<snapdata remixID="13499398"><project name="final project" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="final project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw square" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><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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