<snapdata remixID="10656120"><project name="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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</pentrails><costumes><list 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name="Angle"><l>51.42857142857143</l></variable><variable name="numsides"><l>7</l></variable></variables></project><media name="Row of polygons" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>