<snapdata remixID="14741232"><project name="ConcentricSquare" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="ConcentricSquare"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="ConcentricSquares %&apos;numSqu&apos; %&apos;Lenside&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>270</l></block><block s="doSetVar"><l>numSq</l><block var="numSqu"/></block><block s="doSetVar"><l>sideLen</l><block var="Lenside"/></block><block s="doFor"><l>m</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="m"/></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="reportVariadicProduct"><list><l>-1</l><block var="sideLen"/></list></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><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" 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</pentrails><costumes><list struct="atomic" id="61"></list></costumes><sounds><list struct="atomic" id="62"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="200" y="200" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="67"><costumes><list struct="atomic" id="68"></list></costumes><sounds><list struct="atomic" id="69"></list></sounds><blocks></blocks><variables></variables><scripts><script x="57" y="141"><custom-block s="ConcentricSquares %s %s"><l>50</l><l>4</l></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"/><watcher var="yPos" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="numSq"><l>50</l></variable><variable name="sideLen"><l>4</l></variable><variable name="yPos"><l>50</l></variable></variables></scene></scenes></project><media name="ConcentricSquare" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>