<snapdata remixID="14149567"><project name="Cocentric Squares" app="Snap! 10.4.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Cocentric Squares"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Square" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="sidelength"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Answer2" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="NumOfSquares" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><primitives><block-definition s="answer" type="reporter" category="sensing" selector="getLastAnswer" primitive="getLastAnswer"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>getLastAnswer</l></block></script></block-definition></primitives><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="31"><pentrails>data:image/png;base64,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