<snapdata remixID="11658572"><project name="Equalteral Triangle" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Equalteral Triangle"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" 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</pentrails><costumes><list 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app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>