<snapdata remixID="14708557"><project name="concentric squares " app="Snap! 11.0.5, 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="ConcentricSquares %&apos;NumberOfSquares&apos; %&apos;DistanceBetween&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%s" initial="1"></input></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="doFor"><l>m</l><l>1</l><block var="NumberOfSquares"/><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="m"/></list></block><l>0</l></block><block var="DistanceBetween"/></list></block></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="DistanceBetween"/></list></block></block><block s="changeYPosition"><block var="DistanceBetween"/></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="52"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></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="59"><costumes><list struct="atomic" id="60"></list></costumes><sounds><list struct="atomic" id="61"></list></sounds><blocks></blocks><variables></variables><scripts><script x="235" y="109.33333333333334"><block s="receiveGo"></block><custom-block s="ConcentricSquares %n %s"><l>10</l><l>10</l></custom-block></script></scripts></sprite><watcher var="NumberOfSquares" style="normal" x="10" y="10" color="243,118,29"/><watcher var="DistanceBetween" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="m" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="NumberOfSquares"><l>0</l></variable><variable name="DistanceBetween"><l>0</l></variable><variable name="m"><l>0</l></variable></variables></scene></scenes></project><media name="concentric squares " app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"></media></snapdata>