<snapdata remixID="8972956"><project name="Math Quizz Game :)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Math class" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" 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