<snapdata remixID="11537260"><project name="seatNumberChallenge" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="seatNumberChallenge"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" 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" 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list 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collapsed="false">starts at seat number 13</comment></block><block s="doWait"><l>1</l></block><block s="doGlide"><l>1</l><l>-156</l><l>104</l></block><block s="turn"><l>90</l></block><block s="doGlide"><l>1</l><l>-155</l><l>-49</l></block><block s="turnLeft"><l>90</l></block><block s="doGlide"><l>1</l><l>-150</l><l>-69</l></block><block s="turn"><l>90</l></block><block s="doGlide"><l>1</l><l>150</l><l>-123</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="seatNumberChallenge" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Seat Number Challenge" center-x="236" center-y="180" 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" mediaID="Stage_cst_Seat Number Challenge"/></media></snapdata>