<snapdata remixID="13656016"><project name="ConcentricSquaresLab" app="Snap! 10, https://snap.berkeley.edu" 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select="1"><scene name="ConcentricSquaresLab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="CocentricSquares %&apos;numSq&apos; %&apos;sideLen&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" 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="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><block var="sideLen"/><l>-1</l></list></block></block><block 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</pentrails><costumes><list 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