<snapdata remixID="8669681"><project name="project 1" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes>Ask ms mendoza how to make the sprite stop at edges</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4XuydB5RURdbH///3uocoSYTp6kEyGDCAioqgglkxI6yLiglz1s+cdU27LurqqmtGVIyIGFBUBAVBQBAUUBEQpquHPDAwMN3vvfud1wNImJkO08MMUH2OR4/v1q1bv3rTt6vq1r2E+RgChoAhYAgYAobANifAbd6j6dAQMAQMAUPAEDAEYByweQkMAUPAEDAEDIFqIGAccDVAN10aAoaAIWAIGALGAZt3wBAwBAwBQ8AQqAYCxgFXA3TTpSFgCBgChoAhYByweQcMAUPAEDAEDIFqIGAccDVAN10aAoaAIWAIGALGAZt3wBAwBAwBQ8AQqAYCxgFXA3TTpSFgCBgChoAhYByweQcMAUPAEDAEDIFqIGAccDVAN10aAoaAIWAIGALGAZt3wBAwBAwBQ8AQqAYCxgFXA3TTpSFgCBgChoAhYByweQcMAUPAEDAEDIFqIGAccDVAN10aAoaAIWAIGALGAZt3wBAwBAwBQ8AQqAYCxgFXA3TTpSFgCBgChoAhYByweQcMAUPAEDAEDIFqIGAccDVAN10aAoaAIWAIGALGAZt3wBAwBAwBQ8AQqAYCxgFXA3TTpSFgCBgChoAhYByweQcMAUPAEDAEDIFqIGAccDVAN10aAoaAIWAIGALGAZt3wBAwBAwBQ8AQqAYCxgFXA3TTpSFgCBgChoAhYByweQcMAUPAEDAEDIFqIGAccDVAN10aAoaAIWAIGALGAZt3wBAwBAwBQ8AQqAYCxgFXA3TTpSFgCBgChoAhYByweQcMAUPAEDAEDIFqIGAccDVAN10aAoaAIWAIGALGAZt3wBAwBAwBQ8AQqAYCxgFXA3TTpSFgCBgChoAhYByweQcMAUPAEDAEDIFqIGAccDVAN10aAoaAIWAIGALGAZt3wBAwBAwBQ8AQqAYCxgFXA3TTpSFgCBgChoAhYByweQcMAUPAEDAEDIFqIGAccDVAN10aAoaAIWAIGALGAZt3wBAwBAwBQ8AQqAYCxgFXA3TTpSFgCBgChoAhYByweQcMAUPAEDAEDIFqIGAccDVAN10aAoaAIWAIGALGAZt3wBAwBAwBQ8AQqAYCxgFXA3TTpSFgCBgChoAhYByweQcMAUPAEDAEDIFqIGAccDVAN10aAoaAIWAIGALGAZt3wBAwBAwBQ8AQqAYCxgFXA3TTpSFgCBgChoAhYByweQcMAUPAEDAEDIFqIGAccDVAN10aAlVJYIjk9nFh7+kCJ8YhTV1waRxo6cJb4IDKAX5zwCYuZFEc8kYQ0aH3EU5V2mR0GwKGwNYEjAM2b4UhsJ0SGCWhwXHwBBdo4AJB34N6QCwG5HhAPL7+/7nAujhQ2wPWxoE6HrAuBtSOr5ePAzkClJQAtVzAdYAiF5jhIGfAq5w/fzvFY8w2BGo8AeOAa/wUGQN3dAIvS9sWhSj0BLUsBzG3GM1W3ceZq7cc9yRRw11gDxeSGwN3cQA6gOdCih1YERcyJY7Y43/j0h/TYXaPoH4x1AUx4AoHaOk7ZBew1usXD1jqgDPWQfqNoF6ajm4jawgYAuUTMA7YvB2GQBUSGC95TZbDu8+DHO1v/7oAY5A6HmjFAMstXYWiBIAAWL8qRQxI7AnvB0guwBwAvmwh4C4BpjWH3HEMo59Xoek4S9CkFtSXDsTftq4TBxt4gBeHFMXhnvUVF4+qyv6NbkNgRydgHPCOPsNmfNuUwCTJOzEO95QY2McFmsQBuoA4EM8Fi13gDwcywQXneeBkF2t+vICFhZsauUDUBQ4w0AEO8Z1uEcSdBxZ+n3DY0iAGBvz/7wDiby97wFc2+NBgRr6vysGeIrk9PViDHUDFAct3xh44dgwjPauyX6PbENhRCRgHvKPOrBnXNiMwXdQjLnClC9TzV7MOsNIBFsVhLaoDnN6N+ctTMWaxhMZ44GEOUOIBa1zI+60ZvbystudJhzCx5l0Hso8AtgNYpWe+UuyBz3xCfWsqfWYqc4y0ODAO90UHaO+Cfr9/eLD6TmH+jEx1mnaGwM5GwDjgnW3GzXizQmCBhG+Mw7s6Du5euhql40J+6ULdOd0O1kj4BwdyoL/97AKrm0E3IhM702l9TpPwDAeyp++M1wdkrY1Bbv+O0SfTUpSmcFcJv+MAp7qQHAdY5cE+eRYXjk1TjRE3BHY6AsYB73RTbgZcGQKLRC10gPq+g3Mg9MCf21N3z0SnI2qBC+zqBzzFgVkNqbtkoqesNsdIeKIDOcABV7sQf6t6+kTqI7Klvyw9+0rotTh4jh+J7UJ+dxA9fD79Y2vzMQQMgbIIGAds3gtDIAUCK0Wt2uB4PcgPIUYPSaFZmSISCw+CLVeJBdt3jEHq/TPVlazdWYKcfKhP4sCRDmB7kFXTGW2UrN2G55+J6hgDHo4De/kR13GgtQspcdZHYccBxwMC/nn0+qjpdSVA7WKAiwDkQKQx+LkDzn6CketT7dfIGQI7AwHjgHeGWTZjzJhALLE97HV2QNcDvmtEfXTGyvxI5yI1BQHsCQtLWUvvXhld6bbdV8LjXcjBXmlg2Ne/bTEWEeR8CzU4BvT2gDp+xPZfQWQJB1voALVdYL4L7BIHV7qQn1ww7Cf38ID9SyArXKCjA9RbAtQjUNcBJZjYLUjo8PfWXbf0nHzYEOqB6Y7DyBsCOwoB44B3lJk048gqAXHVG2LhbN9pCPhJkJFTKtOBLA5/hKD0gA0LllzJ+tEhldFXmbYdRX3uAt395BwXAQW9gYYOUNcDVsZAOpD6LlDoAp8fT92/Mn35bZW0mglYHRoBPx6GtQtc8PA4pIl/Fcs/O3cgq11weRCBY97ln/Mq259pbwhsLwSMA95eZsrYuU0ISJG6AgE8jAA92FJCS+dWtmPRKh82msPGYDbVF1VWX2XbzxF1jQv8qxgIll5zSgSRLa+LdccfxmWTKqu/rPYhaXUtUOs+wraAnAc0p/3Tl+sruTfGwStcoJWTcMji7zTM+pLRfarCDqPTEKhJBIwDrkmzYWypVgKyXC2EjcYIYA7rVf5cVuapa2DLIFj0913P4e76reocoBY1yQH8HNF2acIPmbQHo4craTENCHQQWIui/KN1VdoYkk5fE8HugL1Kc3LTTfs6XkJnuOD/HKCJv/PgQmY64O0TqEdUpU1GtyFQXQSMA64u8qbfGkNA8sMDEJB/IoDasPEqG+trKmuczAq9iyCPRQBBttJ1K6sv0/YFgnpBqAW+U/OPdB3IsDB1vy31KWnzImCfDQRWAIErNWcMz7TPZO2UHDgVsPcHrCWa3zcrS/4ICd0eB2/yfyzEgPoeMOEn6sOS6TbPDYHtiYBxwNvTbBlbs05A/lSTYaMLbBQypJuU1cEQ2X2AB2evGNjVgTTyINE4rA7+v2NgMxeY4yQKGVgz4oi99I9f7HGwUR/gEO4ZGZB1o1NQKILAOqhPHeAof5vZBSfvysjByZoq6bQCsGwi+FOEU3okk8/0eZ4cfKYg8JLAosa3jVHBvecuopbHgcZ+pLUHjPqV+rhM+zXtDIGaRMA44Jo0G8aWbUpA5qjlCKARbI75Mq/WAA/rnnGBg12wURwSWJ+j2REgEAMcF/BTQIr/3+uzT/lZr/xIYf9ZohpRLw10KgKnNYY3olkit3NsfTGDd15i5MZtMUDPU0td+veLudKDDK7L9Fb0Ien8DhHs419P1pxQqyptVtJzOWA1CgDHLuBXX1bU156ivnfAAxxIXIDv5htHXJVTY3RvAwLGAW8DyKaLmkdAZqpV6+qg3txmKFxa178qkyjXJ/FEfmOsc4CIA2uUh/y7+xIppZKUCWoZAsiZmOs99n6YOSVgvziQKGSwvrqQn+nKccGpDtwR77HggWySkTV5HyIgRyIoDVzi0wB170z1h+XghwTWjYAd0fyuTaZ6Ummn5NhFgN2QwPURfvZssjYtRS13gcb+Dxsb9iELufCPZG3Mc0OgJhIwDrgmzoqxqUoIzBV1jBuT9/Lms4ENYFqHRDGDFXFwNBC5+nAimmnH8q1aBAt1ALcbD1v0c1l6zpfQwBjQ3wXzYkCb0q1hrHUhI0cyembGfc9p3gxN7YkIogUsjGSdzB3vljaE5YhCQaBBDN5BSzl6SqY2JmunpPePhNXaQ+C+KD94Ipl8C1FnO7CfLY2qtkdr/nFqsjbmuSFQ0wgYB1zTZsTYk3UCC0SNcYF9AyvRqGkEWFuP8T9bykmdqbNSTk++Vuv8lS8aurncb9HiVAfQW8KjXIhffKGOv30twO9x8NJxjIxOVYcsyr0LtnUHAihGwOnJ+ot/SrVtqnJhOVoLAg0BXq352cuptktXTslpM4FgR8K+N8KhKe0OKGmdCB4j7JiLuocVcOrMdPs18oZAdREwDri6yJt+q5TAYgn18MBPBajtAPFdIsxvsEDa0EKUh+gW2epcPlcRBKQZirkPT9azM9V7lKhJMUiH0uQUiMUgP0xl9ISK9MnCcMy/q4wgJnK3ymXoSma3khOjgL0rgZsjHJF0hZpMX3nPlfQtBgJ+KsvWhXzzz1T1KNnzNyDQirBGRvhTpZKmpNqnkTMEKkvAOODKEjTtaxSBlZJ3POANKS1yII4Hjm72NWYjiKtA+YU9spfgQUaoabDRGjb787jIx9kA0VXCHQB8Foe0WV/vd8FM6lab6pa56hQQw2CLwLIuYF7k9Wz0nUxHWE6eKAjsAdT6t+bQ+5LJZ/pcyTkasHbRHLxLOjqU7PcjENwfsJdpTtwtnbZG1hCoDgLGAVcHddNn1gmI7FXfReF8P6Wikwii4ruNGLlUPlNnI4g3YMkq9kq9CEEyA+V99S1ycBjgPcOTC65OJp/J804S/t2FtHUTtYE55g9GessMdS9ycBssrGR7XeYd2kz6SrWNkrOKgEA9wDpH8403U22XrpySC1cAdm3NF+qk01bJQVcAgacJqzDCcWVeK0tHn5E1BKqSgHHAVUnX6N4mBCSuVvjXiVzAc4HbalE/5ncso1EbxWoxAljB43TLbBkjQ9UzCOByWBzNMyJHZUtveXraifoqDvR8MB/4+yrQEoxnp+pLSqGk/1rAcjVfr1+VY1dyiSOwl0T5bCjdfkLSI0oEGnsInl7ALz5Lt72RNwS2BQHjgLcFZdNHlRCQIjUGNroiiCAsDKatL9y0I/lIOSCKebJukE0D5C3lwcIS9tPNs6m3Il0yWU0uDOCA/+XSe6q5PTnCBUmTalSlbUrOnw/Y9TRfqrKt3pBcei2R8wQgQzWfPjvd8Sg52i/mFLcQPCOfn45Mt72RNwSqmoBxwFVN2OivEgKyIlQAm81BLOEuW2/FyrvqF1gS5pnZ23ZOrKpfVVNhS1ueG82qU6/Q+Y5T4xDg3qC8oA4KLCcCtxOWIwh+oDmr2oo7hGWgv02cH+FzSQsnDBfsEoO6QSCdHGA3B2zsgvXjkFouJCcGq6FAilygTjxRqlBiLrj6D4RDBWjaIIRFQ3bF0iH/5oKv0nmhQnL8SCLQgwg8EuGHKUVWp6PfyBoClSFgHHBl6Jm225yALMy7F0HvbtiyCgE+wcb63i2NkDfULNhoA7hH8G+LJmTLSPlf+AfYsi8s7M8LMo94Tsce+UYVwMKusORmdo8O2tBWSYcPAftkwJqj+UvHdHRmS1bJpacC9nuAPUPzP1026B0veU1icAe5wJ4O0NJNOFv4lY78RCdrHLDQ/8eFrHSBojhkXRyo78Ja6cBr4G9bOJB6LrhLHNKgAM1aBbGOdVEU95e0DuA6wGIPnLEO+PgNRp6raExKTskHrFwB74ly2D+yNX6jxxCoLAHjgCtL0LTfZgRkvloB208diaVUusytT3mt+YWw7Cdh4SP2r3wt2w2Dk+ebdoHkfA8L3/ESXeXnvonV9ij1IWwcC/J29oxsdfVHyd63AIG7BHYRYfXRnDxum03G+o7CcvVHAvuIezH+ky7Iz/OAfRygkQOsdiDzHVjTHLjj66DglZ7EukztU3LbasDSZ+D5vzvIuc4FDnITK2nk+OlAHaAkDpnuwXp5OCODt+xHyRnjiMBefnYvzaFVdpc50/GZdjsnAeOAd8553+5GLXNChbDZAOR4top0L28A8pJagwCmcUB2g5TkKbUCFhbwKr3ftoAnnySuOLVFwB3IoxcNrXiFd2AEsOsCgeGa487fFvb5fcwT1S8G3rgMOQeug82GKF4ggL8qvbE79a/ZtCMkd75G2KcD0l/z/s3KE54t6oI4cLMLCfnZxRzQd8hRD3L7l4x+8Neuwdlz/JUwEDxQ89WM72xnc1xG185NwDjgnXv+a/zoZfIBdVG7QMMvjWDhFHaIji3X+T4XmggLHXlJls99/60eAeUy5NTag1fOL6hqaDI870NY3skg3mFvnVLwkZJuHwM8AbCna47tXFU2zpVmzWvBficO+itQ1wOKHWD40TivL2D9EuFDVVYyMCT3/0HYu2jeUeH1qxNEjXHA/Rx4vjP2041OH099hM9EyYAIwPqarzasKkZGryGQKgHjgFMlZeS2OQH5IdQfOXwWhOZ+eo+KDJCnQs/B4iWw5DJeEf1fNo2Vx9RaWPITb4oekk29ZemSoaGLkcN/wsI3PE2fnk5/YTn8fYF9XGlu5C9PTqdtMtlVoi5wgEcdMBiHRw/W1BaM9NzQLiS330HYDwL2I5r33pZMXybPG8krjeph0XyAT0d4y53JdBwprVo5iD3rAkeuL2W4cAp1x5BcXEAwrvlC1jKiJbPFPDcEyiJgHLB5L2okAZkYuh3kPSAW86DkqSPlCVUEi7N4TaRrNgckD6rPYeMQ3qa3yYpJhoYKYXEJ++r2mYxDyVH9gODLgLVG89NKJ+pYK6FLBHzYLU3pubgEfCqXkY3BYJvaGJL7/IIK7TTvqrIIcSX/mi1gbpQ3NkqHz4GiXnaAk/wMaQ6sSatwyh4eOC3KZzb+iEhHn5E1BLJBwDjgbFA0OrJKQMaGXoBl9UFA/uQhev9kyuVfahmIRrxR+0WOsvqR+5UH8l3eFemXVcVlKJPXVQQW67F/JC3nsqWqXOndxwJeBwKLNT/MKAGJlKg9JAfDXGAPF/jJBe6qR73Z2WtZPJQ84gqwNMpbq+yOtJInigFrmuY13dKdk06iXooDZ7kI1i3B3raHjt9HOChtPen2a+QNAbMCNu9AjScgn6v/Q208CmAxj9C5yQyW51EXhWoNiLd4s/57Mvl0nssd4T8QlDzeq6u0KL1vk7wa1oDkwvM68cKCSlf02V1OPdpB4AuACzXfS8sJS4kaBwuHwsZyEDeTOuWoYSWPvAQEztC8qXE6rNORVfLUt0DwMM3LrXTabSrbVtSwOBqe6iIAwYppmvkbr1FlqtO0MwTSJWBWwOkSM/JVRkC+zN0LnvUzLCzk0amljpQHQqsSq8Y7Ulv9viKtGhGr265F3bZAvFYcqB0HLA90HKCY8KbfyoJfEk7xNv/sF0P4Dz2wygbt9/NsXlcEvYkgvuRF+phs9aWkn18jdyhh6wjfbJtMrywPv4Og9IElRQhaM5kTOTRZm7Keh+TfhYRdoHlthef2meje0CYsz8UE9izNgZWKSg/J0S4x1wJkeT3UP+h3zphbGbtMW0MgHQLGAadDy8hWKQH5OFFXdxGPT9H53t7yJNSKj4DgJd77l5P8TELdBbzYgzSPg+0cyG4OrLpxSGD9nVF4gMQA8YC4CwRd0I1BAusTPeCKJ4F6q4H778BCBxJ1gD/8M8Pn1ueZziYI+W8oDoseL8v+SjssZ98oCP4T4Fear5Xr3GWJKkYAdWBjERsk33moaPxKnvKThJxqAe3zeeWcbLLaoEvJi/8hrHMjvLBS2/W7yLUdd0FwNjDSfxUsgN9rzjZb0lUxaUbnVgSMAzYvRY0gIMNDcZAWT0ltJZtYod6uikDUmfige5cL+1oPaOyvZmOJFS386ycLXEA7iX/LjGI4n13AJdOSDfhWyWt3z+3eT793xKzXBuD3ONDeAVrEgN2kNOnDkhiwwgW/f4eRSt27lSfCvyMgbXmVzng7Ndl4lFz4NICBgP2J5gtnbCovf+aeBdt+EkFpAlveZtPogGT6Unmu5Dn/t848zUszCiZLrY/XPcCbqTmgUyry5ckoua8AsJsRQ6KCoAIY0ZyeVxmdpq0hkAoB44BToWRkqpSAvKOWIYAGPEMHU+1oTn7ujDbPWJ0WnAEsOjDhbD0HWBEH7j+K+j+p6ilLTq5WP4HYh09t7RQvlHDfOLwBceBIAWuVALZfd9gFptrgiSOol6bTt/xbuSAW8vrNa/6moyMVWSUDpwGBfS3gknw++2LiB8wc9T0COAQBLGZedgtLhOWFQQJeo3FxrURmySr4hGTITMDKi/LvlY66VvKQny2zxMPrR1gIjhTk5FiwHo5wwkNVYLpRaQgkCBgHbF6EaiUgb4Qmw2IXWPwb+0XeqciYBRL+xoHsEweatHgCCKwGfrkTb3SmPiebg5ArlAthEZ9NHo18uoQedMBrHKC+B8T8LWwXeGMMN6/MVKajf0QtBlHCW5Jfs8rG+JRcMV9gN4ryP41ktspHAAqU8WwbLTezWGX6VfLaGsKKR3hupbaJy7MhV97ZywL98/rTNM8aXhlbw/LoswJeIrCujPKm50JyyCo/6QfAcZrfVQmfythr2u4YBIwD3jHmcbschbwSuhU2HwblW54bPby8QSwStdKDSAxs4AARF/ig/XW4Bha+4CB9XDYHLxe16AS6EyDxHnxpydR0dJ8ooTPXgkNccF0c0tAF5rpA7yncunCDPKAugoUXYcsdvDW6zVZZYbm+cPC8sXav4mgOgniIHfV96YwxHdmQDP6GsLppnpOTTrt0ZJV84Aq4JMrTk0bMJ9Mblsd/EFjtNa9PRHArOWyRwK4DWN9F+c2Jydqb54ZAugSMA06XmJHPGgF5OeSn7fV4gd7qC3qp1AnnoMkYF5IXA2wPHBZipK/fuVwemguLrfhM9s9N5QL1Oyy04Uupn0WXBeTQRDpEdHaAXVxguQuc/8sm92jlPhUD4fFuXTtrQFNQFPsx7M2u24QXtz5i7g+1nk4aGZ2CygpFlLzjEfglwr5JSxZm0peSDz8HAj01e1fayefJk+09WL8B8qLmNYnI95D0esCCdYvAWqz5hTkXzmSSTJtyCRgHbF6OaiEgz6pi2KjNS7Z2ojFRSxygqZRWuBnciNFLNjVSBoZXwJI/+XzyJB3pDk7OCa0CrVl8PZKVgvddJHxpHN6VMbCTAMUu3EPm3J1TB+J+AZGL+Y/o++namKm8/KBcWHDDB5y3Agg003ywyv/+lXywDGBDzdMDmdqdrJ2STz0P1skFPP6TZLLJnit5dg3AHM3LNsYjhOTYW4ngQ4C1QnPErsl0mOeGQKoEqvwPMFVDjNzOQ0CeCd0B8MFEycDLtX9XNfGRmJoqQeztArYDjK5DffSWVOT85ofAtr8H7CP40sJyCzNkQlPOaHE4gu5X8HRjvovVmegor00HCf/bAy7wIPU/fxxOu6Us4SPJz5izZYN8p9bAQm12K13ZK7nbDxan5r0pB75lYouSYacB9mCNQB544qpMdCRro+TzZQLrhyiPOSGZbLLnzeSF5gHwNw+8uoAXbSxrqOSkU4Cgf72qRPP9Osn0mOeGQCoEjANOhZKRySoBeUK5gKzlddH6CcdbFH4HlhyDHDQE8TkDutwvUjk3NAM22/BVXS+rRvl2nBWaDrIT38n+1vYGW8+cG3rv9Zd45g19bRmxrz04wvmVusaUCgP50s8vjZXsFd2YEStP7jzeQ53PAHlK885rU9GTqYy/QgVkkeZJoUx1VNROyZdjgcDBmkdmJWOZkleWArZonrdZzemwnHmDAI8BgV80365UApCq4GB0bn8EjAPe/uZsu7ZYHlNfwkYv3ljq5GS5WoMg6gKYxV30XskGJ2erlQD+4Fs666kD5XS1ChbifF9X2TajXKPmw0KT8CA7H8hpC1iW5u9VtgqVz8OFgOzC47Y+0w7LIysEbKB5S9ZzaG86j0o+/1mAvCiPq5Jo6HYyuW0x1s7xEO9UwF6JLGaV+YRkyK0EHnJgd1/Ms8dvqitXzrrcRvAhQaBIc/DulenHtDUEjAM278A2JSCPKM/P84xz+T8E5Q7YIIgX2URvds5bllFyJGqjuVoLWGfy7fyNhdazNQDpreKg3MMRVReVLFcpDxZ+4lO6c660OYkIfkgEbEImRDgzqxmYZLhaBBv12bv83QIlj68S4Msob9wsQUe2mPp6QvLFuUDg6Sh7VVlFKSXj/ZOL1zUPzsqOQkiGrgK4Jsp+W63alZz3AcDTAXuc5svmilI2X5adTJdxwDvZhFfncOW+hEPYDX9HBDnIg41ihlLfSpYzQlMAduYH2d8iluNy7watezky+7o3MJeB4REIyIl8dvPVqJJOKwC7FmBP0fyxRzbmSIaFI4CEYMmRPDVa7ll5WAZ948HuEeU1VbwKHusnEftWs0e5180qM24lP/wi4OooD8pK8FxY3v1JYO+jeUaZGcqUXPglYHX1YF1dwP+9VhnbTdudl4BxwDvv3G/zkcvdStAegu4gLL7LlqXXilL9yMlhDUptfqSbpNomVTk5Rn0OoCdHbX0lKlUdyeTkonAJIPP4kt6qSEFI9r+YCD4D2AHNCZVyhvJG6FkE+TdQXuFZ0RuS2aXkv34WqFWal1VhBaPxcQAlmt0S5/5lfT6WsF+v97w4pK2TqNuLhuv/8ZObIA6sdYFavrEOUOSnHXWBenFAilGXBdgbIUya6gDfx2A98V/mVyoPtRK/GqP9muYpF5Zlb0gun0uglUagEfifKgkwSzZ35vn2TcA44O17/rYb6xN5m2ujHvqhBOIN4B4FFWa9KmtgclJi+3omP9GVyv1bpu4j/JrCXM5vIlWWu1gu8DNs4Va+qv9Z3sSFpFvc/3UCWJdqjn0p3QmWl3P3QtCaChu/8++pcQrJcxMIdtG8tNJ3acuzNywTvlChX6cAACAASURBVBZYXTW7JhzwWMndi7A+dMC6cXgNHbC+B1npwErkrYyXpvdc4wA5HrDMAZc4kIlxYJ2fdtQFGzrwmsbBgx1Iw2LUbaixf51cfF+03kGj9P44clxgoQuMfp36gnR4KvlkAYDmmieVG9yl5OoVgFWk+aQ5D04HrpFNEDAO2LwIVU5AJqtr8AGeRDvEeGFmFX/k0LwmaOAtg1V3b342p9L1crcctPRI5GT+gWN1RiX4kkGUv6sxILrwDb1LMtmQHFFA2HUFgXui/GJQMvlNn8uriXEs4wDdLJ12IXlpFWDNj/KCfdNpl6psSCZ3Pw9vjemLtxwPCDqQVXGwgVeav/tXB/zmBEZuT1VfWXJKZnkC/iPKPe7yn18qefe58P7mALViQF6pY5ZiP1OZAzz6Mcv/IeS3z5WRj1iQGzRPqPCHiZIb1gjsRVH+s01l7Ddtdz4CxgHvfHO+TUcsP6ghGI/+0AAf0xm/b3JU6B2AffhV1ZzRSjflgXIDx0WfqApA0k/5C7sI306t1GJIjnqdCPYD7DmanySNDvdtlv+pRQhgN16YPiMlr48B0EPz3KxWZfpD1L0OcLsLxIpQp17MP0NA8eyVYI+jGVmWTdZKfncJTIywfZnBbH0k9wQX1u0u5BAHDHiAGwemOvBuHsOC0WU79VHrALygeczV5e9a/N/zhD1Q4N0V5WP/yOaYjK4dm0DGX4g7NhYzumwQkG9D1yLAQXgPRJxRPhVRmeqVI1QUxG78Rmc9o5Ic0LQLrJwpnJT5D4Rk45I+SuDKbRwWfSSZ7IbnSk6KAnaun4tY88MKg7PkqVB/5HAI4D3HywouT7WPTeWUvFEkwAdR9q90SUItoR/i4AECIAZZHYf1zDH4/BqBTI1yn6wEmm05RiV/LBMwEmWblFbxx0poVBzWEQIJxIA1Arz6PfVmjlbJmGIAluYRFaYMDckdhYTVQPOBrP6AyWQeTZvth4BxwNvPXG1XlsqX6j7k4C7M84ow0WrA/1bOuclhqgSAw3GpR02nCkz2U0/DwuWcWrn8z+X1J6eFHoDw/zg8/bzPSk75EQh2JqyPI3z35HL7eErF/KNjXhXJ+BxXyTvFgBXU7JPRveRCadlaEH81DvTwV5cuMCa8STYzJb+u9U+9NDtUSSapsMz7RMA2mq32THXufbkjRR0dA0b4xYVjQB0PMmoao4kiH2H5dprA3lezW1LHquQ+D7AWat61MeFJOnYY2Z2PgHHAO9+cV/mI5Qt1M4BHYGEh3hIPltWYL1Qu7aIc7GfP4nxOjGS9gIDsq8aCOIw/VZEDPjGRfKM+P9ZNM4Gv5KzxgHUIYb8e4ZtbrU7lX2oMAujB69Lfet7UnpB8cCvBhzVqNUwnbaSIqrsO+MkF2rngSgfy/q7UF2051rDM0QI202yb9V0Mv6+QRIYR1gmaoYwLXHSRsHbg1XVBiQPucnxwXA44RqNrA79wSEXzF5YHxwnsbgL0ifK2bZbjO5N3yrSpGQSMA64Z87DDWCHDOyoEVv8CW4TH6yZyoX+2yol8KVKp4CY5MBEB/Qonb/3FXll4spf6DhY78efK/Ugod3V6fCL6eSk/z7zofUjOnkQEDwjAOnUBXx2xaV/yiCpBgFN5U+SQyrIIy0eFAvygecqxqegST812ieZOIsCJn9dfX7GqrLZh+XOQQC7TbFUlK+CQLHmekIGazZKuVpONbQ8JveOCZ7rAujjOyPEwYGiEB52brJ2SR9YC9mrN/9ssjWWydub5zknAOOCdc96rbNQyPOTAosOTdW3pHzoH5LMckjzyN5lBsr/yUJyzF3+bPzuZbLrPpV14NCD1OUcflG7bVOTlqNBKiPUCv47clIp8eTJhOX+2wG5VhNrhIj6TCGCSf6jEGSXvSH97u2wn+WkhwLqRJJG/sib8KXLk+MQRb0DuJZOfbYdkweGA/VWU4Yy2uJOxU1LQDwi8qdm0UveoN+2nlYS/dtG0p4tGIphzZ5SRCms358rDR9qo9YWAT2pe/3/JbDbPd24CxgHv3POf1dHLuyoKG815xvo8z/3UPFiox7fSuxKzpVGyjzoVgmH8uXJbrOWuUNuoyYCs4txor6wC8R1k99wjEbBG85vKnYFvsCsslxQKAvU0/xuUq9EATdVKWN5rvKsgKykYw/JpL4H9KZCTp9lz6VZzEWmzOxqs+w1EDmx8zzr6sHSYKVkkHry9CxjK+lWyXWXlwbUg4zUbZc0B+2MLyc8/E+fsDRSuAwJLNee0qGjMSp6aD1gtNK/Kqh3pcDay2wcB44C3j3mq8VbKm2oxiKbwSg5h/2U/JFZnZyW2jWfwXV2pyjHSIfQ8LA7k7CpywLur5QAWcYFOK3gnlUmR7uFxgBzK77Jnu5IrSwBrWeTO91fBRpj3V36HYdOxKPna1/++5pF/3/T/y+LQa7B5Lmx4qBs4mDkLpqTCYHPdSz2BdWeUTSpcSaar15cPy6oOAmu2Zv1Kb0FvbvNvYwDpARz/OBC8EbBhwfpXPn/xYx22/sg9AYVcP0HXm5pX9M9kLKbNzkHAOOCdY56rdJTyqroSNvxI4uHsr09LON+T1akIYlg28jZLO/UZgOM4p2wn9qmEjnXAq1ygUTyRmlCaOrBCLiQQByiAlJT+2/MA+sE1fpYkPzeiC/Fu25f22kaMPzRWXnAhEyzEv3yCS6PZgCYHq9mghDghmrVCBCG58mILOf/6+f4P6zRaW/IiH9FXZsPWDTqUjPWL0lOzh1+lKvGRheHlsCWIAH5jM31Apv0pKSwm8N8IG1VqO75sxye1FeJrNXOy+r0Wkt+PI6yRmm0TekOy90r/yhFgTdD8qczYBiX/m4dEpamBVVZZK9M5MO1qDoGsvqg1Z1jGkm1JQF5RHgRreOFfKzHpHRoN8mCO0Bu/xDO1SVqHJgI8iPNKHfC3ot4SYL84pHEc9AOA/FzB4gGrY8B0F7LAAf08wctiwEwPUhCD92scwRYu3DqSyDPMfePA7nGwza2dufeS1nCf/sBd4YIN4oDvuC0PKHKAbzxg1BDqpzOxXw5UywCJc3I0N5P25bUZ/9/9i/ZcVFh/33v7HrSQj03Opu6wfDtaEDhc81Bb5oUvB+RpEA7IM9ky8nFl+lKyei3gDdVskFZayJT6FAkoeHFNO+vfayGZu5LgZZqt3/JtyZP9P/RgHQXkxDUnbJWbvLU83bIE9WcGELh0Ac8ZkpL9RminI5D1F3WnI7iTD1ieD62Gzbq8ePPVqZyg1sKSEn4SrXQN2Fjn0Dx7DVv9+Ku4Lmj7ztbPE+wBo+OQ8cekEABU0TSJalkMsIB6/sZUggNFfeBA2jmgigNNBHT8SgoeMFcgp4+gTikYTPb3r09hFafprBY6kGuUM+iE/ax/HX+Ao/lgxnd/y+OiZJL7QuThF05cM+ECBGCzbXYSoISkJE6472vW/VvW/3REGikPK7TNrH+vhWRBoQUMj3D3jdfAmsn+3QKo8y1gwUVwv0X85udNx6TkdX+TpVDzXBMRnfXJ3jEUZv1F3TGwmFGkQkD+E/4YtpwEC//hZfqaTdvIsf6qmOM4KpJR1qOF0iEcw+q340C35jeR9UcCM36WJQLcdwD1M6nYl6qMqPbTACyh/v2Y8tr0k/B16yAPukBdf8XtAWvikCWjGW1doXPv5F/DwmzO0Cmlk0zFZrlcfYUAevKp3o0V1AqAWvOevFTapirz+sILvV5rpnhKFg/jntGzUm2XTE6Jnwrana5Za/9ksuk+VyJ7wMEsHcy+A1ZS4P/uW6wZ2qo+cEi6FxCBhgDv0Rz92Aa7lbx5M2A/otE3kOwOcbpjNfI7BgHjgHeMeayWUcgTieLyS3jN5vdb5RLUxRy1BvYuYY76Vadj3CJRI+NAVwdo7IGFDiTWbvfgarrShnpBlbyvovYc79tIPavMHMJb2n+ShI6LgYPiwB5+WTwP8BM33DqRkce3lJWOagU8PM/f9a3pcKjQqV+mVvplVPisbqjk3p+A4D6ad2Qt8EgmhaIxOyf3tWa9iy/Je6Zetuz29SjPExI/RWhl3wGvkZNh4UNdh1mPPlay1AFkneZuZZZTVNLLTxta30PwXwX89L6/nPB7fgKZBZpnVvhDLZuMja7th0CVfKFtP8M3lmZKQP6VyO60O2/YOjBKuqtnYOEKjk396s0qCfvbyfv79V9dID8O6/GWzH/St09CbX8BsQf1H1n/Yk3oV/vM8ovfUM9Ie5u4h6irHOChOFDHr7bjgkOmM7Jxm1LahVeAciV/129mynrTdnJOyy6oFZ8CWifxxfxPE05NHnUEsjbKW5NWWkpmg4xTKxBEwzeanbT45pY3NNTcM6tJM1Tc38XHVB1kxoFc5Y1BrZKbYOMfuh7LLR+YbPzl6pYVfqS8p9m43GxmSk4cC9g9AE7V/KhL6dwMWwBwN83Tssox03GYdjWLgHHANWs+thtr5FHlwcME3qa3WjVKNzULlPYcF02acnCtqLke0MqPUI4B7zahPnurVaRqPwVgZ+rfsrbK28ypqf1nQtCe0WkZJ4g4SNq2cLD2CwdoHwdKXODb36mPl9bhFbBjvThnydRsTK4MUN/DRme+/FfijTz55zUu+ACByzRvSgQJZfKRMaG5sNkKlKdUt2/qENZAzfZZZa7WyVpYeFPncKtUlZnYvGkbtUw+EOLkaBNmPI/lO+BVSwgEImxQ4Y80JacsAQJNBfwsyvdPhDxfVyFvDSE3Rdh7qx2Syo7ZtN++CRgHvH3PX7VYLw+opSAa886ycydL11AhSIsTdYPyDBQ3/JBnyfUuUMsFInWoy01uIOG9R0DkJOqZWXUGG2wTddALgHcu9ZSMcwhvOs4Oolb7NW9dYNHclmiBBTpEoCAbkyX91XIQYzhEn76Z85FBKwBbNK/ZKiI3lX7lC/UjAmgH4EH20o+1lhnNS1C3YMPVm1R0pCKj1shaD3i4oB7vT0U+HRm1SH4RomO0GZP+8EtHry+rpDgfkHqa9ZLukig5YyYRCHkIvBXlm1co+axIYM2L8riUqjSla5uR334JGAe8/c5dtVgut7fsgqC/BcqPeG/k1LKMkAOUX/Z1ISdHtyqcIIUt2qKWMx4BNoOFCG2dNHhIwvvdD5E7qadXjQPOPawvLO916u+ztnXZWdrttsotnj5nd+SGI/ZazYWVv451fqtWWBublygcMVQnzq03fHLlyZ4WAl8DfFvzirQijOVjNRU58JOlPMZj/zqrVjLfT/F8iebuL2frZVMrJG5ZODW/IRPb59n8hKMyS4AmOsTm2dRb6oDjqwHU0QymdAyi5OypgL0fYQ0S9G8ksM+K8uhyf5Bm216jb/sgYBzw9jFPNcZKuU2tho3afLD8aymyn3JBfMZpuvemhkuhWgQbzUCuQD3pTW7uRMobpLTo1BZuzhzqH6vkfZVw1w6QnF+pv8uqfgFyoHYvyYsgLggKwFmaczIOPpIz1p+7v1d2QhIlzxUBdDQvTbpK28BaPgo9B/JCkCPYO3LmpnMQEh23wDcjDFW6PnBC7zxppOpjhd4t+1HKCSe5QOaKhR+jeeyT7T8YJbIakDqaVkoOuNRpn1cE2CzBqUfVQuPvG8Pr8At7zsm2bUbf9ksgq1842y8GY3kqBMS/8HhLwrkO5yOlGa/K+sje/tUb7xb+XPBP/7noDnsguHoGbARAjGNj3T2V/jZz3qqrB0/+xoJJ76TbNhV5UYcLvMCjLPg6a9HKibGH265AxG0dlsAswM4V2EVRzsxoJSSnqiUgV/LDiL9VvNWnqTzfJQf2JEHwhigHJALYKvrI26FzkMPBIL7iaXqrK1ghWezfuPopyt2yEjAV0nI7bTyom7NKdjLUXHGEeCnampcmG3u6z5UjxRDk6GB629thuXiOByuXGFBXIPOi7J71cprpjsXI1xwCxgHXnLmo8ZbIDWo1KLX5eMXBVdJRCej15OyCb2SBegkBXAALHprruiRimQxUVDe/Xvrb1BO2CtLKRN+WbUQdtQ7C0Yx+eUI29G3QIeEOKxAL9OSSmdPCsuf1gsDjAEssWFfnc9qL6fQlvVURBP/kJ7rc89OQvFoAWLtGeV7SQCR5Uy1FACXsq8Nl2aFk6XIBfo+y6cHp2FmerIrIUxBcrPNY6e34Mu39TcTLQe+CVvwkG/ZuqkOtk8WwENA5TPuMXcnlnsDPi37M0igPyWpGtGyP0+jbtgSMA962vLfr3uQaf2Urn/PJaIVOStoqQU5Q4aP4bwiiPmzms0WkwgoyycCI6u5CrPmMjq2SFYSo46MQ1mX0s6zlbPbHJOG9V0DsK6inb4xOVtJ5LBDoSljLI5yoko09oeeY5qfAtj/kyIqLOoRk8PWE/ZDG6l3BS/1ShWV+ZLBKOBSeo8t1KCFZ+QMhqzQbHZ2KjclkQvNlMoG2uhVT3iLfVOc9gpyGyKu/Evmr7vNTY27yUb9KPwBv6Y5Vs7oOr5EVInB0faad1SosV50lCL4t6OBFeXnWA8SScTfPay4B44Br7tzUKMvkCjUFRGc+U7EDEKWaIgdL8CkjyPFyAesNtvvrXmymgxLVa43flvrrrCaG2GCPqBM/BKxjqT/O6upM1D4C8gNGpm92vqrk0NmA1RFgVPO7pE5YeoU/hS1HcZROGiim5B1XgKIo+5aZBlReUbNhoQMgh3NA9Lvy5iQkq8cQDGrWSylBSbK5VXNknV8/WLfjVlvwIyV8kgMcFYPs5wIt/PSfDqShCwZ8T+vn84yVFtPwc3TL+oIafr5vy8+QUew24qK1B0hu/a9muEBBHPjpGeqyqxUlM7SM52qVrACwUjdgqwyaQ8md44H6hxLLe0X42OhMdJg2Ox4B44B3vDmtkhHJQLUCxDL+T5d5/rjRkV2rOuJ9zMZIWYVa0o7tC5ZkwyBRx/jVZXan/iLlIJh0+pXwKT0hHEk9PKmDS0uv6uwXYJpF/ePeW7YLSbd/EMErCGtthKMrdMJypFrr//7gN3/d/y3PDiUf/AqwvebpW521ytPND0Yte0Li3PdiXeHKVkl8KeDV0ayVlR896jfxfelvH7XnoXGEH3EgfdcXvqjrAbYDFLtAYRxc7iJxAJ3vwlvswh7rovGkgfx50YYx3yOoH0TTPVzU7uzB3Wvq4ssvF3pu+93+96sDKAdo4uv2nbUDzHUgfwisoW8y8mo687dBVi3z049jsd6VW6WiTFWfkscEWCWaD1bJGXiqdhi5mkPAOOCaMxc11pJE8NVFyoXgZr6sE4FVZX1kQugcrONgnGOR+flZfbdEnXA3wPuoP82q3k3HIepM31l+SP3eGdmaDFFd/VzNBdQTy641LEc2CiEwmwjU0xxZbiYrOSxR1GEpx22e9rP81etwv3jAAxGeulnyB3lWlYCweJlOekasxF1SGvkbKDP9YjqMfhF14Y/F3V7co+5ECFy/etUaB8xxIBNdeE8ezYL30tG3payaLMUg7tUHcGMu5oskr50L7zoB9ikBDvGj0mMQ14Pl39N+YwQjKZdxVIvEIzEh0owZ7wYome0CQy3A+0Pz/gp/yFaGhWm7/RCosi+z7QeBsTQZATlXjQDRnYPLr+gj49X/wcKjKEEJzg7Wpv4z6++WqJM9WIFLmT/shWQ2Z/JcVN+YXy6Y+u2srPh8G0R1W+ZfDaIeV+HdVCW9HYGFKD8q84xQDg0VQfg+J+jzUxmbkk8dAVZHeeLGbWgZpOYhgFbI0fV4Kco9H9646nNlDYiAtjJL7RiR3TrHEHwrBnRY4e66Liass0tg6aIYvIsOZkHWAqWajZNjAxZG6nrYFfvS3you93O6qCkO0MkBcgRwS5BI8jzgW0Y/r6idisgKIa6KKr6RCv+yZJTMWQtMzAHmWnHYJy3h7Vm/C52pbaZd9RDI+pdk9QzD9FqVBOTscCEgRXyr7GxV8kXzo1DbHoUA1qFbo0ZQsRLqOVl/tyR0+irQnkP9XiLPbrY/os4eDlhHUb9R6RXfBtskdHgh6O1C/V3SrXMlp/q7ppbm+1vJyoGhlZDAWZyy8ItUxq1k5CjAOkTz2I2rahnk78xyMa+PJD1z9vsIxWSeH9KkA0yrkMBiCY2Og/vHgUYCFMcBfeSUiH/u3EV3YZkR16mMqTwZ9a1EQTTT3dMrwnCshF+LQ/q7wLp4oqCGfP4Dtw4wbLpADqwlGBVpmVnw2Aa7QzJ3EoD2xNA6gGVp3pp0F6IyXEzbmk8g61+SNX/IxsJ0CUhf/1oR/823Izdu2TbhfGmPRAD57KkTX9SiOgrqOLvzjz8WpttXRfKizloEQRNG362SLy5pekYIObv8BvAg6ldTqvebbHwS7jUe4h1C/U1K534h6VNI+Jmz3t541ij7NTsDVuB9P8V/sv42fa7k62IBTo+y1+fysB/1LC5viaZ8hqmKZRos5Ova3CyhSnk2rBQ1yoN0jYENPMjcElgDWzHytS+vJkgxbPyoD2Lad8CTjTk0WgotC/MiR7BzMtnynncTtcSB1I6D9T3gz5+oNwZbqbkyBkAP3aZyEdZhyX/Lg3uCiyH9Agh+Clgva940MFObTbvtn0Baf9Db/3DNCNIlIKeHnwPlEn5QdvSzfKbWJa6zHPdXZixRews89mPBz1lNmiGhvv8G7euo30rJmaU71tIfDxf55eMKqV/cNZP2W/1AadqrC4KB0Yx+kfL1JiX9iwCrtubriR8asnf4XVjShzPSdcBj/SDhuZH7+zyIgPUqLD7J2yLXpTqu0Cr5AxbGR+vz3IraxCQ8yIFcsT7/9YSG3LpAh/pOhDZujBzKf6faf6pyapSsFAvnR4/isFTblCfXWUJvOuBxcWAXD1j3G3UD9ZusgKCB7pjeCnvLPsKiHxJYt2rmWiF5fCRhHax5fUZXsio7TtO+ZhAwDrhmzEONtUJ6q99A7MoReiuHJB8pF5YUsXd0s+suovbzINZ/GJ16bbYHJmpAMWANo36lf7Z1lzrggVMhVmtGny/zCk8mfYo63gP5NiOfpZxERMmAEsCOaL7cRvYIDwflKM7SaW2NKxm3BqAdub+PByKHd5efPrSscanlUiLA8GgT9i3rucTVwwjgstIyjIjWot6jLLnwN/KRWDhRH55eFqlUWKuR8icELfQJlVudbtlXBwl/J5AD/Mi3+JKbbHfZ9Uv0npXbPg/J0j0Jmam5W+J7V8nTfmnG0ZpXHZXKWI3MjkfAOOAdb06zOiI5yU89ySg/jmxWNEHeKy1dx9PLqAesDvCTZnzH6KQjsmpM6Qr1TwBNqV/KWqDUpjZK+MoOEPkVDPRj5KmsrOBFnewHBs2lHpFySseQnHc6UOsVIjAv0m64A6ID5+iUV9GlX/DfP9pm2eLrvh10+ToQt/NB/Uw686EWJ2r3PqubcatoYVmjliOIxrD5B+2yU2Nu6Et9KQv8whu6Fw9Np/9UZEMfSREDmKtPpF9MIuuflqLGucVdunm15wutNX0jnFe5aG1ZXgQEDtJsMFvJs36AXiPNy5LGB2R9YEZhjSBgHHCNmIaaa4QcpwQiN/CL6KANVsqbqgA2doXt9Wefgq2clKiDSyBczOiESmW/KnPVpS4eAvBv1C9UWUYhUdf4C5+V1E+lnXawbJtPnw+gMfWwtBxoWC7/VsDuX5z49cq9Z68k50XTau/b8ulrZ8pRv08pqvXg/LTzT6sC8TxB74LQX5WLZEX4D9jSBhZWwcKlrKuHJnt71UjxYON+fQzvTSabzvO8D+VET/DJulo4dPmJnJBO21Rlm/0o+9mCsezS0vLLPQJ2UHNOnVTbbykXlqJCF/bFBaybcORKXlwFWIM0L7wnU52m3fZLwDjg7Xfuqtxy6RE6Ezl8l1/9tcqVwbmPwrJuho3ZPFuXebdV1GHLANSmHlc1q1R1uQdaPzPyTNL6qh+K6lYCnhUH9nfgdXbBoFOa9GGVA9TzgNV+aLALlMSAxg5QcvQDnWsf8HbbWnf//P4FjzPyemVBS7jPuxA5k/r9tM+ulVw16+tjvurY8beVHhekt4UsZ6F+cfvWRR/vf3h+v76vpfVjqLWWliUe5um8v7Z2ZXEoCpu5sBhl49QiqdUI+QoB9NAnMKeyHLdsr94TPzHHrrpP9re2N67eJ8mHEPTUXdkwLB0eF/A6wF+wWq9o/nxxumNSsmYlwLs06z5V6oBfXghYTTTPr5K/lXTtM/LbloBxwNuW93bVmxwemgywM8fqjVtk8qqfDxrLOUA3LW8wog6fAuF+jI6pklWqqKsXA9yV+qnNtu5Gi3rEBU6PA21cIO4CbrzUuSYSBztAbQf0HIjrgtqBBF0gFgdsFwjEgebx0tSG1r0d/sbRV86Mj7x2+rrS9nTjENsDvyhEg6s/4KxoOpMpqp8Hj/ewYOgD6bTzZRcc3MFrsCrORrPmpfX3KteqBfOahfO63/7aHM29OqTTb3iuvCNAHz/yV+aF34GNYxEQota647jr8pRXm2qYuCR+iZzGpD+W0rEv4bzekjiBoZGzKw4SS1fvpvJqnJTAv4p16F93oZV0KgZYSxB4Icqpl6WjX0lcAO8VzVoXJtrJ6FyF/CjAWzTP2ZhEJB2dRnb7JZDWH/T2O0xjeSYEpFtoJSzm8Dud2HKT59VS2GjCi5Plgz7yFsB+mPqrtFd8qdgpedd3hYeJ854b//6Sk/N7eZBGvpN0AS8OLIsn/lu+cMCPT6N+OxWdW8qIut0vH9jsusjzPV3YV8bBIx2grQcU+c48Bvh5igtcYP4wRpJmR5LwOYUQezr1a4ena4/TolXxoua16xw46YxJUT7UNdX2cqXyRu17qDfgkocRZYe0fgyp3+VPAcKa4cLEcQNkBltH03Ki4XfkciH+6wax76LTOCNVu1ORCw2WsSS663OzG3y1Zd9qrHiw8JXuzs3KNSrZ7y0g5yTArq05IeXVvRLPrwv9qiYv2NCXkqEFAqtelH3LzYSWChMjs/0RMA54+5uzbWaxHBzyF4SLkBwBPAAAIABJREFUODGSJ/8Jv4+AnAHBf3iFviaZEaKOFTjWflw8cnoy2XSe/yrqKQ8yoF2XMxvEmpVg1shP4h7kVw+84RDqUenoSiYr6j4XtKYzctdm90svkLYt1mHtKL9gQBxo6t9b8lfbDvjJKEZOLUuvqAu+BdiV+uW0c01LuN0fv3Zs0KrXV70tC3JIPh+YmNT2geoV2Dgv79mx3wisIzXbpBXoo2ZJ9HG5scHf7LdyYHM62+mUA8g2Opahkg8bdfRZzMqVrk3HrF5NZOn6UQ9gj2QsMn0eHi2XiuDfuhfL3B7eVbodlAN+TxAeuG8Bv52ZrC8V98Sy+HS+zas3yIbl3bcFVl/NM833cTKAO9hzM+E72IRmczhygPJgWd9xUv7h8qT/3yjm1aldhRF1ol+45kfqjw/Mhk0LRI31gEOc0q1iJ/fWQ1c3er1DY+qHq+wdFnX/Ev98jvrOCp3XSZL7TxfWBfHEqjixnZ3vgq+NZ+SuTccu6mL/OtKFjLyQVkEAUR1nQyQ3rPvXI2yJ8M6kKy65MByD5ekWL3x7mYfAx5qt0loBT/rpFNndWhBvVmvp2eyQ/34mc6heFz+75iu6P0u3W7P0Uc/JUlhooC/J/rnyZk7ev+Jko7Y+hknSiB6+HLDrWghcnM9RQyoapiqRIgEuj9biZnJhGRYD7HERntIzS5iMmu2AQJV9eW0HYzcmJiEg+/kR0LgZ5/EO2NKA11e89byZswmdUgCymHp4m0xBF0nukSWwXnGAli6w1gGKWlJvLGgu6i7/vvECRu/LqERcKnaJetgFgqOpb0qpJu7hEnrYAS8ToFEcWOXC+nEq8xNfqqIuXwFYq6ifaZlK3xtkRO01FZA2zSN9zwyg9ijC+iHCWw6uSIecr/zqff/gqwX3KYl4a7Gu1Qq2XZBKvzJFub+xg3VEzuiuBZ3op09M+xN+TUYJcKAeULn0jWV1rP6b2Baeri/j/mkblkYD9WmiAMP4yAnJs3cpOXoSEOhIBL6L8OMTy+tGrZaVMaLX0nqcspmzl49/BriH5klp/VBKYzhGtAYSMA64Bk5KTTApUQFpb+UiqBvj7EQpwlG8WR+bqm0S6vMBKKdSb53XOJmOYglf70Eec8HV/vZuCfBViJHN6umWOrT7f0vk1tV3V9l7LOpfL4E8k5Eb00rMcaA07ySwx7lAPSdRYg8vzw6ffhLAPamfTutsXNS+swHpQD3DUvLoNMBuqXlTuRmU5Oy8YaB3At8sLV2oZJFYwDn5bF5hIQGZjLpwVFGxVZft7d9L9AHM+LqNekHitPFR5EJuNW/J5r+i5+pJmQsLufpqZrVu85Z9hofLjx6x7/+z9x3QUVTf/587s5sQQHrJvg29F+EngiIWqihVQLooiiIIKnYFKYKCgiAWiiAoCEgHQRSUXqUXBaTX7JtACEmAJCQ7M/d/ZiOBhYTspiD5/nfOyeGQue3dN5k77717P1dr7XuGteAW5wGlqAJlYzgtufWsP4YLCsIpmZ9uKSdz8JInCUFLJDXz+4giM/4M8P63Hsi2F9d/O6yA9sx6gCuEPQjF3IpnEQ8FwTTAzxKY4h3u9Zwdynk+P2PM5UqYSDiWBASZQKIJevYecs2/7UpPjLC2us+T/CBlZZzZsd/Mz+JLS0ckyddvuxWZlt6q7DjpBpViIGF/madzB7uD55FrdCdf7WRnrV/A3JLknn8RlL64BNBWSW+m+kHEnYSVh3aZ5kpPHbPgC1aO2nhJRW57ds/rnDGws+Iklx0KEmRdylAdtJjg2SIuJHtnbYJUydF8v6FglaHijYh+NN1X/2WETixgHQouy3b+reAFP3UOsBVjYKBGC4ffqNt5kT9kxseycOp+EbzS6vm8XtLjT2bE5gBPzvOAzy/HnDe0gMWZ8QCXC+sJMifDQgFmTKCPpM+9U6/pZdE1CaSsItfMNLfkUmiTnKdAXJJtFGvA/MZO2mBf7Gcxag9A/weZLw+hV7ot9nyReUsAdoxfCOJ2UILaU/jLGToPtWSWY7H7iz6P1HxoS6hSY++8hhEUsc4Xe1jUbg1WZpK23QOmIXjcIYAqSuqb6kqan/YcHcyhRdIDfenkGKub1fcuKvhWWvp4pbA+tOKpsSwiNrLJCpZrD1MLX+zzCjJjuCLngtXIYpPsS35nfN9On/iME1mBor1H2dKM45puxxxuRyoWMONpraP/+NKC228B1PsZyucazR54Ta7zPK9jxmOyeOoB2MHrYwnII6l+YBva3wcvh9IHAnAOnbjsNptLOYbDTgPQGQZ94t/q93oA7r4DTBVIm5bm9i3HOt6ASmM8rQwVHKIg/7NtWYy1Aj3I1S/d5KSM+o3Ft1Z5sEny5Uzp+PqTlq92nVv+mx7fb8TO2lF/SjqVbgmTZTM76sXAUB+j8xs9WeWCv7VgIldK6v3EjWPiVuJFKPialsiUzF3BlyMB+kVS3lSTofhXZzTsnJeaSrtjjSf4zJb1M9YDWIzlC0yI1d6gchn1dWp8YhgfgYrydhPlTg+ik1kp+2ZZYiYnghAnn8nYDkDy/HQ5A9jDTHCnCJrh2cURkncCqCQFpVpuJHjTH4DSRFI9v44ostMXAdnZ64FAAM5e/+ZY6VxRzEUSOqITz6SR2m274aS5qhIvfQTwEJJTU33OOFLEw44QC9aQ8vmHc+wVdMRXHwHKEECZRrJvSn1lVjufxVQLijCS5PPFMiObxaADZ0vEV6i7dYmNYbOOuRtr9M+G28lk8YiF/rWCXBs8uwmCJ28ClPskveRVIsMtHH+DqDQtkykvecGJiQrMfeEUcksNMS8Rp6GgILWSntW14w9PD+B7ZBNKE2glLTudn/NSZrRkBe21d2hRZnzkxTuECwhGNGyIkIPJ53aKGdL/G+cTFxBBKj51PUN+g6bcqFNw97OAmk/S954zX3GGIxkwtJKU5nGJ4K2XVVD7s/Tg7xmyP8CUozwQCMA5arrunLHczJmIQwiik65MPSMsXrZQg1aQnNTumvUc7vwYNh4AhQGmMVRcvpfZkbGwgO2VgiR7ZdvqgcW0A4BSHlCeI9ktQwAf1jhZfFIPMDaD0c4p58wBbEGAslnSvjR75bJoaAB8keS6otd8JfiHq4Dyu6TuKbXH/ISwcEIS6PcbA7D7KoGPuijoXq8Pl7niTwThQdjRlFrKVZ4g8RtbSGd/y2b+NzcQIzwoE+e1AWkHGEvHTBaddHAdE+TQgXxuIMRCJdOhBFmQoDrYyni3QE7+SUTS6hkfRq42VZD28a3JS5l9bm7mF1P4mPVBIntkTe2y4J4W9OQ5SZMrihNsgBEry6W9sha8w6LfJ6l2lm7fZ7WfAvKyxgOZerlmjQkBKXejB/jpMMZ2FXT2dKaeERZ9D4EolFzjPNvQfMKxDirVh4qrFJaMsJVVF4up0WDbFtK6+3126asNLGbvAJTKJDtlCrWIxfALgHKFZP/Sgmv8BKgdk9sP7ky1RIlFk3BAyU3yj5TEKME/7gCojKRnU1ar3MiTsb6CVief/3qCKpvW2fheSUrKdjf/5JgMIqsZ/HTqIp+36By/stU+cpjWwv9AJ4axtWJ7QA5OTlrayGVLJiLxQwuD2wBK6OD8/8KBWpCg7Gnzlwxgwta/OsgCVMntBq5aWN3WtoAnk+xK0aCEhPxKniInrurESQY41gSd08HzviM52td584Wu/NcclhCM/VAwxtUzc6vfG/UJ7hNPUC7ysW/ygPGzrHgdBetmuxy8VyOwTdJ9KR9avtgeoMmZHsjUyzVnDjlgdXoe4Fec63BGfRR77ArJ45l6Rlj0ex/gz2DmKYa107fDjtJQ+QCV0aqnZ4e/91n8OA6g3mD6lLRuXiAY/sq6HT07F0SD1RMk2/qNDnVNLjs+6wZSJwC2YSTfHC24dmtAncVQ4hQYj7lou1VilXKxaL4ZQFWSv10vP2K2CcxJApT3JHXyBCOu74yGgQdpkyuFX7j5HDPWa0HX+/ryDEcMiA5SN5kSlB2L+TgpyC+f8m/7WQzgccEh8b0Hd3v+VOXSm0N04B4rsCaBPRjcDIp1Awd08Ipj0KZ9QIj1ZT7EGzwOCl4oUeO3RY92f/lsEriyDiqng8MMIJ8OmDoQZwBnDPCy+aSlJDz5Iv9mGuc43saEirKvf5nP6elycN+BBPtAnGtDIVfqlz9ens6mxePk/RbKWUUXVU+zzCw9fYH7OccDmXq55pxhBiz1xwPc0xmNw/ZoHAsuQ/Jwpp8RFm8bqK0xPl1nZdp+SFXkN/7Y4w8ti58OAlSSZBe/mtf7pcOxpB1ImQumf0hr6Rc+sndQHfvvKrhfCpCI4IddgC03Qxml0dpPrwfs1t1A/A3JX7xezILn7wOUwpKeDuN6zk9A3Jc2S2+aBI4iBb+6guk5T5CeKs5CJZWe9+5oJObzZVYwS3uafGowcJhD65hQZu4/838Vg0LiDWfRIxZOtp4EWm/A9VJDQow/fr2Rtnhvrq4GYRcTpPYVlUlNznMsntKBVgbwiIXT/e/K+pgBXr+ctFf80e34gvuRglFsw/vaq/SlP7y+0IrouUeRSysnc0XnAw29khaP4CPvAWZ/SZUDAdgXx+Zwmky/XHP4+APm3+QBfql4XbC6FtvzjkKUfTDJA5l+RrjXU4nYVCYIc78MpupWH4Psvdg53wVTUUh7OtsSdtj56zwwNQern5H2xCcZHRE7vnGD1A0k+zS+JkNwgy2A7UGCOstFv3uCpidwOttEg/lbkkv6X6ddZDW+GCTpqbz8oHMbYFaibZpX1rm4wldAmC7zUF+e6FgAlR4Hoxz1kheuyXHO5kkmoZPWmdIFHDnDznW6Z2uZlWMRlfMektWT6tea07AWnf8zo364mc/Zi2NMG85o433votSKHRNMUAMjORhbW9ybTODrjSSXpGeX+JzPQ0WCfIv8QilLT27KPO3mk6j8TSmEaH9J+vS2CF5OPhZNQJ1wKn/MV/kBupzpgUy/XHPmsANWp+UBflYctZJQsLpURZjxUST3ZfgZ4bWlSyN30h6ouIzWz4eB1b2kfVwru73PofOqQg3aDFa3kWyVbaAGLH6fAqidwUEjSHtsREbGxY4J60BqHZK9vLKZBT9hJXyVZKjDNVr2WXIAbh8NhiS5oNqNugQvSwB4kat27/og5KWdLu8AHMNJTBglp5aYhiDzH6hYT69IL2hNMYOvEOGgqxul2m0pkkUlBhZbwc0AdB20pttna4qcOFexclAMypyaRhle7d7sN9GDj5CKYq7v0v8YSMvnDdk5zQC3tnBErZaTOjB7J8lXU6N3fsrbWUEN+T55kMOy4xI7OJbtMeFUc0wFgrrJRUMbpaXHySejGZgkqcwH2WFLQObd44EMv1zvniEELMlKD3BXTxLPBpoln2JhYQmgLoXvSrf7zs028HpHFSi0FyrOUz1ZgsXgKIAKkBzqV1eejI6NHb9O9CQZEf1OrmbZmJS1zgWoRQB6geQjP2XEXhZTXAARyRfFjfwObvklQe0J0EZJPz/Jjs7JJUZytlcCmODl/wBKqOv/XoBVv0p7ZZhXgL7ABgFNw2c450BFHL0uvbCzxfe8Egoek8/fWvt7hUs2IbiHu0F1kjOTeVVx0p5z9ua1rOBREEbL8ZRlgUI860HRyiWnU5YcIVTlqqF5EbNFBxUywOwGHTpIroeu+afkB1zWnQe7FRvmuvpTr4zMny88jj85VrWhs1n7o48BW3VJg9IM9oLPRBNor4tKBBoz+OLcHEwTCMA5ePKy2nRuU6Icgo1jUN330U+Re1k8wGD6hLRtfiU0eXrgrBWxUBFM9WUKcAWLYQzYTpIckOEGDf6MmcXyHYBaBaT0JVeTbIMuZLF5F6CWBSsvkvaA3/WvHDq9IVQsgmGbRBHPeAUzJ7f9k6HWYahTZViupWBzNuSMAgRYQByey8mrvmRQd1e1bgRSjtABV8oqVri4ElQcdM0I+wkKdwAnPkrvRHk1WHB8x5eh4h+tx/XVLzNy6xBbDKCCVRpkgEflI82zEne+zG8wYzhU7JLfZh3alejMh6FAmIQHI2ZRuq39/HkWLNoa7FzgBrc0ALcBbD1O8nExiMM9GC5DyemvPF/pnRv5RwZayUeTk7sEj3AxFFWj1OFTHaxZuwlRGjmyFMzEV3sDdHfOA4EAfOd8fddr4qfFaQAlaGFy1yMW9dwALyf5Z2t/jOffRDTsFEWPu8rfyMdixElAKUXyg2yr1b1lJS7WLgKUJwD7ayTrfe/POFJoGcp3CHvMhFHJBBdLgpKbARgw4xNB5w3w4YHOpZMAtQRge41kzan+6mHnrG1gug/BXIFOPmPNQ8oluONigq0BoP4QLmw9QFhE8gcvVCvB62L/qtcrqHDMlSX0j6vzNeYSZ/gFQ8G3rpnOeBBvpfe1Zl6yx/MOqKgie19fcXKiOAQ7ipsERQd/Gvxv4PUEj278LlQMYRULte+pu7/jTItetONTUJBftaH12Tm0MavkpianPIvlJtBI16qSsbGv6TrYpgCG0tXs0inW8GkQ8siGydnlYfzpSwZsownKc5LeXnqzXidHxpjgqxoVyzZ88+waa0Cufx4IBGD//PU/Tc2txUUPiP9S6UlEYVH/H4BcJNf51IrPw/OLSIDCidTCOxHomuNYjDYBiiH5doaA/jMyASw2ngPU/FCUZyi8bqpYzqu5otONK5/oyRm1RawkHgMENxhWzWry/z2JPdZPPmv5qYOsrF9Ovsfo+uzQfPdEFKU1fRYm7my72qpnjdKBTXbkHvgNHQtPz3YW8yIACiLZ4RbfCH52P6BUOFDVfqVALCWQ/M57m5k3xa5p/nbeSsfOfEpHr5fjiBM8/uXD3/UYsmtoIg30Phv2BNSvOJZtmK31pd582TERCj0HhU3YeBjZIz6/0WZHZ+5JKsaTgvOuGeSlP72x3e6+aMWRUGBz29AociHtyYwsX3md7/AIvPB8f7PkX7qSN2qPi86kevbtq7zbju8PTiDCGNfjlFImJXisy/pzkfTmLX4UHB0BIEhSwTv2N5IV4wzI8N8DgQDsv8/+Zzm4hTDBtIV+c3kQmVg0sVYi/0dylU+gE7xYXIWKIGqddt9gdoz9EqR2h4wqQUi7HCOrncxi+25AKQNS+pGr1o+72NkoCTzKKl9JDrBsgUFYwBBWoL3sBkkd5i43eHUQIpZ2pNtnb89jBO1BaOuuPYeOLLXz3tK7W613zx/2dWJyaYziAZ/Qk4P5cR303nxyrUltjCwWXwIp58j1VIWb7wvucfLhzbbi8zoqKmTUPYT5KRnlgrf+s7z1u5VqHDj+Ep2QKSt9xzHeuGvB/Q87Es7tpKHXt6Yt2c4v+C8GSsu3KB9fEJthQ13Y8Dfllbdk6Trb8Rumgo9IxXE5lzJc/+w1pmacz8E4TCryyF9RyIPHcSeuIWxzxOICqTiA0SXmAkGfAIoB2FZIOpQCYJIVpohfeSQIfWVz7zNtB39Rm2Bfy1AGa9R3rNeHDl86QaCCku4JlCJlxSTcxTICAfgunpw7aRo3FfWgYDOtkCnPBIc1XQQTbUj+ke6WMc8JnQNVaQ07fUFtXLcFRGDH+BgoyllyveIFjZjd4014dGmkGp+nsBw0JenCU+t1AzDd4LM6lN3xcPVtTriUFTaw88hWsPp/MGkpRZTt2IyRLxTO8W5wLTdQ0kJ5+hdEItYET/qNtJQyJhZLXwMpw8DK7ySbp2wlX7PLwb20DfVtxcsfVxeS6+sO134vePvQP558c1C1A6dbUHj48mu//2r2yPiOJ+YFOT7c5dVhR4zgF2HDF0Pu/2jdy9W+awSVdKjmB1RIm3SzD5wteQyreB0KDsjFdNsSGl/953iMByoq3mYb4uXK7Dt/Tc0e0Yc1KDDkuOureCdXnMNQ2xPU0y7an2Vnr2IZW6VEimxJt+Q9CJ54HqCLknpXvtFOwXEHCeRwUe5AAPb1gcqhdIEAnEMnLqvN5sbOfSC+l1Z5r15ZNLcaEFQh+YvVYi7Vi2eEfQ6b+bbVgo66yHQxbFl89xTAswHbYpI9nsnqsdwo7yQXfxBQJ5pAJR0IdnYZYQb9U57tkYWnk6zycnbpZsfpT6HQK2DVJOn03kpkKK3hHGWCLSCJMjqQZACHGcYr6+jcVhYrFgNKK5Ayk1xNPDCR167S/HyBUW/ku1B7p80su/kLr85MiaXL8PCBzw8Y9tKQFACPfSOfZJWMs9XfW1nS6yU/nM9OeqSXo2WZZVdB2EUlZP3UfOFsyt+yDV2h4pz8hW5ZlWfEf86HeQsT6kLFJrk+65K4fLFFvMxnmJBfm3Qr3Kbgan0B20hAjVdgPh9Oe3/zRWZaNMUW8sM2BRsVoEV4W0r5KLpGX4Qn1QqCuoOhvKNRj5RVsODEfQBVkBSUOzP6A7x3vwcCAfjun6M7YiE/Jo6CqCit9z4nZEcrHYptNrkWp9kRiacLEwrc9KwM9tVYFlOPAmo5ks+nu7r2VeaNdOfZ+TGDO7qBijpIM4ENZSk5OYnF4cmA2h2gYyTLedXUZkRXmh8mZaJLISlxDVhxQLGNp/BC76ZG24jFbAN4zACEARw1wPO2OWe0AZTSMM3nKaLJghv5nPzmpF217C+vbUi7unwxsva1e4mly3GH+SN3LK3T3nOeufeTJ/fnNhKqVRyy3uvvXAzhw2MfeqNCxwoLdKi8kEpfx432CtKN+AgUlGAV47Xf6Z2s8I2owwegoqS12yK3ULbVaKdmq3iBrRp3kaigQdR35JUJ7jVurm11McpLsP3hos2dMjpuxzzeT4SCskPaK3zB044CZJPUPQXtS7BhFd9XdpHq899TRm0M8P23HggE4P/W/3eNdq7njIFiXqRNmtdWGYunwwHKTXJBqgkhPFlEwoZ7qIf0G8SAHT+6rfJXks9mWQPySyw+ZVBvNzjIBKLcwKtOkrdkmrI4+RNA7QDbbpJhPvXkzehksYg6CdgcIHU1ufKmWZNcl0UrExhnAkV1IHH8M/0j662r5QSrb5JWd/KN+pe/+H5cwYtKSN3Fn6Z8wOx78glz8Ce9tSW123pKak4MqOfeFPaY8Vyfz1LmpuaIiA+mP/LCp4XzXHCHBZ9qRNUjN6UarB7l3VBQDSp+lGs8TRsydYnq/D1UtIVqhRs87dpOqZ6BZ0rJbZgdXXgtVNxHdgyUP9C49PQ4+KGFBPUpQD0kaX2GcMudP3ESq1ggO1HXtPQ5ecZbDIySMIuDukdZdMLgg2A4pC1rManTG3Pg/p33QCAA33mf35Uaua6w2tDtoz/lfTcayKKDlYj1MMn5t6xUeYJ438J2hsKD6GXtK38Hxs6ZLcHKL4BtJcmOTf3lv5FeZ7HTDdQygVgr+zg/Sa8SqNRkc9ip5mD7TzBtVlR4i2ThjJUp+WA4h8V8Drb3hBWB2PYjSdvrt2OrweKYASr8Q/th+Sr+Uxr5owv0Ie3+lPNZdg5uEe7kZQNG8LkZTT7xlKv80/gJ45OBPRJmNeyUl/uKHudCQqc0b7Fsw+6GooF1n3c52h2+XHlBtDt/wkOP/+yFvHXNFmdtfpNVT7KVqQfjyXNryW8QlpvHJSryMagoCxuWyr+pjQ/uylIS0Z5PQ4VgBR9ps2m4r8IFPzYTsLVhqBs0Wunpw+zrJabzQShwyGfTD6KCfzoH2C5L6uh5Zh1X+SQRCsjg9Hl9tSdAd3d6IBCA7855ueNWcR3BIBpI211eLygO61AIpu0CjOB6dG7aVq/g/LWIA/Hf9JpWN6MGs2PBjyDqDLJNIddTffyVw7pzPIifNRTkNYCIYJJeaFK+yGNxYRVgexSsHCUtX4ZWO77o8QTBUPcSKOqTJigqKQj1Qk7RqdvxlmexeugHfRrU2FuZDlY5varTl2+nfKho9w09HVlMKdF0BfpG0KCJpx5q7P7yzS7Glx1fysU9ReSy0i2LvNJk0gfhD9JI3ireOZ9UbNSxyxX44RbzU0UjEzX5sGd72IYNcjs9cc2uxexsnARuq4Oq62Crh6/VvzfIAKnu5PThYGvF7gZMA+S2WgbqQPiBH14ofOD7V+6N15yXkQtvug5QtoGhpOVD8RQvg4pGUPGVnE8pGNq+zlcoN26vwD4NUBMk/epzi0Dn9xxjqpiodU9fp4MXjiZQT0nt8lt2iTiWYITIvIEA7Os85VS6QADOqTOXhXZzpVJlkNt9gvZcz4D2CrSi+zmAIkhOq3nt9zzagxldnN6S+TJrCoufrcbyQSRb+3UezHHOo7BxeSiIgk0WI7qODuWvTSwuWYlPzQFVAynvkSt4nr8yfKXXBXdiYLSefOa7Oq+kdFf/v78wKe6+3VVz/9x6Y/TLHw/wHAdw8REP/lMdf348kONmN/zwngs1Houf9nxL2ztvvRckX62VOPTBocqkZ1vZeYNjwOHLVT7eFVOL3t75ed2IsbT9RlsdVfglAgZDRdEXBn3gatDxRytLu7ABxVPjrF/v23utJpp0sK4DhvVjAoobzAZIcQP2WJfIGxdT0GaVdCn3xBnBJU/GJcvylGGd14FF00j6HQx99e81OtGcIy00NpPwYsRSmu8vf4ocbtEEUJYAdEbS0irpyRGTeAssbOmevsNpCl5yxQSPiqA2w0Qse5pkyPz+tYVMz67A/bvPA4EAfPfNyR23iKuHfQ4y36G/0wjAjh7ToShPkWuKB+SfPy3WFDbb7yBsonfko1lhMDuWXQJsJmlPptuNhyOdgxDEQ63dXKj8IYVoKVm/mbWFRVIkWLEDajhplK2r4TjB00xGG508DQP2FZF027Poww1WaElBZvE/mu7gMW//2E/S8XEsRoWva6CIZ2bhz5NlF1Rf3KZ+nk4XZnx7pEDFPg3art0hDefMy2beL5fJlnh315gprnHeeMevDZ8YeX+TlYXteeNQqurfse7r9dAxBmibDkx/ily/+uLXyk5eoDOaWgW1BrDpzL8fFv3Y0c2E0jkJXMYArBV0kAWxZpWBGeCjzOZjAAAgAElEQVQoHco3i8nlVQvri77b0Ygm7IKK3DYVHc/8RiszK68ot74vCLa1JpQojRbctkxJjOdLTPhZ65Pc/tGXy8nLXCZI1ahFqCOKY4hxQRahdI9RfJEdoLl7PRAIwHfv3Nwxy7iyc63Vyp0OpQ6gwY5XHgWZv8OmVKczE0/wcGciVCb64DrOc1YYy2LlJUA5SrJxmkAPrHnAPtwIwhUqILOl3SAL7qszPjXJs/o7kEdSCnh/VozzZhlRgheZhEZu9gQlt9tEn7IR5JX5fI2HHcffiiwe+/nJ0hHUbvG7EeHFerQ4W452fPU60eh3Zl9a06hOvrq2FdG7Ctcu9FXT1wdNSnxl8N6YGvbnNs34XE6m9y05x9gx6fDBqj2sLWTYdYTkj7lyT7HzOwg0/ME0AEJuN+6agpcbQD0DCDEIfxxxUcv0/PQMi04GqL0b/JABKqaDTQM4rcOctZIihqXHn9b90HrcXrHjRyhIlGuzdgu3BHd8zIBVTqRekPRTqm0LHWP5d1LwgOznn24HL5+vQGnioicKOs5xDCnYKYuSzwh0GfVXgO+/9UAgAP+3/r8rtHN5cQRAeTp2GwQr0ecioESi189LQOa7IHqHBrnGZOUA2LGyCihoL6CA5KNeJRh83PEGgmkMrE1qwlByyAy/pH21OV7wHAtE383QTWBNIY3a+srrC53VtOIHhBZ2w57vKpJCmj6+pr39VKleSkLu/AbIaqG3p4qLbumIw47jz1wqoE/ZX+1k0OBh3yXM7fTAVVdY7oJJQatYMQor+cVRc1HZp9Gr4kRziauN7f1dn53c/YOjixvqlItRhaol6jZl67oG5qnj5baN/fDVDGWAP1qU2+s2vGsQaumMJIPw175MfKg0Z+eXJvgJ3VM2xpdNKBs2wNUGfhwrOB/kbayiigcwZFP2fDQ5+JmeBGU0Q/lVo+le2c2hI7m7YoeFAz5avuV/hyjBq6MZRn/Ixz8j4CvppCG+PEcBmpzrgUAAzrlzl2WWcxmhAShGJ2WarQLZ0W8riB9AjwVWzW8iDZOpZtFm1ih2bnwbpjISpO4jWdezEuajYjxU9AGRm8q4vMAnMqvPF/6Lgvf/2wfXSGIsLKn51oTgNy4fBsS31ZOzsyu4gTAdKKiDQgywzTpb/bdxvLXytc5HPf+3SwHn0lZwLH0KIWdK4nzNfUZ0pSOxOwZ/tE4H7Qdo1nhyHWERceGfKmcLrWi2HR3nGabbdkAx7zmP2NJJSGoQZOZOilemmV0iBjw/ICbJUKvs2PQwb13bkOdPfnnvMc1/OMlmoTzYVNDJDZSykLysvsAGY+5WjV7xxY++0jzKzq0muIq1ojaBv9zg3ntI23k7flGLD0FFOahYIbdSK191ZYROcPfPraYbAK2TNCWllll8xlFQECvfuxX1yhc9Dl4XQ8ApOl2/dP4rqHywOlmY0IHrf9gDgQD8Pzy5vg6NSzj2w6SS5Lp9QhU732TU2QPUPPYgDQ33SuTxVZcvdOzY3BMUPApMF/FHKzdscMAGSRVkugkwvsjPKI0meJcOlNUZikGITjIxqmoETbgmbwsXq0dQu+mghm6gtBsIsraUTeCiG7DAQMLdwGkTfOIqjO09cH5rWiu8QRxax4BSoVb/ET3zHKpUM8RVMh/F5lMja+zjsw3X0fmae93y4S3Hnx7+lvvBRe2rJdkPE3grhRRaBXurSEhnKKLL5TMK3hOpuM6WwLSxb8fv2fbAgQMuetDX8T8Tyt2TFPQzGGU9DScIrBPgZuxaI7N/e/RBFkPdwOuGB6Obr7phDj1MERNvtF9U5m9gw4tQkWjY8OS5XZkvm/LFP05+aRtDrUlQ+7lowiQxjPdCQRU58Naeyr7Is2gEbz4CI6gkztROkGX928L2VUeA7u7yQCAA313z8Z9Yw8J5CFAcJM96yiDSuvj/uhsw7ER/T/ErWzkjg2LHnmfgOPcjSkrC0A8nUU0tS1dZGbHpGs8pwVOSgNYmIUgvGBWsVzqiGB99REb1/YYBStRhSgP052HI13oR4jOj60bejQ5uaxAGmECJ+IIxhRPtiWpinjhKKHmG65x1UnlXNHK16Y3ItyLxl60ILpk23rHjASNX+eOX8lX7+7QOtvrgWrCXl91QonTw34lXQn7TKx6raRCaWSt1N1DMJNh0M3k1rpPn3wg3sPIXSX2zaiz+yKnBorUOfKMDBQzAMJDY7EqpC3qwHatYhQobtsiDdxZVKzlg9lnFUGur/b/ubAZhNtkwwTWYPvRnbDfSOnn72+wOGkmna152VQgE4Iz6MSfxBQJwTpqtbLKVRel/AC5H8nSa27vctWRBqIUvYs0TVse85hQ+7BZs26w0j7eLwzjnEHjzWxXx+aJIViqRlfIzI+s0Oz4wgJ5uVoq6J/TNpa98XHWfKAM9qrDV/SjCIGxu4KI0oTszo/sa72oWXdzb63RMWtbqoagtjxRJOF9Ebf9lLxStuhUSNqyJKYd4XYWh29ldMJoMKWDec5l1JrjtbrhB0Nla1XJyq0VrZRsXYo3BrUcVidZ3PLBo+hed/a7LzoqxpSWjLIuuAA/QYwtUNX5tBXPQyP1uO3pcOEy33Z7OTpsEvxFLO+uG8OJO5+QIyvQzKq4eNPhC6FUtrFC2HPFkpy8Csv33QCAA+++z/zkOFuUuAFyQ5Im0z4BfEztBuA8LXrSaM8SR/Oi2q+XMOIk3iWiorIDV+6le+DF2HIsBUT6wbQBppT7LjOzM8J5jsUUHVdFhkrVANIBfypN8wZLJYNvmUPQ3FLQzgMoGYNcZ8TpBmsAx3cQBtx2TO5+l4xmxYSc7Xoo6WunJMxsefeSSy5k3+kzJoAuHKyvxUYXpiWenoMHT85WQxCvIvzcWxqAucBVriyvBxXltnW3m/kLRsRUnvvK7G8ilExJ104MWFg7C30cklpdhZ/MkoL0OPGAARa1SpOQWjWStft06cAQw35hPEdl27OCLT8qG8veGgmeMl6aS+do4oEj0VYb6kUYnvvCFPztoxDdnwtF1lpMKxaxz0chbEub81Snij5hICr4oC5Qq4i9vgD7neSAQgHPenGW5xeys6LKwZ0keSXNrmXuJyyDswdLehwG8BDO4A0W8n2qpTGYM5DUiCjYUxKMyNxGuXpPFjlOXQHQPYD9IUmRbA4XUbI9lcdQEHG5ANYHVoSTTLbP51cGPEaGVQaitM8rrQBHdCoDJwBUJSUCcDlzSgcsGEK8DDgM4ZVhnx4TzBpAnT4UjgoOT8uq6GhwbUZwSrtwDznXVrRvq+YT43Ptt9qTt49bXeOl0jDM0b3QcsJsp+HdA0WohqvCjOFA29Or9W+8POlX+KG1o/pu+oNekiH0kvboi3W6unmXHRDeolQ7Kq8OEAbKSxS4Z4Ld+J21hZubZH95qgnfrQHlr+1kn7DnlokYWv+AyVkOPIgw1RqPDKc0M/JGdGVrRj1dBRUO8/XU4xLlQIMgp6SMPiEZGL3H5hImQq5q0VfXgeQeu/20PBALw//b8+jQ6FtWsLehKJA+mGoC5h3MYiN+nqcndjtg5Iim5zd77fjdguJ1B/IeIgII8uCpLUktE30zLTpcLrAjAfopkkWx/4bpZrNSTuxRdNoGl+Uj28MmhtyH6UXBnK6nJUODUGUXcjPxWtq9OngBzxl74QtmCtXddzV/zr2KmYsQlXLrn5GWtxLaji1ovG6vRipQPktPO+dql4q1PRpSzz5rZ9eI7tT8vGBkeisInLxJHVMSp0i3iwsKv5Gk/Z+PF1fdNPB4XEl/7VLkT+KPDPFr84vc7j5DL0zHJ16sDVw1NQMw0Haht/PshYQBHNpCs46sMf+jqCn7NDQw1khPeVDdj+SGNOt4sQ3DlVgD9AKjBDHWkRvtSeiv7o89fWtGb3yMb+rOCJfJrel7wYCuPorikjzLcw9e5g8eYpc71o6Kx8ZIqZRphzt8xBejvvAcCAfjO+/yu08ji3j8ANCH5d+oB+DmxEwqK0jTpAR9g5+eDwBgGqN+RfCtLeuryL8IqIykFI7E+tYpKc6uTnRdbgLEAUIJBQQvIlfuWl3JmHcxux3DY6K3khB9aF0yudFe8mdUZxY6X3aAXdJBqgM8BmFyK5C+pyeUTYq/btNf8ZvHr5ujZbx0+262kY4n6VP4qvx2KjyxbJHeF7XnNIcNq8TevlUxY3Sgib8/vNv4taXrNk4L3RRY/XzUuJM52vMohvljw4p73RndLE/QkrTE14NKhjMSRBtDGAOW2Wiha2cp7SK7KjB8aF+MabhXfm4SKBiGXm3FcJwze60ofRlJwTSsAVmCoCzXameXPxI3jCn2BqypB2EmE465v6V7rXmEeVicXlJUmlFEaDRiRET+IP3kfF7tUjspegKRyeTMiI8CTszwQCMA5a76yxVoWtayC/yEkd6cegLuKq1BoLs10dU9ZgYkvToLUAuTql+Ev/hRZi8Vh2FARRG9SS9eXvgySxeULgFIYsB0nGZwlkH0cI15EEI/xQFza6SQp3p2hfLHLX5o4FuPcoOomADfMQ8VJ6307GYdX1r/sRlCeb3/unbhgc7uRWtcw+36lWv+mtt9PHp9bLvTnxm2Du0w9Hznz2YrFPxr04KTddYweJ8rG2Vv8uvwXSVOfsmQfdPDAM+WPDYnLk6AaJiH/ueIJeSKL7iQVPR7284y6LjsmGlBa/dukYQ/AY/8mbZavfmjt4H4m8IROqOPZpmec0wnrHRLPzgcl+SrHogvj+xebsDUA1ChJW7LkmUhNv3iBL0FBnJxKXkhsgkfsAZSKkj7IUAKV2MBXOURfTbVd9SWVDgRgfyY/h9IGAnAOnbisNJuBIIg6iZCJeQl/xd0om9uH/QTV7Exzb0XJYjHego5cRvKVNPudpmcnz3ZMRBD1BmE3tZN+rcbYkTgQpA4FFFMH/WaX5AkwGbk4WpyEglCoOEB5ZUqT+4zI8oXHzc6xJlBXB1u4yRPzkbxtK8QFY17rUbH8kSlxSXnQ7sOFK7Qj5GmPFzuicuIatZH6qjK+699Lqs8a+9xb5rCPNs8/Vzyk63272+yXYbYB54sm/fxTtxPKqLf3TdboW68A/+r4EVqVbXWLF3A5EPZP5Vg3gzz1vvCsPmc/5SKf0M5qsuihA6M9yWeAdhV6+3A6/9eNvuhdmktfTUJ3N/CQAVTTGaFu8gCQXDAYh3Qdb66MpL2++C8tGsEPtSEo0wA7u2hdpj8Ob9YjunE0VFyQ06lCqsGZR18C1LWS3vTrWQxbxf1MBSNlI8olOPyyCaNvBJX6MTO+CPDe/R4IBOC7f47uiIUsHjLB9AVpW97xCsBPi2goCKH58pbzXnZOWghWnoB8KR+BrEWcXxf/UDQUuewSCu+nTloNv5hvIGYHb9UJD+gA64zJ9/iBzMRaaEcoyhdQUQAKz6BC2VtvzAniRdjoGdj4HhOYppIcn964B7z4w6nuraaXkheFu9vQWW1dp8nTHIGHiC1H7RXqNlTX7Xf1pxpa/dp6nwETEhc/8UCeS5X6GkOH1DLGdH0xiB3bHztVJmbtydLx1H3W0rCz9L28UaeDK3wC0Kv3RBfl11/66ky5rffn1oHQf9G5rnVEgsFIMJKTx+LciidRLEpnT0b1VYPh1hUUOtJ5zv/91XtCVUMB2SKL8mNPL7ygM+7RrU4bAFtNGHQg3mBEuBUsXeDKeN3s7fwmuOFFwMYmbI9G0PKD6fnYl/uio6e7kk3OTrtGV/BY65y+oaQ3vaBU05PvXMnrGKgkHyeHYO0Kw5ilUViv9PgC93O2BwIBOGfPX5ZZz87HYsC8ieRGr/NObiOugmgrLXZ5mrrffLH4PhpQFZLd/S5L4h+FDgUGdUtO7srsFS/4lNsKHISrhok5RTW67XYunxSzYUNz2OAmh8zWsg9mq32E82uoXAc2HKEg2SW98VZy8rq6926o994Ln9hs9qS4Su3W33MjT+SgGuYCW3vjlSGD7dbvT9WvazaesibmeIXchdjZ+/jszuXLvju6biMXPbKWnbveiCge/8W2By6Ybb5ta0tNt+BqkYCaC7AvlbTrGYvmZ8H1EgnPeTK52ePb/G5CHoNhdye3KbQgNRUTsHoDJ7iTITXNky2W2fb1+yY4Kd8VKr6qSeS9Hw79aqJGGTobTc9Pad0X/MRZwJZXgdolnJamJLBlRJ7jKY4lOy7LBRSWHr/gcdbxyEVJfSqmR3vtvviN40jBWteT1FJw5BUAqyQVbeMrf4AuZ3ogEIBz5rxludUsGl0EcJ7kmso3CueWwoTK9WmJtjHVAFx8ZmOoxipP+z7ZzWcgAp4qNkPFQ/R82g0gMjJIDuNCF0wsNTzbu4g2gT9KSvIEE69xHRPnoeAe2JRxVDL83Yzo8pWHz4nBCKKGnrNlppcpf/jRtHhrC+7iJowxGCHtG/+Y+7VOo22FCkX9QvWk18v4YP8mURepYKGO9nmj5FB6nysVqX08tMr2x37YcEaWpdLs7Dv2QqHcb9T86+nNkuo+Yulj5+7n/rr30jSFbQn3/v5IqueUDr5vNEF9BVCTJG3L9Baug0v9TbBVBmibpGMeO+7kJbjVAUApowDtw2nJb/7qdrTgR4nwMxTocikV94XfwRNmENT2knqF+EIvlvBUKHhWtiIPEI6To2MYvE9Sofq+8Adocq4HAgE4585dllrOouklgHOTXJmyOuInxSYQ6tHy2wdJFjMOAWolgJ4i2WVpeobxREcvEE2EQjPo5euJXenx+Xv/jOD9JlDWWqUlMXabjDHVImg+H3ScgELFEEyvUhnXNH/l+kPP4c4FsPFDsFF/KuJK80zvYcHrDeD/rNWkQYh9s+tHfz/b7LtGUDmc6mu39J/d/25Tc4XaVHvns3c89aJcSnQ9UrrSzEaT18xzVaLO1u9OPDzEvatWYbPDN6+n7DC02DVmyYBP729d7UDRqwX+qZZqgBBcuwkQNA9QEiVQFbTplpIwf3wQyuU7qFC/Y9iIYZug0b7+/vBnllZwu/OAmjsORo1YWnTCV3miIY9kO3qRistyuX8oVw6eEkNQIiT18PqgTU23WMgaKzirtSVPaZjgy5EAnZKUN1tKvHwdf4Au+z0QCMDZ7+McoYGdzdaCUZ/k8pRMaG7sjIHKIfRH+lvELOadAtTiJJ9O96ufxwkrizSC+kift+gy48RjTp6jA08YQQl2mziV21byKEeubf1a3RsaKWRGfmq8fLrkI4A+AooFkqX2oJJnb0HAelLwEh24zwLhsM5RTWCZ242R26eFVYRqToadtlNj2fRm+TPeej/hIWwOLv/FputzFebodza01Ni68/+sKsvQIYtnVbexB50yvkqVNR96/Z0LHnR4cdvmFR7Y7ogH1I9JlhiZ2hicXD+GodgU2FqE08r1mfWR4Oq/APbGgBIuadcdmftrNju48w6CUlnST17b+GmNyfkYb2cF95GKFa7V/ndXcvC0CQSli6TnbruLUGQO1wpS8KdpQ8+IduT5QBOccIGB8xqFVM2szwP8d7cHAgH47p6fO2odi5Ym3GYtivzNk4nKDRwxAI7QOs0n0AYWiz2LTZKt0gzC/IVjJxSqTm/cmtSVnYPlbY5eUGjsyc+mGBe3NjMM9iRskVuBhYl8wK1geLNw8nuLMtXge1C8Dzs9CdU8Q2W1lNKtDmHcjxlN3Iz7DSDUSmbSCX8zsHy1iz6+JouXej58LlMLecuWvvNV3rscT9aojgPblXHhda/xfPvqsNXtVy9qVOSfvSl/02G878ENj/y6tcyJK9+SNsKrmYXgYQlzOz5Bj2wOSwBs/5AsnmpfYMGN1wP2+wEaI2l5pvvTCq49FVCeBdQDkv68Lzvn/GbZDn7WWpVekTT9tue4oh7/CUIN2LBBrqdmGbVR8KxYAMslPePZkUjtErP4nNXeU3ahFIQywW4XwDGSgu4o4ltGxxngy7gHAgE44777n+Nk0S4BzAtIW+xpJMAPi3gQRtEm+ZEvg2XnL43BtBJQz5BsVvpmHh4CG/KJJJg8k97VnvNFZlbQ8OYSfUDml1A4murKlHO8PwV/7wbqJQJhRnJ2rqcvrw5c0YFzbsY2XcEvz7uSs459uS6uqTNHO1Wl2dY/Ou3Ztr65aSgoZSUv6cmtCU2DcEEHjpomvlqi0eJbfLTIEQOFEqiN9KoxtehEL15fS9396FTukVgsV5STxoZb5/ae661R8459NHlouXzHDnj9TU8dNNN4avHppCL7P/T6KBI8Yiigvn6i/HNTguPtbwDKBdIK3aLTo5dbnAbIScAoFy0b4Isfbkfj4LpVFKh/MlQlGLZ7T9Ka05mV6Su/k1+MZigs6btCN/OIe/k92NEfNqhkx0uuzTTPV7mp0Tl57jEGCknqdIuua/SO6RzDhDcinqOUoxDB5mUA0ZIUn2FDM2NngPe/80AgAP93vr/rNLN4+qqV2EpygSdBhx8SDFOvSdu86zlvZzg7l48B23qClSmkNX7rRlr+1HEJCuWh92WaTR+y2im8SvSFjYdDpQP0qHz4dvKXOfhDt4KHTUY5N1BUB0KswPxvULZKaDwt+v7N/LVa++VyA0metn0AQgpF2uy5rigxsYX1y3H59H9xni8a5GnGMGqGRptu67s5Yj9UlKQOt/ZlFi/yUCb0W0QdUBd/gr5zFbhR1jMT18d9NmlwrhJ713v5tuLlA5eXP/lHrrIn4z4kOXDUjTyCP49lKEdksR49YadVVsYwoH5JMuSDW4ITt94IqNWBoG8lzc2SM1zBDfZYuQMm7K9E0IrpWT33qckT/OLDgM36SFwhaUK7lEBYlQ+SigpsxxptNz2RFbY4eX5LE+qsEOj3nqCOZ27x6RTeAwXlZQ8L4/z65dBZUwgXXGoyylbg+t/1QCAA/+/Ord8jY9FpJ6DcR3K2yvc7hkGlQbRd+v2MsHPDcDC/C9Axko95zrH4Y/ECFEwFaBJ96LojvX15ZYknwMZiqHBRY5kqcIIvTppXkZ2xcWicyKhqJgdmq0422ATcFpCEbiKqTb/Xnihe9h/dUfbg41Rbu+Vlm54e/tG5ACqaQDU7UmfNggZNuUKf40EKYTBUrHGZzkdAtIJ+cD19I02T2Yfcv/TvZISc2udVry34+OmFHdY56m45H0OyfzHvAPzVewAPZdif0ajvInZc+RtkD/NUFBlqIzpH+2+kd3KHvQylanIT+p8mpjcmX+4LbhoBqIUZ9I5Gv33lC09maZzcdyBDeZ+gTkWFsWcYGAg7gpnwo3aQsvTZdPDSGAVY7aLWXvNljUFM8iBqzZM96SWveUngSCgIl8F0R7foM+vXAL//HvD75eq/igBHTvIAi+fcMOl1FF/5IlTUot0ZKxNisUED1GKAOpFk3Vd5kIiHCjt9JD01q9l9MUPBcsdFEMVQM3nLdnhW6ucNYiZsKIEgRzOqvSveX9n8g2gDwgIotJGec3m1tHN04nakYgYURLs47A0Q/0AzpdeKSazncfnjYnscfOkRJrnfq7zIwWd25LvkLnWoyqIQkDqTXG/ddBb8dSRDOa/Rq57zRi7MTgSbm0woRS2EqiBJXr5zcNcTBLUIEFJW0uRMdf655ifBLbYw1KqAOk6jxQP99V9G6EVs/whcKFAMjd6LhQ2x8rj3ODMiMzUeB//6N4Gckpp7bUM7xvEahXCfq++toB7OKxwDwiFXHko5488qewJy7i4PBALw3TUf/7k1LHpEAMoBFPqtmqcBw18Z3y5mx7b5gPI4Qg+fQfP37gUpQ+mTcJ/OkzPrCF7iqfNNoFbJDSSy6+I1zoVQuAjqywZE4Izo4SmOWCh0jnp4Z4U72vKHpOAD2LFezqGW3NmxDkTVaLYs6rViWs2HoMB0PXNfKehUj87v2Xc9uLmWA/SwyzknGlDyknyj8I28Dv62GwEzAHSW1HvutXtXBX9nAu3YWu0T1uR3UYvrMrsfZKhOjb73G3wlLf84ue3fgFKJoQ6UNM9rqzwjPk2L537BRS4y9uuEvMbiibm4hozXQj7Jts5DxXnlvSrMHSbUWhHUxIPIJcZyFxBmsoIR2us06GZbRQzHKwr+CM9HASCOrJz8u1BWIADfhZPyX5rE4qVVYKUO8i8DFAqhgy4POEBGL3bsWQsFDVB5mUGrB6WKwJRR2Wnx8TzxD1R20NOa1zlplutZLhZB5YLQtSepORIzIp8nOLdC4ZrUW3onSbXir6GgDxPOaD9TWUs2t/f0ZN5E86VXZq74nQ22Y5DsVsdKkBpKcufn12xxcuQMhtlWUvG8LL65AihnSfat4hXAecoRQMktqcct2cGXBG82gJoWlKQB/BYqyXNuKrhnNIEuuGhyhrf2bwk83PEwQS0OKE+6aNbWjPgzLZ6aDn4kkTDOAGoYjNMmYfpV14C1CqwEO5orafiLWanP27+rrzCUbzVq6IF5FZ/zBVIR63qLbqnv9ty/wPEMfKEVoTuyG5Bd4w7ITd8DgQCcvo/+v6Ng0cdArq0m1IgkOioz1NnlmtN4CPLiz/cu41ibq7haeAvJSo2z06E8S1iJLdVB1JY6u5Zlly5eJt4HoQUU8zlqFnEqI3r4S9EaCv0IMj+j17TPrskQj/MqsuN+VnFA/kLJKFYtRBPYsZx+9t7Cd/7K65hQSzanfCwevALCInJtS8kwD+XoIQr4XUmF8rJzwgKw0gym0oAiXt5xTZ+Dpwwk2D+UsAnQM6mCbkQK3ugGqusEMhiXdj10cuTrC0aPsRDQJH2TZZ2HnNxtL0OtIGl6pp67a2OrI7iPAbypA6UMINpNmHnERW9fH/uQxQSlsaQh2bYKFrzOapVoSnqsqhjO61lFPe0E8mMypXpcISI43mQ0iHBQmm05M/K8BXjuPg8EAvDdNyf/uUUsXjsH5XIxBP0eSycyt4rk18RlKMiNBev6gtVxIDLJVTZTq+q0HMTTQ5tBoTmwKauoi3eSUlY6lReJz6GgNZhfo7beCVP+6OEvxBEoVDkvbzAAACAASURBVITecKWcD4pGfBAKKpOCWa4/yFMO5gnArRwTwOhKy7znQyzlKCLscbWiJiwevgjGXtI2N0oJ5nylC2BMkZQ/ObNdTLGCQTGSPbzOJAXPtPCLL0vqWuZ2Yzgt+Csd6GwCIedCY4P/bPiPbcLHi/udzD1qnD9jvx2tk3tYACCJkqb4BP14s6zGTm6vMz5yAyUNgmkwDB14ba+kn1LT6+RPLH27JA3Ilo9DJ28ay1D6yskPFXCeg8u0YZo2gN5M1RaNW7CJedJJWfIBklVzEpCTPR4IBODs8WuOlsqON2aCzGegLPiLwmXNzAyGX3FGQ+E/aLzsxI6TvUHKeLBiIsn2MEU5svQLn38QVsVQDL0gvc45M2P/zbw8N7Q5SB0JO8+gtjLDZ5X8WdjPILMZ7Fcc9NYlTz2veJSPgjwtESfKtfTejbr5SbEbCtvot+tdo0IXcQcF+CmJ8eCFp2k3i/onAU4iuaHS9RXepUcI6u+S8iQHYEzKDWcuF0x1GWndUgK8k2dNZNg7S+roE/7zseJcLEnF12fKRD2NJNVW2FUgyqpvJuCzupKWZNbngl++yFCSNPo21BdZbRz8cZKCF/8tHYNhekBW9mx2kVdSW2qyHPzZBwQazlD7avTOt77o85dG8A6DZ1aIpGP57XIopfl8Os7wWGL0lKUo0A/YXyfnQPpAAM6Bk3YnTGbxCgOxCSR/yp1RfdxTjAdxN5qseSXrsMPlBqk2sH0haYXbZ1S+V4Ca6NwGFZXoZe/62KyQ7aVnltgIooXU1fVlZmTzJ+IyVD5J/bUaojaPJAUvswrTHYxqkeso4pbA30TEgrCCVspO1+6JORwFFRdlh+TetOxstB2MCiTXpATRQhwflgu2M5KCrsNWOmcuA6tPgqk3aZ2npMjjBVZd8E8atfOrFKfx9m/jHllaI+mJ7x+Kt2A1DeCqDpzSgX06sLmVJL9Xx4Jf7goETQSUCZK+9qo77pCPC+XKg890QqN/y8IUPblG+7IB/HlVous60FV/5sfBY44TlDyS3vQp4Psj2/Nxde6Am7cVRcjmouVOjKQ0y9TECf4djNqyXNpB2l/dAfq71wOBAHz3zs1/ahmL9klAWTvJURl+RriHkAAxfe/yNAzwCmTOyF/Atmae3gMyf6baEfI34lMQPoDCA6iP9ml2OY6niXFQcS89KzPVpYaHiF2ej4XBMq+owfssmVCxWu6kx9OynRsIhqrXpNXXQVGcP3EMA6/IrjTbE4AdTT8EKYNJrkjxZxhzeRPGUUk2r3lkMfdE8lZ0h5SVluAlLoAUSa1TRcRKyzYnD+7A4LkE20wXDXlulZO/tTCuTUZpAyhkNZjQgUQdiHID50xAuhmariDSYMQmmYgzbDjo1lGEbciVZKCYoSBs3dcz2stHjzvrvN3xTLHVVa3Wh/mtFa4VbK2tDkuWTvjLAOYvdFGmgDxK8Tdl3DCPMmiyRq/3ycpnyPE2D6D24cNROClGVix32x0G5xE+zoAhK9IdxcrOyvEGZPnugQy/XH1XEaDMiR5gUUYHuqiAbSvJYQ9lZAz8rNPqMTyDZsrXUuPnsEvvw6QRYIUBdSppuTLUgJy/FLFQcIRel9nWPYYnOy0oyxZILHAf9T1o9WvN8MUDHTFbIh/Z2WHDvPutBu+kYKrrL3ojzeBbT7wHBR/TputNMcR03gdCGfkceSUPsWhxFVeVBnTxF08WcVHm++yMrVKhWz5yWCy2Ss5Mkk8Ji9bJv35pgp7XqLnf2eNOHrKFYasuadAtyUzzHPwIE14yCWG6ieIGoYAO5LHATHTA/m9AVS0oUBOgJHjObK0f969Lx+c2chnc8PHXN7OCQ25gyxEX5vq7wvVlshw8bgVBfUDSK2lCR/oi52Ya0Y+j0VEmoV4MJFW77bm2OMBxIPwhq1LbjOgK8OQsDwQCcM6arztmLYuKbnBTFVQMJAenbF/6agB3DfsMMF6hn7y3n1MNxOLqv+0M1YtXidqHuGitz3pGC2mdm9LbGQMM8UUPTyhZFmT8AZW/o5dlqp2DfJHjWaV+4Fh77HL5+vVXbIiFigvySPL28e0ufsj5I2A2pT+1lO1RMYUvQcVC+QK9cCMvi9aXYWICRSx93xNU47gF2zFPBt2a1MNF5/0fgnKvBSu7STb3JCA5+fcYAzQpgpp6+P25HDz8MqCc0ah/ljYRENw/FlCiJQ3PVkAVcIcggcetVoDTJPXs58/Y06IVffgUVOThrw99QVD+H3vXHSdF0bSfmtk94MiZ7T1yEMxiRkXBQFDE9IIowYwRUT9zRn0Nr2IOIAbEgIqooCQFCYIoIAZESRJke4+cL+zOzPP9Zg+Q48Lu3u0RZ/7xJ1tdXfX03NZ2d9VTj2o5pOgExO9YXtXAZgBH6KNkQSrm93Ts2wh4AXjfXp+9Zh1Vq1xAokDPdIhvooTuKvJ4tNCg2k25u8Ty8olOqPaXtSPHOH7/OBuoYwO5FbTko1QsCgg+pVzOq4lylz6rrMDiS2odDG6Umwv25U1mzgzFv8Z07NTilw1HRe759anz9N8u/3L8h8fF+jKnyyzd2pUOvMGRImin+xZkUaK6cDEoGyU88jhXVmWxHwRP6gqFZ9UyOO450LgVMH4QfdZpQX67kRCt5cykW+EF+Mw9Boy7c2Eftlbu1vE9S0xC8f6XAV9vA8YVK+XhAg0sEtOSmFSAb7l3wVW1XFkrsRFFSwWuYaYYqKQHSyWQhsLftgOnTqY0X1PYKDWbD0Fwrz5W4rb0LK1t3vh9AwEvAO8b67DPWUF1hPtLvBzQKwuQKqLvTKqBAi9SDoAFMlLnI32I52hWkAPh4BZL4LOAX2roovlw+ZhaCwPV5f6Ss3XFs4cD690BkQdh8EK5NTPhnfmuepsrjrSBjmcHx8j9xzxqNhj8U1JlWDxGLYbgd/lZX9jqeQY2+fGPCD4K3fRvmdKO+aj+MxKQDqI/iWU9BzbxNTHQR1cuuqyFauK3gEt7KI9khIy2hJylpW2Jku8CHOi2/Fuipf+x8bBN5nPFAYsRC4wP5GMBS0ZHIrJBvt3egX+kA566Snrn48JOZPwOGXUF58JEK0PQceUQmRz7McRlEcC8Q0v9lwvTFZjJaWIgQ58gxZaCJWOHJ7tvI+AF4H17ffaadVTHZAJSS/TPPqqBbgOgP0X3OzwRg9ipalP4Kv6B8rqKfIpIImN2l1mn+CGBjhZQNUpMcwRPNNRuq8O8h49lNIftLIQjo2VA6PySzJHIGD6jtsLgUvm/cFKdaY5qwSC24pMI0Npt2mADcxddGGwCQZq88m9LxIRsOEKtBWSo/B66Qz3Ppe5uWPeXIu8SqS63AfMi0e99qdbxGxg4WVcvvqyFwamvg0Yv0PggqNEzAvOYtXLiwkTs21VG8aV+gDxD+HqE5YaU7lYDfHKTwPeeljsLzSlI1tai5AP8cKNA5mnpESNBSfYJXsafaKA5/HhCvyPP7gzKXLkBkCFagncWplPNoJvpPkOfXPIexMna6snvXQS8ALx38d9nZ6c6fi7Ao0TPNpjx0udwpDMM4zBZedPieEazs5oIQTv5uvT3smHFl6OCXjZjmbRRi5jcKiwX874Yf3IlebwMd7+Pq1Ew0U7uzd/8oDj/2yi+bQMXbm9biKiBKX+slAt4Za3WSEubDkf+I28mx9DFViobwB3Bq0KNYOB2x4erM28tOuuXgT6rIPhN9NCz1Wr+BbcnbR3J1wmpMB+oZi4ApOn//c9whl/GV0NyQqFkEfHWX/H1VQJjdUj6JvWjJZ7eAP/3u8BoqOWOMmOtcm0Icvh7hOHWRCd1UuGOVZdwIUw0MQwMXPlR/lpuxUy3r/I0LXV77u6rmsquAL7QbcX7To73IhxAn3uLfQAtZipdYbDNMNC5XPTMWAIW1aD5gBEQfW1cogZ2UO7xdZqM1wnd4yZi99J6PMMWvBUFalFQGelafNUWbGwxu31cexLRv7sMr4MfQXf3i+/lQV0sQ9LZQT7rOOhpCdLtvJKbf6LAy3O0vLZDL68KfgoDZ8uQ5OuU2VxZMM1zg71XDKeJGeG7/22MUHggvdLtd3u06CG1laZ7F7tFK9lJzlEcHlRzxv15qHH2zBNl81VPHF0ibBXfdHfBL0bgO26tXDGnJPgXNUbxha2ALNJya5m26lMcmU2Yr4ala4y/OZEneD4n0sTx8GOQ/kQK7HIDXPubAVkZkpqdd9cX/JY/wECDUHspULKXyNyezP6JgBeA9891K3OrGTyzBZj7m+jvY0GUdd46yu3KAxqfi74yX+ZtgeDVXlkQhGRi2XQiWt3x8ei6ZZeaWZuburWgOXZeOcvGHOLeDmEZnApweL9ydzI1ZUBBVq1uil0soL8FHLILEcQiixg8OSyFEnSwj1oLU5bI26ETk7WPTZTT9oLJs5bUaN5KP5C/7KjQAFzv+hNgODMRNY4Nzn59igCzQw1lJz1lvPk/u/nXDed+7atWLteYIbrVKfHkC/tc8Z1lAtMOSe9CGw6URKc7RvGl8YBxhpabS1U7Hm9+xVFuTbAVli4J5TAEO3EjTaQRuCD8leTr57xjLsVN0wE4Wqqetvv8gfGx4+eJ4XPyml14z8GBgBeAD451LpGXVO22QoyHJTTxuVgQDr7rZtg2RYVoc1lyTZFH0TxNRQHeItPCZULrx37KgYEZ8oI+dUoGL/I5eNkS1I4QcGtJbWCbDayyiRU5wKxoBQzu83fR7EMFfkDAzUVV26IoN/rWYX9/4zg4xgIOjwJNbKDu9s5Aq12mJ1swbnRIni8OYF6mLoXgQ/mgZEfyVsP6bNRraZbtM58PP5JYhxyqG/8BJCv4/SsuqcYw3URuSvQlCPDXa+4Y6B98x3O+LYD5m+imBQJGPF2K770ImNdqubxEyVzF6Q/w9U0CU2u5LqHgGM/Wwn9AfO3uYJ/Scm7c5EN1NpfSQE0T6LZyvIwraj7FrW6yWzUtFWMZ6jsD81e8CgYG639QBX0Lb9BQEh+8Mfs+Al4A3vfXaK9ZSHW2SzikRX9Tf4cRVO+7xEYQfVmh5UU8OaMZ4CyQH8rmbpY3ZHwO0zlPXsnfFWiHfV8rnk3gfJcf2ZYYE1PVaF4rPTc4R6NErg1k24LcKFDZBtY4RN2IYL0FlHd30+ced1/1JvVmypNfTaIFWDawxSIybcEiG/h1mJaHk1kUdgtMhiEtZLiOEV4k87j9eO1g/W0N+6wIh/4rCY+nuuVlwLgyOOUFJ+pD2zWN5Zdk5lVcEBnW27yp/UTzJdDIlXDDpMk5FD/eBmCulu4lSmYqyt56HPK0wOgblquStik5DCZsA4zRWs66tLBxGW14i+PDEzBh6+8KloTtPkYxZz6B2mEpny+TO/glNQ1s0V0SuyZIxgdPdt9GwAvA+/b67FXrqDq6yT+m6HH5klEYGG5BfCtEXxLrU7vrwxOVy/t7o/xYst1ePId5bdBtl7dA3gydFE9218+H1uGRUR8OtYkmUYG7Ra9GopklWG0DDaKCxRaRYxGb773gqCtXbWkxu+n7n54uELecqlQPL1Fu3edMGaG7JKvokH6bNs777Oiq/tDSpP9WNx3yQPS/13Tm03e2ST6ZiEuyDdj3/JNR7304W/6AGBXg+J6TzNoDEvVBcYR7XHyClotKdJdc3DyKQ7cIMC0kfQrcpyZqXzw5xUlzAKOSljMK3J+rEzkLBg6Dien6+6IpRHedI0BrDMCMsPiP3PXf1QhuQRru0+dLoeVJ8ez0Pt9/EUj6j3r/ddWzPFkEqM6bD6Cl6K/yMWExOGIgaN4GMT+T0Pn5minwuMA8UFrJnNTvgHkd0mEFNRy5Ud5dWWhruWR9LPADop8aAvISebl0bRjz/Sjp6nZp4iXyZTipspxAP35aXiIdl3zaspKhkw/AY7oPy64f3lDuiKn9kmYyU1y2GuAYLY2vcH1hcHUINCsBvt9EF7zDLAz3OhxxpB++qQKn60q5aEpp1yZf0OL7vwBmYy098jX6SOUcAU55QSB9tbTNR4wRbM1faeIwlwBG/ygdEp1TOc4fBGqGDWMno1nwY86g4CjdzWs/mCiOB5KcF4APpNVMsS8MXtAN5BDRXxYo+6AavcgtWQGN6yXceWfiE49UboeedJmrU87mw97qBwCHynu6zL50eb1aC8EWeV2nhAyBnYNDYbCbfJUcHsG+/IwmOsLEgNBnLZ6CXlRBgKQ6/Jw+as3mIU98kN5s5aoLJPTkV8m8Hor/LAIQ1lK/7Y5xzNjUD47xNMTMBZ3bRFd6J55Oxa82C2R5SM5NaUnSIfxIbYU53wEuDUu3Iu9d49kX73PFHywfzI4r5IRv1SH8GD50gg921I/2a2bL3Hjj8+2AI5zq1oGH/S7pSd4TfJ8bHQM/hC/zan+TwfJAkfUC8IGykmXkB9XF7hHsJNGfFaB6ZHCsBs3q8JdvIsvbhmM7pUNVDgxkyTydUkL7mO7LYuVNWj7ULcvCXV6naoFYAgd95S09PBVzsIP6A4DIeJ0wtWPgGt4nggEw8LseJMdQtXIQwXGy9s+fk7EpMIsb51z1bLnAuq0rRD+aUBnSDv0BZv4oYBUtgQKJTlQ5c90yJ1B+lLCv2KsAxXFzCKNpWM5J+X1tkJ9tBOTPkFxUomYhiWCp+NMG0eWXO22PaCQG0ujH5+H5cnkiY3eXCWRztgAbdIW8I2s1lG7nrut1n/j3xyWZzxuz7yPgBeB9f432qoVU3aNuq1XRwwvd0VK592RmS9Gn5zV8bxmIghKSBTrlxPnsrggHD8unOuF7yGTA45XqY4Ad5J0UHj+fpdZDMEq+0bGj3HiP6s2uYmAofPglNETOiGGqjnATr/uKnvtWvPE7Plc/8k4S9+sLn3jGzekGo50k/Oj3CY/n6nEC44iQ1Cq0LpXKepkw+9hAmgUMq6Dl2sJ01+Pk4w04Eyph2+ELpUso0fkTkQvyyy8Jo4OWLimrN999XjV+yRbkGpVwa6O/HBsXZ64Q91qmRI/awgUU/BquJN1iAXgI14uBDaGrJKWlWiUyzhu0VxDwAvBegX3/mZTBnt/BwTESfr/IHQzVVJd/Ilv0qZXYzL3vxC+yWKeUC5gXqm8haC8jyya5KxboLo8dn6+W95Ljry5uNXmGyoGDq2SqjntnHejBU8XAOBpYFR7275cy1TFZoPGchOc8mOibo6ZyoZioEzpFqlE95VIg/i367oTXRHH9R4gFt2rFnmTkKv5gAy1tASzB5OorC7bRC3DyRgEmaTkj5TWuil9nGfBft1LOeT9RbBKRa6Y4Kgp0sK9YD6f/KtF1Dk06ka1AMN9EDQef6upyq3qNH8FEF923eIrQRGz1ZPZfBLwAvP+u3R6xnLguHSoSgmFcJivfHlvUpFQ/rgYMP9K6VoZwkiwNn5NKA9lFLYWwuoxK3e50V/vYtd6hqGD8DAdnyifaJUwo9cNT6xwF+H6U7+MzggW7sD0r4HP3/ll/LBn5bFPHr4bIOAn91DtRo9R33AzBAn2GHM/A09dBfG8Axq2ib0so0zbALYMEuExL5cqJzLlJ8QsL6OSWetmCWSok7XaMU5zucllv09KmYSK6kpEJcPwqAX7W0qFTMuMKl6VxmMICi6htG6BF/BgJzXsH8L2rpVWpcxrUWm52BI9m1pTnAq9woxhYrW+UFqW329OwvyLgBeD9deX2oN0MXrMBlD9Ev1lsPSfVz5nA73VhDHhZVi7pl0oTeW6su9IK+Tr1R9ux3e8lgWcBuU5G6JTxDPMkNQRAL5mpi2VtCpzL68SHl2jit/BIOWF33KhO/gPCVRKamRCbVf2JPMdy8El1H1rObyeZMf/U8y6VaD3RtyZ0Nx9k1nMOjH5hKe9PZh3DQY62ifY2II5gphXBHWesnnkvYXbWckKlZHQlIqvodnLC8VrOLHFi3smKD0WBmy2ggg1YUeC9v7Ts7AesuDDHgrRbLc3dJMASPyqTUQAX4UM8AwNB3T8+q1mJJ/MG7hcIeAF4v1imvWsk1fWzAaOl6NfifoFSjXCAYBSo0V30IV+kynJ2UIQ4V8i4zKGp0plvl9k18AcM8cnnOqlkpeJs4XFqFgSNZJYusoVesDOvp+B5GNiqR0uhcgyeOgZEE9HfJ5R8FhzD72jgaN3x3+QeggaCr+aA5lTRN8TtnRxg9pMCX38t/hLt/JYqjnOA4y2gUsTE+lce/qfW+KvXNV8mxyxL6fpxdrpC9hYbvjar5OQfE9V9RgY70sFDNnC4DVS0iNk28cbPmVIgs1txSS5hvBOWxtcnqr+AHJmuQtiKb3Ao1mEWDXwevl0SPtEo8bzewH0aAS8A79PLs+8YR3VzNgzfLbLyBXdXV+RD1dABnvsHOCoAMWdIqEkskag0D9sHBkKkv0wsw/vf81QuRN6R0aGSf8nu5iSPDi6G0JG5utBjRtWOP8CHQ8WPaaExcl5RGDFwxrMQuVL0dzUTwVGN5jYIftbnST4KSQYHDQRdPdfFJcYI0H5MIPdpMeJSMRZn07wMdoSDwX8dkZ1RPeyPVl7ny444WOQAL7YNS0rubYOcsZHAZ1raXF2cLV0Vr7SISyxBG5chzSJWOYJZU7UU285ScdkGwlgQlgZJkb/saotaykchuIcfYoOYyNF3S8qTFBN5NzyZfQsBLwDvW+uxz1pDdWsUYmyT0PPFlpNQNXWPir8EJ7SHGFUA3wLR9RPauRUZgNrWG+US8MvU1B0P59v9dsy4COJ8AuiKMha5qVoEHh7IhGCZ/B4u8MWtTo01bD9STIwPTZJi2ZwYbNcNND8Q/W3c4+DgCD5OE7frC6VQDmYG3toEMf4WfWWx3YSUzadA3Kx9qUkSUpy3rs3XVVffeW1GWlRQY0e7RksgloN1FvCtvyIe67xYViaLv+JPbutM0XLi0TvG9lU8OwJcGiWOtASNXdpRB3AsYJMF/L1Oo8tPkHWJzKUYWgHIVi0q4VKy3fWqhfwGWWgjoxCJ2Gi15tG8qwHvObgR8ALwwb3+CXtPdfs4QDqIfq7Yd4aqhQ0xpkror3YMLvsO9J8OmLboenGDR5EBuE1wJUDIDJ0vOSlh4+MI8szgIIjTXb5NbYIXWwY3gpguC0Ln7jAhcAyPkzRMgAmBgYf19/JSIn5QdbRBnC7hccWWEqlP+BcMpOtLpEFhehkcdi7IEYAxVXTPIlmcVBZfEgO9Q+UlJfW7Qf65hDD8Wg7Zade3iq9GgTMdQT2LEDd9PkrQMgD3V5zFGF93jtvpygY2RgVbbfffJJYgVdEBKltA+uw7w02Wd9xY+ZyzWm20GSuLcjm84dKPWUCuJch0iMEf65JRPQa4ap4AlbXULXESmZrHpViIBvgFc/UAydeMIZH192QOTAS8AHxgrmuZeEV1TzZgrBf93yJ7llIdZoH8U8LzY8xHrLPqKPhkOsSfBprTRFcptrduoUHjRGVDsFpmarezT8ofnhGY6QYtmRTOx9Fb2onYTLlHwaNkke7h6goeycn0oTV8yNQ/JZf9SnXeJohMl9DoInfLgQ/YVgxMoYne4W4yrMgfNOrDWYAcjQhOlrU9ZhcmF9jKoQJ00pWkTmlxcMcrLh4LyGlamhabR/BxgPfagnZRop4tqOoGWCuv3aQbTE0L8BMwc/M6XrkNNrC+eQ6+Gre4yiVND/8rKpjvOBj5Wlg+SIXdsXXj+pkEG2upWbekOtX3dLAQW/VVXuJVSTE8EMd5AfhAXNUy8onqvgWA0Vz040VyC1MdFYFgjYR+zRekGdy4ETSrAuYS0enNkjGRxykHgvEyS6eg1KTgzDxFZcIn02RK6D/J2BVPlo1VFoC3mxmhp3PKYTJNNICBsfrX4u8cC/0REujqBs0aEv6iSNIGNZRLY42qesW/X6T69GdQmkj4kkJ3uGoTvwJxuK4WX1c8HNzPA1zaX2Lt/RqXCWmG4rwoIQ+F5TCXXSqlT5BbJgHOMSGpGvfuvLCJ1R38FRfjSKmONqFWUqpM6pQ65inb6wh4AXivL8H+ZQDVIw5grBL9UKG7UQaO3QyhiP65QP0oA1sHQvxXAmZVwhxv6MT4b3m0G4DZR+aGi9zVlQZFnhyMuJzL8n3o8dLo2X0sG6isJ+Xu5a/4+zWkgQj9aJP5R8mYlBi4aABE7hD9WYxxbPfnkLeotgj+FhOvhvrIHYn4QfXFJtD4TcLnF+j3G1zHHwmU1zXlqER0xZXh0moK/rCWjBJlVcfTr7hgFSCTtLSInTak8glw2zgB22iplHSJWuAWDpXDcCmOgalPlEJbeKbSVk/X/oWAF4D3r/Xa69Yy8NhsiNla9H2F7oIZPHEliDqifyySOYgBZ6ZtSGuHMC3iw/Sw9CrKMbZq3BBm7lKZVzYZ0DyxRgac8ivgZ2OZEV6eKoDrBzn8D7bsfp3vzewpaad9HV4spdpds073pvDJPOjqSvC625Ix36MGczUM5OhrCr/7Lcwvqq/cPrdvA+ZS0Z0O21VGZXIpBH/rupL0lUFRGCpmZhtweq4U9VmqcN6hR/HvnwHJ1tL4lNTrzh0NSCctaUkF0OD1vI0GnkUnWKiDZfpEr99vqtdmf9fnBeD9fQX3gv1UTzkQU0vozgJJUVRtpoE4ScIz4iZd5Qa4cfs93zZLcGeNkLy+uzs8JNgfwoHyVxkF4CPr3QDTeFnm6qS+XIuCvZniqzbQwwIq/4VWZjqy+4le7vZILvVDdflWiMyS0Ps7WaZcpcGX2d4xMFLS0EdfK18mMxHV2Pchvm4gPhV99s4mAyrETRSMCquifxwlM48rq7gm2wCeXim1H0l2bDz5AJeNFOBILY2Sut6IpzfPbmcc4JyqxRe3Dn7nD4Ir2BI+/AQDYfRBQAy8GTo5sZOJRGzyZA4MBLwAfGCs4x71goHnpkHkFNG3F9gFU51+JSBviZ6cUA/azQFe4wget4C6DrAhSrwSDMtDOxxiM/U2gCtkcRkF4MOD70HYTX6PTxdZHMiHBzmCk+zApgAAIABJREFURKcIUN4BflmicTxVEzdP6CXRS3eyKpVmoRjoE4ZIbdHv5vuxoF6M7VbTdT8pUZIQ1aS3QLkYMD+RcNvrYkFnGW0Krg83lDdLY/OuYxU35RJ8KyzVbkyVzp0Bj/+MBHxdtATi/vBLdu6gxYk00EYbkvDxuerDLTSxzLgK/WhhtCZqoZ0k1U4yWTs9+f0PAS8A739rtk9YTPWCDRorJNyvQN9cqvaET86RFRO/SdTYNYrurvFFG6i9PeN1TjMtx7Nx8CuAnWVpGQXgVmoaBK1lvi70brU4+09ryEDEwhybqBcBcgk4v2tUdbtHueOomrn35Z+IXuge9Zb6YfC6/qD9vOi3dv7dqmfp9sI93TDRaeVtMrmkk1B9/zNgHAkYz2dMPXEsgW91M0noR1Sicwa4zTLgfBeSyrF2fKl8Asx8UWDeoqV2Sm2O/RjJ4XIQGbqCJERKoi7jehiAfl9qqAncBKCiPse7/03leh8ourwAfKCs5B72g+rlWwD/ixDjMwldl+9+k+psBzAniB7XsSRmLVVcYQHVLUCArPQqGMmg7pXQl1+y87G5mg9BPVmYeP/iM4OcZAGtoy6zg8RqUUOzdcG7V6qWDsSYLqH5BZKckrVzhzzVdVl5NbxvxLBVTzMXgqi+q/SEGQz88BvEPOL1SzPmPn594EjdIrVBQzHHJvhXWCrku28uKRa7jgtyYzfC+VhLjZR/p6mtXA1BDV0xPh6Bi7lF/Finh+dlj6uxdETwd6ijpPxoPBW4eTr2LgIpf1n3rjve7HsSAapBmwCjsuhr8+06qDq59cLZor9OiPi/KJvn1eHFPl/4o1xU90dR3iVWsCxAR0zc2u4fSQnPNJsqN/HKJ0t0kbXNFyo+agP9bMJw2+5FAcNlU4oAT/2g5aOi7Kc63P0hskT0r81TtS5UN80DpL7oV6qqAcyOlR09ICkr7WFg1sz11dKP/7hjzW03Pl8v6azf4vxUjK4XOD+EpNxOYpJU4RLg+tMEvqlaqqT8O01t4ma4GeFVpcjEwkYd2SiSBpcExae/yAvU6mteSeKFcBYaoJu4O2Hv8RDIh0DKX1YP34MLAaq33WPWLNFX7ExQYfC8hXCMJhIeVerEJqqGboDr9hOW3eMAt9tAHQswXJajKBC1gEzbwbdOeTx24TJJmuifDdWfIHJkhY5RM15Tlyc5Pgy0iFY2UNkGnCjgi7EqEbOyDTw+MSRfJbLKVEe7pm4U/XOtROQTkWFG/4tg4+0uXft/83PthpeIHyNCD5Uuw3r3eUd1XxFtMy9Haq7nlxI+5OJE7EpERtGJEM6MsPhKzQ+++3xNyfrZyF6hJT3l32lqHd3rhUi4phTamjHQgdeKiWdgIkuPlp0/5NQX/AuCurrrv00xEsHJkzl4EEj5y3rwQOd56iLAukPvgWk8CfENllCPvrF/y7jwbjh4SvTnpX6/GGw6I5ZVrZfk22WPC/ATAqfbQA1bYgxJsYvXKODYgG0DkQiQ4wDbIsBit0+tI1gVIY61iQrbGZYq9JKrqkRhytt4M0ZfuH28S4vo7rZDER8e/WSFlKgDE9VxIdcs0bNKTGFY2FtGdceGIa1Oq/LQyV3/CD8uKWXviu3cZpEfDvjn+9PnZJ8K+LNFNymUVzrZvwAVie3YJ2pf0Y0nktW5U570KUSiWsqV+p3b3Qa1iu7BRzhUN3+f5hhW7TkHwDGShh9C4yRfCZQawS1iYGToIulTYr+8gQc0Ail/WQ9otDznCkWA6qO1gFEDult5gURiQVj9x4H4x0now2IbDcSDlMEWX4PoLHph3Hf1wyAft4iTHaKJLajmUhjagBlFjFPY7xLxk6gVdXezEgvUkfNxT3mTuTlD5fmPbBNvvvaPzIpnU6KfU7WZDvAQ0T+kbAfszj2wwzdWl+W/m83/uj0uJonaukNOzeRXEHTWJ4rB4NK34bAXxL9ZdP2EOjEVN5/KogMDv+jy0jpZu+LKk4aCZWv4TIi4VNIpe5RmNkwM13Xlyl2VBk7hLDFwHEys05Ml3xqrD/gyTfQKX5oaLu2UOeMp2qcQSPkf8D7lnWfMHkOAaoRL1QvRF8aOnal6uMlCtugPCj22S9QwqkNfBnCz6Pll8q4y2MhtmLBV9LKUN3qgOm0GwJNEf5+yzFx1K9fBQI1Fnw3ISbecUaIf7Z4olonIBb7nEjFQTbeRWMAl5lWCqrYJMAUo/4jo6gMS0VOYjNoSC8ATdEUpUXJesfO6/XaBrVpSm7ntzqlWcCuJB8IN5YU8G2ioE+Cyp0Xhx2A9VQqUmQWGcZMIluqesrNDU0lx88YduAiUyZfagQuX51lxCFCNcgDJEt2lEoO9vwXRXvR7pQo+VEdfADifi/6tTN5VquYaYET04pT3Z6Vq/whgPyR6Sqkw2IG5upGvArhR/Ji18tNHfIBxhOiHU1r3qibH6n/fD5+e/9iUgVWrIWZtwL9CdNUSHamrDSQEz+pqcmeq/5IyctjcARbq8pLS90T9xVOQhmm6SV5gV0dyDgyXWBJRDVTHHHH5vvM96h2Oh6CdvqLopK1U++/p2z8RSOnLun9C4FmdKgSoxtwFMe4Fzemizz6P6ipCjCckNOSB0sxB1Zoox0aydG7KqCJ32EPVciko5SX8Z9l0WlJn5YDGORKeMLU0GASuZi8x8TpNzA6/LrEkJqrH3CxrLfq+lOzeMybwUUfwkD678CBGtcU9jegda0pE81kJl0uq8YFaQ1omjlpdQ34rDRaFjQ3k8iKx8JmumOIAvIDfQ9BGtxAj2JK/00QLGNimf5ciM/zVINr0YW74aq/tYKrX+UDT5wXgA21F97I/DE4cBkoPQL6DfHhcrBwpNEiVxiyqExyI3C+hH5P6wk9kTqrDfwGlkYR/T0nf293npOro0kdOktDY8xOxpzCZBpexiVUBv0OwTQ/5tz0g1X8XAGZz0XenZoc9JpYkZeqOxe/cqHJCgK86aG6WsNRLxK+M1ezoOBij66X+iNidP7iJAwncpqumOAD/yaUIIUP6YqtLruGUw1XhefJ5UT6rV/kPBEF9Y9n4mQjWnsz+g4AXgPeftdpvLKWaPA0wTwGW/QjOPFTCr1YtjfFUbdykmu9Ez0hZY4CdO+DAUeMhRlvRcxOmGUzGF6ouK9waUtGjS9xXN9iTG2hitR5akMyf6n+5gLlM9O2HJGNXYbLqK26B4GN9rlwTTxcD0fsgvsfcOqsosC5d509C2n18cCUfJHCfzkiczjGeDbt+rtZzLIgOumbqAl/9ICfbz+F0LAb5Fp4ML5X749mkXowRb/wS6lcGiWbxJvc+3+8Q8ALwfrdk+4fBVNO/AnxnAwvSgDnfiH7xnJJaTnVaFJS1Ep6a8mNiBo512/zdJXp2ysgsdvWT6oKFAJuJ/rJEu1TVnWvERDT0oRR6isCMgU/BMe5GOV8jWXpziY/oA1/yNQF66a6F17oWtXY5AY51BB3cX0hRQFfXBUt13LFqOSeSOCHcKDn9ib4zajUXEGgarhOfrSqezuaKLznA9Tbgj74MOo0xMNxa/i/euMBz/ENMNNH9y+ZHRrz5vc/3PwS8ALz/rdl+YzHVrLVAtCbwG0VfX6IA5DrLYLsNoKSLnlQu1c4z46ROcPCV6JllQ3WZcfG1cDBY9GdJ/a01uoCNIsTf8GOjHlH0fWMMH/XKBsCMiL6hRM0YYgHy0xh/8Vp9sbQoCcYbFRc6QDOLcKKCH4Ja8tFvqkV0j3BFN5WkObcTsSeg6bJQVQvXS+xIvDCdR9XjW5aBK+y8mvJo1pt4EbVxpz4h/rG2epzd4cdwAm+F745/gpCIT57MgY9AUl8KBz4cnoepRoCBSbH+wZDK8yTUukSkEQyePRfEUaK/KXEQL8ovNjqjPCJWFsqlNZalk0q8gywON6ruWyDGFxL6qMi+x7uOV515GQRv0cTG8CiJu+tnncFnwYcJEN+vEroqxuiVzFNrOFuXIybRwO26u7jdp0r8aMXpDnCyG8Rs4J9cwROtQjJILWAEgpW6hTQpsfJiBqp/uNwR/JKZIV2T0d+mPpvSxtwoUMkitlgCI0cjuBiyWc2g23e5qm4T/1hbPcatMBHR9xX/YykZ2zzZAx8BLwAf+Gu81z2kes8BjhOIf6OEmldP1iDWO68zDOdr0WPK5H2lOt2l03xN9Hc3J2tbIvIM9syFW4GjP4i7gw+ezfto4CGY2KLHSO1E9LsyVG+tA42qEr4yafrP4Hv8kQZa6J6po0xcGuTXNtEmSrisGDLuHFReEcTgF/8r1yfqUzJy6m+6rR/f0U0S2X3S115hqiM4NEr4HaCcRcyZFZYTd50zOI0bKVimTy2+llc9yPUwUU0/Ej9QJ+OTJ3vgI1AmX2gHPmyeh8kgQPXgeKDVOcBJBCQiunHS961UXZgXJL+8KZm5E5GlOms9iF8k/G37ROSTlaG6cg7gHCN6aLE7eHUa18BALfFjeuhbOTXpeQLvbYJIRdG9kgrC6l3mUPBuuE/ZBMcvT+Hi7DQ0bbYAWx2gogVYEcHwM0LSO1kfi5JXC0mjAk5aWV9+LEzmonp8yTbQ3QEqRd2AC2yJAhNAvDIlLNMKG6MmkWLgjtAZMrCoeQMP8FoBXoGBP/QAL/EqVet5sOjxAvDBstJ72U+qAe5GYxNwaZU8ViXfM6Lr3ZOoWVQXuhSX60V/nlDZS6J6Y7vHQIcpMIwMCY1tmsy4ZGSprnZ/QLwi+s1bChsXPJkhmgiIgdmhqXJCMrp3yLLW8NZI42zQ+EPC3Y9IRIcaRA0TVfQ1pW9nWGRwnM1fIGgaOhZVZyq4R9RHRhDbefpjTS6AiAXMjxJjN4fxvyshGxOxfYeMms9LYeIDfUhev95rM9jJcdDHBs6yiKouV7j78hCwosQC28C9Y+I01AhM4O8CHKbPKX5Xq+6KsXtp/VThyWfJ+OHJHnwIeAH44FvzveIx1X8nAtIeFXxHIKvXdIjhBuIVomsmxKpE9Z+lAOqL/jSp3V0izlJ1eRLgLaK/2tnRKZFxychQ9d0AGiEJv374ruOCx/B2Cp6FCSINHfV0+SYZvbvLUn06FkBHwP+B6At6FqerxSC23GrjTxqYHL5e2pVm3uLGqpmMwMAGfYLkSxIb34DHOjaecxwcGpVY4lN1l1nEbYphAe6Zshuc3aYYlg1k5RKrHcF6C2gca6ZB+G2Bb+Z1KLemJaTd7bFxbja224zDcvLGhy3iiw/Dcnsy/qkxbrMtRHVnKbIRhbqV22CivB6YF/i9x0MgWQS8AJwsYp58iRGg+l8EYkJCt6dRrZ0P+FpCfBai/uNkdbli2ZEYvOwKkO+I/ijl7yzrn3s4bN9v0JEKgrG5JXawmIFUN70PyMWiX9lZb6wO43IYaAAfNuq5qbt/pfoiC5Q0hJ1agguL3E2qF2OBEfqWsqVMVDNiu8SX9UkFOZN3h+xh0NcsA90d4gLbwaE2UDMKpLttISNArm1gq00E3CSv7YE2+vUzqFxuE3LaPIEvtkYwcPBa+bk0a6hGsyUEs2Ggh+4sowvTpW7iBjfrGj5coJ+XL0sznzf24EUg5V9mBy+UnufxEKB67mHAfBgir0vo1psIpkNlrwfNCMRt3OAvNkGLqrfb3GiB6HcOjTdXsp9TXWxDZKyERpyX7NhE5an6bwGNwcH05/xioDd9cGjg3fAfye3OEpmP6us/QTMg4Y6FMnwFnuO9YuBR+PCiviX13Mw7bMyYwik2cUr4jNLX5xblt/qJbhnye/oEuSIRbOLJBEbyUzFwjr5ACiWQUTfwGQC3wsAs/Wryd/Xx5vc+P3gQ8ALwwbPW+4SnVC8vBEwl+sadx70MREdAjIsAg1HB1LRQ4cehVFeuA4wqot9KaQMCFxiq7ksh4pfQ8JTwKhcGdpa675+f0ERdVu5qd+eZqZdI47JcFKoJW0DfMgm3L3AfrJ6ONV1YE76r5HWzidiuvmU2BJY+s2wIOOr+wC4mMUqvRDl0y2uFWdpHfcosCGboS+Ss3XWpK/gkfLhZBG+F3pT+pZ3LG39wI+AF4IN7/feK91RvEDT/lPC1+XaykSA3Om7SDBC1gP5Vtby2q4FU1zwDyB2i30z5nRuDPYaBxqWiP0h5cHd9aKy4LR056d/jf/jebPpel38uL/Mm7VTf1QKM5YCxTfRpO6kwg49xMk0cpe9L3bF3kbvTsSQMDNUdUrM7LRAQp8W6E7XSpxR9V5vMS64+4HgYOF33kAKZ+oHe7CuClyEI63clodyFZOb2ZA8+BLwAfPCt+V73mMG3fgNxBGj2lfAVg3c1aEsDHooofnWTa2zAjgDPBbTcvUOG6sYtgPwi+tV8TEuldYqN+ldDZMN6QC4T/e7w0upzxx9en8dZNqa56d9uQlHEwRMrjAe7AVJJ9GNlttPO/6Nl2lmAORowVok+qZF6iFfDwBAxMS/0oCSUKV1SLIJf8TMa6Ko7l+Hx8yTasYDYLjVZyIFh3GgI/gz1lJN39bteN/YxTbxAE3/r9+XYkmLijfMQ2BUBLwB778NeQYBqaC5g+ET3KnQ3u06xjQ1MiAJCoLwFLG+kpQlVv7mAHCn6xdTvgtXVuYBsEj2kxI0TXDCPV3zTArpYQF3H3c0TnywISywjmYGHe0KMYYDcKfqhZ/cE+Kw38xIYxidu68LgVa2rQuDXjxXc4aXalsAX3OiWVenzCx7lpmouNYEUEzeEzpQ3SqtTvc0PYeA/+grJdwoS7MqBNHErTcwPf1q2P1pK64M3fv9CwAvA+9d6HVDWUn3oVp1sFd29SlGOEfStCGCRI2gQASzCXlsHI1R1/ni/hJ//byoBoeo7CoK2EhqUdGvCMxRbOoJHLOKCGLMSkB0VPPBrqCCJA9VjWYCZJvq+lJdUFYljxm+d/6xS7qtV6WnSbnbjMv+7r/UZW6cBky3Baasvkl9TuU47dKkxXAFBhu6UGgYq9QZtmJirr/23j2/wXN5PE/fHssW/SM0xd1lg4encPxEo8z/E/RMWz+o9gQDVx/8DjP8DfF+KvvCCeHMuCPDZKHANxK5qw0YEaRvp4KMTMuXGeGMT+Zx1/68izOyVgDwk+hW3+XyxTxfFWyxBL5to6daf2gInSvw9QxfPiMQ6T54DnzEewNOi706YjCSePcV9rm7nyGoR+8Lvxi6J1MkGRR+SNBtZMvMHh3MJDVTT3aRmMuOSkVWjudmligyfJyXiGN91LvUqZwNorW/6N5irczgRBtrQxIjw15IQj3cy9nuyHgJeAPbegb2KANUXbgOEBqDZX8JdXkzEGAbuG7RCul63Wk6I2ITfPaa2CMsysNoiPuukpV8iegqToeq3FmJskNALzXf/vHeQz1lEzyhRzhZU2d41Z2MUCOdYuGbqapmR6LwMPLcMYtQQfVuRu/9EdcWTUzfyZph4GSb+0S9IA6qFUcA04fhvkswGr8cbX5LPA+/TrT/+KNxTbijJ+Hhj6nzBs0xihG2g7equUmwNeTxd7uduH18IVuh+0sj9/+DpXEkDCj5M19/k7+yUiD5PxkMgEQS8AJwISp5MmSJANToHMCG6c8K7MqqH3Pi3VvSjdacE+YZNdLOBKm6DeJcFyT2udvu5um3lLGKTnRec5xGYsc3CtFtXY57E+gTkPY81ZONILk471/jsnqZcdMh/5Z41FlDVEuS6u1s3O3s7yxItYpllIDwyJKeUFBjiExMq7AbCj0Xf3KOkehIZp65ndgzeV/+996VauhDwN4PIEgkFC/zYSERvUTKBdzhCDJyp+5RdlrUawR8EaBm6pPRzqGc5TwwEQ7fn6VKncAME1ZCGD/Ukubw0WHhjPQSKQ8ALwN77sU8gQDV+McRXQ0Jn1kjEIAYfmwHyZNEPFXiHR2SwORzcQ+CiGGUhYhnVsWgb2y3nUR3muKT829vmxSgMd1AgXoNB8iuO5HdysmU5WBgVLIkC49/drSwqETuLk6F67VfAOEz09WV2F6yu4Xoa2BAeLAV4rqlCbolSA8C/TXStlNFwBt6kJQYm66vLMPnqoxiL1zDdXa4uzTpk/JedHRNfi4EZ/AibYaCD24kKFprqObK2NLq9sR4C8RDwAnA8hLzP9xgCDH63ATT9otsmFAyo/usmcW0SfXfSLQ5dpwaB6evqoWKzTGzqhn9JHBi4bxZEWol+IiE7SgMQ1WALYtoSujpuq8Jk5wn25mKaqKnfKXqXyMCqcyC+saBvCwz/OxJKvy3ZeXaVV69xFQS19Q2pSYwqzBb1LifARBvdq/QNJNQAWjCxGsPh7noPhR+b9ZzCGbBKg4s31kOgMAS8AOy9F/sMAqz2XTWk+9YC/i2iT4obVKmeGQtIR9jmBbLq9pTy8VI96tJjzpXQg/l6xKYaLKq3HgbkAcD8RHSflB13Bi/levrgEwONQ+/Junh2U22bABhnAcYC0eVaxZMv9PNPWEFlIgsmftE3yTEl0pHAIPUOs8XEzFDv0jWQCDzETCHq4hNsFh8cmBgd+i11LRITcMUTOcgR8ALwQf4C7Gvus97MQ2EY80BjrYSPi1uPSzUwBzBM0f1TymDF4GOLQaOR6PvL7Hh4B/ZUw6YDcrLonsX2C050rQIXMlN8qGyXx4mrhsm8RMcxmHMb6HsEMCtbgpn+kLRJdKwrpwZyHQyU1/2lYjLjkpFVb3A9DFTS15WugYS6ki+iHG7BUjhYinF6oZQZB3gy/nmyBxcCXgA+uNZ7v/CWTWY3QI7PDcKOhI8stiaXamAXwD8CMD8QfeNVqXSQ6mk3p2up6DtTmqRUmI1Uw925LNHdEk5EK0xP8HxupKBK+TQ0+vtTWVESPBzFkA0E3JaAloHplVdK23h6Av/jECGuEj9uCt0mZZJZHQvyr8U6K/2or8/PVBXPvl0/b6C4xroYtRAFORaXhJfLyGTGe7IeAqlCwAvAqULS05NyBKj+CLu7MeiKDQT11xc1AdWgRQCaiu6bkh3kvzvT/30Mmh0lfHuhXXFS6TDhFr2MtAAzW/QFye8ge7GiWoPlNBENfy2BVNiWFWCmI6jjNsa1gBm1ddGdf9QTdI+el+l7JOWdqnb4ol7kFgDp+taS9d89JMDVtqBWdmcI00H9UtndU6cCf0/HgY+AF4AP/DXerz2kWujuDA0Y6T1lpfqw6CA8xE3I2iD6ypQSP1C9EAEMLbpfrD60LB9mfPE5HOM8wPhA9HkJt9ZT7XgZgPfhx0Y9QRLKIk/UD5eJbL1C2O3LmwtESCxqEM5Pxxh4mGExUVc/VHYBrd5T7GT4MRyCe/Xt+Zt0FOfLcUHeFiXudoC6FuBsPgMOq8Nnmbho9UvyeaI4eHIeAmWBgBeAywJVT2dKEaBauhZwGZX8K0UH6xemnMGhr4K4EfB9L/rylDVqYPCV+0DjfsC4R/T1cdmxSus41Vi341Nf0PeihM96KJ4+1YbTXbYmmFinp0itePKl+Xyl4mobqOW4jSWIWQ7wTPur0VoE9wMYpx+TTqXRX9xY9TS3EigXvjs/T3NRY04J8jubaOvk1YWviwiGruuMDBg4R3z4OPSqXF9Wtnp6PQQSRcALwIki5cntVQSoQvMBaQWYWaLrFnpES/X+WsCsAd3DJ8BOko3SGk41aBtgQPS1yR8Nl2ByBr9ZAppBAN1Etx9VlAp1PLdBkA4fxusZ0rEEU5VoyKIgh9rE+TZhzK+FKuvLI3K0xqsnhuT2EimMM0gN4DIaCIajqI1HxWXYKvQ5J8gRNnGcDWS4XNy24E9E0PeHNTJXXcVXIbiBginhIaXLni4LHz2dBycCXgA+ONd9v/SaKnwTkPYSYAik3IuF1axSfeJ2WTJFX5LS7GWqt6OAb4no3i33BHhUU/6EGPUQMdrJmlN+2XXOwOG8Vww8AROEH/31T1LmO/PCfA7ezshVv8J3wZ/YZAPVXCKTiGCTBWQ5wLPnFNKIIlnsMh5gc8fAQphYqR+WfKcf3erz/2wLvR3gUFtgRoGttmC+RYyZpOXRHXPVvZxXmQaepw/Lw++Unjc6WR88eQ+BohDwArD3bux3CDCwaQ3ErAX41oouX3t3B6i+cEDjTwmff1iqnKN67wNALoXju1sye+yZNoLqhwWA0Rj0nyXh1lNdX1QLroGJcvBji/5N3F3yXnnUzdQwEJCKOCT0pCx0jZgR5LcRopEDNHEZx9weyFFgiw1ku9llFjA/SozsE5aEOL9dncF7uLl8BP5Ow/GTRUhUcKgD1NjOw80IsMEBsqLAk6MLYSoLXMIHxMT94sek0Pty7l4By5vUQ6AIBLwA7L0a+yUCDOTeCzEeAoxyhPGXof/NvmVgzH0QDICYsyTUIV9j9dI4y8CHSyBmA9HdU1pzXJxNVD+5fNH2hf5WP/9kVjiaBjbBwMvhhZLSVozJ4BK8nmNooJMAY0OvSeeixo5WfMUBmlrAYTYQdIPm9sAco/10A7T731wg6gC2DZS3t1OCupnXk06BhOoDFw3Pk4sCay1gvSOIWBYefG+VFEu+oi7kUyDugh9h/ene+7GSDLae7MGFgBeAD671PuC8dRTXOEBNi3BsAw9XDMkTrpNUYyYA/jaAOUB0+2dS5TiDIyKgsVH0RXFJQlIxZ8Mg77+bmY+dhm0y1Fcj89kVNVJSYlRS2+pdw96G4FUxMT/0hpSIJWxIBmvQQQ9LcFwUqO8A66OCNMtBjtv32Q2yo9rimMy6UDTxkX5O3CzvpJ5gZ37mGDhTTKzVX0qzpAZ7wh4CewgBLwDvIaC9acoWgWzFLBuo4JaaRIARdbR0p5o0BDAuBX0DJXxq3IziRCxk4KvTIPZkwPxb9HllRtBxSJDDbeI/bhZvFMhZgT9XAb4GEBknoeZF7joT8aGkMoGe7CsmnocfE/QQidu/uaTz1LmVZ/ssTBATm0IvSbFELIXNETiLU8WH02ji+/DXXivBkq6DN67sEfACcNlj7M2whxDIVWy5zS2PEVSMANsswdL6/L46YNYDjHtHNj5BAAAOGUlEQVRFn5SSu1sGvxoEGr0AGSK6U4l7DxcGy1GKIx2ga+yOk9i2zcCxoVDeHSuDC93s6CaA7w/RDQ/fQ7DGpqnXg90MwXswsVkPkzLd/au+3AQTOfo1qZusj4HTuFVMpEsaRoYmyCXJjvfkPQT2JAJeAN6TaHtz7REENmWwxmYH0+hmxwJOeazLrYlQeb/YD0uo9WOpMIJqwiuA0QdivCmh9qUqvzklyJNs4vPtZBFuYtHv6YIzfwoVbKLAwIpnIWZ/gI7ojLRU+BJPR/ACPkATd9GHv8Ifywnx5EvzubqaiymoFR6S3M637vE80/DjCxGk00Dn8DQZXxo7vLEeAnsCAS8A7wmUvTn2GgILFUcDON6GXbcctsGk/ec6u3qP1qvl19IaRfXdYsBsCDHuktCpzyejr2MdHmmZuNkSnGcDdWzCPUJf8WNY4u5s2UAfC8v4CTAFYj4goRpllpAVOI8DxBcj2sjSX0jlZHxMVjbQkxvFhKmHJjdP4BhOlzwykmz9k6QnO68n7yGwtxDwAvDeQt6bd48i8HstHpeetnV6Lvz+bUgTC+KWyCyJChadGSo6kzeekVTTZwFGC1CekvBJTxYn/58gB1kOetiCihaQ495X20DIykWvKetkVry5dv+cat06wG8Avs2i0xsmOz6evDqb74gfF9JEph4tZVr/rC7lQpqoV7kimiwcLGvj2bbjc3U4wxDUQxpW6TlSL9FxnpyHwL6AgBeA94VV8GzYYwhQLfwoAl/3JayHNUaFTTZR1XLvWwHawIYosNoSbIgQQ3pqeTsRw6h++gcwAqDxgIRbP3Wr4tU5gjOcPFamZm4NrHunGyG22IJ0Gwhv8KPt1OWyNBH9xckwuO160HgcMNMh5qcSMvuUVqc7Xp3BDTBRGT4M1ePl6lToLEqHuoC58CELfpysP5K/EplLNeMUGDgaPmTDwhl6YWLjEtHtyXgI7CkEvAC8p5D25tlnEGBw6SgQnUH/egln1BlXl11tE27vweo2kGYB1XbUo27/b6wO1Q3SEcEWh/Btr2Mtv6Ou9XIslcqw5HNkYCEquDWrG91aVgexgPs3bdwTr261NABROb8QchSB7GygayUt35RUnzqFK2FAiQ8/hr4redu/ROZXXbgWBiqnR9B08VhZGW+MCsYoJXsjDWliYHRosZdoFQ8z7/N9FwEvAO+7a+NZVoYIsP6iprDTF8buUekfIuGa1+0+3bDa7Gj70dMlkogKakeJihaxwRb4tpNI1IgCli3IsonVl1BXOwJbM/xiLBDdPO5dbqrdY12eHzUx0s7bcbt0kA2r6MSPcwPHcoAYeAB+bCNwcXiGTEi1jTv0qS5siQimw4RPj5G47R4bB3gaBRNsoJwtyNUhqVBWtnl6PQT2FAJeAN5TSHvz7JMIUK12ew7XBXzLRVdtXFojqRb+CphHQIzZEmpcphnDRdm6TfEVG7jBzusEFI1EcLJaK3OK800dwXUwUQM+rNOzy7arkmrLkTBid8urwhOLv7c9XPERm7jfktipgx01cNvKlXuH+7q074Y33kNgdwS8AOy9Ewc9Agxucet6ewLGRkCeF12+VPXCVH8/A5p9YZjlJJRRfm8BvD7A+6KC+yyggg3YFHzZMCT/2dWejEPY0xE8CR/qwcBv+jc5tiztVW34AwycRMHq8LSi63yPV5wVJQ6xBZVsIBIFrlyk5aOytM3T7SGwpxHwAvCeRtybb59FgCpnNegrBzEhOv6xaHGOEN+VR6DlKsCsBDG+FF3ror3l+PJ6fBgG7nKAChHEOhdNYBRPnV0Rw2mirpjI1QuTJ71I1h/VmjkwkSZp+Dw0XS7efXxbxcsc4jZbcKzbSzIKLIaN3j+vkpnJzuXJewjsDwh4AXh/WCXPxj2GAAO8loI3tnfbWV9Bl+44lsF1GjTrQMxpEqrcbo85UsREfwX50xLiODfzO0vA6sDaysADp4RkcFnZpg7jOzBwBXywnUo4MnOazN8xV+cMXuxY6B010NYBqrgZ4jbx4/RwwQBdVvZ5ej0E9hYCXgDeW8h78+7TCGQFOAWCU91A5WYxV9clJ/RncNODgO920DQB3yeifdfsDeebK851gKPczG4FLH4prwtRSwswLJe6Eyi3vePQu+dqubfUNjZjOSX4GT60golpep6cfrniKxR0ijKWcR7rIRwF1tuCRRNCOC2vIsx7PAQODgS8AHxwrLPnZQkR2KAYcoCATdhRweygLnlZDlXuaMB/jgNxstLQqfIymVxCs5IadqTiRBto5wZet9Z5kZaauyuYHOR7NtHNAvxu8pZbRmULYBFVLCBqC9bbxN9RYI5tY1J4FSY+Ctm6q56BYI2N9XCmZeKM2cCly/2obhpAQxvZGdHY3Onb661dEhRtC377LOT16E1qMT3hAwoBLwAfUMvpOVNWCGjFKQ5w2vYmCZkRwaBWWh5Jdj4qXmAR71qCqgSWVdBoIhAmqyeefJsg73CIJ9y65iiwyWXemqcl4VaGoxR7RIE+NnCK26fX3SXv3s93O7FIZfe+dnudNJYBcDk+HQGqGuCRNpwo8I8NzHUcfPlWpgyNZ7v3uYfAwYKAF4APlpX2/EwJAkuDHG45aOce18bIOARbo8Rjx4dlUDITZCl+7AgutAhfFFgWBQ5XWrKS0bG7bMe8oPmkJahmEWJLrD3juNkhOb80eosaO7AFgzmbUdU2YI8ghmQZONEmTIuYb4Rx/DJITlnM6+n0EDhQEPAC8IGykp4fexyB34IcZhNnuwxaBPxRIGIJxueEcG0HyOpEDFof5BiHODNKZLu1rjbxUKOwDExkLEDjYoUf3eBNwIwCTpTYYAnGTNFlSx+5w76jM/iF7aCD+4PEvceN+NFh2TJxN8Le4yHgIRAHAS8Ae6+Ih0AKEPgpwPdzBR2iRDXmkUa43NI5EWCWDSyygHe6a5le1FQhxTsd4EGLSLdcZi3g15b632byN9TisXYaulvA+Q7QyALS3DvdCOA4QLYNfDRKSwE2rxS4VkBF2yC7WcQAC2huMdZQ4s9tFXHq4sWyuSzm83R6CByoCHgB+EBdWc+vvYbAmPpsKhYesYGjo3nHwAEbqLCdGzo3iliA3epmHkeBbIuo6bYitAUN/cS6VkCT2oLKBIy1ADWAX/LuWXNcZivm7bRnOlE88H4K2iomAtS59fh/UQPXWICyCceSWOCdPlNLl0TGezIeAh4CBRHwArD3VngI7CEEhrl8xiZa5Nho5BioE3VQM8b0RDR3BDoKNIwSiy13R2tg86FEsB7QMB2oLXklQuuiwC+2YHx2LgZ3XStbysr0Hu4uF/g/1zY3G9pmLPKLZWCuTfxnchIc02Vlo6fXQ2B/R8ALwPv7Cnr2HxQIfF+PnS0D9zhAkyhQezvPs0vRuMYCljt5vY0Xg/isl5YFiYByh2ItCtrlEp3tvNaJtR0D5S3G6oLdHbdblBuKOvhmVKbckohOT8ZDwEMgcQS8AJw4Vv/f3h2jRhWGYRj9Lko6FyAIYjprG5dmFyyyg2zFxiVkDWlsFLGzEWYyueEfgzsIj8VJPeQNhw8euMNMvJLAfyPw5fW+gvnptM3745wfYb96Cub64pDzx4KOf9+HXo+K179NXF+6cX7P+Ol1618l/vv40HoUfpr5ddrm7rDP18vvc/N5tvUSPwQIPJOAAD8TrF9LoBC4mv3l2zfz4c9pPt7PvNu38xdpXKxHyIdtDg/b/D4+zM/7fe5ebHN7/WP7VvydNgkQmBFgV0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgACBRzTXOAoCskqcAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts><script x="106" y="406"><custom-block s="daisy %s"><l>3</l></custom-block></script></scripts><sprites><sprite name="Sprite" idx="1" x="-36.788763979443274" y="-12.749777192268567" heading="33" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,151.95,25.999999999999993,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks><block-definition s="daisy" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables><scripts><script x="290" y="41.99999999999994"><block s="receiveKey"><l><option>up arrow</option></l><comment w="90" collapsed="false">These four commands make the etch move in a line.</comment></block><block s="setHeading"><l>0</l></block><block s="forward"><l>10</l></block></script><script x="289" y="111.33333333333343"><block s="receiveKey"><l><option>down arrow</option></l></block><block s="setHeading"><l>180</l></block><block s="forward"><l>10</l></block></script><script x="289" y="186.33333333333331"><block s="receiveKey"><l><option>left arrow</option></l></block><block s="setHeading"><l>270</l></block><block s="forward"><l>10</l></block></script><script x="288" y="261.3333333333333"><block s="receiveKey"><l><option>right arrow</option></l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>10</l></block></script><script x="288" y="343.9999999999997"><block s="receiveKey"><l><option>o</option></l><comment w="90" collapsed="false">These 2 blocks put the pen on and off the screen.</comment></block><block s="up"></block></script><script x="290" y="402.99999999999983"><block s="receiveKey"><l><option>p</option></l></block><block s="down"></block></script><script x="14.999999999999979" y="91.99999999999983"><block s="receiveKey"><l><option>1</option></l><comment w="90" collapsed="false">These commands change the color of the drawing.</comment></block><block s="setColor"><color>233,245,0,1</color></block></script><script x="10.999999999999986" y="145.99999999999983"><block s="receiveKey"><l><option>2</option></l></block><block s="setColor"><color>250,28,0,1</color></block></script><script x="9.999999999999993" y="208.99999999999972"><block s="receiveKey"><l><option>3</option></l></block><block s="setColor"><color>27,255,5,1</color></block></script><script x="13" y="266.9999999999997"><block s="receiveKey"><l><option>4</option></l></block><block s="setColor"><color>26,31,255,1</color></block></script><script x="14.999999999999979" y="16.99999999999983"><block s="receiveKey"><l><option>space</option></l><comment w="90" collapsed="false">This command clears the screen.</comment></block><block s="clear"></block></script><script x="14.999999999999979" y="390.99999999999994"><block s="receiveKey"><l><option>m</option></l><comment w="90" collapsed="false">This command creates a multicolored daisy.</comment></block><custom-block s="daisy %s"><l>360</l></custom-block></script><script x="14.999999999999979" y="324.6666666666658"><block s="receiveKey"><l><option>d</option></l><comment w="90" collapsed="false">This command makes a single colored daisy.</comment></block><custom-block s="daisy 1 color %s"><l>360</l></custom-block></script><script x="14.999999999999979" y="455.66666666666754"><block s="receiveKey"><l><option>k</option></l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="548.9999999999998" y="20"><block s="receiveKey"><l><option>q</option></l><comment w="90" collapsed="false">These 4 blocks make the etch move diagnally.</comment></block><block s="setHeading"><l>315</l></block><block s="forward"><l>10</l></block></script><script x="547.9999999999998" y="99.99999999999983"><block s="receiveKey"><l><option>w</option></l></block><block s="setHeading"><l>45</l></block><block s="forward"><l>10</l></block></script><script x="547.9999999999998" y="182.99999999999983"><block s="receiveKey"><l><option>a</option></l></block><block s="setHeading"><l>225</l></block><block s="forward"><l>10</l></block></script><script x="544.9999999999998" y="272.9999999999997"><block s="receiveKey"><l><option>s</option></l></block><block s="setHeading"><l>135</l></block><block s="forward"><l>10</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="daisy" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="stay on screen x" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><l>-240</l><block s="xPosition"></block></block><block s="reportLessThan"><block s="xPosition"></block><l>240</l></block></block><script><block s="doStopThis"><l><option>all</option></l></block></script></block></script></block-definition><block-definition s="stay in boarder x" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><l>-240</l><block s="xPosition"></block></block><block s="reportLessThan"><block s="xPosition"></block><l>240</l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block-definition><block-definition s="daisy %&apos;circles&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="circles"/><script><block s="doRepeat"><l>360</l><script><block s="turn"><l>1</l></block><block s="forward"><l>1</l></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportQuotient"><block s="reportMonadic"><l><option>abs</option></l><block s="direction"></block></block><l>3.6</l></block></block></script></block><block s="doRepeat"><l>24</l><script><block s="turn"><l>15</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="circles"/></block></block></script></block></script></block></script></block-definition><block-definition s="daisy 1 color %&apos;circles&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="circles"/><script><block s="doRepeat"><l>360</l><script><block s="turn"><l>1</l></block><block s="forward"><l>1</l></block></script></block><block s="doRepeat"><l>24</l><script><block s="turn"><l>15</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="circles"/></block></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="project 1" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>