<snapdata remixID="9721298"><project name="2.1 squares and triangles " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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