<snapdata remixID="10664271"><project name="Nicolas &amp; Farhanna, U1L4, Polygons Exploring Angles" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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zL8aS9cttwBD5Vs/87NWIigoWnGSHwZh6B6OVg7BwtvzaK8qe7LGtW58aJmM6l1rAkHWMh/LECvdyJIEo1wO8vdT1n5piTarb4F2pwiEsooBKgnkkTJhAg3y6YS0Ung0J7KOm2S+IEP6P0yQOjzXR+v3izx/NgDsJvt2ydC4mXFdNPGHRHlKr1j5vjJmrnzVS5OrREk78YqHMepS9kFxstDLakaVUYwk3lB59mQ/S48Kkslk1UgHdBareSPoq0RfcG2hevvK6ubHRbIWKpAmPiI4D5aUoEVtC+mgasUfztkH0+6YbYELzAI2AF9gE/pHDcdJNo7B0EasHsVrHn66NUi7lhFDVL2Lm2RtlCGtTRnYHfLRX1IB+lcJskp0zL8llt8iUmpMYo7ZlxfS+6oQTHjwgdUSaigYtFSeNcnPMqrsLbvxoaCM6pVxL387JI+ZK2KrOPHSRzC67n3RRhTN3bMCYJzrk1EDl9FGCZrSqyB0f4UVu5Ns/TuGFoKfWYPM33y0cfPK1nHh7NUKShVj0fnRT7ys7oOV61Qk3tCgBL5oVkAH76lcLw7eqR2H790rIWdZRPnu2X56yYDq5t1J1j+HoV14fzzElw7PYz2iBnX9Uc+O3Y5tAdsCZ2cBG4DPzk5/yVpusn+dDBlXmMARzGfSzFZ5ob9lRzNGEp51pQP1XmtRRFL4+ZUg7SgUhCoXDzmYKUH9dBNcoxNzpOD1jxPUTgQtafxw0MfqVwla8pADiyVoeKMJsIfH+Gn9CupDiWTarbEw8GuzjZxTPpYm3ORWORsA9hA/k8ApAsdK0TuN80NPZka2Eemi1vnxsV5W+6nI84nwhttBHj0uQYIZfKbN7Zen9auSI+yOJN6Aw0t8tL7Yu65cXHjbJwq6XKyMOeSVUjTj0urmJAV/1UpB16+37q3Cjjl+enmVtK6/5MNtD9q2wDlgARuAz4FJOFe7kOT4JIPofTdbqy2d567xskadq+uvm+z4QobmQoHICOAqZDOalcDDhyrXd+JfHsLoSsHcxCE/VEwnNqpMzJEAEy6KJYOPW6xRpdqMnvnawAppRG6y/3kZMoSQvQqZ2/y0ccvIe1Uk0fBSLzWJMs4WgJPhTaeD/N1v7Fmb+b0OY5+XR7bhxrleGTUQe6shvvihPNazgoxiMv5hmAN1FytOzn0lp5gnrrI94vGUlnHozs3lY/3qpnzt9u+q1CMzLo+DWzZbEeIMNrwVoO2fjT4fI2I95NnfJLgo1Tivw8kjIfppi+p0ls/VZ9Dul22BC9kCNgBfyLNbzdicjk29JD35KQ0OTQmyrlNPZ4Jk8n1/B1w321L5YbDpnwHa9rlo18TAuw0S8b27EUoRIMNg5xcBepmIeq5cPNgblJBbuI9V2PKqn7auQszhxtkbZJQqNH01nv2hj6U/EtlOojy9d6x8l3CL63Aq5KUXxVS8z0RcgwymCIxtWRVO0tfjAV4pPlsATlTGd46Vhq8S7fNjxV5WJz6y/Xh4t2Yc+dsxi4wkRN/PyIOKZB9unPODjExpRY0fn+pjtaukKLnw7ikKaiqOa3Bwj482FHvOlYsL71utoMamKxuOHffSWWnRqDqN826ydZoMLQYa/+dQpIb4j53yWZ9fTzfXTmXTMzJy36LxvOcDaovVf8E/DXvItgX+VAvYAPynmvvcuJkHnyySUI044zVO+ZongswkkaiuuPCWzxTUUijxcCjRQ3xFh3zWM+rLPIX88gqBKwWYmnXnd8hnd1ap6yK7RyvQVOjgmsQca2tW3jN2KVufUqQWZdSNh7xe1qASdeOY+BrkkYIwZaP+YYcC9ZFfIsfhwcdLJVRTrHwL+fj2xezhDWcLwElk9qAY6C+CyzTIOuijGQ0j207Cc++OQX0/LwPoQi+rUym46q1ED3nIK0GSIAwphfkD82mfGZFtGMFkceSeHKtOiP80NI91qaIjnEwW9XfATeF86FJYMjCf3lChLatdF1l9uwKd5li/Gfz6ZoBeWSV9KrIfLrz+XQW1EyQeKmQf8NN0sXK2i20B2wL/PQvYAPzfs+0527ILZ25TULpIW+FQrKvaL70D2nVV0oHKB/B0vIc8uV2C2mUi8r5jlH7ePB+e9Fcd5CjFTYbkyFCvnglcORt8NE1o6UaWBBhXI4YMPmKxOEUj5oiFCXUTyJBDlnZukT71uiL1vmWR7bhJ9kEZUusbxyj/6fEg6zKu4vmsozKkCcm/EEwfkEcHhUHsTHvAKcrqJ4nUSeT0RpM09JCDr0pQ/yUxTp69wsfSRXS3VVLwwvsJ6ikCwwxX+ym6JL7yR4aTbH4DQyvhUdD5yYCX1RQBXxXLROwmNxk2FQxbGs9c72ONxd585ZLkmNLYoffegpBTrNZVvm+1nzWpIsUYeZ1TWTsSSx3COdIq7J3jp03tveJoBraP2Rb4Ay1gA/AfaMzzpSlBYch7r5WQU7zsDXAI8V+uzmc3CH7laCUFz2qhoJvWS5AoVnMq7Jrrp5dWSOuxrouUIDSOMVh6d4D2qKKh68L7P1VQhiDZqI6Yw42zt8so9TITTDLH+lnjCkFOHnzqEwl5RFCSzo997GV1KkgjuvH+dTIyA8koX/F4kF0bBugzAbCLHH5Jgbqvmm17P/ayGpXb/lVGGeLjQoNDL/loA5HyZBU3yZ0nQ4Pe5vkjX/poPSG1WF4qEm9o+t6XfGrTCm0YdV1k3asKXCGA3vQqLLgynw0Ir+Qr3vPQrzLUE33SeSCPyXNb5ZU+WCE9K7J+Mll2O4EOsy0vggYnDpTQmR2KYcSx8+V5tvtpW+B8tYANwOfrzP0/+52M57YmcO1qa79W54H8ErS4UxE1iDKiFyf56VkMV4eJKBhfOzzAOkVNaXHhfT8pqLFYeen82Akvm54O8ExRZMvGh0AsDNoNIAKEIRoxh1vZM1KWmojVmQYHjvtoagUB+xS8ZgRBHYUIRDTXqZscmypDrTL2rayXfDQjDHBnAmAPPjlJQjUExaQOx1/20tqvRfbfQ44VSVBL7HeHYHb/PDpA6B6bZRSpQR7LQ+AS+9KULx4cZD0/qwB+ePlQB+oqgrYMIQVKP6ld2asQAx80TMQDd4X31fnOzwPsMrEdULm48IaxCmorBB44MM5g+a1BekNUFSWjThJefgVBbVdZH1WcB0+VSl92KggN3ff/fLzsy20L2BY4CwvYAHwWRrpQq6QoP1yjSFcttdzAOgSOMzSrY3VpLYYd3GTXtzKYcncc8kIlsLhNNKH4BDKreSzcvNWK2NVg69s+2qqK+LybHFoiQ70eAmCjEHPEwPupScRIfTLVBEv0yR0K1AfC+7yJygdXxUoPlykRFWun6NsJAKNLrTnzkMDLEqSIdCjOg+NOMWdYrOBMAOzCmWsUlN5RAKj+01NBtUtY7Skej2sRjx7daoGdSsc6A/BsnnXfJPzN3TGoj7k/DAXMS0clA7xTQdu4IvHG/o/97OIKK2zT3jumydDcDKbigaJCNq1pCTx2uPIzmaIsvgZLXVdYK1mVb/nUz1pH1V02rhUeDeixRkJOoZOs80ChCj92DrL+Ykx2sS1gW+C/bwEbgP/7Nj6n75CClw7GqPOnVgqMDsf2h+iMDgXwtDdax01awwHbEPJ4THA5tstL61wara4Lb5ukoMsFCBg6wBTNap4XGlZBEjBJ/uqmGPm2RWYdg5hjeotCOqQCl7SbZO+VIfViAdKw700fbVIhoMhD/FQCU6e3RPvslgJt8LdWf1zKuqcV6YoxJsBX5Iw+EwC7SWauDOkNjGtLYdbAfHpnOOgpCS/5WwzqIVSSoq3MXeTADAUa3mna6OBCL20oJBatEkm8YaxWQ2h6k/zQ4P0V6igzO8RIfVZH5Fa/FKQdq7ioE2DMRbF4yA6EUkSesw5H9nrpossAhrFo85Lk+KixQ79jTXn9AhrS13YpUG+sEMB2Tj+4dudsC1wAFrAB+AKYxGhDSMFzWmo6b1Sg3VEte5V1XQpZ8zKBctIMlWet9bPN10RjsjKuSVbmXUek65dYwKDyrR/7WasqqzeDAzkWDzFYmwSXswp7Z/tp0yqsTW6Su1uGBk1FnSjEHG6S/aIMqcL9q0HOIR9NE6AYBlm8f6uCMloYvxlsezZAW4YDihLxV/fGotuE61eDzCwfbRzW1j0TAHvwkUIJmalHpXzCVfnsb+use7rxkXEyqvOoADx+bIaX1RGrVKt48IkiCV1kuqf5j0PzWPcKkc2RxBs6HFnkpfWEVyGyuEnOJhkatTb7fvigj36SCjBar1pvzzwZmoi9ZuNDpxi+bV/dVoKROhVL7vpZghoioM746AnBqoH59PpZp/9TGBubgjPu0KRTv9h6w6e3lH3WtsDZWsAG4LO11HlULwmPvzIGDRerGY3vXa6x7247naygUc+J13+IUbu/WcNU4bdv/LR53+qG7cIb31NQm8fM8yowtPLmQKi7WMlGlhTH6qcI7yRSiQwyC6rPvy5P7b88sk4yXjXEgToLgDKJOaY1KoKHj1t1EshHl8TBsDK6Sh2K+KetitjQsKvUQ469LUEtoe6jQe5CH20UXm0mKOOviZOGC55kjR/O97H6IvfYKGcC4BqkWEcQi4xenaRjkgD+XmBd6yaZ+2RIbyxGr294xq+2F2M0SjKZe4cD+gpAM3JwNTrG7YfR+db5ysQbIf3LHnlq/6UV7IaX3kPQdeEcbQoLbgvS3oLVq2K9X0YQdGXYNU75yhFB1lUwiFUto2Lc5N5VMphCG8Zamek/PxtQTV7p6koMTGgUT3oulqF+Mw7FWjGdVLc63efTtWOfsy1gW6CiBWwAvgCfiCSyZEAM9JhpDU2Dg78V0e9vKoVhB083XBfeNkNBlwu3qVFUvnmyn7WpVjXHTbI3y5AqNHl1HggWss9blMITVe7hIQf3S1BfrDyNvvhowyp8yR58wiehi0RUtgqbXvPTtiJH2CpukpMjQyNT8g92v+ynl4QDopLxgiEOZGr9avygz8caCve4UQz3bBx5+oToIxToXpokVIuMcjoATnK83TiGPyOCkXTwq17qjhBZGCV5yIiQBMkieqxY/6RrofpgWAzBjQ9MllFDIV6h8ZxlPpZWQXCiEvHGTh9tKKK8y8tbiR58d5aEaou8Z43vW+FjTSqkOBnH48mMy2Ph5g3lkem/fe2nzW+r2FakDXfPl6HpLdYRlW9818/aiaCt6koC+ezSGOj1gwSuOmYdFUr5nCvy2cBqI+ZP1559zraAbYFyC9gAfIE+DS6yc64Cl4ZXsDr4D5fC/OsL6f2nVcFxkd1LFGgqgqKMcjq6w0THp01i9L6bEEoRbtrqdHmTHHN7xvDeC8NsWnzZQwF2XQXKRpey+2VFaiqCpTR+zOdjayoQc7hJ9msypAo5QRWysv00Q3BJGyUG3mmURJ4QqTYcVF5C361VCM+ctM57SJ4qgQm8BfSdeiXwpFBROh0AJzom3xzLzb1kjef6fKxRGNTjlUnd46UhPxjndChQvVQQbYQpKj34WL6EaglSDsZ/ejjAuoy3+lKZeIPy5YODrFuF6GgX3vovBbUQ6VbGCroEFrSsGug2injI8J0S1BSrcJ2fOlHCZrSobmXqxJs+x6j13eF55ZunBVib8O9ofwbJeH5bDJ2XSsgZlnpkfNOkAGtbRRjjAv0zsodlW+C/agEbgP+r5v3fNu7Cmz5VUOuwmL3OAwEGP3XPY7duqr5no5I85N7VEqSW6ctqwPjqRwOsq5DTq1xShKu021RL41eFzaP9tE0VEXkX2bNIgSY3mWBx0k/Z9MaRKTemaMHDR8sZoZY+mMd6hAXmk/GkNg40ZKMFsqVoStPIdBkPPpInoTpir7mUf31PPrstLI/oxrkBGZl6wUX6Jz2K1AeFu/d0AJyMFwxzoF4ixUqFrO1+au4xG8WlrH9akdqZgV2QudtHG19inUuUZ/eJlfsL6USD5KSUvndRJP+yk2x5A0PLMuKNE6e8rFYFgQiDf9vBb9+JIEmwd6l828d+1rLK/roLb5mioJaCvpJDiVaq/9C1QO0TlT7ShTf8W0Ftn7SpgCeAAAAgAElEQVT6qMGeBT7aTOwZV1eSlSXdiXTFfATJsWYdFRhsfSNA273wv32q7bvbFrhwLGAD8IUzl1FH4iS/voWhzUhr9cl5XjHjG28OqtetqG7osTCuXjy5a60EbhHsZLzgVe2XXgGtWxWBAOO8k2ybjuHyu8y6RRrlK6/IYzdXAHlB/gG3bZcgUbhyGd/2QYC1FEFMVnHhfRMV1FisrjQ4sM9HU5tEnneT3MMyNBBsUEzfOTKgXiZA0ChunP2DjFIF57IOB1/10oZhbmk32b9bhgwR5EX5Nw8EWd/Jxv9PB8BOZfOzWGolcp41yP3GRxuFvQkefGSWhOoIpiiNH3vPx+o8UT6GrI8UlCYAU+fZa70sXXA3m6Uy8cae531qs3BetVHDRXZ/pUBT4UbWuT+vlE2+OHI1bxxPISv6ELjmG+ujh/JN/w6ytmXSkZEWA0hRVj9FpI7/supqkLXRRxdcXR2HtHF1Ml72EEFXvI8gXrjYjX1flf/6WIBdG17JV7yL/cu2gG2B/8QCNgD/J1Y7z65JwSsfw6jdOwjiRDIth0KV8vXD81i38Aqz8pAMwIzhvdcg5BRKP0Z0bYj/fHU+u7EKA5MLRiUhMmyHDLUFYOvgPaTTmc398Fg48Mg47sRbx2HUwowchgIWgrmXR2reChpFPnCvJW5Qon3Vq0C7PUyR6SLZbyuQWhZslbPbR9PCK083yX5ehlShjKTxzF99rPGVYVAkOYsUaCRW30zfODKgmqvX0wFwDZL3DwRJYrXHoeDNUzQpnPrkxtnHZZRa0zgX4kuG57EbwmQkbnwoIKN6YrVN+brHg+yqMPNWMv5xmAN1M5WRjLQsOr5OHjwXsPqZrMzpTqQ+S6zxRwuoSnaMT8P6nVsklCJW+xpk/uqj5WONnMcUsrQvhk5fWtHqOpzIKaFzO0QGuFWedyf55R8KtHne6oPop76xd57aTbjc7WJbwLbAH2cBG4D/OFue0y055R9vVuR2X1muTSMimcGm14K0QxUVImsgKXh+KwxXG2xZYo/XoDYsRQs7FdJ7KuTpGucMZi2MeqyzSD1U2DnbTy+rkHJkyPsp+P5MORxstfc7P20qgNEqHnJokQT1xDGNZy73scbdrHOJyqedYqX7hZuVQ4gX0E9SS+GRXON3ApneNw7uEjq7Ohwv9tLaYeUiD8l/W4JEAdw6+F/xUrfYaz4dALvJwbky1BerXqbveC6gXv5P4/8p8E4KJsP9Vt50Cf2gWQE8usc4l6R8cUOMNEh4CTiU8mL6fp1ImUU3ycmUoZHYu9b43gk+1jQcdW4cc5PcXTI0EEpIGhza56MNKngARB2cs1ZGjTqUzUcBlea0yQ89VCF/WPQFL7mCoKsiWa5OhqTZnaLVtezrxBsmYlS+v2vMN4Vfu0f76DqnH3a7c7YFzhML2AB8nkxUdd10wNi0EDyZfTbDSMLftydwxVJr9STAhW/8KMDaDa/ueqfyfWdZ6rgsgi3rmEpndwjC8AOVr0kha0cR6BDe/6V89eAgu7pCgJETLx+Ky+gXDZgpQQt6FYT6hle5ycqsHg7pjiVlIFaFmMODD52QUD2xb6rqG572q+2FWIKxCpfJc0ELGIvgg8uL6KOCVtNN9j4vw8VidazDseleWkdoFp8OgF1k/3YFMkR0coh/+1Aeu0UEjSWTmXc4YIBIMdL58SIvqy2YpExwzBwno3Sxwtd49kYfSy9L9wGouDcc4hRNzohkHHPiFQ9j1KVsn12FUm1eFU1gJ9n4JoY2Zfq/GoRg5e159LqvKs+Dk8y4XOY3GCxXIhBM58ECFZZ0DrIB26qbZxfZOkeBFrdb53UIHCuFH3oU0gFVPraitREHr9cuhhds/uiz+UO069gWKLOADcDn8aPgIuu/V6Dd9ToczlT52n6ne8FawzRSV+L4jT8glCJcqALI+PbZftaiCkGGdd4ItMKo02cWzaEOR/dSOrtDNDUkF9mzRIEmIoqa82BJKZrXOtLNbAJi7g4ZGohUJB0OZXlpgzA5Rtn5nTI0EOxaKt/7qZ81DVMqunHOuzJqZMrm8eytfpYu0qDM67IOy5Am9ohL+Q8P57PrxZ5lEv7+4Rh0vQA3DTI3+mhjAYynBWCcfUpBqSLyuRR90jM/9OBi8x6ZL8iQLtioVJ69ys/Sr7Hu78EHT0movrhG1bc85Vdbh/NzXTjrJwWlCW5sDQ7P89H6t1rXJcK/PA58z34J1RCuaw32LvDRphWCpBKVb6+KkbqtQRArthEY3/p5gLWqwgmd7JiYTvT+a635FRzTQmjj+qjykaZX4tavZdSki9UfHY7tY9KiG04n4hB+NpT5XRWp7QwJ6tRifNP7Ada2LDfcqmH/a1vAtkB1FrAB+Dx+Njz4eImEagqyfx3yqQZbXw7Qa05LqmDUNV7SmPf5XoKLwsCn8t3LOFtwWySfcaRpUsialwh0FMpAJvhkrfazL7pUZmaKgYkNEnB/Y49S5PTqcHSbl9ZtWaEtZXZXLPVZhoCI5y+EfhqZF+oSDqhKwSvuI6jLFONcZWKOZGXqdQ7pHhHFbCgDFdFP6xfDo0cFOOJjn8uolkit0fixcT5WRwB1IpnSJxbuE5HJGmQf99F0IehwOgD2kFNUAo8IGMtDYzJCoZGCQtONs1fIKFWAlQ6HX/HS+sKdnaBM6RIn3ScC2wxqyUL6UQOLszkOf9IqHg3aZK3OQ/oX3fLUe8JkJE687UOMLhfuaAMwQ+ibywpC94YFEcwI8aE7JHCLfutwLNtLxzSvzC1t5DzHkLt/lqCmcHMb9qGwZkAe7REhElE+E8ZcxZMbvpOhQXgvXeVZPzM2r3d1VKSR82iIP8jokset2AJbR/g8fpnYXf+fWMAG4P+J2f+Ym7rJ8d4y1JhnCRWYALN7YQldNswCperuZLysHbjvAhmlhXVlNcjdWUwX3VQCDx+Kdp0Tb3gfo7aPWOdU+G2unzavIkmY5Fh8o4Nfu8gCHMY3fxBgbSpGPJNdsxRoJiKJhRITm9kkMjjIg4+dlFAtQUShwpbX/LR1mJjDjQ/7ZVTXaZyj/JcngqzDe8b/XcovTyrSlcIlrUHWPh/NEHuoCWTspXEwQrhSdX485GW1xUdL9QD8StxF5MUiI3Lc2Ms9Rc1VpwnAh/NlVFe4dkth9p351HRHu0jmGAXSRSSyxrN3+JiptyzO4b1TFHSxSBnSIXeblzYKf5AkkM+bxcCt28J753zre37WKhxVbbb921cKXGJGRkMBVfmP7YOsbyV3shFhfc+q8vk0WK7WjgyoV4c/bCLnNIFMviQGehsEG8JjYNp59zd+Ors/wGg12vxbx4xgOcw7z5Ahva11zMhXBt3f7ZTaYNXprrXP2RawLVBuARuAz/OnIQmvuJKgll9KkFIv/DLkvlOU/3Jnntqrgnh91aGOIm5yxxwZynNCdfAfKoVF1xfSe3ZHM40Tb5mBUcsItqyNn/pZuyqqO068cQJGbR4y2jBWhFT/8YY89aZwJG2y49M0wvv9hiBJgKHKt3/qZy3KXc3K7udlqWlZVPNRv499XNMCBjc+MF5GDcW+tcZz1vlY2lXG/xOVSZ1jpSECAHTIU700pYy9aiiuQT4IGZG9BlHHKfqPGIDRtDoATsLj2segR4XLVudHi7ysrtjnTYaxaQ7yRJaR0iMEFOgHHssN7yY5x2RoVMuox/TdIwPqJQL4qhJvLLknyG4oz1Eme5bIZS57jR/36WxqeqQXwolX/w2jTkL0QbQNq56N5uVwk13fyNCsTxhM+fp3/OyKcO5v5Fwm42/aYLjGINgQHzGm/Td/5mdtBHvX6YqT/HCnzNt+bKkomfNbtLUEFt59tvvFZ7qHfd62wF/FAjYAXxAzPUpyk7u/liE9vG9okOxr/LcP/KxtWH6vuqE68eapGLUSmrkm6AT8DFZ0z2O3bY52jYvsWaxAkxvLQWHDmwHavoJCkXEucq+X84CvkH3WwmKhMs47yaa3MLQeWfYS14phbusieu9243cSjHU5yANHLIAO8eUPWmlTifK0m2PlgYKlyshRLaUTalkuUw8JUgmSBfAW6Z9eV6QOER8hHnysREK1BNgXwXstiugT26sFYDLjzhgwlY9UyDrgpxmpxv+T8cKhDtRTBGNp/MAJH0sVgJuEJ18RgwaXCTVoEKLjM/LgMeGyrkC8AceOe2mdsJ5xIvm6dyz0DnswKF9+f5B1E653oySQGZfGQs+Nlg2i7Q0b9Vx482cKKt8PZnzL5wHWOqpmcLKy5FqC2i9EKKWMYEMHBpv+FaDtRZR49WVUgpPcOh7DZXdHelxUvm2yn7Wslq709G3aZ20L/LUtYAPwBTT/HnJwAIDzc8udKYACsrZQ9NOdZ1KwceFfxyrI4AU2HwnOg8WMb7gpqPb4qaqJRiW4yL2rFUgtc6WqBlvWw5WJGhLItEtiec+N1stehczv/bRxGLgBXonz4KHZEqotAsJUvn+1n10sApWM4sZ7JsioiVhFVybm8ODjeRKqKXJhGV/5SIB1FatEF9m/Q4EMEeAVKZLgJpmHZUgX7tZimNqvkN43tzoATsErHieoixA00HjWTz6WIfZ8PeTI2xLUKctDPvKlj9brL/pJ9r0mQ2NBk6lB9j4fTS9LH3rU4cbPHZdRbRFcxfTtIwNqi7BL2EMOZktQX4C7Dge2e2lqmG0LwOCbHrZTgtoiLYlzv7eIzWhReWvBSdaPwdAuTMKhwa75PnppeCUcOXfJeOmDBF05HkFCGcFGic74xqeD7Op3TvdnYChrKajT1xLUFn0V/eWBQs4DfXxq+hm8LBfQH5g9FNsCf7AFbAD+gw36v25OgB70mYogvnx/jgeKGKz/W5DdIATiqyvJyqpniNTun+XEDYWqytcNC7LugjkqssTC2Lrx5O61EngaCoCAYo3q626qTNiQjFc+6EDXfGxdy2D9CwF6xRvW7ySyZGAM9Jhm/Q7Bov559GYRNCQievm9+8M5t9qcWwq0O8TK14MPTZJQPeGy1viBlT6W2tU8fnSshGoLgQGdH53pZXUFQ5cb7/9FRhmCnIPxJY8G2A0fVAfAkfKHOvdO9LIa4iPARTK3K5AuUpMY2jwyEGojwNRNcnJlaCRISFTY+7KfNhVCEcl4xTAH6mISb/Bgicom1rbcy06y+lkMnQQLlpHTXKLP71Ko3hHeP3XhTRMV1FqwghneDKov7Z6n3lJBRSoFrxpBUMex1opU45nrfWzaNQCjSyvPVwpZNxpDq5eswDcjaE/Vfh0Q1HqI4LTqipOsek6Glq9Ygg+mXfOWFbGZ95bAcMGpbRfbArYF/jML2AD8n9ntnL/KjbdOkFELARxm4cBg+3REV/2tMkNV5GCSybLbMbSbZr1wDXBgsGl0kJbrBVv1y8QYDGF3kXrDIa+U8rWd81hPwdlsFRfZMVuB5mK1aIgXqPyH9kHWb4t13o2z1ssoTaQGaXDksI++mgbwsRCTd5Pc+TI0EAo+Gs9a7mMZgpgjWZ59m0PuL3JgdShUdTrFbYwrGX/7oAPdLABf4zknfCxNuInd5NhnMtQSblkN9rzgo83eqA6Aa+DAOIRSRNCYCode9tMGAlA9xBeSwGUIL0CRPrl7kfrAjwnkk+ZxMHiHBYLF8NFlhXS4CPhykwOZMjQsI97Y84GPNRNtin1hPNDQSRZ7yyrsnumnl4gPBaM4HUtuxvzabwHEQhWipfekyEv6YLnzXCstSYfj2SV0dodoYgxOvGECRm3Dz4KRF0xhfffqUpOMexofWLHkho8VaBZBlKKBCjtf9tOWYSWqyHm2/29bwLbA77OADcC/z17/s9opePH9Oiqg+fSO8GrxTJ3xKDu7Aqr7tYRSwmo2GhzP1fj6W4OsdxgAK7eThJdf4YBWPyKUEiaZYHzDhABrX4G5ybguBX/VCsO1qxFyWmxZwVK0oFMhva9Mv9cIXnrTiclgQ7lHSNrpcDLHS8dfDjC60PidhKe3d6Bbf7HARIVfXvWXMXQlK9O6OaSBPxr1jJVgCUxvUUiHCIDz4FOFEvKI+4b40ofyWI+JSfBe4xjymEjhMT4eVPqu01h1esiplyXwiJQhHQrGeGnSyGpXwDhzuYzSxYraooNMVD7sECv9ba3ZbqF2iv7LCORS3WT38zKYwWI6HMjx0lQhdJ8of9UnVr6tTJShRKfS9Awrr9aFt09W0GUi4IlDXgmVvrzUOhcDHzRMwHdttRSINMje7KPpbSLnyCBUcaAOqxAkCsEGzv0nQ9I3HfNDQzIrz6ULb5uloMtFtLlZN3iSwZIep8sZT1bmdyeo8wyEnGEFKB2CR3R92+1+tYvQmT5zGUWScZvBHJGCfHqD2E+3i20B2wIVLWAD8HnwRLjI7lEKNBUMUxoc3Mv0DY/nq/0EW9SZSgKMqxGLB05HyCWECoyiQyFTYds/grRTOK+3cjvGvh+G7gZhh0gFMorKt83ys/IIaOt4orKsg0Nqt9ISWtAhcLSQzuhg0UQa9QxpO4KuXYcgQcgCMtg2LUBbhuXwnGTHVAzNRSCYsf9cwOY0s/SLPSRnmwSNRFqPyndP9rNLRNCPmxz6QoZ6gtVKh4OLvbRhT+P/HnwkX0J1RKpQCObckUfvmONS1j6lSB3+ZdY98J2Xpt5UHQC7yP5sBczAq1KYeVc+vWtmCl7zBEEdxV6pBpn7fLSx2Od1k6z9MqSVaR1nve6jGWIvuCLxRu5cH20k0rVS8MxWGN2yAUFcmR0qBrC58f4VMjL3nDkPFpWieW0jiUziyZzLYnn3NRabmc4DBRpa3ilA+4ngNas44Z/JCPeZq6AmYSpPHU5mU/Tt9dGAOnwd3jhOQZc+bG1DmOPNXeijb/S1vBKVn5XKv5PJ4jsUuPzfMtQ1hTP4mkcCrHM4kvtM19vnbQv8VSxgA/B5MNNOvHscRk3DebSGM1mH7PkUrRoZKcl3uqG4HDueknmTMRbJvgAz2PtDCV02pLq830THxxfH8Fu/R+AJB98Y1/jp/H4Afy+o8MInSwYqcPUXFluWBkd3q/TzjpFiA07y6+sYyqOlGawYGKDXitVRLHxYPwHftTusLQw7p/moEXFrgNb39xB0/VQBSpAfKqbTGhk5w0nkmztjoI+43tjT9NKxycb+ZyRZhgZZL/poxutJ+Mt7YlA/0YYGWXt9NKNp9SvgQwUyqidW/6X8wyvz2SO/evDxjyVU80FxPT/xvo/VeswQRiD8wUwEivg7KuWT2uezoRsqE28U61OvKVTvE/u7Lrx/rYIyTC5nOHLMSyelWXu2LrJ5tAKtyvKdOZTC8kH59Lrplp3N+w1Yi8Ap3OrGmCn/pXM+u2F95FwYtowjNy+22MbMMWdvLKVze0VyU0deY2wnYN51VnlgnalspcPJ+3w07ay8LvF4VgsHtPlQQRkdI9tW9T1P+dVmYVaw8+BPzu6ibYE/xQI2AP8pZv7/3mRUkpvcOVWCtD4IylJby0gZdJ4znrPvXqmOwSryzkn4u3YO1GEWgiThJhUvcR7wU2nNoPzQLVGlBuPgndqxpM9CGRq1Dl8DB7YX0W97WkxP1nEnWfU8hk6vh6Xv+P6ffOxiw5UbFquvtMIrDEnzWueHBgsxgRSy5mUC5l6z4W4u1b/tVKD2Fy5PDz5yXEJ1zGhp2PQPP237EsBEXIPcno/AKdKLKF98f5D1nOImB16UoaHYp9T4geU+ltotQfno6jhpmIjo1vjBoI81dFa7B0wKNAQJknCW01cTDVe5m2QdlCGtvnE9498/HGA3jncqO57BUvO3TYDLPeKjjUQudiTxhsYPbPaxVOFCNlaGDrhREHcYpRS+vyuf3jhTnBMegm7rEMSLlbEG22f4aIuBVl3DkxFD+q+VoGZj0z4lOtN+6RfUulUIojKJPXoukcAl+mq2tedbH51lEGxUCc4Sdsc/3ouhzYfWx4/Zft72YvhhUBHtL/i0T1eMZyQGd/uHjNLvtVb2ZhvFusb3T/WzlmFN6jO1ZZ+3LfBXsoANwOfRbCcpX12PpXbvyVBRJUfjJ3wa/PZMZA5p9cMapbjInTMVaBJmsBJ7pXzXRwHWusoer9nOK3EuMuBLBZqEA3IMycEQLOxRmefZiTeMw6hteLWuwo6v/PTyMMl/csz7qVgbuEVCzmQTHA5u8tGGZRHbRj7zgzky1BURxRrkbPLRNHHOqWwfiaXLBM2mxsuJOdzk8Fcy1BUsURoc+tJHG/RPJtNvd8Bdc8rqFvhY3aQEeKNGHHnupHFMh6DmpU4lGgDHwlv1EslIwQSmg495qYcAjIitQV4vtPaoLaEHN87aKaM0k7Masv7lpxnPmNHhD2RLkCSCtRgsHhigPWcAPOpwk79ny1BX7IOrPGudn2UIAhFDYUkhA3dIUEMAuLFP76MfNbf2yI0PDRfu9pOC0kV9owbV1z4dVK8RrF9WEYpU0NUg2BA0oOL+fOv0AGsl3PSVi+GmBnLjeEvL2Tqv8h2f+dnlZyTlMOonk1UjMW/+oiX8YLWh8exfVVj/SB67s0JAXrR+2MdsC/xVLWAD8Hk48yl4+WMKXPaqhDwCxKyiw6HtpfraxwvVO1eeaVgucug2GZKmW/KE5mv94M4QrL6jkA7aFfWFjbdMx6hlOFqX86CPwvIelQk7nHjLNIxahldvjG+YFGDtRUqNUZyOJb0Ufu18y3Wr8s3v+FkbwdqUTBbc5oBeYYUfypfeE2Q9vhAygHjwEYSS44x6FjFHCl54L0E9heISB3/pKeqOS4Y3Uwh50mem3HDIp++llsKIAx4SUCVIESvMEvqmRwU9LpG8cND4rUO+7qXJcrwysUe8NFTsr2v8wCkfS70oUf7illh50Hyznil1KFzm5IHccIqU/snVBeqDq51k85sYWgnFIh0OH/XS+mIf1El+/QeG9mX6wsU65fPa57GBm4xzLrJtlgJmoJSxP8/4D1dG2tRFdn6twKVh8QbK148NsiueipyjFOWHazBqtxihFGEfo6h8wzg/ax+ViMWQmpRRu3mWhrOwHw8WavxYX796ieDaPl1JdMzr5eCt35GgvojytooOR49T2PGUHXh1Jgva520LWL5C2xLnnQUMl6QDX/0qQulDpDJiBROEQlyD7NkaWvlCpNxdtAEanL6E3zpdguSwbJ6Rr0ph8+N5rNukaNc48a/vY9Q+zAfNeaBY5ZtvCKjXCZ1eq7jJ3m9luPhm6zeD9a8H6BUiQMkoLrz5EwW1EsFUBt8y1ZdeZ+W5uvG+FTJqbAoe8OMnveyjdOEGxrs/kFHTh43j5cQcY+I9ZJjfSpsqhW8G5dO+090k+6gMqYJ1KsQXDs1jvSa5ca5fRg0E/WKxPvEaTfXmVAbgZDxviAP1FmNXYf92P724hZPsfhZDU5Gzq/GsX3wso4NLWf+UIrUzg7r4wZNe1rAmwDiHG/cLE2+ofPOTftbmnRiY0CgRD9gVJiSJWGEm4xVDHKhL2NYUfnk5SDuE03xceNNkBbUOr0ZVvmWqn7UWvNJWScFL71fQlROt58Cwp6pveiGgmnnGlUsK+fllBS57MZKwxcztnT64ungAq41EMqUphg5jFUi/0eDKtoqRgqZC5rsBuupVgCdLot3XPmZbwLZARQvYK+Dz/IkwiDccvN04GRnC9eXTySG/VIX97wXoppcAhomc2uqKC28Zq6CWgrzCKirsmKPRRQ9FBlFZ55xk7QsKtHnNWv2JqGq+bkiQdY8g+nglzk3uXi1Dmtg7NjiYVb5meIB1FVSOBtOTmwz9TYY6TcV5HjxZzGa0MIKrEsjnzWOh7xYE8SIRVoWt//LTVs+YQUj37bdcwSVlxBwekrtIggbCPa7Boak+2uA+Dz4yU0J1hMSiDsff9tLaf3eTfbtkaCyYpUr43PtUtmd5ZQB2KhtGYqmt6eqGQ1/7aIPbPCT3WwkaiI8JHY685qX1Xnbj7I0yMvd2NZ4zzsfSHq9IvBEoOsXeqwMwOt9Nfpsug5nna6wyC9mspgaJRQKZ1CyW377RWtVXZgpzkg1vYWgrqDqNwmDXvAAtXwkbxwwNZgxtR5UTbBQyCuvvzafdxN5yZDFW7bH42k8V1DQcEW/MiwY7DLGLUdU+IIIadJRLxr1HyyhjmBXtbs4r5RpkzdHQyufP9MF3uvbtc7YF/ooWsAH4Apn1FPJtHxlavCND/UaRQ9L5sRMUGS7B68PRtNGGnKKs64pRkzkWqYYJNiePML6uTx7rXWUfz9AIVtAVn0qQWEZraBB2bBwVpJ3CqzcjOCee3PUzgotEn4yoWqr/ckOe2l3k9caTaZfFQa8Nlhs8kuvYhbdOVFCLMiao/FAIfdncSJ9xk5yvZWgk3LEWMUcyXvygA90oyDd0frLYy2rGR65QVcja7qcZLVzkwEIFzFQlqv/8dEhdMacyAHtI4BUJUgQYcch74xRNecGND/plVF+snEvhy4EaPbosjgw9an0IhPTPeuSpg5dGEm+ofPd7fnbJE4nKnE4xUq9VVnQ4g7UvBGgnwQTmJoe3y1BXMGvpPBAoYlNalMBTYv85Bf/0OEEd37VWmRrPXFfGckWt+XPi9R9i1C68b2+kLWl8cw+/2u3nynOc5FhwI9E7TYvcH9YhcEzXd9/mVzueNrfXiZcPleHSNyV0UXhvWdjf2LLQ1z1WqN4hZBjtYlvAtsDvs4ANwL/PXud8bSdZ/YLCmz8bSaJhglXOBg02Dg2y/lurG4QQhid3fyHBRTdYdQyZORV2vB2gV4n9y8jiVH7srKA230fuOzK+8cMAaxd2UYtUJr3fWovUQRBP8DWd89jNYv/TiVc9glHn9612GVo7MhDqNCYe3q0Ziwftk5Bb8D2rsOcrP212e4Ly+TVx0t1ij9twtRbDrBaYHjikkKdPWS7YkPbl7Roq8MVJ9wvqRh381EvdDg8Jvi1BsuBy1uH4qCL66ZSqAHxkugR1xGqV6VueY+qyyXHkiRMGK5WR/rCb3ZIAACAASURBVFVCP7pIwW3vIuiqMq7oI34fq+euSLxRrBXQzzNKYfgBD8nZIoEpP6jBoQM+2kCkdDnxpg8wai3c6ca2QUhfcWO+eqPYe3bKS3opcqd5ls6uDsczS+m0joXwjAgiM4oLb52poBZihS/a4AEfg+XdIxnGrHNOvHG8gi57yFolm33JXuiji/oBPBaq7nlIUWZ3laUrx0WmM5nP0kk/h93P+lm567y6NuzjtgVsC1RvARuAz7GnQxDfw3UrDCYkjR9eqaGt7wVpr3m/p5uxMKFuLO5opIXcY73EzRd9ia5DzvQiuvTFUnhCBB9FKy687XEZXTy2AhkD379SlX+632Jssq4zIm8JXGsQdritYyrfOtPPWoWDtcpIPVZbHwXGaq8ULe5kBXu5yK65CjTra1xv6N2WwMJ2RfSu7Sl45QiCrhH5o6ak4YIeeWq/H904Z7OMGrUyjlvEHG6cs0xGja4VbfCDk7xs8kMeMiIkQbJYoZfyCVdhdM21MlxislbxU58WsY9HVwZgN9m/UYYM4VoO8QVDddBoLLpVBHnp/MApL0u9yIOz10goVeS6avzARz6WOtyFs1YpKK2z6BMcmO2nqQOM9B6CuolrhbMWFt1qzGWSY9ENDt59sZWTzfiWCVYEelmq2GrLK8B58ASV5nTMCw0T6koAo5JceMBXkW5kHXwHQ2h+j8qCG0ZKkgOumRMJoAaLl84P3e9jl1TLC264+mXe5Q0Z0vtHgrYOBUzj2R/p7LtR0bYmTveMGrZQUMaTEjS8XIfg4SI6o8OZ9pt/zzNv17UtcD5awAbgc2zWjAhngroKgXmr6HAwR+NHxwTYVRN+T3eT8fQ2MlzxgYLShQiBVYTSEdrzZpBe9Y/q2hPAirrPQpAo8k5NAArkadKGuwOh64UgglWMwBwH3GKIu4dzT1XY872fzrq9nG5y6ZUEXbGqnC3Lf6SQftXBYLsyV9737pDAU0YwcSzLS8dcBvBOiZsc3CdDfdEHDQ7u8tGGlyaRhYNioKfQ1LWIOQhueitG1443+3m8wMtqJ7nJ/l0yZIg9X8rXjjDqOtCNoo7Ks34uYbMGVAFgnH1cRqki37hUm3wTkW+4SoI6L5Xdf75KZwwm5LFTVr5riTa9lybRo/Horo3lEdFTO2E1Z4eEH8qSUC1B56jxfct8rMl1sTCuXgIetBUhp/hg0eDgDh9tKFi+Esis5jH8eoPlSkS36zyYX4K+62x8jBi/jWvjSa9FFiuYqAO524rodz0rCyMk4+VDCbR6J9I7wSGwg/Ef7q6ehnJsrJNcPUqBxo9bEojmHBsc0JnfMfjlycppZ9U9P+bxUQkuZdBQCSU8K6FaYUY140wxTOtXSO+ee/rr7bO2BS5sC9gAfI7Nr8EFHEeun6dARpnUX3kHde7P19HJdyld+GGkO/JMQ0gi391J4LJ/S1A3rEVrvlaPHFZh65OW+lDVdiZiN+n4mQyXlqceAeMa3z7Zz74dCjBat64xwCGO9FksQ32xp2mCw4GtRfSbmy0N4CSyZIADrp5uraw1OLRLo3M7BmFEMFH57qoY6eo11opd5Vs/87NWg5Pkb26MkW9eXC5MsELIHnrIoaMS1BPjMYg5KP15XCx54Fg5MM7uRaTO3WVU5zETzE5ODKFF38XCYOFN0CDrcDGd1aGKCxqfKJXQRYJjOQ+9k56g95opo4z2xm8GW/8OPFCIkSl9qPMTeV5WK8WFd3+moKam0AM/sN7HUq+IDGwzxCJKYX4LY8XvInuWKNCkh1GXQ7CkBBa1NY4nx0xKxXq/tRKkiDEZHwsh/svVFstV2UeOQbAhcqTNce9f4qfT+5XnC5u82zK5ebwCzcPuabPvOz8P0MuiagQb55PI93cRuPzfEtQWH0Hlc3goK4Q2PlEQ6rvwTM+Zdd5YQSt6txESqjWkIpCblldh7/c6/eFOY97Ptk27nm2BC9ECNgCfo7OaKH/Zm0itRkio3tXWyqr8pVigcn7iC4rWvH32K5JRMU7S82UFLn4CQXKZGLvZogYHfiiFtU8X0UFRWY9cZE8/mdeaakXrmtcc2VMKK/tHXuOCcUkI9/harsA/7MsNofnXW+5Rp7L671jq+M9ytqx9K3ysiXAdO8mGtzG0LROG5xCCZf3yaPe5brL7WxmamlHI3BsIsUmNsdLjPkVqI9KALGION77nJxmlCZpHjed+qMJvOx3oJuE10CD7YAgW3RgHjwqRCJ0fKylik5tUBOCxsTXICyGDbYxDMT9F4yUPOV4iQU3BtFWqf3YjRtc+KaMGIopY54c+LWJfjYonQ7LL06AW3AnIv4nwvjstMg6Nb/vIx1oOTyHrXiJwRZh/m/IVDwTZtZNND8BdayWofbHRrsEgxbS1twa1HguM32WCF0utVbMAX75ttp+1rACySXhuO4I6f20Reoi2RGBWbl+/2vKHaI96Mp7ZVoG2H1ofGeFnjAcKmLTztbzQ1WH94jP9qSQqMzoR6erHJPD0q/zMmrSWRxaE9PXjClVzD98utgX+6hawAfgcfwIMXuEY6Pi4hOreGanJakGnBseWMG3de/na7VGpJCsPz1hpyXrH12VIGxD5kjRekBrP+YyyFc8VwmOnol2HtT5zJOQp1xk2Up345mcCrOsHkfWrKvBUDBBy4fXvKqhdmCBC5Tvm+JlJROHCmWsVlG5yJfNAPpO+bK2Dojj47dut8TO+dTywJc8reOgRS4UpxH8ciiAmlqBOwn2v8SOBEPq6kwW4xv73KfpWcg3yfL6xr2kEPhXQdxslkb/nintBvl7CP2kdj54UQWo6P1JYgr7pEA+PCPevYZ9SOq6mgzx6vDzYa04/SW7SFkMLQbyhwaHDPtqgvpvs+kaGZn3Mdrx5pWxmYwXXqaeg63+1cm9V2DnHTy+7A2CU4sKDVpbzJ2tA+eoRQdZVBHmVBbp9F0kTGU2ZykXWvybDJc9aqVtl9/6xkM0eEimKYc2T4bGIxV2MOIG7K8YJGM9B1melbPlLxTDi2Nn8eTjJD4MkaDJChgZhutJyIPcVa3B8ii79OjYv9ED22bRn17Et8FexgA3A58lMG4FVMeSqR2Ve6yEJ1azAgGW+/A/uUXnuv/PY1Z+czZASlNlXx0hXvG8ExUTWN7RiNdj/bIC1F3ullYuTbBqDofXTkcdV2DWX0e8eKoCnvdbxyhq0QtmHb7i+QO0hJP2ceNM0jFpHsGVtnBhg7R5KdkxMx3r/LRJKEWpGGuSs89G0q1x463sKamG6k6GQlcI3LTBvNRyj5oL2UoOc/SV0/jXx5KHDlos7pE+9DqMe8yRUWwgrlGif3eKQrp8todrCA1Ckj70uXnpSpEQZAFwKC/rHwSDBwqVCZg7nB8didK2I0NYgK1PlmW870PVl6U6nirzszRpu/MxRGdUWco+Ub3hc5wf3OqRbvrc4uylf8XiQ/fSZmwzfLkPNhua9Th7W6JTmBn+3i+yYq0BzEYBmFAYbxwRoO5H7a6Z6XfmJBdpGzi2Dja8GaUehjGUUg+QjHnf7TEaNr7GOCWpR2P1GgLYKE59EzBdykrXPK/ySKpHyKt+/JgS/PlLE7t4Wbe4rHhsR68IPDJOQ6++V3damvQ4d0/Uj7+rqykm/N2DrzPe2a9gWuDAsYAPweTePo2KcuOtgCTUaKUPDCjm/4uVupIjwvLGqOnf82bz4UvCywTJcMkZGtcJRzCZIHMph+taH8tRbqrguU5QVXRSpxUypTJWn7L4nQvyXvgVqn3AOqouse1WG1i9a0b4GcGrw6+BAmcKPm+yZL0OTW6wpUOHX1/z0ypdTyNK+BLrOtXJgDVDidOEbMh6eKaOaop8q7F2iSUuHE/3+/eX7vnNuIVKbV2SULlZiKs8ZC8DbKyitkwluu56XwPE3GdIF53Ixn/hwHBpm7udCvq7ydU8Q1GOcABCesxIgdoeMapkAz0+OB0TrylCvt1k/dwbjOascqMtH5vgDBV72Xh03GbxRhoZCqlCD3L0+2qipk2ydhsEUVhC50PynK/NYz40uvOFTBbUNCxWofPNnftZGsF6lkLUvYmjzquWlMNLBGF8/zHBZW/ZyOhb3kvWrpkooReQom+0Hjmv69r7RdHtTyLxbZWjzjgz1xIeAVTQ4ckSFbU/m0Z6CP/t0RcQo4OtGyFBzqMXsVV7foPXI3abCrn/nMzNIzi62BWwLVG8BG4DP46cjmcztp/DWT0qo7pWRMoMmQORTnZ+YokrL/50fekioDVVXTO3Y60dLKH14RTe3bqws54dg1fOF9P4K/NCmOk/vKRI0EMQW5su/WFNh11hrBWccE9G4qP2HlmtU0CTCphdNMooRsW7yyCoZTMEFkWrEVw8zaDBdZMtnCrQUQUPGnmipvuwaCcU1caBuZSt8HUrQvN6Et7xbhjQhLKHxrBUcAt8qqK1IXTIoIgHpEyRoJIg1NDi0gPNQDQWZIggh+OpNB/R7rsxeOocTL8vQWESG6zwwgaP/Y+874KyqrvW/tc85d3qnDb0MHZQiiL2D2GLsGjXR91KNRk19eYX48s97aRoTTTfJS4wFezcRsQCiAjaQ3gaGgWGA6e2estf/t86+586dYYYZCUHUu/3xc+69p+yz9rn3O2utb32r5iwLo8Jevy6/cKtNs34Y5XXb8NhnbEz7vo3hYWcpn1ffobG3PEanhAAuNcNx/dTZior6xej0ZMmPj+Xfr3Fn/ldRbNkPHcz4dmQ7H6sfr3GNJ1zkLL/LoWNS5D7rWj1ecU6df1YidzrPLnIu+KVNk7+Q2h0rwKZn9rlPX9ZZCrJbtTSuaw1o/e017vPfB25LCnx0dZ/kOw8cG6PjbyH0uzS1PC1ad43KZ+P6jZ83+deGtdfpkbZA2gI9WyANwD3b6IjfIt/580wHs24kGnh5qr5vBGqM6mc8vfjn9f6VCw90MXkZfx4T42N/YmHUBRHr2IBTkx/w5t/Ueou+0Vm4odh572aLRv00aqNnwGjz0kAtvDaqXS2wXzgjpmY+nUr+8njFXbXejJty8MsBWbFLlir0CwUqQk9PvzG7zt+8pE/svDUKA0MA1NhX1eb+6ejM2OULFIaEYXONii1xvfBzWcr02hVwjwd/OT/D+tzTUf1qG997VyZdk/Bit9cCmU9a1C/UUvZ46a8dOv7LEQADdLtCXkgC87HtvxRK5inkhoLHbTz/rky6PDwOo6Y1Hiy4PtO6PJR7ZDT5zXzvrGxcujBqkBFg/RMuvfadTH3Riqj+OVLuKnReuTFGJ/wisrHPm5bWeH89BbjNL3Leud+hKVdG6yQ10x5ePave+3QoXJIbu39iBk592EJpWF6VWB+Pecvn93lHh/2OoyHkrphz5vf31wtvY43NDzS7i/9dxEIOdE/kx5690uFJN1s0NGSCpw4pZ/NR+X+BevVnDfEbNh3oOOnP0hZIW2B/C6QB+Ai4KySPF4sVzWJ3x4upedQPOrVM/HZotnPC1xT6fV5R3zCHmjo0tq30edMddd6ZHX6oO2+Xbz0817GOvdPCkJCVGw3N++oCrP12rXdSmAeNRk7s/qOyce6jhPwQLGVISNandz5b55p+tQXOM9MdnLAgNVzq8bv313pTPyNNITL0p0QtK6wVZa5vcbHoJEJLYNM5yyKvXHLNrl59V5a64OUoNOthyXcUD7nEItPSUIQ5CBkzLRo5ybxe8zuLRn/eRAh8KRO626Ky0LsMuPwvFg2/NpwvGjRQ83eF4XPldRuefiYT5yf0n3e3MrzHLQwOy7ECVDzO7PWJhDcCbLkf3Nhg0dFfShzLdemxSTE+bb7CsFAwRGqom7z7j86yxky0rROeisLmGrs2xN37T2hEY1tx7Epp+ZhUIdOoqWzD87MjwZIi5+Wv2jT1J4SCkJVtzrV3tc8vX91Z4Uy2tTD5+4pKwvx0+/bl78b16zc2+lctSX2/49+/dUqcGV8G9fuWhUFhN6cOx+CK3QFX3Rn4S37XgFtruj/OgT/Jwu1DrFi/mYHbsCwtynGwVkzv91G2QBqAP+TVy8ZdA3NCYYbCvtKEXvOu5Yza+W3eogd7y0Ld/xK+l13knHm9oqHfsjAkKY6R/BHmqmrm2tvZf/E3NbipoTsTFDov32zjqO8pKu7U9rDyPZdXfb7Bm7u8fd8bM4pj//pbG0el1JoG8HnVn2u8ZZ+XhhASCs3EOQsUisKeuDJ8rHu2xp1/WaEzbrSN2UsUFYWEKc11NW309IkxPWKurU5M9r11edHNivrOsjHeNFrgukafF3wvpi4Nt5H6WY9X/zpGx90srwNsqwSzbdHwUFzD5Rfei9Hso8PPeOOrEXlJAJhRvclCWfjQ4WLhOzGcEYJnwJuXKyqaTCg25Uj8yC8y6PwbzUOARivf+68ZdPFvIna0z+/+DAiUTdNDpnfYiIJeOV9rd3eMThSVq/A4GrVVHj14ghcP2rJDgY1hydpvqZFudp+fGwmVOLG5v7YxIdnD2QS5V/2l1j26Q21vgf3wbFvNlJ7RYZOLlDXf62P1Nw708JVo1vA1C/2/TFSUbGsYHSPgrasCrPtpnXdOtypaPX2dwhphPutSsLrWoqETJAqgsWv9Xtc05UiPtAU+SRZIA/CHvNqpjeJTpyL50IArVjK33NfqL50vP8QHM9X82JNXODz56xYNOSY1rGyAob5N8+57Au+l2+u6CUXm4if9Ys5Z37eo7PrUEhf5+dfY8qhPr367XSZRetu+fYniEX+MWMwGaHZu8nnxJaLAFLJ2Y+c/b2FQ8gc3QPnbre4T59nOhKExOk7UssJm9ho1O5rdB4/Pjp15l4UxIflJujy10eOXZ/KF8yNP0OdVfyQqmGNhaOiteVj0kIPjL2sP8a5/16axIbh5eHeTgymhp+5j9RYbE8McbgjAXNdo0dDwYSPgte9YNN7IXeK9DTaOTtToNsYDbHvGxqSLzXblbwBuk0VjzgyPw1V7fXr1iw4+9UjUgMHnd+5x6f2fZ/J58oCRULmqbWil505UFHcz+FN/VyhJEqMCXv+K7z1+kZDo8uwnjs9QJzyi0CcpomJqezdcXOMfG2pHy8jP+M1om0/5oYWyT0d9lhPX5Wre8it4i+d197BV4Nw7zaYTv67Q7/LIM4+OK/n3ALueD/TrP6/3r+mxT3BX92hu7HcTM3D2hUBwnYVhozp3QdWo9fe6xc7B3N/pfdIW+ChbIA3AR8DqGU+z7N8VDQ5lC/cfAQLevg7Ef/ZowaM9kaq6OkKefe/xjjruqxYGXJoKpAbU4lpjz2NxveiuJv8zYT618whzjzz9LovGnJb6mWg3a2z/cY07KZRrlFGQ8YeRjj73QUX9k32Gw+30e/9W4590Rz7uKLadc5+waUyonWzmsKe8jZ6Yo3jkUTGcMD9FLet9lx6+OEN/domikjBErbFzvc87no3RzFvNvi2Bx8vujdGpYW434F01oJZaC6PCZvE+r62zaXwYivXx/g4bk0IWtM8bGmwaEzZ7MCFosEK+Fao18fZ9No0wjGtetdumyaEHHWD9W4SBk6OHhDg/eX8GXXBVBCpx/cx3Y3TiLRLRMNvvWuOrR89z9GdeUyhKUblaepJCs++EOtpFyXX3seqRGveoS2XfotiK/7Ux/lupdboBdr8QuI9/sf2B6Ud5xc6ceRaN+GqkH21s4kNj85MuLfpWY/wLG7pa04LYM5c6fJTUmJ8AqA6bSF9ojZ1/9tTiOw7mfst37pnp0JnCcP+shWGhvfcfLOVzlW6w6UuNwZm9Vtrq+ljpd9MW+OhZIA3AR9Ca5dh/PjOLjj+XybnCwrAOkoCp09Qo36Kh/hzn559s9r7Ui5rN9r1DIY5g1s0Kpf+iqCSn8+UHvP0tj9be0eCefX9XpimMPXmRhWlSypKURDSgt3ufpjU31bqnJ/crir31IwdHfyu1cXuA9U+2uX/7YjNq9xTHLnko8iRD0ODavR5ePIt5wFkZ6oQfR6AQ8PqFAW/7b0ed/HIEzB4vv8+iwacrlIagFvC6dwj9R0chbA/Lyx3MCMu0fF7TZNMEE9rGjrjC4FBqMsBO38LAsFmDxh6t0DdEoQBVnkKxbYhcAmR74woDwn08vLHNwazQWw2wfRtAHLWA1Nj2LqN1R6TaJeHwVv3onEw1+7cKg8LSpJApHrx5Acivt2nG31MFNnx+654a75jPGynH2fdaCUESs1+b9rH2x7XutJC1LaPQeeEaG5N/qmhAv9S1CrBtg6ff/lqDf9Hf9l/DearIOecrigZ+s/MahnbgndXMVb9w/Zd/+0H5CLn2n07NpNPOA9TVioaEDyz7Dx8+KsoZrfcHvOSpBu+Lbx5BX8H0VNIWOKwWSAPwYTV370+WZ//+JEeddD4h4woLQ4d09lCiIwXYtgPgez1+8akG7/Nv9P4M83ILnXOvt6j/dywM7aARnQCnSubqn9Z4T9yTqjVsjj9PFcZmf9cxYg4dQFzz7lc9vP71iLVbaD93iqNmPUgdaob37fF52aV1/jmvFjsr7rFp+r9E85aG9W381myHCi616Zhbovd9Xjkf8HfaNC3xno84L3wog+ZcFm3jYcUmB8eY8DKvq7FpbLF4phIuFyUshfwQYDVqtEKx0qiHgklvB9jKFkaE3wef17o2jQ/D4D6v92waG4ZHNep9oKVNwQh7+Hhjo41ZYaMIYWB7WPJ0DKHXFw6PF32VMOAKm8aEdciyh8uv3UTk11iY+aeoMUWYI8ZbP6x1Z323MLbw0zZP+1PUkCE8L++tdrHqggbv9BCs8uyHjoupGXdbGN5BeUrzvnofq+fVead0aOYh+wjXICs2+0bi4q8q6hPOP3UEKF8dsOR35ya6N3XeouvX+daDcx11/DmAdZVFAzv0C06uKVzWqNwANP21DUueana/EqqLpUfaAp90C6QB+CNwB+Q7v5xh00kXALlXWRg8MrX2M3X6mit2A/59bfzyM03+v/S6Sbp0F3J4omgcT+0iFNkcYNfvW7zFP+uchxY5w0zntB/YNOrqqDm9AaN4WObS5i64tRk375Y8ckbsot9aGBnKM5pt2nTA7/+ixptxS1HszR86mPbtKGcrbe9cLLvW4uJzHJp6TbSPxyt+o6jPdAvDw9C2MIs1VdXaGB96ugFvrxdpSoW80KsNeGOrRaND1auAt2iLRhoPl7dqi0YojQYohBFo0YpmCyPD74NGHSsUJv6uYYXixN/lrQrDw+Np3tVGlKkJhqzkYcVqC2NGR3XCwtiWI6V6+B6W/wjar7fV1B9E+WER5vD5ja/Vek/eU+xc9yubjr4+dQ0kYrDPffozwDebheWeEzv+BwplV6XW4krpVsCb/uh6C/6zc5OOnNhfJ2fi2G8qlF65f+qhTTOq/u7qpT9v8D+TzCf39JUotB6+yFaz5gD2lYoG7Me2b1/fnavBtX/xrTefSJcp9WTV9OefRAukAfgjtuohoUUf+ymo3GsVBo3pLHofXU7AlTWAvt/Ti55rCK7ulU50rn3fyTF13A0W+l/cBRkn0Ngz3+OX72rwruvgaec7D85wMONui0Z2qBUVwlTAVd+t8cb+TOZVnPHurYpH/TC1VjlA+XKXFlxt6bKzHTr2jui8oWCHXvFvShUfb2FC0quM80sPxDD1gkgD2udV1RaN6hPlSQNsiFsYE4aLNXZrhf4h6DLqQZG3y+WwaLjkfZMArFEJBVNxo7ELCiYooLGLFUrD70nAW3yLRibAfVObRWUhm5m5pk2jqcWioaEHqLF3l4+Nr8dwXFJi0ue3/wgETTbNCOU0zZwa2uJ6+acDVVOZhRMfVShtb/2IRpd54xf3edP/T/SiC2Nn/4fD476Z2l7QzGnDy3F668Ym96qwyUQ0QtUrnvY1RQNO6fzAJuS7gHf9xVOLb+8uP9z5a5Efe+pKh6fNJmRcpqjPfgxpcz0tgeaqdwLs/mvce+exdGnRR+zHJT3dw26BNAAfdpMfuhMWZN41wvKPuwhUdK1FAyd1ViiKzqS5qgEIHvD1a3+rCy4P2/EdaORn3FPmaMkTD7yeqKhD5yTzo1/+pk+r7qh3L+ggXdhdS7sAuyo0rflKbfzMZ3JiD03OwumPK5SEBCkDYHXNLr13nQribbZ17MOEghBAjTbWm79R6DctAnejh7z02RhODWt0zXw2Nlk0OpHjrQ0IlkXIFwIUWxF4YjssmLS1RjUU+nUAYEYLCAZXIgDW2AkFUzEVYAdbGJzwhKuZkCvbRyHrJpvGh+cPOxnxO6/E6ISww5MMH6sfY/ZaHZqS1L4W793FkrOUKj7R5slJhS1z/qo1Pr96lbDGC2JPX2JjiuTcOxCZAlRu9/H2rfXuBR166hY5i75s0bBvKAwN2d2pQ/OuvZqq73LdRb/uquFGx63nxQqdmZ+xacpsQvanCYWJNel0TDT5mqvfYGx/0PXWPNqMG6o6nzf9Om2BtAW6tkAagD8md4bUcGY40y+y0PdqRQOmdvZgo8vUvLeZ4c/39dIX6oOVD6f29O1simLMy4f9qX9V1PfbigZ3IPokQGm75qof13qL/9gufyhN3U+cZ2PM11IFIxLA9nwrXvlOs7t+Q7Fz4a9smhLqHpshjNiV9wV68+9sOu1pRUUmNhzW7r6xwKYRIxX6h6AdKnNh/Q4H08PQs+R05f+S1w3nxRVs0ZCE17odFg0VrxQKhmzMaAMhsxMAN0BAm2H+nziuHDPxdyoYt4N5gO2BhSFWxIL2sXyjhSmjI68z4HVvMek9NiakCGzUVrXqx67OVCfdYGHMp9ttENVNT/1cbuwvk2I865c2jT45dV3kYcWj1T+ucxf8v2jtcnBn/4zY2TcoLvqaon5Ju0X7BShfG/Cmn9Z5ZyV1pLu+7X+UV+BMvcqhcecCRWd3VlVL3kOhd77vVR/rHtXeO4804rv7PiZfo/RlpC1wWC2QBuDDau7Uk11q5cWOHd3ocoXk9w7lNETeMeZMuIQw7HKL+s4iDmjV8QAAIABJREFU5IZh086DUdvGaH3S57efq/NWPATc1tbdPAqd5z9r07hbFYZ36J4UAhXXNmja9btWd+HPW3HTDnlPmLwWn/o/FkZdFslCGvBr1QFv/X2Nd88tBbFLznV4/B9SwVajaqvLS76XQWf8KJW45eOdNRYP609UHJYGMde0MjWTwpAwDBygQtjI4f0sAMtoCgFXYw8UwoogCUlDoX/yvQ4haN4BRYOF2ZziKRvQ1dgH4/FmSAlU0isWsBYCVZQjDnh9s6LBmZEsZ4DyqrBGGGPaFcKwc0Ocl/4wE2f+L1FhkiksymEuv3dZ4L/3ToZz2vctGiV116EMZmQ3H5vva3MX/XsU2k1oPH+TqPQzEaGrfXshPlUt8ILX72wIrug2BZGH/ymxneOuVBhxoaI+p3TOE7cfLwyzvxDwyieUt+LRGtzWrYDLwdzLBfjfonimXdjW9s2tB7N/ep+0BT6KFkgD8Ie0asWxtffbGHelISzt3AXO/Ttz+WoP7y1r9D+/+FBNS35glTPzEhujLiYqPlUhv0vBA6nTZdT9zec1T1ve6w919wNbaM8/zVIzb1To/6lU4pUBiSZfY/cDrbzk5y3e54x2sf3wqRlq5i8sDJ2cek1GR3jrN7Ra/oLN595vYVAyfyxdk3x+8882TTxVYUASvHxeV2tR3yxCSUJJaq9PyFCEPCVnN6FjEzKOgDI1nxtwJSwaJOpYsDCsgwccvcdoBCFPwsBQMJVg7ccIS5KS7wfYAQsmMqxREwBKyFumrIn3NAOep2hgUgpSNJ8ZVZtsmnG1zDuyh8aOv3n09A0UTLjQpsnzFBV38GIDbFnh8bKvNnhXGha09fB5MTVT8rtnpD7cmDVoiAe8668evf7TRve6dV3dR/KA5jjTr7DQ7zJF/Y9NrTNO3V6uQVPL0z5WPNvgrnrkQA9oH+x+fcjKt5vOtNQxUxSKpxP7pyka1EdIeD7e/WmNOzXU406PtAU+7hZIA/CHtMIlsc3lFkZ2aAvX/oPc4DOqNxDn/83DOxvZW7+wAV87YEej3l2GhBgnXmbTxAsU8uYQSrrN6zHvfVljy+O+9+ZDXYUYRb/Z0cfeomjQdZG0YvsctAhZLNZ6xZ11waWPyfsFzsv/amPCDy3q16ntYdWaQG/8AlT2hTaO+npqVyef31/GoBKHJibzxQF2ewL8RjAjzM2mgGA7eSoVODV2QGEwGHUgFApbOhGWTiVhGe84QAUsDBGZSCgUhZ60wJoBZXOc8LxcAYuMyqdGXfiOQkkiRywPBhwQ+ibt6/GKVRb18VRK6ZDpHrX+x0GwZYljzRTt7SQJy4B41e6AVn2j1p39V2PDl75g04hvWBjeYTszn6oapn13x90XfyXM8873QybuHJptn3IZUcFVikqnRCzsztsJX4ARf8TXb/ytPlj76IFSFL2754Bs5+5pMUw60cGkMQHVzbVQOrw70Jc2kPu8kR3EXnp7nvR2aQt81CyQBuAPacWKMhacq3TZHxUN7NvZi+lqShpVLZpbVyjKedHFq5vJ3fx8b/r9dn9582L5ztQrYjTlbHD2pxT17ZbZGvDu1zV2P+R5ix9uxrc6kGwKMa+Q7Iu/YFHJNxUN3E/JS2P7loArflLrzf9TAQZmW87c7yka+aWObQ9DUYunfF76VAxn/6BjaLamNsB236EpJo5sSFQsgEjIMnleVMJKMpgroBABY3UIuMKAljB0FF6WkLJCSYoHzGGtMCHWDtKJY0ber3jGcmZhUosXLIQt+Zf6vplbLUuAPMpHy3seVuyweFRhJBJiwLV6t0uLv+Fg4uUWys5LlQkNvVhs+kWN+9JteaAsx579ZaI+t1hUmuz7G9lCRDd83vzTem/RHzqDZUHGb0cpPukSxZmfVTRoXHf3WcA7agD3IVcvfb4xuOapf+QrkY2flcackXMtOrYM3DiHqGiSQklYU32gEaYmULXN5/WXd9QY72nP9OdpC3x0LZAG4A957aRlHMWGnGVj2liwOkMhc4qigfsJJew/TR+aK/cy2a9o1KwI9Ip3G/w3XgJ+5x3MJeXHHr7C4RmzCZmXKOrfbW2n5p1vM+rub/VeeaQVX69IPVehs+A6i0Z/3cKwiZ3noHlvXUBVv467r9xtZWTnOXz87TZGn5uqkhXWxGLdfQq5+RbGptQMx1nzllaLxicfEow3KuFmJS0MQ5iLwFaOKTlbA4iVYMg7g4ShDMABwUqIc8TDMqTI223PEUeELQk51yQY06ZMSY4hOWYhZ5lcc11KqLoqAcwmgsyIQ3N5s0VjO4iV+PzeQqBtu6IJkrtNglOo/41NjwS0+N80xxyHj/u6RaXXpEpMmuN6oli10NXL72wMLu0g4ZgT+/1RmTjtAoK6TmHIyM7638mHGN5WzfAf9HnJs/X+5144mHsGmJebGyubk4HjxgHWSWD7OIsG5XfWeu7q3g14Vy3grwC1vhzHu+tj7r4XD9QY5ODml94rbYEj2wJpAD4C1yc39osJFo86ycHR45haZxNKyhSKeuFFhML55RYXPu9h5QYXa5a0eF99+4NeYp71wKcdNXMOIeNyiwZ1aGcXHUvAQnPF+5rj9wbWy4+nCi0U2A+d5ahjbyT0O69zqDPMNXPV/W30+s+soGCwY02Vzj3JPK/xDmtrNco3WTTqqFTwMWIaw1W7RGVqGFiIUuIVxzqEpYUoZUBLSFkDU0LMuwDkhAAchZOjvHEUqm7PI+8JmdFCwmoPeQtrW8LfxtuWv4X0JexqA/w1LA8FCv2T3zGp+/X4vRUWxoy3qH+HUHyA7Wt8/cbXGLBiauZNhAFndy4rE4ES5qq/xmnp7U3u55J1v3n2H46LqVPEi77WwtDB3QGgqKYx3AddvejpJv9fu9T8PtC9kmv/7pQYpsywaNgkTc2zFQYO6K4OPfU4GtWtzI1rQBkvurxinedte6kNNx9Uc5EPei+nt09b4Ei2QBqAj+TVSZmb/PjZNGFaKD9I8VMVSgd2JkF1dSmMvXHN9atA2S8GvGxD3NvyQitureztZefb95/t0MxzCBlXHrBZBLZtYPj3xbHwiUhqMC/jz2McPfPrFg36LCGvQ75Z2MOaK19x9bI7Lbu0zNYT9icf8fZ9IMqzMCT58CE5WgN0pjw5QDkshNVISXBN9VLN+5UhMEsYOmJFC+mKUGQAOMF8FpAWzzkC2UicIwpDp+abU9nSUU456V1iZ4I13c6lCniLlH+12TSmYw6c99YGWPUfjECEPSS/O77z2mjeUxfQnl+67it3R3W2BfZfTrfoxHMI1tUWDe1Gd1laMpRvJej7PH7pqQbvCyntIw98B+ThrnG2M+Z0C0ePZmo8m9C/LFIYO9CeUiLGqNoGzn5BY82aONa90eLduKK391t6u7QFPkkWSAPwR3S1pUbXjY06MwPTx4KzTwPUDCtk3HZZcZRylYyAd9QTBa8z/MVu8MaaxmDnQuDbkuQ84BCx/Zg65RyCuuZAzSIClJcDwf0eLwzF9vMxr9ixL/sSqEhCqvvpBQco3+hh3V9sHjDSorJrCbkp5TcuNG/3LSpLXpiEik0O1kTKI+KU8TyjUqN2wpSEbH2shIPp7Z/zDoDyEyFoE3IWUJVjCvmqM/iKVyyedyjwwdtgkeHPRexp+VtC4SbfnGx3HBK0NPZ5Fgbbqd6iML0DXv0oSFdYPPQ6wwLuODQqNpn8+Qt/BG7z8617z3XUCWcDzlUWDe5Gd1nC5hXrgLb74nj1iSb3y+/3tK4mDTL87BiOG8XcOpsoZ6rCgP0EWDofR0RRpHkDyH5N66o3Ary3qsFveRm4Kd7TOdOfpy2QtkDPyZq0jT5CFsjC7UMynFFnWjR9DDg+myh3gkJ/ExM9wDClUJU7wdkLmbes9LCmx1Io027u1PMBS8KeQw/QLGIns/egy0uebvKve6XAWfivNo2SPPF+Ddg1V9VoKn8VnFdm08QOZUtSFiThXcnzGrCrT7CT5XWQKBsaJA0TIE+VhizVQVIyfBfsh/W+poZXZi3iG/FEXtgHwr9lX/FiS8LtDCALcas/NFdA0ZBEu7+qFAa2aFFYUIn5mS5KwlfLTepKmyXQ8LFqA7O7y6YxMwkFnYBOS0j81UC//bO64KInC6z5F1tqhqQDLrNooOkc0WnI+gW8cyW48a/N/muPxfGVLd0v97xYvjXiLMuaNlmh8Fgwn6yotLg7ffHU4wS8s5ERfwfEC30s38DulgVpEY6evl3pz9MW6N4CaQ/4Y353SCMHhXGzLIwbz9Q6R6HfMIW8pIfZ3eVL5x/G3vXEuQs8vLMuoHWLmtxb1na1fW7s15MycPoFgC3En7IDNIvYw3Dne/z6s5J/jakZkieeu38ta308wOZq4uJCi4YnCWEGNJtTdJqlrEhgVZjOQo5qSYhvRFKT4g1LxNc4zz7Ww4JUNIneiDCfOeEB7wFzW1hWJGFmCW9LKFrYzkLeirxcCWWLhCXghkBvJWUqJSzePwxzG4iV/DIlyVmRzQLe1Aq0NSkaWdK5DMeEbvdII42fWVQ40cG02cTZFyvq1yUhT1jDmnetYNQ80OqteLgVX+4yrZDv3H2swlHH2Rg7lqlprsKAId2VAKWurUaNq1GzQXGWrP9a7W1e1Iib13/Mvy7py0tb4LBaIA3Ah9XcR8LJxAMaeoZlTZms0HcWODhRyod6VQrFVc0aze8oyljoYul6disWdO4ZKwpYKjj5EkVZ1yoaNOEAzSJqGe7DHr+2xaGZZYpKP7u/mlMrS89ehSIrtaxHSFOKTB5YPGHJdArQGsKV1OwWJMPSHeuEJXQtrGchVckziISbTUiZSJSuYiDkhGFqowstDGsBdSlZEs9aggl+KJppWNBybmFSG5VOYVPLA0IkztEOvBUM8gMLw+3OQadQRQwVfwxoQ7WDmVOA7PMV+nQZ/hWWeMDVrzF2POx6bz/cud5Xan0znNGzYzStLOCmsxUVje9tCZDGrh3grJcDbHo34LUrGv0vLjkS7tb0HNIW+DhbIA3Ah3l1pYVftnPeY4A1FuRWEawtQL9VjJ31mrfV+7S7krFrY5PbtE7yfodjeqKWRbGyOQ5mjmQO5ihkTVFket4eaIR9drlyD5P1mkbd60GwfFVDsP3lSDFJQuJZofhD8ZWKSqceoFlEI1P9K5r3DbUwarii/h1CrUKO0lzLivpQRL4ytbhSUlQQgp7kWk2pUV0YWo5qdCn0filF37kiIaohgBqRsOQ9AVcpXxIvVlS1JJcr4Wmp/ZUhfYUF3OU/CVELSEtIPDq/CHcUJxs6CDAzasPweNRlKdWWAcp3Bti+28KQaoXiU9sbUHS0uOSKGTUv+bzxcfZWPtyAW2tkiyL8sEDHhs6xMXM0mE4HMoQDkNdzVimAdMoi0m8ymhe5wYo1jcHWl/bv+dzT6h/s5/Mys52+ExwqKCMuLbWoLE9xSYlG9WQmPYI4qx+Rv2SvO3zuwZ4hvV/aAh8VC6QB+DCvVJG96t8cNel/ejqtAbeaOFNzDVhvB+WuI2Ru0Xp9i0c79jBXl5NfvboR39vb07EO5vM83DlWOaNPczB1NFPL2YTi0QpFXcpYph5f1J0C7NymOG+Bj9Wr3ZAFe8NyaRjgODOvsDHgUqL+sw7QLKKF0RAwOMOmUR1KryQPK+HjCNAM6UmAT3K6XphzlbIgkx+WW1t6NDhJcJZ5CpgLc9qEpk0ZkniuCGuETcWwCR8LKUtyyALCBnjN59kh+HYsPxLvOcpNmzA5kJFs5BDZh9Eq6lZxRrxF0eDc7podMBrjGvXPB7zq6Tpv1cPAt5ty7N+dkYEpUxQNmsaIn65oYL/elQDtlhKgVaCsFz1+c53vbX+xBbdIjPyQjyz8v0HK7j/Bpr7DFA8usdTYLKBhDKNlLNgaTJRfqFAYS6397m4ScX7qC/Xep35/yCeZPmDaAkeQBdIAfJgXI8/+84mZdMHzRIU9epi9mZoWsOK6RlC8ihHbrNBnNaOy3uPyOqaqSkbNhia3buOh8KZz7d+cbGPyMRaNnAxqOUthYGl3Xm1HUN4T19ywWkAg4OXrXGx+NwPTjzMNAIpP665ZRIBKFpARLzM1r2xyrCrMu8owuVmpAZaSokjnWTzknBCg28lURkzLxxpYGAGGmyhnkkCD/HMSylYBwAGIxBEPUraTv8WjlZC0EKwkhxz1Da5OhL8FjNt1N8xDgjCoBcQLpY1hl985Rk0ro+1xF8ue93nbehuTZjiYMBbUPJfQd4RCQU/0dpl7oFG9GZz7gsb7a12sX9rs3fBub+6jA2/zi4xsBxMcKkl4rcPzifsUM/ZMBukR4Kx+igpzCDlJfet/5Jya99b73iNT6vDl8n/kOOl90xY40i2QBuAPYYVy8et+FMs+jrhkkEUjCiyUFmnUTyJ4I8AZ/Yny8yJR/0MxPRHNYN4n3vQ+Zmwj5K4nssp9vaFZU2U1895y+HVrPjij9Sc5ebHS2TFMH0fIPJnZnmVRaWHPHo6UQlXWAd4KTc3LNDZPt3myQ9TnpK6aRUS5VlN6ZJ5bjMcrZCsDvEaP2Q3zse1azwLMA8LtZERgaVofGh0IEdcwQBzldyXkLPlf8XbdBOD2SQC51PUKu7kxQcBSIfjLUawwD2wwUuQpDfBKbro9LN15LTVXN0no3dMr4aiZ74K9s4iyJysM6FIWtONDjXQ7qtxNyHhV610r4nj73Wa/8pUP+qCVjR8NJLsoxWsdkwU0jWE0jwPbg4hyihSKYz2Xt/X2TtWyVh5zQwOTv4vCh8a8tb7eXq9pey2r6h0N8X2LelMW19szprdLW+BItUAagI/QlcnBD/qTXTyeqO8wi0v72Kosh6HLgKaxAA0mzikmKslIbV7wj16KRl3AXN8AcncBGZsJBWvFm/Z5W61Wu3cwV29qckdsAC4LujtXDn48wHHGzLVo5ihwyxyi/EkKfXtRCtUmgFLFzA7ByiXKdxRKOrC1DdO5NeF5Rr19G0JANC0HKWQgWxgakrBC4Q3eA0XSVEE8XCFURd2SdoUykwLoEm42ueOWBPgKKLeKpHNiXxHoEKa1qG2JVyyfSzhcp4TDDSHLkLL6JhWxOoKmh4DLPUWZWqOxhjg3pmhgMcHu8XuowxIgdzmIXvbx2nq42188sBb4jRk5zsjxRCWjbR5YKmxy4r7FjH0JrzWjv6KCHNNJ6tAMRhubNpGte5m5QqFgnaa2bZq3NGmqqma9b6vlV6+pw23ytJQeaQt84i3Q4xf/E2+hI9oA82I5saJxhOIyxQNKHRpSQFxazFQzGQhGgGP9JNQddQ46FJci4gvM+9qYWsIfWULeOiIy3rTaWc16r+Sm1zTgtpAsJCPH+eUUB+NOsjBxDEwpzPDUXrfdzSvgbUyUT+J1Rj19o227DgFLeLg0DA+LRysgasqJBGglLCx60eKRGlEuH6sSHY8E1AXrDQEr+mf2Ea/W5HSNtyx/24lyJwFhCUsL6LaXIXWcY2CY1VwHRf2YkN3jd06jxtNcs0ZR7gKPl69v8za9FMetydrebPyglOySCQ71G0Y8qMRS4rW2JrxWNZiQW0hUJA9nh2LJE6S0Ot94rUIcdDYrFK3x9fY6TdvqtNpbCd63sdFt3HAouicdokmnD5O2wBFvgR5/DI74K0hPsEcLSIcasrMmKOo31OZBfSw1MhtwDTkG1iDi7CKi4kP4gx2W5CR+sL1EmLFgra8r6jWV12ras4vYHWrRMbkWD5gCeKcRDepzIG/eyElKZFbCzO3KiwaIRQBDhKGsUEBDgFTARzxjAT+hVOmoRIktKBoU2syQr9rCel8DtARiB0QCtELgshPkKwEyP5FTFrA2jRasMP8bhZ3rE6VKwopuCHPL4ln3NBhtWmNnBXHeAo/XbAxoZT2oaK/DA0pV+EA1oMg8UPkjwRnyQJVz6B+o9rYZrxUVJj3BW329KfFAVVdOfvOaiH3d0/WkP09bIG2B3lsgDcC9t9XHfEtDtFFUWGZz6QCLRuRb3LckCEOW4k1n9jv0Icu4eNNhyBLsS3FuX3DOAKCZQbm2hUFdCoYYkJVSWWFEGxKUCSGLhyvv2+CwTKkg9DyJBCQlCi55WQHwkkQo2YhzgD2AhHXug0gAW7xd8aAlNyxgLOAbnU8Y1/Ewr2zy0aK6KGSsAWGWubsRlkpxWCfsE2VrAusATTsIdhPB7k+cEz0EHbLvZEpKQQh6WxSKVzO21ftcUatVdSVz7cZDRdD7mH850peXtsA/xQKH7Mv+T5ld+qBHnAWycMcgZedNsKl4mOKhxZYakw00jmW0SqnJIKK8RKlJj6TdHq9NyFfiuYq8o5CsDOGqY3Mm4wELSLYkWw6atoOi2yxtB0Xi2gFzK4ik36/kkV3YmJAA7mbp12tEODgLIKkFdqC5ARYJU1rC2PIcIOAq+4sSV7+UHK/IYNaCuSWsfDJEMWFfm5ywqS0WwY8uVSR7tEFXG6SS6sBcAcpdT7C3GFJdxR7NdeXwa9Y24bt7DuoE6Z3SFkhb4LBYIA3Ah8XMn7STiNhC8URTtjJogEXDRGyhr8beSSK2oDirL1FRdm8kETtbTmpwJe9qmM+mV297C0Dxem1oNIVqVGZbCSWLiEZTwkMm4VZBUWFSKtLH+6HGs3jJAtICmjbGIUiUGhlQlXC0KUvS3AiQzEE8Zckp99gpstc3gEaDbi8rc7YolKxm7Kr1eGs9065Kxt5NTe7G9Qfb97nXE0lvmLZA2gL/dAukAfifbuKOJyh0Hppi0bRzE0oRh/nsR9bpNNcPBdrGg5yhxDklwuoG4orZJQkbS82sye0eiKjrI+BdIJL8sICthJiFiCV5WGFFiwcsfwlISr63OvSAmeOI0alJg8T5kUSYuRCKxNOOxDUO5Vck1OhiQ/KS5wA3YN7bqqlpD1iXE3LWKsqVp4ZP+PC0SysebYxfk9ae/oTfCR/3yz+Uvy4fd1sdguv7RUZf55oaosIe6zwPwck+FocIFcFQEzZLkPCwKFMZwQzJp0rOVwhXhcn+wCGyoSUkVhl9aMkNS4ejQugQqDOgeR+YJLQ9EDYmhnby+X34WBeGu0Vn2iBka1jSRCRhb9HDMrrTxvMtSrKpPxaGPsIuQmPHzr3uEMOWS4+0BT6mFkgD8GFd2B/l9Y3dUEPI+ccTpId13kf+ycJ8cTI0LN2MhI3cBObmhDyyEKrEC47BxyYArWCuQ4zODfO2AW+Ah7ehyJQTyXuilmXC2MJoLg5zvZLfNV65+NsC7o0AaxBF5xQRjpbQyRVCl7QyPLAHf+Tb9sOYoeaqhr1e6aFLnH8YF5E+Z9oCPVggDcCH+RYpjL18oY3RFwN0yAQQDvMlHPLTMbf0ZWobAlZ9gcw8RfkOYP0T7k1Rz5LyZGlH6CLA3tAbNvli8Y4FMPuDODv0tjnBsjYNGEQDWhSwpOfwntD7FmKVyUOL8EbX/euTHjzaQGyBSLorxpixL87c3MCkdyvEKoCstDhF4s5iKNfjdb9t8E5745DfbOkDpi1wBFngn/AjdwRdXXoqH7IFfpKT72RMBvUdqbi0v6LhuRbn99eomciE4Yoz+0o4npBzyO7DVMADq0SbwQxIIweN7SDONODKpn8wkyheSShbsgLi+cbCfcDi9eaE3nOkGR1pPIuQpWFDDwjJWULMksYNERkM3AZFUpbU+0CHIV/Vi6b3bsDaStxnNVNVbRB2yKraybx3c7NXJx2y5OkhPdIWSFvgY2CBQ/bD9zGwRfoSem0BpryMH48B+o1Ruu9gxUMKbTUsT6NuPMMrI3ZKiXILFIrsQxl+7RjylVaA0qlIanujkK+ApoR8hQldDXAcINlGuiMJyOYl6nclDyyesHi5Iqzhh6zoMFwtXYyon+FJhd+OqJxJNKJFQctLCH/0TzCrZX8Jb0t/YqOwJSPsfIQ9yb7BkreO+gb32sz7begjQI0LbqoF6R2ErE0KORs8LVKP2/f5XFMR2LXr29q+se3gz5HeM22BtAUOlwXSAHy4LP0ROY/0Bma7cJIKW8oN7GurkTnMNIzROJ6IhhBnCVs5szet8Hp7yZGGsEZjG0FnEw3INOVEApxS7iN9f4Vo1TV3zfQDFtKVhIRFtzkWgl2kkiWhZFPLawhaYecjzoSWRgqUDcXi6QqxS3oEC8lLzpkL5iAkLUcylgKikjs2DR52h7QsCUmb48qDQFNiXyFo7R+SFi+cuRGKSljzrhYGxxUKsxMqZIfsu8ho0ZprWpjaqolpO6FwraamXZq3NmjauRtcu7XBa16TbnjQ2zs0vV3aAv8cCxyyL/0/Z3rpox46C3ShGw3pXFQ7ieGJzGHUhalL9amDm4d0vqn1NDfUg/ydhMzNCvnrfF3eEGCzQ8o9yuJJASFrJFHeZIV+vWjaYPr+mnCvVPS4oJA4ZXSPjUqWgKlIRUpuV7oVyZBwsE4wp400pUhUMst7opZVCAvD4fM6WGTUtYw2tHREEi1qEQOpDbsgiWcbtUOU4wtEG3Ut4wGL92taEEruWEqa2tsTdraj5spGRttbmmqqA14fEBW8b2M0CKWFGnUTCe4ocKw/UUGuaUl4qL6yqWsT7DL6zoWyNvWaKqX5RiXQsLExXiutLKW+Kz3SFkhb4BBb4FB9mw/xtNKH+yAWyMKPBiu7aJxDxUOJh5SkaD2P6aT1fMjWm9GsNdc1M7XsIbbKFYrXaqqvCnhro3hZHjdsafWq1gC3NQF3ZOVZJbNj1swJhKwTmNUJFg3sRdtCgcyq0BNVlJNQxZJQb0dPWGNHQg3LCwHSAKDoPAsAiiqV1AIbsQyjTiX/BLBV6LVaGICAd4Qa0aaVoJQolaQ0aJA9pZQpKyRmybEUckOhDqPOZchYZhuRshQv2gzTIUm0psWLb2+n2N36SrMLjZ1VxLFXNFe+7WLVW03+9lcFBPNxR7G2Y5MU9R+ueEBfW5Vlg+2hGnUTiCC11MVERVmEzEO4zskOR/sSzTfataIhkHAnAAAgAElEQVRp1x7NNdvSqlsf5Nua3jZtgXYLHLIvatqo/wwLfC872ymc6FC/EcT9BkhLOcXF/TVqJ4D0cHBGX+MZ5R9CRrUv+dE4U1MtIHnG7I1A9sZAb2pmqtjr8b6KwN+3vg3fMQ11uxh59q9PsHDUsTaNHs/UeLbCwIGEzB7nqNHoa97RoKi4QPKxRPlWdw0NpN2gCfOKdyqEJwE7qdONWgpmg0O95rzEe1lh2ZDxlCX3K56thJOljaGAZBPAkv+VnLG8lnpfSQQbYlZ7UljeEw+6HhaGhGAtoB3lgE0oWkLnUrPc3jTCmMmHz1t9RQWsuabJomEFhKwe7cJo8jWqN4FzFmi8t86lDYub3RtXdWf//Iwfj2b0GWvy88MkP5+rUT+eER9NbA8kystXKHIOcX5emm+EJDKGs1WhaDWjstbjinqmvTs19m5udjevB+6Sp5/0SFsgbYG0GtOHdw9kZPx4VIZfMoZUn8GKBxXbamSeRvNYRlsZsTUQlFNoHdJG6OJNNgTMdU2geBUjkjmsqtO8pd6j6p2Mmk0f9EcyH3eUkTP2DIemlTGa5hJKxpgf9wOP0NPjymqQs0RjXQ5xYR+FfsMVDe2mhZAwjXcmmcap7QmlhEiGeKKmXEheC3lKxDeqYdEQBLxNAD2hliUsZiFOCcRKAFmeQ8W7NapZ5p9KiH5I9FUwUlogt29vvF7p0CS5afHOq8NtouYQoWRlpzxxR4sIxG/dxlxdA+j1CqUlgD3jA0QGWpmb3wVlL/SwdL12t77QhG/KJHo5vped5RRPcqjfSMX9BygalmdxSR8jFxqMIM7uqwxDvccHhF6eUML/0i84ztQsD3eVhMyNQOaGQG9pZqrc5/He7dpvXN+Kr4suaHqkLfCxt0DaAz7MS5yf8ZvRDp/7lIXB4w7VqRPi/G1MzfuYsZ2Qu47I2qb1xhafKqs17y4nv21NI74hsdCDHgX43yKOjTzbwbEjmYPZCpnTFA2UlkA9Ds07mzTa3gGphQGWr2NuyXBw6kzAvsqiQUJd3m/IdWnewUTZyrCIjQBGNKL8rkoQoYTkZDokSShZvOFEL96QjSzTFGlKIVrJ84HArnjQAsHCcJYOSkLWkvckhyyM6LbwU8OsFvazfF0kRS55Y+kB3DcRehaIjsQ5TDvEVM9dQuQMrRX6qWSpUqerDVAuEYX74njubZsH51t0zGjmlrMVFYxX6NtOr+7W0gECrtwH4tc1Gl7zg3febwy2vgR8T1hnBz3am2/0Gap4cKL3cPNoRrO0shwsXZwUFWd8kJKrniYTYMcyz71nbmpP6Z72SX+etsBH0QJpAD7Mq1Zib/uWpYb+qHenFWiQRuj1DRySmDI2KhSv09jW6PPWOq327ABq1jfGGzYdeqLMPDvfHnKmhamTleo3E+ydosKevbEe7xmNeo+xZyM4a4GPlWsCWr+4yb1lbYH10CWWOna2QuwKRQNEkaIL0JX+uFurwXY+UWGGQt8OpLB2gpOAXtSKUPK2AqxChMoKPWUhTRmgFFZ0BLQtYVjYkKjEsxWgNf19zfaynTRrqALCpgzi0QqbWjolinctYWwhgAkgixctIhzSnlBKjvaGIWkZAuRRO0QJgbc/MOyRtXQZutWmkeLxdnkbBNhWxRw84PKip5r8617Jd357rMK4WTbGjWNqPEehdHBvGlkwWnUQ9hrOWRhgw8qA31/e6N+wtHf33gfZ6rdOTqx5HKHPaIdLB6owtD6gQGPfRII3yhD8CvM+SB/jOL/05XrvjN98kFmkt01b4KNmgR5/TD9qF3Skz1eaMdg4cYkIUDDXtmhq3UMMITGtDqhlt+ZNTZp27Qbv2dLgxVcB3xRX7J8+sp2fT8/ApOMUJoxjapqr0H+YQl6PjGhGXEhDu4gzX9G89W0XK99q8r/0qmk6AMqPPXaVg2POIs68VFHfLuuIGC2B5qq3AmxuUjSon4WREzsTiVLzu6YrkQydAFtDhDIEqsZQ49lsL+Fl8WylBlgiqfKOALKEoq1Ei0PpGVwT1gGbDksSxZXtpKmD1Po2hN6vgL3knQVkA+wIGdaS05VGEBLilmGAX0hYZn6mnaKoZ8mDQrsppSdwgA1rGM07FQaOUhhc1t2DTcA79gHeg55e/GxD8NnnzXXPy8yzRp1lW1MmWig4gRlCaivqjReqsc/VqFunOGuBh7fWsbfplQbcKtqc//QhERRtF0wi6jvC5oF9lSrLAdMQjYbxRBhGnB2WuGmuqmvxnjyqFTcJuy490hb42FogDcAf26Xt/sKycddAyxk8O0YzRoPb5hDlTlTo32MJUAh5vLOBEV8OUi/FsXi941a+WIvvCOsoMeZlFjozr7Ro8lyF7AsI0uFo/6GFWMR7lmpsflyTm+tgwrUWho/uvGWAHZqgVOc6YJPnFVg1BCzxQAWAxJM1DRhMb14Ow88iHyn5Y/FGxSsWopaAsBHsMOxkYSnnJ3LF8lpAVNjUpu43Al0D4MKA3h42ajDAWx6WMEWgayQs2wlYMlfmgC0a3On7JmHjirc9WvG4rcvaiPI/q2jgfg8fkU0076zX8Od7+o3nG4PLn0i1VS5+0o+cUXNjNKsM3DKnt2Vd4fx5RwPgvQ3SC30s28Du+hfT4d9P4A9D+pIPuwXSAHzYTX64TzgvNy82+iwbU8cpZJ8CtmZaVNpLb6nW09i7ViHvBY+Xr2/zNr0Ux61bOl9BMeblB84JVzo0/nwgf7aCaDl3BbqNLqP2ZZ/XPRbQ6tdiOPUK4gFfsai0Y3I37E60oY6ALItGZ6TWvgq4Rv1+ozMYMBRBDPFqpWGCELAKBNwMASvhuUouVtjKJuxsPFwpHzJ1ulJClB8Cq5xPPF0DzkZQI+qCJPuZkqKcEKwtGpYAYZmDeMXG0zbnNHNqn+dGH+x4Fg3fT6UjQEUl64o7XLXiBZtnnWWhz1WKBkzrLtSsubqJ4T3i05t/q3dXPgrc5ne2eI7zyykOxp1kYcJYpua5FgYMI+T0NqqxG3CWsN71Zhzvvdfs61eAL0oiPD3SFkhb4BBZIA3Ah8iQR8phcu17TrZp3HQLw6eA4qcrlA7sXalLm4SSd4BzXgywaVXA7715oHxhHn7ax3amX6Ew4iJFJScRcrtMaDJq2zSa/xbwyifrvPcfzYn1G57Bx95s0aDPEPI7eMeiiBXw1vc01eU5OHpEKvgwmlmjloQQFQlbSFmRCQ9LKZH4tqLHbHr5RuAonrGpBRbPVaQoaxJiGuJBS6mQ5HgFaI20pQFkIWz5oX60AWKp9031gqXsyOR2NVeG9cOhJ4mKkHwVgbYJZzusUJT8njGagwBrdwMFcRujRnQuBdK8r0lj9x8Da+mdfltzi+NMu8zG4MuI+s3qrosWo6ZVo/kZj99+psF795HuiVcPWfl2w1mWOuZohZIZxPoUooElBLvH3wEpEWNUbwVnveBh7Rof695o8b769pFy36fnkbbAR9ECPX7xPooX9UmZcx7uGqecUSc7OGocU9tsQtFoFZYu9TRYGLN1RMHrDG+xGyxd0xhUv9hTvllC1zFnxqUW+l+hqN8MQnaX3pTmvc2g1iddLH+2wa18FLgpnmfNPz+mpt+saNBpXeR32wLe+VdNOzIdnnEhUWEHZnWA7b6cS6FP8n41ZCjTAtCAr3i3RhErwDZYGJZgMkv+V1SsJD87MJGnNaRrA8aDwu0NsEsNcGuCyLU9od0s/YjFO5bzSO2wAL4cz4CyvBaSlgiAmGPuTszLiHEwGlijOrBQ1uEBRXNtg0/LXrEwxlXo/+nOtpQ8scbOJ+J66V1N/ucWSf4UzswrbJR9mqj4VIXcLqMMjMa4Ru0Cn9c8obz3HumYHtj/vhBxD8SGzI3h+FHgttmg7GkKA7pu7dRpd40qKYV6HxR70eVl631v+4utuDWSHuvpJkx/nrbAJ94CaQD+iNwC4nFSbOBZNmaWgSElQFNMCVDPSyjEG+a6VYpyXvT4zfVxb8sLvf2hzMTdw7LtWZeAiq+2qPSo7gQ1pH8r4D3s6df+Vh9c+ahRrphnFzgnXmdT2TcsDB/T2dSaq/Zqqr474A1VNs36NwuDTTw3MQLeXg80ORZNSJK3JL+qeU+S+GQ8TwO45m9DlEr9WzxjQ6KqTLQTNK+T+VyugCJhOYsHbD4T79oAbfQ6OkZEwBIWtHjVQv4S8Q0pSzKRdCPEIQQwYVab4fPaJkKOtmhou0xWCNgVm1xeereDo0YrDLhelKw62kmIXpVvebTqjgb3/PvNZz/JKXAmX2nThHMV8ucSCrrLs3vMexZpbH7U9957uLdlaLn42XjHmXyawqQxoKazCf3KekPIM6S0nTVEelmA5lf94J11jcHOhWnN6Y/Ij0x6mofdAj3/eh/2KaVPCNyYkW9PPdXC5KOU6n8cODheUWm/3jRAkNITjV3biQue97F6vYuVr7V4N674IFbNy/jdGDs4/kKlsq5TGDS2u/MGXFkD+PNdveS5xuDqZ6Jz5OCXAzJix95AXPoViwbul98NUL7O580/DWjnmxl87M8tGn16hzwv17d4WPW+jQljRRUrOq7GXi1t7hVKkvdtwNthkSFDGaKV0WSOPF6jalUferPtALw7zP9GRCqj2yx5Y8kBGzAPuBIWiXdsAFdqjtvrjSMAF4a0eOGmkYPRyIo88hp5yQrFSSELzTX1GhtWWzRhGiE/hfQWwMem53x++Tabjz1RUb9vCxu885pFeWL2F/+h3bOdZxc6U6+yaPpsQuZFCn269F7D0DdXv6Gxa77rLXukBbcY9ZJejlz796c71rTplh50NKP1TEUD+/WmJC1xP1aCM14JUP62z++/3eR/aVEvT5veLG2Bj7UF0gB8BCxvtvOr6RkYLSVA40Gts0kUoZDXi2ayWhiswjpaDDS94QXLVzYEWxceTM/YQud3UxSdfD4Q+5yFwSOj5gadzaO5YjfDn9/Gi59u9j/7YurnObE/Te4+vysax1ULvOD1O3VQ8VbMOeu/LRr1L6m54zAHjE3zGbVFDk6ak3rsAJtaCH0yFQpDQAs94bD2VohPAr5iBiFH5SYaIUSAGnm9EjLuF5KpTGvCzLDUyABvRlhuZDxgA7TtIWbRsTAdkTp+JvgokpQmFG3mZNjXpqZY5lTvM+9xLSpL8eDj7GPFAkKfWgsjLksFMY1GL+BNv9He3+eRM+UCm8bdqjD8qP3XoD1PXN/2+a2pnxfEHr3c5hmzCRmXKerXpUhKCIq86x1GzX0t3muPtuHmbmVFu/t6FOGHBTo2Yo6N48aAvdMJWTMUlfZOlAU1LqNmI3HGAg8r1wa0MawTPwK+iukppC1wWC2QBuDDau72k0k9sIVpv0+UAPUq58bYE9dc/x5IWMlLN2pvx/NNuElUJQ5q5Nm/Oz6mTjsPsK+2MHRId9rAAbbtYPgPeHrhU43+F5d0Pll7fnfwqYSMDtKFjIZ4wFX3evTK7Y3uF9cVOi9/zcbk2xSVJD1bOV6A8nd8fuPXDp1yi0Lp+OgcAkoam3baOGpYxCiWvKqUEikMCO/f9s5DEg6WnK2Ej/smQsGieCXAanLAEYi2e7bt3qzJAacQrMIWh31SgNccw8w3CkXL+U1pkgFd8abF8y1MzK0l8LGm3MbEEalkuAA7Vni8+C8OnfBFC0MndnjY4Op9Pt7/Tr13xj2F9vzTLHXsVxX6XtiZEd05T9x5XQqt+RdaatYcwL7SooEd7B1tG9Zxc+Vqzc33+taSJxvjX1l/UDcTgALcNQLOyNkOHVPGaDybRI8aBT3KkooFNe9qYjSuiNOyrzS516bB+GAXIb3fR8oCaQD+kJarJLZpvYVR++VF238YW3SAXeUWFz7n4f0NHlYuavZueu8fnW6O/X9nZNAJ5xA5V1kYZly3LoZG+RZGcH8rv/BEi/eVt/bfRPK7J3/OppHf7Cq/G3DVPqa9d7vu334lGsX59mNnO2r6nRaGjk09luaqPT7e/wahIMfG6NuJCpMPIxq7Nwe8pd6h46a1A3KNB5BSKAoJYBq1bMLSxutMrc8VYpZRqpJQsZ3QiY5A1fy/nbBlPGAD6Obv9vKlCHiFGV2bAu7iPUuzh0Y2wh0mNG5ql3OE/ZwgqfnweNkim8aNIRQnbc5c1+rT+/8CdgssTP4fRX07SHIG2L4qrpfe1ORf+Up+xj1ljj7xFkUDricUdKrZltxrxVserbyjwb0wkSfuuGL59n1zHDruHMD+jEVDpNXTfkOiAxrbNzLa7ovza082e1949x+936Qxh4Ops4hGTgA1zlEYNPBAqRSN8uf3uiPO+UfPm94/bYGPggXSAPwhrVKfWMUzCoPPNaePdHzVKxr1ywP9xnsNfsWLXdV2Hsx08617z3XU8XMJscsVDT5As4Pt6wD/r3EseKzJvaFLL6QX+d31Pm/5ab13+h9EDUvyyTE++ccKoz4lqlTRELZuwFt+2WI984ts/amf2Jh0afu1iR/77oMElWfj6ISNpORnn3TbsRUGhiDNaAwMK7k4Acbt4WDDRpZ8sIhtGC9XSEJG7zk3DF+H3m2ijCgC3RDUw9aEAtwib2lIViZULVKUJn9swN8AvPl7Hxu5SlPSE/DaRoUBFlFRMvzs4fWnFQp9C+M/nbqOPlY95Lp/v9Fxzvwvi0Z9QSEv6TWKhxpgy/xAvfZdCTdL6JfsuZ9X1Odbigaa+quUEWB7JXPF7ewt+WN3DOhc+/9OjqmTzyOoa7p/CJNa5vJtgPeAq5c81ej/y+sHc+/tv8/3svOssjkx6/jxBHUSs3W8RYOTxDSfV/9fjTfpukNzrvRR0hY4si2QBuAPaX0y8duhMWf4eaDGBnY3PN+I70ongUM2cq0HL4qpmWcTYpdaNKidjptyBtPEYcfKgJvva/VffagNX93W3QRyY/dMivHxt3Rdv+tF+d2fNwSXPyfHCIHCmfM9RSO/opCfLI1i+Kyx8QmPFn0bum9hjE5/XKHQFNIKqHJdk4s3v2lhxDU2jTk+el9jzw6NvbaN8aEHaUKnm1ssmhB2u9eoZwJTxDxuJ2GJ6IaUEQmjOQUwkyBrwsepAJwkYqWoXbV7003h2aKSJSN9afhSPq+tsWl8knTmYcVWm8vyiAqTDz0+3n9M67rXHHX0/xDykuxljT0VHr9+kaaaJgez7rQxZk5qSoBR3+Zjw5217rO3RTn+QueFz1k0+lYLwyd3XjfNe5s0qv4YWK/cWd92Y4c8ceq2Bc4fjnHojAsY/FkLw4Z2x6oPsG0ns/egy4ufbfKvf+mQ3agAsvGzUscZdQ4hCNhb92Q9/k2aOadH2gIfewukAfhjs8TzVH5s0mUOjplDnHWxov7dNzvgXSsYtQ+2eUvnt+BGad/T7cizHj4vpqbeomjQqZ1LkDQaXB3md5f+tNG9bl10kEJn4edsTPyJov4dvO0A29f5etnX6v1LXyiOrfhvCxP/PfWYAcqXefpv/xVTF/xCYWAyPC/sWea6wKYpM6Jz+Fi52sZRydxpgAq2MCQRAm4vRYqA2IC0hI+LErW+8kwgfYH3B+DIYzagLLndjmSr1GNKuNnC4GTe28Nbmx1MHxXN0+Mlr1k0frBCSbLEyucNS1xe+p+Zas5vFUqT1yk5XR9rv1frzvhBXsYT52fwtDsVhoxMXRyNXbtcvPf1BnfuA9H7BfYDZ9jquBsU+n+q8xqZPHHl465edlejf83iA611buz34zNw+oUAXWdhyOjutKU1V+xhxB/y9OvPNQTXhg9c6ZG2QNoCH9wCaQD+4DY7gva4IyvfGXlpjI4+F5xz3oGaHQS8+zWN3Y/43pL5PfeN7Sm/W11j8rvP/TL1WHn2wydlqBl3KQw7ugNo8N66AO//Z6132t3i+ec6c+9VNOTkaBtGmw54zc9d2vjHTMx5QaHQtDkKg8brnoVubLPVjItTQG2JTVOPi2QVA94Ut6gs9CYZLQmClhHtaAdL6SzVEJYJdcwTG9ZzqgcciXHI/lHpkskjZyRKnPZIuJkIxrH3eaNr0+jwhebaugCb1jg0I+m9u1j8VxtDJilRJ0uMAJXrXXrqU46e9S2bjr4+1dv1Uf5cm/vM5+XhqCi2+NsWT/p3RYUdHqh83vRGgGVfrfc+k8zPh60u9am3KCq9vrPKmKnRlTzx+7c3uBckwbu7m7kQvx5O9imXKcq4RtHgiQdoFlHHiD/s6eXPNwZXPn4EfTnSU0lb4Ii3QBqAj/gl6jjBsPzDmXSJRRM+bSH/zAM1O2DULNS86UntLXuwN2E9k9897ivE/W/oun532waft/+k3jspzO9GMxP2qxU77QcWyq5IJdhIw4WAN/3e9xb+l4hAFGUsPN/SU/+sqChJNtK8b4/Pb12iKd4aw4kLFBUl2boev3s/wau2acbNSUDmdx+yaNRRhLywn7LmqiYix4ns4PMm16ayEAwDLmeLhu/nFaeylrsiYYlCViSqIR2OIpWrgLdqi0aE3q6PzZ6NUWGuVmNHK3EWiErC3LTmPS8zapRFY08x8w4Qx8v/YWHICTbGzo2uRaN2VxuemW1j0Gibp/6foqJkLlRzbX3Aa86v9U9cLApkmc4p37do1GdTFbMYLTrgzX9p9V78j1RhFblHYF/wBYsKJE+8X84/yhPDe/sPNbhJniwOOLLw60FZ9owriIovV1R6TGcls+T1cFUjo/Vxj956vsGteTStHd2TZdOff9ItkAbgj8AdICpYyplysY2RlxKVnHzgZgf1z/m8+tl6b9UDPUlLRpdu8rsn3mxR6dVde047X3T1sp83BpcmxTbMvvMyi2Ln/KeNMbcQ2tnLYTMCXv9inF7/WpN7/RqAqch561cOTf9SqrkDbHiyzX3+izFr4jG2NfORVHEKn5f/gjm+01En/jAJvlj3AtjbYdPk6+U9ASAf67c4mFpmXte0MvuWon4hAPu8xbVppPFMUasVikLwDP4/e9cdH0XRv7+zuzOXACl3lyDSS+i9SrfQBFFQERFFBQsqdsWGvuj72rsiWEEF6Ui10KX33ksIoZfkSvrdzO7O7zOz2ctdSAj6e4vozV/Z3dnZ3e9s7tn5lueBY6YKNeTfRe7mHI4grjCB6ihXUa3CFbRQU7JynQQlpgrVZSaZwY/mi+vY/Mw633pQQ63q2zFUBuvfF0l2KlSTJVXiXpmx7hakJA3EqMXgItDyZTFY3x2UY17N7PmDiup0sI+JGL3O93zlY62k3crjyS0c0G6shlJCq2v5DNyfa6C9b/po57eKv86JeMlQFdV7WoXqTYofu9Q4cfh5QnVJw53u0ODKWxCq2Ll0sYiMfI5yf2V81/xsdvjHS30XL4N/x+gtRi3wb7NAFID/bab89w4kVqMENxqAoPogFVW86mJiBxzobJ1vXuRnW6YBvCbYJS6pxanT+hKljc3PHFG/K+tv+blJFK14P5c+cEFGdDz5dRCBZh8oUNkqjC1sBpxIN2DrU356s5TLq0AmNoyB3j8qkBRe20tNtH2UN3j1+4l4xWMYtf3IXtkJMg7d3DzKUOhRB3SaYq+2TEjfpfPT7xPUcaJ9LcrXrMaobWd71c1g0zEM7WSs1eDH8xV0Rax9zICThgpVZba0AemmCjVDhB6ClMOEbK5AvPx/CF9F6/wI1VCdQhD36gCKqUCi3Gaw6SSGdjIN2qp33rtLQx1knJoD5dSYNxCr3T5RwCVtJPoE+fquKrjvwqjNY0VAmx0Impv6Z+s9FjnJlrc1aDgyHNhMfm5LAC2/N5cO3ivOiSc/DcLQ4gMVqlxgewo7nsyhN80r/gIkaDO7aVY9sYgTR/zfcyENCacvKU4cPm4ijE5E+OrBKkq5EYGz+0Xe0SCH7GWM752D2KFZfnhKFktHW9QCf3cLRAH4T/QGxMLYag7c+hYVku9SUKWWFxM7EGxUurlucZZx6/Tf9wgz1AScKPiZRaZxCfzMmX4TZYyhdOVnufCwkPOJaAl4UisV2n+moZTQSk10MLkv10D7IlZhTrxruIZqfBK+qjbh7BGdrx7gZwN3OMnGtzG0et5O9hGgT2HT3dw0jjuUDivschwTPCeC5tQ7HOjOXxXklLFQgx9fhhBPsuPNAvgRR+UUVFWmJOt8+zkNtZT1QgZPzVVRimTKMMHLFEjEVmJVlqFAQmEJU46pQJy1QubnmYrc2ErSCnIOWUwBe1W99ZyGWlvjQmoq4s5km1REh/1zEDhbCdk/C3Cz0oN89iAC/RcqyCkz0U3uzy5Av3YhZvW+mtL6dRsMBVWkzjc84WPdx8Zp8zo5lE6zFHAX1QxDdkCH/UN9tP00a0I+dThJh1c0SHn6Qu/D4SVBtPZJy/sQ2QrjxE8rqPLQ8Cxsq9fvixNHjvxquQTcfrCGmvRGEN9XgbgSRUHEHHPuWaND6kyD7Z/1/yGS+X3vfbR31AJ/PgtEAfhPMCcJ2pLuKqr9gYoqN7m42IExNWiuXVhcjP1SHqE8vFvJQa57pJCf+QIiBgNOHDb5ifd9bPE3AK+ZxceMhQ+rxOLur6soZQiC2JAKEocCw+CHJgXY6lF2RrVQ7lHJzV9qUD+sttcEBrsn+ej4BwDGBF14yzcaan2ffR1RfhTgW3uqyFuAocdqWxGJc78ngOZ2juE3jEcoWbpeTe7LYWjtZw7o+6J1vmB8/nWuA/r0LwS+gAFnz2hQv5YFxnv8GmoiAVCHvWc0aCyTvAyenqOimhLQTcg2LR3hCooFRKd8KqohY9UG7D+rFpY/6bB3pwp1mlrzZAKFRT8S6C0TxESJFTUXvIiVHv+y1Yp02D/T4IffJejqVQgSrPpl7j9HlRmdFF6nvQrtvrU/NERNsw473vLRdi9VgE+TCenxuQYNQslnhfc/20ubDLDELgBEspRCurxZQvydGTzta50tGV2SCENhnHi4ghKfU9GVJbwPop741PvAFk3wwmtlxokj35fb1EQ8ZLCG2vYQZXAIXMWIQ+xZy9NNfn6zDvseyw98s4gAACAASURBVGJ9SyB7uZQ3O9onaoHL1wJRAP6fz93o+GTynK+kWJoldmBMZnztL9n64IV/5FYL63eF/m4J8V1JALKcmps/zjEGLChtfCdZ86LKG72kIGcE16/OU9cbsOHRLDYkpAsbj39tS1D72QokWgwVhatjhnbcm0Wv+xFghuoijaZr0DgELJz7Mxgs6WkoBfkx5o1rEXLKxCHO/fkUlndRUY2bNWj9sjWaAQwW36WKEp3CMieDH1oCiFSy62EZbFmoQRMhTmAlTPF9OzXUSGZmM9hxFEMLC5jhQLoGDWraAMx5dp6KqkpA1mHvbg0ay/paHbYe1KC1ZPAyIaOA86wNKkq51jp2dAYCpYUKNaQ3QZRamXD2Wwzt3rGf3+CH7tH5sVNE6bAIQYXCFfe5IwE6pyPS6tSNQW0Xhksw6nzreC9rc78EWLzyCYxavBPpRcg8QfnWAdns+k32NS6Sge4zYPfLPnbduNLmNxEvH6aiOiJOHEGJac2dqCc+N95kqz/2w8Ppf+QdTFBnDdSUDr0QaLcrqKKs2w5vJpwryKSVQoQlf+Qa0XOiFrgcLRAF4P/xrImVaSx5+Li9YhJiBwDmDwH+20+5+tAVf/T2Lh7fzdU5Pz8piFZ/kEvvlXHFkloimdNfhdYfqVBNgpTdTDh9msIuUYta6A61jrjI1ldVaPoPBLhIrQiObmRo8ZDs4EOH4+BNN8YD5mqobueisTKOBtHc641gMLccuWOdXS9rQi4zzI3ddAA9Vrlmnc0DzfiOiQjAp6EWT0iAgFxG+bxnYtCdn4ptITRA+bqvHajbcOv48bMcdEOF2pLsg/IlewnqIYFG5wfXaqh+J6tftsnhfJoKKTKhi8LKHQSulmVDBk/dgFDFVjahSIDPmhqDBtxhXS/fCPK5TzrQwDE20xfjKx5TUNVeKqT0tfpkBwNoejPNrH2thrp+btvH4GmbPGzi1Ym4cQMMPRYjlBhittJhz49e2lR4EHgFMq1JDHT5Mbw2WngedDj0so+2CCWpiWsl4mVDNWj8bgk12Pt1c/PjWfqACAGN8HlN0KZ315SOI6w4saOEOLGoJ14/JkcfetF64ou9s3Hq1JuI0qk3AvUOpZCfWjCcZbKkCJnGP/reR8+LWuByskAUgP8EsxWvruitovhmBtr2Wza7P7Sq+f23Zsd36wr93QjOZQky3JNtoPNjKF08Jg+ePFfa+BXIhEYO3uETFdXvHiETCP4CHQ595KMb/wnweNA+X8Suy+MBkxVUsYu9TwChwfd+4mVtnxb7EmLG1MLmLb8qUDl0XwakbQ3QhX3z4HxuErl3tV0nK+KujK+712Q7fiJk6C6bKcuEMweDaMlNDn7zbjvGyPiucQqKq6JCrX4SVCF1EeKKW0W121ggu/8bFdUaVrQa3vuNhhrL1aXJj09WUPU7QwDMPctUVKuH2A7CvMUO6NfT6ncmlyNjqQpVpYvbgPTvAXgHO4Zu8L1jAWlVVagv78HkHn8Bmtg1lt+70i654uDZnUGTmjnJ+tcxtB9l28mA/fM8tFF/i7LzlkUquEMfOzo/tEpnP9+cDU97AUYTF+43TkPN7rM/Rqx7ObEoQBfcmwcjztpjFrKQvaagOg+Hx2JFVrUhtIHR2hezg/enljb/8Y5v62pmp2cUdMXQcBYzq790z2+xeKfLrie+2DucoE3qoUDjVgbKWpnNrt3w+9/36BlRC1zeFogC8OU9f/Lurfhu94cL63cviOeZcDzN4Gff87FfviopvmubQJQ7aVImsPYDClQIETdbfMSp00y6+qXibkinY9ONqpky0U4ysgAoM0Pnmwb49Ruk7msFMrFJDPRdrIAzRLBhwMH5HvrLIICnC1zkwK8a1L/evg8K6//hpx3/5SaH56iQIkHPhByq84VXqajpP1VocGPhdXxBPqdvjHLXaltpqIBPvDcGDZhgu/QDfNLYGDRkhAQrfjIbgWOGgpIlADO+6QuM2skSHxkD5jAGoXi5sjZg35sK1HrBHjcIs953wIBnreuey2Ww6ykH6vG12ObcV0BhRleM7lhrA5bBd37BuX+iqrRfG8rS5ts+87HWjznxlq8wav2A/byMb5/oY63uEZSMsaT/TyrUDIlPGHBqfx5d0CdQ6P5NJEv7a7yVqBku0knmvmyDp93g09tEKFXFOb6vR3i791VIuTGc1UpmbEPqGC+dL2gtBbdmiU1kOavaHcMBJYxUUaWS8gZOcn78A2BL/kCc+C/wjxd9hKgF/p8WiALw/9OA/8vTK5CvGhPe+SkVVb4LQUKIV9i6J1GLe3IFRVs+zqG3XFCWUvy+nfi3R1Vo8i8FJUXwRptwbGfQXP9Yjn7HBW5HF97xpYaaPxg+lgEH5wbowofsFXYC/rkNho5LFJQYGpfxHT/4WMsh4jwn3j4FoxbSnWuB4uZxPtZuhBPvexijhqG4JeObhxvmqRMxat9fbDBh/LcRCK5spqEG0t1sQPo+g5/4gqAu0h1t8FMeQDkfqtDgDWv76BIOZjkN1ZFu5yDMedsBN79gAzAHz2gVav2rEFTHmMh3owq15Yo0aM5/DivXvWGHCoLG1Ns15epxKqosgUk3tz8DCFXTUAtJGiJISAIwrznmDR/BqJX8ALD6rejt1a9d6CK7ZmggXczWfr7lI8tb8Go5F7l9hgYNikQowHc6AAt72mVICY5xtVWz5yQN1QmrBzZEstmXXtYiotZajB2vzumN1dafWPSSRc3kZ84baM8zPtrzh+LvQ/HtRLxymIpqXiROfHa8ydb84ThxWdePHo9a4K9ogSgAX4azasV3Wz2poGrXlsz9e35KANa9n0fv2l3W4yVoM3tqSrtPVKgumaXsZvJzmTrsHeln3b4rPoZwUcdA/1kKOMNqe7OpiXa95A12+cDuH68tvd6htJ1TRLAh8oS3fOJl7SRIOfGmzzBqWwROfNdUL2s+uAL5oVEM3LTDzg424OA8D23Q302OH7JBxIDj+3U6pRMhj5y2x6d80TAN6g1TUC0ZYzb40bEA0EBFtbrJbTj6MoA5XIU61cR2gH/5eAwaLsFarIB1vvlpgrp9bJ2bthxBfKqCkuQHhslPfcyR0VCF6r2s7aNfm8h7RoPW/7C2T5432Zy6Cr7tiIIqySQygx9a5mH1u7vxqfUqqtxe7OPcl5nLvmshmKvc+OByFdWTyVzig4mZq1/w6VfL5C0n3j4JoxZ3Fc2H389gXY8sdsMWe5+TbHpbgybPhmelm9y7KYB+HZpL77qgBCkRr3pKg8avKsgVEW814OgWxtc9ls3uKtMNLOLEWOn8KILkm8Jj/dYT5OocTs8OmhvG5Oj3XKAbXda7GD0etcDfzQJRAL5sZvw2NQEPv1dDdYT+bgnxXV+OIet3l44JjweW9niyHpR3fUeBuv1tCb1CIKImTxvH2aJXS5Kzc+GD9yuo8jh7JWidc+aIzlfd6meDQnrFTvzbCA21+ySMYMPUzc0v+vSu74pzEsm6fxDo8Jp9fzocXOilDXoD3KYmkS/2KuCSz8i5N1NnX6dw3HEYQV0+LIQqTs35PRWo3QYrLSX7k8lPZTA2qT4hj5232akCxuQ+WLl6qoqqSndtPvwwIIZfN1FBlWXGbZ75Ue/yylO/2gDMYP4dDrhL1lXrkJpm8rOfEtTZAmRIPWDy459gdN3nFrieygqwWfXLkaHpRR8AC+8FwECQ/dEiVILn36JD7sFYuGGLXa9r8NNLPaxKj0T4KFElt6xVoXoj67kCZhBW3ZlNe8nkNhfe9LGG2kqXuHU8K0DNzTdm6T1CiVSFNcMzFXCH3PvCXW9C2hAvbTGj+PyXh4+vcOBrBa3lUNtO9rVNSJ2cT1eNKoARJ8r6t7DixF2eUVByKXHiE1sY2v1BNu0XkahX1rjR41EL/J0sEAXgP/lsyx9M0lnU7wp+5hLicCePmTK++9PnF4vvFj3mO3Eu3OtVFdUeEU7EIGpQTUibR9Gq53KCDx4qbhaR2KOQ275TobaMyVrNAMZ3TfSxbx8Utb32XifZ9CaGli+GEWxQBhvuyqI9Z4o+IlMXo87jbYJ/E9J3ZNLvuoh4pAtv+1pDLWWMVgISX9PJYHuPxuIhh+yVmw4HZnlpw9uS8KkMm+uYwuZ/cJ6V6UDdpdva5Gezctnk5vHkqXRBuiETu+hbLkxe8AryC1mzS99PcZAXjtgAnM8nt6uAHpYrTIOfymEwt0cMGiFXhSb4GaUfV3KQkQLgZSlRwPihr6a07a+h+lZSF6TvyqS1mieRo9vthDIDTh7z0Gq1Esi6AQ7oEAJEBtte9tHWb0hxCjJgnQIumaUtwDNobromR+8u9Xed2uoXNKXtGwgchcxdgrBj46M+1u0L295WzfB1n4eXdoljOhyY7aUNI+qIQ+eQiU0cvP1nKqpbyFdtHeHcn8fQ/nf99KM3AGYaZf17yI8Ire9wQPEjVVSxpHrik0KfOBonLsuS0eN/RwtEAfhPOutWfLerzc98AZGByU+s0tH2T/y03+xLfYREvORuDZq8r6BKEULuBhw/yMyNT2brA0usNY7HS9oT1GaGAonSdWsBnD+HoS1Ds2iPH8Ov78JbvtZQawlIVj9fLoXN3bNZr41iO1FbfLWmdFhqJ3mZkHk8j07qKFyyiWRVfwJdQoo6DLa956Otn3PhnV9pqJlMWpJ0jmhmE2RWu9qBen5j7csqKKATazjwjZNVVFNmMZv85FcMtm92oBtlopQB6acpmnFdLH9Oyiaa/Fwgj31TL46MOm4BX7aZST+Kq0heziuUKTQzaJyaRDxBBVyS1SnfnHAdQde+qqFaUsnJ4Gljg2jluFi4Y7cdCqDmjOsMMFiMcvMqm+WKwbqXfbTTGy6ye7oGTQZa9xwwGf+5jZ8N2C5d7vyGNQpKlMQfgpSEwZIugi1MbMeTxXcQaP+dndEsPh502Pamj15VWBtt2ToR//YERq3eDufUNsF3jPLtA7NZtxKz6xPIggEatPxQhSqhubXsdfKEDtufyqI3Rczvxd61BPzbfRqqLeLEckUf3kyekWvC+W9MtvqTP1pPfLFrR49FLXA5WiAKwH/CWXORnVNVqDfwwvhuvmFCxtQAX/1+HhsScveW9Qhx2vRORGk3RoWaLSN/FD1ZOuwe7WfXflLaGEK3V4OWr4TL5RmQupGhZbK2t+i80YqLDJihQZMwgg1fBoPFPWzXdAL+sRWB6wTLlXQBc+7zBJQ5nXKC9x2Mgc9rVsCDttkgZPDTyzysSneRQR0Lt2wPiR7Atve9tPVIN0nfq0IN+UOv8wNfetlPzySR4T47blxgzLiZqJ07qFD5OQtwz0wOKr/OiOXDZEKaAUdO59Np7SMBOEFNIhlUgSSpcpRN36lRDt86T0Mpsh5YNzc+y5EexKjTGAuAT3o8rFqSCx9aoqG63a1x0+d4aK1b3GTPZBUaS9EFAai5bFLDAnj8ZBI5l65ARUlVaULWsUz6ZVOA53MS8E+tCeq02nZTC3KSgDKzs+2NiNN+7eBAVy0OJ0NhfOvXPtYmIgmusGZ4Vni5lwB7HR16wRds/l7J8zxaSyTXv4x5g5H23Nj9DH54RRBtedROACvrXRPHE7QZPbDS6VEEFW8MD29IW0CurvMD3/hY24cvZaxon6gF/soWiALwn2x2E/HSJ+xEIPvWxA+4ic6Pzac/jwmXnSvr1mPgmxrlSYc3FKg9OJyAX/wIGvzIeMpWvVIaF28sfFCtPL57ioKSQqQZlvzd/o+9rM0z4deOhw9dGr5hrobqheqATTiXRtHc622QlqIMvO8aBTldhaCUx2BVFz/rt11sJ+GzaxR0hcxOFm5QqsxonhUcfsSND62w3aQiazeTfVknXmvUKUaxVuvingJockPFrNLVgfrI1a7Jz+dlsisquEjqTg3qNCsEz5EGysxzoBuki9rgqRvz2fTbigOwG6edV1Et6SEImN9eT5Re3RWoXFh+dGZyAZvxTDky/LT9cRQ0J3XjHMfGqIOkUpSofw6i6Q1oMMDi8KB9CFkqUTrf/b2XNbs3Ac9rQ1C3DbYbW4e9U720iQTqRG3ptVhpv9j+2ODgSc+jUzvZFJ+JeHZzDNcsQcgZRtixe5aXNguj/BQj2TXDTe8LLz8y+JklQTbvrpI4vsVZMfBx9fKk2xsKpIj3JSTOwSFPyEpOoGz9K6WdW9K7KGqbsXmNqCe+t3g9cQCmDs6mg8vUJS7rHY8ej1rgcrZAFID/ZLOXiGe1xKjHekE9aMCpEwY//56fvTXuUuJxRY8ymrhI71dUXv8ZGwCsY6I06fDyIFr/+MUYsJyOPTeqZuUp4astk2ecN/imAT69b0Q5kgXy1y9UoUooi9qAI5sDdPZNefCcJIcQP+wVyJC1CrgkPaXFcrX5Wp9+3Vqx7SRbX8fQqpCcggMz1vf1GZ1+Fu5RB/SVcWPRGCwZIkpmkkj6TwrUkGU6OqT+6qV1+7jJsbkqVJdEGAY/9Z2HVR2aTDIDtk5wvvnNtRjad8BKkzdlHzjzQz6d8FJxAHaRQ9s1qCtXvEE+50EAzXSgG6Wr24D0Mx5aq7Ibp21UUa12FrCmfuhldZ9xk6P7VagpbWDw/Z97WKNHXGTDvzSw3MTiQ4Hy+VdlsTu2uBzbn9V4i9BqlPJtQ/2stcw2T8DL7ieoy1chtixI3+6h33W163VF8hPhNyxSIFnSaVrXO7zCYD/fXFxlKJEs6q/xtsVrhrMMfuJGn968VDarOG1KB6K0H6NCrdbh/x4m92bpsPdVP+sqE9MutRXGiR8CFDdSRVe4TO7z62x6y6gr+lItGO33V7VAFID/hDMbC59WBQxVC9jjZZaFFL/9BPLL7Ro0E1J1Mqkn9CMNJ49ZMoH9QzHWkh7dhXdN0FDToeHHhMpPkC5+uDh7VgXyXeMYuEkQbIRk8Sxmp+mDAF4LiDEkmQMZtsbmGRbJUDqsutuuPY3H89s7UK91dkKWAbt/8NBmQwBGa27yQJodmxSlMh5au22cY1L9GD5gv7WiF87Vqddn6yuXJ5N3chAkylroIMweZJoZx2OV4evEtgk5eib9wJFMnnoDQUJh3a//1Tw6dsIFK2ByYqYKVYXYATBz6wsF+voZ8eTRNAtEA9ygXycC7jBMQ20+ssDv2DkPq1kpAS+6rygmnR1g9MMr/QD5hc8g58LgqZs8rO5V4u8kcvQXBWr2luNyf35Amd1KuOLFtous+6cGHV6x50CHAwu9tKHsK5qQqowhvX5SoU4IIA04sS+Pzu8TgEePhc+dVTPcY6KGUqR3wWqCE2vn5z7W8pGS3gF7XyJePESDpiJnQCpM2c2AE4eYsfHJbOM2mUH+e1os/rQ9MDgp3PG/57xo36gF/ooWiALwX2RWC8XahUxg2A+tFX/U0b63fbSTWPlJBZ2SWnkypVks3DhVgQqhBBqR8MTQtlH+4LWh2l77XItgo8OScAYsxrdN8rHWd4eP78YHlquofmGtq1jFWglJoo/ghnaQh3bZAG5CxoFMWlHWFieS9a8SaD/agguRDf1jJ1Gn6sL7v9JQA5mQZUD6Xg+t1SQez707BvX73urrDWTQT+MScbdHCepigSSkHvDQug3d5Ng8FarfJPYxc9NzAX3JtOIAnEyyXkcQX7ga9//rPHX+IwmfylJQZVk7G4Spt1OatbYCGXbC/mgoMCd0zNGPb0zCD56zs7KZuft5n97s3QTy80AH9AlJRgZg0Z3Z9PopQtg+Bt93yGa0MuDsbg+9UrrLRXPizV9g1EYSjMj75Tum+FhLSZtptQ9j3aTXdBUaSVYw0UzwnQrALz1LqgG2aoYbPxsucWlC1sYAzBxakt5z0XVGV3Dhfq+qqM6j4YIQkpISUudTtHpkSVnz4e9A9O+oBaIWKNkCUQC+zN+McjCmcgy+WtR13hP+42rFa49MKmArXi5rteHC++5XUY0vIn+cT6cWwMpb8+jgXcVNlKAt7kmUdvMQJBRmZ5ug822FTE5FvV3ajhma0jwUn2R8y2c+1jYkRO8i+2fZcnvCLc344vZZ7NZtwmUdh+/ZbycEGbBnkoc2vVsAdgx59JRdPkX5wqF+1vs7NznxgwpVJTgZcGqmh1YdmITPfqWgKyyg5mc+9bDKT7jJ4b0qpMgPjAI+e6jO9i8rDsBObdsLodpiODUjk1a93Y3TlhaReRx52UNT3nDhIzs1VFsCpgFH3vTQlFGJZPNoAm1elWDIT2dmsioyVuvCh1bbAhQmnDmbSafVFhScTm19J01ps9pOVGJ86xgfa/O4bcEL7bd5rI+1ezR8Ppx420SMLFYx67o+P4PVPbJYvxBhh33MqhnuOFOBpPCaYWbC6Tu9tEHI1V/Sv0S845sUjXd6W4U6t4QTcJiQfdG68cv83yt6+1EL/EctEAXg/6h5/7ODO8nq51XeZJSCEqWEnt0MnrZRh02Pinjjxe7ABaPjFTJsigLVQ7SHYmWj8z3fedmEh8Jre+1xnPi3hzTU9jM7iUiqD5mbn8/Sr34/Ehg2f4lRUYYu4zum+lhLmWwkmhvveFRFzWU2sWg633W/lzUfL4+R3ZNUaCJZoERCVi6b0lCQQ7i1XS+rSlNJFSmYpzJZtSvE30nkfL4CyTLZifJ59/hZ/4lucuS4CrVlaU2QL34ki/X63I3TvbbGb775TTdDP3e4OAAn4AUPOFDfr+Q9weGdXlqvhZukjVKh1utin8HTfvOwOte5tN3PakoTGcc14OhJD61dTaxqY8mDx4qIOZYO87Me35bHk5qXQzdvtW3GYOs7PtpGusKdeOtYjFqFXMEBc+H12XrvRUV2OrhURfUkk5d8vkKe7HBbu/CmjzTU5klbOEOUZVFza98svdvy4vNv1Qx3G6dBI+lmt5sBh2d7aL0Sa4bD+4kMZ025SjCnhVjQrPkonTmt+D1Et6MWiFrAskAUgC/DNyHOMe8mB2/5kQLVaoffvglnzlDYKWQCy8wudWnrOqpKgx8ROCvZY5jcn83QxmFZ9PoSaz+dZOPrGrQchUBW6YjaWcpg/eDi/UU/DO1Cij86HPzFS4u4jSuQKY1joc9Wm7/agNSfPLSudKWKBKAY5eY1obpaWD/aTzv+Uxxz49NeFV0pa2WZuWmUT7/qzQTy4+0OuEWyLYn7yaTjJed0Mnko1xZSyIdPm+bSJ/YkES9TwClFJnLpu1U4MLU4AMer43vHqMN+EX0MfjTDw2pXTCA/DHDAnXKFaPDTOR5WJd4B42onkAeOWFnGHPJgfPM8+sAuF973lYYaFrrIj+310JpNxHkuvPMbS8lI1jIHKJrcOCv4iIwtJ+Pz6xFKLqSq9Gfmskktba+FRYAyeI0K1eQ4llLU2mHFKUKd2qrnNKXtW7bdOOQZlG98OIt1k5nhxVsiXvE4Ri2FznCoxpxDVnqQb7g9XGe4tH8PJ145QoVGr5fAHb4jaG56LEcfGKWivAx/W6K3/N+1QBSA/7v2/n9dTZTyOKDdRyrU7RVelysoCnU49LGPTv0nwEcFZV3ESba/gaHFS+H9DEjdwNDKIaXJ1BVX8DG5L4fCpu7Ff6ydeNnDGuo61narGjKL9/vOAK/mW9cbrSWREXsUSC6kmvRlZLCv64haWAmyJG2LnX0ryCA89OlaIgM8AS97wIGukytToT4UYBOq58CzmW58fLyKqg2T4AjHf/LQGjfGqZP7xaqD51qgfDY/k15ZXiSDETLaJ745OeSYGTRejYXXqxUHYIfj3ToJfKSU6jMhk2bSZIfI4sXkEa8V8+UQpGNrZ8FjR93kyAEVasvn0OHgP7y0wb/iyJcNYmDI3pCKkjmzZ5Y+cIlQOiqH7zmoIKf0Vuiwf7qXNhok/q5Avm4YCwO32zFWg6ct8bA6UgpRNCn3SAYJtqzCLPIcXTc3dPfrPVeGz2ECWTIQQ7tJdsmPJT+47XUvbS/5qos3UTPsgM6zVKgSojaVylf80DNe1kzGzy/WLPWsbv9UUUox9awANyFtah5dNcpWcSprrOjxqAX+jhaIAvBlMutOvH1s4Q+dtfwsXA0ZkDbdUNa+lBV44GhZjyI0eYlx10SEEsNrew0d9n/ko21Glna+i+yaqUHTkMuSc+95Hf3Ww0cHRMSH47UlvRxKh5+L3NORdaxi/HAg50C5YW7p5NU7SdpFkXVLUI+J9n0EYcEAm4nJTdIPqFBDAoXB933hYY0lkUMSPpujoCsqiL+DfOH9Waz3eDfZ+6IKjWS5kc6PrPOylE5x2tjOscojsvTG4CeyPax6QkkALI4nk3wTQSwSkH6evl5efDy4SdppFWrJ2GmQ/zw8i/X9yk0OvKxCfekS1+FompfWriP+dpHDCzVIsUQb4PiCTFpDJn4lOFaNdPAukgtbPDsz53bz67f/Zp2zeYAGbUJxWArbX/HTVtLtLVphHfXakL4w9+dTWN5FxMzD5y0eL7qKQDuhPhUKSzC+5SsfaxtK6IqcZ6tmWEVN7rM9G/L++PklATZpsPjIKeu9EkxeDt72E1WSkRT9pHDuLzDQ4Q+8tF0oo7ussaLHoxb4O1kgCsCXwWw7ydb3MLSSZBB2M+HEroC54fFcfWDEKqi0x0lypN2ITOf08Lpgk2ecC/INA3L0m0p0FybAW04N3zonnC/YhLNHKPr5+uIrZZEVbTE5WYlZQvUnoCzolBO8J8QrnUiW9yNwrVyZimbAjnc9tOXz1tboCkn4IaEkJEteRG2rh1lKQfHqrD4x6q0/y3Eh3wiiSQ0FwUeiOr0/UQfKsipZW0zHJgsBiSSS/rMCNfpY1zj1uodWfSUezxgSg26T4G7A4VQPrVe3NABOwqdyFVS5vOiby8e1y2cjNifhk9MUVOV261qn38+kVUZWIJ83KQfDd1ugo0MQTUgR5CHx6rTeMert0o0tSpcCaEYD2w5J5HiqAtUkUBtwfI+H1mhq28NF9s60Y7PChcz4wraCqtI+noDntCZwjWASk/Fuk/u85cW5MQAAIABJREFUAfRT51x69/7weU/E05pj6LUYocRQ+ZAOu2d6aTNJg1lSK6Vm2G/wMzf59Mal1gxHXJfM6a9C649UqCYlHO1G+YZ7/ayDzFKPtqgFohYoskAUgC+DtyEZez9DyFkoKn/Oo8Oe57NYd5mwdCktnBbR7q/D/tlBuviR4rW99vEY+KxGeXLzLypUDpUlCfaoAPu534X1wBObxPAbV9uav5LQH5Z1iQCPmDG1sHHnNrtsyeSepZksSfI2i+bC297XUEvJsCWYlwpgfgub/tBNji9UoZpcUepw6Gcvrd9X/O3GRz9XUU2pf2vwo8s8rLakg3Tj4z4VVZOx4ADMuiub3jY5UVv9DFE6y0Qxg6ct9bA6PUoDYBdJTdegjqSLDMCUO7LpndNc2qZnNaVtYdLVkT0emiKBM4mkpSlQS5JiMNj/vI82kitcNzm6T4WaMlFJ5we+8rKGcgUa55jdN5bftEDwTctz+G/DfcxyrYuWTDxpCFxyPBN8x036Q1MvPJ5tH0/Ull+NlXZLbbYsEzwn8+j0jsUVjETWMuF9FylwRShPwOCHlptszi0lqVyJ8a2a4W4TNVQvopSN8Z2f+ViLUPZ6We+ck6wepfEmLyCUKD0TBliZ42WdFz0etcDfzQJRAL4sZnx0BTe56zFuZgZNfeEEP7zmv5TbltzLqMcUBHFhMT5R27v9RX/wmlJjfJYebx9BsBEi82Cwb66PfjGoeGa0cGtj8861Cjile9aEHBY011+To/eSJBh2S8LpqxVUQ7q+OfgLKJraxE5CEmDh4LftsWOgOt/5lZe1kIAlXK+xcPveUPzVnNwzSx+yRIIcPulXURUpNcj48kd8rNvn5eHdSuXJ02csgNMhn35eUdBtJpEzryhQSSZzce7/NIM5nygVgHHqKg3VkbSalK94UnBll9e+6VZeuU/KAJrgo5nUJUk/3OTQ6yrUlQlnBj+638Nqyw+WRLxwKEG9JljPmxMM0g8qZ8NrXrHtIgd+0aC+JNYw+XkvZePq2sfi8YJ2DnTdegTlJBWkAbumeGjzsPpfMfaSYRh1/aaIvOT4HoNO6FL8vRC2iMG3zFdRnbb2PBhwYm8end0nAE9KEYqSmlUz3OhZO5Rg2SxnQ0CZea9NFlLW+xcLn1eJIZ2GIE4KvKxBqVzjZY0TPR61wF/ZAlEA/ovOrhPvfUhDtceFc0CbcPpQAawdkEcH7i7tsQVXMYYuEQQbOt/+vZe1urf4OSIJx0HuWGMT/wt3axBW35lNe0ZkYTvJljcxtH7RPp8ZW27wGW2li9YCpLB6YO7NCrAZ9WzOYRc++I2G6snsYYMf3e1hVu1tvDbp+hjlLsnEJNy1AfpFJRGvTMRzhxLUTwKfyY9nZrIashY3CZ//RkHJ1jhw5BUPTXm9dBd0xlcKSrIzmV/x0JqvA8xQk8j1AQXiZBZ1gflF5xz94bXx+Ku2MegBqTQk4ro59POaNrgl4ZPnFWTVAhvmvlEevbGMS8eRbxs44NZdtnAE49s/87FWRfXReNdTGmoqtY9Fo3zdMD/r9G24/RPJ2lcJdJREJZZtDi73sAahcqWivqNj3GTgNBUaSZpOaRfwngzAvF65dNi+8DHD/7ZqhjvMVCC5mM6wd7CX1rxkhaTSxo/uj1ogaoFoGdJf7h0QZSsqGTpNgYrX2w8ntH4NvmeCl337SEm1vXa/BG3ZdURp/ROCBBljFFBF+bYP/KxdRPzZOjZac+HBK8Ldlcxc+5JP7/xW5A/57A4xyvVr7KxgBrsn+2gzWeMrmqgrJUr/RTa5A+Wrn7K5hkXNagy595QNVJT/eo+f9ZFxXDdO+0RFtSRphc6PrvWy2nJ17SZnX1fhCmtFCscXeAoToFw4da2G6nQU+ylf9oSfdf+0VAAmJ19RoIq9Wv4sgzklOLpJ6gEV6khvAjXXPePXO0mQdJOjJ1WoKb0Furl1pFdvI13diWTTKwTaynEMfsbrYUV6zk6841OMmstxpdcAfmyWQ4dKqURrzBMLVagq3e7CpR9Ac9uEHxf7nXjLOIxah1SFdL57hpc1k3Hq4s2Jt32PUcsQS5nJfT4GK3tksZu3ltRf7Cu9Zvjgjx7aIKKOuLQxovujFohaoHQLRFfAf6G3w6nt6KyhGnMQSkyyH8vkvmwdbbnXT3telAPaiZc/qKF244oymPNNZm4e6devCa3Ewk3lIrt/1KDJLfY+nW/+1MvaPRHex1ohDxNUk4Xuac/+TJoUoRXrJsf22aQOgmPYQ6uH3OUubf+rmtJArvJMfuJcJqseqll24+OZKqomBeApX/e4n1kSgW6cukVFFkcyg90v+GizdyxASz2pQh0JkkH44fYsOmRGaQCciFc9RVAX+dw28YY19pkxKqokmahMfm58JqskdY9d5NB7GtSVHyk6P7rDy2pL2UcBYLHk7mP2B02QL38gi3WTwg5WgtuwVBVVlOpQOhz61Uvry8Qx0aTtJFWlpRFswqldmbRq8+KvqwvvnKahItBlfPNXPtauxIxnF978gYZaPW2XsIksZca39PHrPVZc7N8gES9/HKPWxWqGs9OCfOWgbHbT5r/Qv1D0UaIW+K9aIArA/1Vz/+cu5sLbP9JQiyfDr6DzQ+sMZcXdIjP3YlcWqj0qtB5l1+5KDmhjwyC/0SuUsRx+vgtvnqChNiHBBsZ3TPaxlqFVrd3XRfbM1KCxXCmVlNUryBww6vqZ1V+HgDG3TzjBfxI+61fQFVaM19z4ok9v/7YENu27ruWUe2T2t+CJzqNfVM2Hp86I7SRyLqBARRmfDRjf98027pXZ00n4dL6CrpQr+1z+Wdt89tiW0gA4nky7MwZu/8G6qyPpXpoik6Li8aJHYlDPseJvA9JOeWgdWZdbQfumaznlvtD95NMJVfJghFSCcuG9X2qokdTsNeDYAQ+1ErOsYyse0NDVhQlYBhSgn27KCfZfYB93als6Y6XF6qKErS1jfaxtBBWl6OvGBxerqF4ooU2HjaL2t8TSnwRt5bNEafuO7ZEQCW+Ub3iorKS+kmuGGTf5wSc9rOmn/7k3Ozpy1AJ/XQtEAfgyn1uhuRpj3jEBoQqhzFVRqqPDvg98tG1hiU/pD+nEkZSRYsVMYVOP0tiQnGTjuxjahWqGDTjwk4c2DAkC2FdKxGsfJ6hjKPlG5weHeVmDUBzTWuHdc9hmUjLgwHwPbRiKUzrxyuEYdf1CjGdyXz5l31XLhqcLk5jS3tWglrwHg6dt9bA6bcTf5fBnrSqgEdKlKriwM+h7cRYByGglmbykW0lLRbW9pQFwnPZ5p1jlIVmaZfJTeZmsqszmLY8/bV4ePbbDBv4M+k7h+ALgj51TUHVZ9kP5+qf8rKOU7JPzw+/cbydVBcw5vbP1W6SWsQRPcmy3CtUly5UJJ45k0uop4bPlxDvGYNS8EHQNCKCF12cH+4aoKq2+78S5yaC1KlSXmdmCgIPy1Y9ksW7SfsVbAllyK4GrJtuc2qI/g63/9NMOkse69GbXDDcdZn+sWdfzLA7QrwbnwEuei58fPRq1QNQC4RaIAvBl/D4kafwapOQstH9IrR/xjDNBc83AHP2WMqkAXWTXDA2ahsQSOPeey0fLepSWpJWIVzxFUOcP7RWZAUe3eujcLkJYINyMFcjEJrFw02a7JtiEYz9n0pqydMhuTrx9HEYtZPxSUEgG0fSm4ao6SeTYYQUsMGJ8/zgfayTLsERzk/QzKtSQ7midb3nay9rKjG5Br0jQ1RL0w1euceT9BrHwjKyVtdmtxN+lAbBwDzvI816LNSuPZ9AKIXH6JHI2T4EryonzC4zJt+QYd0nXvhunfqqiOjKma/D09R5WS8abRXORw79okGJlPcPJXzJptRD3dgVt+rWxSv9ldkZzEFY/n0W7ylImuyVj7zqEnB3ENud+Ty6b0rJ42ZGQsCxP7hRsWZL/mkOuQc31fbL0novDx7L/jscL2xFot9Rm5rLsvOULH2sbiimXdJ60c4k6w36vyXf29erXSFKVaItaIGqBsi0QBeCybfSn7ZGEz+UoqKJcnYmmw75ZlP4yIhdGnr/YTUt+YXzzHBVZRBeimXD6MEM/9S7NXZ2oLr4Zq51m2Ss5EzKPFtAZHW1Xa9H1vsRJpO/uUGY095/LYN/UARiZZ/exypz67VSggswo1vmOj72s5VP28TjH3Btjeb/5FpAI4o2pDWzijwQ8vo0DDZNxR5F1nEu/qWGDUTI+NxahilLYwORnxmeyyjJGG0cm9IuFodKdbvCj5z2sthRxKA2AxbFw3uhs+natALyYLva78eENKkqRmr4GHBjloQ1lZnOC9l1Ph3KPXJmK1XeAflLRXhHGa5N7xSiD5apX3HMApjQKT6hykX3TNGhokXxwX04++76+7VKX9+8YX9/BbxNZ08Sy16GlXlY/5HIO2U1kV/N+gi1LxpWlKANf2bUkZSRxXEhQluO9BWGHtIc19q7pXtZcUmRerJVUM2zA8b0eWkOu5qMtaoGoBcq2QBSAy7bRn7aHCx/cqaF6zQS5P+Nbn/ez68qMxQmpv/Lk1l9UqNrYfjCDp64Psrn9SwNusVpyoA6r7Dpdzv0ZQWVup+zg0MPFjePC277WUEsJfBx0rptbuvj0DmvD+7nxwSUqqidJM4SKjsG+Swknh3Dj40tUVE0eN+DwfA+tF3JNJ5G0fypQS8Y3DZ62x8PqhJikksiRNAVqy3itXb8r/o7Hvz4Sg66XsVsdDu/w0noySepiAOzG6R4V1ZBAFjDH987W75cA6iYnX1ehisyyNuHYwkxaU65s5TF80qOiKvIcxlc85mPXFsa3Zab0HhVqSpvr/NA3XlZfljmJJsCM8MF7bY+BzndP8DJLuMFuLrLnVg0az7K3ddj2qpe2fq24/WXtN1wn2LLkKl3IEwbQws42qUnx/hZhxw0LFagk2blEM/ihpZxNudULr4UIQIqfZ287ycZCneHyqm7ume3Vm5apqFTaWNH9UQv83SwQBeDLesZfLefEVw81lf2/2qQWF3ucCmRCoxjov0gBp0wekmAAe+d46drbAYazks4Vq6RY3luwXElBes79uQyWdPGzgTIWGt4SycJ+BIoStxjseMtHW0aIPiSSOf0J9JtjV8BRvnxouLKPWB3Hwu17rBijCXnm1O55+l3L7Ou4ydFjKtSsLrZt0Xvr2IM4mXwUsFfoBebYjjn6o9Id6iZ7X1KhkWRiMuDkLA+tJt3uFwVgcmivCnVlxnaQzx+exfrJZKkISkt+MsvDLMYteZ0IZq5jyzyspvyIEC0R/3ovQdfLGLgsO6ITr8yBR0MxUyfZ8haG1lKiUKz68/mC1nls0M5w+7rI/pkaWOU/4frJF8yDtqyrprRbZnsYTPCfZsoPnbMCj5XIF14ePr4iBveZr6K67eyxDDixO5/O7VOWlrToX5583UzjlTtmsRtKjDkXv7/odtQCUQtYFogC8N/kTUjAP7XG0FEQbMiyFtF0vu1bL2stlYRKapKhyrx1je2iFMBB+ZYu2ey6jcX7i1UcNgcJqkmZtWzy7GWZLCEEQHZ/Nzl+1OYKNuHYjkxaU65GQ8fxoW9VVFeSfuj86C4vqx0qvRGqQeXgvn0293IB+rJ+TvBRyTUdr37bJ0a1Mp45ZAYzaHJIZi+Z+N9GkCAT0jhkvZFBE18Wf18cgNMXqFBDxq2Zuf1Fn95KZmBbTFsi41p4z03IpZ9Wtt3Fceqkm2LVu+ZZ18nTM+hYl63yJPYl4ZPnFFRFJmrp5sF/ePUGUsjBah/GJpHb0xSoXBjbTl3rZXVDohl2r2TiO4IgUdJLmpBxwqATmpZELZmIl96DUZdvi9iyTh6kdF6ncNCPnMNPHU7SbRqGRv3t/SZ4TwRgdq9c+kAE13TJb0t0b9QCUQv8XgtEAfj3Wuwy7J+oLb0WK61/RmCR+It1L4Nt7/noVc+V9jhiVRRLBq1V4ArpmhQsVxTWDMqiPWaUdE4STl2joDoyE5tzf34Om9a4uBSd4AjG0Fkq/EiRAnNB13DdWOua9520V24B/svd2eyGSfb13OTwiyqkyJirAWmHPbROPfuYk+x6AUNTSQKiQ+pOL63boui8Y/NVqC4ztZm5/QWf3krWBl88Bux/R4EEaR8O2a9n0IRQWY8bH8tUUfXCGuSf7/OzvpJ5S7QkfCZLQZWktyDIlw7PYj1CPM9ObeMorLSTz2/yc/5MVin0MST2xZOFg2Og12R7rCD8OiiL9pkebu94PL+tA/XYYOv+6rBrqpc2H1zSnCSSda8Q6CCJQKRd+OE1Xjb5WoDX9NLm3YW3faehlvfYx4XgA4M1PbLYTRGqS6WdH90ftUDUApdugSgAX7qtLsueCXjZ/QRd9blN3i/cm4xvekbwG5f+QE/FuvGIlUUcwhyYuf55n94pIju3CPw2vY2hqOSJGfv6+IzGkibSboIbuAIedKCIoH/fFA9tHMFx7CKH/qlBXSu+CyfPeGi1yuFjuEnaIRVq1ZVgAgdGe2nDELi4yYnZKlS9WYJboVqRfa6bHN6nQoqsvw3y+Q9msX5SpP7iK+DdL6nQpNBtfWKmh1YPKQm5SPpPGtSQmcwGnHnLQyuH3OxunD5eRTWkV8GEEwsyaXUpRSiaKL2KIfcdtz+EGF853MeuCQG06OPGRzaoqHZhktepUx76dW2A12iEHfDex1TUKBTvD/Jl95dWx+vEm8Zi1FYmpll22zPbSy8ep03Em94nqNUzdra7+KBifFtvv95t1WX5TxC96agF/qQWiALwn3Ri/h235SKbXlOhxSs2zaNI1tKNDQN9Rq8Q2UNJ13GTvfNUaBQCDp1v+djL2oaylMPPEZzBMUq3lTaDlgF7fvDQpkOKj+vCe77VUGPpWhYMTDlsWqPiK+QkfD5LQcly9cjMDc/79A4hwBeiDw7zoTTL9SuKgz5vmcdGhOLQ4avSIF9wfxa7KaQW5cbpPhXVsNSRjAl9so375MfBxQA4Af/ysAP1HmeBVuSK2kn2PI+hsXRJGzx1u4fVbWU/b4I6Y4BDvU3q+gqXfSb9oEI4gLrx3s9V1MhScILjhz20RmgVL/Yl4KltCLppox3L1mHz6yXp6brJ6UUqXNmz0J75BWhBm+KyhPY9ufCOqRoqymzW+bYJXtY6Ismr+Hwlaiuexkrb9+z74JCrM77pgfB4/b/jHY2OEbXA39kCUQD+i86+E2/+AqM2IUpCk/uzKGzokc16X5Q60Im3TcSoZQhAGd/xg48VbYeby+JqHrxLAbeMW5rg35tJnReUoVwKqDjx2ocx6igBz+SefMa+rpoFL/rs6znJnucwNJauYwOOHvPQ2iHNWWtl+XiGLSgfpGNSsuDxEPtXEvHpCiRK/b8s9F5KMPicPHYxAI4j3/aPhXstrWF+LDOT1ZSiCqLFqRNvjFWHFJZJeYIZNCkUbxakH0l4RLaCkqWeMOW/DPOzG0IEJPGOL+o6+N37EcTK+wkYs/tmG5bWcRFglv2xEg8fugi+97BdcmTAyd0eWk0KVZTUXOTAQg3qS25p0Rhsebcsohar9OyqqaHsd6CCsONVP+0Y8jz8Rf99oo8VtcB/xQJRAP6vmPm/e5F4dWbvGHVASG3IBP+ZACzqmUsH7bnYnbjw5o801CZEZ2nAwfke2iBUAlT83EgB+XyT8Z9bl5QdfSlu1SRy/IgC1WRyEeN7x/pYkwjKRTc+sltFtSW4G3DoLQ+tH3L7xuMfh8SgW6RIg8FPZntYNZkIJppFqvGCZNDikM8zaPkQqcbFALgCea9JOXhWqkaZ4GGZNEnW4FrtvfLJZES2TecY5F+2zWIPbbGPJpH0qQrUkLW0Jpyelkmr3BFuOxc59JMGdQtd2CcXeWi1kHCG6Hcp7nrRz6nt7IKVZiG3MOPbxvlY6xBhSeR8ja6QRIauUaBGYVKbDpSvecrPrpWMXaU1i7DjqiWhLHgoMAMwvXFxYYj/7hsevVrUAn8NC0QB+K8xjxFPUV77vnt55W6pmWvCqUMMze9dVpmSU1v5Ala6vGUnxhtwdLOHft8V4LVASSZKxL89QdA1oR9vgx+518NSvi/e91ISi6zSpP5ytSk4oymaXD+cEEQCEhl2ws7oLTC/7JijPxRiXEoiZ15VoJIUbQgXTxDbcdq4LrHKwxKkwmklLaB7vVocGSV1cU3INjNpglyVWu1LnEyGBi33vQnn6b/KW7SWVnOTI+kq1K4h/g5XcBLb8WT2nTFws+SS5uALZlBX2ApZkHZM6uFQ7lxsMW3pvACmNi7uPi4rYc2+Dxfe9omGWkpVKEHyEUTLbsgO9omIv9t9Y+HDKuXJ3esUcMsyLg4FBjNWDyiN89s+rzyZ0bQc77FEZMNzCPIc+n3NAAwvVU/4L/gvFX2kqAX+IxaIAvB/xKz/+0HjyaJBKo9N0tmmaUIn92J3FE8W3+GALj/YmbUmZKQV0Ckd8+DJcyWdV5780LQc3LgJQbwEFhOO/5xJrZKdyHZppTVufGy5iqpLVi4DDs310PoymSoEMtqWZzSltZT4M+DYaQ+1pP/s5sap61RUR1I1GnDkZQ9NkclTosXjmXfHoAHyw0CHI8e8NCXkur44AEsBhwIFXSmfMYePuaqAPS51f0Vz41PfqqiyjGmb/PznmeyKUKITwOiYZPK4D4EFvAGYd2c27T8l8p6P7lJRTUkiovPD33pZvQvKwcoq2bLHS8bZaxCKkxnoIms5l01saWsSR86HxaoVY968FiGnzOIWwhtBvr5radzf9vkx8E2NWO2qgSak7szSby6R3rL4taLbUQtELXBxC0QB+G/+hsRpizo6lA4rbM1dzv3ng8qPnWzqxwvN85gjiTy/S4EqMnmIg+9sBv2udnE+aHHsUsglKpApjcvBwD1Wxq0B+ebk63L1e36LBKu0TSqq1dYCq9QPvazuM+HHk8i5fAUqyhKrIEwZmEXvlElQorm0Nc9qSqf3rHOPrPaylK72sbIA2E1ST6lQR2ZiB2Dq4Gw6eKp9biJe+QRBXaUHwIC0Yx5aJwTsYp+bHJungpUBbfBT33lY1ZB6lNiXiH+9h6Drv5OgCbksQL+tkguPZ4Q/V1mkJXZfS/Dh9l12rNbg+5d5WKMLarCL7n1eSwxdBVuWjFOb3J9dgH7tkkcH7/qb/ztEHz9qgf+qBaIA/F8195/rYol4TgsM14gfYsknbXJfrg6LO/uLMTCF37ULbx2voVaFqzUDdHNTJ6/ecV3xJ7sUekULqFK/V6GOFIrXefoOL6sVQcxRAd6rGEsePWOvzvPNiREAXYF81rgcjJCxbeEepfQjd3jyVhI59w8FKkrKRpNnfp3JkqU0oGhlAjA+tNFmh6J85dN+do0UfRAtXDGJQ4GZQd+JDc92TsQLhhJk1QebPCM/k1WUYBfekvDxswqqJnmYdTj0mpfWv0CNqCzaTns8N0m9WYU6s+1tHTb+00vbS7d8Sc2pLemsKu2XK1ABS9tx/7mgMqVzdnBEamnnRPdHLRC1wL/XAlEA/vfa87IZrdAVuQYhZ5IECcihVLoie13AcmU/VCL59WYC3WdbpUACNHa+7qUtStSdLUtgQJxfHsZWKkfuOWHXKAdg/pBs2k/GTkPXxOsfJ6i9rFk2+YmMTGZJ/tnNiZc8ilH3MWLbgPQzHlorsnYYnx2voivkB4MOJ/7hpdVD7FNlAjA5PUmFK6XOcfFzxb4kkhlUwC2Ts8K1h8W2C0bHK+SZDFtAgRqzbvUbt4UAUvRxahtexMpVkljE5BlZmaxiiNbSfr6yhCvCbeEi+2Zo0FDSbJqQozO+rH0Wu1nKM5bUnGTpXRp0nojAIX8HTDh7pIBO71Ra6KG0caL7oxaIWuCPWSAKwH/Mbpf1WVYyzpC1CiTJJCIhak9hzcAs2uPH0h4swfFlHWzeJqgmZZ2uyXOWZ7L4biX1vxSJPXGemxx8Q4V6MpvZgONnPLRGBHhKkMNpqxRUq4vsw1PHeljdYtnRZz9R0RUyCcmEUzMyaVWpKmQ3Nz68TkUpMj5cfBVbFgAnkYzRCiTJVSnnvrEZzBVxbRdJ3aWBJQZhwIEXPbShrA0uuvbRxSqqKVWLTH7yq0xWLVQWJvbFwZvuGPzQcYScUjiB8bUP+1jnC/iUy5JuDL9mMsk6jCBeyjiacPYEo981D/cIFJ8vJ1k7CkNHyc5VaONNHvbD1aUl35X2fkT3Ry0QtcDvt0AUgH+/zS77M1x47xoNNZJJO9Jxa64bmaV3lklOpTU3ObxWhRSpccu5Py+HzWhUWiZsWSLz9jWScGa2gtxxYls314/06h0j7iERPkrE5EFPSMzemHRDtnF3qLxKnOcmqYdUqGOxY5kbR3r19hFjuEnqSRXqyKStAEy/K5sOClE9lgXALm3ds5rSQcaPDX50hYfVDsk3in1J+OQHCqrytDwOJ+Z5aPUQj7LYl4AXPehAPb+UYMjP5mSyK+XHS3hz4z3jVNS4UBf5xJFMamkghzdR5+zA9xxWUJJcIRtwYL6HNiyxPCwBz2tDUK9N9qpWh13TvLR5RBlU8fGdePMYjNqEPi50vvtrL2sWctVf9i989AGiFviTWiAKwH/SiflP3lYSyQgqYNW1Ur7lQz9rG5HUdMEPNNn8LoY2I+39upl+vVevJbVvizcXXvGAhq4upFc0oAD9dFNOsP8FzFtOvGEERldJuT6Te/J0NqmqH57yh4/nxMsfwehaKSNo8FM+D6sqpf7CWzLJ0RFUkOVDeeaEHnn6fUvDjyfhMwUKqiSzkQvMLzrn6A+HpBHLAuA4/OO9segWSaKhQ+oxL60bkWiVgH++34H6SFpLgx/3eZglX2g3scJ1kMfOhritjSk3ZBt3RnxASMELfscBBOXkMxSg2f1ygrdKko9IW6wcgVHXQnlDHQLG3D7Zxm0llhu58b5HVNRQ2k20IF/6YBbrIe+ztObE26dg1EICtQFHTntoSkSm+cXOjR6j/j7ZAAAb1klEQVSLWiBqgT9mgSgA/zG7XdZnObWtIxXkfMZEvvE+2lpq25bW4rS5XWKUHr/ZAMFg10QfbR4i6w8/T5BeaHhYqooqSiDS4dCvXlq/T0ljh5fYML5vjI81lm7k8OYmxxaqUF2yN+n8yNdelhKxKiuvfdW9vPJAYb1ztp5JR5YD+CpMVnG0kkxG6VYtL4cgfccV7o4tC4DLa190K68Ml4Bu8tN5mayKTFazWxx8Vi+WjDhobRuQT8dVLJ7J7MJpq7SQC/3EZx5W/bELn/PQfBXqSrEIg59a6mFVpdu6BHvsU6G65LQ24MQhD61ev7R5c5NzC1WoKG0nuJwL0Jy2uXTYvotMNbjwri8RxPcDRB720MqyLjvaohaIWuA/Z4EoAP/nbHvZj1wBPq8YQ27dqUCypJrkkLs7g8aVSnfoxDs+xai5BBipeQs/NiuJMSmRzLuFwE0y3ixk+yiaWP9CopBXyyWTZ7IQVJAZXwXGtFtyjDsiQMFJtj6HwVI2MuDIIQ9NiQCkCuSjhuXgSQk6Jnj1TOqWGb92KwuAY+H1KnFk1EnrPgt4Bi0XYtGyx3Djk9kqqiLd6AE+555sZjFy2c2JfxuB0TVy5Wrw014PqyLrb8Nbee2HbuWVO5YCiOENyIdpjXPpXReAZYI2owdR+i+yub2LE4CEjyk+hggeftiu9zXg2B4PrdEMAPHL/sWMPkDUAn8RC0QB+C8ykf+Jx3CRvbM0aHSrBUBCRWlB69JKlOLItw0ccOsuu56Y8e2f+VirC1Z7YqwkfHylgqrJelwDDv/oofWkyHwEgOCF9ztQL+k2LS1+moRPTVVQZUn5aPCzn3nYlRHXC+dzNvgxr4fVjAC/sgBY3ivJ0hWIl+7hbOXjWoHAU+nh9+nCR1ZqqLZ8FhPO/zOTXhFR+iP0g8uRESdtD0K++d21ufrQFcWf14XTdmqolvy4MSD9Ow+tFVE3bPd3kf2zNGgg58Tk3qwAm1EvFx4+X9L8O7UdnbHSfLV9jPGtX/hYGxlvjraoBaIW+N9bIArA//s5+FPeQaJjxVOEX/2hfXMGP3q3h9UOafNeACDkwC8a1O9tAcN5L2Xj6mbDa5KDObwJFq3yIAgfxKsniDemXJOr372yeD83OfmjClVuscA1faKH1brA7Z2Ej55TUE1ZlhTgi0dks15SzMFu8XjRIzGopxVDhtR9Hlq3cfjxSwFgNz6WpaLqMnkqXEnJHsdFUl/RoI4UJzB42kYPq9P+gmfBRzapqLYkEjH5sQ8yWc1ni/eJxz8PiUF95OpZKA/l0/FVSyoHsmLGt+2xSTd0vvMrL2sRkV0dPrYLb/9QQy2kkpWokw6ipTdmB/tGiD/8KV/A6E1FLfA3sEAUgP8Gk/x7H1Fy/0KvzfaPvAnHf8qkNWSMsqQW55jdN5bftMDWj2X8t+E+dl2Ezq19npukT1KhhqytNXj6Ng+r1frCMWeoSeT6fLuGNgCz7simt00L75cIoxMxGeW13bG5fEyrfPb49vA+brL/JRUaFGr6HvvJQ2tGPMMlATA5fFiFFJmZHOQ/D89ifSOeK4FMvd0Bg+S9mXA+kEmvkIxcEfeK1z1BUAfJmmXyE+cyWXXp0i/e3OT4GRWqyWM6HP6Xl9b7R0n9XHjb+xpqKRPnhAu/AOa3yKWD95Y2P8k4ZxVCFWQpl8l9vlw2pWUAHj32e9+LaP+oBaIW+PdaIArA/157/iVGc+Ojy1VUU5bcmOA7k0lH1wIYEyzt4ZLI8VQFqtWRoArHRaxR1sYWb+VgTOXyZOhxWzs4AD/dmU1vjOBIFuck4rl3E9RP8jebPDM/k81OBBgellwlBA+mDYqB2yU1pAln8zPplRcwTSWT3LcRlH/e6pP1biZNlH/b7ZIAGB9ZoqLaktaRmTtf9OktImp9hSyggzySaZf95MFnzfLoY1JFqeg6H1SrQB5Jt9m8Anz8Vdns/hCvtN3Pqa1/Hivt5fgm92RnsqSQqlOkLUdXSMIPHVFQJbn6N/jhFR5WL6JEKrx/4ap5t83dXVI99V/ixY0+RNQCl5kFogB8mU3Yf+N2k8iZzQpUaiOupZvrOnr1TiHloeLXT3CsGungXd4V+4UaDzPndvPrt0dwOdvnuMnBt1So94IEDThxykOrVy3peZLImYkKVJKaxAYc/dFDa18QI3aTky+rUEWyWhk8dZOH1b2q+Fhukr5ABUskgsGel3y06Vu/F4CTse8ThBIL1Yay38igCS9fcB2cdlZFtSSlJOMrHvOxawvLhYp6unDqLg3ZpB3H3vDQmheMEw+jXQQ/fkJBrkJijs2P+Fi7z0uyUSJePISgHqGEryAsGJBFrcS2kpqbnOqnQuW5lk2PzPbQFBlHjraoBaIW+N9ZIArA/zvb/2mvnIhntFBRmz4G3/JLSfq+9o2Xg4+uLIfvOaggp0WmAfune2kjmRR1YeMoCfuyFeSUpTy6ue4Zr94pFGMO759MPAUhJSE+755s1j8is1j0deO0FSqqdbUFKMfe9NCaF5RTucmh/SrUbSD6BPjPI7JZ34gY8SWtgMmhUSr8X3t3H2RVfd9x/HfuuefsArss7F1QeVieFmhAjEmxRmqI6RiN1aHSFDORdBQD4xOmoykTGm3QmSZpLMYMVqsNoPWBpmJqGY31KbHGZjCKsRq0CgvLLs/s3gV2l4c95957Ovd3WLt796yzwkD2++V9/nL23j37/b6+1/mwZ8/5/SbblaLypuln2WBcwj8Gtj/lmjHxzWpR833N4chej1RV99zRaUc2GD82SWm4t/EfPWe63dO3YLY3tAS1do/k5FDdusE18SX8vNmxPRvcNsGYtfm+3l+d/q8LnFT1Fw4Fv1zT125JA/ZDSWEIKBQggBUO9VS1VO29szLtnPMNGzym7WjgPDG9r32Hh3tvLfacz9o1mwtRtiMfrhyz3yw9WFprlfv0VWXulf8Wn/NAZ3OwMmPMkkOl76vxd3ekzJn2snPS4z9xSDfud51au3rUEfPI3PZggf0NsOvoTwAP8166xXcuXlH8npzZ/G5rMOXYhvb/f57h6d8s8VJ/ZK8C5M2W+mxQZ1fm6n4MLbu/rixauKlrT+PD5sEZHcGNdhOJ7kdxyU8/mv9h12X6wPzH3APB3B51d72/Mr3mgvLU3P/uurQdmPXLDgSz7A1hHAggMPAFCOCBP6MBWeEQ77FPD3bmvtUVFKF564f7g5n28nLSkfF3NLpmtN0IPhdtXNEazvirxPd5O1e5zii7eULBND7XEoy/vFeYmR/Vlfu3bi5+PTKhORQ8NPqwuWVX6ftq/AO5lKmyjxAdNstndARLegRefwK4yn/sqjLzdfsPgny0LZsNJ9jNK7ofQ9OrLy1PLXg+rudwvjm42zfmrkLp+zL+lg9cM9E+q5w32+/IBrUf7Vvc/b0Zf/PTrqmzy1rmox2vZMOxf9K36+8ec83Z9qa24hKhHeGaTx0xN28fkB8aikIAgR4CBDAfiOMSqPY2vZZ2Jl8YB+XuPS3BTxP3BC6+XuU/8xdl5gq7R69deCP18JSDR29pSPrBNd6+jpQzwv5m2xk9t+hgePnK0vdVec/fUOZcav82mo+aWrPhuF6LWxRvjir3b83GPzOImoNHykpv5OpPAA/27ptZ4Sx+M+6z92IecW3L/Br/W4dSptIuGtJZeOSSg7kFdoWunsH67h2umWH/bl0w27a0BBN6rftcfK0i/cQXB6e++sv4rvKouDDH2X3d5Vxuflxb6V3zv44zzP7dOG82PpYNZtjtHTkQQGBgCxDAA3s+A7a6EX5b3jGVdmWoo+aF+W3Bl3vdzdxVfI3X9FrKGWvDOm82rc0GU69KaqzSfXLOIHfeujig2sNcsGpk6frQxddqvL33pJyRdhOEgtn2fEswwT5/3P2oSD84e3Dqevt8cSHac6QlPMsGVPejPwFszJ2DR/q3H4q3YCyYfcGPKpIuiWf8+s2umWQDNTTvLN0fnGtX6Op+DPEfOGeIWfROfK7IdDoPTurrkn211/B22hl/bmy27dFs0Ps56K5zD/PX3+mbeO/fpDWpB+yHiMIQOM0FCODT/ANwvO13/QacK7yztjV3bmKgFs89xHvi3CHO1ceez82ZI4XHZ7fnFny0OlP3n1/jNf1Tyhl7Qxwk217JhhMSL71m/M3vuaZuWhx2v/ub/cE5PR4NKn690nvqmkHOVx6JAyx5c4H+BXBxx6W9na4ZGe/7G93/ubZwca89kzPezvtdZ9RNceDvfLIl7LktYlef1f6WhrSZaDd1yJv6pdlgcq+gLr421H/26+XmcrvwSWQ68oeDR8ccMjfvSZ7XsnS1d/WraWfKrLypX5cNJvfYlel4Z8z3IYDAyRUggE+ur+Kzz3Mry2bWtXd++9hmBMmtZvzGx11TOz8O1cYN2XC8XREq6ajxdh9IOWfaZ187o5dvOhh+KfERnBr/YJgyQ4+tEf3ole35a+xvzd2PHlsJmvo3skHvx5T6HcDe1r2uMyFeccv8dH5b8LVev+0P915a7DkXH7vJrLG5JYxX6Co9hvvvfc8z0+I9kKOt72fDST1W5+r+/ozftMs1Y8+Kw3rT97PB1I/ZOGOeW1Z2wYTOzvUNH3cntOIPJK0hIE6AABY3MjkFDzIrxlT439jWtQ7yUfPM1W3BHLt4RulRlX78krLUfLvFoV3dKVg9qnRnoeJrlemffH5QauGv4vcdLjQHd1cZc1dH6flq/Ox3U6b6rji8dj+eDUbZ54q7H/0N4Gp/89tpU2cvBwfRq7cdCC+6t/Rcg70H/rDCuXFDXFdoguCeHjsvdb1/qPfQ+eXOotfjpThzpj3459q+bprq/o+IQrS/vSWs7rWfsJxPA5UigECpAAHMZ+KkCVT7H9ydNlPtPsJ507QjG4xLfPa1+HrGa/yx69TaO6PzUcP6bDhxVlJh1enX/zqdOv8f4nNubcoGk8YlvS/j7VntOmfYDQ0KZt+dLcEZNoyPJ4Az/va1rhljn//NmZ3fbQ3G2BupSo8af8/hlImXojxqnry6LYhX6io9Mn7DDteMt/vt5grvLmnNfXp50vuGmXuHpb2/3JFyMvamtDDasHh/eN5H+/yetMFxYgQQOCUCBPApYT49f0i1v/U/02bCl23QRL++tTW80K6HnBhe3o7mlDPaPuITRK9980A4217O7RVe3r6HXWfEtcWv56Ptj2bD2sS9iTPe5vWuU2c3RsgV1i9pzc3qFXL9/Q14hH/g7xxTZS//RtH+B5rDartQRu/a6t90nUl2BbHI7P3b5uBMu4BH6VHtfbg87Uyxaznno62/zYaTEtbDjr9ruLfxPs+ZvvjYOe7aFzh3np6fJrpGQJ8AAaxvpgOmo+LKSymndl3kdK7PBp/6s74Kq0yvunBQ6jp7Y1bxsvKhYPXYpOd6i69n/Iadrhk/qvjfH7cfbsav3+maSfZ9R6J/X9AexjdkdT/6G8DD07/9tpf6jL3RKx9teTUb1l2U1EvG3/4D14yxz0Lnoq2vtYaT7DaFpUdF+icXDU4ttMt1FncoOhw8eFbSzkfF1yvN9zO+N+8F47ij8tGGP/24lckGzOApBAEE+iVAAPeLiTedTIGM3/j3rqm1GyXkoy1vZ8O6zyb/vGUVI/zvtHWtJnWksHJ2e25RH3dU7zmScs4oL57nUOGhiw/lbvjF8QZwlbduUZkzx+6ClDNbGluDOnsXc+lR6f3s2kHOnz9c/HpfG0R0fU/G27bXdcbZG7Vy0W9ubQ0/1+fVgZNpz7kRQOD3J0AA//7s+cnHBDJ+4y7X1Nq7fYPojdsOhOf3usmp+FqVv+YrZeZrT8UBlw1agpqyZMR57gh/TeiYtP18twffG3PE3LHzeAN4aNmqy8qj656zPzfadbglHN1r56Xia4PMPWMr/W82xc/5GnMkuH9qu1m8KanGjFe/wnUm3RKfs+HXLeFE+5w0BwIInD4CBPDpM+sB22nG37rbNRPOLJj2oCP418lHzfVNiaHlb7vdNePs31VzZsvG1qAucdvDCn/5tMHmW3Z/3IJpy7cEVXEilhz9vQRdVvaDuqpo6bGlL49GzcEguwBJcrA2trpO7fDia53RizcdDOMVu0qPqvS/XOynvvpicRvDXFS/vjWcnHjT2YAdGoUhgMAJCxDAJ0zICU5UoMpbN9NzZt6Wzzeu2Z+f9Wzf4bb1RdeZ8CUbrNHOe1vCMXY1rNKj0n/4ykHm2qeLX89HTW3ZcFzivrr9DeDieUb4HQXHDLH/v7Sllk88enRJ4lKaGb/hBdeMvySucd+9LeEZiTUWX6/23l/oOJWXdpqXlnUE171/oo58PwIIyBIggGXN67SuNuNta3Wdccd+u/z59QfDK+zfZUuPod7zN5c7l9o9efOmvj4bTO61O1HxtU8SwDXejo6UE196PuqsvLytc5G9JF16DPc3LvXMdLvvcM5s/p/WYMpnTuuh0TwCCPQpQADz4RAjUO2990bamXZecVGKjnDt2X1fqv7gdtdMjffwjRpezoYT7W/NpccnCeBqv35b2sTPHHdGz9xwMJzzUNI5i3spp53L3kyZinQu+nBVa/gHC8UAUygCCJxSAQL4lHLzw05UoPjbbeTs/kV7sOCDvs6V8Zu+45qxdqu/fLRrRTYcnbj14ScKYG/Lr9LOxM/HAdz333aLr1ekV852nZFTDoZzeu3kdKL98/0IIKBHgADWM0s6OSZQ4a+eVm4ueymK8kM6nZf/uCO41t6Q1fv4YeUI/+ZWxwxJF6I9bS3hWYl/Ky5+37D0MxelnfN+HjlhU2fw7Bc6zI37AEcAAQRORIAAPhE9vle8wDD/lSvTzvQrgsJ7K9vCL74uviEaQAABMQIEsJhRUSgCCCCAgCYBAljTNOkFAQQQQECMAAEsZlQUigACCCCgSYAA1jRNekEAAQQQECNAAIsZFYUigAACCGgSIIA1TZNeEEAAAQTECBDAYkZFoQgggAACmgQIYE3TpBcEEEAAATECBLCYUVEoAggggIAmAQJY0zTpBQEEEEBAjAABLGZUFIoAAgggoEmAANY0TXpBAAEEEBAjQACLGRWFIoAAAghoEiCANU2TXhBAAAEExAgQwGJGRaEIIIAAApoECGBN06QXBBBAAAExAgSwmFFRKAIIIICAJgECWNM06QUBBBBAQIwAASxmVBSKAAIIIKBJgADWNE16QQABBBAQI0AAixkVhSKAAAIIaBIggDVNk14QQAABBMQIEMBiRkWhCCCAAAKaBAhgTdOkFwQQQAABMQIEsJhRUSgCCCCAgCYBAljTNOkFAQQQQECMAAEsZlQUigACCCCgSYAA1jRNekEAAQQQECNAAIsZFYUigAACCGgSIIA1TZNeEEAAAQTECBDAYkZFoQgggAACmgQIYE3TpBcEEEAAATECBLCYUVEoAggggIAmAQJY0zTpBQEEEEBAjAABLGZUFIoAAgggoEmAANY0TXpBAAEEEBAjQACLGRWFIoAAAghoEiCANU2TXhBAAAEExAgQwGJGRaEIIIAAApoECGBN06QXBBBAAAExAgSwmFFRKAIIIICAJgECWNM06QUBBBBAQIwAASxmVBSKAAIIIKBJgADWNE16QQABBBAQI0AAixkVhSKAAAIIaBIggDVNk14QQAABBMQIEMBiRkWhCCCAAAKaBAhgTdOkFwQQQAABMQIEsJhRUSgCCCCAgCYBAljTNOkFAQQQQECMAAEsZlQUigACCCCgSYAA1jRNekEAAQQQECNAAIsZFYUigAACCGgSIIA1TZNeEEAAAQTECBDAYkZFoQgggAACmgQIYE3TpBcEEEAAATECBLCYUVEoAggggIAmAQJY0zTpBQEEEEBAjAABLGZUFIoAAgggoEmAANY0TXpBAAEEEBAjQACLGRWFIoAAAghoEiCANU2TXhBAAAEExAgQwGJGRaEIIIAAApoECGBN06QXBBBAAAExAgSwmFFRKAIIIICAJgECWNM06QUBBBBAQIwAASxmVBSKAAIIIKBJgADWNE16QQABBBAQI0AAixkVhSKAAAIIaBIggDVNk14QQAABBMQIEMBiRkWhCCCAAAKaBAhgTdOkFwQQQAABMQIEsJhRUSgCCCCAgCYBAljTNOkFAQQQQECMAAEsZlQUigACCCCgSYAA1jRNekEAAQQQECNAAIsZFYUigAACCGgSIIA1TZNeEEAAAQTECBDAYkZFoQgggAACmgQIYE3TpBcEEEAAATECBLCYUVEoAggggIAmAQJY0zTpBQEEEEBAjAABLGZUFIoAAgggoEmAANY0TXpBAAEEEBAjQACLGRWFIoAAAghoEiCANU2TXhBAAAEExAgQwGJGRaEIIIAAApoECGBN06QXBBBAAAExAgSwmFFRKAIIIICAJgECWNM06QUBBBBAQIwAASxmVBSKAAIIIKBJgADWNE16QQABBBAQI0AAixkVhSKAAAIIaBIggDVNk14QQAABBMQIEMBiRkWhCCCAAAKaBAhgTdOkFwQQQAABMQIEsJhRUSgCCCCAgCYBAljTNOkFAQQQQECMAAEsZlQUigACCCCgSYAA1jRNekEAAQQQECNAAIsZFYUigAACCGgSIIA1TZNeEEAAAQTECBDAYkZFoQgggAACmgQIYE3TpBcEEEAAATECBLCYUVEoAggggIAmAQJY0zTpBQEEEEBAjAABLGZUFIoAAgggoEmAANY0TXpBAAEEEBAjQACLGRWFIoAAAghoEiCANU2TXhBAAAEExAgQwGJGRaEIIIAAApoECGBN06QXBBBAAAExAgSwmFFRKAIIIICAJgECWNM06QUBBBBAQIwAASxmVBSKAAIIIKBJgADWNE16QQABBBAQI0AAixkVhSKAAAIIaBIggDVNk14QQAABBMQIEMBiRkWhCCCAAAKaBAhgTdOkFwQQQAABMQIEsJhRUSgCCCCAgCYBAljTNOkFAQQQQECMAAEsZlQUigACCCCgSYAA1jRNekEAAQQQECNAAIsZFYUigAACCGgSIIA1TZNeEEAAAQTECBDAYkZFoQgggAACmgQIYE3TpBcEEEAAATECBLCYUVEoAggggIAmAQJY0zTpBQEEEEBAjAABLGZUFIoAAgggoEmAANY0TXpBAAEEEBAjQACLGRWFIoAAAghoEiCANU2TXhBAAAEExAgQwGJGRaEIIIAAApoECGBN06QXBBBAAAExAgSwmFFRKAIIIICAJgECWNM06QUBBBBAQIwAASxmVBSKAAIIIKBJgADWNE16QQABBBAQI0AAixkVhSKAAAIIaBIggDVNk14QQAABBMQIEMBiRkWhCCCAAAKaBAhgTdOkFwQQQAABMQIEsJhRUSgCCCCAgCYBAljTNOkFAQQQQECMAAEsZlQUigACCCCgSYAA1jRNekEAAQQQECNAAIsZFYUigAACCGgSIIA1TZNeEEAAAQTECBDAYkZFoQgggAACmgQIYE3TpBcEEEAAATECBLCYUVEoAggggIAmAQJY0zTpBQEEEEBAjAABLGZUFIoAAgggoEng/wABe+m9HEXJeAAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-46.56124685840177" y="76.92027778498641" heading="336" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="22,6,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10.975609756097562" y="8.284552845528408"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="10.975609756097562" y="42.2845528455284"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="430.520325203252" y="8.130081300813009"><block s="forward"><l>-100</l></block></script><script x="484.17886178861795" y="286.1788617886179"><block s="forward"><l>-100</l></block></script><script x="10.975609756097562" y="72.26287262872629"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="275.55284552845535" y="210.5880758807587"><block s="down"></block><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="351.97560975609764" y="53.67750677506769"><block s="down"></block><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="43.4959349593496" y="281.3685636856369"><block s="down"></block><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>22,6,255,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><variables></variables></project><media name="Nicolas & Farhanna, U1L4, Polygons Exploring Angles" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>