<snapdata remixID="11977635"><project name="Lab 3.2_Part2_Sample" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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s="doSetVar"><l>speed</l><l>0</l></block></script></block><block s="changeXPosition"><block var="speed"/></block></script></block></script></scripts></sprite><watcher var="Dino jump speed" style="normal" x="9.999999999999961" y="9.999999999999998" color="243,118,29"/><watcher var="Dino run speed" style="normal" x="9.999999999999961" y="31.000001999999995" color="243,118,29"/><watcher var="Gravity" style="normal" x="9.999999999999961" y="52.000004" color="243,118,29"/><watcher var="speed" style="normal" x="9.999999999999961" y="73.00000599999998" color="243,118,29"/></sprites></stage><variables><variable name="Dino jump speed"><l>12</l></variable><variable name="Dino run speed"><l>5</l></variable><variable name="Gravity"><l>-0.5</l></variable><variable name="speed"><l>-134.5</l></variable></variables></scene></scenes></project><media name="Lab 3.2_Part2_Sample" 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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