<snapdata remixID="11454105"><project name="WI U POOP MI MULTIPLI BLAHCK &gt;:((" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>drag the list block onto the multiplication block and OH NO</notes><thumbnail>data:image/png;base64,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" 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