<snapdata remixID="13338683"><project name="Pinwheel Program" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="Pinwheel Program"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;numOfBranches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numOfBranches"/><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><block var="numOfBranches"/></block></block></script></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" 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</pentrails><costumes><list struct="atomic" id="25"></list></costumes><sounds><list struct="atomic" id="26"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0.31578947368598165" y="9.052631578944727" heading="359.99999999999875" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="31"><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="46"><block s="clear"></block></script><comment x="228.00000000000003" y="76" w="242.66666666666666" collapsed="false">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="45.66666666666666" y="99.16666666666663"><custom-block s="pinwheel, branches %s"><l>3</l></custom-block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches %s"><l>4</l></custom-block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches %s"><l>5</l></custom-block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches %s"><l>6</l></custom-block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches %s"><l>7</l></custom-block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Pinwheel Program" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>