<snapdata remixID="11689672"><project name="L03 Pinwheel" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="L03 Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><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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R++Zu6o7dT3QLD5h2RDajPWSH/l6jGnSUN19ntOzfQJn1IvwLJ/TOGeVxuB0CEKiSAAK4SrA4tjoCBd1yIpavE/ElTuBdW50qIzv16kOtfcZvp6fs0MuO7ITK3JXXrVVMtMMO4/O76MpMhlMgUF8CCOD62mcqpulsnt6qRdE9QnJr3P7iOK9bpfFh77gL6JF+FcvI6+bNGvERubDxyLNoaUlFD6gJAQgMTQABPDQnXBUzgfwB5uGc5eUksr53bOmcBY+t3hGHFl3d3FYaKB0+d/Pqv9S6n7xhXcVEn4hKcmyc/1it1i6oB4G4CiCA47oZ9DWowHV66+sbWLuXiKIsaad/Nli5YdCbqnyBa1ibolL0gY6e7u4ql3rZ8Z3Nredpon1LIjnZKfq/rGVt1IIABEYmgAAemRvuionAEuOoCdtl31uJ+TgakJmqPwrQNaw/MfGC9qDrh7UiWpRrPTajaQ+URNrmhv6DtaqLOhCAwOgEEMCj88PdMRFwd70PM31IKHqXE3Y/oKotV7ceJOYf2UHXDbXooVO33qIxrSWiy+zAW1yLmqgBAQhURgABXBlHnBIDAdcwP0fEX5WI5jlF73oVLbmG+UMh7TdO0HVNtevfMLklV8pm1gtztx14H6t2PZwPAQhUVgABXFlPnKZYIK9Pm8GcuVOIb3KCLrvW7biGdZWQbHeq/CESs2l25iTj6YdI+Gk79N5V6zlRDwIQGL0AAnj0hjghZgKdk9vezllZoZH8/MFw0geX1vDlOAXdulRIGu3Qn1dNlrxh/YiEpjihd3w16+BsCECgegII4OrZ4mSFAoubTjkkyoz5GQk9F/XvfF/HlgfDWrTjGtZFIjTVCb33Vaueq7cuItY+oPXx0XO2dAXVqoNzIQCB6goggKvri9MVChQmHbe3jJt4mxAfHkWlWXOLq/632u0UdPMCIT7fDr1jq1GrkLM+LRotYqIT24N4vid2NebGmRCoRwEEcD1uFTO9TMA1zBtJ+CyJStOdnlUPV5On/PF/zHytHfpTKl2noJsnC7MnRKYTeA9V+nycBwEI1FYAAVxbb1RTJJBvti5loUuJ6NN24H2vWm2UQzJi+qkT+PtWssauz0bWSmuF6NMdoV/+ZCh8QQACCRdAACd8gWh/6AKuYb2HSH4oxNc7gfe5od859CuvbTrlkDGZMX+yA2/M0O/a85ULjVMOylLDOiK+0w689kqdi3MgAAG1Aghgtf6oXmOBTr31HUy8goi7qvFRfQuoJdtoZPrswNcqMdqCKS3jGvsy5TfaeNIO/NMrcSbOgAAE4iGAAI7HHtBFDQUWTW55Q6Yhe5+IFLdJ35lfLD64uZLlC4bZx33alEr8hbKrWz9hlsb2wDcr2SPOggAE1AsggNXvAB0oELhqn5MaJ7xu3I9E6A3EpVOdYNWfKtWGq1tbI01mdmz0143mzLxhlt/O8tTtL+x8x8VbH+odzVm4FwIQiJ8AAjh+O0FHNRTIG+b3mPg9EsmMSn2KkGuYG0TYcULvjpGOks+1zSOWr2SldNyFNXj51Ej7xH0QgMDIBRDAI7fDnXUi4Brm5Uw8XyL6iF30bh/tWK5hPSoi33JCf8lIzioYpiVE90cUTesIVq0ZyRm4BwIQiL8AAjj+O0KHNRBwm62zSOQHRNq1dtB12WhKurq1jJh8O/CuG+45heZpR0iUWcMand2+0btvuPfjeghAIDkCCODk7AqdVllgkd52tMaygkl+agf+eSMtl9etb7PIBrvof3U4Z1zbNP2QMVppnRDf6ITel4ZzL66FAASSJ4AATt7O0HEVBa5vNt9UEr6fif4ydjudfUGvt3W45dxc65eFeYwT+pcM9d5r9p+619iGceuYtD/YYdfsod6H6yAAgeQKIICTuzt0XiWB64yW/cdIdqmw6Dwg72rf1P3X4ZRydfNiIj7MDr3/HOp9rmHeK0Svc/Byo6GS4ToIJF4AAZz4FWKAagnkdfNmIpopJDM6wu5fD7WOq5s2EZ9hh94pQ7mn/F7VIjzVCBvffhYt7RvKPbgGAhBIvgACOPk7xARVFMgb1lVMYlOknWkXu+4fSik3Z36ENL7EDrw3DXZ9XrcuJZZ5Df3ZYz67ecVfBrse34cABOpHAAFcP7vEJFUSKOSsD5MmS0Tocjv0rxqsTCFnvUs0+b4d+JP3dO2L701NS6Wknez0rKzqpzQN1jO+DwEI1F4AAVx7c1RMoEA+Zx7DGq0U4aVO6H1yTyMUDOtIIVprB9743V1Xfk9qjfmhKOJTO4re6gSSoGUIQGCUAgjgUQLi9vQIdOqnvEXjsfcLyW/7S5vOmd/z2xdea/pFB86YlIlKm+3Ay7zW92+YPOMNAw0D6yTSrnaKXQvTI4hJIQCBlwoggPE8QGAYAvkDzCbK0p0svHeGondfGHY//lq3u7pVGjeeJl3wt5e/jGnR3jMmZSeW1pHQ+vbQ+8gwSuPSPQjcTrMzjzf1HDyWMwezpuVKEe1HJHsR8VjSaCILHxpF8q2OHt8DJATiIoAAjssm0EdiBISIF+vWrUIyjbVoZvvGVf/9yuZdw9rORCe2B96jL/2ea5hdJCR26E9PzMA1bnTRgSeMzw5MOCTi6CDSMk2ayL4i9DoSGUMaTybiKULUzCT7k9A+QjyemTIkFAnRDmZ6loS2MFMgQo/Trv8t/TJQur9j8+rf1HgclIPAbgUQwHg4IDBCgbxhXsfEn4pK0ekdPd3drwjazcL0UWej/7N//ud53fqBxnJYe+AfNcKSibvt+mZzv76odIjGDQZRNFmE9tF2BaaMiSI6WNPo4EhYZ6JJwrI3C49lFhaiASHeRkJbNaJNwrRRmP5OIr1EUn6p1vNM2tNU4p6BUrRh4pZn/n4BPdKfOCA0nGoBBHCq14/hRyvQqZuf1JjcSOTijrA7/6+wNaw/c0RX2kXve+X/zNWtK4jp4wPUd8y84IENo61b6/vLP/W7jVMPahjfcHB/pOnMmf2Io72JaSwJTxCiQ5jkICJqIuJGon/8xLrrv2G4T4jKvy9/moR6mGUDsfZ3omi7CO/QRJ4tCT2V1bRQdmQfb3962UYiklrPiHoQqLUAArjW4qhXdwKu0XoiibaMWG62A//CXYFrmGtE+CdO6HUuNqxzIqLvkpSm2uGqR1QDFN4wa2z0zI4pktEOYo1yzNxYfhcuIhlDRPtpxFMikgOJeDLv+idemqAxZSIh0Zh2iNBzRPQUMYUSRU9oxBuEuY9ItgvTVqJoswg/uVem4bGPP7niadXzoj4E4iqAAI7rZtBXogQW5ab9R1bLLBOhX4wLez+4U9+3/Dvi/9YosyJieUgkmu6E3Q9Ueqglh1r77NxBh0YszVziycK0L1NUDsxsSfggZu1gEtGp/PtS5r2IaBwRaSJUYpLtxLRViLcw0UYieUwi2sRM/cz0grDWK9HAJk20DU+PK/1twWOrd1S6f5wHgTQLIIDTvH3MXlGBxfu3GVFDdBcRZYj4T8SiEfGMEtG8ucGL/xS9p6/y/QNjo9dzxEY5MLkcmJGMF6ZxTDyFiA4iphyRNBLxRCIq/8Ra/n1pP5FsY+FeItpERE8K098okueJZCcRP5fR6CmJouJOKT3x+p6mJ86ipaXB+sH3IQCB6goggKvri9NTJrCEjmrYoe97GxGdQczl//v6DRHfJEQTiaKxL/6TLh/KRM1EcsCLP7HyBCbKyou/9yz/vvR5JnlKyr8vJXqCiB8v/3UvSfknVn6WibdINBD0RfL45zavLqaMGONCoG4EEMB1s0oMUg2BGya3TOznzKEZTZoj4gMi5kYmmcAsDVL+613m1xORQUT7k8jeRFz+ifVfb8DBQs8S7XopTEhCj/3zJTEaybaS0DNE2uYoKj3ZMLDt7+1PP1y+Fl8QgEBKBBDAKVk0xiT62gFm016avF6YmoW0/TWRvSPm8UI0TiM6mMr/w5Ij4km73sRBeAyxMBH3C8l2Fn6GWLYQUSDEj1MkmzVN21n+iZVIeqOSbMpmSk+WJHMlE1nCHGlEY6NI5jlF/xvYAQQgAIGXCiCA8TwkTmAo73pEXP4n3vJLYmhfIi7/hW/DP17aUv5r3eeF+JnyS2I0picjksdI+HkW2iEsz4nQU6yVirS9/4lnetc8uYAoGiqSa5jXCPEHKZKrmelLJaKzMsT3CdF3nNDrGOo5uA4CEKh/AQRw/e841hOO6F2Pyn/kxLtCsfx70eeE6ClmKQrxBiZtgwjtKL8khpmeKVG0JSMS9LM8flGwuvzTa9W+OnMt52la9gYZkBOiDO2TYV5mB97ERU3W2zIZWk5ED/UG3geHE+hVaxYHQwACygUQwMpXUD8NjOxdj4gjkRITb3vxNaSymYmC8u9NmWhTROXXl9LzJPIMMfVoEW0cyG77+9wn122Pk1wh13qsaNqDQmQ6gfdQvnHqwTx+/N/swMuW+yw0txwoUfZeKf+RVX/mfR1bVoRx6h+9QAACtRdAANfePPYVR/yuR+XJdr0hQ/ldj8pvGUg9LP94C0EuhyjtJNGeLf8Tr8ZRsSSlDc3FyRuS/pKY63LmW7MaryWh853Qu6PMsIBIm6RbA/S6hvHtf1m2c1cI06yxovf9UJiP1iKZ2V70fx/7hwENQgACVRNAAFeNNh4Hj+Zdj5hkpxA/x+V3PRIpkkZPiMgGLv/TL/E/3vVI2xwJBVnJPt5eXLY5HlPXrouvT27Jjc1m1hPzUjvw5r+0sqtb/f19A2+76KnVf3zZf25Y3xCic7Qomt5e7P5F7bpFJQhAIE4CCOA4bWOUvbiGeS8JH/LSdz0SogxL+Y3tZQczl/+Jd4sIBcz8WPkn1PKnxDDRC6JxL0eyqSTRhpI0PDa/Z+VrftbtKFust9s5b5hrWGiTHfrvfeVwrm5t7S/JmRdt8rte+b18zpzHGl8RCc/pCLtuqjcYzAMBCAwugAAe3CgxV+R1q4NYdjLR01HERRJ5YmtP6YkFtHogMUMkqNGCYf0oEmpyQm/aa7WdN6wnSOSLTujf8lrf72wyLS3DdxNF37SD7pf99JwgBrQKAQiMUAABPEI43JZuAVc3FxLTeyb27Tjy/C1ryh9O8KqvvGE+wsTftwNv8e60Oie3vF3LZpYLcbcTeuekWxXTQyBdAgjgdO0b01ZAwNXNTwrTdSJ8XEfo/WF3R5Z/JSDEa53Au3pPZTtzM6cwl37G5V8PlORsZ5PfU4E2cQQEIBBzAQRwzBeE9uIl0GlMm6pRppsGomn2pu61e+rONaxCOVTbA//ywaYov+XlQEPmNhJ6m8alWXOCl//h1mD34/sQgEDyBBDAydsZOlYk4Da1HEZadk2Jow/NDbp/OlgbBcO8TIj3twOvfbBr//l91zBvFKIzKaLpTtH/5VDvw3UQgEDyBBDAydsZOlYgsOujBsdEDwvRd53A//JQWsgb1heY5EQ78E8fyvX/CmHduoRZLhWOPmJvXHX7cO7FtRCAQHIEEMDJ2RU6VSRQ/ojB7UbjWk3k7+2hf9ZQ23ANa46QnOcE/lFDveef1xWM1tOE+MdC7DqBd/Fw78f1EIBA/AUQwPHfETpULODq5lJhmuQEvjmcVvK6+SFivtIJvPInLQ37q1NvfYfGvEKEljuhf+6wD8ANEIBArAUQwLFeD5pTLZDX21wiaXtmYODYBZtXPz+cfvIHmG2c4Z/YobfPcO576bWLJre8IdOQuY+E/zJuB51zQa+3daRn4T4IQCBeAgjgeO0D3cRIIG+0XkjEX23ozx7z2c0r/jLc1hYbLW+OJPs/duiVPwpxxF9X7XNS44TXjf0xER8qVHqXE6z604gPw40QgEBsBBDAsVkFGomTQGfOamGNVlBJO8XpWfnwSHorvw+3vNC/vTf0spX4CMK8bv2Amd5dEp4xN+z61Uh6wj0QgEB8BBDA8dkFOomJQP4A83DO8BqS0tl2cdX9o2nLNawB2b79UKd3zROjOeef97pG2+VE0XyR6L1OuGpFJc7EGRCAgBoBBLAad1SNqcBC45SDsjRmvRAtHuwdrIYygmtYL5REZs4N/QeHcv103wUVAAAVo0lEQVRQruk0Wj+okfZdIrrGDrwFQ7kH10AAAvETQADHbyfoSJHAgikt4/bdmV1HJL+r1F8dF3QzZNHa5xS7llZyrHzOPIY1XkEk99qBf14lz8ZZEIBAbQQQwLVxRpUECLi6eScx7WUHflul2s3r5u9E+IaOovfNSp35z3PyxrR/Z8ksI6b/HRf0vv8CeqS/0jVwHgQgUD0BBHD1bHFyggRcw7qBhFp6ufeYBcEj2yrVumuY5c8C7rID/+uVOvOl5xRysyYL991BxI2lgYH3zd28eth/rV2NvnAmBCAwuAACeHAjXFHnAq5uziXiL0QycGxHcfVjlRw3r5s3sdDjdtH/aiXPfeVZed26jVnaIpEZHWH3r6tZC2dDAAKVEUAAV8YRpyRUoLPJtLQM/6wkfFI1XtrTaVgLmGScE/hfqDaRa7RdQyRzhAamO8Hqh6pdD+dDAAKjE0AAj84PdydYoNA87QiRzBoSOdMO/eXVGMXVWy8h1g63A+/sapz/yjM79daPa6xdL0IXO6HXWYuaqAEBCIxMAAE8MjfclXCBzlzLFI0z6yKRhR3F7uuqNU5etzqIZbYT+CdWq8arQvgA8wQtw8uJ6Sd24J1fq7qoAwEIDE8AATw8L1xdBwILJrdMbMzuernRejv0P1HNkToN62PMdImz0fu3atZ55dmFnPnWSOPlGtGj7YH3nlrWRi0IQGBoAgjgoTnhqjoScA3rbhEa54TezGqPtchoPS1D2vftwNuv2rVeeX75M4ylIbpLNCKm0hntG1c/WeseUA8CENi9AAIYT0eqBFzdWkJEJ/aOHThmwWOrd1R7+IWGdWSGaL0TeGOrXeu1zt/1Wcb6vrcy0SkDzLPmBd6jKvpATQhA4NUCCGA8FakRcHXzYmKeI0THO4FXkfdmHgzve1Na9n12Z+ZpO/S1wa6t5vfdZjNPwp8gitrsoHttNWvhbAhAYGgCCOChOeGqhAu4ubZTSYt+MtDPU+dtru1Pga5hRhz1NbUXH9ysktE1rPL/83EdRfQJp+j9l8peUBsCECj/aghfEKhzgYJhHSkka4ToPU7gl9+ZqqZfrmHtkEhOdor+L2ta+DWKlT9mUWP6KbH8wA78C1X3g/oQSLMAAjjN20/B7J1N5qGs8Tqi0tVOuErJ62Jdw9pCROfbgXdPHMh3fdxilpezyMPtof++OPSEHiCQRgEEcBq3npKZlzRa++wYT+uJqNsOvM+qGjtvWH9mia6xw+6bVPXwyrp5wzqYSe4Voaezz9PsC5/zn4pLb+gDAmkRQACnZdMpnLOgt90vHJXswD9N5fiubj0oInc7RX+hyj5eWXuBcdqERtl2CzO9Y6DEp83t8f4nTv2hFwjUuwACuN43nNL53Jz1HdLkaD2YdMxZtLRPJUNBt26LiH7vhN4VKvvYXe28bn2Tic6NNGnr2Oivi2OP6AkC9SiAAK7HraZ8pk6j9csaaZ8coL7j5wUPbFDN4eptVxLTgB10Xaa6l93Vdw3zc0R0BZOc0R50/zSufaIvCNSTAAK4nraJWSivW2doJN+PSjTV2eT/Ng4kbrP5JRL6Nzvwz4tDP7vrYZFuzsww30ESFeyw++I494reIFAPAgjgetgiZtglcL3e+o4S8xqK6FS76K+KC0vesOazyCw79Fvj0tPu+uic3PZ2zsoK1uhBe6N3Ztz7RX8QSLIAAjjJ20Pv/xJwJ7e9kRpkrZB81Qn8Qpxo8rp5ATM7duC9JU597TaEm8xDy5+RTCQbS9q20+c+uW57EvpGjxBImgACOGkbQ7+vEli094xJmYml9RLRCqfozYkbUfmfxYnoG07oNcWtt931c3Wjtc/4cXQbsfzbANPp8zb6/y8pvaNPCCRFAAGclE2hz90KuIblkcizdui/P45MrtF6Igl7duhPiGN/e+rJNazvCNEZWolmtvd45ddU4wsCEKiQAAK4QpA4Ro1AXrd+QEyHjw96j72AHulX08Weqy7ar7U5M0Z7wg69TBz7G6wn17C+TCSXRCWZ2dHT3T3Y9fg+BCAwNAEE8NCccFUMBQq69dWI6aM7dwwc//mn4/1Zt65hRX0lba/5PStfiCHloC2V/xmdWW4RkgVO0H3NoDfgAghAYFABBPCgRLggjgKuYZ0jJN+KSjw1Ce/g5BpWH5W0d9g9K38XR8+h9OTq044izqwgkeV26H9oKPfgGghAYPcCCGA8HYkTWKS3HJ3hzAMiMtMJux9IwgB5w3qGRT5gh/7yJPS7ux4X7m++qWGMdp+Q/M0OvBlJngW9Q0C1AAJY9QZQf1gCeWPavzNl1kUkX+oI/BuGdbPCi13dfEyEL6uHz+G9fi9zv9JEXkpM+wrRe53Ae0IhLUpDILECCODEri59jRdysyYL968njX9qb+xykiSQ161fMsktdui7Sep7T73mdfNmJp5RIj51btj1q3qZC3NAoFYCCOBaSaPOqAVc3fw5EW2yQ3/2qA+r8QGdunU3k/zCCf0ra1y6quXyunUVMc0lidqS8uuAqoLgcAgMQwABPAwsXKpOwNXNW4jozXo46bizaGlJXScjq+w2W4tIaKsdeF8Z2QnxvauQsz4caXQjSXShE3bfGN9O0RkE4iWAAI7XPtDNawi4hll+2cs5Wp923JwtXUESkQqGeZkI63bofTqJ/Q/Wcz5nHsMarSSh2+3Qv2Cw6/F9CECACAGMpyDWAq7R+lESLU/RwFS7Z3ViX8KTN1q/wMLvtEN/VqzBR9Fcp269RWNZJlL+7GP/1FEchVshkAoBBHAq1pzMIfNN047jjLaKSCw76F6bzCle7No12j5LRJ+wg663J3mOwXr/+uSW3JiGzJ1EHPWXtPfP71m5abB78H0IpFUAAZzWzcd87uty5luzGq/VRD7fHvpLYt7uoO2V3ziEiK61A6950IsTfsECIm1fw7yNiaYOcPTueRtX/XfCR0L7EKiKAAK4Kqw4dDQCnfufrHPD2PVMdIcdenNHc1Zc7nWb2kzSorvt0N8rLj1Vu4+8bi1ilk8J8XQn8B6qdj2cD4GkCSCAk7axOu93Ns3OnGz0PihEG+zAO7texnUnn/JGyo75gx162XqZaShzuM2tnyLhAomcbYfddw3lHlwDgbQIIIDTsumEzJk3zB+R8BQ79E5gIklI24O2uYSOathhNPaNC3rHxPVTmwYdYoQXLNLNkzWi+5h5iR1480d4DG6DQN0JIIDrbqXJHcjV2xYKyWzp33lcx5YHw+RO8tqdu7o1wKXo39s3df+13mYbbB63afphkomWs8iv7NB/72DX4/sQSIMAAjgNW07AjOV/qhTRrtYiObG96P8+AS0Pu0VXt54bEDl9XtFfNeyb6+CGQnPLgVGUuYeJtmYHSqd/dvPq5+tgLIwAgRELIIBHTIcbKyWQN6yTmGRlphRNu7Bn1cOVOjdu5+QNKxCK5nUE3T+MW2+16qfwhllj5YX+W4XpiAwNnDYnWP3HWtVGHQjETQABHLeNpKwft6nlMNKya4iieXbYfVM9j+/q1m+JZYmdoE9xqtY+8oZ5Awt/KNJkZsdGf1216uBcCMRZAAEc5+3UeW+L9mttzozNrBeKfuwE/kV1Pi4VDGs5Ea9qD7rKb62Z+q9O3ZyrMV0twqc5obci9SAASJ0AAjh1K4/HwLfT7DGB3ruGmP7qBN4H4tFVdbtwdWsJs2xsD/zLq1spOad3GqalCd8tRFc7oXdFcjpHpxAYvQACePSGOGEEAq5uLhUmwwn8qSO4PZG3uIb1ZRLZ2w79eYkcoEpNF5qnHUGRtjxiusoJ/EKVyuBYCMROAAEcu5XUf0NuziqQJqfLAB3nbPJ76n/iFyfM6+YXiehoJ/Tfn5aZhzrn1Y1H7fOF3ke2DvV6XAeBehBAANfDFhM0Q8Ew2yPiywciOfGiOn250e7WUdBbnYi0c5zQOzZBK0OrEIBAlQQQwFWCxbGvFnBz5jTS6D6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s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><comment x="145.33333333333337" y="95" w="242.66666666666666" collapsed="true">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="208" y="363"><custom-block s="pinwheel,branches: %s size: %s backup: %s"><l>8</l><l>100</l><l>-100</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="L03 Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>