<snapdata remixID="15046775"><project name="Unit 3 Lab 1 Robot in Maze" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="Unit 3 Lab 1 Robot in Maze"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" 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</pentrails><costumes><list 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