<snapdata remixID="12020936"><project name="ConcentricSquares" 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="ConcentricSquares"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="size" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Concentric Square" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>SdLgth</l><l>10</l></block><block s="doAsk"><l>Side length?</l></block><block s="doSetVar"><l>SdLgth</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many squares?</l></block><block s="doSetVar"><l>NumOfSquares</l><block s="getLastAnswer"></block></block><block s="setHeading"><l>90</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="SdLgth"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>-20</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>20</l></block><block s="setHeading"><l>90</l></block><block s="doChangeVar"><l>SdLgth</l><l>40</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="55"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><sprite name="Sprite" idx="1" x="-200" y="200" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="64"><costumes><list struct="atomic" id="65"></list></costumes><sounds><list struct="atomic" id="66"></list></sounds><blocks></blocks><variables></variables><scripts><script x="275" y="168.16666666666663"><custom-block s="Concentric Square"></custom-block></script></scripts></sprite><watcher var="size" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="SdLgth" style="normal" x="10" y="73.00000599999998" color="243,118,29"/><watcher var="NumOfSquares" style="normal" x="10" y="94.00000799999998" color="243,118,29"/></sprites></stage><variables><variable name="size"><l>-2100</l></variable><variable name="SdLgth"><l>410</l></variable><variable name="NumOfSquares"><l>10</l></variable></variables></scene></scenes></project><media name="ConcentricSquares" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>