<snapdata remixID="11102386"><project name="Lab 3.2 - Combining Loops and Conditionals - What Goes Up&#xD;" app="Snap! 7, https://snap.berkeley.edu" 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" mediaID="Stage_cst_bg"/><costume name="platform" center-x="112" center-y="16" 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mediaID="Platform_cst_platform"/><costume name="dino" center-x="32" center-y="36" 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