<snapdata remixID="12131969"><project name="ConcentricSquares" 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="ConcentricSquares"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="ConcentricSquares" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doSetVar"><l>sides</l><l>10</l></block><block s="doRepeat"><l>4</l><script><block s="doRepeat"><l>40</l><script><block s="doRepeat"><l>10</l><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="forward"><block var="sides"/></block><block s="turn"><l>90</l></block></script></block><block s="doChangeVar"><l>sides</l><l>5</l></block></script></block><block s="turn"><l>90</l></block><block s="doSetVar"><l>sides</l><l>10</l></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" 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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="0" y="0" heading="90" 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="145" y="92.99999999999989"><block s="receiveGo"></block><custom-block s="ConcentricSquares"></custom-block></script></scripts></sprite><watcher var="numSq" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sides" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="numSq"><l>0</l></variable><variable name="sides"><l>10</l></variable></variables></scene></scenes></project><media name="ConcentricSquares" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>