<snapdata remixID="10702255"><project name="Lab 2.1 Triangles and Squares" 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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