<snapdata remixID="11718085"><project name="brick wall assignment " app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="brick wall assignment "><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="2" 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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