<snapdata remixID="10519111"><project name="lab 2.1- squares and triangles" app="Snap! 6, https://snap.berkeley.edu" 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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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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