<snapdata remixID="10871319"><project name="U1L3-Pinwheel" app="Snap! 6, https://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" hyperops="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="-9.999999999999773" y="-30" heading="140.00000000000045" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="42,53,48,1" 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><comment x="168.33333333333337" y="15.533333333333331" w="242.66666666666666" collapsed="true">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="288" y="364.19999999999993"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="312.33333333333337" y="513.2000000000003"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="453.9999999999999" y="366.6999999999998"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="63" y="402.19999999999993"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="98" y="30"><block s="receiveKey"><l><option>space</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>168,21,0,1</color></block><custom-block s="pinwheel, branches %s"><l></l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="gotoXY"><l>-10</l><l>20</l></block><block s="down"></block><block s="setColor"><color>30,0,166,1</color></block><custom-block s="pinwheel, branches %s"><l></l></custom-block><block s="up"></block><block s="gotoXY"><l>-10</l><l>-30</l></block><block s="down"></block><block s="setColor"><color>42,53,48,1</color></block><custom-block s="pinwheel, branches %s"><l></l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;numBranch&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doAsk"><l>How many branches do you want?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block s="getLastAnswer"></block></block></block></script></block></script></block-definition><block-definition s="pinwheel, branches" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>