sexta-feira, 10 de junho de 2022

Sprites e Tilesets

 


Fonte: OpenGameArt.org

terça-feira, 12 de abril de 2022

quinta-feira, 29 de agosto de 2019

Sprite Last Guardian

Segue abaixo os sprites para criação de jogos 2D.


terça-feira, 28 de agosto de 2018

Sprite Pacman

Segue abaixo a imagem dos sprites do Pacman.


var cenario = [ 
//0  1  2  3  4  5 6 7 8 9 10 11 12 13 14 16 17 18 19 20 21 22 23 24 
 [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], //0 
 [1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1], //1 
 [1, 2, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 2, 1], //2 
 [1, 2, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 2, 1], //3 
 [1, 2, 1, 2, 1, 2, 1, 1, 1, 2, 1, 1, 1, 1, 1, 2, 1, 1, 2, 1, 2, 1, 2, 1], //4 
 [1, 2, 1, 2, 1, 2, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 2, 1, 2, 1, 2, 1], //5 
 [1, 2, 1, 2, 1, 2, 1, 2, 1, 1, 1, 0, 0, 1, 1, 1, 2, 1, 2, 1, 2, 1, 2, 1], //6 
 [1, 2, 2, 2, 1, 2, 2, 2, 1, 0, 6, 0, 0, 9, 0, 1, 2, 2, 2, 1, 2, 2, 2, 1], //7 
 [1, 2, 1, 2, 1, 2, 1, 2, 1, 0, 7, 0, 0, 8, 0, 1, 2, 1, 2, 1, 2, 1, 2, 1], //8 
 [1, 2, 1, 2, 1, 2, 1, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 2, 1, 2, 1], //9 
 [1, 2, 1, 2, 1, 2, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 2, 1, 2, 1, 2, 1], //10 
 [1, 2, 1, 2, 1, 2, 1, 1, 1, 2, 1, 1, 1, 1, 1, 2, 1, 1, 2, 1, 2, 1, 2, 1], //11 
 [1, 2, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 2, 1], //12 
 [1, 2, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 2, 1], //13 
 [1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 5, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1], //14 
 [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] //15 
 ]; 


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2y7BBbXXjQPJEeloKUUk/a3S1AXTAMw+j4gLgP2zElPtIlqqYCiK4Jz9Bjym9EZ3cdCl6crCXvTqqJMeLfezXJ8Q/JDGrdNB1hyOC/fQK5+9r5FUEqY6SP+X0qZ5+HpK2PoIMgQH55yxn+E3/3OVYO1+sToR+LPxHeVv1CnqSk37npP0Vm7x/TmsFH8Da6rxnEg8jx/uobPwsSHmankFS/Fjz+4bkXgC6489rPgQSHL/ErygElfYUrE0dBjvZIuEdTPpdU5l0EGUd5YTTIAJJLnUiAj8aTrYsgqoiw+vw7rvt/AtHs7yWoCD+6evOZl+fOym9e/M8ISxsW+Q9+vrKH7FjiqvCRT55BudxanvhUWbduFO+7oyN473nRs0/ikqclLQVsV4VyKcgMfq0KQTo5ol8e+DeGLyo1DON9crtc8KW/yJvG9We+7f1BGGxUnR3BXZUq9cfF+3bGKtGGs/72MyI6y22BiDqfyq92XnvZS/I+dfferW9T5GSRuqUacVVVXWF2P1QOld333PlpVAcamlfVibWrtzy3pz4oTfHJ/Pbfrtb32KTeMAzDMAzDMAyjpyfEvJiEi6k/N1nb+/zQvorDVNs0cC7wpZlp7wNUiEh4H/BfD/aYpgJIutQdG5TLF9UbVWYsnncdUe6ByplnMX7mmbkEBi2VKF/9LYK7vsd8huCTSUge9nAOXPTbSI5dmhpFHDV+8FQZ4FRK5YbVCBlJrwdyCSBuZPgpVCuNdlfFpyaAQG2B2Tl3PM4dP8tOYUg6OXk/beyAjXDPcFE4K1SdBwZRnhQOUQ1aL/RO4K6kysfjaYZkfnfS71V4fGmEEeda1iVFoKLKm6uTLGlV//CKc7JmwIX/q+F5YYBMTw+39QEu/B2iYFmDejP6BARFmwg0F//uI/L1H6qkXdoxmiSe8x9/EvlOUShZLj0UCOOJpSw575kEpcaCVpGb2kljqRQ8OQhLx2UVmpomon3fzogQDZSjZ2VdSNNkd3sPdU8YHCifmWQshqdpiqrZ/VAbH4bhsxuaCydU42TCLGQYhmEYhmEYhmEsSoRHMMCFTU8R9pMAkgIBj0BoXAQsARN8pZXHNBVAAl/z+NNRn7lpiiRJLgEE53KdGDki/Ez6khwbKEXwqUeVhoUrp0IbnokgSfCJbeJ80OzyvqFsOMDh2jVe4pM0PHxBWKl5fUpRkhwLwk7zu8w6svZASVRbfqMoJG3UbfWK+iSjbVZQbU+dUxISpWEhPqnVq2YaQpIUWwzM45/8QU2kNXugdc90Am3v+JZENeOZRp3t08zRCGi77Uwaxwmpidkt1KGMtkYEVK2DNAzDMAzDMAzDMBYrKQmY075fWyObmmvDlhZXLAi6YRiGYRiGYRiFpxS6SugcWncq3Ks2dXPpnOBynsYNA0HEL77QewHZG0tsRmgYRh6EgIDsA+P9tjPZMAzD6AlsuGsYhmEYhrEI8NjpGKN3uO1jv/d9h1Za/XsRdOfY9Kpbdm6btYafeuWY1Us4fv2yBhHEOcGn/nZPeqvkcKY7mUiUVibvXFQGD4CUb6FUZ3lP9giJzQkNw8jFDUxzVEMg3tou3FNwbDIRxOg47XhXmQ+E5iMKBeygv7HYCBdHebfBrmEYhmEYxhGSXvWBq0GdiOgDY8KZ/9sNl2feI86d5a96/3cQmRUcTlUj4vifgie/8qOWU0ZRGB4snVWJW18hCwRSP82L3ntNw7V3vehRnLBhOb5uO7ITwWt64/Ev+cLFNnkFKrxKNvM/VvoMwzgSZCPvBN6ZdU138K0+EECK8XVzLcQX4yROWz7BdTtvQTh/lsCmpAgPWfAwlQIo48R8AyHKsPpmAk5Z0EVhP1MPG9MneMZlExfm/uYijWWalbQCLMTLiW2U97toPKE7X3XXMdWWzeM5ykGQ0/ZKPC+Nzc7sciEbH7z4tM/EGLInoyDsAfHtlUiZPIjcAKwZm/0tx42ARPkeFo8h2zN+30Ou4OeznxnDzSB16SMEt6d7XYu0E9NBpGsNmvg2eisRtEvpuxdtiOXiZ35vq99R+B+UqO72IYHhNox+AKWSkZRb0bbHAbehLM24uSSwtFA9nWEYRrFxzp2Lc7PmeodaUZ/O/wzUe8U5txmRzQ1daRiiPv2O5ZJRJNJUSXPUDXXSNDZhEMwxZlG1DV8PTFJXmxEMw5jfST+Lxn2g7uAjCKfVnTxIgbWFWIiHX5FwNVq30F0TDh6B4/gFFkEGdAffpXHd0aHcLZvI3pzgOJkyj25YJq0FaF14uyvjzdKu2/k4boEFEAUCHp9hV0gYb3rbXcwtqBWBhGxZ7ZAYmC5s2nRHk/wAZNMcZWoQqDbkVYcH3gA8F7gInXUWGISIhD8n5DsZY0dk7RxlppRhd8+LcfxZg9gheBxHz0s+uYzfyrP/s7MTgokx4t97NdPnngfp7NyS1FPduBHJG9A8TRn/o5chv//iWQv1GpUYffUzgLh1ESQew5/ydMb/7sVIUteaeiVdsSJfgHZA0pSpx5xN9aovzgQkfoBSGBFPT8OTLp73Bi4dcEweFeXT2AUG7k+IxtP5F0EE7t84gPh890RTKYP7k66IIG8rjyIiDcHsPZBo7ixhZRDytYFRgsOM64Db0pgrkqlcIsgBlJdFwxztgoa+J0Upi+TKegVCkYb0HWp/92vKu6sTJoIYhmG0iEe9+NTpAk6Ia+5/GhPgnMermDMKwzAMwzCM1ifNp1LmUQ0LkR4WXABxQMo9spFnZiZ9O19ZUAFEqS2qOs7JTHvMjjkG1Z6EIrvWkTmuFGPTRZppV+a0qgMGoMDC06zd/HXlfeEFkJRsAUlavHe+0+4BxwmZ6SkBE6zsYH5tYpBTZ4k6812e0gf/raOVUyYhOeZYJk47DUka5SrxHnKuDEiaMvWwhzXarFxmVONaCWtZAAG/8mgmTz8dqTbmhKhCXoHGe6qbNqHHHNNwKSmVqMbV7tS1SJhYHuU6ZaFOCCue0ng67/23Ckwuy5c+RBh0MHhvDDL/C/EPjwYRyS6ieS2kwIg4TouGZv0eCPgqTMVTDOf4pIMKJ4UlNoYlfAfSd6h/q08f1HS8PWnMgcoES03/MAzDMAzDMAzDMPoNIS34QrybI+0LfxKnmVui2tKFRcooImmBc0Z6xH5FTrufI93aUVnCF7EsdVydFO+RNM19kmLOZ2Y8S9MUNAHJ2a5r59OH95nlWdIUku7FIxWt/WvdFtrdnQs506d0N30piiBH4FAqq7+ve5ZKg3/qXH2RdrZVyhJOVCFd6B0thmEYhmEYhmEYhmEYhmEYR4j5xDUMwzAMwzAMo6tEgZtx29Yazglh4Ar7PXIid+regszupMnv3uZ+iwLJOYuvuQWJulvBc/690nl/58XPx8X5xUrYtB1KKYIrHTt5YBiG0YfYINgwDMMwDOPIJ/yFPpot+AnLJKPb3PaxZ9wIUpa6M72lMEjf/+WfEeUQNJwI9x6cXviqvoNbm7YAcQFmdjH/BdzZ4P6kSkTML3u2id3Bj4BR6s+HCwn9FOGo5gd9kiofRhhq6Z4YB9ze1XRO8PGWF/iVFGETIU/tGxGkVmYfrju4mUY3RidCc1/3PTAe+hzT3ESj1DGN8Ewc6xY0LoWySXfyC7TBRdSJDxZnwDAMw+hdTAAxDMMwDMNogfSqD1yPsBLqAoqrpsCCBkCfkySFIPqT9JsfeH5jUC0t6eSBPwqf+ldftxw2Oo2IOylwLjy8agggzvGWf7uxNz8q4IRa1cm4ttAL8bVl1O/LJt66CIvTiYSMZNrY913VimUTf1Hour+JF+f5e93G/8bx1L7JwZpkugzHsoZrEVDp4XZ/E+9u+tk7ePKCbhap2X0Y4aFNT8pVi2ZQslftaie75lrPC4lo3JxThFM4hjEXUZN6ELdwn2aMD3r3zNeUFYaWua+VPyqMABKGDskR6FqjAFz3TvIGgcO5fL11FAUdN7FkBGcQbViKaf15qrVn1i+HOGlrJ6v4JnE7VNpMH0hKdmRyJ+0+tml+iQiaYwVLFZKkOy1qFDqiMMwdQySOe7fFVxei4jKKoiI+5xYxEVTCjKLpMn9vOX0uzCyftfTlySupPashfYJ3xdaqE4Vt97ax8jsgbBnJf9vWCWAq3/vWrhCGHIsSjdroC1WRnDGqNAjA5TeiJEl2G96Ts3rZ4oJgRdb3eF/c2aRXxTm3jqxxVhSSTgdLbNxszBOpVw3rq4xzPdwmeLobQy8/pUVZkoR0JkinIYvym6K+y0dtUp5TK70LYvdD7XvRrKXcT5X3AsMNV4Xdc/RVn2KKn9YFNp5CuATHcSaCGBm8iYSXQIvnWYUQz38gvKRjKYhoLkLO1f/HwETd3yi1jSFBx9vVnwIrc7QYMpOujU3q6guo8vaGLxcG+841ZDskgOOdwNsarlUoA0cf+s9CrKqFoeNrV93MTb/YSxi2trhyXxjxXgCZ/7FSEDhuvGknX/vm7ZRKQY7vCjk43jnRzofCfZsHayJDXb/oA0FyLjCJh4kVJaZHw9ltiRNGflUhmvC5hijilf3HDWUvdInk3horCpXhgP3HDza2dSIM3hczOJZ0TAR5zweuzhUE3Xtl9aohnvusR827CLI6DPjnr9zI8J3jaND6Bx8cj3ndq59AkvTgCCdYzso7PjWzWVkbOr57tjy3dRFEhNLkPpbs/gq4Ul0/6gjie0CG8qXPjbL07n/HB0O/7tF+/bp0mv3HPgcflFucqQviY1Zu/SQaDNSlT3DpFLjRYvY3M5+3581DVJIcvtxF2Lon5XGfrOYSQbZOwFeeE3HKMSFpi77jS6HwJ/8yzXX36qITQTSKWPHuv4cwbL29TlPSTcdy/9Oe3rIIokHA0E03MnjV19FS62trMjXJ/X/4YtJlyxaLCOLxHt+D3+JVM/PAeU/gxKbBhmEYhmEYRaI2Da7KJt6Q+9Zj+HjmmH4HFy1KEdXoBCsosaZld541t5urOroxwYFsaqOqbGkyh91ee2ZHBRBlIxErcomIMuc3jzLA0Q3Cz1xirXH47BwcazKvlRuL7MK36yLctW2Mt39yJ8FRrQkMKSHvK4WoSBfSB/vHJnnHu3YQnNi64BK4gOrYZKcqGQhUhwJcs0W/NipHGglpnajjnTAcSFtprA4FtZ3FHUqfD6T2zPpHiVCaSDvqc/0dV+7ENyxlz2G7Sc9zz13G7z9n/stgyQlfvmM/t/3fvQRLW1/BTX80yetf06MjHCkRjV/XpCApKr/fctYrgqQVogPfhGBFVm0FCXKmLySczHJvC6R7gGflHN8q4cGvQrC2yUigmKdAPOAVjl4dQKx5PpipikI1ZyWOlbXLHetXBbUXtzQ4EwbDfMnrFdQ5Su95N7qRRg/SzUx/P8TP/mNwz8jVEbqxMaLL34s+PMcY9mfgnvt8UpHFcwrEMAzDMAzDMLo0Ky7484xFNLWsTe7zLASghS5RMi/P9Lns9ODpyP88o7EstvB7YVbUgsDBcsexw62t4GzFQdK9rbzOCaxrPX0A4gIO+pBfdbKuzYcKqB18h2rt/nlM36EfpcOG2DAc5Gof7wshirpXBocDx3FLHZKjDG4loKeRUpMC0UbeCyADTZ7ZbvqaNKEy2F5vK4OdTV83+xsPeTwAOde6ftHwPq39T6vvc7rIN0+sAZYMN5xuatqkurHaiZHc5dPBMcCS5Tma7zEQm2cZRr9SCgNtdC8qhGFn2wVVpRQ66r3VhoEjicViHhqGYRiGYRhGH2MTAsMwDMMwDMPoE5JHDrxHyuUXgByxZ2EZP8jdz7+Q6WVDDRtgSmHg3/HZH5cPTsYNOmjo2hNA/vypJ/KHT3oYcfqAAu5EQP0v4qkD75mO/SyniiISpNXxWxbtLK5+T0wETNv8rnBkBSJuu9IBlUUY50VmAjZ3tLHDdtQWL58jShn5EmOuXgzDMIx5HzobhmEYhmEYxqIkveqD44i26tEYQUTRXcH5f/awxWgPJ7JEgmBp28fwZhsL5xxOXMP6rnPCtTfv4Ud3HOhY2ofKEUeNDhAfFtvMOSFNk8lj/uhzH+urGVzCl1G+gGfw179XCfB812p9gYiAmA/juQHtyBJ/TQJZbFTetes9AAAgAElEQVT5ArB/JtR9J7ifkMtxbDERpEB4/pppVpAeJnco9xLyIYQVfS2CZMmaDpjuuOBZokR2TAQTDY1u9o3SYj04EnTmmVnvSul0cHSjB4bPhmEYhmF0h9hM0JGhrGG0jCuFwyQ5ZjhO0NRPLlZ7eNBAO7PG4VRRrbkmlLo4P16hHHXWFaeq4mf+HUJq7+8vX3u1r71XNvFJq+E9kFeeu5oFJDZmzLSFm4CbOtpe7OC1OLNtofJ5E59pklfvnwn43a94JrgQYX1d+yE4pjo8E7mMlFUz0R4O69DZh+MfcRxtIojR+kCQ6dz1NuIBGb++rE13OH1V4EBG2yLUBMaQdkQQqyE9SnMB5P7q7U3iqBs5+JVfcZ9ZodujB99es5mivR4yYyFRkWqbE0Pf1k0uyvX3KlF37eEifJDnnW2P+NtyYaKo7Xc4ogxuPlQ6MLX7oxPj089HZLbYoYqIlLw307dt9tqi59Ld++46iBy24KkaAINrV202IxmZzavX1ttYpw8UNsMoMBZgqXdyymYYVkcMy6vmX64gx/GNrrzuOL7cdLi0g8SKotEytSnt7yE8PeNqhPJ3wGWZZd6DdGHaJsfPMT3YMWfL8xPgN5C6Ob+iwIBJIL1JmJ69bKrJXJGOHI3vY273sGvwc+9ae7b7e8/oAxe23wf//BMolaBhfi2qcdWM1yaapohzL0y/e9Pz66+52PO3G2K+GnkG6q8NBHrbS78d+f0pNkVpw+5JSoj81oV3Xj9V34tsl4Ar932TE+6/BoJyVlMzQK51ptoocd2NbwRtsecRqXk/CUa7Y5DgKFbf8k5UhJa+7dDfBSvzvccriDtNv/2sSRp2v8Z87cfHc+GnVrNlROuNrqKUW7afUVdqFedk03GPfeekyGy7b90X8/kv3BA+9aJTwyRJSw35jGLLqkc+lhVhlp9/FwSkqQlLhmEYhmEYhtHeCNtEQyPPnJhaXB8y3DvWTnlETUuUK3xdKBMQkdZ9W3+fVOt5QkEG5irPxhHWG/Fl1M3uS/xMxZHs1sA2HR5BG1zbYZ3dCIdBbUO2NAq9DwTuVGyz0BG0JyINp8pUZnqKQLJN21ZxF1yyN/c93etpHZLei6DdSF8ADDbYNnAzbYxkvqkhWq2RO5NFZLAxNxxJqqiqteXz3NZbv2kYhmEYhmEYhrFQk7I5f9ee/i7FFsUXGaHlZ3faA22oTPrAP6OzNm9iU1Fpvihp+dAp42fXAdV56DyKflSni9saNPs3tZ67+4a3tsQwjKLjNXd8E5maQKYzTijvA3WCD11Dk+hDxzXa2U0l1cRTDgPcYZuIAiek9SfuFgsB2Q6LQ6BKyQrzPA3fOuk1NQKmicywC4DMBHvu5IHnipl1XvMqaxhdtamMYRiGceRYEHTDMAzDMAzDWESkp5T+t1s28g7fxJ1tnpgoMjXBvqedx4ENK5C65/nAseGbN7H+tm1oULcxQYR0pcKq5bN/BsQJ8t39me/73d9cxz/86XlU6wLXu1pw+jvXPO+K4/oiEwMg5VuyjvOtRHcJByi/kNX8RqceqW/AyZvMW/hCIBs4vtPP1L2oiSDzwAaWSROZQ3eQIjgTQQzDMIwjwQQQwzAMwzAMw1hMzPhg7IjnSZ3DPajMPLHZ6VrJ71BcVTNfJ4AXlT7KQ2MhbN7hRVYTPwyjparXH/JGuUm7kxYkIoJSZoDsU1P9dhJHIPOcpQOmMnPykA1LlGl0BpFCX4aYz7JUiWKcppOZ9AWZ5b0/Jddyi78dXh/KGWPWqWLar+MCiEYRvlxGgsZSJEmCNAlSOjEZw4+n2JpV+h49DOX6XWUhSpC/FQ7CWvoy4m+I90gcZ95WraZw6xRbb81otU4dhGUZJ5slwHfJTY9zQhTlz84kSUnT+R+Xi0CplP/0t/eeOO5OYNtke0z607ih9qbA3WSlwbP3uKE524KorpwFSMNvLdtiMiH+URXJGB9tp5mNJufu0zPS4pDM3w2jGaVaYcLlKTYCpTYdQpTDmfe12nSFELrFa3+5FYQJYKL1e869L/974iqyDWTbWN6G3CqJYXSZQw6pOjf70Ll/Fmke267JGCTv62zzr9EV1KQnwzDmgTLI6mK3L7KRlU2bxp1MIQz0RWdcy6VYVud3NSmbuAS4pMF+O/hPQp7SZyLIlKwucDZvmGMosB2Po79QdufNL9nU5FHbmCxiW9FRAURXLWfojS9l+JKXZl4/+B+fZvwxZzeIIHGccumfPZZXvfxxjc8slVjx6j+Daz4LdeHaPaPkigMwtJzwqx9k/f/5YObl6b9/A2MvenGDCJIknguecBL7DzSehtYoZNmnr8C941I4KtvEniXzO8l1wp133cOjH3klc8tz9VT596+ez6N/87h5FUFEoBqnrFn5UWAwx50J73zfKfzhH5w57yKIr6Y87D8vaJi8KzCpyi9H11DJim+hSrWaZC08cEdS5azJ/Wyoe+ZahJU5BQaNUzb86elsfFnjfXepZ8fIKkYkyGxjKpU4s0+fVmXNgT0N6QNYhrDRRBCjBUoCVQV5zoH8N4/AlhX5ytmWZcJvvGsaDkznum/lemFpsPjs7yoVdh3Ylb9dVkWq1db/Pkk4+ITzOdDGu1wcmwhiGIZhGIZhGL1Lfy0OdFoMlz7zvhMDJV6ne3ld4wICcIA/lE18ckGzeCffZYhzMkWpBEj7KL+qwBA/0L0Z18ogS7Prg27nmYzyb9QvK/iZMlAwOn8CZNVydFVGfd82hobNt/vWFrgbS5iqECfhjMyx/MgTOLQcf3ZG+sbG0MHmi/NJ4kmSxgUc9VBJYEBAO5G+NnFO4OghtpzUuki9dUdI2KVt0TUHCENsOW+g9fSNpQwMdq+f8NWM8gckKJVKnCmAzEUgcKo41nVISNA4zRQ4ElWqUUJFfC6RVYCHiON4EzqMI6QksGVT98rRlmUCy8zuv27/K905QyxJgiSJGdwwDMMwDMMwDKNV+vF0YdzUFqAFWB5XqlToT9dkWVTbuMcTU2nz3gXAYoAYhmEYhmEYixdhxvWptnyDODNbgxGb/ix575qT1HxdGQtb1K0EGoZhGIZhLDJMADEMwzAMwzAWL6lHVVv2w6bqnSCpGW4GkZrbPK9I3WlY8bVtfJm3AUl2PHPCmeecWOeacCqFJXNEwz30rMpRnNRK0kshAePcIxP8qufsXjOCA9Bb6743JGSaXfIb7LcC2nGbS6bN259th4xxq5xRRGcQizw7b2UzjkF8BwLRO2LE5LF5y6tbOBGHQ2dbWE7kFrOOYRiG0ZkhmWEYhmEYhmEsUuTxf2y+Ho8AHRxm5Ze+w6pK9vl2HVmCho1TCnFC6bvN1+f1vKPA160meg9HDXAb2hB7MlVYMjZ1rJ4eKsOjLWY+aKX6Va4bf3LPGT4FAh6nezOWXENgnE+TEWjVOAI84Hhops3bJQJC3gi8yQzcZQb5BkNsoVNhyJSecfPRc4xwPWVG62ue7p2xeS8JT5Lz9176MpmjbhiGYRSc7gogIg/8a3WcIdLFziJ/+pDubgTRLHMckY2a3NtBmytHlofa1O7dG0VIzi0/Msf4YL7GWTKPf28YhmEYRv+ig8Po4HDu+544KHxjqsn4ySs+QwBJ54i5lgKkGfc1wYmgqr278z47RGJtoV5sKXZe8EAnQ2spIHb6Y0EQqlTpr0C2PdvJzOSV7/kyx0wL0thJTVPu8a+bmjmho3V5pwiDJoIYOfvaIkTesFLbZ3RPACmBTE/jJieRtPVRiMRx7e/nebVWA5BqFTcxkSvIq4YhUq2iQRc6U4Ug0Rl3A4dN7tTjEoW8aQjApYpLFD3M4bJ6RdocfASpNjQjguKTNtoWB84rQaL4OofQ6hXntSur+AEwoSnVHEHQHcKUKlEXqlYZmFRPPu/mUFHt+VGYYRiGYRiGYRiGYSw4ETDJC2Qzn1lsnyYbWNbsmu5FOyocG4sbBRwn6Taeh69bk3ZEcgwf69irbucsQh6G1knhwgGUYZNA+ouuCSC6djkjr3wuI3e0ce8ZQHn5/CZwdDmlf3w9qy99ff70nQwsXT7vNnSJsvoX442dkXOM75mGZTnVgCFh+fZpjhqaQNPZioe6/Kc2NBBW3TzRmD4R4iSF43I+MIIle2KW3zKBJhmimRN0ngUQAQYRnnBwX/4iBayS+Vdo1otwycR+pnPeVwI2ip0DMQzDMAzDMAzDMIwjxrHSjGAYcxADZd6Yud5Y26HbMQGEEi9jhEsyz2E2O2VrLFq66gJL1y6HtQW2xuhy9OxiZ5gGja2EONo+gaJOIOicO6ms9CGgbSoVKjPp04VbqBdgS8GFgvUmZBiGYRiGYRiGYRiGYRhFppljyE4vawkx1TneZ/QVFgTdMAzDMAzDMPqF9CBUMty9RkCU/0TzXHHFpgvgz12k573KZ6OL9LsWI1IIX+f9iDk3sbwyDMMwDMAEEMMwDMMwjFYRnOAypumtBmVeKJw0cW3pHKlXZ1nbJ6QH0U3nkJ5wChwek8853O6duJu+mEsEEUBVxxStUlfCXCr+t44Kjj4rUZHDT6oqjKfdqi8K4o5KTyldSugGZldaQr0vvibclv53z+VjzX/2Wr2LV+EoHZYhIQlXyWautcJeEGoy1UN1B3+JdmTuLcC0bOLdi8lMegePIuK30A6JRcI4WGDmwuXzNl6MsIrDw517DiCElleGYRjGfGICiGEYhmEYRmtT990+TWMadyqmIBuKmmongld/L54KUieDTFdKgfhJy9v+QA4kVM7/bfY/7/dxyQPrjBoEjFxzDUu+8UV0U47nOUHvn3hb8LPq32XWmLOXT+FkIOtaN0RDr+DC8BxZFp3TmHjQcPpDbJvsPQEkAUIuJOLCWb9HwEEGwQSQguXVC+iUzCxAhSlYXAIIEU9mmDd11E1JAnZOqmgDEv6KATY35EvWyKog3SYuR9rcYf/bX/ma76sd4Oe4w83Yvf4vFDsrRK6y2Nh/pH1WPu20rHEYJoAslnqtwMGUrUtyBAOZSPHaxR5kv2frqhztz5THq7VXhtFttsY5J4wCW0r53zPpYXcbE92jQxjJGfdoa7WNAXOb39X+FEtqcY/y3uZ9V94lqjOdTd4BuGvH9OCL1/4H5//ZKc2upd/8YCqC0yJOzMIAP1V5T/Rbl77FWjiDNMHFMRIf1gAHAZK0t/FaAlnS7JpXFfELu17hlcy2yznBq+9d10RJ0wbU3C31Sl61VeEAobr4JrMkxLAIv8yYTc0ff69M8YU9xOxuuRZPU8JzoO9ydZq9KJXWO2YcsHOO6/uI2V13IkyBFQgjJoK00E94ttEogzjg/kKn3YNu53JgkPqz60oix3BZZheylfMp8dvoYWHNlRjJEFyNvsUEkMUxYGSwHPKWizcwWGp9VbCSeJaPDLS3oJUzfSJw+R9sYLjcepFLUuXY1aPznz7DMH7N1hje8siAoVJrVU9m/udV309ziQWTHs5dLZy92ZHkGJSEDm7Y4fna3dqyCLK1Cn/7mwFR2HpzIgJxAq+5Pu2OCCJCeM89uMnJ2stbHiR6qscck6+dFEGqVUq7d4NrcROQKunSpaRLl+Z7l3NEe/Yg1ZwrGqq17/I9NGKVoifPDVsLZxiGYRiG0eLYaQMXmxVastPRHX3eJl6SOT3YzncIeOxhS9xG5vwLZB3H9mTaY6DE6zPnWTEesgUQIh7PMJc2iOgerLwYhzABZBHgVVm7fAmvffaj27jZz7sLAgVC53j9c85q42bFpybZGkbXGFNefmGZ0SUu15bdV33pIKxvfQV4dxWedFLAi54ykG9nZACf/fY0/3Jnwshgi/fsVy69aIDSgLT+TQLVaeU1Xx2HNfO/sq1hyJIvfI7yX78dzSG4SBV279+OpDlGdiKEY2OseOR5Lb9LqjD+2X/i4AVPzLVLXMOQ0Y9/mPDdn4BWv6taG+PuOrALV6lYnTQMwzAMwzCMfkds/bIviLPn5k2uHCIlfpC/MPoea0AWCV4VkuJKmwpoYtKrYfTEmCNRSBSf47REOyQeSMAnrSstTsl1YuTX35QqUZLzBEja3dNnOjCAPxlY2noAYq4Za+9lM26p9FEtvuvuMQjbGzLo0DD6CGC4xXf5KuyfsIpoGIZhGIZhGIZhGMYRYwKIYRiGYRiGYfQLzqHOQXCYH8EgqO2u2wEy3Cis6hKgtLw76RNBxaFutgitIu0r7h213xzXirHXZ3FGUVACQrJPcvbfHitdhF/Uf9E/pEl7ErB4dzFLAbzxyxztuMOCbBuGYSxSTAAxDMMwDMM44vm0OHGCZEycfZdimbhmC8TO4USd5ZKhZQh272Lw5z+f7TpPBJKE6Y+8E5W6ohIERD/5IcF1V8y/CCIOqcSM7tqP1LtAFaF0/yQalRbWiCk3Nhp2phkIOXlBF+NTQHic7mQLSlCXxoiUN8lmbu3R4vszUkbRhuXJBOG0vlq0VEq6jY/gGGi1ewB+KRt5c9eSuJ0rkJadnHqUdX0VqFYA5V5SdlK/HN/jgp5u56+A30AavqQCLFtwu8NBUrYCQUZJLHxMN8MwDKM9TAAxDMMwDMM40gm/T3+sKk4OW5w79H9cEJw23yKIE0HV71Sve6VeBfFppD7dYblkMLSc8N/fw7IPvGfWz3IPjH/2E4xd8ryGmEIahiwLQ8JvXIGunOf0ieAOjnP0//tm9vUgRMsDC2pC2cjDm7YDe9EFF0ACLsjc3VwCDvCv0JsCiGzk7KZ237XAdu9qZwMIQ5SzgwRn1xugwg3QPQGEYS7JdYpByRcTrtdxgOfnsoHzFt23Cb/NAI/JrJMpLKjQVROedspGTrMBgfHr9jGrnCSZV46s1gdknzDyFOXkUS2NPqN9LoJAPbeNKoUuT0YhMAHEMAyjD9laaTLR3AfOCQTgWhnoHOrQd8DWPHu6JrUWu8iBy7MvPZBabJIDylbf4mhiDzgBcWTuzm/2XU5q925dkj242dLOGpxzNTcu9eO5IIA0RW4Cjm89rocABEG+MfOM+xsB+FWL77rrsHRq62/TIIAkRrYCR7f4Lg/cMfNdQfbcI1fQ926Ndy942SOb2uG7H1Oq8zxzCBxU0+8ET3zZ86yFM+ZkaDl6Yt1vo2MgIEmCJHWdgyqkXVyZFEGHRnrOrHormwuRkJTsHeQOcH21xLx4UfK5SKotrnU37y0YbSv5uDjXYoSEhOIKWtrxhW2jVwmAhOupP4VV+6+kw+XuZiqsaJDrhRThBITlCy6CeLYyzQ11rbcHNuDYtKAiSM02ge7gMyjlhpQLRy/4RogASLmOeqlGH1QCqQlPQcY3F/9k5H2Fqcst/G4CiGEYRp+xtQIfPC9g/QrXEOhcFX6+PSHMOTX4whtLuV2zD0Rw3c+rucZ6AqxaIlz5gtZdoKjCT+5I8gktgPfwhcsav8sJ7Dug/NFVST4RxDmiu+8m2rWrUfURIdm8hfSKj+TbJeKV4euvr42Qcog7JAkTV3y4dX/6qqg4Rq67LpcAggjVR55J/JHTcw9yR37wfRoKKIoODDB58imFFEEKQGQmMAzDMAzDMIwHIQRZx5ndeJVs4uVNpz07+CkByxd6AV+O5d3AuzPS928LLoAcyrGQZzWbOy64AFIrT4/OfZ+ygymuQw4TnjyKsArHSQtu9xR0O59DGoQnBQYLIjz9BGGc+pWUSUp1WWQYhmH0FRPKE0+NOH5D2LjAHAl/8qEJPvxjD+UWFse9goB+YAnEORbGnXDb9oQTXjkFG3Ks+O9Wfvq2AU49PspYHG9CJDzl7RN85U4PUYvvipUnb3b812XDjd/lhLv3pvDFGAZaT7s6x8CNP2P4uX+MrqsbcO6C/T++muktW5AcrpJ8ucy6odWwOkePvgviV7+Ee95wOVJtbXumhiFL/vu/GX3i0xvSPudAehfcc+sNxGvW1BSlVm0VBKwbXdf4rl2QvuCpTL73w2ACiGEYhmEYhmEYvU2x4/RpgTZYFfwcq97KZjmRO/PcI8dyJXBlw7O2806CAgggCRDxjCZlg0IIIAnvk4188sH+1AQQwzCMPiRNgVQb1qSdg4FIGFgmrG9hqFNVIZnp+HyOzs+p1vSLNbBltPX7tvoZ3SMj7U3f5WBpGVYuE5a2eLLl/lRYWs7+LqdKmrZ5RjkI0S2ga+oCCd83hnhfcz+TQyiQIIATQVcMg2vxVMzqMYhKSJI2urp5sEHdMaAbcgRB3vXAd+URQNBaIA3dXPeutWM96RrHMAzDMAzDMAzDMFqkXJiUFN2BqtLSAoEJIIZhGIZhGIaxiPBC4ARcpps7zT5A5wI0bJwaaBiC67TLdEV2NHEbXAI9erll4nwQs8eMYBjGvKLYEV3DMAyjcJgAYhiGYRiGMZ8EDhfMc8zNIECp2rjOAEAnuU0Hqt+kIQyxenXBJhcEJx8uguhSiG78KUucIOns01oaBIQ334R27PCVIvvv4+DHPo/EdckTkKkphi/7QxNBOk0ClPiQbiee5SFZEYRQNnKOGckwjJZa8bt4LSEXog37glPghB4I3Gv06IiakOx4iSkseBDxbhM2tZJhGDmqjGEYhmEYhtEB/OTU1wWq8/kOTeKQNLnOrG0AhLdVr4TqlVnXkjOGPkQQnjxrpWBoOdEX30Xpk03K1wpgoEOChHrYBgfPOQdXrcy+Jo7g4EGGbweOtnzsKCkQcHbmwlFk5jEMIwcBp1DmnEy3KH7mn2F0nu9QYT/1UQeEGM95OFb0jQgSAjFfRUkaIojEJoEYRrNqYxiGYfRb4x8AgeBE6yc0BJLzWVK7z+WZ7DippaGdtLsmaW8+ScNJ/ve4Zt/lhDCQ9hKfJshWYGJs9rh9EtA2R+y3gqycgHCitb/fA3L+VO7XSJoi24DKWOv3QL7YH/X3bh1rTPspB3tvneCCl/2WtTpGcdDs5e6h5ehQl5LgZ9qUpM5TiviZIFXGvJDO1eAahmG02o2QklJ8v/DGokI28pqmRXIHv0T6SAAJgPt4njyUe61kGEZrmABiGIbRbwwL//WTmPV3pQ1+4MMAfnmvclSL4kRIbT3lS9+rEOeYBDmBu8c8DOdcdRkSvv6zhNv2+JbX1aMAdh5UhlyO17jaPV/6boU4bUz7voMKS/KlXbxn+uGnkl71RbROkZHUk6xcieQUQSRJOHDVF0Gk9QUsVfzwMOQIgC4+pXLiifirrkSdy5G+lHR0NLe4I95z4Oufb4xHoKDlsi2QGoZhGIZhGIZxaI7g+u6bA44HE0AMo1VMADEMw+gztpThFd9Nmy4irx+AgRaHkE4Ahad9Lm5n0MaWcs60l+Avr00hybcAvmkQohx6RSRw1yQ87fNxx9KO98Tr1lFdvz7zsnifXyhIUyZPP72NSYLW3tdy2pX46NVU16zJ/ap2vgtVJs541JzfbRiGYRiGYRiGYRiG8WCYAGIYhtGH5F68nwMnsGWoi2kvAaX5f080H9/lfcc9jXRNDPCK0D3hwUQOwzAMwzAMwzAMwzCOFBNADMMwDMMwDKNPcEKAA+c7IMcKIG0E23SgUYTWn0QTgTCsCcU3ZsQbWgm6dnkxDeuJiMgO/quYr/z5JKqVqb63uzSZ3QdA2uVQ983e1m954mbsn50nYQ+XtWpP1gUHVG0NzDAMox+xxt8wDMMwDMMw+gQ9kHwDpmJUOnDMSkN/f3JNrlvEoSfAik/8EySz3QyKKjowyNiPvg0Z4ki4excjlz63mCLIBDs5yD8izP4oJQXWE/G0wi78pqA7+TnaMDcUYFw2cnqhC/U0H6VeelIUKBPxwr5YcK/pmXup8CkcA7OuxTjg9i7Xh48jdZZXPMIwIc/vizxxgLKHmM9AZp78stB9xTZejuOVQL0/WA8sJy1wXVDGqfJRhKG6lDscu2wksCjbwOabEJoRFSb1UVMhf660l9vYgGIYfYwJIIZhGIZhGIbRJwS3xp+C+FMLlwKB4WUMfOA1jZcmIH3sRYxd8lykWrfBOAgol0pwN7C2eHaVM5gE/ijr2sxC4tMKWyg84HhYg49GByRMFr1My0Zemmn3W9nMQB8JIJ4JOYZXFiI5m3hxZp7cyZmU+0QAqdWtcdlUjDxpo0ytYoDNTc96+EKnviqb+Avr8fsIz8eZZjWSo2RWCyKBeD5JhQ1ozrSPc0eX2oKQEmT6cU4L3xZ0nrCJLSIOSVmde1M0R/ubmt1/bfdKa9pGWwKIg5nIt1mjGsVrZ7/TiZDLabqCV+1wGqgdy+/SN3c07c5B0EQcTlO8n/8WSxAkCpvbLyn2KNhFUVfSLkGAOJf7Pp8k+YMMz5kQwYWN+aXeo0X2yy9A6OboJLrYO4euebsVL75RgrigaXus2sW4ERJk2l198UcIYRgiTfrWJE7QDtZxESGM8g0BfOpJO1z/oyjKricKcRzbZM4wFi2CLss4xTE4BqUS4j3i6zf003gqpFdw3YhcdYQ0c93Vy0sbwuq+q1hFJ2DU8qRnqC3H9tviptGbFe0Y3tzDaf/bQicw5dNM8gt8XWvgmAIuwXFS37QTIRBzBXBHw6nZKiH7ubOD47IvM8HBmZPEh1NBeDIhZ/aNCFKz+1eB69E6WahKSMz3Wn1MzvE7ePV7OVB5nzodnlVxVSoyEJ3vwvDcTgkCToR0euqfXOJ3+RZ8DLua4hu5oeFXd0oEcQKapD/V6eqVKjrr+Kp4mWSo9EIXBJuLKII45/A+vYU4+ZTCYN1obIpALnEuOGk+RRBBUDTVqenXqchoXXlKcPIQF0XPLqoIIs5xsFK5zOGXzr4gqVNZN1gqvbATaZcgIEmT71dj/3XQlkNUq3BwUILXi7jBjoggIih6z8Hq9Lud6sgDI2Cplp07NwzCJxRSBJnZ+cb0xFtRltR9U4wLH0lYuqgrIkjooDL1QdAxVF1dOu9jYPhvF5sIcv+BqcsCx6w6oqppFAUbB8rl53dDBBEJqFbjz1bi5BY5rH9LvR4YHS6/EaFcVPuFYUgSJ/+p6A2KRg6YyVoAAAvBSURBVHVt6EERea2IDHdCBBERQPdXq9W/18Pq+Nz9oJtG+N0gCE7vlAgSRRHVJH4XninFu8OqsqoSl8vlN5gIYhiGYRiGYRiGsTDIsXwa+HTWNd3BU3pa5s1LzbXh9XIM7+uC3b8CfCXT7ts5ra/sXvvWrbKJNxzJY8K2XqxMB/8z/dasy/5R7iTCiENbhjrxoTKefMfdEv9Lntv03OFXo52ztqq/N/jp9OWZ33xW6X8Vt6AIqNwXPO6UTEU8vfqmpzQ92dLBwiqKd48/9e2ZafjWz14tJXl2kW149ZZHZ6ryZ93+vT8YdOUXduY1gkd2fXvLWW/Ke++Fd/3wrzr3uYL3Wrn6uLPeVn/tgq3X/pNEghZSaRbAJ3LBv/+fzDbhm09/F8JFXat3ydiX5cLvfDUzLddcUuxdHm2w74bXZn7T8lMvf8nAwMDz0e7YfTpOf7b3h699S/2lJY99x+tlZsRSzGZGUMcv1608LrNT373vjtd0ahOhiOBVq+tWHfe2PPft2nfHY6SD/YVzjunK9EeOW//QTB/Y+w/segOGYRiGYRiGYRhGIaexfffFrgCu0wTXhyXtiGPetBcDROco5POREUG+Y+O6lM3zUKulVyv9XGmXLqVd53pPID0bi0Zc0FGXBqLaXqVWlU4KWc3KhTopdkM7pwm0u+XMlQZtPATSZbcfgo+ajVSKjvq5ymiHm2pVaaN6ddyIpUCXWy0xjMXcCUhJnGS2YL7Z0WkX4EulhgZHnUOj/HPOpm5sBZw4i4doGIZhGIZhGIscG/QbhmEYhmEYhtFx3MGJS70QHO4b2oH6RA+6lUs+3iCClEZwW3/Cqje+Dqlzt6ciyPgB9OE53i+gcXK1Tkx9GnGzNyYIgdvnr+2KIZSore0AKf0X5LKTBDMBRPMc/vRQmADdecqMA6Z6ItZMf+XJdEGCLPcyeUu1AJUeqAuGYRhGVzEBxDAMwzAMwzCMjiM/qzb1kazn8vHGGyKY+hXhNz6SfVMAlPIcHBPAjwU3JR9eUENM8yWUCTTHMq4yQchLCXiMiSBtsp0bCHlFDrtPE/JUQp6+4AvuNUHjYmBNS38fICj3Fz5PDnAtkiNPHFMIFxPy1EKIIFUuJs2RJyn3WUU8AkrANH+OUMG3fBJZgGkznmEYhnE4JoAYhmEYRrc63TDABY2e7qIoIonjpn2yCKVyuYTPCIJerVQL/c1RFCGu0f1MqVRiarq5+5lSuYRmbBFVr1hwdMNYxEgEg53zjqe68D4Q5QRuBm7OnfadXNKH3rU7Z/fHMw38Qy6bb+esQsyQBeRYrlx0efJwxnLnyQ7OK0Q9EJANiy9Pil1ggCofkYdQMWMYRiEpUSb/Kb2YhQ/NGcz8y/e1UCnAyb5DJ4vzjnATOPxUds/YPQKqR273cK6+JmvBoraRaq4jhRLhwGW5F1fFa3Fr7lw+glWk1HxiVfNv7LK+zWtm+XJRCaJSZq331fyLWc45CDOy0wVoOtU87UJJohIuqNtaliR4n79muKiU4apekKT5wh7eR0QlXJbtvccn+VpTF4bgMloCL4RSaVrjXSmiIfEC4pq3KvL/2zvX2LiKK47/z8zcu7aJHUNMHgY7CaQGCVGQQKlSFVHTKEpFgxBCKQppI6EgPiAhISGhCiQeglatSpEqHh+o1E+NEEKUhwSFpLIDTniqBOISxyYJWWOcrGMbe9nnvTPDB0fBu7535XuzeDfx+X3c0ew998ycMzPnzJ2xUMJ1EXg+fwzZF3ZCSRABZ2mTIJh8wQ3xC45wXSDgKhCrNawO3qLoKAJcCVCAp/MMYGM4BlfO9U0Fm6jwwgquPG3oZWgL6BgjgRLB/+cIIFth+ezKQP8Iz8RzXCqgjwrAVQqQChTgnKzVkfUe56h0QUKF1rN2Ro7IXVcG+moSEgKhD0sI4YQE1P1Y9kNB/VlS6ExEKQnf13usV/irNbR0dlkBeemjeDB0juh527Wv5x4aIe2QEu7/4vjrhcBxHBR972lf673SosQ+C7m8al9+xf6wutPpqTutb/1SN248AfnTRCLxKCdBGIY577GL8JLLOlgSsgrqb9XCKljEGLQDOMaKYJg6pIB7YbAMNkJYPYv/owX9ICypWRJEAtDoRR4PQqAtguwKeXxcc71r/AFTeA4iwjfCBRxFE/ZA4JKaJUEkAB/9KGA7CJdEkF3Cx+GzfbwKm2FY2Bz1T16hL5RXl8lLViMXOjv5KvOIbsn/E6a0IUxOnFSrG58TSq6vxySIIMBoMyiOTN2ul8iOssWHtDk6EVr3eGanbrCtoNJuJKf1kOla2idILJ9dINYImE/23W1/flMSU5kzbSCltV7GTzorWvujJEGEEDDGJMWp8c3aaSi5AF4KEsYvjofOJzLZe0XBX6aNPSOiyXvH5UVNbwgh1kYJqgnHhT85fQMJ0QyaFZ0kXXHSKsay/9C+/hSW/NK+RlM2oe4Trto630SCUAq26L9EBf/vGrYkwCg3/WvovWO/7WsUtLw8EydcB6ey2d/loMecsu3ZwoRfTH4wNfxSl2n/xopS2bNaf7fKcXc0KveuukyCEAEWhffHvr58bfOF15SXFn0d+NnwYDb95Arfe9EIKrHvtO+PrXEb/6ak/EV5EmS1BJ5puX7XU68+8Dw2dLeUFKaTg2i77gMIsSxyEqS/52J0Xrn+B6ktVfyc/uTA0yiu/A/K9yd4mQlc0PkYHGdTpCSIEkAh/yxyqZeh3KYyz67wzsDu0Lrjo7fCam+Wj/GhGjvRtPSFSEkQQYD2+zF9ZDtUa+kAYnOYHG8GDjk4uaq0TfJT08lLuzr+LSStm6/eSSiMpSZvtwV8Z4WRZaGC0GDBqcN7dxUu/dnR8rbxPJ1uW7l0Z0PC/X2UJAiRRMHzXhkbnnjKaXBaywYv5aWOHwiU48TkFiuUKL91Nz14oHdd968ykZIgRDDajox8eWRjorn1slIjeeLbm24ceBCgWwJHV2uz7ct/8nZUk+1Y1fVKWFlqIlm/EQsiwJhU54p1r0Wt2952+a6g30dSR1qJOBbCMAzDMAzDMAxTs7XeOrwfp54dRm1T2zNB7yJdho/OSb2vxQEAByLr/es6OFRVwKNOfAbgs4V+dPh2XgtLkxjGpB6O1BApHERKB+xi1dCrG7z6DllYP1z+Cu886veFlZkumNPG9QOyFeL+e74koDdQig+HohsAkaabN0T+vN7ZvD7QYZn3+nVkh0QE59fX90WWfeuGEQAjgXK8+/nO6MowWdp07b6gok3YahTE3F3gRDhRLPYfv6o7khOZ3rB14hPg9aCylUc/uA11HaSzmLj2NyMTIboPInnVxi+SwBdBZWuOfVgM6jOKgP2qKUOPow/omStFz3XR888E0D2jp4DRN+ddZduhIeBQoHHZ/3bk48gA6Cnasq83ctXNe+YEg+1bN/4S1Bpj9COPtnwaMoDM3O2aTgfU6/qLntnkOP/E01Ty816kXx2PJF9mdyp9eHegjdgVf7pjjn+cT881JpdP/nl/lEabHvzjW+FNuTHy5hMiq4ujzwwURzFQXrZkSSJXwX8uvsg9kaju35EEwzAMwzAMwzAMw8RaVC7Cdbmtg7e2tZOg4hFY1X9RS3VvAlVv25AQ+Frp4Jiuomqrq1sLWx+heyuomnWogp5cqnR8UpzOZPkT+tNcoI2oaycc1/ZtFQO7IuaZhvEHkMj1EqKtpQCMV8++4x0zQXWQWbQV9GdslSP+DMMw5yOCfvyzhgggIucc1pKDBKKflVzN2VEeiUXVL+m0zms9kHOqf/aky4111jlztrag4KK2W3dmDmVOcGMwDMMwZwtfgs4wDMMwDMMwzMKyd9ylmWswmRCoA921lsEusntIqAM7AOyoud57eJ1+pk06sQ3ANm6TBbeFh6zFw0S1u6rY9kBRN3y2AoZhGOZs4X0UDMMwDMMwDMMsKJz8OEfaiWp2Vebi1jsHfblN6sP+LeucYRiGOR/gnSUMwzAMwzAMwzAMwzAMwzDMjwp1oJm1UBO9dy7m9/8eJEyuUmv9WLoAAAAASUVORK5CYII=

quinta-feira, 7 de junho de 2018

segunda-feira, 29 de setembro de 2014

SETA 2014 - Computação em Nuvens como Recurso Didático

Segue abaixo a apresentação da primeira aula do curso
"Computação em Nuvens como Recurso Didático".

terça-feira, 12 de agosto de 2014

Imagens Jankenpo

Segue abaixo as imagens para o Jogo Jankenpo