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select="1"><scene name="Lewis 2.1 Loops Example"><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list 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s="receiveKey"><l><option>4</option></l><list></list></block><block s="doForever"><script><block s="doFaceTowards"><l><option>mouse-pointer</option></l></block><block s="forward"><l>10</l></block><block s="bounceOffEdge"></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lewis 2.1 Loops Example" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>