<snapdata remixID="14461885"><project name="Seat Challenge" app="Snap! 10.7.2, https://snap.berkeley.edu" 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id="7"><item><ref mediaID="Seat Challenge_Stage_cst_RoomD149Class"></ref></item></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts><script x="57" y="18.333333333333343"><block s="receiveGo"></block></script></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-50" y="-56" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="14"><costumes><list struct="atomic" id="15"></list></costumes><sounds><list struct="atomic" id="16"></list></sounds><blocks></blocks><variables></variables><scripts><script x="438" y="30.333333333333343"><block s="receiveGo"></block><block s="doSetVar"><l>Seat</l><l>0</l></block><block s="doAsk"><l>Pick a seat number from 1 through 15</l></block><block s="doSetVar"><l>Seat</l><block s="getLastAnswer"></block></block><block s="doIf"><block var="Seat"/><script></script><list></list></block></script><script x="826" y="166.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite><watcher var="Seat" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="Seat"><l></l></variable></variables></scene></scenes></project><media name="Seat Challenge" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><costume name="RoomD149Class" center-x="240" center-y="135" 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" 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