<snapdata remixID="9891212"><project name="Lesson 2.2 Loop Puzzle" 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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