<snapdata remixID="12163614"><project name="Frogger" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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" 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mediaID="Sprite(3)_cst_car1"/><costume name="log 1 - transparent" center-x="174.5" center-y="27.5" 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" mediaID="Log (L to R)_cst_log 1 - transparent"/><costume name="log 1 - transparent" center-x="174.5" center-y="27.5" 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" 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