<snapdata remixID="11870848"><project name="Concentretic 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="Concentretic Squares"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="ConcentreticSquares" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="numSquares"/><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><block var="i"/><block var="sideLength"/></list></block></list></block></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="sideLength"/></list></block></block><block s="setYPosition"><block s="reportVariadicSum"><list><block s="yPosition"></block><block var="sideLength"/></list></block></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="48"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="150" y="150" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="65" y="106.33333333333334"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>-90</l></block><block s="doAsk"><l>How many squares?</l></block><block s="doSetVar"><l>numSquares</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What side length?</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><custom-block s="ConcentreticSquares"></custom-block></script></scripts></sprite><watcher var="numSquares" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sideLength" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="numSquares"><l>25</l></variable><variable name="sideLength"><l>6</l></variable></variables></scene></scenes></project><media name="Concentretic Squares" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>