<snapdata remixID="11907031"><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="drawASquare %&apos;sideLength&apos; %&apos;numberofSquares&apos; %&apos;addedLength&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numberofSquares"/><script><block s="gotoXY"><block s="reportDifference"><l>0</l><block s="reportQuotient"><block var="sideLength"/><l>2</l></block></block><block s="reportDifference"><l>0</l><block s="reportQuotient"><block var="sideLength"/><l>2</l></block></block></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="sideLength"/></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="doSetVar"><l>sideLength</l><block s="reportVariadicSum"><list><block var="sideLength"/><block var="addedLength"/></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="44"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="45"></list></costumes><sounds><list struct="atomic" id="46"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-95" y="-95" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="51"><costumes><list struct="atomic" id="52"></list></costumes><sounds><list struct="atomic" id="53"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21.1640625" y="37.33333333333326"><block s="receiveGo"></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>sideLen</l><l>10</l></block><block s="doSetVar"><l>addedLen</l><l>20</l></block><block s="doSetVar"><l>numSquares</l><l>10</l></block><custom-block s="drawASquare %n %n %n"><block var="sideLen"/><block var="numSquares"/><block var="addedLen"/></custom-block></script></scripts></sprite><watcher var="numSquares" style="normal" x="18.320610687023247" y="18.320610687022885" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="numSquares"><l>10</l></variable><variable name="addedLen"><l>20</l></variable><variable name="sideLen"><l>10</l></variable></variables></scene></scenes></project><media name="Concentric Squares" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>