHHPSqSbCBL9QZqLClCa8cp5qCcDfF4XYKI6kEjcecCu8WSGwukbS16zXAKYe+Xosj4JAEzhuGGT6BSSGRiwZGLV+q90azYwYDlqTYvXNAfDsHFF7rkqgPdGfE/D65dDJdafJBNjhxnV3N9L/rimo1368KfqNmXbEykWuiFuDzDtarHCmaC7RqAU7UnWEBtuoAPRkAq3+XXb+JG9ap6dbG7xB9n9RZkQZCsgaCt7Xq5xXVGlzuH+Dmjy/mqlsv1tyi1UslyXr6x8+PWOo2TFnJipr5TCms4VD3CX69axNhJYwUTxeYX26lqFK/12o3EFPN7qpTnFEk7NddPQc6gwzGMwLUzK7l8nsu5Lwr1iOaiug++UuaTx/kta0uDhy1MmdqNXdcdx5LZo9ymKh1/Ov9k/zoD9s0q6/DKPA/q53MKTZnj1AYv2u0dr3w8/+g/eTE1rIKgP/VsI26/HEswHXrpKf9+yL/vfhLtmQAnMsCvO3DdfwwAYBnzKBtsgV5ztvY3DlSfiVNRvU1V/jymCOnAoGo30TjH2fRsbU6jZE/m99t6mcJVeJI5o5ClSxOUZmQUOxelPJmlLx+3asv4AJPIWLrdMS+aoSYThinzS8tf3MWcJhjbNSylevamPHJY5jiTMzJ626veZCD1niqvTGQweJmgbb3x47nzraeUwGwwuFfL2f4jK50m/v5XeRPHSDdApyoJ6EfHZEWuiPMSN+rALju9n9Q41mbAoKfbzg7pmgJtmzHe+APKR6E6x1LaHSOesqmpxJKrjB3Du9kBaXumqyPWarMt8pGnIqFABECaWRjCQ/ObE7ZuUjyrg7N407/anxKiG/Kz/MOSXPcaGP2Nb+gV83SmKVXZhbmcclKC5Ep/8AT+IDeKRNXiGYDwMlzM+N5n6+wf04wG3+777N/Ydizc0wLsAqASweOcc0snXbbXXcnZ5dtorklj8jqEAVz9Pi7sa7jv7yOml+c0ECwZDDR6rySmx/fQc1M1e1jLFfopNWUstr0z08dns2/nrsugywre1tyR6omJrZgjiDOOIXpgvdRiW7SL7XcYH8Bhw/OIxKx5HSaTc/xm1zPEoeHjZ5yhk/9HEWeuAb60Xmfp6VkJn7L/VTv2MEtaS7Q/xePAU4A4PN7TnH7BCzAvVOH+dZXT1PhncTtj/xgZDiiD91HG1Xs8S5iZ3eU9TtO89s/6CQrV110kq2fUNNi6MPXuXYTMXsiT+gog122RZTVXTriQO5YgTBYgxgsozwcpkSKUiQEKY+FGBRN1IWDVCpBQoKBY2YXQaeJmNuMVzLgk0QOhXWNuiijElEjTP4XYtkhhOTcs2kDqsQsSPvvglgqmDZJMSr9QxgUBWswym0v72PSYVVTmrSUtEkzKgUlt0DhNyWi+67De6GevuBcro5TX+XyzX4OVMbY//WSkVhtTXCp/xzzc9uvwvgLjHz853eeHtMCHH9wOgAu7Clg27sXIAshKpddgDU/NawgmxcEhLj+5yupPFtKwBjg2JpNGG/+h+bukD9chC2qHrIVgtEiugeX0T6wBklKjZucUt5ASV43Bc5+CrLkkhYjEu6ugJZ7Tu1WUyiGGFXwF1mJOnQAG3aaNXr/xAgk5pGHGMfw0xDrZc1wmETo702rz8esshaOXIoGeje3b0dNr3DyrIXdjW4qNlZjNdUTbVIBfdy1M4vGtZ4aZv54Nm0XT6Zv5sSFc+LxB9a+R0FpE1/x/FMDCZkxwEc5YazUXKA/KgBOPGuzvY9Hipq1t0knxUrevCSDkZ7Zt0ASy7FglvncnSdYUDU2WBxrbiekdjCqxgwbONBsoKZITpGX+TYz08tkXPYokmTAbsllXRp/FY3Ib9UCGDTy1DPzOXNWn9ulhiDfKj/G5BH38OwntJ87i4kw5SOBX/U5cnEvkUUHefSFbfQs+BTSlutHIIzqAr3b9k1+VJCnukAfLN905heI4m8nCoAXKNXcb/2C9j4PTvsstdbRkJmH1tfwyjSdfdaFmS3SLdSiH5hDfUZa33AR9Yr4ZIG/em1sDugWtWlOkUvKBEotOiNntkNJXMJp3wnIVASaqQlkAWfjnIQ192ZzCQGjG4+pUHN3zrCqjNGIxAHUL8PmTpmjHpnpgW5+e+IvI6mO1Lb+Ymkdzfmp3gfp4DdqgHfPDzCclztOPduM+0XgcQy2Vn6uuUCPWtwTZau9Ls0F+t8FwJq8f+Ab3FOlvkeuUdFHRuUaSe9HFQg/utPL4V4dnOY1n2GSy8jGu65i/VX6/r3/g6MaEN6340jKq45lWJ2g0XWkvjV3zaQzpLDviI1AUERlq37igSuZPUW3PqlA95V3G3nu9YOoll9trdpFbp5l46JJFvTsLWO8/5ggWGHvG6v44J+659ZEro5lm9hycgeT8/ZQecHyVIt9SQ1hb0hzgRYqLpQ3+XeK31h1L+cCgAcX57FzwXytKR2TzMTmvjMhEKyWr43ZWOcvwpiW+7rtrRqO/y5JGZvWJ2mOUbkBa1JXJ1tstVk2VtqsrNrHTE9ItY7Znz9M9frWjApjSGy1D9BiHPssbIuI3LTLwjuttxAke7qbscY5AYBtG9pH8gAnALDqAu2eOkAszQV6IvNGLZMAwOrvMwavgx1LIGTmUN8g21oz+QKS+zTq7WDwg8cgNAp6K8UCLjYtpMMWoMGSm28pFwDO1m4dk6T7uOolcxJv5bA86/Ni9Jxvl018ybeWddHpGtPzU/KbI1ZftaxoK6L4ou9DnIgvfdrMLHJz6SUyQk0HnX2/oD8La/9YY5FMgpVNTmUC4BrXM4IofHrH13YQado0JgCeuvkRqo6/yvUL9WBzQbSRX/9Vuuu2svm4gxnfeAWDZWwGRfW+Y49dT+1vGsgL9WgD4aGWmo+bWXFXO+5ilaVuLGGf/vqjXbjlxcvZv23U+pRjTaa5Nic9LX8Y4+wTGOY2IOQlNFCZVkuP18nh/fMJBBxJh/BRNs2M1mdpSK05yJeDRecMftW3/96sz9BdOQ+v5dNMeqeRjb+rGJm4ySRYBmk+JXMf5sq+41z76EKt48ayAA/WenjwwVOUR6q48aUf4NqvAw5p2XvIV/+Ntsgkjvvn0xoQ6f2hxN7dpdqmu2h2O0O3yvTnGzRLcM95rxF196csjPQuyL5njWrhtd/Cechtq1EG6iGWZunLVoEhhODogfzTCPYucHYjmIJZWbizLSL1WXLLmpEJYZQlqnyDI+D3gd9sx9Kvxz5kTNF43t/ha51MXRYh9OHVeC5PjWeaqBAVtz7A/INDHKiWOPA1lSI/za38hI/P/DJMoFDkip/e0eE3llU+2XCSq97TD8bZLq+7has/sU0DVqoFWAXAwWA7Oz/8BIocoXjeYtw1ekyw/rTsHhmqULGFZa55Yg2lHS6aSo7Te8tvMM0+hSVixRF0Y42MHjxVoqzmnksJR1OBomT00VO/icKyFtyKhSmClWmKnR4iVGLGqm5sSf0sIdMkhLEporbl7caDV5Aowkg0FkII+yiPSJQniZ+EMP/kBaPMycNRL883v85g2EtXr4k9rUW4Lq2iYIGb0OkiQkfLswztqICvzLey9L8voH9uCa3rxmekzTYWx1b9i8KKFr7o/ZfWz2ve/gHuIT20YM/KH9BduZ8OsYCH827k+k7dBfr6xiCDCDx+zYVETKlWADUGeMQCnGfG/OGKlMeqIPj/KdI5C5JJsdK1wLJBZHDmaiKksh0vWd7NxqsbsBpyk5FMZG6PeU6dSAUTLBOLCfz+L/M4dLRk5JC1zNbHA2XHMSVlLci2Qb5mdXHEOOsjg1+1idE5R4mU9XDn1v1UVt6B5/01I3PKVRLkg7pH+FnUzKxF1uHyTWdeFETx01dOkmm9V2eRzXZVDLn5yneirJYLudN2r1bEJnr5xrQvUGZOpIZQ+MuicoRFF3OZYRbzlNT0GooEvjYTXTucGhA+GjbyvQEnsXjrJjkE1heL1NpzuT5ktswi+dXgIGKiCUdseMTCYJECOmmV6lIZCxEy2gkZHERTCNyyv+tY86QnpPBqt0yzX/UUifKZzvf5fNeOEROMGvP70owK9lTkpwBCFfxWbr2I8r06AZIkwJa15w5+1Xv/GPwhXlsnv7ixJqsLdJnfzneeP8vyQ2rYUezea8oqmIgFWLWizvjr4ymd4i1ppe6LT3BzUWbuYq3gBBbVoZ4Izx4PakDY5PPi6mqnutDO8gsX4hn0se6K5cyYP4Wtr+4kr8DFolWzaWps5fCeEzQ1ttDb0c+ZRp2x9lzBr3qPv7AYT0UtqxfWcv6iyVx4Xh1F+Q58gTDPvn6I5147pIFg9ZpXYuSSyVYunKTGto6qOMc/E8YphROK6PhR4vjO+bz9p6smKDn0Yjvqf0NLzwFq8w9SuW45skpaFgpoSm+VBTrsC9P8bgOD7o/zlrSdr629j545Ts4/T8/vms0CPOzN461tl2gWYEOdwqvr1o60qWWqBcP8v2O2ZipTEoWSh7k6ZmVDQFWMp3pIDR4t4vDji4gMW8YGqznGMQPgJp8CssyzMcsnNVwLB1TDhvJCzP/PAxTOyWSBbxK97HAME0ljQk5//6pBE7e9OpPfGFae05gmF1YBcJ6jDdeF2QFw3tQBQiGFxs/EWaBFectEH5YMgC1SPtM7rye6expIBt5u6eK4ysURv7IZx9Rujg424T34vyMs0Yny9Y7J+B2Z1tuxiGdztXsswHwuYFqXCQorI3V8LDSTFbHJDCo+7pP+zG70TByJy1Z3Me65N6II2TlV1teVseDSHgR3kCHf27RUjp+VIv39Xh64FZrzqXvBkPUEmwUAOw94Ji9dcGTjk0TOPDsmAC45/CrTX/kONy8bBZkqCM6bdi9dFcd46aSF2ff/A0tBKqNXtkHoeGcJfY8uZFGjzoSqrlh18IuvrGbZF/txFozF+JW0GpNW4f5X1rL9zQ1EDaOuyImSo9AKDIYISk03Yl0zRhXsJlybc8wWtWWhoI2ujnLaW6sJBm26VS7LOSHXpB7peEVhnt3HbaEpDDU8ck6W30Tzvjn/HrwlUxm2XsvkF9rZuEmNhVa19wpt24MpLNCqC/SX9jSz6K86cdM/Huiltz71IKumQapsNBMoCnLf949THqnk0p7v4tptwr3bpG2y8uqtSFe8gEfK48OhtQQx0rXZz67/K8Lns1GY72NRnoFT14YZnB7AM+kIg/W7NdIwXVCnStDMRZvte7XFCUscKFEngupmHspDiTpANiJYhtWQBURbnwZ2ky2XEzgbpIy44qlBOnKr1pPuSJCikM7IV9iv8MAf30EaTJpFWU4CwU+ZqM1z4Bm8gcD5OvHIuV5dlgamv/00U/f62LxUpudTmTnipO4Qn30kgK9c5sof3BPwG4vtm/b0s2r/DTkfp6ZBuuKmN1IAsFpYBcF7dn+SWHQIg81OxdLVWNzZWTJT3fcVyn0GLvvFKlzdDprq38d31xPIDj+iZMDlz9dSJiUub6iKfo+uobaa+yl2HcFoiOdHjMcR9hojtJplDltFekwOVLZidTyLYgZssoyITFRQMCkCFkVmfkBm+ri8NQqrZs7C5IQdvQdoDXRp7s67GvPwTaui8soS5KiB4P5KYl3ZD5naPDLGmGIvZe7/nIdSX8rBj43mDT7XMT54wWbmFTZqaZBMETuXvPyHkSpO179Iw7xntTRID+Tfyn+dbv7lTV1d91zWGCSCwGOfuBxJTCXYSwbANxaJWLafn9GkZBDsOtFEybu7cqbCCpRW4HOvQrIkzWFFYcNVHXx8dWNm3OwEO+Bc1+MEq00pFo2K/PjJpVp6I/Wyi1HuKDzDBnem9l3fd3QRo+pN/s9RQKs4he/1T/0ojx65J7LiQwKKyM0njrNw4GE8rakKi4Pnf4/HBk3MX2Gg7K9nDgoIC248z86JWxPEipmPr/S4uPfhGBskB5+yf2OkgAqC76//IlVG1ftKfxlz+TTKPv7VtEpSe7//sJXevTY8QQOPDjpoiJi0cB91ja8tEVhTLGIWkw/YOSBItoPxBFXYY86HLBrTloDC75slbFKET/bs5M7O7UnvqHDW7eIP86YQsCXYq/X2S8Y87J3LmfVn3c06YlLYtip4zpZf9d6ZcjMPhp+j332a73x6Cu9O1Zlkky9XxMSP/tTKykPzUGT5fy8dckwtqnCOLMpY+ymQ9D1YBVQqC7R6RQMRpm/6RUZ9A9WN3HXfc5SYsh8cJzRZVSKcrihvnQ2zvztK0B/C2dOJ2TOIUVE0t2gVCH/hgdyp9BoOnuHUsSZ2vKlmfYCgLzACjEsriympKKKssojSqmLq6qtxuh3UTK2go72fWXMn8/7BFrbvP8v2/c1Ulbo52dyfAnw3zrIxr0QlPRsjt++EXlYvtGvzGnZtvuAc7tCLvjrppwSG91M3uY/ihbNIjJfGA1M6CUmCM6/vpcN6HdsN27h7/f8gLgyOsECfeH4ePfuqEM0Sq777planP+Dg9S2XawC43NHPMzdek9Kus/VWrAt+h8GYmaYo2zqZHnGwKlxIQp+XDIY7tlZxdvNk/C2jcmdM622OHkoP10v3MJgQAFZTos3qZ9LlZ/UUR2lXWIrytmtghK8i12CpfVA7IHD7a/U8KZ77mCbXqwJgR0UbhUt0hcPBJ5fjOZuvnVNV1m4VAIfDIg233TpCgjXRSZQMgNV7SiJzKOtZSXTXdM0dcVdXP7s7+5BHrLDZa1bfV80V7D3yHMTi5yRFwW5zUe2qIiCGR5SNag3Z0g6pn38ki242hvccHeCUzTwxfD3lslt7pw+UE9wpp6bS1ay+y+8Bd3YiSfVdL04Cvx7/e5yt0Ikcz/X6e//tmFts1P3DkDVk4qMB4DllOD/zFnlndjLn+S/zsTkLKHCMsgeqINg95fMM1Z3hn6d9VN96CNeU8d3mFEnk9J83YH1MYNLwvhSMZF4ymdLVFty1EvUrmjCZVMtbeubvBCCJv9Z/XYBwoJRhk5keu41e+6jV0BKLURIMURoM8vSf3kvp10wBo5NaDQ4W0NtVyvBwHn6fqnrJcgiYgGYs+WG1tkHujS5g4Oj/fCTwq9aVAoD/0c7Gv+oAWL1Ove5j0/Yw9umPYpKXUV18B59vjY0A4D8/1IkvLRTmlvtLcPUbCRQEeOgHRygITmN93/9o9dkbjBS8ox+45UU7ka74BwGLyO6+lQRMeZxoDNDzuJFT8WB6uynGkhkGDt7VSdTmZWD2DkIlifyWuS374wHi5MmRCnL1OZDYAFLrObcjt+IvxbF7IwVhv2b1Ve+++3cDTG7bi6KaDNKbrz1aAaNA78Nm5rxZznDtxz4y+FVrmwgAlnvD3P49PwN1UW568MuRYVuxeVwAbOtjxcYd9BtcrH55NXb/6NqIRj0cP/YQ/X3vIphMVK+6CLMzFQymawVHVAGizPSmfC7/2UoiYoTe1f9i6NKXiBb36MJXErFF7VjDdsxR6whzdPKaGEuDOdYITkTzGbB68TmGkeJU/Vs+dCOdX0vR6kJEk0h02ELg/UkoUd1FOmOIVZljlFgkzqPuN7NQYgr7Ppmae/VchXQyAC7qnc2KbXq8vXr1lR5k55pH6Dc4eSDvVn78xpHfrHb4Pz8CgK+/AklITRXzwq4P2dHcxb2Fdj7uNGHdviZrk+4tPsEejagO8g42ULTrUBb309HDZ8xoxVe6lmDBnBH1VVWlly9/fj8O26ipfaKrbKLl0hs/kfsiEZF3d1TzxruTNYZn9Vph7+O/ShpxGsaOH+42GPnvvHJi5PGnLp0s8N+5kgHwgu7v4e1KdcUdXPMs1/ad4apVFsr+ceaEIAn14wHg2oE87r5f4lK3jf+23EaLOJqKTgXBn5z5UxaLb43MYEf9SgrX3jbma8hhga73HQydsGhu0Zv9Fv7ms8YZnnWirAV5ArNcIvnqFjCRgcjxxJy3jr3AtQUZiMEb3TIHhmXm+tr5xcnncSupmq9n6+vZV5uqGJI9tcQqnCiGchb8vBzjsMDexVHaqj+6J8NEALAjbOSJ3x9nceMqlYDxzUuH7LYUANx6Qs2fp/WUWFyJaNdlbS4ArH6nkmLd+vmXsSQpJSY2R7NLyV2dYd44E2FnawBndwf2QTUFl8IjT3+VuUv/vXST6e36x/Pb+ME/U12sE2XW1pjQN8+XAAAgAElEQVT5RL2VqQVxmZZ1Ppz7xHv7/67k+M6P5oGVAYBTxqsKSTHS9Ppu2q2f4PfiXn528VdSAPD+x1bj79LzSi/8zx04q7z4g3Zef+cKnnn9m9gcIX51280Zw9dZY4Llf8JoGh75bqw3V8mxFobzqFeNAVmuzh0VnN5UT6Bb91TMEjk45hRKB8Dp59+M43j8GSojuGCUKV7Yw5RrT2cluVIfrFp7n3d2EEHOlYFupH2LW0NcseNifqWcG+FkthdMB8CJ8VLfR83bbC0IEg4bOfXpWw44bgveq7JAT2ytgWvGGWpvTaVUrQmuJq9/FtG90yBq0Iix3mruoj+Y28iXGHc5GiB4+k38Z95EianejPp1nrmePFs+DdZUPob0dk7kjJRxTzZ357SJaJYNXByewWcCyzkhdbJZ2c/zfJjRTa76K3DMuAp5hGU6sydXTSlg5TU9YJLo971Ee2V2wq2JjME5A+A7apx7vJOXLjl8yy+JdrxJ9Kf3ZTxHWT0Lx7WbyGvex9y/3MVFM+dS6s5k5XLVfpJwnZXNQ+9hmGOmaoPOxjje5W2qpPu1+eT/s5eyE7qrTeLqZT5txguZtLibwc58Ft1+jPo5ZzRtdSxqpLRwGIs5Rv/RGTh+NBuLFMXmlTDEiRvUerylBk5fYqZ7sYgYFThR+0Zak/TRVQmtertL6e0pobcnM/1MAu+MpwlTK88muFzGMN+Qawk3/hg5Npr0ebz+Sf/+u1M30jv5PM0CLD5wmq+emoJo1JfGOw/2sNNq1PIAm2LzmOK+ipuHC1j+51na93/7zy76F47AF5AUvvA5nU3bV+rnke8dpty3hOUD/zXyWPthIwXbzNphRClvQ7rl10QKg+weWMmwWIzpf50883eIxFSXad1ddLJTYuZiCyfX99Jaf4ahqfsJF3XkdEdOXqjnBIYzFutoz5/r4jd1zqTioO7dsP7dGJe+twcpEl+MOXaicJ2Fnt9KLP5+NYPzryY8Kweh1AQHWQXAde8+zYydPt6aL9H2ucx5KHWG+OwPAnQsDHPX5z4f6syvtf557xAX7Lsu51OC9l6m33pYm5gbnr84a7ljx75Fd+crGggumrkAd62qsdPz5GbTMCaDYkGUWbKtllV/1wFE39ydDF3yEr4Z6sFntPPMEQuWiANz1IJZzREYv8YeqwmcktUN1RgmYlJ/goTNqjeA7hnp9YscbrDTW15O9Y0VGG26JSXWZ8f/4SQ9UDzRjiTjg3a/I8z0Sjfzv3sN0W4vhz49B9maSqY1waEdKXZ6ycvU1Z7SLMDpAFiN1f5w7Xc0C/A33bfw/B8++HH1TMP9VzQGCSHwk+suQzGkpgJ56t0dnOrp5ae1FhYpdizvZ1qANTkoStxefpxOQ1jbSB2nmil9d+eIFSGX61PU7MJbto6we9rIOyxf0sFl61soLho7p3Zy32QbxXM/2qb2dluHk3e217Br72j6JYcY5aslDSx1JMnYHL6bp41m7i2oZFokjyd6/785+EeW7SQgCGxsPMqC4W/jaU71qAic/0/WDzVyw3KB0heaTogx6m9abqdxY24L8PSeIr7yFZmVxQYesWykQUzVpgsGhTtmfCcFBJuKqinZcDcG52jKumxzNdBtpOs9B6F+o+4WPegklshfHz/UqrmD5+SJzHQJxGTwSwpFlhy5KrMphXNZhXNMgJAEDV6F/cMykYFBVnrOcEX/URYFRt291QV+stTCn+fW4k/OERwzI/uXEZ5ixtlqZvqmQmS/xPurpI9k9U3us2QA/INbpvDmzEwLcF7YzK+e2s2ssxersvPdi3usodJa9wjVeqyzCaIhTT6pFsWEBVjNL1v/tydzihM1PdK6e/5EVRbev6w3TcBf2RtR+LAjws72CDubhjGFQ9S6TMyqzGPa9ArmLZ2Bat0trdTnkCxJNB46gyTJqZ/LMsf2naS7o19jl+5p76db/b+jn+PmAqLOUW+gFZUmVleZOb/agskwAS+DcxSw/w74VR+1ufZn+D17mVTdTenSuejjpStcVIu9FFU488Y+zQL8hHCIv635FMMrzCMWYC2tzulCzUNw/ud1i6KaB/iNty/j1RfuJlBs4283XkrEYGDAlnqO9hQY6Vt6GEfRhwhCdELBgA7ZyKIxgLDa7p5dpXR+WEnfnlLksFEHw2mEzeNaibOt6/hRUh1FoyNCxdp2Zt52fNwR6zeEec86wECccGmsfaBiOMbdL23gcdO5sfHnakSwPR9bfs+IBbh922SaXp2JJT+oAWD1CoXMNN9204vW24LfFkRl/7gvFC+Qv+wgVR/X60i+iiMzqQwtQWorInaiklAY3m7upGk4N9hL7hMpNEzg1OsEz6RiFxc25tum4rFLGazRH9XNOSs3j6IwJVbE/FgVKyOTmR4t4e/yLv4sv0ebGpyVBooslcvIW/AfYHLkVJyqu8clM4qZc0U7stFLu+/3DFWdO6dKcj+/2P9phG4HU581TtACPMm1dbhm8QVHb31Kq8f78AJE3ygphNqJhtvvwTbnLtxxADy9pEw7WfrDYaREMrh4K4y2avzRIXrlaeR96gJmfuHVic4drVywpRDTL01Y/iWBR9T8y2VBJCrYUWQbHnEyXqGGgKBrwA1CiGD8d8HRhmiLYVvehvPjfgxxC3DyRJKDQYx5AUSjHzVnrxQzEQ6baGurZqivKEGSprd5jFRGWbVhKeajpKcqCmUGA3d6h5BaJs72nKvjHi9YzqnFN+G13AmP7eKWx0qoOV93o3ruqjaalto1AOwITqG6aCMfN9tZ/9hC7X12zupm/9d0FzFNK3gyxJ2PTNH6eXDqED/+RiP1wxcxy3M9PsMg3ribqqXNgGuP6lcvIJjDlJz/KoYpvRzxLqQtNgXfWw52Py3S7El107rKbGXeXDvPX32a9poe+ha/SdQ1mOGaMbblNl08Jv+d+7tzjWUoe/8aJje4uHvTSUwDneNaPAbXuTB+38uUL82l/9KPEa3N7jp8LgtABcBFR/7A4reHOFyiZM0DrDT4+MxTERovD/KdC28cPlmxMO+LLQN84/Xrc4ZK9ec3seCGJsSYgUXv6vHgMaOEMS3HbffRp+k8/OcRRcXkqzZgkDLfK/uGpSDICsXteczcXcmUI2VYgmH8i3fTd9ErBGtSSfJEWcQSsWEPuDBLKqjL5SGQ/WlhU5CIKaT/mFMtQglW55NnbUSnl1B1bSlGtwnZbyJ8ppBYjxvZZ8oQ3IknCc4Q5roBAsc7uOF3jxAORjm6cea/DX41GVv9AgMrvNzneTknAG42FPOY8Wp+/cyue6ctNDx2c2OUXiQe/NgaCtxFuptgvL+e2rqd0729/KTGwuKoG/Ou1Bjg5PmnguD7i09wzBJ3tQtHKPnwAO6TZ3O6SyXuD+VX4MtfTdQxGvtcWBDkwvNbWTq/B5d7bH/0fxfshkJG1JSK4YiBow3FbN9Zpbs6J1U8zzrEV8uPURi3+Ce/e/rGfspo5r7CSdwZLuTjsdEDesp6jRoRfTniL3Ms7MiSPQSMMrc1HGOm5+GxAfBLZw+KYXnBZ5zFHPxuI3JSjHJy9Ssbp/Cp7w6yosjAn03rNQtwQLCkWILV8vfP+CLTTIdGbhUsNqo2/gjBmGodzQhJkWQ6tggMny4esQa/FbAwqKarS1uZib+tIlxYamB5YZZ1ew6DrYJd9SyuGjfVlEZHhhXN2qtWsW6wkcea/p4hG9qKBF6aW8xZU1nqvA0WEXLPRXEbqN7ipuYdN2G7zL/WnhvTcy6ZnQDAfmsff/xYkF9fmJmBoMJr52dP72HG2Qs0ALzmmOFI9eKiexK9lI0FWp2bwYEAs//56zG3C9E9yLz/fIo1ZfI4AbnnMABxFeVgUGJbW4R/ngzRE5CxDPTj6OvGHAlpLtJ1M2q02GCfR42HHX9XC9ud+ItKMBUVsqLKxIpKM3NLzLhMcek1gTpGnjIBMK+W/XfBr1rHm6VP0xs7lDMPsKqoaNp2ii7LFTwhHGT//IvYsnIJa1duyUqqpALgweF8dr+9kk2v3EfMZcI/Kw/FJGrknWEMhDHiESwogkBbaR4vXV2Ls/xNTJaxLXxqexMjrVqEzwvlUxdLJZ5Ml3tq+iRraZDe/aWcfXEK/jZd9o2QXsUrTPwdPwpjdIU10Bzzm1BiIrayAPkz+ymcNYBrkjenpTd5pjQbA5w0+7MSXWXOWIUVTRIzdtzAZkNmKNj4MzB3idbNC1jwlZe0Atlitn3DTmL3r/ju31qXfWvDvY0xQZgY21bFVW9TuPRo1gcXRKdoINgQsRE5UIcy6OTV0200eTJBcK7pLsdCBE69QUAFwnHX6MTDXKKdtdZ5lBrzmBQrYtgQ4kXbIaKquTBprY1pTogbO4yKiFkxkKfYmB4qYm1wKpVKHn14eEnZq/2k7K3x+8zli3DVX44hfzTrQvIcTdwzv6SAlUsEnLO7iQidNJk3E3amerZNdHx9kouApM/h970XE5IdzH7KRDbKkkwX6DQA7PvVWjg5GqSuInvTXQ9inrpRA8Dznr07Ox2ctkpSq5cM5UjLv0z1jS2UrjyMyTFxpmPV5VQYEBEOGBDesCK8aR4BxAltg7ZA40AuhpWe4loks4C9P0Y0dghJVJPU623qnDqXrulziVmcRPLLkEzZ0qdki+vNMV3SPh5rUk3Fwqfb/0XEM3owmejgZiv3WFhsb7r8x1U+8/0oT2zhlh8XZwXAFb02SmoeZINVZP1jC7Tx2VvXw55vJbkEHgrwhcemaoeI/hmD/OS+RnySAwmJvGEDeR4VmGQSgRUOmlnZlkdx0Eyfo5BjVeX0FRfS9t0qPjgWxB8ZtZJdO7OP27tncMZl1YDw3mUn8dQdIlB+ZmTKpFqAM2ifUg5AKWXTrJPplmRdeI+90wpREwUNK7nveYUpbzWjqEHFOS7RKGOYa+f4nVZm1fZz8sAkPLVTKIymxvx6jN0MmloR/L3YfGMDg6hZIFCUR2FUTQehUL9vO/VH+miSDVkBMMd83PbrCEduCPCn6cs63559TcVNbTI/3bxBb3UWV+22slOsuLolO39X/F0Ttwk7diM+s0lXdphMTFp/CaLG1pqIx9Zne9aceHELaiIWvrTNxYJtkzQwHLKG6J/ZRWhmI0MzWojZQjjbyvBN6sMcyKMgKlAV1DcDQWU1VX+JW2cFxaDlGVRCBmK9JiRTCMmUyhY8FAtxJjTMbl8PvZEglhoLU++uwVxoJtKSR6wtn1jfaOhGery+9rdRxrGkHWOZh5O/bGHDluuoF5dw8mPZ41cMsQhSBrjQO9QeGsAV6MYWHsYgj86BvnI/797hGBMAq2mQ/tZ/Id/dfPjeaQvFx+44LXEmFuXrG9ZQkp/qZfDk1vc409vPT2pMLJbyMDbq8f4h/IQi2RmV/+n287Rx1I3ZfraN8rff11PgZrviIQHqV2F3KYNV10Pc6pZQNKnu0Qtm9yLLBqLeAqpr+5gyrZuiwgDhkIlw0IzdGcKohrNM4OrrsyMaJVrbXezYVcWxhkzvCtXau9zez8ecXZRag5SI45AwKuATBTbZ8+mpcnBnWQCXBjrHkRGqd0vUjBDKkotUFhDCFgSvE9HrIjqjkaAi8pkTjcwY+tYEALCy4G5XMScfOEuPY9TNTd/d9H8vOTif6x5tY2Wx7mWT3N4AFjzYGBR1oG6Z/iHl7lGjhWoJLrvy61lAcOYghDqb6Nuj4GlXidAEmmIGXvJZeT9o0g7niTal91aeSdDdpONXjVWgOp5eqS2g0BrW32S6Q6DQLKCSWTUFFbqDCmrGuuSrKOJlga+Nm/v2sdTXEu8EXbD0uxVen+3mgHN0PSbmn1W2MVCykvzeKOt3nqYm1IXJFMabn9vVMIKRbkMBLWJJhjIh0aaCqAeTGvgJVNDPFcIuVAC8aV0PP78s00OnZsjKT545SP3Z80cAcM2iwnsSAjM7AIbIUIBJH9w/0hVixIZ5MDVFUOJL+8Nf4/biMRQzEwCMepEsDNKKQqtP0tIoHe6JamC4zC5gSHLZNAV8GCNhguEYp7xgKCygrtBMqdNAUZGDUruBqfkitW4jxrRY8twhvuOtw4Rwylyr4YCZ7S+so7s5KZ2W5vUyyFBsbJmgMtTHhkfHcU/BZjyx40weJw1St+USDQAbSst49NpPccHKLdrKPJKUVkdnFe6nr7+Uvleq+cm7P9bXb9LmqRgFZJOIbDWMLOveIic/+8oGArMOTJghOjE3SiULa4JFuOOpzlSZHoqZCUu5PZdifiPesy4MooK3IR+DPYZ75hD2Sfp+HIqY8UcshGOqEnJ85mWLKYrDEsJhDqNmcm83hjhrChCI55YXJAPKGKEpU/rDLD80jdfa1hBSxnieQcboPvesAQNb6ph2l+7ZnA0AD/UV4P5+3b2/P37pzzbc23hEEBg/NkaBssu2YavQlRaiNYytItVDxCrnM813KSqVZ6yhCn9TIZsamxkOhVPPV0LuU2tiFYQ79xFq2UGk+wBmWzEme6qSwI6ZaqUAgxhFEsKorl4O2YIhbvo/LYyGqeYpTtTsFouYw0yq8RHmZWkvb6BjFvWZFkc5trxJmO3FGJLwkygaEFxl+IwWYjooy7ziS9tuMrJqqUB5XQizWcZaOsiHlr2oqS2TL4/kZlgqJjiQjzKc6eIfxUhIwylGJDOESxKBkXotU54zYu/NlBNZAbCndskFR27RXW9UACycSnXPTQBgV38zsz78I0azDXt+BTgKsKadgtNFWFgQiPpi9EUrmHPPNkpmj6ZtyN5TY3x6zIjwhhnhLQvCMV1bMFBUwP5Vy+ipqsjZ7wmzbkrmmgR4ztJ+taJcxtzEQ3KLYr1EYv8xRHxUnHqNiFVGMo+OssloxW0rxWDJx2wUiZlFJGPqQg9jYdBYSFA0IxlEYnIUWY4hCTYG3ZMYDwBX9Ziprf4BK+1BLv7ZQq1Re6f0ZgXAmiCo8XDsyiYc/Vby2pxYhswYQyYtjlPIAQplg4xslYhaZMIGEx1VLnw90zn4fBFNUXVzVdlKowg2ifUz+lh0chYOe4wjZT6Ozmlh85UHOFvXS9AeQYlbP9JJszIsEEmgN127me1vfTwzF4M1aGHaYTdf+qGdvG4FOZJWJm2QBbONhhfDFPhDTN5iIiyoKXoMhNT3N+qF1RoMkqCRNgXLvYTzQkiWsQ/8giRg8VqwdeYRjRgxOENUHhumJWgcFwBvqlvY8dr8mypvapP46WtxAJy8EuKd15ffyvdWNqSskQGTwjtlo5tiyuu2tCM++b8Uy14KiuyYZs0jIlfpVGva/p0dMGSLFU6UtIoSU0wh5hCjWIhhVcfbHIOaQXCFtLihhLAdT2kRDZsZiJnwhyXkUAglGkGJ6bF9MaeFDqGEs/2FePqdGojOtV4T7dUITop92Bd0YnBEaX62g0X9s5hbUTpKNpH0yiZrBEeJF4MzjCnHRi4ZBEI2I2GjiAc7rbFihmQXYbMBe6Gfm0ZcoB8eGZeEC7QKgF/oXcfDrx/RLMB3nI5xJhbjaxvOpzQNAOsW4D4NAC+0qzJGb6jXaMGXRpiVPAGagwK/bjPQFtdLOk6epfzdzLCVbMdSWRTwl80jaJmura1YklU4dfrp7KyJ6WKzRZk+ZYjqitE8j9qYywLhsC7/PtxXMRLHq8vSVBd8FfSusPfrPw6dOTl1OuY+SP/dnsdf3fncXRVitTP5YDyeRM+yqHLvOIQ8eXzmRMPEAHBEWXC3s5jmr7fS7vLFifxGK1f7d8PhBZz/rMycPAPDdjtnyqroK3QQtKZbdvX7ImY1+4YJSTBqaYsKGeK6yQKLysfTsut9F/b72P12J37vAmRsWKUoh/scfBgya5baA6obZZpMzYW5RixLSf2lfuY2DOON5zWdYT7GOvtW5lkOsGS/A0vXKCAJ1XQQrOlka14970cz2V9nikdZJn5Ak/E8+gLzuaT5XQK2AaKGINI48d+CLGKSLDhCBZjisZTpok1G0g6syVfQPMzLK4P8/LLRWOzE91kB8OKiezSiT0HQWIWVsL7oxNIaBKtd359ydKDqKWOSTBhUAkiNfFMmZIgyySlw9yw34jhnsGzTVI/fHIdsKnGYzWXujbc3+2rLtQbHALnj4d+Rc1Wc8VkAv+pKekTg1QMigTgOikrQ5QV/FM1jRPN0y7TPZHZLkgiwSF05LcBhT1BLg6QBYPEQhhIVAH+SC1Zu1erUXKBH8sruJH/qIL39JezZtpypQ61EDEY8ZieiM4rdEcSuKmvlhCzSO8Fgi2Ir8xMrBUtZF8Y4d0Nyo9W5a4ipJKWiJv8kYwQ5KdWj+r0lbEeUTHqaLH32jKvsyyrWPvKH5yJXP/JDiEZMBLxOLSwy/ZIlEclvQeix4Azp/dwjFVD3MV1JOD4AbtgqIFwwnj96ruUimCIYHAFEcwKoC1jlPI3Q1Ri1YBHMdIeDtPr0cKJs5Lrp75S+J5oQcQgmbKq8H8ezYrxlrbUhPmxj1RWUJfxyjAgSipC+G6S2WK3PIRhxiWYMaZXGzAoRF8jW+BlaAsuQgBgWksKzsuSZTuuU5HqsvQKGcGpHqI/9twBwrrWTbYPLHDB93S2c+Q6rFr+AIWmhDvmjDAfHJqaIRCXMSSyISkCk7fV1dAxlJ3zJJfRzuTUnlx+XyTleOCNmIiFa4vI5ZHXgyy/SXLhzTSR5oB1loCPnAV19lGwPI1S7M8oETU/C47uzWoDtkx6nOh0AQ04L8LiycaJyc7xyY3z/5vIBti0Y4OBMH8POGGqaSq9D0oyAY1l2M0GvLuiTibGsUYE8v4AjKLC4wcKCvU7KGmxpbp+jjZOsCoaQzkIsGgyEz5MYuvG01k0xzMRwqEGniFrcc+5LDiqoO7MYiGAeSI2XNPtE7P0GpJiANZKqArMNGegqEulOYoEeAYVJFmAVAL8+/6bKG3MB4AnsKWGLl35XD1KS+6VJ0XRrKGKUsHWQgKOLBmsLBzpKGAqmuv1ZFQMhQRrThdYvhDhl0vPYJXo53xqi3B1g9aQO8jJybY+/cXb7bPT5bXhCZlqGXHR5HUgq2NUAk/qkVHGXbeq5rGGWz2qmpEBN5wJyRMEehjyb6vOUbJoaz19v/PbqQ5FaLnsM8Lc1tu5sAPjrG87PsAAnAHCB1YbFYEBNZ6SiFPVgbLWYcdpslOZntxbFYjJNXUHae/QDubWzh7K3P8CoBiklrrGQTZJgU12kI5ZJRGzVRK0lIxbi8XKnjCsy4ud01b35Knc7K52j6YKyxytlbpatBhM/dZfQaVZYGjhNtK+PcCyKJZzdO2PQZKLL4SJiMhMz6q7yBkN2S4SqXnEqMsUGA3Pz42l2Ykb+6htkwcB/j28BTgPA2ZbsNScWUiak5jLtE/poFfV5mznb9c9kMYgo695OarlyS5RlBX4KjKP7rWSUqbCOekYknq/O/kMeO41+Cw1+A6JixhIL4gpHkGNGzrZbGPQYiaoEgWr9pgiCiryzNMZW3EywuhPZGsTi8mHLletZUDDIqj7MSKHfRGkgT2ODJyZg3JUaL2lxyRQWDFPhPZVVykkYsAfUtCO5e8gU81HsTaTrGG8Np36/p35ybgvwHw5S35xkAVYBcPzKZgHWO3BsQJptrq8qtnDd5HQLyXgrKlkKZ+268XGSesaZCKhMr35cy/RE2q5X+vz2Vn73WjsxXIREXWGSqbwwEzXocYW5DvV2iweHLYl9WXUEUjwUOTspWTgLqaclSWFRSwYAVi3A12QHwKoFWHWBjkRNDHt02WC3+7FZg5r1fQSc5xiGxMf6zMv0xMvo3gmUm2hd4zTpHL+e+LieY8XnVDzbuycD4LlfUBXACsN9hUkW4IatgiBo1NPjvcW403uM1kYUGY8c0QDleFeu8D61fSoY1n4E/X+LOL7Ffrznqd9LioLaxhAxwoqamDIhD8eSsOq6E8gXTdgFdR+dyJNyl/l3+leTD+lV31Hr3OOdtHTJRCzA6aMfHTyAMqhbldK3DpkwktiIbPcj1OibYnIZu20YWWzDF4yh9McQ+9UD9BhRgKplo1qnolTL2YMzqOnIJOwar3sjQ91I3rSE0vEHy5EgwaZ9xHw9yJHsblOKLCH5B0GKaiwCBkdB3LVstPWKEkGOdKAoah0iuPLBlAoapJ5+lMHUdFG5rGqJd5JVl7IKoxr4PPqabVFuea5i1AX6ylbOnOfQYoATAHiVPch61QKcBQDLh/xc+kgmoZla1mowUmEu0J+V42wwGPUzFEum7h/th7Ac5USoh2HJry2YbJesyHglNZZcQhBEnKIFU9qCVcu0l0bouchCbKqFYIURmweidgi6BVQeBaMsUFhmx2EwYI8ZcYREBFUIxKC4T7d6+MtkIkV6/FHCdX4810e95EQ2nomUGf9pE3mW3ODl9qeimgv0b+Zc1PPhtA2l/w4AHmt8x1tPGd+Ps0P4hDBNhh5iGRpDBcUQY8jgo9F1DMUxgDluEdYFl4LDHMUvhtniC9Dts8fBbqY1ulxyU6rFLeceExWQdzlb+dSSBqwjYCBVPNr9JdgCCbei1BczxKyUdi3EGizCOBJzlX2RyGKMsHWA3rIDhK3DKfPJPTSZ2Yc+PbKz6hbgb3PaWM7fei/KsABnA8AvHThE+9BwxvnZbDASiadbyTUsoWiMDu1eMyJqKgh9s1RTJRXsO4rJF8g6/9PnqbOsAFdZXFbEJ0XUlE/EXkkwbzqCaCYcUuhqz3RHTN7U7A4fdkdqKhBVI/45RxtrmDg7pFpnWIRe0cSzjgI225wgqPJ2VAnlNERxmGKjsW9ZJntEFhmM6Hk105WnYsxKYfc8bP5yTKHs8f/54SpioVQlWXBNMgnW2RNiTKlPtgBnW3NFfitWSR+bIWsYnzm1H8fzmNB3zbHDQf7/ViZd9l70jwXk9TvorRimYUkrfRUezJJIYcCKIYm0K9F/oiLgiJioHi7AFMtHSWL9ERQZg3rUFKIYFSMxjBaiCucAACAASURBVBjVPT3pihgk2vIH8JnDGl+CIMuaNT1xhYwKPc5MBUrtkI0fP7OfGWfXqOv63bUnjSeq5xXekbjvowJgrT+yYOSpLiOfne4aTVs1HpAeL8vQuKfM3EJ+3FvH21DGQxiqAlpW+HWjhya/fqaIRaJEhr2jCFed56LA/8vel4BbVlTn/rXnfeY7Dz0PDN1N0zQ0MzIoqCCKoghqVEK+TBoTwenlafKiSV4mFWOiJmbQvDghJKCJIjggCM0MDXRDd9PT7e57b9/p3HvGPe/9vtr7zGefs6vpQ7/kfVY+vw53r7OqalXVqjXVWrws+/9SlLZm+k8zGiVgOS5BUOWgSG2w2UIjm5rWa4jWAdZx8BcTmJFej7/hnw9CoCMU4LBp64sqjGzdOBWmG/CK5WeRrp6FqDPcemY6kZtFzohaquP7zrCwx4fwFUO3zr3VA0y/5xYySP3JuiAE+sO7HyYcqdd+9Z8DBavFkhC3caBR54NSyfQcLLo0N3bL25AGRF2pGfqR+DySjpdKxrTRSB6BPi2jwSfwIPiZGEDdHqDqLQ1npv/nvyFmUP5bFTgeHBTCI12JQouaeyf+1kQ/xviFTn2FKMDJQ4VV56zqpgC7y1SQhpJCnmECR4sgDZmWo5Q3jHIg6WYvl2d48A7blOK1FoXHHeFp7BQUfS2IVw/nco0iXK0AIirglBRIi7XetTSYswdoGkPmvliTKLHAvZowN31vvPkN8Cky4md+CcMLSawb+zQaFeCfrTyElz9df8dm7iti8cuHQpmJW3Rg7S9jUIgjyTe/mTZdG1PWku9tq4n9Hcw7/IgEYZQKkeHZhMV1cchbk+Bj4eF5ROUhrY8BtfrO0cpmtK2uOuWTy5h70ZtbsnHL7+ew850a/vii9xUODm1Ifm27gqt2XfSKLwU2Dndi6Hv568PcArJ8JWSowhRVT8I6ewQ06JN1PsXEJAyVKqV12Yi3ZaSW1oCrhBxGmn2Zbge22dPxPPiG21DkFHy+8A586v/s+NKWy4UP3rzPxhHHxiffeDn6qEGtx62QK0Gnj+H8S7B+TQjEhMhxMDUTer4Ej8YUNjRRlTG4bhk4vnOYeetQS6UcTL05HwThPMgyD1FQQTwbnk2NhwFnEQwL2775SPiMQ246V+WhnZXEzEgOe/IGilbVzxKg4ImLlGhBJpwvbHQzS0tSCo4Qh2bzsKv7oTKSx771fhQX2t+ARi1N+Zyf4HXGs7jhfGDkrkMzxMPIh87YggM3PuaHQIe1KIE16nuwRaP55n81mMZxiwYPtSAjP9hiIOnBvHo1bzre0byMz359O87Y7yd+fvAt5WQs0a+eW13XE1GAO3mJFY7g0lEZrxlRoPr3ZFd3Qncx8kQuqcjfRgJ0HbrtuPiX3Qt4cVGnNZZBuEpYeIcZNcN02P8cB/q8yd9rITJK63p5nIg9/7mzSQH+/DtuwiXnBjzq2S9cjNJ0kJQnPlqAEGs2rDgGj+J0yi+t6HOmDslWG/mAOliC5CcZbKafrQmwNBG84PpZmGkJoqDV4Vhg6C8I7yIxnkdy9SKEDs+2GhXyKD73X/t7nT5hIdCmKUL4xGZfAb7y1t2HOELCk4C0TDJKyYv6HuzB4ErKOyYKntlulIk6Ql2+n8BPW3ZV++pWxy2BR5ITIZN2z3PU/KO+N9Kn2/5iVoB/Y2VyKb/qnHRVAS586RJwB+t1yDoxhcbOWZQ7lsNwMvH0qi8W+vQSJoyOrQrwIRuI3fiPSBfHccrA7+F1soXLvrjV/+nfDz0O/GU9YVPUxW9OlDH/qT2hy0fiHFLvWQY+2fldGVV8+VEl6vlE5XBFC2itzJ1lX3U9KAzC04n20XRWetTfzb+74CvAt175ETMXH5Seu+sUDCzWs/P2csz/bXFFcXvWifUKD2N/P3j7jT7kJ8jN+Mznnrpv29XCG27c72DetvCnb70ashiSiIkR939XsG1/863IoVNepg32Yc/1V8Khod9eGedaL4T+zgKPfcIqWOjMu8pEgUbas/xShMdejuPHf7smckxhAOaKPbgs/X2/DNLInQdKBCR+25uvxvMX3on5WHiiyCg+HfX9FQ30v8iPejG3XuBgJUfSEPDlv9uOzQff5CfBeoc7cIoU42t1upxjE/DMYJ09kXopq4JiC6MhBFw8BU4Or3tEjVFuft5XBKtNEXhcv2kc59FyIh3jDU+AoUVKqBG4GbsOwBqAPQ+HFov4lyf2YrFc97qzrCsTDE065CvB7QP0LL32mJgfXumXrXrx35+tvQE+dMo5+Ol1W/0ySJYm4PH/dWXdhsgyXxYYls3HgqcHMOpwERtvfiZ0RLbO4+jP1sEuh+cmqP6ICA6Gt04juYo+UWhvLHho3gh9SYGo2G1GhkaMUX0VDqex9ztbkF6bxWY/BDpo7q1nV5Jg7V4ihISHSbYMPfJ4sKxjA4zpush7Bgw/BKnid2Z449st1PgETGMdnVhUn1KI4Ht7hdb6Wsc551cTvP0NcKsCfPv54CZbLKwdPHfVgbIqk1FwUd9Z+2PBwwLjX1ARcz/ZMGH9NSrAf3/WISwuE6De8B30LcpYe+YncVW+XFOA/3bwUYh/tbq2x1j4oXlMAwmJxiASB35QqgaDROxblp7YvBSs3l2Wi6+XuHrVHwuet310Dgff7uC2Kz9cLioDsZ4pwFHLFPXd36AMcSpRMFHfWfphwXEy8bD0BeD+N/8qLKmMP7XeiY998aV7z7mGv7qqAP/Z266B2JJ1mmWavYDpBY4aD4/YIq19nfbvP0FysuXpSgWZI4lYXLccC6evRWF5c1IixS2HGt9cwkOHFHiQqo8DO3CwsHmfiAJcHNuFty/7Cd6wxcLonQcKAEmeLAWYhbf8/whzMufUXxbx1//wCDZOXAVii3e90xu4qFEBbqwrGyVf0KRZhOuQZ4KWoHTsylvcZtGuLybj46/bAlUM++0JicDHeXJbDxULF2n+zb75HH700hHsm8uHntAoGvZKRqP9COPrQEQJO7+/F3P8xfg6eRovnHpBTQH2vYl/f170W6eGmbAqTVGUY8HTKxg5U2qrI+wrjRYPIy93TJLZuIC8bEGMh2dwPh48LHNi6WvknGmcemO9UovzhdX/82s/evefXXUruwIc9Y4/2IvdEzp12s+a50B3bWjoni8pcp8wiGcdhfkW5DTMmUbcJYgIiQTh1N0a21l9ZfRp4zQhdA5TgPeVRk5d99wt/+r/vnjHdSBPVpNCMKwWo5IYueonGQ/LQrCMuVfMlRVP2OZacbGCiz/ej8OPaNj+l4uw355C+sJHkNn7IE5/1/ew9ehhXP1XZ/s/vWv+Kcx/dxQ0rJg2c18JbrHzgdKfyyP3L0c6MjR5SyW5TodTLa2LI/6GIbg0yVmHt/3y5mTtXXPUW7YILfu4P7MIRseNtMsPetXf+26bx+6rVfzu235lf14eX/fE3aswPr+ul0P9Ja7/BxSwBR33Xfd+WITDV45ejw/++57PnnUl/9Ff2e9i2jbxiauvwlCiIelN1G3KcuOywvSKHixjbulLypew6ds/BG8G4YRU6S2tHYG2Zgjltc2lT6o/7XdzyBR3QW8J26bfFZ6Ho4zAcl2UOpRJscUMFuXlAE340fB0hv5+fjKOu26vRbUeF2Um19yPvzs1i8yyoxi98+B+QrDutquvxM5L7vHLIL2S1iu+8kr6frV/04u5ReGIEhr9I8IoOJ46w+MPvvMYNh+4mr4vvfV6s+9XlKR0TpVOrl6GuzgDSDK4ePfnDIR6iBuec7XOg+Lq1PpkHjesz+D0vrCSj+FSePTR7IGHN7oTf0pPHJ7DQ4fmMVloz8fie73puaXhy0J4FAcLjL+uFFeXtfBMHV4pBygxCH2Bge2Ze6awJJyJR8SH8eD4Objzpst9DzBt2z91JdxqGUiWpD8MG4tNXmXYoAx9hYVtN+4x6ildeVV44jkKR40ALC02noeodpY9WfAUJ1NQBksdQ7ar42DpqxGGJtP82jX/w1+91394zz5wiBSuGEjLxEOi8NC3uQYcFPx3whS63hiPVtfl6dY/zauj+om1BKgNIc5RY652GAUX9Z2VD3fC064Ar0jeTTjy1mc+cA+01Cic8hS0//hteFPHAEkEf+7rIAyc3pQDyTFysB+5AyiUAFlse28bDNIAiA2UXXgygXuBCjLUYo3UPZAHiyAFF5A5eJXkTqE8o0xhAjwYiGP59O+0LaIxewBiZgxc5T1HIwBNcJXf8Z9wyksgoho6Zit7NEhw1dCi3iT7GaP9x/CdOV2vYHy6Rnik3SEe7kfPRZr/Kpb9+Lbc+bctTx/J/Ay3fXIr4rMxaI6JHyw+j2OnWxAOWhBq92f1INXnobsmRCLg7PhKDAjBm5ZqowmuHiscQNHVIREBfOUtTmO2rDmrgKITXF61DdmBTjVFmkL6wPVxEJVD8rpR8P1SR0VaWKmC7w8uwnpmxajbJ3i/HK109+pYsni4o/tS7l/AxQslzIorcNuvvu2zZWn8o7U6wJ2mHI2W5c6KlgJZ+omA0YiJ/fxMSKIsIO7J0GHifuUFTApB+FQVnepKuE4/GyNEhawWIIid6z/Skic2r2Ny1c9RSsw0ibeCLWPV/jdCNtJweB0u1x7+kCgsg1xNfNR+dEJpaQsaCulDofjoeHQ5iz1nfAf5zAQelE9H+msDWP9yYev5N5Dtz2ue+pEjJjIxFb952SXIKCIsF8iWSjAq5Z+qnXKEw2AiDoHnQGW7xXI7TBVWFUUYtoOnDh3GXLEYehZOG4phsViA5SfUopOlNt+gDI7E89i6Zh0SvAC9ZAKGBc60QCp1U+k5NjMpOIqMlAyYtotdRyaxVGoW3DniYlV8AX2pNEqlAuwWhZOOV7EcjGsGBhUJs7EcSpYLx09+1CwEUFiRc3G4qOO5pTgKdjVKJZi1wLnYkMxBERzYLg207MwnJM71YV4uJJG3xSb6pHa9HbHpwLDI2uzYIo6u/zy+s2kMolI6NnLX/sc4wr/1nvgYnnuvhbtPf6kNVZTyFpyB6Ocj/x1hWO68qHmJDoeBsgq+YZ2p4EiTidHM9zQHUkqXILUkScoqOso0i2KVy3Qp/1ZdNN4l+NNv7sbpM3GsPnIW3Zlb36MMneWBfK3bbeTfRAz4o+7/MDw0Sda2ARln9omQG/JodEk52lGTYhKwmZJwdWaaU2UbX6O5ScwK32XpNKrPykURFRoarEH305zbP4EXdq2FIKW1H5PtvnXhLW/5Iq598/fBVSoptCtv9UvPNnhMb18FqyCDk+2Gd7vt/dqaCE6yMXLOJNSWt+9V6DAlsPWKZYGh+NoVxR5c6LVpReGK+t5423dbo2g8URBzL6zA9z72Xn8nXHXrnn8kBL8WxeN7sE0DWYYFUWUwOi1F5FmwPNfPlu+BJurr3CL5Rwf9gsrIcfBI8eHPr1iHHAUX+Z2RPsxvgN89hlUJMbm/NHIqX/UCh5EvamBhpg2b7ANIQ+mXll3nkP0w+ftr3RG0l2LwSBEumQEhLjjOgSpzSCkipAPvgpjdFrUnmb43zs2Y3Q9XD0pLVDdS7YIltK5nAoa1E8QM3kkLK1aF3iPO7Aw8I1D+nMHX+/82bkxncjesp75Lg0aCb7H2Ys8edLjmHM0/HsCs6Qe2Nns7PKLBJXWlnV93IRLWH/ne31L+M6s/dNNv/+H3Bu+55Y1HinjDn53XkR5RQgST6SpEEJs2F6FVMtF26nzBLsCsCLxjUrhFvBFmVEqHhl3nV7twYgGVKQxALcR1t/PCCge7LjLgVowWgubCFWxaRq/WHIVA7+NrIrVgOoBTD9PxaD3mpFIz1lR/GKlEOx68YzqwVLd4etQLP1x/K+PlLfAL7RZRVwnK2vjz2l7CZRMOJs5P4ttby9+7a9Onb87Y1iEHQvquB1K44OVt7fsxitsznBKXOH4pJEOtv9mhSptaqhdfN+U8dDXbhk2wFRim5Csru+XDuBcH4DQQvVUU2iEeCegfwoyTsoGyJQQZoEEwlihiLFXCUELz/zeSCPOgRREg+nuYoSS1tKpWOzSYdHc8C0MvVmjTHe4Yn8Z3D1+Fm/9597d/6xufe/fzd3/8rYSQuz8ywWFHiMcn8uwCfikkVa7vNcu2UdTrnhVZFBCTm9+7ssDQCdmO49fbtOi62Apsh0AolCAUSzD6M3Ar/UaZo7ptQ3q1j8mALGhIQINAPAzQejkt7Vg2h4P0zFaa6FGBoK4gey4t5eBBU+sGPdHUoOr1e8oRRBQS/XBbEimG1hIvjoBmBA+W34Vi6pAaMt7bhIPeELKeFHbiy2u2IDE4h4RbXN33bwdhefH9hCP8J87fhtjWQ3hkxSFUy66PFmLYnF8GqUHwOCov4rm+ydocFVeCW8ngWf2jwVsoSPWzIFsiknazJ9Dg7SYY0ZYh231Nu9jiDdCat1USio4K1Wo2htpcGZpUD0/1+7KkWmi5xbvIxspwmt7RRCvsVDFNGzLiVrOHz+KcJvqsydJa3fXdRcsOgnonaIgwgIHCOBxaL7W1+UmBg72RKM5gfPH5NgPz0QHRL8fn48kdDD3jU31xaHJg3L/xoefAEwUb978Wroe7Rr595w3071e8+zf3C4qwttMej+JAAXdprqkdhisKz7kDEjZlJJzRR9eHwWP4SjphRBx0H8wpb9o4uKjjhwfymGuouWwbJhyt3QPMCUJNU9UWFpGbLMAlcpOMJcUFcEJwuRdyIgx+tCmoL5koY2Rlfd84djM/8U1jnh3gqLxrzE9M4eDEOIr8Wly3cuGSD/ETD6tHy74X+BtvewPOPeuJmhJcJR0Lf2aB6cYfX61vLONig4mOCmfDE803WPB0o1cxl8B3bvzdpusqKgw6kFciQncZYborsN378EsVwYVFw6U9x1eMqwYdX+yNSLhGQ5pjFc8uDWn2zd20XnFF/uzEDqLmHtyP0bn3ovCwsKxuaxFK299YFv8wEfjbi8OnYO87/sr3BFcbLReQ0eehOhWLPSGwhBhKfBy2X3TZQ8x1EG8JIzM4ASVOhENr4MKD6lpQjRJoGaHGZlbKAwmOib7ZfUjt/lkbjZXEICQEdUkT0y9C0nKwBBWPvOZjsMXwBBHMF029pnrbT+iGEV0LI9oclpemsKw0jZS2gOnMcgiOAc6x4DgmHLO5FMLcwDrsG9+CohKUXuAdy089Tt/z0Ea9xaYUQ1mUYdO4ebiIOQaSDeWETCJiXk7DJJUSUn6q/kg1y99lw09+wzWM7777kW/uv4P297mf3zb5s74fjl874eKSfzrD9wRXG/VuFcdKMBOBt0zQeSSm4xCMqre+IjxGmEU94kLP6LCk+vpKZR5SWQQtyE4LZYOzQeFaG6nUkQTnwhHLsFoTwRAHvC77RbFd4sFSDNjxdjy0HBJtjgAUB6jySwW1+pbX+ssoLMvDVgNArc+FHgecigJM8dNMiHbchEtL8LgEYlmEVGy2etmKhWJKgEszLtKagToPUasrF47owEwboPU1q00gZdTz5NYp0P9yQ7IID1ByCoRK2RSKRy45GNgjQS7wcGQP01s0cEur8IMtpel9o/Mbf7710FJi7u7LAe8BOlNaDulDO1Ygpcf8sZk89XK000q1gnNjCBZ2Dc/g3lXNNYqH3RxW27OIu8HensocQ1mq73PZszDqLoH+G/C2wBMXvUOD/UTLGJl2EIa/IlMErel7dCmB6ULc99DFJdv/t9qSsokV6WJTveDAf9/5VNBfz7sqdLohKo1aSSWeZv7loHMxHHEGMVVqNir1KTmslqaR9Iq+AETrnJKqRgJAIi76+bL/L8vcc4aAgsFTgRhLTgKa16xoysQEjeKT+3k8Ka0F93A/rvnPib2yYJ//q1//gm9xeP7uj32LEO5dO8ou/nqGoOy6oP7IVZKCU2NVfAGPMGQJi0oCnhjs/eGYijjfHH1j81Qx4+HRi83zILkOpFoZmAahsBLZwbkuVlp5rLWqxrb6VbQg1vlJyqZeVw/bswSzJqC5BHNmtOob5z2Mig4GeAuDlVJF9N5QiIuVgo71Ul0I1h3bL9EWtFbzSfDXZpjq6tfHPH9IgyipSMVac5sEMI6o4MnsnH9/0V0dG+4Dr3SyfrsgjonTBpJIUR5X85RX5p1PQoSLIc6DGC+B42yHuPZ7Nr/98z5/nnvP9R8GhNvp/089wb+46FR4Sgwc8eCZMpJS3UJni5JfW96pKNWswl44lWrHono6kOSOQSFFcK4H3nbB29RLHvAKydWwurgLp+WfbPhhO+ax8n7EnMZs1gFN716xpbXDtv+eVusJGtcvFpAxbViSBENU4PAiQEPgDS1ISuQB47MvI10s1dg8LeBhowxqsKtuD7/3KLce5b1WHLxTX2OXs2BKuu9VoR1wngge7XWOvcqbPOLxyOSWYXhxDTXwTciycVbf1+/xz+/lN384Q0ztaV4R1vqc0qOyE32/252HNe3cLl6I48Wj8Bw294m4YEjBqgTlw9FntLZY/jgCztux+UTvLK5qpo3H9xSwe1LAk/sMlE0P1G41T68hKzCi0l/TGr+g696lGeiHx0ldPbfVZ/5h22AISxgigUMjDE50syh5Eo54AzCJ35dnu+67MPeZO/7zlvd+uO+hmdt5zfGV4M9tez9Wrp+ojbZYjrcZX9KpJYwOHYMiBzzNdnh4DQZhgbeRTBQg1MrzsUaqReoYNbpGrXbAV7qvMQtMdR27yQYseHoB43oEpVwCjt4sc1EvPN3LrsVBf2HQ/s/PvqNtw130wQOr4pL5XFgyrF4ov1Q2cDzPpQpshepE5Ljm7cqQLTzsxNFEWjZc8A3YKBztq1pqiUaNyfQ9b0MCq17Mq/HYdnOiRvXFovjW9loXQ0THfU+V4NXp1OdOSac5KzOOXHIEilnC8lz9MDcywMZrz/IA2wN0r25rpwFyNKI5SMjvwbQsv65U1ftGByJyBAJ9wxEUovLfY/m1pyqldSiTVnkhgAmxQCzJGfzbxvdiNl5LsNiVUbZe1WFCgWqVEDMLWJGbwNqlvTgtW/HasJhPqiHKtS0cPhw/DIERZiE+jMV43csWhjGvZFBQ0khqi1g2+fC8wuFfB2zxM1f8fId/+X73/tvPOiId+cFD6Z+P94uL2DQpYCArwVAcTI4ZKJVVuG61OhiwbDqG0VkBCU0AbAJiNmf0k0wO8bIArqoUOARyMVC4IuOHGHZyIWF7uTRlCRSlQ2zeIYJNQPv1bALT5DEvO3BqYddAIivBidlwkibmx8s4dFoOxOSzvCH6t6krOnFHNkf84sBUQFZcTI9ooWFnfUsiMrkGz2zIVZ8sCkiUBBiSi2yfCd7hF2VH8PuyiBNffUQZGSoSIkmur/S3ODFqyyg4AO9wvtcsK3CYWGlaPC/7Lmebs/jxw7wyVAQoHnrO9g84eOnUwlfuuHTHBxr3AlWC++Yfvk+d2y4Jxhw4t3P4L73lfeJShkqNCkIMLq+Avnn0PScNjXpTXCkFM7YcljQIj6d0qbORfk/DgJMH/L9XW32RBX0OGXsJKbcI27GR9efrgg+WF/DKWCN5GJUkv7BzsSzD7vBWPMhXRJfPxVKJYC7HwzOpGsjB5i3oHAHN7kuVFku0fH7S1jwBoMInVYrpnnepld8D73E+LaixwHUkUGHWDw2gtfMsni4GSIW/Eaq4Cx4IDV8TgvrlvCWAcwIYfw/IFmzZhEe9lM3V37ryKHkqjXhWPTp7JH3Js9/6aBPzpZ5gD/gWR4hqKakazR0XWcfj6q53xx0mxFOJwPOe53iu6zmW4zlVkgsceFXkJJ/t0gy0fn3TzipSzrKQr3lImw9wTlDhygnwchKcWKv3Trmlj1BRk0RVU4Rmrl7QLMyVAqFvvqRjrqwjJgrYMJzBqkyiIeIG0PUyNKOEfGEBbsM6+he3Y6FQWsKx2UNYWJqB2VCzfXR4FfozI+hLDUEOeQqTSKSRjPVBpm/+WuqNB/yGXRU4Htjqok8de9mb045OHXEPXn37VV+tpaimSrDn8p8nLTJP2Jmif1tIppBNVvIvhJw7n8YDMhb7FEi2iYHyYujkLNmBrTpQdR1rJsNhzJgNkjiGGDngR2KFHCoGqnVXwUtCEhOpjYERxpNQFAexxI1jSjyzqdziKZNTGF1YREbIgk9aQfVKx6slaZQcE3GzCMstw7QNgNaAr7GrEPEnaYOPE6gkCY0TPV2oxTxDdhxecB2Op3/SqJmauI7jByj6jeM8IvGuL5l4tOj0FK0pC1gmvjJ+551N/JnCv/bXv3sz8axPA/xymn0t4BU0ixV9w+Bb0auoAeJSRsXxnmnwRDsSg/esQhAUhKW5Wlxtg2Y7qxygD3Asx+Xa6mcRzk0R4iXixpKYLh2lh1z3YJepOa9xDSXwspoaUpeSY2YMwoLi8s5oHGOr+7mEInLcZFnFvClh0RRhVmpRtx4UWiZM9zg4bnDBqoID+nzA9yFVyO569Ck9NRUR11VkPaF4xZgCQ+CCMDjOc+PFvtTIrC1xpSUeYsVI27rf4pMehCkLmWNTSJqzviGSs+lDfa8WPsVbB0TZniaSO0s4rgybdylvr8QEAAknh4STJ6JngD6/YG1HveW5mGN8c0if/OTbluDLV/e+9YYnUztz26gSTNvOgfU4ND6KOCljuUGf17Tb6RbEDOZJH4S8h/HSXAWmWXKnkWhmnwDFMrCsPAdTEGEJdQMNrVs9059Gtj8FznQhL3pwOL7maKFIC+tF6CMC7AQBdWbRzVpKKLAFDqYiwBI5SJ4NwXXozenLKg59GsJTBw8PsUizlAOcENSQrU+G3hjRBm910UK8IepNT/AwFAGOGNy9sHm4NIKmQe5wqGFIdAHe9Q0Sjq7CKqlA1VFSHQYVnkQHniXAy6Ug2rG6kkeTvwkiaMQe3YCKSrDxjCi1HyC6/iyA+7y48Be3br2iFu72H7f/0VuPbeTu+NnkhVJxagBWmSZQ9MCpJoSEZl7YigAAIABJREFU0RbG7tmcnxCMlx0oy5aQOm0WvK9otzdeNSEly3CKkmvNKG6lPBYNOyD5UoIUSklwGgchHzwDEqoXOYAJfQyWrkK2CKgRWVWCNfYb9ex4BFqRh2UQ0FdJ9HoReAKaLb5RpdItB5bj+UpxFUYWaIiMB0Ow4TgudMph6hyq9tYwyrboqh5c1R+0/2tHIHQr+iXVqThmD1iOO2roQkUo1AVBcGZjsjJHiFAOhFS3Q1JxaufkbCrfA9qQh8JKj14fHVvoDnjg8rNWW3DvJIR0jSnu1VvWSDws5oAGX/nzw2djJj6OmcSYP/Ej6YZIo5qHt25DCn4aiC8pJwvJ07Ha2o8x+zAkz4Ra1LDiwJEGxsXwMCRqzDUm2IM4CQZuTasGEDi/etXPd/68Cv75b/zFnYsDL78jny+Cn3chlyVw4CG4AohdVUk8WJxNPI8Q6rGmDMQVXM8m1HRRu/vB2TwRbUI4l9BG80i4/kmhN02lEQKeoxe5j4nzHFO0iE1qmpnrEd7ziETd5MS1CEwXhawMK9/srfJJGy9DiC0Fxew51wBxNI6zK4VgeUnV8+mEMSckrEVOoIJPxbvYRirqVeRdmIijLGYsXUoZhLi1WEHP4wRXsSRXNrisPGKSpViBoPKQuYIsaWbjaXM2ycXjEpFUHi7nEBpb2dp4nwcRl+dMW1RylizMN4LIjpmWPLuP81yF8LRMeRN7qYF6nkc8jticaOxWitq/fuSrD3+xEc/v/uLiS3ZbSz+asopxYXIF5P2ngsuOAooLe3AWzmBwwbZ6CQg1KPAhSVQqy+yvmiHBC/Tx5tYAQ2hopdw8/WpffKkfvJUGqLLRoFtXlQeqIHpxC57ggNRqGLZ0VSULwxs5hqPxqoIEVIgWDKIGQXKqK+5b9pFHvvCJL1RhH9vxwN+WEvJvgaPSQvhl3qhmzPJzmOMrwlVDh40wOjGgeO2ezUaYmBfDGqueOT5s7AZXgtn43CVEmeQ9ETG3r+vUc7MWivnmiJrqD/QZCdoRGeaROJw9y7riIYIHZchC4vQyUqcFe7xVYXXKHPhYXfgNU2jzhSJ0pTkvRCuckuKwelOrMtp9hRcLc3hm+qEv/e83/tXvfPb8Ky8xTlv5wyO/dl3y+u2PYdmxBXACjXQRYIoiNEWC1ZLNV3Ac8DEDXMxBIa5ibjCNYrw5GkrVTcQsDQYntX2jo0vyeQxjASkuh7iSgyW1ZwyWiAGZo0qCQ30IKHMyeMOAbGkQXBO860C2A/ZZdhLQdQVuwYJbCjPAeShpArTZiueLE7EYG8CLo1uQV/sRm54DDmuwsxxsvd1qRD3ijs5B0wS4Ns046iEWt6C21Fk1dB7lsgiHGq0IzV1kQY7ZsCvGKYqHzpT+XuQ9pPp0rFhVwPKVjVmG6/yMVyT0jbSz98YVFjgLSXkR03N9mL7P0l76j9i7P/TovfdQmMt/6+7VgmXfCc4LeZ/SyleD//b3WCd5vWo7jLQ3V7kwlSEJJKsExSwgYQS2MkOIoaAOwRKUwBDWzuQrf+kalMkAUxecu86rMvMa7/HHrEM2NcT0QPcn1MPPE9DIQYfn/agw2SpBqkbPtdhZiGsjYSxiMH8IA4XDlRS8AaZqk6wyBum342iuK88STrvxhqO2L19RT/B6beftK1ZPBAmZupKsYhSojNW2BFiOBN1/StHyQ5dGsyjIow+Ldj8MOQaXOoQ8D6JNcy3Y/j7P2f1wRQmWIAaREg2Ncx0qfcEVRZDRfmijI7Ay4VV9KA5jaDCUEqajw6pEhEWRiic8FIE+aQw3ExolF0Yp4kyJQKwvbF/We09NmYjNdLCYV8DsGI/507qXZWqbj2nOQpRuXP3wT3cY/eR7u14bu9Rc3r2fKJpUz3Xz7uv+K0ohcyIO40iHUmiVHcOnLMTPzMEtyXByCrWQQhVkSLwIiRMgigoEW4VYTPjfDI3DTNnwleJqK5c4ZGdEzDzRh9IOEfnKtdcYFSEkbAyvNdA/FEKLBr6kKC6sMt8QSVrvp4pPHbBAg8NE0YYkmVCV+r3vKkC5j0DTCKysB15wIFCDR6VRVq4LAmyOg5skwFoPuuiipFDhqxI6SABDcTlHor4Oj8ynXbvtWD5w+VkZy/MmCYd6HBvV0mMEfLm+QcMeT5tDHMyRhosqxMdNNXOu8S6MgmlhYNUJF+Q0CtZA8J8tOHL9aRzYsB7Z4X7osfaNYkoi5seHYRYlECsYrzUqwFOayVEXXgMRVi2WMTAzj1ixXUngHRuZ+SWs27UPQ1OV8hwt1DVkGbJRWdSWeVXHXFougaQi0pqbPIRJLuhrOrwUSJPS3nimPOcKqgS/6cL/80+nnP3CLYmRzlkjA15VZ1iCVoBgtBiWW2BcXoSZbGGYLHgq3nLBLEPOzYJoOXgNb22rU+AcB5JWhEjDyEP55fGEB0WH9QRMKlBgaHe2IEJXkqChhz7jcmzEtDxE2wxI1aH1ImQnDLXWN4alZZsstbT43o987ZE7PvLMa1c9MH/wkFVSkP63m+GcWoC9fI7G7ncZW+Wa9Y1DHogugsvFfWW3csDgUs8mDRWv8BJOk0GqmS2pD1aw4faV4ElWqOLqG7n8kJ1oqyvLxRE9mS5Ywu/g5h/0ACbSsPcKJio9vf5WqgQ/tPvheUsSBl4Sd+M/4j9AYkmAaskQXRECNaNWGlVTSkKJRg/AlAxM9B3t2mtydhjibIWvtkCqIofhmIQkJ0OQgjMhePSVUMBDacKXmMhDpN7wLl7uBjE8OF1FBe58El6pongLDvjhPEhSA1Vcu52p4Jvvc4OXV+Ee7YeXr4eUe7IFrq8EIgVPGNxsHGipSckEUx2ExcOdTcF+ajXciWY+RwbzEM45BH5ZDiShw+UduLLhn53W5pocdI1DfyaD81dsrn1+YMcd/+I8rbxv94feSgbKOVx29CVILW8RG3H1YJvW0FXvO206Bm1WgQ0LBimhwUYJjr7/ggwp5iCxPgfeM/2nSPVGhfEkCKEhqJ3Peu1upVEU1EuqeygvOf6/rc1zPGgFF9kjNkrZ6jMDuuoe5ASH/hUilEEXfCx8r3DUw6Hw4DjiiwqG7sBuoWkUDP2eSkqQZOopYedhMTKPDePPwlg0sP1PhG99c/C3PsgL9iQhzfJV2B5n8agxwVTI0j3hU3cjHVM/jIY+JlwsY2aAoXT1wRhgq3vS5ygVA0FKm6sr0w2LRI0HVElePfNUk7Lswb2CKsHTnz3D6i8d6VCvqoKoWxx20yFv2NddF7FZkdZIDFmuH/Tf1jZVGMakswbHhDHk+Kry27qvCxBXhmehl1BERjyIYW8aaa/5uVS1L3969Nmg58LkMijZy2C59YzQ9HufM43V3h4kdR1ih6cxvE2Vew+c73LhYZspuE6DXO/RKDIbvFSkz0nggYOjpeC25Djwx0U9yBKPEjeARX0jiuII3BDZyLFUlPXlOHaBgMLZ9fskc2DnD3dfl78GUjOvMRqU0g4qC5yiAD4RLtubxxQUHxuAvk+FnW3fNq7BwzySgFMSQRqT1LQsbN0lVbkZRRN8sggiNTgtqKfVoWqTA17VII7PQhxsCxgJblbFhLohh+QmCanBOITK8zFqLPQKFpZeMqBlFXB2DKLH0/ibphG5ggI31g9TS8Atq5AUHoJYh6Fh6MV5CcUDBPYS4LY/7wcNXrTnPThGa6xK8+Rb584pgNgPcB1exarrQqTR+y/bfD/huKuqqPd8bAjGBTRsL8gmZtPMlzkajVMPQKdWZ6KG1++qD7HTtmi9zqsCTdiVUOdk1YtfI3EskmH/bW1rczxqoU4jR/oxzVW9wM0iAw15sUj4W64qvhOFSbvzGPMOQfZKkGg27JCWdLNIIOcf8s4t+BaflJGckmEQBQXS1xTiUv1tISFh16ZRJPZouPYPf4JYJcsq9QR/tfDBO9a+btcnpISN+Mw+JCf3gLd0X5nzeBGO1PwmUdQK4I1SkI2uY6vT1VcUJRFaIt40NqlchqwbHRTX6tqeqHWZVSSM2me9HE9UXyxnowvpASyt2UpVkJseeF/+S4fM/ED/Vz8O7U3Pd1V8/RmepLrWUUJP1PdgNaKEtMAYFil4nywYBtp2X9X2r9QT/Mmtb5lKjCWW/0Xms7j26FZoozSQIEooZz0XUXi68+XocUTN+MTPQlQPr/w7Cw2PH3thxwhOH92IscQQjpYWcE9mACu0BVx8dC+mHhjB0e+vgLEkwjEECKoNMd3sTbU1HhZ9okGDTugzolcC4wHajAJ9Tq4nQQiZSusNIKUtxFeWQo1enOBCGTARW1ZG3+YGr3kDGenYBTXck1KajGFpZwZmXoRdDtElGvCw9CXEbaTW16KG67N7dZa1iXorEzuRcg/h41953w5djJ0VqUOzjIkFpt0/0L6qEXiqCmQvMiazvimITLLKMi9/plRpagzX7XA+GWkZ9uvVx57EFS98FbJdBvUEb/udNell1kSTUHnASWJRak1s2typoSUg51siYlqU5CVdAk/Co7Rm9FHsz52KkiXBcJsT01XHPa8PYdHoB0dM2F6EF5FoPkxCKGA4MQW++o6+4hehBn+BaEjLJQwrM1iffrmJPDPasD+evDWApQ4RQyU7jpzZB5ksIC4sQOZ1JMXmM+p5ZahkGiJXhkg0P/pEoHGuDY0DrVBC6eKBp6H2xEOyIUcJBS3bop9nRPdzCKjwIMJBuOzPOQRDjgW1P4F1C9fihV/PwBkUMLd8J5yR4H04bfot/Tj95cMYVOd8g9yxwhh2z9UNmlUp0u/fiuPQYnv1pKi9fjx2kki+Ujk3dDxRtpQm+sZciIM2fZdQ+zMNNXfLdY88JwN8yxanz/ftPDCsHsNwvN1ZR7GNJSexYWgXEnIBMbGLQ47qFS6PhfJgG50bT1KpA53Dzm6TtPPjy8+4HIR/oAq4459HwPd1eTt4/Hf9Cf0iSgBuvdESkxISU83KXCuMoBHYaifFLiCrmbSRPb3TwnTnnI1j7jYeocxj+SNpxI/JkErtlz3tJX1YQWy2u7LeSuBj23L4+u0uLvrAszUl+OG1F8JZxWPwpV8gOb33hNakVz+OXtvoGyoaR5UdRQv50biix8P2gpAFDxuV91x0gfPDyw7yqX9/F+ytRXjxcGNLFVv0HBmUzgr3jqYo2xxOBCrqIvFXn+X1Qg9gWGj7Sue6LrcR6jsP4QxTgS1F8WeW/cUC02207FEX3efcKzyvlLKdfnei9Ikez+KTo7hqw6X4rkJQtHW8ef8z2PmXGzF5b/fQbpaRscBEj5CNm7Fy2KgxRX2v87Bok0vr7U7D9pJrik1Ku+sQmFkJnkUTlRDI/QY4GjXQ0Fhg6Hs9IxtkVFaHDKy/ZT/6K8p/0nkBn//uG0+qsSqaD7FQ+mTCRN85wR6LflbCmKaF6U6IOh+nHX3QV4JpW3tmDJvOD3bd7cNnonDlARClAPA2PFMFaD6JxlYdKI2GoN9nR4D5eFMmc55Y4OhbWGKBL3MQ53T/nW8rGj+PgylCnGz3+jbef5YjwtPCw4mrd6TjP4gLjxxjhaF90rwhPPUCuwoK9ghVUWvDjvMLUIUcOvbVuPVGBEgD4YYw+vJel2PQbRGFmXCZX5cVWJICIZkDn2p83tC+urwroDw9hkQ5h+G9RVwUuwFP/6GE7Kk7a8Cpy3h8YOOXGPLcNHOgkpnA4aXVoA66auPgoE/NgiY8owabRb3fD4NvbL2CqeKsKpPPTm9DTmvwzDdwqDgtC2e3P+ehM6JPYU4Z3IO++DTS6f2hR4QqtwPxhc7Hh0Uga9y43Q5ii4MujM7Vn1Ml+WB2XbPb4MeXn/lHIOR/UaCptySw8Kv07UAg2koFHmay2VLLxIRYGFULTLiiWN1EBP274xh7MtVRURRLHAb2JlDLJhxGNGbCB+yW0iG3pgxtsC5wVs+mlBcg5Xk4igu9j3pRmze8wDSeiHuR5Q7qsDmoEvz5T/Xhnbd934d48IpLIGh5rHiUll06UdWlvi7d9mbUN5a9FIWjl9//q42HZW7ZkTT+5RYFfXd/GPrF1RI7XXgPw+pHbbte0IkFBwsMC41OFsyrOV5lfgDXXhYHlje/RW2dW9Ta1Tlbd6qw4GGh68nEw9LXyYRhoY/z0gY8edqZeO2hXUgcMPHguy/u+mSAhfOywkTdAix4erWfetkXC91fbZjz/vopXwl+/gUBj+9szjAf2nevNibLxFj6YsHDAnMy+2LdjP64ezOwdzz8+344dLw/ide+3cbXuc04+tuPon//FcgcvIRGaMGRi6GVL/xREAt632FoA/vgCs3GazpCdWkFYnOn+eGmnRpvxcAZMXiC6de1D8lE4ivWnmejQApYLNl+ws2m5h9A+s6SJhjswBk8IIEE0u4g+C7j8TFxBoriEvJYgtP0XCIgfToB9PGpekb1lslxroBYaSxIRBnRqhFtemwWltDitKLJ0UQLHteZzmJxCCPP3QTOlv1IsgNjP8axX6Rx1qKLhd+8FNmzp/0RLH5+FH+8+39DEqIM0HWre7k0grLe4fxXtqAoFDsqk0yWmope07UvGjG4tB5z2a2wrPZyq3R+tq0iV1jvh5x3a5WXbf4JSiYOQ5Hby16aVgKWlQLP65ClHEhDJEEjbo5YyGRexmDfCxDE8NB7FvpEzj23HotLp6Evs6dZ+7nvis07OHB+bYJdXx6COxYovNu+sBKb/3kZ7JiL+U0dYsVtgvgxCWba8T2mnZojOdh37TzmzwzHs/Gbo9jwbbYszh07YeFnLDBRp431e1RfUd99LsLgluoyng/siuGWN38XS5k0ntu6GanDOzGw73HWGZwQqaM6YZn+ycBR7aMX44ka76v1/cs3XApB2wJ3pF6fN6wvFgWNCSYyhxubpT4qdCdq+zON9RUY414x7U7suEZuj5uu6D8p3l8WurIIkCcTD0tfLDDBInTnBux4IpcUs4+O4cD5l+Kdex7GxB2rsefLp3UXPnpgwIoeFQsVWLGwwfWS/7Lg6hVMp9n1bcni/Nufxr/dO4zsEkvynR6NiAVNlPLHgoMFhuEssYJEDbm+DgwDYwBh27XAtpf/Hdv2/ZsP/uZfV/HHr10Jec0U1t3756wofgkXQoEeLtFx0beqTN8/tQdnv3AEC395MfQ1gVJtXTaCP9j0aZ8DW2YcL+z+bQz1P4v+/pea+6gMfv+B67Hv0Nu791+x/PG85itnYY0mfdX0EUhiHqIYrkOVy6OdFe3oK42dRiwLwwLDOiYG+kTOvXF29YT0wV87KcDX3bAF/XvDLQU1fIwTpWBWwoaeCVeS47MieLOL1YGlnyhp2Sc4g4TK1BeLFBKpJUQ7YlnG22Xr/s/tBG/8zZ/6WUR/qQBH86Eojwg7lzi5kP943YVwnW2/VIBDL1IGZbxXSjIDezmRnXHjFf1wTkL4M5uCF80oTyYelr5YYIL1OXkK8Pxjo9h33mW/VIAZrlTWsxO9M6NWmGUXdB+NOqbhsm8+/EsFmEVz7dWCMZxdVhDWvbb50L24+KVv+OBvfK+CP79mFQakEYw8f2M0ihOU76I7aIBg6YsFhqXTXuDpBY7qWF8Brie9xzF6Xxnun27F0mmBU7BRAZ6b34KHHrsdAq9DkVujsoINrWsDcEKqKzTpYwwyA9PwI85QL3Awq1AMc2I9h70adyPNm+T8+y8/82FCyMUUoNEDfPWvbcLok0GmuMc/dhDZ08OzvtHQ5MJKHVase3pw+vvmcOr6io0+mcLWv1vR9WgNP5v0a2x2bD1koj1JEhQ1HpaVZYHpQrXf3SHifdffjUI8jmfO28roAY4aOJvwEA3Vi36icUSLszUuGSmCsfTWKxiWe4bCGBKHf7ruEkjz58FeW6k3yPrjVwjHrkh0O64nrpj2itY9w/MqJMCqUdAQcdPr07AbygSEUZdlbaJhekaRyDMVzSdYT3Cvxszy1pClL7bDNfPoOA6e/xrcsPdhHP7OLz3AbFTrDsWyOr2C6TQSdbyMy77xCO65bxBz2U45Seq/ZrnqWWBYzlMUnl7SJqqvgAK967F3/bHtxIte/FecOfEjEF7AtbeI+ONL1yA+rmHVgx+Jfida1ShoYqXMEbghIaDq/HqQxtqBoUyfUeOovJfUEtNwuPYEtrwrQTIycAQdphj+XjZeWBE9noZ5afEZOHx7ml9mPFHLwLbggfOrA52VpRXgqvWmK2Fpz5GnMXZfHkufuRja6UGCLvuqQXzqlD/x7zSqAP/isS9gsH8HLr3o1pZRBvuZwry09+aoGYCGC2dS+7BqxY86wi7l1iMRn4QghIcJ0++Hj74RAq+BcOG62EJ2c9Nb7NbOjoeUJxq9V90iVWU0ndrX0bsdRZ+ouVtWArn8+nBOc//lm79OCPd++nXX50fgrLH8GGlfAX4qUIDv/cedOHZu9UD0ilmx4GlmjVRR7tRoQqmN3xmFOi/6YdtuSCkNYhOkjijgDQ6e4KE4ThX38Af/9I0vVer3vWUW+ZUheboB/11ymPJPZyYyjCd9UIW60CU8io1EoSR58T1TuOfsDF7/pZ/53x+8/GIoS8cw+uwPu5enYxBZWa4stqGzQXXjINHCfCT/aQA48fEcT2+9gJ1alcY9522B+uLrYVwQHkLT2A8LvSJhGMgUBdITI1MvCNhDHJF0O4G+pPk+vPOaGPS+7ok8WMbABhNRxvKk8oneichR+zLgbSzGmegAnqjldgsyEnOb8LPVp+C6fY+h/EQaT962LepnPfnOQgfWjlhwscCw9NcrPCx9nQhM5oxFXPDFp/Cjn6VwZIahPjTLxFhgwsW85qkw4zkRClR+y9wXC2A0DMvZrQnfJxjyRcsiveORT4KWTaq+Ab59bD28y4pY9dBHa8Qz0kdwbMsdHYlpZI74CqlXyjQlwQJxAaWIeHYdfVQLz1AAWsIz0OWCRudACOTyCEwlC3umH6TUnOmZlp0xLBWux6GwKMBZoqUcG5EEKE1aC5pU6gs7tHJHS8KtCkxGToK4tEyRCc5th7EkCR7hUTA18HoJtAZxswwCGLKKwZWGr5gKfnnL5vHQt8gjmVFITgyOX0O1XU4PfkFAFXeHszFtz6DcUjuc8BbUdfvAKRrK0gIcvl3xP2XvTYhnT20a44viI9j4zAB23rIZzpZj/jf5Yx5uLf69T+/uCnBwi0TfECcRpvJwd27+LH8upiNhujAOr6G8kmeLKC+eD8vM+G93acIsumcamyQYfjZuqpRSZXz18h8hHp8M3dtRSnv1R1T5F6UWByurNs5A5+paNR6Z2oB/cvmmmzwifJv+gSrA7hrTv/6v6agAn/zFjRZH2sfkgkOeDKBM6qnhZU9D0quHK9BySiXSXAy8FzC0hFKfNwMB3Wr7Bpu/f3cMUqFz6bi+3XGc+v2h2nqZqXbrDk3G1b+nHq6eX6Hjs9928Zb315J74+cXXAJVn8bYsz9gEO868uqGD6xXTTdcLAyg+1h6MYp6Dyc+HhbK9QrGEUS8dNOF5kMGpPQP3of8TQ92TXPfq3790xYZ4R9RvqjCkLvVCD5pdYR7RJhXc/ec5mzEudtK0IfbE070aPgtaFhm8/8rDAtFWebeHc/so+O4ZvMl+JoKXDrxBOztSTxx27mRKQpZej6ZMGESAeFcxJZpfmblarOKArRjdeGcllNShurGZVoeqXgwCZcK+V1a69zC+qI/p/hohmbaMmcsYfSy9pIctOySU8mM21wuqd5LZxggvy+J3S3vtmmP/VuyOO+zj+Phx3i8eHh5ZC30qvzPUqbkRL0vTH0xSAksdy9LXyz3CStMsG16tfu7n9+q95dCnXWpgBWnifhSag2Ma7QmBbg8uAeHzvkHCM9sqnmFadZfm+NrOpL3wiqU9gVeqmrjvCJSQj3TLpmSIDUocI7HwXU8xMW52m90J4WS01zTXSIlJMX63u8dTBIOEhB9BRWg49HtGDhi0NRf/t+O6RtxqHxRbXx0ZQakAzg1GThmaDPd5qeWAtHRLx0GzYLdqQXyh4eykoTDd8hsDUBTE8gO1JNQ0drBjc2VOJx15hAS+dVNf98bexhnPnIjHn0HAXfFc/635BcK+ODeb/nCz9zCWQ0e4A/738tmHAcbSh4pglYrI/Xi7Bl49PBr2qYzmpyEKgQ8sPG3jYC9gmnEuWvWT/tUX5fq29guRqGKyIbV/fsR7/AWmSJc07cfr113fw13yUo09UXpsjIzAZGPSCZW7bDya/oWmirtS3pz2bAoOq+PF5BcfG1tDO1lkMA9QCXnQAEOBtXuAQ7qYI3/UxnKQQf6Gh7Fi1OwK/olF1Kw2FFdWBkSZICn9cMKgJhvpjCF0foI/CgPauQpEZBCM4yhyjDSIlyeh+0JWCqPIFtaBoXTsVKZxFAsCy2uYoJfAQ3BBVvi+uEQCQkUcSoCJrIX67APazGNTlkZWVh6swGO4uUcFyNHppHI1x+olxMxxAYWYfOCb0lTSxpihbqVw5JEcMMGxrgDiHnB7ywi+QW9WxtVymkzIeEYWYXi/BDUcvA3kkjiymd+irfeWrdg0QzQ931iJTZ94ps+zDFnJPfMhVvT/cbLGN/xQ/9vzfa2oEcz0Y+F9Rf4SpRUWICaPQrBDPpxebHOvBtsW8QOLGouL8BIj0AbCELZqwoSxcMtHIRkBoKQz6wa6jfzjgm5XITQYkms0yD6MouGqM6YxeRbpUwnWJbeegXTthVqfzASErLrX2dmbsS+f36muDHzg/cjf9PP/ZWJEpACakSblbrB+MppRF9RfUR978U4qwQ7WX2xeLY7r2r4F3VuAG9/56nA0pSvAAdzCW/KYhqwBP+tsCdb8HiH1qSAbREU3Wbrt+iKkAQCwruAy8HKS7By9ZJrnGxBGi+BVzoZ8qLOCiv1e4WnlzumekYaOJHDwd0/DHcxENhIzAC3bg5crN2r0G2N6Wz1nw7jNedf7oPd4XrYNv8k7O2pmgc4jD+n1uVx+gdpCbvg7FHlq9rA0LNzAAAgAElEQVTiyzTwauM6scBQBS6BhSeHgjI+gF+f198PLY0qr7TxquMrk0PnNZa5aOd3qfVFiIlmAYftDALZHZla7/Q8lUrU4xCMiecJ4gkBAlUeKu2V9xXFA6P5+MKOvlCvPU2C9Xt3fQaf/sqbcdj3tDBExEZ3x6bbMRgoWXREljFXYca3DWPZthEo/Qr0rI7yog49ayB7YAl22UFhOvwJXeM2O57+up6vinLE4oFjqhfc0hnxHLz+mS9izexT/hd5uA+vf4vmL3AnBXhi49dwyz+IGE/ShEoRckhN8GeDe2ru/K5Xyp7c6Xh05hJkjcCRovJlOCCwwYPzA5o5cFSZrGR2VnkTW/qXcGn/GByioyQuoKj8FAr/EiRaFtYl8AjBmsG9iMvN9XsF28OuoxfWBEAHfCDXVjyJPGwonoG9ubq8ujJ+GGpT9uaA+724UE+MO6LOQgoJpdbMukNobXoKqVZPIjzsmKv3JYk8dLkfNh88S5iQ+5DZlkYiv6aJhrtjj6PvtPdjasYCueYJf8VqCjAQ6gHeNXsG/rL0+z4eOyfCnJQBmtuId8GnTYj9dWOfUxZgTCT88lVh7fi2QDRzqRmiqp0RD1y8BE5svrs8r/JcQ3AgpBegrJ8Dpwb70DMBz6JjHgMnBuMWkhbQUDqOUB0tn4D+Mg+nEKwjJwGkwq7pXzwDMGc9bOx7vuu+bf1IDQTlBmU6oFH03M8fPIBT7NNr6MLrAHsedt0+2kUBDkLv1n4qh/iuzu99AwGQQnY+vCwwYTeGNGIjsVlH4kwd6joTsXWNF2w3haU6Hs936U/bI9iePxeGLuKwsdyf10vFU2oEMiURtiRC0XUs33cEG5/eCUULr6+qFstYceBI8NtXwMHnRwaRHWm22HW65Zr6qoyWu+IqHDr9KK7/WL3YdosCnPt6/jd2D195+PwB82WMPRsowGFNz4xi+uw3VdQjX73pskGpONMLmEDQFMpFiEadmUomB6UxMVppAl55FpxV9sV/jxNBi7KTijLNWzokPRd1tQTL1LI7eS4FnkvDJi4M3oHj197zjyo8ToDNx1BUVwRGAL+wgQWB06CUFyCaRV+hd/j2UHbRKIK3DRDXDmAEGZac8MODgh3p+nPm/FAix79UXEGCI8Vq0pLLO/C4POJz1f3nQU9L2P22Tfibmx8jf/f09Tv+4bHiFuoBLrzrwco+pJFUXnM4VWUliSGCn0/B4+lNRifj+WFV/GIM3IIM4lWYHf1UjgE8gUcVIJsHoR6VWInegDU6un0GvIwOV7V8RQvU4yLY/pr6tBZdeGkdpKGYeuOmqsJ19QRXcEXBdN+vJ670V8cdJcj3VAnWBXx45bWl+U0z8aoC3OVQYl9OwxnquXhW3oG9eBlZkqXiDaSW+oIUR1EsQuM12Jztw8S9GJJOwheIGptEOCieAAkSljvLsd5aB6khuYdjF+FqJjzPATF4xBctiGahYmLxwNEzQGtCShJsWQRfdtG3N4fRh5bAa3Vl66WLt6KwQYUzYAfl7AwRLseD1nv0m8PBswRQKYzINrySBPulcdi/OA1eqaFWOt16Q3lwQwUfxp0YAhks+v+rtZwKV9XBpcuALsHLJoGU3qT8OUsiXE0CsXi4JQnWVBL2wCJAjQoNjWQ0iP0aXNkCtyILefMihEqd+SPuEWwdTaE8FiiMwUwIlr4n4MrXXQ/NKOObCzKuEJ5uUoDD1tj3Kt7+FDRFgOoatF5JUN7E51MOPJ7yiLrqzNO6ny4flLWgAg9HDSI0wqsimMCFAAeWywX1KYmFuLQEUTkK0uJ9cR0VrqtC5RysibWUGgGwUBrDQn4Ehq36PITm6yBU6G3Q5G3/fuR8PkeNwqRkQZvVMJdzUNQ9lEsclrKKXxOTNlv3kDvWKmsEo49leMQy3T3FcoJASXBwTKCYDZdZWmFSaQP0f9WWHIlBSssQFGoA8CAKFuJxC1yFnx17ehSPfTwwZDS2vs3HcM27PqPfvveW/YYY3+RzH4/BOEnZdhDV2rmxwNTEkS5adSSe6DELCo9tv70Z6fFmL0/Y4HNTRV8pLkyVMLtrwf+3tVU9e93lx8D7F6VI+jvFp3l9Eya1eSTKc030tTkRDidCtAwMFCawYv55SE5dWZlPrsL2De8Nhko8jGdfwlse/1P/P12PK591yynyKuEwPWj4UnptqAe4rgBrFTmxzg06LnSLB4zCFdQR5GPDTT8RHAO8a/lK3X5zFZ7IbcL+Pby/51u3kWFJGHeXYWViAO869UKIzi9QdiaQd5+Bzh+Fw2lwfbrx8IgKwpfBeQ1np0mTIsg5KgqujJKrYMrpwz5rFCU+DkEAynoME0cC+Zo2embXnq2gf0jASus5jHv7AhmzQ/7b/ryGvrIOA3HMYwOkGNfoO0H/QSC1mIfs5uA4CnQn3LFFWRlxqNSmYqF/BY5tAqyKUndk30GMXH64owI8PaW75M1P+4wmSgF+cXEDvv/tS7sc3HbZ05iIwzjcoX4zgNyPR1B8Kg17WgZ4r8XIWcdnlzh4Og+iWohtyiFx3jT4lrxM2ssxuEuCX+qJZIfgLik+vDBc5+fiSBnSSAnKhiKc4nLoTy2HqwVyL+VJG7dqyKRy8KwSOFuAuNh+7lN9DhyJhwkeoiQgkUwjv8SjGglPT+MicTF1lENuhvhniqcREbavzvqNlrue2+nBnCK+Ik3FfK7hiq8SmcK7VA2kIrYEyOME/RuBWCWowDItDN0/gbXZDbV1CVeAayHQnTzAVQU4j/hOuqNYrFMnBqOsMTD2nhzUVRbEYaeFACxeg2gmWd+tAb7iczKWtscw972WdzvHZZI5sXn7A2FRpqmSQhXgDUdw/Ufr4TM1Bfjj3/ieAO7mP8/9/k/OuvbRc5LFw90V4PQIps+5FoefXwvP875kG9wHRcWGY3MwS+GJPATZxPHAjOgEZ0pFDAkN3oqGuYoWQV8xhj5hHMPiKVD4NHgi1ASpgyueQjYzgZdXb0emMIrVR7ZBMeprdczYjSljJ3SUMbi4DIf1/egnA4g5ChTSPAcBMhTSzjS/nh/BQTs6cUmCm0Ocm+/K8KofTS+GRWdVKGwmPoVUMrxwePw1kyDpp7DprsO13+aXx7D3TafjK+/aHq4AdxkRf3gIyhNjmP/AZyMZdZXojbtZ5USMiQmIhAMVaPOOAcOzYXkueBDInIAEJ0HhAoFx3tawYGvgF8Yg5Ouh/NXOBUeBoCcgOoNwZReeTC9t4l9Y/l1bOeYeXNiSDU9w4NJC7R7A2TygC/BsAtfz4MVNIN49rCZKefWP3gl6x4PjSw2BLBEHnZeBP9I/Z+wcOvfLv3/e/ocGXuATCzkUR7rvN6oA38S/H4Zb8gNqePBw4cJyTehuGXbFC0zAIcYnIBDRP18UxvZMaHYZFtUY/ElwiJEYRF6CwIlwPQemZUAzisCECOlYAlI+huTh/eibeQ6jL9+P9MKe5rshjI8x8rYqZZ573R9jdtVrajzRyMkwCoHBicQBsspGPjEH27GRjGeQiNc9iELSQer0BoUt4krwt1u0UZnZE/cd/VvYWlyOwurgHVm1UQV49Yb1Zv5vfnDgyd/7xOlXcU/A2p7p+gY4UICfxk9Xb8JcrPnpTusuirr5Gr8PYB6DXjj/qeJNI4e0l4cOBbMkOMdD2SI2757HQKEMgZ6/7mbvLl+DXzouh7KnYkKJ4bCoYSHdfn5EWFiNYxBzBtycC0HxEB8T/OeSfu4Xj0Yj+fI7jEUb+hIBkQEyImEKg1hCILBV8WSQRxwapJiH9CpfFgNnVwwExEWSlCBzJkRigz6rshwJhibA1oOx7frpBtz78d8MjkvDDDNnzGBl4q/W/GDzLV8HyGW19YlamOrVX8XXoLzR2qqulKXSvO9Ro7VhOUcEVwmx46jIScqg//pnw/Mg6Tbgin7yG8ExoThZ9GsHEbcCPmITCfPxTSgLAzCFRPCkFBxsKQGHF8F7JhxFwcD5q7DsnBE4tgvPrhutkuMJiGp0rdYwLmeWbTz/rd1Y2J8DiYkARzm/ALEAcJoOYlPFDlAcDwndhlqJApCyRaSKL8JRyjBl4r8hTZSajTICyUIk9edu9L0urddbbcfDn6f6N+D753+q9tvx7Iu+Auy46o+lcu6dW/7g3MVlRRqZgQgPsIDxZBBRN5dcA6p4C64FS1CwGB/Dof4NmI+P+d/9qEErUAyorG0IKuZiq+BaJjw7kJ0E24HtSnjxWQ9P3WdALwXOp9aw89elZdwyZEHhHoEWewGuqgWGb85DsXgKyqVTUChshGVlkMk8DlU92rRctpNEqXTK/yXuO8CrqPL235k7t9fk5qb3QhIICKF3RBQrNlTUtfeyq6u7n5+urmXXXXvXdXX121WsWLCBWGgiIL0EQkhI78ntvc38nzNzk3tvclsA938eeAKZM+ecOf39lfcHRuRAun4zZDKyl8WfyJ2DOfiuqxYbbWGlktCmIZUJB1WmGCUTJVhweXivjjVHfu3fdX+0GxXT+mMCYG3xiu/bvrfVyB8+yg9KKgD4iw8WHJcSJtZ3RsgOox4TSy1XsxIs4TJiGXBBBrQ0AJEsiIBTDNsPuXDsMkDUzkBkFwGBIUFhCptPqCYR40dJ9UFIFU44HRo4fVJwYg5qlRVOpwa9vXk42lgzqtmjNM2hHDKZF5kZRjBMWJji94sQCDCQSPzI0JtRXNjF/4zcS72MDAGxlM8TOBZbuODyUXD5KVA+Cowp2p20w7lxS5lUMq+4f+JwW+MC4Lo3DOAMQgPjkWCV8BrgAPxiEWwFNER+DgEJYM8SwVzAwFwYrdKXW1nIrEH4ZRQcmbF9XdPMcpT2lyOTqgStz4YiswFZk9+HXEcCUMe6RKYCflNdOrHK4uDpZtD+bwMG9+kQkErgl4ohZxnIzTbAncScZ3ixRyvhAlIK9kwR/Aqh30jf0GSTI2cUDZDnPgXFPycplTz6CefCWL4P59w6YfiDeQD8kAF3T36Y77wzp3zYOu3CzUVpTTuhaz8Yt2OCYina5/8G7QdL0d84Gqyk2qMj802ROrBAakU6H0A8PJ4iiKGmM/kLeJCIcNI5dI87ivrxGyDzKqBxkEDogEXTg97MBnhGmNsICyWxGVuGqRjn/vAnFHdPhZ01oy7wM3Z716Aak6Clon0JhtrtYYF37QZ0BuMHnz/evhjre/l3roTW24rqVe28uQf5WkeuDEfOr8Trl/0yZgBM96RB/nMB7Hc8jyJfBsi1ThaUoNBjQLk7B+We6HjcAamP12yp/AqMN4atDMh3+OUeOPIH+Z8BObGPoUD7oy9DRIM94PVi1WE3NlokSPMakBOUoELsRDXjQabMAp3YCaNXg25POvRSK6S0cMAbpDaI+QDqHPysCAM+4dLvZRkYvUQwEuTfbXZmo8OjR1f6AByKAThU/QgyXlhUA1AEJdBBhHQiRIlILpqFj5j6g0ZeUIY8n57/S5JV5EKDvAt9HhpOrwQiloLCG34/QAVg9XNgu/MBVgJwDA/YaW+0RooVs2Az3LwGnYvQkBNtOKmX5mj4qCB8aXZAMnQwhJxxbF7suuNdfrFsqd/CPZP5JpYYy+DUJY713NHD4kL1CnS2b8GX9LaxTreE+ZUuDaY1LEThQDmIdUPxgfdRcPgziIICmQmfRoD+ThWNL6oFcaxdQuNIhnA+2CQUjhgkUHtZTOrz4ZxGN3Ltwri7xBRWVymR7gpiUr8fBr8MnXf/Asbph6LbAsY52uTYCyeaqP1oYvfiqHcXtIp0aFUZvJUDLaJBkb9iYW6q5BqU59ZAKdNALdcOg3+KEYEW0/x+pJWkQ84kCQMY6q2R1wpfwAOzox8enxsv6N/AbeYLYC3uDlnUCP3Uv5bBs9c8Tb0096zWTa8/XHSR8ztYtxamDIC9DU5QcCGgU4FiWdAeH1l+o1xbWEYETiwG7fNB1GcCOnsR6BLAOKtRIlBTAWhUoLQqIMiC9YXAE01BplFAIpdCbbKi2GrEhMF+qL1esCxNZCNQUbGtokZOInrSL6Cq9oOS+MD15fEADio74FKB6y4A25sHSuwHpbaB7c8DTMLZYx/Qw9ybA5+PgRFGtAWb4IMXEnJ3l6ghIn/dXig6zfwdb2gFkTOD5PFnZ8GblQGODSDotfLGKSONuwXAB1AOG9ijB0HoOEZScpClKeWE8l0jrjAzqi7AzmfmCVM/Yj6kTzLiuQMLqSU3fbwxCgBHzpl4N9xQHp9hAzjZAAjwJT9PZhI5S6FtvQ+Mu2zY0ksUbICjtRMeuxjKcgW0VUpkz1Iha7Fm2IQxsg2pX6cTt9zR50PLL7vQ2fspvFQLn5lTZwNqAQzGSzKjEjKTEvC7QdmiQdvQO0qWgSpAIygNwJ0Rba6rtLlQ3NgFtdELpc3Drx8/kaREJJkHcIsz8OXMh4R2AcgxH8HSg8/iqqMWfshbXpjF5VqFWLAvqYpAL9IgZw/PK8snn6oHx6a+iOvfICbQAgB+Yfzv8PLyi05oSOn3zGBeHQTlHrK6FIojt4Q5KjGW65zIl26BX9YGTuOAO5DJA1mbdQqcjgpYbbWx608ysDJpDwxZa8DQdihVjZDKenlQ7PFkw+vJhla3jz8PXCzgsqvR6c7Bf9rnwugbDXaJMdzk01WYc3Fyorig0wlPWxNYkwkas4O3yuSUSnAKBRDwgzZHn43kWbC4CEHyXKkk6nrA70NAwsCepoFPJkHaSweRtqwDCmM0CVaDbhMevWQl9Zs7fjTlvbKTvyjKb+Bwl/QNvs9ikWB1WAux8r2z+OesVwSJPwhWJGw6rE0JOAhQilZjsuIAWEkQlEsCUbca1FE90Bi2CHVSfbBSbXDTJnAuP6j+zpiIyGsuBT04G/BkRFgBjcZO8kwjZJlhwZB+yhEo8vvB+hh0rRN8tT39aXD3j7RKJe4nARjy2pFV0AalxoKM3DZ09KrRZ5Sjs08JAmhHJqnUg9mi5ZAj9l37hBZACi83WbuQ7zqEdPM8vt9GTe3vF024GxTzPCmr7n09uJDp1iVn1kLVI2jBIlmgSx+08QDYppLiqxeTT9pEbczxVqDWsRTkJy2yQ67biIzctyDnN/skNkBJ5Sypbs/J8zX2l6OxvwKd5kL4vTmYr14AsdUKztKPDmk9GhU74KajN9fI7yagdqRgIIWxSynLud6L4OtcxwsshsR/hLF73dNe3F36Jt+Jl5zxuqNy3gFl7o7VkDoSk+i0LL4Bg+2ZaN0V7RORUmNGZCLAd5HMDB0xmY2YfQT0ZorLkSYuQI+hAW35u7Gv+kv0ZgpS1HBKRdCRfPzIZizzaZDdX4nirqmQ9aZhoNUCk7Mb+Wx2TCDcEeTwrVeOPm86/FxsP43j6ZOxvlN4z2vQGgdQ9UWYac+dJsHBKyvxz+U7qQe2Lulat5fOVe5cBvdpAllDokRZFVB8Xw7ud6/i0/0PQtk7eqNLVkay5/s5N7ptVqweaMWeDC/8GRJcSItQxbiRIzcjQxJeK0pFAdSKfASDHjjcXaBpYoYtjLtcZoBIJOOfuT0DcLhjX3KE9nAY9GnQ405Hjycd3V4dvKwYHt0gNmd3ofeoAdN6A3hAVYJT08ghcXJSt2wQPbLE2rOhmlQBOSodhVEVX5i/CgNS+Sg/Ur/iMPZd/DNl/2DVot3T8ja84f8PpmnS4Jck9jelD+ahtmQu/M378aYkTERxIl9LgO8pzbNR1j2e35cz235C+ZanoIxwWYg8Wgi43ZkrxYc1SmwpDFtSxN3R4y3hkBX/0HsGbTUMmirIXTQm2aox2R42axr+PvIOHYRR04ddFZsxkN59Ip8OtUgDNZNY2zpUgY/1YtAfTbS0o+IwHuy7DpbcsAaYfG7ftyI8fzUBwGdaNr7zqHZF71oM/lKcMgBOf3IHerq2wCw5MSuDWJ2TO60Cs69cAIPFjrTDbVB4YofeSKljVTYwF7wzYlcfKbSMngCcTwIYM8E5VWCbq4F+QSjnsmnQ59Rh86EjaHKHyYFSasevlOmsSSuw45Gpo0on2vpn9y+gTrvpo30U6GjGmRTb4s3/GKwi0Z6XYkER2STmuVD0XwSJbTICbg/cPf3QZJlQcqMO6nFKiJUiSHTJNbopnLpjbxy5fJs5BDkLOjs2oPXwOrgdJxf4j7VRS9Y7oe6V49tpYVZnraMLy3f9GZc32qg3VyxfdPb0xg0Zjla+6Kezy5BtOB0KYwShFcehfvEDuP71sAb4rdxr8bcbk4fIidVe+ksbmH8OguoORMkbFfDj7/pjyDDsAKuzgmMCaG+7Fn39y+DzZg0zRyQ1TEo2uHGeD8lAGdoFvWED0vU/Qa//afgTXAERdjZNxVsDYVKsoYesRATJpQak3TRa6OhhKAzIY7s7aAcsSBsQ+ImSJbdSir6iaIu/G+7/HIUzPJAbI7XVHJrKV+Hhxd9T516xyzvhvR94c6Oc0z24puI/fDW79t6H9q4zeVe4ZWefzf9uwJGJt965kP/34JY8nL/r2O9b197OY6uxpi56G9qZzQhQ4b03VreXSargGKhEZzuxLgyfBWk1TSB/88/cBomOWO+mck5E1+Bz07C3GqArMUMk88FrVsO4twoDv0yEua4UAaccmjQTamZuQW5xM9w+Di09FBo7o8dKyWZjov9aiJHcqnKs/ZQs//c9+3Gn/gd0HrttOOsIDXBsAHzl3BmQhIgvvn/5EDoXCJOs6DEbNHsDcGgYfPH88aH6CY5FmORcBGUwDWJpD9KyVkGt/wriODGuRn9keKC2UX50gcW3lB976SB8HKAABTfFYkgeNOQbSOTKhRwN4kVqAI3zWTGWJwlUHa5buJQPOtRo6DgXesedUc3y0A70SJpwWLkFPdLGZONy0p6PAsAA2heY8MPjFnR8uvS+F35/7VOpAmDyhd3Tz0e/qwxNP4edxsfaWAH4WqDjNXnEhEcoQS8qRoa4BI4cM/ZXf4Uj5Rth0SS+oI7U8GrUgl+LRs3C66VgshIziujFzTAclHIWVmL+kcBYRxRkoDcVo/yH02FrdSInaIAUYRF/44WT0Li1DYePMrAHk/s4jbWfUslPAHDWsW4UbwpfrL1qBvuvrYbRMPW+cUzTXWMCwDY5ZJvzwd30Fr7e+jdIHCdHy23hgniNGsTTXB/8FAclArhZacFydQ/EIX9qAmaV8gKoFPlQKQogl0X7MiXrD5b1weszgfx0uISLIQHHVscx+HzWUdrHIEdBRHEw+ZTY4c3BGpUfh6xypHWLsIJLw5/TT1zIk6zNyZ7zAFgmA000xBEp0OtHRv/CKZ/VqnRjAcC6XZUQTdSi6qgPz4u/SFZ9wudh4DuB91UvOPwpMg+vgtpD/N7Da44A3vXFMuzIk/IaXqLZHZkSWT0num8leiZh1KhVnoH5/VORz8V2LzCp+7HxlC/hVCQOH3VCHZXgZQKA7zf9BnZDWEhC9rT2r3Rom334haU3Wa9LFQBnzh5A7eP78HN5JsRPd8F0bD2MslQuNsm/TqyQoursWpyqFkM/aAXNy8qTCSCT3ZSJun00AB4thx9Zzoj/e2Rg66aB7SwFHGr4vVJYjJnY027EPmMdHGxygqXkPXB8OeIBYMPsAeReu+2Fr3aVnXq8ANhd8i/CGnp8DYt4i7FNgthdDkXfxWB82SjoPYju5g74Z+ei7MoMZC8Mk6klOi9PuCHHUUBH02Yc3vne/zcgTAAwZyvG1vEhH2AypV1GXLbtf7HzH9esqP6/rr6RADgv7VxIrQIZ6FA6NuVVXPZ+H4oI5wCAVwy34/nbLh1Tj4jeM4F5zchrfCNJKAnwvVp9DAsMexHI7YPHm43+/rPR23MB/P4RAu4UlmwqBGmpNpwR2Xmz6SEwTPY+H0XD0lKKl7rnoSMYjSGCGUoE7kwHtyw6lFOq9Y01HwHAxbWIGi/SRfWnvIJ591983ytZZ/8lFgD+YdObsNnLecOnJQtuhFZ7DIPODLx47/VQTrKiZ00Jih5fAoMqPl9SrLa6YUa9+CM46WiXmchhm2goQOPuU2G3pvEgl2hsiVY3reYYtJN3Q18Vy03qZAx8dBnmunL0/zIBlrpyuDsNUGksKKqsR2H1HhztoNA+gOG7eal/KfLY2WMdnhPOTwDwHbqd6Gq9YrisqBMzMgxS3cp0cCEBzPmXnIL0BuFyvPatQ3wcYPL5ZSENsN1A48snxqY90gdycdbgHZCxKl7jm1f+Zyg1O0d8ZOKBsoLFv2gPPqH86OZNvoRDOpIAJ5ZZbDyyHeIhl8XRKIAI4zkKN7Ay/t/RafQB3TNQCmvruzEHqF/Sgg1p78Au+vVDlpztXYbOnM9xbe0s3gyTpF/+0IL6C4HOz0579dnf3XDnJUv/YRo3py4tb+fnSTXA3VPOwkCwGkc3jx0Ay6ggVqgGUSIWCCTI5kB8DPXiEmSJK9BcsQNfLXkcLpmJNzeKR1qkVgeQoWMhJgRKLAWplJgtBsEwoy975CBwuGkEQ+EuFDLy3tCcAJweCnYHDaeLho3/OVq6TXLn9I/DrH1XwlLvxmfWV1FDTUXRWZcBUytg77Fj49tH0GlW/Ne1wQX3vAKN3YLxq8L+S06DFIcuq4RRX/PqVEXPko8O2Su1P/4GrjN3J90wKJMS4kNySC5bjTXrnkuaP5UMj6MXz3H9KA8qMIMG5mtbUaEY4E2ZJWINDOnToVEUQSJJS00QOTR5koqqw63z+63o7P0RNqdgQhcrEdPpNlcW1nHp6PJL0O8Qw8f58YqkEHNCvoGpfO/JzLM89wv0ShnQqmhz0mCjFOmuqad+PlWFPbW5G94IrsRUlQ5+WXyzUzKPDdsnwjGFw4x6EZ6RfXlcTU2zGTChdTpKeoU9ILPuQ1TvegOSIab2CDTbqRbhwssy4ZAIe09ch5U4frVDJtDSIMebSJPUpRahSxMWRMWDeJG7cjprwAx2AWYE50PPjXbfqC/cjf1l2+EXp2a2e1wdF+OlnWX1eKjrJoR+1/sAACAASURBVJiKQ0SJvG8mhZ1bJDBVHV19/s2u+RveekR/uXU1Bn+uTKgBzl3ajUn3HcSW6jQoH+lCT9fPJ0UDrM/SYNn8KhS5PRCNULQIO2k8N5MYZ3WMX9HTfgJdWg8MWy9EZop13sf7HYlrokDwcC24+inDbOhdRhE+3HsIFneSsBona1Ajylk28xL8fN+MUSUXnN8Ow9KDq7/YXWIATc0de9VBuMe9OPbXQm+InOVQ9lwBuXkhf0NSW7uhbNiDfq0C+msKUbQ8HRJNck1vZANUfQEo+2IzwsvNQeRvc8CrFcFcLEXTWdGg+rg/JPRi/Z4P0XzwG/h9/11hx7yfnMhrpaJ8gPW2Vlyw6wlsef2K309+q2fforl9GwpNAqPtc+oKGEoWQUGYhyPOr7bKlVjxZQNvAs1SNJ5M/wP+dYegOUyajnohuasLdETfk3uPkgrg5qwdqNU3ATorrPZT0N19KUymxERMSQFuEqyUCoVDrDwEDGu0e5GZ9Q30+i28O0JbTzHe7JiHDt50V2D1JbtNMFsG/xsFoApOjoAvXh/f8ocvkbXQBFVf2J+VQxD7ZzyFxfdc8+rzgeXXTN74Fa/9iNQAb976PB8KibRu/uy7YcjYz2uAn7/pZmjmD6D5jUkofXsm8rSpA2A/PNgpfh5BevQZRcZ7cnolmg5PhcOtQuF5PyH3jG2QpaciIAsT1gacMthb8oa7w96SC0luC4J+GjKtcG/XFJkgVsRa5/EnRtArhrs/HXXPXAl3ZzYmzd6EspoD6BgADjRTkPpyUOu/NelUP9kZfuyvwx0ZX6Oj4XfDRcf1AW58TgNPiXDxiO0DzKH0QTtvAm0uEGHNI+kpt3ey/XRMtZ/NEyyIlbtQUnUvaJ61YmSK3ckv0W7sp4LYTAXgi7hmjQS7YwG/8fJqQUHBUSCGb/M4Ma5jJTFAMdDYJcX+I2ehRhM2jxn6Gj/lwTbtpziq2JFyHx1PxtPdi9CX9+Po8apWomsYAL/WNW5uXW7unjWQWnoT8XOje/LZGGSr0TBGAKyj/LhZ2wtliCGY+PfmSSbyGl8aDDbNfBPr57wWDXojdkmplIUhLYj8HD8Y4jcRSuGQL/E3wsR+wKPZqt0ewB+kYLFRaO+SRp0HMq8auY0TsW/bIRgHbJgw93JUzbgEDKPA0e8a0bStB3a/HCY/8R0c2wXieMY3/74XoTXZowAwIcE6cl4FjJkTXl2gNpa/Ydy31PDSX2EncYATji4g6k4H5+lExrwD+HTdU8fTJP4dj8+HF2xteFXjRIZIiatlNkxU9SBXFvYvKcpdBp26fDRhXion6HG3DHC62nkNscPZMWw2PXKOmP1KBFgKDa5cfOLQYsDlweeiMhQrT+7FLdln3JD+MxrYAOiCaDNq9ogKad5JPADef0rOhre5VZhOZ8KmT2xunUEAcC2HGYePDwBPaJ6O2iYhXiHR+mbvfhWV9WujCL1sYmB9qQLvTFJGaXsjd+7pXV6Umv3g7GroGgp4P2pIvNCYVLwCkAswsPuJd3YQ2SITxovboKaFy21PQI8jVBYsuTZ05jpxqAo4ZhjNPBzvOFZyalzhvxk1bLSPm4/xoL5oD+oL9/7XgPC+gmN46psn0XTpuuGpoB0w4McjNh4AX3Cza8rGVx8uuoT7EJS5CN8tPS1uHNzx9x5G/nmN2FqZA8UjXeg9QQCsy9LiwnnjUOj2gvm1t7LQmqeyQia9agvozB6B67GwCZQ48i6QRCNMIDkxk3ZowDVXgW2uBHwyrG/ow7bmQXgiSJqSrb8TfX7VRRfgx99Og9cc7dtHNPVI61q9eneplaIRdghNsUKO9sBT/lqKuaOzKbuuhqr7Gv5ck3lsKJ7VCs11BWDkgl4/GaQYmSftmBeLHuuFuj9eOLTY1zifioapVApzmQT2TIF91lQuRV9NtClk8jYJOXw+B47s/hjNdV8fV78cz0sl9YOYsUsxigTr9ENvYvvLF/IAuPZUbkNN7w988f8xVYFeuGCUT2m7/mtctvUXHgB7xQo8p7kzJQBMr7FB/FAvz4UylApEZtxT+S30+j54PFloab4LFstMsEFZ8sFN1glUEEpFI0SiaLcHe9ZaHFQ1o9haBb2sE1n2ifB4c+Dx5MDhrAQbwZeSyvGu023HhJp7+dYQIHywqxLPNgv+s0OJsMW7riuB6M7Y3EHJPiWV5/ff8i2cd32A/K2/Hc7u0bXicNGnWHL/5a/+vfXa5bOaPsgiD4OnZ+FPFY/x+QgAHjRN5v89f5YAgI8Zy/HWnSt4AFx333zUbKpKGQAP0vU4wnwKjgqvMWLJWJHHwd0+Dy2HJ0OcbkPJinXImHkAEkL4GdlXI4SU1lY9rAfHg2hpzXVlCDgjLf2SrzhSNKN0QV3SjZzFO5C7mIT8SuU9Dt3rZ6DlwzNAucTIKT6Gsom7sb/djnEDD/zXzaC3WJtwo/qTxACYA72BbE7Nf1HDWUMmGxWXBEvwAfajr1KCH/4nOYOblJNjvvkKFHsm8cNlkX2N6TVP8qaJsVO4k4l586MiD+p5+okh2dBIcBS9nccDtSOBwViBsoGjUcuJMBk0lo0AxMe60iF2PAJXDFKBVtkB/JT2PrwRtvypLMxU86QCgC8967WD42YfqsnZ8w1klp5R8vzIvuiZfDYG2KoxAeASxoMrNAOQhChGiI9vhXwBaEqElvxd2DTzDbQWCDHz+IXFcDCkByCVsJCKOcjlgEoRbz6QN1JZeIl6LMH7JKi5iUZrtwTeESRGqr4s9G52obfBhIKKOVh06d9h67GjYe0RDLZY0OM1wPErE2XFA8AN547DYNb4V8dJ20xf2Bof0q+8B+6lhxJOGyJFZDoy4dPtRFmVGe+s+0uq02w4H/Hv/bP9GLZK/dAyMlwudWN5Rn2IrIqCSCRFumY8sgxzIYrFWz/mGk/shWDQjQHTLvQZf4mrnyQEW9+Yq/G+TYKLmz14dPy0E6t0DG/zADgQBF0UbbbEHVFD553IA+DD4zM3/JP5DHP8BTDmxnMZEOb4iQDgKUfno6Z1Ot/6sr3/h/wD70ESEBj/f8mV4OUZGvSoRHBKaNhkgqqQaHDLTX7ourWoblIj28qi0OlHV8CAgaCWUBaFeyOhHXQMFXFEfkYlBlOkgKnEg50ZjTiULfRDIu1wBTseZwYuBPnJp1B5LqkdO6o3oCOzaQwjdXxZeQC8+jk0XRm+tOu7c7HumJEHwMtuduX8/LcHZ16Y+zrojinYeutM2I6O9jkmozvj2Z3QzjyE7WXjoXikG73H6QNMzJ2vnjodRVpbSEk1tPfG6c0E26ff6wPj84Hz+RDgWWnJSctBQkK/MSJQMingJcy1ApkdJQnNB8L4K1cIz6UeUAWtoPObQWV18YKS6JFNDIiJMIXbNwvskckwu3zY0NCLvZ2JyeKObzRHv0UA8Panq2HaH60MmP7cLgRlfas/3V36EUPjg7HWFxQb4SsR/A1TTUTrq239Axh3BVxdvcjN7kbJowWQ50W7JCQ6TYeeZRw5gvRmC9KbHSj7rgAiEn5srClORUEJhfpzNTi6TAdH1tjLJYz/5oEm1O94B4M9ic+8sTZ5ZP64APjwW9j+0vk8ADacVb7hrFYirKDwvnUcgrOXQGEpjSqqXbsWl+3YygPgQU0x3hRfmhgA21kw/zRC9J45ys/3/uz1qC49yIfE6ey8DG0tv40SMKcCPiPz+CXdsBk2Ym/+KjQoWqCi/DDwrOLh1EgHQEjPRw5nJkcji6VRwokgDaiha70Rqt6lkAR4vJg0aTV7UFz6ElQqwWWwXc6gbfMivOmJ0MZygGt2CaiHpKBzRscnT1pJkgwEANvu/TeKNoeVWK6MBhzJ/QZLHljx6p/rb1s8c+fH1YpcRwgAP8qPcyQAnjfrbmTq9+FQ/yS8d/f5PAD++ZyLMNeoTwqAida3kVkNo+hIVEtLc1nUFLPY+MXlYDNcKDhvMzJn1sX9Go9NjL7NU2E5WB0D8AqviaR+qLPMoEg4JRKFhSJEh06osoW9kuz+HpsCQT8Dda4RfoccfYcK4BjQIuhlYJhZx5tck3ZEEmlFNyo8S7rXT+eBMNEMF1fWoSSbA9UTJsQ/0bFL5f2UADAo0QYyvZv/ooGzhhD+cDjrhhpk7xIO4jX/qkPf9HAYJEWdH/1VyQFwsWciD36lnAJeqh9cxhOYXBzvIgp0IIinRB6so8i0ENIQcI0NWEdfgI4XAI8FEJN2LeMY/E9wyFw6fIHwefPQ23pfFBj2U158l/7mr+IbnAoAvuzs1/ZVzDp0igCABd+CSLgpRN8SLj89U87GQDB1ALxMZUKtmFykhPdVtAGV8kWwanvw7YJneT/foUSAb362H7mZAdBDsT2HW5NMLp3KdI+XJzGAHhp7i51Gd58IJkv0oVy5cwmav+tHA30ACy56FAXj5qJrbzca1jagzy7HgC91S4ixfkUyAJwvbmz6wdn+vG7VrfAubA71ZrTJojDWwu9IGCQCgMsrrPjPD2QzTy0R4Hsb24YDIi9UnAgL/FrMkllxZtYeKBWFyEqfDrUqwqc2lZM4WdWp3NSSlRF67nR3oWfgZzhdYVPUkRs3YaF+z1qK9k4X3s+YgCzJr++HlAoArh9v2PA68/kwAA5bRYQDVQ2tnuMBwGK/FFMa56KyU5BoT/5oGQxOYb8nLM4PnpbO+/cOJR6MdXlx7n4ORQ2ZOOwrhp07Ob7kKQ4nNOPS4btVh+3cIWwbGE3+Fjl1ithyFLAlmMzOCINhAB0Zx7Cx9sT8pJO1NxkAPv8WV9rPjz248IICAoBrseP3U3kwNVIcSMaXgCrtzIPYXjoByke6x0yCZaguwNSpU1BzzAptBnHPSdHSZsRa9tldcA6aoJHGURtH5U+89/ZwDAz6bEhlERrg9AHQk3aAymoPaYYjy4hVXgSAt2kQ/GUxbO1ZWL23A0cHImI/Jxus43ieDAB/saeU2DFvSKp2jaqbQ1DeCV/BqpRaRAVUUHVfDUX/xfCYLPANHkXN/dnIOyM18jZSidRqxPjPO1C4zQVtW1Y0pfXxHs3J9m8ApjIpmpao0DlHFRcMJyqG+Agf+PnNX800OhUArDunZsOyY8/xgCI5AHahSz8R7+Ds+AC4wQvJw72gGzzD4DZDZMffx38Kqc7Csy03Hf1TXBbnWEdvr6oeTZnr4ZV2Ik1ihlPWiaOKLgzyscNHpCT6hkQhpIj32e2DM1DYcymMxgUIxuFOiawiM/MbFBS+DcIu3ZXGgu3X45vdZ2BrQCC/IzcX9ymFwB8VoMenblKcyuJJBoAfqLtz3pRP1pySMa8rqQb4UN9EHgCr5w9gawoAmBBdtTGbEKQ8vE+3UgZUFnBgvAXoPlYNKyNG1e2fQplH+F9iL8KAW4LONXPR9O65w3locQC6wgFkVXdCV90OWYYF8mwzb1xOsyL+r1/kB8sEQLNCNIohCCAKiCAKSkATi60RVQ405KJ7Xyk6d5WDlrlhmHkIaTWN/M9wip48pE6/TQWJxgnPoBb01jLI6s5FwPLf4V9JGQCTAWj56xAAjh8GqZQPgxREX6U4rgaYaH2n2M5EjXMR7+sL/ZvIzfwSKjlR749eXQT4viDyYhUVCsEQ0vaSTk0MgEf7JqUKgEev+ZGgQThUY2mOhyiNyTNyxMzhGPxpGAwLJQ92XY/B7uujqvFRHmzVfYwmeXJfzVQWL8lzvAA4XvljAcA3ZhhRwDqGhzRLPA7B4gC+Xfwsz+481HcE+OZkBpCX6Y/pxyu0JTWQGrvdSXbsMWqQA0GO9xfu6GVgtzP827P3XIHp2y7HM+Y70c42oGLqBZi86GaYG53Yueooer16eElInJOcjgcAD/VmLN89AoD9ul0oq7CkDIC/hBXXsa1gKQqzAxrUgMFUbTMmp/ciL+s0pGlisPGejH5INqzHUYffb4fb0wunpwdGywEESQifEfPvF2sJvnKoMM+qwT1p0ZL846gy4SvHA4ATFThWAFzeORGTm+ZA7lOCsxxDxobfo9ZsA/HtfW2aGqtDIYyG6pQEODz8gRzozUNncIyh0jgO6mzhUs6IRZCnK0GDhcRtAdPZDptfhCAJDZWRC7+Xg8vsTBpvXluWjuzTi9A2zoqVtrUY8JCDPr4v8oTAZFwduB1yCGQX9QV7sKs6LKQ72eObGgB+aOEFBf+IAsCx2nEiAHj8xXNwSrcKeUEW2qxopurhuuIKrTi4LC6YBs3wuT0o0kcwtSaL85xEELbf0Y2vZWlw9nlRQetQ6tIiP0+B/DQt5DorHxqJrtoHuqIOfFDYUaMbe7TZI6eAPTAN6w9aseFonO89CYOdEgCmsCH1I0i4wbDyjqQAmPZmQd1xKyTWWeB8NNz97chbEkD59Rkp+/dKXJ8j48h+zH1mKeSmzKGrjdAz5AJ8AntwUhnoiLK9Ghrts1XYdnfq+wopwmpsxi/fPfmrEGWlDICbn+ctTN63VSbQAP+MXLUHXfqauACYZ3h+og+0RyC6IoqFG/M3Y0HhXn7+d7TfgO6uS0Fi8yZLHpENjZnrsbf4n+hRtkUs88Qx6pOFlkwlhjLRDs8KilFrnAV133kJwfBQw9Tq/dBoDyA7ezVksh40dJXj8ebzhtvtz0mD/9ZM0OeNFA8m64n4z1MFwPp5XWCTmEATALzy7vOhTUEDXM98gkFRWKM7sSyI/DQZdvx4FnrbS6Aq6sSM514ALWJjhvokxFftXy1E9/ppUKa5UDz/MApmNIJReuATe+CXeBEQCYSxydNI0ArIjWJAxWAYEBPSnrARFXwuKXr2FfOAuGd/Ccqv+ho5p+6ENH1kNJzRG4hlywToti8E2y9Ym/2aKWUATBohmEALIV/ixQEeCoPUX8Hg+/8dzQJNwO+ygXugDWQiPf8VZOYQ65/IYQh3CCG0eor2YCXtH0Vmlapvb6qmzYl8I2MNwPEA6btZKX7Phv1bXLYp6Gz6G9gRm1W79BA2pb97UsyiBQD8Q5TGng9bVS1H12en8yRYl571WsO42YfGRWqA4026VAHwbTkmZIfCoEgoBUqkM7F7zufYOOef4Y0WHLL1QRTk+kEs3RKn5Ccta54Az/5HwLlywVqHzBpDpYamGCW2gFJ0Q5S9CbTYCirtAJjMraAkiajy49TNcTBaRTjcJOHBvM6Wi9M33oXv6r7EzsCPUKj1WLziaShkhdjy2nZ0WzWwBk4uW3TOH59GmtmLCZ+ESbB4H+BzK2DMmvDqkAY4bdWt8IQ0wIn6eRgAj7PgP98n1wDfE+zAGyIT0lkGy/wZKFP0Y1FGHfL1k5CVMZsPU/SrpeRTYnTVY3iHxAftN+1A78C2GIiJgyUgx5t9+bg/OBHjxCd3XIcaHgmAIy8W7BE10kIm0Idqsja8QX+axARaKDFVAFzQX475B86GiGXgbVuL6VtfQpbLBZuUwr2n67EnRwJ3iJRqqK2XbBEjb0sNvEi6mIfHJa86C4Zx2RCr5Ynv0iwHicsMn0IHjqaH797efhNcNh8glUAql8DSbYGl3QSX2TVqzAyTs6G4qwDv96/DAfPIkGpCk8j0UHBK3OC/e1gbTAiydlVt+lWmcTQAFiZnpAk00QD/9NijCy8ueAFUx/RhDXCsxkQCYPkj/ejr2piQBIuYOhPgOzk3D4X76yERC+ds3LNwBGJhA0H0dg1A5HUjg6gn4tqbx2Y465XIsFmTjSkOIyo8scME/lmrR79YjhxbF3Ks3UhzmSDiWATAQM9WY2JOFnKyhIqp8kMQVe0HdGGegUQIjXOoEdx8Ng4ckeGr3W2/im/w1edfgm3Plcc1geY1wAQAD02+RDdS4htPvpMCgkkAsGxgKdTtd4PmJFDk2VF5ux+yjMRRD4bnFOuCpvtJlP3IovT7M6E0RoeGSamtJ2O1xNmrWRrYeasBDecJYTaTbenkud/nwI7vnjzpJtGFDX2Y/YsKX856aMiDArnGwzi9/l/Y/tIFvAk0rwEmABjA26ZqiOefCoV5hAm0bi0u+0UwgY4HgOmPrZA80Tfcs0Tr+9ikTwEuAz09l8FsngmfTz8y1PqokbBIu7Cn+C0czFkNDzNkSzkiW7wrT6i3UyEeTHUKEK2wj+JQ5k3D0s7LkdV7DtzuOIJlEuOb9qC07FlkZX8Dl1eKB3dfhcHQHTqoksFzSQHoG2lQoZCtqbYjVr4Hbv4W1j/EN4EmGuBpa784JW1Kf1INcH3/eLx710UJTaCJbetR5nOYRA18cxRSDjOrOXitBdi67lz4vTLoZ+/AhLs+hCTqaiUMGPHn7Vk/HZb9VSg/7QAKZzeA0toREJG9HfBJiNVA/B5h+gBJP42Md0WQH6NB+Sn4MlkEIgJyyJop0C6hEFc1C085C3+VCIFKCVglB4oTgQkKiiGS/C4pDn4yB507KpA1fw9yFu/kGakTrVx7Sw5EX58PWcfMExm+pO8SAHyT+mO0N9w9nDcuCVbDK1r48oRNNBkANhWIsHYECRYBvxf23wcNGBRW3w6ZnJhkjhwNYSAPUQFcJ3JiaLmPXI+/NgBOKuUacVFIln+od/NB4ZmgHLNDsWODASW6jv19lH+wSdyNbzJeOiEQzAWUWCLNw4C2fvR41brR9sUta168/uJzLl36eu+4uQezcnZ/DZk1vMHGmj2pAOBbDb3ICWnOiNY3VzIB3y16Eb9MCbs6ZekDKMzzkXtrCrQbQy2JngWBznPgb70EnL0EQcskOIIOuDgXFJQCKpEq/sE4tDKH/FY4QGTYBun45wCxmw8tIUo7GPH5iY9YlwdoapPAFgqrVNW0COk/1mBV/z/hggOVUy/CxJm3Yvs/t8Nol/C+wScjsRofim9+A2qrBdWr2oe94B25Mhy+pAw94tzdZTrLSmICnSoApnvSEFDuQ2mlGe98JxA6xErtTjsuCR7DIQ0FldSFf8tNKNcEkJ0xD1p1GWj65Gu7U+6zhMOV7Lo0uhaf34r2nnVxzKM5vGYswaLmHCzPj4jtmHJjE2e8RPsTesQBUNmmMNEUB7BHlUjznCKQYE3O2fA2uwpTxXo4dIl9G1MBwPP2ny0wPFOAcef9WHFgK3/rrs8Q48bz9DDLQ6atoa4khFZ3r6Hx8+A8EGKS4RRDxaPQKZCmF6MghwGXVwhWnDpYTnrTJRWH2hR0uNBV3w9LpxleZ9iMb9xFVZhwx2zsMzVgZfPXo4Bw5OxYGDgTZwUu4rXBFoUR62s/P+nhknaWH8LT3/0drWdvHt4HlRYdNh10CyzQt7jSNj/22MKrCh6Dp2MxNv9mLlzdsc3JCQBWTj+CXeXjwDzihanri7gAWFeUifkPXIKiT7qRJUsxZm5oPJ12L7zGfmglIVeQBKq8XkYKIyeCWS5Ho0iOei8FjqKxOyMPgTRt1JCqAn5UuCwQOV1gJRIc1WbAwYij8mRZOnFe3RdQRbD9uiQqpIvkmJtTgXSVCvTMDaAriNldvLUecQCAQ3DHQriPTMSu5gGsq48OL3Iiy5iBCleecwG2vlQAY8gHeEhpOuO5XYCVPvpZl/yWYQA81OJhoBsKdD3UiIillQgAa1r+B7LBpTwQUo3rw8R7RwshY/VM9gE35v+9C3JLDIfOBB2RVJNLiIwkLngKDoH2ySFypkFsDDHNJgH8iZz4eyfJceA3OvROSuxeEfmtuze+jI5GQd5woilAs1h40AF1fS42Trx5GHiSOMAX73kSLz5f+/aN78jfHQLA3gCNl1QzkFsyHTJrdFi21sKvcern+1GbY44JgAnZleTB8Nwspm14pPZ99JqWoaXlrog9N/TPGP36/bjHUZ/9NVxECZAkgkLkmAYG9ZisLMf8Kj0y5VK4PdFU8BMrhf+Tfra7fTg4MIg+nxkDbicG3S602y1wEa6IUIq7KvlKgUlBMa4zTYej8X/hdIXj70aOF8mal/cRSkpfRJCl8M8Dy7DdLoBmAoJdS4vB3MOdEAiWWoK4977vYY3hA9xQ+DkW3H7zmodbb8ybs+PDU5SFdow/twfLCoXICrFIsOxeNf5+7V0JAfBR5kv0ifbwwHdiCYs0pQzb1p2HwZ4CMEonqn7/FrKnCTGlw/3JoXf9DBCfWiYoRdmiOmRPaYZP6oZX4gEXxack9D4BuvrPGcjraRAoIrIIwNecSUAyOe6FCdRfJPw0tHPIaif7UZxwDaHGELDsrmHhrAF8tTRYBQ0RJwJxo6I5Ct17i9GwbiqgtKPypk+hKoqPN/xOOZT1WnBbl8Hb+euESPq6vQPPjX8S23c8Fdug5ftF4TjAh1amgVUKHXLJmbVQ9QgbK69RjPABJizQDj2NL56KDoO0vP8BpHMKFFb9FjIFcWyPvfsRk+ezGAciZcJjBbz6NiUqtmSjYnMWMtpV6JhkQuckM7ZfeSymlDtZ+ZHPx6L9FTiGRyYKV7FiPM6GN+5YJtFGcRfWZLx83CA4YKrB/IIeOKX9OPuaGmTtFSSma98Sxqvly3t2vnz1eTOEOMAHlXk7PofEkTg0UyIAnCEJ4hZVFyQcBxElRrF0OuRKLf69/Gb0ZgoaF2LuXFXmhVbNRmgaIi8kMbor9Ct/8+UIkCDpXh06+nLR4QjAGrSA5YIws0TqP3S9AO+3wFIsz45IUwxklAxZoiwUSwTfgkwmcYxZStYHyfjnweStAa0i2tXkJzXxD27vEfOxzSR+OfKapqDh0x60cUeg1GRhyaX/wKHPj6GznUWvT6D1P5EUmN6HstM/gaZrEFVfdA0X5U6T4MB1pegJarpn5Sg+/8Baf4fmmxvhnx7WEserl7IqEKTqUVJlwrtxSLC+6m/DbcpBWJQMatIG8YTYjIlZU5CVPgMUfZLpYlO5XUV9TAKAO3bsG1Wy1d6Ijt51EWbRwmOyxj9xpqPsCxV+c+qiExnSUe+ekf8pXBIp6BGsjsEmMdKd03kATOIAv+J+E3PSs+AfDiUTuxnJAPCcg0tR1j2Bn+7091fjtPY2Hvx+XqXA2yqr8AAAIABJREFUk3O0w+RWpPQSkw9/+I6FpWNCUnNnAnwrF5aBUSv5M5SkMUSxit+ncTUV4RUbsDvRfrAXxuYBnoytaGkZqu6YB7FCjDcbP8PHresido7olZ7HFuEK/y3DcYT7dV1YP2X1SWOJ/rlmLx5puxXWvGjgtesnKQ+AF91SMHHfM1eWnS19CirzHPxw3iIEnIIV1shEALCithW7KwsReFQFV+fbMQFw7rQKTL/9HIz7z35oNLFZw4fOrWFtMMfBbbbDajTDoIwh3OKATqkCn2jzsK3HgWJbO8RNTbyZulgmgrZQDpoR2CQ8Zj90xXJQhM2fAhTpEkhUIohkNHy2ABg5A5E4dKG2URhwyDHAZKA3uwz9OgE46G19qOmrQ+lAI7SeUKgPjkNaWhFmZRVCXWgCfco2UJkjL1ixJgyH4M9LwLZUweoJ4P1fWtBji6MZG8Pq1tOTccZVOdjxpymw1IWt4UgLCACWdOkGP7T6L4kEwKkWHw8A8+DXuJSfz7lnG1F0fnISKRK+aPrrHSjYPoJEKEZXBZQmeAoPgRV74eUI6VwzXPmNUJs1kAX8oCQ2kBiGtEcNhMiSOCoITjPkpxg+68XGXFBBMTjibyh1grFmQdFcC1nHBNBeRSpHLt9dpnIJOqYrcWypJqaf8MjPsNv6sH/zKyesDbbJ/bh9jQs/y69Ab3pl1NDduP4WPPhizbr7VmY+obtgyoZlDU+h2y7HW4vKUWm8CCJftIlyy6SVmPrPbpxa1D8aANtZSM84Bsor9B0Bv38t/wIN1lv5eL6j0ojrlEXWhZXTL4NTGr7bxTNTzpArkS5So2NnKfRsFibkaDFzugcV5YlY2Ee0IMaZTZrUZ3Nj1YFW7HDGJ2uKLOm0gARLes+Cs+mP8AdG8KiEBpUQZVVV/y8YsRP7ocezPwnxmAM6JTxLSsA8EM2GnOr6IvkKNzlx6c/vwr184zAJFuk3t+Eommr+jZmX3bfz4fYb009r+r8yidaHFVd+i2KtYEr+7Q8fwOURLCeGWKDJjvbA5Q/FBcB99D40MKtRlMVhUhkLu8mADZ9fjmCQEEwdRPVd70ISEX7INShHxxdnwHqkDJUL6nkTZz/tg1vpBEsT0+joJSRtpqD+RQTVdhrk3/1FNAYKKbTUUHDqiNArMbhN7/bxIFZr8kLs50C7FOgvpKCwcyg8AmS2syARTodv4RKg5WkvvKWCIE/uk0PilfNh/lq3jMeRbydh1ktPQSRPPEacSQ7p3mp4frwRCJxc3pUu0X9wjXQPtu3++/DUGKEBjg2Ar5w7AxKHsLl+//IhdC4QTEiLHrNBszcAZxqF1c+EL/mTHKdilvO0pOCXxPB9inbDi2gpUyqgM3+/Dqe/UIOqTTnQ9sfuKKfWh+fXrEPHKeHNINKPONYCEXgrE1h4xTEbG3WJiCicPDudY/AWTwIg7Fgu+yR0Nj4VZRJ9IiA4EgDzcZuPKvmqVq3dBUeeD95dV/Tev+SmnLEA4I7Zl2LAUoRj26Ilc2lKEe5UtIEJBvk6KmTz4cq14z/Lb4ZHGhZlTK3xQC4jB21szf/I/g+aJ8Lfcjn8x66GyetDg/cIugJERCJsyPy4jBgcfq4IgYSjU+jmzT/iCCGXGrnifIgpBkpaBQNt4DXHUYnsCcoOMDnrIZsRNpMYlWmoMo7jYwu3dYl5sqzCzlPArByHdf6VkMi1OPf6d3Dgw6Oob5bBGSEAGcvGPJR3CABnHupB8aawH5tXzWDfTeVwOhWe8SWat8YEgG1yeNO2oEIvw7s/PjSqWU8MHMVfDEIIhNP0A3iUGcC4/DOg+1X8fEevuq3Ej5oDdrBivBtUoocQNBBTIYrDZCosZZ4t8oHol2bRXtTQKYTnSBUccyxM1jp09H4/qm822RSQfi3H9aemGL8xhUHnAbBMCnrEIRGoV6K2L+u3LywprxsLAFbuKYW+ugg5TUa8LP5quAVEQju9YRHKuibA5+lFxVfXYpzDA5sEeGKuLsrXVxzksOygB/O+L8XRQGFsJBtaa2lqoGK8Dlx5FZFEhb841f5OoY9SzSLyuVG67X0cGxBjt68MFYVBMLMnonuWCM/0vwdPwBt3kycgeGZQiJ9JzMm+nf4hzJqBVKuOm48A4D/33AC7IRqItm/xoIWp3zH7qVP0qQLg2r/thXJWM+qqM+G6Mxcm/z/gGREb/ZRrFqNy9kRUfb4VjMSb1AeMDKPHxsA+0Ay9IhJ4CwNopkR4n1KiG1ZoXd1QyQKQ6SWQDFkJ8H5hwvk2pFUY+X9y8eJLG5aIjJ4cQxd2t4PFwcEM1GdPgzc3hy+3ZKAJs1t+gsHeP1xGflouJmaVQnPWd6BzQqGVwidGxHiE0QLXWYzg1iXwe6V4c3PjCYPgIQC87Z5psB8ThM9DacH7P4H9psbxgbz3vOMBwAHlMfjzognaCPiVG5fy99jiy23IPTWW8D16Kp6y0oTq1f2QxBKqRAxDz6nvw1m6H/JggL8oD52h8aVYiW9McRda6BKuaJwOeXsNJH2lYMUeMM7YAGjkwqpbnoY9NyQnnSStO7r/M9TvWHnca3gIAG9UXwejpjiqnIt2PIp3/qg7csPX2beNBMBVA5eADkRrrVsn/Rv577lwmb4Z9app+EC6EO/dcR5gZyG+qh2idgEkKODHm9Uf4Ijpttjgd8TXbC17Hj+VvBnzGyNHaH5uMU7NHocKQ5gYLRVf3uPpPIeTQl2LB7v7u3CAOxClHZYzDKZm5sEgD3EwmAagstgxf+eLkJjnx/Q7J/GDJ0z8Lc8W3S4X4cHvhJBFznmV4CYyYG46vvjfUQB4073D55wtZx/aKj9A1Y1/OfTsoStksQDwV2u/gj9E8DV32n3IyibhTjm8dMaVcF2gxrbl5+GMgUxoZMIaJeD3KLMahVkcplRwsAwasP6zK0DLPai+ayWyZkSzQLd9PQstH5wLsYTFaX/+CCKlC26FAwHC3hyRpM2Adj3Dg14naHSNo9FfQMBvat6/kWXFs3KNnEeZbRzyGllktnNIC11JrYsDMC0LhoAwISgXQeZUQMxK0HkoG5KJdZAZkrHyc6DsMgSe/ysox4krj4a+iwDgi4N9OFh/5/CnRvXMD4smrOAohrddPfSODqxauHDygKpBWMRr3zrEaxRJR5TxYZACsBtofPmEoAEe55qBM3wzkF32P5DJyKUh9uZ4vciBH4m0MAagTMTCnH8wDTddsxDZMcJDxFugTYuPghJF+goB3dluuBUsgh5A3SkGPShGT60b9ecYYavww1bsA0IxaKM1wrHgXOjQT3LFOJ0V4V8sWeyC3IRlZWiv/wc8rnHDTbcw/fjK8NyYNcECAO6FU9qH8e/mYOYzJXDkeLDq2z182YF9Kwb/Z9EthgsX/WtwwuK9+pzdX0FmjU8IQswbW0+9Hn3NuejYVzDcvoyMIG6VDELsEaTmCuhgmzeIbxc9G9X95SVeZOsTUdWH54Vn9xPwN18Jn1+Ceu9hNPqOIsgFhYM3VOoIQafw25DV2Civ8pEgOfT/kduAhtIiV5yLQqYIacwIH3YqAEnNU5DWPB3xXTFbwc/hvgERmlolyB6oxHkfP4YnzbfDJrHi1BVPoG+XGNu34YSIsQgALj/9EygHzFFxgJ0GKequKoHbrvDPrcy89xXj3pc0666Gf0py8z7KpISr6nNMD1bitY2/jxq/RwYa8LTBw/f/jZl9uE1iQVnBpZDLEmvTj+eQHBrLdojwW58WBzkxPCGihTG6GqLI58fDHiOWphZ9IaXm+vw2HG19Z5Q2uNUvgeW7PFxROy+lcpJlWprzJZxSBrQ6WiMVbJRiUUva7x8/u3b1jtrMlhd9b2KeNgd+WQzWzoj1EjicgVkFi+Fu24N/Mz/yTwj4PWPXJUi3Z2Jw8Bec//V9ULDgia5+d2Z6VCzfygEf/rbBgu3Np8ExzOwcLWySwo+SchXSqgoQ0J28wypZX6XynAoGkXdgDdK76vCzaxyO+PLASIDKO2fgjaxv4/oGizgGz3nDYWcCIh++nf7RCYNgAoAfa70N5vyeqOa37O9Ad0fPlulvzdTte+jymjOz/w6NaV5SDbD4lBYcqCwCe2U6OvRhvgVS+Lz7l6NKLkXhjoMRuCUEPmOcU55+P/wuE8SiAMSiaIH0em0GOo1NcCvsUGQKQqlIs0oB844m06F7J4HyKRBU9oFLb44w64/WPoyyyBqhnHD0etDaCPxy6goE1Rr+XNC4bZjVugUTIkLfFGizMOdsH+gpJLrEyBRj7/bKEPjxfPgH0rGhrgtNRicGXH4EkmPJUaUPAeA9f52EwZ3hdUDRLJb+8ANsTy12vlfcUsMEAy2pzN3IPAHtXvizBFNewvLMa36tcyGSc6i8wwRtRXzNLzF1LvvejrxfbJDZ41+EPVnH0HXG+xBLjBAFhyx7UpVcHScADp3h4eko2IMzNj20u5dB1j4xcVdxwECVDD/+NQckzvDwpSDG/CYt7GzajN0bXhhr9/P5CQC+5XsvdjDL0Z0e4hwJlXTO/qew+lbxsRXfZS7RnDOjZXnzk7wG+O2FZagwXwjGG8HAzXFom/YvZK/kcIX2KLYoz8CH6bVYu/wMSK5tB93s4y89p2V24jcFG3HgyNNwRdwPYzW+XbcDayf+ERZpbCFddZoBYkaECdpcLMgvhioeY3vcnkl1HiTv2v29A/ixq4Fvx7Ss/FEvOP0+vFu/F9z+Uszf/1pc2Ul+/tsoKn4LZjGF+zfdAlNpCfxFGaDPCUC0cOzs0AQAX/XDx+i+5yVUffo6iZHBt61v0kcYVB9Azu0v7n/9wDn+0+r/PU2W6cKK36xFsUawsvth05uw2QSXqPmzhTjARHD09rnnoP+cAj4M0qUBIUwsYXtuFq9DgYFF7Tigq6UMOzcuRcArxfQXHoe2mIRADPncDkpR/8INfPzessX7MXHFFt7U2cP79kZvUoqdFAr/IrgY/XAljYECGlQCLS/Zc2VeD6T+cIxnnUPASFrHIDiI+HPDKVMhIBLDok6HVZk2SgE1NIBSB4dxu4KYsF34jbeABSvhYDuVhWVxEGKJBAqXCl4vA1PABWVZvAgcQ6uYA22XgXvtj2CNZcknVgo5uqX/h+tl2/DT9vAeENcH+MgLWviLEvkAcyh90M4DYHOBCGseSR8GvwVVt0EkGrrEjV48D9NO/DukqYkvaYgm6CBmzhc+MBW1XxbxqvmxJL+IxfYpnegNpvMgREp5UaZth1YSIyxCqLlcgMO3N/Xh8JlWBCXhtsTaChJ9w8h2zoEIHwbCJjF+XyaO7f8sKluA8mOL7oMxMUQTALwwbxB2eReyd2pw1o016J1m5QUWJA0B4KVTPmyadsFPZdqOOuibYl0UhKYEZCp0zLkMrXsqMNgqSFl1Oh/uVJjAuD38ZUZB6XDooh9xqOp73h+Q6M4ZBqgq80GnThynjfRZsG8+3Js+gi/AoMnbhMO+Ol7by2sN+PLCKeV+H5kxziYw8jpEastl8jBDPhMSKmz2Ryk6IJ30N4hLPkxCwcGhb1CExlYpsvvH4eJVT+IB02VwcTbMOed+cJZqrF/rOm4QzAPg0z6F0miKAsCEBKv+0kIeAP+utvaM69q/2qDcvAzBKnd8gpvQl4h6dXBO+hhn+mbgLz+FWcq/62zGhXl2fgN8WduHpdlpyMtcBIaJYHwdywIcmZfj0A4Gb/kV2MZKeBEY+XOYHX2RO56r1dCQK0lcWr8Xf5RaMUfih1QW25w08SwTnhIQ3NDyH7BstAmPFTQOby/EDUXzT6RH+HdXaDeik6JAF0RrCNkjKixsV/3+uXf/8sKWw1u4J2Sv4SzveDj0iV0YGnocuFJ9PTrbt+BLelsU+O3392H6J5djnJuFTUJh0TXZcDP0MFg6/4gT9252Yp9tEuoDERqP0IBkM2bMkjXCO2k2BkuPk8ExtjwppsyUB1kxDD1S6XQqGICuqw4NWzvQFhB88nOnZaHrWgbv9q6BMxC+BJBnpKp8tgi/9f1pmCHax3jw3bRVJwSCG7IO4A7btbAVRY/vEACe+vZ8Z91Ny5cumPpnGPpPw9abZo3SJg61j8QBDk6pR2NxFQLXpaMzAgAvfGgFytwMihsOxIEC4Z2VCwbBWU3gPERzEr3jdklk2KQ3ghW5orp5SFsUqTWi7Flg6i4GbRwHkT0HlD/auiZQsA3eU/86XM5IjRPN0FBqZXBZPQgG2FEmemT8A14WBxvl2DdpKQJpgsBS7bbi9CNrUGju4N9RyLVYMDkbukXbQKWHL5Nxz+iAGMHvLgRrNKC914LGXgv29Dnh8I8tzigBwIuXFMNiVGLPn4QQYiRpxtkw+R+bEXj6TOdN305WLblp1ZjhtS9jA4Lpe3nwm9bwDMTuCkj0LMquNUE3Lv6eNvPlQVSuiSB8jLGZerOaYJr3EVi1Mcy6lcqiCuUR+pWkWHeyCCaveGXG2+A5DtLecqj3nQFpXwK+BQ6wZzHY+OdsmMsScwyQquq2vY1jdeE43Kl+KgHAV+0So85+5mgAXP88Vl+PY5uu31r+yr9e4a7veAh9Tin+b24pirh5kBsrQpp0wfS0PQIAf6y5EZ8WVOLA82mgXWTeA78p3YrF2Ydx8ODLcDnDypHIthJW503lz2NfwUf8r2NpcGszc3Hd+FropEMWkomBbGQZngCFQTsDKcMhQx1Iaj0Ssx9j3r3ibfrRJRw29mHvJitO2RY/bLZM1oGp01agQ8Lgjy1/ga8sJJyvDoK5NgVLsIgqCQD+7e73cfi611C06Q9QDApm7m0LnoHX5EfG/Y/vf2X3sn2n7XvnGlWpFedfuw7VCsE/N5YPMBnIt885B33nFGDHeRfiIl8aGpjP0S/ajynlLAqzgF0bT0frESHOse6iZzDtaiGePXm3Ze0ktK28jCcBnLHiO6TN6YRLYUeQJmzOQ4bHgn+v4QMGsi00js6i0DyJgls1mq9B6bJB6zSDgFyt08Rbb8bX+seeJw65CkZNJowaA5yKsJXL0N5Kfk7cwqFiRwBSX1iI6v9/vL0HfFRl2j58nZkzPclMeu+QQgIhEHoXBATEil1Xxd51Leuq666rrl13WdvaFwsqikhREem9JpBAekJ6MimT6fWc/+85ZybTzkwG3/2+5/e+a5g5c85znn7d93VfdzyD7kecsJSykFuVkNnlMDrtcMT1jEKJZiHWS+F694n/CQjWJnyMGx2HwgNgFqKdBNzUvaiGvZi8BDWKCJYDvYVStN23GCtEKUjLf1ZgLngb9GmRCf8VOcKmNOKHAD9RSGeveK4MS94sBW3nrRK/p2yNSsKWKOIW4i3VpPNT6QFkydtAy52IV+ogE9uRGUWs896HWFUuNE414Nfb+uBUklpFmm4pNI06lgV2u6KhdlO/m6o/gMMSnD7mgOZbnFHui+h1IwXAiyd+va986eFZ0bZWpJ7cGvLeVk0KusqXo37fBBi0CiRrrLhT2g+xk7euEfBrm2TBDxf9jesjEu87NseGWDXjw34U7ixn72zYqx9Hd1cBztjOoMfJe0RGvAoBC6fgRBVGxH6NLrTU8s6KYG8F9wzyFUVBQSmQQqeiRFoyQpMWaU5BMedGd4ywcLORsWEyi1BdL0PUYDrm/HAv3jv3N5gZA+Zc9FeYe9Kxb4/zd4HgSAHwHU07doo68iFSCah5+lSbvK9YGw1j6Xe4zXwx7jpIcscB1a2tuEzdC+3EIfxks2FS1hJEqbIiGoOjXdTGijmQ+41TgV98FNL5+c4XIbK80OfubhRcD4JsIACKW61Yqe3GdWMdSEwlBiiBsTkK2nYxVjS1fwuL1Z854WRFeLNlLD5RTB2tCcJ+f5N6B5pZGqJscnD3FrY2GnPbVBwAPnRqj+1r13ZpHi2DOVk4ptODIE929uE29X042fUzjtvqsezwtYgx88asmv034KE6ni76dkU03p7Kb2hKO4On9uowp0aCXy0V6Gd9mBEkPyFlxbyoWqTSOm4eNcxdDYs6Ane7u22dLgZiMa/s3DpogcnBrydn+owcnbOmzwityY5MtRwTU6NRlBiFnDgSS3Qe+nkhWllsM0O58wfs68+EHRJIaQbpf52Cd9gNaDV5Dh9e/E1igv+XILg9uhq3OG+APtufjeQBwOM+uWRn25RFz1Tc+gLS+2ZxKtBEUEnIEDjl9WOwl59GS+x42B7SoCv+fRCxq5mPXY6kOhvyWk6ACvAS+I0phx3MwCDg4sVofPe1ITGNXxIccEpGoX2TNXMwH3THdEhOXcMpgnrmstDKb77sVrDRwUIo6QUJSC/wiAWyYFwMRGIxrEYbTMMWOGwuDPYaYBzgDRX99UbsV89CT3EZt/dwBouhNiw+u3UkRjhDnYySRVrETjsbAqB5cSjLiOHavhJsXzp0Rgsqm/twpMt4XiCYAOAF08bAKBbj6CMVI00dVzaInNd3Qv7aJRwAvvDOb7Usg4ipEmRO2DO/ASvVIfbsGkhsWVBmuDDuUSNohSBLFFIjg/nP9SDltL9hJ7BzdON3wjSZhEb4hiv4ut+DJx2hXTokDBwSQNWfAIlNAZlRCbmFN3jYxTTaMmzoi41GLNOKKJsJUY5Q+ZdHmdQ+FGkChIOo0T6Dza4SYd8fk9AxI7SR1vO03yOOFQ4AL6t9CxtvYTkA/PYzj/fPtWyMj8IwB4CzMHMETHkGxbnJH7g9wHV4V/k43jtQAGcrPx6XpJ3EJcldOHvmJdhsKYL7GwG/n0+5HgNR/oJ2njlMYnuvL5wg6GENFfvZOSSB1kCj30ijVy/BkNlrjBZTLNQKJxyMCAYrP8flEgaxShem5+mRHhvK4xrcv6EMUUJLNhHW+uboScz8ZS0kdj4PcGCJiTmO8RMewLbEWLxneG3kazaBAX2fM2JhLAKAV59bh9aL/x0EgO0DDsT/+YWqfx2+5KU5v337VfyMblx2+xYUSYgXk/IDwLOnP4Sk+ErOgfPx8mWcB7jq0stQZD+OTnofxmS4UJINnNy3AE3V5Vx9o679I6Zfzfe/VU/h7LtXY+DgVERrhrDgsi9B5bIwjtGBFXnXLAJ8RVuksHWJoU+g0F4IOGU86JQ4bKBdDsQaBqAxDnLAlwtXDCjaeCXsMr6fbTIax6ZmYSCR6HZQSO/iacoJWhNkNiekNidyWgcRM8zno3aKxRwY1kXFoT8mAS6aZEfhC213oeCEE0UHRZDavGvL4Eon+q9xAkoRVCY1WJEdZuUAoBBYp7g78eNHrJfA/taL/2c6dEQAGJR4J3lw3Ysa2IvJYGf90ups/bAavT4iWMpqBwwF8ci993ZkFd0T2hIICnNoPdq4rTY4z65QOob00xrcfv08pDSrQzGpBSeF0If1EhX+GZ8bUhHPE6ukZC24TvIjshJ7YIqRwSElCh38IWHLXT04s4TQv8Okj3CD99FSLRFSzF4nD4LtThn2nn0QyZaLQFP+Ft09mi9QryQxBeFLpAB4afnXu8YvPD4vxtmItMqtAcDDu2ARANxdvhx1+yfA0KfAM6ldoG18fIUSamTHVWDNrVfAKjdApXRhQqENYjdl3FvT4AXQevR1mBpuQLWtGvV2kh/Y//DlM+69i5mg0WH0yGJhjBw49viJFqq/culcTFRM4r3CYhtUy6aGBMGecWE0UxwIpk0xuPDrP42A4AWXvoi6zU7UDqSAcVNsRutXz/eRAuAHz57cSfLCiVV8zFzwXPO+r6hPBWPp9yMA+GRTI+6lu3Fm4TA22cSYlbUSMmlwerNI60yuG2ZF+LM9Bj8zMhBCNW+ACBFKGnb1CH5qSOdBmKhzhRUo0xnwRroF2VIfL0+EAMvlsqKt+2fojf6HD4NTjvtaCnE0asL5NI/ftZEA4IOnduu+cf2mzpFIYU0adPcvfxuvyZD/d2WHFrdp7sWJrp8hP5aHzH6eSmRs/gCX7fqC+5sIXj11Ad/HRVo7XtipA7rSsMc6AXZ4mRCJomGMkfRgnMILFC1iEapmXAelxhsi4ftCOosDeqsThzuG0TJo4cCt2Q14hZwDvp8FimflaBSYnB6DhfnxSIySjqbhEbIPRC4nEo5txfEWCXqc7ve+ZhwqFw3iq5atsLjsfoAziUnFI/a/jXiCiUL0z9PW/S5hrNEAcMEn133XPX7mm5PveX4EAA+6FYUDX4iIYNknnkarYjwsT2pgKd+A+X+9DrJeJ4r37IdYHJoGyJpNYHTEMxgIrQGziMKmZC3sIsbPIMkzfLxF3DQf0kP3g3LJQ/n+gj43L34SbMopv1eRKiSYuNDj4fOdhMEmMYfdgf62YbSd5eN/m+op7Ci/GoxUxgEFmcOK6a37Ud5+nJ8PLIsx2TGouK4ZorjAdEnkCn+Y7ty3GGzrWAwbbTja0I0DnYaI6dCRAuDl922otFqdZZEb8lnYMr5FdOedkA/PBB1jR/lzZtAK/7p7Wo6A38VPdCGuOUR4hPvClqtfhUTZBcqtqzDSKQFdQFRluSexgIuJgujcBOgUwIA6AX1xCXCJxWAoktrGBUaigIsomvlwpTy3I5R1p8QFBWtCmvUMMq1nOLGcsK7FgEVC1p0Hzf5rQBu9gquB68hgrgzH7ooHUY0WKp767Pjuj9APRs5GjxQAv/v0o5Ulhl1lmZJ2fDIrPzwAjqnDE22PYPNJ3vkxJ6kG16a34nTVe2BYXnQ2cB0k4PeryTejL8Y/TtQz3pfmFOCy/HFQScJkZnA3GgG8h5tVaOkn8yd0eISnHYUcER5HlYyAMwpIjHaiJM2CgmQeKP0vyqenjyJr221I6rk8+HYskJr+NeJK3sL2pBR82esVOEIRA/qWyGKCIwHA/z526UMzf1q/M3F2Jy7lADBvQBb2AAMfLV8G7fJM1KxaBoXtPU7t+cIKFq11JTi2czH32/hLPkD5LWe5v88dikbDS3w6yvySSkycvQP0ORkGr9DB5WZUioxA6lMSNOZKUDfV7WV192eMcRDZvc2cl9cjm+HBAAAgAElEQVRb+BGvj5GhK03N/X9jQSJcNPmt8KFHyIHgWS2zG7WYfaAVMXr/9YV4h20SGToSc6CP4o3stMOFgqMM8qooRLmJKC4Vi/6rnTBMd0EeFQPaJYEhrg2sREgcy1sT0UAMHP98EZT197MQIwbAZKDX/8MDgMOlQRqGqsYFybgxGPfqIYgCqFK+o9UDfvnFMRgA8w3snTCrb5qDyd/lcJ+ReXTeArEBU8VEifF4cnFoABxQp3h2CBNQhzK2DgXUORhjZBhMikZfNrDl7h50TvRaLSIB9L4ebU8bRIPC/fZxKHDmYTJVhX21NyLbcqUfCHZQNnyf9BIM4vB0Ry8A7kDKUfUIBXrrR9VcG3oo0B4ArHY1juoB7p60HHX7JmB1igGxHfz7xtM5XJ7fT1fdjtaM42HAL98Bvm1jOfQ2Guqm44T1OByInFYjzKQJRlFB01loJgesyYIg2UPB9vlSI4pDuXwikiTxoLM3QD75sYB8wv53cjEsuvrEkO4oQMaZYvy3ejOsjAsz5r2J6l/MaHerBka6QUQKgO+rPbbT0ZswAoD5PuD/NxDkU30qmEs3YLV5BSo+K8Cb+lZsXiHGa9F63Jp4BeSyiB0Vgq/xtVOOpxxqEDJ2YPk94PX/cg+hCqw0GfBuoimyLgiocHv3zxgc5sMLPOWjvsk412nF+pRJkd0z4KrfA4DDPcgDgM9UH0bmEd4rpev5FKu2fsr9vaFIgacu4DerF3YM4bJaM05ZcrHb7q4/BUjhwDR5AwpkPX4HmqOJsTghLUKJNgMxi70Uxa5BC7Y1D2JH8yAsbrYIN/rCi04GfR94ve+/CRheVpSIqelqqMLEs4W1aTAMqPoaHDlmgphicMkP18Ago/DosdfRbPQVUgIkrBR/tr2COPBeSjttw6YZa2FWuBWJI+zt/y8BcPmXFGJYEYp+OjgCfoXenxkkdGebYIe0Klw4pBmAQyR8diUxvTBrIOmeDLpx0Qh4Gc2YwfW/1ATTZbeAkvHzzfMbf+9vqIYMAMMsi2GtEXVHOjBwzoKdxjIMzvGmzpjash8zWvZzNyMrj0YehcV3d0Oc6om9DjEyGArO9asBmxwdA3qcaNHiaE9k68P5AGCbzVFGvCzh8QHLeWLINc7Y44g79xe4HE5kXtqN7JX+IlueVottsmHJE12QmkLTt3WFh6Cbuw4SR2QK/gZJFE4pJ0ArLQBLSeGEAyTFJY3RwknCTwox4+CAcLaNVwmOcQawXkJQqymXCLF7r4OitTwsbWj/H5PQdKG/+rJvjew2E/Zt/kvEIPj8AXBHBB7getyw5xGcHCxClqoPfy/7FsePfwWbnTdejxQ3k7w3+izWTb4ZNklwHu3pKem4oXgS1FJCAw8PPK1O4FS7CkdaiK5P5CA1FGVWaP6LwaAwxYrxmVYOFPtN+gjXS9/L9nS24vQhB+Yd+tK/adz7ypgxLyA6cwtOJErxxuB7I9eIFjkhunD0mOBIAfCsn9bvTIgQAHs8wCeumgWN9StMHStB45Hl6O1wq9v7gN/T68aid93dENEOTJqzEzmFNRD1U+i/0tvXRM1Z+oEUx+fQMBMlZ3dRWQwobjkJhcMflHamq1FXmIiuDA0MMULp0YQdP8EOvuD1MlpvRW7zAFI7h5HX4sYm7oGgi4rFueS8ESAsdrBY9ToRzHXfx131oaVODN8ihdQhhYmAYE7Uyyc8J/DMqk2Aa81ffzcIjhgAk3Y9u0YDZwZvYRgtD3D2s07EzfB6BgLH951iE36mvJz80CJXFDKrNLjr2gVIaCPS+j7tEaGHJtzcujeF8O2FN55QBzTyuZS1Ywl2YxkOwCUSwS6nsek+F7bfyZs1/EWyIqNI+9ZzqvlSLHDk4yb5lzjTvAoxutv9XoOoQ29IfCXsskEA8Iysc7BJdUExwFy8bdW1A4/PuzNhSfnXxyYtPzBZZWqPCAAXdWgwtpGfPIT2PE61BBsW/wVV4zZztOeKUgvoAPVR/7Wbbw/LgQ+w+2wKOpwkVsvbr6MdjN0NHLROC4+hgMsCxkwwQBY4lY9SoVQ6DdMVMzj6pGLmbaAztrhfN3iAqneNQfz3PM3FQonxxrnvYWeBwuwXcKxKDYc7P3Qk+4EHACv7B1GynogvuC17GUqcWZUFq5GPAV7dvG2npL1wVAo0eSbxAJtKN2BZ40I0ro/BxvkxuCunHS+oLkGUStirF0ldqxkaTzvUOMqEPiRFCoAjvc5/zAmxA4TmJZCpc+Efij5c4LOhCL6jQEX8QDAL2Fgar2nHo7jJhadzyyJpKr9rrlTvRg8rgihb6xef46qNwnx3DPD+mj2GL5xbowrFUZwHOFw52dOL26Pux8DXBkhNSlSxJ/Hw2ifQrXDh6xIVPprEHxA94NfqovGZ6SLe88uyiBcbMUd5FvG0ia8PUdukxdiQng9NRz7ihgnt0QkqikZfogIfDJjQMCxMZxptnqdGR2NCGh/DZbE70anXI0GlhNXhRFV3ryCAJvecmqHGlEw1ZmZqIJP4izdF0o8S/SDonZtRbUnDwjcuhK4gSxAER7NqPG97Z+SWRB36q4VrzquPqzOq8NDAH0JSoCd8vKSqafGKeydd8iKyBmZi7x9mwtQubPEmHmB2Yj3qk8fC+UACZn1NofjHfRD50J4D4zNdWi3g8OzD3gFNruuS2bEz0RsvyvcXAWGAuLcMssN3QzTMh0KENTT6CBMyRPwqqg+u5NNw5P8KRPOhA76/FwTAYQeLPxi26K1oOdWDg78YcOiCG8DKZNz95zVsx6R2XgCS27uULJY/2As6NtDz7akR+S9Bm2K4Di8A21KE2vYBHG3tR70utNic5/5eACzC0Ue8MfGEAp37+k7I3BToSx7aVGcyWfnAzpBnGv/dTerMhGR4HIZrj2P53rGA2B+8Eq/vBX/tRlKNW3dF4L7OqAH0LVsDVkkO1AEGBYHFs1aTgyZJBSi4c/ie10j/HRezQJq1FoXmg1Awo7DsGBHid90UXiSLBQJBcGCzmAx92PX9H+HwyTMdquYEAN92hMZx40XoivcXwSIU6O9vdrXsW30oj3iAxxl2lWVJOvDRBWOQY5suSIFO+hy4QV2H63Y+giFnHP5e9g0GdRWoPfO6ICY9kvkp9uWvgYMOXl/vnjANM1P9w5SEwCrx+Fa1KziPL8lTHLqc32E7lGeYC08g6wdYFKRYMDXPjBjF+cXW+9axwziMD3efwRW7tgnCdgKCk1K2oDJWhb9bvGuz+A4HqPzwzw0PgJ2I//PzVcQD/HsA8PGrpmNi9Ab0nrgGBh1vcPb1/J78pBgDG2/nhK0WXfE5NAn9iN6tRPtjWjBKfq5G/yhGX7PM6/V1N0ysvg9FbdVcaKKvQe1keRoOzsrziRb2722ywhAQKxtgkGKMwaXVS5BuzECOjp/vpzJbIXXS0ClNUDlkaIrvwa8TTqAlKNUcuPus/OGU2yvsEz4qleNccj6GohOQ2kRhxgZ/8UTyHEOFC/33AzKxCqbYdjAS3mMfkkFrVsL10iu/CwT7AWB/LM43zq/zS+fzFGjg9Po4MnK5csmqCYir52M8tv/rLNrn8S729H8bMUY0iOw/klg0YUvSfWITfqS8Mb/8us93auBLTv88HzffNcu7MfwPAXCTjEZl7DAU4DczNatDEnRooHiBlwZkY5iN4l7DQKlgAU+h8VSBTOQV2IX57BEuDo4bJHOBT18xwZDAW5j4eKTI6N3+wxGYaboKFzPRuE6xHl3906Bv8VdVPhH9M05E/xT4s5F/25uuwpQpX3H1FRLBsrfMdf6p/G+SpeXrWisu25Ot0LYj5XRwehfPDe0qDTqnXYFxjdHIJ4cwCiiVL8FPy94YAb+lBTZEuSdoqIq5hkpg/vVX/Krfg0GXv6XIMxaCBrvA+iu4JAsBXF9wLUDy8xulgTcd5ZTOgwAKcpECc5XzECuOhXzaPZDkEatk8PhPf3kRZJ1eCrHBpsYrPR9DJU2ERv4gzp5LipgKbblcj+Li/yK+vhd5vxKFZ/55JA9w1S15sBho5sFJ0xfe0vbjTllLWUQAmBpUwFy0EbFHp2G/tRRLys5gLbsSmmj/PIejuu98On+FLR4n3cA3zDHLb255fk7mjggkhpyBk5VAI9NCJTbBxshhdkbB5pLDRYSywjDnQgLmUWjXpOvvpY14SkgYL8TgZlkXTtV5FAX5J/fbo/FcXz6eMiVjQUzkitlGlsGygo/hGhgDUdqAD/0UcJxRoVif+fFX7/xx9e7afdZnVa/KVtomwBET3jt1VNeF1bUPwHaEhUFsRXb/RiRv/w9WXpMEq0TErRUvEs/vWROMlAzfm+dj2BkNEcsgV9KLmcoGSEVe6/nB5Djo+suh1sVAzGRABB6cHWC1eJvqCuvRIgC322CAXCJBcXICKtJTkRoTBZ3FBo1Cjlilh/InFJ8PdA7r0ak3oEtnwOmePgyaLUHPK06MwsS0aCwdkwBlpEqnLCDT9yFu7wbs0Bdg2bOT4Jg9HU+e+CeOD5wZ6XnSVtOcc3G9886Rz9oSG7G7/MeQa7LvFzbGhgOTq/Fi7e3QZff7CJkALVUdOO6qb1/x/NIz1fdftaQi7WOkDxVjx2VzwbqED6pjbmlExo1ncTwnGa7VCbjlpuOQIDifrWevZQd1YN3K/SPzza2FMEw7sCnFPy6Z288MyZAeeAh0bwCt3z3JyL3F8mFEjdkCWfwZMFIzFCDUaQZm5TCi7TIYpVaQLJVKpwwuikGUQw4pQ8PBpTEjCagBOl8CimScyBYBcYHvG3gI4HfawKLrNaDq52Zs6SnB4JyZ3NfFXaexpNa7Z3Ig+D4t6ATfNBzCK4br4ELY6wtQ1dSL/W069FvCi+oQALxoRRaGBxVcDLDnrgQAl71xGLZXL+RigFc9/nPP0JDBL2ieu9b7P0HvpjBNh72tCwvfV4FK99J/yYUkr+/KO9tAu/PG+g1YdzM54jrRt/wtQOwLAoI2PxilKpyMmQodNQ7i0Ty8ke7REc0O/iK+CVhkWM+g2LQXEja84SHm5GJEVy0J/QQW2PZKWkg6NPmhfqgNO9aHSnnovbU21oIndsiw27psRATLs7+tOPMG9l8tsq9/cL+MAODCoV1lLKvD9qsyMFY7C3Kdf9okEgMs2hyNh9hjuGvfnbip4BDErAynqt6DxZLr9z6E8vzx9MtgUPDsBe6ZPhomz0xdgILY8EwtvUWEHbXRaB+U8lPHk2EhhPP3fFMihfYMe9dyslYQP8nF5UPI0JyfQJVvg5zo68TBXcOYd/RbwX4vm3gzolQN2BQ/Fp+Y/8S3mZwF/SdH2HhgAoAf3P4LTj/yd+QEiGBZ+1gkPvM3PwB8+c2bUKDknX6/7f4AwwaeBTWj4kmkpvBSyB4PcN8dGZDVJaCnje/bwgffR8YCnsJ+fG06dN89yq2ZM5duRGp2K6L3KaE4I0P9hx0Aw4JZJ0FNjhQOpbfDxE4HCttrEK/36DSwXBxvXWESTk1MH/H4eojtJIY3tVaPnBNa5JwaQFbzEGfUTk5agTGFPO06kmIRW7GrqBJHx7bg0FgvDb/i8DlMORpa2VkbnYbmtCJc8AULTYC0hDWXwcBTMlByMcyxnWAE6dDe2jE6DfDim5FU1++a9KTHkDcYhROnHhvZQvymgAcAm0poND/P02ykBjFIHmDPaePUzR04/jAv/51wxIwlkxsgjvIsBf51IuB3E+UMKRzlno3cYWDRW+Nw5dMVIb2+o3kQRmsNVfwxUIouEGqqmKLgkNBwkOWExLWSm/s+gGVRiSI0UNk4wRZBR2lGDlsK1oILcJgHwrDAEAP8fDeDbXeYBAGwUL08hxLynQc0k78WGm/BjVQ/LpDtQVvn1TB38TnOPIV4gYk3WKiI6+5GyYx/c1/NeTofYzYlw6lwYu0hPn7Y2VuGxwvfovg8wKdUMW01EalAZ/TIUV6rgTlFj8aLDqAtrRK0hEVpgT0C8DsenVs2YI9pL6zwsVz6gVRhz1zQ2iwwADhjQ2AckV8/+p+Vwtk1Q4E1PjY8mDVAQYRx0hKUykshTv8JyrnXBXVL7E/jEPtTid/nPcMavD30IaQSNaT2x9AxLCzuEHgz8wPtKIr9HsXfNiGmy/+ge/iRIpj0gFpV+sMe5Z5LZW0VEMn9D0qCg8YkgSV3C9iuEpTZSvB+8kIo5B4xmtFmlP/37QyNebYEt3nJ/7uQoNSne2JlfZiXvAXpSq93m9zFZk+B0xUNk3UM7PY0yKRdMLpksMEGiaQXDMVgyK6BgyHWOhEGbYloN+VxMv6eMlq/e8YauS4PTmyRD0JNkcNiuF/ydx/QnUJHQJ5gO0l3NpSG521zoKEioxqeZu24PWEdaHU8RCr/g59jRz7yoqJ++X7NfUt3NBxw3RZzr+gex4VwScMfJI4YunDjJ/eDkYjRld2DlS/dgtuXKEZSHZV32/DFhn7o6Rj8YJyBYXsUR3leFnUC8bSP8i/L4mRCLHq1M6A2aTjw60kT4WnjtWwXfhF5dzYybRRSCaZmpGH+mBwO4DJuL3JgCp1AKqigRyHAgLGtrhk/1TZ4+9jne6VEjBsmpmLRmPiQIS9+I5QFJFYDFxv807l0lN0yHimXlGN15XPosZKUEF7IdUf8FbiAXYLeLh78b56+NiJl6D5nL6qnd+Dl+rswlOYVUSP3bq1qx56o6uFrH1vST/IAL7BugOhEgZ+YUuBsTFvSiQlP1GBfsQYVLzowcVJzyAnLDOnAWoQ9801KKw7E6oOMCXTtckgP3yNobHLFtCN+2puIlRihdPJpkfgbBILVwFV89PkEYgfJFAGTxIA7DWPolchXZZiF3eZE3eFzqKt2YEfpVbDTCk4ca8XpDZCTvM8AspI0mHXvabfwSpj6uMRwbroetiElDpztwIEOA6xEMCxE4VSgb4uF4UwSjjxCPKd8a8SXDWLqm8ehf2UBB4CvfHSrRTdsCuYjhltuG/Mx7W4XNIv908YQz+9FD3dA3SEQ5+iuqiOegN9/AeLAtcL77gYVgzPsXPSqykAjdEql89sR/i9Xs6BZG3ItlcgxVwYDYZ89Xt5With9V0Nk98+1yz2dCIhFifDLy2lhFaIbKjeg5ujasBW2aux4cIMV2xTXoCeuyGdvYbGi8lXUXC7Hh0/upda89XLnnN61aUfMKrRcrsC41pUQ2/2p2AQAO3bG4wnjAezpKYNK4kBD/VNBuX4J+P1g1jKYpf5MH49ezZ3jp2JOuj+4Dtx5rU4R/rs/AXZXYMw4T9UIRcOPBNSO7K+CxmXhuUUYKhU5JkzN9VeWP5/RsqWlFuxv45BTFyy468kTLI2px4P0c+gVuedMKgP6odDxwAQAX//pMfS88RBydpEc22O5KhEVaL2WQvrTz1adoDM/lb5R+6Z6fD+uvekHZEf1wmFXYdMvm0c2iIK8L1E6js/FTABw/6I00Lck4vTBedxn8uIDmP2P9dzfVT8qoP34BYjFTiy4bB2i4/sQfSIaUcd55px+UTfah2mcnuY/J0msLwG/crsVNpkYh2dko6Y0DSKnCwzNnzeidRYUHOiBqs+OnKohZDX1B8W1xERPQmnZf86n6flrfQ7LvVH9+K58K04nHcZwrBIVR9oxtkFYPNEulqA6dwryKimU7PWPUScguOcvFKRSGUzxbX6CX0IVZPcvBLvxhvOq+7yUVWipfBQDQ970aqMCYM6buLpkpPE6pw9h2/t80HayTY8lGs/G6z/gf6XsuE0cOk7WU3OFToK7rpiHgkNpQbG+QZgngv1TqEUkqQlwLJiLknReZt5kp7C9RoSaDhfquomVioWSMiNN3IgSai+yRGegFPETlCwE/dBgEBpspeZxHmOuXmBBImJuZr/HRKoO58a58P6/bNDm8BuNkDeYHzvhBbQmmZfhz5QZ5eLTOHv6Q0js3vg6Eg+8OfEtDNDBdHNfAOzrsd/4dSUGi8wwDGXi5K/vlEvWf74vEgDskKnQMesaxA/QmFKnwt77PuOs+qSMzbUhOd43riLYlOgaGo8jm95CtaU2CKT6U8Y91m+fnhPoZxFjh8quh5ixQ+q0QMLyQfMMRQg2FGjWBQdFY1iRDAsdzd3UoxA6AnAE1J89TxUaWgEhC4KTLZ1Ox2zlXIiimqG6eLLfNSIzjdQ18/28wOTdN/Yfx3HTOShVybD1Po4BB58jLlzxAODSLxuh0voDpNM35KBfqoQiatrOg6otCyIGwBYaluytKDu1Ev8puAwyqU++wtEq5PM9oTwTzy/heQguVu4Pfb/1tG2RugplsQeRKOfVYSmjGNFb5bCbU6HqNEHRP8wZp6LbeyEz831ujS+DOUGFwbHxaJ+TDXMqDSk9AIWsBSpFHWdNrdeX4OzwJLSb8kNGOQnGLhKviovF98oBlLpTtY3WFELxwC6Gwn+047CGiSweeAQAx8ZBpPAXhLD9Voj4fN2Jnc88P/l8APCvTA1WfvsH9DIGPP7mY3hmtgwbi3jgRtSe1/7Qj6whKb4zzcGwXeUGvyc5yvOIWhmANjoRrYYZkDqTIGaFDSQm1oU7qGpuDc+Pj8PcvCxMSAtWhw6aZ0KGLcHIhEDPMIthqx1DZjN+qW3G2b7+oMMcAcLPXpCPvDhlZKFuBAh3t+LAjh5oMqNQ/saF+FPdmqCY4C9m3YLkwYmoOZkAo2IYm6d/PqoolgcAv9ByGwyJ3gMtWQ86dnVhx/iT9mtvX9YeKQCOnzyAKa8eRx0FrGjqDyl6xZpMYIbdscoBbd2ktLjBLz8zPV+L2qdAseOvI23m+7PEaa8jUd0MYgAMWwQt1kJuwzDB4ZdJgPhQ+V2FTZYsw6B6Xwv6OmzYnLISenksEgx9WHl6A6cQnRKdiDmleRAvXwdKSuaZEEh3Q/mhODi3XA+tzoTDjb043B1KzZhU0wuAfVWgE2doMfmFSpi+Kbbe+t5Sxe8BwEVFOcheHZwzdcFzPcg8GJoFYs4/gqE5fJqc4MLCrLJjYKAEP2dnIp35/eJ9I/f+PV6KUc50UsaMqcMb/GOEA55DDyciccsDwSDYfW+LWoyNH2b55Ar2bw2Xy4GfP781LBXaA4C3RN+MgRj/tHBXH3wSZ1dlYk1Zb/kb5/6wxRcAlzRfBpHTH5y3lq6FrVKNVfUN0Lti0duzDI2NTwV10ZeT/oD2uKNBnytpCZ6cMg85MaEFKonXt65HhhNtSjhG8jr73+p8uyvU2VXYYBnM5PF9Oi1iUJBiwwVFwfHMo+23LpbBPTt+xMUtlwuCYJmsGxVTrkCvQoK7WW9+dNEqJ0QVwvHAvgA4b/tfIBvO5LbApqV/wnBTBibe99DpnSljPw4EwNr+Muw9+NbIMpIUfxSzZzzOvcIrl66Cqi0Wx17gxbucyYcx65XPEK2W49xxCRr+/jL3+bRFW5CWVwf1sRgoT4o5rCVK70WTRITDK3zAL8Mgr7se6f28p5XE+O5cONYvvje+xYSpn7dh8tGmEcwW2D/x8RciNfVKxKjLASqCsKHROoSAdVc7Dia+jS1zhtGdpoZLRGHysXZMONUdpDfRklyAnrgsJLewmLPBy0ohILjj707IaQUs6k6w4tAGR4ZQ+F99CRiK3GFDAHDDsWdGvPXcedP33XbOn5jjpNgW3gPMpwrhATCJneUr0zNFz+WWJf9KFRmxWNbovoX/SraQNqAR3pcToj1nVMXisQsugtRKjxxe/CZlwB53vhOWVEyeqEbONbMhJjlAwyy2Z7tF+OYIjZpufkDkimowT7IeOeIaPy9CHZuNr7AcfSIv7WQBewirsI07QGy+S4Sf7h0GWfMCHzca+PX0xUzTKrwhqQRlVKC+9jUkUV5RBBcc+DL1Gdgof4u+LwAWitke0GWi5qe3F0h++Pz7gpnVsZHkAW6beRUSdFIk5NSivpRPx5SfY0MqR/n29Zv5DyV77T3Yc2AFWhytIRRCg5WYA48hYqcdCpcRcvswJKyDy4dGSiT0nMHURDBiCcQSO1wOCez6FLiIBvGI0qHAkA3oLKFcxKHWgSRxMhaoLhAEwfSAEhmvXAiRxRMPy79ptakD67SHMKboStQemQ8TI2DB9nngiAf4uxbEdPhbT0kMcE9MNKCc+Utl1MYl0u7xoMWje5ZZswjS6LP4TnQXEtUBtOcIFj1yyc8uGR52qKEPVBMN+H3gXBgTfRrzUrZCJraCtSmQ8KsOCT+ZoWhyur1OFJSKWDhddhjkVtBjMxFL84udeMgMg0MHqUgO+YATPfYe6LOSMViUiYGyRDiLDVCqGiGmTbC65KgbnohD2gVwsv5Wx1DLAfk8xsXiLYUOS8Wjx/+ROtW3rg1Kj2R2SbC/9wI8SI1OheYAcPw3oGPiIYr2n9u2bYWIKdVW7Xvi5Ym76vbbbtc8KL3DthCMPLRFm7zDl4o9SPggB+s+OYLt85PwZLJXaOaF3waxwJyJr0Tj4TwNSODA8ig3+PXpux5nBpotUyB2ZUIEMkaFAYuZAGBRNe6YPhlFSQlhhQv95nDwIimMSULQ9bg1gWhW9PZjfdUZDPl4Oj37xVXjU3BFTgpgZiFKDvCE8OKlfsuZsXsAZ3c0IG8MDdVr8/H4sddgdHpZFxJKjA3z7oDpdDl6OlU4m3UCx4p2hZ0xHgD8Ws296M/2iDEROx2F6j31OFpW67j5lhk1R169b+J8+waITxSG9QATau3UN44jtluHZIc1pMqYq8v7rJEKsixqok04qQn2wkjOXALpsTv83oW0o2bcN0jL3AueOO+79vu0p8DmTZGcP84+EFEcMevAAJ0Mq0gRCbkCuEgMpBOPhpB3OfD44q2X0+5E5Y5G2IxObFZdCK2a1zNIMPTi4s4TmOWyoDgzDfSVHwE+qUWEYmOZjlwwu5bj4NlOVHXr0WkSnnMEAC+8NR4SuRi/LFoIluHPEYX31CH3yjYYfk6z3vbK1Yrrn94+3Ns7JKxiJTCC0qcko+SqsSMt4HnrsjcWT+UAACAASURBVM8HUfZFMG3dcwvjuD0YnrpRcEwSZechFbDDNQXtcRLk2idAyrnez6MIWg9HUbo7j9sHXlqm/xnptrqQrBxaH4/EzQ95QXDAusLQFPY/nISWC/zzU3uec2L3O2ir3x6yhgQA37/JgV3USnQkefUdKNaF1bvuxfHrJ+DNid0L3mr9w7+LuzeXNNmcaFkZg+LOJaBtPoZllkVr6TowVUosPKuFwViIqkpelNC37Mt7G/vz3g76PEGuxPMzL+RVnjkrsod9wf9J8vcealKhutN7nuDPMrxTJrAIG4FHF0eiGApSloaVpDQNuC1v3A7v6PHUg2ipXD11EGr5+cUGk3jgvx/eiZuOvQJ1fzANnsQDJ6dsxT5pMd4QPco/LpZQoYXUhgECgG94uxbd79+GuIZFSD51NRzKfjRe9CT0e5Zgxv1XHK2dH/tG602Or5IXteGyG7aiMKYdBADvOfjWSMsmxFdi7syH4WJE+Ns1q6G9bwmsJmJ0plD4j7uRWazAYLcLJ+7+J1elmNh+zFvxBVJ/jAZtEHF9OlRhgs5sxOGF3rzWtNOO8U3HEGU1wSYV4djUbI7q7Ftydw3g+jcPBa2tCQkXIiX1StBiDZRRfCaICMht5z9bWcDCDGFf1ia8eR2fJSO3uR8LfquHzObfv/tLLuC81bmnGEzb4uLAOhmnjAzofhGg0iQwxbVzITJChWAppikf1PvPRFzP2SnXoL3qAfQPevO0B82IXxeUsUEA+DY+WTMpPRXDHAAmLZgiMvkAYE+rAh+KbHhORJKeCEw4N5DOJOB34UWQWQOA6SgHokhBsCRaicRZRYgZm8qD3wg7/UiLGMdaRejRU4iWArq2SiyXfYxYsdutz7IwQYGXqdvQT/EB7aRksN24nf0GidChJ1OGl9YNw5TiVTqOFPx67ned8Rb8Q/49jrQuhVj7IFTw0miGJF34LpG3HnmKuPEWlEz9kPtneAC89ouCWdVpiqEepJzcGtI7Zo+OR0fFJYiVDGN4Or+RxmmcGDdGyGrubVx7403Ys+datNqbQ8rgC3UxGU9kvIhddsRYtVA6ea9FMMU5ZLj5SFuo57QgZiKJk+WLyJQItrsUNXVjYLTq4TKSBIp8Sp6RERrJQdyH/eHX+OSgIylAuWKyIB1a3pCAtDXzgyr+ff8xnDSdQ07q46g8Ex6AGu5QojThVRT92CAIgLvUKbBJKn6o06y/VGyPg1RHaHihUQN5XdbmxKPGqVhV+Dvy17IsvnYpOfDrW0I90TNvFWITFqevR4ayFexAFJLWOZC+maf1SzPTIc1MQ7w8EfFGQrV15xUlKVmIxc93MQw4h1udRugG2mCzGdGnJQcloP3KdPQvigblzqt7ULsQlYPTwbB02PXf99ZvSIZxtYDwSGD/M4wDjW3rgkDwXl0uppsno4wSTsvhuQ8BwHfEboCISYc42z/PsC8A3l23X/eg5s/qy+2TIJOFQYUAvlDswZwX5Li1qhM3z5dBT4AS0XSoNeGJhmS8+eBVSH/2NDS9BsxQ1vOeX5/S7UxHs3UyJE7iRZf54B7/g65LIcbJLAZ6DTA+1d/rG2SwYoEuTTscYjvs6jZMkpyGxuVAtDUKFjufu9rCKtBvLIXNoQbrlEMMURCVORQ76HBbJ36pbfIDwuSeH1PjIWVEEOUBkhnh2430/8DZTrQcb0dFGWB8ZiwePOZPkdRIldg752ns3ZYBh0OMbRXfopds2CGKBwB/8tGLqLv6mHet0ibiwJkDHAC++9YxB/Y899y8WeL1kB0vwpFHpoQwIPLU2ilvHkdW7wBUVg8o81qMWZLnd2gYcLpjbX3qdTBWj0YlSVPiH08o2/VniNtm+cFbWWwdsivegZQLCQgogp3AX0NLGTAZUZBFM0jXNsEuUyLG0I/81kouXZFJpMKAKB52kQKDdBy6JZmwibwgTMLYsADbUFsxEW3l+cFWCr+WCbCUg4XFZMeZvS2wWRhsiL8YQ7Q3JOTZynXIlMgw9oIuyMtPul8qtDnMdWgBmvelo7F7GHs6Qit/X3PDRRBrXFz+Zk/6KiJWFj9xCH1Hmd77n/hjyl3/2N/Z2Nw1unWSGO81csx9iqdT+xbi9SXe31BlePJmGMfv4L/mXst7B5vchlOpFHY4piPZkYMk5neKHfrQo0L6FdyCaKQa4WdcyFcZ+YIAzfmDn0HBhPYYxpxYjOhTS8JqfO38SwraBXIFm4xa/PqVN74/sEb2GDvu2S3BwFkWP1e4ARWAxOFmXHx6DU5eNZYDwP88ffmD9HDrpVK2AfXz85Bvz4VyKJ8DNiSVGPlva/Y2jNurRfygFMeOfA+ni2fleAxx9YnbsaHsgaBGIeD3pdlLIBML09QJ+F1/NBY6S+Q09nAAWOqikWaNQ54pGUXGDMTaohDnDFbWNottqIvqxJHYegxIDeiX6UeNM/Z9OeINvmKyzqsWPfpw4NvRoMM/D+/BlSdeRox2iXeYs0Be/itITdsIG81ik+lyfKlewd01nCDWMxVDOLdxBaJNmcje8yjMCXU4N+819L77BBZ/mPe17IHu9/6rnLoz745TyLimFjfE7eYA8N5DHh0QICGOB8BaUzz+aXgSnSd57BR72b8x+Q/NsFtdOPzQH2HryQItsWPW0rUY95MIxKBASs9MMyxDej/wqzLrMaH5GJfLt2FMAvYsyIdNJhmZUxKzE5e+VYnCw71+htCkpBXIzn0EEom/vc0qM6J2zD60ZlZCF9MDRuRCb2ITbDI365Uo5+uTQDulkFtjoLBFoax6KcbXXRC+Z3wWgh7xEB5Z/W/o1E5OJGvBbw1I7/SKLJK0Sadzp8ApoZFbxWDaT979xZ7IoP0NFyQSGtbYbgEc4X0Q++O1YPfxKaVGKxUpN0NbdUd4ALxl7mStYwIS+BhgdiSljufmXgAMpPh5gPkrDlIOXCM2h6X6cp7fhRdBanF7foO8bwHvLABOAtZ17tmyuGioi9KhzEyAKjOBW1FUdDukYj2kokHIuVRCFEz2GDgYFv1GDZLVItCUGSZnBkzO4M2g30Dh66M0zjXW4hrZ61BQRq5yJlaOtdRKnKK88SAyxorl2IVF1BGYaTH+tsGCoWLegxRa+ZpvNw9Y8XjKNa5UvGcfjwqqCr9WP4Z8x1K//j0UswHVUV6vQ6QAWPrj2jUFM2pK5UNdnAp0oJ3OU0+LJgU95ctBT94Al5Lf9MtLLFCFPMezcA1NQM2PH+OI9eioVO+g9mBdiLYNQG0Lr2w72iAn31vTktClKYGDoWFzKjCsT0V2dBfkmk6MKfkBKoUWbSfL0VNfBIpY6sm+5NMSIY9C3DlLmNpDvpomn4ZcaR7ECQehmHetO00Sf7fUd2dDcdY/vYGFseONjp8g0aRh6NxjMLpCe4EJAB4f9xoKN9cLAuBOdTbskvE/1Gm+u1Rk10CuCw9qCTBJsynwVfIVkElCp4sI1d5fOxUc+A0iEIYRm5qasAsTYg+DNaWi9LE62KNd0E6OQoV2DAoHsiEigDfwLBtJh3uu8XQcC5jNg2ho2gW73QRLghS9l8TDmWdEf5ka+/sWo3aYV+cOLEIHgtfFOlwjDRYYCvytxdqD+lY+v66n2Bgaf+kuwCaRPz0+8LcjANiZCXGu/+HWFwDvqdtX84DmqXFLXOMQR4eajHxD/MDswpcLW7D65mw02nRcXxVJYvHJe2fw/l//heTq3UTEGXOrjyH5rHdzInXrdmagxTYZlDMBNKE9CzFFKcCSr8RwcRTEXF5BwRYdOf6aErqgm/EVpuvrkTtoA83teeGPxg2JMrxTkQ3J0RyotpcgSpsAlUSGLI0acon3oOcLtM12B97efxRdev6wnMUq8CJ44V1SROmAZDoFlmD6MI9vPdwMbUMflt6RhSNzDXih2iuoRFr4lfLLMNk6HzUnEmCWG/DjzP+GpEJ7APBn776Eszd687rHk5zLDbtHAPC+556dN038IxTH+RjgUHY5zgP85nFk9g5CZfV6NbjpwzBgeslhyIfX7H73A7HDIHG/gXHY4oYlUBx8gF8LiTBYxiGkjf8MKs4I5dtIAqujZ9KwLKwpsTCUZsOh8axlQg3MQm4zIe/cKUyq/g3tqQVIHOxARncD+uhk6MSxSHe0Q8XwBhmHTIpfVl4Hc46HRRNg/eKuCn6OzWxH1Y4mWJ1ifBW/Cg4xrxAdxThw+663OC2QK/7cCbHaA2pDDAYHDdtXd+DAmQ5U9hjRF0IQ6+o/XAg6mhIEwF1ne5sfvvel/Of/23h6556TpZGkSJ1+fxnUWf5rM5fq6LEuSM3uA2NAlZ2qQfSuel6QoWVWWXAoPg7HXeOR7yiDnOX7KCSAFZjODpsdep0TYOJBwjwkMjczixt3ZOhRkMldkMpcENEsJJLz8+yFq4+YtaNieBPiHf5pykbmtUOCpG/+AjGJBw7RlU6ZCOs/zw6iQ5M2qD74MZqqNwuuYh4AbKi24MdpT49ckzZ4BktqP0Lllfm8B7jt9hmnO10vTnd+i4b5eci15UGly/O7Z79mKyr29uDsmecxOLDAr64NcbvxQ9kDcIntbrKN90XWzL8YGpmwp56A3x9OaNBvDJN5IVQImHsAZJjjkWtOQbolDvmmFFBSK87kHoPEIUWUNQbdCeegVXfCIjOjpGUKEobTkNfto4jtvs+gxIDqmHM4GFuHXgXZd0YxOLrPDFlxNszIN50XED7Q3YbPq47i4b3bYbOljLRlXNweFI97kmt3gwR4V/8nHIodGxYAP10xhObPbkKsROUHgLvfehbL1qW+Lbm7Z/3bJ1bsnPDf7aCuG8Kf1F9DOzBRAAA/hNqBIrx8hPfySjLOYvpr70EmF6Pyw3L0b76R+3zSvB9RflgLmZ039PfPNqGNMqKuTDrSYr7glyg7H5rFjyXPeTX3SD8uf+s4FCYnxOIopGf8AWlp10EkImy3YLXQ7sRGbLzoJfQkeZi7gsNdcF0gzii5NRoqswaJA7mYe/BGpGq9IZqBd7Kydry05FMcKeMdHNF6CyqOtKGolncmGuUqnM6fAict4T3BW91rBcui81EHDHMZyFwkjn8oYAfyohbGTgOvvxgRFToiAPz97NmVoonmsubnec+OR1HY83KjAeCZtB6d7lOsEOgjMb8v562ClFTcXQIPnW7GRvC+S673mUvyFA1UmYmIzkuGPEnt9fS675uh3IhYOe+K95bAzdN/c6/ry4LOXgKl0l/qvk9PYf1xGtUNPZhNb0S5ZDd3y98wFd9RS/00tOYxh3E19QvMEhp/PK6DS0ApOZQS9kibgEWhfRped4mhNjI41/B3Pyq0g7JiXcpfR6jQkQJg2aa1b42dXlMmH+xGauXWkYHuea7HL0oAMObnIZnVwRRlxrnCdkwvs4T26tpj0PzjJuwc8M+N6jtZ/XrB3emk9SVOK+LN7Vwc7/l6yoWmb0PyApjkvCfKjVl5Sqb7YjFtQXHhVmRmHcVgSyZaDs8EQwQhPONRIE47IuYBy2KBaiGS6GRQqlaols4DJeUPV/KGRLcX2L/GJ42t+H7gOJLV16KhdUFIVehIAXC9GwDL3AA4WJWcbxXytmvoWajQeAUBhNpS6LNhVoRia1LIbS3wQKWW9mNJ2npoaBuwbyzyN+xH3wwF0mPiMbVhDKL6A2KPQ4HgcFOXe60A9M0CRpMWfdp6DAzwWgXmPDG67lRhR+oiHBlY4L+wuu8vtF0fs3UhlUuVFD4p+Ug8sE9dWqwaLB+6OGzzRgqAd9Xtq3xI81SZBwB7U914xrd3HKe/swk2Yxz+punlVGajpXJ8+pMOdaUroJtihP1jCkkf0njz5i68ZWhE4SAP8hvtJehzjAHhI9GuHFACcUIMLcLw+Cg4s/2NNoEsWGvMEOSphzCR3oE4ini2Pa1LwaKIhUMiR4w+mKarj0mFi1YgSt+FX8dIsbVIzYmXuvQ0mt7MgfbXBMxOy8X8fCKwpQgCsj+crsXu5nMjbX4Dk4allDdeiNIA0kUUiGNbsLjH4ECLFs37GzFucRpenbsbbSbeQEe+Vkvk2L3oYXTXpaOhJhZ1mVU4Mu43wdtFCoAPPPf0vCniLSMAONSgCQWAyfXMAMn1Szy83pFMaK+7YnXoVAZTeKmBPCi2vQTKoeJeLGryu8hOIOt4SD5H0HeWzAQYC9Jh16hG9fYFAy7+E5nNhIzuehQ3HMKYc1UB85lFR0YBDlw1n6ctj7xbCBOBeyB21PWhq2EATYZY/Ja9cqQ5r6n6FikDLcjLl2LanadHNcQwx2bBfKoU26raQuYGvurmRZBEicIC4FfXtVb+sv1o2WiNJI+VYd6fvemUSMU50asHO6Du8unDgNfXLnkH9tSAMw8LDKQMoY5Kx166CJn2QqjZ0Ou30Jgzm1g4bTJYiNNiZJ8MOKK5u8WvSiQNjpiFWGoDwwxAoZRBwVnRQ4wtnzRaQfVw9+kE/TZk2HgdGk/xCGLSw8lI3HqfsCiWe+KS/MAkRVJgsduN+PWruwVjgSMGwH33TDzdZH0zHACWWb9FaoMe+/ce8GuG4+lfYXvx3/2r5W6PG4rKsDTba8TzvYikN/ruOBGC5Ns0FOD0M/KzQJwjCnP7x6FCNxZKlwxVeQdwsnA3HCI7+jXdMKi8FHvhcxnf01JGjExrLIotyZi67V7QhvgRqwoPhttwVN2CLpU/s2mk73ymMzFkzis0YELG6AZnz+/fPLkfk9pMKG18FN09V4w0TVHRk4hP2MP9u8+uwR+VL8ByqxiiEmGjTCQA+L+nFu3M+3gfQACw5puQHuD6wSL84/BbUCQNoPT5v0OdJELLMRGann+Nq0/uuBMo6ziJNEJ7pii4ErWoGe/AmXFuozbLguT39Xh+a4sSsXORD0uQYTH5vS5c9Esld7+YmMkoKHoRUmmA+KnPZGxNP4XPVz0GJzmHRVpGsY5ldYzHBftXI6fdTSsWWI4PxFXj+ds8qt0sFmyvR1EtfxYgnuBTeRVwBYBgewqDpv/YIXaJQYvNcMpNbkOdwLrBiMD881mg2z8VWOArRgyAqYnmspbfAYCHwWAC7U9R8QN6DIs/l1+ErCaBmDihfYyfzX5FLJciZeEEaMYFi0IwDHCqU4SDjWKI0Ys1V3hiK4ROzqFs6/wq2aDNggmLIRb7H87tTgovbKHh6q3C5bI1UIjMaGeT8U/cALPIm7PxRuYHTEcV9l0iwto3/GlTo4Ff30V9hf4RPCbdjvbmeUga9qfo7NF8gXol703wAmCWi9lOOcbXe+uH1eidMowBXRYXAyz7ce07Y2fUFMuHusPmAVYk5mOKyguO+gs7ob/3gOC0Ye1q6LZvwI/tTXBASJFS2C3I9QDrQqqhGWKWFycI9gz7j4FwANki1cCoykMhLYFJJIGZkqJZooFR5LWoeduWH1rJKVXITjmA7qoCWIbci0cAkDqfeGAJJcWKqIshpaSg036BYt41I22W+PkURB8JVm38uGc3OlkrXEPPYcAuLER1fgA4FjKd9/DEn+X9ff1zqDi8ErcqvAssxCL5kF2Nb12hKb2+M6so5gQWpm2C06pG7Adi2FKHUaZJxPgjJRBb+JhcQePC+bglhHbSgBsb7UOor/kFRPCElN4r5Nhx5Sz81n2p3xoT6si/+BCDf05oR0x8KMTEV8Jk6UbjOeIF9r/TruZE3KPwZ3H4Nu/vBcDh9rHLHtuOj+blYV1XJbd5vGTJRvZhMz5ZrcKY21Owcake2i4nxk1hQQ05kGKiMPFUBtL6FYArGjRDYozcxymf13FEi6GtUIOOkQp6UC1KAwbyGjAeh1HOHnZXkcKQJhvn8ubAKouBTaaGVcGPdRLv76J94rMD+l5hHkKnRYSBwTaczT0MqKxwGiTo3ZKIjrXpyHSl4qLifIxJ8IakvLrzwIgH2BMqdwVScDm8FO1RQbC75t3Vneg42Y6K1Ym4N/VnWFxeubeb86bjmfHLcGxfCjq7ZPh2/vuCXuD/vwAwazCCMRj8JhVZM2ujTDim4TMV8Kss+Q8F0SABv/8A5YiCI2c3Mou+Rbz7IO3nGxTYLlmxCObMBOjLcsCOeONDWa/CjdTg79K767Dy1/cgs7vj4d2LhC4xFgcuXgJjvMczGri3k3v5G7Wr97TApLfiJ2oOOmL5GDhCw1595GNIbUYsWOFCylxf0Oh5B8+9WLBOCVzf34x+rQvv728WVISOGAD/drSMdABX8xALzpS7xiMu338vmLamH4VbhkOyMYRFr1j0pg2hzjEWB2XZiHUmIcMVItwmoI+ddhY2qxRWEw2nS1gx2HftDmUk9tzW831H2xEUT8iFQsmnVwzck0OOFJ8HlBh2INtKDBfu4vtwRoTY/augbBJgQbkrs+1l4fRIHY17cWxncIqV/yUAVpq/RUyNCsePfTdS/Z6os/hsuhe8+bbBpKQ0PFw+S7BZ6ntl2FZD2Jp8Q3IzO4y6s4sRY8icCEVCHN47Oh0WqQlnco5h64zPYJF5Q2CEtt9gY7rPXOcPc7hw+n6kd5Yi4bc/QHNkOcRm7xjerOzC9uydEI8CwMh5a9E4A4pTQ4DggIFmdtjx2vZNeN2uRnPzA+juupqf47JuTCy/GTRthFXCYOPAjfj2hdkQpfnOb2+z/i8B8BltKf7d9iSmv/MixDQfknHwrr+AMSQhSj2AQvn3mKaV8Jo2DjMMchN+vp2GS8L3o9RuweT6gxA7nagrTvIDvzKDEyv/UoXCph6kZ9yM5JRLIZe78ZDAelKbvw+bFr8Gk1LnN99sjAK1Rg8TjuLSTZKSLm9GNK1DDM0bQMIexdxfKs1qLNx7ByafWi5IGBqWWPDAze9Aq+Gx0ILtdV5PsA8Iju9kcOFa3kAxeLETfbc7ILPJ4IzuC6sMzZpVYF56OWx+4IgA8NczF9ZJZg4XtD7NbzDhPMBxlAUr5Hy8HSl/E1nwkcgW0gK17KZ8rPzeZyKPtnd5Wp/MLVqM+IoxSJ5bHLQQHG0VYespGme6RSOH6XS1Dr/e847AoiE8tYXczTanBLsaZ0GtngyVz7nX6qDwyT4alQ0DuEb6OlLErRwl+lnqfph9Yv1uZDZiOirxyT+AQ1d5FSTPx8spZ6Jwm/5hPKx4Bwcr30Ui431/g3gAXyc/x72jqO5elM74F/d3cAzwMAaHM1C99d0Fkg1fbC6cfVo1GgCekr0YCsrfu9N1/y5YxwZLnFuPv4hjVTNR6/DmzQxseKFWJ57fRNM5t7AK/4vAmMFQSdbJrCQK0AZFGgaicmFQ8oIADw8dwkJzi9/j2+kYPBs/D320VwAjsD75Y7dDNjSAvsbCoBkfagHg13x3bI/7iWT9KZKMQ5mijLuPbMqjkI79iO8jM42svy2HyA38PA/qtg/hne4dKC18A4cPK+Fgg2lMugc0mKh80YcC7a0VEcEiFGiDrXzfuYyvZ4vs/gBYYBJgh/oGKCTCgiBC13s+I9TnRwLifoP6mqjpimxYnrmOi/W16HMR90Mn2CwJFg2mI/WkW4gh3IOEg5O803S07/nB5HfCNMr1qK3dClbLx7ETb/D+RybgB+Y62N2Lf6gqkda+9ycLnlgxCFoaOrURyzhQ2/Ip7A5/o5fRJcFk7WVcvkeh4gHAlCsddE4fNw/4Mw0F+7ZCRI/rq97/5CvjiQf4gdgnyy5yloahQPNPuKhBjev3fcXF/j6fPhvLX9iKZwunIn23BmfGWPBNF2+snDLbjhSFChKnCFdtywTlUkDC5AhuZPZoMQbnxYekPHcX1KJtySd4bFefm+LMojOjAudy5sAQzcf4nk8JnHuGARYnPjOiKr4VyhWnkZg+hMFd8Tj3fjpyjXkYmxCPBu0ganp9Ug35DIM5TBzupLyhLvQkCmKfLSXUIb52Ww1s2iEwr8mwRrvf7xW+mnUrJmtysX1TNn4p2YzOxEDWEUAA8OnpHVj73ss4c4PHKACMUKAn1DrvXj1mP/EAL6J2wX4yPawIVmypDtP+ddSPAs06HGD6SLoLbvDz/0e85hSL71IG4BBQ1VR+uR6UUwFH/m/IKFmLBCvZ992t7rEc+HlbAVYkgik3GfqJXmpn4Fbu43v2A6S+18nsZtik4cX/JpzZjQsOfOVub2+9amZNQs2sijDHM+8h1+VkULm9ETaLE5/HroJdyq97JEXSlSfXcX9f/ddzEClDhyuRNmHqS8Ecno+9td3Y1ugVlPMMBgKA6SgKRx+uCIoB9lCgX/u6te7n7Uc5V55nivNA2BswG5cfgyl3B6syX7+yGWKHwOGdBbh0Ryvf8BuXrIhB6/9j7T3Ao6j29/F3ttdseu8hjSSEFnrvTRBEEfSKDbuo2Mu1Yb3eKzawKyqK0i9SpPcaekIIIaT3utne5/+cmS0zuxvwfn//8zyW7MycOXPq5/2U95PZCKpmIHaHD0K8IxMCzmnrLytbTGbUV9ciIioDNNRw2vlhDbwxdq+pwSWhSGiVg3gY6FVsBgyLxInydAO6NayyMeD8JGQ5Jj2aG49h4IihkEjJnnhDMTtoPTPafOy7/loByiFC1I6lEHfxiYI8r+lKl2LbykAjCnlR8b7/oLGKv8YJAH70kBiGEhO2DvMR7zAu0GXf4MIdWawLdNtj/U+eN64YLd2C2ompSLf0gaKHr/QmALh18/vQ6XxhOD8PvhPNoZcCtsYUtQavDhkHuVAcoC3xB7/ch4PJTQ3dabiaFo60sYdwf8YqdB4aixqYYZMEWgSDh+wFPRIC2hwWooVGrcPQ1EZoTs9E7OZnIGlPhsDOAqyfEw/gQiiR0W5MzjWpr653EOz31pUXT+KW2m7k2sNwpngjnE52jcfF/4H0dFYu/l5ix9E3voBRFfwM/v8VALcVYPuoAsSPZy20NQdSUPnpUxDJzEhL+B0TqsCEYNAOByhzF/66TwhtLLveJHYLCq+dgsxuA3F7PjEy3asnimg2YfGyw1Bb5ejXbzXkSj+DCmcZkVjfAyN+xMlBG5nnWRF0PwAAIABJREFUCeCtMufimqEQjdZ0hguFP2f4XtNyoQ7pijIkya4hQ+GT7f1XKvfvlLpCLPzvu5BZ3bIl56JObMEDj6yAUcYqNrggWKsMQUmfoczynPCbEzF17D5X/7IVxuE0ZDYhbCGBe66n/Qwp1vHxoLYsDpiPnh+K4haj7cLDN44BXj1kdgv9UntM9wR2st4IAEvgxJ1yVgt3s9jfvJXhePyFaRBQnE4P0pPsYcD/BnV6LOIm9YNYw2W2Axwu4N9/iXGhgSOQcjSrG+//DrkxRBDiaKp67R5fV/pvplaHCOeahkKpHMpr28FyIX4/YcUCarkbBEvxCbUYjZRP0HvZ9TWS0IKlZ42whJJh6p1hL1jTiMZ+nOE+PCWshLg9BFTDcogoH0DyWIHDWm5BUt8tTBXBSLBsdhlOrP9jiWTz2m+zR19CWOVphNZxNKicl8eokpEdGZi+pe6NbXBEkEB5/gA1r6nHDuN2MgV9tQSRJLnfTsiuYgxVN0umwdTncW8ir7UKVWhXZaBHmQS7WMUHzLQbAJv5ANjTqC6BDD+FFGKfkuSJDVSkp6fvRYSoAtWnR/DP46A6k16s2jQNAYSYoZoJlZBsAjSkha9D0pfN0aw52AcRm8jB56uUfB8hxOqIS4Ou4hbU9QSmN+h+TYMBjvfRd9MVKNvIBuIbg7L5yWjSRKBdN6m6pc/PaTcDwCskgzEshAiP/1sh6Y5utUXARKRqd/EXosiwh4i1mJ74O5PaSNsxHBGHK9A/yYn+fxVBQEIf/k5/9ioPeYRg/wEM4jsXsL8QlkEnShNOwrqenSMOFXD8/Rxsxt0wOIJb3z3VSK3Aezs6cccCKwTCIDGv7huNpjpU1nlcfnx9fE6vwd0Gnxsmt/dX03p8HbYDohg5KL/8vpYDWdD06dEdfeUdDQHA98Y8XvhQ5zQI1b2zQJO6r+++il01lzEpNgefb2jAU0oh+hzNAW2k8JW0Ey1CJ+QyYPxoIYSUADMOxyG8RwaRMx0UZ49h1iBNowVWVA1VIive50rM7eLKohNIS1yLiRV6Zl03Jg7Clb5z4BTy2be9331zmbdXsdioF2DHOjPOi6uQOv0iYpM60LQuDlUfZQR6wvstVS4IFg0DhBnuWdzbMUFiyruNuLyjBP3SLHjnvho0mrS8z/ht5H0Ibx2InV0tOJ7/V8DCauqpx5WJbdj8yw84NfdPryU2vCUOl0ouY8fYE/RTd2YcJgB4Lk6h/JtM1Pye1usCFYfYMHHLIUR16xChI5YbCs6WVib+178citCi3i+1FrmH6k6BbNcHcKQfQErmFoR7hBZur/uhHnNCBHoG94FT7HOF9X+fvluK5ho1yH/1Wik0GgOKrKcQL2rEpK4dIHks2UKjPSIJ5/Mmoj4+C3qVz32P+9q+FScw5fBPAWeLUaPC6elj0Z7kzykVOJBWsw2lh6rR1ujAxpx73SSINIZXHcOwmuOITXJi/JNEcXGDSekUwLHxPnR3Ufjh+HVorb6UKiK5HbMXT4FcJA5wgQ4nJFi1Na1L7/s09j/r61p27j4VmB+M04nBrL+qVgfm3etz6ef2uXbYBhizue60FBwiByoK6pB0big2xgxCNO1v9eWeP0BFySV0tdJIzxkWEB/O1X8MKNMgu1qJ8B4J4jpuzBzdHmZFSbYeLREW1CSaYSYBfZwDw+l0ouzcboRHizFgxIgbH0ZBhoVytWF6p0c5Evi4qCccMZsD0wt57ix+OAJlt4YGOGNbLTrs/OVeXoWOECue/LULXVoNtg5hY4BJk+K6yzH7zAe4ctcwLC9qZADwwaOGFcPVO9A5LQF920dDQKhtOYWuqkXTLtZwQUpd6GmsHcx/H/mdpDsicb8SYWBOexLz+8ORSCZ0q7fClbcqu7PROMWESbmbMDtxPXYcGgenU+iWZ//GRuz2GvF3r75RaJhYbENhdjlS45sgNGqQ/OXnCDs5h2luiaoWP6cegCsYuR7ngxYUdfligm/wsnqdFp8c34dPrGpYO8ahvPx9by2F/e+FSlmBnclmnD2Xjku/vR60y94c2oyKHx4KiAFu/OQNzHLHAHtcoEW3tOO5pE29u0BTsSh+yOeRdPa1x9B9JR2jJ65G3h4KAveiogXtOF9EoaLIN8YDKk5AZTbgyOg0lBYmeNFLeIsF9y07BLVFhn6FP0GuSAn6HRaJAb/PfQ01iRcYBajOEYZi7URUm/vC5roxGSezc3JixT07qZByYLBmP4o0BwLe6T97lMZw3L3hX2x8sN9FvdiE+x/51AuChx2rwoDzbFrX6/FZaIxKhlILTPvRAYmFAi2iUf0fK+xpFGPJd4qDs3gzzbZK4Xr3P0GtwE6lDUPkD6Pj8hImbpv1gwoSiPHL0Jlm/Vc6mSWNBao3AsDk+j1yVsMxTajHFfdk9nfxzVqtwUNLJ0JFtDIBEnOQVrh7nfwnYeoAhBUGDjSx+v50XIx2PaHP9oHmvooNiJCUQ0oZEKloR16qCrkpSmj1dkRqWEFMQAHRYWKoFWL3Zs875d0NCuyeVn0IrmunQq30WRAauii88187nhI9wEwcwhD9CXUPA4KJ0CiEE4vpzbDNvYSf/m0JAMA3c4cm1zXOaCzSP45HhT9jx6UX0I8a4gXBxAr8q3gTsiN0UIaxQv2MxfmIOc8yv+38vpRJXUXKwa9/2yXdu3UqAcDxpzdD6hVE+HN6SOIUyER8zbylTxualpK4Z75w4ayTY8uuH9Hl6vJzPAuS39frfEchWl8DQhrGFL+u5gJez3WLSI3K2LGwi1Te9zgcEnTpYyAUuCAU2kHTFNSwYC6KUWhrgdJlR4GtDTpKApItWEnbGYi+R5GOEJcNW1VZKJH6ZBHSDJW6GZmxu9B4tgC0m4U4YKXcJCCY1BMuCMcUlY+eXz7hFohi2FRSCR9O4uUGJr+123X4rHE3hk/8Ars2SnmxwNa0aNjvuoI8ei0GfF8KsYUv5HrSIDW1zza15/2guBkAPh6+BJSgdytmsF21h6Yw2hqFzhukOyLdEirtwPyU7yEV2GCoGgZ1xUVM1aiQvJOjUAkGNPx96cgoU0CrvBatijq0ympQL+oLk0CFEIcYzaJwdIuFGNwjQYpJgL4GEZQ8YSAYIPZtFOVDz0K/ktVqEhBc+XAUvkt/DD02X3oz91nAtMOzbYXogS/OXsTEadF8TZ3fHG5qPYj27rO8rnTQAsS3TEckfAej54aldCdOS4ohyQlMTeMoS4BaTePwK29RByqOVS6Muz/j5aaFsIT1zkjbozfi17W7mOr3Z92B0o9/w0n1QGhOKFAvseF7YTfT/qIiJ2LCZBhaEoasuhAInbEQ0IEKmC6XHX+k6DB/UJ7f9KBhk1pxdvZmzO46jIIWsqZptMXk4fyAe/43F0dPzX9HHiOxrlYBquoVqGvS4lRtOdLvOglXvQiXn82FtUXaq3spmWqRtAQ5aiUeNSVDurB3IZL7sXXFNWi92oJ+r4XiUQcf5IZLlDg+8WX8tSsGfwz9McANutnRAllCFF47+QSKp7PcC6QotaGQ7I3Au7d9imfnpV+88tEzheMsl3FsyTDor984W860/XsQYjAjvrMHtNXCxP76H7BtEjt2R3fzM6Z0pjEAXLH9cxjvmYl0bTQiLRxvkADLLxlSF/TZSdAXBJ7FBOjWlIXh8qkYGHrEcDoIazfnpPBIG+5vJsMrgY05IFSUCRHCTmSLr2HwnQcgTjGAdklgpyLQLSECWzRRIUJst2D42a0YWLo/wLOjsU8KTs4az4ByX/GMqWezASwGG0qPVOO/Z+PRPGGS99Z7Tn6HcFMX5t0thbQfscLxXah9ddJwHpgFujEduy7U4mi9jzgurI8Wk6beBgklxMmlg9Fdyq6hIW4W6M7ma92P3bUq/JOPtpm3VZh7RY7xg6ORvyArQEAb+Z82ZOwNZEC2JJegc4JfGh0ajOU3qqI//huWC7WkAEIEYQamaTTU1GD7H+sxZtL9iIhLDhqOQqaDwirE7TvjkVnrdlsOuocH6Tp3VzoENDZNbkZJDmEI5t934dRfKDmzE3csWYKkND5hVBDxgLf/JFn2okAfyDvC3kRDc/pWqMrGeP7kDa1NKcCm1YGEWOTmYzvfQXvDOe+71FIn7v26Eg2STB4LtMbQiIVHXkDlorF4bXj9+DtPvv6UrK741uzQM7BNzENa18AAi07H5nGwtvi8oH4cOhdtap8npeely0dMQqo6SK5fmsb20lBUt984HMdTz9WuPIx96T/oH34WTqMTZy7nw2T2het5zjmu4clzHIvhhAAuhAgsCKNsMNASWGgRHDTgoIQw0RK3TAtIBQ5YXVzvNXagBUIHpGIr+mdfxeT3tkHWkM2MQ5W8BasydjLeA70VwkkzOU+HrGg3a/0Ngue/KSlGYl0LFjrkKLn0hdfCrlJeQb8BD0Avo/HoD2UQH/4FptzAfezhAUbo19yBCCoSScefhFVTj6pJb6P607cwb23MStGjLZXfnZmxInfNfsRNrcPijJ29AuADYxLQlMsq1DvKw3HhpdcwaOwuDDjVAImb9Ao2M1pjjTiwyCeLpTeWM3l+OyKV2HBHIeNtw54Tdjz4xFEki/ojO/sjCETSoAiOMDuvue0FOEQsUCRW39+bn4TB0XvOaP++91/aXEUKBScK1CcwJHQ/pAI2PMX/uGb+poEh5+dhxj6WWNFbGM9NGl9O3I7tA9kc19P/vIzU2i6monNZw2BUhCDzrB2D9rAPOtQ0Kn+1QmITwMFYgW+g9OmFFdrarxmTGp9GTekydGl9oZ0BNd0MANeP7cLez8rd30NjlvQqwgUWpIj4LKJsx9DI+jkU057PQp4ht/d2B/Y4U3/89IEIK+AHNpOMD1/sE+N0DTtpyKIVwYg0+S7kKHcwYMizoCUqAQa/kAJ1khSKKDFDQ08+2NxhQ8tpHXTlJoTXOxmA3CdODomETLZgugE+QN5ePhfJ0enekSeW4K4TnyJXeNrLEP0a9SSsbndoEW3H+/QKfLhTi+YsX/yYp49uypIHGuMN92GAMxaakhgkUClIFmR659Q64Q5ExV7xAuA5txcivIIlNFm/8wwMCexiuLB9+WXz6st5NwLAyZospIbxCcDIs4Huz2yfXPzpGRRbMoNrU4IdkgAiDA2QOfReTTPjrsNFGZz1YhMq0azJQ7eaPRiJJdtsVcFgCoPNzie/4Y6SUGCDRGKGXGqAWtHFuJil2bpBrMAP6M5jgpnVpncIFWgVKvGVZhCqxGFuwc2Fwpxf0XImBy4HP01XL5/kv4cwfU9yAxNCLGaeylqhnDmUYYaWNGiQ+C8+dbvWYcR/Gv9CYuZIaKsWoYGjXecC4IHflULkl1Ot/NYE1ESK0d56l6Uj/zvZjQDwR6JCjAodHtjem/zymU2FD5w+5QP3dk+/p6rKMTPxD8bHQXt9HMJaizEszIn838YGhkUEATlmoQEXNVaUa/SQ2xvRDBVKQhMRZbGhWaaANQjTMBc3J5spPH9djijHzcE9OXTL31sH01oTXD+wwmHFCg3Wq+5GtT6HL8D79c38Azo8EHkV/YYk9epcQtNOXK78Ek4n371sQ3MGXkegteOGALgmEhp7NMTm0AGvLMna8HcA8JY/D6OpuQPzkvvjmU16jFJV4bEtQ5kv+UTWgW7KiRANMHaYBCqTGHMPxINyaiByua1pnJPBQjuxOkWL2wb2dQvIPoupLrwDxbetwwMVF5DeaYdeFYviYQ/DLr6xptnTpWpdEyI7KpB2/SBDhkdKW3QO6lOGwyIJgSGEz5webN6R31o7hDi2sg3N9x9EfEwHSp/Jge6iJiAfsT+2ezorBUWdoRAVURAE6iV4I++0OXFx8znA4cCWheVoSPadeWQ6E1bovp2TsNl5BZcyTvCe9QDgZ678A2UjfO6VMr0K8Vvy8Nw/XsM9d8VVdLz1atbfBcAjvjmJ2IQOJLd1w9XRDtrGT3nkAo31cR0812dBSz8m5pcUa9HXiE48jERjmPss8xMHOItLl5cMQ06id58noPfCkThUXw5nYkTZs4w9j3muveR3d05Qpu/9jlfPn9NmrceIUQe89XuELvIIAcRGZMLg7IfCkiMYe2oD27fe9tGwS6U4Mm8yOhLJfOldQLJZbDjwVQm2Rc2AOY0Vgkk88Pwr2zAzRICMxQcAORHsgu/0tFkB58b70WOw4KujlTDYWXmDC4CPLRnqVV6M+e0oFLFmVDtP9Lw0eV3ozQDwpPdGQuiOA/RMoNhLZkx5kbWScItLYkLL7e+AFvP3GL3GCHVdLvaFJUAf2Q8SOjjevnb5Mn7/+lv84+EPoNCEc8JLfF0otwgxZ28M8ipDbtStNzk9fJcdFA2Ri8LFrB7sG9GB7lA7ZF1WtJScx5bzaxEWHYbZd96FmCQ/1+Wgb2AnVD/9LiRaPDIp50bijWVTIGbjKxBYgzNDV49V4chLgQb5tsZSHN/hsxR6AHBZ6Cgc78uy+JKiMnXi7kNLUT9tEJ6bpp25sPifS24EgI1l2dAeGuWdviXxm7EzL9BKnaTS4L2RwdO7nKpSorhGGRAu5t9FZHk0OWLx8GuPQi404PCZInTrQ9yrg49K2J6kIIITkSIjkgU6RFJGbFenol2sQLdAApvbKyjUZcE4QyP6WzuZVxppEfOclKJhoIUod0Shng5hcuHyvTlp9M24juk7n0XEwUXMs0fDr2BT/Aneff7u2wKKxl3DO2+aK9hBu/D4/q14zShBH3Myzp1by+wdpIwcxYZeHjPosKc9EWVbPwiYUQQAG9bNRWx3IZMH2KbowvXpL6Lkxe9xd23ZCsl0dd3NAHBc9DH0m/AmttzlIywrfv0+WFpjMSl6I1JKZcw6op0O2MXt2Hq/BA4ZC3LDe1qRV8O6wa9b0B+dUaxSUmRz4tEHj2No/BsIjxjLbzdnm/pl/gu4nurLMEDA7+aWB9Fp/1tZ13j1BoJaVkb3vE5AOXBH7EpESoKnY/M8n149GPdsZIm//F/w8fTN2FtwARKLDXf/chZSqxMWiQznMocxpFijNjqQeI19quE1GywDBaDlHaCDhPJ43ufURoB6L/B9HgBcefFV6PQ+5uqAk+KrgQt76G/qQ8x9fJqcxQOHQeBkB+nUc9Uo+wfL2kkOqWmSSlSJtFgg9BBs+D5T2inA3NEZGFE3CBK43eBupN3nDGb8tEDw22EAnl8vhcnGNlsla0Ef6WdIlbZ4NwNFjBh95kYiaXwYxEq31jOoRtsdY0fc29qsqD/UA5SbIW53IC5CjqIsNRTyYPnUaFidQizf9RDmFSkgFgIkJvjPbYeQp//OC+oIMdb7goe8J8k4+iQGF/yF9zcbeCmPbgZ+Pb0ppVVYoH0DGd1doJtjUESN8VqBL9g60J32kxcA9/0lDkP/nQZDnAXr//JpMUt2v3Rdu7IhI2/iuaAWYI0sEoWx7ObMLT7rL/dXGm0XRmNnyd2wm4io1Uvic8YQR3vz+aosHQi1dvDcmj1ziZvz10FJ0BjW3wt8TVY1urSxcHDIlzzyDwG3cpkTNrsQDkeg8ENRTqgUXdCo2iESsnFKi3QluFVfDgXJA+MuZ2Vx2Knog5PyRNidQmRm7IC5TAOn1ZcvJej0ZeYtiQVmK2IVmhRChBpMV87wCg6Sgg8gzWc3Xs2+LET815eQm/xGyLDqHD2YcNsmrP/aF8PIswD/eBlik8/1jjx3+fZkXI+0oKf6FWPHgPeVlEMNWVdwkLtXswhKv7xwAQMe5IfJlkiU+cWMeG4jnzs6ehcKw0/CRYvhOJWPMGc55p0fAFkrqwXtzWhO3OaLw0qxM64ZrRiELgmr1fY3CHsOUv96/P+WOF2Y0K3F1NYYxLljjoI3gGY20voHDqLFWg/qCQEzJ6//S4NjiWNwtM1nvffvjowa4JWDpzHgFg1iEoO7TZNntLorqG3yWfvIwb6nMw/32vojlOKDdAYAK49DkhHo1uxsCEd4dy7gose/9nDWu/+IeXjEC3V3whQdPGVYe6cW6zfuh0IgxWHJCLynGIiInw5BdFmEC0IztkhZS9K4UQKo5SLkV4agf3mU2/WZ3ec9/UrA74eSWjw0bRhEbrdvcs0ptqNixGGUjzmEN3Y3IcroYKy+FwsXwkXi1dyFt15oQOQwQ9NTh/SqgwjvDB6qoBWL0SaRwUxc/2wylFkXwHFtDIQqO6SZBqhGdQTFJy47hatHTfjecR4jZ1xE/cpE1K9JZPeeG5RfwgpAdQkgGkNBeJO0qJ3VHQwrtFPhxNdLi314jgaGRqXhu/4PYveOBGwY+w3PCuwBwG8eWYYTs9lQFVJCOiMQsysXzy58BbffE1lqfPaV/DGi8ptagEm/DvlPMZJyW5FU3QiX1g3GPWcdKJwO1aNC7SaRcr9PvvFHCIwsCaVqxHtIUTXzgGQwlNM9qA/MqewzVrMQF4/E4+KxWNAuv1zq7nlDNkCvsOTHDOyPgT3z7OU3noVM7gmvCUTKLLmPAN2ukXCaE3D3prcQYvS5oXsm7fmJw3BtEImf7V3QMHSbsObFSzh712Ne8i6Jw4qlR1di3vQUCMeS9IAsIAhWXOeHwnW5CBdqO7DxEgtMuQC4ekMyrq7KhjzGjLFrWa+fq6qtHa8PORC18uNtPZuvmIOa9vvO74Okofw4eeL6PO25RijafeeUp1m6/rug7787oIm0MRYVrhSU9imA3MW39HluNun1+OGVd7Bg4ctwpcQHfikNyK1CLPshAzISC/y3Nb83WGh8OwIz1eoVBpyP7kDpVDvMLjO2/bkSVVfPYsSEiZixgCUzunlxYHznz/wcwZx3yeryEbH/vl6r+X19WkBaJLvdjN2/PeRlhA6ROrH4m+toEyTy0iBF6Gpw+7FX0TixH5691TB+3ok37qXLLywuSjgOO7EAd/vS31kb49CxdQavHV+OnASdvCkAzD4/cBT6RQUq/xq7xdh0LowRMpg15tYq+YcNknRU9YJ4PPXqvRDTNuw6PgpWq08R4pPXiJeiCwlCPSi5A1cVobgmYTWBPNZot3zHTgMS5kWylGhhhwC51i4MthBuGN96sdEUKp3hKHdGMk9yS1R4F2boMpC96ivm511R57Er5lxArnfuM2EKB+4aFvy847azTteNd4/vxe+WMDQ3zcX1KjZn8+Ci2yCTtYBIqs9svAZd+faAWOAnB+jR/uM9iFBImTRI5ohrqB77EU4vOoz7U/71jDxnUMuaU1PXpv9+CHHT6rA4nU2Lt3nbXpBeJKUg9wt0PHACVdmhzN9tlSJcfOFDTJz3PXI2+fAEcd8/OVaAqkL2vBU5HCi6chhilwtHR6WhpD+rABJbHZj31jXMsN+PqOjgJJpadQu+eGAxj92ZjFO5YRD2d86/+fLp5Q7ecuUydXvmAk0jP+QUhofu9lqDg1U16OJs3LJnWeAlGnhi8Spcj2lFvwuNGHWUlQcaI5NQlZADgcOFEZtdSLwOmHJdqPvABoVdBEsIN5uEZ6b69mv6jwdAn+XjGA8Abih/FG0dPnK8gB3+/b5LG8O/ORdvyPclWmZiSos1zPze+R3rUst2Do2pkkoslbTiBMVu0J5Dg3LSmDUjDfnFaUix+UkVNwLBxPLLBb/ue8/UCPDRLgkjmGnUnUjP/QnqmvOIcGulkieGImdRDBQxf49QIfiY09A3WHB1XTsa9msxtl8ophYRl8jAA5nEXjy1aREGpsVhcKoLdpsNzbuXw9hNLIusGvwwBuF3AZuAm5SnXKtx4t0qHL/T4zrQC2jsZUISK3CeLQkRV8LRh+rrTYtUb5SiPO1TaKJLmSc9buvclFXkdwKAmz7QZgyafRgJF7ZDqm3hbU3Dk6ZBLAzUFgcjvyLuh4eursL1E9y43xsq36GwdCHM0ubV9gUjajCLQtAYWgiDkt0ArHYp2jrT4HSxY+/Z6NUKBzKSDEiMsiAxxgypxAWrTYA/T0nglLFaKVNPJHTtfFcXqcSIEFU7lDIdoh0GfNW6HRJu7DKALapsfKsZALNFhQnj3kfjiQKYesJ69Q1g533Q9Y15auIW51b+UE4op46BIIx1vY39aiQUZR7tHI0Gaxe+bj6A4TNfws5ffRpEAoCN90hQoF+Ggr9qoW7iC7WX56biWrwUurK3ezqHLWUQmbxpGtwsRN6GFQnC8Vn4Hf/zhnjcJcHt1uDmMbIycjQXMSmOFepDflWBjrNjTkV/yBt7M6mx7smVoefxQ6IOVSJOTl73ACvsLkyt16FLbEe6VYAGqQ4t4dGwKkOhc9jQLiAuWKxvMk+X7ZkjNI2BpgY8WBeOcJIf0L9w9qDrL2xDbZkB6jftsKtoVKwKw077bbiq4ysoPFWQR1/+UYe8pDMYNyMneDwwk47VgZIKNhegZ67XGKOxsTUT38v5rn4v0104qrwIKsOXesLzPmezBuEd+QwAfunR3PlLo5c9/syxe9E1MIjVgxy6HVps2LQfyzMXYdbnf+CRjAIM3CCFhaIZ669FAERHAkMHsMQqt+6LR4ghFkL4Yns97/6arocrXYX5hT6mKJvYiiOLv4c9ogkPH2tHRrcNFdlTUZ0+PijuEDqtiG4tQ2r1YYToCGDw+cSaBBJIaQeEbuBmp4DisEg4SOolPy2I2aVE24VbYTo9B5TMgcQPLkHgJtphlE7uiVBdYcVHZZcxcvoFJnXMhQcLYGtnXaKDKVCeiEnB8NZQQAFIZ/ilRgoi+J/7oxhOmwM751WgOsudo9D97q3jHoWjvBC7nddwJteXp93UqYe1rwL+AJiQYIUfTMfrc9/A1EfUu1yLn5k6LKoBp5cN8hIpBVuwDAD+uBhJOa1ILL0GQoDFLd1iO7bH8OeS+MJdkFxiLS+apKNIyP2D7bIgwIT5maLQMaEf7KEsiOpoVmD76mxYTUFyjfqzGrvr5FpyvevUe823dp958TVowlgBl7eXeszJnF8tdAzsXYNxy76vEdXZEDBPjt42FU2iI+HUAAAgAElEQVQZ/i6O3IGkcWbLNezcYEbtQ/cDQgGjvHysfCcGOS3In1MFqk/wtcX0i0ME5++PwOly4YNdZbA4XAwAHjblFoQL5Oi8EMYQmHlSVZFnPAB43ao/G789Z4yn/RRg5J6J7wyHSMpXjM1+uB6hdX5xb8T9VNWFltveB+X2ePOMvcslgbZ1EPYX5kBB83G2Z5htFis2fbIK0zNvhWVYXtCza9SZcIwpjoDc464ZbJ4QjyypACQlmkUthilMApeQHT2RxQVLiJixXoU1mZh1J9fa3DAhcM51S21Ye1sTmqMtsF1vxFe/vojc/v2xaMlj4NLG+DfD892RtkoU9WzjfAv/RA47eBcUNYG8JuT5Y8uiQVIjcQvpq3MHP0f9NTbm0RJqw3Mr69HuigvIAzz71LuonFaA12Yaxw/f+a/+LYfLVzyZsw76RQOR1uPOxkDTaF59N1wWn3x1KW4zdvR9hZ3zhBDJHXuZExqJV4eOD1j2JO53zfEIWByB/BP+CuPEYacweuo6xiBw+MwQ9Oj5ilpyf5TQiFSqB+1KKQ6o4mEU+MUqc4wavnUcKLOSazLaiRyrFv0t7Uiz6byCWpNTiROOpEB2asqFKfEdGPLjZ1BUF+C3tH04qw4e4+45P+cN1CIh7OZZRl45vhvLOlzIoEW4VvEq2tpmIDn5eyQl/8D06bH2HlylC/DX2pd4ffzynQdwcdIppI254M0DfC33F1x59lcsSvj0GWXuoAubtk06ELXrOOg7OvBKDMvzcfj4Cm9c6eBpT+HIEz5l1cnlsyGPkmDQtVKkV5N9kwJt0YNyWLBvkQDtyUSVAPS7fgahhi5UpUVg10yfB2bhJise2ClDn6w3A+YDMy+lBnyyZCEsssDwiO3t/0CNKdCbM2hFQX7kA2Da57HJ2aPJ2KuEWiyM/5wHgv0h3pydL2HA5WkBZ01tRDsefYDlx5m9uQQJjawitzhnJCxSBdM3HlKs5qds0I1zQSDXghD8BffWBSz1mZB8zq4rTyEAWHZ1MyaKruLEGV98eIDcfk/cLyUj13+db8wn2gr2cjBSJc+CiJCV4jEx6wrBxrOyws3w52OQ9VsYhvQMAnGQCLDoMKver9dpIHneMKj78AXW1cdE2FHCak/GDP0LIvEaiK6JoKAp5N0bgz63RoMSC9wG+mAuzH93yD330Wg8pEXxR/WID5fgluGRSIn1uPT5hDfyAdtK+6LeOAOjMl2gbSY07PkAhq5a76H8Fe7AJSqHqTiC7saL9Ld48XIHbDJXUA2zJybYv8VEsRDpSMUM/ePo02CESpeGPAG7of9PAPh9bUb+xGKkV26ATNvs3eKUkhAMip8QtKOqPgsk9Gk+PAO76+bAbvARW9zIlVlm1yPS1BjI8kxaQFNwCURoCO2HrpAs7z0GswYd3T5BRi51IjPJiEG53YhrOgxFkxOUjYLILIbYIodTYoeyQwORmYBgGzMbbXI7rifpUWFKwZHOoTCJPK7zTqiVHSgUX8cbPQcQ6/SxdJNOuCyJwotRk0DSBsycsQwl22fBqtfwZcXgPFi8PtQIwzBNydHcibVQz2fJbUhu4LjPx/GWwTl9NfYLuuC0vI6GelZo8wDgbP2DGLhbi5AGfpxoyS1puJ4SCt3ll3q6BrysoaVGKMrngA7nA+XNqlsQK/s7rmV8E2yhJRrtnNhf7rJNUV3FrESWSVW2JxQiC41bmrOgqnPH0gbsMDS6pC3YkngGZ2QF6BLziW8UDhdCnCa0dR+C3sHfVzxVKSknUuViNAviAEk8ROIEmIhV283I7bmP9J6QtiPC2YOH6lQo0LkBnh8KooUulL+3Ht17bRC/D7QskqPlH0psrb8b9UY+Y7Vnh0tpAN7YeQ7Z0yRIzeLHDfsmAI3K2nUwmhp4e90LrZnY5hrGmycEAJ8Q18CVWxOwBvkAOFv1RsQ7fz68czGaJ/rYhLkPnb9YAbpdhG8d03Dl18+x73IeBFoBz/o7ZbwIKggx8WQ0InVSwJ4OMcURgBgFXje2hWrx/Hify7ZL4MSB+7+GNrYFTx9oR6bWjLboXJwbdG8AmJJY9Rh2YhXkZgLE2J6zUGIcUvbHyog5MAoUCKOiIReoIYUUSkEIImgbxJQcQtoKoasHYlgQb9qIaNt+t9cIC8zsPdFoP3c3FHPUkOX4p94DKi/Z8FF5BcbNKYacsuLiI/kwXSOkeT4lGvf/f1QVQKwXQJhPQVQYVOfp7eKGc3VoLmuCNtWEtXfymVuJy/lraQtxaHccfp3MKj9IuRkAfmfW2xj4nHB54qBF/8wdyeaS7bwY3qtijczxoo/PICmnBQmXrgBOD8Bj37c7sgutMjvjjUJEVumR5yCuGc+MglzVgPThH3JS6bqf5bhZkD5umzYQTiUR2GlUlkRg37oMNsVK4OHE/uIfdu8HdL1Ckb8+mQZiExpw30MrIJOZb+BNxDLuk/fbaTXaHPOQ2HQV87ev4MVZ2qUSbF7aOxsoaajNbMfKybvRMXoYWm9hrXLpxnbMPvUjkkNjMfIVNn9ob8V5aDpc9RnYebkJJ6o6GAA8YNo0xCHkxgD4s00l64/X5Her+UaBYHl/M/boMfLj4LlTOyb8AGtyKUvzzRkQum4gvh0Wi0S7L0TK/xtqNx5DlCMO+lH53kueKmQWIZb+kga1KdD7rZHS4b/CCmagT4qbUCsx4sOpfEEzoL88c4BkBrC7kLe/BXKdLWjgoEFkx+7xHTif1wPVmTq8t/1lyBRKvPDsp5AkkYo8zOaBc5CGEzPbWUE6WCGs0PFrPgx6rfT2UJy7P5CArb25FMe2sW7QhAV62Ze9A+CyGXl4e7qZBcBHCABeD9MtBUh2sp5YtvZwtG+Yy3v/56NGwyRjzzhueXfEFCSrNawcRC6412VxrRwnr5MwpEB1O9cKmjNuNwaN3Ym6lhgUl/QHsQZzqmEyV4yS1COaMuKwNA37NFFejw2eMpn0t5MC0Vrwfm8HhGdFENdREE61gI6lYZb65stC7VVk233hIVqXFIcdSbD7eZAR3paZYw4ha+XXCD86H9+k7sJVdWOvY6iWObF4BL+//IEWefhKVxuOnTqBZ21K9GgHoLT0CyYl0uAi1hraRTnwwzYdTleycounPPv4Olzu24SMySe9ALiizx+oePUb3Bm7igHApVf6HKh72oyQ5ZV4KfQP5kwjALiji1WWq/79BNqyWdm+tdqO0x+/hymDf0DW1hBIGcxGgTZ0wC514c9HRbDLKGTXXkK0thU6tQRrFrutkySDSGMq3nphD/Lzv4EwSMYObUgLvl/4BPTq4OzIK2t9QK/XTr3BhV4BMJcky32ektjgoaF7MUhzsFffGwYEl07zm0zAuqFHsHrsXkisDkzYcxVpNd0MIVZTZDKzvaWV0Bi23QVbtAtV39kgdbpgVwaG3HI/xfXVi0AVi7tIIQC4vbIYD4q34cjJT7y/B6ykBTEbL0zYuKLQmE+0FeyymkEswJy8si1FPd5FuEt5EkcF/BiUmBNyTLs9BUKXEEN0bheQIDOVFytEAym3DYPKD/x+eUCMgxVCiEQ23DHrB/S0n4DomgDKKDHGfpIJqaYXd7uAgfU/dckNwZaP7z6nnUbrKR3OfVaPwclqjB8QxhBn+T93RpsGsX4MBMoI2GqOof7Yd7A6nYzGhKRHel3wJMyQM8LXUPoCNE/9hR1LO3gb2c3JsMg+JMR87RvItukgvJaIAYIRkEH+PwHg5g+0GdmjLiKz7jfItayllHxxn/B8xIf0CdhabQndaHhxL683HRYRdl/4Dk0XTUFMKr6YL89DUpseEaYGL/Odf7frpLGoiRoBF4cttlsfgx49G5sjErkwPqkDs6urEXqdhsgqIZH0bPVetMMZS66OgryM4x/UKBPjm9hUVCjZ+AoyJgnKemw2fcuQZHELiQleGj0NQpERUya9ifL9E6BrjeMIjje2eHvqmqKchjChj4SAdYVmD+PUF+dw0iKxT3zcsBPpQz7Avh2s5eV/AcD63A81Vk0DVKXz4IomycNZje0scQZe1Uy+wXYX/NIymwZ/+OX89QCHGFkD5qeyKZ6oJjUiTkow59Jgb7iEd3K5x4i05VD8erQLHdgQMYuXr1BMO7FYcRiJrkp82ShEqT4J3eZ8WB1xsNjj4KCVhE7DO2aphOBO3YCn0nchX92AHgeggxRl1gKstg6FFUJWIeYeewKo5nYX49b6iRDRfqzENGCLMODaW5uh+xIwXpOg+nXWevJH9UNot8R5Gd24G2bu1Yt45kozpi8ohIAw6/EKOx91+kpUN/6Xd2WfSI5Rp0dgQJwvNufvAuAXH8/Bm2HLD3gAMDu+bGFhDIW1f+zGwgFz8MhhCd5q3IGYn9LggAv/lnXATNGIj6EwuL8Egy6HIrcmBJRLAZGLbzHrcNnwiqACL0wZhRA5sZ5S0Ea34Mg9P8Ius+Cuk90Y3qyHXSTDiZFLYVZ43ObYrsou/xOpNcT9k4IdIlRK4/CneiR2qYcgTZiLGFESJGCtIcF7jr/LCmgrEszrkGxaAzHtznNL1kZXIrrtD0Mzm8/KTOrUtjvw6rESTL79JIRCGqXPZ6PrQITXEsy82/3y6aFRuKubHQ/RWArC4BlSmOv6Vh3K97BeHGseOQ99KP/8Oz/9JRzeXIC/Bv+B9nBWoPs7ADjvJTyTlXvHiqzxch6TMB/a+vqLAOAC+TkoO/n5HS+rDDinMXo19ty4X9KWnAnLIBQSEiq/nvcaSWl0D8r0uj1XloRj37rAs8E7qTnWX260kVco9zt6OaG7PCW+TGrC488uhzqEyBf+xfcSTzOtdAw6HdPRt+I4phz+mffAwQUz0ZZMxjPYGc+uluL113D00wpcfv91QChCQROFieXsvrzgjUYIlJ68qN6O8a4yuj4dzkMz0aoz44tD1/4HALzxwrZDpYWNYX153Z8yKh45c/heITOfbEBEZWCKmq7Ra2DOOM/pfnaPV7YlY3VqNMSqQb3G/bYdvwJVvQSGUT4iGKY33ERX925MQjyHf4KA3g2ichwU1aJM2O4GSuz75GIZvpz8VsBIBdkGvYon8p7oGgNSz3dCSJiUPIUzTLuGtOLo8G6Im7T4z3dPQCZX4OWXVkIYeyPWexrJ5n3IN/RGiAWoykZCc3peQHs7MqTY8QW74LkjTf7etfZhmA3t/ycAbJ6ejySKVR5qjw6FscSncKiI2otNhU8GgNneXJ9Jy9acjITWdGN+C1GMFgseeQs2uwjbDo2Hy03k6eleBWyYIqpFlD4UW8LjsT/Cx9XAC2OroyD+TAZhnQjOFAcExOXKREbdzW7nOdPdHSbpa0HcrE4Y+1Iwy8SIcpihclkxytSCMJcNNlqAA/ZkGDjx6GQuqFUGjMisxLjHrsIktGJ59jrYhPxxZr282TmXE2sBSY/EEqVyNnDOqNpdDty/ZzN+s2igggBnTm+E1RaLnJyXERFJFFs0Ht9fAdfqL9E5yOdp93cAcGV18oHS28WIXFWKl0LXMW/1AGBaaYL59+e8DP9HPxoEWUwKcvZXYKBOyE4upw0wa1E6SojS0QJe3O+eqdmozGSV9EKbAEM+SsSz9nFQKP3SRtKAVtOCT5csAs1h0fbf6b6ufRMO/D2itGCLmOuhyVMc8yzAXBGcRpysFjOjf4bMTZDFrVfoFOOJH35BWE+gR94b89agOOMaBA4nbttwCSqdE6dzR3nXx6xVDqh6gOanbTCPIcRYgYoj7rvsl4ZAuOZR70//RwDMPh/MAuyp+XvVUdRQ/JjEKbcnIe6EEpmGDEQ6OJq13ixmNJgcv7ET8r3nlcMJrDogwrHrIqhV3bj7ls/RXVUFR6sIw19PQUQeYZTm66sCVAtelTR7H1k0AtIGmwuM16uQhlNMqOBvVA/gtLtw+r0atBYbsOy2RESGct2E2R2gFINhPS+DMDQBpgMfokWv80aX7sMQbMBU73selv6CNTvL0JPEukrcDPz6zggaI40LkGkfiLTLMqRSmYijkv0AMM24q09/MB/EBXrH96XeSURcoD0AOKvuN8jcAJjUPyJ5BkQCAgz44lbnvAvoGVfJWx8te2djT9sMWPWuXuULTy1ihxmxxtrg+X1BMSmNGiOLeNd7DBHo1rH072Ny6zGvrgmxpyUcT3S/wDL/Q/Rv6DqqFFK8m5TttQjnoAGr6W+hIuyknPKbOh+/hhQgJvYShg75Hpd2zISxPdpL7MK917Mp+0IOWZ/LWFEcxinGe4U9SmyE6nb2wE16ZyrEbXxXtR1dFyCZ+Ai2/6iGA+L/EwBWls4DHc0KcKQ79oTeDTUnD3KwDS/Yb4mmWG9sM/e6RGDBPzI+hUxoAawiRH9rx3TdREjMQTZc93icidqD8HYbPsscjhalmGmXkrJiluwCFshOod4cjm9qJ2Bd81Do3QRnIVIjRiRew519T4KiXEjVdKIgpg5XO+IQqTAgQqFHcX0qCiIaERbis3h/UzkOv9UM54FDssoLbXvxfNksiOBWnLljqMiNjhATSj9ei5bHwtD6kAS2GCEsThl+uf5U0DzBIhONVXt2IbswDn1yYjgnAR/VVTdshs5Q5e0+Igx8XZyML5NGe3/7vwJg/zFrae3EsRMleGjIIkz+rgxfUu0I/VHJs/6OGCJEjEKEefviIXEJQdsyOG76QBNtwZtUJVJiwrFk+ECmD0muyH1LVsIUpsWUUw7MaWJdmY+MWQaTko0PJUViN2Lg6W+h0bWgW6jCt2GzGNArhBh54iEIFRCrZmDsqGee9gaGPdcFsKJf99MIc1z0vpOwv7dVPwH1fAkg4kecNZ614Yv2cxh+61nmO0qW5qL7OAvW/fHfSnVfaHRiZi+STBZA0EuyGrvVjgvrWYbv5hQdtizk5z+fmVCAKddfQmlqMc5nHWHu+7sAODt3wYrM8TIeAO5trY76z1EMsBz3XSaKHIEL6xL4FgGS6kjYygKe7DGvQiQlLoq99ThgiQlF1yjWde6m4Nf9dma/927LPjdJlUiHZFUNYhXNkIlMzGuFAgdEAid6rBq0mONxTZsDG0kV494nlj7/BiIi/PLN+/uuu99rdiWjyzkBSmM3Fmz7N0L0rGDUlhSLg3fe0kvXsS+yGKz4ctoeOCYuwLiQ+xBqkUEoehEm+2VMmkcjahhhYOkdQDvWLQFtk+LjveWgEtr/pgWYBcBN4R5CObb+4U8PQEiCL163t7RH1phKdEz/MuC7KCcFTeUQvDdejVS7P1M7e7u+vQv0JRcsOW5iUY7FvqA8BHP3xkHM4dDYJ6rGy7ID6KEsPODLPV6/nPwmFDcgvPPvPY/RQ2R3YeDWegi4ngucxb/yzmo0R1sRU2XAn7u/wVVjI55f/gFoVXAQzGALWDC9YzXEdKDSgHy/qCcKMZv5bq+ejiRs0IYYUcBoV5f9hYvHvvl/BsAtvyyA0+BjWt+b9T7OJv/CG8fcsCi8MmRc0DnLpj2KgJMIF8QLI1BDBItQhAdee5J5/mDxEHR0c0OQaCQLezDdbITaEIrncqLRxpC+ktlH9mMatAUQnRBDtEMCASGZpYBYeQSys6QY1F8Bi1CHFlMXrl4zo6lOiO52AUexwbrIkr2z/+h6dD4IVCrCmPCWf3Rdx0AtjU6VHrscyeihWWOQjyuAxoTuPpi8/j00SjvxcRZfYey/9BcUdSBKHZjujbsRflNyBpm1LbjVKUdT4wJUVy+FJuQc8gueZN67ndbjcH0iqjf7yLD+XwGwfcEOOO7ezjRDYHXgv49/iLThxZi1/TokbkmENutgF1m81t8CxvW5G1apEGvuKYLNbUlXHh6Lf6+/jpTkJYHzgQY+WDqLcX/urRxvvRXnLEN65THo9UHvfs53deeuY35sOF/sIQMbI6vH7bG+PYr7bN+KsbhjK0dp5r5oEzpw67LlzPrLvtKCifsqcTFjEHQqdg5nFTsxcB8Nl5hGxQYrpHDALg90++Z+l/P1L7wpkf43ALz5k0JjX59Lw40A8HL1QZDtxuOWEVUsw4y5qYz1t6iHCE/+QXpsE7kwSxahRp8HJnrbbrQCb/8pQU2nAAmxNVg88z2U77BDFi7GmBV9IAvtJa+k294l1VMIKxdD3iGC2CiAE3YIGfcLti3EXcYqNMEq0MEqtMCWJIM1TQ5nCDtNfRu8exIQ10rCNHpWh7P/qsOr81MhIexXftvl2bJ8wCSDS98CS9UhtOgNDHggm8Ir1NPoodg4jAK6HH0W/Yn1b7PuTb0SSAWZpRGOJMzUL0WWrRaSyv4oFAzFdb0cVRkrEBJdwvS3fwywp/6Sv17raP5XRySxAHMBcFZEIWLVwXNO1nywCS6Fw/2lFJPi4nDZKlw/RfjM2VHsTUSgaCdiddd8cT9+32MWh+BqvI8UgtRjNGvQ3pUCodiKxSO/wfifiiA2EBIqzsMBp+oNzEj+feiR1IgbHUXhn+nZqJWzKZ+y6Sb8gZUQ+cUEvxM+GsdkyRg1agVC1Q24uHU2rCY130rRi4DG7vMCzA2Z6wMZNCAb8TDEqesQtrMvwnbyBZZqSzvKBhah5lgaymvlvQBgXycwLtDJKujKXushFmCbphHK0rmMBZiUAeJ4rNIEzz97o43wD4ccy+zBSZ4mxG5BbihJgUYh8d8GpEQMRd8qPmO7t26aRk10CXrajfgqJxfdUgHTx/0ltXhAfghtJg2eLVmEEiNhVaYwNeMC5mafw515JyATeQQerp2Tu0p7n4FfXJ2IDfVsDBbXbWyM9Xc8dOVeCGk3zwFnbjXdfgrVg6+h8bcE9MxnWYmvaAuxv+XWoF31zX//gkgixNR5fIsK92YX7UBZ5Vc8RuivRGJ8Vn+n9zYGAItq4OrLukBzta9cF+iXH8vp83r48m+f2fYwrk8hacn4Zf+hs4iLicDI0GHI+HgHTh6PhqBJgNXSbtQI7Uze34mjxcitDsHgK2EQOKMgpDku3DTwDq6jXGDAzNwsTMoi+wKNE7f/jubscmSfleHJOjZlR0PSEFzOu82r2EmrPoisq3+BOICtDp2KX8NYFtO+osGIFPqs3VwHDf+R9HxNMB2Wbz45kaN/H7HWHV4PFNJfraVPQn2PFAIx53QhTKhrrSgr2A5TUTOcOhEuPdkXxjK/mD8auJuKx3QXIW0BBDEUJJOD2CHd3InXj15DV20n8/5TY+twbgRLDEmKQijBj6FfoExnxPbha5jfAgEw+4WeGOB3Zi1H3kv0M2kj712RV0j/LQA891/rkWgnihVfO7ViG7bF+KzhwqqxkB55gWlDTNZ/EZVGvHk4G2iQvbRpPmu16mxWYOOXeayb7d8p7rrS1ddQFH0KKrEOAmKhoCmfpy43PZLHqEsDVfoMHCifC4FFAjgFWPbFEihUhDCS09pe9thu50iYXJkI727GPRvdwhVN4/TMcajJ81h4PHOC7y+xYtR2DB32GaLCCHEWKYdgpT9CZDSFyc+Red47AHYenwS6Khc7ShpQLqriAOBQFC8rYmKAi1awiper6q2drxcdiFz32cYLWw9fKWwJ8+XlVcUrMfIZDg8CgNwtWhR9HWjl6B61FqY+ZwJGQ2IIxSlhNmqT+3s9K7g3uVwumHc2wNA/x6uo8FwP1YrxzE8ZrH+N+3Nflu7HJvFVd/97SM18q1JAiRATFouh2f3QM/AqakKqYBeQDBcUQmwhKOoYjmEdoyF3uC2MnIH0DKNU70DW8TYoewJze16RduG3R1j5SGhx4pcVTyMraSxmLJ0NyDmEYEybfZaVcNt5DOsJ7r5O5KDY9a9BZHQDQ86UqJgegpNLAzkQnE47/vxhgQ8AO2Oxddg/vV0b31WG2SffQdnMfMYFOuO7d2a6qqqeIy7QHgtwMPfnjYVPoDJqP28cXx48Fn0jfMpEz0UCfv84HQ69hZMP2K249QBhwrg8/8WXoVCYcOFqNq7VpvLOPA1lwUM9RoSaVdgcKsOPGb79j7oohHCnCMJyEWCkkKFJxD1Z05E++TraC7f1uvIdNgHOHgf+/FkGk5EF5SxZHQVRhAWhb2vRGM0qdUZ3W/B4fQeuxTTjpDQcdQb/vqax5PgSpJVOxq5olhSLVagF7j0auQP/GB6cEMvT2Dq9Fh8d24ufrBo4HWqcKd4Ip1OFQYNZMqwWqQPPr66Atc3H0/DsY+twOa8RGZNPcVygf0fFq996XaCJBfjyQiEiPisLsADbnvoFzkknmSZEn9DhbcvjyDwWgUfPseNMmJ8pczdKRwmYf0g+9MLrrCK1eEgSzgxhvbAkXWo8tvQcJuX/CIEw0KCwYdbbKM3hzx3uIB2tvh0XBQP/J1zhP8g3BLk3sAAzShDQCBO34a54n6uxp36hU4TnV22BzJNznrO9ris6gh/H7mHG/K6fi+FyKVCSMZh5VExC6750QGKl0L7Iju4FdkB+Ezfon54ALrMeyP8TAB595NNCW7RvsfUGgD9RnkKngBUSyUeLzBTuzmT9rpNNiUiwxffK/urpEEpAIf3ucZDF+ATtVftZt2eFwoAXH3oWV7fbQUlFmPhVNgRSEusbHA0JLRTiTslgrhfhUqcQqZeuItzaiqp5Sgj7iyCSAe60WkzcqdAmgqJbDlW9DDaYYFe54IwQw5QXwiYLJsW7cbN/m9ts6FrRhLlDAjeqGmccmlYfg+qWj2CvOwNT1UG0NFcyZ8pFOhNfCxYydchpM54N+xbvHG6AQ87o3oK6Q/tPSo+mbnH3vxFFdUB9OY5xgz7QkADxoOUIiSKWiEAA7Bmf0j1vO5rfbxYxALj2V8h6WiESiDAsaToEQUg5DAktaHuRtWB47NTaqlwcuPY8OmusNwWAaks7NJZOr3zGWkjd1niKxtXYabBIfa7BdocUTe19IJKYce9Tt2LcfR9C4HIzUPI1E76x4XYSV2r2jh2Pvs49nvzf1kXFYXMMydsMZKMZf+ALiDkg2EiJsSB+PoQiM6bPeBFOmxTF6xYALg7LeDCVLF9U1NEAACAASURBVKdtGZJMDJaxi5ld0T1QzS6EtA0BKZHI5V8kWkQnP4BtG8wMAMZde5DVeRJ5+0qhbCNrzrcGLs/qg+qkJnSV/+gFwIrKW0CHsJrw95VjMU7uIzHyn1e9/T3fGo4T7jQC3HukQhMezPyI+UlWSSPidDSmlw12xysF1mYTWhDSUIH7xiehWyZCBG3AitA1cDiFeODiEhzvymIOz9HJ5fh5zpeIVZL8tnydY3Dzqr9QG/ju9bVFWHXNl/OT3KGgOzBH9xduqXkIAprvUuYSO3Dl47Vo6wrBZUcypG6a/3U1S9Bu4acTIG+/Z+9pjDZ2of/wFCSk9J5rr6n1ANq7fYzsp2k1ptdNRYyEFRBfcHXitLiWAcA8cjgShtWiQVhHPihCgvVYzr1vhC9f/NSphage4HODJHVUVTdh556TeGzJXEitMoS90ICWbXZo4cQnClaYzsmk0CdNhNv2JEBhE0FkzwDlIWkjgjptxHJBJWRiMf45aTQUEjGO3bEGLVkVUNSHYPkJcs0Ku0iKU8Meg1Edw4xUQcl6JDSchVUgwJNxT6NSkoBMYSHiRCnojZ2hN5DbG+TwjK7ner52GSLtrMDBFJpG/enliHhcC4ZDy7NKaKD14zqce3w3HKGssH1s/BC4DO70Pe7tgOQG/oR2rxMKkMyhQHHS43JnF4khvbiRFV7sIge+e84HSsh7d/R9F5XnUvH7+JUMG3QYIlAV04bnLtyPkvGEWIddvyQPcPyOfLw/533kPG9/JnbhMysGh3Xh1NIidJeyTKK9lUfeXQExWK4D1jWRxplQA8rVZmYOCboymFy/pJC9K2vMqxAwCqUgPexWDJpSo6EdzMaP/vJBf5iNvSmbA1sVLunA1NQ/oRKYCGEzU5ivJIpSN2EdR7vMuYFtkdmowZatbzC/S5UGPPDNA1CF+zE9c8aaiadjnhSi1TEXTlqNMSfXeXMF22VSbH10EZziIKRd7vmy9eVipIg+g0Luc8sTiO6A2W7C7KUdUCb2Lmi7ajLhOjoVjZ0G7Avfh/jUO5GAEHRdCOeRYJEWVkZssr1WeERKAPDa062FerkPAOQvzELCQCJPsONC/j378QaEVQVaMpsWvQpawspc3KJoyMFXAzMRQbNu1GzP+CQlw+VOmDRJvG2UHMUKixD3bUxCnNvt2UnTmK/YgCtCd6YGd02kTrlEgXB1JJIiUyCPF6F68GE4SQom99nH37HZtwtcQkRbYqB0qDC2ZRLSOZwK5H6xzYWU812IqvWzZtHAkYIO7J5I2gGoLjfj/Y3P4cH0r5HyrAiUyGMB5M9lF5yY0vENJLQ/cRirufLmBfY7Osif275IRHdGIOA4d2gVKlp24PmPr6FNmoatQ15j+pg8E9ddjltPvY2yGSwAVr3+1r+iHLVFXABsuJSPnmNsCjpP+X7oHHSo3TleyJkkEuPricGVrIcrVLjUwCrp/QuRWUhPD1/0E/pknUfZ9XSUXecqfSiEUmY8qDMhzKTC82kalIcTxS8FNFIQfyuDsEwEpUiG+3NmYXrycIhkTlRO/hDmsLqg7wz80QVXQwI2fx2KYxW1bkswOy36v9mKk33Zto/ptOCJhi6UxDTjT0cGk2HYu5xJGiCpDc9/vpn56Y3ctTCI+Bwm3Pc+OKYdMpFnEH1XuLP+ndP7cU+LFQW0GKWXPkOPbhAoyoYhQ2+BSGTAS9uvoevdF6FdMAlSrRNPv74GJf2aeSRYFZlrUf76Stxh3vGDZkr8LwQAX3/WDNljDXg1mY0h3nfoW/To+8C89jlAxbY5c3UP/p19F+TbB+KJMjfrv80Ig8yA7Q+Lmf2xoOosQvVdsEiF+HXxEK/1N3NzLB7ZchW5eZ/wDT8AvrrnQbRE8z0yuefozqsPoUpG8ry7jYx/g6cmYE75AVx2P2H1TFx7Zm98Gp72REvrMT92VQBaS2ruiwd/XRUwjYjr+63L3mF+L3CzQp/OGQWrlJWRBux1IvsMDUuqCzWf2SASGuESByrPPBX3rLkP6ktsDvCe+4uRuXYbBkqa2Rhgv2/xNubptI8a045uj3cqfQL2zMX5iL7Auml6WKCbhXqsVBDtpu8+Va0Yt41k/dX76fKg9FDw30CiiRmTh8ihPsKGk1UCrNjz/5H2FmBSle///2t6u7uXpVlYugQJRUBALJAwEVExsRXs/BgfTAxACZUQUESQ7m5YYndZYNnunt3p87/OOZM7gx+/v/9zXVzMzJ4555kn7ud+3/G+tYila2ZPeoXqEzVSEv/Y5V1RalVOsd5W7EWf1lF3yp8FZ/3oZcql4y31BAxQIpISGurDsDQHS+yN4gz6x5ai9nccLrIZOqQijIiCcCxCC81+DTTeEu2KkXOCG3nDGessqL6uYnCmCNpdyMyEhbO5I9GKZTXUOgRzC6XrnqHRJPvI5/EUtQpZSb5Ns53GZ06y7dFK5xj+r1BoGSoL3Nb4HDHWWFIu+JOsSGfn5cEkD3uBwHDZezR0XgbtN8Ri8bew/LCjLpjA2Z3vU/5eMd2HnaTdpeVom2tJDGlHRoTovfK2tNVnFFL7jDvRjsC5Ay9zNDcdq8nmbZ1zhFSJm06wktCUd90QjBZNGLnxYzxCeQrLOyOyWE55dDpjX52NVu9b6DsWa6uIXWzgbwN9VCMt4U0EVofg1xiA0uoGbDyM/j4AsVjnWOvHl0mpkjdY9ASvRVYcxSZ6tGbGjqdSHcSNw/5DaGgptUXJ5O66+X/W4nPcQ4mSSSGeZR20Pd5G120+KW+NQ13rWa7i95pTdHh4Id+/VSAB4OCpz5Ne0Y4uG3egMXiG/5wf14GrCTnU5azQ1/f6MNASWI1f0VgUOjk1YWv4/QSr2o7lP8OM7VYd95tczNeO3yEO5dCYjfSIEBV+AcUuLfftvxGd6fqKstFygXc6xHA5VEeEoOf9kFVUtYZw9/FnaLCIub3wy+1fc2dn8Z6e67ChIY68q4MQjGEgGmkkPcaGSm0kJKSMmNgLhIT4rkXn6PPfpd2ZnzMGs5vBQkMrMyryGFHuCkN2WOv0ncu4/OImDl29FaVO9HIjhUL/dPk5bDZZmXYcvVE1rXy4fw9pHaPp1vv6BGOtrRXkXZO9gWK7Yogi90pHng+X5eXTtmpOBWVDO7FmtecYWMtDiKjqLrFAvzar46IFhkUZN2na0xjp6SH6aflGWluNTJ86mtDgAPwmW2k9XslmTROHNfLBfNMwBYOvRJF5JRRsGjQ2V0088e/vCPnkKfU8PrgvHaIiKEm9xNH7f5HIUF5ZZiIprJTGkASODHxCIq7TmRroc/QngpvLEcXrfweM4Hj5LNqrM9HZ66C7bz9fvkSNtZng5mrUeitNIdHog0LcVCN5vHytVoVgok/dIwRZL9lPZzHFKpDCg18Q9/JF51iLL8yVGop+PMz5tw5LN6vZH86F5xxhqK5Ln7Wl0dceqaPqBOq+doOdD0Xi7O+nMIrhSsBvD52lOrbFuS6+6T0N64FxHO6yg0spZ8iM6ss+1RGmGAZTF++5Xjv8OoT/3P4RfZ8Wvgl77dknerRU2ssgeXqp3X9QasfL3PbAWreP5BFaF1dNix0c6LZ8iLpC9mxGZ2wiRizb4ZwAXyBYoGJsH4n46sTORE7s+neEeWKY8+ikvwj3r3Ueh5Kx1knNLe8WR5m7f5I8en0om/5+CbPZXwLBD337GCHRrnBo13fdEIwgYFEEU2EWSW4E7l33HlEiO7RCQX7Pzpwc5bbHHTMk3UjBtRO1FC65lTi38n86zZM0mgpI69vAoMniXLU1uEu/BqEiHuu2u6TftrXDCvzMs4gRAqk4FM3JuT0JyWjkhoXy+ZkfvZa53fcrVn39R/7S4/UZJo0s7yPahdLvcc/okdhzBka/4EYGZFcxDKnZ1Ixc4rGuHW+qK/pxILMvGke5SedVAq31zTQ1xiAovUNnZ65KIbXcdTY8qtvIbk2hp+dXoWBI1+GEBoRiUZup6nKU2rgyiR/JM0/QN1Osoyui7pLQksitJXeQ3tTOXXUi8Xw9iefqJGOZvFjk/368q5CrSTLp48UfF7O/5ARv3LEG62hvskDHc2Jbt9CnWdz/djOARBQmrxyFWUPc6jdQmr11i+pOfmz63HvNVxSdYuehebzy4UUKw3qwua9cWkdsoc0lTN33Eg4SLOVzb66b3W9beDtzNtYJQ4i1dqV82RSszfbzXQF1uhJ+GOrJxzE0IY1Z3e2M0W4z3NiqZNmh65Esyhcawi08/PSL0uvfd9yM1eqK3lRh5bGmehJagvggJYTD0TpJh9R844dqt5ZgjT9TOoxiWgdXzeFrAxdR285Vq9zngnP70AE6pf8r4vj+UyW5hY2SbtchoIn+7zSyKEWWZTOK9NxUq+evmEbOWWJdFUHsU35jSU/GbHyV88GF/JjmyT3jWkcwtEMTPZO9AbL7erxSX8OPh3bzlSmU3Jw3qK4eLR3xHTq8T2zcJo4XNbJCm0bRyvdI2aNn6KKTNIzaRY/4MMKuDcaqMnB+2JvkffgfJuaf2xI+MXzzvoN951sW5iGM0/Nmjx8xmwLZsOUvbO2KMX4pk04FNpnIWGDhu4njqPt5JHMu2Elkm6s5NxjO3ahCbTEy6LwcqeDu/VU3+zHjiWxujH+UiAi3mr8K2D70B/YP+NVrOhwycfWlp6nSxjvPIBm0CqgsCvGo/1etLah1AN429iKv8/h6HuNRUSvoGOgiinT09a4/36B7XhvSXQG+GL2eLVknJUKse5cdoz4ghrwUOXc+oF7gtu+s2PwF8lYZUVvBFuhdNUP+oQIFu8eSsknWuSu+/YO7X19BoDmUfYfshgV7NJfHwPgCwBMn9SAiTzaF/7bpOM2JJnbqCtipLfAAOLEHZfIrrU1Dn8ZeHueGOzmGvX/oooJpP+MmpzZ5qVLBvD9kC1zfrjtIbfoZq1HB8C/aE5bhCwzJkDHuuJaCrQLKqxcoezGIlFAzxrowrCYNjZc7YTPba4s65aoAShu6sHoCYkvwjxEPWBm9hZaFEns5nvqAcipuCUIlsQbbp82ewCK+a6k0Ebumnq7x4sZ2HcunCEFVfCcKOylMy4llFF/YgQhFDgk9WK6UrXwhtgamD1rJtz/kYwlw+Fftlvx/WKriLx6ov5tOpoGkXbMQ2hLHicu3kjLsJScAdp+v9atOU9tZPEAEjm5YSMOyfHp330lS3i8SAO4VfyPBOt/laqqGn6HpTpH1UW5WsQbk0vc4aVcQrxsdBkQ1X8PPen0L3pXoITQEJEmKq6jwNzRHUNeYRJ/uvzNnTSIqi8Y1rPZdKQLeffECx+PBoHYsG1fNSfdSKA6VJdQAI4qhV5X9E2kn+zb/GBVKXmjfhWqtlpvIZr6wQqp3J7YGpY7p8XcSHpnHkBu+kT47ue4uDM2OwvL/W76MCLiJGLUrckChrSXorgwi12YRukc0ArkUrdyWUswPvM7Wn6rJsYY7AXDXv3agNnoC4Iuj2lEcX0tl6fPNtV1XBrkD4HhlMOsipv/vzknDImv5DYKSLEM0YkCbexNHIkRdz/3tZXZbbYFA1vZMel7zHfos3q5ZW81HSQKXQ/0IsJr5LmIx2Q0pTDrxNGLYlviI78cu5oEsR6SB/MxDF0dgqUtHJ5XVsKdROKSz0+Qp9zc0tIhOnbb8428sbw3h5dOTKdS7PC+h1hLmXVGQ3NxRNna5aebFD+yjdGARR8s6otPICrgYCr3DHgrtPjJTzlzg9oYqht7SyZcdSe6XIHAm97/O1xeaklheFcb6AJnJ3QWA67zyuywlwUTW9MCiEtLfmNFxuy8A3NCk55cVW9BqNcx8UMx9FBDayWG5Yumjenu5lFtvVnPHnkRCWjQoLTGoBHHvy+NbIhh4WZlLuL8/b9wiW043PzEffXg9fdbEMkMlGtMUHB3wCHURMnBPKjpMt3Oi1V7Bonsy2H3qXToqXXX2fE6KIBAuXKL71b/ouLQJRIXNcUCIBkY/P8pTk7kwqC/VCXEYg3zXMhWnS2etYnDNbR7UziXbn0TZM42wca6wZPHa2p+DODfgRxq7yzUrj93dk9aCAI/x7iIEMRcX6Yh6kAKlXVdv+1vKzpVQfKpIGrv9NxVwtp+rrNydyT25s+FJiuutrBn+gxMAT7L18zJcJK7tzfxbFnD/d1k/VN41ZNa/AcCTHltOXLLr90kySmVmQ7xdITAGErhKJmkRW6fhr6LWtvWyuWkAUmkdPyrH9JFq/a74bxYmUcj+jzYodi/dIrJlmWpnaHZG+kibRLCLFbcQnuuEMjselXdpEMePT3I++YEvZxPb4bLz/fUAdK11GK22dGKrCpi63p7bJwjsv+MWSjuk+TSjiESX6+610rOHKzfUpngTk0307gtMfrsAtb/Day52wWXOESrjsW6VmWWPpm7FoLhLAsCOOsB+MQaGr9wnAY6zMctIDLvUK+qPX9a4A+B+j2YS0d7T03/3vdcIqGkT5iuGpI/4CUOqXOrQvekaI/mhXQ+iFD28zdiCQH2ZApMtwL3r0utJmxLoccnOPyHAq347+V2T6+ZkEFCr1AzpehOBfgEY/fW09N5BUaDsdZFPRgGdmHsuvpLEiAKVWYnapMQY6EidknvrVJIF6FMzkGHlNxFhduke2iYTHTcXEuTGFnw2vIbf7pfl75A/qph8dg6DA6cxbu5YhEjf+kWLcJa7q8UoC98rRVMTT8wGF4h1X1jrlsq5wO6tpamK9X8/KAHgcwmjONj1Puefg1pquHfP02QP78zbd5nStXPezJvdf5vGAYA12x6lNddFtCR+8VjyUnZ2+o+9hq8c5vtsz8H0ifUG36eL/Nl/6fqGMLNFQ99ZS8hMPk5BaQLHzzlC+eUu3mYrYUBVFNlBauZ2kp0vqiVaNJt0BKn9+eKG50gPsdcbVkBzTA6XbvbNlu218Np84D6/Z9ansmxlNRmmet4YU8zBMRF8kSb/jhCzlY/yi/g5OIAmREDucqOJ93hiw5sklXXj/Y6/UWuvWe/+KFF8hPi3YYT2IVOsgo0Ht67lT0M4RYUzuHbtYek2CYmraNfuS1qMFubvauRM7konANZP+p3exiH4Ncg6zaWBn5Lzw4P0PXshp8PtGd+3BcBV1VkSoDJP24hl2ibpO+1y61GuimPV430o/34Uc06uA4sJDA0cHg8FmWrSyvJIrpTLPv3w6CAsUkolhO4dzttLt9Op0/seuoSY7/vp43d51Pp1H5MLBb3ZpXDJTHHli1xiI7ZFEGDyY//QauoifXtLE9Rm7oqrZWRiPSGBJhqbtNRXB3B8TxoHqkOoDzFRnmCg1c+KwzLd1iR4vfdKLMxI/sBZIsmxIwP1Ebz47TrPFSRGuyltzHzkCypC68k6WcTgg9c42G04VrWM4Ef8aiW2UODK5wbMaUqU6kYEbVteAPkphRf7kPTTk9L3fAJgX26/p1I/O9dh9/pulnCXB63r8ngGfJJGc4KR3zbLYXyLA05zVSWHJzlCc/u9FUO3RZEktyaSZEz85/BnAdKnDSUgyUWS9cSvOqoaFYQE1zG5+4tU51vpel8MnaaIVg3PbeJYHZFntaz8ZRgRqYfocdd5zFXR1OZ0RbCoEMOrJYFjDeewNZJmKWBMSYqilTRlM8OVFXZviw2Vv4Hg1AICYmXrfHhJBK8XXuL5iT3t13gL07pLehI3NJOZLhoH5AO+SbCQU3AbfqFyKJ21vpj6He9RoW+hBX/mKp7GiJ+kdKWoilB/soS8CXZWOx9eWF9CJ8qSytimJ+nQWI2muB1HCofRYcB8QqLl2oU+y1bZlOxf/TvGDUcY1G4bEYUr8WuotJNfyfXJ2q7G0qf2YOjgsr7XlAdyPPtziq7IC85xAPqi5U+sz/FJ1CB+zz33VwrhEVQUVXSmh38eLx9vQWEHRu7nV0GwwM9dwGhflo7gGakQvBQKJ+9NJzZq84uCjQLTcxTEt7T5ne7TKkC5RsezHWWGzq6Ka6y2ycXapTUf3JO1wV0ZO/ZltNpWGsrjOL91rKd/QLqfa606+ic+NU2TzgB/z/I3/iMnEGDOJulj0SLsKUYu3TeHM9tL2XZaQ9BDr9CuLINOW3agbfEknTs/qisVsdVUVD9UU5u6K9IUcQ3/orEiOmCcrhPzgn3XZ/W1tsTPFpoDecvi+9Dt5FbzV7tFydTDI9Ba7N7ftltEgNOabD7KTJMAztv+v5OsriFrz4eYBLX0a5/su5VPbl5h74rAijMjiK5LIyTAh/Ltdcg5DFOg1TXRpctGdP9ADFHeEsKUA0+4sXgLdDXvZ+7FUVI+sHszxTSS8+Fv7Lk8AT9/OdRVbAty5jmL3js+05ksfPX3dsZN8V032HFd/rVV6FuLpbfVpmC+qu/Gb1Y5+uVlWy2HQ85iSxM9wJ4zY7kWRGR9d9v2T2eoduceyF2s/6XjYP9EDyAlhj9v3naYhPgobp8gg1fliCb2FZezVSfngodFWRna25+pm5JRWwM9mJ/Fof2eIvYraxnWLpXbu3emKvUq++77CXWDjhfWtJAUUUplbFdO9b7f2cEbd/8H/9ZajvSJYF3kXQQWvuJT7XQsjRjbWUaXz0W3sKeIdOX72IGS/EV7PUzpc9ko0RQayul+/SjsL9aBTsJqr/3ugFRBljz61T1oN+CA2aoi/4cVJH5wBk28K1xUMCu49kY15z5ehaARqD8ewtnHunuMtzgOy4UeTsZ6MVTNb6ovvzVSDvDlfXIYY0lKI39Oc5FhJQWE8ZH6U2oq/TnQbTMBPQPY5LeDRxvGUJMgEoi5WuCmDiwduo5n1w1/N3tI2uu9Wis5/HQ/6v8hBPrhV78mIMizHNrlgFYORcjEIOpzd6I9ISt8Wr8aOg57y5ux370TgkBz5yQaM1MpvRrCXz+6Skh4rkb5nVZpZHz6OiK1NRIhvyuY0d3rJl7pBoDbxtD5urH9s19X2I1F9vf3f/kksR0uuTmw7eDdvmbkJykoNcvlj2asmmsnxBIw63T8Mfs+BLV3/VTx2m0fXSTNKrPZi80ibBeTBqTXvYdZ6DROBN++1oCA5WeZdCgv7hjlfiMlAOyoAxyeWc+AL49JPTuT9CXx/tUjYreuf3/5niuDW3Uy6B39yRCPUUg+pGfEO94RLTZtC2XTRNnj3hO5T+rSznzeN452ZrF+l2draTLQ3BjhhQX9DSpeXJSBxiqPyS5VAY/5/23/snx+aeMh4R4N5sBWNEYtFp2JPiYTMYLAALOZKJtnLc7LuVrWrWiiqamaVkMjapUGc5yalrtiUfQVI+pcBn4pZc6m5bG8p4hrTXSOrrqqme47K9DZU7L0mPho9GkCEgPpfLIZ5aYjPBr0B2/33olp5ikkVtM2rdFSx8SGX/C3eZ6TrssEYt1zgR1/EGDXm3EUDfI0uJnNBtauu5uXP7pAeXBHjzrAkY0FTDowl2M3dWXtmZdHFNUJux4ZuJuOplOYJgxE+NpVCs3xmMUDbqMqKN8pd/xVan64+Q6n/HL1U8HKoxFUN4vkXPLvbKtrNViDmf3Ow5jMGjbtG4bZIp6r8rpItLUyu0rJVT8lz3WOwKpSoFqtRf2b6PkNYOGI14j1C/cwjJT1+IPy7p4kVF4D/A8fyHq6vBcvHQjD+t5ZephqiX4tmudviOJKgEx+eVN1KwOaSvlL4513HW7V8eLiZWQHX2NJ2g7n09qqF7f3qpPqAvumVJS/9tmJfUwqaSalrr9UDklsAYF59Or1EGJe/HNrCygt3SwB4BFLD1J9wwn6RSYTUC3n6F/OWkjurxPocjDvcuaUjHlHT2StaP5vEYq7G3gz80dEALz30OeS91doJ5/tN24pJG9vf3a/m86VN8by7IU1YNSDuYU1zymwaFX0u7gPP5N8Nn03+wYpOkPTouC210N4KPpJlG4VUcRrdg9eIv3z1Y43DOdI7S1y2okjb9oqMOH3GCIa7XqcAsrjWimPM9CvWwURIQYKTsQxrEcZnYcVtTkbXCPdUq/lxC+ZXD2chElj4/Cgaq60s5NP2RUVD63VrUSS2FfxTlHaMqbEf+nV9ceWLiauqg3DtZie1PE8709cjdJq49FvD1ISlcyVxM7oWiyM+16Q8oBrJ1iofMSCn1mJya0MlEMaiHugsS6KoA/lVD0RAN85bzXtwi7z+1/bnTqcl1R/IH7Z7/22LbzdlORSQNuSKrUqzHwQ5GKfdIDTOwe2I7hYS2ZjV4JtQU7Prq+zIyAhgvTpsqImNhH4PrlC9tROG/tfWo5nSwrQxPWZKFQOaCOLAEcLKlSx+LPxFOvgmWcWUJPdE3NDqHRJtU3L37Z4DlnsG0xSpuzDI02c/DoKI/dprtBBqZf+rAlsIqJ7Nmq/VmobbGxtMjGtt90758x1cQAcgYK/ahhVoyI8xJU7kk84rbUPOfup3/khZaW5mAWBd3iMcoXLC3jjLT+x/RuZqdlduMkCz9VPx80c19xT/w6plmaC8xM4VNyP2Oh82vWWC337AsCWplAObVwmAeBxcTvQKw6RUnhRqv3rEFqeJmK48uUaj0V7deNgTqoepu6aKzdJxnv2vtqnxt9YT6TB8xCXfo99c16KHYHeT6ZYFb9ZWZuK2qBmQf5Z1GKheJeRnVY1/JUukC2fnx5WU5dDUM4tlmbU/l1f6orKJjDrrIK4VvtffRmIBYH1UXGsjJPzPb8UljIS2bBgVKh4IWoULalF9O8nK0zHfpuCpdVO9PFPng1BIFgZyq3B4+QxtT/bURIp/fk7UJjdQZ/Ab6mhhPqNYcOqZjRzF9C+IJ6Uk7sJKfO0fJ8b1JvKjGLK6+470xiem9WafAy/wlEo/BS8FTSc0TrRM+lbifeYYPubUcZILlwnZubmhLV0CjmHulxJly3tGZjvLcAcv63C/zJfxoVKoc9TG/O4O/Vveuz+iBpzsHRJmJ+e8mdlC938I2NYuS2FFzPrSElwJ94SOEcsW1VdaMQPncJMprWcEbZ8qyrkcAAAIABJREFUghSeFk0FLXTosJewcPkg8tVeOTWJwzVin+WdJJZHeulaEVn1niQ0YgfPfb2cYmMKVxrVqNUy4cLSy8+ht3iydou/5fkDR3mwewSRsddJGgXKqw9RUe2Sm/Nr+vFgfQw3BESw3qZnQUQ2+vBalEGeOX7mMgvhZYMrds1/JG537v7T6yr+zuoREu4BpPYdPEP2ucv07dOF/n1E45sAXSvJebyFFd/LfR84zEDvuliGnYhGbU5DYQ9RdozTM7YLVCvNvDHqRiIC/Tk0aYVEfNXzx3bMDJfJQnaPfA2jTqy5DKnX9tP54gbMaiULp3Sj9PgKtLjKargtc+m7SbaDTLj4MuZfR8sb1S6Ojf4WdAaxVryAWGe4RW1AJSgJEENjHE2Aq8oY3oudzL2TfqMwZjImpTwP4jwm638ho0WOzBBlzcV9z6JpyCLpHU+PWd3v8eSHL6Z0zFUp3PLAsP7YWuQ69dK9FLDY2h2dgyxCPBNuVaBsGyQjWqtNFk7+5sr9/fYVt3xkUfkK/Ah1TTKVYaVoRph4of1cPrz8JHVJngC4ZrOOC92Lufdo7zlHMmPmDzRUcHVtKrkLXERJ7ms5rWM+E+4XreeeRY3XxddI4c+CMYCg1SvBnt+uCyqh/WAX26nXvrDLrfLb+mHTaP5n+LMIfu9IX02wTlxXslyRpK8DjDqNkg65bGeItQuGfyOJ2gJgKRx6waOExNgZrt1krbtxvNGWRZO1l6cXGDg9aBB5bnVv5TGQhXDFFQMNv85zikibUIEZ2XigUaq4+yOZW8O7CVi33YFQkURxaB6boxMYYm7vVQe4ESNXk76TAHBcUfXdK7/67omGoESCEwIZ3Ib8auhHFaTv8WZ3be66i4b+bQmJBBRWNcesfTmdEkOC1bOMkk2wUV8VgEhW5H6miq9HHo5ixBE5tFbsX/8gWXdwAC1tvI34+9TY1CZn7eVQm425zXoC3Ob68P4qtm4qpabKhNUm6kXyRnLBIPm1Ij4QYU5XSA+Rz3A7GBavzqrtzaRr0512sLrLVxhy0oxYHVxsu1TXKOxXTv6AUEatrGRC3nO8HX8I3W2VWHpVuNQk+xTZLNCtdRnphuuERwoQemwiQRdc+qfUZwHO3hvOmXtdm92hIizf+CCvfXCMSlWyBwCWSLCOvM/WMV1tO469sq20URg9feAxehj2Ehg/jtrDck67o4lMyp8PH+hxHEvhz5l9vc5oOfw50mPXtI2k7DJ2I737b2ffiT5U1Mi6rniNVmHlxSoTgTaldC7ValWQp8Bvnnw+rRn1ARF+IR7roik6l6sjPseq8c4x97H4//Ejx568Uh1Dp3u2ogpTUvpeAvO6yV5o8fR9L7eOPUGtlAttz0yBecsWEmAI5b1Oq6nVimXvvMP3O8QaGN1N5Au5ftt67RLa7BzGGaM5ctgVJXbDkBuktf7s+jySPnqHiviejF27luKsUg8AnN91KflrRtHpQP7lHlMzZoo5wJeeMFH0nJnFiV9RX9eVvdkfYFgph6CLbdJPF1l4ahbln1soeeMmHr/wJ4LZSEVMI7unq9EZW+mfI5YIRGJ//vERuVZ0wpb+zP09h/SM5z3XjK6Z/86ahEkn6312H4s0d1dauvJ3lSsiwfH34dvCSCuKcCjNaAMsDJx5irT+5S5kYUPiypC/49vB6DikDY069n/fk9KzceS3b2L/ULEkmmdzgU/X54773hP/BVF2PhXHX/0MwTy7cIUXIZbICD199ifoxXKLy44R0mikJDKRBr8kRi2SdQJHTWCRtd4adH2eBuMbn6IxRFL1ySbGfrqaLkEXPeo2e0n1l9q9+2rGsi0fyHWA5dYWAF/QVLHCz7P0Q2CxmrsHyvlkWQ3dCRBkRcgu6xy6jnPQEsb2Jry7HGYgXrPtgpLF+7XoNK3c2/cpai7bGPpxOyK7BNo3qQwGHQGvGr2CVa+PZ19ZCh9/+hq1Z3pjbpYVonOWYL61dpRyh+UJlpVdUfAKUpiWm4fOLszTlXqe0OQRoBDr91qI7n8UtZ+BY+WNpKSnEx9ynTA8m8D5Z/KZMdIVvmLAyoX8u9FEpEvrx1x0mMpDi2k0mfiS6eQoXKDhxphDHF+ygcYODq+qb0ufYy4cAnmwfjLdTGJoupXsopsJ1NjoMVImZ/AFgFtLUzi+9ysMfx5hZsAeLiafp+el83SKkkMwHZvAMVpNqiqq5rsY8sTPL/z0POcjO9NQavapD0gHm2hUaCnG36z3eY1FqSM7WbR2yvLeYAygvKY9n9dvJ7Y40k0gC7SqFXzeW0DK9ZU7Zp9Hz4hVd9zpuZGdP835QquwMPegj4QIp71BfvFUx25SKHSw0MpB3nGu2wpVEA/HjWf8bc9Iq+rywUFU5nf+V4x74p3HB04gSGWvQSxa7xM3EnDjvYT/mUn4dhdRVbOilS+rj9Kn93/5a70Z7ctfkVGcROLJPYSXeXp+zg/sS0X7QkpbJi8zt2rur+v5C36lw6Q89K1h9xHyfyx/lNjqXafNMYCT0r4j2q+c6C1+3LG/TQ6HxyIVeDvtKhdDo4gyWPgm9jveuXQHi4pGSmN5Y0oO0zP3E+7XwsKToxiuqCY9oInE2FBMZiutBjPf52g41HMKtoC2jNugUQiMtBXzoPUU/oJYB9UirSmR4b19+91ERl71nnwRhLaEMPPow+gtrlJm7S17eev8KFd9YLtBp3Z4DsX3H2BX/hgCAuQ8lj8K76WkxRP0i/M6ISef5zXNdMy8/tg164u4XOQKS13TkkFqTgwPxLcnWzDxQvhJmlUtqBI8iX8sVUZCrg48s+er2T1FAHzkwpmsyPRWahLEPEFZhK9as4Oa2gZuGz+UxIRoyDGjntVK/AYj+iYbvyw7QWhtLNM3t8fPrEJj8SZFu1dxhi4x0cwa1At9aD2bn5pP6JkoJm5RMaDDcVr9w9g7XA4VVVmNDNv5IWKZsx3DojlgewehypVH1vZgUQt6HlrwKraSGCmipjqmmZ13XKUmTo9WDxk7NQRXKqVUPZvdiiwatWKaIolvikclgjlBwc+BI9kc0I+wgAqGPtxKk8aVw9y9/jkiTYekUEwLaq4s/oHYlwrQZbjKgZmL/Sn7yMjZBd+AVuDSJ+mUr473iFYS84D7ECqPrALUvRWo2g6XXV6c/+ssLfXyftx8Ry5XO7mU7vsDJtOndqL0t4ZJhbzu/xqv1D9OU5qncbB8s4rKjBYmnGs/50hm9PyBxioJRB19zk4s12Yl3/HwCpLaFTmltiy74efESmlsNSceRHveFQ4XmbKLuM7e4WZyXqT85daUaOr6d5Tuc/J/5P+OSd5AUpBIdmMHN46TWWJ7toNeR86leH+bQIugo9IWSaM1gEBVC/GqWgKUvsvVlJR0Yc9e7/IfMRmXefDrx9ue3i7Dsf0gKDE/KPXo8WVz0IleFjEMOCaCrQ/KOcJOoC79dhmM5X38GAqzK+rFzAPYBDnH/o5nq/FL8KVkuQBwYfhF1saEMdbQywsAX1M0UJ+4xA6A64P+/OKzDWUh6US0C/PK/x0/u4iIq96hiuV3v4s1yJsQTNsYzuLkDoRrRIIfORJHNEiLek59lQmzyZtILb5Sx+xfXVUfxNBnd8ZnZZhA0mOi/cTmzPEV10U7i4XnW0QlXKC4SM/3X1yirk4kwxQThdxSkTw0NU98apvdBUbEe8yZuF/7Vw1mYrEcTi629Zt/5sNGl3f8w/RdtNwWj7LVjHHln5Q2dmFo1DQML4kGRW9LdrDpEEMbHPwn3kdBQH5fwvfLpKTurby7H1s/dulyjjvv3P0+U95cQ4MQ6xMA/z02y7T72AutpQ220OkDj9K9dT/BgfdRc1E28DpaYdhRfu37gIez47W+N9Il0rvm2vpTYRTV+ebWcOg809+cI9167bZbEBzMc8AAcxO31WjIDtZIoc8iJ5juWX9C6oP5ceQ8ovxcRmarpoX8kZ/QEnn9vGrvEbzOJ22cAOK6uPSHH92+PIw2Q8e3n6VzJEw2bKgFgc9yClkULK5R14kh3mLctRsYsuVpiRF6a5wn2aPjySqljceHe5Z8a9urfSUFnD56gnnKUE6fXIK+RY64yuz2JKHhJ/nvnkK4dRKloycxevUflPYu8gLAl9fcTMcDlyUAfOlKyq5zkzXUfNHA68r1hAiB7A6cgulZuaSV7mI8d+/ZzutHX0dYVEb1m8N4+NxGMDZzcpiRvH4qEqoKyCiVI4dyOkez6+ZOxJfU0+/LSKapbyUkzI0sVUwH67OGLcO/9tanBVhS+jJ6i+cejytWM3pbisvJEmBmzOv7CEtyN6wJtNps7C0QuGytokbRak9HtBuU/XVkhYSSFeye4ilgMarZ+ekA9lt0EgiW5amsmHsBYje/WLS2iMnx3sRXQ45O4+a9szy3sADf3PwXG3sfZcT2PDrnVGJDycHuI5j0mQmlncspf5EBa4wClbUaW5Dv6J6mpZMJPD9WAsC3fr6Kzn45/wyAX28/99mkJXvm6zPtZYN8AOAdugJ2a+X4dUdr91sIQ+fIXrM+9SIV//VJcVRaNZ2fGS9/1X4Gf7JFw7FrKiYM/RF1rmwdmbghE4WEYD0FnMVm48fXh3Li3CCeeHYBHRLKqTkjA7mfzakctIpKluNbTmSDTa1B6R+MRfzfT8z9UqBoqkdobhA5yvHHyjOaHFKUrVLN0ej+h1D5GVh9pYmpg8RSNb5t12J5pNGXlWg1zsBczugjUBgekvsh5kKuf4qSpka2M4C1CtEDIrcOAVfgmV+5OKPh/1QPuItxKENaR5N0PpijZf3+NQAWPcCPafdwNvUCI4oriAlK9inJyjWX0H8mCx4R6DW0+HHhyKdcvKpCzJu6nhVfJL9KbLwkH4j2jeF8gADFYVlUh3WRjREoKanoxMi4nczYZj8A7NMlgt6P+wpYlK7wOneM6p6y6e6A/icnrKMft1U00+dy8PWmU1o4v6fEsipEXs/nhVc9xuip6DEkj/pBIsOymDQcW3mvTwDs7vV2rPX+/gNI17pZ6jVNBN8tG4LaPe1SWsX3rxesoXe/Tzm03R/riwvJKEn+ZwBsuvsba33wE7W9f0JXNoxYVRB/Rs28/u/0MfMHbVomGSOcBit5/uWmURqY1VHMDxLotrQDg/Nd5HVtb1XpX8S89CAatWpmWQ4xMCybLrvFcBQFaaHVnHh4LoFaE1GfLOT7rMMkh8lP+WNnLmu35tA09TmEPsOc+8fdge3yMSgkHT5BYWKirZ4xtj3YbGKNUwUZ7XYQGeULBAv8dq2/BzN0tO0SD5c20rN6uIeoEdRWsr9fwqni4ZiUci78mdqB7KsQa3rLv9hh9cyorebj3BwGjfQklWo7LmdyPnN+dK4hhYpjBp7qNvr/BIAPnTyTFd1FBMCyJ1FcZwt++F0ai9mP3iH7437W4787hKjPymguM7Lo12OMuNiTG85EoxA8w5/Fe9QIJp5RXuSFYYNJDAvmWvfTnJj4O93eHsiUjM2EBzbS6h/O3uEvSwKty4X1pBQepjpCy/I7OtN4YO11Ce/E+49auorUXJERX2DT1FyudamXxi5rtQb/egfPgl3aSGMrhs7KRk/RYJlV0h2lmBsoKJgV+QytCj+UKjM3P2XApJK9CjprOYNq73SOb5kpleY/3iXp09MeBtjKb1PJ7/c5NUPKsDQqOXSTZ1rCUFsEjypcclEZDZpb3CSe23FUeKyAilwZ0B4bUszxIa7og2kxIxlQKHsSRQD8lnIuL7Y+9j8AcMz8gcZKak7LpXTaqvbi+6ff/9h75wrwc7JcNsZ/3SKUzfa8PtE73ut7QqLFPN3rSG0xPG5Cf2waOQLl6sUwtv3qmbfoeGDXsLPcEL9P1nmcIThu4cgouGBKo9IagVIhEK5ooloIw2jTOj2Jsp3UsXMEghRNDPTPQSMasYDtO2ZTWel7H02c+y6dhuz/R4Njna0fems3btm7lG55h+wbVWDtMzOx6nwrSheXdkVd7CrJZxQeEwt9Sd9NaG9g2CyREdfdxyG/FmsBY9RREnGJ1THB/xsAF9ex/ssvd5UFptDhlhQybvHkT7h/rCvX2X2SS+97CUHlHdIbWJ7Cr50GoNF6MtSLfa0pD8Aq1vV1i6gSXz/8WwpppbInpULbwjDtUrsckecl7QUrVntAm7usvbe1lYFmMz98nUf26XpX1IRbEKpL23KVTnJErUnnoUKB9euBqGICPde2INC1PotpBQ9Iw5xTe4WJO0T2dH/p/QZVNkeeVEs6m7qmkb1LlzA1dBmmiblYsyq89oNgrmNcvfi7fHvuNTWJxGxw87TZO24KVLJyTbq9b67dd+bsCm5+6mMarwOANw4bYN53/klNSYMN2QO8Dz/V8zRcmezRt7Pxv/N3t7keny2++Q60Ks+Un6omNauO+eZmkWZJENBENXLPk29RWRvB3uPuvAsCcyuNlPtpeL1jCE1qlRT6rPlNx8Lhr5ARkuR8vgh+L9z2ChY/0ZP6b2IzvEWP+yeuEXMZmgSrjoYnrhJ9qRLtc5HMGJ+AzX6ATittpsHSzDWlI3JIXi1+KgtvfLuWWk0T73e2k0j5ePSTI2WZ56uJfWkwtjJ3618st4WRnzePykp5j6enfynlAq/NruBMaCdanp37rwCw6AE+N0lD9RcNvGjbSoxKyY6Ow7BOksvLhf0ymHHNi3njwGsISyqoEgHw+U3QUs/fM0w0RGnoevUUEQ1V0lrecVMH8rrE0n9/EVkLDdyR6U1y9fnMKdSHeadFnGkayL5aR3lLV/zohN8TiKj3c4qr2z/ZQUi8O/hV8GdlJWca5TJzjuaI/nDXs/1RMDouih7BIU6ZK0ZY7P++D0u1Ggoyrl+L2NMxBY8kvyPlArtLUbVZx7wvtngB4LqgZskL3PFiBTftkI0Fp9r3p9ceA4lnI6X1XzXTQs1EC/61jZgSfNeFrj/SiZC1r/y/AGAH26lA/LFQxs7MpLxvA5sWn2Oz7jIHtW4shcAtk5KJPxQo1f/t39jHl1HOOdBxwzKJ7O864EQizRlL/NCojTw8cg7lpw10ezCODnfZ417FaXK4klGw8FAOh794l/CgYD5+/zXKD92AzaRltTmV3TY5vFhcDsYb/sKWeh5FQ1e0OY+hsgQh1l0XeXXE2zkmQrzeVl+FqrGGACy8rc2W/lfqjMQOOkB1qwl1dBKRgZ7hfY4fZDPb0Py3gj4dRQ+0vKTybY00F81CFZwAZiNNG1+gpqWF05YEvlCKFmq5hSka6DDzew6+JG9kX/m0vjZ3oC2cR5tmkVVexYacKSK3td0DLDD24UzijssWvk2LzlHRrxHRA3xs71eYNhzhYe1eLqadZ3xFK4Fa33VeL+uOo/hEBBDyKBVUDeRK+ZNcOWiP//c2ukrXaS16YvSyd8LDGyuGDCpUnE+eiE0pG0dqG2MRbArmVxwhsFAkxJKHr1UJn/UVECO3HDtUVoU9PcDOjeuWd/BvAHBip9PMWmIPefX1BbGviTArpjstZjUfCyu5lTPOaVgf2JFN3c307iXnrp5efzut9XIujewF9wzXcd/wnbVdyfJzy9USIGDsjajCs0l561ZUtTIrstiWV+wnqOejnNoejn7Okn8PgPssQVd6I7drUnk1UgRE/769bgpmsdXVB3ke5ZYelMO4pFWYaqO5Z1FHopo8Q4Hdn7Iu9jir4zsRazCxIP5b7jr2DIfqOpIWVs36yZ/RKbKMDXm9UZf3J1IkVxBAbzAx6z970M94HTK62m8nECgYiVHpCaVFKoAeo2xGL2g4a02hGolBThr70UITT1q3YRXqpfyezp22+giHli9+4vC9XGhOluSA6EEe17KGSfmyNd29Fc7aSXY7LaVmWUGoMsSyuuAxDyHuuP6HP/5m3NQ2odRt7pdXsJxWg7zXS1vDWZtn49uY2/5vAHj/mazoPi4A/Off+ykuktnkH58lz7fwSA0h7TsS+lgO53aXsONEAXce7k+XayGoLAkoBde+F0dkH7V8ryhi3tjBROmCOTj5F6oSrtDvzf5Mv2ElFo0fh294ipaASOLKs8k69Yv0nLUTErhY8xG22sFeRhPHusk8cJRBG7dh8DOzZfIlSto3knhcSdIpmclOYr2WpsW+y91fO1aBAGm1yUS2RmESVDwU+YI05zHxjWROCcGmkHPKOze+R6xxo7MsUOGFOwge0gO/Dq6D2lQYQO7u3RTMOi7JqJPTetJyyRXhE2nT8oXC0+Wrm+5JkuaY1rqiWvL3yMaR6hg9v80Qgabc7k3vz7DC2bToNTQPq+T1uOf/DwA4XCql07YlphcieoDbMoUblFbWJMgey8BlG+U1YI+y6TDkTbQBogezjffTfvPGLsk0d3UBfpEEa+kHcv3Etu2hzgtQK0QPo5NYV5o6i6BmT2tvTNhzEO3RQFJdSCfgtdcKtffL6em3d/ZG3R4u54wjO3uMz2eLH4qh0E+vvhtFm9xP9+NINGWXm+8hvSibiVvEvD9Zou6dMJ7yzi7DgPtDLm8Lx3bkYecyNNoeBYVdxxEEJr9TgEoiw/Js1v2jEAo6YlDr+Taj6V8D4PKgFDIndySxnysdSttsY8ok35ErJQ96hkU6ehFzbig/juiJWGWgbass8UEcKsCLi9oT0iIDrs/DjvOt5ZgcWSWyAw+oJ/bmIMmYJkfLyS3WZuXxqiYWvHeOynJXCUTxO66xd7DByN+6HpyyBapgyXCPa6R7CALTrj5E1/ru0pe3/rGMN4xymHIjzXzyrGyQEK+tX7aKdsaXCWynwXS/62x2jIHVYmJC3QJ73zzVfIfHKnGJyxjpPnbrlqTSFCvLE0crLj5Gr+mzaLDFsMG9DnDNBW47+j4bhww0782ZrSltEJwAWNPyFc1VnoSAhaEnWNHPM2R1+WjR8+05WkeuBHKswHfUoXPue5xj1B2LOXG+K1dKREOKbHRItRiZVQOPdQun1E+eZ92DgYyNGMxLve+VKmc4lsu5ic9hdmPSvY5a57W2fH7QVpdye39G35e+ty3CL0vLN2+mcyRcZqPu3mTmsYJavg/3XqtTD86g+7nR/JC2hdxgT7whrS8FPDHi+gDYoRjM2bORL+s1NJZM5erVp6Wux8RsokPH97lY0cx3p/Vovl/2/wyAdwVPxvz0L2BSk/DMNEb0fIU3972CbVmVEwDX+Vey+WENKquFG86JBG3ySl70yCDMOjVD1giM2wpZ7d/x2jhvvjDc5176ofANzPZIW+luAsQVCozZkeG8x/Bnj5DSp8K5Rw02Cz8UltJo8SbZc8ypuAZcudyyI+vWmGj6hDr0PXmVbHhtGIv6N9AUbPHi0XDnwZF/qcCQ8I1khcjs4u6r/dGli4ivcjN42hfhL4N38Wf3zdy7TE4zuhrfnoBqf3r/Kadu1I80U/ashcAmAUO075rAzRUhBHz2xb8HwO91nrMk+sfjD+i7Xj8H+JSmnLV+OU6wpq1VMrWHbDEOMQfTTS96+OTh9Eg9FD9TQrcXPOud7c5V8e1uDQN776BL4Crqci0M/zyDsPZtBYCA3mRhyndnSNixkplLVmAsr6ClJAl1dTifmzpLz7NqWjHd9TUIQajKhqMpuN2pWzmwtLNv7mlUNiu24it0oo5ntbJSE5yaT3DaNX4uNHB/P985WeJ1516/ygyplp88tQ2CiWNHa4ntIFvrm/54iiajgQajkdnKN+15MLJSNWLkD2z74folg64nfe5reorHjQdYsG++VH+z+8i50py0DYEu69eAoTTVCYAf9d9NdvJFJtWqfNb/FZ93OmAzIR/Zwa6YU1d4D2UNE1wAuI093NFHnamR6FbPHDfH3+r9kyiIcYU1FZT2YMwtH/LAfLvCY18zKzoJXIhsQ2pl3xQeQNi+62UlywmPfRZPdx/DG7NOEFZnoM9Ke1/aWMglaeEHf06OZsXJJEYK5/kSVwkbg0LFXfGTGHzDN0RFXaLoTC+KT8sESG2d3u7PFYVAuqYdA/wGeljl/W+agDp2H8nvjUFT6QKVxcZadsUmcvlAL5rmLKPjtY7EndlMeHnbEOg+VLQvotThARYBcNlwniSJ+2Jlj+B1W5sTL9MQQ51bKJW7UBwas4WsiMNoVnTkwQsZvhwizkc93bmaCp2OGU3ZjE/dReK2rySP3sGH3qJ33DVJPsxZ9yrTRK+VXZv+eP1VDo2fCzp/0hQtzPTbTnelYy3Ji8NuXnCuvu/MQ9lozrQDKXhcqGasdRc2oQmlspXu3de7EWO51kizUcc9+5+UQjPFNsi0lJmX7pNo8t1b5S1nyRmTT65eDJmWx/GHvJcx21wh1I7rHz5+hmc6Bv5jHnBR2WZqG87LMsHsz7KziXyTMEgGwGH2EOhE7xDo4KsDz+39anb33ZcO5B7dfK5jxNAmpwd4wQ+u8NbZs+5EWNMCL9UTcnMGoZ8U8tvqs9QUmLlvRx9ia0LQWMUD0tOjuVooY6tfHR/eKoe1r533BlH7E7j1kJUB7Y9RkDaE3C4iu7SD+fkPGkJU/DQpU/L+eq5z14oLrK1n6mcyCNkz5jKW+jrCilR2z75siZR64shFcp4bjp3uAHIKsNnoWNmeIHMwJzTtmR9yt6TL3Tb5EM3JcqmbpJbVtNfLBEZiswoqygs/JGKSy4Ju1au49oaG89+ICrCC4hXxXPnMFRIqDs33tkwC3Wqjq/srUPkIeGip1XN+kwx684fUsHWIq7bnd/2nklQ+hCt5YegHV/Fi1znMrXqMplSRLVoef1EmVGxWu4VAOzzAvgFwl97Z3HynSFbkmf9b4Wdma1Q9yooeBGz50EO+dB7xEiqtnTfAzZAs3kP0+pbdNsCZuyl+0VJZx+L/hKMI8FTee0Udo0/MESfppQySoNXmx77WPnLldBE0STjbtdeq9aVU6osJ0obgrw4iWKPDT2c3VLstQ52tjpKrl1Ce+2cW2hnfP0JUisMj6y3bxCeXSmHQ8Owi0ZN34OmBAAAgAElEQVQra4dXu3fk2FgReLmbJOXXJWeg5S9XHp9JEMncsuVcVrE27suVaKO8lSyhNBnrTjnMfX6nMjsAlr33EVm19Jt/gkJFA3WJP5HgXzMirriOP776eldFYBL9HutORIZL3sSdbeWWl+3yzjV8GOPyqR77rccek7aMWUNT1Q3syfImvxL/7gDADvuDuK7jK/2YvUJkxAaDxkZP3fduhiuB1JcFbM4auy6j82MXKljy0UWMrbIXWpxfnU5FuxHdMKZ2ISAlgZjmOLKXLKaqTNSdXPvXm9sEbAn+KD7ojyLQ5WgRrwswB/LauXekB8/e/hZ7a6cRZA/tXj70DHm9dNKt/Y7msGvveaZEfIjhqaMIYZ55q62tBsa1LMRPJMLyOONc6yXq78fRVXhHGmz9TwLlPTydHRarkdQbelKtTZVCoB3YTsoBPvweG3qPtOwvmqEurrfxwLBjZDbuQ934I/o6MXLQ1cQQ6BV9XQ4Q8S+LR92JVulZj37VsXCqmv65ds2gyUsJir3G3uPuNYYFpjQYibGqeKSHi2DWb3Iw60d/TLDWxQZe1Odnqjs5SKb+/0Bf3991OUDEPEB//lodx52/roeP43mku6u008LsGr4LU2Jyk7fiuLQzhzDzp4W0qIzM6/JL2yNLmtdHhl2vHrBLBJ6tKiPs0GkPIiyNpob+A27DaLEyY/VF4tf8bQfAhfSLTHGSYLXNAT58PGtXxZONVH3WxPvaVWjNkexufgLTh5+jzO5A4qfDuXHwHN7c+xq25RVcfWMsz5z5hfzOTRwfK6YeGRloL39UHRXIb1N6EdhooPevGTyYE058wiQPda0utJwvZk61Wxtd6yhP351t1dM81paoA4/ZGkxcSYx0j5TeZQyfI5LwyU0Ev8tLyqkwXr92ruNahzdYfi/v5SfTkggXybnsukN9SSBLPh7Kn7eJJedcHqq2EtmxDsI15UxN+MJLG828eBN3b3zdS76JH9z64pvOPOCq0GiKojsw+getRIRVOc1M7RSrxB9iDnOR9brfyGpVonh1MeXf/86Ed/6gs+6iRFpWXSvr616nx1c9HshXrLmaYYpxbci2OcAiA3SByhWy22l5GINelS2rgWZ/eujd6to5zhr7+ASnhJE6Rbb+OdqCnRr2XlIy8u2FWDYXEJZfxh1/9XDS6kvX2SXOwkMX2fH7IMa/MZScqlMYpDA5sBi1FGX3wGL0w3DLz2iqJ6Ksccuhshu/RWJo9+Ov7agLFjNCaQGfao4TIBYvUgjED9vBu4eKmDfhBtQSIZd3y/m1goHVSjomi6BdoEJo5VhRDSmKeSgCIxGJsEz1RZQ3NzNP8Qy1ClfcfmRqLhXbF3nc1HMBOpah53QN1k/iv6ZcFu75Er3GRLcbxSLSCiZOyiIiVzYebPvqIsXD6jDWRnF062KU+88yKuR3alR5jK+1EaDxZvs1Wlo4qdxC7NcuK9H5gkeoaLqRy4ca5dBmt+ZOauFnbiKqxdtaJ07fhYTxmLRBzkVXXx3NcwP/Q4cFDzhXYrk/LMgSSVPkBzhzi+xeXmedN7vMlXgo3WKgZf3OVY+w7UxpYvVEjJFzXcZ/mUzKeZk0zaspbJjfg/t/lT0hJ4R56KRiVnIbnziVmNhzDBiwEENTEKfWTfpH8Ov4XqQqipsD5RqAjmPDf+R41LEHJA9w23rAi5XFFJ27h5anv6LrlZuIzF1JSEmro8Kh9P+pwT0wJkC+cqgcAt1nCX4Vo3jCFst9sa6QUE9FwOcyJqElzidfltjX21OWEq020PMDDUMsmd7j5nYOTukpG09+Cvqer66OZsG1W7gl4zTrJznAiYLDR2ZiJ2rnSHYpn/Z8BbNCzSBFDa8GuIc9uXsZHA9xTJqNz003sdMiG6eSBBNLhKs0W2RLo1ptoHcfOT/HAxWg4O29E9ltkj3NPc1/MKoyjj5VN7uUN0FBQ+8CLs3cw+HyHujsJA7LrzxFo8k7PK1naSVfWypI7+TNbOkYbXciLDEE+kBtJ17URrJdYWBF+HmarRaUaRWuxSFxCCiIqO7Xsmv+rMAd5w9WNGxsiqkZc4baOBnUeQHg+Y3wVTNxt/ZE8/55flp0lKYGMy+sHYmfMQqV4J1vtlGoIjvBwsMDetnZn5eQ9HsGMxrPEhNSw7kekyhJlPdCp4sbSCvYx4me4WyNeANzqQwA2jZxpu5/9zN0BjEPE/ZlnSCw1lPRE+W6nA6hkNeCl8XUBYClvS8o6F2SJS3ld4Onk6tLRqMwMv2J7RRqxkhkWOmtC53preL9qo/dTeATKR7Lv2ZpHCfu+gBjlEEOgx41AMHqitz4zNaJWIXLyKHqoEDto7pTQ0k9eTvlmqPK29V800VO3xHb051GMNZyJ3nnI2jqWc3To5/htYZ7sLUp29DwZxBHBp7nkQNDZBIsYyWV9lqybce0/00HGDDSXqPTbb+dDdEj/tPtfRF1gef52uXmOSjF8GIfcq65QzyNPVzgX7xlxeI1rD+ihIinUGhc+ZBTOywhSN3s9NQ7iI72tPahxSZXNpDICCVlyM7OLwgcuPoHGpXAk4OC+OO8gTBzE33CtORoJ3l0SSGY6Wn+kSMFN9J8Ueaz8NWSumUz7VN7GRsp39X7p1VaJmIWImQAbO+LWafl98cfAB+4ouqaifqfX3M+ziL8ghUHOz2Mf7yG4HTPutvixUJFAtZtsoxd2L6KIeZMak9HSN57EQD3n3+CYkUTNYmLibcD4F++W7qrWRsqMUC76yLdVtXRZ4l3rrEhOZuam7wZYLX6UC4wkLw0b8Zuk1FFXZXOS5Y/uiKNpEp5XZ/q0sDUIjnkUuxHYG8zEWOc9kjJAyyO3cjiRva9fByrmwM8LjWY5A/ekOZPYTYRcfw0YbY4jAEXMBqbqSmp5fjGy5iN8pnpEQZt/0SI0sGCG5zls+R+CDyc9wTt9BmUHV7CrefT0QWnSt84FpvLn1PkEdMWVfLzL+8wJ3ovQp8aLONk0O3YElZDM1mmVaQYrx+iGXRuOKHHZaOeezsz3ZMIy/G31MHdyQ3pze7MR5zj6qgDnNOui+2nxteU12ptvPTYWeKObcdcsgur2VVmTVyG2WIIdKZnCPRXw8cTpvME3L8eiaBW/89lyG5+4GsuVkdQXesCumJfZ1cbOR7px6JkUddSoDiqpv+PPZg/5BnnXIvzdnrqTASFe1i945x1RFz+g+HcMSh2g5rTMO30+nqD4q/9ZjBt8nt0HGfiv2NjnbnAU0r1mIx6Lmk8jcrxETU8/vUq1M2RvNjlV2xq0Yhnd3bYSdRu7tpA57g2XAJtPNEtFhO7t2xhqsWfA/td9Y0HDByNWt3M9F/PkbLkL9qvvIh6+E4GhnRG1yBHxFzp/Cu5vw+l697C8szpaVNXrrt1V/jPxyi5M5RFfd+kprY7u2ImYn5kDar1I0hY114CwL+emc7Fr/24MO92Xjn+Bbl94dTNKmJqS+lUJBvAHQC48/kywrbcxPONfQgM9DTI/DT5Wa6lnPZaoxur7uVqi924Yh9qbauNaWuSQOQ3EWDqoo1opOg6OUXlSH0j26q9ZZgvGSvvRQfLu7yDg0SnRQc5fc8xu7vn92NRFJQl+i5J5oj+EZ1UOqWemckiRnFrUkVaFU/9+AvhDXGexioBXp7yE6qqfQw6dI3iqBSuJnai13YrnY4LlD1jouEmG2qLGpupFCK8Bbu+UYf/e99R8vcSbp+5ywWAa3pKY+K1wpcPuLW1dl2LnzXQ9aeh8zJovyEWi7+FH44c4MPAg/IhZ28R2VrGj5EPUbWgpn9DH9+gQlRQx2YSmumaZLMVZi3T0aoOgHf2Mf6z7wiKVDL6x65taOEViLm/ty/cTi8WYxx9BFsbmvu68lgq64Ixd69Ed9VlSbGJZBtWjUTWICpZNnHQ/2Fv2+qreUx/iB4q2eLrF1NGfcIJ9tcreLC/by9wzq/llK+v5qUp8gJpFsxstZSRdn4KmpSBGM6uxXxlN5X6Zl6yPekBgBVBzZhPve0cTwf4bRsO3fbzeEtH3qntTW72rdSoBYkFWtukYvoQl0Xw7IPFnJhTiLkphMMblzPg+BaUEfuh9jRDGyEqQCTt8RyM0sbLXFWfJX6RCwCfvPIqNQ1dKDjS/I+EwsGGKkKMMjGBMwdYLGXiF8PlOJFxWm5GYyAjOn/FyL3dCcrp7Vz4yzoL5Lsx84tzJfXObmFyEni7GTKkY1NQMLjLDoZ338zqfTO4XN7Fa3GrQ1oIH1eIUusS+nd92I7YArcaiY5ZEJ/7qpWX93eloC6AJxSbmW3bI8+tQsOUhLtRqo2Mu/Ul6bPjayZjbvnnkCXxOjFUbVKIXJxbalII9BBU4edJ/OQmdCJzn1tbWnuUsvrnMDzwFf61ncg8tZfgUk9r97FR6agCErmg6/GNwdL8hD79KNq6fswhkXuivQ94jwe0efNPBFhPdH6LptbOjPvISiebuId9bCJB4FBEGV+kBpPS0sr8xIX03fsOenQUPvUsOrW8pvZdvBFdkxw1IpJefVjSg1MdBuCHjR/9l9gZnn2Zqry9N2I/DlnTWGYYTonCj+FCM89Z/sKG7ClPTj5CfLwjNNXlWinPD+Y/V++k0BROP8UCIlrjmHj1cee8iD/PqjNzfsEydl4eRqC/6N0TWHftQcpaZS+Ke+tQXcu7F7IZOvr6kSIF2tM01OdCWjJLfgvF1CqQqFBTpBE4oz6DOUCLOs0trEussXk4geigdLZ//KBi675DRr/9Gu3527dIZZCMRhOLl7rYYSUP8BdN8EUTyWP6wYen+GX5KWyXtTy+qR9KazQqwWV9d/R/HRWED4inW3wMV3sd49S4v+jzzAgeGr5UUitF8isxB1hsgw58QUhjmRT+fO7/Y+09oKOo3vfxZ7am915JJUCA0HvvLfQiTUBU7IgKH1SwgAqKIogFEFEsCIJI7733FEIK6aT3ttlk2/zPnTuzM5MN6Pd3/vccDpvZmdmZW977Pm953tyDgFFg9pT3h2dBESZ/v5MDuNd6PoR9sTyEVKkEIjso4ehM+JjpYqAeNwt0DUBmiglm61IVyyN5NrgjtCYUZQpXvOn2EjcNf3q5PfZqLqJZ6Y/elVNhZ+Fr5JLyPvUBUAx5BlIHg6lBiTsPDqCclIBgGNxfEIuGFDH6YqbFHxMgGDIYKDsxUMlLbHJ6RVlaMfLvUj4MxUQ5AF4Q3hsvuE/H7at+SB/wAHfLL6HbSFvjA3PBD391O423zox9M6Wr58bY+kprLdmWc2zmy7/AJ9A25/G6ex2yHJtgd3gLlNUioCXXdxjxGi8/+bkvuG4ZoGhqX/lPVDfi0Md/obRRAxb2YN1fsYLgxe0py7Y097fM7I67zUQR41VgTi7zJJMsUNNcifTSS/hpgh/cqnxRfzcSu7pnIzrrJPSMMx6p4mFiKCmgtzkZQZbr3L7/8OHzKM6TcyIID0r6fdnBCVBpm6mhgyuDR+WCEIRbaR4Ks8EXr+6kSr9AJnB48mvQR9mSb1XkG1C1613r3tYSAPceZkHYqEybNc9We8J8lJIpHQsxIJwJQSlvvHCJqEO/7TdRi2bkCizQBdXYuW33eYW3Gwa920N2v8kL8+FcYhtmXRd3EvWdJXXOebHrWBaKC749UO4l5nQKN2xqVKGuFQKlVd9GQ0OINUj5lSGPsPE2yV2kay9ohRmMrBABy1Vp9X7rBgoeE6Mrba7uKnT95n00MI5wv7YPdhojClQKlKkVaFYwcDJb0LHZws2ToswapFwsQGOdQWKAEgIsATbGFcwaSag/y6JTdVfMyJ2LTNMdxG9JgbP/QC6q66EqAX++oASrUcMhORt7jn+HYQ4fI8a/J5petyW88tH/ge4NrXuGyHuoKgPgK80D5t+vuIs9Tn/aMqca8Fy9AucKo1HiIZfvS47PQYl/CL42fYLsCjPWfpiKgFNXUJZx1kZXuhL2La5G0HUktF0jp/HnifvplnM+dE7L2I+lNbWBia9/hDP3usNE6qhL2tsVTVgS6wW9ipKTqb+1w1bzu4jxaEPHkAUqIy4jrzdl/hZkr9SN19DkihqdL4I8M6BrMKM434BSoxGFHfRo42qHnjoauUBAEtVTRf5v0dwhxzPVxjY4eN0Prx/9GfmLva11iVdm1sLdoMcuZ2IsELgfAKXSjJcyJiDw3LNY12EvyhW2xoxgDwMmduaJB62KYstlymL3qZNYolfh5o1jMJlcubnYMfZVuLrdx7v/5KDNkh9gSMuBx9Br6GsUyRzLQs4j8WIAok5UVcfOC/l447cLNnZL+BuGXm74aODHKK+Iw7mwEVwNYNUfY+F/MpADwOczh+Pc+lCkrYjH8oTNSB7EIqWvGiElWQgtzbY+4Pev9sdLW64gvWQW3na1Jf5bu3QkTCq5x7awKRz/lMrPJe/T4WE9etyg0SA95yUhZpSc1Oyb3HzUPiX02bbXxLnBSVcWeEHtC982gp7LoCrPBX9+1g/7ZpCIHDliofOXT3EixJkwYEmonBVd+M2Jx/+HLim2qS8kDPp8m38w8cAD5PmGI98vArFXLNy/imdM3D/GpEJBlQXBIS3BPYv7pW3xOHEsurxzF8/MP45Qp3ycOLMbjU0UbP8nAMx5FDMcuQu+OHEWX7elYVBC80jSYMJYCvz8m33QppFXDm184WZEzAiANrSPVTCkFCnw8WEN0MUMZs59TPz8Oy7/N3Kaj83D3covxa6/WLhNGwi9iRBVyYesWW+HdM9M2D16DwxfTN2sqYSh7xtwOuAL1xOxqJ46B6xG06rTT7gba7EgqvA+3lA9pERZKhP8+13E6xdysX5yXzhqbC0NV1ZmoSKpASvntYGzVoVq1oDzllL43+kOp6i5MJU+hP7699AZDHi7eT4KGZEt1tIrE5bftvICRUpH3nJK0r8FBcPDFIj1Nf2QnjjeCoAFb71wZVHvGpzc+hCmOidcP/Y7otNuwVNzmAPAo/VOsOc8wCIoIJ+SSq6i3qkMAT+JQJEA4PzsSFRkNT/ZkUgKlOtL4GIUQziFZ83z6IlqZ9F6VNfghWlL5mPQ0kVQVov5dh/2IqVQ6NMLwys+nTzyzzpehDWw558YFCsqCdUNXkjK7Y7M4nYwmdQw+RvBhhhhcGsldPWNdtAKBYYlXc5Mt2AXG4RjqVRpfSAhw1rkOwGlKifEx1MFK+X0SNQVU28J9858eKD4JuK4jnQcDXeeuId8r4n5GtouHyFg8yDYZYo5YeS7XdV34BKxGgkdPuEAcKdbF+FYLlXgWFyZTnK6IpDsFrJTrzcsFADwOoMXBgeKzJqtzybxqECA1dp5GqUez0d9DmO9L+K/DUKQTv6c1mtYFj8EFeK8twsml5RiXru9CD69GS93O4MvRhCPCh3NS7fnwI7krxAG+Gt52DNoFSoYFT5Q3kA3bUuLJ73mKKPED2p7mFgWMawZH5ub4Mx7/0mfPzAH4b3mCdw9PzcnINpyj5tESmUzunXbxT+iOKuM1UpUZTlhTtXL6GvaBgfUY+FD0RAlvFPq+j04X90Bakea2363sg+ul420kT9BNbVYffE6Rk/rBGWrNUdZPOpSBb0jNQKc3VuHzCQ6lha1AonqJJjcGSj9RSZhAh6bD3WCb7gLUSi7vBMfc1MKgAuKynHoyGXuHkINYPaZCuCmAd0Wzkb93MvYdeYUws9HYNBdL6hMIWBAZbl0kX3F5mLoiHYIdHLFg0FnkNn9GkZ9Go1xXU9y7M8XB//P6lUddYIwQbPY/GIkqi8eAwO5V1dYr11PX0TXC1fQaNeEFN9UKM2iwLZ3ZNC+sySaRqq8SEqaPbhtRHMzD254I5jKrELH4lju8Tc4TUeCJgIvDF+OqnaTUKkdiKj6DQhsEsPCydzQ93zLRubnfpWCpHcvcHtZ9jchKNwlAgkbIix/QD1UfH4hkri+rA5pp2lFBNdYB6wbf866FLp5hOD7mNdw/VwA0jql4J7hYqsAWHHfB7tij+KFo8M2lXUJf+NpADj+2b8QGm2bJ7rHvxwGBQvHvbvBNNMyVaQ5eGQgrMc3Leo80u8sKiVKJlJjKR0zFsyVK9j2q7yMGKvtAdj3xPMEhJEusLBczUnSbzebYlFldrHmcfN4lLsfmbs5BXfxSvpYeBkpq3ZF28e4NbUCcacyUOVKw/MamACYGA3cWWpIEKJ8rpz7BU1EUZE2PpJrzLIv0WkkkfctlADe+9NgiUWtuTvm/r0GXlViLu+5dq+jYgIxIEp3FQb6OgUyv1gAOztqgDRZ/oGZEaOyfMN1GLpE6Bd+InIe4EDqAWaBY6EUAOfsC+FKWNn5NGHwn5dRiybUtvkb9uqkcTWHa6Ov3d670SnaD91f6mh9eqdSE6YskBOLCq9dOnkdTK4tgRwLp+II/BPZC80OVFeS+tx0dWroWgmhXbNJ9BbPHXsedy6lcfuVYycLPCYIQkHs8OCLBXi8JV2SEwhMWhIH1skejMmAEjWDVDs1NwyCkizoZQoLizZGMwIbjDi7KwVN9YJBXW6swOc9aXkkfjTtTfZ4L5l6ilS/f45O+j7QOAejTpeOHZHnYHG2h7KqHl/l7sMQ5zcxwHku9O+dBRRyvczVcBD9ap/MbKww2MH/j0/k84twk4RpcOQ7W3JQz3Uf4WROBCpd5MbPaVdWQq1uwmfKL60A2Pnn0WjS0fI20ra/06t45HOWj5RgMTo0CnNj5LwRpPzRL9doRYzWOGEEBydhgN53yhY0fFLahPhuktzyBQ44N+w7qsvynZwx/BPofFoadOjiIp7/Q7deQWOjFvYV34BtJCVvLNxxlrWg0d2CK3PLsVwfijCDwBcinX02r03HllVgkfsy/N5vHrw/9sFtdy02hLlgb0IljAoTPvS2dSD0rGiLSX9/jMN+N3HBm3pOpU2jtOCFQU9ngiYv9c+Zi3hWZ0JCwjboGjpw7xnb8VU4ON3FB4cKMGTaKqRX6RE24QY61JAoMNrqPdNx844FLuc864fONK5uDQCf7dUN5uE3oN4+DcE3NOjT830kFHbBrmlDYPo5CvMe7MOdUWZkdtEivDANgRVUj9A5aLBvZmeM+lUPrxtVGB+1CWq1ULoIaNI2YN3r41tu1bhVOxy3a4bZ9EXfpCZE3aWOw5nfn4DWWQDOVEauzRSBt+0ItTZmciI7Mob+dQyeaxcOxl6UFUfeH4Q90XoUBTVKUjttozDJvH21DU8oK5JHcz/cOWU0Jh+nFSakLSkoBxsHbcKUv5NQ6haAjNBYtEm2oPdRC2qGmlCy1IT6ZgfcqQnCsNAbEhlIjaIPyqNwLHsgfPwbseOvHzkAfPj4YRjN1OhqA4B/6TleV7unzsHkLio1XE7pbRoqunH/BWzoQmtZCtZWv+sOGD2dhqkEmHwQ2sALCIk85T4yBrR9Ng5qn2irtP7ihBqJuUqYJuvgGXIG/Xf/g9G/tYeduy3I3HjhAeovzEftfNsaVNyEMgIFVdOgMLhyHmqLazqMHdfB//UYOKbVAEo1LHZaFL72NhQasW5va5MhQH8X7uEJ8GpkMD1dDf9B53ChoAbXK8x4f5RYOsjYYMK9rx+j+AYN+RzVxw2D2lMPywlzIdTXlPCO/giGrEswpB1Bk8mI9/TT8YgRhagAgMWciX+fnuRcP1MEvquLwKmrb8HgUsp5gFsCYEJcdnxHCkx1brh+7BeEZSbAH/thX52MUebWQUxq+W1UOxbAr4UHOPdRBKpy6aISwp6lVkOy8BwMpAaw3ENBKMyTQkU2RDIXamu88OLseYhb9SLQEMXNB0Jct7GrOGkERch6hE97k23TLNA2KBnPjfyK7zRROaEHqGA2Q4VNlqWtdmzkbVeM3MFveMIuTiZ7uAnJ8a749Az1VF7Dh3BhKWBZ6TUUyVpf9Om7hcsDTjw8EY3VHq0qmsKPClvEEIeh8FGJniCF1w04jhjTKgDerU+FU9Ay3O2wHvaVkWj34Crc8mhZF+7tGODsc+3gV9wG97xC1xhrTKsaIq9AU90d6wze/78BYB/7AkwP3QFFmQaTd/SER6Nt6Dw/MfBcbC10aiXm5RYjMvI6Rl7/H24s/ABxfkTBo+Nz+eYiaBkFDCYLjjb0wy/e7TGcrccb9nvAKoiiJKjkNNBys0KLA2pCniaRnCyL7cZGRLCCFZpFfOMSLhrADWb8YiJhg1TExcQcgYuLkAdKZ5DZwODq/Wh8UD8VHqbH6G75E+NynoOvnsoyoREAfKsgAAYfaoEuaGyDf/KetQHA0WU1ePv6DfQZFgkPbjO39ZBndayGzpWuodtndLh3gXqpLSoFklQpMGq1UEaJOfQWMwPjb73g01VJgMeQlS+2PajZY+eSOuEMqv1L8DQA3HfWc6heeAk7LxxCp5Od0S3ZDipjGBiS4C61LgH4hMnC8KFtEe7ihUtzd6LauwDPfOeJ3pEUpJwcQ+vIulbnoPeNrTCqGWyZMRx1d79/ojFx8XtUuXzQNgcGnZg/STy/cb34KgNEIxOKEUo7nRsiC+cBTrhu5JUAuuMQOdO1sAvn1ctQBuIj17nwd83C0DlJKLKfDgdTDnpWzxENUWBR57cc6lAyT/h1Q3IkvzHg9us/gdVaUHzAB5mfRlq5K7qyLniLkXpSWWinKjhuAKlGoqtswMPjtNawxlOFTc+LIdCuGnuc7v4xBcAxD3EPF1oHwEne+L3jCUw91GtNc7uoVR0NDU/0AEd1TMWoWYdkirFeYcE+fwqQHPb/AoVOII8EHNwyENZTAMDkDD68EQyMbg4oH05zoUgjCkrp51txiGPIF1VvKhJZLB4cSZVyInRI6LECuNvUHuVmD9qvvOgV5LPJYsCiUx24QLo29fcRWluMIhMJ+1Vy55oVZtwf+DeKIlL4Ehy8L4oLdWeRnvYyHufKSfwE5d87IgsLt5BojRYTmXtWoAmBqDSNxJhzP6Jt9h2rXL6mfBUFy4QIGvHa+lIHFG59HkqS40bSDhTl98QAACAASURBVNivYGFEY4YIgFus6Ro3mI7M5frvcEgTopg21jJI7rE16LX5NqqghzbqCHRIGpK9o3zIo9w/Vzu0DZSVQAq+rsOQj22ZXsl9i2e/B4vGtjare3ZH/Na9BxhlS1nMorrCHoZmIbKCjm+bAgc8t4+yTtc5GrFk0GXcvZzO9aDr9CY4RUvqDfI9q372AoyNxBBOlWFHVw2GLOwCJWNEnkaBR1oVZ/7ipLUF3JyQQiHyuVOjEY41zTj1I1kncvDLrejpYWBnhMvkyNr7lKDqTtaXWHQyGg5eHWFsLMPf7odR7NTIgbmdhSegsITgJZ9daFp5EFDRSBShacynMbxKXq5T+v2TAHBRVwec+cSWLM1/4UycUgxDkYdA0EjvFn9zLVxQjrXKjcipsGDFukJ4fzMJJoO8LjM5d2ePaShzFZ9pbZ8RCHWRl7EprFbj7/tuTyREJbqfxdmE0QvW4dIdwhQvEPSx8DeyGKdnsbQ93xd1DN74ai5mRA63gl8yAsnTXoFZI+cS4aUAkvIGIiV/IOzy3gOpn0TWooVLK1PwXCssiH/p3CvV+LYq3KZ+sSBMBBI16XxYFLgcXw5birYLjNC6aTGnsxdmF+nQpUaPLR40jULafOp8sPTPb3DfJQu/hdIIPNkY/wcATH5/z8/H8aKbCsnJ36KujhocSCmkSvMV7L5aj37xy/Cg2oLgwanozIoEgA2u2bh5vwmaM23rRz9T8sLmH57dHXfjEIwDnDkPMJE/u/vGw9IxE5qVSxFnPomoiP1IKe2IHePGw/BTOJ599CfOzlaiPIRBx6w7cGugBu4ybydcGhKBkGN90e383xgbtRkajZdVpGWEX8cfU+QVSMh1e4pfQYXBNupj1O0m+CW3h8bRiJlbiWFa3plPA8BdH/TAjHNzkBGcDu8ab1S4luPvoXtQ7VbJ1/TmNwgG+CS9LZrGidGhGedCcen3jvhjdu4To0OFOTDJdzsC7LJtdIbA4vZ4/nfbMkkEAG8a+DUmHXiAGid3JEd0h3c+i2F/mNEYa0b+p0Y8bvDC1bJIzG5PuDHkLb/OD7tTKfP3ocub0cY5H2cvbkdtPY1CttHQdvSYWqPfWeZqCBLDKqSkSu8fOYaf2yfKQo6CTzhh6GI6IJH14fA224bYke9YpgHtXhgOpYto1f3okAZZhQo0LylEj5SfEJiRjfhDnUA5AeSP99nRu2Bc56Kcp/SW8biQzbumD+p1VDiRDm+O+gDOOwfC5+JFOjD8Bm3RaFH0Fgl3slVQhe7zdToMJzcaihj/SIVu/g9h9ijGnGOZcNQoMczHH53v2aMiWQdjA+8pZRjMG+2DdoE0lO6upRJ1x+rgFr4EhuyLMJc+hMFixMrGGf+/AGAHixu+qxmKEyc/hsWhhmOBfhIAbi4NwK3z3yMu6Spc7E7Cu6kAvXgmSJtJU5OKIs+H8NkoUosTD3BuZiSqclqv3SjcQ9PcAO+mx7LF16DxwiO/4eLiIApKtQOWxb6P4P2TAT4U9oEX8Fc0DfOxzk4JwzNhDeXMLvywCfkFH899FfakmCg3wC3HVMhjYHGBHYl7rC1hSEC6IyZ9FSbRpXik7WtE/kInrDhM59QJxToEmakiv921Cw46xaB7zx/h75eMlJNjUFfi2/pmIOlg8gb97QYgUBNkfVJGUwWnqRE8ACZhl6I9f2fZFXi1W4tbMT/CqcYD7qoUxBwUc6x1vna4PiGMA8D3g4PetGR7bKzu+A+0NT2wyRiKXv5iaQ8b6dDiAPEAT2sWQ7ClpoRAh1xMDvkF2kwFehxtj3blwTLbh7DoSE7Ru+EVyHFxwPrUNJS1y8FbGXOQ/rJIMNOo88CDFJo3l5ZTjb+jXsItxgHL2TL0dzhANSnJOP6i1OBnpYb3DClk4+8AC44ayNjTSTO/cQFqWHvOMLDReADhqOa+cnIuRvt2RyVkEjQX4tLtGHxQPwXulsfoadqDsJpYDC4SWTmNro1I/Wo3SkvckGuhTJUEAB/Mf9aKgwRJFVlWj+XXr6L/qLZwdW+dMb4ktAFlwdSAIQXAWpUCdyz50D0Mg2auwBIJmAs9YTodDZ9uCg4Av/tC299d93oEFMWm4GHfq7if9AjXrtPwbj9/D0yNHwx2bBmQZsKg+a+ibM5J/HzhEGKu9kaPa0rYmVthcmKBLchDz9FhCLP34QCwDhWYtV+NbuGUYfVav9dR7xKA9g/2IfjxHdQ7K7Ft7AToEjcIQ2+dTWTeOFZV4ZkNhLiHxfXuadCWinIjuoMCzi4qgDD5PkUG0xuzyEg2oL6G1jYVzK5dCyhwa2TssNhzKRQsi7deeBt3nDfBwZSHXtVijU/itaj1WglthDy8tHybEvdmb4fBqwk1d1yQtISU3aOvMdbsjdkKSRgkC6j6MFDKS0DTcfztBvc/o2Dw3XK+7A6X7sAgcfhanDvSBg/bJiOBufxUADzl0pA3m+2dN3ayZ1CZSPNIWzYCfqNj00QKZrDIsW/CVc96MPW+cDhAwxqFprarRPTAD23uQw7UxwSivoPc2JP36VaczHW22RuJMfK5wVF8/4ghzjeb2qPaIjDg8z/DhTGyMKcXYFHOMPSu2gt7vQJ5xjHy5+BZ8w8/9yHvQeYFP09qWF8fhltXaGQUPxXEtW8Blp+koYqteclMcECJcQamH/0KQcXp/A2ANPNEJK0UySqFe5ualcj54k2r2CEh0CbslsBrFrM/F8idJK9hUsC0m4ThM7gdVQlnQwebOsAlTC2cI09xAPjsspIlSte/ZiojAmUe4M6/VaHz72Lkh7SjnsQA7ZXaG78M6MGXipR3bVWZHUxGOV/Jwv3BCC+gXrZmtQXPDj6HhOukZCHg+4oOGr4+q3Any91yKNYlSSQxi54TIuAXRcAZcM6BEOLQLiMS28LwS1qYBhKvdH+dEae+TYCJzwnmxpOX8hZ/ezCbxVB8rdEeqx5QD/DJmq+w7Gc/OAf0hdlQj+Pav5HlyfNLCADYexeal+4C28Iza1YcwYRS4uVsXc9T6lzh99dqm7VxeYUvcgZTD5HYWPgvnPVkAGypxFr1l8irNCN+ZxB6vyOSfUrvsn64HDz/NHwK1MQiKGkJj+1x+ZHzEw2LBAAbXCzoN/kbJGfI2eoDjWYMMMAaXsykKLD9zGq09wiT5conzlgCi4oYVaQGJAYGkx32XX8Lmsq9UNbfEo19fMSHuBZZlAXrEdm7A4baVUlyvAW1QJARNEefrlNgq/sEDF5yAAN6FaEwxokD6iGNRizLrMWPHiRNUT5W3g1eePP3b5HlVIzvwm0BjruDEXN6t75upH36285jeMVDg+SkLSIAjn0VRc2X8df1OnRYugrFNxsRPOKhHAA75+L2nQYoL7crGzerZOb3Pz1zPuboOZgnKfBhT0I2yGDfwGFoblfMAeDBTt/C2zMBKWWdWgXAsZm34a6jEZLZbdyR3t4PzLXnEZd4Hou9XgMjIUP7ddpyZLWxDe0/UPI8CpuJcVbUE8mnURft4ZflD7/2FRi58qqs3y0NSnydm4VGO5n7CJF50fjfrg9ovxMYI6k6S+bZ5/PXIqMN4bgga5xGCHx2zxf6GY781GGgr9Xir1dH4e/J+ahzNdruHRJ5MMN/M7w1fHoSf5w8UdjjOCzYI5JXcl+xQFKwLQD2LGnGiJ1KNAWbkfudEQaLEn/n9vhXALz01hUs0vzz9DrABACbNpa66mJFD6wUAL90dj8Oh1GGZKF1/soLcV9R0Nu9Jg5qlgrGFvIDrEKH2LfnyA4v3KlFo94NzIwCjL+2DL7t7dDvM2INlC9M0hs/H0lGattxMCmlrmW+HgPLILt4DiyEjIM3VmiunYU3B35bPAzLQtcxDjUTJARBkqcyN5Wgjf85aB1pYnf7cgUm6ivgGvMQkw6lW0O0Zh/3goOBWLNFRDZ2kAf6R1FSglRLLXLyauDX8CxMhfdhKqKhnW/VT0IGiAdYfA9T5js2i19KhNVqKAxYbKmeh4vHCdFW+VMBsL6gDe5c2YSBN88A7pfQprEAsU2tkyzk1aShJOghvD8VQ6DvZq9ETlokqh+LJRBajDD3OkpjI/z1JB9AbMWuHVDq1tEaImVhFaioCMK3ylWwTx0BNBLvK4tLgQzOhFhsvA9C2I70nlaWcYUF6xfQWputb3Skj2k/G1gttrCUBl/atI1KPLdMvpEIQ/PobXusOkHDxi5jDTxYajWtVthhnv9kRLc9gbZtjyP7eh+UPrIlI2n5W+RJ2vGlkKSWUedn3OFxKBZuZ8g9xLl/vS4TOQ4LkTrgIJzq7OHqkIb2f4n9WxfkgFujQ60AmM11/qyqw1E7u5qeOKIeAE9XOQulzctLDmw3OuIDk+3GS54zxjURw/3/gUOqBe3PRKMLYc9sBbyU2ufjnQhXNKsY/HovEYldi3ER7fDFcJFQJid7AMrLaR5Vo16FFa7P4DHU+J3Ng7P9KUAhzrtHjAKLVbRmtwVmKLk8fgbEGEI8vQpSMsuoQxeLiRuyTc3DcM5M773WdAyxLPWqKBTN6N5dIMMiR+icSLvlj5fqFsLeUoOBph/hrvfFpOyXZeCeeIAbXRpxr4J47RnUGt3wWxafWyjpPxLy98PhkxgxORYabetry6yyIKV3OffrJ36rRX4a9QZbAXBCW2gWiaH85hw/mC6GWQHw+4ujv3E+4Bnb4FWGGxP/wc5fj0Kvp+DS3kGLhXPHgQ2nHuT45Z/i0bCdHAAOvt0JI84FtkqARc7dyj7GlMk0J3H/+x/Artgey47VI9CD3kvwAA89/SHUpibkBdtjT98h0CdublVR63biHLpcIvmcFtzplQtFMSkjRVu3fnzftOb5bWWCVpQYkZdJ3Ev8lxYWXYu6ckZYombN91zBKeAvLvgBjzxf5U6LrVkBb8MlqxJQWvMFXEfKPWw1h13xMOBnVPYj9YCVuDa0l3VKT2H9MIUlbJqibFd2UtjkAZMnEgAwAevfrSTpQbQRGZU96WMc2ROBlKhkJCr/HQBr6mrXhoWFOFYmuOPWMgmJI3/PyYt3IyiMhtAJrVRrwGnvGqgfToTmzgs2Pdhh5KutysaSeLH2r3DRvVU7cKeMpiZI352sv+cGCeU1qOJF9qSrjZ1RzzqJOxn38iwyyu9hkdkZHRssGHCpGFmGaTBDS+8r4DJ+PB9HJOD+oAOyHZ8LW9cF4folkkNu1bWs/Uo+LD8x0lruSsgDtpItsUCRaQG6PDiLQTcEQj0WxUW9cXkjIemUmvfo54xPyB5MG5cDzP7BncY9JgvMXJsNpbZFLV6dE0wHKKtvYUgD6plIGwBcqayGXfgZDgCfe7N0qb3fwYllzSqMWNcfClKTkRivpAzQLUbwiSWQkgfgp6G2JZAsFqCiWCwrI+wzq7ZEQ2MWQfGUgceRco+E0zMIes9ku46/fwicI+tf7KsxS+KgdVDhkqMaRv6w0Ge0uo68BKAwYHF6I6rvlCLpApm74vzhupbUZv5tCD2VzCuzCqsT1qJBUY0fFauwaXNH+LsMgNlQi7LGJJyMKgSaTHiv4nc0sQZ8GZwOw7S9MLej8pkbMGUNGOzHmFICllsBwCwLTVkYvI+/Ju9tFjj1uS0LNDnpqR5gtgJrVV9xuYjjdgSi9/LWAfCGoXEwK8Sczl9H2ea5pxbb4Wzqk0sMkmfx6JYCB98klJOoM0kLNljgYqfG7gA6/sqjGpwt/w4alcbqASbHE2Y9B1ZBRsxKM8qdf+XhFORXtIdd7koSIyIhJ7QRK5wefPRFe2zV2UPZwmhNz6YzT9RzWJxy6oGQ166jr99jNAx3xvMdPeFjMOHdtBoeAJPr6HiR63yMjnhz50/IcizGt+HHJGU2aCRYoLsBU7rKqybYDCgY/PTjEbzpbWcDgA2qG1hxOBs9v9gO0/ESBI9IsQHAd243QHE1pmjczNI5BABH/XYDzOJmfND9M07I/76E6lj2E77FgN5L4e2VyHmAfxw3Hqad4Zif8Sf+XEGNHH1SzkNl5uudD4uCzkkL7cXnMDY1B+Pc5NVxWsv/Jff4If8jmAnGkjTSV9MOu8GpwgPtR2eh+xwhXJz2ftMRN5xKqUHSVHkY9Pef7YTGwEfDSiEXLyZK3Yqx8jVagk1I7Zt93xURM0Qnp9mowO8Lx+Futyo86EzIkaUPJoZCk+ufD17D1QJu2VzqvbFsq4T4lJ80lU71WB7/vswD7FHeiJE7NGDVLNL3U93nz+ze/wqA47MeYm39T/8VAPMhaoCsrM6/AeA+1T2pDOI3LamSD8aMDm9PlRmdZmy1A2Pwg2J0CSY8WIR2c3wRM9vWQku6/8TtHJz2JHXhqJCTV/JgkV08F2YTDaNgLSyC1n3wVC9v9bhJaOwkz78w+V2CpTkNQXofOHtWcD/VsVyJcbX18Ox8DxP+Sbfec+pZT7jr5KHaI3t4YHAnGn6SaqlDVkkNgupfhbk6D80PD3LH36ibghwFDUUSmvHR2zZMia2VD6DiQRAQLHY0TMaJQ+v+EwC+fWUTBt08C7hfRFhjITo0tWBk5ad5Xk06D4CFMAcGxAOckRiO+jLiRWklT5mf9VpFDbxr5Ipmmt8oNGlpn5DTGvXOKK8Ow+6G5UDxCMBAF9PvMSwySDSQGKVnHWfpPBIUEnKNo30dPniGgJHWrby0f+nDkafeaGm9nuKSlztAQUzY0sYA15e4YPMl6vaR5gCTvwkTdOe4PxASchPpFwejKk9OPmOzyvkDbdRh6GXfW3w0BiAA2Hd7Xzgmi6yr5ITcpnJcVU5G2sD/BoAVj7WrK2LOuBMP8AntcLg625Z5kP2w5CG/NDrhK1NLyzftvZ5eF7h/jndYtE3qgG45tiRQ5MRdoUk45kH74c2SFHSMvIrfTf3xfv9/rL90//5cGI3UQ0py9eep54CoX4fZHDQ6XAWrEEOzRqgdYVIwXF1fJUPL5wiNA0AWYAFrwLMmYs1W4BdjT+w3dOWmw1LjBQxGtjX8sWdPIadPENEMqu44YGoNBbOjDBsQWROHAUXysMvS+PsojL+Pu8UiYdy3aa2TOWw9eAJjp5MIltbZ4snvJPWnKQKHd9SgKId6Jf8zAH4+6mvnv70667zLcD3+HxkDNLnPSy9MAQaUQmFWYvz8D1sA4JBWCbDIdfvZUvSd3AFQsji0ci0YI4P3fmuCnxt91hNj1nEKlJD/W+hvjw1dRsItm6YeiLZo6g1auPozqE0EtLKo8NPhToc0+DxSQasFYruTnMGnrVf5yjGbWCTfNnDh0ESuk9atiE9DYYE5Xiu4Y+On3kRDaD/ucxvdDoQ17rDeKO/m9/B5TSxRRL6o2BGEnIhtKOFZ4S9179sCABOFWmRGbY0IS1+jx4MjiYKuh+//d4NGsPCesayJFAAndbuNB7rb/+oB1tZVvdMmLCygMoGW0iFNqlCMn/M3wtvLc/fSnBpxx60BqoTZ0CbJDczk+g4jJUo+92wkfFmB4slEBonKJvl0b9WPuFNKlWfBcEwUXX83e4yLC+T3HoF5mcFxnVD/WdyVzBYzEvOP4gunbuh+0Yj6Kjom1peR1CElL2dWGnH02bVWoirhVJ0uBDcu/tgSi3NfB3dKxOz178iRsexHGJSZ4hGcm4f408SLTAelqLAPbr3bEwYfafgni+ZKL+R/v9C6jbQkwSK3HrOoDm4xLbwX2TEwX6Os/v8FAJ99q3SBvffBZ8ua1ej1Sie4h1GgYwOAJYNePmEjDF7yvGxyjUdmF/zQtxOcWHkIbXOTErWVvFIr2Til+b/kegKAH97L5Xom6D0jn9ImDhWz8jaQWSvTN+Lf6IoKtRIpDipSlYzLXuCwj9DDT2AX9Taa0KZEh7M75SHJwuNZ/hpmJVdTNWvx4cNPuXuuUc7De3/EopuOeIBrYdAV4GxYMRrNerxaQ6MdNgSlwTTyNEy9JGltqjywlvMYV0oitmQquXWtaksi4XXiZfncJPWHWymDRE76LwC4sMaCsT8Got97PjAbaOqUtB2MfRtpfsesh1oDwOX1Kuy5bVtlQHqfWVVdkDjyO2SrRcMi+b6L3oxAhsFnkXROqL7V4pLrNus7C/19fzYx2th6qXZfpiWe7PPf5iKkOBnwFFmdOKgZr7p1hocz0flIismT9z3yEBcd49Bp6nFE9W+GfQ97a67yobvleM9Xa5WdUh3z0217UGhXha+iRB1C6AsHjRmL+j+B2VjCBr3ph/tY7V9pA4AJCRZhge7y5gewS9L+3wEwgN1z40DS/OxnfSkDwCQE2mGrJybmHsef/6NG3wGJp63DSAiwSHP9YznW3v4bEQHy+tAfvi1n8xcu3JL3WSsjx2LBySagsAO6zkpBh/GZMidi4w4fFH/njj2/nYFFLYYv//jRHzQDSQj2JFOihW1w0apnJKYMYMiBUPR/h+JDARTvmj8RmZH1uDKg9fRUTj6wwFifXxHuIJEBEvn04YYLNmuRHCClkAhRGGmXO1NZO2udCc2BFuR8b0CTWYVtqSOxtPvvNuut2azG13dov45OS8fnTdv/KwAW67P1+LALnPJd4Jdhxpv/7MORFh7gvm/6InIvDYvpU9PriViEdEDsO3Irx8xtdlAYA4DBpZiQMR+dXgxARDxl3xRzYmneV2pmBX5UdrXmHktHimy/RZXD0MizszLVlQj4ftO/KFos9FHt0BTdFvroWuh6XwHrlg514kB4FMXAN+oRN8QTMtVoZ2qAV7fbiD8oer8XH2pB0EEUsyhnTB1I8ztvmMvRXNwBHg40R0h/YxtMJcmYWf8i9Iw8RNKY8j8wGrPknW3G0ton5AN5XzVrh22NI1CV0gs3igc9xQP8APqCMBAA3DnhOtwcjnMAuH0TZ6+V/BBV9vKtAJjm/pBjtzPXIv2OL5pr6eKhSh4tSyINcdF61MI7p9i657AMi8RQMRyRXKvTu6KsKhR/EgBcOgxoprnIe6OAZE++LqjgxhfrIXHncIcFpz9YhPhm49VxtPzT0xt5YBZfWcRQXOn5Ly+htWRbWlZ+nRbQKgkWOXNc4CzExy/lLks5NQb1JbbzobVn8lP5Y5CDRLixgPNsN/hu79c6AFZNRtp/9AArczUfl3c460wA8DHNYLi7/LtXWnjGJwFg8n1/vgawKssenS62EQGw1RpBNf6vI1Nww4kad56pfYRpbY7hO/0IHgDTMbp1a7HEQsZgonoRd+05NgtmRTma7EUSrCFaJ+sca21rJT+/3KTHaN6q+rVhCM6a2nKzYYr5AeZbaAiRWq1Hly6klrN8vtem2mFiwTLunNGGLxBXPgRdygfLvF+lExPwaMwDpFYQQw2VSt+mEuOa7ehuO3gC42ZSiv0ntf8XAOzdVUEUxCHvEwC8x6uzLqB1AExYoFFrhkeJP/qdn8EB4G8O7cWA+yPQ9YbrEwEwYYF2GGcPn04G3J76F/eWK7YDIV7U2yh4gEfxRBWp0U74034QlE0bbXJ4iXd+0Pdb0baQKibXhufhfv8SuOcqEPdQhQ5hKsgomf9l5ZKv05MMaKjjGZBYoEthHNfFTdDgOU86foNnPgYTRI0vgY17EKXbxH0m75K6ayfCttBcXaHlvxyHivHrUTglizt0uQcNwySyjXiApzJyxmZlRzkTNDmv4lEpcm9RUiqVowLfvEb5MbhncHDDiX7Lce5wKO6MvoSM3AcSACzu/Ao+B5iEQIsAuPU6wNYySHwIDLlLsmsjEp11UCdSACxPIQGiBnwErYOcKMbobI/ykXLjL3nmkvU0B9haW50vhdMzzBOdQ91lnl4CfI419Rfzd3mcQf5zKLqGqQhH1FES+dOCz4OKYvqPRPYzZhxZ8LH1NwX9Ky35dRQWjLeOibVjWaD/vF/Rd+6vT8yTJDevMfdCdFIxBl3fawXXRUV9kTh/BOq7yoFsQ14bFP82zeqtag0Aj5jZBK9u8ugmNqstzNepUpYbUYMmU0yrHmBt+Gk0InnI2bdK3ey9Dx4oN6hldYCtAFi0zVlft2L0d2j2o3NU2pxzYvFl3yAE8SXghO+a9UrUVknAIL9s1m6W7wUCACbXBb9qhsWV33v5obH73000Z9FwY0HXGjS/G2r8FcjWqKijga+oQZNWWotTo1d7mswIK2rA2Z/lAJgba287Wg6JW3ssPArC8VYFiVoA1ijmYtvm3vBx6gGToRbN9dn4pQs1AK3OoqWhNgSmcc+iX3VJ1j917CHMqrAljBNO0pZEwOs4D4Al8vr/CQCjAmuVX0EAwP1X28OkF3NJhd9sWQd4bd8RCHWWGDB40PbdBW9YJAZ5aTkZcq/30qbjVpfDuBRHnSpCG9pgwjCdyQosSf3fcxO2yC2UpATW7IVWYjPhSxKZ9+dlWgqMA8D8XHxaqmCznTM69+mFmIDbPBs7v/W1DNugg4uDLv0xrccWuD/vAW2MHeK7UV1fAMCyl+H/IACYtLc6ytM7hHNfHVIq0/MlmMp6u6v3azE2//YTAXBY/Cz46Tr9KwD+Ztvc8+3+vCp6gAn7u+YF1Pmx0Hw32wYAh200o3fZ3acCYPs9a/D1lR8QHPKC1VBBHlwAwML7CKLhh/w1sLAqPh+b6l0a1ojZh+2AylBMXH8OrgECYza92vxYg8peHXBiRQbyxyVZ9aAdH/9Bwa81kb/FCLDEmD1LjNlggb5bOmPo5zowWrrqmxvV2PPiGCR0qUZCHEk5kxNgUTZoGhnSw+0seroKzPPibynNGqzaeIoekAygQWnEpGVrWwXABSsNaOhjQWpNII7k9cSKXq3Pj/U3F3G3/U8AeHv36fVNf5Y5Gb0UaIYzikw9QPJprEKjNh272uxEM18TVaNj8ExbkRZe8AC3NpHJi0UTEixf0XtEcoDT8oOAKDOGqWZiwHNuCBlma/0ifVJZ1oDP6mOo4sl1kii1hMmR8XgRJ4adjx+CW+LdVh9DdpDXFvK+fwxDBAn5YKE59AKCtEY4RxDSHhZL79hBodXDp9c1TDxIJg/zHQAAIABJREFUhC0DJx2DWWd9KRmIYDtlGHi6KvDWNBqff8hUAJ+8CXB0p+E9zWnHYEg7jvgGWzIm48nPgfCyp2wh4lMLv+hoccdVkzOSMsfg8KO5TwfAhSG4c3kLQnIewVv1M2IrS6weYJmhAQxsQ6BZJP22Acn2jtD/C+Gea/BjOD8QSZrIUyeEzpJ1eZPBAdpSB6zTbwKqugB1bblFvDcaeOBhkXntrfiKvwM34oKHmJTOcC/CO5OfXDNS2mtmlsEm1tYD7Fypxrx36TPImhJYMygSKaU0LLilB3hG1AgMG76Gu+Th6ZGo5Vmg/23SBatD0ddeXn5EDIGWh2Jfr3tEQ6AH/g6nWi+42Kejw75WQqCLwnA/JPBNRa79mor2Z520tV3/zyHQXA5wk0erwG5s0O8Ic8oEa1Ai4KAXxicS5blFITUW2Bh1DTecaB3wXroyrAjcjfW1E7B+2J9W4Xbn7nxYLKKCNlm1iJPBm1CIjmiCQZ0NoyYTCQoVlpHyaPx6b9UQzbI4axCF/ezGRWggoZYcAE7BfAvNz/R0z0JElMTCyO/umSk+eL54MezYWgwybseAwsmIrI3jLTxUxhTNuoFHvTKR0UBTG0gI9K9Zb9hMFxIC/cu58xg6QZ7nJZ0PZiWLlD6UW0DqATapGKRaHkPXWgj0uUh49+CIgYasfi5yq+Ne72hdIAXAv+4+gfp60Zs1fepQeHu6wbMoAH0PTeEA8JGUc/A/0BGdbjnDgRSMFhrfr2SNXWaqkDlUh9hBDO6NoyRLz210R5c2NAe4JQC+0ckNhkINLnmehUVhm++cl30Xa348wV372xv3UetJwv5Y9CzXoGe59v/kASb3eJxlRFmxhdv0NUYNOpZRg9VjhSdWuC/mxmLwohow7jSaxLvpFDrUf2DdJxJG+6Jt1RzRGcQAOQt6wdT1G6Qtv8NdQwCw4DTgQqDRAgDHMlAJFAL8Jp1/Oxel6TTixbmDFp9PEIlaenm2wVqvZXiY6Ik7oy4hI+8Buo4kjL3SfYuFMsUbv3Y4jmkXh73p0tywyj8g0IOEQLeWAyyrA8yPY6JLA5KcddAkzoU6abbNvAzruREObnwkBLmGAZq9XFA5iK5TaVNs2YKtie5gGTHXnnw/Pi4Avq78OAucO2BwUteH2/8oluW4Yrn/R0WlIPhoIAIvPmEtSNL8q90f4/LkHbIoArOJwblTJ6xs+tbKTfxG32/ur+g3lxi0aBOVROtujAZLHNrfLkDve2KZsLLS7rg7exzqu5LQXlHTqnzkjqq9NJWGzAETux4WhrKrC230i6VwjxDJ3LhzJXWA82JK0ajvJKsD3GPjXVQpamAXQXKAk4ecfacc9p4HzrcGgEcsL2pV9lIAzHv9peypRbHY0t0H4cZOkvcHjM1K1FTQcHOpmrTmax4A89NvfK/DeJRC+Trc+rNwHMSTXfF97PPdA5RfKOUlJSWgc/VxRed50bjvqLKywouYvbXCmrT3wpqM0F8sQMZNeXQYF8UzMRSYG8V5gEmef0BaJ7zS+Cw3T780LsD2zb3hFjwaFrMBdUXnbADwl4GEyRpoWi0HwBnq81haRJT91puy0Rl+e23z48996IeCXraMxMQDfIIZgWLPtpQIjjfGT7yxBi6qMqzFJjyutmDO6TboskiFJt2/A+B3ewxGOw8vXu6IcmHfXTcU11DSRykAFeTTy9lj0ORVgN9GbqClgzilCGhvMGNSvYkjlyL4Wb3ODpcCt4kdwK/dhJnPAUqR44WOIYsT9xajAAq4ZKyDxkhR0dMAsFntiXb9eqJ9kMB90BJ+yv/eeLMLJq/ej+5LGJgjHPBMnDfH33DwXgXnAW6trdm1g/PyrY6hNatbtleHSsoGPmGsr+Q/xqh7qcjPWYriIlqGMiRkB4JDfqJ1gEfGI8DcGyGthkDXg7nSrnj8rNLZqz594/ygM4dkAPiE8TVUx1VBu36xDQDusq4aMbWPWiXB2jszDpXeTtCcX4QNf+xEZBQ/F/lp8OWL01HnbOtRPVo2Dzn69jI572TWYeqNWiCjP6ZtPgUHdynTPZUDVb3b4/hLucjpm8yrbgw+/u5zBJYHiWkp0v5jAYvCjOffn2uNgyJ3mrpoOKK2lkDdjhLz5d/1xYWNPXFuWCnyQxupHJd434VZTWZpf/ejiHO5KsW43D3cawLxxnbegyvRw0tdqrHwha/w0rdXYVKqcD12KBRGC2Z8aUH+J83QdbTgVllbXCrugLd6/AwVF9YvbwIAnpj9EGtqd+DS9a9RUUU5RGz8FFu7zWzSnS3TNrC+KDbL69QJtzUo8lBtdwIOrAI+67Vo2s6H8Zk16FrHs0q2vDO/Djw6B8N/pCgYvj6txsNUL+i8PDEgZDJ6DlWg3Vw/ThCK2QNUkjcbzPggrw2MxIEgqzvGPxnLILdoGkwWyljN6PXw2rcb2oLWywvQNU9JlzJOZ1kVE83utxHT5T5YFQnMZDAtXYNwiw6e3W5i4sF07t7+FRqMu0bYLyXKDMti/hhfKwnWJXMpnPIXQ+1KiWcaL23C7eIGfGiUA0LynfnEOlgiKmyUIzpItu4kMpkijVE4x5TjZMpzuK/zQ0DHo4ja54P+a8Sw19rQRvx9KAGsTo0rh/cBzUZ0qF2FkLJSDGmwZdomv1fbVIE0r0uSHGAWibu/QIa3BrWZreR3CxODBbRutfAuKCQrhx5lgTT/UdBrKFEKeROD0Q6uxUqsbtoG6AKAioHceQ88gb1tqbefmpefSDDILUiSC6pV6/HxXGLFfZoHmIr3x2ww/mIlNXj55/ZPd8BkjgRLUgCeXOIPPONJvSTkkRLxHlR8rEip0hEvhQzBqNEUfCcfG4+GCqFuqM0alB3opu2BSE2kjJSCAODWyiD9VHIRZueZqBlwB5ZmD0kOMF1QJAf49pgQhOR0xZ2Iog3m/C4v14QnOKiagvC1KRi9/MY9lZm65ZPGNfmgTErlya/bSSG/IMiBlpSw389gTsKoVuflp1HpSHKkIEtpsWCn+zZMT3gNN54n5YXoGD18OA4NDTzLJstihnoRDKTQOiz4jc2DnaoABrsUZDIMnlc7gUQREIWjtei6OaZmLDITcGXBGVMMNjUPtUYmjDGn4kWWbszBQffgH2BrELuaFIX3y6ZbSbDG5C6AX6M8lD1r+TEUBFQho54CYI4FOv9Z7jMV9vRDZHkt1mcmo89Qsv5as0OzaHAxIrsTJe2QAuASNYv8xxWwlLWBetEJ6+XmXF+Y/hgE3wlFsJgtz69dGLHW8e8A39qAYg4A/3P4EoqKRatU/PgBCArwlgHg6zk3obvogO6PYuB9R5LXKhn8PFaPY4OK0au/M25PIbk4DKZu9sWQYMICzeJ6n1dQ5xaCHre2wqMyB/cjXVBfbYc77j+jQSWG+gnK8HVzCQJy8jA0IRsZIw/D4kCNFAE6BSbnEyD1tFA52/VTlG9CcZ6ZW6MBNX7wa6DRFtfV7bDFJZ4bg5EvV8JoT0Fr+7rV8G0+w8kJs4bBg3gnRD56AUpexzLkO6Dog2iofXYjd85DZCv0MhKspZY26M7QWpdCUw9noGhRxpeUQKovpWGIju012BAvKuF+di7YoP4KleX2+HX2doSnRMJrUJXtyzVoscnrH8zaN2xDjIvH664e7poyvpZsy5PbdU3G8KlyMphEFx2SXXRQpY+G9maLnEYSXht1AJ5hIqMxuafZzQGlw8heLfEvmBko/voVv580oUEjLxc3Ni4Q/lwJOVJKRRTM5xu7oYlQYwsEhTwoIDmBrwU+gttqavyVNWGS8P8fWrgaDEnml3i1szLmIidzvvUywegtPO3M9csR0jnhCQZjelaleQiGnzyGyDxixKE6REXNCNycMBC6PrRupWARSTsSCWWimPpgsCwDy8i5TkYsLoNXtDzfkC0Ig/kC4SUx4EYEC6/mUBsPcBNMcIm6hEKcff7MO5WZLQEwedrwCw0YsN62vjPpgLJJ62B0sy2DZJcfi829QhBkkofamowMqqx53GLPr9gWCSc9n3/PAvH9jiIjKZ+bAUo3Fv4vm2Rgx+tUPiq2kyg4eeuxYAzSg0k/8POAlMXiImWfsAezwKAGAw5vpIYm0u9CYgG5B/ttPzA+1LhCUlpm3n8RnRTRICzi/xS9iQ8PDIKTb0+YmqqQ2XgRJ6ML4digwFulP8FDGYj3/M9y18o9wI1I1t7BioL7tvNPciTwZ8o2LW0Pprvh3iIq66XNY92H+Ku0P0wq+doYlvAN/M3pWGPZjLwqC15+EIm24xk0NohpGoLR/rH7LezuTnPGSfug1zBEutk6fP6+54bCas0To48JAGZcqrB9wkdiiDoLhBgt6GdkRRKsRCUuJf4IJVlfwmonutakt2B0tJVFeoMjtuWOQG7Q5xiwz5vuuU8Jgda7tkdY287oHX1csuNJZAo/ewQny9rX7FFdrkD7wEaMXVSJtR3d0KHegE8zavCBrwbmFvuCs2M9llx+BZ9kxIBthQWaPN/LQ/4dAP/1MBmzsopQnfs88vOpoSssbDPqXHbi40NZ6NP7Bbg5KOE2pQgdG8ToPJ1bFu7frELlpW6Guc8Uj3pn9fLzo678Bcxl8WF/WjLxVM3bqBydCe37b9gAYM8t9hhRcAHn5hAWaIWMBfqfybEoDnTjAPDyP7ajbzQlfhPaT8+8hvxASnApbQl1/XC1mkbGCM3OYMQz6Q9huTMZEz49B/dg25rJjd/64Ihah7Sh1KhNBsyrxgefb95E5xA31vxXZGmzwIk+R7B35B9WSencqMDsMZPh/ncG1L2oo4uUQarKc8XRcYUo93kyRxCZFZN9tyPQzrYcU0RuT8zb97nNu6YE5mHDkI2Ysj/ZygLtWWzAiF8UyP/EgMaOFjyoCsHxx93wapfdcNTI84uzawLxV/oo7r4TjxRjTeAGCoAraZSejcT6cfE4c92GRkWeeSAM7JMT8X2UCXBlClB/oBGl79IwGRejM9o3tLN6aGUqIP9LWi9XRC4UN8WEfAV+OqJBhX8wBnrPQqeuFnR5zbYGG7k/Ca3bmuyOLCdnfrEJNFEUIpK/8kqnw2h0te7rZE91vXAKLjeu2nSusOFaVCyyjuXwhccBn/uj4O9CQT25/s27WjgGPoZLZAYFwITsK8UBcVm2/fNifABCvanHnABgl4LXoHSmDNmNlzfhZlEDPm4FAGP/FzB1KrOya5Pzpbm+wmYtHgNm6Mdjg/oyvrvwHTThh6DxLsHYZ2PhmyB/rp2JNCzv8p8H4WDMRlj1tqcC4LqmSqR6XbQCYJJ2d/+f9SjycUIpWY9P3OhYaNx0CGjIgKmS9gEZk1qvPphkLMXwxmwQ4HjAvh3O1sZhdRPJzWLQVD0OdnXO0CuBz3rwJFiSySPoS9YB5C3FVBEDPl9IQhyeBoCJ5wjYxT6LSshLP5F7ez+2w4xPbHNljdEs5qvFklcX2LXwAl30+5za4Q+vSIwa8x73N8cCXfrfQqClZZC411TXwnlamycC4Po2/aENU6DWqRquyJWQYLGoC3JEwsQQBKf2w/3Ikycb8mYNq2/zSKU0ueCz5v9bHWDyHgObvJDF19CWLpjhAfvR1oWGkMasV2FAAw37a9nej6pGpqNIALXc8QjeujUHD98Qa7xVlkcgK0eUAVNUC2Hh51QEa8APTAr0Djc5UDtD44wKvvwCV8dQ8oNOrAUHOQZo6k5arJ+LMgsp4UKF++vmyxjKPuI+x7a/AgfntBaPy+Ly3SisrhYB8PjsxfBukssfAoAf+dXhsY4CIoEFuuW7R1dU4dNHD3kALPlWMpcbXAxWAHxcQoJVpGaRe10LhSOgmSeCFUu5K4ybJ8FnRibJf/3lo4URM533+9nVBpT8ZwCsOKSBQ60zTI8A8y2b1cQ9aA1rRNoYDSLsfHHilY1odK9B/00RmBVCGakT4p5BqW8shp5dw5Fg3Q9zQn2dA5Jd1qFCO1ACJWj3p7M1yLDUcH+0Z39HMPHEc4PH4OVUUjvy/waAM5IMqK9lwTT7oEsFX2+bZXHAoT/2O5AwXGDIMrKjUV6DXpVTYG+h3ia9E5A22gl+ZxbBLVoFc6MSVX+EouGaE+x9D8JR4wWVvTdKq80orKvDpax8zNP5oCcjz638NwBsCrFg+2yRtZP09CeOq+FcEY3331iBebmjgTatM5auc/ob037se7Jv2y4jHdQqRqgl23KOaeya8OKqzbLDKU463HfTQfVwErR3nrdZkw7upBbwZok7kBRst0fRCCLbJMpqgxYaQyKuvX0e99Uk3FlwIQJ9wr0QG0w8w3L+h1v69qhk3a3rkshZQdmN8a7EM7ccwJ5pQZ0tEvPDPCINR4P+ICx1NHSO23MZnDnOE8FZ010kKcIMEL/yU8QMvGidd1K5IPw+yQGet3sDXOorxRDo4tdwdYUKrJ88SuncNh8ElMyiZZBItJblDYCRhx1PeqcU9t5yAGw+Pw5sQTgaXeqQ6OUPd4szSnnjhUtEHfptJ3IM8Iy6iFTL2V/Orij7WeX21/kasz36LusKZ3+6Tw5/rxgB91orS/PkMkhOj6Pxbfe28LbIy+2Q0NmKYjEqQxjh6ccD0CmD6gYmBYvFEy7j+lmRLCd4pVlml1KxLEwzzlpTzqhYZcAoVXD9X2+wjAkEIXHssHxTcEhYPgXtTGZ4JHgg9RiJCBHnDxkn7aAwNL0awXt/Abs6V7ydsRL2fDmqxtNb0DsrFA6etAzSffY8roeWQ2Vm8G7OT4jQ9sLLPrTGu34VmTP8e9eXIdkrHSsK7tmsB+GAuioAPodsI8IS5nsg6Rl5SSVyjWrzDzj6mNYfl7a2BZfQo3QvB4AN4RpM/jkIEWOA5kbq6JGqS3mut/BnjwXWZffN4PFw09pG0Oy+5Y7KJzgoSL+9kjUW9vbN+GbqCll3BxosGK23YGkHCqqZcgb79n8Jfyce0PNDlT7qYzR6EZ235XCxqKwLwIuxpzH8Vw/45BFOHRK+aqtfmRkLDCFfIirgFrpHiLmtVgcG9wRiGELjYw+sekesBhD2bB1SxzEYWqHH0rwGrPJR83qA6DPs2DYVYz8/iDdqNfCM4kNkJZ3vpDVjQb8n5ABLztt9OwnjKh7Dpaw3HqRsglpZh05xi7Gj4C6u3qrCUO+X4NO5CA6v5yIyhRooiBdT752BhGs1yLvcE95O7d+8drPrxklpv0I3xAUfD6Ph4qcfr0b5whuwW7rSBgAbeRIsoQySlAVaAMDq84vw2r69GB4qcBrQB/9h/mKU2NRqBlIauuNC5VS66oQBtFiwKPsKLJcXYOR7V+AXIxg3RPluLtIga3oU9vxyWORyIMDwwjRMvMRzM0mMk4lR97Bp9hdWJEK++t9P/qg71w0eVx6CUQG1xY44uJzWJN4/NR8NLpSM1Mb/yR9sDQCTrwbdmIuhVxbbrK1d/c7iYughGQlWSwB84nEckqvCMLvdYQS7UIJR6jwF/kobjuxaWulg6Z/JWBTzC06c2Y1GUl9eIFeU/ioBwJUbWEWuybbQsvQ8R0UJAhR30HilCUXP07AgGQC2eRV6QOVkj7YvUUROmt4AvPCTChZTd4TMfQ2dzl/FpCMCS6N4E2FTS75lxs9eoTaWX/q6FuQUz4LZJCrBwkg4nzkJ19tifhY9nV5VsKYI+t5NXJcRIqTYbGIBot8RlfuNOxp4db6PZocKzDlGiFQYTL7oAa86ORMbOf/T58hmT4f/iP4xQvUbhVuh/uBr2N7YG4fMlACJOhzp7ygPfYrm9lQ5elImjRTuk89TGubha7vD+OTwP/Dt/AMHgCdO7wSPDDmR0cE9CaiKacS9ExvBluNfATDxAKeHXILX+5TxknDZPNzzEfJCAlD6gIaJS5+T/sVvbBoz2npegy6NekPtwOJNtRKOrJw9cyGex7KGrVxXPepqQJWHHxwrnHGotiOamniKdakhUWqvF0ov8LK1f6cTmNSd5Im0BoLJTVgks7E4zY7hn1x4fvoWXB3gH4NasqohfZIjPswUrevSEOh31AHQ6mkemUO7MpTqI1BbLSewEmev/FPLOsCMfRGcJnWQlEESepPFTyWX8GQADFSHO+LBmGAEpfbDo8BLaSVl8ZH1bTL/nwFwiN4X5lb6kZRBIl5g0sJ+AobnSEqaSCTxX/7N2O/bTEOyGKCbKhtXU9rh/AufwF4tFmZPTR2H+nrqBZ6tWgidMOsZcOWQBtgfBatoRjHD4CW1PeoYJSwW4vUn6SQMvC1m7DXKiWziG0ldUNrIstpu2gsfEEuoCl3i9kGtkcTvc9PCgpJ7bphd/RL6G36EA1OHaY9eh7NRbv0nLNA5CgaFTbTeZmpNZ5wrkXMZkOOdi8vwWXkuOveSE9xJR7/Oowm57am8vHasAcnXqMWyTMUi84YWypB6qMfS2rukWWoc/j/KrgJMqup9v3d6Z7uTDbZgWXZZYOnuRkFaxEAMVPRndysoBioqoiAN0hJK19K9LBtsd9fM7PTM/T/nxty5O4P6P8+jwMydc0+f7/3i/WD5ahZ8ZmRBavW59OlTqb2894Sp2sNZALxn/2nU1rc4XEWncxbg0LJY9Pt7CkpTt0B1lG23LQ+w3nAPgA2ErXm0BN18wnB96l6Up91E7xdHYe7AnVAr9bBJZDg55n2MPfous58uxQfA3CZHqfoJlHmyGnXn3ddCm3COrmVgrhR6jLG9yaiUFVrgweseCAp1z5Ltbs8QEqxbF824YJmBRxrq4EOzY0bOobd9H0e5LAReIUDfhTK2DbQdI5rY2FRyyFb0VaIlVg7pxmlQ/DEZdgOJnwIk8kZExVVBRbxTOpXyixXoW+90vlM0lPNdQbuzBbg10YDtMzntOneDvK1+FaEtvfDOC6/9IwDeXV0K1dXKG4/FzMn4JwBMmrnghd8QEMISNJL/nQszolymgTR3OlRuWKBV3lWIH7hC1EO7ikLd5IGiz2gbBZWiFrofzmL9TbE1sEekDwYmCCnaeN6HPFMcyq3ic49XRpP5GYjf4F0RjT5nZ0Kl92HvQvaiheGF0zCmVCDrcinr8cV4Y9FITojGtq1foqVZCMdgrgInyWrKa5+j+8hT3GfsyhNCeQDKZse4bcUs+OULTaMidzUu/XQX8BCIYMjXJ9Z5I6h4OtRqVolppt+AneZdBdmlNG95MSgnt1Fmf14dDHtBL2j92pHjH8kAYF55oQoxYsR21o2aCr2ECsXxS1nvVr3JA+CRH/SHwpP1wprybCUCSgV2YOeJuV8eYO/aOGxI6AKVWhzLTQwFTTWeYhzCVehMhPXxkwXYso1VtpGhjX7ZBjuTJkVwI5fMOtHpvmdzwir6zoDHxDpWAUEyypEp5eaHmSfevELTGKGz4NCP2bCaCNGWQxyCXKGEefMQEUCMKEvBs618Vgeg67c/Iih4OCRyT1g6anFecQq3w1sQ0eqBxS0/YYH/SvRWT2Fex1qAuUbsU+POnCN4rer6feUpVWUKAk8I7+LH3H0aJEC24hscanL1ioxqvIOhlb/Rn9u/pkxxLACOnUDDZujrIpKQGOCtfR519PnnUdPhyeS3F5d/BcAlkxDfEY4PHl0Es1OO6O5GGx5uJzHAgjfa0h/mYYHfBAEskXj1QT+jNZaEBzmb/IQTfL/Mjg3R2cg45ose5/3Y9jJXOsXsUavcjjsPGZFy8WsM7HYIMcFi5XJnGZG8/LeP/ZB7V9h30s906EigkdFuwiPlWqwLUDh5BrBTOVPug74/rsWXQTdQG36TXWxOCpdeXQwYmuRq7RQfbDTe33cCr/hZEaWR4cb1LejW/S2o1eVYcaUc2UVajA95EX5pJfD8XyHiby12yIKa8FvIK6hC3o5xSNCnrDxZ3v+VzgD46N2v0PTOXqie+BgTRs6F2rMeV6v6Y/vccSj7eCDeaPkK52ZIUJ0kQVJFDkJb2cwK2xb0Rqu/J6QlvfHoWiMeChB7J26f/j7yE9mQGv7W5nu/uuwzUbYU8szgmjwkFoQiI1ON1GliokT+fGwd1w07X7qFhkRWduV9MZLKu2HekUfg2+GH6sBK/DF2KyrCyh1ed2R/f/C3F3qU+eDWSz6QRpKzikLphQic+4lN17dlQSmsCg4NOHkJcacB88zSGNe8xuQXQ6/Mx5iznTIYkPjjp75BSOldDMkqRXloV1SExSMuV4P++9Wo+IxYgG3YXjQUlR3BWNZnE1QycarDn2/OQruZlX94AHzgrwOw2FiM5IIYvn9sjrn9a6u82iaOUey8QWXQI1Z2EsYrZlQvYoGb1C5FZnuf+3tMcGdTyisPOMXxAq/tVKCqOg2SlT9j7JpNmLEtCTJCjS/olR1/p29r8bIXZ2V2ahTbEQo1rSOg64h37RgNRHzzOSQmoxDfBxrGBDOqfqxxEAL4tkShS0siSTXO1Beil+CRezTCBmfhZoMO719kc7A+fDgYKi7PHtMtTkPGA2AbbcelqnT4eAqWso5Ty7GsZhCKaVegRP/1KawJrf8aA8wfLKQNCzXL8Kl6A55cX47+o59iALBzyip+eP76NQd1mRpkn/wElmpPxLasRVBzLaa4AfDkN836WpSmXkTAiwJovXDlWWio/qi6Idacd14XtIxGSvwxaK+wICCOovGEG7Lpk+gOqb4SAbQGHb4WHHiJuH8DutoIlP85m51NPgVFZ8DtJAiRy5aS2fHk9E8R70s09hRqWrrgdkl/VDTFoVkTAp3JBxarHOrkFnj3boREIfSLjOeCd5Ph1+h0CZH61TQ+7J+IvAZWmdKNrsFufM+0i6yM96zirUM8vuvVXWHjLAidx8X535M9p8JLKigppMEXoB4zGZFfjoKyUgy+iAt0R9woyGOt0Km1oGNq0O+bfEf8VdnwEFT2CEJU/kCUhJ8rrmmaFaGJveMhtfpippHCK5FPudcL3KeBkYb7W7GXdvuAmQm/M2bMODkVMhs3sU5DcTDIjM1R4lzRgXU6PNT7MuamEGu4Eo38AAAgAElEQVQI+7DJ5IXSmjSs3BgF49TFOEkJ4+FP27ATeQwjNJ8T+JZEwsQEk18PtlmRQBMxjF0ILOih8KJhEUqIOyYRKG13sdhGrI4U5FIPZPRxsppxLGoWrRSHbvfCDk0a0rGFqW/OvZfhaRVcX83B7chfvhO51SHQUOT9FK40jcDVpuEuIzglvwgvy3VISr3/GNZHd6A+mr2wj/+hQXE2O1YEABdfkYGSqcRpkGoDYP1xKrwePAO51f/2F0/0iFP8Feqj5VigN279GzqdoAgYNiwDqd3i0KWgG3qdGo2i/hvhuZcDeBrAdMA9ACZt2NytA+O7xaMo8yJuj/8LfZaNQo+ou+ifQFwXaZwe9Tbiik8ipvwibib4QtuqhFESgYuBu92qno7bq6CHlbm9u9rPIRE74VMH9DigQK8Bckjl/80KXFxoxc7aRbhjHIc1Ld/CEyZGCLsqT8YqnweZJdV3rg3eEUpmRQSYLiFdwxJjkTm9M90LdrkE0q8ehvTQCMfd4xlYiIhw92EgFrMV4YeIwoS1SkoSJZD3F0+51GLCpe3EwsSKJUcXFaIoguTEZAtpy3uSjxCkj8fbL7yChcWTQcW7cYEmLNvFjWi4fu72K12fTVWr5NL7WYBJvXOf/R3BkYLbX6GfDZe9mkGbPOG14w/Hu53jZruNeg1SueAeZlbYoJ08FCbnKbDIoKBbYLp4C1vWFcOgUjkUtN5KGeYMiuMULYIVT29X4rSxD3cesYSIfOgSGYc0y++Q0SYupAkMm7vc7AGrwtApzIk1AqckhyExLgi7dk/H6dOue4wZV+K+SyzAw1kLsHPhQXBsfgMyT4ld7exWOQovnMbtA+tdZIufnovA6DAufprESNNiF8PQrh0Y9bSQf51/J12SzLBAa/3akOMfAX+7j8MF2j+1Df2/Y5VZ1qCrqFEdv/1qUkOv+c9tphtMSoz6aCDkHuwZOvatGoTfdE0PwpwNk1bBEiIm3yKfezZ0QZZ3BGqjuYwCTgPRVOcBu41XDLBfkH89uyUO4SQGH8BvD1XgZEcRrmURrzYagWNpePQjTL7C+pW8fgV0iZZb4WLrbdcnFqIxvIiTfZycmrl8wH5WO3qZrLh82IDa/DxxSBtoqJaPhDFexp7inCEg48ZkzJSwxpeWjiIMW3cDXiFsZhGbWYd1gZugV9rQs8IHD1q+w4qI25BRStB+Rhhf4L0vjKB+7I2CZavxYvVttx5rpLVhO9+BrEPsfkyasWNXHMxe4rOJtFEx+xEcjHFNMxbRkotBNettK40rpOY4JR74PRIRY+WQWtI6rU6gzisPGwbMdHy+csgEhHqyArpzuVziiatlrnHI/DP/uzcdkaZAnEv7E4f7b2G1QzQFX7sdrzdZ8GaSL3K82bMt+ocu2OH7qUicbo4/h4oBYtIgLpJYOM/UOvwcWsx4fSTc8EZMnho2OY3CDC1M3jF4KasVAco7COkxlon7F1Bap11JFE/FEqx6R+ASIu2y/aqF2YfGs2UaVNltKFN0VorSGNeajBE7P8aHoZegCRETqJE6MmM70L/rv8ikNI3FK9ZhV3fWEnjh/BkMGDgKEhLfujMXeosdYyLWICjpEGzvn0X6pbdBMaxQQH3aDlRfpXB97QzENKZ/fEnb691pF3dBP1OKj0ex4W/5VQ/g+pvlCFz0GiaMYQlfTxWNwfF3B+DE5Hn43uMF5AyRMP9F1xUjpp49l3gWaNomx+j3Q/GKr9h752LvXfh71A9u79bV5Z+6hBEpDHY83PIXbEefx/x1ByGT8/TsfMgKDfNpb7TNT8CvJ/bBJmf3usPOxHtWMq1j8Q/5TmYDDqwLhMmPQvaTvrAE8ecAjXOr+6D0UhR0XlbsmlXhtq38mg1RVmJW2I+OZe4siUw49RwGXn9IvAkIa/Rr7yOkToOZu7IdADjlkglpp6XI/5ONQf4uZwoI27M7Eiw+/pc899TWe1ia8gtOnFmLdi3r8ekCgD97eIlO9kOpZ6l1gsum7PxBouwADFcsDgBMvu/X2gdSsnjuZ4yjgPhHRkIVKgiZP52S4+zdENCrjiD1xDksmKxBWD9x/BU/TbW17fi+ozvMTgmj+XaRDWy3K1Ba+zBogkg4SyHjlkUBXT5/j9NAs1tdM7kdjS86uQrQFHoUD3e4B5B6x5XKMDQ0F6rgRjx/sgRlWjMC22SYcZaQrXAXDHd4ExD84eNxkFNSFNrboW16CnKZQDpTdfZXLKxwExNFLsjbbwJqsVb6fhNAWq+gPbBC9xCmyI7juc356DtkGTyiyv4bAG79henjnHuVUBGSoU6lWlOM5vk34DlOWKI38peg3TIMZddaYTff33pDftFv+lbUbmRdh+8HgMl3640p6GtjfKpx8IV6dASwG7Zo1wKYWoKFuDJnJSW3ah1B9nwApoORmt3Ozv8nP+E3ubp7E7z71Ts0Xz7NCix8K8nlkjT3BRYZBM36QjoLr+MQ075CO7Chc8okEjutDIRW9c9xwH4SP4z3crKekmPM/w48JwxD9AeTIGsRX3qfVuyHMmg+1JktkEs90ZaQg+5/VMCnigU9ubOi0eYfgPCiPgwAbil+waOh198REosfFujMeD6GuPL961Z2PPBPAHg6Fwcsr7dh/ObBCG/1cxm3reEm/BkqtmQEGLVI867C+8P5NAbCuhrwyVw8mZaJj6MGwExcnbldNYNuw7Oog8HjEpcWScjQ7mzpYRpOAypjH+htQTgMO6x0E0bZCuFFscRLocF1iIlj58651BV445GKZ0DRBoy0/sx8tTDvbUjtCp7gH2XLjkCbXoVrZVGwKdj1eb5+LG61uioIZ9/JxzNq438CwKSfv7wjxPWVKGjU37CDsvu45gFeN94BgL9dmBxsOxsaodarcejJn/DHgeNoaBDcalO6x2HE0AyknR6B6LxUFI1ZD69NglLFtJWkJuI3FDsarAIP2BBdh4kZvdAaXoXTi9ciam88orJCMX/wDkgomiHCklrNGHPsPVRHqFBk9mZis7MC/4ZV4uOkl2frrbLrcBOC1X2c4WtQijL0+kMOLx2Fnpn/DoKr9Rbs62OEoSgdizYHI8iuYRx3zip7Yq0PiW8HpCoKw54hJl32XIrXfoMuxp3M+VGbIkdbohzdC3TwuRaJir8fQ20Ty1MRnZgHpcLV/ZBfI77nWqBoZteytD8FWacoiYB7l3HEyaWcpEDix5P8SUZ5lZEl9nhj8fNYVDELkm6dYznZtzkAcOiS7uoAlaL5doBbEizybOdcwNVedpzyY8dZvWUPYFW6KKGD4v5CaAJJv8LuMJPSgqQhw3GR0Y1wu85GQW7sAKVqweXR63A1KUFggwbw+LB4JpaQCMT8oUL6eMnYA612NgsEUxvHAkqO5ij7RYTa2Tg2HugQay/PFEozuXQo+Pl6YHC/WCjkrOBZWBiPb1ctdfSDP+aJXEZ+Pv3dj5A8mAtrcnBGsIIeec/kzdfhqTFzzWRbptGloKRtOe6t+lMEgO1mFb57wR+Tu7DZGux0Nixg3Rv50nNsE1LHElnB2RYD2O9mwH5zMBqiq1Eo64pAm79LDDCpwxkAP/bOUbqyvh19nuiBoG6scip9cwvSt7h3j+9IzkLbwL2i9pB/KDp8YapPxdnELugIEAent7YoYTFIXazAM46GIyOPla22TK1CXpwOh3dcgL7DBFkojbDFJNcY10cylndbQX1AlDxi13eifqQgQ6+5Y2CNbUG1VApaQuQSINZsQ7iFht4cjKyDOhjLs0SeV+TdXj3ioP1AbKgg5/rCnGfQzZzIrDHfPVuQ0BYHhWckM4/15nvYHsG6wXo22bHeVIPHAlmGY/PQCthGsBwVsLeC/mUQNE+txLwmYgnjmcOEe0fa4Yewne+Jx5QGzGoJtu9xTWdIfqkcNgkH+ovXBamAAOAU857qX6veirR0VeCB9ZHwnJAHf6M4rQ3/sm+H94dJzoYNLus1CH1DXQ0iGoMEGy8KuVaZ/ePErvto2Wj01MYgL/oaNk0gbqpCmd9qRpGfEr928WLkPPm3CmxVfYZILyJTcc9RLBO0yCwsQCHHbOskFvzmoccl3wZQdjmC63ogOWc6/FvjMC7uaQRERXDhLM6W2U7GARvw3pNqGPTC59ZeVljfMkBttWN9djM+DiF3rvh3ZD08cuURdL81BS/EHYDcy/XsfDCjFZH+YqufaDBoGlqrGa9+tQnbusfCZAxF9p0fkZnJKiEIARYpAxLWIz5gL8wrziCpaC7UTSyxb/mwldAfDkDW748gMH/QS3cUid+M/vU0ij8IwqahD0MutaCxKR1HX7ciasnjGN6fdalffXEZ6r/xx7Fps/CJ6m3UZupwc4wUcdX5iGpiMytseCwTek9WGZWwIRNf14yATCYYAoxKHb54djrs0k65x0n95Z87uslMKfe/4bkViL+XhH4PNiFxVLkoCzPzAxpoGZ+MjjIZtm85DqM/kSOduG844EseJbMR1KjAb397o2KiCvX9lFyIhKAiO/gOSf/py6Q/ImmQOp8TfCPJkfJg2BpEqLg92kkF+diObxFbyfFHcWvULGMZoH1bOzB/y00UdOmBhoAI9D9oQ1wO7QDAX95+EL4KLZ7OcMojTEjxrHKsui7swUkbdVie9sE/p0FaOnt5afwvR2KLbONB0+6143ynIqUXQF2tEwHgnpoe8LSJhXjHsub+EjtnCDyjhc19rUyCL/5SQr2gEp7B1zH5yhGM/I64nvIwRjh8dWYLNt5SoSQoDDQh6+FminFp4y5mvdkfNQ3TQdOChYoydsBv93ZQvvdgyNCjdUEnMgvQ6FrdC2oDG/dFmqq2AC/WtMI/JRelGiOWnSpnLAp9c7zQq9irEzsfjcQkJR4fFg0DbcUxixFxOvEBu2PvJvzc4So405EtsJ0WFrRoA9/nH0HWGKy1RMOv1YTPDx39fwHguNa1zNj2z76Ebl6EoEs4eEj/9GYNypceg6onf1rSaN40BLd7PY3G8ipoqzsrJ7hGEtY4Ckgd9xdsuR7Q3SUs2cDbcgnUjkRjQoe+so/BOP1R5vWl6XpcebCNmXGbSYmCjc8wlfFWYEG4ct45rMDDKj/F+kt+s/NKEP6MkKisCJnDxnGTX4z5LQrJV1iCLsdvAPw1Jwgb7wqxoFvp1UgDm4txtw24wSnXnGNj/gsA7qHsiVRFqgiUSnzz4DlpILp8MgHyBiF+u8rUjDV1p6H0X4yAgXX3BcAavyCEFmcwAFhb8pypOvVUitTuhec1BsyLWwaKSfT2HwpNY4o5CDft7vc9nwqJXMQjfuqNJCYvrrhc8bXi6zjORdXpsr16PR7tryyBjDnMhfWmMyuRPqsHXn/vbSynwmAg1yD3tS9tw3y0Ypr8MszySu5zQfi+aIvFXVskhtkUyLDLYLDmwkp8/EVqTSky0rdDrhKzt1o7KGy5NQi/G4YhyF6MPta9iNIkYmwVKwQz60NuxZ2fWbfvyzWCIuta01BcahwlAhmEAfrjE2cxumcwusTdP4djZWI7WkON6NDYsfkL1j1TTlPIV9nRcP3fAfD6qdHS2vyIVP82P5yduR2nai/g0iUhvU9sbDgmjhuIQX9OR1B1FxSOWQ/1CRkkNeyetRyhYeflCGd5gwb2+zdh4IhUZvguztoGjbQGSd/3wdSMQwjxbcTZEW/A4OGPjBsb4N9cgFMRQVDpaBR5PYsq9UKH+OS8Ik7YqqAnsYJESUE1Y7j1Qyi1dqT+qYTMQCG+mxT+wa4KNbuNxr0GM06MItZedk08+x6xBFG4JO+GH3zI+c7K6j2mUAjpxp71MnsHhjaPZb4gOlBCfjUqqxEp9wQ3uVOXX0dx9Rh0TXbNrerc9oAjjZAaWOHDXfyvb9Z+HC9jgYdXpA5fLhSnWYqTR+JF7Rco887Hdw9+hSfrFv4rAH417OkEjwClJ2GBvvK/vm51VxlDrmDwxFOswEjTaPag8VcQmVQKqiPLIa13ZXeWqZqRPExgvDVKzViUPgLfdJL1ZXoDJN7t0LyyD3/Uq2BUECIedqH0jQlAr1gC2ARLL7mZrbQM5w3pMNAkXpDbO9zeT7IdhDfNuvw5jgMOsPL/JmSG0yeI2aLdAWDHtqaA2Z+9jpiMG05CsyCAh1a2YdhB9owXCo2Kez+iMTgUxZ9x8cXclx0VMdjwRR3GhrMEYib7GwAlnssxz5YjOJZYHMQXhf3aENjzM1Ccfhd12t7/CQA/+V4WXVpbg7BeoUhfwIbYdLnYgZEfOTEkC+HXsARUo2E6m2/buZBc3wF5A7G7uy90YQkOFmXSwg6NHB1a4RznxzqgXY5nt8ZCZZbi4PA6XEpvg77DgMM7WOVN+MsWSFQ8pwprmbWvzQN1rBoSsApKXi7jR0KmlCIyyRd+4V6gbTSsJivyrzYwf5LCWAcd809DrlTD/HMmKC+5I0yB3Ck+mmC8XiK4SHb/+jf4RIxkCdIAnJTsxx1/QtpFoba+GgqPxYhRpjNTYngjC+AtXsSFfUsUFHO+x6RWV8s5qYtPgeS4TbjO1PVU4egXYkBKnmmquYugRz7E0YwXXOaBAOBo219Z28peDKcTVPFT10XCOvk0Yjpedrt/r0ZtxMluy5l6egWF4eU+Q13qJB/sJURYbQpOH8GyMfNx+eMbemN8fQbO9zyEQ4PYGGi+hFvseLTdgteS/VHlIUPkRRpRG3rj68EvCp6XJKvFfYiw+Hr4seG9Dq02BQxmH4br3UvVwhmYuFywoktXqIHM6+oPPVCaL5zxtNoO4xodKCWFKIMVY6s0uOZBPAHEShYZZcdHa1hQ83TiH/BUubo6z8lsRrC3K0B01vxozSa8+/0mrE+IRVtbb1RVPorUnuw8MgCYptG362okBR2F9ctTSCycLwLAxkN+OLvhUQcAHvxUMeovafBhxAeIDyxCiTQNFxdb4X24J6ZW7GBA57vHvoTqe+DgnMn4TPkWFB5aHFtEIbL9DoI1rLLyxOhE3OvO3R8XB+K7P3QIC39IJBt+s2QO2n1cyfH21z+OKiPxVBXbN9QaGz65ehN5TQ/igZUnoPQm9KLC7mOetlBo7NkTtFaKwrE1OPfSdZjVJsfZTYiUfVvVWH7EE75hFApnq2H2c3Lj5M5vk06OHc9MhFluw465FSBcSiwOd02DpKAMWBLNZkxxKTTwwVenhQuCPEABtb4teGLJKgTXa/DQzmzcSsiE1tMPI7fa4ONpQ/kKM1pNnvg1fxy6eNdifoqYHLJCE4ZteZMcr5u4SYcVPf8FAD81e2VR8i+H4qtsA2GgXZnwnBsfIr0NxdViVD3CWlHJsRmnj0GYpRNVZqceR03uC98UlhiKFJsdmPeLCr5BSmjfPI8xv2zBlE9C4Bsr1s7zk/3h0TxoEsZx7+SBDxe3wmufQaNFkwGdIRZyqQ7BAWdQl5cInVcTrKNZNzF2WdCQ2KXoWt0bapMXM4HE/ZmQtAytlGJqt7OgaTuWnS5BuYY90GeeCIR/R+fchjRSBiuxoFsXlNA6lBnSEGISWCWttdl46VQrcuxCvx39f+Eo6OeP/QMBFju2ziXelInfaCMMDUH45sje/z8AJrk0cy4hzZNlqHYudtqGe4sOQNFX0KzZK1Q43b4WGmsxmi5zsWBOTWK1++zC9QhuRLeeZ9G4twdT7QwJ0JsJEBKXg0hHQEcBvKFnFv/h5xugCWKZt9uKk1F9YqKTgpKr3Mm6wHzCyD0CEGbmlLf8O8Uy8eKR1MuC4Jn3mHkOYsiviBbauSM07GnAk9I0dFi4mEIAZ+hPEcjEkwIrLUAbJ+mxlmh2fmxJNtTWs312V0KkIRjpycXWO51csphd8Bj0pIsFmLg/V1lk0HnNQeyQ4v8EgDsKnkVVr3PxElqN0QYTPghfApns/lauzu10zgUsaBbZeY3zysfkKDYnX9qGSPQv4ly8Ok3to2laGKTiy6ylVY2FURfxykBiiRVri5sNnvjux+mYOjQAX0r645w03nEZkqoJEM6k9QiXNSBIWodUqgafmceiBKyyisSXb7VsAk0R6wW/KNiehQbWIiZeSIPCfEgDbTlqLKlbjEbKC+mWvQijizGycg5itYIgbgprQ8Gnu1GnUaNcJxAiHaqag1JdN1EvRpRUYMGdXPQZEoewqPsoiIhlK6MZBk8rCm4YcXqPlmlLjESOkwrzfwLAmyZ3QeW9yHT/Vj9cmL4Ht3Ebfx4U0rV4e6uxcN4EDNj/AIJro6DqsRKGe0BdWRKrXLoDWLPFqcb4MbkZZELUUNZNrCGmFFkL16PbF5mI0+kxOeNv5HefgvKYIQirv4P0m1uwf1Ao/AtoGCXhuBS42+2aL7frcBtseAMpfihCP9v3zGERd06C4EIppBYK3v4UvHwlsFloGDpotFJ23JpuglUpYbZ3t1tBGL03HnpKibf8HkOT1Jf5PHaQBLEDBJKWLvqNiO/4mTkT7o30gCdlw7xdYtdVTUcYDl38FqHh7l1OSTspsx1BhwU3Y+UC8flLnjHu2YM7elYx4tG7FV+PE4Ou3rJeWKR7FXsSf0bWwOv/CQC/EvZ0gpoBwH64+j823rDzyRkcXo95z21wnHtmCY0/IlithvzKEijyp7udi67D34SHUsf8jigMZ6YPwPo4GTqcZBtJmwLywApYi5tweNkJVISxpIE8V8UTwxJAnK/Y44uPIAOsNhmKLNGosIXBzkR+0wik7yHWdkYAOU6tYo9ttmfdEkLQPUlMTkgA8KrvlrqNYyUvf2n/NMiVQqgFe//YIbHRmLlWiKFnX0nDoA9BxfXdqOnahMZvOwlK+2fh2Km1GBb0CXM0Ge0PgaJY9zpSFCorHny/hOm3uNCwZY2DrTQR2SMuoaNy5H8CwEs+OGsprqqX+UR6YtBLrJeRV70VMx51ylbRSbKtfpQja+LuG/6SCyzIxLkugSiLIUBaWKMWswStDSqxdMw1PuOuL2YcD0dtsBE/zi9jJrOqohEXjufAZ7QNvgOIVMTPMDeCX90GdUlsgeuUp8PNSuVHS7hhJVIpZO/0hynVlaRrUs48DLKw8YReuXnofsMGqYK1iBFPge9CBPfJnLIG9Av/mmm7rVsTzLNzhd5bKDRds6Jr710YohGnXeJb5H1rHHxuCVw0/Oe5D/jh6lOBLsC1tuwyQpd8i2PpS132Fg+At5a+dB5Jyten/hYJ+t1ViD63DjRclXtGqQarRgpu65vGz3KqU9jttyo9cO6ej4s3B5mbGBLzWDINNYFl+GHm647f8wqK55otMMolWJZCCOooyFYr8WLTfMyIFxiO26JuoHQYCQ1ytgCy8y6AX34JOcNhcrfzWT44BnCmBc71sE3atEqOWxfFMc6WWSZYZxG2YApd9BYENOsdJJgOR3qS0qm2BxYeZL02X+yxEVKp2ENSIbdjyVAWTLLWcW4YOskApII3v/0VP8bFoa52OnQdSUhI+BJVnla8vpak0KKREvkGMiLy/hUA5ygTvxm0hAXAb4asQI/QOyhQp+HaQivkFf6YfTiLEUrfPfoF1N9R+HPeJKxSPs8oL+4OotGaXIm4OpZcL79bME6NYS3NiqpYvPlZI/rHvibas1sffAv34jtxFwEo0afgcMNCt+Gmn2fdRX7BFATEajD+3SzIVa4KArtRitYpCbDluXqAkkNXrrAh4adbaJ7oPkEwGbPr21KQezgR+d00uDRQuOOZ+eBXJCevd/O8itFBe1z2DnlObfDF6z/sdzmr/ux1CT+PPYxBZ0uQnl2LvOie0CkDMWkNoJlhQ9M8K241x+JYVcZ/AsD/yQIsAOABMNBiF4zOrSca/ZAb51D5iEA04WlVI03nypTnNB7wT41G5CSBXZd89+F+BXJrFYh/7xS+vFCGnWVnMH5rD3ZPcVctLzjfa2zHT3doSGLTmJHms9cQoYoN0ic1EiGP01g60BlgowGDug31gcWwSW0IaI+AnzYUMpucO/TYza+w0nilvgl+Sfn47HINLtfp2BzBZgoL/w5hXP8EjTSFHrFqzBkdBhNtwxF7LaLanoMHEhyT2p69H9Nvk/7wsRKClsS6+SfQ/dlN8V8IsMhzffRTsUV+GSdzHsDea18gc8gyqKJKMemJVIRdEwvgh3/NQX1mO7JPfsrEALMWYKBfzlV0V4sZJPl5qhtwC/r5hPBLKHn73kRBSAAa76jZcWfApmu6IjJO/eZuRe0aMscUupM4Wzde03XwxTvWCVhm2uYQkva+WgezJ3sBtxcnovr4ZFcGQmJp5vPTcQIBYyXiL23eCuEEtfiz0WtALTyTWxB2T40Hvo2FxMa6yjsKRWP5wHjcbmcFbPIdId05Ri2HF23GPhtwjXchdZy37LqLXHIFpn0/4JZJYILl642VxyFD1RsKqlOsMUli3nM5lKkrEPfCQ6L5f7d8N9S2fqjzHY7kYXmQST3R7sYFWuMXiNCi3iiJOFesLX9OV9PtTDoBwAFWK3b4PAAvtavSxeUk4j4guYBnmQJcNItkKOQSI55KYsl01NesmL9/iiMfovMYro0y4kRQJ7ckmsaVmwmoeuEF+Kv4mB1h4K/fmAObhY2F+lOagvUSwjLKNorXDHeSCR1dCKF1+MUqKLV4qZl4hPTN/M2lq4YqGf6oGIDf9UPhYTdimPUHKKwqzCp8CQqSn5i7SRsm3kbdQ9dwpzoIeqd5+7ngLdg6ecf87/wVdGtqwYCRCQgM8XIreJpUNhT0ZS/s84d0uHOR5MyjkCFRYZfMgIb/4ALtAMBtfrgwbQ+aI2rw4y/ii+WJRVMw4shsBNVEITT+M2ja9CjO7sd0y1YJWM9wfqSdRqZGaoZ8qkDgRdigVYVKxG5JwYLB22D38cSZEa8zVqFRxz9ASawc1R1qyMxAgedrqFW7EoNZYccxexUsjFKRn09gmPkLeEhZVzCi2A8olkBmkIBW0NAF0GiLI2pIO0NK2PdMFPqdioIBcnzi9zDKpCGQqSgkjqQQmiJ4N/DWX6T1Z8cAACAASURBVLJemhLkqOqlwthTDUi5x7ob8pNS05COGxVPQe1xf8WQqtwA75uc14CchnJ2p5hAmuRGz4KZYhWh9mAj1jxxSzSiE6wzMNE6E7+mf4jc9CoOABNQ7QqmHS7QDgDsPg8w/4LnPxWnjNgR3giLlIakYiA8Tr3jdv15pm5EbIQADn0DvRCUloZzTg4LErMEMo9qZl3enLIB58OiHUCVCHFxQZ4YxcS48+et4PTGC68tVh8YTdWQWSuY3xILL6tM48Qijs2d/Cs0yBODMmNd9ujhv8bh8GE3YVg00PuBvRjz9M8uZIykJenny5B0u84ppR077zXVi6Etfgy5A4tgeSvLsRIl7R64sepD5DcuRe/QD2CnS2ClXhBZo5KHtKD3NCcCPafW2q4MQ/2dSFROzoWxZMx/AsBPfXq0ubisnRn18V8OcdQ296FSKHRkb7oMBxqmroQloLbTdzR8y1NQL4vEyV5ixavNRqG5zkOkQHA+P9/+MYnhMPn60WK0+rJndUFOBXLLChG2mOVXcJZFmJk7XwvqB8Kkx7o/OQNgvsXOMIlXkPB/BgR2gX1pd7T1ZHmjnbsp16vxdM7LCJWzisaU9cfg46ScdwbAAXolSkxDEalmwbL5wRzYUlvYOmka0nxflFOlmBG2C0EWQZHhPKr+5+ZAXdzPZaAJ+M17QMz+Th7Kv74DSW/u+0cAvLns9amSRKqVAOAuf++B79o+aGue4TqZhOF3yFC0q1i5+ZNBYxHjTWQ28cQ3amXYfkUggnOuiGylr3NI9gvgm7kvoIGQKzjJj742Ox7qoPFiCutiL7XQkD3phSMjV0Eh5Yw3NFA4ZgV0oZ2zI4je5BYgs0+IwTL7ESuQE8LKvb8rcOGIOG2mPdgO05cdoDjcldnQAaPZjQUXQM+iQZh3YhlqZFqs7L7TBeylRekx7N8IsEhomtmAP+4cwCtV/igtfQ4KeQsiI7diV4QOe78qZ86ozP9oAWYA8FPFaLiowRscAGZcoN9m99Cs9XlQmGkRAP5K+RLklA1N4cCVB/VIL2WZ4TU+Smx5hFVySsxSRK57Ams0rLs/X272+Bv7J7LeAp33zC+V78NiZzlPeMDJ/JQGnjkI6Ju6wjNQjwe+OAkpF77VWZay1ctgr5eD1ktA2SnY26WAwg5ZqgHSUFbhIJwFgpel3SzBliemwKywY/vcctBSh+rCZb2T8X0k8kv4yIUQDwcko7gcwL9yOYD5X3MEWPW+bZi1/SaCmnTIju+LnqckiLrrxeQA1vQAfssfC43FE4Mjb2BIlPj+vVqbgpMVgqJpygYtPkv/8J9doF987Z2K6LfOd6mzpUNLu09HxLdRBgOia46jdLw4D1dPTQq87GImYudZouRSpLw0VRgoGrhaLsHKIwr8r8c5TAgqweHKHPgsVKDrZCHW1vkHj285Db9+cyGREuY4Yc0wbnGcEchhZ3KklRW0a876a0GTzYNaGo9VGJDS7QY+v1qJCzWswE4EgAdOd2J/5i71NxbGwkfJHiwk/ZF/u5h18/cDB7ChXezmxWvArUWvsvW7dZhx7rVwKY3XLcEvqu3Yef0ZHM1+E/3GLIYyqJFNg3STAAnByvbXb3dRm9mOO50A8MDbF5HkLXaB5t+mD29E3ZunRYtZs384LkUvQsVlwz/mhiP96tr/ImTFduiLA5mmvCql4MfSQ4rKOLyGdztWw4/WMHW2hllwfHET405BfmhoDkbxnnmQ2Hn3K/FkO+aOAy2MO7QDHHNnN/cTiYcFwbPvMZbfhz6LB5OywWnDkb9qY+/iSa+HRTOxUrIRE2x5qIUMq63uD2uPuBZIukUj/c6rzEFdZalCm70NnpQaflJ/+EtdmWb50DWPUVMRfLkd/se7OZpjhg2fVh2Ej/5VVITpkNKvBhKFzG0MMHGBDinuhdLwUzXa8pcaq7ufSJfaWVfq36zxSAnjiNjuhyA7zUmEIcztSiQ/nxP7M4JVdYQlBtN+GILQVh+XtZCvtuKDpE7WNZpGfbMvenuUYfN0Em8rjL2mPYzRWDpPRikdgJ9kQ1BK+cNCtOic3oj8Smm3QE7ZGXf7UbYizLXdgBdl4S5fdieRVZDaYw/UjlyHbAVWPQVNHmEQXYIWiQfCbHnoZTuEhLZeGFojeGzYVGbcXU1cyyhcrgwHpGx7S3UJOFy1wGUd/7KfpPgAJs/l4ljIyxwpQdh1X5zWig4uvZpzDuDRMjXWSDvQcMMGic2XiQHm471spWGwcjHACltg8cZJkbqqgqh0v3ZfBwDesesEmlsEF2+SC3jWtScdALijXYvCbJbxl9YB5n3uAbCWtiL3ETO6almlWPa4v1CccRk93xmEnoHFGJh4GadHvgWTyhfxRccRW3wcWyZHI/aCAVZ441LgLtgkrqnhrtgbUE+8PDoVFZrRlf4bEea7oORahkWW4ydj/pJ+IQyDj7EW6UbKGy8FPMvIV17BFNJmSqH0FAsF4Ya9SNZ+AW2wFMUjPOGjteDRrcSqJhYsT195BXbP+3tqkPd532gHAcGM4qcPBWl3ceMlmjZc3p/nWPutoXpsfyxb9NAEy0xMoAbhtx5rcKt/GZa2zoMknAfj4vp4APxa1DNJKh+FB3GBvvo/VsB3V5754GvI5IJF5ExgGypVJsDsBY/dGyCxsuCHdJ0/dpXd9iEh5rhDoCVjPSolHX8ke8HCU/iSNXK3C1RpV9HxywVsO6eBgXOD5u+rPpGByEhiLUuOwr2Mz9lNzmCtsR4GU7PgpcM9zN8CqcmhSIx35Uww6FV49/13YTA4KSjIq+yA0kuHpVvmQa5y5hlgO+rTqsf47eI5IK80W9Qou7kHtNEbeYsuw/xQnqPZ3n93x7krj6KydgW6RT0OK70PNvzK7hUuLdPoZ6oQ0tW9t4Dt4mjkZavRMb0CdNEkeNGe/xoD/NyqXXfzc2hGGMh8uicC4lmF9bjXqhF2xz1gax2yDXqGjE5c1I0R8Krrij/6JkDvIyi+SZx8U7XaLZgmNUw6E4oBt/yw/oFKlMboHUC5ILsC5YH34N1HuKudrw17hwXUZzdB3dN0Mks4yWCcOM6uDgpyHx94L+2PlnQSlsB6n7C1s/IMZZNg3LWFGKpIQ7u9ASk7LyLSlgyJVMi3qzdU49eovSBRb+nl4SgMXeQARIY3zgByYS3K/0hB4eC/8LDqEHzs7uNDQ/78H+QtrrG3R1dEoC7NVTF26egK9Ft5C0fTljryzDM9oIDI5lxE2//K+mTfpaFdZ++1Tf01ShJ/5jB819WioVywWjvP3KHUl5ATxrriL0nNxNBIVyUQ+e6nU0Gw8aF+ThWQ/fX1HZbB+lL3I9g/ZJ0LQOynt2FPrC9aFUR2oiGtlGDAd32wMv15kcx8d+prMHs1OIjq7nfmsDPGEZbxHnCO21aQTU0mGh897QmjgZ0TXu9Ffm36ugPows5+vM4MjzYm6MnNK2lMvrAIg3MmY3VADkoirzjrz+CttGHRf0h/RCoubW5BaVUWphaFMAzQgYGn4Jv+Fb5sq0fVzhbQKiUGRv2Mrv573VqADYf8cG7Do6DvTV5dJw9aOnhZPupPGUQA+Pi0WNh7FmLYkQp0KdMxAFi52oZDs6fhMdk69JLeZHq543UZBuUcBwmZIhO26ZG+0Pqw61x55FnsvOkLOVn33PYzqnT46ulZMMvJOInLiaYZyO/IdFFW8U8NPheMhCJvKNQWTPn4NDxDSK4NN1wqvCDK7Un2985vcxUcL/3eEznnYvDntEp0cC7ojhNDSBPPtK2H1xWMDNznxquAfVOvnIl44G/Bi4F81uahxfznVsJLY8TCjddgpyS4kDoCc75g33JvqxHNcjXW5o9nWjo06goGRYrDVrbmTkQll2mEvHza7+34pNdHbB7gFlZOc1l5b297oiVwYol/Ox2FBhsvzN1/S8QZ/kZZP7GLWaQ+HNGmLg4gyk8mD0zJeCcsGglViK+oBcsPy9HUpMNv/fZBY9Rjc8kVjP2tGzzDlA7NEt+SZr0Bzx2rQkQqRyrF9ERwweDhH/sn7UgTwvzbIWXxU81bjVl5JkZnw7MhF/HltWqcq9Y6Yi+SKlQYfksMZFQKCV6c1QU+KgJ+aVhoGocszYjXCTG9Fm0TJu5rgY3LUek8mrYxd2D/acO/gl/+N7w25mHdo/hUtQefHN6M8vphGDL7AVASGgsH9IeMJNR1Kqc/L0DppGYUXlkKTUECYwGWWExIu/o30sMEDbTwE3bBly3fC7sTMRdd7IdT+u9RcaMFVuN94sO5vSL31KFH72NoOshKjmGg8YyMpEQRl7WSodhjzcAX+m/Z45WiYFbZcXBZAywerCWYxATXnB0DbWmiEw2+wHAmbE9xzLBo20poBM8pgI+Wwvz3kyCzkN87oSqyKNU1QMg5zPVc4bhMfKDDCayAB23FQbsMF21Wh27BOf7Xf3QRCktfx3SO+dHlyBCp6Lgx4B7ynuePuJcfBGURm8m/7SiDofIhNI48gDSPFFi8tGhNyEGKEwnW3VnR0HIxwNWBWaam2qX5Nd3Ppkvs7CW+UA88G/20y/65/44GxpqCkGt3T3TmnA849mQwxp5yL6S/ltyBCg8xCyEZ4tx7XXDsoc+RHspa/8ic26xK3Lo9Bzabwsl/XThFdbQCJ6WJ0EMBYu1lcvverzDjTCMm5jxCw5w12zTsVqD6ZgDean8IVQhCtFaP7kpWQJle/DQCTGxaJlLqp91E/fQbqKjzQa2dDY0gZ8fh6lkodXKTJs96WKxYdfg4AkK8XHMAO7Uze4gQy7PGiQCri1yBE4p2NB0LgjRaA9n0Cw6vB5IH2PzdA1At2A1vY2rH72NDipqy49NVRpUDAJ84fQ0FBRWODBGZfbtjWfWbDgCs9MzD5b8JwyJ73FsO0SApernhd/xBvt05vhLD1ZnMedkWUo+TT/2IoLORiN6dhIVDN0MbEoOr/ZZAZjFi2Onl2DI7BL75FgSW26CTJuK271ewSMWeQ1b9JhxWDXWMoejS4RSWXbPrQNVpoCR5/Nr98Ob1O/AzssqmcmkIPvWZB71EBc8gChlzJZAqxGITRVvQv2UulPYa3J3kAatahgFXW9DvhpjrQdsRin2XXkVk2D+H9wQeaoDEwq5f+QQKEufHiRfRrTvIyeFj0ijc6VuLrLFOLqwAHjE/hwSPQOxM2IbrE0rxom4aIHVVApJ33Khrx/X8E/c+8FoaJ1fJ5P8GgGcs3YaICMK6ySlmKC2yIlkhSVo6HKqzr7Hz20mO6TGOuHAKXi+eCiXkI/sg10lfTedFQ6JogyzyDm6O/Q0XurOKOf68I8Cwv287UtP7QcKlBRLdsbQTGzQNhEZo0dTSCoPJCrlchogQL0RG+DkIrzpv5U2b5uHSlUwnPzquKxSQOXMnRj7xC+DMa8AJcIMP5yOinFgZuE5zkndJ+VxYKl5g6ru6/CAUqUIQfOPXi1Fmi4Cm9A9ER06Bmf4YNFgLDV/mfcG7tvPShKCsth17ADcL9YiY1oCm0plMvCs/dwHpLej3zXV2Dfnmodh7H8MC/cJPm6/k3lAypp/kaXGIGcoCsT6/NSN1l3i98m3QpZxFez9CIigW2ZTtAfCtTMFtfyNup/aHXSac25oWBYwk5Zc7cZaEFZR4oXeuL7ZOFeQ38mxZQQ1qhuZAwuScc5Zmhb/byzSQvHEVsDkDX/5qZN/IrInx0aAXC6kEBX8Bbk6tEqReG485yjHMB95HDyCpJgRytTiM7oJ1L4q9GzGoIhT7ff3gHUA8wwBragMsDzqd8xYaHp8Px/V3vsKy5gtwJ6VIjGqEb3cfj7jn9xjo3KRoO7n7ZYxZXYLDvV92AZohbYVIU5zKfWPLsR5dZ+81T/01Sh7/6xrIzxVDV37CsY4EIAhci9mAk0krGCXLsMg4PNkz0y0MPFvghWyiyHAqrK6JxrzKYchsS0Re9HVsmiD2COEfH2O04+sEX8c5QdVR2H1iJcLsQaKldHfaqzAzJFPuwKjwcoc10Gld8HufUbbVROOtt5tgJN48nWJBbcMtMC8VAG9mnRZGK+mMe838q9u+h782BC8m74BUIWZ6/i/sz6TVpG0nL9xBpE81upx9GKWlL8DP7xIsk5Zh1a9FMDVaYJ84BP2KFiMjaB00K24h8Z5rDPCxzY/CUjDziFbqNX7Mrr9Q8FQM3s/4iHGBJhbgk3FjYZ1/GMnZzeh7sZ4BwPi1A8enz0Yf6hoWKdk47ZPzaXhThYhoYfcciQMu6E7CPyioL03E6ydC0E8h9so8Peh3kP86FzJqP1V8DLtd5tYVmjzvDIL7LriDroNqIJFxcpmwMt3Ou9gLRAiKKL0Yib82puH4qHq0BZodXriiNcr9QwYLHuvyOZQS9wpE0gd3BFg3YovwzuxNSMqrx+gThWjyDUGDbzjGrgmAMdaOsu/M6LAosfruROZeGh2VhT6RBY7V22r0wS+32dACvuUPrmnBR/0+/WcA/MnVmSZ1Ygvjp1lonXzfDcFXGiG9iroUV63rgNZMt8mzuRYhoFckwseJc6pZbCRXkxKvdz2CdP96XKkvRaFvPYZ/kwiJjHdBEzbLjpvFONjohZAEQQjnt6/D1M8dFo7PHeBXoG1ncRBbr5/Vipd8rmHVtRJcrDGw7l8UGObnKecDISepBZh7gK1x/qgQpMbxFleg3m7AvaI+8Avi3Ldo4I+sK/ip3L3AZX1nP7CId8ni2yFcsO4Wvdrug3Wm/uhpuYmXd9+GT0AJ0ka9g7CrPpi42NX9vGhqPc59Uoz60pFoOp2JcO1BqFprEX7zMAZHT4JUQq4J4eDjR7h+8Xl0pLEEJnw5k/sTGqssaC0V4mP574Qtwn6SOuwA2g4IMcajJDRGdeJjqpb4YDz9JpYatmGI9ZajGTpfK44sbYJFQVwnOU0iaLSWpaMlry8s9Z6wmzi2cServ4Nd1GGAo0Hifn1HVsJTZcHcT+Lh3ezklsN3VmIEIg4DUjPmeZGLicXHq2VrMdxSglyZH7YaxURK/AFPKS0IXJSH1h370d+baLhdzirnG0R0x0gjD8Gv61JEfcHGtDuXn40U6koGgZ79O7rqB8Ds1c4A4B7by+BN1iYo5M2KBk+C1epdgDxL35r2iLoICeeiO9BoxfKQR6BQuFrm7tdKEgdM/nPXj2Tf2xgTzrI5B9Z4Y8ZPnRQo3Hh2SGg8k6qDidMz8O/S6RUI0BlxZD7nIcE9r+8IQM5d4kL7Hwm72JPNoYwQlq8dCV1PIiCoVNQ9kuO0+rYv3mqdhUqatToNM5yEh+Q6M9GLct+FxClei+T+NQdpcbM4HBYPtk3kdb/cewNW4ibtVDIra/DkjWwkpobdlwFa52NGSRrrAmTQ2bBxOcub4A8JmhUUCvwL0bppEOQLzkAaI461M727CLLHNyJANwjrRvoXt9xIjlfYFDhDiKoCm3H7ThGyLmY7hiAuLgIfGZaLAHDulWHQtrBCJWMFPmAHGRPRHNPA3x6N6DOBnCHsObfn3fdBmSXIeHU4EkMLMbT7BWQNfREdXmEIbCpAUu5G/P5wDGLPd8C31g4r5YNbfj+gQ8bu+3jdt+ii34FaaSR+9XkNLZIQ5p3OCkry3Ab7XKzc+gvKmlgvmSBbO4aZ7uC6IonJ80uKRE5h8NNSEA++ziJTqOEQuus+gSZUipKhLAnjkxtK4WEkl72wUK7nzUGlNg0+hFn2PkXeaILfeXauyB5XPczHuwnHZM6OCzBwafDIc/vm56I2WuOokWjavzVuQmHkHfyZvBntmUYsMAy77zuLWjpwuP1I/Zea50KkUin1bwC4+5gcjBl52NE1C23Dji7ETZc9fNRbd4OyChY0fgH3GP+cy53eNSQUlwd3BekOY8cxyWE/nQF5j2xo3vgIZ/QeqAoKFJHwkPrCdRIkJj+M5KQLTDsYaM8potm0NhRkChr9MnkgxU+F+wPSZFTgm2+fR1W1+7khhNHPbZsHL/9mnvzB0ZegWg1G7nNNk2KxK1GUvRmS9gjc6lEJagUPSGh0HByAwhsz0B57FrjcgIiI4TDSJBWSMI+R3TQY9jjJmdm5zWz/rJufw+mWGxgyRYGiahbE8XPnn9aC/t+yAFipLkdhwFYGAL/04qeNdzqSGC1RRN8QpM5JYmpP29aKXhvdp8myK/SonfMB0IkRVmpSIbAwEyQO/EKwEmUpwv1Pxqu5Vu3wBHC3+B7d3QUtfmYcG9wEAx8rSAM3bFdhiiKklM6pj8RgFx0W4HQtqL3lgNZM6LPZcfKQgk7yBV5KBTzZ0DJxPbzlV4bUK2PRG0lIVEWjtfoChuwsg3eEmCi0zpyHHREnEKxTYeS9EOztPgMKCWslMz5zDXSw4F0iueMHw101lA+tZgiwBKdNQTIM+msplPXxLsPRESzD7o2sx0nnsm/tDIzcH45L3dk0N87FW9+IIfLDFS//fjAmdta+jum/RarjX38bqGuFtfk4rFo2tMf5rC33vYJtmYsY2Ya4P38ycKxbrzqjlcL6rCDYuKwTzqDSy+KBD/PnodW7AV/OYwnchMLORbDNhusRPmjn2NXJ955Vauw5vxLeFjFZbVXvbWhIPuLY5+IYbyeXeEccutApiVWJmAtL4FfVGyP/XCrIbFyonPlJI2yjLSA2IDInQSYbIhrZeessN5KWpxcNwtyTy1CsaMaPyftdxnxOZguCvf9b1pSftu/FojA12i5+gZaWYUhI+BTXeu3Elq9LmHZaP34OPbb2wZiA79D4eSFSbi6DXB/InP0Vw78CIcH6e8uj0BfML7ZI5PETb2zG7cxB+GrcC4gNKEVt3QBkGR+H+fNv4d9swKRdpQwAtq7X4PSUefCg9Vjh8QbMShqHF8tg9KbQtTofkU2VqI70xf4HCfEkhcjr/rDeehzrGjxAyQTVTatvHVY9OdfturzWPgKX28Sx7Lzsyqtap+2PRECLILP0f/Q2EoZVQupEGsdX7m6f8t9ZTFKc/7E3cu8FYd8DVUwuaOcwB3cNHBW4C9292DOwcyHt89YG45WfOfZmpyP2/RmbcTW+EBMO5yGupBn3olIQ0GBG+r4uaJlmRcOTVpRqgrGrdAgzT8+mbYYPYS3myu57o1DUGus4+xQyO55fn41He27G6azv0NLa073axRkAV9iGwEgL2iPnQWI2NAGMkhLoZ5yDpUC8GNM1qVDb3QVYs7VQUgopL7uSddytlmDf2RaszGDdQ/aV3UKbVwfG/poMSsraDwVxhsbrf15BnUcsgrv2BcX5ejm2KpfXiiH9cNJgCyxl3PHIaKpoDJPWYISiAquuVrIxvw7CJRoPng1AYBvHiMmtsIVjwtA9hleds626adNC2vQqKDnb96bsw5iVzQa6uyuWdb+AGlroJp7JPRgmLY4398UeNGLvFS9cKjz2rwC4ZkAbjqzJRWttOmr+Hi8CwD1C+iFQTYhcHCoDx2VvjmxB1esnRJdIXtWTKK8dgKobbC5OQS5wdWQJiC2FV6EWdj1hMmRjnv8noxDQiRF6jnQJ7trj8LP2I/hSvKaPhllF4/BzDTB5sZZgfs3ZaSnaLINA0ypos4NgLAyATS8FQ/tKWi+hIfG0QBWlhTKhDfIAAxR6KWZ9EQ+/Wu4gEDQi7LSEnQRULPAgAJiUNHkRtprZGNLPZaHoMIpd/VnNJ4XAqXnIbh6NGZVPQfbPClT2XU7ATdnnTYTnXITvGWctOXDPUIssywTklgXDc/5PIgDcc1MpPBsJAQyNW08kwIJABJX2hNajEjnKgIa2AITwADjQZsdG1TAE+IiZp++7IEnMDE0hzRhKMrg6mss/r5IasDhR0DYv/GQUVCZuTDuhktP+FvwU4+riVFgahonh2Vg7hYyt8KPmpq4oKR0hsLs7GtkJ6YreI3zn5V2P5MQjkHZKhk4Es4KbofhcMxXl1mA2sytFY7h5LTygQUbDCPRqHOlYyy1D7qHqsXPQaJTI0wmKq7y2dJyse8Dhvse7OH97+AQ8zWb0HdoVofchwHLO/1uWZ8KRLayQnUwpkCe3CQD4sZOQhouFYPOPU4Hx+xCsH4Z3+/hU+haldHEGwO3aDmzedsSxFaOiQrGqdQ3UWh8Ex34JD59stNRHoPDmYMeIWq/RsOU7WXe4byy0HeeX1aFHBcvRQOKAO/xbEbO1O4Iuh6NP12sI6S9Bdi/WDTzzyhrkJGtwq6cf0ndpOCI8Cq3yXvCw1UNlq3GAFUKOdEA1D6fVUxwAmN3TwBF6JDpM3lh9dAWulgq505ntQgO+UTR6PSSFRCooI/itJrO3YUjzJOaMyJ2ohsVTiv7XW9D/mrM1jYamIxS7L89AdEg/VkC7z171O9kEOUd4SF6u5AEwN0aU2YQrf9x0jKVdZcWaF6/xjk7Mkg6xDcc71iW4mnwGZyMP/ysArmkzYzt9sPGbiueC/gsADhnYiDlTSD5boRxT16M+gO2U8vRbkFUI880/1WXYW/BRcW7YToJs/4Ru2J8eIJDRVISAzouFIvM4moa+hbPdu6M+kHADOAvCdkRrrWjUHcS4sasRFFzGcQKwe5J1h07AgIEloIjrK9MIVyuqwajEqZPDcfLUcLHbs5N+i+itSVjNrA/eZ+thL3SH+DzizzyEVAvAlddgXr39Enw0DwK0FBd/2Ql1OLHasy0xfDkTBfp+uNEyG/39l0Mu94a5U/7f0U9XIKSre7dkNIShec9UnNdlY9wMDxEAJgzeYcPqkfEBaxzwVNWiPWLjpQWxdQOdAXBgN3/0fYJ1x3chwhLNLqBLOY32fgc6fQoEFGVAZvRCVoARhemDRMvaZJSivVmssHOuYNrxMGTe9cON7u3YO44AfaFctV2EJZLkABZIkZhv72MV5j/vrJxy1Mj9jsgCMosSs28+jSR5JOSUDFU5GzDuGOAVNggSopB3GPFprPNdB53CgJHF4Thib4V/9ItMlfZQHUxLSIomoch/T0fJ0GMYE3wIE4JyqAAAIABJREFU8San9cDtTnVRJvyzXEEsqeHUe2GoHOiae7etuQyn9/zvvgDYS9+MAfItrW/8fi4gds7+lulrI/x5ACxRbYQhP9mt/uTL0emwS1ih/YeR0+CrcD9PxQ0KHL7j51YhndmSiLnVQ7F91CpkJ1wQwh64ISFDbveSI9df7NY9NK83Vlxf5rKWDL6VKBu8Bkbfanb/MopQjuiK23PO3h4qbSh8KzMReYvN4VrX0Yz5J94XZGe1HdZHzbCOIGzE7KTGGCyIa+xAM8fuzTfCWcZ7dev38NeF4NOYI2jxEXuYSiQ0nh3e8I9heGydNFraKWzM2Y6362Jx+RKLKfoPGI9vpCW4tY2V5yzXdyD1YT0DgJtW5iI1611IrKz8XjFoFSz/x9lZx0d5Zm//Oz6TTNyFJBA8WLDiVGgLNajB1qi7b38r9e7WZeu73SptqUAFaGmp4e4aCBInCXGZybg87+eeZyajod33/gcyj99y7nMduc7SJFauupSeo7eXe5WqYZEA+ETl5RwqvwfbSpkgTeQB37v0YwzPVlD+0TmYDmbwYvxjmPLNrLtaxjAqj4spZXKK4b7SXLZPHYDR5MTz04v8/fBBJiSEO7LeuOUaOpOj65CL68NKIkVv6Qhu0MuWFWDsUYet3TGXH6XkohOofB7hkKgZP9u4KCVr79LR1WCk4UA2lZv6cSjfzs4zWhEBgqHr3Dd2/moNgfHM0tZyRY5cXjKyBcD5vJ/+TunhcK4Hp0ouf6Rye7h+0U4E99muodOY9aWZpPpETj7nwjrSw0914yjrLIxZAum13VfjcAerEvRLd3Lla0d8AHj1hvcx9VUH+JldV5jjBrX7UF2n1J9WT0kEJ1x4EIuGHkzX7yRub7jHJc5lYFTPyLBF24uX/H09YOFZGELqAQc66ZWf1Tyc9zVGjROz08YXVbtIHq5n6jMDUGqEAhSuuby2voyNDTbyR52NNj6QBxPwMfihnR+rJShdKP0F4gWrXILSyShVB+NUTRxo6eLDQy00W2UmYt8SkiSG1eiZdigY+izCnm+9IIectICFXT7XJbnZ1jaKFJU8oJKlnWdWbmGtuyQ2m6W4puzvoAs+L3qiBIGfvKQlzrbO5VVvGc+1F2Fa/xGJySdP6wFuGt+NyAPubhlB7Y/zyDcv6/UA5ycOZEBq36Rljfeuwz4oQAAi0d5dwoG6h6ne0YXkiaLFDL6+f3UMHfEbPVvCc8lv0+op8AZDIk4qk5jvvd9HUPa+5R/+clb+W0nw6x1tdOQEBWhACbN6CrB5ikFSy6RYfqNMoJ8C80Rng0v/1Y+0+gh2XvGOKitkbgSdrCxvUI/jv/r5iNDn5co3yPL0sE+byddWwXIXJP+QBxgSxteTPOUk2z5dwYLEGAafmMs/+GP8xaMpemUEqo64sDD4TXoHuw9MoMqWT+rVbzHAPhGXoYeOIQfI3tNB0YYWHIka9t9SjL4tm8T6YiyGRg7Gaaq7kvX9lSFeyo/cRQzL/v263qGvutqj5XpnNBmWOCfbUMflhbLyPXhvHjOXy2R0sQDFq4VWdqR4wg5pXRJbygZSkl7P+mufxaAJWu6s1hSOll+E2y289EGrfcAj2Xsj3/PkhyoUbgYN/I3kFLFBBESrfK3XoWD5vrG823O2nEvsb2P4lSznQVJsWVxcfbtcu1yC1vMPcmqBIDFTsHd3Lq5g9SMWV92LyRle4mhyzSluPHDA99TJggArKwb3QQj7s3j8L593U1Mu5zCer4rnV5WdIwEP8FWbUfUPZy51fnQ+ivNWkN45iwdKjGU5DcNHGNz6Xg+wuM93qzbRUC8bcFJSEviiXVjNJbKKn0eEQIu2Z/UluN2ykuWuBs/WQF+FT9LvLt1J3sgCCg+OoXbUfnZfshyNScuox2VAdc3UJZwcPp3KgbMwWDuYvOVNvhw+Dk1KDbllwXUabtv3gyJfT8n/P6EazmHdBA5rxvKlckHvS9S0DGNn9Sycbh3JhlaSx2RxUHsLUoyAxnh3FSO7/g+91ETbADX1Yw3kNlm4/LtTYevJak3jiy0LyUzNwqjP8r9B9KTVnrKTtL2zl0RJma3wlUAKbZLFxu7lB3p/qh3VxqoLRL3RYDvP9hgXMJTPzn+NFlrpLrWe1gPc1GPnc8WPja+fuCtTpdaqf88DnHt+I5fMWorGGVw7x6VOdvaT/1aYszCseA+FpA7zAKYM+Zq8gg1RyqNOpcJ79jhqE8UaEVqzEunQAOg2oIz/gs6F77Fu+HDaUuV9sNcT5fUwyNRIs20FOkMCJSN/IT29Fq9Hw6Gy86ivH4nBYCM/r4FJk3eSltqOw6Gjrq6AdetmYrUbeqsHyPf192Ho0gdK563gnFvfRSU8oD5dK8DX4WXcphqKywLGyWA4UI8jk63rX6JQP5D9j69BcYa/7JVfEal+5X6qTtXSWvM548YKAqxmXAhioeB4z3/2OCpN6DoJHvPWDGTvJ6UccNdxzY1BACy+YO0VMxj/4j4Si2VjQ4qhCUfepysuLjh16f/d+8+6/fZhvZvieS9N6xV1V11ejcYaGaIYFGstl7yCK00A1WDCvK4rg6T6YezN1XJwSPRe3tmmx+WIHVmT06Lnxm8LMDiVUSA40ZWI1g0ri74Jyw89nZfIN4YhPRgeRikPcLw1lbtO3E+SJHtGO03lTH5/AwlZ02TW5xB75zHFPn5O30K2Wc85FTk8W5RBSdzZvuscCw/iLQwxcjlVqP49mvK//osHGqOjEsU1aWtuQF83MnyvkqBptAGR/xur7Vn/FidPrOO8ZclsGiETT4W2REsTk1KXd//17bXJuXOX775ycf64AADW5r+KefPUmHvjlsH/ZHPBEt+txmbm8kCpMF6EyBr/PBWazb/XZQa3tojn31U1h1xXIi8svA2nwh0TKLekxdHsKzUUfJWrds3h3mOxPYviEU0jVmJLrsOedApJ6ULh0aD0aNHYEkhoKSHjaHTU2oG2Ezy49Q1ZRhi8OF+04s0Oj+Kb12ih0hskRYzsz7HHZ3DF+rs5pO1g0ZDlUcCqf4adC0eaeg3Rka6X0Dm3bVMiUtrnjN10ORUVj5KaupHBJX/n7j2VmI/akfKzcO/7muHnVHFewhu0PF3N0KM3oO+WySBrp7+C+o1Mvtx9CdYjd+1ApTjj3B1fUDZ1Iq+e+4DPAyxCoEVeqfflZ3AOO+XLA77/6W8pfGM9Fd+eSeumfJ6If5kM70lW3qHCkiyP8eC6MrI6ZaOTyAXuSdST/dt0htWcw1+6QucBNGVW8t/rb46pZgW8wJG7mSy1AkYMGHEoiXF7oiNRs4e1kdq/k5ySNlxWDQ0HM7G0xdFULqcyCaKrI8O7OTa4G1tcMMIxlsoXeKYSN3cVPhE0CsdQD4X39yF/mavQOfDVhE18fOZqSvfWMWlrHXsHTcQSl8T5H7lRjHbRdK+cGvVm2UU4PBomJm/mrCHHe2/R0Kzis5rrw6bVhCI7E56s4Y7SDwgYLAy61miV9Ynt1zQkDW3MFd3vIIE698yYQiH4o4ed8xOYeETQqQebuH5891jUUiAEJtpgkzw0n7yLo3MIxbpfsrqbu/rJxDJtNjO/NZbjzfMy45VBqHS9fL++4z0OF/ct20azyYbGkEBKZh4TBw5AodGTqHCSobBTqm4jVSl7zcIFNNSbHby0u763zFHoAhpUp2PGPmF9kydkbqqWG+fkEa8PBX/yHavxYG59AIU/Rq95zzcsKJfLHPQyVQcImoRyfkYFns/++7v5v5FhSLebb2V641G+12swb/oPCQmtfxgAV/xyM0Wd72HobCJ73ypyjYUMSpffMVazF7XR+Od1IYckNh55l5OV3dga5Q0sZvNbe5OL6kiq6MJjCbIfGxVq/qzyoA3xBHcQx63cTD9XDTc7ZeU94C0Q/zYMtrHj8i5cIh08jKFS5F0n4vKm4vIm4pUSRGErH1jVKDrQqNrIP6bn7JdCSw2IN3aD4RSk7fKFPQfaP/W3cVRTxK+KF8nxmKnWJPOqpCfJHszfDDxfhD7nXr+PA8fP48xjD5IUO222zy5SZa8hI/F+sj4JhHwFtb+vDOns3jEKm1dP6oJ3GeCS8/GbSraT1GRm+Nd1mPLjKJ9fQGLVMPSmVB8A3h3v3mxJNk5TeYJA7D6rhqsKZMKM/6XNsKdTKcX+qDn5S+lvLPfN3bn/OYPMxtQopUJIFxEKvSLLycqsUNIaOK/cyvM9w8lNNvHVZW8yKitQr1GBx62l8dRomptLfPktsaS+QuEhPr6NrMwjpKULBvVwzdnjAVuNlm+bJvhq/Yau+VRFN+Pt76Pz6rms4l4M/r5yZHVx7Dm5nE/NnlTaUuPw6GRl9LhpOL81Rs4heGz9Fgq6ZSW3/+AMho+NDt8MDX922r0seibImv+ENo2X6WZvynE6Vw1Gc97R0wLg+/ppV+Q6Rs2Ls8ZROWofR6Zs8T3b4XCy+MtfcPoB0Vve9yiWBpI98LleALxv3YU4HUEjjf0Lb5DFO2RitGvtfLf2S85/60G0Dj0br11EW1ENg94YQ0JVMqnxHVw87ke2zbgfS0I2Q8pXoj94jK8XFjB8x0kfK3R0aFRwBAJhiUEbhvAWKsgxdJKstQX4xnxvVKU4j59U78actknOPYwwPYJGMmM3Kjg620hOk4Urvm/yEz8FQDcs33o9Fk88eSkTwuapTHTkVzZcXjICpY/800lzrgJlRFW/7tpWjm+SWftF+/nSY1QPCTJcit/+YfsAyWjmh6mf0Zlgpm1gx+8C4E/1P5a/tf+2ApU+zueG+vX8c/CGhFmHdsLwh44wunQv6TV+r4DIh/R6WZLVgqRT+b5Idfx8dNvvCwOYemM9xVMEq2iE+1uSyElJ5fD04dhC0k68ZQPQpp3EsW4Zpmd+4dfS0ZiMQdki+k/jdTDYth+bcxbNtjdBkS6vxjAyFPmRAe9tIBPJx0PonxqBMnqh3ykOXf36veQPkfNwQ72RCq+HqT8fI6emO0q5EDwf69e+SlZKAT0lDmoeC93DwFOXyaFFD7Hn4NWUDLiNtOQS3NLneKQv/C+poN9oE9OuiQx/DsoZ85qz2PGzkS0NJv7ytIOqxiCR3/qrpzHx1T3EZcuGXgGAtXmfPX1mQcMT/7zhoeUb1JPmBex7Ux4oJSFP9jyO/aCdEd+GgLoIg4C1eCed02XQFOq1Sa2UvcCfTx6OSx/u7fO4ZUboviIeBAi+68si3zhsH93Jj2fJe91g80AG9QykKr6S5QVL6dC1hYXH+k4KywUN3bHlN5Tngb+GrSSRas3irsr70LsNciyA5KH4gyUkkok+Obwko727gvf7/+wjq7zkaAFv6E8wJO8Jmc2+sBvnwqARSjxIs3wYzZnljBvzCcNsMXKpPSryFvujlyJsf+uejO397eluYvVXd/m+5dKlKn4ujfaaZnceY1T2Wh8AJvfzt+8tG3x3/suvYjh6Av3Um+n+/PaYfa9Wd/GfcbfQmSCH7j8w/UrGBcRzGDERvL02vExY6BpJcRp57Nh8towQNYFF3fqItS3SR0S98PR4ThqEbPA7d7wSZ9SN5K/7biDXnCFfFkKLEvqMP/r/tw99w7dV6/CWeHA+asNPkt8bwZfi8FLQ0uOrCRArxUpUY3l48bsYnPH8tehHPAnNYZGYIgDopult6H0kqYEWAvUi+u3DFeXMyauF1S/3hj8rir/nwfflvHHPRTPxLnqaEU82M2n/v7Fe381g5cTeOsBVoz9At0jL8kNzpY4Dd21EwcypP35L7TWDmZO5jpsmvOsDwJu2v476pg8wX7qPgoNtvPy3x0m830z3xnG0bcrnwYT36e8+xLHxCvbNkrGDzmljYrmc/nhgdA5bpxeT3ughft2zvNMYMUGBH895g52ly8N8AAEp8EvbnzhhGR028pE52OJcvU3JuN1pPnKsmC0C1W6b0kZFsRlPwEsc4WGO6O7eNX9p1vvk6atOO23mxvD+2jR2LnvgOQZUtDP753K6jCkcKp6A2unhokUeaj6R9cgmWxKLj8uGsBsGfEhWRnDOb9pjYKs7PMpjjtdIyg/b+HvBJ73jlZ66P3qlPHt83iF9ZteIwCI54Raeo741e9Ffux9Kp/jXr0gj3Auc4kxmqDU8tDN0zoprh957IWpDjKQuCTbsaGZecpCJeFXdIWosHUx7fgDpI+PDYNBNX2ygpcdfF9A/Kv0TdSwsSWNoioF4TdD6JQ73uN3sOGVhZWUH1Sa5U3tDnv13zmqT8359rIWC2TjbwI1zclH7GGEjhYzE7p6Z6JwyoPeam7n7+2MclaIV4sCkcT+/FK6IZnaMNWsCoCvPNYxXXHkcqHFQGa+hZ+ezGLXu/wkA9+98D31nky8HOC0um5LMIFV4rGfXPfkj7rRgns2pjqnsb5pLw9Y4EGWEIlpoTocQdGMmraDjl2AYuDiuMmTzF3cHCVIQGFnQsZDbgiA44A4IWA9ELbUZJupKbJiyoq3kkZZp8VqJbWqmfJlJ/Imz0FiNoG+WQ52N4XNVnCu8v9/rzuVJ9VKmumt9m/dTumI8PVXBcCD/PFGqJTKvPIRVm8j+rz9kYVowbCusO2KZyXxSy0XCrDMoenkUSlt4nbx2l5lFDYXUdsnjEgqAm4v3kdjVFgaAkytGoO1J8gHgXamn3rfG592qdAbLJwx2uflvygIM+mjG1dNJqBsdKfwake8aOD9B08X8onfRq+xyLvB/pgWXRITSJq4R4dD/LZRDCeNdHt5dX0+2zc289EH8qhno2wwXjtzM82ctxaBxEqcWa1mB026ko6sAizUTrdaCUukhJbmauPgA4Ag3Z3m9ClytKiz1ej6yTudHh2zcCZpTJKa4FpMotTC94VIf+3NgKdfevo7uiVX0tOmoXp2OZYYcVSDaJ5X30+MKL4+RYHfyr1/WhnXh8NI8+g8J9rPYOGqGdWNJcvre4efFXdQdk710AxUa7tGm8LDUIQPg9Xlopp08LQC+LEP9SKlm2HNJphTacuvZeklwQ1yzfg/HjsuGhLney7hDuoeUQa+SECeH65bvmImpM6hIufaCt9w/WKFjJsHi5GoKn3AwbNOZHJu0mcOzfiN5fzoDFo303asgvZaJU45RNuIKJKWKkQeXcrgjn0PXtDB4jTWCYd1/84DGE7qufYMT2FVl750wXqmUElqlB5N6EJsTl/j6TiU5UEp28q1fkO1Y7SO8EvuULQFOnB1PTruNuSubiOT42HToYo63pVCQNk3mO4jWD33fpK+xkbA/mOevSAPt7AjvrygX89sRzM3B8MqP7t+FwxBkh4/zDOB519OsH/M9JzMr/jAA/sS46sDbe29MVmkSCsWC2HrHREzHo2tKi76Y+Opu0sZ0MmDnAVSeoCw8YGvk0CChYMnvbfjyK5QRuX6DZz6MRtQDDrQQLab/6BK2DAx/pqJViya7DtNTP2P7cjfbhwziZGamH8DI2FPrtlBoO4xB4aLTs4B265u+GqiSIBz3E4/2Yl1/SrDv8YEfQ1eRmAZKSBtZxtVPPEWcUWYc7g3FRIHK5eb8pQeIN/s94BFhufv23o25ZR5Z8fHs/2QJitRAxJHcL6Yjw9jz7nCOHv47s85c6nsPh3Sj4Bv3Hdfo3Vz81xp0xhjeWDEb3Rr2v3AZDe09bG7s4dF/uqlpuaD3K2IBYGPu0genFNa8LgDwRs0Z8wJjlDE0lbE3y7nvogzSn670700x5KgvF/jqx6L0D6VLQ+qJcezOSeLI4GA1gYAJqMekxWrug7hSeNhFbeDfcnyvtHVMBz/NbOkFwKG2aAGEjySXYVVZgmzOAbKjQIizf02HkkQO6BzCGFMpY9uDBiil2UTB8l9JtOiISw33ytrsTWzWrMaj9FLSnMI27wkai+/FqE7xiQvHfTuQkoN1oJW1ySi+K6L8ode459RBwvCRf1TUXZlkrQhnmxWHBMfDl8v6h8nxwB+71r5BQ+UG35+XfKPjN8ECHdFEHeARORtkAJy15KJrV/VbOfKbt9GXVxB/wWVYvl+IszFIsBh6efWIP/NVtuzoyUrI4JUpwTq9oef9dCiRytaInP6QE85rLuX8llKeXngzNlFXLqzJs0ApeTmVGU+zLqjPB/T8CyqncdOBeeRa/XtXX3pLzF6SfzygOMFd6S8gneEWBd+jWr7NRWK7FQHB/RQBUaL4ivV3Mvb4mRxOqOOjIsFYH97OGWZiWE4fKQkR53ZbJX4wf8dtm7OD4c9nnM+SQY389Jy8T3ruvQrvE3dS+F4HM1e9jfeaLgZqxvUC4MoRH6P/VMnKY3O9Lbvu2iTBzGmrvuXkjUUMlpp4+ty/0No+xgeAE8esofnpZRiaLbz/+HCUaQtx67SY1g7lnoRPGezag1PnZeWdalx6WQ6NrNxNck8ndq2Sz66fiEunJufHs7m5agZT7NHWiBfuvQh7qOwO+ebVbVdy1DLWL5eDZVYDpwSMUUJgJ3RrmLY5nayWaMbz/aM7acy10pLl6DVSBBMkw8ujiXv3QnV/xMI5ad/2mfcbeJfCujHc+JUgvvU3/3z7bMpavpi6gWs+3UWiycGB4nGYjKmM2Owlu5/TV/tXtD1t/VnbMIZBCce5bHiQQ0kc+3TLaE6px4XcWuLy+jwS6r7mobjlpwfAz1VevF+f1jM6oDK2eofS5R3Y57QX721tUFM228sk5PqyoW2kqQSjNyKvIkSwq/QaHwjuq53Yto+JKUH39peVO+lwWCmclcLIW3PRGNUc3N7CIwf3k9qloiPZE8Y+FwaK/IqXDGgDJMChJA/B/5ceNTLuuGzpFiHPs8amMLkk2b9gI0IzgRavk6bW+3y5v+7mI6zcuoM3LX2Tnojne7Y/BemWKJ90LFr4gI1roek+Htas4MkW2Vpq2fU08Rrv/wiA30fXcYrc/atQK9VMKQgtQRM9Et0zj9N+edDa6nZr2HL8dRpOdmOtTgoJRwteG6o2JhadJNtdgaUs2+8FkI9mJQ3nXsvhsAcKwHwDt6L0WLjXvgQtAiBHF1jvynJSO9JOT4qH1v4OHHGBPGEFBrOSEeuMZFfpiO/6Y25ZAX5P6Yp5lm9872NHxZvKJExOPxmOL+QsSH6Ws3APXd5M3vrgM17t7yIl1o4bvrbDvlM96D2ye94nbVm0973D1cNrx2fT5ZKJq8I8wMV7Sepq7xsAp5/8t9VQeLfSKUIVg1bWN2xpTMy/sk/lP9b6e98Vz1Puvr38o1K2Mz1LzquZuGowo7cOCKm/GY0ydia5KY93MbO2lfGnOnrf5Y34PB5NKEHys6SLKwuT2rh44F4aepK4YfRmZhQcQ69y+RXmUDOkvDKsLi0d7QnEN9mQPEo+7Z7Bd94IFntJosTzM6Ms7cypvUmu+SuaBC0XyDV/vR7YuzYfd4kcoiXufqD9DDa3zo7arKfU1HPDgXDqfXG7vFvSycxI8llNTWkOPP65UV/h5MePu32yR0CUV/UyGP1fAPCcNPWDU3XDXkvsTqEtr55tl8iEZKJVVTfy82/b5bUlZfOx9AVS8QoK48WcVtDaUEjVofDal45lEr4KRRHDJdjsn7v1N+bklZDcnMPaW0SkCgx6u5SEE3IY7PgBuxlVcJjqAdM5PkSW4fra1RwfeYIBm2xoHPKakatB+R8QCnajfgsMRzD3TOzAIp/YpUggw7mxN8c4ECtrylFTNS1ODnuO8PyKux2vH8PmitHkJo9Hq/GzecdQ7hRuL+k/hOf4K/IUaIU+GrSeoLKZ2L4sSLZUObidXy8LZyU3enP4p/sZvpglM4z/UQ+wDwDvu9Go1CQWi97a+eA4Og7IaQihTRyb4AfAeYdPEGcKKrwWj5PvjY140mRXknbrfWgqwklS4lKO03+88NRGK1halYqGC8bh0spyU/50L1pVh6CLoeO6xbh21VKdncqRwlws6kSGjfMyZIyX9GwJt8VJc/dUqmpKqd83GndjJgqbGoXTEPQI+0szBb4rNDXKq3PhzOxg1nWfMmX6bzGINOWKDhd8to+4HsFAGp301tZSwt6dL1OYmETFI2uwTA4wzge/qOLT29j49T/p1+8sivIu9NX/dXFfbzePPLeNEefGJqTy3aWhkDWvj8LscLOz2cIj/3BT2/q/AOBJ83yxTP68uRkPT8CQKsujqf9qoXh17HJZ4njDDQ9FzAj5z/iWAuKa+7FyeB4d2TlhMTHCgN/REofwBvfVLlyfxaQD8tquyrey5MIG+jsH07+nMEo+NBoa2ZS5liZDo69ed6e2A7WkJsWVSrw7ngGmweg8OiSll6FdI0h1BVNHlHY7KQfLSd9VhjF+cJDx2b/OnO4ePklbgk1lZ+GBgdQrOnkpX8cM40Lfe3hGNeGcG9QJxftqPhzN4asWM01Rxnhz7PzQpB2XYCyPjmjs6K9l5X/6hWU6i1dxOSys+vS63u76QwA4/8szL/8kb93E1e9gOFpB3JzL0JqLaFlyOZInWhfJzFzFw0NewqmTZc9zs66jnyoa4JlsSj7dFs6u75uHPuODvE4fOzqfluwTfDr7xdDggDBPa5zkJUetYVOqnnZddArbvKNn8dddNwSnSN/TxXdOY3wrS4f9wpbc/TQktoQRlobqsQkuLwObzLij3L6yhi7KXF6x7i5KK6djVTr4x9CluEXyZ0gz6j3cMCUYPdXnRPYf2FzdQKLjIIM3zO0Nf84f+3f+M8jEwYdlmSDyfynI+cMAWHiAp/z4LfUBAHzeX8MAVdYt/+Tw4CT+804DaUeWU3/5NuauOEBp4ir0XYXoOvqzb5aS4xNUPr3faO1m7Ak55WrztP4cGpNHyZ4ueo6+yWuNXvS9pRTlj1ox+0X2j/gpZii0mAO/tv6JE1YZvoV2deSWF8i3FhklOocStwpcumB0bFTqgr9PY9jkwobhLD/p1emmjbEnlXsWfYreHp4u5lF6+NM9L5FXXetjfpa9v+NRu9xc8rZE3dsO3FmyyH/rsBxDMtTdAAAgAElEQVT+fM+oRcQbQndIiS+OXBAsf+RbJHBbVX8czZ/9PgB+vvrCI7oUq692jegEDxqa28/FmhQr3zNgXwT9NuDvX+DsCKe7VnlVjOse6wtKDbSwgZFAmxRH8fVnIcBwZLO7oGXvTkYnVePQ2XFqnTSctLC5uRJ1hpK4TC2tB8xIKmHhkp9Rk2WjJsdBbbYNp4/wNwigei0ZgbCcED+yUNgG18czodyI2qskJ0XLzNEpjBgQj9L30tHAN6AilNWfjRQ3Bk/rCao2LuIe6/U4FX2DL29uB54Nz/neN1YOQ+TvoqcF+dVfnEUMcLTxQY/seQ0C4EfJ3pUUkwVazgEuo7tlJCIEWpRBCrBAi3uMyDyD1LjYFkpx3BvnpO6JH8NKIlU3X8qRpuk07dQh+RkKYwkkOTkelNk2ijrKcbUFjSF2VTxz9YlMd4QzTYv7vKC4iJ+9w7nH/iVDPDVRrJ/hEsC/vMOUoT9uwvxJM40crYLrkMNJRVuHjjXu8LDdAOlX3KA20mdX8PHS1+nfNYrrMv2lkU4jkcMcFIL97vIiCp+birojmnTjaI+Z9yovw+Vncg4AYPFFLTE9wCVozclY4hrZ5QfAqoDC4QMgEgaPxI/JVxCn8+cS/c7GJj6lW1Iyzp5BZAW6UHEj1wWWQ+au+uc0jM6EPwSyje116K1BBbMLNbenDOUHXTBfPFJOJBksXDJwH8l6q08pH5x6Cq3Tw3hVFdmKbrrcOraZR/CpdzJOldhggq+ikpxMdC9hbEcuk5ouQCMFCUc6p57g5E0bfd6qw9uz6SlQ+0h7RLN79Cyuug+HR1hKgwYyrdvD2z/+FjXiYsnnvx66loJvsX6ZiWN77b73mqw08CeNbOD4/wLAfg9wKAAW93pv0fe4XLLi8JT3OWaUrSP76iBg27/+Qhz2YBi0pxLc22LXBd4qdbDti5VMbJyMR+Pg2LTNJB1Kp/gD4QWWv0uEQ5dcaqZqZDDHPOFUGXvHbqFop43EU0EPWijJyWnzCHutk/Iu3nuu34ApxLw1RUntJAPOeCVjDnUzY2ukYiTRZUlh2a65GPXZpBsFEY086X1vHjo5JEjc3omuOehR8oX2TlaiiiCLte7Yw+ETcs3p9nwzK644hjPE+yvuP8xzBudlTGXLCNlzFBsAh8snkQMcAMAqTWKxOLrLD4BjiZUJ/9pNWmkn8Z3d5B4NDTWT2NBTw8mh8b2G4LjPVqDw+vdW/+IdPPNRNPpQkiD/UySJzLwc9k8eELZ+RJ69VtnmMxC1TXoFr8mOzQiq+3MZe0Ps3EnR081NeezdPYVtm87ygVmFVYfSYkDVo0fhkYmyJJ0Hr8GOJ83MoKGHuOSyz0hM9L+br5tC5oDwmmyvZei+AGFTgH5afn+vR82PK5dTnJKCJ9vCkfe/DauYJM6xnuzHjn9NpGz/vZx/7krf/uvyvopXEYzmuOLpE2h0kaaH4EjYDg5ny+Ji2m0u9rda/z8BsHw/8ZSiabkMnSuXP+m3zcJZ/2jqU462XPIvXKnRe6a4Nu3YBBpsNtace06Uwc7HCt3kZ4XuY68KzQluS3bw3oI6DMokRreMJE4l15buDeQIS1IKuWHkdhwy1ZPKjpG5fit6RTKG5KEo1cHQbI/TzFHbOtYXnsStlihuT2BibRo3p+9hbtbLvc+237kTKT0IElUHsqhXVuAas4M7mgIG9fD1pbIkkf31EzG/unqGkU0PR+Q5CAKk4+vYu+Gt3mtCAXBoP4R5gGMA4DhFOuZdpZh2y8SCoU2tMrN69H3sSJVLb80beiaXF8aO1NpRFc+uGllfiAxvFTKynzWDBysv4cCArSyd9UafvDM5Tg+jPPDqwOQg6V3I3mbo0DKjdTwZrhQKTTloPRpOpNSh88qRaruzD1Of0IxZY8UZQjgZS+MS7yUivTLbRUUVMXdi62X3fPsiue1yLeTFeRvZnxrOqSB+/1+8v26vh8VNq7l2Zy4ntn6BV9IzYMC/qDhrKatbO6l4uwVvRgqeIzLD9B/1AP8eAJ4x5UGWzSviq5+r8P7yAp0zU/nbgWDeuLF+EjZdCivvlPGUkD3pXc0Mqz2IQ6di04wBWOO05P82kQLPddzYFS6DhPf37Ruvp8cYvt+F9mqVdTibuy7A5BTRq0EZE6ryBR2A8vHe6Bz/5IwGzCHox2+xDMUtSlycn7GEAXGyrhF7LkBKdzYPvB9I4QhfC9+Xbue/s36K8v4O3Wmj2KKk/lE52mdP6wDWNY5mZPoJLijeFHYTMd/e3TefbqGH+luSWc/1Tfl0t37y+wD4ldZzepSacJft4Lcm8MOdsoAIjVgK7VClx0vyw5vo/Cl64vaz5JHv6qPshH98k0cUkHdBhIAIEaTa9nUcK/wBj9pDhjOO/NY0jjS2c6TWTIfZ02fpmc54F0eKelB5FGh8tU0l0rrVGBwq3+YreJwMDiW5Dh3ZqRqKsgz0z9HTL8Pg8/wGp0fksAaHuLIxB6v+KiSnlZ7fnuKOzitpkGQPnK/PYoAN76uf4Ln4UJ/5v6HKovxkiT91Pc1dhq/YVFHIAaNsaOjZ/jJJxnZKZjzzOwD4MJbOIqpWXEteCAmWuEeSPt1fDzjwTdHTt+WanfScEaxz6bHr2VL1Gg0nu7DURIfpBSZf6B312W1kVjT3kmfJPlslV+kSGOkJLzHkE4RM9QHh4e5KbnKsIN/bHLH7RmixUQkspwfBnSTwlv4q5qv2cyXBUPRmlLzv8iJ6ODSMS7yTKtlK7nUHONVczLuffsjLRS7SBEnKH8fbKBOPkZW+gMzPw71xgT77ot7JtjZREkhuMgAe7ZtPfYVAa3oSsRpOsTuxc6klKW1BLwAOEQ+3WCRuLrwzXOr8zl+hXuCAKA41A2XqG5hf9IHvLjqTinmvTCJRiii51Ic0dDkqyWk1h/Vdl0LDSl0mnyXk0pXtQZXqkCtKOpUo3V5ytW2M81ZRnNzMcVUGLoeBGnUWdaoU+Tw/OU7gs1S4MXqbGe5Zw9mnxjCyI5wZV1J5OPrcN7jSzRzdnUlXpg5FSAzt6lPzONYt+l5ugT54aMtOhrZFe4j0A3VkPJAK7R1Iew9CbT0U5uMqGcWi/wTDZEXub6rf4y0A8J6U43R9V4L6ogOoi1pCGNYVCBIspZ8ES3iAp2mHv5ZgTvaFQEcC4KXfrqG9XV5L/Slm2cFMOqdKZBWKkC/ZC1x5cGKYTHJ86YU+jFgvJh8lefU6Lnz1r1iSujg85Gfyvy4OU64TxJq4K5eepJzesUxsr6G630ocLiVFOx0oXXLPhRojgz0a4R2OAYBdGi2dAyTaB2hxxgvlQZ5UM7a0MqYsVHbI96pvz+OXQ7OI06SRlSyHbcdq4lH6kzYS93SFC2o96C6PFty7PpM97KJ9feNBWrOEMSbYxP3udT3KsYl76EyUw2lbk7vo6t/tywGOtKwH8qGbehx8nPxj5b933YQAwOK6gAc41nsHPMDiWM62nRgFQZi/39qcPfyW1I4nTQ5vUzaNwvDr82EKsTa+gYFTXgjhmfMvUp+dV8GwyRNYkxNqwBWeJidaZSdui4eui99BqbQyYMVw1D7irD76169Yuz0q7NY4OrtScTt1GBNa8biVuGwWHJ44UlNtJCXbUKpPbz8bWHaK0o018sMiN1YJNm16DqNrCnFqNWVvfodngMgFDRdAR974GxtWXs3w4beTmyWXcXN47weFnNfdf3w3k+aHE9H5H9j7kcc+mcnJskQOt1tpsrj8AHhO754fGQKdrG8mIW+JLwT6iev/unqrdsI5oT2mT9Ex85FAWUiJK6+qxdAVlBeh5zqyKmib807MDtf0JBFXNYQN/TNoHBAduWezqDB39c0KLW6a0q3h6pX5ZHRoOVFo4cczmzlubaFyUzP3jr2WTEMaClEjONBOqy3DtsZ97Go6RGdTLV8ezSAhczIqnV9n8F/r9TjY6vmePbmyMVWA38m1GdxiWMysoqXolHG+YXRNOYZ7VpCPA6cS6atiym7+iMvaKhkUVqowWJsrc+Wf0XTE0EEl2PJQJpXnRkc6bf7hcdpOBSPULv1SwU/jHoggqoLsjqOMyl0nh0D3AYDdJiPNnweJ/gJZIOJb9YOf5R8Fn/V25yezFyCbb6Pbx1vTMNuUMUuMCllyS/V5DO/px97B6/n6zP+EvavsjAhGhcWpFBxLi6dLq4ySS8GhDQ95/R/UHEQptBtrutmtljke5BZ9h/FHz+KyjXf4jm5MK+O73J1RZ2nVErfNCC8PGFviyL+ur2piSOt+VBufpMWfmpCfv5h1177O9jfrMZfbcD91J9I9V/vO/z0A/N2Rud7WPXceUigVo88r/4ijM0fLIdARHmABgDcXxbOuXzzbPk3C2PUiowf9kzMqhZcX1NZU4hvPYNn9KpyG4BoaXr2fNJP8fevOHkjmKQvlzf/iqeYs+oc6wiU4lVnBB9fchUeQbfTZq7DfNJUtnUImhTsDYmjN8siEGbeixz3Uq9w7OyWJXH01s9K/IVEdzoMR+XKC+f3//vstekc0UahZb2XBvS+S2WTi8m8Ocio1l4p+JajdLi55U6LpSTfWkV7sHjXvlp+P06PlzpGfkhgXXqvkSEshK6vlcnSBb5p6tJDxao0MgA3LekPWY+YAv9p1VtTKG//UGL58TAiP07uNUivNdMxbGu3RlCQmdI9DE5pLHKFNi85PG11EzvkRYYshX9Ji+AaFbifTVVloQuqFmm0u6pvtlJ+00G5yU90UEUISyE3xJx6ItSjIrPIydIwuTiQ1QU2yMdL73Oc0CbOXVLV0YnbcjzI+nbo1b/HnU9NpJyhMA4IuzJuVYMO99/H/ifyqn2sEZ/Vcz3X6r3mvJTiBTBv/y6DRX5DVf51cB1iUVIhwnTVNMPlYoN3OeGo/vpQU+94wD7Do4on556FX981i7MwwU//4T2Eyp7r5Mo63zeTUPhH6FmNTDelCYbF0SzoKx24nrs6GrTo1LFxmoS6eIZ7wYufiYZ8yjXc4G7PCQLq3kwfsiyn2htLBxxqnyMnlF7wK4TdUcEqZxveas9ivGcqjmmVc6JRZckXbjZqf3W7s/rkeaWnNuOwQ3jQFb773BWO08dyaLRi8I1okUoyQUvGzp1Hwnzy0zTJQlL/AH71gb+XjmuG024M1sgUA7u8SBAcKmgfvIaGtg5JvZBKsI/MLSPHnAFu1Lew2unf1pCsnxALAvSWRkvpm/Y6ShMC5jjSOeDV9WvXOzV3OkEQRIq9A1+DimncvRCX5I0b6MgWKB4lwNlzoejpJMLWh8vgFuiTx7xHpLB8QTCTy3SYiz6/XoxcWER0AwRJDkvdT1LIGozOZ8+quI8kZDCELhF02XLuF9rOP0t5o4IQlDUV80GNZby3iu7pwNkHx2gHm56gOUUjkvZiN0taFtGo1OIIblEelYVPzEI735JGidPGkJqiM+QBwXDVdi6eje3QJCkG9GtKcX82AnONkJBUzJ1394NmUvqZzGGIC4MNHq9mwMViiZ5VmAXG/riXj3mCe+a5fL8PrDUb0uPaB90hQ7PeGpApvGR6eGLeNm6dOIP1kIXaPiebOg0iS/x19OqaEPsFD8dVquot9wUO+ll+7HWP3en46L4msgy5SqwU7lpjFwRUTBggDcrrXGyHh0imomayjJ12QKQbt1Dqnm4k7TJQeid50m7qyWLV/NiqlnrzUCSh9xSdj1IcQL+mVSPupFaXL22vdED2hjUF+5XU42PO13LdthSa+vipo7Q4s5EHSMG5W3Me3M2WjkGhHimrQpCj6JMESfdDc42BR+o+W/2y7qSkAgDdeOxVrY2yZHAqAW/YdZao9PPLqu64jmEcE57tu3WOoTk4Ok1VJ/daRP0yQvkWkmIgyNRo1eVPGsi1D3hd7x0nhQasUhh837D9ExtjYnshIkRj82y8QQo0cgYO9HvqA8hUUHmLtj91YxYAjASU4QrBIEidOzKWx8h6y4+KpW7ibzvmHoqK27KdyWfN4Nidr3uPsM5f4RIhXOoiLR3pzjC99vAqDr8ZopGSXnym51Kx5ZI5v+W9tMGH3SPzfo9mc6h7V+5mRAFijspNd9K4PAN/2p2csVQlDoga29PphZI6QWVqFB7jf9uj9MPCA9rMWYS+MTr8Qx5Nqh9HT6GblxXNiWt//CAgOPGdYhZGL1meSaNGyQ9XIcvVR1qprWJA2FUtWPINSiuiwm1ArlaQaksmOS0ejUlPb3UBV90m+PvYzVpeNREnH2e4i/mGZhC5Ez5A8biym4/yWsYPa5B5fZEaOKY4zqlOYY/g3F2W9zmDDZN/ruMcdwXVBoCIFKFp1qL4dzoHb3iVP0crVbdHOF3FdXMX4PksfuXVKvvmsEKcxnMvE1tPOL1/e2jueOoudkVsmcLgovESbOEHrsjDt5DPOR9ZU6AIAePLPb6KtqMU4Z77P2y1a+0+zsNcURokiraaZVyddhkUny7JLhk3myoL8GEtIor5Ty4p9wYokkScZnQb+VnEZcR6dDIJnvhP0AvYhAo1qFUfS9HRpRJxmeMmr0wHevsNkJVReKOi0kWCLrtUbBE8wpWw2F2+90bfUKuOa+E/xKlne+E4K5rFeOKqT/uki5aEPj1JIR7TbrGyp3s6l+wZwYP8nvczywyYs5L+Dd3H4hQbIzcB9YFnvVZm313FZ06eYr+9kkHJsMAd45EfoPlHz6Y5LcJ+4qxaFovCS7jfZN2AaNxR9xQVDV4aFQAsA3CN5+fKawXz/SRnGna/SMQv+sv3/ep8VXz+RzZdk0DQgOOdEWaSJ5ZtQC/ZO4MNbJ3HB5+0c1fyXf53y90PIYNTkHeTjq+SUjd8zSmztnM1RSylWd0Ivn1HAsROmPQdy+fvy4IZ4fn1pXEo3Z6au8OX7/t47qDwabvnsHXJao41yHrzcd/07NCTWc+3i3dg0SRwsHu+Tvlk1bqb/KlHxsRyddaijHz+fHM+I9ONcWBye+yuOf3FkTm/4cyCg+97vJ0NpI60b1/Ho8H/LAHjb66SnRZBgvdZ55pmSQhFOlyjqWs0ey4vf5uDR9Q2AA4vB8OQW7MtkhrXeJkmkO9MYZBko77WBrSXMdC7/mDJmALmzRsXE2qLTByS/i1HV98YQ0GI6zW5aup3srzAh6uu0mtwMzI9jeGE8OWk6NL1EVpFD98eAr/i2+k4TrW3X4TyxmuMNTTxsXYDCq+Ta7npGO0xYFCo+T8rjoCEpLGRF8fhXuBbuiiHgIrrNrwgqUDKv+29kSzrSTh7lWGIwV820djGl5zxKfEq1HwBH13sNlEESd2945xwMrlNRADgvcQDFqcENPNbL1bywDG9ciFVakjhY8QA1HjWt2wrwOtW97K/Rgd3yHT2SiqHn/YTt23yZ6SQknKefPp2Fnk4MAeXa/xKtCiPXSrfT4GcXLfI08ifHT5R4q9CIc33zKFgWQn6OEpdCTbsimQ5FIsdU/dmtLqFWlesrcXSzdg03OHb0WlrbFFrKvG5+E4QyIbm+gRBuITAMA9rxTrLz4ef/pkCRwF/znWGMtVF9FmNqqYu+IYNnyVwiyNJCgYD817K2vayrFyQnwZZ79SJy7TJJSvOI7SSeMjPsq1rMggV6QSEBEiyn2sQeo7utM11KV3li5+76coH7RbMZn24ylnnVnO+Izj8KXKNROrhtsGCWlVu/fUnMXiYzW/eFO2I9T2vrRm9uR+swMXd2ERZNEKTFCr0L3CP0mEbhYVz2NnSNR9C7TAxvn0Rpy9loQ0KeA9eJsOeOqSdoaY+nxpZEiE3Nd8qS6jtod4SHxhkcHp5bs554lxyOIwNz+Y7J8xNJmBmPtOxH6IgGZg6vmi/rp3OFMp2JqiChyT2qZo6Yu7Aezkd7k5xTHdrc+4rx1urJKE5GeIDPcY9/TdQBjuUBFtf9+O0OattlI9HczIm88M5GOhaOI7m/zIx6YNP52C3hXnrH9xIIZ3ygtHeIbG6SHKw8p4wLDDN9ebQOl5kW02E8Hnu4nJYkSue30zJ+eu/rq9x2Snd8wIliGyfy40g94SShVY79kKPhgp6BgGLk0YApT0PrQA22ZJnQqTd1BYnEDokrv27GSGAfkIGxy6NmQ/l0alvlEhYF6VNQKWXDXC/bc8SeY9zXjaEuIm1nCKjHR+91p8oaqN8v5459d/URGguiQ4hvdj6I1N/FwWKREyS3HcOPkKqL5xqb6JfYe6gIgf44exX/3n5Dm4ok32JbffGZuC2xiYtCAfC2lmIuOvoJqZpgOsVBcwOHczx4kuV5JsoixS37KOrxOWc+Rqo2xIMespji9QYml4xkS6aayhC4JpOU9ZCs3IxOEZ43HTV55d6PGsNYPBexhYWEsdvOzO/LiRMkl5EKsH/C2qzprP5lEYNSU9mhtqP54hvUoXuV2BMsBg68fhcbf7mAs876jDitDDad0t1IyNFNybl25jwg/h9rnOQZWrN6CBW/DOFUj5Mj/pSv2x8aT49DznN19WhY/6dplPy5nNyzg57kfsVv+ADw/KvfkDrio8PGM0rSGHuDbEBKqXJy8d2hucv+nvUvErexg5a5/0LSCmN/sPST+L/SpcVYVcoOg5PqsTMiQLB8A1OHDrvtj/FjCI/w3Z8UoQsYNUMGuV5hpkFpZqeqgRXqY77/iyYAr0nhQC+puc45kodcfqLNEOOww1SL3VTBiiGVdBmcaN1KptZmkWZSMyn+JW7NXkKudpiPQ8A9fR2uM8WoyHuC5Oki7rlLOHT3B9hymrmhuZwsV/g69s17p57M7x5C3RNRpcA/LQ9cm8KBa8NL24lDFYdWUrY9WGc792gbyp7baE+Uw3Qj2/m77/f+ZV+jirwvHrh6eeFrkxb9E5o6SJlzPSqFLIMcDTm0fndBzIjAmmF/ZWneD723ff68G8hXxNZzfy5L4ESzoc+ox1xrKnfWzAmC4DNlLoLfS7WTtEpG2TwcStZxKEmWG9ERKxEiP4yKFgwuD6lmBwk2F5pQivcYfRYgvBLTV4Dfd4pX+cY6skWFPp9GqXB63Dz5WxWPxlXTseEdTCaZY0XkWmeOfJq/ba3CfMyO++l7kO6Y3/soz9QTPJi7iJYbbQxzTMTQLnPsVI37L7r343hv/cUo6+/uzpjekDTlx2XszT+Ll6c97CuDtHvf36hrmI1aaeOSCwQPgMT9A43EJWg5uCKdxOZXGDH8yTAvsNN9Br/cFL7+0rpbGF4jc+1UFSWz7tyhxLVrmfbLI9zVFr0PfHvBMxwavvr3EbB/rpdbxlFuKcXuicfiScDpFUTCsvgI8lMGjQ59GThUCielSZsYk7AFnTJkzfXyfYSPYFp7AVf88EQ0+PXrx6/OXs7qkfu5csk+kjtt7Bw2A7dK7dMPisq9pF9s8+X+uiUlH5bPwuSK584RH5MY4qwQT6zrSuPLY3Pleeu/94jaTC7YPYSeS8swfL7OVwd4z76/UdsgDOQRyX19AeBrpk5k2cNJHJwtvAjRMzREpqHwguqCpbjrAwXU5Q4VucCl3aN9Rc9jtgBYkMA4KJfCS2OHh45MfTX29b2/htwoLGc3cELAiyCLBLn9ERAcfo7ZrKKyfT6O/Us43mriMdsVvtqH93VU0c8d7oF+I7U/x7VG3yRTGE14tj9NH+S6Yd8WmIBjrRcywnEmw6Um9piD3h1xcjQAjvAAi4kxo4M1b8lGiZavJqJu6okCwIIMa1L+bJQiBq2P1j53P93nhBO+4FKwvvoRTp3UYDmR2XeQQEj3dTozcaBhvPNXH2FRqGB2x/fnaqmHIlcXiSEM0cLPKni8K8jkG8VEjki57FX0Z5hbDlsr8jYSJ9lpVabQqkihXF0cpU+dLR3mJuV6RkoNqPyueYtCzTuSgS53kEgmFPTKs0MiflA7yslm3v3kfZSuBF4ocmI8TRnkmLNK00PCJSPo/+RMlDE85ia3lZeqJLqt4QA1DACP3EZiY4+PBKtjYAInLskjqXIYOnMqTpWZ3XGG5q6s7qy+APBTHVZmFd+JShXB/vc7JrwnXQmIcOhY4fziW4cm7eecHDmfRrSBW9KZ+dMYlCI0MzJGtK+b+K+16dt5aCB0qINey3BLZaROJ6+UtMQOJsd/j7uuDa1Hz8VVt5Ho8te9C9k0BTFLxePfYSvo4FhDKp0KfZRUK+8azZqmeVG/zz90lFlV/hDMkHWiG6gl84E0pLJy2L6nzzW08tR47pWGEOejxpXb7wFgT0UO7i0DyCyFews1VxV2j/vydADYulfFx7u/7r3/6uNZqE56ybxf7s9YZFg4wPGdJNBATK/RDqmLnQWdXFkqPKpq3zzoMFdgsvtrq4ZMeKO+hxln7qNu9Cw6UwcgQHD+yZ20pQ6hxxmP21CJS1OGy9VJQosLu1GFKE9sSVNhyg2MeVCO65xeHCcLiF8xhak92+mfthOdJsBKL+Fw6emwJLOpfCo9DmHlVpOTXIpWHZ5fH/Rsy98Yd8RM/PEIJVMDurkKiAhoUVot7F55BI/Lgzm/h8+ujfa+pUrpPKR4mh8mL8alCeYT/xEAXO3qYGnKel7feX2X3pvscxmdDgCPfW4fmZNkb9gPPZczeN9jzFF5UYp5JYFdcrHZ3knT4KARSl0xC92WB+X16FdWxPVZZz5GurbLXxIrwA4p/6tNj2f6wOFsSdZQFUFXkKzaTLwyttctdAFE7sih+kIQHPe+Vq8PKrXFxMhtJ8lsDCGEigypkiTsthQ2bn6JDPVA6nKsWN9Zicpfviz4HhLH3n2AnT8/T1rKQAYVy6GPvd5f/4nTr28gv0TMidgC0etSsfHpc3DbdL7yR8L7K1ooAA7UcE6f0OarBRxoKfqVX503Ze2CvgCwOO+8F6f15ixfdNdJOWoi0MI7DtOYXzCP+TWm/hLXls9ubS6GVhflk/zET6EyEOhoNpyWFCt0DHevPMyYhhTOcfdnlieCMbmPvaNFYSFB0tKOjXwSWa2qJrerk3yzmbCR6oEAACAASURBVNokM8eTWrBrPLiUXowODWfUZ1DnbuUG49dcl/khubrBSHozjj99hNRPpDEEdBMH2sVF1I49StvYg2S6rNzYHOF08b98wv7zSNwfQgIX6EORPpat5oe3+0V5fz0eN6u/uhtbTzDk9vcA8Nm7X5Ie2bdLGQmAUy+4Ud4D/a3h3RsgJPom8LtG08o7g9+gPUf2SgpG6GennocuRAcKnGt3K1i6IxWzI1wBCYZVSxSb+3F3bbBO7w+TPmbrqPAIvmitV+4coY/16FRYdGocGiXdokqLv8VK4TC6vHi8XlItLtKs7t8FzRq3ltu/e7o357dB38FbxStxKaND/kfnW5k+OJLVOrDZBKd+IGZkxYnjqG31XLRvNGVlb/e+97hxl/NbXgVL3q5BSojHve8rSAo6CQIAuPmudka0zUbX3c8nAY5Nf5r4twv5+ocb6On8kzV9akNcJABeveF9TOaBPn1z1oxbSEqq4HaTlen/N56PX9xJxpG3aJxj5KEdDxLnlAGj8eQZlE9Ip2xaeOSBLxS6u4UDY3J9ZZFES2iTuHz535nfFRE0IsGnV/4fVUV/oJJMHxDncM94rJ4EDpsnYvEk+6WeGAe/oUn8T+HCK2lIUrcyLmnD7zI8B0ZHANgz9lzBnPX39EZXhcoUsQ8dz67ngeveZ8qmSkYfONXL+izOU9u9TGl10L3Ajcur4ofaM6g0ZTM6biOzR0bvO8L7W2fODgvzv/WnCSRb9WEAeM2G9+k2y57oMDQrA2DWRaKYuVeORmE28tIPcihHuCUpfEmIfjbWmrBeFFTAejcAURbJMjgKJEUZdIR73aClaP5U9Fkh+aUSDE/5NypfPd8/0sLU5rDQZfnq39H6+zin25ZHg30e1mMb+HhvM9+6JzKqx8w15ga0kt/xHtKzJ9V6XswY5FsgOc+/RP2VfyyXQdwp3zWcs3tuIkHRQ0JdI1VJwfqT4vVM6z9izJlPY0ytIPVoHHPnj45SYMsXnGL7I3JphdYVY1HV2aMAsDg2KHUUOYkyEUd0k5DUXk4+ugp3WjjAd7RmsK79Xuq3JoMrBoCO2LjFvQ91T/XVcZ3pWobkDPX0yS6ozrhCCgwZzLdWYPS6yIwRHi3uc4IsdLhZz1BfmLQZPWul4TQqUpggVTFeUc0UjjNSqkcdUne4UmVkjctBndct51v6nFGx85rih7YSf2Y9i754C1PbIB7Od5EXYMz7vSkUov1pR71AmmVJn7m/G7tP8HXNLSCFa5qZl31OAfKCbS3ZiaRxUfruCY5e2g9bpr7XA+zQdLOPgbUdAw4UqkLCfUPH8mybk/sME8lKP33pq8jxF4RY0+3ptEe6SUPyYgclHub8XJlFW7TcHQbO/24KalEXOyo/+/TrV5RN+rDAhEshA6JIpTkx0YrLqSY/t5UcZxnakxWoXHa0Hh0Du0oZ13IOaim8vJRYgF69m+r7f6F7cAsV7Sl0O6NLS7Tas/iq5g7/M4O5MKNOtXLPztjgNuvv6WiTHEgrVoWFPod+pcOjZnXDTP6iCff+PKptZltX3x5gT3U2nrXDyJxoZ/l4Y+nxEyX79B4D3WmtbLxyaVRHFpWNZPGWFRxSyNbkS5MG8uzzG6h+5FaK8uXfjmw/C3OX36vvdyBJLeD8TRS6jzBy+ju/QrKwbaCD2aPkaATRzPYmOnoqkCThEQ+/blLxDlJKIN7bxZGRl9KdXBh8VyHjvW5yGn+lPdlFU1Yq6R1KVB4JtUfCaAZDTwsqZRIujZ7kyip0rRZSkmRPXY8t3pcHtLdmNHVt8n3Faxq0aWQmlviBYB8xf4Ixt7yHuGPRipV6hgJVgIctZNK1rN1BbYMXrdHD5/OP0JYVLAsX+Kgr3bdiHdNKc2q4527n8HJSdHGn9QAf1NSwSreXF3cvaExyZ/smyB/xAAvR9U3P9cR17qfk0COclTIQtd+44vF6WJZix24UJWvkt1Q2laBf+09whxp9vMTPvpcij7DQRhuFvUqYOmgohpRUfs6QaNPK54g665nKVaCMDnMMG+iIeRHIew6FvL17sSSR1djNuHWVsUscBW7sVxp6zLls2PAyCeosVmfYGPLhKjTxkXNRon7VPI78YKXq+POcOXOxXA5LeH+9jyMpZJCq1bsR4c/+Q1FSR7zjqT39OLykNMz7K6697aHxWPwe4AAATh3dwcTXgvIizrt+xcWzvrt0wVWvSe3GWCGuMO7mEtKHyiGuoiTSlVfVoHKHEH1FLM3mK57BZRQM3eEHRCRaQsUEviy2MuSkguMTzooKxxGkWJ0tBjxi3E/TWk51sn7Vvt7w2NsdY7ncPZRCKSSPV1wfcpt6hYlHdevYoQ6GyAtOsQVaLyL2xKOSF9fEk+kMa0vGKbl5SP8ttcn5LEh+Fq3I+TWYsd/zClLcFJDkusG+efdDOvV5dbRM2oPO6+aOpjL0gp0tsg/cWrK/ehylM3YawZY/x879rTz0A4e2fxTWIwIAq8230JoUWz+avvdtntyzQUHOF7fM/TDv/bN/eRlFXTPJcxaiVgT3mEAYdKzu7krdxEfDn8DlJ5W8csKVXJIaW8FoNav58WASPX4QHKlDizV2RtswFpySI7FEe/+if1CdG0jbiC5nE0sfFvd1KyV6DFqcahmsCdZvtVeW08k2T4xEgYj8Ub8cVUsqCpqGcMWGO0kxyxUQKuNPsahwDVaV4PoIn4dGnYcbpv5x1mcBwp9dX8NTrkpqdv671/ubkbmKnFHP8JetlZiP2vEsmI337UfChkAA4D/nLKL1ehc5WZB1cAGuuDbKJ/6LtFeHsfT7P9NjOdeSPqUx3geAB0zjhQn/oDitgo1bX/OF1Yq3nz75ATLS9/O3ypGk3dGBIUHDmnc0qNteoGXuXp749infc5WOBBJOTuHnG9V0ZUWHQlvj1Xy+MJgGl9zqZN6Kx8NBsH9qrJ/yMeumfBzuZziNey9y7sWaYa3OHJxew+/W8u1LbIh7lh68kHm//qVPyWLTOFh4x6sYTK1c+dUBGtL7UZUXLOE2da0Ly2My1lvbOII9rbJX/q5h75EQwTvRWG9ncYNcrzvQ8luTuGqjHNUqPMCKT7ZyR+mHvvFq65BTbaMAsFfBusiJKPJKs3cnsegtI8enyEplwI/aV6BQ8geHML0hJ36HtiJrAdmO7N6ffNdH6lt+vUWhUpF7/hiSS4LMsCnaw+TGr0OpCGfoDT6jL0Tye2D496aFfL3FlU+VeT7W7lZu+bmVLrua+d2NTHCEF14PFUj1aj3/j7XzAG+rOv//R1uWbXnvxEkcJ3H23jskAQJlpEDL+jEKtGW1lLZQaKGTFlqgBUrLLC2UFWZICIEMsvdenonjvW1ZsrZ0/8+5V7K2Hfr8z/MEEunq3LPP+33H9/1TzihG5O2maufHCRdEbAskVlseIdWfSb7KyjlLrM+7dceLTJj7PGm5ikXiu8tmkNQZKfhveu4M9YsVl8y2tXPQ1Frkw2bY12+gli8OpQgr8KwhF6MNSQCBb0Jj5zM7qH/kiwhGaPFQV/tkttdeS8ehjFj+9XhzDJy0zMfpM3B1+nNgDabdUA7PYOxtZ/IIWtLGc7f1JCscsbl74w1mDybaSWEUke55FpWewyo9TR4HZ/z+iNy+op6IeN/AoZ06vQH/BA/vf/I7WtpG8duhHoaImzzKlTJ2N0W2TJV8ntTFF1H8xAI0UXl/5Sclid+fbaDV+v2YLqVftJbSNMUVt2vUcbzJVqa8WsOZa4txpen6AbDD0OqttK48VT/l/ck6R/y8hkl+P3/scjBj1L1oNAOToUQ3RLhCX+7KwpPAjVM8X2o+ycWFIq5QKfp2Ddc+MxuTxhyfDW6A3VCddpRPhohQARVWVQ5elRGjZCHPX01ymk+2lLi6Ay7wEkx2zWdi/WJ07th++UwuWq84QvuKU9g9Wio7MnFLscoaiyed92vvwi2zPitFLIXvHDrH8oaKuK1NXWIi/Roz0pfboC7MIhr19KGekSzrm0lR1P56xdTGB7VGLOc1cV2gBQD2b5xK0eJO7/on7tQdeuqYlORUtNdf3vIarqSQG5Jo66wNq+C8idvUN/THP31yNAka8zH9ZhJDHAdwOZI5sWsFPq8+Qu5xfyEhhcscUZKVTfLRuiITc0pofPx+H3Z3B522qlBscJhyMT+9hZIFVupnX4xfP/iai3eCj6zexPn3M8lMq6aqbQQ2ZyClUWCMhdU33TSMtKShib1QAs8a6p0y6VW00KgZq0IbS9SKqraa/Ts7MOi9tD5SwTvO2BQ1WlU6UwIa++hFcmhMBZZUGw/1rCaRA9TnhkMc153n8eOrdxbYh8rMTLvunI21JopQLrAeg3mA3aj51Kqkasmuep3r7ftJ7Xevl2hy+9k8ohuVcM0KFEGKZdz4x0iqCJ2NpCWPMULlRC1CU+KkK1Fr1IzILcBWkk9DphGL2gP6TjJVu9AEXF9jN0hoNiOBb/STEjnNvczaVKOkNwov8fzyRQqWxrkcOXIvKn8h2ye1MfX5TQHraaS6rOVfq6k7O5Y925ayeNG/SDYq+W7l1EfSff19XXhrI0PGxXM7DfTBp2bnU0txdpkirL+iqT/46USsToX9fTAAfOP1T/tbkotj9EzBLl/0u7lojYpSeOwnPcx8qTOhrl4hxBIurrGSmNaRjNQynrdG2Si1DaV96JiY5wQItnQZ8bgiLVHBtrjdHr76+CB9tiArRqRbbJkviyGSmSJ/Kpu05/pdoOMdlDO0fmYGUsJl2g2MbUujtNuMS/LwQF4948yrydcril7vhKN4rtkOPkVQlWdAKNmcRyiXjHgyFLf921pOkys87uQpj1R45a5NQHwlDAdFej5+VaQ+ChVRRXPtfvZ/FQrnCX4rAHBSz000ZYaUf+F9XHToBemxw9vUIgZ4/gNZW7+T+hls2It58ZXok5XcLYIIymtJpu1t4XobO94ajY2Pi9ZyZvTv+6v+5yU3kCwrF+OXDafTqWmJUvSGPXpl02wWdY5XPpFg8/Q1bJ+yFrc2EnDGO3PjucBGE2nFa1VsXRLDm8Zx1zoF/AXbsjX7BOsKlVBAxQgRIugSn92xsI04iWESjsXh1mb6ug8xd9dKysv/2P/c9Bnf5oPiSjb8Vcn9G0x9FF6RZmUNd5t2033TEdImNTFs+0+xZ1dQNeYdMv5Zxgcf3kufY1l31pzWjPnrP6LmjuH8uPttxucdZ/vuv/YDqoVzfkxO1lF+ueNhDI/8i5Lx2Zyv7OLE7++nZWEe47QfcfUBBQMI93y3ZzabbglywShhQdk9LYytO0l5WQ5bl4s9q5S0dg8v/+f3pAqNZGA+gwv4q4Uvs2v22wnH5v/HFwMhq2D9Yj/p3Eau+ezXjDmX2MjiUXu543vP0Z7Ww+2v7sWjTuLIaCXWX5TRB3xkfMuJq0Q5y9+oXEq7I53prGH57Nj794OdxdToQuRX4jff2TaR4g7FaOua1EzDln38evYfBwbAwgIcrRsKAuBjK/W898dYBq/owRVN1nj9aC5bg7cpVss+rWcyhmgfs/BKwqxmYoJNQ7IZcb3C1iiKXm1hpPkttDGW4OgpuhAwHO/F4asr1Jhu1wQae2azu6KR3x3SscrWxqK+DiUONPLOVdZn4Dx+M20I+0wZTLnxKQ7++sKtv+OdS5nhUPJrFnV7qdbEpl2x7f8D46e91Q+Ag3MV3qsNr55EEGGJIgCwtlZcHiqKDnyCztoZcQmYDelMzFuARnaFjj9+zuEdNP0kJlSc6pbVHC6fgqVCWJbEZpYTgA5YjvYsotU1gqHqMywwf4DJGbCshL1aEFfVZ07Ha8xntquJa/oqKfRa41whyqs6NEl8kjyGJfbzlGvNiLy6bq+VWl/kRRJzwIe9U2t2IM2x897Xv6XHki/Lg3fm+Zhrjs/MOWAn1W5Srh5N8Z9no5OJr2LVR4esZ/nP2VvwS7Gxu+ZxJxldpghm3aUn8KT0xgXAdn1bb5Vtxbm6SW9P1jlHJXRXnuz28jNvNiOLv6s0O9E2CXYq7HthCb7Dnc4uvz7h1Ia7Q8sXplfNxb8cSrGmDJV6EL/xsIFsMZ1jw7B/ycMlWEdFmqJgyZqQTN7MVJIy9bh6lXmd+YDCJBnqk9Lwntk1NN60GwGCz/eaabalhGmbIzsfzfos6rr961rmWOK72InBK3oqH7WlDWn9poTLwOpJor5lCddoY2OpD2R08MsK/YAAWNowk/Hfqu9965F70nb/ZY8n3Z4no/fdV3xEZ2Fj2PGjYu7aq8huKuIh1YMcVx2V25StTWLrc2d57NEqHin+PiZfL12thVQdiWTFFs+63vcjQhsGWhcHp2opLs6OWGM+vwdL33nZLTrektJk6Mid6CFrrIStqBiPIYUUawtufTJuQ+y6T7J3UNh0FL2tl/ZDfo5Vjo/x1hCCk16bQl76ZLTqSDAfuRaUfwXBb/h3Au/phOU3nlHO7+fkmr04PGpm39vC3eY67AI1RJWcoikMGxl/bQcB8E/OryYQdhrz+/8mbade08Gd56e+Mr1p4Z1iYAULdOcxQRYYtazD8gB3Sga22AL7WLjQHv+r7PUSOnpVnLHncHDUmQgQbNj+M7S1IslxEFwox5Ju5AZKR65D3X+6Rl3G8g8kTHoDZb5K2oamoVb50WSUU1eahV8TFOwT370BUbe/U9lNFmYJi29vEPgGfhvH3Vn8qKN9AidO3oGlt4QWeyon57ey6IVQCqOwAwBvVQ4n3/kpJ449yLjSazCbQyQsbuk+JBSlatIILVf9MJQuLHKClMu9/P1pNBwYQrfTy+G2SKB814MT6XNdOABuTRma8HLMLElj5g9DzOXfuqeBjBpXwru0e84a7GP2xFUwGrtz2WMcQbO/nXzG0jy8NM65LcWNCe7taWfb2n/jco1HUhv7PWKC91fQUJIoVjB8DEdr/CzTiZtcJTM8Lzifh1WtYn1OKn1pU0jT5ir1G724b/gc/5AQAaJcj6oHlXMblf4inOkO2c32+vYqhrmi5EtJQm1PI3vTHei6E2QeEWSXd2Vx+uqgy6fSUrerj6/e/QEed6wSZHAA/Lz02OHtMgAeMtO49We3H0f12mekLroSQ2rI4CPe49/iobki7K4KGyiNqYbny/5Ib8YueT7n5A/l3skDeWtJfHkmnYomQ+L7vquUa1pmYxJxJipw6PvYPnk9X0/5MGGanP5zIeqkipGwEzjZBGMwxeky4ewsVm//IUluxbNNWHvfKdrO6bTYGHdxnms1Ssqj0XmuQUWTYPOcPi9/PriHJzqcHN/9ES63MubFxa+hnvwKTx1roGOnFd/i6fg/eDbm/BUA+PumKnpv/JK0yZEA2PyvSXz89l30eRafz5rRMUwA4NbXM7lj/TrG552IAFQyAM4+xmPbnqR63Ces+GkneqOWLe834frkLY7/qJzbtrzCxHpB0CdAsIHzxcs4NV8TlqZPYt7JrTIhVjgIFmM/oSaLP3x0L3pxPkdNxo5Z/2XzoldCZ3qglxeKimIGJd4Hg8iKZmsOP3kp1vu3vyoJepP6uO/mf9Jh7uGijRWMqO3h0Oi5uPWKUj29xc8Mq4uOW4SsLXGqewif181CY63je5M+JSM30kMynvXX3Gfk+1+ELOgCADdu28fjMwYFwIIEK7KXQVDlSFXx+61pSGHxa7FjFPptckU39mtCTGvBZ3UeHdP6JqEO+JmH15Eovl2lVpNSmk/Bkgno0kxoVC6KTBtJM4THpMYTFYK1h/cpzqUe05GwZyQ1dbZLqO0exv1fNmPssnFrTz3pUWRN0Ypq8e99Sem8lTGUSZ6D+O7fzLGfhFgMB1pwud4SLrEqKWv0eFE1l9OTHHtgiDzA46a+TVruCXnWVn1vgmytDy8KAFZArwKAe2VwXnhkPcaeln7hWd6QSBSkjmBUVgI27kDF3ZeeovvSkMAQvAQPHfsJ5bXZOFqiLrCwBoVfmJKk4kjPEtrdxehxcKXhecx0K3EkUS7JMphSgVMj+ieRpJIoVkGRcG1WJ+PRaOjSZXJCpaPP1UeKux1TWHqluBrNMOa7YBP1uTZaxhSyYfu9OF2p8ljdnudlYZoi+A7AwRALGnQ9JF+6kGFPT0DXESnkB1dYh6eXZ2st9PbFWn/F+8IBcFfpCbwJALDD0GaptK6obRz/0WS1R0jzkRrV0E6QeLDHyZLMxeRkThscAEctVAGCL3FnURcnlin4aJahhauK/41Ro7jLi76mvWpi+eGhZGUlcrOPfJGw1lbO/1r+MClXj9YQ30oR/NWoX19FUn0WjqGddKw4Re9UxV3WZ3LT7TRytjsNjxQZcx69B/9T/SOs3tDaveJAK5c3BeL44hz+5pXJpF1hRvrP++BO5JUC29sn8QNvKJ1S+HsvFABPuLLe8ubD96Tv/vMeV7o9T9ZAKAA4kolXAOCsxiGcVJ3g5+of9b/qvqFzmPm6h7MP3cO17l/Jn1cenkd3W5SgKOKBN0hgi5Vu+jGJcMefaBIm//76w/GKy9OL1dGIzSVSlsS/gvVal5xHuNVVRMZUHRmFTjRqkdJOQt1mwXbCQaslF5fXECm0h1WXnlwiW337z4o4cyQ+0vZ4SDloQW+LcteVJDSz1WgV76qY0ny0loaTLZRMt/PeVRUc7HP1E2wEbxutroQpcxMzswYB8I+rV2OMlIX73xcEwLfUj/v7nMYV94i6LyQNUovfxI6+SM6Au47+iGxtZDjHbu8izo74ICI+T7/lMXQNs2NmR513mOGTXydJPuhirQ2h+ZTQSl7GOE8z3nkMj17DubIcmovT6Sww49OK1GU+DC6vDIz1Lg8ajx+jw0tWcy/ZLTZyG3tjD9QI4BsieBKxvrv3PEZvr/BuUXGyJ5vWVTUs/PP2sCUW6rf/XDrlb99LR3cj3S3vM25sKAWc2/87JJWSe9WlMXDjL6vRJYe7tUdqbq1nhrHvdcWd7lCrjR5XpCL0mwNgcXNJiPsv0tiufCbIsIKM0PnHHaz8edOAymTrpI30Tt4MmvB2KcBd11XI7ycVMP9QOzmSjpqp48CrxBeGtouE1WLAYVO8YowNKg5+8jVbuhSBWq8vwJQyliRjsSz/BX8XAsFKbeGgWDj+lqglxmv85KpUTGvOZFhPKh6Xm/8UJJOTdil6dYhXwjP3EN7lzYLmLlLpo+4B+waqpVEy+BXl2vZKSqLBb8CqJpNe9cUSW4UOKvjo38OwKTrE/nLo6+epr4pV7IsHvhEAnpW09ee3HYPX15G68IoYAGzZ+xn+ysew98VxNwHOF37Iu2WPQyAX/Q8nzWZegULsl6i8fyiDVotgyo8tYjululJ56OwVMjFWsDRnnueti/9Cd2prYD4jfx0P68SXoWJ1L0aXifknVzGtcrHi7hyo7ETqeT4t3EeX3ha3rdkpXq6a1o0x4CkwYKcDX/oliVf3drLAfICSnVdSXf2o/I2wqM+Y+W3em9fO5z+uQdLp8J75JCL2N1j/hQBgu29hTcbUrpELPh8cAP/i8O9p6Ckk4877mL18GC6nly9+NZ6mKRfjGdrGox/9RokHFoDflsfX35qJNTsk35gcVibXHIgAwcGxH1OfzaMf3ki2O4rYLZAiad3KZ2gsOB1xrsdDPwONrXJyxD9yEmHgoQ0TufHjP8ZNcxR8lyWpjzvueA6PysqVH58ku8PG2YJSGnMVmVDn9LPyvz4aX1Ncny3uJN6ouAi3X0fp2T/x7etFjuzIdfreoenURslWlxwYzcS6EIHpNwTA4tWhpR5uVXx2k4f2DOG/H9+0Fz04xls/x3UomLReGQZRs8FrYJp1EqrwCzZ6xMMqC4IO8f+MCcXkzitDl27CrK2hOHUdKlV42oILnb5EyyIEft3edM7ZrqHXncqD688zo7aWWa4w1szoYQirsl2t5zd5YxjmrWGB52tO3dF5QRbgHO8wLrHe2z/CWXVOGtLjH8y2vU8yfsYbmHNPys8PbAGWaFs7VwbAohQcVgBwvLJouGBTG9h823TfVpyjhEU7+JxgX1Gz88BPONuWh7sj1lsg0cy0OIZxrFexSNy58G5U5UZ81tBhHe6eHP13edmEpdBQPKEUN2rZehjWj3gkDv3f673opvWyp+Nqjp28RG7LmCSJu/M9pEZ7yw60xAIDKh4xXXQZBV96SN0fnz1SPPNi4z7K23+T8DwKAmDxbE9cC/B49NZ0HMYQANZ4A2EDMtlNkPEm2GjI9kv8qdfP2JI75HQxg1nqoxsnQPAkZ45QzUR8Jb8h8BqzvotLi94nJxDTJL5ydmYz748aJmvHodXFxt+GV3bmyffwZIdr+OMDqf5LzK5H35Eik1sFS69bR31XGja/PmGuw+CpJAZBpD7aWHMTTp2G+ad7uaVqd1T/Ap4NIo50upHM2zNg7QaktsSxSk2ODIZ3raRUWCjjlP8JADvy5MriAuBPryK7WTFnvml8gLfdStyvKJ9mLOWj3Su47uYdDHcex+vRcWz7JXg9kXMhCRD8oT9AjBS2oOXNFupE9+JMvBnRxFWBEZWEm6kXv9+Ly2vB7mrH4elB8geZ24OLRakw0R6PfEqQchjITCkhSZ+tpDiKxHqR6bKEINTrJXNLQPEYrb1KAsPV8Y1xtuYezmwul4WUqjsq2JQTFeYiLmz1UsbO1GAIpDCJN78CAPek2njgAgHw3MYV94iVfuCB6XQdiy/Iz3z6IFlTuwkC4H6LiwR5neXc2vxifyywaJPPr+Yz7XRshesjxtqw6Xdom2IFcXVSO0PnP0GKcHOWS4K7ILAl9X4Xs+w7KfQEUtRdkJYwkSgVXG/K+e1ymjl69B6aWxQXuV63li+a89AvaODSt9f3Y/QIOGc1cPpvP6Orp5G2pjeYNO7B/i54pU14+Wt/j+b+sJfhI8LvwcjDXRA1bn5Y8cSyuLwcbI21EP5vADiwT2T33v7/yB+KvMDzHpiKLklQP8J119cmzAusTCh4MhtpctZ5wAAAIABJREFUuzJIEhopPH2SMZxz+nTueucs3SOsHF9cBs6LY3RTkqoJVcoHSH4b+nceQnNkMXaplwrnDo45vqDGuR+PTkd6UjGjkkpJUqeik7T06rykSCqyvRoy1BImjZ/RLgMZdgM6t4Su20sjXezKyGJk1k0kaxQlo6/kGL4lG/EWZ6LyjY6zfSR83g2cTlaUxyLmd1lPA5Ps4ryNXZOy23NnUeL7TIK6Bcl8/ctITZTd2s6X78ZXQIv3/v8GwJ31TkzdH+DzRcpIYttoNTaeXLQMnzZ09z0yayljM4KcDfHNrlsqUjndGBa6E/2Y28TN1aso8adiFi4iYUvks/kfc7DsIzyasNyy8u9j92j0J2oJTE4ztqReShsmMqV6AdMqZMpuuXTprHyZe5RT5nrsWqd8D4fnIw5O+sDgN8CtE3HYK27l72w1457yKT/Y5aHi8CtYrUqaR2H9tc15mZf2N9K2z4l3zdMwN75hZ1AA/N+7sPsX1mRO6xopLMBtr2fyvQEswA+d+A01TMSR/ChL77FSUGyWXaH3v3QXZ68zM7K5kru/fL5fNtXYy9i1ciTd+SEQnOzoZVLNQTReLycn5rNjifDeUAY1w6Ll9//6FiM8Yf0Jm5jaoUfZsuA16ooUw1j0NA4sSQXP30EhgPyguTeHVVt+RFl1yEs3zkZG5Pq9/c6/4cHKlZ8I8NuHLSmFYyNn4tcoAva0vV64y4k/sC2E63ObI430li+5dk4FWXmCuTok0VfX6/mw6aaI16VZjdz1Zcj6K778HwCwcqqKgQq3Kq79Vzn7Js9EkuPnBtcYmWwefN/6AFd7n/y0PPABsJLqTmFCXyCmIq7qKuoVIVwqv9o8upDCi6eiT/Jj1lWTY9yPQSuE3wFQ6QXpRYQWVkNT3zL2t4zhw3ILPSfOc2VvCymSsFCEjXe8O1x4fapU/CVrJDp1PfM8O+QfuMw+3j0dxaIctVJ0koHVlkcxSEIgVZFtcdPuPYBTF5tyQ/xUsEDPXHUvBpMi9A8GgDs+mYE6kPZjIAA8aeQVpPsGtriJXdV20z5sM6Ms0w4VWw8/TGNPKs4mM4iYhTDW0UTD1+PO5lDPCrR6F2NG7WJWxlp0TSB51bhF7uMAR/6AIDZCdRMV1xv1nbzCZQuwcMtI59PuH+ESZBvC7V6tWH2npcS6O8bb3PE+05X8h2yeSUh6JX7T7Ormz1VT8XjjxxbJB8ykw4wuFReTiq7S43iSrUx9LRADbNaRXjMBnc2Mw9DWd9Z2ccf5cR8O0wYB8ACNvcxp4xbNeIYWiGTpUWUQ2VQ8/anPwI/cGYQ7lkfPjV7t4LrhL5OmF+BBOU9E8dnMzHw6mZHtWWRkxGq3m767V7bihpfB5l15NtTwU+ezsenCmaTjEX+E3qCxGRn7m+tw1Y+gZ3wlhfqzCUcveXYSmTenI1XWIG3bHUscFfilIL460zKXG9TxFSDisX05rfzqVJLsAm0IpEEKB4NyDPD6WUxZXdv3xkP3pez+8153uiNXZvFJZAHOblIAcFbtU9w3s5x9nQpz9RBTOu92lPHTzJf546RbybW3Yu9N49TeZfj9kVoe72HwnQkpTRK5PtjHpGAfaUKk0Ygs8ReRSKPk9PTQ62jE63OEKa8iVGkRp7hOk0yKMR+jLh2DTtyOYUq3ePeQeLUkkVTVR8qZMCVKuIYmSYVuqQq1wJjhTZXA1WPj+Dolj6xf5+OlBw/EXCsGVS75Q24hZ0S0+23kKBwsK8eS0hcAwJGCXHBNCwtwnaaDW+vH/V0AYFHDhVqAt9sUC3D4vbTszIvM8VWGNUTC7ktho7GEvrzNoal0JWP64D+ofCEFSDiYHrX8AQwCBIfyZCh1xmVyl8j1tDC/bxs6v3DZDddMRCTrji9ZRYHm7q7RnKu9hLq6i+RXunxqjvSkcKA9g9HXn2HpC5sD/Yu8USSrkcqX7sPSY6Cj7iVGjbm1/2jwE8j5G5jw4gV9zL8iPK98cMhCIPjsp1M4u3MowtK0p8naz/wcPstKDLAAVapBY4BvuP4ZqS0lxGuS6JApXVHMyJXK2Tjt9U4mrIlUwPT/Lgyv20fup3vhe7FOF16wHkvmjZUjuWRbC6q8JipmDEXVd5XsYxatREJTB0kbUDmcaHdeJf9RORVvqHOug+zpe4/Djs8o1JUx3T+aXHs7ZkkBX3ZcePGj02ZzMsVIlqGUCcblZGqL8E7YiTTyBL5pm5BSLOApRbJfJ+d4CC/KdnRjb+ygpkQh/hTgV7g9y+mO4hwtafsvJ+X00v65jicGeo1q1r40NMb6u3Pdr+hojrxvwtsjA+Dum2gUMcCqkBI0GGqw6FCYC/QFWIDPnasmzf199Pb75NeEL33x9/qRT/NOyWsRY/L9SXNZUDBkULfg9+rKaK/uSuip1tBRwnBrEXc7hjDMmxQx97smrOfQ6G10pjfj0br77+vwHWa2ZaPzGtH61Iypm8riY1eS5EqOPB8lOJBRxYGMaqqTFe+FCENEFDjPMHm5cU5IcZ1oTyiCZHDbq9h+SktV8jHm2+oYvutKqqsU629G5k5GT/w5L6Z1s/fvjfg+eQ5pvpISKV5xzanil/lnab5xY4wLdOq/JvHJf4UL9JKmod+pKpz6/JZBAfDjhx5h7Y05lP2rBN+4B7n0frXsCr35/Tp6dv2dc6u7uPz4GhafUTzcRDHXXkRtmYF9l4dCaZLtvUw6e1C2BG9dOpLycXkhrxzgb69cz6ieEHFUdN+ac6rZNu9N2rPOYUltw6sLeeRFoKRE8l6C1EbymgUW7LuBFdvvUl47gL2sLrONB298DYOlg0s3nsHc65LBr8j369PoyG7wMeaohOOREPh1+LS8cPJbqB0dXJX9BqMmRCqDd+/oYYf+JzHT+X+bppFniXST/h8BsFJ3OKgS7rTVM5Jo9gmEHRJJBxg/Cqt6sdy/EUdDLIgb0TeMfLeY1Mh+xFUgRwkp8m9EqobUJNImFKNLSUKfkUxuZgX5BfXo1BbZVVotrMPBZJ39MDw4Y+HaXpFLMpl25yzqqvN4eWsrhl4bcx3dCPuRclIFN1/gn3HyZnok+HvWCHyaJua5t0cIAkd/0jGgG/S8vusodc+UR9bo96JqqaU7JXGqCcuXH7Hwu0ruq/65OhDmAq2C8Bhg647heI4orIgDAWDfhMtYaoufgzL69mm7cT+22Yq7abCoGwzsqb+Hdi20nynGF4/4KfrgBxzeZMqts2SXaFHyc6uYPf1DRmXtxbplGJ4uwQYZrXiJZh1MnMssguhKJ9GaVsC29huwuoRrhdKzyzN8XJnpI9yLMOEGj1r4wXWrydlLetl3KXx+CeoEfRd1bmi38XljKB9dzG4WMRGXvctIw3C53+2T9iDS+ISTYJlrR2PsycGhb/dV2VY46yesS9Z6FJbFgYpIsfBkp4cJxd8l2SSIZwe2+EfUFeiosARf6srkvKRYKuLVoFG7mZuzhckZisthePE4U0nfamLqfg0FmnxIcmKZV4fl6gpQJwY5MRsxMHutDSl0txjpzdYjBdhqQ+9LjOoNbWYmPHgbRUN0JE1qwZ+qEC10tNvoaouMMwumPKK5BWm9iMtPPG7HLcVc0bcwIu1R9BhsmXiGX789ArfTJ5NgRZOx+Wrz8byzmCm3VPjefPge7e7fH5LS/YrL7fZvv4clJ5JXQIkBVgDwlvrTXLpqN1dWfoTVo1x+t5bMIfPk9dSVzeTR9OvR+72yJbj86Fz6OiPzHnu2S/jrB3D7D6wDX5KGrhXZ/XMW0YcEi1DMhsfrQJJ8Mou0x+fE5w8wzAtXdZWET/KTaixAp41K2xWoM552W3xlPO8g+UQvasGgG6eo0kG/PDbdkXjU1WXl1FflcsojyehlzfWn6YzD+pykf4rxc2JZuKNft2viCVwGN7+suhlPgaIIDi/irH87aUcMAN5+03zsTfEZbIN5gOO5QAfrvuPkU+QSBHfKW/u8ZtbmevEm1fbjU1VnCUlf/AVVwD0yfJdoNA4KF/wWs0EkiY5jKY+Q3JWtMMp5hqmOA/Fdm6OBtFgDKg09/hKO+76NzZNN8hk1/s5U7PbQWmx2pLGlNYVOp5ZpDx5g1iPiLOlXqfcPp2v7aE5v/R5Gh43G2ucpnvi9/vtCIb36BQTyq2pH6Pj290+jFiasuEXCUVfIrudnyHvyWHsfnc74HBB3PTCbPo9y78YjwRJznKPbsvWiheuWXXXzS5LNOICLblhbLvvVeDzmDLmn1323FqMl6v1xjjTbuO1YZn4acyz5vSrUJ7V8OGE4uU4fRebznBnhANcMVP588Cg5iCPud00zkv4YKk0l2DRoKmagsmagEuR5Xfmou/NQyX/y+3OI2/2Cn0OFUaOYcUQqI/dNT+AfeRxUBTKLsMpfgMo9CXxK3HR0kVRHqfK7cBpdMvBdYmlivL1LzrLR30a578q61nUVkLv2p9EbK/TvwFL57O9D6B4ZScTX3lTOrvWRrMDR7Rl+qhlN720yAI5Hkr/8wNPSL47uVWKAZyVtffTmfXj+swnz4tXokyN5H4QLtADA6880cvfI/fT1xfJ1iG6enHQvn+dFKteeWHg5Q03xz8LguAhp6HBrJrvL9eAVrP6h3kR7xdms+Vh6hjKvt5j7/ZGhc+JXZwtO4dDbacmuRbg1jzs/M8KlWTwjLLxNxi5qUlqoTWqjLrmt/6wIqrzj5f0WfVSrJIbnuLhsYnwDT4KNKX9c0WZnS0UKE4euY/Gu8Zw68TxeXyrDR/yNzOHv8k6Rjc1P1OG7ZD7+N0OkWPHq7C2u5IHv78Q1+mQsAP7PeM79+8fsdM7rnfbCNnPxDWdo/kcGd21anzAG+Nf7HubcGxJH9uRQ+nYOQy/7MbNWFsiu0Guf8mOse5pTd1Zxzxd/pbRVUbSr3UaSG+dTO1bP/ssDCiFJQud1MqVqP0aPm47sZLZcNIrOnJDnwM8+vpyl1ZEWz0TjVl66kwNT1iIsxN6AtT9cyhK/G8gWKbac1qtn1Lm5XPz1D8mwBDwpoo/QwH6TVH4+m7Kff67YQHpnH6s/Oo7B5YsAv0W1vcxfm0TtEy7cgeg4sW7eq15IfV8Okzv+wiWXRZ6Xpw4080XnNXgzQiRhou2r9o9hfH2s7Ns7v4aOdSd4fMYTCmlZ55SAUiZspBLlAb7slgnkHlVivYJgqsk/gz5xaA5SgudzzjkrfXd/ERcEl9pKyPFEkcMMYhGOAMjBMKEoRb7ObEJj1JEyLJchc1Iwp3eSpGnDpGtG8vrw+9T4NMmo1SpaajOoPZFJa4MddXPInTEiHCnY1wSgJ/j1sxkjsOhsXOxeH5DTI9Vd1df2sPc3nfjMIdtZsj+dyY6VMvgVRSyAjBYHzaZtCUfY2zUBbd21TFr2y/5nVt0ygbzAXCkVSWx47VQ/CZbzTCb2r5R5K9r/MXpbfK1b89RVlJHG5O5gXJSIDk4k6ku03XggBgSrejTsbnyEVslNz7E8vLYol9cB3OQa7SM5aVVcKsRjSUYr6WktMhPzIvN/Gek5hdovRik2VjhcLoqMN5ZwqFPp8eVwxjubWn8oJlNYfOeZ/Vyc7iNLF18gStz/sCmSQDf8A0xTfkjRkyvRdZuiUsWHnrX53Pzi5IqYtEfREx7MA+xOsdBTehKN08fUV6s5u7yArjIzxq5czHWjcGt7OWVd7G+euEmdKA9weN1iXC9tMXKdycOYktvk/K7/SxEgWOQJft8XSlURr54i0znm526McImO91xStYeksz6MkptklZeUQx60t/lQCzJLWXaRsNXqEdp8m6TDadXSqzLgTg6P740/W/FimAxNGVz671soudiFMSvW4t/ZZqXyZKsMhLXZGvJ+no3a0YP0+SZwKTGh8Shd/ZKKjobVLNHGBzHBvr86/gSvPTcRydyH7rYvYuoSFmDv6xcz+vZTfPDY91UHf3tSMqHUufHWV3AbI9PChQPgzeMymP/0aip/No6HTq1XMIwENw+dztmTT/LdFftZ5hD5EpUD98yJWfQ2hqUrEoysByV8ggNsIMcaAWTMWmzT0/Cm6eJaaOKurXjTFPbZoIrQoBeHqFylQu30kXrAgr7TnRi16yQMV6pjcv2KKnwOF8fWHpfBryhfXF3B2THdcbs+fPSPyclXvHsGKtunHser8fDbc7djj3KjDv4uPAY4aAG+kDRI7W4DX7tCJFjR7bj55IsMJdwSDA2uyezNq8SZIrwClEkVINi4+wFU3SWxApBI3zf1n2TmRlvIoi9CpbrqrCTcaW1cev4oxbYuMt19MogJV1rVmHM5nD2cd0pmsy+/lFteUZiszV09lB1QCGKMBh9GjYlNjZnsbtVjSHOx6r215M0UceVRi9GjpnftHM6eupL0jgb8OgvejNx+4d8vteKR7gWVEkPqTDdx448r0JsSx/3i1rHjiYtw9ek42GLF4o7vDVRW6mL2qpV4/Qqwat2Tw+FHp2Ae2cv8V0JKv5K0TeW17k9++K+X397qHuRMCM7jqqV+vKsWyb0VRFiXPtiI1pUIsIdmv2vRmzhKBHdB7KY9rB7Gl8klqM0WRtrbyUo6i10wyUvp4LgSvJH7XzlxRU1ehECrUjeBiMvVWEBTC2oL+Oyomoeh6ktDpfPgU/kgS4NkSEYlZYM/Twa7g92hkuY8qi3DqJ5YiaOglVGOHlZ015PqVzygIosi+KWcWkLawSsG24bES3vk9bjZvvYX9HYNnGFi2uFztPkfpNMcx5NHghUH/8JDR/epRB7gIbNNzz519ed0fHSEzJX/h1obKfcEAfCa4/XcOPZbmG1vxXWoMBoa+HjqDzieEvJEMml1PLP4cpK1g9/VcqqkU5lY+6JkpAQj5XGkkePIoqx3KMv7hpARWM/9j0vQmNSFQ+2iPLWBc6Y2mpI6cWsUXoW4IWeJM9ExIsfFwlIr5qQgt8qFtVPevx4vr35SRtFFf+U727IoP/YC9r7R5OZ+TvG43/PajD6O/KWJvm5dTM7f6O679tgZdm0bV//2ZSwpLjKmNDJs24PYcyqpHP0OOW+UYX/rYd7um+1duvN9bdrEDhp+m8ZPT69heOY5vtj0DnbZ+wOCJFi/3vMwxiPdfPXZECxnzJT+t4+Zf3iR/KGp+PwSR/47hOrK71F/6Xke/uR3ZNuULC0qr4bkznnUDUtl32UhNn6dx8WEc4dJcSjK+J0LRnBiSlG/CXJyTTEPvj+PbM3Yge0YYRvQabBRNWI/R8d/QVv2WaypHfL+1HkMeMPy2Iv3FTWPY9S5WQyvm8LwegU8Dlok+NkNr2E8uY0pZ5vQ+0XtIqVWar/lN6+tlcXvZnL+CbfM+BxUmHxRN52T3cOYm7yeBeOaUatD3mWdrX18uDWb7hHXhy1NicsOjGF8WNxvePuabtmJ6y8dPDb7Cb7Y/K4yX1HJXEgEgK+8dhKZlYrGYc3nB7EVufGh5axX0E4n3ojhzl7i78WnLDT+3ydI7lgtao4rm1LHAOQ40Sdnon+Hfx4HqMqLLDgyiVQfwfslQnN2YR5d76UWcshkYJXrYwwE4imi2lHpWEDdRcsZ8691dGhayfQVUOyeGHY5SAjvoB7/NjyaUIqT6AUXDwCLnM2ZlWHmfwnWbFDmTBR3XQq2TxTr6kAAuH7udXiTUrmkyUKec6A8j6FWxbME+5wGDjT+mDavh77z6djrM/B7hUt0LEFT9JTu7vwWvZ7MuJeDEIyz1E3oVU6ZPCtL3YzVn0Gdfxx6nOSrz2IjA5c/SX7OjZEWfwluQtrTLC1MTfZxUbqfPH2YUBFn/sMvgYSbX+Q2zd2LafmlFP15GYZ6obUKLaLo/v2pYhqNjsGVSNEAOLXezrg1dfQMN1GxuhidNY2Mmgm4NVZOe4f7m0ZVXhgARkLflsGPfR1MSE1j1LDrEelkBpVSEpx8AgS/4k2OCxaC+06l8jEzezszs7b3H3ZxtcOBRsij55PQt/vRt/rwpahwDtVGWHcvlNws1GxlJtRuDeM3LmGhYRzpYxITWAV/d3DHWdR3GdGmeJV8v9Z4KVOUp4UwcKBzPLd6pg96T0QC4I0x691XPgTvfy9i6BU1PH7vvqnqd+8+EgTAX9z+Mh59ZNtnfX4ZeXVKGqzDhiaOpA/j+5vv58FFbRzvUSyCerWGNcMuZ8dHxay+bT9pXhHGoKzVIzsuxt0XmX7Hcxz8JwYXvMXvXVl6HGOS8eRGpTwaRHEoj1uUmDtgKGlgZHWdHkyne9H2+lB7wkCK3NwoCUwloV2gRi2yJUVd4gL0lm88hb1HAUVbVtVQMak9xg1QtElnWMaUOWFcEAPM8mAAWKzfDY5yjuec4YamspcX1V0s+5QNBICnPXGE3DkddLk72Ox6MObtwXEzeB3cV/44+v67SBkPp9/MxjQ/1rQwN39XMobdD6Ctmxs6tsLOwtTcYxSOfxOtNqBwSSAEtWgKeeoSxbLn+7IH0jSopyajCrjIi70h2f1g9aHKFyEKEj9dMwmjM5nMehcTuhtpbi3kncoU6vs0CCN+anEvl723nvTRkQpbv0uL849LqbfOxZGWTG5rFX0F6f3tD46DSxL5KM/IbXJpDVzzUB0pacKlOLwTkauv/K25NBzL5pzFyVlLpJIpfMCjAfC5D4qpeHEMxlwnS94NKUhGZm9tPtf34Q3fBABfPLyLlO+mY8taJL9y5FdW5j8TSO83CJoUMcHCEuwqUFyIo71mjpmy2GPOx6I1UOquJSW5Fp8GJPcUVM4lEJ6RYLCNKACxthp82SDC4/zCo2rwlGfgBHUbqAwgHaXz/BCaSrtI87pY1XWeYrcQ+BN3NGPHdzDVzBr0jK1ZnsrOB3MjZvtCwa+ofDAAfNWOh7m3oiYWAF98K2pNJPeDZf8GupoqeHWfkpbnvvEv4Ou9OS6oyM1dz7uj/8wBY5tyDkkSOUnJPLlQEIiFh5wkHiOnV8WBnnQOVBrQiby9ccIX4k2vOJdS3MnYdQ6FR+R/LNHeQKKmaUP7mD9qgJRjA7zL7fPy8oelZK94kVt3aTl74km6uhaRbKpiwqR7WbOwg73vtcqsz97nHka6ftWALQ8HwJ0pfnKm1MoAuLfoEFUFXzHy9Ty6T/2Yfx+6xL9s5xp1NAD+bMNneAKx3PNnPERe/n7u3/07Co824HSr+fjlUZSuKWbYnH8w/YYQH9KBvy7ifMMy2leU8/MNv8Hksstns8qnJblnDicmmSmfG5lZoKSxnKIOJeTw7IhMNq8YLZMPBmWo5V9ncseeqzFrByBNGwxLBUZLuE+LUtAeYs6Pc4zEjq0EnSkW/rLsdUZv3Uy2L4RhnDoDB8YpZ1l+UwcLPjJR/3upP92R+HxD3TQZ/F42fCvj885F7Fm308u6D+qpGvYLJJ0iy4v1XNqYxdV7E4cR9gPgOU/w2YZ1/fMVcYU9271kuKRSxajCxr1ZwOw/D8dW6GLNF4f7O2yRhtAWyNMWb4XFjrOE6VArjlsEaVXU7SlJZLuzKLWPjPNdMHY47C0JJjF6I8ds7LDfDfTsoJbfqHo8KhVvpA+lVi+x0v1ZCPwGDq2gtFWeeh3dk6ax8J9n8MSJe9GovOR0SrisrTRnKJrwRCUeAF75g7EU7QkxkkoaP28c3ttfhbsxFduHSvzRQAD43LLvyc/ofD5uqO0ZROMTGoyGn3+Je0hQMFQOTfHfr2vux+pVXKrtDWnYasRFGQ4OlTrCV0WtbSXlfQUXpGwKvmcwxVS2Fi7L9DI6SaIgHPReyAIeYC5E6zWZRzAtvZrUgxnkvjtjQJPZf8+PZW93/Fy90a/J/+5rDHFPIGgBDgLg3iEmzlxXLMf/ZlRPxKWzUEG+r6G4QaPxx6aVia5XXEyG9mzKW3L5Z9FhyrQpjBp+M9r/gRQrWPcXPgN3u9IRWSP7vR3jjESqroeZ2VsZkVLZzxQd3r7413miSz7e54kFAhHrO/7LRcyWxpIzI+ByO+BOU74UcW3nxrdh37oeuqLj8UJstUJIOd47giv65g/o+hx85ZuTjvHis5OR9B50P/wsBph5947Bt34OQ1ed49f37VvqXfO9rWko7mrx8gDP63eBltig2U/qjGVsPm7kFp7lx563cMnWODDrjPz7mI6K/O+xaNke0rzBHMYSh3ZcgjcAgoPnpPtLCSnobX0BU2GdYsY5NEmwVgW6Gvkj+V/RoDiel0kc6UzT60Hb58NY2Ye+25PY2hsAwfJrjCp0ywIxv1Hz7ba5KP/yFC67okzoKLCy5paQxTNc/FOr8pk8Jw+tbnArjKhr15STuLQufnPuNhw58UCzxMbucxwZepTrmkf+dtn5yx8Tv7sQC3Cd8zh1539Ic2FISJGHS1QQGPb0vi7urHkCnUrE8oa+cErJfJbTg8sorA+hidCdvhLtsRtRifhAmTU9sqQX7CO37EN0uoBgEzY/kstE2omLGdGYi0rnxC/UXDo3XZl1dMhZEyQydBIpRhe6jHaS3SmoW0bInABtnWbWnUvlWJcGTZFVtvhmTehg1iMHSC4ULpKhlnR+vhDd3lS853NpLBYU3j6ybHXYstJjQo990id4eUWWK7wqDbNv1DJ60vEBnf1ajhRy8u3pWN1e9rckVnSJkREAeM5lK/AE4qiDLtAZE3qY/ZyS51SU0XlfNlX3rr3x3//4z1anITa/c+wRJHHZWDu5c9bjSbuYrvwV+DT6EAgeBAAH6+uPC04AJLenFnI4NRuPWmJ0bxcmXSfe9Hb8GFB5RoN3DJKnLME9fIGNiOqcJNygkz5D0lWiklxYzi2irkglewrMsbYwxxoA+RGBdmGV+DTkrvvRgKmOgk93lxgQrs+iBFtrae9g80f3oO4neYsd/fBPBgTASNz41R3cVturouDtO3LGG1752y0bZQtwxoqb0QQEdaUBEpZ968hVneMXmyx4Apa/e0Z/it+5JO4YCxD80thfU6G19cvG2UYTv567kjR9IExtMAVFIA/xh0cyaOlV19lMAAAgAElEQVSODW2LC4DjWG8TvWagkJcQ84dCvDVtWB/zSmNDQULjnXhNdTocvP7udHJnfsr1dW20Hf0DPd2zZcbnKVNv4cDkerZ0Wqh8rgXf/On4P4lNeRQ90/0A+I+v0tuVjO7mNYxe/2fqFzxLa3kJ87/souLcw7y59Vv+pV9/pM6Y2hZhAd607RV6e5Xzd+FcJQ3S/+15inFHauT19tX3LsI2rI3x/ypl1isPYM5RzjHhDn340Xvpbh+BZfl+bj7xLFl9IQWf0TGfk2Vp1ExV4deGlB1ZljZG1Z1A5/fhMmipHJWN4Bo5PmcIrmRlbq/cMoLrjl5Chk+xdF6wEB0+OIP9Lvh92OXo0rrZNP4oO/UvMuNMQ8Dqq1Tq1uo4PWwyToOJojoHuXO0+M3gDYu62tVSxu7WsTL4nZAnlLORt8/xvS18absJX2oI4Bs8Gu7cMIskT+L7WADgrj/ZeXLBL9m87VUsVmW+YvDCMz1Lw+96+aH8A2YuvWMCLTMssjtteOmVCmUQLIVlZY3D1xY4fAKxmh12+MEXqCoUs39AtSVrPzR+DRN7x5EUIFSI18pB3eIG03CEfz/QswN8198GCY4ZzbxtzqFEqmCSYI5JUFqGX0HH0ilM/EkdPoTWJrYMcfSgrk+hIj8252/00/EA8NBtGSy/PxjLA53jrKx9JwSk3Y1p2D5U0p6Y606SVR0bl+k1mKifH3QvkLiiTUeGTbidDV4knZfGBzYHQHCkdv1A+fdoVgmrqB+vQyuDYE+3SXZFj16MOvSsNn+bPh9UONQctqmodGjoGMAYHT5dgr1ZLCyR6WCO2U+aViJbK6FLxOs12GYfqOuSH13ZSxinPYK+IY3Cp5ejHoBAbH+vmTfPDsyYF/66zO+8RIlnyqAA2G5s5Zw0zH1+SKNe7Q/PdRvb+OAmN7Rm0V2RRmOmj5fyKinTaigruR2tZmC33QFXggQWFLfoNb6khOevaIPI5T0u7QiL8jYOvrgSPnFhcNng1zNrxzJmpIwgKft/Izfr9TdyrvLdAdt6zDKEK/sWXxD4FRVtnHWE3zw9AV9zJrqfv486NdLrw/3WUqSKYkZdVc3D3z+41Lbmxq15KLfGrqs+oCtf0SoHR2Hu2qvlGGBxRn02/H1GVS2kbvl4vvgCnp/4B1Y3fNYfD2zWGnlju5uq8T9i3tJDZLqD1iJoPT+S2jORDMHefRI+oRhOCIAjpSa/To07S4enwIg7W4ffFMgvPpB2JEh0Ity1XRKGRgf+ZCXG3NjoRNfmQuOMnL/B5D/NGNBOjI359bvcVO+swdJsCYFoCd764RGs6bFWP616OGNn5GEwXphXjJiXAxMrsBpsPPPVI7TNjc0nbexL5lP3CRkASyqW/mPPfVtFHt5dd87GWhMLlMQ4zHrmIFlTujnUsoOGT13orvgbfSmJ40qNTgd3Vf6FFHUYW7kk4ZGMbMp005HcEgCOoTNbZc3DsO0R1F2RuWODigtDagP+zMO0ndExeuERche3wQQ1pCqHrGTXorbpSa7MIeV8Bvq2FNq+GkZ1UzLt6Tak/D7cfhXuXh0ZegnHnHqKl9WRMsRKypBg3H1ooQnQa68ciqNyOFK3Ef9wCVeSkaz2szhzU+T48+hl6ZGewY8SR3mkaCpXz+lm9owvUWuCJ2CsW213TTaH/jkPn98vMz7bwr0K4ux8AYCXXDkfq0sZ/3gxwOLzIAB+9++vbLUkKZwTg52jK0bbGLJAMHerUGvG0lpyCx6diflPt8lAeFDBNtBNT1YjbVcEGaJj3+pQaTmUms0us+CCULZ3oa+VfFc33vRWJO8UVI5lIq/BYK0eOE+gqhc0jZD0lexG7XRnUM9IDG49s60tTO7rDJMkg6+KmlVJwnzkYlKPXaw8MIDW22NU8+Gbw3CnhC5+j93DurfvRdWvzRu8SyWOFkZsnMjucYqrfnhJdnZy2aFHfHed7tKKGGAktj6/rhfV714mZeHV6FPy5DERjMXi/7371lGW38hvKu/k3JbHUKscmHRqfjb7ZtrrnovbmOzhf+c3I/6JLSLNFXx7zBSuGj7qG+Vm3Hc2mRONSTg9A5OcXgiPQ3hjBxKhUow+xuY7GVvg6Hd5HnzUlRqD//2qpoldH9/C8IUfsbqpk7bDv8PpVNz1y8p+gWrY17xeZuPYLxvw5g7Dt/mFuCmPot8bBMDXPPc2jl1OHLcdZfzxuzm/6C+0bV3AtxpOs2/fY7y1bZV34Wefa7MXNNJ3xEvJD1TcNv3VmDzA6qQGHu2+keFrlTzGu1etpnPGXgxdQyjZrmPynx8nK1+xXrodKo488hN6mvKpvfYMtx99kiFdipeWGP/UtmU41EZ2XOfHkhXyJFD7vJQ0VVDQFUqB6FarOD0yn8MLi3GatP3mpCs2FXH5sfkM8YsYskCJh22i91KiIzLOxHWYuqnyf4Xr6CvYJniQdJGW66asIdTljWTcuRPkdwyj9afBvOLK9vVJKna1jGVv2xgul8GvsMNGNsDv8/PCnlU4dMoZFSxX7RnLqKaoENqoNjYvPUbDuWp+636Z40cep6NLYc+OBcCty9sxCD+WUBkIAIsmNlkLsRunBPIDJ2ZaDVcYqBxepLu/QHVAXLyxJ1iZdTQZIh9n7P2kbIiBTH2x52VC5uZvYiEOv10lP9jUGt5JL6LKoGG5ax1mEmiKVXB24vfJ/5OapKFhNPNRE6DGR2GFhrN5X+FTDy5gxQJgifwDabKyIlgUpcXJ/je5GjOxfZgvD6uxu5n8I59HDbGEM72A5mlK2gdRinQTuahiW+Aoil79sbvEZ3JR/9jn+E3RfZBo2ruSI2nz8amVXMRiHt09RmzV2RExwktNy8jVRhLyiDcLubfbq6LaoSZZI5GikbD5VNh9KooNfrJ1IgXDIPdBnA2snDgDGgXi/0rtIuXqMaj0PRirsyj45yJU7liGdOXHEs0uA0+cEaEDF14uFAD3JTXRrCnuq8rtSFZLAwsqwctN35rFlI+9vDMlDZNZ4q3ccoaayxhWGJr/YNsHl7Zi+7Tbr+d+VxpNMi1K5KYNH26DxsGIlAqyjS0UJtUOGicc+abEV29yVT5mTMy0TKIsJR+tHG80mJ/AwHNzsuoFfL74LpGnrHlca1t54ZMbBYC1t29EE5GSBdyvX4x0Lp+y1VX87M5DSxs/uHzraElJGZKYBbpI9rD4dOS7tKidLKpcxelFE5DeXMcVC7ZxU8dWBQRLYNBouf+Mj5WnzOTdk4QmK3R5CYboo3suQiOFPvO3KnHBUvcAAV5hIxDBaJ2kwZOjlzeopscrM0d7snR4s/RohAuzVwG2Kq9f/l7fEcUmLG+jBO9NYMZQj1Kjmx07JS6Lg+odVf0uz+IJv9HL18vOy67P0UVNMqWTSzGnXZjlN/j7k2PP05bcwYvvPknd5bEKx6ymQt5O2tkPgJ/Yd9OWLH+WSrBAdx7LjOukq5BgdbG5/EtaNqkYn59F++zf0p0WaQEN70Oy08Y9Vb9Fq4py95egWpPF3kLFRTi6aE9dhf7ozSGm6DjbreTJZ0gaEZmPOlRP+A/CpICEF3noeW9PCu0frMB2eCzujkw0Og+uIRqkZIlcVx0erw9XakoESbWCM2x4+BUSIutCMlvHzueR2RUMG/tVmCwQfXdJ2FtS2f/ifLwOPac67bT0hXPcx9/WAgAvv3om3YFwlsEA8NrnX9janCyU0AMLMSIf8MIRFrQTP2NEtuIqbk+5jp7ihXJD5j3dRulAIDhqnnrmfEBf2Z74nQg8K4LTjpmy2WfOo1cbcmHO9zeRrupEpxNPpMlxwpLIVOErRCVMOJpeJG0NaM+jUjnBNR8koZToRlK3gqYetM3ydzZfBj3+XCy+bMb3WSh1WhhtF15micYjnIpWwlQ+l4y9gdzXA6Aur17FhmeKYkivtn3wHN3dIfbdCzmsBQCe+YGZtbNDfCvB3xV2nWZe7QueHxxq1ysAWNr6wr+7ML38Kqo5346bB3jS6A4e2/NLDh38mgznP+SqZhen8J3Su/vz2Ea0S4RdDH2Zp8b8DXeUO/K03EJ+NHV+HMXBwD0TMcLlzUYae/R0BPI/h/8iHgAeTNEY/UZBZHjR2F7K8qPuy29Qkd3j5i/bq9HufYLCi15gdXM3Tfv+jsebKi8ZtcrN5HmX8+68Nvb8uQHruCvwv/mjC5lW+ZlwAOzZ6cJ6+5EQAN6ygKtaT7F71+P8e/sy15K1WwxZCxqxH/GSdJ+ZRyY+w/Y9f+0HVCIGuM3n5+WMKeS/apJ3+K5Vq0m1fsap64vJ3Z9HaVsNsx5/V2aFFsVt13Lk0R/R05BPy5I6bmh+TAbBwfE3NU9Ba8/n8EVQNUPwa4TuvxS7hRHNVaQHPAmCnd4zuZizZdn05oTkwJLWfK44NJs5NWMwO6JYuwcarQH2WF1WGxW29zBteQPnMAP2UcEQQwmvRotXraVy6ARMrj5K6ypQFU+j94rIkIATXUP5ol54TMLlQ79gfGHoHgkZUyX2NE5ke0NkuMOI5gyu2R3CO4m6IQBwb+Yert94kM6a2xMD4L/VXX7Ua+6bHH4UDQSAxaF8tleDyTcHa+qFMRuKRvaPaXUX/GEPqoOx+WjznXkUO4agQRPSBcQ7I+NpMyKNj4lDfQYDy2EjGlx3VpWG1zOKqTKkkOTv4zLXR7LLc9wDA4mmJdcz5NlkorKMyDWHvz6/3UudbusFgV/x20gArNQUnKtgs0NWe+WydzVl0/eBAiwFAC448nnMmnGm5wcAsFKn/WAmly7MZ/ipaMKXxCoiT46Vxgc3xQHB4D1TwA7VvVixCElXfn9+x2RSa6bRJ/WRq8klQxNy4064N6Pkqngkpd8Y1Mbb7IkOALUL08oVaDJOkLa1lKyPhVYp3N1TtDy0ED0+FY+evgiHL34+2ET9/CYAuFVb3FeREwLAsamDlFUXBKP6tixmr/Hg8Dh5adlQxugc/CO3iilDriMlefBUHRd6y7znTUKAYTtqPo/DNhtx8QZGTeQRTtUqLqOpOgvCbVr8KTSdxxZgXHX5jHS48hmddpR0nfKsrjOF/HUzmN40hcLpvlB87ze4dAfq17mGT+i1hSylwWfbXMks7L4MjXQhsW+hN4RbgC8YAPtHy0srEQDOahwiCweflrzLweJDZNdNZx7foWdSIZPuvxWzaT+3LNLT63X1r1BhwPvDhg4ybhoCk7P6G2jvNXN8z3JUYSBYDKV3G/gbg2fAACMWNe4JPXgit8sFW5n73yx7oYu1HfipRoV2igrBCxJdLE091Oyo6ie7Et8bTD6O3FrFNnNsuhkVyYwYO53MnIHdYeONwjcFwI/tu3Zzkb9Avf+BGYnzAD9zgKwpPWwu3ygDYKNGxdzCAqonPkJrToKzU/Am9LZz/dlXMOtiiaR6JTPl5mbOpfThiVTgy91St0xCf+wGNC0TIwmhJRi/JoqBd8CDYbBDVsLvMOI6MYKGv1+L25EGqV68BSpSTT1MKTqJRZ1CdV1RXF2ITzqOV3oKVD1IaDk64UaemP8p6hEH4jA+h9ri92jY/rvlMvgt77TTeAHgV3QzHACL2rqOpnPgJzPJnNzFrGcP9Y9E0AIsAHCTSezP+BeLsj+U7xYMt/CV/jXG5RpZPCpLPrftphvpGT4bvc3Pqp80Yq5zxzUUxMPXwh26Z+7HSNpwJUj8drTqkjhpyqIqKU2OE5bPVpWDFHUPOpWTJJWNZL8dtcYJfgMGp4E+jQaVWsLtTqNda0an6aPDPyRC+Snie6fb2pho78ToD3pyDCBlB0ZQa8sgfcd3MbTGiUmMkgu7Rhr4+lf5MemOzn3VxLHaey/02up/7hsBYNj695c7SP3Pq/hmXTMgAN59zEKBejOSRaSuknj2itFIfVfLIDjeOZmf/xGflP2BbdqQl5CQO68fM4nLRsRJhzPYnRf4vt2qYX9tMi29OgwaiR57wFMnziIa0N05cB1o1X6GZbmYOdxOjjk+c/qFTILT6+GpbVVoDz1K4cVPcFVlDi2H/iSzPYuiUdsomP4Q6xbu5OgzTXhLbqJvTSDt2YW84JsA4F1LnIs//tqYs6AR2xEvqQ8aeajs7zEW4BgAfNlqyro6aRn6IceXzGbK0xNJG9bEtD/8FZ1JGRu3Xc2RRx/Aeq4IR7aDmVlPMbn365BSyGUgpXUmHflmtl0X6RItfp9m66K49awMhMPnx+OS6DAmUz0hh7OTcrBnhAjZkp1Glp+YwoKqcRT2ZJLRlypfnHa9E61fg94XcpXvNlk5PaSOjmQrklrieNZR9E1nGXLgOHlWG65CPVLAvdKpN1KXW0JrVhEqyc+Es4dJt/SQ2jmVpscjZaPjncVsbJiOQePi6qL3GVYQX+F4or2Uz88qscPBIvL93rx16oCuz8FnvxEA9pltk8PtuPEAsLLOlafO9qqxeVVk6ZZiT4pi+g3EcETHd8bohN88Cf+Pue+AkqM60/0qdA4z0z05akajnFDOSCIaRLQRmIwT64C9xl4H1mCbNX42axu8zgaDARNFMMGACBKgAMo5jWakyXmmezqHSu/cqu7pVN1VI7TvvHsOSOq6Ofz3fn/88wFQgUzuNFGJro5VoipWKQPh7KRp86t0M+OCyChTADxn5wtQNF4tqsYuq/LAaOZOYCn/8XiXsgkDZWSAH38O1NV2CBpSp3Ifjx5JP/gljaYAMIl9ptwA+QGwMhHpANjk7Ud1HgDct2D9eI/ZykEENy7E5Ve4UHeQqJMRtZTCMVWT6guh2X0Y/dxB8O50b5vKQ9X7wfn4uGw1REMUi098BXYdDqHS11/rGZVamE8t9MvcduSBYhmEZe0GGfy6Xp+N4vdVXtlppYZjRvzq1PkTBr+kik8DgJPbPx30pg+GAODrd9nh29+Bt+aWYk9zMdZbvPgv9yCmNNwKk7FYyV7ofaJ1yWYd2i6JwYu8BU/zFgwSU4C0ugs2U2DPTemP4p7HoyjmHahYHkHV6jBMrrNTc84hMlk/tHVtRCicGfs6yBtRNnQhGqnCqjhqdZ8VAC4kAX7tGpT2KzZvSQBM/l5xcj3mNV2BaLkDc75/J6KW7fjawkwAO304jp9/MIbpS8uA9UkplZLn6N41CIyUg07jNGXHCtalNqf74KqvhOZ2YwFmBgWWREhIu2+J5/+xXh/6Dncj7MtUMy+pjOMz3xGw0V2MP7Tmet4vKrsKU2aoxYvV2i0AAcCDthH8WacEWAHA1bSeOMBJACzTfpsBs0vnYseqf4fAqiDYRFctARGfPfkCGixp0ujkpCZi2O8uiuCMQz00CVGNZlsuQ3GkASEhCLFvKSb/6CnYZuUyhfKsYA5BFjkW/GgR4gNu9O8ug39oDZhEWBaGi6OZPomZMzshuk3YfmAWonGFiZi+F4jUl8dzEPGa/E1ECY7PWI37L30FbHV633LVyiIjDuz63QpEggZZ8psv3JHaeMYBcLhSvob1SYCTNqmKdFMGvONx7lPv3iQAJu3WWihctUAxX4q4vgVvZbMMgtf+1wAqD0fyv3GyOi0awwjO3AYSLkkyEh8IBaiu3C1JDlXVaXLglKUYPtaIblOmjwliu1sWJzG9c2eoy2RHQzSAci6KaWEParnMt4ByveR/T1BxM+zHz4fzYELlOd+RI3vXQmHrDyrRsyxXA2rkWADbP75d+8Cq5CgIgEePY0VnmgRYLwDeeS+2eyKo9fMQRx+HFNqBBpcZP724Cb1dd6O/9wZVJQGr7RQGzvsKHjEGITAkjJziPfmGqbNxRWPhd4juwUsSogKN7accaB81IpZQlyaqzCZWhDfMQhRTi+2y8Sh3cKgp4VBq51HmSGj/aRHrAt/P+Dx4dIcH1cJi2Nc+hc+8di1GD903PgRi91uz9Ov4W3Qb2l71gJ26DpEd9+seYjKjbgnwjrXRtf/80JxUgbZrAOCqvyl7cMf6z2LlqBtFRb34uPgJ9DsvQd37jXA09o6DYLL/+SiF3d/6ESJDbghGAWXTX8JlI39NjYf4bPE2gxOb8OENRoRKclXYiwIe1A+1oTiY62siZmLwwYrJGK52IpgGhAudv6bBCpypGAQTFzBzWx8mHRlBVa8PVlYA52IgWlLaUGP2EnRVNMGXZopTP3Aa0/cHUXx8Kga/IcF3ofImiwos3u0+Dy2+OiwqO4C1DfvBjPsKyVzCHV2zsL0/U4XLHjLhjs0LdIFfUpt+ANxzWYtgjyr6dQnCqC4BThHNJAAmJdzSaoSKiMdo5bseqJRcAEQE4J8toJ48CqovYQOUOCAECNdEq1DClcAqEv3xhAwrS9Irt1pI+ptzaWp7d+ZB4SlHLfbZimFEDNP542jkT8GBzPigSUJEgG/pmkYE/mM1wtVpNlV5QPDZgF8yZwQAOzyrMGXJH8d3TGEADHBjFgSeUpwvmT39qDqYKwGOFFdiIE0FenjMipr5JxF/7UJctJRFzbHtEyAyEiQjj9Erj8K/Jmk8SIon5iVGoWvnxSjp046nqavRfHe5yu/aPOdEi1kZDVP/AtOcX8IQiKH8yeUwdxQGPW97HXirU1FbO5vk+tIv0eRdh7h9DN7Jx+DsUbxAEydYx2UnWA64WuciZO3DkKEuctIdsNAFvLOn94EA4F/EZyG+fQg7Th7HC8uq0FJjl0HwA6VjaKr7HMwmtwYAPnsGA5EKz6J4dEs0PhFM2BY3YAttSsjxMmcr+UiyB4G6hMKILSZhpijgUosfS2vjsORVHNC92ppLlA2AOZHG4OhcXMLP0SyrlmHT0v34r1/PAd/vAvult8FOGhoPKUHOCZetAv3yFR9MJRLggirQuQCY5C8/+XnMmXEhuCILLr1lOb66fgztmTHj4YyKeGCLF+viLOjvTAGsKU5wLGLFkaNLIIymbBilICCclCCcBiTiZ0lLw1ztLObVas4TGkO1DglMOQXD+RSQHXFNlNDy3nEEhkk826zGJAk3/9aEqmWKacL3DryCV7oOji8Va/ouZi/cCZbV7zAtfZ0Pz2zHsNWTBYBTA0iqQO+vO0iWe93ZAmDSZhIE71p+F2ImY15tcQKCr23diAbjTlDyfKTR5CRPhJLgpRmcKBrDGVtq7HTcDffINVjbZEGxI4hIOIJde8sgTPPAMqsTllo/aFO6+UvuYkk8jWhPJaSoCYEzxWjt+ABh6yFwrkMKY10oxvzT30DFWCMsrnoMmaowOKYw4zK2V6JqXtwEARsBSnGexBddjDUXjaJ65ptgEzG9lTUZH9z4Ep1+dwra35sOThSxuz+IqJDJFNI61AQAn3/VKoTiCvFRBcASMLVScYL16u//9MGgLdOOLV8b6QCY5JlVYsD5M4k3YwqesvsRTUj7p73hx/ynPDAGFYmSFu6Q58jmQWD+OwhP3ltAGzv/hSoQny15pyotNmXaiuUHuuqeY4yDjSjZehPYkLZ2YaSEwfs/q8pReSZj9XUHsX3L18DFJ67BQcorANiB15bcJ3vuo5LMCgqoGT2OlWd+x/3bwVEjcYIFhnr0z4+MwvbUoxCXblBsgNMSCYN03pQh3Lvrx/hwKIyqx2phvKMLYvt/guIHUO8y474LG3H65J/g96tHEWCZANhZd+MXRW2Im1IOw0otNnx1zhJMK9FixH76+5CoUMd5Sga9hR4IWsIS+d1Makgc7P5QAO+1d2DPcTfmzo3A1HACTZtvQ8lH3x6fRZNxABWLvo8/9n2A7q1+GBzVCJ8p7Jsj3xmTAfB1g7j8H4+DfYNC8EtpNsAJFeid23+Kv3+8JgMAm7/qxo8W/neOBHhE5PAXx0JU/T0TANcUCRikD+KY9V/oLf4MarZMTgPBhF5S8A0y2PNvvxrvqjD9JK6LfhfWeIrRQRhCtoEFiFiKcGSNhM6ZaU7NyMEn/n1CHkzrPg5zPP+dxceA0VIFq3U0lsDjtsHdF8KU/UMQ7Iz8nykUQ9lIilnMuRTAyzMMxmwl8Ntc8Djd4BkDOIPCbWZ4DhXePkw+EkHFkRpE5hox+GVu3NlVy1gVNnUvhIWNYn3Du6hzZXvjT63UW6eW4LB3doqCSMD8tmpcdHiyFlnO+E4AsM/1CW7SUoF+ePDiAcmU7persBMs0ko6ACb/LpVWIVSk7YU2ewSpIylBevM08Lu9oPtyCRYBw/XRGpTHyEWQ4oLkPLxy7zr5nGaA5HQ6kC6JkoAR1og9lmJssbhho0YwhW/BZKE1/wtPAmxT3Si7bRlGryyFjyGG6KmkRnKMvIRg8H3das/pc0YAcA3jQkXjB+M/awFgKcbA+1cleLS2CrRSbcu2GShafBqVlhFIBxfi4hUsao5MEAQTrs+UYQzftBu8Oze0U+ClDiCh1jqhnf1pM+u5B5J5mBjMK++ATfoEZc8vgqkr/VJWF2u97inCe136HV6pDcd9172Y1HcFgjVnECkbgOIFuhP+WpvsBZoSGJQeXoqwtR8DVppvdbhYTRCSaIj1OvFg6Dws9pbiaEcH3t6/Dzuai/H+3FJMZSP4cU03Lqu4CnYbAVRayOZTLIbK9B0RWIyEJXBBBj0ig36WRTXP45p4EJRBhMlJweJg/1e7pTaio62/h8AraofeuBXPjU3GHwp4w9ealTfX7MTPfrQc0pgdxvueAWXMtJ2Pbzwf4pFGzEjaAL985QdTReL5Ftj6uRfgK8u0V02PA7xp6mvYUZ15VitOfQ4zZ69HeesurL53PW79fA1a08l1gkbOHYzjO7sDWHpFHaS5mZyFk3tXwzeSGcJLigFiD8AflIBIGsjMAZzqW2nCNmcyfU8QeTMFdj4FJnkvptF5PsrJtr6BwTSJZnK/SRIuuKsMC25J2RZF4wze2zmExwL9OGlYi6kz34bFls++VWt1gZ1zTyBsDOOp536P41cqDpmSm5Z0ozRhAzwOgHdft6VGqJFtgD2H1B/+ig2wd1wFOr0XBAQvM9VjsOE27JvTrH4+yPLwwOyWPlwkPAILk6X2nXUeBdAIwfonigEAACAASURBVIgRvhodgesQEUtkkFVsD8FpD6Gpph9lLv+4LDHCAa1MCDQXQcA2gFjECV9rJbx7ywFLG4xlx2Fh7XDYGLgmj8AYKYU5PhvR2CSMjTkw7CuBIBV20kPGTOL7CngUIohtK6FPdXBNWY0rV72PYP1BGG2ZTGplx6Skjb176nBi43ngRRH7dDi8UlttAoAXfWb9uCNQAoB3f2cR3Fkq0I2lH/s6Q89e88yfnvwgaFa8uGulbABM8lezPK5c1ASaEeB3/gyUm0fQogAe2TnW+wGtajPwSry4F6OX/wmiLA1OT4UuxwLf5E96LtbsbqYebHTcDMeBS2A/sUbJpFGdyFLY+NykDGdXcjlBQOfHgzhwcuJqz+m9u2B/B8qOleO1JffmMPjKx1qxfs8vcHNHgELNc0+Awu3vPvQWOl88CutFXwFFZ3pdDux/H+e79uD+o3/GC61jqDk2FWiJwXjTCYi9D4DiB1FqN+I7q+sxcuZ1RKMKM1MtuSY9hB9MfhygMrWdZpSU4drmWZjuKstza5/N+hTYVgU5LvraOuEZxjMnD8DTOQtNzqlwL38dlQeuRc273wItpuaQhDuqXP51/Pb0SRn8gjaA2/cKUKvvTGWPggDgDV8YgeHlh+F8pgjxL3yMmbu/i441v8LItmW48tRJbKe/iqf/5/Oxda9+aCIS4MHfhnHxGx5cPu1NbP7o0XGvwssX3QOn6zB+0HsHat9WmFFJCTABwCSpgeBFv/wtGJPy3dtL4/j998iSYJJirgjmN/4U8/t2Z2AP09AUGAN1CDuMOLqaQcccOkeTwhSPoHRsCM6QF6X+XL8Wyp1LWilgf08igMuA1wW/rQRjjhKELLnOGU2xCGqGO1F/nEPpiUmITzZh5EYeoTmiXDsJA6w4upqOhZXHsKpqN0zGhM8Plfbf2+XEflyXsVyf2TMVc/LE+i1E9E796BX0/7wId9ufK2wD/NDIhUGwYoZMYPW9k9H8RgV4C49/7Nyd0042ACYZbLZLIDL51bC0uELj19SrpxTV6KREOK11RmBQzBWhMdoAg2TIVQHKXtcsQJypPgUQa7hhgwmHTBbstjogUDxKxUFMFVrgkhT35Pn6TX6vuHwaKr81H8O1QB9xAKGS0ssT6bjg2YUYm/CGXWgFVb7FOq/EzEmHYCtJRa6SAfCXZikHRZIwsNif47nb8zslXtZEAHBg2ImGa3ejJBCBdGIarq4dQlksGTZlYh0Pze2VgXC6k6zozj+Ba08Ftp5YjZ8idxZtzibVypaRwFbsgG3h7XBtrkPRhwkFibRmc/eFhLe4Srx9TDsObKHe03UnUXL102jsuwKj0w5BsITQtKkfZcd9EAwU9n5TYWaUH1wJ4gTrVElAGjQ2qvmVU22GDpnxK+8SGQCTlATBB+sdeG2Rwrkm0uDHZ81DsUNpKyPpETV8iuWZUFF99+yEqszO7PEdRXf/O3LYgd8NzUG7aMCrVDOKqfy0TqvBNy7cgQe+tQ5UtRfGL+Z6w+YPTIbwyirZCda3vha4O/j83IfrJSUMwDt3PIq4OdPBSDoA/nDG+9is4mF78alLYTvvRkz+8Hms+J+78eM1Frw2XSH72dN4zYkQvu+nUbS6DJiaemQMdDSj6wSxB811CiV6FDBMpMPgJEhDEqR42iWrsm/ybqU860rZAWYqBaoCoFVwYjwYRe/hXni7PRm2vsn1KGsy4rKfLEb51ORlTsHvN8F32I4nwxV4xRpFffMTMJnOjj4n20nGAX7xmcex9+o3cpzBZTvB+tnOmz4ol8qw4yvLEDitzkguBIBJuwQEX8rVIu64HC+vX5HjAyOdCVzRF8Ado/eDpricvqnuXRLKRahGb2whuqMLwKfFVi8rGUORI4SaUg/KZM6+eopzLHwBG0Z8Tpzurh5Xac5mUOfsicReUIDvsxCxWdmzkgm8uRGXXGhBeeMh0A3pDr1yVZ4lgUHn1ka0vTVT1rbYPRDU9PacbyyfvZGGxZ1ybHj4wVnoe6cajFnAxW8lGR5Amb1NGBV+e9HfH3nugzibikdfiD6oAWCSP35mBj5/fi0qG05Ail2IsjIKh2uvkquSYwX/JiEVnADPkivplWMGEzthzk08y58tAC7gHK9AlUSyZW1dDNvpxTB4FFXvzLsmv5PKbd+vQPsFmW8udqwX239/EgOVKQ05LVqc7/sdz55Et3W1qhdoR3gYN3/0bVzXEydxgA8ugmXexnt+jPcPNcC++KocgUms5xTWhp7CY63P44F9/ajtVtSW6Uc8MPyxE4L3GVDh3bAaadx7YSMQ+CZ6ur+g3jUJ6Jj+U7xU+xKELBBMCqypacCXZi1WcTR7tpflWZYr8E6I8TxebDuKLS1+1AzfjLrVW1Fi4NDwz5/C0j8tg+FgdLTCduFX8brYjSN/GITkKAd/4O+6vD3nW9vA3zy471/9MGx4CH2hSaiezaPs+JWIOnpxpOp1rHkujG3Lr8M///0u4ZKt/2JIHODeW0P4LrcDNfYhvPHOv8bp69SmZzF75iP42pEfoWGb4nE/GwCT39rYt9Bl3o/A6I1wdLpgKR+FdfYuTLntTdiLTYiHGbT9bQP6tiiMWc4qwHP1Vlx18lk0D6abc0hgw24Y/DWIM7U4fR6Fnqk0bH4OIzU0eGPa3UwcqXFxlASGYeGioAUO9jDxJE/BHvWDFTJttZPguKVuNoZceTRWZO/mQLEvgOUfdcHe3jAOfMNzUurO+4absW+kWQ55eXnTR6gvSmktqNGZMz1GvNh7S8aSnS34JZW0Pvs4zixdih/N+zUGW78Kj3eOOnVTA8BXb5gH1ymb3M/XNh6EZ3qmDUe7n0KAz+TW0owDJusK2fV7tvfXfBtRDXyM0+9XWkD9JFOSkS4xsPFWVEUrYRUtsAq2HC7duJZXgqzHIcDP0IjSDM4YaHRZfHBJ/eNANy+hVDn/xlIrmr+3Et6LKjFopMHLtsrqo04WN0kiQoHt4PJ5jtZBqTUBMICu8z3Y/PvM0Bu+ZxshjFjyAuCQuw5D81KebFt2TEVgUJEATbtzM5wBDr7Xp+OCmhhmmjpBMUmJVb4AWCp3GS3Cd0ELxi46KQNhwTsH4S1vAPGJcfHU5a4q/Cy9dDsrH9vwElyW38C5zwXLyQrQsofnwjuYxL58KjIJ+1rS3M7rWE+1LGoAePY/2mEbVkDPkVsmIVxuRknLPIQxgjNuDwbZ2dpqqInG6LAVfwvNR/NASk0rCYL7i0x48vwaxAy0LA3evWQ5LCYd4TvOcqwqu+Qs3HKfs8ZzKhKEKE51/APdIRFf99TiSrEG/03pU2Us1CstACy0VYF/8hLMvPYUvvH10R+Gnl/8yyQA3vTFR8AZM/0mLHlrPSq6FDOH7au34R3mddXmlx29GLa5N8Ax1ILLv7ceL0wR8MtVxaq8YKIW/fU9ftzaHgeurQWWE4YJBeFQEIObyzFSswgRZ2IPpePc9BX0A0IvII4QbzqANCBCCmW+0BU6rfKANgMUuWIsAOWiwM4EKILXVR74QpxH195OjJzJ5XgnJ2L5Fydj5VcyGTpjvRb0HivBQ1I5TpSeRFX9a2et9pw+4ekAeN/Vb+R0uqJjEl6w7MDOybsg0NL6n39y85taAPj8Z7fDWhnBu/tewfAn6sxWAoLnFTlQEt2AV644v6CmhCUawQ3tj6GaaDipTWo6XUxjJIsSAz9fDS9fL/8ZFovh4Zvk4ZuNcRiNHFhGgIEV4LCG4fE7MOa3Q8wj3c1x2pe1FUTpE3DSKwCVArhB64W4ZmkMdS4vYk17IJUR+/z8ulcCT2PPH1Yh2Fskg9+jIyEMEfOrs0zZADidcbHikZ1wNisS2SJLrxTALy6YCAA+r1LAJ87/Ue0Z1bUWN14cQnFpP0SxFnVsPQ41X4E4a0fF4Qgu/PEAWBI2IRf/a2rNEPXoaMNRBOa9C9GUq7GlZTecX1ko9yI2d86GrW0RzN06TUiS+4+oYpppbPtBObqXZ9px0K3H8fbz7yNSOTFvz/m2QCEAbA+P4paPvgVRkuZfjyef0ATA3l6sHPgLtox8H1/dXIXydybBOEux2WAeHAL7whgQ64Iw+lfY6GHZJriImY2jR/8IQUg764mpJDSTce7D1vP+DTtMqbd5EnMSafA35y+HI6GiepbbPFFM70NKuxVOELC1rx0bTx0FO7gMU5wz4Jr/Bmp3fRHln9ysVJDWnEhzOPKDixBnfDh0Txcit9wC8d4vaTekkSMdAPdaizGVWgDriHI3tMz9Cyr/Ycb+K5bg9I3fEaZ+9E4GALaJTmz75Lfj56ncvQerln8PPzn+beDRECxTGLw35w581sXAaU7buABOsa+jhzmJaM9tMHsTzipKzmDqV15A/Qrl7urbshinHrsafMgKkZHQdVkvYs3duGLfq5jdfRSWWHicuUEYSMZgLcyjROtHOfTecgntc2gM1VPwVuTGdE+fGkoUUOobkqP5cMSDM2sAxxgRN+b6dSLl3P1xVHYxKKF5sM0CmBCFyAwJSeBL8hAPzx/0zUNMMGBR5TGsrNoNszFzHrJpPs9T+NuR6+CLp5i/nwb8kn4kAfADi36GtiP/CX++OMAPj1w4IrFiygUoIEsUSXgdQtTe/ttRWaqYTGQo7QknWEZaQnr4J4l2gDIsgyCrgKR2cmFhe+Zuzbh3wxzwm92gN55U9bicXpLEYbUnBNkxOoYYkxv6Qa9GJ1tNg61JSniUHtEmBvZmN4pX1YGfV45+iw3hnNAzucSCLLaD5zHcPwCe6ARkJZPJB3NRpoOd7DzEcWJEoBDvX4XpVb2wu4htbSrdsWAZqEQc2l3/0Y7jtypxQpMp8HIDuF4bjIER1OxRHIakJ3/NDIxOWyH/RPp7attMEAlwMjV9fgeqpp2B9x8L0MSVYTnVB6dLS0VQnXCK1jh8a1rhW3MKsYENiO76U05/8v2QlxTrRsUqNSfLMlEUu/8LNR92g/Vlc+vzXwIdFgl/bluK8LCWDY6+YRIA7Lz2cTT3fBajUw9BsIYwY2OXbAdM0vEN9QjUWVHcNhsBuhvdxWFpgJkns520EhkFG3TiX5H5sA1kHHl8fPw4dpw8AQKCH11XC4mmcFeRB7+Y8xkYDTqZFOfurtQayv/6dwJ+T3e/iHZ/EF/y1OF/pGm4ioQDOQfp/Uu34Ud3rQNV6VOVAAvtleAfvxQrbjuCW27l7h7c2PzwDEHx+Pnu7Y8hZknzCErCo7x+jRwHWJB4HLj+IF4bzm9f39A/HbOYryBeZcK1X12Ot8s9+Om6/PZ2xEnWD7b7sIRIcy+vBpaXQQoLEA8HMbSzGN2WhZAaGlPkPt8eSPxOJMVSCJDShayEn0YUeoh2uwWgJxUQRqVFSImH4+g/3oehk2kRBVQkD5/99UI0rcy0y4t6DdixpwoPoQKR+k0oq5iIiUfhTbDjvCOIsXH88+9PY9eGl3MA5qRjs/HX6tfHwyDdu/vqLXXCJKqQBPgzW96DKInY9M5L8LYlHNWpdMNlZrC4xIkp3RfgmZsuQ8hSQPIoAUtGPsBFg69qmzvkE80m7vmwUIJRvhFD8ZkYiKszAvUqj4jiIATqdRDwK9v4JgqOWmfjzKzF+GXtQVjsxAPsflCyynN+xCfGaOz+4yoE+53y/XtwKARf/NM5y7vyehrO8pQEOF11PSmpJ0vjNPdLAfaBBU/94dkDUVOW4b3qFpIwo5LFfmfKJjA7myEwD1fPcaC8pgOiZIZTuhgDk+fCbymHfVDAokdHUL89VIgfkNty1pmN1hxHrOYkIBjBlXVBNITBkfu+kJ1NVh2UwMLUMx0GbzXYsXLwjlHQghEE/Mr2vWdxV5y+yIE9/1aao/bMfdKC9zZvQbzivXNAnZUqCAAeMC7GR3O/klOnMzSAm7Z+FxLEdRukJ3+9CNaFG++5D5sPTYJtydWZ+SUJseAg1vb9AR/134k7PpyBshcbYFqectpFP+2F4bfDABeCMPwr2NCLb66qx8zSSpw48SD8/vmq82UwjMLQ+Gv8zjKG0bKPcqaUhEtaVF6DheXVsBqUUHRqa3gWS5Eao8ah3jfYi12D3Wgd82A4EpTH4fAvwaypAdQJjajd9F2YxjKZyqRK0RDD6Vu/iX5xO7ofDcDzn1+HdOPl52R9g8+N4d4XeiHd+FsETEbUY8U4AD4z93E4njfh0BVzMbTh37nSF3YZKi7qkiXA347vhFOyyWGQkhSn1H0Q56/4Nh48eReCv4nCOteIN1x34WvLck0xSOcHqcM4bN2CkPcaODtS74nqC3ZjypdflL1Eh0csOPWnmzGyX9HcJJq4PWsHEZ7Ri9XHP8Ti07vhDikaqiSxYRfMA3PACIRbnKKF3jIJo9U0iHNnzkwhbpIw0sBAYih43RJoQURTpxfOwTjMPiNMIQqWMSMOrLGiv5mWAW9Fp4TyXhrG6QLCs0UElhP15tSOESUKm3vnYjjqRCBugY+zwczEcE39PzGpPNf5XdrGkf/a53fj9dMXZoDfBa3VuHCCNr/ZG0MGwMuW4Lsz/wh7tBFHTtwFi2k495X8G+/aNoqiMiyMZQC8V1mcbABMfhPH9ciTdFY2aVckBGDRza8CB3UudXpH9R08CYgJYPd1gHl2L+hwFrAljj+nszDUMzBU06DSAqCnt0U7KNA2CpSBIu4iIQREiCEJSDCC2VIaTBkN2koBTBJOKOMSYEBIrIBPqkdUSn8sZkkzcvjQEiqYQ7DyHghxG2LhUkgSA6PZC4PFq0gbqKS/6NQc5jvlvGAATUmg6UzX4Zd9aXbWehGPcKm+JQEwqbdu+7Ng4+kcXgkDcy5GpEwJME7G27JtbiQwbLUYrVGYrMp8l688iYb1BxH4qBGGT5pwsXkQpUbyilUDXmkig5zBKKsuGXj4V57B8CVexI/+EMLQSoghRc1TLcml9G2Y5DC0OeGEk0p5UBx8DxWnt8JAGC75W8/5cpoW8Nv9V+bts94PVNEwKKdC0KjyThgveB4z2r8AX1MLOLs/LwAesO2B32IXe7GgMKsvubKSBGO4CK+HFQAct4fB2VN74YMtJ3Di5OC4TTApdk9xF749eQWKneneJvMsxETWR+/knM1LKbGPNcUeefoQDHWjo+81tIdpfMdXg8eLGzHHkGnXlSxKNAQsnokB45bPfogv3LUKoiNWEABf8+3duGQ9e3fbW5UPL/EpcfN2XPMSPJUKgys53ctfv1YGwD7Jj9brTxUEwKScLezEsp5vglswDdd/eT7um+fDe5MLq2jedigoS4SdpNG15ZAurcb7/yjHyW12MAYGVpcNJqOECkcM1hlTAYs2/S+0TGpbSeQFeLu98HSOYqwnj5pywikIeQiwJhpX3H8emtdk2i7H/Aa8ub8KDwpuuBpfgrOExE0/d+mT2UcRMcfwzJ+fwanPvYWYNVOitvjt9Xhg2e/HAfB39i59dxq3zND+Uj1a/pRrdmAqjWLdxm0II4wPN/2rIAAmoyi3MJhVasOqQzOx+aKLsGfOjIJCwan+w1jf+zwsfCjhL0MHMy3hiVaN2B4LrUdHdJWa7zFVTS0Jg5BwFCIOQwQxuUrZtEooR2vVIpgbJXy5YgRVji7Eq08CrnRpf/ZuSdwxx5zY/MQaeUwDwThOeSPgc3nQE1748y9nUNd04Xi5fADYbukX1y//b+aaW/4uBfWcBwmoK/XilPvvBfskRC2YG78RKy/eDJYVwHCXItw0C6MOwjmC7Cm6+T0/pr4ZgLM3rg02teh24vvY8hcRL28HVzIIJlgMNpjJRJVoDhLDwdQ3HY4jF4COF45Nr5e0e5tM2P1vbgzOzaVRY5948PG2vyNesmPC61iowE0b2yHEKlTjAFd6W3DNzv9SADCe+uki0bLmiXvvx+EjlcCCzyWOBFEVVczS4lkAuOj+ClkCLIZE0LaEJmVXHMzvhkF7AmA9vwYj9GBGuRWfnVMOc+g/0dd7Q17+Q0A8iq3MFrSsfAmcmajb5KYGRxFW1UzC2ppGmNnMu0zTk79ezlWiWV88ii3dp7G1txMjkZRPn+LhS1FhtqF+7mE0bbsbxSfXqfZ1bPqHOP2Ze9G5qQsD7/jB/esRYJmKOdZZrjixAf7mg2cQuvOvMMXFDADcPv8xWJ+14Mj6ORi64c6Q5eddtqY7D6P/y2Hc6T2IcobGtp2/HW+51HUQ5y//Nh5sUQCwocmK9xu+ivXTI2BrAihqzPWszyOOTnYzWnqno2h7KpQVUYuec8/jcDYq9/vgx3PQ9sRV47bBweowRud6EKqOYlpwO6YMnkLdaLccQ5jsM4qzgIk5wUZdspo0w2Xa7QrFgPduM+iIBE6IQRDisBylUfIui+gkEaIdiDYqf3LlIrhyIF4ugK/IxjmKE7OBcAk29czHcCTFkJ1veAurpvXAaiukOQnE4hS29y/B3oEUs5QWKVy1azqm9H16YVLL40+g4+L5mCH24865r8hrRtYq52Z7yLN2u0RTK9M/FAbA+cBNSh2WgOAz/MVEwSPvFtUQFGSUS+WVYEM/nHQvLPQoGGQ6j0kVKgTA0qtWV+El/Y+IboRRhohUAk6yyfEFM0sq/1J/KpDcEVQwB2GlUpwaNY+UmROkV6U4c3y56+Ub98lN6ve/3AC+V+FAV+1/E+ax/nGvu6T//fMvR7SkarwrRGWMpiVQdDqnPHek6/r9qI8QgJypfqasl/YjijQoWuLwXH4M8VovhGg9glgL7vRtkELKZZ5MqvtF6+LOt/skEbZgC6rbX4I1lC1911dpgJXwSp0ZcZaSJW9C8uGdbJMSQdECREoAz0QREUOICGkA2xgBZfODYuMQ2BiiptHEjCnz1tRzLaJ1AwUBcK9zK+LWkmiHsMSsdUfJO0aSQIssXAYaYUECL0kQIcphbphE66IACKIE3iACtOItdhon4LtiHaaXrYPR6Mz/oNI3dRO7ts66zokXFMUYOvvexoi/Exv91fjEyOKBK/xwmIiSe2E4TccNYKMGGEKpR5po4CEYeUiJc8TEDGDiBkTcPnz9G6sRZ6WCAPimH3yCVReZ7m4/UfvwwoMk5nT+OMClfTVoo05D3MBjZPAIynkHSoJ22PzqwB1xK/qHp8DhsKNoqAfbQq/iT87XEaLze5Fc76nDzz5KeJ1laTx/phrBiLrjotLGMpTWO+FwMEBxAY+u+XgpHI/4WAhxHhBFCSNtQ/B0J2ipxmZ3Vlqw8IZJmH15DUzOVAxuPk7jVGsJXvFV4qSFg3vSB6BNJD5u/uRlveijMzVqsnMLtADiqDGZTtV1I2iN4NFH/gbf2oMYrc7UliE22z9d/dA4AP7WocoXZ4WvLx096JKdKWUr88rOlR7aiz6mDwff2qEJgEk/WHJuXWZMs1rASzdj0wXLM31mpO1nK4nvSgcxd2gXlvR/oI9yZzvUSJM8xA1GnJiU/bgVICECiBS4WAAxn4iQfy8g8QCVkpaQ7SBwPLyxmWhrmINlM1uxvmIvDDVHIZmJREHtbk/fRBLEmAHeJ6bggOgAFWfRx4UwQlygqqR4mMVYS2GPw+46CsWVqft/2nQLSopSYTrS4zenS4Bt5n7xihX/zVx/0zOSx0bOYaE7UYIkUaiqOoXhJY/D5IqAccRAJ5zGZHedgBZroBYX9C6BMOwExy/FtFlD8FVVodu1AHFWue+JffC8ZzywD5B5zrPPCxE3LcKn9b3Q4dJ4pnFWGgdvLcGJa5QHdkZ2QUDbzjdweuRxSEx+SZMQZ8CN6pG+Z3a0EACu9hzHVbt+ngaAzWueuOfHONFSDW7ehpwRxwIDWNv3R+zsvxO//vA81IkGTJWMqAILq2znkavx8hx3HzpBPKQD9SUmfHnmNzDY80OIkinvMrbzm2SnXTFXIckbMK+0Epc0TIHVwIIGDYfRhDILYVYU3p8Z3mRJ2CRRwMd9HTg0MoggFwcjUQgLcXQGUiF52GgpbO1OlJb0ofoCCe7gAjQ9+xAM0VymcbyoHx2f/QkG6R04/dgQQp0xDBu+iLBrJWgXC7ZKBVQZAKbSAMMsE4wz1VV3MxgNxJ7+WBTffaMvLwC2PGvF0fWz0X/ThsHw+a6KpRvfwEAhALzibjx48hsyADbPMEGMsWBsHCg29X7ON7OePW70f3kZWH/qnpr/k7/APf/U+D7q2FmMzqc3gOtJCSFEg4jh87wYneOFUOpH09hpTGs7jslDbQogTiTaVAeqfjZgNiC8ioVYTvabhJgpiohMTyeW4iKND/vm4ORYnazmTBKJ6buAfhXzm71wOI2ab6Uhvw3/6rwIQ2G3LNQiz8x5Z6qw8vgk3WGOtHqdBMCN8TF8a8EzBQCwd92HoKQ16Zs/PwBOUrv8VC+p301AZBd/fsJhRmFJafpg1GrOvN6U3KRGCzWCIroLDiqfOq4+IEz6HJHcCImV8p8xFVVHdWdY2b2VUEy3o4g+AyMKhdAofGtoOwxLzphST771StaTLgFWAHCaymAGAC6wrgmAl+1taYYvggWeMFgFYWmq0hUaW/JbrNaLaPMwAu4mcO4wwv7rwXdfAYgpIqHWVP7VjsMUGQLLhVAyvAvuoU+n7tjiZLC/xIk4k3r8kweJvC8LqIlp5RHoGOJsACIdhznuhr/p1AQAcILtoEJp0+dcCyjnIywWUcTlcQa3WxejzLUgz1Jrr78W4cr5/r9QpVoffIHT6B54G29ILN6jzAhzRkgcC8lvAzXoAu23ytoX6SePqP9QHAtTyA1njR8Od+aZFwQK0TiLuGUMhrp+mAw8DIlL8dQzi2SngWpOsJIq0BkA+MB5MtH7+KpXVAGVu7cWESoMzsnDGrGA5YhHemUz6F3zoBTE09STeI0maru5aY40Dw+KDyf2OXDgzZfQfWx/bsY8a1YxdRJMdiMc5VYwRiMoyQhJpBAc9SAeiyAeIZJSCaOnh1WdWKUmP7EOWWfNWuzE7ItXoXHxHNC0CMbCwezywWiP4vTIGfy1ohtR2GJEpgAAIABJREFU4n/AIiBMheE3BdBR3gmH5IBFTD2eOIpDPzOAEBVChb8clf5M9ensAQeNIbRVtOVAs0cmBIBvKB09WIw931mcM5+uhHfhAWoIu+gtMoikGBEMZQFNM3DCDLOUCoBM0RLMJhZFghtWwQK7AJgGy+E11SJmVB4tNCXAQfthQDxjX5tCYVS0dcjhMMjrRNk7WURFpnVUwfdy6/L5Ez7qpICt6Awc7pNwuk7AaCFS/nyAN/kKyHw9BHumoKNvBeKyGZYA0RAAZ+6EYCDMk9Q4aN4ONlYHJl4MSjLJ4FMSIO9HpWYWBqkEtGjOiDyhNqhsCbDrPK/cUgoAPy2NWk1K7F8VkKHMsfLN5R8ELfKIGSwQaBIznQbLS2DSbaiJ4ppkQNzAQKRpQDKAjVNgeBqsIY6yei9K19bDvnqe3F0iEZ7x6hhmvTgGNpYMgZU2kgI0VpN2fFr6nKd8+xo7dt1VlqPuTPExUKO70OX8CzjGD7/5cJ49krlSRBWeCxplcJKdrH0iLF0M4qNmCCHlHK355xjCQh1eX5qKQ5sslwOAJcuaJ354nyYA3mW8EdSx5ePNW/xG1JzIT1teFJ7BS+LTECgBVgON62bOx3TbF+DzzUMgMDdnHMm12mn+HXZU/h5Cg0XWtNObiAOt82uaUONwwsYqby3iqTk9mRkG/WE/jo4MY99QL8J8iqlP8WaITBwUJcLWNxt2Xw9qFoygaKYF5S3XonznjbD2T1OlG/3r/oqhZc+i451O9L7qlU3xWObLaDNkxoMt7KdN/V6ollhUZQnjblwUxvCdf1GVACcBcO/NV/UF59dXr3rrlcIS4AQADvwmCtv8zEgwybkrhEQEvwGtP5gPalPKERyRBtff9g/Ureoan/6h0yxOv7AOod2XZaxJrCiOsakBDC0aQbyYg5HlUWQKwcTwcJiisJh5EFtVMyOgzB6G2ReHmY+jvESfU1vS9+FIEY5663HEU4+4oOyN0uBOLKo6gelNHEzm9HOVnyjsaJ+K7UOpKCml7jiWTwvCnBZjOoOiixKMAROoU8WgBjM1SgiI97qGEXMGwRPinZZKLwijc9ViaANgz7qdoLE03d+xGqDKBC76ABwBwf3ifITF8oRMUF+57AObWyr1i/I38n9RlgjTVBwsQrBQCheKBgcrrXhnE6UUgGKpMOKww8NPRhQlkNIOSD6l3tzf03smopw5jCIqKVHU4KbJPcqfRx8IVo5Vrgp0us22hODLk2QbYJK7Og8AjpRU6eL8q6nL2DkBq4aDqIhqEdt866+2wqnQFWSMEivCX1sCkbVCiFUjZmhCwDkHAmsBbygCJcRgCffIHmppQXm8WUI9KOt/H8aYsv4ZB0sTqudeGwM2YHexE15THqmaDDbyxDFNq047jzIf3uYj+QFw62z0FqUkwOPVyzaSCUPJ8cdj6hGr+aDJHXbGL25BxL/HnVjhXgebVcVzZ77yZ9vwp31gaYyHfPb6T+D9oU140mHCaBpTI3O/KHF28jE4xLAJ4pBTfrDmJIGB5LdADBoVJ1BEIjxUCcodguGyPQolSCMFqgC4kAT4tWtQ2p8/dEb63tBzyNvQhkeoP+IIpUggkuki6VJ8V/qB/M/kcnYd2YeB1uMY7T4DLpaQshVa63zf8pKG/B5mKYqGJIkoqqjBtOVrUTm1gBO6AvvIz4bQaxnO8KpaHiuBO1YEJi3sntZWGrP40OnqApEIkzStbxoOrX9bpwSYAOAS7PmOouqenpIAWA+DUauPer8TIOwY9sA54gXDZdP1woeSNxrQvnC23qbgdB9Hae12WJ2dBahydpupf4sCi85jtyHkU5xx/b9O+VSg0wGwx6YAK1nHizDOxml0YlWT5z/P1KZp9ucdXnYec4kJzRc3oGYxeX8pQHjy+34U7Q3CfiaKEh9gIQ/PQsupRX+1vutcjJHJRkTKDGi7xAGi8hysUJH2tXghvdcJyqfQGSMdR/VUF+K0HxFDl2xOlkxs7yjMR1sheUdAh3yQKKKBkPlIpkdGwHi9ROVpPIpGOiHuc81QVYGuHj2Oq3anSYB1AmCh0Y2wOSWNFhgaXrsNgzYHOpkyEBXQnNQ5gpNvtuPUMUWqN7nEjCtnlcJlasDhltvABdJsjtPWgjP60GF7EbuYxzBiDiNeE4NoV5hW+bTztN8lmTIOc3AqzGO1QHc3pKE+sNQZlMxugm2yFw3uNeCrBlGx80a49l8FNpZycJS+ZYJ1B9F9xYPw4Aha/zwoS32XUCvwBeZrKKcU0xWvJKCD4iGkMaAtEoViMAjU+DBWG0AMIoLEtjEtucGiRGIQNw+BicUy3mbDDR545n4A2o0cFeh0ABxaUF+98k1tAPx02waMVnlBGSlZqUWKSwhaGLRVWECZACbLNFOMSbIJpgVh2P0ROU+wuBhHxtaj9v1qmMcUrEI3bUXFpZswZU0QRjMr049YWER0qAQDW1bAd2QWAu3EhlrZO0RNunftAIIN+aW7siCGojCnpBMrKk+gyBhBVGBlVWYDzcsMjJhgRJu/Eq1j1fBzyp6luDCMowfh4lpw/rwxTJqSz/QrF+57gma81n6pLPVNppnuNsyvV/wZ5WUQWC2QZik24vnyxDptiHVbcr633zYVzfRgYQnwb7zrxigqKfJUVHAv17ApTVJMe68R9j41tYNUV9kIhYGKEpyYTB4nhdVi88OjLDCUo3SbXbNakBpl2rWUdfMuROLySiceJC+DGBx0H8rpY2lHT8+toJWnUE/Sj7lUEACTtQq8Xg+uwyEvW+WBN2HJkgCPNC8B58zVuxcZA+KOzN8LEcn6UAxrBwN5/WErI9anGp0//FR+tfOz0/HSd0MfKuawqUbhdkqMCMoRBGUWYMwGTAniQvovGuIwBWIwBuKgeMIZTKo7KQSI5JEYHoKJQrjMCpojUrEUgOItQYiMgJnpTrCuq0eg3oqitlnoc25DyGLmesU1+RF51vDOFodmz9K8OI/v05NR714D1qBh66VvivPk0jonOipXk1hJAC9E0N73Oh6hh7CdMDW0tqZGV7Qk/AoRz6Rl2b0n34WOCgiPXYaJqUDnAuCww4+IQz1GKM9yGKrrlL/zRnXb9wM9x7C1dTf8oSDKil24dcU1sNGJB1zWXBAnhNjJgdkuInRiCP5W4jQHYG1m8KE0yXheAFwglEraJBWVVaJi0Sw4FlXD7M6NTZjMysaMKBqdgAdzveRWa7tl1ZNPYk9UoJNxgL95qPKl2eEb3PkAMGvn4GhOUxMWKMQ8REOBMFMoGF0xMHlUZWlWhLk0htLFozC51NWA+QgD1pIGDtLWlo+wMLSGYYcPxQ4P3CVDMBlITGzFvlHOmi0hntMJ02V7VWcqOuaEJNGwlCghkySBBsWQttMRYPZNnXz+ZN3eIgvv8HnoO3WtPt7AOSAl4y+xtK7kA8Bm06h49coHmOtvelpKAmCt7VMIjGrRjnz0xVFtw4xrJqOkMfe8OJ4fwKSPgpjXMX47aXYxJ4PWvOb5HipjZcB7+mInAhXqkjPSVsQTw9EXTsFzJqVam94HYzwEl78btEpYIErkYY95UTtyCLboWAankWPM6Cqdi6DFDY5N3GFpfY2zVow4FVOs5M8kBEwNAcC7HiCMZtkJ1mrJtvDP99ybVwLMhUchHPsE9Pg5kWSHbBIfBxvqh4XlwGbxTX0xI0Jcigmges6IUCc2Fbz3bkixBXm3jmAMIFyzHf32TTiIoxh0esGzMVijRJ3agIgxjGgiJq081gQpZgUa5RG7zDggrxWiNUJmgpIkzBi2o4oXEakOQXDVwMgvhtk/TQ5jZG9PmHHkuU/Hpn4ElpUgTdmH+Px3YeyXwHpI/RSsRgsMLA2KjoOJxFDaNoISFwdTmvIf6WOUETDqMSAmFssCkLCRAU+0IdKSwSeCaMdzBgFxKhGzPKtPY+slTOKWjzvBIjbA5mctOHb5HHTecvVIbEFdqR4ArKZmFQ5VIBytRIQzY4h3Q0yjk7QkwU6FAYEFzcYRFK0QEkI42cI2zsp8cofRTx6cEOxRdC0PYXRlFGlyPHm07BgFc7sF7KkSDLYvRySiCCZkQUhCs8QyUgxTjIZEGcBRxKQreVFlnmZOojBgZHCmKohQ4k5wGj9BWfVhlNX5UDbJCEMpuc+1H0tCwAQuZsSZlz6Dvq2ZjF0rE4TN0o9oXQ/KFu6B2Z1uKgrwYQuG9i5GeLgSQsgia+gQRmd6r6MDlYiNEkCdOrTZV9Gs8kMaKtBj63Jm4uoNc+E6pTgx8UwNIe7M5ACzYQbuFhso+efCqlDJ6T2xksWzv7ZDMKrbjBWioXoIf+4NqFbjp/kttwU73Ysq+kDeCyM/gyBVhDAIeIv6Zky2GHfwOaGo0hvVcloW/qgC0UMK56V6z6swBTIlolr3V8zuAG9Wt68gsej8TgcCJcUQWRZGkcK1o+VwJewDlH5qvS7zsz5yD5pWXRO/vwuVIOpHhyuGsas+U83eOhRFUVcINKe+dkxchHU4Ckr2/E1gv9YsA2GXEZyVuMLN7JFtKAompjwSW66uga/JgeLTszFkPojRoqA4IF6sfqhUBqYHAOs5bySPVZSwPMbjGmYSqu3NcJlKYTEp0gb1VPiUaxPVc7O2xMnVsP8YPoqcwItWAzxsYYcNE2lVDxdda37FqAHxn9+EK+/ahyuuHPvj6ZY53yhkA+wcdcMQS51PAm79pcOQiHGN5tlLndB8V5ovEEKRIxkzuDCAV057Is/xODAz9XKRdsaAoAhsjAC1DFCU2LZLjcBxDng7ojglbGJhLLPDMtsFutIEKchD7I+BWmRBoMk7oXHZxkpgDuc+bkk/CWgvGimDa6AKLFF5z8LgPvcwRmp68jIISB2cMQbOFAPDMzDGLKBEopKaeh+QOsh3hfGn0AritOyVpvfwxLJ/kC2/7mv7q948L3a9NR8A1rP/tKmLNkbUW8fkmadQWjWM2sYuOIt9cJSkNI7ouiGw1+4EZc7nUFDtPsim6do9Of7ilTjxxs0omeMDa1HXPGJt/HhIIj1zmLF30wqEByyIDqrffyTbiT9Mg/+0Q17hdBtgho7hurU/pM4VANY+qclOq88fAcJcWICr2YmKWW6Uz850YrXoDyOo3RuGyceD4SSwSZ6I1nJofCfSXM5MgxEkiDQFb6MRHWvsOaGMsqsROBEdH/Sg7b0ubTMOrT7qMNDSosvJ2S0fa8W1H/+EgIt1G6SnnrhfLGv43H3fwonjdao2wFqdD8cj4NL9gyQaIpEYiEwzwEfg5/yyv47sZGVsKGLtoAcbEN+9AtJIlUwfKYLUs1PWHNHGOAylo6AdAbDOEAadRxEcNaPddgDN0fmoGFBi0qYnmUHLURBjFpl5T4WdoKOZDg/V3hi0cwzGJTtgmXUEFs4FSsrvHyi7zahtEAKbcqal0G4jzKFqdY2rPIc9YhkGb8z0zkw0MSyhSjCcckd0zn0ShqcoHL92PlpvuSouLag3ygD4C2Hcw78PJlae4QTLwARRVJQZlYXnLfD5m0FCxpEkr4Q2XtSVR2zsQew3vwKM6jRP3sNeJ2CLgm6rBwiDkZhwDbkhhSxgziiMcqq9FlQov+BCsoXBffkliHNaIVVkglMtWsrsnAvmtQvAHJ2ii2T5eGKCql4rS8fAs2MIUoFxXyrZOWkmBL+knI1sMjCppA1XNe5UtwF+2Lt2rURRH6RXaAwwuHnlkhSnTAdh0Trgyfq91TSe+z92dM8hLncS9mmJj4WUgdVBUGYJvdBW+xmgtbyQ7WgueDSCVc8HMTIr82AmS9v7TLD3ErUnHQwCHaiEuELP15arxQajX4lF/PZjmWGrSH9ix4sQel/hCtVvexoMlykJ0LPE2rOSmcPMWtHsnocSS7luqa/eNiYCl/XWmZ1PEDkMBDvR6z+DKK/lzl2Lup1tL3LL9S52oWd1uRwGKUQN4GTZEPxSlp1MgeZ0bDVNKaVCaHKBEFGPvjZK4VLbeah2LQZNqwHL/4XdpqNK4uBqLNCKHYFDeJP24lB6wPjEfOl5AOnJo7XaeuqI3Xc7Ft18HHfeevqdgf0XXjq1rVmuVvECnWnDr1WfjunR6vL/l9/P1bi069HOoXb5qk0aqYmErdpdcgw/v+xBog277rZ95ZtXxm+k83mB1jP5enqoJ4+ettTyXPqTP2H2fzyrAXzTS2b3Rt+/w0PFePfr96DttbWqD57svtkaQlj4c3UmNR824PQ/GhEP5FegiQyYERlQHNtpUXkyAuKszH1eykP5DRfcTX3upr9LPtun84o+Pi49i6gzD2thUT7bpQqGSXtEZdp1JobSE1FM2RSAY6AQUyON10YcDdlp7PuSG52r7fLf9XSJtOlp8yEW5ODr9KN37xD4pFmV3goKbeBzUQcAR3gYN3/07aQTrFef42uKFt33Zew+NhnU/IQX6Iytrk+7pWDXNUyrshmvkTMNiHY0INZbBSFo1/VE1/M20EUf0ubZ4B5F0cpdMNWoOxLUwzDW0+a5qmd40hbEX+nBievmo+Xma1B8uwmzf7kNfbeG8UvTy/B55uKTvb9IdUnPntKTR88gk+8UWxjissMQZrdCWHYISIvkoRffkDcDHbKAaq9L8ciJRkFjT6K+wp3O+Rq0gNk5D4bnLgc1lMlY0334P8XZZegISopbVGvgODvG/M0ocrZl0nA1AFy5xyk7VRq3hdBzKvTkSevamYUsNt9pQfuiwpqbysNO7erJXRx1AJz7SNebT20ma45zWLYxhoVv5IZiyrt2E5ybCZyD3KyShBff3odgTWb/YseKENqsAOCGrf8AzU+g/zpv3nyPcAKEK+z1qHM2qwKic0wbJjh9ua2LkoB27zEMBrvAiZxO8K49Ci2QopeiDs1y4swl1Sg9vhB+cwdOlg1PDABrqOBOcAJVsxOHWefFRXyRnYop7sUwME7ZWY92KjSP2nOsRmijsVH0efZgE9eBN40CPKyefmj39NM8VvTUHvv557H8Kwdw+xXDbw/tu/CyJAD+aMNz8LuzNTi01ar1mR5oz7Gefawnj76LWusS1pZGK3N9Luo5d3Nz0TO3Y0vDDvziM79CnOHnfWlP9YH/XwCw9ijVZ/OGzV9D3fkqDtHyX4wahkyZPRk5MQmbv/l9dH+0MKNGPf01V0ZBHINl7wXiGCk6mt+rbnpDetoh+Vc8uhPOySmzg0Dle5PefmBDh14ArNWOnrN1Nnkq55Vi5mebYSAaSCqJ9MsxyKPkTEwGxiE1G91EuWCFQdWGN9/YiIpzx7ZeDB0bRdSrrqava0waOPNc1EGGWBzowee3/wBjM+Krvnzi2Tc1AbAegq+V51O8I+PDLoRbpiB0RL9dfr7u6OoG8exricA2/RTsCw6DNhV4b+qqUGtyJuDpUaMqb9VuRF8+hp61K/De9y9Dwx3mDADc232ZHFM2mfR0X08eHddU3quMgFYChIVlhyE1ER9Eelh1WnkKTxTVWg+Yo0S/HOzm5WA2L80rUdY1fg3Cdy7qsNs6cgDwJIlCe/aE3bJsKQzhhHpaoeDn47tAe87VODQECL/zTSu656hLipQ5yZb0qv2az7ZO6zrJt6cyy9GciOWvjWHheykbFCJx9UwLofXqTC95yeeW+6QNU14vB2cVICkuknMSqYPYUBMV52CNOuEnhfS21bvSi73fTnmNSzYY2lqB2EGFK1P7yUYYIulxFrUfkXoujoDLBN6UCy6KB8KyGQJLszIQrrJPAssYYSBeOikSvnbiB1HfqmZPt3YpryWCf05vAesJo+y4D6KBgpRlV5Ks1dGrjEtv0m5d2z6UtHV8Qz0CdVaUH1yJfvfH6C0OiaPimgmoQJ8LJ106nX2lkYUyicVldBWWGmowxVwLhzFpW67OkspLxPNMZDQ2gkCoC8OCH6dFPygxjgjnxyd0GJ/IziN0XAvnwIGZrnZ0MCGi99+ELz64DUtncb8ePLH6P6YdUSTAB9e9j+5pJ1MXsJ5x6WhPT7/17nWtfHra0pdHD+3SXndFhTzlRTnZf09VPyTZrlAfjdJDJ2mexfq/fRWPrXgSjy9/Al5bJ/XNDxeGV4m3WPo+qMDhn6l4d9XRA33zpXckWiuY+/2al7+H5qu2TqBgdo9T/06fx8hIEXb+4gvY97sbVet2TPbDYM/vfLHkPC+m3H4mVTarWaJ2npGyXlr+Ngf63qkCYxFAM+oEnwsaQCTFjuYAlj68b7w6Chyuv+D71E2ff1wccjh0bCIdq6gjiz5ip76piOMsa4kZrslFYMwMnDV2ENVpIi0uNAC93SImDhRDQl2JGDoyivaPehDoI2qpGtOjpwGt3adZh2YGuYVJA3tw6YGHsaGHo1DzXNvDQvnki+//Fg7vKwMW36zVi9zvOl73QfjBq4T9LJKKlTeUjnc6kQYH9syHEDWD92bte002YaLbalNkioIp74eh4QwsNgHm6gHQBU0gJjhFOuZHV4066mlreB3Ffx5AYNH1+Onvp8RWXTrJtOSJTej/Yhi/oF+G1RjGK//aMr5fdVR5zqTvetoSGnrA/fBxSLWFwvvp2edZGOjIFNDyf1PHVZv19Edel3MAbk3mHjAsiRKRmYhdOokmYbV1wVhMPMLnpvriDvj9Tagp35ZLZX4ztpb4JMwpRSTB+ZIhzGDGc5WwjBKbRXWAR/MUHN1mMMTwmpEQqI6Ct+XaMJA2BmqsOLXcgpaVJsTNxJg9nytxdfCr3s98s57/4k2uFfmTpjiYqTE4qF7YqYG0mMN6No+u46gj07lpKz0MEhvxo/LgJlkNmgRqF8x2EGdXaolIikWGRbByCjhryuNbNjMjbndBNGQ/IFN9N3vV1V/qY8DisCERYTnTwUlhh1akt2oX5sTny2fl0FYVwJEGH4aLc5kQggCEZS33lBWvySLBYAAc3SnV6Oze0HEBlQfHYAjzBYE0qZnY9woGCiOzihApIuEy1LdGuMwEwczAPFwBe98ktNZthNkqdJ+I3VCn43WlY7+d2yyFCCQBxBdSLqxlqjEqxdDLjaJMEGGWmSUGTDE3wGoolpc5HPeiNdIFXuIQpYBhhsYcxoVSyoSOaA8OC6M4zPI4xdKI5GFYaKlIJZ+2Wo+8fDsvOXN6QJDWLAu7p0LsN+EXP+yA2xmdH6Bv2+V+tthohFG2OT22cht8pcNyTOG6lumw+UmczITnbwrgDRw6Zh9GzBoGyxkUu9SsFCz2yt+TNE9d0yazkHK6Cp8xhjegaMSd0SaJgxxy+iASo0KRgjXgkG1u1ZJsT5sxrpRTFj3jStaZW09qftLbJTbAhngu+E3mGanODBWhtqfJWth8RapjSu+zOWjD9N3LZedct996J05VtA74rJ1Vt78z+29LjZ/9klsqwdZbViLcl2mbpYeqaeVhzAIczf4MEEccUIV7LRDixBGVBEtlJNMZFoBQlw0xb2p+8rWz4sePYsV9f9Pa2mnf02sif0/9u+vDJejbswCcqRoilZ9R5mwOwmBPqOUSh1yUBjtVTx49I9BZj2ju9t244qHir/3gqf5Wj0VxaVsoaS3iWRunZDeqh0pl5mHNLGZtaIatnERhECDyuW85S4kZFldqr/h7QzK49feFEOwLjTuxIiA7Q9KrOe5MKqU2hVojYvkoSn0dGY6yvLZqREyJdw2xmc0Tpiq9PUaI44at3wNdHvXe8bHHhepn/3klHNfcfPtmLOWexwfO22GuUpiVJIkiBz7skT0Q5yTWDInjEehvBx/NtE1N5o0U2yGEhyHxsbyUl3XWwhgMg1FZE5ph4KieAsZiASXEIYoi5GzknogWQQoWQ/RVAJwJsZPzIYVT3ppVt6oSDEFOUXcHhtf8DKzhEIr6KTj6KRg4CsL/be/KYyQ7yvvvq3rv9etrjt45d9e7s571HsbGtgAbCwg2wcQJQoC4HBzlIBGyBAlrpMhOFIlE+QOQuIIETv6IFDnIDgGCiYRx5ADBrL22E7KLl3gP79re2WtmZ2eme/p4/Y6qiuq9vrun+xnvIuTtkuzVdH9dx1df1XfW972tGQLbtbUJA+mpvTBFGpK8moGx96FgQpdV8lF2jsJeL7RJfL60YZs3gNlJ6GLxKsy10tEIkDYHMQNSKazxF+HxDjxrGJMD2SL8EiHzZAFrmwOMP/op3Hc0eHxP6X13vLfwVZQPBtj5KQ9/cN0/h4O8cPIDyKTOwjC7lTL9Bvjky+9H1c3B4A5YrSpA6+yU5ChVtkAKC8QEUslFGB0K3i8FYy9B50YUKRdi+0XoRE3urAdhA2pqFWo6ih4T1x8HeSb4z14H/u/Nmu3sQi4MYRaZNVTf8izk8jjUkW0AuUhWp2CK6DlII6XFAMFTJ3tbDfTd3L09pqZBAC9KF9WrloAWA6NYzEEUIj64FijoGIKBNp4wKaPOsN89lk6GVfYz3VrDl1Z/4wHF+D3xBejBt9VgiGiCG11aJTWNkppFUc6GeZY1XF3h6ZxnL8H1lYRO6zJJMszOy5GgPNJ0ARl2Hgl0Z099tetqOwADs8EOtIn2xWF9rOr6pCr8w2YyEwPe7/S+g7o+jW31GdBfvR9LSMyXXFxTdDHu1S35r+xFeMyp18AUyqbCwVmBMykbRav2Fn2D8CmrFDHIkKZCJhl14ydLUGH20vbWip8g4TQe7ptOs/zBIJjWsfxkGdVc05qXXJ1Ganlz6P1dHfsFxqzR9xB99NuHHWdjKb6x8jges0sD0+981zE2SGiJ00ccmPCOeIVvqHrR1EAlelAIniSolRGoUo2J1AfRWZhrIZry4DzEyRw+dt/zuPXaxYffvPfrH/3Pl555X/FQ4bt1L3Bveo9zO7XD1BM0dVBwWKalTuflkXwjCZRWFhttg+EmztWzUfdWOLvGGuT5aVHsNz7nl2qsfjdJHPwOvolcw8UX3vl3ePR1P4CT8uaqdF7X/sG+J2/yb3V/PwyF0p5gdyU6ziM7a3yoY/jK2RR09uYmTP/5Re/nwjJ2AAASBElEQVRSY66hA0x7Qf1SR5RWByPwVxTeft+fw0x2C4TdWIkGkJKjWtqCxZfvgBQ2OHd6lzKKw3TiLG0gzECAaCkxwLT3d33mv+b+5NpHw/39wEcfVIV0x7lvQ4yuudxbeBt05jq6GSw4xJj/4DX27qTuQW5kbB44Vn8AUgIZJ4+U18y1oj8LdIIoigx704XT2OHVy09qmd8FK5wD6Xo0tTa7cqRnCbuL2W3wzFqCP80jNHyHBF1ITsM3oiRorz/1GPyEgd89WYkkAfs727HJPfkNsYXPfv4zuPrwURxY3wNVg5/xTuDqMX2G22WagmsiqBkmcykP+UwOZbtp+HJXPSyeaSp1zCIEOmKuQ5OQIqrVrZs5moLJw4qmUasNmcYqipV1nFhaxvefOY1F0V0WciJlwTY4kuwqzJq/DZNGcDF4qklaCsgkzEa26oXyQU3hXUd7NGFGlTG0obrsIgkLb0/diHdkmk8XykYBMsqgC6NHoi39eWX3Ech0pKymeXeFkuXta3hh73EwLzLELBnd9ZSNYgGzvzjfLGRnsDBZYb1JphAkAliOAKsp0Idv34Rr938A9z6SraKcnL0muPOz1/3Nk/fs+vT/4MJfVnDDfuBDu77T6GPdHcFaMALWyBgXsU+LfPBaVvJj5gx+tqfdsMCMAFMrAgldlxvAyoyPdKH77pyUZVgyWmOBr2O1sA28KUqCElUEYznkxRasyQk8nbkxhE1eSCCxaoekzDyGmYUULJfAHY517qBwdQnO9MZ39am53gaZmcUkEtXuSM8kL2HSPIc3ZH8Ka9mC70aT9LYcg1PJINAaeK1x8pCwm+d5fP55uH63w7V4eiuCmtxcVhOozs61XUvlE1O4+OheXbw97JmPdxvl/LUEvKUm7ntqFl9cu+0EEc13UXPXBwNvs9ov4sINGrHZT0Xl4KgJlNUUXDUGA9Hm+bBAbUWue6nE+k4LYOkDW8vMlmZLHYpunDnHgRm0prjfX5qxzhx5710Ln7Ef3PPWw71dLm3TiTFmDJBYEsIG/Yy7PnKewOaKhy1OgETDsjdo4F7fKxQNhjMpCx4jeIzh+bENhJA+3YcUFSM8NkTloGkOgBk0liQfZ6Z/hGL6FCTU5793d3D/fx/55G2fflb+uMo2NnKERqQ+dWyjaV0amHpf/fwxl2qsQf0MUrKj22LAG1pJkMsjQKWDduza2yaPQ56aAhY3gVpLCvEAoYCiGaHpA6k10PxLbaKQOjcL+cLVQDELWD4SOy/gEx9aw7Xb1o5btnnLTTu+EtaL+fHJp76Vf670wR2Ht0F7gpvtVRJcx3UUR9eIQ+f9+4kz52hicebTD0ZQgFObzqCQbC+hknGjpEQVw8Hhrb/A0zuebcPENRd24s0vvQm5Si783DGdRn3fVsBB/XTe9i9MnsC6XRTg8u5C4vQ369//zvf3bt81Zp/Y5b3H0J7gepNKYpmtolLjd/pzGwlkVQoGDAhIOKiiwjzousi6mcpATmVhqUhpDbHdYtTonFPj7zjI7rMppr2G2au/j2T6PEy7u2RNtTIFtzKB/NJNKK7urc1tgMFt0JwGfR+OIiGtiwhrooR/WiBfRylE5+iS44eVUc7+710fe8O/Nfb33n/823ct/HD7f/RSgqMl9DsTMZRjfXsPUqBjwOhpJB0DVk1tEEwbjH3IundGUVheZdDTJR0pkjYZLN4ulNaVPk4Kmfk18FuisPm6YJr25jHmvAGWiM5dZtKH2Vqiq0aspogM0wErYzV1AEuZx9v60X9sPtD0RFaNswhYVI6tMdbxEsafWoO5EvFNL+3oEj9Vpks/1Bovg5vL3OKBJMGZrG7jB//48eKb2s7Qlof2ZcG//ICYgfFH38U1809gxC3CNSycGJ/G8WzTI1z/nW9HQxiadxzbih0/3NVmeOw8o1uPTCG5rt14tW829BH0NwZqtfMHiSfwTPAjrKnzKIs1lEStJNklMBInVRp76HpspXlsYddhnLXXZs8qhk3godQulEKeJFY0ujvWpeF0q0DiELk4wLqVtd0t9YAWEMDRfLalH/39rTIZjhf1pQs61QBq+NPjFG85Bx0D6Sng5WMZfLZUXAbUu3D27kP6d7uy5RN3HHpwPnN1IfQEF//eg6wAZALs9UDm7S33SG17qi80nSPmVgaerDlaWugvDkwrHSSu4TB0Lec+YmapaOKZJyaxdLZFS27pZJARP+w7Rs62DC9hKrOKaVZELijDIgFmCSSmKmC1knx6pv6uWbCxwWUyB0kEShKcRVKiHD081KTKUpLMDAOzFJQgeFUFr2aXqi/ZsBUSGQVWe4ba89h8ee22GyXwbRDNb3SuBgmS9U0ZJEw2N2/jJccSSluEVgEDJTWjjxQMuPCRQqBSIalz8pGiiz09unHnHGc+cdYVB+ZSjSUCE4svv+NzX3zj/X/xmzf860fGp1cfnH/TUWsjT/AgAoyn2cWBGjxSr160YpyQQMYPsGfdRTaQoWVM9+br0gq1rL6aT+tPL9gmjo3YKJo64/jGzWNleIgYoEEMCZlpWFlDy6oOq4sz5Riar2eswzc70vArHpYEkPBRTayglDoDuYEiK5gHNxFZb5XCvY/8nv+V+sq0EvzA/7HHnnOcRHeUxGCBJd75HtxPNLf+74wv1VjMTbSFr0pJCMLdl2EIruVZSJfTYCEzjbDi+ww+F5CGTnDGMJpMIpkIwDo22Sma8EomLHDMmAa2TpRhGu3CXMXlcFwD6YyP3dderG1FO7EUHQOlignLlNg0svE7f/3jpBVgdpNm9Orzt+z52v2dVKs9wSTUN8unypZc0gyHY3zLOAw/CLgfhCZ1XUHRvJCysG6A3Ch6hnS5Ch3LX2P+5JtgWpmveRMaAngMJSmfXEMh2SyL4Ol4ukCbIDmqqOKMeRo/Tz6HKqutlYBr1/die7AdY2ocQgl4cPXz/7Y2LnJIyxRMZUJAQHtKvZRbt1eGsHq/DGHAkByCK1iTBoqzeaUMURd7YFISRV6iPFunwAxUIbcWCIg1pZruIE5mssDXk+tG0UiIhJwUk+seeUWomikZwEH759kz/Fy6yNdNIhZoWa1ExVVBsiHZ+OTlAiUySj9CAnxBYoWAxTDurEkNM1AYI8BWpBwoPO2mvH11z2/nHutw6FGLPggzmRXKl/lSqby8OFIRfjORhJAsmTG9ZNryDeVxUV7ZVOQkigzNQqgz88uTMzmWGrFtJhXBF4Yg7TqrNTMRsHG21TK8aXChjQESinlttxiJFAx/AqgJo7EVxT73betXInBcEThFsDDCDdKsjjEdiEWMSXjw+MXA5SeFNvrVG0sIzllKB3YCylOesVolYsuQTaVFMTlJJJNEiktypUtLQRDAg3b5tDQTI4Yhx0xI8gPPXIKf+SkTzQs6a87ezuXIVRxJrXloEuppYeRkcK6Dy5nnVfnK40H2wr6657cTFTocurCAaZcEad0wawZyZOZYmZm6PpgWWKShTJH0V0dYUBiBSnoIdi908TB+bCfE4hxkNR3eXQltYBM8UII1aM9gKTNQluYmZHBSmQlS1i7uUYv9zKSUwZTNdLKLxIihJm8yAo/nHaYkY4ooICkk881q3rCq68QEhadcncPhQLCSK8kNxzNsxcgQBjHFVXrFd+Yeu0gc56h2FhQwAYU9VPNWtOs7/eMPlZKniOjlxplSmAGpMShot1KggDwRFutjtcDZoBCmpJQ6RIZ4jKTR07UlKcg/lEGo8PxSbctD+wB84T0qy98mk7gK+h4DKvUjWWMLY4pjTpng9SVH4nzEnwaEYZ5HgHM6aLQFzlIEncZNK4rHycNTVIUTPrTu7qyoJI6xmtG2Q8uxd3FYpaOg4iJSy0/AwgWwmtHNpa2QFBl/udShyB5MREqzhyk47Dp47CpU2W4ErNtbG0ujioP0QZqZUqdAaNAJlJoBSD+StqHCaNs8FC2CtYQGROjXNKL/02Ey30M5+U/Ivz9aIIBr0t6NxPxvv+6vD8xrT3BniyMexoFpoYQNsVFeyMJZaPeWMluAJwIEZQuF5yZQfHLKt8n31keqvDjqcxFwhqQkkfWoSpJ8qaSfCgisV2ByNLSeL/OZUKZsuHvNgu1lzo0FieU00cKYmz80tUIKi6TFrpaW2bk6mt5RyIJLxxhzT2R35p81sl6bBWNsam1HetTZZpAqbN201PfckY/z+27+q4YxsXWsGx++f84wgqhYd4zW94h9cfW2z4HhvghI/7+VX8QJko6zzf1NWIGXhrO+BVJbaUnAtPPh42fGfSjFIAIbws0IKXmFSEnTzmcS6ZUWn/zlmvOg9Q80zbXgs19frx6H5fy2yvLpm3/rq2/7xP5Wmnj3Ld/Yv2nbhbdkcgXYGQfCZ3ArSZQujsItJ8MtZ1xgZHoNdtqBaXvQlhcptCAtBedKZ35qaAGamRGThgzIC3xr2S1b+6XibcSs0ks38KS7UypZ9q1SW8E0xV1Ljp3dy7mcNZkxKsn3fLvQllWMS8NMOVu2mH42ZUqbK0glSWu+FJB+XFhrSob2OM7AmFRSukL65Xwq7+bHw1gLpRRTkmehWEJXA/crtu+8tGdVgi4yIGKKShmKMGNNnx5PTqykoO1K+rbnokSk2lIZmqlS2ki5SeGT61Wyp8xk8UWWcupaUNidTJSyMCsjAXlLzlVP/0vrXgipMozjToB2EjADyICI9WTOSsEOBWh9QRN+AgSPPHJ3N7M++NK+Mdf1//AnZ/hHzhRpp22qyvZx70jeE4fzLp3V41sGJWcSuHm5Yu4uVPikwRCMwGyr5aVffp/1vMmiFFZFKs4ZZMqUQir4UhtRtcDDYBuMEvoDXwIJrjBpM8xnKPy3tRV8haKvkGD6u1bO3zwHvWF632gpDmxNRWNcCmVaKVWAUkeJWFVBGaQwoyO+asKTvtxLgLpIaN8fpVQoYCmgxIATUHI/I95G40IFMxx8RkKWOr/rXJ3iMn/zrq8PFMJ+/NKBuQCYM8Dzt++4uSe88/B35wL0ZwzLxfXrfYXdUvlOSRZC+tioBcI/f+uf9mZCMfgO7jl/l2ZSfRmVkGqGCDOcaYGV2osrdgzCOMt/feqhgbiKM7crGeaB8/ZcEBh998UszV/P/YndpEyHgtGedML8bI5kKmcwvsKdbW2lFTvxy4H8h2+/d7h3fQjvLgdzxoB9qf/8VStvv8ID8FpdV4hCHQ6dc78CoutBSiv8Dd4BooaMAaKZrdIY3QwzSQqCERxDR7gi0jiVAvcZclIhKXU1Kij/eaoWNA/q7Aeqxqf6jNUfBnMgbG+QQN0IOkjZjLhvAQpHQYhc6xFDrimT4XpPQKr94LW73KcMTHEnJO0EaZlHBY31dDHDPv10wcp83Vt7OUl5d7byOSLcl3vzOYzftAS/bKHy4ijAZJknggUylGdkPD51x0Iuua2QtnKuljUDJVE2RryCYfttSqCSlFaKUirgFemzk6Xj44fLJ9vv1+qynQvW7Zy/bq+cfXhv33tVKJ5/oWzFvle3PvCt28BYWE+OoA4pqfKKG/mzH39/7D4uJ74vR9+DtLhwzC+v3bahsKJC6xvu1P9qYUWF9v/a4e5FxKH1RZVAOEEIhfY25K6ev2nGWd884znjpYWjH+kr9IBT/pGPZ3puzp/99GtvtczKG/sizfB3cHK3KTIK0rPb+zH8HcnU0ru56YwaZkU7zaUSrfGMOmmxz8zEusW4ri4dPiaQUhguwApEMlTcpDStwM3ktGBMJBIySATVykS5nJ8rldbmw0swYa9aY7MHc2aiYJtWSWc9CpRkZWZUS4bpdChB0iKmY7VU0TCdn/fDoVTm+S/duq+npaQVL++84aG3csIbpWQlzlRfnAvw/OOHPvyaPRCX45BdSX0eOHLPnIFuAVorfiD+SSJ6SxMfcYw7DUZaBjRtUsMS26lwMoVDIGqjzcuhcF5J+zlc6xADQwwMMTDEwBWGgZmH52D0N1A2ldxfjcL567oDe2wnxNUrVTh/XddzJc0rlgJ8JSFkuNYhBoYYuLwY2EhJ7jVqXC/o5Z3xsPchBoYYGGJgiIEhBoYYGGJgiIHXCgaGCvBrZSeH6xhiYIiBIQaGGBhiYIiBIQaGGBhiYIiBIQaGGOiLgaECPCSQIQaGGBhiYIiBIQaGGBhiYIiBIQaGGBhiYIiBKwID/w9/LzMIyP84TQAAAABJRU5ErkJggg==</pentrails><costumes><list id="11105"><item><ref mediaID="Canvas_cst_Untitled"></ref></item><item><ref mediaID="Canvas_cst_costume2"></ref></item></list></costumes><sounds><list struct="atomic" id="11106"></list></sounds><variables></variables><blocks></blocks><scripts><script x="80" y="167.33333333333337"><block s="receiveMessage"><l>change background</l><list></list></block><block s="changeEffect"><l><option>color</option></l><block s="reportRandom"><l>10</l><l>30</l></block></block></script><script x="80" y="280.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="changeEffect"><l><option>color</option></l><block s="reportRandom"><l>10</l><l>30</l></block></block></script></scripts><sprites select="1"><sprite name="Brush" idx="1" x="60" y="-120" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="219,53,196,1" pen="tip" id="11129"><costumes><list struct="atomic" id="11130"></list></costumes><sounds><list struct="atomic" id="11131"></list></sounds><blocks></blocks><variables><variable name="radius"><l>50</l></variable><variable name="myX"><l>420</l></variable><variable name="myY"><l>240</l></variable></variables><scripts><script x="32" y="75.33333333333334"><block s="receiveGo"></block><block s="hide"></block><block s="clear"></block><block s="doForever"><script><block s="doRepeat"><l>20</l><script><custom-block s="spread clones"></custom-block><block s="doBroadcast"><l>change background</l><list></list></block></script></block><block s="clear"></block></script></block></script><script x="30" y="357.6666666666672"><block s="receiveOnClone"></block><block s="doChangeVar"><l>clones</l><l>1</l></block><block s="doSetVar"><l>myX</l><block s="xPosition"></block></block><block s="doSetVar"><l>myY</l><block s="yPosition"></block></block><block s="doSetVar"><l>radius</l><l>50</l></block><custom-block s="paint square %s %s %s"><block var="myX"/><block var="myY"/><l>90</l></custom-block><custom-block s="paint circles %s %s %s"><block var="myX"/><block var="myX"/><block var="radius"/></custom-block><block s="doChangeVar"><l>clones</l><l>-1</l></block><block s="removeClone"></block></script></scripts></sprite><watcher scope="Brush" var="radius" style="normal" x="3.6785714285711038" y="3.6785714285714306" color="243,118,29" hidden="true"/><watcher scope="Brush" var="myX" style="normal" x="3.6785714285711038" y="19.128572900000023" color="243,118,29" hidden="true"/><watcher scope="Brush" var="myY" style="normal" x="3.6785714285711038" y="26.85357363571424" color="243,118,29" hidden="true"/><watcher var="clones" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="✐ last set as"><l>RGB</l></variable><variable name="✐ fair?"><bool>false</bool></variable><variable name="✐ color scale"><l>0</l></variable><variable name="✐ HSL"><list struct="atomic" id="11183">0,100,50</list></variable><variable name="✐ last crayon"><l>0</l></variable><variable name="✐ last X11"><l>0</l></variable><variable name="✐ raw HSL"><list struct="atomic" id="11184">0,100,50</list></variable><variable name="✐ raw HSV"><list struct="atomic" id="11185">0,100,100</list></variable><variable name="✐ X11"><list id="11186"><item><list struct="atomic" id="11187">255,250,250,snow</list></item><item><list struct="atomic" id="11188">248,248,255,ghostwhite</list></item><item><list struct="atomic" id="11189">245,245,245,whitesmoke</list></item><item><list struct="atomic" id="11190">220,220,220,gainsboro</list></item><item><list struct="atomic" id="11191">255,250,240,floralwhite</list></item><item><list struct="atomic" id="11192">253,245,230,oldlace</list></item><item><list struct="atomic" id="11193">250,240,230,linen</list></item><item><list struct="atomic" id="11194">250,235,215,antiquewhite</list></item><item><list struct="atomic" id="11195">255,239,213,papayawhip</list></item><item><list struct="atomic" id="11196">255,235,205,blanchedalmond</list></item><item><list struct="atomic" id="11197">255,228,196,bisque</list></item><item><list struct="atomic" id="11198">255,218,185,peachpuff</list></item><item><list struct="atomic" id="11199">255,222,173,navajowhite</list></item><item><list struct="atomic" id="11200">255,228,181,moccasin</list></item><item><list struct="atomic" id="11201">255,248,220,cornsilk</list></item><item><list struct="atomic" id="11202">255,255,240,ivory</list></item><item><list struct="atomic" id="11203">255,250,205,lemonchiffon</list></item><item><list struct="atomic" id="11204">255,245,238,seashell</list></item><item><list struct="atomic" id="11205">240,255,240,honeydew</list></item><item><list struct="atomic" id="11206">245,255,250,mintcream</list></item><item><list struct="atomic" id="11207">240,255,255,azure</list></item><item><list struct="atomic" id="11208">240,248,255,aliceblue</list></item><item><list struct="atomic" id="11209">230,230,250,lavender</list></item><item><list struct="atomic" id="11210">255,240,245,lavenderblush</list></item><item><list struct="atomic" id="11211">255,228,225,mistyrose</list></item><item><list struct="atomic" id="11212">255,255,255,white</list></item><item><list struct="atomic" id="11213">0,0,0,black</list></item><item><list struct="atomic" id="11214">47,79,79,darkslategray</list></item><item><list struct="atomic" id="11215">47,79,79,darkslategrey</list></item><item><list struct="atomic" id="11216">105,105,105,dimgray</list></item><item><list struct="atomic" id="11217">105,105,105,dimgrey</list></item><item><list struct="atomic" id="11218">112,128,144,slategray</list></item><item><list struct="atomic" id="11219">112,128,144,slategrey</list></item><item><list struct="atomic" id="11220">119,136,153,lightslategray</list></item><item><list struct="atomic" id="11221">119,136,153,lightslategrey</list></item><item><list struct="atomic" id="11222">190,190,190,gray(X11)</list></item><item><list struct="atomic" id="11223">190,190,190,grey(X11)</list></item><item><list struct="atomic" id="11224">128,128,128,gray(W3C)</list></item><item><list struct="atomic" id="11225">128,128,128,grey(W3C)</list></item><item><list struct="atomic" id="11226">211,211,211,lightgrey</list></item><item><list struct="atomic" id="11227">211,211,211,lightgray</list></item><item><list struct="atomic" id="11228">25,25,112,midnightblue</list></item><item><list struct="atomic" id="11229">0,0,128,navy</list></item><item><list struct="atomic" id="11230">0,0,128,navyblue</list></item><item><list struct="atomic" id="11231">100,149,237,cornflowerblue</list></item><item><list struct="atomic" id="11232">72,61,139,darkslateblue</list></item><item><list struct="atomic" id="11233">106,90,205,slateblue</list></item><item><list struct="atomic" id="11234">123,104,238,mediumslateblue</list></item><item><list struct="atomic" id="11235">132,112,255,lightslateblue</list></item><item><list struct="atomic" id="11236">0,0,205,mediumblue</list></item><item><list struct="atomic" id="11237">65,105,225,royalblue</list></item><item><list struct="atomic" id="11238">0,0,255,blue</list></item><item><list struct="atomic" id="11239">30,144,255,dodgerblue</list></item><item><list struct="atomic" id="11240">0,191,255,deepskyblue</list></item><item><list struct="atomic" id="11241">135,206,235,skyblue</list></item><item><list struct="atomic" id="11242">135,206,250,lightskyblue</list></item><item><list struct="atomic" id="11243">70,130,180,steelblue</list></item><item><list struct="atomic" id="11244">176,196,222,lightsteelblue</list></item><item><list struct="atomic" id="11245">173,216,230,lightblue</list></item><item><list struct="atomic" id="11246">176,224,230,powderblue</list></item><item><list struct="atomic" id="11247">175,238,238,paleturquoise</list></item><item><list struct="atomic" id="11248">0,206,209,darkturquoise</list></item><item><list struct="atomic" id="11249">72,209,204,mediumturquoise</list></item><item><list struct="atomic" id="11250">64,224,208,turquoise</list></item><item><list struct="atomic" id="11251">0,255,255,cyan</list></item><item><list struct="atomic" id="11252">0,255,255,aqua</list></item><item><list struct="atomic" id="11253">224,255,255,lightcyan</list></item><item><list struct="atomic" id="11254">95,158,160,cadetblue</list></item><item><list struct="atomic" id="11255">102,205,170,mediumaquamarine</list></item><item><list struct="atomic" id="11256">127,255,212,aquamarine</list></item><item><list struct="atomic" id="11257">0,100,0,darkgreen</list></item><item><list struct="atomic" id="11258">85,107,47,darkolivegreen</list></item><item><list struct="atomic" id="11259">143,188,143,darkseagreen</list></item><item><list struct="atomic" id="11260">46,139,87,seagreen</list></item><item><list struct="atomic" id="11261">60,179,113,mediumseagreen</list></item><item><list struct="atomic" id="11262">32,178,170,lightseagreen</list></item><item><list struct="atomic" id="11263">152,251,152,palegreen</list></item><item><list struct="atomic" id="11264">0,255,127,springgreen</list></item><item><list struct="atomic" id="11265">124,252,0,lawngreen</list></item><item><list struct="atomic" id="11266">0,255,0,green(X11)</list></item><item><list struct="atomic" id="11267">0,128,0,green(W3C)</list></item><item><list struct="atomic" id="11268">0,255,0,lime</list></item><item><list struct="atomic" id="11269">127,255,0,chartreuse</list></item><item><list struct="atomic" id="11270">0,250,154,mediumspringgreen</list></item><item><list struct="atomic" id="11271">173,255,47,greenyellow</list></item><item><list struct="atomic" id="11272">50,205,50,limegreen</list></item><item><list struct="atomic" id="11273">154,205,50,yellowgreen</list></item><item><list struct="atomic" id="11274">34,139,34,forestgreen</list></item><item><list struct="atomic" id="11275">107,142,35,olivedrab</list></item><item><list struct="atomic" id="11276">189,183,107,darkkhaki</list></item><item><list struct="atomic" id="11277">240,230,140,khaki</list></item><item><list struct="atomic" id="11278">238,232,170,palegoldenrod</list></item><item><list struct="atomic" id="11279">250,250,210,lightgoldenrodyellow</list></item><item><list struct="atomic" id="11280">255,255,224,lightyellow</list></item><item><list struct="atomic" id="11281">255,255,0,yellow</list></item><item><list struct="atomic" id="11282">255,215,0,gold</list></item><item><list struct="atomic" id="11283">238,221,130,lightgoldenrod</list></item><item><list struct="atomic" id="11284">218,165,32,goldenrod</list></item><item><list struct="atomic" id="11285">184,134,11,darkgoldenrod</list></item><item><list struct="atomic" id="11286">188,143,143,rosybrown</list></item><item><list struct="atomic" id="11287">205,92,92,indianred</list></item><item><list struct="atomic" id="11288">139,69,19,saddlebrown</list></item><item><list struct="atomic" id="11289">160,82,45,sienna</list></item><item><list struct="atomic" id="11290">205,133,63,peru</list></item><item><list struct="atomic" id="11291">222,184,135,burlywood</list></item><item><list struct="atomic" id="11292">245,245,220,beige</list></item><item><list struct="atomic" id="11293">245,222,179,wheat</list></item><item><list struct="atomic" id="11294">244,164,96,sandybrown</list></item><item><list struct="atomic" id="11295">210,180,140,tan</list></item><item><list struct="atomic" id="11296">210,105,30,chocolate</list></item><item><list struct="atomic" id="11297">178,34,34,firebrick</list></item><item><list struct="atomic" id="11298">165,42,42,brown</list></item><item><list struct="atomic" id="11299">233,150,122,darksalmon</list></item><item><list struct="atomic" id="11300">250,128,114,salmon</list></item><item><list struct="atomic" id="11301">255,160,122,lightsalmon</list></item><item><list struct="atomic" id="11302">255,165,0,orange</list></item><item><list struct="atomic" id="11303">255,140,0,darkorange</list></item><item><list struct="atomic" id="11304">255,127,80,coral</list></item><item><list struct="atomic" id="11305">240,128,128,lightcoral</list></item><item><list struct="atomic" id="11306">255,99,71,tomato</list></item><item><list struct="atomic" id="11307">255,69,0,orangered</list></item><item><list struct="atomic" id="11308">255,0,0,red</list></item><item><list struct="atomic" id="11309">255,105,180,hotpink</list></item><item><list struct="atomic" id="11310">255,20,147,deeppink</list></item><item><list struct="atomic" id="11311">255,192,203,pink</list></item><item><list struct="atomic" id="11312">255,182,193,lightpink</list></item><item><list struct="atomic" id="11313">219,112,147,palevioletred</list></item><item><list struct="atomic" id="11314">176,48,96,maroon(X11)</list></item><item><list struct="atomic" id="11315">128,0,0,maroon(W3C)</list></item><item><list struct="atomic" id="11316">199,21,133,mediumvioletred</list></item><item><list struct="atomic" id="11317">208,32,144,violetred</list></item><item><list struct="atomic" id="11318">255,0,255,magenta</list></item><item><list struct="atomic" id="11319">255,0,255,fuchsia</list></item><item><list struct="atomic" id="11320">238,130,238,violet</list></item><item><list struct="atomic" id="11321">221,160,221,plum</list></item><item><list struct="atomic" id="11322">218,112,214,orchid</list></item><item><list struct="atomic" id="11323">186,85,211,mediumorchid</list></item><item><list struct="atomic" id="11324">153,50,204,darkorchid</list></item><item><list struct="atomic" id="11325">148,0,211,darkviolet</list></item><item><list struct="atomic" id="11326">138,43,226,blueviolet</list></item><item><list struct="atomic" id="11327">160,32,240,purple(X11)</list></item><item><list struct="atomic" id="11328">128,0,128,purple(W3C)</list></item><item><list struct="atomic" id="11329">147,112,219,mediumpurple</list></item><item><list struct="atomic" id="11330">216,191,216,thistle</list></item><item><list struct="atomic" id="11331">255,250,250,snow1</list></item><item><list struct="atomic" id="11332">238,233,233,snow2</list></item><item><list struct="atomic" id="11333">205,201,201,snow3</list></item><item><list struct="atomic" id="11334">139,137,137,snow4</list></item><item><list struct="atomic" id="11335">255,245,238,seashell1</list></item><item><list struct="atomic" id="11336">238,229,222,seashell2</list></item><item><list struct="atomic" id="11337">205,197,191,seashell3</list></item><item><list struct="atomic" id="11338">139,134,130,seashell4</list></item><item><list struct="atomic" id="11339">255,239,219,AntiqueWhite1</list></item><item><list struct="atomic" id="11340">238,223,204,AntiqueWhite2</list></item><item><list struct="atomic" id="11341">205,192,176,AntiqueWhite3</list></item><item><list struct="atomic" id="11342">139,131,120,AntiqueWhite4</list></item><item><list struct="atomic" id="11343">255,228,196,bisque1</list></item><item><list struct="atomic" id="11344">238,213,183,bisque2</list></item><item><list struct="atomic" id="11345">205,183,158,bisque3</list></item><item><list struct="atomic" id="11346">139,125,107,bisque4</list></item><item><list struct="atomic" id="11347">255,218,185,PeachPuff1</list></item><item><list struct="atomic" id="11348">238,203,173,PeachPuff2</list></item><item><list struct="atomic" id="11349">205,175,149,PeachPuff3</list></item><item><list struct="atomic" id="11350">139,119,101,PeachPuff4</list></item><item><list struct="atomic" id="11351">255,222,173,NavajoWhite1</list></item><item><list struct="atomic" id="11352">238,207,161,NavajoWhite2</list></item><item><list struct="atomic" id="11353">205,179,139,NavajoWhite3</list></item><item><list struct="atomic" id="11354">139,121,94,NavajoWhite4</list></item><item><list struct="atomic" id="11355">255,250,205,LemonChiffon1</list></item><item><list struct="atomic" id="11356">238,233,191,LemonChiffon2</list></item><item><list struct="atomic" id="11357">205,201,165,LemonChiffon3</list></item><item><list struct="atomic" id="11358">139,137,112,LemonChiffon4</list></item><item><list struct="atomic" id="11359">255,248,220,cornsilk1</list></item><item><list struct="atomic" id="11360">238,232,205,cornsilk2</list></item><item><list struct="atomic" id="11361">205,200,177,cornsilk3</list></item><item><list struct="atomic" id="11362">139,136,120,cornsilk4</list></item><item><list struct="atomic" id="11363">255,255,240,ivory1</list></item><item><list struct="atomic" id="11364">238,238,224,ivory2</list></item><item><list struct="atomic" id="11365">205,205,193,ivory3</list></item><item><list struct="atomic" id="11366">139,139,131,ivory4</list></item><item><list struct="atomic" id="11367">240,255,240,honeydew1</list></item><item><list struct="atomic" id="11368">224,238,224,honeydew2</list></item><item><list struct="atomic" id="11369">193,205,193,honeydew3</list></item><item><list struct="atomic" id="11370">131,139,131,honeydew4</list></item><item><list struct="atomic" id="11371">255,240,245,LavenderBlush1</list></item><item><list struct="atomic" id="11372">238,224,229,LavenderBlush2</list></item><item><list struct="atomic" id="11373">205,193,197,LavenderBlush3</list></item><item><list struct="atomic" id="11374">139,131,134,LavenderBlush4</list></item><item><list struct="atomic" id="11375">255,228,225,MistyRose1</list></item><item><list struct="atomic" id="11376">238,213,210,MistyRose2</list></item><item><list struct="atomic" id="11377">205,183,181,MistyRose3</list></item><item><list struct="atomic" id="11378">139,125,123,MistyRose4</list></item><item><list struct="atomic" id="11379">240,255,255,azure1</list></item><item><list struct="atomic" id="11380">224,238,238,azure2</list></item><item><list struct="atomic" id="11381">193,205,205,azure3</list></item><item><list struct="atomic" id="11382">131,139,139,azure4</list></item><item><list struct="atomic" id="11383">131,111,255,SlateBlue1</list></item><item><list struct="atomic" id="11384">122,103,238,SlateBlue2</list></item><item><list struct="atomic" id="11385">105,89,205,SlateBlue3</list></item><item><list struct="atomic" id="11386">71,60,139,SlateBlue4</list></item><item><list struct="atomic" id="11387">72,118,255,RoyalBlue1</list></item><item><list struct="atomic" id="11388">67,110,238,RoyalBlue2</list></item><item><list struct="atomic" id="11389">58,95,205,RoyalBlue3</list></item><item><list struct="atomic" id="11390">39,64,139,RoyalBlue4</list></item><item><list struct="atomic" id="11391">0,0,255,blue1</list></item><item><list struct="atomic" id="11392">0,0,238,blue2</list></item><item><list struct="atomic" id="11393">0,0,205,blue3</list></item><item><list struct="atomic" id="11394">0,0,139,blue4</list></item><item><list struct="atomic" id="11395">30,144,255,DodgerBlue1</list></item><item><list struct="atomic" id="11396">28,134,238,DodgerBlue2</list></item><item><list struct="atomic" id="11397">24,116,205,DodgerBlue3</list></item><item><list struct="atomic" id="11398">16,78,139,DodgerBlue4</list></item><item><list struct="atomic" id="11399">99,184,255,SteelBlue1</list></item><item><list struct="atomic" id="11400">92,172,238,SteelBlue2</list></item><item><list struct="atomic" id="11401">79,148,205,SteelBlue3</list></item><item><list struct="atomic" id="11402">54,100,139,SteelBlue4</list></item><item><list struct="atomic" id="11403">0,191,255,DeepSkyBlue1</list></item><item><list struct="atomic" id="11404">0,178,238,DeepSkyBlue2</list></item><item><list struct="atomic" id="11405">0,154,205,DeepSkyBlue3</list></item><item><list struct="atomic" id="11406">0,104,139,DeepSkyBlue4</list></item><item><list struct="atomic" id="11407">135,206,255,SkyBlue1</list></item><item><list struct="atomic" id="11408">126,192,238,SkyBlue2</list></item><item><list struct="atomic" id="11409">108,166,205,SkyBlue3</list></item><item><list struct="atomic" id="11410">74,112,139,SkyBlue4</list></item><item><list struct="atomic" id="11411">176,226,255,LightSkyBlue1</list></item><item><list struct="atomic" id="11412">164,211,238,LightSkyBlue2</list></item><item><list struct="atomic" id="11413">141,182,205,LightSkyBlue3</list></item><item><list struct="atomic" id="11414">96,123,139,LightSkyBlue4</list></item><item><list struct="atomic" id="11415">198,226,255,SlateGray1</list></item><item><list struct="atomic" id="11416">185,211,238,SlateGray2</list></item><item><list struct="atomic" id="11417">159,182,205,SlateGray3</list></item><item><list struct="atomic" id="11418">108,123,139,SlateGray4</list></item><item><list struct="atomic" id="11419">202,225,255,LightSteelBlue1</list></item><item><list struct="atomic" id="11420">188,210,238,LightSteelBlue2</list></item><item><list struct="atomic" id="11421">162,181,205,LightSteelBlue3</list></item><item><list struct="atomic" id="11422">110,123,139,LightSteelBlue4</list></item><item><list struct="atomic" id="11423">191,239,255,LightBlue1</list></item><item><list struct="atomic" id="11424">178,223,238,LightBlue2</list></item><item><list struct="atomic" id="11425">154,192,205,LightBlue3</list></item><item><list struct="atomic" id="11426">104,131,139,LightBlue4</list></item><item><list struct="atomic" id="11427">224,255,255,LightCyan1</list></item><item><list struct="atomic" id="11428">209,238,238,LightCyan2</list></item><item><list struct="atomic" id="11429">180,205,205,LightCyan3</list></item><item><list struct="atomic" id="11430">122,139,139,LightCyan4</list></item><item><list struct="atomic" id="11431">187,255,255,PaleTurquoise1</list></item><item><list struct="atomic" id="11432">174,238,238,PaleTurquoise2</list></item><item><list struct="atomic" id="11433">150,205,205,PaleTurquoise3</list></item><item><list struct="atomic" id="11434">102,139,139,PaleTurquoise4</list></item><item><list struct="atomic" id="11435">152,245,255,CadetBlue1</list></item><item><list struct="atomic" id="11436">142,229,238,CadetBlue2</list></item><item><list struct="atomic" id="11437">122,197,205,CadetBlue3</list></item><item><list struct="atomic" id="11438">83,134,139,CadetBlue4</list></item><item><list struct="atomic" id="11439">0,245,255,turquoise1</list></item><item><list struct="atomic" id="11440">0,229,238,turquoise2</list></item><item><list struct="atomic" id="11441">0,197,205,turquoise3</list></item><item><list struct="atomic" id="11442">0,134,139,turquoise4</list></item><item><list struct="atomic" id="11443">0,255,255,cyan1</list></item><item><list struct="atomic" id="11444">0,238,238,cyan2</list></item><item><list struct="atomic" id="11445">0,205,205,cyan3</list></item><item><list struct="atomic" id="11446">0,139,139,cyan4</list></item><item><list struct="atomic" id="11447">151,255,255,DarkSlateGray1</list></item><item><list struct="atomic" id="11448">141,238,238,DarkSlateGray2</list></item><item><list struct="atomic" id="11449">121,205,205,DarkSlateGray3</list></item><item><list struct="atomic" id="11450">82,139,139,DarkSlateGray4</list></item><item><list struct="atomic" id="11451">127,255,212,aquamarine1</list></item><item><list struct="atomic" id="11452">118,238,198,aquamarine2</list></item><item><list struct="atomic" id="11453">102,205,170,aquamarine3</list></item><item><list struct="atomic" id="11454">69,139,116,aquamarine4</list></item><item><list struct="atomic" id="11455">193,255,193,DarkSeaGreen1</list></item><item><list struct="atomic" id="11456">180,238,180,DarkSeaGreen2</list></item><item><list struct="atomic" id="11457">155,205,155,DarkSeaGreen3</list></item><item><list struct="atomic" id="11458">105,139,105,DarkSeaGreen4</list></item><item><list struct="atomic" id="11459">84,255,159,SeaGreen1</list></item><item><list struct="atomic" id="11460">78,238,148,SeaGreen2</list></item><item><list struct="atomic" id="11461">67,205,128,SeaGreen3</list></item><item><list struct="atomic" id="11462">46,139,87,SeaGreen4</list></item><item><list struct="atomic" id="11463">154,255,154,PaleGreen1</list></item><item><list struct="atomic" id="11464">144,238,144,PaleGreen2</list></item><item><list struct="atomic" id="11465">124,205,124,PaleGreen3</list></item><item><list struct="atomic" id="11466">84,139,84,PaleGreen4</list></item><item><list struct="atomic" id="11467">0,255,127,SpringGreen1</list></item><item><list struct="atomic" id="11468">0,238,118,SpringGreen2</list></item><item><list struct="atomic" id="11469">0,205,102,SpringGreen3</list></item><item><list struct="atomic" id="11470">0,139,69,SpringGreen4</list></item><item><list struct="atomic" id="11471">0,255,0,green1</list></item><item><list struct="atomic" id="11472">0,238,0,green2</list></item><item><list struct="atomic" id="11473">0,205,0,green3</list></item><item><list struct="atomic" id="11474">0,139,0,green4</list></item><item><list struct="atomic" id="11475">127,255,0,chartreuse1</list></item><item><list struct="atomic" id="11476">118,238,0,chartreuse2</list></item><item><list struct="atomic" id="11477">102,205,0,chartreuse3</list></item><item><list struct="atomic" id="11478">69,139,0,chartreuse4</list></item><item><list struct="atomic" id="11479">192,255,62,OliveDrab1</list></item><item><list struct="atomic" id="11480">179,238,58,OliveDrab2</list></item><item><list struct="atomic" id="11481">154,205,50,OliveDrab3</list></item><item><list struct="atomic" id="11482">105,139,34,OliveDrab4</list></item><item><list struct="atomic" id="11483">202,255,112,DarkOliveGreen1</list></item><item><list struct="atomic" id="11484">188,238,104,DarkOliveGreen2</list></item><item><list struct="atomic" id="11485">162,205,90,DarkOliveGreen3</list></item><item><list struct="atomic" id="11486">110,139,61,DarkOliveGreen4</list></item><item><list struct="atomic" id="11487">255,246,143,khaki1</list></item><item><list struct="atomic" id="11488">238,230,133,khaki2</list></item><item><list struct="atomic" id="11489">205,198,115,khaki3</list></item><item><list struct="atomic" id="11490">139,134,78,khaki4</list></item><item><list struct="atomic" id="11491">255,236,139,LightGoldenrod1</list></item><item><list struct="atomic" id="11492">238,220,130,LightGoldenrod2</list></item><item><list struct="atomic" id="11493">205,190,112,LightGoldenrod3</list></item><item><list struct="atomic" id="11494">139,129,76,LightGoldenrod4</list></item><item><list struct="atomic" id="11495">255,255,224,LightYellow1</list></item><item><list struct="atomic" id="11496">238,238,209,LightYellow2</list></item><item><list struct="atomic" id="11497">205,205,180,LightYellow3</list></item><item><list struct="atomic" id="11498">139,139,122,LightYellow4</list></item><item><list struct="atomic" id="11499">255,255,0,yellow1</list></item><item><list struct="atomic" id="11500">238,238,0,yellow2</list></item><item><list struct="atomic" id="11501">205,205,0,yellow3</list></item><item><list struct="atomic" id="11502">139,139,0,yellow4</list></item><item><list struct="atomic" id="11503">255,215,0,gold1</list></item><item><list struct="atomic" id="11504">238,201,0,gold2</list></item><item><list struct="atomic" id="11505">205,173,0,gold3</list></item><item><list struct="atomic" id="11506">139,117,0,gold4</list></item><item><list struct="atomic" id="11507">255,193,37,goldenrod1</list></item><item><list struct="atomic" id="11508">238,180,34,goldenrod2</list></item><item><list struct="atomic" id="11509">205,155,29,goldenrod3</list></item><item><list struct="atomic" id="11510">139,105,20,goldenrod4</list></item><item><list struct="atomic" id="11511">255,185,15,DarkGoldenrod1</list></item><item><list struct="atomic" id="11512">238,173,14,DarkGoldenrod2</list></item><item><list struct="atomic" id="11513">205,149,12,DarkGoldenrod3</list></item><item><list struct="atomic" id="11514">139,101,8,DarkGoldenrod4</list></item><item><list struct="atomic" id="11515">255,193,193,RosyBrown1</list></item><item><list struct="atomic" id="11516">238,180,180,RosyBrown2</list></item><item><list struct="atomic" id="11517">205,155,155,RosyBrown3</list></item><item><list struct="atomic" id="11518">139,105,105,RosyBrown4</list></item><item><list struct="atomic" id="11519">255,106,106,IndianRed1</list></item><item><list struct="atomic" id="11520">238,99,99,IndianRed2</list></item><item><list struct="atomic" id="11521">205,85,85,IndianRed3</list></item><item><list struct="atomic" id="11522">139,58,58,IndianRed4</list></item><item><list struct="atomic" id="11523">255,130,71,sienna1</list></item><item><list struct="atomic" id="11524">238,121,66,sienna2</list></item><item><list struct="atomic" id="11525">205,104,57,sienna3</list></item><item><list struct="atomic" id="11526">139,71,38,sienna4</list></item><item><list struct="atomic" id="11527">255,211,155,burlywood1</list></item><item><list struct="atomic" id="11528">238,197,145,burlywood2</list></item><item><list struct="atomic" id="11529">205,170,125,burlywood3</list></item><item><list struct="atomic" id="11530">139,115,85,burlywood4</list></item><item><list struct="atomic" id="11531">255,231,186,wheat1</list></item><item><list struct="atomic" id="11532">238,216,174,wheat2</list></item><item><list struct="atomic" id="11533">205,186,150,wheat3</list></item><item><list struct="atomic" id="11534">139,126,102,wheat4</list></item><item><list struct="atomic" id="11535">255,165,79,tan1</list></item><item><list struct="atomic" id="11536">238,154,73,tan2</list></item><item><list struct="atomic" id="11537">205,133,63,tan3</list></item><item><list struct="atomic" id="11538">139,90,43,tan4</list></item><item><list struct="atomic" id="11539">255,127,36,chocolate1</list></item><item><list struct="atomic" id="11540">238,118,33,chocolate2</list></item><item><list struct="atomic" id="11541">205,102,29,chocolate3</list></item><item><list struct="atomic" id="11542">139,69,19,chocolate4</list></item><item><list struct="atomic" id="11543">255,48,48,firebrick1</list></item><item><list struct="atomic" id="11544">238,44,44,firebrick2</list></item><item><list struct="atomic" id="11545">205,38,38,firebrick3</list></item><item><list struct="atomic" id="11546">139,26,26,firebrick4</list></item><item><list struct="atomic" id="11547">255,64,64,brown1</list></item><item><list struct="atomic" id="11548">238,59,59,brown2</list></item><item><list struct="atomic" id="11549">205,51,51,brown3</list></item><item><list struct="atomic" id="11550">139,35,35,brown4</list></item><item><list struct="atomic" id="11551">255,140,105,salmon1</list></item><item><list struct="atomic" id="11552">238,130,98,salmon2</list></item><item><list struct="atomic" id="11553">205,112,84,salmon3</list></item><item><list struct="atomic" id="11554">139,76,57,salmon4</list></item><item><list struct="atomic" id="11555">255,160,122,LightSalmon1</list></item><item><list struct="atomic" id="11556">238,149,114,LightSalmon2</list></item><item><list struct="atomic" id="11557">205,129,98,LightSalmon3</list></item><item><list struct="atomic" id="11558">139,87,66,LightSalmon4</list></item><item><list struct="atomic" id="11559">255,165,0,orange1</list></item><item><list struct="atomic" id="11560">238,154,0,orange2</list></item><item><list struct="atomic" id="11561">205,133,0,orange3</list></item><item><list struct="atomic" id="11562">139,90,0,orange4</list></item><item><list struct="atomic" id="11563">255,127,0,DarkOrange1</list></item><item><list struct="atomic" id="11564">238,118,0,DarkOrange2</list></item><item><list struct="atomic" id="11565">205,102,0,DarkOrange3</list></item><item><list struct="atomic" id="11566">139,69,0,DarkOrange4</list></item><item><list struct="atomic" id="11567">255,114,86,coral1</list></item><item><list struct="atomic" id="11568">238,106,80,coral2</list></item><item><list struct="atomic" id="11569">205,91,69,coral3</list></item><item><list struct="atomic" id="11570">139,62,47,coral4</list></item><item><list struct="atomic" id="11571">255,99,71,tomato1</list></item><item><list struct="atomic" id="11572">238,92,66,tomato2</list></item><item><list struct="atomic" id="11573">205,79,57,tomato3</list></item><item><list struct="atomic" id="11574">139,54,38,tomato4</list></item><item><list struct="atomic" id="11575">255,69,0,OrangeRed1</list></item><item><list struct="atomic" id="11576">238,64,0,OrangeRed2</list></item><item><list struct="atomic" id="11577">205,55,0,OrangeRed3</list></item><item><list struct="atomic" id="11578">139,37,0,OrangeRed4</list></item><item><list struct="atomic" id="11579">255,0,0,red1</list></item><item><list struct="atomic" id="11580">238,0,0,red2</list></item><item><list struct="atomic" id="11581">205,0,0,red3</list></item><item><list struct="atomic" id="11582">139,0,0,red4</list></item><item><list struct="atomic" id="11583">255,20,147,DeepPink1</list></item><item><list struct="atomic" id="11584">238,18,137,DeepPink2</list></item><item><list struct="atomic" id="11585">205,16,118,DeepPink3</list></item><item><list struct="atomic" id="11586">139,10,80,DeepPink4</list></item><item><list struct="atomic" id="11587">255,110,180,HotPink1</list></item><item><list struct="atomic" id="11588">238,106,167,HotPink2</list></item><item><list struct="atomic" id="11589">205,96,144,HotPink3</list></item><item><list struct="atomic" id="11590">139,58,98,HotPink4</list></item><item><list struct="atomic" id="11591">255,181,197,pink1</list></item><item><list struct="atomic" id="11592">238,169,184,pink2</list></item><item><list struct="atomic" id="11593">205,145,158,pink3</list></item><item><list struct="atomic" id="11594">139,99,108,pink4</list></item><item><list struct="atomic" id="11595">255,174,185,LightPink1</list></item><item><list struct="atomic" id="11596">238,162,173,LightPink2</list></item><item><list struct="atomic" id="11597">205,140,149,LightPink3</list></item><item><list struct="atomic" id="11598">139,95,101,LightPink4</list></item><item><list struct="atomic" id="11599">255,130,171,PaleVioletRed1</list></item><item><list struct="atomic" id="11600">238,121,159,PaleVioletRed2</list></item><item><list struct="atomic" id="11601">205,104,137,PaleVioletRed3</list></item><item><list struct="atomic" id="11602">139,71,93,PaleVioletRed4</list></item><item><list struct="atomic" id="11603">255,52,179,maroon1</list></item><item><list struct="atomic" id="11604">238,48,167,maroon2</list></item><item><list struct="atomic" id="11605">205,41,144,maroon3</list></item><item><list struct="atomic" id="11606">139,28,98,maroon4</list></item><item><list struct="atomic" id="11607">255,62,150,VioletRed1</list></item><item><list struct="atomic" id="11608">238,58,140,VioletRed2</list></item><item><list struct="atomic" id="11609">205,50,120,VioletRed3</list></item><item><list struct="atomic" id="11610">139,34,82,VioletRed4</list></item><item><list struct="atomic" id="11611">255,0,255,magenta1</list></item><item><list struct="atomic" id="11612">238,0,238,magenta2</list></item><item><list struct="atomic" id="11613">205,0,205,magenta3</list></item><item><list struct="atomic" id="11614">139,0,139,magenta4</list></item><item><list struct="atomic" id="11615">255,131,250,orchid1</list></item><item><list struct="atomic" id="11616">238,122,233,orchid2</list></item><item><list struct="atomic" id="11617">205,105,201,orchid3</list></item><item><list struct="atomic" id="11618">139,71,137,orchid4</list></item><item><list struct="atomic" id="11619">255,187,255,plum1</list></item><item><list struct="atomic" id="11620">238,174,238,plum2</list></item><item><list struct="atomic" id="11621">205,150,205,plum3</list></item><item><list struct="atomic" id="11622">139,102,139,plum4</list></item><item><list struct="atomic" id="11623">224,102,255,MediumOrchid1</list></item><item><list struct="atomic" id="11624">209,95,238,MediumOrchid2</list></item><item><list struct="atomic" id="11625">180,82,205,MediumOrchid3</list></item><item><list struct="atomic" id="11626">122,55,139,MediumOrchid4</list></item><item><list struct="atomic" id="11627">191,62,255,DarkOrchid1</list></item><item><list struct="atomic" id="11628">178,58,238,DarkOrchid2</list></item><item><list struct="atomic" id="11629">154,50,205,DarkOrchid3</list></item><item><list struct="atomic" id="11630">104,34,139,DarkOrchid4</list></item><item><list struct="atomic" id="11631">155,48,255,purple1</list></item><item><list struct="atomic" id="11632">145,44,238,purple2</list></item><item><list struct="atomic" id="11633">125,38,205,purple3</list></item><item><list struct="atomic" id="11634">85,26,139,purple4</list></item><item><list struct="atomic" id="11635">171,130,255,MediumPurple1</list></item><item><list struct="atomic" id="11636">159,121,238,MediumPurple2</list></item><item><list struct="atomic" id="11637">137,104,205,MediumPurple3</list></item><item><list struct="atomic" id="11638">93,71,139,MediumPurple4</list></item><item><list struct="atomic" id="11639">255,225,255,thistle1</list></item><item><list struct="atomic" id="11640">238,210,238,thistle2</list></item><item><list struct="atomic" id="11641">205,181,205,thistle3</list></item><item><list struct="atomic" id="11642">139,123,139,thistle4</list></item><item><list struct="atomic" id="11643">0,0,0,gray0</list></item><item><list struct="atomic" id="11644">0,0,0,grey0</list></item><item><list struct="atomic" id="11645">3,3,3,gray1</list></item><item><list struct="atomic" id="11646">3,3,3,grey1</list></item><item><list struct="atomic" id="11647">5,5,5,gray2</list></item><item><list struct="atomic" id="11648">5,5,5,grey2</list></item><item><list struct="atomic" id="11649">8,8,8,gray3</list></item><item><list struct="atomic" id="11650">8,8,8,grey3</list></item><item><list struct="atomic" id="11651">10,10,10,gray4</list></item><item><list struct="atomic" id="11652">10,10,10,grey4</list></item><item><list struct="atomic" id="11653">13,13,13,gray5</list></item><item><list struct="atomic" id="11654">13,13,13,grey5</list></item><item><list struct="atomic" id="11655">15,15,15,gray6</list></item><item><list struct="atomic" id="11656">15,15,15,grey6</list></item><item><list struct="atomic" id="11657">18,18,18,gray7</list></item><item><list struct="atomic" id="11658">18,18,18,grey7</list></item><item><list struct="atomic" id="11659">20,20,20,gray8</list></item><item><list struct="atomic" id="11660">20,20,20,grey8</list></item><item><list struct="atomic" id="11661">23,23,23,gray9</list></item><item><list struct="atomic" id="11662">23,23,23,grey9</list></item><item><list struct="atomic" id="11663">26,26,26,gray10</list></item><item><list struct="atomic" id="11664">26,26,26,grey10</list></item><item><list struct="atomic" id="11665">28,28,28,gray11</list></item><item><list struct="atomic" id="11666">28,28,28,grey11</list></item><item><list struct="atomic" id="11667">31,31,31,gray12</list></item><item><list struct="atomic" id="11668">31,31,31,grey12</list></item><item><list struct="atomic" id="11669">33,33,33,gray13</list></item><item><list struct="atomic" id="11670">33,33,33,grey13</list></item><item><list struct="atomic" id="11671">36,36,36,gray14</list></item><item><list struct="atomic" id="11672">36,36,36,grey14</list></item><item><list struct="atomic" id="11673">38,38,38,gray15</list></item><item><list struct="atomic" id="11674">38,38,38,grey15</list></item><item><list struct="atomic" id="11675">41,41,41,gray16</list></item><item><list struct="atomic" id="11676">41,41,41,grey16</list></item><item><list struct="atomic" id="11677">43,43,43,gray17</list></item><item><list struct="atomic" id="11678">43,43,43,grey17</list></item><item><list struct="atomic" id="11679">46,46,46,gray18</list></item><item><list struct="atomic" id="11680">46,46,46,grey18</list></item><item><list struct="atomic" id="11681">48,48,48,gray19</list></item><item><list struct="atomic" id="11682">48,48,48,grey19</list></item><item><list struct="atomic" id="11683">51,51,51,gray20</list></item><item><list struct="atomic" id="11684">51,51,51,grey20</list></item><item><list struct="atomic" id="11685">54,54,54,gray21</list></item><item><list struct="atomic" id="11686">54,54,54,grey21</list></item><item><list struct="atomic" id="11687">56,56,56,gray22</list></item><item><list struct="atomic" id="11688">56,56,56,grey22</list></item><item><list struct="atomic" id="11689">59,59,59,gray23</list></item><item><list struct="atomic" id="11690">59,59,59,grey23</list></item><item><list struct="atomic" id="11691">61,61,61,gray24</list></item><item><list struct="atomic" id="11692">61,61,61,grey24</list></item><item><list struct="atomic" id="11693">64,64,64,gray25</list></item><item><list struct="atomic" id="11694">64,64,64,grey25</list></item><item><list struct="atomic" id="11695">66,66,66,gray26</list></item><item><list struct="atomic" id="11696">66,66,66,grey26</list></item><item><list struct="atomic" id="11697">69,69,69,gray27</list></item><item><list struct="atomic" id="11698">69,69,69,grey27</list></item><item><list struct="atomic" id="11699">71,71,71,gray28</list></item><item><list struct="atomic" id="11700">71,71,71,grey28</list></item><item><list struct="atomic" id="11701">74,74,74,gray29</list></item><item><list struct="atomic" id="11702">74,74,74,grey29</list></item><item><list struct="atomic" id="11703">77,77,77,gray30</list></item><item><list struct="atomic" id="11704">77,77,77,grey30</list></item><item><list struct="atomic" id="11705">79,79,79,gray31</list></item><item><list struct="atomic" id="11706">79,79,79,grey31</list></item><item><list struct="atomic" id="11707">82,82,82,gray32</list></item><item><list struct="atomic" id="11708">82,82,82,grey32</list></item><item><list struct="atomic" id="11709">84,84,84,gray33</list></item><item><list struct="atomic" id="11710">84,84,84,grey33</list></item><item><list struct="atomic" id="11711">87,87,87,gray34</list></item><item><list struct="atomic" id="11712">87,87,87,grey34</list></item><item><list struct="atomic" id="11713">89,89,89,gray35</list></item><item><list struct="atomic" id="11714">89,89,89,grey35</list></item><item><list struct="atomic" id="11715">92,92,92,gray36</list></item><item><list struct="atomic" id="11716">92,92,92,grey36</list></item><item><list struct="atomic" id="11717">94,94,94,gray37</list></item><item><list struct="atomic" id="11718">94,94,94,grey37</list></item><item><list struct="atomic" id="11719">97,97,97,gray38</list></item><item><list struct="atomic" id="11720">97,97,97,grey38</list></item><item><list struct="atomic" id="11721">99,99,99,gray39</list></item><item><list struct="atomic" id="11722">99,99,99,grey39</list></item><item><list struct="atomic" id="11723">102,102,102,gray40</list></item><item><list struct="atomic" id="11724">102,102,102,grey40</list></item><item><list struct="atomic" id="11725">105,105,105,gray41</list></item><item><list struct="atomic" id="11726">105,105,105,grey41</list></item><item><list struct="atomic" id="11727">107,107,107,gray42</list></item><item><list struct="atomic" id="11728">107,107,107,grey42</list></item><item><list struct="atomic" id="11729">110,110,110,gray43</list></item><item><list struct="atomic" id="11730">110,110,110,grey43</list></item><item><list struct="atomic" id="11731">112,112,112,gray44</list></item><item><list struct="atomic" id="11732">112,112,112,grey44</list></item><item><list struct="atomic" id="11733">115,115,115,gray45</list></item><item><list struct="atomic" id="11734">115,115,115,grey45</list></item><item><list struct="atomic" id="11735">117,117,117,gray46</list></item><item><list struct="atomic" id="11736">117,117,117,grey46</list></item><item><list struct="atomic" id="11737">120,120,120,gray47</list></item><item><list struct="atomic" id="11738">120,120,120,grey47</list></item><item><list struct="atomic" id="11739">122,122,122,gray48</list></item><item><list struct="atomic" id="11740">122,122,122,grey48</list></item><item><list struct="atomic" id="11741">125,125,125,gray49</list></item><item><list struct="atomic" id="11742">125,125,125,grey49</list></item><item><list struct="atomic" id="11743">127,127,127,gray50</list></item><item><list struct="atomic" id="11744">127,127,127,grey50</list></item><item><list struct="atomic" id="11745">130,130,130,gray51</list></item><item><list struct="atomic" id="11746">130,130,130,grey51</list></item><item><list struct="atomic" id="11747">133,133,133,gray52</list></item><item><list struct="atomic" id="11748">133,133,133,grey52</list></item><item><list struct="atomic" id="11749">135,135,135,gray53</list></item><item><list struct="atomic" id="11750">135,135,135,grey53</list></item><item><list struct="atomic" id="11751">138,138,138,gray54</list></item><item><list struct="atomic" id="11752">138,138,138,grey54</list></item><item><list struct="atomic" id="11753">140,140,140,gray55</list></item><item><list struct="atomic" id="11754">140,140,140,grey55</list></item><item><list struct="atomic" id="11755">143,143,143,gray56</list></item><item><list struct="atomic" id="11756">143,143,143,grey56</list></item><item><list struct="atomic" id="11757">145,145,145,gray57</list></item><item><list struct="atomic" id="11758">145,145,145,grey57</list></item><item><list struct="atomic" id="11759">148,148,148,gray58</list></item><item><list struct="atomic" id="11760">148,148,148,grey58</list></item><item><list struct="atomic" id="11761">150,150,150,gray59</list></item><item><list struct="atomic" id="11762">150,150,150,grey59</list></item><item><list struct="atomic" id="11763">153,153,153,gray60</list></item><item><list struct="atomic" id="11764">153,153,153,grey60</list></item><item><list struct="atomic" id="11765">156,156,156,gray61</list></item><item><list struct="atomic" id="11766">156,156,156,grey61</list></item><item><list struct="atomic" id="11767">158,158,158,gray62</list></item><item><list struct="atomic" id="11768">158,158,158,grey62</list></item><item><list struct="atomic" id="11769">161,161,161,gray63</list></item><item><list struct="atomic" id="11770">161,161,161,grey63</list></item><item><list struct="atomic" id="11771">163,163,163,gray64</list></item><item><list struct="atomic" id="11772">163,163,163,grey64</list></item><item><list struct="atomic" id="11773">166,166,166,gray65</list></item><item><list struct="atomic" id="11774">166,166,166,grey65</list></item><item><list struct="atomic" id="11775">168,168,168,gray66</list></item><item><list struct="atomic" id="11776">168,168,168,grey66</list></item><item><list struct="atomic" id="11777">171,171,171,gray67</list></item><item><list struct="atomic" id="11778">171,171,171,grey67</list></item><item><list struct="atomic" id="11779">173,173,173,gray68</list></item><item><list struct="atomic" id="11780">173,173,173,grey68</list></item><item><list struct="atomic" id="11781">176,176,176,gray69</list></item><item><list struct="atomic" id="11782">176,176,176,grey69</list></item><item><list struct="atomic" id="11783">179,179,179,gray70</list></item><item><list struct="atomic" id="11784">179,179,179,grey70</list></item><item><list struct="atomic" id="11785">181,181,181,gray71</list></item><item><list struct="atomic" id="11786">181,181,181,grey71</list></item><item><list struct="atomic" id="11787">184,184,184,gray72</list></item><item><list struct="atomic" id="11788">184,184,184,grey72</list></item><item><list struct="atomic" id="11789">186,186,186,gray73</list></item><item><list struct="atomic" id="11790">186,186,186,grey73</list></item><item><list struct="atomic" id="11791">189,189,189,gray74</list></item><item><list struct="atomic" id="11792">189,189,189,grey74</list></item><item><list struct="atomic" id="11793">191,191,191,gray75</list></item><item><list struct="atomic" id="11794">191,191,191,grey75</list></item><item><list struct="atomic" id="11795">194,194,194,gray76</list></item><item><list struct="atomic" id="11796">194,194,194,grey76</list></item><item><list struct="atomic" id="11797">196,196,196,gray77</list></item><item><list struct="atomic" id="11798">196,196,196,grey77</list></item><item><list struct="atomic" id="11799">199,199,199,gray78</list></item><item><list struct="atomic" id="11800">199,199,199,grey78</list></item><item><list struct="atomic" id="11801">201,201,201,gray79</list></item><item><list struct="atomic" id="11802">201,201,201,grey79</list></item><item><list struct="atomic" id="11803">204,204,204,gray80</list></item><item><list struct="atomic" id="11804">204,204,204,grey80</list></item><item><list struct="atomic" id="11805">207,207,207,gray81</list></item><item><list struct="atomic" id="11806">207,207,207,grey81</list></item><item><list struct="atomic" id="11807">209,209,209,gray82</list></item><item><list struct="atomic" id="11808">209,209,209,grey82</list></item><item><list struct="atomic" id="11809">212,212,212,gray83</list></item><item><list struct="atomic" id="11810">212,212,212,grey83</list></item><item><list struct="atomic" id="11811">214,214,214,gray84</list></item><item><list struct="atomic" id="11812">214,214,214,grey84</list></item><item><list struct="atomic" id="11813">217,217,217,gray85</list></item><item><list struct="atomic" id="11814">217,217,217,grey85</list></item><item><list struct="atomic" id="11815">219,219,219,gray86</list></item><item><list struct="atomic" id="11816">219,219,219,grey86</list></item><item><list struct="atomic" id="11817">222,222,222,gray87</list></item><item><list struct="atomic" id="11818">222,222,222,grey87</list></item><item><list struct="atomic" id="11819">224,224,224,gray88</list></item><item><list struct="atomic" id="11820">224,224,224,grey88</list></item><item><list struct="atomic" id="11821">227,227,227,gray89</list></item><item><list struct="atomic" id="11822">227,227,227,grey89</list></item><item><list struct="atomic" id="11823">229,229,229,gray90</list></item><item><list struct="atomic" id="11824">229,229,229,grey90</list></item><item><list struct="atomic" id="11825">232,232,232,gray91</list></item><item><list struct="atomic" id="11826">232,232,232,grey91</list></item><item><list struct="atomic" id="11827">235,235,235,gray92</list></item><item><list struct="atomic" id="11828">235,235,235,grey92</list></item><item><list struct="atomic" id="11829">237,237,237,gray93</list></item><item><list struct="atomic" id="11830">237,237,237,grey93</list></item><item><list struct="atomic" id="11831">240,240,240,gray94</list></item><item><list struct="atomic" id="11832">240,240,240,grey94</list></item><item><list struct="atomic" id="11833">242,242,242,gray95</list></item><item><list struct="atomic" id="11834">242,242,242,grey95</list></item><item><list struct="atomic" id="11835">245,245,245,gray96</list></item><item><list struct="atomic" id="11836">245,245,245,grey96</list></item><item><list struct="atomic" id="11837">247,247,247,gray97</list></item><item><list struct="atomic" id="11838">247,247,247,grey97</list></item><item><list struct="atomic" id="11839">250,250,250,gray98</list></item><item><list struct="atomic" id="11840">250,250,250,grey98</list></item><item><list struct="atomic" id="11841">252,252,252,gray99</list></item><item><list struct="atomic" id="11842">252,252,252,grey99</list></item><item><list struct="atomic" id="11843">255,255,255,gray100</list></item><item><list struct="atomic" id="11844">255,255,255,grey100</list></item><item><list struct="atomic" id="11845">169,169,169,darkgrey</list></item><item><list struct="atomic" id="11846">169,169,169,darkgray</list></item><item><list struct="atomic" id="11847">0,0,139,darkblue</list></item><item><list struct="atomic" id="11848">0,139,139,darkcyan</list></item><item><list struct="atomic" id="11849">139,0,139,darkmagenta</list></item><item><list struct="atomic" id="11850">139,0,0,darkred</list></item><item><list struct="atomic" id="11851">144,238,144,lightgreen</list></item></list></variable><variable name="✐ crayon colors"><list id="11852"><item><list struct="atomic" id="11853">0,0,0,black,0</list></item><item><list struct="atomic" id="11854">18,18,18,gray7,1</list></item><item><list struct="atomic" id="11855">36,36,36,gray14,2</list></item><item><list struct="atomic" id="11856">54,54,54,gray21,3</list></item><item><list struct="atomic" id="11857">72,72,72,gray28,4</list></item><item><list struct="atomic" id="11858">92,92,92,gray36,5</list></item><item><list struct="atomic" id="11859">109,109,109,gray43,6</list></item><item><list struct="atomic" id="11860">127,127,127,gray50,7</list></item><item><list struct="atomic" id="11861">145,145,145,gray57,8</list></item><item><list struct="atomic" id="11862">163,163,163,gray64,9</list></item><item><list struct="atomic" id="11863">181,181,181,gray71,10</list></item><item><list struct="atomic" id="11864">200,200,200,gray78,11</list></item><item><list struct="atomic" id="11865">218,218,218,gray85,12</list></item><item><list struct="atomic" id="11866">236,236,236,gray92,13</list></item><item><list struct="atomic" id="11867">255,255,255,white,14</list></item><item><list struct="atomic" id="11868">255,20,147,deep pink,15</list></item><item><list struct="atomic" id="11869">255,105,180,hot pink,16</list></item><item><list struct="atomic" id="11870">255,0,127,bright pink,17</list></item><item><list struct="atomic" id="11871">227,11,93,raspberry,18</list></item><item><list struct="atomic" id="11872">229,43,80,amaranth,19</list></item><item><list struct="atomic" id="11873">255,0,0,red,20</list></item><item><list struct="atomic" id="11874">144,0,32,burgundy,21</list></item><item><list struct="atomic" id="11875">153,0,0,cherry,22</list></item><item><list struct="atomic" id="11876">164,0,0,dark candy apple red,23</list></item><item><list struct="atomic" id="11877">192,0,0,sanguine,24</list></item><item><list struct="atomic" id="11878">128,0,0,maroon,25</list></item><item><list struct="atomic" id="11879">201,0,22,crimson,26</list></item><item><list struct="atomic" id="11880">217,77,17,Lists,27</list></item><item><list struct="atomic" id="11881">255,8,0,candy apple red,28</list></item><item><list struct="atomic" id="11882">255,56,0,coquelicot,29</list></item><item><list struct="atomic" id="11883">139,69,19,saddle brown,30</list></item><item><list struct="atomic" id="11884">123,63,0,chocolate,31</list></item><item><list struct="atomic" id="11885">107,68,35,kobicha,32</list></item><item><list struct="atomic" id="11886">112,66,20,sepia,33</list></item><item><list struct="atomic" id="11887">149,69,53,chestnut,34</list></item><item><list struct="atomic" id="11888">101,67,33,dark brown,35</list></item><item><list struct="atomic" id="11889">150,75,0,brown,36</list></item><item><list struct="atomic" id="11890">153,101,21,golden brown,37</list></item><item><list struct="atomic" id="11891">184,115,51,cinnamon,38</list></item><item><list struct="atomic" id="11892">210,105,30,copper,39</list></item><item><list struct="atomic" id="11893">255,127,0,orange,40</list></item><item><list struct="atomic" id="11894">255,88,0,Pantone orange,41</list></item><item><list struct="atomic" id="11895">255,117,24,pumpkin,42</list></item><item><list struct="atomic" id="11896">243,118,29,Variables,43</list></item><item><list struct="atomic" id="11897">232,97,0,Spanish orange,44</list></item><item><list struct="atomic" id="11898">204,85,0,burnt orange,45</list></item><item><list struct="atomic" id="11899">203,65,11,sinopia,46</list></item><item><list struct="atomic" id="11900">204,119,34,ochre,47</list></item><item><list struct="atomic" id="11901">237,145,33,carrot,48</list></item><item><list struct="atomic" id="11902">242,133,0,tangerine,49</list></item><item><list struct="atomic" id="11903">255,255,0,yellow,50</list></item><item><list struct="atomic" id="11904">230,168,34,Control,51</list></item><item><list struct="atomic" id="11905">184,134,11,dark goldenrod,52</list></item><item><list struct="atomic" id="11906">218,165,32,goldenrod,53</list></item><item><list struct="atomic" id="11907">244,196,48,saffron,54</list></item><item><list struct="atomic" id="11908">236,213,64,sandstorm,55</list></item><item><list struct="atomic" id="11909">255,219,88,mustard,56</list></item><item><list struct="atomic" id="11910">255,215,0,gold,57</list></item><item><list struct="atomic" id="11911">254,227,62,egg yolk,58</list></item><item><list struct="atomic" id="11912">251,225,8,rubber duck,59</list></item><item><list struct="atomic" id="11913">0,255,0,lime,60</list></item><item><list struct="atomic" id="11914">141,182,0,apple green,61</list></item><item><list struct="atomic" id="11915">98,194,19,Operators,62</list></item><item><list struct="atomic" id="11916">34,139,34,forest green,63</list></item><item><list struct="atomic" id="11917">0,128,0,green,64</list></item><item><list struct="atomic" id="11918">0,100,0,dark green,65</list></item><item><list struct="atomic" id="11919">3,192,60,dark pastel green,66</list></item><item><list struct="atomic" id="11920">80,200,120,emerald,67</list></item><item><list struct="atomic" id="11921">62,180,137,mint,68</list></item><item><list struct="atomic" id="11922">0,161,120,Pen,69</list></item><item><list struct="atomic" id="11923">0,255,255,aqua,70</list></item><item><list struct="atomic" id="11924">0,139,139,dark cyan,71</list></item><item><list struct="atomic" id="11925">0,123,167,cerulean,72</list></item><item><list struct="atomic" id="11926">113,166,210,iceberg,73</list></item><item><list struct="atomic" id="11927">4,148,220,Sensing,74</list></item><item><list struct="atomic" id="11928">0,128,128,teal,75</list></item><item><list struct="atomic" id="11929">135,206,250,light sky blue,76</list></item><item><list struct="atomic" id="11930">0,191,255,deep sky blue,77</list></item><item><list struct="atomic" id="11931">30,144,255,dodger blue,78</list></item><item><list struct="atomic" id="11932">0,127,255,azure,79</list></item><item><list struct="atomic" id="11933">0,0,255,blue,80</list></item><item><list struct="atomic" id="11934">25,25,112,midnight blue,81</list></item><item><list struct="atomic" id="11935">0,51,153,dark powder blue,82</list></item><item><list struct="atomic" id="11936">0,71,171,cobalt,83</list></item><item><list struct="atomic" id="11937">21,96,189,denim,84</list></item><item><list struct="atomic" id="11938">0,0,128,navy blue,85</list></item><item><list struct="atomic" id="11939">70,130,180,steel blue,86</list></item><item><list struct="atomic" id="11940">74,108,212,Motion,87</list></item><item><list struct="atomic" id="11941">100,149,237,cornflower,88</list></item><item><list struct="atomic" id="11942">106,90,205,slate blue,89</list></item><item><list struct="atomic" id="11943">128,0,255,violet,90</list></item><item><list struct="atomic" id="11944">143,86,227,Looks,91</list></item><item><list struct="atomic" id="11945">111,45,168,grape,92</list></item><item><list struct="atomic" id="11946">75,0,130,indigo,93</list></item><item><list struct="atomic" id="11947">160,32,240,x11 purple,94</list></item><item><list struct="atomic" id="11948">255,0,255,magenta,95</list></item><item><list struct="atomic" id="11949">153,50,204,dark orchid,96</list></item><item><list struct="atomic" id="11950">207,74,217,Sound,97</list></item><item><list struct="atomic" id="11951">127,0,127,purple,98</list></item><item><list struct="atomic" id="11952">139,0,139,dark magenta,99</list></item><item><list struct="atomic" id="11953">0,255,255,cyan,100</list></item><item><list struct="atomic" id="11954">255,0,255,fuchia,101</list></item><item><list struct="atomic" id="11955">18,18,18,grey7,102</list></item><item><list struct="atomic" id="11956">36,36,36,grey14,103</list></item><item><list struct="atomic" id="11957">54,54,54,grey21,104</list></item><item><list struct="atomic" id="11958">72,72,72,grey28,105</list></item><item><list struct="atomic" id="11959">92,92,92,grey36,106</list></item><item><list struct="atomic" id="11960">109,109,109,grey43,107</list></item><item><list struct="atomic" id="11961">127,127,127,grey50,108</list></item><item><list struct="atomic" id="11962">145,145,145,grey57,109</list></item><item><list struct="atomic" id="11963">163,163,163,grey64,110</list></item><item><list struct="atomic" id="11964">181,181,181,grey71,111</list></item><item><list struct="atomic" id="11965">200,200,200,grey78,112</list></item><item><list struct="atomic" id="11966">218,218,218,grey85,113</list></item><item><list struct="atomic" id="11967">236,236,236,grey92,114</list></item></list></variable><variable name="✐ fair hue table"><list id="11968"><item><list struct="atomic" id="11969">0,0</list></item><item><list struct="atomic" id="11970">0.1,0.4490048</list></item><item><list struct="atomic" id="11971">0.2,0.7917349397590361</list></item><item><list struct="atomic" id="11972">0.3,1.323783606557377</list></item><item><list struct="atomic" id="11973">0.4,1.5577075630252102</list></item><item><list struct="atomic" id="11974">0.5,1.8819460580912863</list></item><item><list struct="atomic" id="11975">0.6,2.2386749999999993</list></item><item><list struct="atomic" id="11976">0.7,2.7028660714285713</list></item><item><list struct="atomic" id="11977">0.8,3.0121628959276014</list></item><item><list struct="atomic" id="11978">0.9,3.315934497816594</list></item><item><list struct="atomic" id="11979">1,3.6112710280373834</list></item><item><list struct="atomic" id="11980">1.1,3.90595</list></item><item><list struct="atomic" id="11981">1.2,4.127571428571427</list></item><item><list struct="atomic" id="11982">1.3,4.297762318840579</list></item><item><list struct="atomic" id="11983">1.4,4.489283257918553</list></item><item><list struct="atomic" id="11984">1.5,4.7677722772277225</list></item><item><list struct="atomic" id="11985">1.6,5.039333333333333</list></item><item><list struct="atomic" id="11986">1.7,5.304873846153846</list></item><item><list struct="atomic" id="11987">1.8,5.403663157894737</list></item><item><list struct="atomic" id="11988">1.9,5.658512796208531</list></item><item><list struct="atomic" id="11989">2,5.840000000000001</list></item><item><list struct="atomic" id="11990">2.1,6.114844444444445</list></item><item><list struct="atomic" id="11991">2.2,6.204400000000001</list></item><item><list struct="atomic" id="11992">2.3,6.3165000000000004</list></item><item><list struct="atomic" id="11993">2.4,6.566297872340425</list></item><item><list struct="atomic" id="11994">2.5,6.83</list></item><item><list struct="atomic" id="11995">2.6,6.923418181818183</list></item><item><list struct="atomic" id="11996">2.7,7.050461538461539</list></item><item><list struct="atomic" id="11997">2.8,7.275225806451613</list></item><item><list struct="atomic" id="11998">2.9,7.5318</list></item><item><list struct="atomic" id="11999">3,7.621924324324324</list></item><item><list struct="atomic" id="12000">3.1,7.708551724137931</list></item><item><list struct="atomic" id="12001">3.2,7.956799999999999</list></item><item><list struct="atomic" id="12002">3.3,8.1096</list></item><item><list struct="atomic" id="12003">3.4,8.203896774193549</list></item><item><list struct="atomic" id="12004">3.5,8.371</list></item><item><list struct="atomic" id="12005">3.6,8.6184</list></item><item><list struct="atomic" id="12006">3.7,8.717372727272728</list></item><item><list struct="atomic" id="12007">3.8,8.851600000000001</list></item><item><list struct="atomic" id="12008">3.9,9.016399999999999</list></item><item><list struct="atomic" id="12009">4,9.10822857142857</list></item><item><list struct="atomic" id="12010">4.1,9.2424</list></item><item><list struct="atomic" id="12011">4.2,9.4036</list></item><item><list struct="atomic" id="12012">4.3,9.4894</list></item><item><list struct="atomic" id="12013">4.4,9.6224</list></item><item><list struct="atomic" id="12014">4.5,9.725789473684207</list></item><item><list struct="atomic" id="12015">4.6,9.9364</list></item><item><list struct="atomic" id="12016">4.7,10.070061538461541</list></item><item><list struct="atomic" id="12017">4.8,10.1744</list></item><item><list struct="atomic" id="12018">4.9,10.297239999999999</list></item><item><list struct="atomic" id="12019">5,10.379999999999999</list></item><item><list struct="atomic" id="12020">5.1,10.600304</list></item><item><list struct="atomic" id="12021">5.2,10.661408</list></item><item><list struct="atomic" id="12022">5.3,10.7294</list></item><item><list struct="atomic" id="12023">5.4,10.828241860465111</list></item><item><list struct="atomic" id="12024">5.5,11.017183908045975</list></item><item><list struct="atomic" id="12025">5.6,11.075908045977013</list></item><item><list struct="atomic" id="12026">5.7,11.308730635838149</list></item><item><list struct="atomic" id="12027">5.8,11.36599768786127</list></item><item><list struct="atomic" id="12028">5.9,11.4312</list></item><item><list struct="atomic" id="12029">6,11.522086956521738</list></item><item><list struct="atomic" id="12030">6.1,11.70843023255814</list></item><item><list struct="atomic" id="12031">6.2,11.763372093023255</list></item><item><list struct="atomic" id="12032">6.3,11.825</list></item><item><list struct="atomic" id="12033">6.4,11.900000000000002</list></item><item><list struct="atomic" id="12034">6.5,11.99609375</list></item><item><list struct="atomic" id="12035">6.6,12.150512280701754</list></item><item><list struct="atomic" id="12036">6.7,12.204400000000001</list></item><item><list struct="atomic" id="12037">6.8,12.277600000000001</list></item><item><list struct="atomic" id="12038">6.9,12.36096</list></item><item><list struct="atomic" id="12039">7,12.534857142857144</list></item><item><list struct="atomic" id="12040">7.1,12.5976</list></item><item><list struct="atomic" id="12041">7.2,13</list></item><item><list struct="atomic" id="12042">7.3,13.411466666666666</list></item><item><list struct="atomic" id="12043">7.4,13.549833333333334</list></item><item><list struct="atomic" id="12044">7.5,13.69097222222222</list></item><item><list struct="atomic" id="12045">7.6,13.9648</list></item><item><list struct="atomic" id="12046">7.7,14.168931506849315</list></item><item><list struct="atomic" id="12047">7.8,14.458400000000001</list></item><item><list struct="atomic" id="12048">7.9,14.768594594594598</list></item><item><list struct="atomic" id="12049">8,14.865702702702702</list></item><item><list struct="atomic" id="12050">8.1,15.092035443037975</list></item><item><list struct="atomic" id="12051">8.2,15.482090666666668</list></item><item><list struct="atomic" id="12052">8.3,15.939600000000002</list></item><item><list struct="atomic" id="12053">8.4,16.261599999999998</list></item><item><list struct="atomic" id="12054">8.5,16.61513513513513</list></item><item><list struct="atomic" id="12055">8.6,17.015784615384618</list></item><item><list struct="atomic" id="12056">8.7,17.513740506329114</list></item><item><list struct="atomic" id="12057">8.8,17.718825316455696</list></item><item><list struct="atomic" id="12058">8.9,26.517000000000003</list></item><item><list struct="atomic" id="12059">9,26.77</list></item><item><list struct="atomic" id="12060">9.1,27.022999999999996</list></item><item><list struct="atomic" id="12061">9.2,27.276</list></item><item><list struct="atomic" id="12062">9.3,27.528999999999996</list></item><item><list struct="atomic" id="12063">9.4,27.782</list></item><item><list struct="atomic" id="12064">9.5,28.035000000000004</list></item><item><list struct="atomic" id="12065">9.6,28.288</list></item><item><list struct="atomic" id="12066">9.7,28.540999999999997</list></item><item><list struct="atomic" id="12067">9.8,28.794</list></item><item><list struct="atomic" id="12068">9.9,29.046999999999997</list></item><item><list struct="atomic" id="12069">10,29.3</list></item><item><list struct="atomic" id="12070">10.1,29.553000000000004</list></item><item><list struct="atomic" id="12071">10.2,29.906</list></item><item><list struct="atomic" id="12072">10.3,30.058999999999997</list></item><item><list struct="atomic" 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id="12947">97.8,98.417</list></item><item><list struct="atomic" id="12948">97.9,98.4935</list></item><item><list struct="atomic" id="12949">98,98.57</list></item><item><list struct="atomic" id="12950">98.1,98.64649999999999</list></item><item><list struct="atomic" id="12951">98.2,98.72299999999998</list></item><item><list struct="atomic" id="12952">98.3,98.7995</list></item><item><list struct="atomic" id="12953">98.4,98.85066666666667</list></item><item><list struct="atomic" id="12954">98.5,98.90249999999999</list></item><item><list struct="atomic" id="12955">98.6,98.979</list></item><item><list struct="atomic" id="12956">98.7,99.0555</list></item><item><list struct="atomic" id="12957">98.8,99.13199999999999</list></item><item><list struct="atomic" id="12958">98.9,99.20849999999999</list></item><item><list struct="atomic" id="12959">99,99.285</list></item><item><list struct="atomic" id="12960">99.1,99.3615</list></item><item><list struct="atomic" id="12961">99.2,99.438</list></item><item><list struct="atomic" id="12962">99.3,99.5145</list></item><item><list struct="atomic" id="12963">99.4,99.59100000000001</list></item><item><list struct="atomic" id="12964">99.5,99.64500000000001</list></item><item><list struct="atomic" id="12965">99.6,99.696</list></item><item><list struct="atomic" id="12966">99.7,99.7705</list></item><item><list struct="atomic" id="12967">99.8,99.8235</list></item><item><list struct="atomic" id="12968">99.9,99.86175</list></item><item><list struct="atomic" id="12969">100,100</list></item></list></variable><variable name="✐ colors"><list id="12970"><item><list struct="atomic" id="12971">0,0,0</list></item><item><list struct="atomic" id="12972">128,128,128</list></item><item><list struct="atomic" id="12973">192,192,192</list></item><item><list struct="atomic" id="12974">255,255,255</list></item><item><list struct="atomic" id="12975">255,0,0</list></item><item><list struct="atomic" id="12976">85,0,0</list></item><item><list struct="atomic" id="12977">139,69,19</list></item><item><list struct="atomic" id="12978">70,5,0</list></item><item><list struct="atomic" id="12979">255,127,0</list></item><item><list struct="atomic" id="12980">140,60,0</list></item><item><list struct="atomic" id="12981">255,255,0</list></item><item><list struct="atomic" id="12982">114,93,0</list></item><item><list struct="atomic" id="12983">0,255,0</list></item><item><list struct="atomic" id="12984">0,30,0</list></item><item><list struct="atomic" id="12985">0,255,255</list></item><item><list struct="atomic" id="12986">0,50,50</list></item><item><list struct="atomic" id="12987">0,0,255</list></item><item><list struct="atomic" id="12988">0,0,64</list></item><item><list struct="atomic" id="12989">80,0,90</list></item><item><list struct="atomic" id="12990">255,0,255</list></item><item><list struct="atomic" id="12991">0,0,0</list></item></list></variable><variable name="✐ brights"><list id="12992"><item><list struct="atomic" id="12993">255,0,0</list></item><item><list struct="atomic" id="12994">170,20,0</list></item><item><list struct="atomic" id="12995">139,69,19</list></item><item><list struct="atomic" id="12996">170,90,0</list></item><item><list struct="atomic" id="12997">255,127,0</list></item><item><list struct="atomic" id="12998">255,160,0</list></item><item><list struct="atomic" id="12999">255,255,0</list></item><item><list struct="atomic" id="13000">190,255,0</list></item><item><list struct="atomic" id="13001">0,255,0</list></item><item><list struct="atomic" id="13002">0,240,200</list></item><item><list struct="atomic" id="13003">0,255,255</list></item><item><list struct="atomic" id="13004">0,127,255</list></item><item><list struct="atomic" id="13005">0,0,255</list></item><item><list struct="atomic" id="13006">60,0,255</list></item><item><list struct="atomic" id="13007">128,0,255</list></item><item><list struct="atomic" id="13008">255,0,255</list></item><item><list struct="atomic" id="13009">255,0,64</list></item><item><list struct="atomic" id="13010">255,0,0</list></item></list></variable><variable name="✐ pivots"><list struct="atomic" id="13011">0,5.8,12.5,18,25,30.5,37.5,44.5,50,59,62.5,69,75,79.25,87.5,93.75,97,100</list></variable><variable name="✐ HSV brights"><list id="13012"><item><list struct="atomic" id="13013">0,1,1</list></item><item><list struct="atomic" id="13014">0.0196078431372549,1,0.6666666666666666</list></item><item><list struct="atomic" id="13015">0.06944444444444443,0.8633093525179856,0.5450980392156862</list></item><item><list struct="atomic" id="13016">0.08823529411764708,1,0.6666666666666666</list></item><item><list struct="atomic" id="13017">0.08300653594771241,1,1</list></item><item><list struct="atomic" id="13018">0.10457516339869281,1,1</list></item><item><list struct="atomic" id="13019">0.16666666666666666,1,1</list></item><item><list struct="atomic" id="13020">0.20915032679738563,1,1</list></item><item><list struct="atomic" id="13021">0.3333333333333333,1,1</list></item><item><list struct="atomic" id="13022">0.47222222222222227,1,0.9411764705882353</list></item><item><list struct="atomic" id="13023">0.5,1,1</list></item><item><list struct="atomic" id="13024">0.5836601307189543,1,1</list></item><item><list struct="atomic" id="13025">0.6666666666666666,1,1</list></item><item><list struct="atomic" id="13026">0.7058823529411765,1,1</list></item><item><list struct="atomic" id="13027">0.7503267973856209,1,1</list></item><item><list struct="atomic" id="13028">0.8333333333333334,1,1</list></item><item><list struct="atomic" id="13029">0.9581699346405229,1,1</list></item><item><list struct="atomic" id="13030">1,1,1</list></item></list></variable><variable name="✐ HSL brights"><list id="13031"><item><list struct="atomic" id="13032">0,100,50</list></item><item><list struct="atomic" id="13033">1.9607843137254901,100,33.33333333333333</list></item><item><list struct="atomic" id="13034">6.944444444444444,75.94936708860757,30.980392156862745</list></item><item><list struct="atomic" id="13035">8.823529411764708,100,33.33333333333333</list></item><item><list struct="atomic" id="13036">8.30065359477124,100,50</list></item><item><list struct="atomic" id="13037">10.457516339869281,100,50</list></item><item><list struct="atomic" id="13038">16.666666666666664,100,50</list></item><item><list struct="atomic" id="13039">20.915032679738562,100,50</list></item><item><list struct="atomic" id="13040">33.33333333333333,100,50</list></item><item><list struct="atomic" id="13041">47.22222222222223,100,50</list></item><item><list struct="atomic" id="13042">50,100,50</list></item><item><list struct="atomic" id="13043">58.36601307189543,100,50</list></item><item><list struct="atomic" id="13044">66.66666666666666,100,50</list></item><item><list struct="atomic" id="13045">70.58823529411765,100,50</list></item><item><list struct="atomic" id="13046">75.0326797385621,100,50</list></item><item><list struct="atomic" id="13047">83.33333333333334,100,50</list></item><item><list struct="atomic" id="13048">95.81699346405229,100,50</list></item><item><list struct="atomic" id="13049">100,100,50</list></item></list></variable><variable name="✐ HSV colors"><list id="13050"><item><list struct="atomic" id="13051">0,0,0</list></item><item><list struct="atomic" id="13052">0,0,50.19607843137255</list></item><item><list struct="atomic" id="13053">0,0,75.29411764705883</list></item><item><list struct="atomic" id="13054">0,0,100</list></item><item><list struct="atomic" id="13055">0,100,100</list></item><item><list struct="atomic" id="13056">0,100,33.33333333333333</list></item><item><list struct="atomic" id="13057">6.944444444444444,86.33093525179856,54.509803921568626</list></item><item><list struct="atomic" id="13058">1.1904761904761905,100,27.450980392156865</list></item><item><list struct="atomic" id="13059">8.30065359477124,100,100</list></item><item><list struct="atomic" id="13060">7.142857142857142,100,54.90196078431373</list></item><item><list struct="atomic" id="13061">16.666666666666664,100,100</list></item><item><list struct="atomic" id="13062">13.596491228070173,100,44.70588235294118</list></item><item><list struct="atomic" id="13063">33.33333333333333,100,100</list></item><item><list struct="atomic" id="13064">33.33333333333333,100,11.76470588235294</list></item><item><list struct="atomic" id="13065">50,100,100</list></item><item><list struct="atomic" id="13066">50,100,19.607843137254903</list></item><item><list struct="atomic" id="13067">66.66666666666666,100,100</list></item><item><list struct="atomic" id="13068">66.66666666666666,100,25.098039215686274</list></item><item><list struct="atomic" id="13069">81.4814814814815,100,35.294117647058826</list></item><item><list struct="atomic" id="13070">83.33333333333334,100,100</list></item><item><list struct="atomic" id="13071">100,0,0</list></item></list></variable><variable name="✐ HSL colors"><list id="13072"><item><list struct="atomic" id="13073">0,0,0</list></item><item><list struct="atomic" id="13074">0,0,50.19607843137255</list></item><item><list struct="atomic" id="13075">0,0,75.29411764705883</list></item><item><list struct="atomic" id="13076">0,0,100</list></item><item><list struct="atomic" id="13077">0,100,50</list></item><item><list struct="atomic" id="13078">0,100,16.666666666666664</list></item><item><list struct="atomic" id="13079">6.944444444444444,75.94936708860757,30.980392156862745</list></item><item><list struct="atomic" id="13080">1.1904761904761905,100,13.725490196078432</list></item><item><list struct="atomic" id="13081">8.30065359477124,100,50</list></item><item><list struct="atomic" id="13082">7.142857142857142,100,27.450980392156865</list></item><item><list struct="atomic" id="13083">16.666666666666664,100,50</list></item><item><list struct="atomic" id="13084">13.596491228070173,100,22.35294117647059</list></item><item><list struct="atomic" id="13085">33.33333333333333,100,50</list></item><item><list struct="atomic" id="13086">33.33333333333333,100,5.88235294117647</list></item><item><list struct="atomic" id="13087">50,100,50</list></item><item><list struct="atomic" id="13088">50,100,9.803921568627452</list></item><item><list struct="atomic" id="13089">66.66666666666666,100,50</list></item><item><list struct="atomic" id="13090">66.66666666666666,100,12.549019607843137</list></item><item><list struct="atomic" id="13091">81.4814814814815,100,17.647058823529413</list></item><item><list struct="atomic" id="13092">83.33333333333334,100,50</list></item><item><list struct="atomic" id="13093">0,0,0</list></item></list></variable><variable name="✐ X11 catch"><l>0</l></variable><variable name="✐ dimension names"><list struct="atomic" id="13094">color,color number,crayon,fair hue,size,transparency,X11/W3C name,fair saturation (HSL),fair lightness,fair HSL vector,fair saturation (HSV),fair value (brightness),fair HSV vector,hue,saturation (HSL),lightness,HSL vector,saturation (HSV),value (brightness),HSV vector,red,green,blue,RGB(A) vector,RGB(A) hex</list></variable><variable name="✐ dimension dispatch"><list id="13095"><item><context id="13096"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to color %obj %l"><l/><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin><context id="13102"><inputs></inputs><variables></variables><receiver><ref id="11129"></ref></receiver><origin></origin></context></context></item><item><context id="13104"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to color number %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13110"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to crayon %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13116"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair hue %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13122"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen size to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13128"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen transparency to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13134"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to X11 name %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13140"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13146"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair lightness %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13152"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair HSL vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13158"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13164"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair value (brightness) %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13170"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair HSV vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13176"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to hue %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13182"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to HSL saturation %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13188"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to lightness %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13194"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to HSL vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13200"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen saturation (HSV) to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13206"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen value (brightness) to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13212"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to HSV vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13218"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen red to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13224"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen green to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13230"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen blue to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13236"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to RGB vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item><item><context id="13242"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to RGB hex %s %l"><l></l><l/></custom-block></script><receiver><ref id="11129"></ref></receiver><origin><ref id="11129"></ref></origin></context></item></list></variable><variable name="clones"><l>-1</l></variable></variables></scene></scenes></project><media name="kandinsky.color.composition.class" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="480" center-y="300" 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" mediaID="Canvas_cst_Untitled"/><costume name="costume2" center-x="240" center-y="180" 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" mediaID="Canvas_cst_costume2"/></media></snapdata>