<snapdata remixID="12039220"><project name="consentric squares done" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="consentric squares done"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="NumSq %&apos;NumSquare #&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doAsk"><l>number of squares?</l></block><block s="doSetVar"><l>NumSq</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>how much do you want your square to increase by?</l></block><block s="doSetVar"><l>Increase rate</l><block s="getLastAnswer"></block></block><block s="gotoXY"><l>-5</l><l>-5</l></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>SideLeng</l><block var="Increase rate"/></block><block s="doRepeat"><block var="NumSq"/><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="SideLeng"/></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="changeYPosition"><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>-1</l><block var="Increase rate"/></list></block><l>2</l></block></block><block s="changeXPosition"><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>-1</l><block var="Increase rate"/></list></block><l>2</l></block></block><block s="doChangeVar"><l>SideLeng</l><block var="Increase rate"/></block><block s="setHeading"><l>90</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" 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</pentrails><costumes><list struct="atomic" id="67"></list></costumes><sounds><list struct="atomic" id="68"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-125" y="-125" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="73"><costumes><list struct="atomic" id="74"></list></costumes><sounds><list struct="atomic" id="75"></list></sounds><blocks></blocks><variables></variables><scripts><script x="34" y="23.56666666666672"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>270</l></block><block s="doSetVar"><l>NumSq</l><l>10</l></block><block s="doSetVar"><l>SideLeng</l><l>10</l></block><block s="doFor"><l>m</l><l>1</l><block var="NumSq"/><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="m"/><block var="SideLeng"/></list></block></block><block s="turn"><l>90</l></block><block s="up"></block></script></block><block s="forward"><block s="reportDifference"><block var="SideLeng"/><block s="reportDifference"><block var="SideLeng"/><block var="SideLeng"/></block></block></block><block s="changeYPosition"><block s="reportEquals"><block s="yPosition"></block><block s="reportVariadicSum"><list><block s="yPosition"></block><block var="SideLeng"/></list></block></block></block></script></block></script><script x="468" y="102.33333333333334"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><custom-block s="NumSq %s"><l>1</l></custom-block></script></scripts></sprite><watcher var="NumSq" style="normal" x="10" y="10" color="243,118,29"/><watcher var="SideLeng" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="Increase rate" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="NumSq"><l>30</l></variable><variable name="SideLeng"><l>248</l></variable><variable name="Increase rate"><l>8</l></variable></variables></scene></scenes></project><media name="consentric squares done" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>