<snapdata remixID="12327355"><project name="Concentric Squares" app="Snap! 8.2, 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="draw squares %&apos;numSq&apos; %&apos;howLrg&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>270</l></block><block s="doRepeat"><block var="numSq"/><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="howLrg"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>5</l></block><block s="changeYPosition"><l>-5</l></block><block s="doChangeVar"><l>howLrg</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" id="34"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="35"></list></costumes><sounds><list struct="atomic" id="36"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="445" y="-445" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="41"><costumes><list struct="atomic" id="42"></list></costumes><sounds><list struct="atomic" id="43"></list></sounds><blocks></blocks><variables></variables><scripts><script x="11" y="10"><block s="receiveGo"></block><block s="doAsk"><l>How many squares would you like?</l></block><block s="doSetVar"><l>numSqrs</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long is each side?</l></block><block s="doSetVar"><l>sideLen</l><block s="getLastAnswer"></block></block><custom-block s="draw squares %n %n"><block var="numSqrs"/><block var="sideLen"/></custom-block></script></scripts></sprite><watcher var="numSqrs" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sideLen" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="size" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="numSqrs"><l>89</l></variable><variable name="sideLen"><l>2</l></variable><variable name="size"><l></l></variable></variables></scene></scenes></project><media name="Concentric Squares" app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>