<snapdata remixID="14526232"><project name="Debugging Written Assignment" app="Snap! 11.0.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</pentrails><costumes><list 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s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>What is the side length of the square you want to draw?</l></block><block s="doSetVar"><l>Side length</l><block s="getLastAnswer"></block></block><custom-block s="Draw Square %s"><block var="Side length"/></custom-block><block s="doSetVar"><l>Radius</l><block s="reportQuotient"><block s="reportQuotient"><block var="Side length"/><l>2</l></block><l>5.8</l></block></block><block s="changeXPosition"><block s="reportQuotient"><block var="Side length"/><l>2</l></block></block><custom-block s="Draw Circle %s"><block var="Radius"/></custom-block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="94.00000799999998" color="4,148,220"/></sprites></stage><variables><variable name="Side length"><l>150</l></variable><variable name="Radius"><l>12.931034482758621</l></variable></variables></scene></scenes></project><media name="Debugging Written Assignment" app="Snap! 11.0.1, 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