<snapdata remixID="8984498"><project name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAALZUlEQVR4Xu2de1xN6RrHf0xuM47jPobcc/mYdER1MoPcYlxCQsqlNKQZymWcwaF8Pi5zZFxGdUhupXGJmqiM0DjIJZcmMkyiEBoiJsyQQeeztl2qvdt7Xfbe727tZ/+51/s8z7t+v2+rvdZ7WVWKioqKQB9SgJECVQhARspTWYUCBCCBwFQBApCp/FScACQGmCpAADKVn4oTgMQAUwUIQKbyU3ECkBhgqgAByFR+Kk4AEgNMFSAAmcpPxQlAYoCpAgQgU/mpOAFIDDBVgABkKj8VJwCJAaYKEIBM5afiBCAxwFQBApCp/FScACQGmCpAADKVn4oTgMQAUwUIQKbyU3ECkBhgqgAByFR+Kk4AEgNMFSAAmcpPxQlAYoCpAgQgU/mpOAFIDDBVgABkKj8VJwCJAaYKEIBM5afiBCAxwFQBApCp/FScACQGmCpAADKVn4oTgMQAUwUIQKbyU3ECkBhgqgAByFR+Kk4AEgNMFSAAmcpPxQlAYoCpAgSgDuWPHTsXzrsCdZhR/qkIQPl7bNRnSADqyJ4tNm7wOr9TR9lMJw0BqAOvo51nYVTsGh1kMr0UBKDpeW5UZ0wASrQjovtEeJzeJjHL2/B1bYfiy6wEneSqLEkIQAlORQ2ZDtf9IRIyvA0N7TgcPhn7JOepjAkIQKVrT3Mf4G9NGxnUw41WozElfY9BaxpbMQJQ6UjahmhYTx3F259IBy9MOLaFd/vihq9evERkT09MOrdDcKwcAwhApatxExZgWOQyXh5v7+eNcT+F8Wpb3OjJnXvY6zYfE5O3CoqTe2MCUOmwvp7j3U/LwJG538HtUKjcWRJ1fgSgUraQVoMw/eaBEhGzsrLQtm1bFVF3OPrA/bB2mG4cPo3Udbvp+aAWLAlApUBB5gPgd+dQGbmCmjkip3ohxu5ZDRsbG0T28sKE45p/913elYjrCckY/j2/f+eiLhsyCiIAlWaGWbrA+5eYMtYmJiYi8/NVJd9dxVPMPr5d7ZUxdf1u5KVfw6D1C2SEh/5PhQBUarx72AyMiVuroviUTg7oXFBd5fuThbkIvXYCt+OSkX/lBvoEztC/WzKsQAAqTT2xJAw9/L3LWDyyhTV6v25Y1naz9xBXkAnXb+fD0208qtWupThe9KYIeRevIu/SNdy/mIm8i5l4dC0Hja3a4cN/tMdfLwrRur892n72qQwxEn9KBKBSu9yzl9DUrnOJku5WPWH/qCaiCrMwbe1SuLu7K46lR8ShbhtztOjZVbDqKSvCYf+1p0rcnw8eI3PfUdw+kYb8X7Px7F4+il6/RvU6H6Bua3N8ZNsJbQZ0h/knXQTXNPYAAlCLQ9EuszEqZrXijrZZdys0se4oydMDPksxKHShpBylgx9fv416Fs11ls/QiWQNYMQnHvA4FSFa0y3d3NDJdSDaj+iD+u1bis6jLvBc0A7Y+r29qpryR9YA/nE/Hx982EC0v89yH6C2HseH4z394RS+RHT/5BAoawA5g8QMm3Fx54N3wsbXzSAe/7whGl0FjEMbpFMGKiJ7AB/8ch2NLC0EyRk/cSGcti0VFCO1cUjLQZh+691IjNR8lSVe9gByRuwZNgOj1TzjKzYp/0o2GnRqYxSe6fomxShOSkMnTALAW0fPo2VvmwplSFkZAfs5HorjaWExsPZ2YeJb8W9CU5qgahIAcjTFus2D887lasGKGTUHLtErEev6NZyjVjCBT13RpNkr0X/1HKPpjz46YjIAZsT8hI4u/dRquKnLGEy+sFsf+grOeXD6fzAwZH5J3Pp2TvjiWrzgPJUlwGQA5Aw54L0Eg8L8VbwJbj4ADst8YTXRiblvrwpfwqyG6tjz0QXB6L3Ml3n/dN0BkwIwbdMPsJ48UhVA8wHwLTcVS9dCC8n3v3lr0We56uSGdW2G4Mvs/UJSGX1bkwKQcyPpq1Xov+qrMsYkTArA0K2LjcasF48KULP+39X2582rNzgduAWfLphsNP2V0hGTAzDl23DY/6vshICz330Pu5njpeio81h1s3NKF5HLc0OTA5Az8cSSDejhP7XEz5tHzqJVXzudQyQlIZ874BePniA9PA52s43rj0fIeZskgMcWhsBh6fQSnZ4//B21GtYVopve23LPBF8+e654PKTtE9xiIHxzDmprZpTHTRJAzonzQTth42eYsV4xzm+2doXD0mmwGNKLV3jBzVxkHzoFa2/+a5t5JdZzI5MF8JDvcgwInqdnecWn39x1LD7/eReE3iCpW1wlvhf6j5QNgL/fuIubSSnoMoX/MFp6ZAKsJgzVv8oiKhSDdykyAZ0F9jEvPRONrdqLqGr4ENkAWCydkCtAvGcAnMKN5/FLafvPrInEP2dNUHx12C8QjkFzDU+HASrKDkBOM255JLc4yHLcYK0SXv8xGRaDe2ptZ+gGpe/Mz63dAdsZ8pw9LUsAS66GzRzhd/ewRnZ2O/lhTHyQofnSWq/8nfnRhSHoXerOXWuCStJA1gByHtw+mQbOzPbD+1RoyZOce6jToolRW1b+2aVRd1ZA52QPIJ+r4YnFG9Aj4N2DaQH6GbRp6XmLBi2sx2ImAyCnYXbiKVStZoZW/VRHPTSNv+pRf7Wpf0u9go+6dVI5pm4c29B903U9kwJQ09WQ20Ktb+BMXesrKt+zew9Ru0m5HRmUmS5sikWXyc6i8hpjkEkCyBmREZ2k+N3X1M6yxJeK5uIZ0jh1mySVrv/jlMUYvDHAkF3Say2TBbBY1eBScwETp32Dz/77b70Krin5nVMXFNtv5KZcQlP7d9uElI/JiElCR5f+zPqpy8ImDyAnJrffS1NbSzRkvDLuxeMnqFmvDpIXh6JngE+FPmta36JLOAyRiwAspTI3Nb9VP3smoyPcNiBeqW9f9cXn2WTOsVS0cOhmCEb0WoMALCdv6rooWI4fghp1autV+NLJbx05h5Z9bUu+Cvt4JLwv/6Cxvra1zgbrvMRCBGAFAm61G4dJZ7dLlJdf+KvnhTCrVaOkMd/x7AeXs9DoY9V9rPlVNY5WBKAGH24kpaBFr254r3o1vbkV2nEEfDL2lsnPd7r9jv5T4Z60QW99M0RiApCHynw2J+eRpkwT7grLDQ+qW1wk5Or7Z94jvN+4vtDyRtNetgAmTFqE5j2s0W6YA95vVE+y4Nf3J8NiiPRZM9v7TsG4IxsV/eFWuFU1q6rSt3gPfzhF8Nu2TeoeiJKFkZhAtgBq0yUr8SRuJp3B/QtXUZDzG/764znMatZQ7AfYuLMFWjrYoIOLowogfN8TUr5++TtbTWt80zbGwFrAxFpt52rMx00WQLGmcFetX6MS8eb16zKbkXMbkXMbkjdSbEreAQ06tFKUiB07F867AsuU07bLgdSNNcWeG4s4AlBPqhev6dBTetmkJQB1aCU375D7V6vpBdZy32xIqJwEoFDF1LR/eCUb3K5WxTcXFaXks9hcB92pVCkIQAl25RxPxekV4XBNCJaQxbRDCUAR/l+NPYIrUQdVbi40pTKlXU+FSEoAClDr4uZY3E1Jx+CNiwREAQe+WMb7JYbca15bO3YXlL8yNyYAebh3ZtU2PL2bZ5Dtco1pZjYPaSQ3IQA1SHjMPwRVzMzQa1HFc/O0OcBnZkvpHGIfdGvrh7EeJwDVOHPILxD12pjDduY4Sb4J3deFKxbaYTh8ru6TVLcyBROApdxK8FqkmORp5TGMmYfcW9q1LaZn1jk9FCYAlaI+zy9ArQbqt8UVo7vYnfcTPAMw1Ej3qxGjg7YYAlCbQiKO73WbhxEVvJNERDpZhxCAsrbX+E+OANSxR1ts3OB1/u3iIvpoV4AA1K4R7xZ7nGdhdOwa3u2pIUAAEgVMFSAAmcpPxQlAYoCpAgQgU/mpOAFIDDBVgABkKj8VJwCJAaYK/B9DhtnVw2Q3JgAAAABJRU5ErkJggg==</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,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</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="0" y="1.1368683772161603e-13" heading="93.86098081023624" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="13" y="73.66666666666669"><block s="doGotoObject"><l><option>center</option></l></block><block s="clear"></block></script><script x="455.66666666666663" y="32.666666666666686"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><comment x="165.66666666666663" y="48.666666666666686" 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="18.666666666666657" y="140.66666666666669"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="16.666666666666657" y="305.6666666666667"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="354.66666666666663" y="449.66666666666674"><custom-block s="asterisk, branches: %s branch length: %s"><l>100</l><l>90</l></custom-block></script><script x="36.66666666666666" y="484.66666666666663"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>5</l><l>50</l><l>0</l></custom-block></script><script x="364.66666666666663" y="495.66666666666663"><custom-block s="polygon, sides: %s side length: %s"><l>9</l><l>32</l></custom-block></script><script x="210.66666666666663" y="79.66666666666669"><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="230.66666666666663" y="281.6666666666667"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="412.66666666666663" y="223.66666666666669"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script></scripts></sprite></sprites></stage><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="doWait"><l>.1</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block s="reportMonadic"><l><option>abs</option></l><block var="backup"/></block></block></block><block s="doWait"><l>.1</l></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;number of 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"><block var="number of branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon, sides: %&apos;number of sides&apos; side 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><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="length"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>