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</pentrails><costumes><list struct="atomic" id="67"></list></costumes><sounds><list struct="atomic" id="68"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="120" y="120" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="73"><costumes><list struct="atomic" id="74"></list></costumes><sounds><list struct="atomic" id="75"></list></sounds><blocks></blocks><variables></variables><scripts><script x="209" y="98.66666666666669"><block s="doSetVar"><l>numSq</l><l>22</l></block><block s="doSetVar"><l>sideLength</l><l>9</l></block><custom-block s="conSquares %n %n"><l>15</l><l>8</l></custom-block></script></scripts></sprite><watcher var="numSq" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sideLength" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="numSq"><l>22</l></variable><variable name="sideLength"><l>9</l></variable></variables></scene></scenes></project><media name="3.16 ConcentricSquaresLab" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>