<snapdata remixID="14018231"><project name="U1L3-Pinwheel 2" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="U1L3-Pinwheel 2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>10</l></block><block s="forward"><l>-7</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><primitives></primitives><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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zZ/hLEKgRYGkBAkm6W2+Zv3V0bkM3vEXHrA5uJHE8SUSyfEzdmDrpTNsgBLjbutCXxCD+54sOXfrhJ6t/OtM66vv8bYMuvL7XyvDPRD2bO5R/PWPx8oH1rZPLMwEmcOYEWIDPnBmXaGACluTMVxFwIBE0B8RSe05qRAM34ag5JcW2DwhEtCyZQBtozxmz0Ne2pF5y8eaYAwEXhFRIsstINC73WxG1yy/XC20udwdUSbKYCl/dueTxd75a+ZJfGsJGmUAjJsAC3Ihf/l/FdaWj7VZAEJGojAjwQ16OVQTg8MulJNu+B8BLgWgvoOE2NeehZb425J6rL8pK3hQ6SojegZjq4hfW+i+N4PiulxY3228OLwvV3NvalT08a/6qGb76wc8xASZwdgiwAJ8djlzLuSTQ960A5WCpiEhFJOk97BtGN/jOXcWWkKVad6cqD13zOXx/1XWAoMGd0z9Gg/MqTYKp+aGJk5XS3MFE0Neelnv/yXAMHtw34vJfDYfEvV8vPHT7nPmr3z2X2E5W96gbu67Lnre2yyNXddofd6gwRi9MhH0dyvbGHiqO36HELN2vhNwYVVD1TIijql/WJ+s8SSr4YgJM4NwQYAE+N1y51rNIIDYl6ymJSCRWMFnMAabVq0cekzrwLBo6oSpLZstLyO0ukozSD4CoA5EMuhwCb6SawOgCiC7Q4fr3qgFQhKoUm6mcAJgPBEdDYqppuxYdqXbkFb2+bbs9+HJZQ9jU/VDwzM9XO85d6/+o+Y47ej/oIuPeLrm58wmQRH4Gg1tD2S1SV2hAIIEm1SRolDUdNFkCh9mkbYtTjiazmDX7pzNe724I39gGE/grE2AB/iu/vUbS9rjkzGICFAIXoOZYG2TdVLElbgLApkR6JCK6RchLoJrYW/BaGoKkAwRUEfT9hiBut2iTJxGvJysvgg46ECKSjtA/PzX3e3Hv5aQrdEkDlDUJ0vIWN8i3N7Ffmypztctocrsl0UCDrnt6jfjzsWmSa3IL1+QSJqHEtdeRP6+5INH6zts/ZTWSLsduMoEGIdAg/wg0iCds5G9HwDJu6gDUzOWwxG0lgptRjNEG0BAgSgfEnmpwUVhCRROLi3QR53hz3lTrkvpAsGQkJUgmeoV0kECCvp5Y0zWXQwf4TEZYAZLrHXr1ETHKlYFgiLrZOr/7jO5G1XEwRZJwqo7QBQk84SVrr7K22xOqQKY93ZfrzeL3BTUXMZkLujR7Mcge+1BQQZOwda0XRDYLUzqZKs2j9ADXiuc/n51RHz9uHXZZ74RDRZ8KKW1WVNJErhVdlyxDXpOIPY6gwNVFwfIjvb8J2i7OAq/tXPLi21+tHD9ixPVBFVWHBiccLJoeWVoebnS5j0qx02CgikCzszQwcP/Uzzck1Kd9XJYJMIEaAizA3BPOKwLxY7Nu3DcldZ5lbOZjiPg8AOyDYlBgORg8vXWAGIdSlafrEpgAUQKgKpBgPmj0pnBG1yVn/rRUz6jzTC7FlrgGgJoDoEhWIKxtAB3mqKNzJx9bj5Jsc9QOeFerOWmXnmgjdlpiYvK21ms3t9sR0Wt5N7rsh17oCC2noHIXor7SUzVhfyBZAyDJk68XdQk0gxsqFHVPRXShJ7a1bIDK5+e/e8ajzqcGtK0IrqwKMLvckhjVFoaFVO2PCPt2xoerrj22rVOaXylYQmG0q/SFtT+Gn+jHP+/pe0mn3H3fhlU4jGIkXGU0UFlwUNnzX2/507NnwpmfZQJMgAWY+8B5RiB69NQ4syxvB4L9gJAIBC5ANMA3hCAmeTUAuBrEdLALCAPECO/IbCqBmPT1zJ6KOVanmmEV4Sp9uhRb4g8IuJKARtcIL4nV0afzrLvFD4A/XUpylu4RfQCDmmP9UyCN8bfc2K3pLxeudgU6NHNZmKzJOohpZwBxYqnGEZL6g1BeSRPLx39c4u+EKIpLCPTo3eN9/pE8/ur2xWXBgdtb78vv4fkhggjbWlgWv/LBqpNmcbIp/UiTdQ+1MfuWnNLO0Lsuu6bdPvu88LIKswDskmXKjw7PU5tG3zf3jaVf+wSZH2ICTOBPBHz+uJkdEzhXBOLSbS+QmNJFvONwuOIQADoiniLe8k74gUrBgQM8x5DcctO8rQ8XirbEj54a5QZDChr0bASpDRAJMRR9WgeEIpFeVwJcnPdy6tHNRCcVVFuSi0CvQkBhd6dqyW0L//LI/Z+u+I5To3SUhX1NbVIUAksnCiH2XBP7jFxGAHJIntJDchnFYV/P3ztCHFQYWYxO01pKzJVR0hB+/kdRmw8/XLND3H9y8C2tiORrw3YkTjKVhgVIuhjUi1EygRZQrbtCKhxVUcUbnv7u1X+c7h1M6xVHmiyT0e3G0uAg14ZLTSEfTtzsPFmZWwZ3b9X718gdwtT81jsily7NLfb2fh8f2KGwWVFxlNik5ZIN+mM/5h7/68FbBXyfCTCB4wiwAHOH8DsBJV1M6UI5AIipX89Q0WDE0XteTN18pHFKsk2IXhQSjs7blJp5UiFNz0w9vJd3IgBE1IyeQZQZq2ZYT3ncx5KVMP7wOujTYsYXAPaq1tzTJquvTQjxndB5o4Stdm8YtetIW6a1eJF0o0uXqwIksbZartgPlsbZ75k0f+7nSmbCg4A43WpLgoAqGTZ0KVn0xlcrxY+KP13/HnDPR5HbW90oV5uQJA3cAdV68QU7Xnnuq3cePtXLuv9fPRZesDe/v0QE5YEB7ie/23naEJMiIUSPleE2Ud+aHoV93v5s7Q++dIR7b+35XsquvbeIuYeikJCq3+MtN8z+3/dHd3r7Ugc/wwSYQA0BFmDuCX4joKTb5nrSCgKJdVSRZKECSOqpTjk+yYKSbMsCQJErt4kO9H5+jvW20zVaSc+6HhDeA6LA2j6+DwDnqhmpjxxbTslKrASCYkBodnhD1XrVmtvVGwxLcuYGBEwBAHEu+VE1x5r9XK/UXHQbQ4P3x0SKeV8yuqmw87rrnpv/wXFJFv7v6ouK2mwPjgyslGFL+zL4/Pr9mXlpuWLa+6TXE9cNf7bpho5PoFv2fKeukHKtwmJfM+H7mRcdW2BK73hyGgx6ULVTKgwLqXxm0bYgb35M6NinMuqQMcBt0GFr24qPXlu04p/eyhy5nzao046k/IOtXAaDZ7S9Iy52bfa8Nd18Lc/PMQEmwALMfcCPBGLH2u6UEGYCoLF2LfcNNcN69PzsiU1Tkm0HgSBYHPFRc6zBXps+YYJBqYgSo9N4IigDCQrtLx+TQGFCYoAS5RFRcTlVa+6RHc+nrVpJzqokIhMifIA6vH5X8zW3Nt3c/l6sXcstScr97amfp7c7VSWTWl6uG9yIYi01ffep112PlL+rb9+A5Lw+5caKEFkzO0k3ObX03yYeHd32vatvxJAt2zzBPTRJgjG/7PPpR7XYgCXrAHuaV+0pbOrMfvvzlWe08zptSJffktQDF1SYzfr4H3bxVLTXDskPMIE/E/DpY2VwTOBsE1DSbasAoAMQBADCXDXDevvpbMR2zOiAaFiPgAYg/VF10+jjdiafqqySbvv58JR2b7FBixDm2TOsNyvTEp8mpGRAGIyI4kTv5UfO6p6uDUqyZ4p7GolfDBoNVLekLXqp02MV5uLwILGZqrTF3t3//iX7tFPYt13X7foL10d+JoJxfN+n0PVTz+IeB9J2bfDG98Uuj5QGHWgaKjZolcWreU+uyIx/4OYe3wU7q1vHHSiKF1PPq9u0TJs1+yfPtPLprhEDen7UYVPoTWKNeW3nssdmfflrnYJsTL04nsQua5fRQGuSkv713qylH3mzzfeZABP4gwALMPeGBiVgGZt5GSIuBCAjAIqwyOPyX7Z6HX1ZOmdeghqK/LtNxfEgNcfa2deGx6XbdhCASF8o1poJY9/dRMb98YBgAYJ1qjXXp+lTJdkmRpriCI778ojdM3vsjnlIHB8S670HO2z54tnFb17vrU13XN/zwQ6bg7MDKyXpQNNqeOuevU6QoLM6KtdrbuOX2/3baSoNM4opbrF1ufCCORVBroqA4EqnXBge6nhm4W/eZwYAYHLSFbq5WkJdqp8A3zHs4n9327HnGTH9bdA0aW3bNte+87/vGiy3sTfWfJ8JnO8EWIDP9zf0N2ufZVzWsyiO++gQBAhb1AxrR19dVJJtIjpVKwAyI8CTeTnWkx4TOll9ythMFQAtiLBdj5+Wh0g9gDDIEV4cXXx3sdcdwEpHsa5MIoWf2B1ddVvI7t/j1Zhk1CR0RpRUP7Lp+QBf/ZjYoU9VaJnBLEbBv/Q+VPTeR6vF5jOfrimtJ7oNjkC5OrzUdSjx44ro0ooIWdPgx+4JifOmL9vtrZI7r+v5bLc1oU+KTVRi/Xd9lzLrO/NXnvFZ4yN2pvRuTiLQR35UxKGXvtoU5c0+32cCTIBHwNwH/EBASbd9AeCJEtXr8O7kMjXD6rPwHGmukpz5NRAOEMkQ1PaWAPjwXyc9LnSie5Z02xAEmEcIbjQUVVHs/wIRcKMvG6+g7wSDcjC6pGbUDsUPB+YSuo3mwILocN3kojG/P3nG4THH9uztaL4vKFBMA2eO/f3h3aN3TffllTw58I6Xmq5PeZRQB1fce2CQDkBRaHDlsz5svOrbNzHght9bOsRGMaeZ9Md2flvvtdsHb+72c9u9+b1F2zclxb87871fT7uU4IuP/AwTaCwEeATcWN70eeCnkp5ZDgTVgBhFBCPtU6wzz7RZcR2zviKkC8WOaM+Z3Rxra1/rUNIzFwDg1YBOAtmBFPvWGHta7jRv5ZVk214AiAOA/QSwZ1xZxUUka2SoCsCC5JzZzy18e7i3Ok68/2iPSw5EHjI2FTuiD0W6YMaIXT3s1j2rfannuR5jCkLhqyaEGqBUAZsS4j6b+cHKQd7KihzAQRWy7AjSdEew5nhu/Q+h3sr4cl+cP9YliSRdx1UXtBw+Z9aPs30px88wgcZOgAW4sfeABvRfCDABBiBgoZqR2qwupi1dMxLQbfwECLrUxHSE3eom62k3Ph2xE/t4VlPJRQc8YSSbfayp434UR59OeynJtZu4xFMEtyNix7Fl5eMltwHcAVV6+s6n6jSKvHXQhb1b7g74udmBms3XZWFu95Nbl5727O6Rhj4yZEj7uN/zN4PZDiS5IG15ntfv+Ikul5XGHDB5BHd9l7LpgZVS1+nf/XLawB7e2By5//IlLXSjW0O1SWT+5C9yLL6W4+eYQGMn4PXDbeyA2P+zR8AzAgYMJpCG2zNG1WuUFNfRNkUHGIHgWUsWm7K8nuEVniiPvlQEekAkgJvUyWMNnjSDp7jikms2b4ljTIhQouZYm4tHpya8QCLK1cHOOa8+u+DtB+pKSMlK+uKKJdHXdFkXhga3BEVRzspnNv7g9QyvsJfR5VrdaF6PYla8aOAdxokTJ7pP1Y5n2/V1hpUajE6zRk4j6E9s+87rD48z8emR6zruVwoOxTiNRnrkJ09mKL6YABPwgQALsA+Q+JH6E1DSbSKGs0g+a1IzrPXud0qK7QcguLgmFjQaAMilIw7I33jqJAxKVsJMqEy8FQqGhILk1IHMe9RjzwbXumlJFuvFNF1s2hL1E8HuwyPfD9Wc1Ecy4yaTJ4azLoFVHVcvP5TshKG3vxM/R1EDPWEnxaYsTSZY17k0bdYXK095nMg6pPOW5vtL2ho1J5IeDK6yoe5xW/84G3zkbd09sMdLF2wPSw9ySLLYdFUe4nLbY6vXTv9++XGBPOr7du+5vdf0Tjv3PuiWEPbFRG/P/HT9BfWtk8szgcZAoF7/gDQGQOzj2SGgpNtKCCgIQdqmZqT6vPPZm3VLctZ4BBoFALGeLAZI6xxy2BXF6+7+087m1lmtwxzkLoG9IviUOMAK7YNa7bQ7wJmhps4YEds1q6nk1mcB4dW1dh0EsMCeY735SDumJb6gi8hU1eGl1Y+ewc7nk/lhsSXejwCvANC+AQubHmr7W2jHIIfsGUEWNnE6cpLLOsx7d+2fdjbfccd1cd1/W7NPPEfOBMhvnjiwWjduLCmIXPzmClv7W4Z0a5+wN/iHONU4K/AlAAAgAElEQVQs1snBbSRSY6vUKSt+jvfGsy737731ondTdu27rSLQrO1Qmk1/893l1rrUw2WYQGMjwALc2N64n/y1jM3KQaT2RPSpfUraTWezGSI6FQAFEICGgBKQLkbFG0iiWfaNadOASFKy7t8J5LoasGIt5PUKBB0BzJWVEJMbCPuCy+DbODdUGyI9ogbglgB2EYCi5hyfVWlyx/FV5uIIc3l8nvrECpvYmFXnKzYr6SKJaIUnsYM11yCiUxk0BHE+VxyQFv8vinJV7o+pXjRz8YpBEyZMMGyZa6xskrTp+vjidQuCoRSoKgFKDt0Aa9yBEG3Ko9a4HoKrNc93LUbVpWFuV5BDNqbv/vacfevD77r0rh5bdr4lonv5sh5dZ2BckAn8zQics4/yb8aJ3akHAUt65nfoCYQhxRNAtj0j9eyPkPpOCLAURM5GCS8GgjACCESRYEFMext0CQw6QXQ1AuoIxSGHczZgTVgOsXJaI1c1HhqIINhdQTfvWCUdDAyiaMcCdfRMkawBXuiWfshYERJiKgs2FLf5fd2E71/xad35VOgstqThCPQ/MY4lkF62W3c91bdvl4gelSEbo4qMFpMTZdmNIBF6fi/oZAANZaiUzBAasw5kQxWAKxAgv43HETomtLt4rsJggm3hHYuNusMohztXvv7zK5fX4zWesui9Q3u9kvz73vs1CeH3uNgfpn+4qs+5sMN1MoG/GwEW4L/bGz0P/bGk255BgHGHNcxEBHfZp1jfORfNVJKnPU0GuAbcWAFNK3tAhSkYXZI4+VsbbrpWbIXW/tHzCYxaTSbhq/bo8IMi0y07xBBSjKpLCXCZvSh2OEycWPX0FSO+D9+RdJmI+1zYaVO9NmAJ/y1ZiTYEGAU67iOgnfa0XI9APnB5r+8iCwMvJNntMhU1iQh2O8FAGkigebZ9g7kCIKZ2ZtoZALC/lSczslv83iCADdKF0F7fAMuxL0iyBrLRqQVFFNkxdFXK/5Yu9Rp05EzfTepNXde22re/S3lggFYeFFD24lebPTMJfDEBJnB6AizA3EMahIBnExaArGvYM39a6q/nyqhiG1mOAKoOkIRz2xggwkUQWVlMOVEyEoZBcHklUEAgOAwiaWElFFBXMOHX6sbUVgCoWzLvH42o3wGEnUBEmSTP4FOMpKvU1BmBYhOWCD25/6LVd7/w6Xv/q48flszEjxFhMCFssafmJh9b15AWGWQKdLiqy0ONF9O34IAQKDEHkEJ7wOxEdFl2g9HgANE69/6LYFWXvQM7bgv+3HXL0sCJE8E98rKRn5YejBlQWRIVSCR5NnuL/0uyGz7ZO/asfvfp16fkxR8oVIpDg6ufXrzd54hg9WHHZZnA34HAWf0Q/w5A2IezT0AZl3kLEIp4zyIz0QP2KdZXz74VAIttxEcIOPBwuOOaozxEX+uS+Y781OwCpWPWzKBqSHc8PM1C+27agkXNEaIAgqoxfEd2aumJ7Yl4666IoFLzt4DQpXZuN7/PSsPv3X9t0tNYHiIXpuTMfeabt4fWxw8lK3ET6XQBIjpUa66IMe257uw2dl/pQUXR3QbP9xkWk3cwOmn3ZZmfvL/FesnFWw5FQD9XEzml55bcBQg6iE1lB7ptjH/+i1l5J7bniStuTNi1P3lzxaFoDxNTgEOPUnYvmfHTqyfNRVwXf57p16YqtNxhdssyjft5Dx9DqgtELtMoCbAAN8rX3rBOK+m2NwHgFiAIJMDh9impc85mC5SskZOJ4J8IkFAbnMNOiA/Zra9+cqIdxZa4C9QRLUALlgj1UiT5fTUjdcSp2hOb9UAfifSFgGC85ssYaLc1xHNmt6Dzxv8+/9Wsh+rjh2JLFJPhTjEzIDZh3dv7oV/LCixdqypCDGKO3BTo0GISt2VMX/LWYyfaee7yVq6QCjIgVoNWcj2VNZF/m/DT9Panas+DV91htW/qkqnrMqCkeabkg6MLSuZseCGiPj6IsraeColUiCIjE2/Cqi9NLt+YCLAAN6a37UdflXTbISAIB8Sv1IzU685mUxTbiL2EGIYEYQiwM88649ThKQkk5ZGX3UAGhNB1h9QJb/uUQECxjVwLCClpmUmyuVqGijj7gfG/Tq1TNC/huyU7aRjq9A4QVKhpuSHi7/7V+nm35jZJbqcJA0JLXe//9m/TqTiJHdFRC952Abig2hBCjyz7zaeR523tn3JUlkYFyrKbouN3r565LFuE9azzde/tvV5J2bHnfpdBhvSf9/K/J3UmyQUbIwH+YBrjW/eDz0q67TMguI4AyuxTrEenW+vTlLis+58n0kWGpNoRNS5Tra96Da9YExTEKYPZTnrMu83yU/MLfGmHYhuRe9PHSkKrncHgMmkw9aHtifb0N7xmIDpZ3UpW4n4iikbCqms/uHa9ZK5cm/9bZ8+IOjTqQNnsnOdF0orTXpktrYRNRQpegmUpHTq8//riLd7KeIS+zXOu6opQTzSs4IhCR5Okbf2zvnxvmS9lT3zmpcsStQCnS3LLEgtwXQBymUZNgAW4Ub/+hnHeMtbWHRGWE4ATwRMJy6eYx95aZ7GNXIEALQBAjETzVOsMT6jI012WsZmjEXEqSQ5CdCNY3vhaTcsV68Zer/GDbxvWdFXXd0S0KhG1KuOR3xfkpb56jdeCJzxgyUq6D4lmAkERAJj7vj6MXJVBQc7KIMkU5NA+3DHea6jIp/v936eRh34ZRLIDEJ2Q1yTi4OQvN4tcyT5dt7R91llVFmY0mav0wIiiwllrJ8X4VPCYh+4b2nNW8s69w6tMRpGSEHkEfKYE+fnGToAFuLH3gAbyPy49ayQBeTZfEeIL9pdTn6ivacU24gAARgCCSy2MDYfTxEM+YktJt60lgBQwHaiEZrNFYggDAd1ot+7+03rxydr35FV3v9t0Y4fbxL31FxYcenP+ZJ+msI+tS7ElFoqBLgAsB8DS3pkjB7pdJkmEEAlv+VnQ/5YurfLGZlKnxx3mwshAd/xskLHQs/66rk2LSW/NXv6n9eKT1TXhn/80rf+ld7VYCw5taj/4zrpJPov3kfomXZqgm9xuLAgPK3Eb5OrJX+TUeUrem798nwn8HQmwAP8d3+p56pMyzrYYdLjCc6Qnw+pT0oGTuVK7MepLABBHXsQRoRvU1Bmfe3M74q63IoKiSwoB0UFAq6TmmXEE0AYI7GparuKt/JH7T/Qc72i6LzJQjISnjN25WbXO8Dm0pmJL3ARA7QHQkbS5zc8xC64aQJoBiBDi2615bvq3b//bWzvGDr0mofkPfXJ1WYOqqKJid+SnweEVDqMj0Kw9vnSX19Hzkfrvu+SBRQd+b9dPkjQwh5RVv7d1gs9HiCb2a1MVXu4wa7JEO5WYn//74epLvbWb7zMBJnA8ARZg7hENQkB5PLsduPT1AFABAOE66dflTxm9oC7GlcyR/QFBCLBIwlCiWmf6FPhBSbetAcAugGQncuZh8+kdakNyBNVs3sr1mlv4yUH/uqbJmm5fuoxAxmoZP7lJrdjWsuJqe9rMn7z5EmtLSpeAXgYCXYzaL/yl61v402X3kwjUZaqmj3Mf8Wkj1UudHq8IPBgV5A6u1KrD91WZTAuCRagRg6ZhaVCQ69/f7Tjl5q0T23hb+6cqHSXRASZzpd6szeZR/1k467/e/Bj5zws/77An7zoRu0Q/fJB5XZsWqbNmLcv2Vo7vMwEmwALMfcBPBGLSMzsZAL8j8OxW1tQMq88jrmObLASYkBagiCdJNFpNm5nlzaXYcVl9JILvCEikH/wEQd+kZox+2mJL+giBbqwV4mWqNdfrJq7HB916c/TGTh/IToOIyQGTrTs75qfP2Hy6Nii2RLFRTExdi+nlzao1t8dD/e94NG9L15fENHBMq80fz/xh5tGkD6eqa/x1Q63N1nTNJEmHsjh1nzvIsWPid69dPvb6lH3NDxTGiV/UByLDyp7/eqvXTVzCxshLR36Zv7PDNeJoktJh5Q3/XTj3tDMJYwZ1ym2x/2CCOHZUHBLseHbhb8He2PN9JsAETk6AR8DcMxqcgJJuUwEwFoDeVDOs955JA+JsI68koHsJ8F+I4BTRqXwpr6TbqkUcCvGsGlwUKEJLHilnEWeDEaLEMSYA3KcW7UqCiZ4o0ae9XrjgRQouN0BOp2L9ta+fl0/1sGJLeh2A/s8TR5LAJfIY3/x5n6blxdGjiu0tWgjx8zU6VWbzl0iEwhTX2gu+jDw2tORzfVu6zG63bHK5UWQmWpiYELL0f97Xk0XULfEjQDK46eNdj55yFJ42uPPWJHtBW2FbCPCmxPjX35i7/D5vnPg+E2ACLMDcB84DAnHpmdMI0EqEFYgQTKC/Y89Iu9PXpim2kaMAcBIABRLBRnvajE7eyirjbGuBsDMA7QfECPXl1ONEW8lKmAwkRqco0vWJnAaVAHirmrrrlKPBiX0eWBOxvWVXp0kHk1OC3LYHS6Z9N+m4oBZKdmI70EFkOxKjRDcg/QiEB1Vr7m0j+9z3YcHv7W7WNAMEhRdVzd0y0esPiUkpjzsCCqMCXUEOXa42S6P3PnbcD+iHbur2q1J4qFtIZbUsInzoskzrk+Kef3vO8tOuK9/VY/TuQ2piC2NApR4ek7fxjeXZXY5lOvSuy67ptj33CzHFrSNSQWTYIadsLJvy+fpEb+z5PhNgAqcmwCNg7h0NTiB+nK2NTvAREKQAinEhPaROSfO69igampB9b5KL5J0iJ4GO+uX5qa99fyoHbJbLu0+6ffDHQliRdEzIP/jhsjnP3WqzXPkMAV6aZl98XHYgxZYwFACnAEA0AIijUsWHx6wT1LTck05x9x133yv/WJR4f9MCkycJQkHy5vefW/jWrS2yWndwk3saAIhwj2LKW+x6DlGtuUc3nllvuPOy3FXdPG1vkbzKmr3wnVNOo1tSbN3HuIqWG8uCDUJYdyoFG/+z8uVOlo62ZwDpUntO2nF+3DP04v+03pf/QIDLKck6QbXRQDuUZvNmfrDypFPc9/cZOc++vcMQg6mKPs79YwR82/9dcn0Le9GbSmFxE7HeW2U06kZNk8Yu44AbDf7RsMG/JQEW4L/la/1rOKWMsx0AXUz7iqlh+ladktbPa8snTAhQouzlAChLmjt635g3xFnao1e2MqDdKHXh1mnNBz7w2rWXTS8OCUKjWyNNlnDc3M/3AaAFAFxCLyXCUkISZ4eDrepiQ1xW0vM6UT8ESAIQkaJBTMeKEbGTdNhOEowyuN0b943Z57EZ9587okkLLBiVnYRmJ3rOBu9tnqe/e9v8mmlcxHIAKgeCWWLNO8+aO/5IQ+/q2zeiePugQyJBQovOy1pnL3h/57F+KCnZ7dSNo7YmpEx76O5i7T+RGoFLEtksAF6OMu0TwbTEdDYgFRBKpUg1fqg5VsNDN3f7ObLU0SmksioowOWSREYJIaAiXWBpUGDV73FNH3UCfPn+28s8Nkdf9c/Wv2/8x3ZJdkFM87X7o8PWBoRUVYUEV1Z75rpdBgO4ZEnPi4leRUDa9I/W9Pb6nvgBJsAEvBJgAfaKiB84FwSUR/7bljTns4h4FRCEekbCAFuBpCHqlFFbT2VTsY10AqCYzg1QU2cct16ZGXNlJzTgym+7dti7ul3LVmKHrrh6bN1J+dERePuio8GeRIYjJJHsiEg8ppOI6Vh7IcDSSY/u6OtJnwgkbCAC1oixCNJcs5ZbBUDGqMIbDJf+FAlJu4LB5EQQu7KKoopg/pCF+w80KQyr1kxtCsds+1OShMHxU0lCIE2Tcb5qPe47jEn2bFZbeaVeXt6t2BR1xMmVATJZ3DrOCTsax0SvSWxMQmJ1JNQB6agfALh0TFjGtTKRp+Wi2UKMj73csgySroPk+es/7gmxFqPnsqBAd2C10/Br28Tu77/145pz0Re4TibQWAmwADfWN38e+W0Zk/kTStAWAD2jTiT6XdPoyvzM0bknNlPJHPkjAHQXuqNaX/VM6WbG9ZuWlrd49K39H3BsSYgzFUSEykJoApxuCnNU6ncv+P5rIJpLIIUiaWsI5bYIeg8dMF5CakeA4jiS0B+NEEoQYNPGlLJdqqVq/boupRsB6R4AGgSIAZ4jREBOTwJeFOeQB3j+APCre/jsK6TIoggpoMrsEeLKsFLtUPutfSd98uGfjijdnjK+pLI4OkxI3pENWHEpmdPyNqaNvvmCDGe7KjI2dddIYhUilMkEb4WZvySEuUAUSjquQaK2IGMPAD0eSWoHSB4/CEBDoBJA3NQuYkNlaHjR7+ERBblNSkoejCssbmHQNM/xIZJE+A5AWddBHIUicaRackFFoNkdUllt2NJC+XrGBysH/t/tvSe9MWfZo+dRl+GmMIG/BQEW4L/Fa/xrO6GMzXyPQErGmulgESHKoyKEWCoBrdNRH6OUBG1cPXOk63BShEEA9AkAargtJTbaVTym6aGyx7fHxYLbIHn6sxCUyPKK3wvDwn7TyfmAfUq613jN2ZYrhxHiFAIQIRnFKFJkKTJY1cUBcbaWYud1B6Okf7H74G67EpVYCkQrADEDsP8nnhlekD66531Tn6DS0KjA8hCD5DTWfFtIoBtdVBlZXFLeYu9DJj3s06c/n+l4qP+dL+Rt7vq4uN/u4mVttAPN/lu2O6l/a5cOxtqBqIYAB8McjpDgkoqSuD2DJ83/yGu8Zkty9jAEmgJAx/mh5lgD7hz2j3ST293TaTZn70Zpww2/7Th0MDy0NC86YnrH3wofr9QiINfwj71a8q/PkxMi35nz80t/7Z7FrWcC5zcBFuDz+/00qtbFjs7qI8m0yKNnICZoxSxt7QndmhlUMYdaMyNcc9VMCQul1PTaQSmUuCUpT82w+hyd6ljIWZZ+9xHCSwAUKYwh4FrQ9Wxr/pK3T/YyFNsIHUCqQhHZI22GZxf0E4OGpjZd3dlW08JaHT7mz4TkiXwl7pz4Abpr5sZBN7t0PbDC9cjm5+t0VtqSkiXiTb8EBJFiihoQ1+oE2fmbrCf14+5WaVTsbC6GwzQvd5xPAUEaVedkZ5nAOSDAAnwOoHKVdSegjM3sf7S0hK8DQWzt+V0xItUIyOxZj5U0kN0SGd1uFNPNmixVV8nUDQ2GKPukNK9Rqby10Kb02wQAYkpXHEkSm5HmWdVFnhjQR67uM0YY7VXoFFPSOuLz+akznjly77Frhx6dso3e3uZ5Q2WgLGkyiPCRHoXVZJAIQav9gSGcE78rZEmjg51WDzKgsfnzn8/xaWf46XxRkm3H+AEeP9Qc63F+PH39iKC1qztWSLIGTRJ+++61n2Zc4Y0P32cCTKD+BFiA68+QazhHBCzpma8i4FI1OOzT2PKyR2TUxxDgNxCz+0YoaGFola9qNy9ZI39yaY8tS99/qWYd9yxetth+6SDB5NqPZEmquviPHwdiG/K0Ed1QwlVCOtWw2EC4+4/gHsc2Y+IlD252hZQvlgP2PAWlbeZF7ErsWx5TsG/nvoTmXcgNW0wSfR5iwEFUcuiVTU+dcXIHby7HJtvSJYDJtePtJWpO6nF+PHzV7UP3brzIk9Ix6YLvIjOXflrsrU6+zwSYQP0JsADXnyHX0IAERvUdtPjrAU0vqQiWzfF7K2nou/kPp6kL6z1SPJULNqWfEKahACAiaemHA3lkWvMWeY4TxdnuX0qgX1azZizdqVpffc9XFN1SJq20lBi7G9wylhkItobCQ+om385C+2rj2OeUFNscoD/8QIDMvByrx49hncYfKiuMiZAkHWLb5GS/8u2bqXWxwWWYABM4MwIswGfGi5/2M4FRfQbvmjekWaKkE5icevXOx16v0xrpmbhhU658HQDvAhD5e/Etq7rIM71syRpZDERhCLiXiBbY02be72u9nTpk7E8qNsaIJWJd1umLPaPP+bqr0sH2OshwlycPMcJb6karx48bE1/WdZcRTYHlWkj0gW1vrsg667MJvnLh55hAYyLAAtyY3vZf3Nes2P59SKLPlveKCP2+T3TN5iuEjntST58I4Wy4bVP6lYhoVghwwF2t95j85AVGSdJ/J0QddRiops1Y5Kud2BSRGII+s1RCaHxlzT6sFp2X35C94PSJEHyt/3TPKcm2EiAIAcQD1U53j9tb/pK0e+M/fhSNiOuw5rHpi2ZNOht2uA4mwAS8E2AB9s6InzgPCGQqV/ZHwNoUhIAvp7fK02WIA6CFqnXmVee6iSLClg76FgQoJwB5WlpSqdMsxYj9Xwhwja8CrLTP7A/yH370rqzQXJXBcliMevCddZOanms/RIQtIH0LAJYDktzLUWnSKgNllHSIa7+WBfhcvwCunwkcQ4AFmLvDX4KAEGAg/EpsFN7cIeTA59fHhoHYREwUAhK1V0fNPGX0rLPloE3p942I71zQ1Jz35j3xcbXHoNxAcO2ZCDDJ8BUCyjGauySpHCIQCTS3ERI6rbg26+t3vzpb7T1VPUqyzeNHMOn7OxySmonnWIDPNXWunwn8mQALMPeKvwQBIcAS4QIR8ULX3S2fe6SFy2wIWgUkAk5guWp9NfxcO5LVYmAHcrs2vXZfcyiKEuEysExH6Yb81FdOmRDixDaJETDJ0gIRh0p36y1var086sDmLitd1YGSSAc4b7fYsHxurxYdszq4kTallAAE6ASywUVxbTeknS4hxLltEdfOBBonARbgxvne/1JeZ1r6v4pIA4GoOQKWptoXewJeKLYRYr3y7toQlv9TrTPOKLdwXSD0Sr+zak/zAHNgpQaajLtzx73mc0o+S7LnWNVAImgOiKX2nFSPH//X++EVpfnxPVzVAVJUfO5vb67IbFeXtp1JmX6J07RgpySJwB8BweWuj7c94cmVzBcTYAINR4AFuOFYs6U6ErApV94KgCKCkxEQfrDmLRaJEiDONvIFAkirzVpkBqB3VevM2+toxmsxJXPkgwAwXXw0zfKrqytC5Z9+e+IN7xmcamtWOtpuBQSPHwjwQ16O1ePHvb0fWla4t+XFIkKHrskYqeze/b9VU30Wdq8NP+GBkX3vfS9/W8otnjjTJl2PCj9Y8N7650XAE76YABNoQAIswA0Im03VjcBb0DegVDFUijVXnfQeo+3fHpeVR8m6fxEAXSkiLupAj+RbX8uom6VTl+o1/uYte5pFt5M00o26JqW9stUN0bnzCOEqCbSpoYH5k0srlcEE1Ddthf3kx5H6vhWgHCz1+EGS3sO+YfRxfgzv/HhhaUFslIiUFZu05YsZP824/mz78a82zxVXV4SGi3VnEQ5zaxi425bBPAS6CjRpakl+6OQwpXQwEvWdb0/z+VjV2W4n18cEGgMBFuDG8Jb/4j5mxfZ/iiR6QoSkDLAcMo1cvfqYlHtiKvr+uQB0owhVCQCBALBZtc6oUyzoY1Fl9rRc4gYq+ubi7ms2JcWbRQTJAJeTEuyFOOjnVSLOs0j/V12TRghMQJ4EDvmEcHQqPG2FevR4UmxK1lMS1fhhMQeYVq8eeZwfd3Ufm1u8Py5BiKOuGSAwrLj6va0T6n3OeYgl8xKd3EVokDaSLh9dY/YkdPIkvQBdIqgWu7uPCfuZT0BH/fhMTfP5mNVfvLtx85lAgxFgAW4w1GyorgQy4/oVI4GpNLHc/O9lyz1J4k+8Ym0P3CmBNgoIu3pyKAAeIqDH7daZM+ti19ZT2bQ9LjZu/iXdwzVZApPLDREVDrj7q++pMCwEo0vFKR5PqvuaDMFHkul68h6ALnIWerID63r/1JX5nk1accmZxQQo1loD1BzrSTdb3d/3/14rK1CGVhRHe1ItyqZqiknYPueVpa8Pr4sfgxTbJpT0BNKl4BPKexJZiP/UJJ0g4YTHjyOpgRFQJ9AJEUnXsf/n+ak+bzarS1u5DBNobARYgBvbG/8L+XvnVMsAzYzl3V/uYN32r103V4W7UAtxD9EJ0gGh574iNax5kwSLrruuA8DNc6x5SxTbyCoAcNeO5MSa8QFCGGsfNWO2N9czuloSTGbplQU9OrXd1DKupSZJHkUKrK6mioAA/Oe3K15oYy+Yqu1rnw9AMoBhiFX9Zv6M7t2NDqOaIunSVES9CwGGHWOrzCmbDjll847ppQ8WEsHNKCR6AA0BonRA7KkGF4UlVDSxuEi/Dgk25021LhnSfCqJLBO6LqHI1WsKqNSbJO6Y+cq3rz/gzY8bLRkJumR6xWCq7OWqDog88XlzcNmrLkfEkysitXzP6J1giLrZOn9E9xlGVXWkSJI0FXXsAkjH+QFEewEhZ76adqu3NvB9JsAEvBNgAfbOiJ9oQAJDs+JvfDd137zbMy2PIeLzh/co7RODR9kpyULyNFkX2fyqavP4mQBBZJIXojtfI3hzJ7ZPKYGmXcogPBGIOhJiONZMrYrx3WbSYStIuA9IW0Uo/4ZE3VCSSoH0oUaX+2pNlmWRrF6MbU1ut6ZJsnPPmNeC4jJHTstLmzFaVGNTrnTUpOzF1Wnq4ktPxDOtV2yiSwpYbtac4owtVRoDsTggvHpW4p0yLAeDp+0DPAPPKs+gk8AEiBIAVYEE80GjN7v9njcoqAguMx4ytqgqCw/TnGYUa7biCgwrqTYHlRYajM4DplDHcoOheoWz2jwAQT/kKG5yc+kBJebIs55WSiQCdsEne8dI/3fxqDVv/JLdTfy9kmxz1A7cV6s5aX/yY3DstESQcQkRtvTEwQYqIoLfPrOnXdKAXYJNMYG/LQEW4L/tq/3rOXbH1Og4XTZvR4D9BCB2AbsAwVAzO1ozyUsI4uSM+PuA2r+vzQlMes1t1AHA+S1cvxSIPLuMa7QSjUQgoRC6mhlXUc4zDeyZSEbPhDIadB1csgxRpRU7i8KCm7tJuvBA2isbjqWZpfTTSYgloMGqLv7T8Z3o0VPjzLK8vWlFQdHgrZ/GRTmKRP3gJBPs0pLgR+clUDQg2g0ILiAMqE0afGRKWBdtE9PYwo9+S/IqygtjYo7YF6NhgYP0mmzCRzZTnXRn8FgAACAASURBVOptm4PKK11VgYHxHX79Z/bC9z469jklOUuIqvjxYlBzrKc8hnSTkt3OBfonCNCuhjGUEdE3gKZ/f6Y++Ntfr6dxi5nA+UGABfj8eA+NuhXDbXEviCldQrhDxFv2xCquSVafRwA7k760lEZviRiAGhplpKYP5y0pFPf/b2p8lNPgTiEds0HCNp6RZM06ppCnIgDaRSgtnp2a94RiGymmpSsIYS/qEAZITQHQCEB2o1uPl0in5gcK8XelGRHBQ3mjZ76iZD/cTh31n+MibE2NvypK1jVhXytS3SETYakQMM8Vl257gTwbsrDGDyCPH0M3zK2OL9lj1knSnWDGLEcqoFtumrf1YY8f8aOnRrnBkIIGPRtBagNER/0AhCIC2CUBLs57OfWJwXGZJBlcZAqscGpuo8HtDJBJk8EY6NCcjmC5ZkRb81nHtsmZO+P714am9h9+Tdaid46LsBXfcWqUjrLHD7VJUQgsPXkqxWM75iDFJjZiXSl+GCBA6aeq9egPg0bdgdl5JlBHAizAdQTHxc4egWE2xQEA5QAQLUalBLAQ0DB6TuqezUes2JR+QiyiEGF0at7izJNZH56ppB4eAk8EABHgQuwwLpQAxs6yqu8e+7wlc+R3gPij3frqUzePuGJuWWDAv675ZZ3Qrb0vDR10k936yupTeVebEOI7z/jTKLUatXvhriPPKuliSvcPPwBgocGIo/e8mLo5s6fyIAJMF6PXAr0pLK3u88LPG2xiR/SfLiU9M/XwkL3GD/KM9oXvY9UM63F+DO/8+CFzSOmG13+e3ufW9hN+riyNutgzegbYG9/x1yf/s2jOKde9axNCfCecNkrYaveGUUf9ON2bHaRkPgiA02s3nW00SHDzx/us289eb+CamEDjIcAC3Hje9Xnn6TCbMhcRmhCBWH80iBGqQYKe/xulHjfqtCn9shDwVgBqQjq+b81fdNvpnBmepVxPAO8BeY4kiT6+DxDmzk5VHzm2XFZPpfJwII9iBGhGAOutK9Su3iBlWvptQIQUsbQLgI9a1cXZSrptLgA2AaCjfgBJPdUpo47zY2yPXltayHvaialoEzrFNHJm2so8z7ryyYU463pA4Qf94QfgXDUj9Tg/BilZlQRUjIDNAGj9fNXq1Q9LcuYGBEwBAHEu+VE1x5rtzfcj9wdZMt8GlIYDQQUgBROS7bO8tFP64Wu9/BwTaGwEWIAb2xs/T/y93RZ7J4I0UwzAatdy35htVU8ZStKm9DsIAOIojW5VF594pOZPXvWdAIb4KEWM6uIJqEwCKHzHak868uCEvhAQVakI8RGX07pCNfuCJkvpVyn2ZwHiB4Dw+ou3XhcvIcysnc4W39Mbaob1lH7c161/VbJxk7mCgmn8r9u9x32eMMGgVETV+EFQBhIU2l+2HvWjL0wICFeijvoxX7X65IeSnFVJRCZE+AB1eD1vs3WJL/4feWawYnudAO8BoPz5qlU5k7L8LBNgAjUEWIC5J/iFwDCbsgoAOojYFhLA3Hes6mlDSGbEXtnBgLgeEQw60KOj1SWTfWn4MJvy8+Gp4N61W7jmzbbab552kfI0EiWjBIMRUAJJvzz1l5qzuqe7MpUrUxFwmpjmJaSBaeqSRUq6zeMHEASIUbaaYT2tH7EdMzo8EmLbJHaB6SBVylDVK23FgeM2eZ2sDUq6rcaPmgBW8+wZ1ptvUKY9jYTJADhY7KKWdLj8Ex/O6irJninuaZ4NVRoNVLfULcjGIMVWVRuEpJTcdPlnB9K8+uGNMd9nAo2JAAtwY3rb54GvQzMtl8mIC4k8cZ0lAH3cbGu+19CRmZZ+lyDCvMOxmEXO3A1WdXFnX90ZbovbQUCtAECs0VKHb3BTcCHFI4CFCNZZf1U9x3K8XTal3yEAEFmX3GvbtHhs4YWdxeYxoyeZH8K4/JetXv2wdM685ALY8cWQgE/CXWTSTFgtjht3HvXL8dPuJ2tLXLptBwEc9aPbB7RZdmMcAFoAaN181eqTH0qy7agfoNG1dRXgwbHTBpIkfUEAJQgQbACp88fq8dPu3pjyfSbQmAmwADfmt+8H32/PsjyLhKMJIAgBtsy2qj6HjLQp/TYhQCsCMAPqT1rzvhXnhH26hmUqKiBYAHB7j3f1PATsQQRB4UGO6LuXFhd7qyRLGXA9gf5ZbbjLqq96dfl4Y6vmN4EOQYCwRc2w+uyHkmzbNDZ4SgcZNCjWI3c+vTKntTf7R+4rYzNVIbiIsL3HHMoDxB4AFISO8OhPi+/26ofSUawr01E/dMRr8zfWPcLVIMUmzkQHIMC381Wrz4kpfPWXn2MCf2cCLMB/57d7nvk2zKZ8AQAiulIvAiibY1XFruczujKVfl8j0AAA1CxqZMC/4EMR/9nrdbvNMgQB5wGQO7AEq5K/FBubcKMvG68mQF9DtGIsIc9oF4onDb3+1yN+HN6dXKZmWM/Yj3u6D9zZ2bBeBLgAHfHB0cvzXvHqBABY0m1DEEAkgXB3WABVIYUQCAgbfdl4BX0nGJSD0SU1o3YoVnPqf4xokCXreUAa72k74v3z81Jn+OIHP8MEmACvAXMfaEACwzKVcgKoRoQoHWjku1b7Gcdpzorr/xURXQgATQBgp1Vd7PPocVimsgAQrpbcQMZKwJTPaEzar/Zp3hDYlP57ASgOgPYDSXsm3X5tRyCoBsQoIhhpn2I9Yz/iOmZ9lR4yeaBGMhhQIwTtQusK+ymPPx3bRiU9c0Hn+Xg1akBGEROMaMx8e5pXP5Rk215xXBlqAp3ssedYe3rz3Zf7gxSby5OIAsGEBL0+tVt98sOXuvkZJvB3JsAj4L/z2z3PfBMCDEgBgFg4O1UVYRrP+MqwXJFgROkTAOhSu4lwt1Vd7FPu3LuzYpu6SDogMhC0XQLak5+r4ujTaS+bcuXPACg2cYnZ59sRDR1fuu1aKwEGIGChmpFaJz8sXTMSxpqydxrALe90t4KPq27arW6y+uRH7ONZTdt9A/tDDhLKbtDmq1avfijJtZu4hBsEtyNix7yc1JOeQ/bG5MT7gyy2EkIIRYAv5qvWG860PD/PBBorARbgxvrm/eB3jQBDsCTR8Fmj7F6TI5yuiba4/lNA10cAosgaJDZleT37Kuq7a7JSpJkgUoweZ41RRVxmEfLxpJctrt8OIGgFpJcBYolVXdJcPKikZ5YDYDCBNNyeMarOfmT1VMQGpmuqyQyZFWkiRscGNcf7GV7Rhp6X24qabYNI3YD0Re4oA4hgz6e44pJrNm+JY0yHA5mUqDlWjx9n6xqkZH0BQNcAQMl81fqn5A9nyw7XwwT+bgRYgP9ub/Q89WeYTRGhIMV6rWm2Va13v7Mp/X4AgIvFeA4BDATgQh0HpOYvOuVxoqyeyswSBW7d1gdCZRfomgn2vGNVj56pPYLOZuk/hJCmi13SnvEiSbsR9Q9T1cWPKOk2EcNZE2Ev1QxrvfzIvkgZqiHOcZMBtmrt9K+qrxWZGVw64oDTbYy6QcmaCTLdghqEuQNAX3sT7FGPORt8xA9Lslgvpuk1u6RBhNjcfXjk+6Gac3wgj/p2mUFK9lACfTZ6gnrQ+/PVtHvqWyeXZwKNgUC9/gFpDIDYx7NDYJhNKQGiIJBw2+xU33c+e7OeZek/npBGidDHQr0IYF2YI+SKu4s//dOO4KyercMIHCUrh9bIKgC0v+hQkB3AkZE6UR2RFTuwqS65ZiHA1bV2HUCwwGpffPORdijpNrEZKwhB2qZmpPq88/lkftgustwPiGLz1b5lzt4//ei6VCSPiPWk6UVa55DDrihe9+edzQNbZ4WZHFQSCTrYYyTa2IfaP/alZAdHdUaqOm5EbNesppJbnwWER/0ggAX2HOtRP7xxPZP7N1hs9yOCxw8ASp+vpr1/JuX5WSbQWAmwADfWN9/Aft+eZcmRCNvrRJ/OSbPfdDbNe6JTgSc7koYIkkjxgwAbiKRZafaF00QWpKynlZ2kwdVYBmvXJEGgmK8N0aCyXSkEgg6lkBOtYVRVBEU4Ed5t4wYJdgGBYlUXexIqHB1Vjs3KQfz/9u4Huoryzhv49zc3ARIQUuKf3AlVeHktiFXbqo3ue5S2/itbayw9VqtBrdtt13a5c4GEbnUluSjuCwly59LlrR5Pa2v8s9auYrVSulW27lHYYrW1SF1FtJC5Uf4oEQhJ7p3fyzM3oJQ/uflDhiTfOafncJqZeeb3mSf+MjPP8/z0NFV9PL043qs4UueXfVZ9a415M+Cs8QrM6lSAjlAgGywQEhR4kj+qpT9NvxJfYh7FU/biDYrsF1sQeWkMtGh3RJAdrq3H7Q5ianlxhJU9ISslY7O+LCspzFjARgVs70/OAXH0pf+VZanPqqVBHPl8j+7LtnkuCgxkASbggXz3Bsi1VyWjzypkoljBspBLH4ilnb6+9Fp8bsTHopFGETkf0NFQKcI1b0TwWzsrl/3FVMRVFJi8Blk3BtjdOWxpcgtwnHk5blJ2UOjQUuwu3KXH716L9shILfR/OWu+V2euN1qdNEUYJgLWOAWWphtivYrDrYjOgMp9ELQDWu+sSc/D52pHRLd8rFEsMYUVRitQ9O0dHZGniwuyV+3MWL4plWSej83qH52IH9Y/Cor25sIQ6E6RXSdmdG27hZGFil/O8mqCOPp6uzLqzlDBfQq0Q1H/RNqZ19dt8HwUGIwCTMCD8a4eYzFVudH5gNSY778+9MYHnfT9R+MSl9gX11nH75mmW0bslqs2nKOj2kdKgcmsppublGWyE/CnjwGthcCwdsHprxdrQUmbSsQXLfR9CCJQzULErK/cAujz25GekUhgT7TanS9AEIcqbkwvdnoVR+q8qAuVmX7u1e2G+Jr0542L/cklddEOTPMKZfc338+cM1rVJND9v6vmH+Zj+m7zfwmwpSBYUkyPzwR1DGWYqsnDEfNGIBeHtkDl+e3pD2Yk0HXZwe7em8poyt1bsWkm4G+GYsPydDyIgxsFKHBkASZg9pB+EegchBXxxa94MNZsFrI4Kptba5sRyh7gTwAk95y7J/Ieni0vwOZRx+HEt1r/57LdRTuiQOHOgtazlk38tKBgRcz79UQB/GQiOkt8uV4VZ1oWRH31IRIRYE8s4RUFg7CAiJ+ViuYlsV7FkayI/lwgVwp0fWxN+pMfBXHtejNi3IOPCZCgUhRaLbz3i5EFBRsLreMmt6B1VAZFpvDx7yegFVv00xgmK7xXYhMB8ZPRhlkier1Cz7RgiZqkLMjF4dWY6kp9tl0ZTf4cIleqyvrl6dgBcfRZIzwRBQahABPwILypx1pI1yXtq0Vg1kkeJ9Cb73fSPzwa1+jWRh+FyjQgWB7SPPOusIb718duad6Ssi++B8WF1X7JH6L/cxHWt9i5J0qV4jEPxN5o+evr+XG8pKRlTPEzIviU5p4+mzdmx//nI3uu/j+dlYluTi92ehVHqsJe50M/IZDdzhrPrDEdbG60/lGI5uIw62xAV1h+5vpY8y1b7NNT9xS3oXrKbj8KkfVmuJYZVFbcJmPeWBo7OI6S2pKW4lHPCORTuVLBaBaVpbF09Z19dQ8q7dQ6qP8JiOxe7jn74+ir8/M8FBisAkzAg/XOHkNxVbn2jwBcbb5nquiMB2PpB/ry8lK19iKFXgWVU8w33r2rU6UF+l1nftos2HHA5lbYG1/+Ck7uKIJlqbZkLfm3B2Letw53Pan5ZVM1a60UQWHWfEeGWF7WRmNrVVV6caxXcbgVthmLbVaQiphBWCm7fpGqXAXRU8wiIwqkRfFdJ11zUByVtrsxW4iTrQys1z+HD3ZE5WGvIXb4OMrumqpWdqVAChVqnuLN7/4LjldzYW/vRaXtms/Q7ebNAAdh9VaTxw8lASbgoXS3Q4y1yrVzFXgEv2yMeZf35aW4tfYmgY5WyGiIbHDqmg67PKUC1o0NdsYvgJz0Gt5r+H/e2Hyuxa21XxLgjHYttF7OnIVn2i/+pdcQ63EcSyuiVT7kflXsiv+3F4xQdu1Fm0St0So6GoINTlPNEZbZVOvyk5dmrKxKdhjee2qjk18cdv1LAjlDVVvFsu6JNc2Zk0/8h9vnyujSKhX/foXuesKLH7WR1r25Rh5LgWNVgAn4WL0zg+y6rnXtJwS4XKAfNDrpPnlNmaotX6C+roOF3JOo4HmnzjOviI+4me/RkQ5ERm2DTlrhnxR7qXlLV8cECbLWfguAeTrFu9mTsh/T5onVC9Jv53PsX++TqrDf2TsivFRV9lhNs13VzDog0vlELc87XnWXcUy63s1M+g0i5lF5mC8n/qw5ll8cdn1nHOZIfblD5SvV6eoexVFpp96BaqmK7mEC7klP4DFDWYAJeCjf/X6K/QY3enYGslqg7WaQbqPjmWo8vd7c2ugaQE6G4iQImpyE1+USizOS0VkqcldBq6rli5z5OFbE/9sz31u73KJz3LP/ofju35VY78seLdIi2bMilmgySzB2a0udG/17teQeBbZDMVw2zV4H0ZMBmHWlmxyvpss4onOSs856MhdHJCNivhM/4cXziiP4Y8KufwPBlCrZKqK/izXVdDuOK6KpvxfRewDdbkpEMgF3qxtwZwp8OLWBFhQ4mgJVqfJvQzU3aEn0zsZYuteFANxa+10oSkTQsQ3emETCTDI68nada14l6xkjt6N1ygqMCEZKWzrdeeHg78WHOtP4miU3O8WLl5mhUdu09M3b5/9xYldt/vXP3Qp7G4DjAKwOpjptmvVZACVm+u42b+eYBBJdxmFXuy8pcMYZT6G16H2MCEZKK6YvTzsHfS8+1PU9gkciafvtPea7rQIr417NvlWz8g6n0na3CXCcdsax3HN6/Eo+70a5IwUGkQCfgAfRzTzWQ7nOtf8DwBfMVJhGxzNFFHq0dQ6MegoaJB7zCvaK2HzvF12d7MYfl5RkdhRvg2A3VNee+5BlSgyeagY7xdd4dlfH7/t51a2Vb5xb8LuJppRgRLKvOon8l9Z0K+x1UJwWTOPtOOHf8U7VdJhVvBBMEboi5tV0GUfJjT8uKS7dsc2MOlbo2oqHpFwVpwKaXu7F847DLV94K9S6QyBtCt3geDV5L61ZabvrFLk4LJUlj6djt+Xrx/0oQIGcABMwe0K/CNy41J6c8fEHALvMYCz1/csfmNX8dE8aT86zLxHgKVjBU98OJ+HlVYGnyrV/j9y0orTVoU3n/EymdP4OFAeDt1YffvDWvuu0v790Mjr8P9xU9KPICdaWSFYLdljScXk8kf6vrmJxK8qqAateFWb6bgdazrkFLRf839x8Zd3heDV5xWFXu78H5FMQTY/chs1TVsAkTvO7bKZfbVje5ORdI9m16809ORPAFlWZHk9XdxlHZZlbDQv1gFnwQzpU9dIn0nFTHIMbBSjQDQEm4G5gcdfeCVyfPPFMlYJn1SwVCck2Op558uv2lkvA+jRERH3Mit/upbo6yYxU2VSF9Sxyq0Q9Bl/WNc7y6tyK6KN711s2T6FmmcrnndVdD+I6sTp55gWFq1dfOOy3RVlE4KPj9OpE86tHugb3PPsBKL5ulgUB8KqzxjsnaS+8RNR6Opg6BX9W3Ptel3GU1aSmWgpjGMQh8Nd5DbPqKqPuo3vLGebiAJ5f7jldDuIy1+vai+YCslBVMxm1zqpurj5iHJW2+4ACX7eAPQq8utxzzunKnj+nAAUOLcAEzJ7R7wJVru1BUCaKH93veN/szgW488ovgug3Af2aQNrN6lT5HF/l2m1mCUmz7+btXtGqRJAIg82tiG4Uxdi9g7NGBz8u8iYkVnX9PXnxvJPN6lLiq9VWM/+tw/4x4Z5n3wvF33VWa+qA+N/CpprNUP+bUHxNBO35rk5lV7v74/BGbi9C4sOlJa+Muht9yFgx05iAzTu87RNW5fE92bXrdwFq7V0udJfj1Rx/OM8rbPdeAf4uN0VZOywf33qs2flJPv7chwIUOFiACZi9ol8FrkuWLxFRR0V3CWQkfL2/MZ6+Id+LcOfZMyFYCLOoB/SVeCJtXp8ecaty7ZcgOAuKdyAoaYwdmLRTFWYhj+DpdFxnWYZWCK6JrT78d+Xy6uSSLw//hXNawXpp1SL8xf/4+mV3rDKvtPdvS8+3J/s+TJWgkVBkxMJzqtjqrPG+7tqLZponzyAOlVfi6eou47Br3Jegchag70CkxKuPHfDHR6WdWgTo/jiAYD3ra5Z7sSN+V15aVv+QWnI1oFsV+rDjzY19NI6v2ksnZ+Dn4ghW05bnzL7LPce0xY0CFOihABNwD+F4WM8FrnXHnWrBf9SM4jXlBFTx3Qfi3rJ8zrj09lMmaLZjQ/D1Uf3Px25v/s8jHVfl2m9BMA4Kf++DW11jLH3YJRjd8+1r4WMxgFIAZqrU++qjNv67Q7/irr3tzAVjra23tOoIpHY7phrxd73F8WWpipOnKDJL9r4KvjRoFzADv0Y5az4ceLb0lPoJ2iEbzFJY4uvnY81zjxiHXe2+Bcg4891VVerSi2OHjaPSdq9VYLEFlGpnHHsvrna5Fz/kK+5UeX1cFeZ6tztejYk92CpPTk1BRnNxAKY2ohn1PGq55/R4AF0+95j7UGCoCDABD5U7fQzGOcO131XAvC4dBsUzjXHv4q4us7YWI8aqbQoVRLKwSmcnNm8/1DFXPYLI8LT9Wm6uq5oCDSO6mn+cOq98gap/MVRMAQSzspSp+GcWUG73oa9bls7MoOCV2S/k2vzB98tLs4W6xUcEG1vH+8P+0GYdv3tbe1FH63DzcwF2Atipgp9CJeusabpl37XWonbEWHuU+Xkka0VKZ2+efcg4cNUjEfuUdBCHAjsFGOE1OEecR11ZnloAXy9WwQTBh3EA0g71X/fVmjmiIPPKzzrb/EH5naVZLTSLeHTshqxcjUJzT8z0qvLc9UouDuhPLUH28SZnfxxd3S/+nAIUOLwAEzB7RygCVcvsSdqut4vIZXuf1o4LnoSBPxda+Mp9M70/H+6i3Hm2WTs5I4IRsTpvX0ncA3af4Zbf6kPrBEEVIYXIEqie2+h4ea977FaYqkrmm7Fa5gyQoPxuUHq381uu+YZciC+iIKgNaH76KyArEUQ0i6xYTRH1x2attlNnv7Ct6a/jce16s3ZyRiAjYl71IeMor3Zv3dugqeEbxCGQJQo912tw8o6j0naDOFRhBcULg8qFuTg6v+UGcXwB7QX7wngWw1Wgmc6nZ7Nq1knZtuypT26bfVAcoXQeNkqBQSLABDxIbuRADuO6ZPS/BDJp/1OnypsZzV708Kxm8x//A7Zkrf0cFGebLOgkDpxLPMO15ypwnZlWY0YJiXn1C2xqdLzPdNcndW7ZVN+ygkFbAtwERaVJ+mpq3ivagyrDZh7yF4OkBqxBZteukdni9t3Dfzv+Ql398fNkyjuvvvOn0snnNSdnHRyHXf8cgLPNwY5XfcArXbvGnQvNxWFKIe2ttRvE4TU43Y7jy2WpqWL5nXHITebNsnkbkJtCZAooBA2M+ALaDSl+j2GZ9wBPgu/hcstyL7bwinGp6U9sjv17dw25PwUocGQBJmD2kNAFrkvaD8PST4qKWYLRrBCV28QUkrdehu/PLi62X7nn2y92uAm7Elk8BkH2xROkTH3MUMlWwLeuyJXvCx5R23wfq8QS32/3b36wumfrNe+7DPf88ouQ1SkWCp/cWvx2emyr3aLAmr3fQxvkUjymCJ4vH33s7a+WqmDi66X/27y+zsUR/CUgLRb0ZV/82faO4ldevOfbHa59VyWQNatWZRd9pagMRf6MLKTCgr8/DkDaAH+VwPJ9bb85vbhn6zXvi+PKcveirGIKCq0nP3h7a3qMPbZFoWsU0nAROh5TVbVEHn0GRa5o26jH07NXht45eAEUGMQCTMCD+OYOtNCCubpq/VpVzQtfMzjLTI3Zt1pMMPel812t+Xdnegt2MI9xbapaICKm6tKWRif/1al64+TOs81UpD2q0h6f31RizlU2KzXViuivc/V3LYHJa52P0ubvg/HNvv+lF7JS1KZi+cCia4d9+EpYtE19LRBL3oNii9fg5L06Va/isOvNE/EeFbTHm2qCOLhRgAJHV4AJ+Oj68uzdFPh60r5k3yERwb0KlIn5hgm0W+YTq+pwX8QyCxhnBe1moJMKslBY2uFfaBXI2PvjXa9K1c3LOuTud999duEeL22+5bYL/AWxRPP8fTvac5L744AlZh5wWec8ZLN/tmplx/AT3oc1LKNouGZYe9bCTohkTbL2teNCKSgYm14Y73JVqj6J4+y7C/ekW3Jx+LIg1ly9P46+OD/PQQEKHFqACZg945gVuC4Z/aElsup/jfYef/ODsrm+H5ktor86rQXT/zwaBcOzePLe2d6XZ7h26n7HO2Duan8EtaQ2+hlLZa15Bh8Nr+gbH1nc46PtR6uTPxTIKm/k6MfLdn4wNyL+7MKM9atZj7R91YyCfur8yJMrfz77y/YcN+Utdvo/juiiz1gia83T+WhvZ9E38OHiHv3hyDYoMFQFmICH6p0foHH/6x3232Ta8ZBY+LgqnnMS3tSwQnHnla8C9EIIOiC4wanzHs73Wv7VXvw3GWQfElgfV+A5x6sOL47yRaugYkZWdwC4wfFq8o4j33i5HwUocLAAEzB7xYASuKs2emkE8jQUWQjedRKeWb0qlC01L/p+MI9ZZJOqPh2fn/6HfC/kruiiSyMiphiFmf3zruPVhBdHtL4zDmxSxdPxdE3eceQbL/ejAAWYgNkHBoFA8rboP4kl/2JCERScHkv85YgFBI5GyEtqy8Zbar1pykH4KtPi871fd7edZHTRP4l0xlHQcXrsL7f0fxxl/zLesgreFBXfl+y0uPe9bsfR3bi5PwUokBPgEzB7woAUcGvtjQDGA1jpJLzL+juIZG35BlGdoNAsIH/bkwRsrtm1GzYCOh7QlY43t//jKF+0QVQmqGoWon/LBNzfPYntDWUBjhIr0wAACWhJREFUJuChfPcHaOypfx43XSN+owiyqhhlCU6bWXf41bP6OsyldfZkX7E+mP7kw6wY9aWeJODUuIXT1bcaBZJV6CgLctpMr/qwq4D1eRx2w2Qfur5zZayMwv8SE3BfK/N8FDi8ABMwe8eAFLjr1tLygoLhaxU40axT7CS8Mf0ViFtrm6T1CdOuRPwrYvOOXBDiSNd1V+kd5QXDPxKHV9N/cdiL1gOSi8PXK7oqCNFfvmyHAkNFgAl4qNzpQRinW2cvhI9vdC5heZ+T6F5t4Z6QuLW2+UZ6sQJbTVnAeCL9yZ6c56PHuHbDQsD/BmCN3fs6+j7Hq+lWjeSetO/a9R/GofJOPF3d6zh6ch08hgJDWYAJeCjf/QEeu1tbfidU40EpBMFwCB506jyzhvJR2ZK19ndE8QNzchV9HpDN8YR3TW8bc8vr74QiFwdgKik96Hg1Ry8Ou+E7As3FoXgeIpvjXnWv4+itA4+nwFATYAIeand8EMabMk+lgouC8gLqz3Vub27o6zCTtdGfCOR6s+QlBG1H45V3KngqlYvMuprwda7TPLfv44jW/0QE1wNoM/9z+vGVd1/fE56PAgNdgAl4oN9BXj/cWvshANM759QWAXjVSfTdWtBurX2vCG4KErxgq0JXxRPpr/U1vWvXHxyHV9Nna0G7dv29ArkpSPDAVlWsiqdr+jyOvnbh+SgwWAWYgAfrnR1icbmJshuQtWaq4NMS1O/Fe4B+30mk7+kpxZJ5ZdMsWI+JhWFQ3aWQN52Ed9ayf7YnfecO77WenvdIx7llDTfA0pkK/bQpQgzgPaj/fSf9vZ7HUdYwzbL0MYEMg2KXir7peDVnLbMXTvqO972jEsfRsOE5KTDYBJiAB9sdHeLxuHX2HigyUAyDoFCAdwU6Z2Yi3ZgvTao2ukAhs3LfY9WHyBZT5AgRa5Jz2+bX8z1Pb/Zz7fo9ADKdBRxycag1Z2Z6Tv5xRBsWqGguDjNhal8cVuEkZ7PTL3H0xoDHUmCwCzABD/Y7PMTiS9ZFL7SAS1RlqipOF9ExgEQMgwhe9VX/bAGb1cJa8fU1hZhCBKa+77WqegEgpqZwQVDgEHjfzPV1El5psrZ8STzRZJJZv2zJaMOFFvxLVGSqQk8XlTEQ5OKAiQO5OOCvFcVrKpHPWKItCsnFIUFt5ILOOb7vm+LKjlddmiyvXxJvqum3OPoFi41QYIAKMAEP0BvHyz6ygFtnP6k+PrdvLxEUKkxdXrFEglrDJsHmygt3fhQN/i3aGiRhxW8guECROTeeePePYXm7dv2Tio/EARSaOskiptCwiJpxzPviMJHs2xStuSQsvwH0As3g3Pi7NaHFEZYf26XAsSzABHws3x1eW58JuPPsDAS7BLrJVxktghMAFAJIAxhrauHuHUn9HBTTROUfY/Ob7jYrXvXnClv5BOva9ea19C5R2eSLjhboCYBVCPidcYip6/scgGki1j/GmubcvdRumNyfK2zlEwf3oQAFuBY0+8AQFEjWRp8VUwIwkZ6XTNhXQ3FZvM67yVC4t0XPdm5PvzgQWJLR+lwc6Zp5SXvR1YBcFvdqcnFEG8520tUDIo6BYM1rpMDREOAT8NFQ5TkpQAEKUIACXQgwAbOLUIACFKAABUIQYAIOAZ1NUoACFKAABZiA2QcoQAEKUIACIQgwAYeAziYpQAEKUIACTMDsAxSgAAUoQIEQBJiAQ0BnkxSgAAUoQAEmYPYBClCAAhSgQAgCTMAhoLNJClCAAhSgABMw+wAFKEABClAgBAEm4BDQ2SQFKEABClCACZh9gAIUoAAFKBCCABNwCOhskgIUoAAFKMAEzD5AAQpQgAIUCEGACTgEdDZJAQpQgAIUYAJmH6AABShAAQqEIMAEHAI6m6QABShAAQowAbMPUIACFKAABUIQYAIOAZ1NUoACFKAABZiA2QcoQAEKUIACIQgwAYeAziYpQAEKUIACTMDsAxSgAAUoQIEQBJiAQ0BnkxSgAAUoQAEmYPYBClCAAhSgQAgCTMAhoLNJClCAAhSgABMw+wAFKEABClAgBAEm4BDQ2SQFKEABClCACZh9gAIUoAAFKBCCABNwCOhskgIUoAAFKMAEzD5AAQpQgAIUCEGACTgEdDZJAQpQgAIUYAJmH6AABShAAQqEIMAEHAI6m6QABShAAQowAbMPUIACFKAABUIQYAIOAZ1NUoACFKAABZiA2QcoQAEKUIACIQgwAYeAziYpQAEKUIACTMDsAxSgAAUoQIEQBJiAQ0BnkxSgAAUoQAEmYPYBClCAAhSgQAgCTMAhoLNJClCAAhSgABMw+wAFKEABClAgBAEm4BDQ2SQFKEABClCACZh9gAIUoAAFKBCCABNwCOhskgIUoAAFKMAEzD5AAQpQgAIUCEGACTgEdDZJAQpQgAIUYAJmH6AABShAAQqEIMAEHAI6m6QABShAAQowAbMPUIACFKAABUIQYAIOAZ1NUoACFKAABZiA2QcoQAEKUIACIQgwAYeAziYpQAEKUIACTMDsAxSgAAUoQIEQBJiAQ0BnkxSgAAUoQAEmYPYBClCAAhSgQAgCTMAhoLNJClCAAhSgABMw+wAFKEABClAgBAEm4BDQ2SQFKEABClCACZh9gAIUoAAFKBCCABNwCOhskgIUoAAFKMAEzD5AAQpQgAIUCEGACTgEdDZJAQpQgAIUYAJmH6AABShAAQqEIMAEHAI6m6QABShAAQowAbMPUIACFKAABUIQYAIOAZ1NUoACFKAABZiA2QcoQAEKUIACIQgwAYeAziYpQAEKUIACTMDsAxSgAAUoQIEQBJiAQ0BnkxSgAAUoQAEmYPYBClCAAhSgQAgCTMAhoLNJClCAAhSgABMw+wAFKEABClAgBAEm4BDQ2SQFKEABClCACZh9gAIUoAAFKBCCABNwCOhskgIUoAAFKMAEzD5AAQpQgAIUCEGACTgEdDZJAQpQgAIUYAJmH6AABShAAQqEIMAEHAI6m6QABShAAQowAbMPUIACFKAABUIQYAIOAZ1NUoACFKAABZiA2QcoQAEKUIACIQgwAYeAziYpQAEKUIACTMDsAxSgAAUoQIEQBJiAQ0BnkxSgAAUoQAEmYPYBClCAAhSgQAgCTMAhoLNJClCAAhSgABMw+wAFKEABClAgBAEm4BDQ2SQFKEABClCACZh9gAIUoAAFKBCCABNwCOhskgIUoAAFKPD/AW4Ha4UoEh6MAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="22"></list></costumes><sounds><list struct="atomic" id="23"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-50" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,55.40000000000004,25.999999999999986,1" pen="tip" id="28"><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="263.3333333333333" y="41" w="242.66666666666669" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="14" y="135.16666666666669"><block s="doRepeat"><l>5</l><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><custom-block s="pinwheel, branches %s"><l>36</l></custom-block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="turn"><l>90</l></block><block s="forward"><l>50</l></block><block s="down"></block></script></block></script><script x="10" y="44.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block></script></scripts></sprite><watcher var="number of branches" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="number of branches"><l>0</l></variable></variables></scene></scenes></project><media name="U1L3-Pinwheel 2" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>