<snapdata remixID="10757022"><project name="3.1 Drawing Shapes Again" 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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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s="getLastAnswer"></block></block><block s="doAsk"><l>How thick are the lines of the shape?</l></block><block s="doSetVar"><l>lineThickness</l><block s="getLastAnswer"></block></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doIfElse"><block s="reportGreaterThanOrEquals"><block var="numberOfsides"/><l>3</l></block><script><custom-block s="drawShape %s %s %s"><block var="numberOfsides"/><block var="sideLength"/><block var="lineThickness"/></custom-block></script><script><block s="doSayFor"><l>Error!</l><l>2</l></block></script></block><block s="hide"></block><block s="doWait"><l>3</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="21" y="86"><block s="receiveKey"><l><option>1</option></l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="hide"></block><block s="doStopThis"><l><option>all</option></l></block></script></scripts></sprite><watcher var="numberOfsides" style="normal" x="10" y="10" 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s="doWait"><l>0.25</l></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable name="numberOfsides"><l>7</l></variable><variable name="sideLength"><l>50</l></variable><variable name="lineThickness"><l>6</l></variable></variables></project><media name="3.1 Drawing Shapes Again" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>