<snapdata remixID="13657540"><project name="Brick wall" app="Snap! 10, https://snap.berkeley.edu" 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select="1"><scene name="Brick wall"><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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