<snapdata remixID="11937347"><project name="Lab 3.2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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hidden="true"/></sprites></stage><variables><variable name="falling speed"><l>0</l></variable></variables></scene></scenes></project><media name="Lab 3.2" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="bg" center-x="240" center-y="180" image="data:image/png;base64,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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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