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</pentrails><costumes><list struct="atomic" id="58"></list></costumes><sounds><list struct="atomic" id="59"></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="80,80,80,1" pen="tip" id="64"><costumes><list struct="atomic" id="65"></list></costumes><sounds><list struct="atomic" id="66"></list></sounds><blocks></blocks><variables></variables><scripts><script x="44" y="355"><custom-block s="Concentric Squares %s %s"><l>7</l><l>20</l></custom-block></script></scripts></sprite><watcher var="numSq" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sideLen" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="numSq"><l>10</l></variable><variable name="sideLen"><l>10</l></variable></variables></scene></scenes></project><media name="Concentric Squares" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>