<snapdata remixID="13082146"><project name="Concentric Squares" app="Snap! 9.0, 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="ConcentricSquares1" type="command" category="pen"><header></header><code></code><translations></translations><inputs></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="doAsk"><l>How many Squares?</l></block><block s="doSetVar"><l>numSq</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Side length of smallest square</l></block><block s="doSetVar"><l>sideLen</l><block s="getLastAnswer"></block></block><block s="doFor"><l>i</l><l>1</l><block var="numSq"/><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><l>2</l><block var="i"/></list></block><block var="sideLen"/></list></block></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></block><block s="forward"><block s="reportDifference"><l>0</l><block var="sideLen"/></block></block><block s="setYPosition"><block s="reportVariadicSum"><list><block s="yPosition"></block><block var="sideLen"/></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="64"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="65"></list></costumes><sounds><list struct="atomic" id="66"></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="255,39,147,1" pen="tip" id="71"><costumes><list struct="atomic" id="72"></list></costumes><sounds><list struct="atomic" id="73"></list></sounds><blocks></blocks><variables></variables><scripts><script x="26" y="22.999999999999886"><block s="receiveGo"></block><custom-block s="ConcentricSquares1"></custom-block></script></scripts></sprite><watcher var="numSq" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sideLen" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="numSq"><l>10</l></variable><variable name="sideLen"><l>15</l></variable></variables></scene></scenes></project><media name="Concentric Squares" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>