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s="reportRandom"><l>1</l><l>2</l></block></list></block><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>0</l><l>1</l></block></block></script></block></script></scripts></sprite><watcher scope="Explore" s="xPosition" style="normal" x="9.87539062500025" y="9.875390624999987" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>