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s="doSayFor"><l>decagon</l><l>2</l></block></script><comment x="568" y="981.1666666666654" w="80" collapsed="false">Demarlo Lewis.</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="1-30-2026 assignment" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>