<snapdata remixID="11781780"><project name="concentric squares" app="Snap! 7, 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="draw squares %&apos;square number&apos; %&apos;side length&apos; %&apos;kength changed each time&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>number of squares drawn</l><block var="square number"/></block><block s="doSetVar"><l>square side length</l><block var="side length"/></block><block s="doSetVar"><l>change of length</l><block var="kength changed each time"/></block><block s="doRepeat"><block var="number of squares drawn"/><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="square side length"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>-5</l></block><block s="changeYPosition"><l>5</l></block><block s="doChangeVar"><l>square side length</l><block var="change of length"/></block></script></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="37"><pentrails>data:image/png;base64,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