<snapdata remixID="11305783"><project name="Concentric Squares" 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="Concentric Squares"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="concentricSquares %&apos;numberOfSquares&apos; %&apos;sideLength&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setColor"><color>143,0,35,1</color></block><block s="setSize"><l>2</l></block><block s="doFor"><l>m</l><l>1</l><block var="numberOfSquares"/><script><block s="doRepeat"><l>4</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>2</l></block><block s="down"></block><block s="forward"><block s="reportProduct"><block s="reportProduct"><l>2</l><block var="m"/></block><block var="sideLength"/></block></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="sideLength"/></block></block><block s="changeYPosition"><block var="sideLength"/></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="43"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="44"></list></costumes><sounds><list struct="atomic" id="45"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="SideLength" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212" hidden="true"/><watcher var="numberOfSquares" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="160" y="160" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,126.51999999999974,143,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="220" y="20"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>270</l></block><custom-block s="concentricSquares %n %n"><l>32</l><l>5</l></custom-block></script><script x="10" y="278.79999999999995"><custom-block s="concentricSquares %n %n"><l></l><l></l></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="SideLength"><l>5</l></variable><variable name="numberOfSquares"><l>10</l></variable></variables></scene></scenes></project><media name="Concentric Squares" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>