<snapdata remixID="14627157"><project name="concentric squares" app="Snap! 11.0.4, 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="drawSqaures" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>b</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="reportDifference"><block var="b"/><l>1</l></block><block var="sideLength"/></list></block></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></block><block s="forward"><block s="reportVariadicProduct"><list><block var="sideLength"/><l>-1</l></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><primitives></primitives><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="100" y="100" 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="133" y="79.33333333333334"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>270</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 number should they increase by?</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><custom-block s="drawSqaures"></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"/><watcher var="b" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="numSquares"><l>10</l></variable><variable name="sideLength"><l>10</l></variable><variable name="b"><l>0</l></variable></variables></scene></scenes></project><media name="concentric squares" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>