<snapdata remixID="11658810"><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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app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>