<snapdata remixID="14982711"><project name="pinwheel" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;numBranch&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="numBranch"/><script><block s="forward"><l>80</l></block><block s="doWait"><l>.2</l></block><block s="forward"><l>-60</l></block><block s="doWait"><l>.2</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numBranch"/></block></block></script></block></script></block-definition><block-definition s="reset" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="34"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAQAElEQVR4AezdCYBcVZ3v8f+/OgsIAgI64HNBGYMiIgJC6C2EfRNBCbImXR3IoAyz6Dx94zyZPHVm3rgM83QEJ5KuTsImERTQCIIk6e4KOyoSNscFRcaFcUS2kHTVeb9TBAxJOqnqru3e+23Oza1bde855/85dP/r3FtLzvhBAAEEEEAAgaYLkICbTk6DCCCAAAIImGU7AfN/AAIIIIAAAi0SIAG3CJ5mEUAAAQSyLUACzu74EzkCCCCAQAsFSMAtxKdpBBBAAIHsCpCAszv22Y6c6BFAAIEWC5CAWzwANI8AAgggkE0BEnA2x52osy1A9Agg0AYCJOA2GAS6gAACCCCQPQEScPbGnIgRyLYA0SPQJgIk4DYZCLqBAAIIIJAtARJwtsabaBFAINsCRN9GAiTgNhoMuoIAAgggkB0BEnB2xppIEUAAgWwLtFn0JOA2GxC6gwACCCCQDQEScDbGmSgRQAABBNpMoMkJuM2ipzsIIIAAAgi0SIAE3CJ4mkUAAQQQyLYACbiJ409TCCCAAAIIvChAAn5RgjUCCCCAAAJNFCABNxE7200RPQIIIIDAhgIk4A01uI0AAggggECTBEjATYKmmWwLED0CCCCwsQAJeGMRthFAAAEEEGiCAAm4Ccg0gUC2BYgeAQQ2J0AC3pwK9yGAAAIIINBgARJwg4GpHgEEsi1A9AiMJUACHkuG+xFAAAEEEGigAAm4gbhUjQACCGRbgOi3JEAC3pIOjyGAAAIIINAgARJwg2CpFgEEEEAg2wJbi54EvDUhHkcAAQQQQKABAiTgBqBSJQIIIIAAAlsTSHcC3lr0PI4AAggggECLBEjALYKnWQQQQACBbAuQgNM7/kSGAAIIINDGAiTgNh4cuoYAAgggkF4BEnB6xzbbkRE9Aggg0OYCJOA2HyC6hwACCCCQTgEScDrHlaiyLUD0CCCQAAEScAIGiS4igAACCKRPgAScvjElIgSyLUD0CCREgASckIGimwgggAAC6RIgAadrPIkGAQSyLUD0CRIgASdosOgqAggggEB6BEjA6RlLIkEAAQSyLZCw6EnACRswuosAAgggkA4BEnA6xpEoEEAAAQQSJlDnBJyw6OkuAggggAACLRIgAbcInmYRQAABBLItQAKu4/hTFQIIIIAAAtUKkICrlWI/BBBAAAEE6ihAAq4jZrarInoEEEAAgVoESMC1aLEvAggggAACdRIgAdcJkmqyLUD0CCCAQK0CJOBaxdgfAQQQQACBOgiQgOuASBUIZFuA6BFAYDwCJODxqHEMAggggAACExQgAU8QkMMRQCDbAkSPwHgFSMDjleM4BBBAAAEEJiBAAp4AHocigAAC2RYg+okIkIAnosexCCCAAAIIjFOABDxOOA5DAAEEEMi2wESjJwFPVJDjEUAAAQQQGIcACXgcaByCAAIIIIDARAWSnYAnGj3HI4AAAggg0CIBEnCL4GkWAQQQQCDbAiTg5I4/PUcAAQQQSLAACTjBg0fXEUAAAQSSK0ACTu7YZbvnRI8AAggkXIAEnPABpPsIIIAAAskUIAEnc9zodbYFiB4BBFIgQAJOwSASAgIIIIBA8gRIwMkbM3qMQLYFiB6BlAiQgFMykISBAAIIIJAsARJwssaL3iKAQLYFiD5FAiTgFA0moSCAAAIIJEeABJycsaKnCCCAQLYFUhY9CThlA0o4CCCAAALJECABJ2Oc6CUCCCCAQMoEakzAKYuecBBAAAEEEGiRAAm4RfA0iwACCCCQbQEScA3jz64IIIAAAgjUS4AEXC9J6kEAAQQQQKAGARJwDVjZ3pXoEUAAAQTqKUACrqcmdSGAAAIIIFClAAm4Sih2y7YA0SOAAAL1FiAB11uU+hBAAAEEEKhCgARcBRK7IJBtAaJHAIFGCJCAG6FKnQgggAACCGxFgAS8FSAeRgCBbAsQPQKNEiABN0qWehFAAAEEENiCAAl4Czg8hAACCGRbgOgbKUACbqQudSOAAAIIIDCGAAl4DBjuRgABBBDItkCjoycBN1qY+hFAAAEEENiMAAl4MyjchQACCCCAQKMF2jsBNzp66kcAAQQQQKBFAiTgFsHTLAIIIIBAtgVIwO07/vQMAQQQQCDFAiTgFA8uoSGAAAIItK8ACbh9xybbPSN6BBBAIOUCJOCUDzDhIYAAAgi0pwAJuD3HhV5lW4DoEUAgAwIk4AwMMiEigAACCLSfAAm4/caEHiGQbQGiRyAjAiTgjAw0YSKAAAIItJcACbi9xoPeIIBAtgWIPkMCJOAMDTahIoAAAgi0jwAJuH3Ggp4ggAAC2RbIWPQk4IwNOOEigAACCLSHAAm4PcaBXiCAAAIIZExgowScsegJFwEEEEAAgRYJkIBbBE+zCCCAAALZFiABbzD+3EQAAQQQQKBZAiTgZknTDgIIIIAAAhsIkIA3wMj2TaJHAAEEEGimAAm4mdq0hQACCCCAwHoBEvB6CFbZFiB6BBBAoNkCJOBmi9MeAggggAACEiABC4GCQLYFiB4BBFohQAJuhTptIoAAAghkXoAEnPn/BQBAINsCRI9AqwRIwK2Sp10EEEAAgUwLkIAzPfwEjwAC2RYg+lYKkIBbqU/bCCCAAAKZFSABZ3boCRwBBBDItkCroycBt3oEaB8BBBBAIJMCJOBMDjtBI4AAAgi0WqC1CbjV0dM+AggggAACLRIgAbcInmYRQAABBLItQAJu3fjTMgIIIIBAhgVIwBkefEJPj8DyeWHX9ERDJAhkQ4AEnI1xbr8o6VHdBEby4W+nrLPfrOwLb6lbpVSEAAINFyABN5yYBhBosIDbBSGY9Q7afzS4JapHAIE6CpCA64hJVQhUKVC33Zb3hbdasN3dbJmbKw3XrWoqQgCBBguQgBsMTPUINFJgktspsf7g9t24ZkEAgeQIkICTM1b0FIFNBDTnnas7w7pgl2idjEIvEUCgIkACrjDwDwLJExjuD282tz3cbGjmoK8xfhBAIFECJOBEDRedReCPAl620+KWTj9/K65ZEiFAJxF4SYAE/BIFNxBImIDb7NjjbZ6yBXHNggACyRIgASdrvOgtAhWBVbPD/9CNvbTcfeBSf1JrCgLtL0APXyZAAn4ZBxsIJENgtOOF2a9OP1+TjB7TSwQQ2FiABLyxCNsIJEBAv7inxm5OzlkhrpO4DPeHK0fyIQz3hf4k9p8+I1CjwCa76/d4k/u4AwEE2ligeHZ4jZu9U128f/ql/mutE1WG8mF/Jd6HPNhpWh6xkt2SqADoLAJ1EiAB1wmSahBomsAk6wtmHsp2lSXsR7Pe8zvM7lK34/Xrr67dw97es8R/rm0KApkTyFQCztzoEnAqBZR8T46BlXO2OK6TsNw4N+xczIcbNeP9N/V/VNeu39dd8NNmzvfRJPSfPiLQCAEScCNUqROBBgncfmbYQVUfrFPQP55R8F/odtuXkf4wc/tgDyvxHq3O3u6Tbe+eAf+6blMQyLQACTgzw0+gaRAoTbVzFYeXzQYtAT/F/vB5C3arll3d7V806z2ka4H/OAFdp4sINFyABNxwYhpAoH4CpbIdF2srB/tqXLfrUpwX9hzJh9tCsA+rj0+EDpvZNeAf0W0KAgisFyABr4dglW6BNES37IIwVb+wMxXL4zMG/Udat2UZ7g8n21p7QJ2brtPON23ztP1pz6W+QtsUBBDYQEC/zxtscRMBBNpWYKen7Dzzyn9fbsdOLp8fJmnW+1UPdq16Oalctg/1FPwYPqmrHUeLPrWDAAm4HUaBPrSdwEg+DGn5r3bqmK77Hl7pT0kJrnKj2n8av99Ifzhwys9stVqKHxDyUMns3b2L/BJtUxBAYAwBEvAYMNydbQGdOv2eBHYe7gvHaN0Wxd2O18zyie5FHhNdW/QpdkLJ96+sbHcGt2luduXjT9s+vQW/Nz7GggACYwuQgMe24ZEMCygB31oJ3+2IyrrF/+i66vnqU86CXdzirrzU/N3zwq4jfeE76tNFemLwfLlkJ3UV/IxTl7omwC/t1vIbdACBdhUgAbfryNCvlgpoBnedOrBWy3laWl5ywWbETigJL4vrVi/FfDhszTp7WIn3SPVpVWnU9u5d7NGs1V2jfQQSI0ACTsxQ0dGmC7gN6JTqdsW5obfpbW/UoJLc+9SXJ3sKfsdGDzV9U7PeL6g/31XDO5eDfVZ96pqxxH+qbUrbCdChdhYgAbfz6NC31goEW2H6CcHiJzjpVmvKSD6co5Y7tPy7lpaV4dlhWrE/3KFZ7wXqxK+8bDN6B/2juk1BAIFxCJCAx4HGIdkQ6C54/LCLUQ92fisj1sz3hdPPJbuxVf3QKedTvMPu15ORg9SHb09aa3t1LfIh3aYg0LYC7d4xEnC7jxD9a6mATrVeoWXHYl94d6s6ovZPU9vPdC/25Vo3tVw9K0xR8l2qPixVwx3uNk9PTI6bfrn/QdsUBBCYgAAJeAJ4HJp+gVywStILbie0ItqR/nCm2p3kwS7VuqllOB8Ofu0r7SEl31PU8Gr14YCuAf+KblMQQKAOAo1NwHXoIFUg0EqBrkEfVPsla9FpaJ3yrXz4RtntFvWjaUWz3o/qj8NtivtNavSyrjfavrL4vm5TEECgTgL6HatTTVSDQEoFNPtdam67DPeHdzY7RDeLM+A1PQX/ZjPaHsqHVxf7wy2a9f6zljUdOTuxu+Bn+3wvN6N92kAgSwIk4MaNNjWnRECnXiuvhraynWRN/NEsNJ76naJEuKgZzeoJxhH6g/BICHZ4cCt6zt52yEK/oRlt0wYCWRTQ71sWwyZmBKoX0Awwvv1HZ4Htz6o/auJ7KvEeFmtxtxc+lStuNGgZyYeL9UTjZlW/k5t9umfAu7sW+qPapiCAQIMESMANgs18tSkDUDK8Tqehd7+rP+zVxNDyamtd94BfrXVDyqq+8NZV+XC3Kv+gYnw8jFpPV8E/oW0KAgg0WIAE3GBgqk+HwIuvhl4TbFYzIhrpC8epnW20XKGlIaU4N5ymaf0PdXH3ADWw7NldbFrPEh8xfhBAoCkCJOCmMNNI0gU6B+3fFIMujdpcrbdWJvy4kuKRsRJdh40f+Rhv1m350QVhqk45XxvKdqUqdZ1y7tdp9uOP/pw/o20KAgg0SYAE3CRomkm2gJsHDxa/CGGP284LezQ6mpzbPLUxquuwS7SuW9HMevqvnrJHVOHJWu4vd9j+OuVc0G0KAgg0WYAE3GRwmkuugKa/ldloaY2d0cgoVvSHmar/FW62VOu6lZE54W91HXuVprxvsGCLugq2b++lfl/dGnixItYIIFCVAAm4KiZ2QsBsXbBL5BCC21laN6x0lO2oWHkwWxnXE12W94XddMr5VsvZP6qu55R8j+8e9D7XrF7bFAQQaJEACbhF8DSbPIGZg75GSXHIzd5WPC+8plERqP4Pqe6yrsvGtz/p5vjLyv5w1GSzh1XDTCXeoVzJpin5xlPpuovSAAGqRKBqARJw1VTslX3VRwAAEABJREFUiIDFOeO3TD/lNdavVd1L5Usf3HZQxddpmVAZ7gsLOoLdZLE+twuVeGd0LvZfTqhSDkYAgboJkIDrRklFWRBYZ1b5MgJdR23Up2LFtx9ZOdjy8XoO5cPeOuV8r/p4rmbsj5XMuroH/FPjrY/jEKhagB1rEiAB18TFzlkX0Gno3yux3anTxActOzPEmWpdSXR9+QLVXX7FD+3L46lYM+izdXx8YdW7lHxv6NjJps0o+Krx1MUxCCDQWAEScGN9qT2FAuWyfV3JzXeYanX9aMri3LCPuHYJwW458B7XZFtbVZZVfx22Hc6H65XAFysBW85tTk/BT+y8yJ+rsgp2QwCBiQnUfDQJuGYyDsi6QK5kA9HAgx0T1/ValHjje3NNyf2mWuos9odDSr+3R5R436M67vOc7dc54ItrqYN9EUCg+QIk4Oab02LCBbqW+G8UwmolypmrZ4Upul2fUrYPqqIw+gpboHVVZaQ/fEJJd5WS7+vMbWHPoL+za6HfX9XB7IQAAi0VSFUCbqkkjWdLIFj8jGb/3Xb25/UIfHh2mKYEurumv6tmXuxPb63Ou2eFHYv5sEL7f7Kyb7A/WNkOH+kLPx33kg//pWOfH+4Lz2VlGeoPE361ecWffxAYhwAJeBxoHIKAr7XLo4JmnofH9USXXIedGusou10f11tahvtD93Pb2/3BbIYF+28L9jMz+52WiZWgpwBuU9xtGy2TJlYZRyOAwNYEclvbgceTIkA/mynQdYU/qvZ+ouXY5YeGCScrnUbuVzIPpTVWub6sejdbRvLh/3iwIf3ivkbHzO0e9J21vKlOy87lFz6DOr4ArMPdPtMz6Numeekd8PduFpo7EWiCgH6Pm9AKTSCQQoFgVohzxilvrly7HXeE3z0jvFH1vEkVfH/mlf6E1puU288Jr1PyHdYDF1qwH3aYvUuJcUDbdS1KSF+xsr1Lla7WcmFsM7at2xQEEKizAAm4zqBU1xqBlrRasqsr7ZbtsMp6nP9MmWyVz5bW7POF+jaqZ1VfOGm0ZA/o7m4l3y+v+5kdML3gcVt31b90L/LV635q7wrB4kdhdqvt1SP94cT6t0SNCGRbgASc7fEn+gkI9Cz2+LV+jwe3E4Pp33HW5Tk7PR7qZi9769DVs8KUYj4MKDF/XY+XNON+j041f3DmCh/VdkNLbEMz7PNim1oUnl1X7A8L7p4XJje0YSpHIEMCJOAMDTahNkAgWPzEqlwxb/PGU/udfWE3Hfd2LQ91D/jjWlfK0Oyw7+7b2/eU/PIWbMjc3t5T8G9WHtzkn8bdEdvUteC9Yx80Iz53zajdu/4DQxrXKDUjkBEBEnBGBpowGyOwrmRxdqr8aDPG08Iat3w8LpTtsriOi073npfrsHv0y/lWCy98icKGyTnu08wltq2Z94yy2d97sL3V13tjH5vZB9pCII0C+h1PY1jEhEBzBGYu8fh2oCc0U628jajWVvUL+P54jK4DX7G8L+w0nA83WLD4vcOPWcm6lfja5ksUegv+SXPr1kz4P2MfR/Lh+tjn2P9WLrSNQFIF9Puf1K7TbwTaRCDYl9STDiWkOVpXXdYnrwN0wKOjwV4/OWcP6DrwCZplXrNuW3tH12K/TY+1Veka8NueWmfvUKfizP89k91WF+eGXm1TEECgRgEScI1g7I7AJgLBbqjcF+xQq+FnygvvuTXNKJ8JZYufarWLmfV1Dfop1XwalvZtSTnucv9Dd8Hfp37P1ROGXWPfNXP/dEs6k/lGAUiyAAk4yaNH39tCoGeR36NT0E/q9OyZNXUo2PFx/8qLnMx+UBq1/ZTYFsX7krD0DPqArlXvp77+QIn474r5UByeF96gbQoCCFQhQAKuAoldENiagJftYu0zeaQ/VHUteNkFYWpwq5y61UzyS0q875qxxB9UHYkqh1zqDz7+tB2oGC7Wk5BOX2s/q/VUfKICprNtJZD0zpCAkz6C9L89BNy+XelIlaehX/mUvThb/qRmknX5QodK+y3459SlXlIM5+sMwIVaNBm2wZG+8K2b/iZs14Lu0CQCiREgASdmqOjohgK3nxl20B/5Mza8r5W3uwd9WMknfotRfzX90Gnno7VfyOVsidapKOVgX7b4kR0xGrfjXvGE/ej2/tAdN1kQQGBTgYkl4E3r4x4EmiKwbrL9tbldrtOd37l7Xti1KY1upZFQtgXaZaqeGByn9ZhFOSrOEt+rHR7pXOj/oXUqSm/Bf6vA7lIwv9dyiZ5k7D4abFin5f9B2xQEENhIgAS8EQibyRCY6jaga6hF9fbINaP2SDEfJvR5zKpn4qXDbq5U4jazsh7jn+G8xdPPUz33xw/fGGPXxN1dNvuqOr2TYvuWxudI3f69ZsUfH+4PI8W54Y3apiCAwHoBEvB6iHGsOKSFAgcV/Bc9A95tbv9owV4VzL470he+0MIuWc9Cv1EzwOfUhw9pGbNon5iYzEt23Zg7JfQBJd6rFJ8m+XacxucWJeRpObfverCuULIHb5sb3pPQ0Og2AnUXIAHXnZQKmynQPeB/NzlUXk38K3O7oNgf7hieHaY1sw8btlV2K2j7FSPnhB6tN1uUoGZZsJ92DvoPN7tDgu/UeDyuJ0P3hWCVV4PH09KdA36EYv6YTklvUyrb9bpssCTMD/ztSfA40/X6CPBLUB/H7NXSRhEfPOjDk9baXurSt/WH/yDvsPt1SvoUbTe96Bfq1kqjZTumst7on+G+MEt3bavTs1donc4S7HIFtqvOSFRm+rptXQX/jGbDh+iJx4+1fVbxUbuv2Bfie4i1SUEgmwL6e5HNwIk6XQLTX/h0pvjip3MVWUcwW6okfPXy+WGStptWugb8GjW2Volms28t0kwwvvrZOkp2vfZLZQmlynVg04y38kEjLwbZU/A7tplib5PB13Tf283tHp2xiOOlTQoC2RMgAWdvzFMdcXfBLy132LsUZPyShFmTH7UHR/rDgdquZ9liXZqFx7cW7TCcDwdvsmPOPqAE9FjnYr9zk8dSckfPEv+5QnlIT4I+oPXLyoELfJ1mw7NkMEuPl2S1YFV/WBbfVvayHdlAIAMCJOAMDHLWQuy91O/rKti+ijt+rOOfajZ6p079/qW2m1JybitMP7mynaDVS0VPBE5UX7ZX4rnqpTtTeqMULNrvVpwTKp/2tXGYXQX/mmbK+2iWfGc52LGjU+yR4tzN77vxsWwjkBYBEnBaRpI4Xibg5kGz4T4lvOPd7Dn9of9XXZP8zi2zQ/zCg5ftW+8NJZfLVOdoyNnLXw1dtmN1v3nObojrxC5VdHyqWTwVb7rW/bInIRse2rPYH9Ep+4Mt2Bd1/5+Esq0c6guf0W0KApkQIAFnYpizG2T3oC/reOEFWvGTqo7cZpI9pJnoFt+nWxetYF9VPTsP94d3al0pSkan68nAr7sW+lDljhT/M33Qf6TwfuJup2u9xaIx+gu5HK6dfqezB/9Tp+6LK88Ob9I2BYFUC5CAUz28BBcFpl/uj2k23Gtun9Jsa1cttxbz4XPxsYYtfzwNfVJsY2V/OEpJZseyWUzM8a4sLIt0uv11Q7PDQVsLVmcNbt1msu2lsblZTp25SfagjoufFra1Q5v9OO0hUDcBEnDdKKmo3QW6B/zCjrJ1KynE96p+RDPhVZqhvrkR/e4u+KWqt6S2/kxrmxQsvkJb+cWWxe0sLOUO+4bpp6PDqvrwjQMX+BOaDR+lJ0p/7cGm5HS8nihdcfWs0KFqKAikToAEnLohJaAtCRyyyIvP7mLTlAm/peUQ/aF/QNcdK7NUq/OPZnLXKpnsvrwvvFWJ+CxV/7vegt+kdSZKfDGcAv3F+th1s7qiJ0r/KruDNTaP6NjTX7u93T+UD/tXdzR7NVSAyusqQAKuKyeVJUHg6M/5M5ppnaDrjXPU30laf10z4SvrPdMqB1th+pnsFj8icxcl/Ku1mbUSX5C2R3Fu2KeWwLsG/a61e9jbdUw0e6umwHcNzQkf1DYFgdQIkIBTM5QEUqtA54Av9pztF4Ldp9nWabtvZw/Uc6bVPWiXaCZXVuI9otK3YC98Z3BlIxv/aAZb+bxrGZ9Ya8Qz5/uoTuV/ILi9T4ajuZxdPJwPN37zjPCqWutifwTqIFD3KkjAdSelwiQJdC30+3sG/Z1KlAPuNi3OtDQbPr8eMbi58o99U6ehPbg92b3IU/vpV2N59RT8Dj32Ky3xbINWtZeeAf+6TbG9deTtbnb0TlPt4eFzwqHapiCQaAEScKKHj87XS6Cr4HNDzo4tmz3rwf4tzrSW94WdJlp/KNtwpY5g11bWWfwn2FWawU5bVcWrocfi6VrgP9Zs+BA9SfoX7fNqL9nyYn/4vG5TEEisQKIScGKV6XgiBOLXCW7ntpf+yK+MMy1du314VT7MmEjnu95kMWE8q/p2mUg9ST5WT2wOi/0v5azySvB4e7xL14B/RGcUDtPyRAj24ZF8uK04L+w53vo4DoFWCpCAW6lP220nsP+AP64/8ofqD/yF6txrNCNeoZnW/9XtcRWf72Ulinjq+di754XJ46okwQfdfk54XS5Y5QVYemJzQT1C6R7w5U/riVIwi68onx7W2QO6bHByPeqmDgSaKUACbqb2hNri4GYK6I/8p5QwOvVH/jEl0I/plHTxtr6wx3j6oFPa39Rxk59fa2dqnalSHrX3B7P4d+YJBb7zqr7wDq0nXI5Z6L/T9eVjNEbxU7QmyfjaYj5ctXx+aOq3X004ECrItED8xcg0AMEjMJaAZsK3dexk0zQbvt7NOktuD47MCTW/mned2zVKQmtUz1FjtZXW+8tuZym2eBag8slj5WB1nalqjL5Y7rD4SVuVb1+a8jNbPXxOOEBtUhBoewEScNsPER2MAq1aOi/y5zQbfq+S71lKopM1l7tupC9cNt90ZbPKTs0c9DU6DXtjMHtflYekYrc7+8JuCuRdFmyke9A+o9tlqdX9vbw9l/o9jz9t+8j3yuA2zUftLl02qMvpbvWZgkDDBEjADaOl4jQJzBjwy/UHPn7F4ffM7cwj8vbDYl/Yr4YY4/thpyp5n1HDMYneda3bKQqgQ0nxGjcPHiyeSdhtpD/spfvrWk5d6iWdkj6jXLKTND5rQ7AvyPqmZnz7lfGDwDgFSMDjhOOw7An0FvyB7oLvrz/uX1H0eyux3KMkfK5ub7Vo5neNZoJrteORWmosCd092GmKWVx2ZSWCnN0a17pjVlw3Yuld7NeVRu1twWyVEvFR23bYw7o2fFgj2qJOBCYqQAKeqCDHZ06gZ9Dn6ZT00UouTysJLxjJh2Wa1b1ySxA6jf2UftludbdTt7RfWh67e17YVQnwYC136onLb2Nca39il2gtMpurdcPKjCX+U82Gu3S9+bNKxLto+a5mw/HjQBvWJhUjMB4B/U0Yz2Ecg0C2BXRK+jvrzPaSwnItx2pW94j+yPfo9phFieBaLa/Qfqm/FrxmbeX08yRhvNcBOV4AABAASURBVPT1izNX6OqsV946tMfw2eENeqyqMt6degf9o2WzQ/VE6Td6InCBrgvfMTw7TDN+EGgTARJwmwwE3UiewMxB/5VOSR9mZfu4m/2J/sgPKbn+w1iRlNfa1/TYOiXhY7ROddFMP55mDuXJdtWGgXrZbo7bPtniq6PjzYYumn2v3OYZm6axuVFPkg7yDrtfp6TjtemGtkvlCFQjQAKuRol9ENiCQPci/yfNsjr1B/7n+kP/cZ2SHt7cDK/nCv9v7VdUcjptC9Ul/qHlfWEnPcno0ZOSH/Qu8P/cMCBdBL9Y20EOTXtP9IFL/UldAji2XLYPqe0O9W2pkvBSnSZPwAejqMeU1AqQgFM7tATWTIHuQb99t1faNCXhb6jdbp9kDxbnhON1+2Ul/vHXHa8c6QsT/lhG1dOWZbJXTj9rZZdv3EGdNVijxDyk+/e+5fTwJ1o3rfQu8ks8WHyP8GqNwyk6Tf7gqrkhvoe4aX2gIQQ2FCABb6jBbQQmIPCWL/rzPYN+sqqIM9wpIWff1Gx4UNM95Rzdq5Ir2dc0Sx7Vcqw201nWf9hGadTid/luLsZl8c6p21o+rpu5dA3697veaPtqBn65ue1ZLtntI/3hr5rZB9qqXiDte5KA0z7CxNd0AV0X/mou2Dv0y3WPGp9TzNt9Q+eE+B5i61rivwllu1t//Jt2ClZ9aFrRad1XKLbD9YzjwZ4l/vPNNVx+3uLbuCxXtpM393ij7/P5XtYZi7M6cnZicHteyfgiPVG6eSgfXt3otqkfgQ0F9Ddiw01uI4BAPQQ6B/2hzoIfqLriW2/20cz33uG+0K9ty+XsCv3Rf9XKfEjd+1PXrLP44qupim9RjHVzS7wW7m73mtu7l50ZdtjcPs2475CFfoPG4q1KwkW1d0TO7eHh/nCEblMQaIrAlhNwU7pAIwikV0Cz4Q/pD3z88I2nlHQWFvPhhtGy3aiIy5OCbXKNWPcnurjZCTGAUbNr43qspRTsa8HMd5hsf2Yt/Ola6I/2DHi3uhBfSPcqXSO+WaekU3l2QjFS2kyABNxmA0J30iegP/C3lM2mKbJblXRO6DBbbsGe1O2mvBVH7TalLD806DlF5UnFj2cM+o+21Khmmy/MkN3a4i1ZeqL0cY1Jr5Zfatl2S33nMQTqJUACHluSRxCom0BvwX+rP/Lx2ujHNBN+rU6/vkrLa0b6wvS6NdLiiibvYfFTvrbVLHLJ1rrSPeCPK9E9ov1mBiVurVteugd9WMvrNE6XtrwzdCATAiTgTAwzQbaLQFfBP6PZ8CFKvj9d36d/XjU37Lz+dmJX66/lVj4Xu1S2r1cTiE7NL9Z+Pvwmu0BrCgKZEyABZ27IqwyY3Rom0FPwOx5/yt6i66VXaulRwlqt644zG9ZggytelQ+dupb7Qz2pOFSn1Z/uXez3VdNkrmyVT8nSKfnUvRitmvjZBwESMP8PINACgfj1eZoNn6HT0ccqCU+xYPELA8b8GMsWdLGqJof7w3wl3WEl39fHA/QH5d/jupqla5H/WPv9IgQ7Ppjmw9qgIJAlAf2+ZClcYkWgKoGm7dRZ8JvWrLG91eByJbGPF/OhODwvvEHbbV1uPye8biQfhnW99++VgFdYsFtih0ujdnNcV70E+4ri9mLezq/6GHZEICUCJOCUDCRhJFfgiCv9190FP1wzwf+lZDbd19nqVX3hpHaNSKfLTxwdtdXqX6dm7x/rVt+VRGcqCT/Xu8Rv0v1Vl7XhhbcrqZ4ZVR/EjgikRIAEnJKBJIzkC/QM+j+XS3aIIvlN2e3rxf5QuHpWmKLt5pYxWrt7XpisPi1Qor1OCfcJzX6n6zT6Z5SQ4/tmJ+mwAS01lcMW+Wol318Hs/fVdCA7I5ACARJwCgaRENIj0LvY73xm1OLHVl6tGXHf7tvb94Zmh7jd0iCLc8M+a0btXvXpXCXMr8Y+dg36Xes7VXkBma5n13b6ef3BSr7xunGu2Bcqr6JefzcrBFIvQAJO/RATYNIEjl7iz+i07gc0y4wf1LFnrsPu0SzzvFbFMdQfzg1lu1cz3j2VLM/QrPe02McX+6P7z1Zfn9f91714Xy1r1X193F91t8Np6NgVFgSaIkACbgozjSBQu0D3gF9uk2xfzTjv02nfS4bz4YblfWGn2msa3xF3zwo7KvFflwu2QH34wdqc7dtT8Cs3rK04J7w/mE3xssX39G74UNW3exb5PYrvvy1nH6j6IHZEIAUCJOAUDCIhpFeg5yv+SOcb7d36Rb1ISfD4yW6rdTq4t9ERxzbWbG8PKDG+R21ddPMb7eCZC/0/dPtlJeTs8HiHrlkvj+vxLppFf0ltTSrODnHWP95qOG6iAhzfVAH9Xje1PRpDAIEaBXy+lzsL/uHgdpQOnapTtis0G/60bjekxLpjG3FmG9vU6fAPz5+vOe7mW8vr7tGNZ8a6r7bSYcviAUroh8Y1CwJZECABZ2GUMxLjUD7sPzwn/EVaFyvZ3kqKX9ZwPutmfzeSD6uG+0L/8Oxwcj2WYl/oi3XGutXGLWpr7/hFErq92TLSF47TA9touULLhErXgN+mCp52t7O1piDQCoGmt0kCbjo5DTZKQInjVs/Z/0v1osQrv+20xHKIEtZC77Br67EEt4IqPUSngz+iWe9R8QsktD12cTsiPhiCrYzrCS9ulyjpT4lPJiZcFxUgkAABEnACBokuVingdoKS8CeysuTcLrRgH9X6z8e76MnKx6T7tBYztye0HNY16P9iVfwoWc7TbqWeQa/5/b86bpPiZrfEO3OTrPK2pnibBYE0C7RVAk4zNLE1XkCnS0e6Cv7prCydA/6p7kH/rNZfGs9SWmc/KJftLzUy2yuZ3vS0217dA17Vi6mG+8KhSphxJv41HV+XotPQ31FFz2lGfa7WFARSL0ACTv0QEyACmwqM9IdP+iQb1h+A3ZSEP9RT8GOOWei/23TPzd+j5Ht0fETr+px+jpXFJVicTW+j68tHxk0WBNIsoN+/NIeXpNjoKwKNFxg+O7xhJB+GLNgn1NpDJbN39y7yS3S7pqLrxR9U8i13Fiy+KKymY7e0czlYZQaua9uV68tb2pfHEEi6AAk46SNI/xGoUuC2ueE93mEPafceJc8rH3/a9ukt+L3arqms6Avv1vE76lTxt9w81HTwVnbWk4FrLNjasvHtSFuh4uEUCJCAUzCIaQiBGBonEOaHnGa9S0plu96UMcslO0nXyc84dalrAlx7ux1mx8ejNEu9Ja7rvajey9xsu5X50FnvuqkPgXYSIAG302jQFwTqLFDsC/sVH7X7VO1ZmqquKo3a3r2LfVyf2aw6KsXdPqRZavjl0/aVyh11/kenoVfEKiebVa4zx9ssCKRRgAScxlElpoQJNKa7xf5wrq7V3qPa366k9tmegnfNWOI/1fa4y+35sLcOfrVm0ss1g35Ot+teegZ9iSod1Wnov9CagkBqBUjAqR1aAsuqwO1nhh1G+sMyXaNdIIPfKJEd2jvoH9XtCZfRYO+PlWgWXPnoyHi7IUuwq1XvTnEGrzUFgVQKkIBTOawElVWBO/pCz+gUe1iniI+VwbcnrbW9egu+UrfrUtwtfvhGeHaSXVqXCs1sc/XoGnDlNHRwO3Fzj3MfAmkQIAGnYRSJAQEJjOTDP65zG1Lyek1MlN0FP2765f4HPVSXUpwT9tR15NdpufPIBf5kXSodo5LOwUqCLymW88fYhbsRSLwACTjxQ0gAWRdYeXZ403A+FOXwt1pWa/Z7QNeA1/0FUuWcna76TX80ro3rRi4e394U7BtK9q+57Zzwtka21dq6aT3LAvpdynL4xI5AsgWGZof3dkyyB9ysU5Fc1vVG27dr0L+v23UvbtZn8WfUBq0JP7mcLY/NlEbtlLhmQSBtAiTgtI0o8WRC4OpZoUOz3ityHfYNMwsdOTtRp5zP9vle1nbdy8p8eL0q3VPLD7uW+G+0bnh57Cn7spuVze3chjdGAy0RyHqjJOCs/x9A/IkTGMqH/V+7vd2v5HR6cCt6zt52yEK/oZGBdLidvb7+K9evG746damXQrBvq6HXD/eHN2tNQSBVAiTgVA0nwaRdYGhO+KB+ae9SnG9V4v2HngHv7lroj2q7sSXYabGBktllcd20JWeVT9vKhReuPzetXRpCoOECFl9P0YRWaAIBBCYkcPessKNOOd+o66IXB7NfhVHrUeL93xOqtMqDNeN+tXZ9h9r90YyC/0K3m1Ze9ZRdrMY0EX5pBq5NCgLpENCT6XQEQhQIpFVACXDGmu3sETeLH8247NldbFrPEh+xJv14sLnrm1q0ft201duX+lpdA47vCd5r6Kywe9MapiEEmiCQ5QTcBF6aQGBiAsX+8Hn9kq5QEtpFCbi/u+DHH/05f2ZitdZ2tNo/OR6RK9tVcd30Jdiy2GZusr3wKmzjB4F0COh3Kx2BEAUCaRIozgt7juTDbTr3+mHFdX+5w/bvKnhBt5tabp4XdlTyj18/+FjXIv9xUxtf39hzk+0revKhM+BW+RjM9XezQiDxAiTgxA/hOAPgsLYVGO4PJ4d19oA6ON2CLeoq2L69l3r8RiPd1dwyda3NU+bz4BY/V7q5ja9vLX7qlvpwpzYPWDU37Kw1BYFUCJCAUzGMBJEGgeXzw6RiPlzlweInTY0q+R7fPeh9Hj8VqkUBdrgdU2m6VOlT5WYr/tETgPh+ZyuVjPcEt2IAaLMhAiTghrBSaZsLtF33hs8JB0z5ma3WTO8DOuU7FL9EQcm3cu2zVZ1ddmyYqv7MVPu/7V7kq7VuWcmts4HYuLsdH9csCKRBgASchlEkhkQLFPvDBT5qd2mWN03J98LuAZ8x/XJ/rNVB7bC7fVB9cC2XaGlpWf/pWw+oM93L+8I2Le0MjSNQJwEScJ0gqQaBWgVu1PXMkb5wUwj2BSXfX5bMupR8P1VrPTXvX+0BZTss7por2bfiuuWL2+WakfuknPENSS0fDDpQDwEScD0UqQOBGgV0rfew7cv2I814j1JSuaFjJ5s2o+CraqymobuvP937+87FHl8A1dC2qql8XdmuiPt52eIXT8SbLAgkWoAEnOjho/NJFNCs9wtKut9V33fMuc3pKfiJnRf5c9pumzLcH85XH3NaWvbq540xZg76z9zs87r/Gi3jLRyHQNsIkIDbZijoSNoFhmeHabree4dmvRfotPN9nrP9Ogd8cTvGrcw7I/ZLs+Ab47pdlq6C/033oFdmwu3SJ/qBwHgFSMDjleM4BGoQ0CnnU7zD7lfiPUizyoGeQX9n10K/v4Yqmrqr+vh+NfiMrkkv15qSFgHiaCsBEnBbDQedSZvA3fPCZCXfpUpocVkTcnasTjm/+NnKbRnuyOxwjjqms+N2qdYUBBBokAAJuEGwVIvAqrnhoDVr7UEl31OksTyss716FnpbndJVvzYtHVY5/Vw2q3wV4KY7cA8CiRRou06TgNtuSOhQGgRG+sNflUvo6dLoAAAGOElEQVR2u673vtnK9vHugh/We5n/Z0JiO039XKOZ+je1piCAQIMESMANgqXabAoM5cOrR/LhZgt2kWa+v/CSdXUv8n9KisbInHCm+jpJ/R/UmoIAAg0UaGoCbmAcVI1AywWG+8MR+oV6RB05Qgnsut1eadO6Fvtt2k5Oydmhph93i2+T0i0KAgg0SkB/LxpVNfUikB2B4dnhBA92s045b1/O2endg37SW77ozydNwM1mK461XQX/WtL6Tn8RSJoACbhpI0ZDaRaY3GE/0Snnf7eS7de70K9KYqxDc8L7FcMUPYm4PIn9p88IJE2ABJy0EaO/bSkwveAP9BT8PF3vbem3Bk0EJ+c2Mx5fLtsK4wcBBBouQAJuODENRAGWBAi4zTW30Z5F7fnpXAkQpIsI1CRAAq6Ji50RSKfAqnw4WpFtkwt2tdYUBBBoggAJuAnINJF1gfaPX9d+j4y9LJVtZVyzIIBA4wVIwI03pgUE2l6gbHaeOlnS6ee2+fYj9YeCQKoFSMCpHl6CQ2DrAiN9ocfNttOe12upe6FCBBDYvAAJePMu3ItAZgSCW7z+G+O9Nf7DggACzREgATfHmVYQaFsBzX7P11J+/Gnj9HPdR4kKERhbgAQ8tg2PIJB6geH+8GYFuZOWm09d6mu1piCAQJMESMBNgqYZBNpRQDPf32q5uez26XbsH31KtgC937IACXjLPjyKQKoFugf8qa6CH9Uz4COpDpTgEGhDARJwGw4KXUIAAQQQSLrA1vtPAt66EXsggAACCCBQdwEScN1JqRABBBBAAIGtC6Q5AW89evZAAAEEEECgRQIk4BbB0ywCCCCAQLYFSMBpHX/iQgABBBBoawEScFsPD51DAAEEEEirAAk4rSOb7biIHgEEEGh7ARJw2w8RHUQAAQQQSKMACTiNo0pM2RYgegQQSIQACTgRw0QnEUAAAQTSJkACTtuIEg8C2RYgegQSI0ACTsxQ0VEEEEAAgTQJkIDTNJrEggAC2RYg+kQJkIATNVx0FgEEEEAgLQIk4LSMJHEggAAC2RZIXPQk4MQNGR1GAAEEEEiDAAk4DaNIDAgggAACiROoawJOXPR0GAEEEEAAgRYJkIBbBE+zCCCAAALZFiAB1238qQgBBBBAAIHqBUjA1VuxJwIIIIAAAnUTIAHXjTLbFRE9AggggEBtAiTg2rzYGwEEEEAAgboIkIDrwkgl2RYgegQQQKB2ARJw7WYcgQACCCCAwIQFSMATJqQCBLItQPQIIDA+ARLw+Nw4CgEEEEAAgQkJkIAnxMfBCCCQbQGiR2D8AiTg8dtxJAIIIIAAAuMWIAGPm44DEUAAgWwLEP3EBEjAE/PjaAQQQAABBMYlQAIeFxsHIYAAAghkW2Di0ZOAJ25IDQgggAACCNQsQAKumYwDEEAAAQQQmLhAkhPwxKOnBgQQQAABBFokQAJuETzNIoAAAghkW4AEnNTxp98IIIAAAokWIAEnevjoPAIIIIBAUgVIwEkduWz3m+gRQACBxAuQgBM/hASAAAIIIJBEARJwEkeNPmdbgOgRQCAVAiTgVAwjQSCAAAIIJE2ABJy0EaO/CGRbgOgRSI0ACTg1Q0kgCCCAAAJJEiABJ2m06CsCCGRbgOhTJUACTtVwEgwCCCCAQFIESMBJGSn6iQACCGRbIHXRk4BTN6QEhAACCCCQBAEScBJGiT4igAACCKROoKYEnLroCQgBBBBAAIEWCZCAWwRPswgggAAC2RYgAVc9/uyIAAIIIIBA/QRIwPWzpCYEEEAAAQSqFiABV02V7R2JHgEEEECgvgIk4Pp6UhsCCCCAAAJVCZCAq2Jip2wLED0CCCBQfwEScP1NqREBBBBAAIGtCpCAt0rEDghkW4DoEUCgMQIk4Ma4UisCCCCAAAJbFCABb5GHBxFAINsCRI9A4wRIwI2zpWYEEEAAAQTGFCABj0nDAwgggEC2BYi+sQIk4Mb6UjsCCCCAAAKbFSABb5aFOxFAAAEEsi3Q+OhJwI03pgUEEEAAAQQ2ESABb0LCHQgggAACCDReoJ0TcOOjpwUEEEAAAQRaJEACbhE8zSKAAAIIZFuABNyu40+/EEAAAQRSLUACTvXwEhwCCCCAQLsK/H8AAAD//0DjnwgAAAAGSURBVAMAY1/BlN2S61wAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="35"></list></costumes><sounds><list struct="atomic" id="36"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="196,97,255,1" pen="tip" id="41"><costumes><list struct="atomic" id="42"></list></costumes><sounds><list struct="atomic" id="43"></list></sounds><blocks></blocks><variables></variables><scripts><script x="100" y="94"><block s="receiveGo"></block><block s="down"></block><block s="setColor"><color>196,97,255,1</color></block><block s="setSize"><l>1.5</l></block><custom-block s="pinwheel, branches: %s"><l>10</l></custom-block></script><script x="297" y="103.16666666666663"><block s="receiveKey"><l><option>space</option></l><list></list></block><custom-block s="reset"></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="pinwheel" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>