<snapdata remixID="13338953"><project name="Pinwheel Programs Lab" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="Pinwheel Programs Lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawAPinwheel %&apos;numBranches&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><block var="numBranches"/><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 var="numBranches"/></block></block></script></block><block s="up"></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="24"></list></costumes><sounds><list struct="atomic" id="25"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="numBranches" style="normal" x="10" y="10" color="243,118,29"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><sprite name="Sprite" idx="1" x="0" y="-2.842170943040401e-14" heading="90.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,50,224,1" pen="tip" id="33"><costumes><list struct="atomic" id="34"></list></costumes><sounds><list struct="atomic" id="35"></list></sounds><blocks></blocks><variables></variables><scripts><script x="27" y="49"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">This code will draw a pinwheel with 3 sides.</comment></block><block s="setColor"><color>252,133,255,1</color></block><custom-block s="drawAPinwheel %n"><l>3</l></custom-block></script><script x="834" y="64"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>0,50,224,1</color></block><custom-block s="drawAPinwheel %n"><l>12</l></custom-block></script><script x="656" y="60"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>245,126,0,1</color></block><custom-block s="drawAPinwheel %n"><l>6</l></custom-block></script><script x="481" y="54.999999999999886"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>0,230,29,1</color></block><custom-block s="drawAPinwheel %n"><l>5</l></custom-block></script><script x="313" y="52.99999999999994"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>39,255,245,1</color></block><custom-block s="drawAPinwheel %n"><l>4</l></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="numBranches"><l>1</l></variable></variables></scene></scenes></project><media name="Pinwheel Programs Lab" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>