<snapdata remixID="12323489"><project name="Equalteral Triangle" app="Snap! 8.1, 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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