<snapdata remixID="10403287"><project name="tdw_Row of Polygons" 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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable name="numSides"><l>6</l></variable></variables></project><media name="tdw_Row of Polygons" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>