<snapdata remixID="9891488"><project name="Lab 1.3 Squares and Triangles and Stars Oh My !!" 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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