<snapdata remixID="10470400"><project name="Lab 1.3: Squares and Triangles and Stars, Oh My!" 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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