<snapdata remixID="10579859"><project name="KuochKevin_ConcentricSquares" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-100" y="-100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="236.16666666666663" y="63.00000000000003"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>Number of Squares?</l></block><block s="doSetVar"><l>numSquares</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Length of initial square?</l></block><block s="doSetVar"><l>sideLen</l><block s="getLastAnswer"></block></block><block s="doFor"><l>i</l><l>1</l><block var="numSquares"/><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportProduct"><block var="i"/><block s="reportProduct"><block var="sideLen"/><l>2</l></block></block></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportProduct"><block var="i"/><block s="reportProduct"><block var="sideLen"/><l>-1</l></block></block><block s="reportProduct"><block var="i"/><block s="reportProduct"><block var="sideLen"/><l>-1</l></block></block></block></script></block></script></scripts></sprite><watcher var="numSquares" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sideLen" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="numSquares"><l>10</l></variable><variable name="sideLen"><l>10</l></variable></variables></project><media name="KuochKevin_ConcentricSquares" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>