<snapdata remixID="12209821"><project name="Equalteral Triangle" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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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name="Equalteral Triangle" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>