<snapdata remixID="9164718"><project name="Equilateral Triangle" app="Snap! 5.4, http://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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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