<snapdata remixID="9206893"><project name="U1L3-Pinwheel" app="Snap! 5.4, 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" penlog="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="12.46281178135905" y="-58.72544867859699" heading="288.0000000000007" 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="18.33333333333337" y="58.333333333333314"><block s="setColor"><color>145,26,68,1</color></block></script><script x="13" y="111.00000000000011"><block s="clear"></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>6</l><l>80</l><l>20</l></custom-block></script><comment x="190.33333333333337" y="39" 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="11" y="197"><block s="clear"></block><block s="down"></block><custom-block s="polygon, sides %s polygon size %s"><l>3</l><l>50</l></custom-block></script><script x="340" y="163"><custom-block s="polygon, sides %s side length %s"><l>5</l><l>60</l></custom-block></script><script x="336" y="217"><custom-block s="asterisk, branches %s branch length %s"><l>8</l><l>100</l></custom-block></script><script x="51" y="269.6666666666671"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="304.33333433333326" y="307.00000500000067"><block s="clear"></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>78</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></block></script><script x="626" y="236"><block s="gotoXY"><l>0</l><l>0</l></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 s="reportDifference"><l>0</l><block var="size"/></block></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;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="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon, sides %&apos;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><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="sides"/><block var="length"/><l></l></custom-block></script></block-definition><block-definition s="polygon, sides %&apos;sides&apos; polygon 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><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>