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jeverX1QBZ/sZDMWIsWxIJAE4gAB7PQzDr3XKdrgyDicKhvR25ex5G3LcXSh8bTmyj2mvU3otY+83vcMgCRGuDQhds70D4xHNIqisQnTJM9sVTIrYStGNg4iQ5hCa/zOrPrFlXohBG6JLfiW5VzWjvCNGtsBlxaxu2Pr4NvQ6rxNYBQ9GW64EYVN3mJVAEAHPI5fOIopIHQK/TIW4vmZBAGF34JQQ9uokQbCpa3h1xOi6e/siBroToGdOpCEkwdx5jQIfllCzDOiNakPbZ0Wc/HZJ1eBVC9G13I1i3EcWJl8qiS72tlvzUb84Pr92WVXyYqlU9m2KtZUtKGD++BRMmVuF4DUDNMKo36wrQbjiWhgEKvzGC518B3lmN4pfOAfIFCahE9padvrCXM8pQzvrGIgGNkTS34opP/Q2oVw6fHhWY98yJtm3H7jdxYgYAb77qQvSqqkf7zhag2IYkaUchl6Cu8V00vlWJPsfUYFNuMNpzXVEKq9FS6AuEVExQGphDPkcA9BhQM5n4KXxEQpsT+dMfngeKJSRnnS6q57QgzdptXvvP1RBlmKa3droC4Lz5tTIHZJ0cnQdmyTL2OpXmlQvFikFJEqHnLNx2N0AAnHCZqIJl6eH9UTqfwpm8kvVP9e1F6NRg1EDhZgIkWLo0wrixzZg4qbpTALqGg4yccMcO5G79FYoXXoC4WzfGfGlpxTIdATQD0LE0KNDtrvjo88C2DilO9qnE/GeGWoOD7hPHwISJ89MMeOf1X0Pvmh1o27kT7S0l1FQWQXJe1ZY12NLRG6W2CKVCN9TVJWir2w/b8wegFFSKEJsLQ+QLBQXARBUWWeFTOWIIGDtbUPGTe1D67lcRdK2Tjhgu+/AipEzPmMs49PFNm0Y5IDB/ARUhsrgxfWDd0zXSj6isbI7IwrMJyeoyDSnNgkIHRIjCj3+JYN0GFCddBvitOINDLr3Y0CxxyStl1ZtVwrJse2knjLyOQvDYsc2YRAA8gYVgJjD7nRDbKtN93RjBC3+VRcfnPy0dOUZC8Y0GUlrRgOY/DUsaNgQuH/4nYGs70B4D+1Zj/h+HpY0LSYIJEzIA+Mht56IQFBGXInSUEsF+1UE7qte9haa67ti0tRIdUQUKuQAV/fuiWN0P20t9kYCqYAJgHhHpSEKcDpCEBDbfFUNMp6xVSYz8nb8FTj0RyUGDTDgvW5AIMTrdQVFFroAEAbC+HliwUANQsq2u6AXcTBWsAKjZTrfrygHRxmQBBvo35n/8CwRrN6A4+XIBQB2CNfacUMzDcAp4nBUV09DrTgGwhDFjWjB5sgag/Cq4YTOtAVrgAEmphNyPf4nokycj2n8/I7FkOWAigqcGp2I/adWyYZiD8vJhfwI2twMdEbBvDRY8NywVzukhx0+Yl2bAX99wLirDElqjKvFfjDwqmupR8/4bCA/tB3S0oqWlQrzRPfuGKNX0x+qmQYjivAjBYaGAuKlZdESS2lpR0JgQmFlUALmnnwcqC8Bpw23hoe/nGCE67z9rO9bUKZIBFxAD1tB9dMAH0NCIoK4aqKyQhU+GSYHnfRKXXJqxfzdmhFvukgCccoUEIE8UWcw1pUiWFMPASGGMPt+gtUWKwrUk9Mo7kRBNOeDo0RKAJ5wovuaIM/I2XT1nMRZa2hBe/1MUL/oakrpaCRDGYtJsQKGYXkuApNgBNLUgrqsxYJesqqpiAqjqwlx24nPAJgJgDOxXgwV/Gu5+OdTzjB+fAcAHrz8HeRTRHhfQERXQGhVQ2lSPQv12hIcMRF1+JxAXERdLqKoEmmoGo769F+JG+mC7I1eoQ3j73UBHEfHFXwfdSABAhVZddWpWpLZO/tVlCDdtRfKZjwspJ92JkYzpXp42PwgAApgyRRYhC6+SOaDuupBlKj/5aiQfPwnxVz4vdC6hPap81AjtjOUsllwQynxTtuLyCoAdU65A4MgwigMN67H8ziR6zO1iwnEi8uL8vJuB99aiuHA8kq51CoAJli4pYdSoFkyZUoUTTlSdEOWGSRsLsq1T2NEgPqfiRd8QsgtnPgewIqzHCB55BsGfXkHxe19BMqC/ar1p8LkFyw9P/COwoQ0oJgKAC/883DPASrCPywLgsmcmII82lNoa0da8Ezsbd2LbpgY0rt+CqPc+CCq7oGtlEVFrO4pBHaK6fRG27UTre2+i2H0wKvY+GMGSN4BSCclxR4kPxAGODqGqOyF0xhdeRdjcjPjM0wUAdX9Z34/nhBq4jhFBhVPdn548WQrRV12tqmDNcu1F5J78E5LDDgAGH2CY0TcqcMaz8ovPgpLaRBV8650I1myEAGCFF4J98OkCwwGg25oT+Rspta8sBjZvRfyp05DkqcUnb+cC0BpSJQN15tVj1+1sQu7GO1D8/jcQV1elK1/DhsSAiWjJYeW7iIcdi7immjGmLDwEGwqwAj88/llgfRtQioGBNVj4/Elu4aIee9w4ObrryDCNG+9FGBSRFBtRat2KtsZN2LF1HTaveh/rNrZg/c5eqOq2Nyorq5DLB6isiJHUr8LGxatR6nUkuh85VJTz1IYj4Zozn22fWT8gBZDc//4OwYGDJGB5xVxGikmxoQIYgZnqUg3Aq6+uQVWNzP8kcFl1K0Brc9Fy3ZBOAUgCfKIYcM0GFMnIIRjQ9wJqncvEXt3pNfmdwpYoSKTlToY06RBQVbXqQixZUsLIEc2YNk2GYH1f229lQON2KfHBS0NDQl/Ga29H8RvnIendU1awnsPZMiH5ADnLWYNqughJcCkBcF0rUEoEAK964aMpWYfuN3ZsBgAb3vg+8jl6skh0NOJiCzra6lFs2Io1q+rxylKqgruitmsdaioDFIIWNNU34Z1FO1DsfjgGnXQGcmKyTn3gPJfT1ai5DAgp1Nx8F+KvnougXx8z8+F0QQgs4j4ZoTilAwaYPImKkATXXFMrAGjtWLz40D4/ZrLVTKmzPlYdm8yPGVONG+bmu4A161GcNsIFoKlCPCFa6XuWBDUDppmQW7GkRJNAA3Dq1GqcONRjQAMiBTQ2n+HoelGM3G9+JwXok4532m2pEJxhtzLuFwFMxYDqdpcOeRZY2wqQK2r/Wlz14kcNO0o5R34Rxo6dk2bAtU+egFAMliRCTimVSmhpKWF7fYK169uwdlslgtq+qK7rjqqKBFW5FjRu2oAVL21Frv+ROOS0M5CjUULP55eVvwkx+q33kX/2BcQXfgWooLZeWoZxq2i/otbVrQyRlFNOmtSO+u0Jrr3WCtHGPaOrW94LTonUaVmGFyZGWVEMWLj5ToAYcLoGoLm1Hg9zdUGn+nXbbm43hHU2jCgdixA84soWTJ1ejaECgLII0dNpqVkNM6chE0UZLmPRww1/+xhK3/8WIvIxmr6tcrSo22n3s1OoeBUwZ8gfDHkGWNMCRAkwqBZXv3hySgek22cC8NkfHY4A5IxI0FFM0NIeo7UtQHNrjOL2Ioo9B6Ouby9UJG2ISjkE1d3QtuU9LHnmTXQ9+BgMOvEk2ZDXDheHAV1NMOjoQOGWuxCf8wkEhxzo9Y8169n7+LmhD+pQlgWYqAF4nSpC/KEkHdoNGBngjPjMLPkMrAZ84r7SjlX4EeWA69ExfWS6FWdiK2s3mWKDyy7ZQPQZkBiEGJAAOG16FYYO1XYsMg6IBFCNRqY7FakCpaOI3E/uRTTkcJSOpU1oGpxuhyO762FbcwRm89xRhB8c90dgdYtMHwiAfzk5UwccMyaDAe+edrSq73IooYBiUoEooCQ1Rq6+hKoNW9D15AEotTSiqT5B1HUgWlGH1SvXoNuAA9Br4AGCheRnq3IvR35RJtY4Rv6xZxG0tSE6/xzRwrMhVoVacT/pG8xmUBs+xXOpsmDixDZs3w5cdz0Toh1HtPUfckcND7PZrTnLbJJtNQDvQLBqAzpmEgC1IdUaF0ySZnqeriitux/OT6P9yarFdh8kA15xRTOmEwMOs35AR+djYEwBT+Vz4vabtyB3412yG9K/fyZTyfu7YdZvw4m+MQFu5fu45IvvWQAeUItr/nKKpwPK2ZIxY2anQ/BPZn5KOFPisA4lVCIJKJzGyIcRutUU0X3rm0ia6rGzrhfithIquvTA1pqj0diWR3VtLSpruyCOWS9YVLXeAFIUIffsi8it3oDkG18AaSUCfB7QTOhN6YfUePHyQVFoSJaZMLEd27cluP76WlRTEaJzR2PNzwCgpGzlHbTFSloHVMZWDsCbfo5g9QZ0zBgJVORVVSedQfJPJ/KLYUMVbnV+yMRnR4hOpAxz+eXNmDGDAGhzQO5KtqDzChKVp8nbylQreOMdBL/+PUr//QXE/fuaASeH2bzerxuWKWRHCN5eDTz+R3zvln1cAL50SiYDjh6dBcC55yMk0FRWoq2YF9RaEZRQV2hDv9ptaG9uQ/P7m9G2rhHBgEEo9O2L7dWDEeV7AEEeFdSKIzdMkG7F0Xudq9+B3BN/EmE6+ewngS610i7FRzlTWqAyL6gWnZ8T6mF1nQNOnNCGbduAG26gIoQ5olPeQvvF0IzdqTfQkJrONxUDEgBXrUfHzFECgIr/nWhtI7EHRpMPuvmeNBPYFhwH4ZLFEoAzZ1bhRB2CU52QjLldB3zWSiXY7I23ED7ytJBZimS1K0hjgqyOZVfGgFZVzGLnBF1Hu4Je/JswHZfOPA0Xn73cCcHXvnQKs/urDk8MjB49K82AD9x4JshjWJknQwExX07sfsuX6lEZtGP9mgTtrQkKpVYE9SU0N/dB28FHIdl7X+RqqkUoFXYsYpNEznCEpRhB/Q6Ei19HbtU6YMiRSI49EgGJ1Bk5otb9UgyYuq0bmnUnZML4NsmAN1IOqBnQDdemSvc6IVoo19dbTZDb9HUoVmOZggHXoWPW6LQQ7TtgFCHqutgdQLI5oe7lirrXVKF05xgEwMsuaxEA5CHY6IA8xGaBLsPJEpOBZPNWhM+8gKRhJ0r0GR04EElVFSK1utda7hPEpPHtbALeeAdYthJJ394oDT8WSZcaXHy0W4Rc+/KpaedMnGBUFgDvu+4LCFFCRbATubiIqgKQr8gjat6BjmIBbduKiKIQ6N4DSUUdGlZVo/T6WoQdRYS9uiPXry/iajInBAibW4QdP9y2Q4algwchOOJgJN27CR8hDSWZoSbOgsquxWUXh/V4SDa6oew9k4Y2YXw7tm9PBAPKVhwzu5owrE2uLD3QRYnzU2WGRn6xHkFZ8gSouPFnwOr1CoB6q5jNAR1XdGdtOI8NjanU5ICStZYuLuGHlzVj5qxqDFMhWDpRWBHCNhT4Wp0eEBJ+PiUeI44Q0fMXi0hWrUewaBmwZRsSstv36SHdMmTLp/kQarRvqRfWq7h/H0RHDkbcuycSMhbHwMVHP+3IMBKAWhayBc6oURkMeOs1l2BAl81IWhvR2kqOvxKiMI+ewXo0tNWiriJEsViBTZWHoyPXBVGhi/yAW1pRqG9AbmeLnBcgeiaG69YV6N8HQbcu0j2tWMywnMdqmZJL2Upa9XlV7qYZcLxgQODGG1UI1mZYh+2UDphREafZz1bJvFBxALhqHTpmjxEMKGHpVb2G+XgIVjyorFoOGyowpkFIDBjhhz9swqxZNSoH1OG6TBeEMWJWQWK7GBKQojihny2tSLZtR7BxC+KdTXIgqZBDXFuLuO9eiLt2Fc5nC2gJrouPfkoBUArR1718qhuClQ44atTMdAheuGA0agodqIhb0b2iXuQhEXIYUPk63m05AohywojaWrkPooBCqHW7kCM6l6MXpP2A0ilNoNIzH6aLYYDIer/a5ZICJa+K0/KMadkpHXD8uHZs25bgxpv8EMy9gS7zydCr22227Was/KpI0Ymd6AWrzQgVN/4UeH89OuZYALoJoK1FDBuq/E7VIKrS1RWvDsVpHZBYi0LwDy9txixiwOHeVJwO16KZIgFhixO9OMjqfNLVLPNFR1w2Op8EZYm2e9FtSCM2Idxau3hVfBEBkLXirnv5NKcI0aOcI0dmAHDBgidZKqwAACAASURBVAmiZVUIS6gK25GEBQSI0CW3DTvifUXPUAgeOZr5JWAxq70AIFnypVFTFiJ0vSoyvNaaAGWZHFCAqgzzWZbUDGiLFArB48dREZLgppvqrBvG8xJyYdqArxNBWhcpFoBahglRuP4nCCgEzxmboQNq8HnjSRqAu/ip5RezHoNywNdKuPTSJsyaXYNhw9VqDi8Ep00JrnUqHZb19VrT0zO/NBuirPnkylIOGQFYnZ964L3omCcdM8L1ggFteqDBmgnAq6+ZIu31gg0SEddp/a/IrkK5LNH5j4FEgg2ig2Ju41zPuhYMYBKI1jRqw7T06unH7QyURgcMAowbqwD4IynDmC8JD8FslmSX7ugMZ7TgKvqCkSH1+p8Aq9ahqAEo0j9PhrFtYNv/ZWFZa4B6hsIaVbkGKKUTYsAf/KAZs2dLBqS+u94Ns1vAU+0zeg4iC4mNWK5RM6YCzoo2NPvAlQxre8UEtIuOftKxY13/0qmOjilDPjBy5Ix0CL7q6snGQKqXCGX1YO1guA6vOqeSyU8aREyPU31dw4DMIZMyL+wqR2QFidYBxyoA/ujmOmXJp2LHX4bE/65zPE8f9IoSXftKN62USOhrU7j+pwKAHXPHyirYANDX/9Js2LkIrQRrlg8SUBa/pgA4pxrDh7NesNezLedcTumFPFTzrgarlk2eyAVp1XcWwFVSDf17vnfMU44h9XoRguWiUBnqiUqBEVkAXLBgYkbXQQNKyx5WBLa5nQ6ZugNi8z+fuRx5RTFqqsplTJt1+6zOiC5Cxo5pFTIMAVCYEUyaYJ3UnPW09CIeUwvSqZ/ay2/9psaSTyH4/bXomDcOQcGtgp3ZEN4DVtYpmQPqYoT91LYqfTvlhCEgLHmtiO9/vxlzCIAn5WTBkKUDlhOPGVhcU4HtE1uwWMGa39Zqgl7+SAAkBmSW/BteOi0zBI8YkcGAIgfkLmYVKrWdSW445Zqam9+lqlgvBPvh24RXzzUjFqXqDoYnTMvr9GvgHRHp0Bs7hlpxEoDCkGoG3j0jQ0qSscPruzOgJJ6NdsNcRwBch47548q4Ycr1gVX/twwInXlg4z6WDEgAnDuXQnDnDOiE5Kxq2FzmhlFbaFhQOszpTMS59/0e5YA0lNQeAftU44a//D0AXEhFiGejZ27mrBwwJRzr+6fAx6pZtao3q0DZLYb0wrbNAYExoyUAb/5nGDBrIs6z52sZRgCQOiGCAaUMk/7jeQEdR4y//cDas3gRIn5HgsWvFXHJJc2YO0/lgLwgcAyptuo1+/0yROh0FSzDpcgPvfCsAW1DMmNNlQJ899gngfoOoDUG9q7GDZQDMru/zBmBESOmp3NAzYCSNZihgBcf5fIyfrkCiAUTW0LEWZTpglmFiwCWEZvdAshnWwrBcRBYAN6ic0A7EuAWHCrn87VAE36zdse40KLVE/nrf4qAipB5Y4WlzBhS9U2dbgiTWnYRho0GqICniwViwEsuacLceTWpHFCzFF+VywsHp52m7Fbp0GqLES3TmAJFgcfIN0bCUcVMnOC7Q54EdhSB1hLQXzKgzAHVbhpV8GSG4Au/93UMPnA/efyW2mS6a0lEGwl4OJQmBD7jkdViK5ffmdxSpJLuTEkKqPSRkx6pdMDRo9uEH1AyIIVg6cyWOV66+MjOAT3wiVUl5PImYTRG0NiEYP0m5NZuRvib34HG8OIvf14s80G/voj6UqeoArkkRCyetLwhwVbAkgl5TqjBo3vB9MEvXkQAbMY8YsCTckqfyxChywnQ/uWqMOBMaH2DtsrNDsGyeubXCQZsLAItEdCvCjfyEGzyT+DKKzMY8IyvXYZBNVtwxGEHKgDqHM/mXTpvkwC1OSBnJGMQ6IThjPySpQ/6Mo3+e0boNZWzACAxYKsJwdYN4w24M/cLTzmM3uwZVkWdTKOMry1H7uf3I2jcifjjpyA6+nAU6LiBDZtQuuTrSLZsR+Hx5xCsXY/4U6ei+KXPALW13JElwagjMu94+LmgyfvsrDBVwa8JADYJAIoiRK3QtYZSd0jIAstKLlniM3fIyCLESjNcahHSS5kckK77DgGwWTqiUJsXAJRfpAgtbe1oby2KsYCpUzI2pJ53+QJse+t5fPqjh6C6WnY65AfMK2AWCoUY7el7LAd0wyS3XKliZlcAzQBeZrtOvUbKv4gBRQ5IIVgwIOu2ZBQeZhpOg07MM8cIE1rIlCCM8whXLEfu9nuQUN/zzI8B/fohriDWzaFw3W3Ae+tQXDBeFiEkxNNmiUVLkf/VQ4hPPgGlC84B9HFWBD7Vq3P1PvmZmdDLesBaH6ROxOK/lXDxJc2YP58YMEQgVQ1vtNIuFc+sdLVkw50uvCBRLphUeHacMSxUs8paALBVHdxTncNNVAXHMbZtb8BTf3kPXfoNRr5QiYd/nMGAF4y8GtvXv4uj+nVg4IB+TqvNCX16uFsB0AnTmdfx5UTqd37fzoDG2naONmnCs8pV1fCOBuAtt2SEYNPtKJP/KQFea31hKUL48BPIvboc0Tf/SzhE9OARgYe+DIVrb0fw3lp0EADZEWc0G43GFgQPPIbwndWIvvMVxPvQ4TVsRoQbT3Vh4vSBvc0ISYLXFhVx8cUSgJwBdcEi97tYG5VTOPjangCiK0Jz/VAyHRei1ZYEfbmTA/LcUbOwaJ+gFEV4+s/LEPY/HpWVtaKld9/8y9JFyAUjr0F7807UtazACccMLg/A3dDpnP4vk1J43pdd8epqWeeUXg5YrkWnPloOQB6CbQWvnTDepi1HeAYCGpiiiT0Cz8X/DfTsoRocErxPtfwZf2x7Cdvefg1nLq7D5751g7JjCdXb7gYsFhE++yLCP72C0ne/jGTv/ooBJQ1qE0JqAMkRoBUQkxiLKARf3IT5C0iI5r1gd1WuLT70ag2918Vvy8mqVIdgsfXAzI5YNzQPu7KqVT5BLwfkorQG8I6GnXjqlU3oe8jx8t+bJLh3/g+zAHitmIZreu95nHnakdIy5X/g5bS9LC3PhHC9UsPt8WZVySZk+uE5o/rWHRlpeJBjmaNHyRzwllu7GB2Qy0fGhu+35kzeJ7d+555/BfnHn0VpwqViS6jogQfA9qQBn1z3FbQl7qGNFUEBf9j7V9gr19MFINUu5JF85CkEr7+L0qX/jYTOsWNxWM/8ak+f3heTVYS8RiH44iYsWKBkGLnWpfxGKyfc6rVqHlsZEGmLlsrznLDMgMsBmDIzWKDr3PHNt1bhraY+6Np7Hzk8FcdlADjqWnGDrStfwNmnDRYnoZczDZjk39jjs8OsvZ3sNHBLlrXWM4F7FzJPuZzTApBywFgCUDuiPYmoPAhlwy3cvAX5Bbciuvx/ANoWqvpwVJEPWXNWCnxacSkEeSzZ7wlXilFMFrS2IXfLXUgOOxilT5+m8j0my2SE4M4ASMuXhlMOqMaHnT5uVqj1czwFBNnPZYWFaZvZgXPumtG3txqhOzecatvFMf78l2Vo73UcKqvqFHPGuHdeFgMKAALb338NZwzpg1ra+ey5WTRr2UrXX73B+sOcxTw9j1fBWa24ziUaVQixx9SG1NGjZBFyy611qDGGVNa9yayA2QJLGsB6+CmE6zejdPHXheEgCaXL739bHsPEbXKvXbk/1/Wehk/VyMOYBbxElaAkoDfeETul22aMRED5Ymr4yAJSFiPpHHAR5YAXNQsGTOeArAIuI8O4oZTZ7f/BIoQL1gacLLekiPrIU6+h2+DTEebyAoAUq+6ZWw6AAHasWYmTDq1CT1oc6Q0AOe6UMjKMLkpcEPk6oceGXgfFB6Bt23HnDOtLqyJkVBkASua0nkA+ESdDtGK/5lbkF96M6BvnAQftL7e7KtBetGUcnmt9qVMA/n/dvoRR3S9WdgV7U+FZae1A/urbEH/2k4iOPMTmgB77SeClwUeXlQOgsWzpIoR5/RxgOBIKK0I8K79lRd4RyXLGsCLG9x/SmptiEQ88uQR9jvi4NOoKACa4Z+6l6Rzwi8SAQYAdG9/H0P1j7LVXd7F2VwyRG7mFASmruMiSYZR3UNqrlDPGZ8eyeqB8Pj83lC/HFip6OZEG4K23kgwjn4uztsShV4Co56Z3JNy0BblrbkNp2kiEtIFJsSzdZcr2q3F/0yOdAvBjNcNxS585THu2lgTKffL3P4q41I74K19QG6W0ATUdjnkvV+p8sgi5+KImLFhYvgiRYHSrYV+OsaBkoNKOaFaEuHYrW3i4HZYMY6t6/rbWNjz83Lvoe+hJKu0Qy0dwz9wflAdgw6bVOH5AB/r03sswoA2TrK1mlglxW5YNj27Fy/19kv067fuavG33qmCayCX1SYdgDUCuAzpLjcyKXqZrEgBXvovcfQ+hNOlyccCOtOjL/u7Trc/j0i2TOgXgVb0m4Zy6j6v4q0Cl7xEnCP/8MsKXFonTNVPFh1cVpwCIGFSEXMQAKNaziSLELUQs4PhUG/P88Uk3VslmVsGpYoQVM7yT4onUxHZNTS149MW16Dt46O4A8DoRpnwAaiE65YZJLaBMi9Q2HP+9ANx9GcZUwQngM6DDnJz59P4abcfXJtXX30L+t4+JpeM0oirGndhQ0tFrPoWOJPuUcwrWK/b/g1eEaNeLrBZoM2n4wqsojbrIE50ZA3qbrnRVTGxkAKhyQAlAfVCMzQF93580n7o5Iu9+aMNCORnGt+27dn5X4uFs29jUjKde3YreBxxtzK+dMKAF4AkDiujdu6fSAnWS7tmx/v8IwFXrxOLx0vQrxCCV3PAvKYxC97aoHqev/yKKiWo3KXYj8P1539+gJ81Ic0eMM/8RI//7PyBZvQHRRV93AJhVkNgqWPaJywJQL6hM5XcccGkmtEKz1QH1bhlpNLU6YGpuhK1l880JPLw37mjCk4t2oM+BH1FfgE5DsARg/dq3cNLgAnr06CYH1fXWAN8PyAHI3MlZRYh22HBG6jwE/4sYcEcjClfditIPvw307Z0CoE5cftf8NOi/QxftwEdWBjj9e9dAzLEK8DFLFgMgikUUbv0lSh85FPEpcnl35kKiv5cBPwwAOlKND8zyIjeF4Mde2oC+B0sRWhYhZXPA60Resn3VMpz2ke7o1qXOYUDtTNFVI5+KS53r4eV4/64A5OMFAjZRhPxPfgXQWWifoVzOZUANQGPJv+Y24P11KC6cwDYjsJkQBsBg81ahL3aMvgjo1fODC8H/IgBqY0I5BiQWbWlpwe9fWIO+hwyVXza1Zq5MESIBuPXNl3DmR/dHVaUevcwyIygblFe98p7xP1eEfMAMqCtdI8Uw7c+xawHh62+j8OO70b5gHMIKWjOsGc2ObFoA3g68T6t0MwCoZ34JtXGM3AOPyyMdfvBNsTninypCnBxQFt3ppUEsJ/RzQMNoGa04kVd+MCG4va0DDz6zEv2OOFUBsBMGvGDktYIit7/5Z3z2jKPUBgMegt1RTIcBfSD+gwyoAWyNqB+eDKP3y4SlDhRuvx9JTSWSb35RCNE2tErN0Ayml2NABT7yA5IWHbz3PvJX/xSlid9H3Ke3adfxHrDpDaf6wDJUixxwkVsFi/uoKlgbCVzdz+sFZ+iAMr+z03FZvWA9UCSNDlrm0TMhZUJwHCOKY/z2sdfQ5yipDIjdhGVD8MhrUWxvRbLprzht+BEi/9NCtKsDKjfJB6ADGtezGgpyWnWOL5CbFNSAERPJ/U6IlGH0ag5tG9u1EG0KjsZGVEy7FvHnz0R02lB59rEqOJzB9GskA3bQOINZUi5VSYVBBNTam3MTSuefg+ik4xCE9MGp26jmvLVmKV2wnBD9N+mG4Z0QLcFY670EE3fFfJA6YNmK2O8LC6dNjCeeWYzKgR9FrqJy1wDcuW0j9qvcgMMO3V/KEKpLYJiJr8r9OwDojnf+nX5Ax33DhXDbX5YHFlgZ5h9txYlqVy1XCrdtQ37hrWKZUvSFM8W6ET2wJFaUBwny1/xEhuAFNgTLuZAYQRwiePNt5Okwnk+divh0Oo8t32nhoVmwbCsuA4B6N4yVWTQAMwbS/9lOiK/1ZTiqjQVMhf1XX1uJ+qrDUVXXTQIwSXDPvIxOyAVXXo0t7/4Npx/bB926dZUfxC5nc3dhmfcXVZq5YGvZL9cLFv3mXT2/YkkxEyLcMLYXnDKkKpZ12nAKcbwdZ/YCEo52NqJw14MIGhoRnX064sMOQlBZIdzXdJ+Ka36CZNVaRPMniF0paqIHwdbt4vC+cOmbKH3pM4g/cqg8R6TcWo4yZgTeD9YyjPADLqjGSSfJqbg0AMtsQkiBJ7sXLDevsaWUWoguM9LpD6dLAFJuKVe8rVu7EX9dk8de+x5spJ1MO9ZZ3x6DurZ3MOz4w8SaDX+Xi3G2cBe0CoN8TYcRrHfLjCBbars0H5QBojZFCDdMoh3Ryg2jj2tlDOo6YTrzBLI9gMWSXC/3x7/ITQTUxz14f8Tde6Agzgtej2jS5QAd6LJmPXLL3xaXJYcdhOiTpyLp3sXkkMaOWmYtR3otr5VqLACVH5BmQnw3DBObs+Y4TIvOc8M47hbPEW02KGQ4ojszIxAAaVV0R2sbHnp2JfoeforQUgmgmQD87HnnYthxB6OmpsaCj+Vh/lima9Xahdkgyw1jHru8laszOxeXUKgVJxhQzYTccou0Y/GhprID6XwGxDCilp4ldkT+R+bSVesQLnsDwTtrgLYO5JYsB3a2ID5piDgxPenXB/HhByM+YjCCujqxwoO8f6wjrFpSrPORaUaQWSS3ZOkihPyA3BEtTrhki8NdV4puv2UbUzVIufvZzIT4judyA01ZArhmUBWiX351JXZUHITaHr0kALPsWAsXTpSVr3jHbfXraHy+IbWzscmMbae7dkTrXjKb5eCzySlHtGJQzxFNMyHl7FjOJJwzgCTLDGtYsLKL7IMo/qL3hiaACZDX04LKtSjNHouktkpJNnxBmz3vTbeE3cWUnbmiVX+XAdFY8pkjWpmYTadBC762CHF7t1k2fXcoqbwhlfv95CY3ttbNCfHsAJskQXNzK/7w4hvI9TwQYVjAI7dnrOhdeNVEebCLnKlkw0huj5czYbnQycO1Hc90XS3OfdksSfq+fCrP8wKyHPADGUrSQ+mpyTi59TUmRgtieVA3EhSu+7nYDVOaN04scRRAJV1ETjvxCRA2HbeLyTjjE5TsxccyqRcsxjLFTIg3lOT1erOZ0O8Xl58J4a24XVny+REQDsCZe7pYitDQ0CjMEzOmX6s1fRsdiAHtag45xVZuCi3VbtuFDvj3VsG26maA82ZRuCVfangyBOu54M7tWOUG07MG0l0mlO+cXNErhpJoNYeeijNvq+Y7M4mZng/OGkQyk3G+H1BWtmYsc74eTKfbybwqUwc0lnwJPNu18PY/pwypbC+0M/fh+v8cfZDllbZLoudH1KinoE3giiunlQEgn1DT7GKkGB4WVX6VNVpZzlzq5ZNCZyzrAyyzCWE3hpLopCQaTOc6oHger+KVl2UYVfXtvJ8yK5T/p5cTVdBY5vvrURS7YcotJyo/mK6dLnwORGSHzJQqr5OAWLxIruYQDKiGkmwVzPS/ssDLmF5zdvzpTVbckm+7Ij6rOrmjvxrYsWr9EwA01bAeRucLgvjgkXEdZ+t8ZQfWM0DlDixZ82k5RtYzIWY3jFrNkekH1B4/5pA288EakJkgNBCUDJiEKFx3u9wPOI/GMtlZcSbhk7+wYUw1CceMqFlM6GzIsp0QuZpDbUbgCyp5EcJ+921ZjoicMVDExzKz5j74XhjDqFndFfHYNkf0w3LmZgQRglO93bQW6IRHU4TwKthby1tmLDMVZjMq7s5yTCcXNZsRaDVHnL2ezcvryjOg3pTFw7FbFVsGlAD017M5q9kyVnOorWxy7kNSnvPTYUBWhNjdMJwB/QOrmQ0rxYS+RcstJFyns9bz3PUbjk0rBWI2ssmuc9t7SfZqjgULJxjru7XPs5HKzgDSWQ4oruM7ZNgpSv9MCBZTdu5g+hi+no2dEyIrX384yeaBkvD4jkA3F7ThVzfk1DkhtB2LjmmYOy77nBB/OZEGWgbonDDsMKAEqNiMsMhdzyZ0QCdkq9yRnXLu7/MrXwWrZZN6NYcCr7ucyPaNxeN0Nhf8jwBQV6CimvO3F6RA5rpk9OCPsw7DX9/hyDj+ELoCKl/N21l45oK4YkCzH/BHejOCl2caKz4fULdDSSqLkGD1wrGOqtaMQCGY1rPpBZU6BHPdT92LA4/th5H2JMuAvOrVPV4LTL0fsAlz5roMqAeZnBC6q6rYD51mQ6obOmXYzTC0qm1Z9hTMNFOa+xq3jtQjM0NwakElKzCcipMXJbJdLCpCId+ogwrEMJORcxLTV04PF3nzJGUG0HcVivVQEq3opQ2pN6kihPa36BzWMKBfjLCc0DJh5wxIfCR3RNOK3rUoEgPuckUvk190tev/TK3r0FsRZGijHdF6Q6q7I5oxn2IwbtGyuaA9MtWchuSt36DkTbOe2H4lrFkEHFWgqJM1xXZWDnJehPCqmn5XANQreq8sux8wowo2BlQdSmU0k4uLohhh404Em7aIWdpcfaM4MT2srQb69Uayb39xFnBA2wVymo1YkZKxI9oUKybk846G2MeW1igVA9KScgHAH2VsyXem4bJ2Q2smdCfn0uFXLym3O6KLc8fKXq/S/6wI44KO94J9N7Rjy1eVL2dB+vhpRa9YUi52ROvtWP9gDpgKsYSsCFEUI2luAdZvFvktNm0W54aQkSLeqzuivfsg6t8X6FqLKJcTxYZv4TLVMpu009IM/czcDzh/AeWAagrMbMVSuZtmCdqcTwJrsQP5JSuR++tiBF3qgEMGAXTodJc6hHT6ZXsHgp07kXtvLcJ3VyPoVofk9JOA/QcIIJK9SWzjJ9IU+/3K631aczSbFcptSAXklvztCoDV2o5lhWwhD+t80FnPwUBnem/qtvo+ClVScxR+GBRukAsq6ZgGuSGVVcqsEnYOavD7wPLz8woR1SERIJGyjzgnRBzTYLfkG7MCZ6JMcypfz+afIyKNAwkd2fXuGgR/+DPi+kbEBw1EPGiAOCkpJgMGnaS0cyeC9VuBN95G0tSM0vFHITrmcMSFCgvCTgsfWQSVAeB4YwzQTXsue4jCJEkQvvke8s+9hGTwAUiGHImgZzeP3VjeRSG5VES4ZhPyf/oLgopKxJ/7hLiPdLtYVnQ6IJ6W6LKwqxGK+ykG1OeE3KjOCRHQZrO9qcq3bB84G5C6FjYH1dygtuQbAGat6NViNOsIm9xPOQeztiToD9IUGTEW64Nq6JiGYfqYhk4YkOV55TojwlCwrV44tuNSCdHHTkK0b18kdPaf2tBge8YyF0QpRtywA+HLS5G8+S6i04cjOniQaAbo4sSyoLclP6EVvRlLyufPH+8uKffzMVpX9vzLyK3fjPgTJyPo3xuBGlwXjhbhH6Tl3daiJatptc2AljwuXo7cS4uRfPYTSA7aT20w1SDhkg/bepCShjwAiolPmfgTAOm8YDqqK/usOF3tcks+C8eKwHQBIueCJZXZy5gjms6KY0d1uUNJZQ6oUcKgvjZrQ1bWWg76QOnAantSkrVj2W0KOmdUp13qDQm6qlbVMe/9Bm++g+DBJ1A6+UTERx+GWOw5TBDJQ97EOXLiZEzngBq54YDCNdZvQfDYM4gPHIho6DFIKCzrE9jZVlTdhSl7TIMAYDkdkGYa/vgSgoadwFmnA7XVZn2bk7Px+2cZByjivrcGhYeeQnzBWcDAAWwRZsZhNqnQbPNBRyBX5c/4CTIHvIGdlll2LYcznM4BxrsmafBpaZneq8INPwf0aZlmP6A/FWelaFUAm/4cnwvR18nK2BYfvAqmEGwPK7QnpnPnDGeglORiwqNisvfWILznYRTPO1OEW0os3Pvs6qAapfs17ET4+2cQ9+qB0iknIglDZ8m5rwNmnpQ0b/74VA5o/HYr3kTutRVIvnCWOJYza41aulJ2mYrYkPI+ul3urfeQ+93TSL77NaB7V7k5y9krrYqczhamK81EpAni/DY6LVMyoH9esNUBFZdl7YnR1XEWC9pKRCFS9YLVaZnFWaOzj+rK0AENHH0R2jkXRG9L5T1heVjhZXRapjmuVXVZdEHhVaVcWLY2K9Wy29GI3I/uRERjB4MHWtbKyuHKhXIjz9ARrs0I73sE0QnHonTYIGFDM50Tzy5WFoCGAUWxSblVALS2ovDL3yL+3KeAffqZk4d8vU/bmLJd1Gq8UYfkJEH+0WcE48af+YTJITMdMrwyF6zKigoFPnNiumBA4HpzXKvKMTPab9acqiQX7YRxgGgtWowLVRESoKAPrJ41qpOz4jRnmthrWnOuNYuBzpgStC+QfkoZ5nIBQPfEdG3B0qdXchYz7KOEYcG6pQjBQ08iyYUonvkxuUxdV6xMMtGWrqyWns7xKLSSUVeE6rUbkXvoSRS/fh7i6iol39jetpZhRmadljmPzrrwZBgBiMXLEG7YiuTs0xFop3SGfJIO315l69wHCJuaUPjRLxBd9A0EPbuzM+Z4mM0AnPIH8nkVXYToE9Ovv6HGO7CaC89e14MVIloHVBjUmZ9xIbhmBALgHfKwwpkjvQ2prAR2IzALv7vRDzZtOAvAKy5vxgwCoDkxnara9JLKtEmVzYpsb0D+hp+heNm35RGsPnNmLCqy7UFfcGZTcQTsR55CvE8/RMccoR5XINqyYZIg87zgufPGeSFYnD6I/D0PAx//KJJ9if38AiBdkVqGknqfDc0uc9HlhV89ABwxGMmQo5z8M9t04DEffy2iCgYmTlQMeL06L1hsNi3TgnOcMBnCs0KbdtFwgcXIMD8iQ+oGdNDOvwL5sqkY4pWw74TxWNCEYbcadosQbUyNsXRJBALg9BlVDIDlqmAGSi+EBi8vQvL2+4i++Bl51Ncu1nqkAKrZNOWAicWQVvDHl1D68ucQ51QuL+A3FAAAEZJJREFUqEKwrqrLAtBlMSBsaUX+3ocRf+VcBHUkrLHtWGaWQzKWqYCFtOcd05qp8yUirwzfX4fkvLNSR8Ca1+IXM7pv66wDkbnQpInyxPTrrrMA1Pkf3ULojaJadxlRV7sO2LyQnA1AxYACgOV0QO6FkQBMmxFYqKWQpqUXpRHKLkQiAHilAGA1ThyqNqSacC37tDrkOqGXMxw1D+59CPGggYiOP9IdavKAKMOyroD1/mibKtg2nbwspnXEbe0Ib/sVit/+IpKqSiXlcFc2MHp0xonpc+nER5/hGnai8MDjKH3rfLHhMpV/qZxMOoRj5P/yGsJVaxGffzYCOupBHRSjw2VK6KZlQM/+BZF4fGqbZZ8vnHpezmoqhBLzTJ4kp+KuJQBWq0F64R+NkfvJvWLfS/LZM4A8HT+rpZi05le2D6xiszwiMETh5juA1RtQnD6CzQVn94JZJGaic5r50FFEePNdwKB9UTrrDHFsrgh/1AlZHGHElc2YNr0aJw6zK3o1Y3JTqmtSZUvMowi5W36B0pmnIR64jwnf1rSgwKQm27BpK4LfPoaY9MED9zPCeMqIoHvGHSXkfnofihecjbhbF+fAah3GR4/OsORzAJqw1dCIwoNPIP7m+Sr/450SHn6JAGPknnwe4burEP/Pl2T7zdvPbHJMAaBE5E/5p19E8q3zEVAryzO4+hIPd+nw0Cp7wQEmTWoHGVKvudbLAaMS8vNvAXr3QvSt/xKCuOhV6+pbViTGcOqGXT2VZNcOmRB8850I1qxHxzQJwMyz4viKDpUaWhOCJ0QTj7e0IT/jWiQH7I/iN/9LdIp0N2TpkhJGjGjB1GnEgGT/J7CwEKxzRsNkiln5BtSohJAAePYZiAf0l4/thWjt9SP9L161HrlfPoDorI8hprNSZL1iTbMOa8ZIOoriQB+SdhLqoigxm38hMgE4hzOgsjqFTa3I3f8I4q+di6Cm2liWpGSSkf/RUVbULamUq838TorrAQTCZSsRvvEOki99VnUsWBdFV7y8eNGhXLfx1E8xmB4AkxUAr76mVp0XzB6PxiZJOFc9W3/4SIRqT4LhQORitF7NUbjlTmDNBhSnXmmKENcLqBFndiWYkjhLAzS+wDY6sT5Ekif7tWRUYl0KwSNHNGPq1GqcIEKwteTrLftGB2Q+QgdgcYTw7ocQHXYg4qMPN4WCPnrBFjS6cJCgEgKzTCDK54wExrY2cbBP8b/PR1JT5YZgAVZgzJgMBpxD7STjdFFMVyohf89DSM76GIK+fVQfVWt0nRUgGb1dDSQFbuKT/G8fRbBvfyTDaGVF1uN5LKtDrwGi7WxQG2jK5DY6ug1XXV0jOyFiu5V6DN779aQWY9f3tEAVnK0XX9nyJQMGKNxyF4I1G9AhAEgfkGRV7YEWaJN+BI5E65DW1xm7FusBi/sqJ4n4KQE4amQzpkyROaB4bNbG45Wq+zuTQuIY4QuvINm0FdHnPukwaDm5xX9c06JL6YOxOLosfOyPKNIaYipCWP6p7zdmzBz9XbfvzZw5Y8yHxa1LuRdfRVgqIf7YcHYAYbojwSteznQ8jPKtBGFbK/I3/xLxty5A0HsvVi3rytkORdlwywCptErzkQcBpk6RAFx4lQYgG7AvA0DLfKwD4jEh1wAFLjQAb71LVsEKgBJvGf1gPww7hgReGWcDUBpSqQgpCQAKBjxRAdAUKhlOaFaUOCDatBUhrQy57NtIaGeLI8NIuSaz8mXVb2ZvmWSYZ15AUlmBaPhxTIZh0k2cYOzYDADOZgDUrhERpnY2oXDvI6JkD3r2SBciWe07biZIsZXU9gjYwcYtiP/rbFWAlGNAK7/wbktqxQaAKVPasWNHgoULa8yJ6Vrbk0YELbfYYSR9valyU7qgBz+2HUsw4NqN6JhyeYYOyIKxYUFPlmHMl7ZjWRODBsiypSWMGtUiGFACUDOkZThbBXMBWI94KiBQHvirBxEP2EcsTBI9X/o/FSJ5vlbW5Gocz9Zpg631CO95CKWvfwFxXW3qDDv570AZAM4mBrRNetNDBZB7ZTHCTVsRkxitEnhbMXeiz/GQrmeOSQ7ZtA35X/wvogu/jGAvuQrY78I4Fblhu3R7TwOLPtppUyUAFyzwZRjX4+dMyOnomOGMsaC0Ioy1YwUo3PoLof4XJ18OKB3QRFun7GWDSTwk++04Z3eMjK+SxGQVvGxJCaNHt2DyZA5AW4Rkgc+AyXQ4RNWBZMs25G69G6VvX4CoTy+1iUE9lzCR2gk6P+9z2E/cNkbSVkT40BOIBuyD+LgjTV/ZH3Si1zh23Nx0CJ41e7QrwzC9TRhPH30GqK1BctowhBWFlGRjQ205QEq/Zri1Hrl7HkbyiVOQHHFw5rnCKfuVU4j4jCiPcSNhZPrUNtSXA2AZBnS1P1NqKHOpTv9US05ncioE52/9BQJaOkm7YQwA7dyIzgEtFi36soaR5O1t/zcLgGPGSAAefwIPwVqjUwZYxx+odgia4oGmS+SYZLh0JYInnkPp6+ch2quryQdlbslmg3WlTEAzzhoW8qnAe/oFoK0NpTNPR5KjL0V2dU2Xj8sE4CwOwDSI0N6O/FPPy6P4PnEKgjraIaOkDDUcpP12Zp2HvlwZpsLV65B/+Gm5quzow1ilrLfol2E4P8zrL4dmWA3AaZIB58+nEEzAZJ0Qbx5Ei9E6lPMQrCK1tGAxhrR/kUVI/rZfSgBOvCzNgL4RQYGLgzElSGf0gCUIZf1JRcjYsc2YNCkNQB3eRJ2qiwPxuxa51eVOdRwDry5F+NzLKH3uDET77cum82yHxM0H5SmY2nKFpmYBYtIro0+chogUENb5EJITN0vECcaPn5fBgLNGpYsQJvgSF+SiIoK/Lkfu9TeRDDsWweADgSoSdWUI1Tqdw4a0zWJHgxCpg/UbRU852W9vxnzcMJDFnty75xUhpsKVrbjpCoDz5lkAZjphzMCRLXgM92nZr7NOiJp9yd9+t8gBixN/mDYjGHQ5NbEVoTXYNOuZWkTb+HXHRDNijGVLIowb14yJBMDjXQY0rmpuZOWhNFVoKAYjJzS1z8idtN/esnjo1tVKLl7hIYFXEic/4Y23EL68GKUjD0F87JGI83Qcl+o58wpZhX+9ODMTgDNnjnINqZ7rhLtHwu0NCOmbs2mLcMjgwP2AXnuJM9DE7Acd3Nzajty6TQjffk+09JKjD0Ny5KEIaqrk8m/OmlkM52/eVwDnuaEuIKQZAZhBAGxIMHeuKkKMC8affNOzv/5PWaSk2FBfYgiRGClAgRaar90oTtWk7VhWqpagcwSZVCWsZ4GZRug5o52eMBIsJwCOb8bEidU4zgEgt29xC1dWZcwHnWyeR64nvLYCwWvLEddVIxl8EKJ9+iKurpbdGJoV6WiH6Iy8t0YYcen66PijkfToZnNVLlKzlSGGReMEEybMTzOgAKAj8HoanCcCkwhKp0AGNIy0eh3CHY0I6NtE8MrlgMoKoF8v4ICBCPrsJU4N9902GkxOReu32ZTlKvu2qqerATi9HQ0NEGOLohWnt9ybx5CosK22bCCm2FCHYgZAEYJv/xWC9ZtQHP+DFAC9GkRGb1Zk8KEkA0EOQKdAUUXI0ggTxrdgwsQqHHecK8PoMCcLlgx3jAIGvx0vEOTlVEx0INm0RRzEnWzYBLS2IYkS8QVP8jlEPbsjplME9ukLVFULecg8n8+4vCPDGDgTgDPIUuSJtlkWK/0BiipZpG7KPq/KeKGXEwBzeXvGnGI718ygVuzSc6q2mD2ThDlYPADKtJPdV4VMEqJnzmjDjh0QDFhJCyrVOb+uBKP9fwpmGpCK9rj1nv/uitKaAWlB5UZxslJA+wHLaoASfUaYYTqgucbXBr0KmcCxfFmECRNaMH58VXkGTIHPNShkaX6msKDyhE+y0e9EKlEkC5cgFBooNz0oA7dZDydBzYsYmwNKwwK5ljIYcAY5OnjOx8Oik/TbvMl3z0hns96mkLZfua05edC0IzLr3qx6bsdKxVjM5HXm9lIAnkUAbABmz6FesP1yaMCqlq/qAbMSwxQzXjvOxGIDP0lkWogWG1I3ojTu+yIH7ByAtu/LCxHOhJmVsWE0CcCJEyUAhxynLPnMRi8eV7OQRIktFpwcUIdmxpS8OFGVuACjuFwe5yD+xr2HWUVO6nnS7buJE+Wxt06KMl0A0Jo1fZ3P99Wlw2mWYMwAZsBprVCZId8TrrnxVFfZbshW/5AkwKxZbSIEz5qtzAieE1rnjJmtN3klMyRYE4IDP3FnyYD5n94ri5Dxl4gec2cAdExZrAVnwJjSBHWOaEPcimUlTJzUgnHjNADlK7GVZhagtLTD80FWGZvJN2tY1QzmC9KaPbn7xmFUAXpPAFdfBJ0DEpVOnJQFQLIUlWNA9cE4BQA7xtXIL75d3jAZA7YoLtTfWaFhixy+j4ZXwO6XgxdFeiZk9iwKwQlmzVZmBCPDZOR9mRZ8k/2Z/q8Eq0zhNBAFAyYBCj+7Vx4+QwxIaYcCMWv+6tTPaQobMPpAZIWKBJXrllm+vITJk1owdmw1hjg5IA9zFlwcSBYoLvg0eH07f7r/mwVkD9SZLJsueiZNWpjBgAqAmgW4GJxqgTkFic3XDFtlXJ+yUunw6RlL3fzOWvKNdSr1JZGwoM9uzmzSAWPMnJnuhLjWq6xCxAKtXB5oQ4YcTM8LAG5Caewlqghx0KqYkskwRhvkgjT7nVfKjiAtQbOCADi5BWPGVmHIkPRUnAWsXiJkW3BaJ9RdlXJdk3TXwytojM5Y7nLF2OUkoBiYPDkDgNOmXel1N3SS7hUELDfkzuLskM3ywF3lkSz0pooMZu3nfWoJKjmYToM1c+dIIXrmTFuEaH1SZ3xSPNdqi5JndOjlYdj/3ZAg3V8aUvM/v08AsDjmYlGEaJbUN+VMpy+TIUoGXvXD+Z3btNyZ4RgrlkeYMrUFY8ZU4VgPgEayMTqg1xXh+aERhzOqZS+P9Ftystb0xGVTeLBOSTndMUkwefJVaQacOvUKB4BO7qUNm6mJtHRbzAEit2Bl9ZlZ1Z3O67RJlIGECc9GliHZhybyQdWvzAFnzKhBZZWulPUXif00gNP6oAr1hsDSBYoNwlbjK9xxv9ihUhz1PSZEy1vSZ+I15QzwdIgW4c/wpApx6s68IJG3S/D6ighTp7Zg1OhqDBkSqopVMSz7wOVDsPDI/q5ehHG7WFnGyx9NMeODNF1UiFdHI5re8+iKmHdS6PmmTLk6DcDJky5zzAiOdMGqRLtH2jpKTLhmoTcFKNW2cytfBuAM14z/GJrxOKspckQSB1iwsAONjQGmTq0i2dE4nt12mytKazrU8rP2peqQzZnLFCnirQ5RcddvgA2bURzxHWHY9JyABoheL8Tkg/IDY2woY6i9TF+nQvcbr0eYPqMdI0ZU4Jhj5OEUlo3U42ghWD2QllicvjIHK7u9qaAdMTlbU8zSE3mYF6/LzDrLTQ36PtOmX5cG4MCBeztKvg1T/COwvVEdyvwPKitp50k8Ixnvs3V9dDwPq69vwObN25zb/1/9pba2Rjz0oP33dXUC3hZW/6BPb9yKHsUO3L9vf0RidsO+KnUeZkY3RDHkbv0D7APSY7e09sOq90/HvgOeQ5fadYo9dWLpsamiVq0+NjTsRGNjE+dbydIkMLPXTXfr2bM7qqvFN9i8WP3otEtm48at9iqbR5jLevXqgbxJSdRDsOdYRVu30tbd7HdkwD59sWbdpt16u+hF51U1GEURWlrbd+t+/5c3qijk0VEsoba2WhxB1VrmNXXvVofKygr07d0TS+i0ow/hDz2n/tPU3IpSSXaS+J9uXe1t5DeCFmHSie0cNS6CNKAadzZ/CP+K3X+KIw8/UKB92evv7j4Ad//h/75bHnHIgVi+8p2/7057bv0veweOOOQg8dzLV35wX86slOVf9g/c88T/ee/AHgD+533m/1b/4j0A/Lf6OP7zXsweAP7nfeb/Vv/iPQD8t/o4/vNezP8DcHnyKmuttJQAAAAASUVORK5CYII=data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOhUlEQVR4Xu3VwQkAAAjEMN1/abewn7jAQRC64wgQIECAAIF3gX1fNEiAAAECBAiMAHsCAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCCsThis code Here shows how the paddle moves up and down based on the keys you press will correspond down arrowThis code Here shows how the paddle moves up and down based on the keys you press will correspond This part of the code describes how the ball bounces off in a random direction as well as how the ballspeed increases by 1 every time it touches a paddleRight WallThis part shows how when after somebody scores the ballspeed resets and the score is changed for said player by 1Left WallThis part shows how when after somebody scores the ballspeed resets and the score is changed for said player by 125240-240