<snapdata remixID="13334358"><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="concSquares %&apos;numOfSquares&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>length</l><l>10</l></block><block s="doRepeat"><block var="numOfSquares"/><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="doChangeVar"><l>length</l><l>10</l></block><block s="changeYPosition"><l>5</l></block><block s="changeXPosition"><l>-5</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="37"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="38"></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-150" y="150" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="44"><costumes><list struct="atomic" id="45"></list></costumes><sounds><list struct="atomic" id="46"></list></sounds><blocks></blocks><variables></variables><scripts><script x="280" y="329.9999999999999"><block s="receiveGo"></block><custom-block s="concSquares %n"><l>30</l></custom-block></script></scripts></sprite><watcher var="length" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="length"><l>310</l></variable></variables></scene></scenes></project><media name="Concentric Squares" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>