<snapdata remixID="12655382"><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="drawSquare %&apos;sideLength&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="forward"><block s="reportQuotient"><block var="sideLength"/><l>2</l></block></block><block s="down"></block><block s="turn"><l>90</l></block><block s="forward"><block s="reportQuotient"><block var="sideLength"/><l>2</l></block></block><block s="doRepeat"><l>3</l><script><block s="turn"><l>90</l></block><block s="forward"><block var="sideLength"/></block></script></block><block s="turn"><l>90</l></block><block s="forward"><block s="reportQuotient"><block var="sideLength"/><l>2</l></block></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="41"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="42"></list></costumes><sounds><list struct="atomic" id="43"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="240" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,25.999999999999986,139.39999999999992,1" pen="tip" id="48"><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><blocks></blocks><variables></variables><scripts><script x="249" y="80.49999999999994"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doSetVar"><l>squares</l><l>48</l></block><block s="doSetVar"><l>length</l><l>10</l></block><block s="doSetVar"><l>scaleFactor</l><l>1</l></block><block s="doFor"><l>i</l><l>1</l><block var="squares"/><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><custom-block s="drawSquare %s"><block s="reportVariadicProduct"><list><block var="length"/><block var="i"/><block var="scaleFactor"/></list></block></custom-block></script></block></script><script x="86" y="212"><block s="setHeading"><l>180</l></block></script></scripts></sprite><watcher var="squares" style="normal" x="10" y="10" color="243,118,29"/><watcher var="length" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="scaleFactor" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="squares"><l>48</l></variable><variable name="length"><l>10</l></variable><variable name="scaleFactor"><l>1</l></variable></variables></scene></scenes></project><media name="Concentric Squares" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>