<snapdata remixID="13656137"><project name="concentricsquares" app="Snap! 10, https://snap.berkeley.edu" 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select="1"><scene name="concentricsquares"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested squares %&apos;numSquares&apos; %&apos;howMuchBigger&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="numSquares"/><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="i"/><block var="howMuchBigger"/></list></block></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><block s="reportDifference"><l>0</l><block var="howMuchBigger"/></block></block><block s="setYPosition"><block s="reportVariadicSum"><list><block s="yPosition"></block><block var="howMuchBigger"/></list></block></block><block 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