<snapdata remixID="13338155"><project name="Concentric squares " app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Concentric squares "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawSquares" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="ConcentricSquares" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>270</l></block><block s="doRepeat"><l>15</l><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><block var="SideLength"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>10</l></block><block s="changeYPosition"><l>-10</l></block><block s="doChangeVar"><l>SideLength</l><l>20</l></block></script></block></script></block-definition></blocks><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="36"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="150" y="-150" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="43"><costumes><list struct="atomic" id="44"></list></costumes><sounds><list struct="atomic" id="45"></list></sounds><blocks></blocks><variables></variables><scripts><script x="190" y="26.333333333333343"><block s="receiveGo"></block><block s="doSetVar"><l>NumSq</l><l>10</l></block><block s="doSetVar"><l>SideLength</l><l>20</l></block><custom-block s="ConcentricSquares"></custom-block></script></scripts></sprite><watcher var="SideLength" style="normal" x="10" y="10" color="243,118,29"/><watcher var="NumSq" style="normal" x="17" y="32.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="NumSq"><l>10</l></variable><variable name="SideLength"><l>320</l></variable></variables></scene></scenes></project><media name="Concentric squares " app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>