<snapdata remixID="9984632"><project name="Quiz 3.27 DeBug Assessment" app="Snap! 6, https://snap.berkeley.edu" 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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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