<snapdata remixID="12619724"><project name="L03 Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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="doWait"><l>.1</l></block><block s="forward"><block var="backup"/></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;branch&apos; 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="branch"/><block var="length"/><block s="reportVariadicProduct"><list><l>-1</l><block var="length"/></list></block></custom-block></script></block-definition><block-definition s="polygon , sides: %&apos;sidez&apos; size: %&apos;size&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="sidez"/><block var="size"/><block var="size"/></custom-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" id="41"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="42"></list></costumes><sounds><list struct="atomic" id="43"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="102.5613582297492" y="53.08536165527153" heading="155.00000000000227" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="48"><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14.333333333333343" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="14.333333333333343" y="61.66666666666666"><block s="clear"></block></script><script x="14.333333333333343" y="92.33333333333334"><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><comment x="146.33333333333331" y="91.66666666666666" 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="328" y="55.666666666666664"><custom-block s="pinwheel branches %s size : %s backup : %s"><l>6</l><l></l><l></l></custom-block></script><script x="172.99999999999994" y="23"><custom-block s="pinwheel branches %s size : %s backup : %s"><l>6</l><l>100</l><l>-23</l></custom-block></script><script x="199.99999999999994" y="182"><custom-block s="asterisk , branches: %s length: %s"><l>3</l><l>100</l></custom-block></script><script x="221.99999999999994" y="217.00000000000003"><custom-block s="polygon , sides: %s size: %s"><l>3</l><l>24</l></custom-block></script><script x="10" y="254.66666666666663"><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><script x="47" y="254.66666666666663"><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><script x="71.99999999999994" y="256.66666666666663"><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="89.99999999999994" y="259.66666666666663"><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="115.99999999999994" y="260.66666666666663"><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="441" y="143.33333333333303"><block s="doFor"><l>i</l><l>0</l><l>30</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="350" y="273.1666666666666"><block s="down"></block><block s="doFor"><l>length</l><l>0</l><l>30</l><script><block s="forward"><block s="reportVariadicProduct"><list><block var="length"/><l>2</l></list></block></block><block s="turn"><l>90</l></block></script></block></script><script x="334" y="404.3333333333316"><block s="doFor"><l>l</l><l>0</l><l>1000</l><script><block s="forward"><block s="reportQuotient"><block var="l"/><l>100</l></block></block><block s="turn"><l>5</l></block></script></block></script><script x="270.6666666666667" y="481.33333333333144"><block s="clear"></block></script><script x="123.58593749999994" y="476.1666666666648"><block s="reportVariadicProduct"><list><block var="l"/><l>1.1</l></list></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="L03 Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>