<snapdata remixID="9919724"><project name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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i8iBGzZsOGHhwoU5XRmw1h42KUfg5pcUgYYFOJfLvcsYc7lGviJyfxpN/CAMQ53BXSciGnVqavb8ZgS4co1Hdygy8wlRFN2Zfmhqrj1WE64lwOk63x8rrq1cX9Mdpyu7urqWjrUGnLZbGXUcS0Q/ISJtV3dc9xtjPjgVKbxW5luZgk557qDZjPIaMBGdZq3Vj1zNI53I/KLi5B8GBwd3WbhwoaZBNUtyuzHmo+UP3WTeIE3l5/P5/1TB0g+trg22tbWd+uyzz7psNqsbhHRfgm4IeyURnalC0EgErDaFYeg7577BzPOI6Mue530y3bFcc223uh/1hLrGONtBlzh0fGmqmYh+ls/nD1uzZs2G9L04Q4UzjmPda1H3qGj3D8z871EU9ZV9ISKbmLmfmVVgJp2C7unpOaRUKulmydelSzPv0zX4IAh07XaV7n4nIt0Ip5PVhgVYd44XCoVv67yDiLSNY8u/OmhEgFO/6W74b4nIO4jo/kwmc2CxWHySmdcys66xa2q+w1p7jO/732ZmnZhoFPpJa+1Xa4zfa1Sse3p6tnPO6d6BvYjoh57nHVReA25vb1/vnOtJkkTXgmse+v7MmTNnlYjoxOo3xpie/v7+zT7GMTsINCzAswMHegkCIAACIAACLw4BCPCLwxlPAQEQAAEQAIG/IwABxoAAARAAARAAgWkgAAGeBuh4JAiAAAiAAAhAgDEGQAAEQAAEQGAaCECApwE6HgkCIAACIAACEGCMARAAARAAARCYBgIQ4GmAjkeCAAiAAAiAAAQYYwAEQAAEQAAEpoEABHgaoOORIAACIAACIAABxhgAARAAARAAgWkgAAGeBuh4JAiAAAiAAAjMeAH2fV+rM91VqxQi3A8CW5JAWnd6zziO9f+wH8c0EoAvphE+Hl2XQFMCnA7iQ9IC6tdOtnTceH7p7e3dtlAoWK38QkTXagWSWveEYXikiLxRRLRC0WotwK7XpSUDf8TM37DWXjPe8+qd933/CCIaieM4mmgb1fdpSTlmfufQ0NDX7rjjjuJUtVuvnSAItOrQBcy8FRFtrmZUfa1WEioWi1r+Ta8hEVk/0T7PBGZhGJ7tnPs4Mzvn3KJadV+1Wk8+nz+VmbPKzDn3X0mS/FT/nMvltOrW8Z7n7ZdWTVpujNlc43ei/g6CYGla0o+Y+eEoiq6YaFvV9/X09OwlIrtHUaRVz54vXj9V7Ve30wjf9D2eWygU9N3X+tE31JtMV9b4rX5WtS+mok9pqUP9NmwnItfEcTw4Fe2ijdlDoGEBDsPwzSJyIzNb55zHzPdX13adamxBEHyIiNhaq2XO6h5adk0LvRPRsJZCdM4dVf4ITtamMAz/WUS0bum99SYAE3lGEATap+1KpdI5AwMD902kjUbv6e3t1Q/YbYVCYcXNN9/8VL370sLvP2PmzRONiQrwTGCWFpaPhoeHl2nx93rMtMRgJpNZKyKbmVUKcA0RmAoB1qLwbcz81FQLcBAEl4vItplM5gNbuixeE3xfboz5kYjcw8xa8jRrrdUyki84xhLgRt+VZq4Lw/ALzrk3MfMDWte3WCzuPdb71UzbuHZ2EGhYgNOZ9/s8zztUZ/NlPJW1eIMguDqtrap1Sl9DRFp79fvMvL9zbo9aEXM6i/wiEb2fiJ50zp3U3t5+u0YVRLQfM28kIhVXW64DWu2aSht83z/dGMPPPffc5XPnzn2ImV/tnFuRJIkWA998pLPhI7q6upaNVQ84l8u9nJmv0QiaiI6YKgFOi7trofhriWh3a+3ngiA4TURcHMeXLFmyZE5nZ+darS86MjLypra2tj4iWpSaf1G9CCoIgsWaKSCiNxBR7HneMYVCYW9m/lfn3KHp857QwuSVPixzSQX4xjiOK2sgz2hmuVxuP2PMt4jotUR0zejo6MnZbPYgY8zeIrJcI66xhG6MGr9fIqIPE1FlHWoV4KOISGvQvoaZe6Moul0B+75/hjFmcRRFh4/16dEauET09aleUlm2bNlrstns55lZ7WnXyXUQBJ/VGrzW2u8GQdApIvH8+fP/bePGjfvoeyEiC9KJ2llxHH++jihOim8QBMen78gple37vq+ifKhmJcrvv3Nup1p8U2Z/5wttKwzDw5xzF2t9Z2Y+PIqiuFFfLFu2bOv29vZkdHT0gFKp1NbR0XEzM18SRZHWcMYBAg0RaFiA0/TkZ0RkfxH5ZjabvVKLT9cTYBHRtrfRSFlENN368VofjTAMe0QkGB0dfW9bW9sOxpirstnsAfl8/qRmBLgiAtb2wjiO/yd9mc4UkXsrBThNpe82XnpVP0AisoaI8sz8wakSYN/3/80Ys1s+n/+W53nXeJ6XK5VK25RKpSviOM6FYbi3c86P4/ijvu9/Vwuab9q06VcdHR1JoVA4pNYse8mSJW3z5s37ATN/dGho6Dfz5s37CjP/hogGmxTgzZOW6g/rTGSWZgZ+yMzHbtq06YFsNnuViHyXmTNNCvADWtBdmVVO9qrFOY3Qzi8Wi0E2m52v2Y84jlek4/QtWsw+juNbGxBgFZMhZv5iFEUqkpNOFwdBoMKv/b7DOfcVa+3B3d3dO2UymXOttYcFQRAQ0ZustRf6vr9G3+dCofBnz/P6h4aGlt1xxx1awP7vjqngq+LJzD8ui2P5AWMIcE2+1b5YtmzZdu3t7bExpmdkZOTRuXPnLujv71c/6mRoXF90d3f/YyaTuUSXvJSFRsE62Yqi6AsNfXlxEQhoerdZCjrzy2az/0FE28dx/O4gCDSyPEXFtTICFhGNHHTd8Wv6v0SkL/IL1h193/87gQyC4FZmXhlF0cbqc/VsrUhBD5ZKpRtWr16tqarNR6NtVLedptxvSiOgBc65fzLGXBhFkUaYkzo01UdEbSqORHQkER2obHzfv8Y598lMJqO8rtaI3/f984wxOzvnVBj3Hxoa2qfWx646ek1F/oAoij46VmRb2ZFGr6vX+ZcasxoCeVgmk1moH9F6kW1138e6ro4Ab14DngLW24jID0qlUm5gYODBSQ3I/4sG+51zjxDRE5rtyWaze++8885PrF+//qZSqfTeTCajEe751tqHgiD4erpPQCcBXUNDQ/9Wax/DVPANw/Azzrn74zj+TmUfxxDgmnxr2KKR+YqJrsevWLFiQSaT+aN+H4joP5hZs0YZa+1lk/UF7p89BBoW4DAMdyWiv0RR9EQYhl0icrnnefsUCoUbROTLIrLRGHOriOiu40ObEOAjmPld22yzzYmPPvrom40xlw4ODu6/bt26QqPiWRmFV7uuVhsazTnndkmSJKnn6t7e3gWFQuG9ep6Zp0yA9cPb0dHxAyL6fvpsXVv/qaaegyBYxsy7isguXV1dx2l6PAiC64jof9MNZlcnSaIfyRccixcv9rbbbrufiMj7n3nmmXs6OzsvJaI7NH3Y6Md+rOtmIrN0KUCZHVooFAaz2ezVRLQqjuPbtpQAM/PSOI5P830/YOZDrLU6AStHXfP12Y18ftKMRL8x5l06WW3knnrXdHd3vzqTyWimp7xMo0sZ1+nY8X3/KGNMh3NucRzH7z3nnHPM+vXr+0XkV8YYjXq/rd+EWm1PBd8wDN8lIhcaY4JMJrNhdHRU39vfBkFwGzOfViqV5hhj1G7NGu1Uj28NAd7RGKMT3hWFQmGoRgQ8pi/S9+3HGlw4535vjBlg5g9FUbR+Mr7AvbOLQMMCnMvl3mWM0chtexG5P03J/iAMwxUicp2IaNT5kM6SmxHgZcuWtWez2cs06iWiPzHzCVEU3dlM9FpLgPUDRUQ6Qy0flWtxujt1ZVdX19Kx1oDLN/q+//apSkHncrl9Ne1lrT1N21c7mfmyKIoOWLJkSfu8efM0JXpleYNbujFGP9IdzPw4ER1urVUBf8FRsZ65LRF9c3R09MNr1qwZbVKAn09B65poOe2erpvPOGZhGPrOuW/oOiARfdnzvE+mO5bn62TQWnvIWJ+EMdaAbyGiyrX0HXQXr4joGuHriOhn+Xz+sDVr1mxIx/oZuts/jmPdP1H3SMf6MhH5nTHm9CiKyhO5CX+5giA42BizY39/v6azdY/Ensx8ZhzHvena750i8ol0wspBENxIRLobW3fLbzDGHNzf3//rWgZMlq/Of8Mw1CzZWSLSboz5XBRFnwqCYKUuzTDzPUSkm+ROqMe3zKzCvs2/AgjD8FQR+RQRmVKptHJgYOD5NeBGfKHvWyaT0X0vryQiXWL7yoSdgBtnJYGGBXhW0pnmTqebsXSWvSKKor/qT4mYeYcoinR3OI4aBMBsyw6L5cuXv8LzvFudc+9MkuS5IAjO1T0S1tpPb9kno3UQmHkEIMAt7NOKHeIn6s5U3YyiG4b6+/v/3MJmT6tpYLZl8etmzHw+rxkD/f1rRkRuNcYcN9k0+Ja1Gq2DQGsSgAC3pl9gFQiAAAiAwAwnAAGe4Q5G90AABEAABFqTAAS4Nf0Cq0AABEAABGY4AQjwDHcwugcCIAACINCaBCDArekXWAUCIAACIDDDCUCAZ7iD0T0QAAEQAIHWJAABbk2/wCoQAAEQAIEZTgACPMMdjO6BAAiAAAi0JgEIcGv6BVaBAAiAAAjMcAIQ4BnuYHQPBEAABECgNQlAgFvTL7AKBEAABEBghhOAAM9wB6N7IAACIAACrUkAAtyafoFVIAACIAACM5wABHiGOxjdAwEQAAEQaE0CEODW9AusAgEQAAEQmOEEIMAz3MHoHgiAAAiAQGsSgAC3pl9gFQiAAAiAwAwnAAGe4Q5G90AABEAABFqTAAS4Nf0Cq0AABEAABGY4AQjwDHcwugcCIAACINCaBCDArekXWAUCIAACIDDDCUCAZ7iD0T0QAAEQAIHWJAABbk2/wCoQAAEQAIEZTgACPMMdjO6BAAiAAAi0JgEIcGv6BVaBAAiAAAjMcAIQ4BnuYHQPBEAABECgNQlAgFvTL7AKBEAABEBghhOAAM9wB6N7IAACIAACrUkAAtyafoFVIAACIAACM5xAwwK8ePFib+HChfcR0RuViYg8zszfGR4ePnvt2rXPTQUn3/ePIKJ94jj+QDPtLVu2rL29vf3jRKT3dYrIraVS6X2rV69+uJl2cC0IgAAIgAAIvFgEmhZg59zpSZLc3NPTs8g5dwMz3xVF0UlTYbDv+2cy867W2pXNtJfL5fbIZDKnENFHn3vuuU1z5869kZmfttYe1kw7uBYEQAAEQAAEXiwCExZgNTAIgkOJ6PzBwcFd161bVwiC4ENEdDoRvZ6IHheRC+M4/pIGzL7vv52Zryaij4nI55h5BxG5Lp/Pn9je3n44EX2rutMiclccx29rFkYQBMcQ0cfLdjV7P64HARAAARAAgS1NYFICrCljY8yZbW1tb+3r6yvlcrl9M5nMfVEUPaF/ZuZbiOgdcRzfkwrwT0Tkzkwmc2yhUHguk8n8t4icHMfxgHZ0ohFwNSTf9z/BzP9qrT1gSwNE+yAAAiAAAiAwEQITFuAwDN8sItcy8zVRFF1U/fDymnE5ZZ0K8K2e5y3q6+t7Uq8Pw/BIEbnPWnv3VAlwatcdInJUHMe3TgQK7gEBEAABEACBLU2gaQEub8Iiogedcxfuscceq8477zxXTkkz80kisisRGd0Q5Zzzdc1YBZiIVo+MjGxfb9PWZCNg3/cXMvNtInJFHMdf3NLw0D4IgAAIgAAITJRA0wJcjmirHxgEwe5EdHupVDpoYGDgF7Ui4EYE2BizZxRFvc12KAiC7YlorYisgvg2Sw/XgwAIgAAIvNgEpkyAc7ncfsaYGzzP2/3pp58e6ujoOJWIznHOHdxoBByGoe+cu5SZ/9la+1CjMCrE9z+ffvrpr2WzWdF7n3jiibxuDmu0HVwHAiAAAiAAAi8WgSkTYP0tbjabvYyZjySiESK6UkT20h3PjQpw+nvei4noaCLqaHQXdJq6vqAGtGOttVe9WDDxHBAAARAAARBolEDDAtxog7gOBEAABEAABEBgfAIQ4PEZ4QoQAAEQAAEQmHICEOApR4oGQQAEQLd2QdgAACAASURBVAAEQGB8AhDg8RnhChAAARAAARCYcgIQ4ClHigZBAARAAARAYHwCEODxGeEKEAABEAABEJhyAhDgKUeKBkEABEAABEBgfAIQ4PEZ4QoQAAEQAAEQmHICEOApR4oGQQAEQAAEQGB8AhDg8RnhChAAARAAARCYcgIQ4ClHigZBAARAAARAYHwCEODxGeEKEAABEAABEJhyAlMiwLlc7nXGmKXW2m8T0eZKRDhAYDIEfN9/NzPfZa3902Tawb2NEwiC4A0ismccx9c3fheuBAEQmCiBhgW4t7d3QaFQeK8+iJkfbGtru6Gvr0+rHpHv+wcx8+dHR0f3XLNmzWg9Y5YuXbpVR0fH74lonTHmtP7+/gcmYngQBB8UkQuYeSsi2qHWR1qfNXfu3IeY+dXOuRVakWkiz5rMPb29vdlisfghEVE7SUTWx3Ec1WtTqzoR0cnM/AVr7aUTmcz09vZuWygULBH9ExFda61dWet55QpSjVacmgyHevfmcrl9jDHvStnks9nsJX19fc/29vZm8vn8j5j5G9baa/R8EAS3ENEpjQjyVI2zMAzPds59nJmdc25RkiSPVfcll8vNN8boONbqXXvFcfzLLcFqvDZ7e3vnFgoF9fWriOiGepxyudxyY8z+1tqP1OjL0caY4z3P26+vr6803jOrzwdB8CVm7iaiz0RRpJPxZg8TBMEBnuetncjzm30YrgeB6SbQsAD7vv92IlrFzJGI7MLMc7q6uvzzzjvPNdMJ/bgWi8UVInKq53lLm33R0g/NbYVCYcXNN9/81HjPVqERkXunQ4DTScDPlFkjAqzX9Pb2vqZQKHzTOXf5RGwOguBDOkey1n55PDapfTfGcbxsvGu3xPl0ErAbEf1BRJ4X4FrPakaAU46TGmdhGL5KRKLh4eFla9eufW68/qv4iMgN0yHAuVzu5caYH4nIPcz8/4goa63VydwLjrEEeLw+NnJeJ+r5fP4659yZAwMDv2jknvI1ixcv9hYuXGgHBwcD1PFuhhyufakSaEqAmfmDGlF1d3d3GGN+6pzTCOYUZr6gmUhKo7R8Pn+bc+6fBgYGhtM6wHc5505NkuSH9WAGQbCUmf/VOXcoM19LRE94nvf1YrH4TyJyHRFtp7P/wcHBY8ovcLUAh2H4JhHRFNtbiOgya+0pKli+75/LzPrReoiIjrTWrpusUycqcEEQnM/MT0VRdJHakMvlNDI5oqura1m9CU9vb+/L8vn8qUS0HzNvVFEjIut53j3FYvEbInKU8iKiI6y1d2i7NexTDp9k5rOY+UkiOjCKontzudyOzHwTM++gzDzPO6PZiVMtlrUmR/UyF2EY9jvnHmHm40TkpyMjI8F4wjjRceb7fmiM2VtElut4YuaHoyi6IpfLHWiM+c80ylzV1dX1obI/qgV4xYoVb21ra9Mx+QaNCK2156aR/UXMfDIR3eucOyxJkvsnO86CIDieiHZPx/Lzzfm+r6J8qEbu5QmMc24nY4yOhS4ieg0z90ZRdLvaT0QfJqI11tqDyo2EYXiYc+5iZp7HzIdHURSPY6+OIa0Lfmc5e+H7/hnGmMVRFB1e716d4DNztWDv4Jx7lpm/qvcxcygi58Rx/NlaffM876F8Pj/lfCfrH9wPAvUINCXA5QiYmTVqeSKKos0p6VpCE4bhkSLyRj3ved4VfX19D+ufwzD8jIiczsyfiqLogtQwfWlXZrPZNX19fX9tVoBHR0f/UUSG/va3vw3NmzdvIJPJfKCc3q4hwPqRoSiKvhwEwW7W2rt7enr2cs69d5tttjnpscce24mZz7XWHjzZYVMpJtqWiJwVx/Hnq9L5f4iiSCcTykajLk1n6n+htVYnA5p+1bW53cZKX48lwKOjo3skSfKbMAz31n7GcXx0Lb/pxCqTydzOzMuLxSIbY+bGcTwYBMH1zrkLnnnmmXvmzZu3yhhzRRRFP58sn3IaPG3nD4ODg7vUmzipgIjIL7LZ7AXFYvGSUql0S5IkyZYYZ/UE2Pf9nbPZ7MPPPvvspjlz5qwhosOiKNLJjvro7yLgMAx1Unqf53nXjY6O7pIkyW97enqWl0qlJdls9qx8Pr83ER0bx/Fxk+WYpn5/XC2OYwjw+cViMchms/NLpZIK2op0oqfp9EuttYfo35ctW7Zde3t7bIzpGRkZeXTu3LkL9L1KJ7FHpGP6+WWVnp6ef3DO/ZGIfuV5XlB+l33f18nu6+I4vnWsvtaKgNMU/69LpdLKTCaznoiSwcHBd2633Xa3VU8ujDE7bQm+k/UP7geBqRTgfiJa73neQDkKakaA03XOOyaaqqvzLF9ELiOi16YdfX5duFqAly9f/grP884joj1F5Jo4ji8LgkAF6VtlSPrhzGazXZON8upFwPUEOF271KhcI5QJHdX9VWEuFAq6HpcjojYiuqa8LlzLvp6enpxzTtPYjzrnznn44Yf/vHDhwvuIaPNkSg/n3OFJknxvQgZW3DTW8kD1ucoUdBAEx2gz1tqr6gnwZMdZ+uF/XozSCdLRIvJFIno1EQ1XrgtXC3BPT89rnXPnE9GbnHPfTJLk21UTDm1So8R/mSxHndQ65+6P4/g7lW2NIcCb14Cr/V/d51wut58xZkX1enE9AU7v/5S19n0T6dMYAvx3ftC2a/VNRA7RbFzFs6eE70T6gntAoBECTUXA5RR0dcPNpFp93/833cRVtUlkcwRsjLk5iiJNk9Y9aj3L9/07iegjzrk/ZTIZnSAcW26/+kOus/FsNvvgs88+W2hvb7+tWCwe6Xmeprp68/n8aWNtImsEaOU1zXDR+9IoNhfH8XcrN2BpBOyc0ygqGc+G6v6madOTBgcHexcsWBAYY3L1BDi1d1Ecx5p27mbmFXEcvy8IgoiZz4miSCOQKTuaFeBMJvPhJ5544qHOzs7viciX4jj+ST1jJjvOqsVoyZIlbZ2dnbpM8u62trZnSqVSv4gE5Y1Z1QIcBMHunZ2dv3vooYf0vts8zzson8/rhrO3zJ8//7xVq1YVpgpkGIbvEpELjTFBJpPZUI64gyC4jZlPK5VKc/TdIiLNgGiGZ2kcx6f5vh8w8yHW2iPVlhoCvKMx5hrdxFgoFIbKEXA9uzWDUyqV9k+SpK9qIqAR8Pw4jm8bq88p4x8Xi8XDVq9erWvZL7CpfH+tvukO7i3Bd6r8hHZAoJrApAU4CIKrieg95YbH2wkaBMG3nHN3aERQvqe8BkxEp1lrf9CsAIdheLqIfI6INpTXOdM2NB1WPjavbaUR06Ui0s7M/zk4OHjaokWLXKFQ+KKInKSbyyqjxMkMmeoU9Hjt6lqrMeb60dHRt1dOBNI14JVdXV1Lx9v0ViMC1l3Ra4loRyLSFOBfrbXH1/JbNpu9r1AorBaRfYlI1yaPj+P4Z0EQLNZsATPvlPKoufO8WVa1BFgnG0T0Ar+la5TvFxHd9HdhHMcaXdb9ydtkx1mtCNj3/U/rPgERuZ+Zn3XO+cy8fdXa5eYMQ3mnvjIxxnxlt912++SvfvUrL5vN6vqoCl6WiC6qtRu5WY66PBqGodp1lo5rY8znoij6VBAEK0VEN07eQ0S6kewEXb8WEZ2kvo6IfpbP5w9bs2bNhjTDULkZb7OPwzA8VUQ+pd3QNPDAwEDdNeB0KefC6l3Uugasu/LjOD50vL75vq/LU58horn6CwddA65Mi1cI8Av6Njo6umEL8R3PbJwHgQkRaFiAJ9Q6bgIBEAABEAABEKhJAAKMgQECIAACIAAC00AAAjwN0PFIEAABEAABEIAAYwyAAAiAAAiAwDQQgABPA3Q8EgRAAARAAAQgwBgDIAACIAACIDANBCDA0wAdjwQBEAABEAABCDDGAAiAAAiAAAhMAwEI8DRAxyNBAARAAARAAAKMMQACIAACIAAC00AAAjwN0PFIEAABEAABEIAAYwyAAAiAAAiAwDQQmBIBzuVyrzPGLLXWaoGFuv8H+dPQPzwSBCZKgLVMpXNubZIkj0y0Edw3JQTgiynBiEZajUDDAlxVw/bBtra2G/r6+ka0Q77vH8TMnx8dHd1zrHJ+WuicmbvKEEZGRi659dZbn2wGSlrn9WRm/oK19tKJCH5vb69WCLJaoYWIri2X56u2o1y/VUTuiuP4bc3YOVXX5nK5fYwxWsZu8zEWM/BtnnoQBEu1TJ/eyczPtbW1faWvry+vFbqy2ew6ETkjSZLvp+P8R+Ui8OM9qbJOsYjks9nsJX19fc+Od99Ezy9fvnxRNpvtiKLo3om2saXuy+VyexpjDiSiP3mep9+NUq1nVdb4rTxfyxfN2DoVvtBqXMzcTUSfiaLo+UpuTdhhgiA4wPO8tZOtM97EM3FpixNoWIB93387EWlps0hEdtGyfV1dXf545fEq+68CQURL9D9tZyICrO319va+plAofNM5d3mSJFrntKkjCAItOM/W2i+Pd2OzNX3Ha6/Z8+kkYDci+kMjAgy+zRFOP6xbi8jDlQLcjEDUulY/+uoLfVdEZPWWFuAgCI5RO6y1VzVHYMtendqlZRJvJKJtmPlya+26yfJtxuqp8oUGIfl8/jrn3JkDAwO/aMaGxYsXewsXLrSDg4PBunXrpqwWdDM24NrWI9CUADPzBzVa7O7u7jDG/NQ5p9HZKcx8QaNRYlrv9dxy1KnCzszni8jrmPn1zHxEFEWrtTh9oVC4jIgOI6J7nHP/miTJ38oIgyA4n5mfiqLoIv23tGbuEV1dXcvqTQrSgvenEtF+zLwxFTXred49xWLxGyJyVLmesLX2Dm23hgCz7/ufZOazmFmj9wM16tBavsx8EzPvQESXeZ53xlTMdMcqWl9rOIFvcy+ZCrCI3BDH8S/Ld6a1gB8goo7K+tZpEfg/isgxIjKQzWaP1Gi53hPTsX1oueZvLpdbbox5rxaNJ6JO51wuSZKfaiF7EfkmEa0gojs9z1uaRuFbz5kz57+JqCeKovX1nlOjlm+5JrFGbY+KyEeI6NlisfivxpjdjTH7q02pfZvfaa35TEQ3ENFriejz1lqtATyp5aS0zvfPS6XSwQMDAw9W8FUOtWy4jZn/ju/o6OgrjDEv8EU9ZlvKF2m7+u5rPec7rbXX6L9prWNjzOIoig4f59nVgr251jEzf1XvY+ZQRM6J4/izlZmA1LeneJ73UD6fv4iZTyaie51zhyVJojW7cbyECTQlwOUImJk1InsiiiL9mNQSqbpI6ghEn3PuXcz8KmPMGVEU9fi+/wljzNavec1rPvn444+/rlAo/HVgYGA4ffH0hdT/QmvtQ/owbVdEdovjOKr38LEEeHR0dI8kSX4ThuHezrn3xnF8dK2+6eQjk8nczszLi8UiG2PmxnE8GATB9c65C5555pl75s2bt8oYc0UURT+f7Ngop8G1HRF5fGRkZPu1a9dqcfWaB/g2R1wFmIg+nPL9u6WGanEOgkBF+hrP8y4vFArfZeYvjuXjWgKs95RKJU1F7kFEy6IoOikIgouZ+ZGnnnrq4q233nr7bbfd9s+rVq0q9Pb2ZvL5/LEicn3l5LPOxOsFEXBq/6tHRkZO3mqrrU4hor+USqXHq8XP87xjdEnGOXd6oVAYbG9vv9Y59++T/cCnE5kbrbX7Vop5OhGpJcB1+dbwRU1mzQhwM77o6en5B+fcH4noV57nBX19fX9NBVgnU6+L4/jWsUZerQg45fPrUqm0MpPJ6AQrGRwcfOd22213W3mpoyzAxpidSqXSkmw2e1Y+n9clk2PjOD6uudGOq1uNwEQEuJ+I1nueN1CO8JpJ09YRiPIs/A1E9FVr7UFBEGjK6kxr7Z8qoemzOjo6LrPWarQ6oaM6qkyjbV3XyRFRm35kyxF6rb719PTknHOaxn7UOXfOww8//OeFCxfeR0RvLBvknDs8SZLvTcjAipumKAIG3/oTlhdEwOVLqz/6lZFJI36pEwHXEp5bnHPHJkny2ETHS60UdJ3o/gXR5/Dw8Elz5859iJlfXX6+iLwrjuPbJmqP3qeTZefc9zds2LB3Zdq1ngCPxbeGADfFbLK+SMXyU9ba902EyRgCfKm19pDKNmtFwCJyiGYaK67TKPxfJmIL7mkdAk0JcDkFXW3+FhJg/TD+NZvNfmFkZGQBMz+uEXAaxebiOP5u5axahd05t0uSJMl4eKs/nrlc7kBjzEmDg4O9CxYsCIwxuXoCnPZ1URzHmnbuZuYVcRy/LwiCiJnPGStVOJ5dtc438qGvvK+JCQ74/l/mpCkBzmQyR2YymaF8Pp8YY04da9NTEx/972jq2Vp7ZS6XW1QZARcKhWM8z7t+vA1cQRBoCnRPa+0Z5feijgDvZ4w5obOz8/ihoSFdvnn50NDQsZ2dnaudcx9MkkSjvCk5NIIvFAo/IKKbPM/7+ujo6Hwi0g1YO1fboO+bCk89vjUEuCazeoZP1hc6mSiVSvsnSdJXJZYaAc8fb7KyZMmSts7Ozh8Xi8XDVq9e/f+0jVTUXyDA6VLHaaVSaY4xRve47C0ie+rSxfz588/T7MiUOAiNTDuBSQtwEARXE9F7KmbOe1Wup1WJw99dS0Q7iMiry8KeisfmCDhNNavI7k9Ev3HOvVPTcLrWaoy5fnR09O2VO67TNeCVXV1dS8fbGFYjAtZd0WuJaEci0lTSX621x9fqWzabva9QKKwWEU2r6RrM8XEc/0zX0ETkGmbeKe3zDtXR+0S8XZmCHq/danvBd3zitUQq/VhXrtltzoj4vv9tZn43EW0iok9aazev39U6qtZlh51zi1Qga6199vT0bOecu56I9iKiH3qed1B5Dbi9vX29c64nSRJdC6579PT0vNY5px9rTW0/vwZcY3375cy8Nv01gm7Y6rDWHpPL5XRfxDeZ+R+JaLO9k4nIy4aGYfgmEfmWiLxD35dMJnNgsVh8spYNtfjW80U9ZlvKFz09PXs55y70PG+/yr0dugasv6aI4/jQ8Uab7/unM/NniGiuvpu6BmyMqSXAK0VEN7zeQ0S63HTC6Ojohmw2q+vPurkvS0QXlfcWjPdcnG9dAg0LcOt2AZaBAAiAAAiAwEuPAAT4peczWAwCIAACIDADCECAZ4AT0QUQAAEQAIGXHgEI8EvPZ7AYBEAABEBgBhCAAM8AJ6ILIAACIAACLz0CEOCXns9gMQiAAAiAwAwgAAGeAU5EF0AABEAABF56BCDALz2fwWIQAAEQAIEZQAACPAOciC6AAAiAAAi89AhAgF96PoPFIAACIAACM4AABHgGOBFdAAEQAAEQeOkRgAC/9HwGi0EABEAABGYAgSkR4Fwu9zpjzFJrrZb0m1QR7xnAdFZ1wff9dzPzXVNReGJWgWussxwEwdHOubVJkjzS2C24CgRA4KVCoGEB7u3tXVAoFN6rHWPmB9va2m7o6+sb0b/7vn8QM39+dHR0z8oKRZUQ0tJkJ3ued21fX9+TQRAc7Jx7NEmSn24pWL7v78zMPcz8P7vttpsdr0pSI3b09vZmi8Xih0RkK71eRNbHcRzVujeXy+3BzNvr+e7ubq36dGx7e/tXtNJNI89q9hq1LZ/PH0ZE2zPzj621dzTbRp1+7GOMeVfa33w2m71Ey+OlBeN/xMzfsNZeo+fLBcTHE+TpGA9pSTjlc6+19m61V/3S1tZ2lHNOnHNXDwwMPD4VzLSNXC6n1Y8OJKI/eZ6n74uW4nvBUVn/tfLksmXL2rPZ7DoROSNJku83Y1c6Fj6QzWavUF8FQbCSiO4p97uZthq9tqK/v7LWrq1+V9Jvx3VRFP2+0TZxHQjMZAINC7CWBSMiLZEVicguzDynq6vLb1TU0jq6P2fmLwwNDfV1dnb+QESSOI4/vyUAq/gS0XeZORaRxVpmMI7jSyb7rLQfP1MO4wmwlhIkogPmz59/wMaNG48ioo8MDw+/be3atVpibMqPIAi+LCKvICItrh6WSqUTBwYGKsvqTeiZaUnE3YjoDyLyvADXaqxRAX6xx0N3d/dOmUymPy3vpiXgtBSfTh5PJ6JttC4uM+/S1dX1zkbH9FgwgyA4hojOEpEbtX1mvtxau64ZAZ6Qs9Kb0lqzdxLRqUT0cyL6cVrCbnO/p/ro6en5B+fc1zUbIiKHO+dOb29v/6/KySoR9Rpjju/v75/0mJxq+9EeCEwHgaYEuFy3t7u7u8MY81PnnEZGpzDzBSJyVxzHb6vXiSAIOkXkQiIaMsYkzrm9jDGvaGtrO7tYLH5DRFSgniCiI7q6un589913f4eZb/Q8b6BYLPY55y6O4/gnGhW0t7ff5Zw7NUmSH9Z7XhiGHxaRDdbaG5YvX/4Kz/O+ba3NTRZyKhw3xnG8bLy2giA4l4gyxpjIOddNRG9gZv3ga43U64hoOyK6YXBw8JiFCxfuJiIX5PP5FZ7nvZ2ZT8tms70aNaW1jpXLsrHEwff9VcaYX+fz+Rvb2touJ6Lz4zjWmqKTOqrrJ2tjKQcV+lc751YkSaK1aCkMw37n3CPMfJyI/HRkZCSoNeF4scfDsmXLtvY8T4XwYGZ+rCzAZTA9PT2LnHOfttZqbWs3GWDpGP15qVQ6eGBg4MFyW7lcbnmtesBpAfY/isgxIjKQzWaPHB0dfYUx5gGt1ysiz9fYTutkf5OIVhDRnZ7nLa2VUUnr5X6CiB4vlUrrmPlNxpi853mXFQoFHXu+iAy2tbUd/NBDD937+te/PiqVShcWCoVftre3D4jIR3TsKLc5c+ZoLeKeKIrWN8IlDMOT1O4oii4qX+/7/kIiuiybzfr1MgGNtI1rQGAmEWhKgMsRMDNrNPREFEWbU9KNiFI6I/+UiDysBaWNMX0qup7nfWx0dHSPJEl+E4bh3s6598ZxfHT6odEoc40+w1r7uRQ8+76/MpvNrunr6/vrGIL/TmbWD4AVkV2JaKehoaGuO+64ozgZB1YKj7YjImfVi+K12HupVEra2tpWOOf+yMxvdc6drdGWiAz97W9/G5o3b95AJpP5QH9//wM6aSCiV4nInsy8MoqijfqMIAjeICK71Ut1l/ujokZEd6VC/6kois6ZTF8rPp5n6iQr/fsfBgcHd1m3bl1B/14tzhoBi8gvstnsBcVi8ZJSqXRLkiRJtR0v9nio6svzAlzhz5cT0UnVwjwRfmnfbrTW7lu5J2IMAf4lEV3jed7lhUJBszZfjKJIo1b1/ZdE5IY4jvUa/fvFzPzIU089dfHWW2+9/bbbbvvnVatWbfZF5aFjhohOZuZNzrmiMea/dMI8f/78ix5//PG39Pf3/7fv+4ExZu8oij6qAsnMOun9mWZQoii6QttLlxmOFZHrkyT523g89Ppisfg9Ijo7iqL/rRibX3LO/VezqfTxnofzIPBSJjARAdY03nqNTMsz2UYEOE1RfUxEvsfMmp77rIicnc1mP1AoFHTzlkanbfohstbqepV+bD6oL/Lo6OgOa9aseaZZ0EEQLCUijSbvI6Kjoyjym22j+vpG+lrxsddo4wLP8y4VkdOMMWcbY84VkbeIyGVE9Nr02h10zTTNLPyvMeayKIrKgtewyUEQXCkif3TOWWPM9SJySpIkmnqc1FErAq4UNBG5txwBV6ag0zSsTp5ekPacjvFQnjDUioBT0UyKxWLP6tWrdZI44UMnj86572/YsGHv8kRFG6snwJVrwDUmNNUCfItz7tgkSR4by8AgCHYnooNF5DfGmLc75yJjzCFEpNmq7xLR/pqdSdPSH0nZnMfMR4yOju5aby/HWM888cQTvY0bN36ZiG631t5UMUZU3K8YGhpaMdkJ8ISdghtBoAUJNCXA5RT0RESpPCO31m5+2bu7u/8xk8mc55y7zhhz0uDgYO+CBQt0Rp5TAdYUWqlUuoKZNXra3lqr66l6bI6AjTE3R1GkKesxjzT9fJ6I3B/H8aXjXT/e+WYEOAiCyzXiLX8sfd//loh8hplVkD7inPtTui55rAqw7/saHT+uadJ8Pn/cLbfc8me1R9k553apFUmW7U03GP0ijZzvD4LgIufc75Ik+cZ4fRrvfLMCnMlkPvzEE0881NnZ+T0R+ZIuHVQ/Y7rGQ7qe/YIU9AEHHPDKuXPn3mSMOaK/v/8v4zEZ63y6wewHRHST53lfHx0dnU9EugFrZ2PMCZ2dnccPDQ1pdublOtZVgDOZzJGZTGYon88nxphToyi6N/V9tQB/R1PP1torc7nconoRcLpnY0k5OxMEge6DOIKINJ283+Dg4EnbbbfdcZqa1ncyXSO/gJl1fbYURdEX9PlpX47xPO963cxVr9+9vb1z8/n8f+qSSnWmxvf9i9JNgXYyXHEvCMw0ApMW4CAIriYiXTfbfFSuV1XC0g8CMx9aFuA04rjU87wPFgqFtUS0o26UIqK/ep73/kKhcJNz7gvt7e0/LRQKuvHrijiOB8prwER0mrVWP3I1j7T9B0TkKWPMV9ra2i6airWn6hR0ZcReQ2RudM59oCzA5XSipv1ERFPqG8rr3mna+KS2trbe0dHRfTKZzLmbNm1appFIuga8squra+lYa8BBEBwqIl/RdVkRuSWbzR6rO84nO2hrCXAqoH+saHuNtfYg7SMRvV9EdB31wjiOz6/107QXezzUsHdzKn3hwoUxEel6/h+Y+d+jKOqbLC+9PwxDXefXCdc7iOj+TCZzYLFYfJKZ1zJzFxHpJKzDWnuM7/vfZuZ3E9EmIvqktfarKZ/KzUqbM0Pp2u71RLQXEf3Q87yDaq0Ba7TNzLtWCLCmpHVPgv63VkRex8y6s/qB4eHhs7faaquBUql0WqFQuL+9vf37zrn/0F8o6Bpwe3v7eudcT5IkKt713jdd315d8R3YvCckTW1ftc022xxYK1U+FazRBgi8VAk0LMAv1Q7CbhAAARAAARBoRQIQ4Fb0CmwCARAAARCY8QQgwDPexeggCIAACIBAKxKAALeiV2ATCIAACIDAjCcAAZ7xLkYHQQAEQAAEWpEABLgVvQKbP7B/3gAAE1lJREFUQAAEQAAEZjwBCPCMdzE6CAIgAAIg0IoEIMCt6BXYBAIgAAIgMOMJQIBnvIvRQRAAARAAgVYkAAFuRa/AJhAAARAAgRlPAAI8412MDoIACIAACLQiAQhwK3oFNoEACIAACMx4AhDgGe9idBAEQAAEQKAVCUCAW9ErsAkEQAAEQGDGE4AAz3gXo4MgAAIgAAKtSAAC3IpegU0gAAIgAAIzngAEeMa7GB0EARAAARBoRQIQ4Fb0CmwCARAAARCY8QQgwDPexeggCIAACIBAKxKAALeiV2ATCIAACIDAjCcAAZ7xLkYHQQAEQAAEWpEABLgVvQKbQAAEQAAEZjwBCPCMdzE6CAIgAAIg0IoEIMCt6BXYBAIgAAIgMOMJQIBnvIvRQRAAARAAgVYkAAFuRa/AJhAAARAAgRlPAAI8412MDoIACIAACLQiAQhwK3oFNoEACIAACMx4AhDgGe9idBAEQAAEQKAVCUCAW9ErsAkEQAAEQGDGE4AAb2EXB0GwlIj21seIyPo4jqPyI3t7ezOFQuFkInqV/hszXxdF0e+n0qQgCLYnoq8y8+ejKLpzKttu5bbCMOwVkXc/++yzx992221PN2PrbGXWDCNcCwIgMHkCDQvw4sWLvYULF95HRG9MxeRxZv7O8PDw2WvXrn1u8qYQ+b5/BBHtE8fxB5ppr7e395WFQuEaIto/FbIBZj61v7//L820M9FrlyxZ0jZv3ry7mXmRiOwYx/Fgua0wDP9ZRHYnopCIHrHWriyfO+ecc8z69euPJKJXEtG/O+eOTZLk5kbt8H3/7US0emRkZPt6PgjDsEtEfiQiJ8RxfGOjbet1E/XHeM8IguBqInpPet0wEa0xxnysv7//gfHubfS87/ufYOYPjI6O7r5mzZq/Vt4XBME5RPS0tfbLtdqbDLNG7cN1IAACINC0ADvnTleR6OnpWeScu4GZ74qi6KSpQOn7/pnMvGulSDXS7vLly1+RyWR2bm9v/0WhUHg5EanQPGStPaGR+yd7je/7b2HmhIiGROQbcRxfXt1mEARfIqJtavWtPLkps23UnkYEuNG2al03UX+M98xUgDdaaz/S29s7r1AofIWIdh8aGtrrjjvu2DTe/ZM9r88XkXvjOP78ZNvC/SAAAiAwUQITFmB9YBAEhxLR+YODg7uuW7euEATBh4jodCJ6PRE9LiIXxnGswiMqFsyskc/HRORzzLyDiFyXz+dPbG9vP5yIvlXdCRG5K47jtzXbuVQ49rXWLm/23olcH4bh2SKygIg0fXyAtfYA7XNV1PWiC7Dv+79m5j1TO4611l5VaZPv+4eo/5h5RyLaJCKfjuP4s0EQHDOeP1asWLGgra1NhXOFiGSJ6H+y2ezb+vr6RsZjWCnAeu2KFSte39bW9ntjzM4aBff09GznnNPotFtECsx8rXPujCRJ/qbX9/T07FMqlb7IzDo2Ssz8vSiKjk7H5BuI6I+pDcPOuUVJkjyWnlMffLiGfdeUJ0b1mC1ZsmROZ2fnfc65s5MkuVbbSDMf65j5YmWrf+/s7PwPETmJmds1smfmU6IoemI8JjgPAiAw+whMSoA1RWmMObOtre2tfX19pVwut28mk7lPPzj6Z2a+hYjeEcfxPakA/0RE7sxkMscWCoXnMpnMf4vIyXEcDyj6qYi40ohqtYh8O47jK7e0S9OP7q+J6BOZTObBYrH4y0wms1N1+ns6I+BUVC6tFOCDDjpo22w2+zvnXC5Jkh+rwGy99dbzymI1nj9SEc17nvf+vr6+Yi6X27a9vf0xHQfjMa8W4O7u7n/MZDL3GGN2GhkZ+Ws2m73TGPODTZs2neN5Xicza6bld9ba9/X29mYLhcJ9zPy5KIquWrx4cWbBggWvSZLkkaoJjwrxbysFuHy+kQi4FjPf9z+jol+eYAVBsFhFtlQq7TwwMPC4jl9jzAHFYnHFnDlzRvP5/GVE1BHHcTndPh4anAcBEJhFBCYswGEYvllErmXma6IouqiaWXVaNRXgWz3PW9TX1/ekXh+G4ZEicp+19u7xPvjj+ST9GH6fiLYmonX5fL7nlltueXS8+yZ7XtPPxpg1mzZt2vllL3vZc/l8XsX4q3Ec/11E32oC3N3d/WpjzP+qrdls9it9fX0v2Kg01oQoCIKvE1EXEX2g7L9GWVYKsNqRyWQuJqKXdXV1HXz33Xe/jZkj59yO5Yg3CIIlRHRdqVTa4ZFHHiksXLhQGd9ljPlkvXX+IAimXIC7u7t3ymQyv9B0ubX2Id/3v2KMeXkURcedeOKJ3saNG+9l5g9GUfRfyiKXy+3GzLduvfXWO1x99dVTsk+iUca4DgRAoPUJNC3A5U1YRPSgc+7CPfbYY9V5553n0hTfocx8kojsSkSGiDqdc76uGTeyXjkVEfDSpUu3mjt37keY+Zh0A84z47khnRzoh3Xz0UzqO00/7zY8PLw5BdrR0XE2Eb3FWntQVUT2oqegy8+vFc3puZ6enr2cc58mon1F5AeZTObf+/v7f1NxX901+d7e3pcVCoVzieg4EdHU8Jd23333r5XHwljMqzZhDRHRNz3PO7evr+/ZXC63nJnPrVx6qBZT/TszXyAi3US0XkTOi+NYsy3PH1tCgHXT3N13330bEd3inPu6ZnuYeaXuLk/H3UPM7BFRITUkQ0ReOun8u41g441JnAcBEJj5BJoW4HobhYIg0J2+t5dKpYMGBgZ+USsCHm/HbprC2zOKot7JoNdNWZ7nPSAi+2r6ezJtjXVv+jOiXxKRpiIrj6c9z3tjX1/f8x/dVouAK41NeenEoXt0dHSXNWvWjOr5RvyR7uTWNe+rnHPvTZJEN6ONeVSnoCsv9n3/X4jou865Nw0MDOgOad1roBHwVaOjozuWbdN/7+3tnZvP53W99TxjzI6V0fB4AkxEf7LW6gSi5lFv0uL7/lG6w15EztZJwDbbbLN41apVhXSN+PfOuaOTJPnheAxwHgRAAASmTIBzudx+xpgbPM/b/emnnx7q6Og4lYjOcc4d3GgEHIah75y7lJn/WVN8E3GPrgHn8/mPMfPyLb2rtru7e5dMJvOjUqm0k64BpqKga5T3iohGcdeV+9BqApyK7jzP8wb7+vp0k9x7mPnsSgEeyx8HH3zwLsaYB3TTVbqefKdz7sOTFeDu7u6OTCZzt4h8d/78+Z9+9NFHX5nJZG4qlUq3J0ly9rJly9rb2tr+8ZFHHvmTbvxLf+aVGGN2aVSA058o+YVC4cCbb775qVrjrJ4AB0HQqRvOiEh/anaTtfbCCh9fQkS7GWPe09/fv0HT60S0g05IJzKWcQ8IgMDMJjBlAqwfxmw2exkz6+9adSfslSKyl+54blSAtY329nZdD9R0bkejqeCqXbsbRaRfRM6v3pgz1a70ff/fmXkva62mQp8/giDQD/FCa21Ytau2fM3mXbdplFbesfv8/c65FY38Hrg6dZ428IfBwcFdFixY8EoVSOVY1e/Nu6HDMNxVRNbo7m1m1o1TvzDGfLS/v/95sRjLH2EY9omI7jKfq79vJqKveZ534UQ2YVX7JbXtq0Sk0bD+tOtSFWONNMMw1P/TEv1d844ikmFmTQOfE0VRfxot19rB/Xe7obUN59x/MvOBRKQ7uDf7I5fLzR+LWdlO3/d1nB+V7tr+c/nfNQ3d0dFxgf7GWUTmqVAz82estd+d6rGH9kAABF76BBoW4Jd+V9EDEAABEAABEGgdAhDg1vEFLAEBEAABEJhFBCDAs8jZ6CoIgAAIgEDrEIAAt44vYAkIgAAIgMAsIgABnkXORldBAARAAARahwAEuHV8AUtAAARAAARmEQEI8CxyNroKAiAAAiDQOgQgwK3jC1gCAiAAAiAwiwhAgGeRs9FVEAABEACB1iEAAW4dX8ASEAABEACBWUQAAjyLnI2uggAIgAAItA4BCHDr+AKWgAAIgAAIzCICEOBZ5Gx0FQRAAARAoHUIQIBbxxewBARAAARAYBYRgADPImejqyAAAiAAAq1DAALcOr6AJSAAAiAAArOIAAR4FjkbXQUBEAABEGgdAhDg1vEFLAEBEAABEJhFBCDAs8jZ6CoIgAAIgEDrEIAAt44vYAkIgAAIgMAsIgABnkXORldBAARAAARahwAEuHV8AUtAAARAAARmEQEI8CxyNroKAiAAAiDQOgQgwK3jC1gCAiAAAiAwiwhAgGeRs9FVEAABEACB1iEAAW4dX8ASEAABEACBWUQAAjyLnI2uggAIgAAItA4BCHDr+AKWgAAIgAAIzCICEOBZ5Gx0FQRAAARAoHUIQIBbxxewBARAAARAYBYRgADPImejqyAAAiAAAq1DAALcOr6AJSAAAiAAArOIAAR4FjkbXQUBEAABEGgdAhDg1vEFLAEBEAABEJhFBCDAs8jZ6CoIgAAIgEDrEIAAt44vYAkIgAAIgMAsIgABnkXORldBAARAAARahwAEuHV8AUtAAARAAARmEQEI8CxyNroKAiAAAiDQOgQgwK3jC1gCAiAAAiAwiwhAgGeRs9FVEAABEACB1iEAAW4dX8ASEAABEACBWUQAAjyLnI2uggAIgAAItA4BCHDr+AKWgAAIgAAIzCICEOBZ5Gx0FQRAAARAoHUIQIBbxxewBARAAARAYBYRgADPImejqyAAAiAAAq1DAALcOr6AJSAAAiAAArOIAAR4FjkbXQUBEAABEGgdAhDg1vEFLAEBEAABEJhFBCDAs8jZ6CoIgAAIgEDrEIAAt44vYAkIgAAIgMAsIgABnkXORldBAARAAARahwAEuHV8AUtAAARAAARmEQEI8CxyNroKAiAAAiDQOgQgwK3jC1gCAiAAAiAwiwhAgGeRs9FVEAABEACB1iEAAW4dX8ASEAABEACBWUQAAjyLnI2uggAIgAAItA4BCHDr+AKWgAAIgAAIzCICEOBZ5Gx0FQRAAARAoHUIQIBbxxewBARAAARAYBYRgADPImejqyAAAiAAAq1DAALcOr6AJSAAAiAAArOIAAR4FjkbXQUBEAABEGgdAhDg1vEFLAEBEAABEJhFBCDAs8jZ6CoIgAAIgEDrEIAAt44vYAkIgAAIgMAsIgABnkXORldBAARAAARahwAEuHV8AUtAAARAAARmEQEI8CxyNroKAiAAAiDQOgQgwK3jC1gCAiAAAiAwiwhAgGeRs9FVEAABEACB1iEAAW4dX8ASEAABEACBWUQAAjyLnI2uggAIgAAItA4BCHDr+AKWgAAIgAAIzCICEOBZ5Gx0FQRAAARAoHUIQIBbxxewBARAAARAYBYRgADPImejqyAAAiAAAq1DAALcOr6AJSAAAiAAArOIAAR4FjkbXQUBEAABEGgdAhDg1vEFLAEBEAABEJhFBCDAs8jZ6CoIgAAIgEDrEIAAt44vYAkIgAAIgMAsIgABnkXORldBAARAAARah8D/b6+OaQAAABCG+XeNjSXUAZQDB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EnDAR2OrSoAAAQIdAQfc2UISAgQIEDgScMBHY6tKgAABAh0BB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EnDAR2OrSoAAAQIdAQfc2UISAgQIEDgScMBHY6tKgAABAh0BB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EnDAR2OrSoAAAQIdAQfc2UISAgQIEDgScMBHY6tKgAABAh0BB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EnDAR2OrSoAAAQIdAQfc2UISAgQIEDgScMBHY6tKgAABAh0BB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EnDAR2OrSoAAAQIdAQfc2UISAgQIEDgScMBHY6tKgAABAh0BB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EnDAR2OrSoAAAQIdAQfc2UISAgQIEDgScMBHY6tKgAABAh0BB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EnDAR2OrSoAAAQIdAQfc2UISAgQIEDgScMBHY6tKgAABAh0BB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EnDAR2OrSoAAAQIdAQfc2UISAgQIEDgScMBHY6tKgAABAh0BB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EnDAR2OrSoAAAQIdAQfc2UISAgQIEDgScMBHY6tKgAABAh0BB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EnDAR2OrSoAAAQIdAQfc2UISAgQIEDgScMBHY6tKgAABAh0BB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EnDAR2OrSoAAAQIdAQfc2UISAgQIEDgScMBHY6tKgAABAh0BB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EnDAR2OrSoAAAQIdAQfc2UISAgQIEDgScMBHY6tKgAABAh0BB9zZQhICBAgQOBJwwEdjq0qAAAECHQEH3NlCEgIECBA4EhgZvQoqGTwpkAAAAABJRU5ErkJggg==</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="-22.173828125" y="-19.999999999996817" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="15.000000000000057"><block s="receiveGo"></block><block s="doSetVar"><l>pi</l><block s="reportNewList"><list><l>3</l><l>1</l><l>4</l><l>1</l><l>5</l><l>9</l><l>2</l></list></block></block><block s="doSetVar"><l>e</l><block s="reportNewList"><list><l>2</l><l>7</l><l>1</l><l>8</l><l>2</l><l>8</l><l>1</l></list></block></block><block s="doSetVar"><l>fib</l><block s="reportNewList"><list><l>1</l><l>1</l><l>2</l><l>3</l><l>5</l><l>8</l><l>13</l></list></block></block><block s="doSetVar"><l>cubic</l><block s="reportNewList"><list><l>-27</l><l>-8</l><l>-1</l><l>0</l><l>1</l><l>8</l><l>27</l></list></block></block><block s="gotoXY"><l>-230</l><l>160</l></block><block s="clear"><comment w="90" collapsed="false">PART 1</comment></block><block s="write"><l>Part 1</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Sum of Pi: </l><custom-block s="sum of %l"><block var="pi"/><variables><variable name="sum"><l>25</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of E: </l><custom-block s="sum of %l"><block var="e"/><variables><variable name="sum"><l>29</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of Fib: </l><custom-block s="sum of %l"><block var="fib"/><variables><variable name="sum"><l>33</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of Cubic: </l><custom-block s="sum of %l"><block var="cubic"/><variables><variable name="sum"><l>0</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Sum of Pi: </l><custom-block s="average of %l"><block var="pi"/><variables><variable name="sum"><l>25</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of E: </l><custom-block s="average of %l"><block var="e"/><variables><variable name="sum"><l>29</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of Fib: </l><custom-block s="average of %l"><block var="fib"/><variables><variable name="sum"><l>33</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of Cubic: </l><custom-block s="average of %l"><block var="cubic"/><variables><variable name="sum"><l>0</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block><block s="doBroadcastAndWait"><l>Part 2</l></block></script><script x="398.0000000000001" y="10"><block s="receiveMessage"><l>Part 2</l><comment w="90" collapsed="false">PART 2</comment></block><block s="write"><l>Part 2</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi-?: </l><custom-block s="%l contains a negative value"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E-?: </l><custom-block s="%l contains a negative value"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib-?: </l><custom-block s="%l contains a negative value"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic-?: </l><custom-block s="%l contains a negative value"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi Inc?: </l><custom-block s="%l is increasing"><block var="pi"/><variables><variable name="a"><l>3</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E Inc?: </l><custom-block s="%l is increasing"><block var="e"/><variables><variable name="a"><l>7</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib Inc: </l><custom-block s="%l is increasing"><block var="fib"/><variables><variable name="a"><l>13</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic Inc?: </l><custom-block s="%l is increasing"><block var="cubic"/><variables><variable name="a"><l>27</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi Max: </l><custom-block s="max value in %l"><block var="pi"/><variables><variable name="a"><l>9</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E Max: </l><custom-block s="max value in %l"><block var="e"/><variables><variable name="a"><l>8</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib Max: </l><custom-block s="max value in %l"><block var="fib"/><variables><variable name="a"><l>13</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic Max: </l><custom-block s="max value in %l"><block var="cubic"/><variables><variable name="a"><l>27</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block><block s="write"><l>Part 3 - All Lists Positive</l><l>14</l><comment w="90" collapsed="false">PART 3.</comment></block><custom-block s="Test Positive Block"></custom-block><block s="write"><l>Part 3 - Remove Odd Values</l><l>14</l></block><custom-block s="Test Odd Remover"></custom-block></script></scripts></sprite><watcher var="pi" 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var="list"/></block></block></block></block></script></block-definition><block-definition s="%&apos;list&apos; contains a negative value" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block s="reportDifference"><l>0</l><block var="item"/></block><l>0</l></block><script><block s="doReport"><l>true</l></block></script></block></script></block><block s="doReport"><l>false</l></block></script></block-definition><block-definition s="%&apos;list&apos; is increasing" type="predicate" category="lists"><variables><list struct="atomic" id="387">a</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>a</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="item"/><block var="a"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doSetVar"><l>a</l><block var="item"/></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="max value in %&apos;list&apos;" type="reporter" category="lists"><variables><list struct="atomic" id="419">a</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>a</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="a"/></block><script><block s="doSetVar"><l>a</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="a"/></block></script></block-definition><block-definition s="make all value of %&apos;list&apos; positive" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs></block-definition><block-definition s="Remove all odd values from %&apos;list&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs></block-definition><block-definition s="New Line" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><l>-230</l></block><block s="changeYPosition"><l>-20</l></block></script></block-definition><block-definition s="Test Positive Block" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Test Odd Remover" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Write %&apos;List&apos; elements named %&apos;name&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%txt"></input></inputs><script><block s="write"><block s="reportJoinWords"><list><block var="name"/><l>:  </l></list></block><l>10</l></block><block s="doForEach"><l>item</l><block var="List"/><script><block s="write"><block s="reportJoinWords"><list><block var="item"/><l> </l></list></block><l>10</l></block></script></block><block s="write"><l>           </l><l>12</l></block></script></block-definition><block-definition s="positives only %&apos;list&apos;" type="reporter" 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name="cubic"><list struct="atomic" id="518">-27,-8,-1,0,1,8,27</list></variable><variable name="test"><list struct="atomic" id="519"></list></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>