<snapdata remixID="8532777"><project name="U1L3-Pinwheel" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu3dCXRkVZ3H8d99lQ6yyaY4ioggO7J06lXYQXBAHGBERxxwBAQEF0AdpDt78rIn3c0yMIMCgkdhYMBRENHBUUAUWVKv0k0LyoA0igoCyi50d1LvznlpaGg7SVdl6dS9+eacOeMZ3r3v///8y/lRqdS7RvwggAACCCCAwHoXMOv9jtwQAQQQQAABBEQA8yJAAAEEEEBgBgQI4BlA55YIIIAAAggQwLwGEEAAAQQQmAEBAngG0LklAggggAACBDCvAQQQQAABBGZAgACeAXRuiQACCCCAAAHMawABBBBAAIEZECCAZwCdWyKAAAIIIEAA8xpAAAEEEEBgBgQI4BlA55YIIIAAAggQwLwGEEAAAQQQmAEBAngG0LklAggggAACBDCvAQQQQAABBGZAgACeAXRuiQACCCCAAAHMawABBBBAAIEZECCAZwCdWyKAAAIIIEAA8xqYHQJxtFBGn1E22mJ2NEyXCCBQ6QIEcKVPiPqmTqAQPauiuVm1bZ+euk3ZCQEEEJiYAAE8MTdWTbdAIVqgbDR/Sm8z2HqOksyF2tBurj2il6d0bzZDAAEEyhQggMsE4/L1IDDYcZqS4mWSuUdhdMiU3jFuf0jWPqtcdMCU7stmCCCAQJkCBHCZYFy+ngQGWvZQEPxE1hplgsNVE/1qSu68tDerFctjVVUfo7lNP5iSPdkEAQQQmIAAATwBNJasR4E4+plk95dsq8KO3im5cxzdKpndFba9Z8L72ahKsY5T2PZdGZNMeB8WIoDArBUggGft6B1qPP082CbnyeiHynYcMyWVx+3LFdh+1URtE94v7hiSMkcqbLpjwnuwEAEEZq0AATxrR+9Y43HrYTLBdyT7gqzJKYz+PKkO8u0XyCSfVdi+8YT3Gez4ixKzQGFL/4T3YCECCMxaAQJ41o7e0cYLbQVZu4cyc87R3JYrJtVFHP1JMncrbPvYhPaJOx6SUV7Z1pMmtJ5FCCAwqwUI4Fk9fkebj9PgNZ+RNf+lXPuJE+4ijj4pmWu0YmgnHdj1aNn7xJ0/kkneqmzb/mWvZQECCMx6AQJ41r8EHAVY3HW8kuFvyCaPK+zYfcJdFNoHJRsoG+1T9h6F7ouUDP+Tcm3blr2WBQggMOsFCOBZ/xJwHCBufUgm2EYaPkXZru+W3c1g03ZK5jymYnKq9u34ZlnrB1pPVTDnEoUtm5S1josRQAABSQQwLwP3BQpt1yuxn5B0mXIdnyu7objt25I5VGG0dVlrl0Q7ayjzkHItQVnruBgBBBAggHkNTKnAPQ37qro6fRd6l4rBNapt+/6U7j/eZnH0BcleKGOWKhvlyr5vHL0sq6uUi75Y1tq4I9Ec8z7t3fJYWeu4GAEEZr0A74Bn/UtgCgEGGveRqs5UoA/KaofXdl4mo9uUBJerNloyhXdbe6tl3e/QsysHZM0mskMfVW33z0q+X761TSZoVBhtUPKa9MK44xUZnals6zVlreNiBBCY9QIE8Kx/CUwjwOLWo5WYk5UkBykw75TVchk9qEQ/0NBLF+uAC5+dlrunT7oy9ghZLVDY3lDyPeL238raR5SLjih5TaHzD0qSG5RrO7fkNVyIAAII8CtoXgPrVSDf+lkF5uOySVYyW8joOSV2UIH5trIdl01pLYNRs5Ikkg3uUi76QEl7DzQfpaDqf2S0v7LRvSWtyXcMKKNnVNN6dEnXcxECCCDwmgDvgHkpzIzA0vottKL6iwp0jKx2l+yGknlS0i9kMlcrOwWfH6e/Eg+qfiSrouYEH9A+0cPrbDYf3SWjrRVGO6/z2vSCfHSdArOXsm17lHQ9FyGAAAIEMK+BihJIwzJT/RnZJP3V8arPj41ZJtnblNngcs1tmvjnx3F0l6zdV1KTcu0Lxu37jugt2tS8JFucr1zHhes0KnQ0KjHnKtfytnVe+7cXxNFxslU7K9c8fk1lb8wCBBBwQYB3wC5MaTbWmH5+PGROVsYeKKt3SVou6VeyukVDwcU6ICrv8+N86wUK9GVZ8wOF7ceOS5qPrpRM+oCNzddJH0dHSplbFLZUr/PatQK489sy9v3Ktu5W9loWIICA8wIEsPMjnCUNFFrOVBIcL/Omz49lB2X13wo7v1aSwuL2I5TYG5Qkz+nloEaHRc+Pua4QPStrblbY9ul1v2MOXlXYWv5/l+LOJ2TNd5RrPqek+rkIAQS8Eij//2l41T7NOCmwONpcw8NfUhAcLas9yv78OG5dImt2URKcrX3brhzVYLD1HBWDC7WRNtce0cvjOqXHElYHH9RezaV/7SndMO5KtMLspQObHnByDhSNAAKTEiCAJ8XH4ooQGGzZW9acIasjZO0OIw94e/3zY1t1hXKti9eqs9B2paw9TUb/qWzHp0btI25/SNY+q1x0wLh9FjqfVWB7NLd1UckecVf64JCFClsmfhxiyTfjQgQQqEQBArgSp0JNExe4r3l7VdkTpcxxstpVVpsq0Cuy5muSvV0K7lAYvTJyg5HTkGx6stJjCqP3r3XTpb1ZrVwRKzPnGM1t+sGYRcUd/ydr71Ou7eSSC893pLVsrFxz+sdh/CCAwCwUIIBn4dCdbvm+87ZXZqMG2eR/JbODjLaXRv5qOv2f9D//QdIyWT2mwC6TNY8p0J4qmpdl7OGSOVzSHQrs7SrqDoWZ+1SwD0rpg0KGTlKu+3tr+KQP9ZDZXWHbe8Z0y3f8WLIbK9c2/jvlN28Qdz6nwJyvmuYup+dB8QggMGEBAnjCdCycFoEoCnS0DpGGaqVgTxm7o2S2keyWktlo1cNjrJU1P5LRA0r0mDJ2mTJVyzT8xGMKLx8at670a0abJYcpSYM4DeSR4L5DMtvL2n1kzKUK289aM4Tblyuw/aqJ2kbdOx9dIhP8o8LW7UoyuX/h1hpa/pSefnoz/cMlL5a0hosQQMA7AQLYu5E60FChfkcl1ftLtkaBdpHVeyWlJxG9VbJzZM2wjF6S9LSsHpfsQ8qk71DtP8rqfG1YFWmPaOWUdDoQ/Z2C4uvvjI+T0ZZSMKBstN/q/fPtF8jYzyqMRv+8drDjNBV1sXKtpR1LONjRrsScrbBlqynpgU0QQMBJAQLYybFVeNE2qtLi5FDJ5pSY98um72K1zapwS594lf6YVyXzrGzyhKRHJfOAVMwr3OdOmU+8Ea5x6/GSjST7gIwiZbt+Pa3d31d/uDLV6ZGGmysonqGa7t+N3C8f/UnG3K2w7WNr3f/eaHfNCX6pbGumpNoKnQUl9i/KtR5Z0vVchAACXgoQwF6OdT00lZ6Fa5P9lWiuhpPdlAneI2tXvYs1qpKxQ7LBS5J9WtLvRt7FFoPFqn71bs1d+Mg6K4yjGpliJGvf9Vrw3rLONVN5QSFqlOyXZMwZqoluXvUHW+YaaWgnhV2PrnWrQmcis3z71YE9Xi1x1yuS+aLCpq9PZcnshQACbgkQwG7Na/1Vm35WuvnKg5VkckrsnsoEOyhJtpGCLaTkjXexVs8qMH+QTR6Vgl9KGtAtwc8VRcMTKjb9jm9SbJO16QMwIoVd/zahfaZiUZwesGAul8xlCqMOxe2DMjZQNtpnre3jzlcUJKerpu26cW+d/mX1imJeueZgKkpkDwQQcFeAAHZ3dtNbefpr5EIx/brOizLmKcn+Tol5SIEd1HJ7jw4c5V3gZCsqtJwtm/66WddqZVVU9uMmJ3v/0dYv6dpGxeErJPuqXkk6tGFmsWROVdj2zTUujzv+KCXXKozmjVtGvvNrMjpaYcu201EueyKAgDsCBLA7s/K30rilVUZNsvZ5JeYY1XbmK67ZuK1X0icUmN8r0e4Ko/TX7W/8FNrzSsxTyrUeM27thc6HlaigXMuJFdcjBSGAwHoVIIDXKzc3W0Ng5Pxdpc9x3kbSKwqKO6qm95mKVSq0/rMSXSETbCCry5SLvri61rjjelmzh3Itaz/Q480NxZ1DCpJ/VE3b/1RsnxSGAALrRYAAXi/M3GQNgZEj/4Z/LKuDZHW3gmR3BcHxqun6ScVLxdGuMuZWWbutNtSGq78ONdDeoiD9w6rWt4/ZQ3r8oKpuUNhc/slJFQ9DgQggUK4AAVyuGNdPTiBu/rqMThl5UpWxJyuxfTL2FoW9pT9HeXIVTM3qOHpQ1lyrXFv3yIaFzqOU2JuVax07XOPOb0t2T4Wtu05NEeyCAAIuCxDALk/Ppdrvaz5HGdsumUBG7cp2Xai48SIZbaVsz0kutTJSa755F5mqByT7PoXtj+v+hRtr6NWXxz2WkOMHnRszBSMwnQIE8HTqsrdUaMlKyTWyZidJ/6mw65QRloGGUxWYc7VVdU7bR8udpIqjTllto1x02kj96ee7Gj5MYftdo/YTdyaywV7KTeD4wSW9i7RPw3lOOlE0AgiMKkAA88KYPoG46VZZfUhG92qToSO164L08ZJSvn6uTDAgYw5Wtvve6Stgmne+I6rSpvqNlJyqsOMOxR3PSUmnwuiCte48meMH00ddJsGVCjKfVE3D+N8znuaW2R4BBKZOgACeOkt2el0g33iBjPmCZJ6W0ReU7XrjKVbpYQvHDA3IJFco23uZ82iF6NNKdKpy0aGK2x9WEtyt2pb0ISJr/sSdtykwm6imzOMHH7n4rXrhxadkdK2yzac770UDCCCwWoAA5sUwdQJx4ydlTRq+m0o6X2FX69pBlD5+0Q4p7Pn81N14hneKo9skXSdrTpCCDZVrOXCUAH5OsucrbC3v+MF85zIZvaiwZe2nb81w29weAQQmJ0AAT86P1anAQNO2MvqejNKQuElh99oHFqTX5Rt/MfKc6LDHr0PoB6JDFOhaKfi+ZD6ssCU93emNn19EW2uDTPnHDxa6b5aSg5Vt2YIXGgII+CdAAPs30/XbUdx0g2Q+LqOl0vDHle37zagF5OvPlgkukWyfwt6G9VvkerhbHF0uG2yrQAcp25r+BuCNn/T4waLOVq619OMHF/ecp2KyQJnihzS37cfroQNugQAC61mAAF7P4N7cbqCxRUFQN/IEq0wwT3M71nw28psbvbtrG1W/skxSRsPVW2q/yL9D6NNnRg8Xl0lmjsLWNQ9aiDsLkvmLwubSjh9MT5oayjwo6RLlWs715jVDIwggsIYAAcwLojyBJc1HaliXS3qnpMsUdr3xOMaxdoobHx8JaukZhT0Hl3dDh66O2+qlql6tNO/WAc1/XF15uccPxt1PSMkyhS0HOdQ9pSKAQJkCBHCZYLP2cntDtQpL0z82Sh8f+RPluo4oySJu+JFkslIa2ukfX/W2lbTO1Yvi9r/K2nOUi64aaaHQm1VSxvGD+c6fymg3hS3vcJWAuhFAoDQBArg0p9l9Vfr4SCl9gMZjMlUnKxuV9t3dfH2bTNCqjDlYxeQCWVuvXN9PvcaMO25UYq5Wbct3R/qMu74q2WNKOn4w7uiVMvOUKFRt0xKvnWgOAQREAPMiGFug0HrWyIMlEgUKgnZlOy4smWtJx1wNv5oe0bdAwYoLpOrfKezduOT1rl6Yb79AJvijwpbzVwVw58OyJRw/uKTvIBWLd8rYNtU0l/dVJVetqBuBWS5AAM/yF8Co7afhWRy6VtbuJJn/VNi56vGR5fzEjU9L9gGFvYcrrj9eMicr7D22nC2cvDbfcfaqXyGn//Ly2uMpbfEjykU/HLeffOdfZExeYfNRTvZN0QggULYAAVw2mecLBlt+qGLy4ZHHR2724oe00yXl/8VyvuFuGW2nsDc95zd99ORXpeBh5XpKfwftKnO+8x+k9DPg1g8r3/4Rmcy313n8YKEzLxtsrbBpO1fbpm4EEChfgAAu38zPFa8/PtLaZ2TNF1Tb/f0JNVpouFDWnK3hod2138JHVr0LbHxIQfGfVdN//4T2dGlRoXM3WXvjyJGD6fGDxrxf2ebdxmxh1WfEpykpbqfa6E8utUqtCCAwOQECeHJ+fqyOm9OvCW2lxF6g2u6WCTc1UH+UMuaHspl5CrtWfQZaqN9RMj9VtvfdE97XpYWPXLyBXnj+JYWt1VrX8YOFzo/Jmu9IOkth86UutUmtCCAweQECePKG7u8w0HTshN/xvrn7uPF5WXuncr0fWf1/LjScIelgZXtPdh+qxA7ijsel4kFS1W81J9hLe49x/GCh6yVZ/Y/C5k+UuDOXIYCARwIEsEfDnNFWCunXZuwmyvbsuEYd+YYXZOxShX3+PoDjb+Hz7XcqyAzK2jMVtoz+l99x168kGyhs2XVG58bNEUBgxgQI4Bmj9+jGceM3ZHWCNqp+u/aIXl6js7g+/RLT1arpK/8vqV0lijtSj/1kghcVjnL8YL7zOhlzrMLmTVxtkboRQGDyAgTw5A1n9w6Fuk9JmatVtKeptvcba2AMNp2kpHilrP2Ocv0nzhqogY5WBaZBst1rHT+4uOcMFZPLlegE1TZfP2tMaBQBBNYSIIB5UUxc4I7oLdp0xbMjf0iU6zlprY3ihh9I2lmyf1HYt9/Eb+TYyrj98zLBpRoqbrbGwRNx9DaZOX+QtVcrbE4/G+cHAQRmsQABPIuHP+nWC00PK7ErlOvZc9S9Co3PKNF1MskJCvu2nvT9XNmg0HmdrD6qsOUta5Rc6HpMiZ5TrrnGlVaoEwEEpk+AAJ4+W793jhu/K2v/Xrnet47a6A3HV2uHHVcoCd6joPigZLdV2P+C3yivdZfvvECB+bOyzT2r+y103yLZA5Rt3nJSBiPvojfoV7bh9Entw2IEEJhxAQJ4xkfgYAFx3ZdkMxcpCI5VtuuW0d/91s2XzTQp7NlMcf39ygSnaG7P7DhgIO5aLKPPK9u86tCKuLNBMt2S+aDCpjsmPPFCzzWyNv0s/SG9NJTVYdHyCe/FQgQQmHEBAnjGR+BYAYNN2ylJHpENLlOu+5wxq08fRykzpFzPoYrrbpQJrla2d9UJQT7/DPa/S8WVv1SuZauRNgd7dleSpE8Au0hh87wJtR5310lqlDQkmzQp13LZhPZhEQIIVJQAAVxR43CgmLjx97L2j8r1jv9HVYWGl5QUW5RbcJHiuvOV6EnV9i9yoMPJlVjo+JSs+YjCluNXvfvtelKyjyhsOaTsjQd6DpWx6bnC20rJVcq1fK7sPViAAAIVK0AAV+xoKrCwQtOPZbWPwu63j1vdvfN2UlXVwwp7V72+8vWvnRDUt+qEIJ9/8p1XydpYta2XKu78mazZWbnmvyu75XzXHTLmA7K6U7mmD5S9ngUIIFDxAgRwxY+oQgocbGhXYpo1ZA/Q/r33jVtVvv4CGfNJhb2rgiff8NoJQX0frpBupq+MuPO3UuYoGXuarP5VKzRXB47xKMrRqsh3f1XGnC5r/yCj0yf1mfH0dcnOCCAwBQIE8BQger/F4pachofvlQ16SjqsIa5/QAp+o7DnuBGbuGFXyd6ksM/vxy4OdOyhwHxPCtLv+N6mom3Wvm/6S+jxXiiFnjNkk17JVEtJr8KWXu9fVzSIwCwXIIBn+QugpPbzTc9Iyf3K9f59SdfHjSuUmJNV273qSU/3NW+vquFHVSzWqHahv38JHXeeI5m9ZPRPsrpHYfPR6/QajHZXseoGBWY3GXO9aho/uc41XIAAAl4IEMBejHEamyg03iOrbRX2lHac4H3Nhysz/L8K+6rWqKpQX5RNfqFwQfl/jDSN7U3p1nHnjVKwt6wNlGt+7zr3LnTfLGuOkbUFVVcfrb3nPb3ONVyAAALeCBDA3oxyGhqJGy+W0ef08spddOiix0q6Q6HhW7I6UGHv+9a4Pl//vIx9WdZ8Sbm+9Axc/37izhWyklYWt9WB0dhhGvekv17+kqTnVEy+rH2bv+0fBh0hgMC6BAjgdQnN1n++uO5oFYPvywbnKtd9UckM+frfKQh+omzPmk9qiusfkezjkt6usH+vkvdz5cJC+79LmbMk+zllx/iebqH/Y7LDl8hqSxn9m8Kmelfao04EEJh6AQJ46k392DFuekE2uV253o+W1VChoaggOFhzu+9eY11cf5usNlBg/6REA8r1Lyhr30q/OO5aKmOeVXaUrwylj4/UnB/I2loFwS3KNh5b6e1QHwIITL8AATz9xu7dIW5aKmM3VLZnp7KKzzedJBWvUK5vzUMI0k3iuktlgg8rMcfKFO+TMjsq7HmyrP0r9eK46woZJco2f3atEt/8+Mg5+mftXcZXkiq1X+pCAIEpESCAp4TRo03ua/iWMubjeql6y7KfNZweP2jsNsr27bOWSL7uszLBIoW9m6pQ1y9pM2X73X+yU6HzLFlzssLmfdd8x8/jIz36bwWtIDAtAgTwtLA6uunihlNUDL4uq9OU67667C5Gjh9MrlSub+3PNu89by9VZRYr7M8oPnMjaYvfSPqEwv67yr5PpSyIuw6S0U8kU6ts09KRsl5/fKTRtjK6Stkm9/8lo1K8qQMBzwQIYM8GOul2ftH4fh3Y80DZ+8RnzpG2Wjly/GBt9+9HXZ+vt9o4eJd273lShfozJXu8sv1HlH2vSljwYLSJXq0aUKBe1TSv+peVuPt2SYfx+MhKGBA1IFD5AgRw5c/IjQoLbzp+cKyK4/pXJZ2ssG/V127iup8r0BWq6f+WG02+qcp853Uy5gmFzV8Rj490bnwUjEAlCBDAlTAFH2pIjx80GlbYO/aDNuL6J2X1zdW/oh6c/0El5kYZe6SyC1adnevCz2B3naw9Qgquf+PxkepV2MTjI12YHzUiUCECBHCFDML5Mt58/OBYzeTrBqXg98r1fmT1JXHdU7J2awXJmcouuqLiHQqdR0m6TtY8I2Pep0Q3KNd0YsXXTYEIIFBxAgRwxY3EwYL+9vjBsVqI69JfPe+yxoM4CvMOlg1+JmsfVWBvVXbh2RUrEHe/U9Yuk8xbFChWtY7Rnk1PVWy9FIYAAhUtQABX9HgcKW6w4Xwl+pfVxw+OVfZAQ7sC+3mFfVuvcUlcd5ukHaTkp5J2kjFnKLvg1xXVfTxystM1sjYjY9OvHU3/4yN/deE79coLQwqjP1eUBcUggMCUCBDAU8I4yzfJ1z+gTPAb1bx2/OBYHIWmY2WL/62wb4O1LonrVsookk3+KmO6RkK4pv+/Zlw27ttTphjJakcZGynbfOOU1jTQdYBMUCsF6SlKO8nY9NCLrSRtLKtAsh9V2HjTlN6TzRBAoCIECOCKGIPjRcQNK5QEbxw/OFY7i6PNVVz+nMK+tV93hbp/l9UpCvs3Vf68D8go/Tz4OwoXzczzkuNoI5k5afB+QTKRwsZFE5rSwPnbKrPyAA0nWVUFuyrR9gr0Dlm7mYypVqKiAr0sm/xZyjwu2f+TdL+S5F7VNvl7dOOEMFmEgF8CBLBf81z/3cSth0krf7zW8YNjVZKvG9ZwcKD2771vlHfBz8jY25RdcIIWf3lzFauvkJJNlSRnqPaC0b9bPB0dF3o+K6tIsjdpA0Xr/Jx3Sd9BSlSrxO4lm+wkE2wjk76LNRvJysjaFZKeV2CfkDGPqqhfqcrkVdRdCutfmI4W2BMBBCpfgACu/BlVdoXp8YOJDlKud4eSCo3rn5cyrQq7L17r+vz802XM5VLm3aufEx3Pa5Z0lswmeQ1v9CXtO6+0YxFLKuZvLsp3HyGjNkmvKGMjzW1edaDEYNd2KmYOUGBqZLWbrN4rY98ho7fKqlrSsGRfloJnZPS4bPKwMlqs4vC9Clt/OZFSWIMAAv4LEMD+z3h6Oxzr+MGx7hrXpY+g/KnC/s+MekmhbqlkVirbF67+54NNl8hucJY0Z6WsWSaj2yVzu15J7tDBDc9NusF8+i8P9quSDSXzawUmkNU2ktlq5FAKmfRd7PKR83uNfULFYJkC84ACG2uD5T/XHtHLk66BDRBAYNYJEMCzbuRT3HB6/GCiQ5Tr/UVJO+fr75BRRmHf6A/suH/+Lho2v1YxOVG1C69fvec95+2rObpFQXVRduOvywZzZXW4pMWSbleg25VtSB8FOfrP3dGW2mCD7WW1g4zZXkp2kE3/d/rX12ZHySYy5gUl9hlJ6bnFD0l2iTLV96jmvF+V1BsXIYAAAmUIEMBlYHHp3wjkG06S7OjHD46FVWj4mmzyIYX9afiN/hPX3STZfRUueOdaFxTm3yObZGU1X7lFF6nQe7gSHa7ApM9grhl5ZzzyVabkIVnzqmzyWuCqStIyWfuYTLBs5D8n9rGR7/XaTf6k/b74IvNFAAEE1qcAAbw+tX27V6HxFil596jHD47V62Dd55WYfoV9bx2XI57/imT+Q2H/vLWuy8+/RLJny+hGhQs/tvqfL75wcyUrD1divyGjjWSU/ir5KRlzp4z5mmrm3+nbCOgHAQTcFSCA3Z3dzFceNz4jJVcqHOX4wbGqW1I/V8OKFfZlxm0g39AtJecq17/hqNctrjtaxeRayT6tlzbZc9SziwcWHSINnaaMOVRW75HRkKx9RDK3as7Qpdq7Zfr+oGvmp0MFCCBQ4QIEcIUPqGLLs1GVCiuGxj1+cMxfMddbDb/6d9rv38Z/jGNc9wfJ3K+w7+gxHfLn/XLkmcwmOFPZ/mvGD/XeExXoRFntJ5m3y5qXZJKlSuxNyjWen35hqGK9KQwBBLwTIIC9G+l6aihfN18m06SwZ7Oy75ivX64g+aSyC767jl9DHycFNyoJ5qq2Z+yHUhTO+5asTlKib6p20adLrifu/Ypk0kdM7i1pU0npAQv3yQbXKZx3bcn7cCECCCAwAQECeAJoLJFUyvGDY0Hl6/8kq6tU29e4Tst8/b0y9q0K+3cf99qB+afK2Etl9LDChWmglvdzT+97VR18QdYeJWN2lrVzRr7Ta+ydGs58Q7V8flweKFcjgMC6BAjgdQnxz0cXiKO3yQ59Srnui8omyjcsltFvFfZ+dJ1r7/7XLVU952lJX1S44NJxr38w2kTL/7pEVm9TohNUu/DWde4/1gWvf34cmEMl+56Rh21YPSzD58cTNmUhAgisIUAA84JY/wJx3RaPyW4AAA/oSURBVHdlzA4l//V0ft7VMuYfFC5IDylY909+3vcU6FgVdbFqF3553QtKuCL/+ufHZl9JW8uYl2S1VIm5Sbn5F8goKWEXLkEAAQRWCxDAvBjWv0Bc1ymZMxX2vaPkm8d1L8joemX7zyxpTfyVr8iYXiUmVm7hASWtKeei1z8/tq99fmz4/LgcPq5FAAGJAOZVsP4F4vnHSea/FPa/peSbD9Sdp0C9umXDDRVFwyWtu3feTqpSesbwHA0nH9Z+5xdKWlfuRYOLtpMtnjXy+bHMzpKdI2t/L6M7lWSu4vPjckG5HoHZIUAAz445V1aX6efHWv7MqMcSjldp+hxpqz8q139oWQ3F89KnYx0iazuVW9Re1tqJXDzQdYjmVH1aRXuYZLaVVJQ1Dyuwtypbv/aDRSZyD9YggIDzAgSw8yN0tIG4fliJ9ldtX77kDuK6gyT9XEHm71XTc1vJ69ILB87rUcbUKdFtyi08sqy1k7349c+PE12nXMN1k92O9Qgg4IcAAezHHN3rIm54QcY0KtvzH2UVH9elwbvDuM+SHmvDxeceoGLm5pHjBjfdbH/t0vzHsu7NxQgggMAUChDAU4jJVmUI5OsfHTlWMOw7o4xVqy7N161UoEjZ/p6y146snzcgo70VJOep5vxLJrQHixBAAIFJChDAkwRk+QQFCvU/VSKjXF95n+emtyvU/busTlHYnz69amI/8bz0O8Wfl9F3lF348YltwioEEEBg4gIE8MTtWDkZgbj+CkmHK+x734S2yc9/RkFwm7J9J0xofboo/WtsY78la55UdqM9ZEr86+oJ35CFCCCAwBsCBDCvhpkRKDSeJZv0KOwr/1nSacWD9acpsVdoo8y7tXvPk5NqIj7vQSl4r5ScoXARz4CeFCaLEUCgVAECuFQprptagaUtWa0cGljnsYTj3TWuWypjVirbF066uMK8a2T1LzLBVcr2nz7p/dgAAQQQWIcAAcxLZOYE8vVW5i1vVxj9eUJFLDl3ZxWrHpLsicouvH5Ce7x5UTzvM7LmEpni/yk8f59J78cGCCCAwDgCBDAvD7cF8vU3yST7Klzwzilp5LFoc/3lr4My2kKB+YTmLvjxlOzLJggggMDfCBDAvCTcF4jnvyKZ/1DYP3VPmSrM+76ko5XoIuUWnus+Eh0ggEClCRDAlTYR6ilfYPH8LhXNVxT2b1j+4nFWFObNV6JuyZym3IKrp3RvNkMAgVkvQADP+peAJwBx3e8ls1Rh39FT2tHShl21V+9DU7onmyGAAALiNCReBL4ILK77iIq6SUlmrmp7lvjSFn0ggIC/ArwD9ne2s6+zQv09ssUrFS78+uxrno4RQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwIEsBdjpAkEEEAAAdcECGDXJka9CCCAAAJeCBDAXoyRJhBAAAEEXBMggF2bGPUigAACCHghQAB7MUaaQAABBBBwTYAAdm1i1IsAAggg4IUAAezFGGkCAQQQQMA1AQLYtYlRLwIIIICAFwL/DzjSs//mBMdhAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="Brng" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Size RNG" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><sprite name="Sprite" idx="1" x="-69.99999999999727" y="79.99999999998812" heading="127.4285714284714" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,204,135.76799999980076,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="142.00000000000003" y="79" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on it.&#xD;You will see a menu of options. &#xD;Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="10" y="10"><block s="down"></block><block s="setColor"><color>0,204,66,1</color></block><block s="clear"></block></script><script x="49.66666666666666" y="477.3333333333333"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block><block s="gotoXY"><l>-70</l><l>80</l></block><block s="doSetVar"><l>Size RNG</l><block s="reportRandom"><l>25</l><l>50</l></block></block><block s="doSetVar"><l>Brng</l><block s="reportRandom"><l>3</l><l>25</l></block></block><block s="doFor"><l>i</l><l>-50</l><l>50</l><script><block s="doChangeVar"><l>i</l><l>1</l></block><block s="doWarp"><script><custom-block s="pinwheel, branches: %s Size: %s Backup: %s"><block var="Brng"/><block var="Size RNG"/><block var="i"/></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="i"/><l>50</l></block><script><block s="doSetVar"><l>i</l><l>-50</l></block></script></block></script></block></script><script x="72.00000100000003" y="317.8333343333334"><block s="clear"></block></script><script x="211.66666666666666" y="347.00000000000006"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="469.6666676666665" y="607.3333343333334"><block s="doFor"><l>i</l><l>10</l><l>100</l><script><block s="doChangeVar"><l>i</l><l>0</l></block><block s="doWarp"><script></script></block><block s="doIf"><block s="reportEquals"><block var="i"/><l>10</l></block><script><block s="doSetVar"><l>i</l><l>-20</l></block></script></block></script></block></script><script x="397.000001" y="339.00000099999994"><custom-block s="Asterisk, branches: %s Branch length: %s"><l>12</l><l>40</l></custom-block></script><script x="659.6666676666666" y="345.3333343333333"><custom-block s="Asterisk, branches: %s Branch length: %s"><l>6</l><l>6</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="asdf" type="predicate" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="pinwheel, branches: %&apos;Number of branches&apos; Size: %&apos;Size&apos; Backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="clear"></block><block s="doRepeat"><block var="Number of branches"/><script><block s="changePenHSVA"><l><option>hue</option></l><l>.1</l></block><block s="forward"><block var="Size"/></block><block s="forward"><block s="reportProduct"><block s="reportMonadic"><l><option>abs</option></l><block var="backup"/></block><l>-1</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of branches"/></block></block></script></block></script></block-definition><block-definition s="Asterisk, branches: %&apos;Branches&apos; Branch length: %&apos;Length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s Size: %s Backup: %s"><l>12</l><l>80</l><l>80</l></custom-block></script></block-definition><block-definition s="Inspi,repeat: Num Size: size Angle: angle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Inspi,repeat: %&apos;num&apos; Size: %&apos;size&apos; Angle: %&apos;angle&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="num"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportProduct"><block var="i"/><block var="angle"/></block></block></script></block></script></block-definition></blocks><variables><variable name="Brng"><l>16</l></variable><variable name="Size RNG"><l>39</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>