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</pentrails><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></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="19,0,34,1" pen="tip" id="59"><costumes><list struct="atomic" id="60"></list></costumes><sounds><list struct="atomic" id="61"></list></sounds><blocks></blocks><variables></variables><scripts><script x="253" y="80.33333333333334"><block s="receiveGo"></block><block s="doSetVar"><l>numSquares</l><l>15</l></block><block s="doSetVar"><l>sideLength</l><l>8</l></block><custom-block s="ConcentricSquares %n %s"><l>30</l><l>10</l></custom-block></script></scripts></sprite><watcher var="numSquares" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="sideLength" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="s" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="n" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="numSquares"><l>15</l></variable><variable name="sideLength"><l>8</l></variable><variable name="s"><l>10</l></variable><variable name="n"><l>20</l></variable></variables></scene></scenes></project><media name="Concentric Square Programming Lab" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>