<snapdata remixID="10758809"><project name="Lesson 2.1 Example" 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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lesson 2.1 Example" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>