<snapdata remixID="11315381"><project name="Pinwheel Lab " app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Pinwheel Lab "><notes></notes><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"><l>21</l><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><l>21</l></block></block><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></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" id="41"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="42"></list></costumes><sounds><list struct="atomic" id="43"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-1.3642420526593924e-12" y="-5.968558980384842e-13" heading="89.99999999999898" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="48"><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><blocks></blocks><variables></variables><scripts><script x="47" y="54.33333333333334"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>number of branches</l><l>21</l></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="pinwheel, branches: %s"><l></l></custom-block></script></scripts></sprite><watcher var="number of branches" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="number of branches"><l>21</l></variable></variables></scene></scenes></project><media name="Pinwheel Lab " app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>