<snapdata remixID="14627421"><project name="Concentric Squares" app="Snap! 11.0.4, 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></blocks><primitives></primitives><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="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-45.5" y="-45.5" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="634" y="46.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block></script><script x="242" y="100.33333333333334"><block s="doAsk"><l>How many squares?</l></block><block s="doSetVar"><l>numberOfSquares</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How much bigger should the next square be?</l></block><block s="doSetVar"><l>newSquareSize</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>squareSize</l><l>20</l></block><block s="doRepeat"><block var="numberOfSquares"/><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="squareSize"/></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block s="reportQuotient"><block var="newSquareSize"/><l>2</l></block></list></block></block><block s="changeYPosition"><block s="reportVariadicProduct"><list><l>-1</l><block s="reportQuotient"><block var="newSquareSize"/><l>2</l></block></list></block></block><block s="doChangeVar"><l>squareSize</l><block var="newSquareSize"/></block></script></block></script></scripts></sprite><watcher var="squareSize" style="normal" x="10" y="10" color="243,118,29"/><watcher var="numberOfSquares" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="newSquareSize" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="squareSize"><l>111</l></variable><variable name="numberOfSquares"><l>13</l></variable><variable name="newSquareSize"><l>7</l></variable></variables></scene></scenes></project><media name="Concentric Squares" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>