<snapdata remixID="8562547"><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="106.99999999999977" y="1.7053025658242404e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,26,36,1" 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="30.000000999999827" y="10.000000000000057"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="down"></block></script><script x="9.99999999999983" y="805.9999990000015"><block s="clear"></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>18</l><script><block s="forward"><l>40</l></block><block s="down"></block><custom-block s="pinwheel,branches %s %s %s"><l>24</l><l>40</l><l>30</l></custom-block><block s="up"></block><block s="turn"><block s="reportQuotient"><l>360</l><l>18</l></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block></script></block></script><script x="652.0000000000007" y="548.9999999999991"><block s="doGlide"><l>1</l><l>100</l><l>0</l></block></script><script x="458.0000000000007" y="433.9999999999993"><block s="doGlide"><l>1</l><l>-150</l><l>45</l></block></script><script x="414.0000000000007" y="35"><block s="setHeading"><l>90</l></block></script><script x="414.0000000000007" y="95"><block s="doGlide"><l>1</l><l>-150</l><l>45</l></block><custom-block s="pinwheel,branches %s %s %s"><l>100</l><l>100</l><l>100</l></custom-block></script><script x="357" y="287.99999999999983"><block s="doGlide"><l>1</l><l>-150</l><l>45</l></block></script><script x="433.0000000000007" y="194.00000000000017"><block s="setHeading"><l>90</l></block><block s="forward"><l></l></block></script><script x="352" y="384.9999999999992"><block s="forward"><l>10</l></block></script><script x="864.9999999999995" y="693.0000000000014"><block s="doGlide"><l>1</l><l>150</l><l>100</l></block></script><script x="394.00000000000045" y="549.999999999999"><block s="doGlide"><l>1</l><l>-150</l><l>45</l></block></script><script x="88.00000100000005" y="619.8000010000011"><block s="turn"><l></l></block></script><script x="220.00000099999994" y="705.0000000000014"><custom-block s="pinwheel,branches %s %s %s"><l>60</l><l>60</l><l>40</l></custom-block></script><script x="581.0000000000005" y="245.9999999999999"><block s="doGlide"><l>1</l><l>0</l><l>100</l></block></script><script x="596.0000000000007" y="298.99999999999966"><block s="setHeading"><l>90</l></block><block s="forward"><l>10</l></block><custom-block s="pinwheel,branches %s %s %s"><l>60</l><l>100</l><l>100</l></custom-block></script><script x="320" y="327.9999999999992"><custom-block s="pinwheel,branches %s %s %s"><l>4</l><l>100</l><l>0</l></custom-block></script><script x="180.99999999999994" y="546.9999999999991"><custom-block s="pinwheel,branches %s %s %s"><l>50</l><l>75</l><l>75</l></custom-block></script><script x="24.000000999999827" y="237.99999999999994"><block s="doGlide"><l>1</l><l>0</l><l>-100</l></block><custom-block s="pinwheel,branches %s %s %s"><l>100</l><l>100</l><l>100</l></custom-block><block s="up"></block><block s="gotoXY"><l>-150</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-150</l><l>-45</l></block><custom-block s="pinwheel,branches %s %s %s"><l>75</l><l>80</l><l>80</l></custom-block><block s="up"></block><block s="gotoXY"><l>150</l><l>100</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>150</l><l>-35</l></block><custom-block s="pinwheel,branches %s %s %s"><l>60</l><l>80</l><l>80</l></custom-block><block s="up"></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="down"></block></script><script x="514.0000000000005" y="679.0000000000011"><block s="setColor"><color>0,26,36,1</color></block></script><script x="528.3333333333337" y="737.000000000001"><block s="floodFill"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel,branches %&apos;number of branches&apos; %&apos;move&apos; %&apos;back&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="move"/></block><block s="doWait"><l>-20</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="back"/></block></block><block s="doWait"><l>-50</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of branches"/></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>