<snapdata remixID="8768327"><project name="Lab3_Pinwheels" 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="true" sublistIDs="false" scheduled="false" 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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="-4.547473508864641e-13" y="-1.2505552149377763e-12" heading="6.923076923075143" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="44" y="179"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="Pinwheel, branches: %s"><l>13</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel, branches: %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><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="number of branches"/></block></block></script></block></script><scripts><comment x="215" y="70.19999999999999" w="90" collapsed="false">input the number of branches desired so that the right amount of repeats are used and the angle of the lines are used to make a full circle.</comment></scripts></block-definition></blocks><variables></variables></project><media name="Lab3_Pinwheels" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>