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</pentrails><costumes><list 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s="doFor"><l>Length</l><l>1</l><l>100</l><script><block s="forward"><l>10</l></block><block s="turn"><block var="Length"/></block></script></block></script><script x="10" y="25"><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block></script><script x="218.2578155" y="171.000004"><block var="Length"/></script><script x="246.5859395" y="231.000002"><block s="reportProduct"><l>1</l><l></l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="U3 L1- Squiral" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>