<snapdata remixID="9898495"><project name="Concentric Squares 2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><block s="reportProduct"><block s="reportProduct"><l>2</l><block var="m"/></block><block var="sideLen"/></block></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="sideLen"/></block></block><block s="changeYPosition"><block s="getLastAnswer"></block></block></script></block></script></scripts></sprite><watcher var="numSq" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="sideLen" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawAPolygon %&apos;numOfSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>10</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition></blocks><variables><variable name="numSq"><l>10</l></variable><variable name="sideLen"><l>20</l></variable></variables></project><media name="Concentric Squares 2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>