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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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s="down"></block><block s="bubble"><l>circle!</l></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="TEALS 1.3 SQUARES AND TRIANGLES" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>