<snapdata remixID="8808762"><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,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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="-150" y="0" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="27.000000000000018,5.000000000000011,255,1" 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="17.666666666666657" y="326"><block s="forward"><l>50</l></block><custom-block s="pinwheel, branches %s size: %s backup: %s"><l>10</l><l></l><l></l></custom-block></script><script x="454.6666676666666" y="228.000001"><block s="turn"><l>45</l></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="328.6666676666666" y="239.000001"><block s="forward"><l>10</l></block><block s="forward"><l>10</l></block><block s="setColor"><color>98,0,229,1</color></block></script><script x="299.6666676666666" y="317.000001"><block s="down"></block><custom-block s="pinwheel, branches %s size: %s backup: %s"><l>21</l><l>10</l><l>8</l></custom-block><block s="forward"><l>10</l></block><block s="setColor"><color>0,173,154,1</color></block><block s="forward"><l>10</l></block><custom-block s="pinwheel, branches %s size: %s backup: %s"><l>21</l><l>5</l><l>4</l></custom-block><block s="forward"><l>10</l></block><block s="up"></block></script><script x="38" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><custom-block s="polygon color Shape: %s Size: %s"><l>6</l><l>30</l></custom-block><block s="gotoXY"><l>100</l><l>0</l></block><block s="down"></block><custom-block s="pinwheel, branches %s size: %s backup: %s"><l>10</l><l>80</l><l>50</l></custom-block><block s="up"></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="down"></block><custom-block s="asterisk, branches %s branch length: %s"><l>6</l><l>100</l></custom-block><block s="up"></block></script><script x="344.66666666666663" y="137"><block s="setHeading"><l>0</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;number&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="setColor"><color>255,127,5,1</color></block><block s="doRepeat"><block var="number"/><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number"/></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 color Shape: %&apos;Shape&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><block s="down"></block><block s="doFor"><l>i</l><l>1</l><block var="Size"/><script><block s="changePenHSVA"><l><option>hue</option></l><l>90</l></block><block s="forward"><block s="reportProduct"><l>2</l><block var="i"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Shape"/></block></block><block s="forward"><block s="reportProduct"><l>2</l><block var="i"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Shape"/></block></block><block s="forward"><block s="reportProduct"><l>2</l><block var="i"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Shape"/></block></block><block s="forward"><block s="reportProduct"><l>2</l><block var="i"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Shape"/></block></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>