<snapdata remixID="11901787"><project name="concentricSquareProgram" 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="concentricSquareProgram"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawSquare" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doSetVar"><l>sideLength</l><l>10</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="sideLength"/></block><block s="turn"><l>90</l></block></script></block><block s="doRepeat"><block s="reportDifference"><block var="numberOfSquares"/><l>1</l></block><script><block s="up"></block><block s="turnLeft"><l>135</l></block><block s="forward"><l>10</l></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>sideLength</l><block s="reportVariadicSum"><list><block var="sideLength"/><l>15</l></list></block></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="sideLength"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="Reset" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></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="59"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="60"></list></costumes><sounds><list struct="atomic" id="61"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-134.35028842544511" y="134.35028842544403" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="66"><costumes><list struct="atomic" id="67"></list></costumes><sounds><list struct="atomic" id="68"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><custom-block s="Reset"></custom-block><block s="doAsk"><l>How many squares do you want?</l></block><block s="doSetVar"><l>numberOfSquares</l><block s="getLastAnswer"></block></block><custom-block s="drawSquare"></custom-block></script></scripts></sprite><watcher var="numberOfSquares" 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="numberOfSquares"><l>20</l></variable><variable name="sideLength"><l>295</l></variable></variables></scene></scenes></project><media name="concentricSquareProgram" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>