<snapdata remixID="10688762"><project name="Polygon Lab - Ramon Loya " 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" 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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="-9.094947017729282e-13" y="1.7053025658242404e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="16.666666666666657" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="16.666666666666657" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="74.66666666666666"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="108.66666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><custom-block s="pinwheel, branches: %s"><l>30</l></custom-block></script><script x="16.666666666666657" y="279"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,254,250,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></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>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Polygon Lab - Ramon Loya " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>