<snapdata remixID="13334486"><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="squares %&apos;howManySquares&apos; %&apos;distance between the squares&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>length</l><l>10</l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><block var="howManySquares"/><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>4</l></block><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="up"></block><block s="doChangeVar"><l>length</l><block s="reportVariadicProduct"><list><l>2</l><block var="distance between the squares"/></list></block></block><block s="changeXPosition"><block s="reportVariadicProduct"><list><l>-1</l><block var="distance between the squares"/></list></block></block><block s="changeYPosition"><block s="reportVariadicProduct"><list><l>1</l><block var="distance between the squares"/></list></block></block></script></block></script></block-definition><block-definition s="size %&apos;length of squares&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="length of squares"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="doChangeVar"><l>length of squares</l><l>-10</l></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="75"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="76"></list></costumes><sounds><list struct="atomic" id="77"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-120" y="120" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="82"><costumes><list struct="atomic" id="83"></list></costumes><sounds><list struct="atomic" id="84"></list></sounds><blocks></blocks><variables></variables><scripts><script x="543.22138671875" y="211.33333333333337"><block s="receiveGo"></block><custom-block s="squares %n %n"><l>10</l><l>12</l></custom-block></script></scripts></sprite><watcher var="length" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="length"><l>250</l></variable></variables></scene></scenes></project><media name="Concentric Squares" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>