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s="forward"><l>20</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>6</l></list></block><script><block s="setHeading"><l>360</l></block><block s="doWait"><l>0.5</l></block><block s="gotoXY"><l>105</l><l>150</l></block><block s="doWait"><l>0.5</l></block><block s="setHeading"><l>270</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>210</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>18</l></list></block><script><block s="setHeading"><l>270</l></block><block s="doWait"><l>0.5</l></block><block s="gotoXY"><l>-150</l><l>33</l></block><block s="doWait"><l>0.5</l></block><block s="setHeading"><l>360</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>110</l></block><block s="doWait"><l>0.5</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>20</l></block></script><list></list></block></script></list></block></script></scripts></sprite></sprites></stage><variables><variable name="seat"><l>18</l></variable></variables></scene></scenes></project><media name="4A_SeatNumberChallengeVariables_LauraBonciu" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="RoomD149Class" center-x="240" center-y="135" 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" 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