<snapdata remixID="11036827"><project name="Triangle Fractal" app="Snap! 6, https://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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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