<snapdata remixID="9851839"><project name="U2L3-PredicatesPage2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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x1FdCnoV1cbefE/EnJZd6AN4djKCgt/Oywhbj6yOQHhwEu1NbO3fUMoraMtXzbIu3ZNNVwcIZL44ddCkwppgF7bvCXL0UjK2bsWZ0LWzqYMtAs4MfyCKM03N36N9x+HKNqsHRyTLcQ2PGKvJza3RWchZ16PnIp+ZuDIHNR2IqLwFECrloFB4Owbq4wPl5dS6zUF8H5dduw43d5VHq1/rFVhXVeKbbfkkUP2KeXGIBPbHh2Qd7ltAuN/F96Mi6MzJOL4lx+JdnzT3f0ve73tdolFMXsxFqGnmpBfi6+zbl7x92Fgfdr4bbWQc5jH1G0KS+FL8383xD/7ncsYZSwiDozGkFhBoSAJsD5DtZVv7m+ggnzBZcAg7gUOou5klDk6D1nT7z9DWQ3DpR51twFNijNm3fRTnF59nXhusSY3neZ1D9BMtE8HR3IuIu2dE1ln8axjUfiCd3b8zaxpDkzYDg4r8BAFWTmm2V9gabBvaPdukMgfxLese3wDhzUasKoLPkIUYEELlbFWhyrXHvhb+N5BO7bq/B076avgfyrQsN0TbdK/97TLQ9fmgRAh9oBrSq5DfRKdeahwnsmWO9LePwUbAy5BGvyO9Mie2Gn0tCPbhPH1Joahd15gEeF47zuZ11kvdnrPyZ/NM17G1241D1xwiaoMVvhbpbT8Tsb+IawGu7MTY2kvBCXzfLO9+Z+ic02NgIPK3TC3Gk2zKW7pOfD0GMm5pSoduxL88rmoLMvInlndAe1k1oNOcR3wz14hzcsppiYfxw9lnb9qvxBuYTRsbNpPNg2nHF2ImmFMEbQxMRFqdTI4Hh6qEaQJih5F3vrHMIo7qGSshDCONxlXxb1AEjJ8FuzhiqnRHJ65/c+8QN8flZ9iatELaop9F3f4H4ZkcsZqNPV2Wb7kbFXCUIrOYvtW8N+C6F0zBP+Aek20tOMyl6T+Q9lT81vr7TuPSwpaPRg3e8720Ndicoats57fi421aGojZA43QnYMaoYFndenNQowXoqHBD1vbjQHGPoCh6vsyrvuRbFxUPnAylLc+ibg6WAadDkCQOGBLU7z7a8UqhwUzot9FwC7o+D2kDIq1uk0wI7nALOtd5/50/4P4qraz9usHA+HlI76LMRnY7JwsdkSgPPXmFM8G4xX4rgaTqF/JLUy6qinYlIY+tB/isOnVJB1417vH7SpNAwdi690nERcTRYiajVElRqxLAyPVelb77i7Bzsw/129U1yHK7+PuS9j2hD/4bWmcx2QgdKZ5vhP1Q8nz2m9BWZ9Qf7qz12GPtio+Os4zGHQtfuiyUjDP1yDpmINvtM+Nyf+1gkBDEWAMPlEMPu/gZW/xOgibDbp2wF7ITbXSYaWupzPA7QNuIhyFmNrohz0OV/p74SqbxDC46wzembkjjhLoDeBeIPJ0bFuDwGoyC64ASi96HqvpP98s71trpwHvcdHPIa3O6GfgyuQ84ghbj2spLDJ9Hf+L0tRGuoZ3GMQXAdUlDsFQMWpCFkOqE5xoCt7/Jrz/D6GbKkV8sxF7vB/Zdxk476K/HSgR3U8SoXNR14MRXxUls0lrtN99TnQ1/F14R9dIk/0PkZ6/YUlJOdSinDNxfBHEbUeg2RmFdnR4qiQSalXuBGC7C+5aj9m49K6ShiAhxM+i3Fowwjfic9gdbYREymh+O+Ny83S/uz9J88BXzJO9+n04zuOaH8aPSV4QkoOoT+g6FERY8aCrEQTSB9oaqfRwqwkjA3jZJbjndyVEdHj5S+/SBhPb/iEMiGeBUEErE7y2CsOCWp6FanXmPObN0/Y0OP1I1E4VphTRzjegShLHead6hrBPNPM21Bmg8xv6yJs+y0MQVnuDSPdXZAXWlU9Fu4fe0qRpXsfZyc/jyEUQctTeI+RZ8mcQEPBEzxvgVZE/8DLXm+VbPuX4vX9O32ZuTSrjoO2U9377UnTfgYF6pGljO3E2tc/Et/BdVHoa4nYg7nRcPnGDd5BTAv4GvqFH8Db9QkLdTyJGRc/KdurtW5YLGZ0gnA4iOgvEXwm09gG0uofhlOCKrMS1O/IJjM34HprjB6URYXf9+G+IOzVQUlnX8APl0FsiBAKdXKIcqzQbhyDOdxQe9AN3nbX3m2e6P+T/HOndLohACSn0EwwmOyGvHXApt5dvMBlpkbnS64esyiSqSPIe/GtwKdGHdqeewGSTBhgQ7jnTivhzER+cLCQF7ixfB8RSuDgy0Rl8ksOVaeC0x0cvBlYYwHCGqz/rhyeL07bcKk0wHlGDW8SytKdkQR6hC3K1A5DqdAQtXDlxshPfsphD9CYE96CRi5INtfI4lJAOc8S/MUxIXdOvJ6FfYTUK72Z+p+/PMlzD0tjPn3XpnmKMcS3LbafW6sx5IKcRrG0/i3e8F20MY1I5H/d9UaJy9MWOvbeBWTgxWFv0q0oYliCn4CSHRDgIUpX7i30Jqrw5uatn92+ZIf3NryCGK95xo96Jlzq4ZSN3BnmeBDQgq2lbRZ4aF/0IY0uOAcM6GtM4TckbRF1zfPpeTUPY4PdLV+cEnK0x3bjDyINGse848fUcY3dAHpwOEeDWQBx3WJATcIMb83+OPb+34p3+uI9IVuJb5gMBIGm6A+Uf59cBfYpJH0ykqhhXbZDn5xB9kfJriKfbgdZKS/yb8rhjzU3fw5p2aABI8NiZkhjzG7z3IJxGJ+iFuEEEWBN5/XspvGcnM9HJzoSuxRBHQyJGV80I5BroqrnOw6pbFvGz5vMHDFYnDStDJHKsULVHfwFionlkEzu5g4nBlgHrGG3XbU7Pw18GEbRz+pFyrDpITcP/7fGp62RDr6E4DESpGZd1IKqZ2pewoninb0V2StR891dwv8f63O+oEN99O2ZBS/llVMh/51Qao+NMtrFGp2N6dvYaENrlYsOXS3PnY4hbUZEyyhsVh617ejqVr1Sl67+uU1SM7ke2EEeb3SC5WgsR9Nm5Jp5ZibAaAkl0LWgk5VIfvlq6pzq9lmo9vLr6ild+aohn+8/3fxR6z9Du/TTSZc5gsUZl/oD1y4vFdKnYrOKDCShwKE3bMzxwEIJOxYfcMoQI+vP48FV8TlcLCFgLe8UeXbM4DGBC91HgenTSl50zKhPnC6M2O+CEMLzvZm8QX1h5SiO2PiH2Ed0Gz0rEvQUGJ26WgZ4XsTdWwxrOucspXR93RPZ9HcoRnwLSGwZ62qlTcdQofKHDhtrrq31uF3edC3H03kj5QQ9IrCO3/w56aac0HLA11OBss9Iaqn7hVYXZye9jXPjnVArHwg0UOBQCiEStWQ0CNd157qyT6meQPNFkNeLsjrgfQBi0hI0S80zs4gi7G8/znIqSkWdaeYl+fGzzEAPbIeL/KSb27HC0OJ36D+MfZtFqFOANJIXhDsd1yphtB8jAmNlpCmS6XUOVwXBiLGLNwdWBwVT3O2bg4cT7PfBY78T3lc5065E1ugaonLmeAoOBJjOtvI/8dfKipgm1X2bgPgX3vJwA4jeUAwf8JzTY3b9u7S3QZzhZAcjBEZV0qxEmeUbmq8Z8FPuJzWkoNri0o9XwnXLAXbhAcHFFuv4ij8pWvCwaThdAwNFkN/IHBO0QCNZx5c+QbJzqSzYCz9K83jf8EgKneQ+UyZipOxHSIvJH1SCQMWhWTb1KXhEQ4O9ioLiw5BmXJ0MVQuk+RhB+7GV0iFBitlNU+kQhOGnw/WNdWjhoUuE/xwjtELU9QTh3Qzlw0LIUgwmGoxziFIPw27GNJSjedMMz/mdIBD6Dxympim6HEXOTtGw5K9fg4R4HGb0C8ZR4BAdxHXjuQd2aUM9e7Nn8ai4RXEaVGuKnZ0d5VQAzZznFGYTLtM/XIbrpxlwWBsrPwN0qV3uTNIf/Rdo61ymXlhGBP7Mg4Cmw3YhHH8EV/B5eBhFekOs78rPyxNpbkmmN3GWWd33Uf857dSHQOAR4XvsPQNAuqC74q7Y24DQHDi2W4HlnK/8arVIloBQhFgy+Rv4kLV2fyjWAeAPHcqTbIzsqdp2M756NgZyKJQAI3O8tuPnGGxxOR8bBLvHgrT8j4nyzEF3sVx207IIK4S9dkpHVClf2vmVoJgLuXt+BpZiY7hZ41gugPwrjHEsCYYO8eDdeQaBOqNW9BD0XXRagq0IEGocAz4/ejZf5w6k+cM75fAJhCBrELT6H4QSiVXsmuK/g2rHyi2rTeC2SYXaaTPsc4kKrN8MNOphbh6iAWHuwCHof5ABxK/ZCGkepK3P9LKOAsvxcC6s6e46E0A1a0/KrqdqwnV0HmBy2oAMmC09EkuDs389hxHXzM6r1e5r1JJhShdbrx7CEkKkNOyzjDI5d761jp0hT879Bd+AQfB8TgVdzFsyg7+AoC2EpB6YrDJYWHDd436obzv/FIOBIMzZHb4XE6iiMB/5YANG9fRBhyzGWYAlIzXE6YqzgMtoihEe8slaDAM8oplzGrRwCjUSAIc50Dpf30V2FF3OW/yPznkXDdA1ss86pxD5UZwDcFsExauFv48NT4x1QWim7CDqBsraUUtTrrWn9Edhun8TXwERfKLTILHPN8CXDA57kMXUOV+Vs1ZiUfFxG4xHJMmrAA2zvQn+pmBKrqfZWEL+d8dtXwNExWYlvwft8izhqUomuSirS9uTie9Hzov8Ll7p/xLd1kevl/5EigOWzxRi7dL0/07Z0IVnnHecKyYBxyodA4xDgedEHMEgtTkFp74Eo55jU73SfnRf9M+K7zy1MLk7o1lNlKP5Mh2nIX+6aVsdtkBocCQLhz+Kxvm3PwGEPNw2VgcsF4ISfoMWfIonLUGXU2vMs67+b0IbtAu0oSOycd/0+kBm8cVx5DWE4RmgkrLsC4OLXmeWxja6f/0uBgLc2/BzymllcfvZejHMByV9xqRm7vAg0DgFO2zOJ9cTm+KJ8a5yc0Zf2xbMLothiYa5GrhCZOQ4cNw5iCHWfNJRUIYdiUcPuc7QLoP1sPe1nV/6Y+o4LkBA4a/Ut0V9ignkEemJHXP7EyO0ZV0NZlQBXYuL0rIy1F8jjPW+jEEfW6UfKdbez0MftHSfBhvL2MtD9y0bdZpQLn+GGO4ZXBpouQS+Ecb2cWwTtiaWN2SKJ+IXmmZhKLOiqEIHUh1uFlStllTyrQRc7eTYPrVHLGX0p0XfzsgvHwQJQYikGj10CuUOkmd04fyCOu7Um8yABbGuBpvbJwXiN4Mfk8EW0c69BbR1CMhCw2PYjpB2TkV63Bb2HvrhXBvr/VcZuXTfcbXCQHn0VxP1nXv4qsr4X14vo971B6mMSt5fg3OlHZI30YwBS7rqsjt9yWeFl5iNAoGEI8AgwYtISImD1ZKTxHY9ioNd9xEGnGp7flP7uy3NxTJ44uuH3OYIAB7VcfQxzip29Y+yuQsTjcGUSXiWQ12EduWTnM+NYxE+Bc77Or1iWu3LSOAdYTyEzEFUnXoH/P6S5+2Usc+4qiaaL8VslJKoM6RLobAeRZIbhBUIaVWSED4d5JH+bqXjiagWHDM653nKhE4f/iMAoI0ACPMod4BefUjyyqgy1HuHu1gEdSPS0pPTBRvf07onBC5ykfRPPlsHyVswz9t4nzf3fkif7VqNzCxIZ+nWo1N3bcqTiaLXDnaldqwPz7WK7PpvNjJ6XtqH3OUIpJ1Oh8HFori8yWfba2vnjp4HALcGrMBVYBx0Op7e3SFf3l81rjj3v4LMR+R0RdDR6Nt7PHyOjzP7Nlbdy4DoZaMIVzhVp5OH5dT9Gnj9zIAKFI0ACXDhWZYnpEJSB9qtAdHNtvRlOuco1KBF/Svq7zgJHOXiL1HByLXGagEhUNWYzNTxfBVGZC6LSl1lshgj2WWjczsuMU8+/7bzIAjHhf0MbwdVltw7mcb3XII5OcoIEbRvSfCOfpKFU2KVPKs1q5AuxuZkEwr8r3vcJ+K3EubJjkIGBmeVDG5gpFQbMhwjkQ6CyL3++mjTgM4hUm3Do993gYI8sW/ONgSlI2JNdsXlN2coYYcYBQpzOMeVQKMIa44NYYzzUKxamLeMfpqIJyKoehynhMyFBOAzYHIMrSHh1UnYHDPSfnk2y4GFZ9htEMgbnIY3BdCsioXGnYXvdd1DoJFxDjUUqzdELplBlAyRAf8F3g4McdC+sPgmKnDN/UynJwYj/qg6BoV76qqtwvVQIxFdtLy9Bew4MtEkHSRgMsbrGN0wRNHgf5TIGD753w5TdKbksUQXqMGpeT7ysa3fTk5VQ4x0GYnYxWLvU8RevrMWZqgbnyCYdt1ooFNCOvgDY/De8QcKLn2YtFJ0Xj9YkzC6M7Crx0P+iHjuhMjvgmoFLuV8VN6eca7p0AzjkHrRjBhS2mnHPaEsyuoqst+K6H/HvwCTsDmnufWu4imPJXOkhAhVEgAS4gmD7RbnrcvGl+K2E0nePwNDH0RhAYn7AcO4Oh3EgiNPW9t8i/Qm4UgNYLXDD7iHj2LMdMCoxNBAvQwyNNfHGdg4BTsj/ADt/W5FO6G4D13vmaHC9OSUb2brJyHtQu/o4tNr1uxBMxpqlvxXGRcLHQ9qhYnSVEo3F5bcN3oBT4q1HG6rtdLHPSLj5n2TG+6+bG8uvZR2oBb1EoCgESICLgmtkkXOuy1l5CFaLjsymRDOSEh1CbxIwW2cnB/JxB+WxXZ/Hsd1dDj8ZeFgNXqui+c3tOhAHpQN5qkYOWMFJiqATdn8QLZw53X/+aJyEEyC82db2tap6MIMqXL2G630QzndkTOIr5skeSDqyO4cgS/tMbGH6F3DS85BmZl4O2dGiRr7WXg8sbpDurqdgT045ZjoiUDUIkABXoCscwmvarwRnkqlopTJVGDuQX0sofmU5rAd5FnTU4lS2NcENCH+yGhW1PKMDuh2lA6QFg3VABC0W4miIM/XttRa2uRPf4howsBhlNwTh1T78I7T1f1aKc7KL5pBdcfUaQPQkzCd/S2a9+xa541F+YVi8M4QRhjIi4HFz96CII/IUo6cF/SO0M3+YJ86IHuXghv08X8H68PxqXh/2K8p79SEwBOHtxSwp7/7uUrTIIcjxjmnYcnUhCP1+yBP+pNU1eAOO3HEADHpHEwFywGVE3xM5344igsTX0yRKK7jsBFhLw2QgCtHub+BdiGsKrtT6sIgOlEMedYY0dETAQcB5v8OQ7Fhnq1OmgY+KEN5cXeHuRW7fDxISaFqbTyJeNpObfnIVTa/F+/8UtKm/J01dq6nM5UPDezkRIAEuI7o4seZmcLYnBYrogj+lvWvs01A8uVNCprOSBuwxAzByCIhxT/u1GDw/il++Ygs0S7G9Y3z3CViPHrT/NtAOehscAe+kq1sAgxK2oBtVwhusiO93Dp1YucPOOHX0v/G+Y31cpuGZKnRlc9SuzoYKw8qCAAlwWWAFGVuIfY7x9pTFJpF04muhAjUhu/WiMlUpa7Y5jjrD2nD40NHatpK1ogysCgRynvUsqoFcGQMfIwWiKO5YtasTUBgz0K62MI2ZMD+Vrq7lUiE71iNtK9NXNwIkwGXoH2/d96/I+mAv+3Sx8xBG88tQpbxZeopayxFpdiBiHP4/Y234VK4NB1BpUK/3jvwezf8orqYADAPgKtV06KhsdQrUY1hehztes91E6d/2XxAMYQ89tKsNDIXk3n+s37JqcL+Haw0mHetlwH7dPN/zFn7TEYGiECABLgquoSPnWPdNJawSzjdVIdeXU1vaYIvUuNJvkcosn7+rFwHrHKDR/jhqqATKda7RjJukZctZ9TRBy6Fd3YJG5xsrQZCHPtHLh453IuAjkO+l8uPwXgQCWdZ9U6mrjPNNVSzly2EkJOdJO6mU9NUjAlmPkMwwmlGP7fbb5BLk6GxoSfyTmNBsiKF3xbPtcWWzY533IBE/T96JgI8ACbCPRAnuWdZ9g7legcMFzjVZTqwJRqoGP0To2cxk6ok7i1F/KmdVQydVoA52QfQUaAVfjaLGesVBQcncL61bTqgnrrcYKCF/Dss0EN/2yBwJh/4v8PgE0isxTjkD85jjuo6phW89VWn6RgMBEuASoe6Jnp9GdnsMyrJKxc6D6hkI8Naxf46gcwLBr2P8WUTlrAAideh1JmDvd9wBseoRELz6GvJbYZP7DLO8W4260HkIBPZApx8koks3LSDCj+r2PjoikB0BEuDsuBQdmlP0XANi51yNdYhwZzuM3cuhgThx+KmcFQCknrzeeu8ytMk9DEQbZ+RNCYUWmWWdq+qpraVsiyf9uhd5+oqXmL/IHbBt/bFSlsO86gsBEuAS9Gce0XPNiJ1zweApZ92I5x/BlTLcQeWsXJDVbHjW9V6RF2Vz10KzhksPQ3WsM2FNt2Eex2ESM83yzWuHSsvnjYmAL15qzNaXoNWOzeJ4+4vIKkWcNF8VO9fImm8+GFSEhpOGcBpNeBbiQQTtOeWKN7f/3Bl0/DDeaxYBZ703nngB7+0uXiMSsCAFoywkvoV2qrPmCz0JxPe/kzCOSXzELmydUmgejNdYCJAAj7S/+5t0nXRqWjau2FkVlvTUl7pwzrrv+C4lwrodxXfngAjf53DJfgjvNYUAJlAtdl7HfTAwcT0q7itb6XrvJ83yLUfhHabSXRE96uBlwocgSdxLNlESTRcXkQWjNhACJMAj6GyH+7N2floWCXkKFq4OrceBy2nT+K5FaO/lgTYfLr3t1wV+01sjCDhbzja3vwpi+6GkspWu94ZDc6hsNfxOdEXO9oFkDtAdpyMC2RAgAc6GSgFhDte3uR0Hx5vdUtHtOtnOIb51w/mm2ub6QIQHIJb8CkSVjwWeHUcuOIBGlXtVZ8EugJ1yia9EVQPvrzwv73dNp7JVCTrQmucCuSjOdERgEAIkwIMgKTCgt10VkxYFYj8uzfFF9cj5BtroeB0iHOk6Ej82ec+apK/jN5nx+LtKEUi0X4UJlB4S4ustqLj0TpgdPYDKViXqM4MNSr4L+v0w3okAECABHsZr4FqLcrSC/dSqcLXIPNm73g+o97uzv9HKiRBdemtd9hTnhJx6b3iNt895d7XfUm6jKtipoh33rKZAoY8IVAIBEuAiUca6b1RM4kEk87mHjSC+daVwVSgk2OO4FJtEXcMMarzeyB+cLVmFZsB4FUXAMRYjiSUoNPjuzqRhlTJ0gzWrk7kG/clAeogAOeDi34H3238Le7CTvYTg/sKHNILYOSdQMMaPZwPe8x1wBOMNOePywegiEILoWayvsc93t5y9Yez0ZPZBfzKQHiJAAlzUO2DVJpCRfQOJbmt07sERWxq5K4DJRzwRfSCI3tFGwDGZKHJcoB53NPq7G8CCXiIwKghQBF0M7PvIeET3N9XHZWzX54tJXrdxW7o+ibnJOq99EEUnHnRE9XXb4BpsWHNUbXqP8Wq+TRJdp9dgK2qnytY8n6xs0J8MpIcIkAMu7h0It/8UCfz1s/UwSdFVXAb1GdtV3gkdjtZBrAmnInoV1dNVBQJ2QQvEzkYPC/Cc/YZ5Vnr8X7V0x8SuCYZDzncu+Ku27samxoagv2orzIqNBgLkgAtE3RE/p287WgpD2gimUwQ8ceZtSTQgqvcwSwbRM0oI2ObgST390t8dNKQySpUaZrHvd3wNhkN+5Fyd7Xe7imXDzKucyUxyoq4LV/6kvZwlMu8aRKB6Z5DVBuYh0H7ukcleteIS7fp6tVVx1OvT1vU56Wk/AfXQAWeKzJdxskI2j3q9GqgCdkFkIuD/NKQQ7TjLtx2Eam/458FgjI9CpzRHb7fzYCjC2G4n0I+nP9SAhB/up8i8Fxp/qHi5nucK13qYxAdRR7dGVo6UUPtyO99e6wRkplPSp+133YuYLk8GDiEx/eeb5X1rvfDy3BJmPkp3nfrpiEAWBPxXJMsjBvkI2IM6tpNe+yR+z3DDYPFqRfc0gFfVHLCdF1kgJvTfGIdmOIOBta+JTXzLPBNb7retlHeH450P04YiMz2crjMruj9TyjKYV34EYOHqAryV/4VYnFznhkqXSl7BxORdEGQYitTPWIfC5L0fv7ciYNtwiLX7HUTXIA9fX+Qm7LM+FfnREYE0BPiRpsGR40evvQxPPOKrcUKPV4L4BgjoVBQKrtKugrWtsws2+OES36O1xu5UwczE8Wg6sJTljFLFxIp9AgOPR4DNaVh//HbZuQ2ngfxHBApGQCU0e6WkAkp81WXeEWSbT7Dzm++BB2Ol6ZXmga8O+f0tgrJmt5nkZKl6Ec393/L8vBGBNAT8Ny4tkD/SEbDz219AiH9A+UoY3liAvb+u+C49akl/2flRfPjGJaCpnDvhfQgDwVeGGgjADa0E4fWIYTKDTtR/l3LtXbazpEOi7WqiUgc5dX/A7F/NHtJVAIGsImgxC1H09l7x74GYLEsTNWeKbocvgj7Ie1/9cQXvqnVPz8om2s5Vbq5wHz99LvIZ0MvU0Ylif4Y24fxdT+Ts2mJOF0GL2QPpjsHlv5t+jsXcV0tb1zx5GCQWjcuWEOPFVQg/w3u2RlZ0zcgVN1t6hjUOAv6H0jgtLrKlsOzUDOMSSvRacVmIpKZXiqPDh6xG3DMJqNcCiMHV9nQe85dIvwaRlXvOdGtBwA/NlzYzQTG/Ue6diP9RJ421N5tnuk8pJj3jlhYBmAj9BYjV37n9IZfBgtmXS1uCm5tD/G14BX7t6OW/CpOvWWUpa7a0S2v7+8jbJ6YFTfRcjfDmS/ElT4K8pjOnCNqGlHgvDuQfbAZE2PZ1bxKDrV0pztgVP7e/hsjTvARXA4Mzg4npJwI+AhRB+0jkum+LzMUnPtZ5bGWrhPs25opahvBU/1jBAelB291YX9rWdAnKVKWnXM63UIXnFn7j5zdV+sNXIFC5gTI4+wrKcgmwkfVlKIBZFoOAY4nJm2uX0SqTWR7bCKkNJo3GI8D27WKqWUxc87J0QbXsXnwTH3HSYfGjEOdOnvvcd3OIBA6xVg1yrKtIyO4PgjvZSwKij+/PqE0AD9f+8P5o+wuIMwOxp3rBcYlTWXMImBv6MbchDdX9TeFvI4qLk5HVZplAQWMUnLEb8WHfjll76oB0I4fZ/Vv9QSFLpQIDoIXYUWRLKpLJwVmnYozA94FA2qA/EExvfSJgtqXaFfSnQkvoi6XyMiqhKqlTYq3LJ5AYnCzbuvEemxtxrUMh4IAzndkVz44C4VWFR5cqW9svoej57rJAZnz+JgI+YSESuRGwEgk8XBXwl99rkjaW8W2brRgITpCQuTdQ8DhwwZcGfmd4AwOgCfWBgL+bjABhetJfco9xJQZOvkF/yQtihoUgEDwMIOgvJG3Rcawq+Xku6PfDSnj3CZ1maeRoq2LpMjnzAtZ8V2w5TVZsmQalKl1LvgnfE5ZaIIrO5YxpwXf7z5CSfzpXFIY3NgK+SLKxUcjfel3TOtaL8lz+qCN7mlSgcbKJX4cP/G14XU7V9WNzycB50t90KMLHO9GMTHPugX/OurWKzlOKY/BazWcHHak8tyNEZnfDD2KpYRgsdXB2RZR+GMKdZ7nvVvdVOgo+r2Fg+nt5sm818vLi4+b49U43aghUSATttM95h7yWlpvYYz+vaimjNIiEcbVGsazSDbOo5XP4Gizecazx9p2qpTgSqP6miyGZwp5rcMZWDgXRDUxAy1cX5lz7CCRH49pvSmlakCSC+kGps/ZY7KU9wPXLE7gv9TQtfSKlhMs1XpBLezMzXKlaNm1NA7Gw9bc72QdRFoim2c0pW+wbuHsTADMd/t2dcCN9WB3GWnCiH/XcB2G6BjUdJUA5JLhm7MQu9z+I5uybqPM4FBT1CnsbCl/7lUvhq9wNqof83YmW+bDbFnsP9mYfU652VbIsbQPKux7v22lee6AF3T+zUkqS2TC086IPgQAv8p69g/HjUgklLtP18WzxGdbYCJAAZ/Q/DRlkAFKKnxY2s428g6zAGpfXGEgpqltveUAL+gfA/wKnXVZ+iKWMfyhXGytOgIepDV2O9rungMWhhOZw5FoETpzq+lg5ymKe9YEARdD10Y+ZrbAgdVvBZSfAHbhr2FYgNrMTMTtvcSI7RNE+Cn+Qkx+JCFq5Xt2XqeLAdGectTlvfQ5cvglPgqThaHIF6TCV7Zezr9ebaw+1x3eklXCkQeJy2+ovsxuuNnSpq+XapE4sQb7++79R9+qXuhzmV18IkAAP6k+svRp8Q44tXYhwjfk2ovg4XQ3C9nbZRNBiDkRZSsjg7AaUBVWp5NYHiLDs8+4jZ2A7E1zNTs5vgXKVTVwBETRs/kpMTPw/oajZKYkxf/Oegw7LM/ing8NUJ8zIplKKIsHaGtm/Zbr0N/8v8l+MyxdBO8Vl/NsL45QqpvwwI5w/y4KAhYawL+xSf1mdX5AWEvSXs9CyakMXVPGQGt+w7rflaEmHDzFPdq0vKC0jNSwCPmFpWAAyG+5xZQ5hsPtEFko4DC1GOIu11qauL5RzGxIMWCjB9Aiw6QGhx3qqfwCEfTVIMBF3Fp6diEvdBAnFf2GW96x1f6K689tvgV8JrjpdG1OFlb+6P0v/HyOtr5zysTTDDzqRcO3q7oxSfaIMek1XMQRsaG6KFIb2Lmu5jm6DR3d9PYeyFojMM7WhcfxiJdeB7RxH3+L4QDMhet68JvCbXiKQFQF3f2vWRwyUiu8BtptSqNtNvWO8gQyBQb8Tx0DjOLUfMQzi+uNUWsfXnPxt7RJnQErb1hTY4pSMWCJPurGHFx1rSDZ+GAbK20Gn74F04fuo+nUlKo3ZDIVACFKRpDMTk9568ejkMv+3UN6WNkfPQQH+99Yvia7Ty1sgc68XBEiA8/VkxfcAm/5UdUz/wx9IMYpBv8ZxCCoIayq+MwsP/LTuWq+GGHCn6mxgz2LQ7zws3T+cFpecOfh+PYHJLO86Qbl4mKa8kOu/pcN7yJyMhZa87+yueBl8yYgfWLp7cN036C9dCYNy8rhd3VLnOqu6D5Vxl31JIgNhE5j82vPNszi4lI4IFIAACXB+kHQPsO/KrlCCglRM67u5r28v/QMYKvXasAOUqga7MckgazuSftfjz8j1V/PMJ1onvzVO9kjGUdOWZXL3zpck8X9oTpkKYbaFI7Cp+xFE9i1UTRCYkig8cdExk5MvpAz6i86omATvdKj5U9e9M65C5k8fkKYtu0XvacJ5R1oyvtN+6e++3KsGb0RgSAS4BpwHomemJcbet8AdQ45absficPkyO7sWY9bsjduJXHe4Hf/QXvbA56a6zOt9c+V5+UF68et2NhNvPMR9furD6aLFNTubMTcf7D47+REz5p9uDF+xc6dRLWXXGRMwS+kHluD+Rsu0e2+0Bx/5rIvb+u2dc1VLkDGzGDYCa6S/9wB578oj7a5jBqT5sJcic2RNbNmw88uXcDTWgFGfJXNlwalL3YqpXx7MV8kSPAPxlVmRny/baA/x5xlXH2FvO+sHyYlOCQphFvWOAAlwnh7+yYmy99VHuIziGVPM3vLHPJFL8Qhn/cLK1UOXHWunfv+0BOx7SDsu16l2c4b75TFx+e+T3cD3Vb3pnlSEyz6S2O4Hn3AJ8LsdZrtxPQZk3XUvTpHOD7wx8FX/d8nub0qb9IeWXHu4DSuD3d4rG8/5S4JbMUoG8PAywisU//7HE+u/c6bdFTmYs+41F8CI4meGl1t1pnp1ouymkiJ16nd9Zfq/GhKecOQ+5H7IHw6y8tUvO+/6/R94uudzZSqR2dYpAiTAeTpWiZr/UTsELk/cUjxSa1F2sex57/y2NxMhXxvay9nK/MwyVkyXt1G/mRqu/uBzcM6b/Lqr/575tuft8Wa2AU3+2XH2yf4ZveuD8Uvi749chXymKgf/w0/YuDQlDvnut/pKX05JKttYmazaRdSO+QHaahCNo6EVEIaAGJbLSuuenyyr797Pnfgd85SsLr/UyK3/ZcckZFPUna06UqF/Km270nILR24FduB8RbZC+HzJcfZyWRn7ipxfRsXGtArwR70gQAKcpycf/kB8tW/N0fXniVyiR2aJ9JmrEm+BURmXlqWRuRg0Vb3JHd3w8C/z1esOOq4/leL+uXab/+x+bELpb5K9f3yin9SWvt+fAfdr5GOp2skdsmvfmlSN6BtNBI5/zF5w5Yfk1HhImjZHZTt5K4q92N3uvvISVuyHJ9npEMU6OT4/xUxXvfdKuHU727d/+Al3Morte2mT0ZKWvz66GGZfjwrk+ZhDfI8g8Q1gQm+BCFAJKw9Q77aHpvuPg34/rFx30Nk1WfKeJOtg6CLg+poxkHou6NcgbFtKKm31jsXAZBwrVW7scqz/bhe5BsTXJey63WlT7HSvarxVAQIn/zL2RtzItV5VQrIt8c1yVMuXGqn0pRJSo2QbEoG116A/GaEEnvUCIyaJPyEnb9y0K6UvtlhIfEsAbmNmQQJcjf0esmeDYK5Nq5ojMgxflhYmooY6fBf0Y4iwAa1tm1o/NrIBHEJp13+heIVKHO9XBIT4dpnHrRhJPKrFMyZ0EariKjUYrAG/U/rj+x7fM5F874L+skPgCoLcYoL+UhX8gGr2t8KanBJhx/VimjsXR6IkJ7peOG9EoGAESIDzQWVSWxtAtF7JF7WkzyZhffbV2J4gZJ1p+YbsPmm/xfwVv3VAxeX4U48TJkV0xYxPPrDyomj+pXKqkNIfehjZgeeB04lDc+xMx89/1YXAzt0voULvepVqkr7Ir0tdwTf1UD7PBf1+WNnu/uqKFhD0l6JAXfqZ1XoXXu7dvezwvYU+Cht1IMJ0RGD4CJAA58POmpnJxwkzPemvhOcImL408lBaUdaOE2cm7oVauQzGNf6ve8Hvu9dbJyPtWf5P3FPryXp8YamcbsVoiixBWRO9LOMSTiyGsJuGCEqFcSnzcZWuHgxk+XHsmPU5ukDwCLwh7BbwXdDvh5XrniT7KCDoL0V56yNfRqaHB7K6VyZ3Lwn8ppcIDAsBEuB8sJk00e2MfFHL8iwk/wriGhBx4SSjWZG/iRJYdVNwxuiU3h+6V+C8UWsuxtPBWzEstFJLJX5290FeinIO1Kp47s9UvPKhqNL72JhOzFJcsG37TZXWtLhqBbneoL+4XAbHXtd2DAj6T/HAJ+srZLfYiYMjMoQIFI8ACXA+zBIGpwp5Ai2DQ+6fKqsFocE1mRRbjtOQHsh4MBUbhAOmBTOe6k+bskQVeBqXWGxeScTPyoXPiixF3mcn87eyVNbHTk3+pqc6EdhJuiVhPwFy4m5BCtlTZG3rotJVNrE6lVfQnwotjy+ldAhaGZi0jqC09WN3x4T1VuTgKhdit59siR0I7EqT/wiqxqT1gQAJcL5+fCf2LB67IlsDW8s7tricZ740pX7Wn/hycrD087ZyaJoo2g/Xuyt+/kAwyPO/LrMx+I7UqchyZqtuXwlyvlfIqtgRcjDXxEYKb0XST+3F5Mnc5JSlyn1hc7O8kDypaoRVCKWWbSToH2G2QyVPeEd1arygf6h0uZ47ovnwU3g81ouyRSR2sMwJaFvnSstwIlAgAiTA+YDaD7ZdRfSIQOUqcTZw+D8cfyX/zehbi7LvzihyfJooOvhQuWObRfws9nEQ8pEJ55w9kJH3wJWnBlkjD2Mf5LncihHshBrw2x4VRev7re/2TtIR+Z3jH/k/Xx9Acwr6R55zvhyaAu920J8vTa5nL+jBJhG1n+3bVwfHG9+PSle5AGP4cBEgAR4KOWteTkYx9lSIoSPJ35XyZNfAHiyKVu43IYdlqdYq2dL7hSzhhQUpN7A+8mewFn9BAl9pB7YyYfyyP3YUiW9hMFZVLFeDN2gm48SSvNsheS3ZTgPlP9UgroRLmNQOgaC/2LJfBcfbEVHO17c8N4AlnxNl8tZXi82K8YnAUAiQAA+FUFPoa4jirpfpVpudI/dC/OuvCQ2VujTPEyYgUrYDyUyDomiH+JonMNylNJ7diHF5KzYXorPhiZ+d9cHIemR1DC7/fcH2i9CHoAR2DFbGS6dVnWwYPRVBoDn2WZQTfLdvGXG58cTfJ/NU4y+r23YacZ6FZeC/mxo76C8stcbS77ol8lf4fGJuMYH4ukzpyZRAFZ4nYxKBPAgM70XNk2HdPZrYpRqjqojhu4Mh/r20wkQ4wEWY9/2K4K6i6DfAnd4pCfMofu8SeOZ7b5X9Bh/k4D/MeVeud0Pb77E+uARxtk/FsxDJx7bnNowUIjXrc7eLBd/to2VD6ykjas+UPlXC2uDkoevLzYkfjii/SiXOptVv7BKZHPtFparAchoPARLgQvp8k3IK9v5A1LNl98gDWB1ur4iIzViYfPedbUNdUlywEmGRj+Ka5MdI3c0rMAmpXE7hbiNE7OtgbF4iW7AF6pNoX9hLPADu+jZY/9mXa2GFw1n1McOO0ZQVXj1DELdeLevGptb4i22Ao2dgoeTlOzPX95XtrmLuUOCsayObiyorRXzPTqYz8oi82vtR5DwyvYlkhvQQgcEIkAAPxmRwiJpVXNmrItgrkg+tLJK2yPuyIfKqrG+7Vl5NKmwko5TMk2a72WAN2hQiAofouWdBUSYhVdyciKzBoHMC6u6WodtVjLkeXG+Hs/+R1n9K1q1VkdFESEcGYgehLr4p07FQNlyKHeMwvThMZxMX4h1KeKlnlX373jpMQq03AdX3NZH4VsE1z0Z8RS6HJbrDodvA5ZWCgWTE4SBAAlwoampwXbV9Dfa7ppxyh+AW7KexdvQOOMfzsJ0DGpQldq7xjHVF5WrBrRYqeg6Km63sGCjnXYnbxbJbz6fI9QZQqTevruPbuO4F3uo1bRdYOHsSPKCvcFdci9/eug4E0c3LQKlpu5byakOHWtVQhiupScC2lysGH7rOuYivHi3IAxaGxo8xRowACXAxEOpH2Rk7FgT3RiRTgugrsGguY0CcL5b2SDfW0a6TtS0zSjbzV9vNIasD5D0oexVEw6/hvtbxG/sYwrEuDKtdCbsGd9XWvAVrb9/APbdTsd174No3tN2QVdysBDwcmyrOntHc2fBJnSAwZesqGJ04I8C57i2TI+5e4WKb6G7fcw1y6Pa95vDdosdVlqn3qRwAADqfSURBVMPpe2yNfhuuMxB/FyI2VmMyMzOMySjnS+LrI8l7BRAIKPdUoLR6KkI//DXQOG5q+zmI3sloWibnq9t0tiFcB7ZnJNz077KxaxW4Unfv5WhgoXXegIHHRM5E3b6IKizE5XIOWh/HOhIMNOgeUYqaFZHGc+tb78OL8CGv4XFpSswalnnR9RGdpKYUuozcjCWM1O9SIbtWJkgI0id9j/X9jcd2lKk6Ic3jXM5XJVlBYzIkvnkg46PyIEACXApcVezcHjkHWf0Yg0BAYSqQua6JKUG2uk/SPAe+4HIJ9TwquzoEWRWchq/soYRVt14swzUOVwuupmhUBuwuKBXiRKv7g1VRa39cu+LKVsd3HROF5HgBTwM7XfttiqwEAq5Sn4H5xUmx/fGGDRSFyuZxE6SrX/fTzvDS6Xa4joKXRQotbH3rVfieznCiW0yJJ8dm5P2WXDOqSxA/RXyNPIo138Modi4UdMYrFQIkwKVCUvPZ2L6DJAZ+BpHYbPzaEwPBWJDVfGJ+HdT6wSGvRZouxH0X/uewpagXYuZ2SZ4mozZ1Q9O1CAklXpMETPwZC47bbAL3DWMHZheUtQue6pqdlgerXbhSGswIyuKslo01M2OWyZieL8Ae0vD2CmfJmkE1jICe79wfegXvhjdRM9+WyT3/VXSL1GjNztCmT0pZVCu/Z9+iFAPzFaoTz/WR1/B/mhvNXi2Te8/MmcSZXLQux3ezZyDOY9IXW8xzfQOI0FsxBEiAywW1HtywQ3SWhOPfAYGch0FCZ+ZDEeRy1SaYr65bL0NdfoVl46tgtFKPPRw+9x3Mmf76QWB92z9icvefToN0otac2GOYouibkcdJSWBKKYpWPYsQJgqFiJ91a5Vqd6fvlX8Ea76q7Vwcd59sDD1EYGQIkACPDL/CUytB3rltL5C6fwL3Og0J23EpV6tchrvlB55hO13/ss7WD93+oRe4aGwtMRaXvAOueXv4N8tA4psyDfalSXSHDXVDJLR4J1+HJrRNmmTciO1KM4u2fKb7yuMO17mHh1tcemITIB/qGjGO61uxzmzcdWUDpchJsWlZ32s1LqL7m/2DFXQ5KCH3y9bY8eR8R9wLzGAECJAAjwC8ESV1122b5A0Q4ETkSAx0X0B+ECHbZwsQQSs3DQUvew8I698gbH5TmsybMtDdDX42IZ24FuJSQkxCO6JuaujEKooeCK0EBr6i3irsB9+naAW9TFG0NTfAvOMnR4ztWliACzm6DZrVnVj/PT4tT91GNSVyG76tIxHuLwVtxUT0DNmtd3ga3mkF8AcRIAJEgAgQgXIhsD7yR6yz2sAVE+dUrCILXNd2fSCPgZIcf7g+clcyz3Wtf0irkRqVWR95N/ncbcMbI7LylVYAfxCBkSPgzwpHnhNzIAJEoA4RiH0aHOTtaJhKVNRBSoNTsdZF7i7KWlas52yk9ffNh3Hi0GZYkfv1sC3IqRlYkaO1Qq4zrh6DGpVZl8WGuZFnIUKfLrrfmY4IVAkCJMBV0hGsBhGoSgR0P/iUGEyThnRvcK9XR9Wy/7A0R+4r+FASXfM1cmWgjWEQ9rOkNfKTQFjh3kjbFYjsi8bjUHb8NrjdP2KP+xaImFM2zHX7lNowt7EPFr1+XXhtGJMIDAsBrgEPCzYmIgINiIByl9L6LBSfZgVafzkMbKiJVp+7DTzK8Kq99LEguEY+iycp4lns/mDlfqORTSDgnvKiUaMfOPbQHp4sUeuTgFEZQ6MySUzoqToEyAFXXZewQkSgShFQbnhl7z6o3eOBGp4DUfKlIIY+QQ08yvDuLlvATX9BtsT0BC+fYIdll8g9BXPSmqVyvz7xVQ7X2p404iuyybFhPoU2zDN6gD+rDAFywFXWIawOEah6BFxTjjDBKucE6voILF0dXbClq/WR9P3BIoUZxHhBos76cYqDfhd12CFQj8dkfexIOTgpLg88opcIVBcC5ICrqz9YGyJQ/Qio4Qo9tEAPL0i5g2H1anPBJ4I55xCnnbH9QZwo9jI44ezHIL6JwxzWR27JIL5aepD4qj3nQ0l8U51CX3UjQA64uvuHtSMC1YuAwwm33o014SPTKqmWs0L2ZoiB/1ne6Vuf8wASl5N+CGk/mEyv9pzfjs1J46Q3tkyVeEjjTU7GG+Qxf5WVPUfRqtUgYBhQxQiQAFdx57BqRKDqEdBjBreL/A5rsidAucqzHZ2stXsAicGJYJLjRDD3cIS/IcXUZCpXoQsmJu1GEPfxyHtfPMs2VqmhGdhDNyDlULbaRbAWTEcEageBbC917dSeNSUCRKA6ECjuRLDVIJw4plOegyrWNpzCNQH6zNgnbCIFNka3Fl0rTaGLZOful+D3FboKTM5oRKA6ECABro5+YC2IQH0goCeCDQxcjBO21PZzISeCFdPu9yDa/rO09p4n28HgKh0RqHEESIBrvANZfSJQtQgETwQTnAimZwMXfyKYWrh6XcaYs2SnngfI7VZtb7Niw0CABHgYoDEJEUhDYF1kItYrP+2Gmeuw1xVrl3SDEFCCvGNkLo5F+DaeRUBMVzgi6ODZ1yHnPOw+PN8bFq0GoMilp3etHpQXA4gAESACRIAIyLrWC7BFpt+51E9HBIgAESgAAc+UWwExGYUIEIHsCCRkIuxAud+S+umIABEgAgUgQAJcAEiMUuUIjLYIOGTmJhEK+pOB9BABIkAEBiNAAjwYE4bUGgJG/g5bWL7jVbsD9wsr3IRJyfKMHgpARwSIABEYGgGaohwaI8aodgQsjA/ivDzncv2Vq/FTUCYKiW658d3rvod3IkAEiEA+BMgB50OHz2oDgXSuM8WNlrv2jhWotqdxGo9/EhDOpU2cW+5imT8RIAL1gQA54Prox0ZvRYrrVG5Uz52thNsuciW2HwW531tlYt/aShTNMogAEah9BEiAa78P2QKX63TNEeq5tC2tvyg7KHoovMiJqXLsK7IppgfN0xEBIkAECkKABLggmBipqhFwuE57Q6qO5gAY8C+vkRk9FD51Jm1c3updIPN4GECqD+gjAkRgKARIgIdCiM9rA4GBXj2f1jfKPw2H2o0rW8VV8crYk5P5W3Nz2vF5yQf0EAEiQARyI0ACnBsbPqklBKY5xvnXeFWGWYy2n5el+np83k6RF5B3SvEq1nN2WcpipkSACNQ1AiTAdd29DdQ4A6GzmCdSLQaHqkfkldIp8Z0ZeRnC7WmBbG/FmT9dgd/0EgEiQAQKQoAEuCCYGKkmEOjr+TLquc2r6xhpj5xTsnqniO+UVJ52JRWvUmjQRwSIQHEIkAAXhxdjVzMCu8sW8MHfSFbRyI/E1VZOBg3L83rrZI/zTRFfK+tkZe8+VLwaFqJMRASIABAgAeZrUF8IdMUuR4NSXLCrrTz8Nr4eWSAJiLaNpBPfVbHZcoTosXl0RIAIEIFhIUACPCzYmKhqEZgD4mvNH5P1C9mTRsQFJ+TfkNcuyfwslL1IfJNw0EMEiMDwESABHj52TFmtCKhWspEBp3oWxwQOlwvWdV+RRWnNNPIQOd80RPiDCBCBYSJAAjxM4JisihFQreSEuSVZQ+WCizVP6a/7ioxP5mPlLSza/GvyNz1EgAgQgREgUF5rQSOoGJMSgREhoMpX0cgmKGV5B47Y62Ry72cKylPPFzZyD+LOCcRfJyG7SCb1rg+E0UsEKoeA+17+HQ7/OBzvpy6LvIn7UxI33U4lrG2XkNnb8Yfsc8lwv4a5nucK99O5mbeIMfNg+zyGHfA/kom9TyK4H+Vj+x/dcBEgAR4uckxX/Qisb70We4M/7VV0lewW272gAWNd6wUYbC5COvf7cNd9d6Houfq7vK5r6L6X/4M2jrbk0oLsbsPX8RII8n1iQ/eJ6XlQVoIgH+Et/dR1R5SucaPdkaVrCXMiApkIBM1TqvGMdS3TM6Pk+Z2a2XPdNw9MfNSACBgQ37Fo93zMUf8BZln/LBLpxFa992RD5ClZ33qNvNa2cwPiUnSTyQEXDRkT1AwCeiDD65H1mK27ZwQbuQNc8MeGrH9S1CcfRNytELldKJNiy4dMxwhEoJwIJN/LURJBu+LtKZAOTYMYXBUUm3M211WCvFaaQhfJzt0v4Uv07bTnTNKID0iAG7HXG6nN6x27zR/wmvyiTI4F13UbCQm2lQiUBoEHoFcxC8TXth0mJnEUuOCjMMndC0RWTb9m0pQEwlYj9CLpj/1OpnPvfLATMsEKPqOfCNQ+Ausi9+LjxyABZ+U+mRI7uvYbxRYQgSpCwD36s1nWj9lDTPjboMEfRu22w5W5xLkV3+L15IpTfZcJUOoJfUSgHhAw8giaobPwBD5+9dMRASJQSgRUE9pAKWvKtuex0+B0LPPsIs2heQi7EsVsDRQ1FjE/K/2JZ7BWvNFZK15VxmNDAwVXq5cccLX2DOtVGgR03UyspwltrgMHvLE0GTMXIkAEhkRgNYzZNEc+B8L7TcSdjiuT6evH9/kjkd7vyWTpHTK/OotAAlxnHcrmEAEiQASqDgELVca3onvJQOKbIMa6H9/bn+/V1GILUwjGcwbM92Rqtx75qVKrunckwHXfxWwgESACRKCKEFCx85jWn8Nm+/EgtB0ZNVNt6adwfQ+ibNXfcE3KZkSql58kwPXSk2wHESACRKCWEFArdRsiqhR5Ia79cIXTqm9xvGjI3C1jer4gO4lr7SstQu3/IAGu/T5kC4gAESACtYuAxbrw2uhsabIXSgJ2282g/cWb0bjPgCO+u95E0yTAtfvasuZEgAgQgfpCYL20irSCIzbfQMOChj5gmc4uAYE+W6b2vVYvjSYBrpeeZDuIABEgAvWCgB6m0hb5NZpzIq4gIR4AF3wFjHqcXw9GPUiA6+WFZTuIABEgAvWGgLuN6cfQnD4bTQtqTutJTLdJZ+zzOLOsZteHSYDr7YVle4gAESAC9YbA2pYZUMi6AqLpxWhakG5tA3H+hnTFLgch3lZrzQ42pNbqzvoSASJABIhAoyCgylobIsegudfgmpDR7F7H2EeNEWIS4Ixe5E8iQASIABHIgkC1WJV7QaLSEfktaqgnm43JqGlNEuKMNvAnESACRIAIEIEAAusj35P1kbh3fS/wZHS8L4D4rouch/rEcNmMayt+3yRKrKvYZdrlrOKqsmpEgAgQASIwegjgHGLXljPohuMfvapoybrmOyV2iWyJjYf4+asICdqSVs74ZHDK60CIj8XzqqR1VVkpxZaOCBABIkAEqggBKzjYxHNBvx82WvfBhDiojKVrxXfKhtb7RBW5qsyRAFdZh7A6RIAIEIGqRCCNWpjqs9GcIsTbA7+bceGkJcdB18kcIaHQy1DiulR0a1OVuDRIq6ROrAYRIAJEgAhUEwJqGMOaIAe5ppqql1YX3Rc8OXaKDMQ6sGHpF3jmTxaaIIr+sjRFuiCW/qNslEhaulH4QQI8CqCzSCJABIhATSEQacMe3ORhCXEcK3hu1dd/uvTBfvS5kkjMxpr1A6gvzFk6Tg16nCiJyBpZ27rICxuVG7chjQrsLJQIEAEiUCMIbGyZKvHQKtTWPa3ImhtkSs8na6T2bjVTe4ivRcD4ZN2NxCVhbhLTc5ZMTlPiSkYpp4cccDnRZd5EgAgQgVpHYCD0YzTBPyowLrEeNQtZW85IAmLpuyQcm4SK34rLFUtbtMtYTCYiW7Cl6VbwyDgMonKOBLhyWLMkIkAEiEDtIaDEK+Xulj2lK/WzxnwTJQZC/HERrA9bcz3WiONeC5rgPwFKWusqKZYmAa6x94fVJQJEgAhUFAErryTLs/JM0l/LHhU3T+n5lMTtYhDedwJN2UHCZomsa/u9OEcjBp6UwUsCXAZQmSURIAJEoG4QMDIv2RZj90j668EztXephGLTIHq+Dc3JFEt3Qlv6ZnlT2srVVBLgciHLfIkAESACtY6AKmCJ6AEIrrOm/miGiqWnxHDu8CCxtJ5DfJL0RzY5Ji/V9GWJHbWgSwwosyMCRIAI1A0C6yK3QET7Ca89celPzJQZfWvrpn3ZGqJbk8LmZnDFO2U8VsMet0GR67OwCRbLeDasn/U3mxkWDExEBIgAESACgxDIVMCqd+KrAKhYujM2E75bcAXNWipHfLLEW2+XB0T3Eo/YkQCPGEJmQASIABGoUwTqUQGrkK5yrWmdjIMeYAHMOejBN2uJ1OZImRX5eSmIMAlwIZ3BOESACBCBRkSgnhWwCulP3770WzhxSeSRQJJzQIRXQ0nrdnk9siAQXpSXBLgouBiZCBABItAgCDSCAlahXbkf1nxXxvQ4xssDSXaD/3jskv63QFhRXhLgouBiZCJABIhAgyCQaQFrIHF+g7Q8ezOPwDallbGv4OFjGRHmD1ccTQKcgSR/EgEiQASIABCwGRawGkEBa6iOVyIcsqcBmzcDUXeT3Vu/FvhdsJcEuGCoGJEIEAEi0EAIhAMWsEydWMAqRfdN6l0vYXsAsnp8pNmVRJV6pJVgeiJABIgAEagyBKzsk6xR0J8MbGCPEuEHZJHMBOcbAj/8au/FDYwGm04EiAARIAIlQ8DC/MaGyFpo+VrvurFkeTOjJAIUQSehoIcIEAEiQAQcBNbhzFwrenQftr3qmbmJbzl+/ispAiTAJYWTmREBIkAE6gCBUOtP0Qr3DOAEzgWa0re6DlpVdU0gAa66LmGFiAARIAKjiICKn61ZlKyBsUs1JPmbnpIhQAJcMiiZEREgAkSgDhC49B9h9Sk02WsJxM+9X6+DVlVlE0iAq7JbWCkiQASIwOggEG7b9FMxCUf8bDbtDPGzbB6dmtR/qSTA9d/HbCERIAJEoEAErAmv3TMpfg6tOJri5wKRG0407gMeDmpMQwSIABGoRwQWyfjmO8+dbGLjoP1s41s73qH4uR77mW0iAkSACBCB6kKgbV97VdsCa70Lms/WVFcN66s2FEHXV3+yNUSACBCBYSIAYmth3cl3RpYqG+z/5L30CNT27GaxbWrrFEdE0jNOfipLzEDpIWKORIAIEIEGQGCRndDWI++gpaqAFe8ZkB3lOfN+A7R81JpY0xxw2xbREyh+qFe0U/4qi23LqCHJgokAESACNYxAWwxMjG98Q2B84zlqP5e7O2uaAAfBgZzkYHDDtwfD6CcCRIAIEIFCEKD4uRCUSh2npglwT4f8zJi0w5GPjC6wp5QaJOZHBIgAEahrBA4SlR66tp9V/NzvLu3VdZuroHE1TYB1zbe7Q44Ajn/zsAyBE7567EI7swqwZRWIABEgAjWBQGSrnImKNnuVXUbxc2W6rbYJsGK0xPT1vC8L4HvTg2xsUwLae9O4HuzhwRsRIAJEIA8C1kDX+Yt+BAijf0XtZx+N8t5rnwArPmtM30DIUZ/f6sG1S9sEWU6lrPK+PMydCBCBOkBgvsDqhiz0WtIfGytX1UGraqIJ9UGAAfXWZWYV9lSdgX1sCQ/5Pds2yxIQYVr7qolXkZUkAkRgNBBoM/JzlKtbj3DokayTR6VvNOrRiGXWDQHWzutebm7CG3R/siONHIjtSZeSCCcRoYcIEAEikEJgjh2DH0nFVejQPEHxcwqecvvqigArWDDI8THM4h7xgcMLdTaJsI8G70SACBCBFALRZjkHv3zlq/6eMfLl1FP6yo1A3RFgVcrqHieHY3vS5T54JMI+ErwTASJABDwEwP1C4eoiHw8oYp0vj5st/m/ey49A/RFgxczdnvSVLET4QSpmlf+lYglEgAhUPwIe99vq1bS3uz/FtFR/7eujhvVJgLVvshPhg2At68766Dq2gggQASIwTAQOtB3gfn/kpwb3+015wWzzf/NeGQTqlwArfiki/FgAziPa5tvPB37TSwSIABFoKATatskv0GBVwFK3jdyvC0Sl/9c3AVY0lQjvLIuhHf28B66B/5et+9oPVhpslkcEiAARGH0EYHhD5IBAPW4m9xtAo4Je9EODuFl2bFu7PIvW7uG1uLfZysTNK8zmBkGAzSQCRIAIiBxi23HykR4zqHt/4z1WdhCOg6PyZtQ/B+zDutJsBcE9ED97vaDWfiOPCwizH4V3IkAEiEBdI7DQRnDm75Noo2N4A/fXZYV01nWbq7hxjUOA0QnK7SaMHAlvv9cne4ArXibHkghX8TvKqhEBIlAiBKIJmJk0MjuZnXOaHFSw6EYFgYYiwIpw79PmMZir/BK8/ks3p+0N+SutZY3K+8dCiQARqBQCuu9X5GN+cVh/XIUjXb/o/+a98gg0HAFWiHtWmN/i9oD6HUeTlT4SvBMBIlCnCGRavepukX2gpNpdp82tiWY1JAHWnoHJyuNosrIm3lFWkggQgZEiMNu2Z+z7PV8eNb4+zEhzZ/phItCwBBgzP5qsHOZLw2REgAjUFgLRVrkCNea+3yrrtsYlwNoRKUMdtBtdZS8mq0MEiECJEHBtPn/czw2bgP/Ifb8+GqN7b2wCrNjnIMJtW2Qp7UaP7svJ0okAERg5At7ab4r77ZGzR54rcygFAiTAimIWIgwd6QMjnfKcHGR9Y+WlwJt5EAEiQAQqh8Dgtd9vyMumq3IVYEn5ECAB9tHxibDIw34QlLRmtfXJe9H5drEfxjsRIAJEoFYQ4NpvdfcUCXCwf5QIj5OjEPRnXAnvUSu0B++NzLff5V7hIFj0EwEiUNUIcO23qrtHK9c4tqCL7ArlekF4/4RkQRH0kp4W+SjV94sEk9GJABGoOAIYw87DGHaxV/C2nhhsPlP8XPF+yFcgOeAc6HSvMEpst8fjJYEoiymSDqBBLxEgAtWJAGw+g/j+2K8cjE1y7dcHo4ruJMD5OgMb1WGw42hr5XuINuBFVZH0fW0L7F1U0MoHHp8RASIwWgi0xeVGlN3sld/P835Hqyfyl0sRdH58kk+ziqSNdNmEfDa2u9wuN5p4MjI9RIAIEIFRQsAbq+5D8c6JR+B+/wCJ3kmjVB0WmwcBEuA84Ax6hC1JEEEvQ/hegWd6qMMyG5YvxZ4yywPh9BIBIkAEKouAO0a9h0J93ZUXe+JygDxreipbEZZWCAIkwIWgFIyDtRUc6XUtqO5xCG4KPIoj7I/hZvm7rieMfgB0RIAIEIHKITDXtrWF5QkU+AGv0F5Hj4U2nyvXB0WWxDXgIgGTZSbWvdx8vKdLokj6I1z+2cJhzGZOTvTLG1gf/qHM4hnDxULL+ESACAwfgWgIZ/2miG8Comfu2Bg+nBVJSQ54hDC3H2C3j/fLZQBSba06ay5elv0Iu7V7m5wFu6s88muEODM5ESACeRDAnt+2MaLjjK949aee5UaldHRVjAA54BF2joqbY8vNKVgD3h9ZPYVL14TVNcNzCj4KtaR1nuADcYP5nwgQASJQWgQyz/rtCcmppS2BuZUDAXLApUT1VBuOvCofw2kjv0O2HRlZ90Ik9E1nO8ALZlvGM/4kAkSACAwPgQNtR9s2eQeJnUk+xpmvQuv5kuFlxlSVRIAEuBxoz7HR6Bj5DTjgE5B9JudLQlwOzJknEWhQBKBzci2a/mmv+dt6tkk7jxusjZeBIuhy9BPWfKGodap+CDobRRG9gWLUkMfFEE1vpmg6gAq9RIAIDAMBC4Ebthml3M0kvikwqt1HDrgSPYT1X12jAeG9CMX5+/P8klUcfTPWbM6FhnWnH8g7ESACRGBIBNx9vzpuqPJVvMfC3vMKs3nIdIxQFQiQA65EN2DNV9dkwBGPz8IRq4j6020JebdtX3tD6wJ7EE9dqkSnsAwiUPsIRLbKmWiFr/m8TFYIJ/E11K0kwJXsrMGEOKiM1QT96VPRIQ+3dcrbkQX2X3bEWjKUqimlqGQfsSwiUDMIQPxs5Yt+dTFS/AoH3Pm7MPxg3qsYAQ7uo9k5s6C92C6/QBUOx7UzruA+Yq2ZGvl4BIdB/CTWj6MRqT2tmNARASKgCCyyE9p6HO1nHTf6YfVqHI9Kra1XgwS4KvrLhsYulOnhhPwfdMjZqFJLlmr1YWp7RTwkP9m6TFZjppvIEodBRIAINAgCWLK6GlKz073mru5ZLjPJAddW55MAV1t/QWEr0iwfhWrj/0HVDsblr+/4NdVTl94RHInY0yFfkyVUuPCB4Z0INAwCsDnQtlI2or07OW02ck3P0+aMhml/nTSUBLhqO9KaHedIW88YOR+ddD6qOR5XZn8NIOBOhP6028hD0KL27VJXbatYMSJABEaOQHQ/u7eNyzPISfV4BqD9vCO1n0eOa6VzyBzQK10+yysEgcW2qbVT9g8ZEGIrn0CS4ClMfg69IMSXJMLy094n5XWKqH1YeCcC9YcAjG/8Dq36rNeyK2H3+XP118r6bxEJcK318Xw7vi0kPwMhPhJVz6a4pSLql6ER+b+xDrkSIuq+Wmsi60sEiEAeBGbYcW3jHOUrXZ5KmLDM637KPJ8nBR9VKQIkwFXaMUNXy4Za95dJobh8HcT4PMTPNPChWWxDB99FEfXQaDIGEagVBMD9Xoe6fsqr71s9s2SS3Gh04k1XYwiQANdYh2Wt7kLbHLVyKAjx16EpfSziZNqf1mQUUWcFj4FEoIYQcI8d7EKN/W/89xA/+3aga6ghrKoiQAJcb+/BYtsS2SKfxXb8v0fTZuPK3FusM+W30fN/6YmAe16qlnO4paneXgO2pz4RUPvxWF662Gvdtp4uKF+tNFvqs7X13yoS4Lrt44JE1EqMXwXnfGUCV+8e8iZFWXX7QrBhtY7AbNveFpF30QyH+8Ukm8cO1nifkgDXeAcWVP10EfVxSJNNi1qJ8Xu4rgJ3fGWPkZe4rakgdBmJCFQEAXC/14P7Pc0rjMcOVgT18hZCAlxefKsv98XQot4iF8O85YHo/CmooL+WFKwrlpKlD5zx7zHLvqq7Rx6BmGtrMAL9RIAIVBCBjLVfGOq5oftp88kK1oBFlQEBEuAygFozWWK9ONopyhF/FjPrD4PgZjOBqZoCfSDE9yDeld3jYPiDW5tqpotZ0fpAYNDabwzHDr5sVBmLroYRIAGu4c4radVn2bHRNjkYhPhMEFzd4qDEONv7sQ1xNuDBowMi391qZC1F1SXtCWZGBNIRcLlfPePX2WrItd90eGr5V7YBtpbbw7qXAgGsGbdZ2QscsVraORPX9rgytam1JD0QYivI9P0Qad8B03h39DbLWyTICg0dESgNAhncb6+eK86T0UqD7WjnQgI82j1Q7eXD6HvrK7ILzGB+FoRWCfLuuLIRY22JKnLpGccv43opFJKvdy0zqrVJRwSIwHAQWGgjbQlR7tc5lIXc73BArN40JMDV2zdVWDMbatsfp6/E5QfgjueigrNwqRJXLoKsh0P8COeUfo/nlAIJOiJQJAKweqW6F0d7yfrB/UbJ/RYJYhVHJwGu4s6p+qpBVN3aLzvDFu3x0Mo8HkT5SFxjwSnrCS1Bp4T4FsT5XvfTyh3T8EcQHPqJQDYE2ubbz+Nb+jWeOeM0uN8/dK8wJ2WLy7DaRIAEuDb7rTprDYI8dqtMaWqWf8eQoQS5PaOicYQ9BSWu78XGyb3QpoYeFx0RIAKZCLTuaz8YsvIgwh3RM+7LeuJyuDxrejLj8nftIkACXLt9V901xxGKkU45GrP2C0GM90Nl08XURtR83u09/fI1eY7mMKu7M1m7SiIwHiee9RvZiDL9A1ZegcnJudyLX8leqExZJMCVwbmBS7Gh6L4yG1rSFwIEFZ/5M3ofkzisfqwGZ3x1c1iu7mzHtiZyxj42vDcaAtgOGOmQFzFxneE13eLbWILv54LYM2Z5o8FR7+0lAa73Hq6m9h1kW9v6HEL8DVQrkxBrTXVbUy9eyqtNSK7u6pMnqHCisNA1BALH2rFtb8oytHXOoPYauaPnafOxQeEMqGkESIBruvtqtPIQsbUZuQSi6YWY3U9HK7KZw9TG9eEFvUe54+5WuUMehXlMAW9ARwTqDIHtDrQdW7fJs2jW1BxN6+wZJ7vQCl0OdGo0mAS4RjuubqrtHp94NPSizwBB1hl+TgtcePYMXtirTbNc0zUVeyN5CHndvAaN2xBrsERzGkTMvwMGY30cMMtchXe9A793DIStjMVlPhWxfERq/04CXPt9WD8tgMm9yBiZi+1KZ4DrPR0Nm4ArXXnLba1qT7+J62oTl2u6m7G1aZnRrU50RKB2EMB6b1u7/BIVPgOXu3XPYhkmJHf1dMgprT2yY2hAHsKzJFeMAfvm7uXmlNppJGuaDwES4Hzo8NnoIQAt6tb3ZWdY09LBSYnxnrhyrRvrSU03gGhf09ONrRs8uQlw0FUzApF97UIsptyFOiY5XPjfwRa9Y2NPG10Hdh0kRG2dOBpUZJoXEu8JgTNeZmLeb95qGAES4BruvMapug3JQTIWClynQkx9Ogjt4Wh7UlyXgYPapv6rQ4xb5EasG4M40/BHBkb8OVoIzLVtkbBci4FXTyHzpTuqfHg1thp9Kevk0TVHqdv2nPhI+zBOJVvM3QKj1YmlK5cEuHRYMqdKIaCiu6gc5hBjcQ4oV2LsivDS66Bi6b/huiaRkKt7J+CgCG5xSkeIvyqCQHSB3RHrut9BYefiCkpytmLJ5XOwEHdDPgVDpL8J6U8OVPZ+GOY4gevBAURq0EsCXIOdxioHEID1rWg/9hmHHTG1iqt3wdUUiOF79aCI90G0r4HCy9Ux1Th9wejBEXREoDwIYBkF520f7BHeI1BI2nuJ8JUtY2ThpseNcrf5HTjntia5DZKdI/2IGLy5HuyDUaN3EuAa7ThWOwsCOLmpfa2Mt/1yOgY3JcbzcGXb4oTH2NJk5XYIt6+OdThmMbHFiY4IlACB2ba9LSKXI6ejcakiYXCc1XevE//+gkng5zEJ7MbvwpxL0P+KtAd7CeLQkdiFJ44VBl81xgq+GNVYP9aJCAwTAaizHCQt0V7YpIZWNQatDyMj3eKUzW3F8w0QBT42IPLdrQbWuKhVnQ0nhuVDAFr80bFyDiQsP0K0zIkfXi15AAPu97F++8iwl0Iy1oOR5+97lptP56sWn1UvAiTA1ds3rFkpEcDg2N4iB1jsNwaxVe5Y7exmWzdWhRhV5LofA+kdNi539DZj7ZgEuZS9UUd5YaI3X8bBsMzP0SjdHhRc39V2qh7CpQ7hXW7e0YCROhxReB3y+JSTj5XlPSvMviPNk+lHBwES4NHBnaWOJgIQ5Y3rkqn9cRBicMeO3d3BRyj6NdS1420kyD4cvIu40pXIVjkT784XgchCXL5Gsw+Q6hfcAs3mv4Nm89BrvH6qAu4t+9gZ4bC8indSJ5C92JY0jhPEAoCrwigkwFXYKaxSJRGwochCnGls5SKsCc9FybNwqfgwc0D1K0WC7CNR5ffIAjsRA9yZqObh6NtN6Ljv9K0wa4ZX7UFEdwHyyeR2NetteJe+0d2PNeByKflB8bAtoSeIOVKcRHxAdu97zrymhdPVFgIkwLXVX6xtuRHA4NbaD4IcluOxJqxnGqvWKQlyuXEvQ/4Q1V6AbP8blzOZAmEs/kB7tVsekosxUB6EJYnJyCsb0cXpgbIOSxtP9IyRL0shWs0jbG/bvvZpvJs6CVDHdWAXh5r7TwJcc13GClcUARLkisJdysIcAmzlfzxRrWZdmBUpaNNHV8teWP//JtJ8Blfa9iHNCE7XdpeDL/5VbKxcVemDQtLWgVGXnm0SLRvH7TSX/8qBAAlwOVBlnvWLAAlyzfStI4J27Yr/P1TaX1LYAFH0or7lZu2ghkyzLZHt5HPgLL+JgXE6nmcq6SGpLBstohusb/tCuwOMy2xEmMORg7v/avcKc0kwDv3VjwAJcPX3EWtYzQgMjyAr97QK17NgrX7U2SXPyUrlqGgysxxd3TbfXgMuWDlZ38Xx+66esbCitptsC3C7n0SETBOnqhX/HuLf0xORr8lSnMJVJUdiRufb8zAZuNhrVD/2BE/knmC/i2vjTgJcG/3EWtYKAsUTZCwdQssaa4jgYh7AgLoExkGWxPow6JdLiadWsCxVPefYaNsY59Sh05Clzwlr7rotSMfA7XBlcrt6wMf10AW4qHs6DkOoxqMvsbUO7VJDHv66NNeCAUYtORLgWuot1rX2EMhGkC24rNzbnrSNKupULvk5iEMdohwL4YCJdhBq2rJWfAp0MFA6TZrbtpfdcWzloWBlj4Vi3bFIHCTCwbwSmA2tRt9cFNuE83nXmKq3jpa2Fsw9wcG+rAk/CXBNdBMrWTcIgCBHB2QPcLn/jIF+TxDYyWibHryumtb5nFpSUk75YSXKCXDKvS2yQkWoVcmd5WtJuZ7pedKtMgfE9lsoYndcE3Epd6scYr6xTqUQV1U1t4sKZnMZe4LjeDfuBy9/LzS2r4ktN7pGTFfFCOR7Kau42qwaEagTBKBxKxtkTGufzA9ZWQwycQRadgguJcjZtG+DDVeC3IVrA8TXug/0PhBm5eDetgPyFix4bQLXnICgNYFTZxOyBFfdrDNjCrMYuG2WfcMhmBm18mFQUd2Wo2u4+ca1/9/emQDJUVZx/PXsvbObzQkxAUnIAQgk2YQgkSjLfSpXFEUBQSktSJWAolUqVVplWSWXFooXyikECOEQCkwEaznDtbkgIJGQUBIOyUUyk91kd6f9vZ75JpNk752Z7s2+r6qne/r4vvf9e6b//d73vveUbNW6oOc4020K/I7HiamRfQOmVNb7B5R68hs69EX6n6vV67j1DwlRecOA6cwgFbSrH+oghcS6bQiEjACRuqDV8uqUHAMxOFI+HKmUMHIftF0Jqg/h3ZfN0M5HPKz/x0N7K39+TQafZHkKjekdoiutZ72B4+sTMfbnkvco9s4PCFwJrPhFMdkoFVWlclJJmmxPRoixLF1ZDhzZrue8Z8HyGV53nk1uIIrUECkhL+8yMNDAK1qak5UyQhZ7zemv0fusmunvH2uTm7lHMUzp+js4kaWj34MRcPRuX4cSGQF3CIvtNAQihoCaVyEI/KQblJRx1joWCT/NogSUz/+xT20p6FbJK5XZ1gd6M9sBQeOttJ6DSlT7clYr+1dACt1m9YE0ajlfwzaO5poPWTdxnWrwHRb6WElfD/NicgDXTeAkfQHpyiqgZnqV523OfwOLwk1bN8sSWasaL4bp3cssvyquzm7piFJ6dFWyjgxajdEb+1VtF6Z9ARnVrN5V0Xv1Y+7PXWaC7gqmaBzL5x83Gj0yKQyBQYEAJtiJUlY7hAQTvlzBA3co3Vav3qEQ0D4Q0L7Bdtq7F84MvHzdmq97RVET/DoeYgvbmSbU3CaLGPHd3htHNabyNIDdU2Cm2BDmmelGyzzVrqNRyANcUyL3IOPpCNSRtqsvFo0sx7Ho8zzFWPbUxKve62xbiTgCRsARv0EmniHQNwSCMdIYlBzD0BxDz4wRYnO4VxporfvANpPQME+i7mpI5yMeBFi8ZSRa6gi+j2R/VUBKmDvZjrHtsV+3w3pmwEFCpkhZigSL2lMQ7lC020Z1TOvf/GnmCS+kTsVCSwTGg7kzOzMs7T51Sgn3acDYjIbvtXlypQYVwRv6DvZfqB2g3Mn470XpTfuMMgJh/ZmijInJZggMYgR4+H8Zov0YSsoh75qUxNkTEHR7e7CewPdjIWU1Cb/eCxP0xVw3TAGGRN7l43bd7qioCRrGn8J521huaN4hTQWZG93gV8Y/keXIMDkjRzjjwZ/1h8R3yJ94KM+kv+OQZXeN913Y95iOonjVHOEfRuhM7YO+JLUlfV67lnkEDbESZQSMgKN8d0w2Q2AvQwBNrZEuHZPp1tNoag2Z7XBXu40HQ4Crt9XJYUUZDz7Qr4vXyR8BYA5LR2PcbYyFP5pIkdlphadOc3sWvOnjb8sHHFDHOrVT3J1c4mneaysRRkDflqwYAoaAIVAcBGC2bMndzu4MaQPvZ0juNDRydWKCv2QCWvFSIT50QSTShA9orWo6hnx17P6rLLnky7C2rGbfPDIsjWCK1Dmdkq8KqJG6MM3rZlB8+VyQt9h9t3UkETACjuRtMaEMgb0UgVybW+52BLobzAP2ZGGOKAfHh8maihn+hJx9/duciJm53p+HtrouYzLWcVv17nZFPbnnYUIemVgqk7AQnN/T9IbJlMzlWh0j1rKfzJLCvDyk67fPPCBgBJwHEK0KQ8AQ6CECuVpv7nYPLy/0aUxDOoc2lIQDTZj16NKUrKyp99U83PfCNLKa6f7l8dqstqte6u75q9O+PuL7vartBqQbjN+ik/emLJNPOL0pc0lZ9XZM1lYijYD7AURaSBPOEDAE9hIEcrXe3O2odI85wBDgKYh2HiJpQgYtFTiZ3QeBPoRLWDy9qwefhB3VUJGBxkvSBOr4HVeV51yp2u6dOm0oOUnG0u7Xeqrt5tSRs+n5OK791e2Avr9lZmiHRjTXUfwLRBMpk8oQMAT6jQBTfv7JWOUJQUW+PMmcW43mFMmipme03+cQbrQTkGla9yeWeErOHZYhs/zhbS3yZx6skzhhEpptR4k3dP7yg8mt8h1529vSYUV93Zl2JlNNWM3arUT3qotydK++dnNvuc404L3lTlo/DIGBgICXHaNUT6femViL3L/tTd7q5CYZT7NvuKbRYs8WzMnue+5ao1W1t8hyyPdc9k9hSc+l3nlSK1rp3OQOqQ203XyTr7azWDSD09JMk2aGzgAR1ZURcFTvjMllCOyFCMC4iZxu1Ysmo4hyISVhMiYzEVETOGgpqymTS9ObfKqZeZo/rhrzNB1Rr+X9ssfS48jNvGYoId4bi8kYHL1uLshc5myjZobOQjEANswEPQBukoloCOwtCFRO8ceT9GEV/dEpNwMmbCIhKy9nfFXHcLWolvkIy0HBsqeZuZ1z/55KyVUtJbJOmjxH3pxehLKrGbpdPaotKEcRcO9DE0bAfQDNLjEEDIG+I6BzX7l6YIVNxOwcLxeNLFXVTc/fYx7Q7I6iVXVzXR4P+15NvfwHa4ObPjUv8KzOYwtWVX4QMBN0fnC0WgwBQ6CHCOD1ex2numk+5xUs2EUP5enutKqp/ljI9w+cp45NuxftRzPLaxDegpJKmRou+ap4mKFFXtatTJnT2bi1O8HW4SBgBBwO7taqITBoEUiMlzchiHcyAFRUD5eLogeGX1I9zZ+Jtv4EY7drke8SltxIVSry+jZfDmaMuA4Ncwrp/+ZsWext1ANhF+YTfxcZnOl713HrsIWz9rMIGAFnobANQ8AQKAoC6bCJ12fb8uUHkXHGwqkK4j0zXi9LmHL0IjKewuKIV7VdneLjysiymFwdZDl2e6Kyfsnbgsf1lU4cxqSvMy3YoRGdtRFwdO6FSWIIDBoEtm0UHQcOAl3giHJgzRo5JLzOQ0/T/KFou3eTk3EjxPswsug0Ivd81IAZ/8CuexRTiNTL+V8sQWHfpTVb5PfS4DuSdodCXyda5RaEUPO4lqpdvLfT++wzZATcDyxkMax5Q8AQGFQIML2H/t6X6XOMuMhXF73/mv6PuMzqsBT3ZD3tn8/LQE2OHBow41a8mcdhYj512zLvFaYQJQhXeTIkreQWFCXh+BbCV/YmSpa7uJDrld4OtOAsrrxm3Cj0uZBNWt29Q4DfmxVDwBAwBIqPwB45bHeQJxiCK7gkh/o1NeVyB+PQX6KtjjTXVh6Mv0pUyi87jSKFxquar5Kvk5drFiQYB3bfI7FOe29vRRYXPMQ8oiNxY9JCmAYcoZthohgCgwkBdcaivxsyfS6NV8gDhe5/7VR/Nh7NqyFfTbqQS77taLUaSOMeHJjIRORd0yn5qpCNXltiiFwG6T6vX7UEhN5JlKz0GSF8ogXT6gLXMvIeafGhHRrhr7kfVgwBQ8AQCAeB6np/Pg8hpzX6sNglxIe+Pe/SpINT3Eb4yzm0kRt9S8d35xOs4jIJsglhtO1NmeFXx1PB/OBgihJXzw2iXfWmjkKfq+PbaRO79rs9GZdR8py3qdDNWv3dI2AE3D1GdoYhYAgUCgHGTeMlQcKDaZkmWlOefKF5iaceyP0rGiayVfaLlci1POjOorJcjVfNzI8m2gkIssJL9qeh3aJktTItaSjRr7b1p878Xut7eHXrtK9xQb2e/C25xLsgv21YbX1BwAi4L6jZNYaAIZA/BCb6FeTJXUGFkzOVNpf5MmZzkBO3d810m41Ik0H48gBZgi7u0sTcm2bT46w6du0CdTyO09bpvami0OfGp/t30e9vZNpZm1wqB2rAjkK3a/V3jYARcNf42FFDwBAoAgJDMZOikr5PUy7U4yrS9U0hXZ/LydutFJqNCBvrc5yoU4U6KhtiKTlr63JPz8lrQQt+EC/jszOVpqC24zFFN+a1kf5Udrg/LF4qH1NF2gzdhhn6NTND9wfSfFxrTlj5QNHqMAQMgX4hoNoupufjqMRFb5qMVtwkp/oVXVcM7R3t15KNaAHM0nE2IpHlqHoPECZyciHIV+VLpERNui5tYQypHhfGnbuWvYhHX5PNvBS8m2mxJF4mvy1i69ZUJwiYBtwJMLbbEDAEio9AfJr/TRylbqVl92xqYkx1Vm5GIRy3xnDwAqYAzcZzWQNmjGVRzc6VcLIRpR291KvbEe8q5gxPxWNa5zyHXjTQCEKcnxFkM7KNUm/u0AUbxAK4H/kghsC6bggYAlFCAKJ4EnmOz8rky2PJVpLcp6fUCMe/z3jmtVD0nhY8T/7b7svnw0qIgCm6AW37qaxsvizCq/vkbF/C3Jjh1+GxrWZoHatGSZcGpls9E6ZIg73tPX/Agx0R678hYAiEigCa2RkIsJMYPDmjupzwj+P8yk4Ea2f/GjUzJ4fIZ8IiX5UtM+6rLxDp4skJSsrua6jrJk/jWGtWJy3qgfXT9KZ9hoWAacBhIW/tGgKGQBcI+DFCRP4MkvgJJzlFYSXeyzOrW2QYD64LMUEfjabZkiqVH7W8Imsi49Xb4FfGP5HlyJ316kbuEXnzuu4Cte4O1dT7o8BUnd10SlYbOI5BC1at2EoICBgBhwC6NWkIGAI9QYD5q9PlCszN13G2G+NdVx6TQzeltbmeVBLOObuPB3vyVrJC6qNAwpjwFwHKiRlgbmLK1PfCAcladW+WhoQhYAgYAhFDwPMJGPFrtNxLEcw5C43dkZL3dcpRxITdVZzFXjM23tN4edAUhhqn8qD4dpm/60nhfEPr+kUgUbr5y6oP8T8VjiTWqhGw/QYMAUMg0ghAwrcxRekrCKlxjbVUow6/ice0i56V3huxzz3Gg305JQovDok6eQGodDxYS6lXSZYkK6EgYAQcCuzWqCFgCPQGAUJTPoRGqd7ELjBHFZrxi5FxcOqkM8mhciaH3sscLuHF4enQ0xampx494URmLH2827Z1cREwAi4u3taaIWAI9BGBQKP05Sgud0nmK5hLs7Bquu8iUPWx5gJexhxgXLRn04J6ams5oCYmd6U3w/sEtxtoHX8sXNc8+TSbbow9PKEGYctGwIPwpluXDYGBigBzapfBZIcgv0t2UB7z5X5iHV8c1T7ptCjGXR9z8kF+p0vIaQu3DZGVyOOijo2Qcdk41k5MWxcBASPgIoBsTRgChkD+EFBCwxN6DDWuy9Raii53CyR8ZTq+RP7ayldNZF36OnW5MezymrLAsSxf1fe+nsaAfDdmLiyrrZMjel+JXdFfBIyA+4ugXW8IGAJFR0CnITG3dhINqyanpQQSvp65wz+HhKP3XCPlIWPYV6VFDV4TbpSD/Fr3vfhrT7NCfZBp10vFZG7xZbAWo/dDtXtiCBgChkBPEGCqT3KTHMFA5vOZ07FGyzXV03B06jaJQ08ayO85iVa5hRp3asFx+Ut+W+hlbZ6syl7hZ4OGZHfZRuERMAIuPMbWgiFgCBQKgbVey7YdZFEiXrRrAqei2fEP5eWwx1mdPNk1sazRgh923/E+Pldm+NXue7HXsZIgI1LgiIVHOXOBzRGr6Peg2A1ae4aAIWAI5BUBiC1ZIudQ56s59U6Jl8tLkUoJiHCJZvk2K+cRXUJyhJVC6MocuYu2uXU96R53OmINN0esokGfbcg04CwUtmEIGAIDFoEmrzU5Opju00gf0lqdyLR4i3w4ZLo/MTL9esvbikf0IznyjCNu9L+rZvr75+wrzubaXRyxymuGyZHFadhacQj8H9U/ODWfnkKvAAAAAElFTkSuQmCC</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="-649" y="126" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,48,13,1" 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><comment x="10" y="10" w="188.6666666666667" collapsed="false">Pen size not required by the lab, but makes the writing much easier to see.</comment><script x="10" y="76"><block s="clear"></block><block s="down"></block><block s="setSize"><l>3</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>255,35,24,1</color></block></script><script><block s="setColor"><color>12,0,241,1</color></block></script></block><block s="doIfElse"><block s="reportMouseDown"><comment w="53.333333333333336" collapsed="true">1.3</comment></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script><comment w="75.33333333333333" collapsed="true">2.3.1.2</comment></block></script><comment x="10" y="376.5" w="90" collapsed="true">2.2  Inclusive.</comment><script x="10" y="408.5"><custom-block s="%s ≤ %s"><l></l><l></l><comment w="280.6666666666667" collapsed="false">2.3.  See inside the blocks.  On the next lab page (2.3.3) there is a discussion of several different correct solutions to these.&#xD;&#xD;We&apos;ve learned that students find this exercise difficult.  This may be one of the places where a whole-class discussion would be useful.  &quot;If a&lt;b, is a≤b true?  What if a=b?  What if a&gt;b?&quot;</comment></custom-block></script><script x="10" y="537.5"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="10" y="570.5"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="10" y="603.5"><custom-block s="is %s between %s and %s ?"><l></l><l></l><l></l><comment w="53.333333333333336" collapsed="true">2.4</comment></custom-block></script><script x="10" y="638.5"><custom-block s="%b implies %b"><l/><l/><comment w="105.33333333333333" collapsed="true">if P then Q. TFTT</comment></custom-block></script><script x="10" y="673.5"><custom-block s="%b xor %b"><l/><l/><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-block></script><script x="279" y="36"><block s="clear"></block><block s="down"></block><block s="setSize"><l>3</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>50</l></block><script><block s="setColor"><color>255,48,13,1</color></block></script><script><block s="doIfElse"><custom-block s="is %s between %s and %s ?"><block s="yPosition"></block><l>-50</l><l>50</l></custom-block><script><block s="setColor"><color>0,227,10,1</color></block></script><script><block s="setColor"><color>11,49,255,1</color></block></script></block></script></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;a&apos; ≤ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportLessThan"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="a"/><block var="b"/></block></block></block></script></block-definition><block-definition s="%&apos;a&apos; ≥ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportGreaterThan"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="a"/><block var="b"/></block></block></block></script></block-definition><block-definition s="%&apos;a&apos; ≠ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="a"/><block var="b"/></block></block></block></script></block-definition><block-definition s="is %&apos;mid&apos; between %&apos;low&apos; and %&apos;high&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportAnd"><custom-block s="%s ≥ %s"><block var="mid"/><block var="low"/></custom-block><custom-block s="%s ≤ %s"><block var="mid"/><block var="high"/></custom-block></block></block></script><scripts><comment x="14.666666666666666" y="88.8" w="304.6666666666667" collapsed="false">As the lab says, it&apos;s okay to use &quot;&gt;&quot; and &quot;&lt;&quot; instead of &quot;≥&quot; and &quot;≤.&quot;</comment></scripts></block-definition><block-definition s="%&apos;p&apos; implies %&apos;q&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%b"></input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportNot"><block var="p"/></block><block var="q"/></block></block></script></block-definition><block-definition s="%&apos;p&apos; xor %&apos;q&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%b"></input></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportOr"><block var="p"/><block var="q"/></block><block s="reportNot"><block s="reportAnd"><block var="p"/><block var="q"/></block></block></block></block></script></block-definition></blocks><variables></variables></project><media name="U2L3-PredicatesPage2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>