<snapdata remixID="11032690"><project name="4.1 TwoSpritesTalking" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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" 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" id="33"/></item><item><costume name="Untitled" center-x="140.5" center-y="128.5" 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