<snapdata remixID="11986985"><project name="Lab 3.2 (gravity and jumping)" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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oH/1j/pi/t5I/w5uwWgNs5ENs1zvPdT4A9U99E431Y/1YP69vII48PwTw4C44A9AANADPMwCn5/LIA9zvf+znrxzAS01aaWDXO8/Vea7tU4asn/V3AMwP8+OM86N8HGFlSCzdjbl+fcjwc55pb51YP9ZP5XNL/dPuk1tdP+UArm74qv5FlzYJVRrN9f1NRvycZ1tdr/PHWb+1oDd/zJ+WwOj6Gd4FvXVhu44AAQIECBB4FhDAuoEAAQIECAQEyqchVX8337P0Pcv5LuFq71w+A3e972lu/RjF/DF/jjQ/ygFcbeze41xfWxj87us4stZnsK0BYv1YP5VgMT+ONT8E8GwCauBjNbAAey2gf/WvG7jjnIc99D3g3h1YZefX0h2869d3XvJzHqz1d77zYC8fu6y95W79n3P9lwN46XO8SoC6vi/Ab/0GRP/on56A9WP9rN3A3Or8sAt6ZIeQxxIgQIAAgZ0EBPBOkH4MAQIECBAYERDAI1oeS4AAAQIEdhIYDuDq1yGWPq+Z/mzre/bq176Owb8toH/0j/lj/t5K/gxvwmoNsJFNEK53nN98AOqf+iYa68f6sX7OcxymAHYeqPNQvxCA1VcEbgDcALgB2O8GoBzAS69SKq9gXO88zzOe5zkNI/2/fgNj/Vv/1v/bU9rKxxFWhszSMHL9+pDi5zzg3jqxfqyfyrsU+sd5wJs3WFVfTSxtQKsOqqVNSpVGd31/kxM/5xFv3SRq/dZuNMyfc8yf4V3QWxeW6wgQIECAAIFnAQGsGwgQIECAQECgfBpS9XfzPUvfs/Q9S9+z3PoxhPlhftzT/CgHcHVh9B7n+trC4uc4udYAsn6sn0owmR/Hmh8CePbSXgMfq4Hn78x4/jx/bmCOcx7uva/foe8B9+7AKjsXl+7gXb++85HfOc8DndaU/tf/a2/ZW//nXP/lAF76DLgyQFzfF+C3PoD1j/7pCVg/1s/aDcytzg+7oKu7yzyOAAECBAjsKCCAd8T0owgQIECAQFVAAFelPI4AAQIECOwoMBzA1a9DLH1eM/3Z1vfs1a99HYN/W0D/6B/zx/y9lfwZ3oTVGmAjmyBc7ziz+QDUP/VNNNaP9WP97Hcc4GSZnD8COPwEpBtA/ewC5M8/GQD6L9t/5QBeapJKA7neeaDOA22fkmT9rL8DYH6YH2ecH84Dnn1U2FvolSG5dDfp+vUhy895yNbfsc6zne+08PyNPX/lAK5u/KoGzdImoa0fkI++ndL6Hfz+taD0/PU3eelf5yFX52U1wKo/z/w61vwa3gVdbQSPI0CAAAECBPoCAlh3ECBAgACBgED5NKTq7+Z7lr5nOfXK1rdh9Y/+0T/Wz73Mj3IAVwdj73Gurw1Wfo7TawWQ9WP9VG5MzI9jzQ8BPHtpr4GP1cCtTSwCzHmw81dQbmDcwNziDczQ94B7f4HKzrulBeD69Z17/M55Hui0pvS//l97y9X6P+f6Lwfw0mfAlQHi+r4Av/UBrH/0T0/A+rF+1m5gbnV+2AVd3V3mcQQIECBAYEcBAbwjph9FgAABAgSqAgK4KuVxBAgQIEBgR4HhAK7uJlz6vGb6s63v2atf283Ivy2gf/SP+WP+3kr+DG/Cag2wkU0Qrnee6XwA6p/6Jhrrx/qxfpwH/OoVrAFqgFbvKAWIABEg5wmQ6bk0/7fP//Ir4CXkyhPgeud5nvE8z+oA0v/6X/87D3v+wVj5OMJKyC4NI9fX7pJ6Tvz4Vd5l0D9j57HOByI/fq119v+av+UArm78qv6iS5uEKoPG9f1NRvycR1tdr9UAqv486792o2h+mV+TwPAu6OpC9DgCBAgQIECgLyCAdQcBAgQIEAgIlE9Dqv5uvmfpe5ZTr2x9G1z/6B/9Y/3cy/woB3B1MPYe5/raYOXnOMRWAFk/1k/lxsT8ONb8EMCzl/Ya+FgN3NpEJMCcB+w84NcbEd3A3eYN3ND3gHt3YJWdj0sN4Pr1nZP8znke6LSm9L/+X3vL1fo/5/ovB/DSZ8CVAeL6vgC/9QGsf/RPT8D6sX7WbmBudX7YBV3dXeZxBAgQIEBgRwEBvCOmH0WAAAECBKoCArgq5XEECBAgQGBHgeEAru6mW/q8Zvqzre/Zq1/bzce/LaB/9I/5Y/7eSv4Mb8JqDbCRTRCudxzdfADqn/omGuvH+rF+znOcowAufg3k8nrKADQADcDzDMDpuXQD6Aaw+op47/lfDuClJq00sOudh+o8VOehtj4YMD/WA9D8POf8LB9HWFkkS3eTrl9fZPz6r0b0j/6pvErp9Yn+0T+32D/lAK5u/Ko2+tImoQqU6/ubjPg5D7i6XuePs35rQWX+mD9b3815ed3wLuitC9t1BAgQIECAwLOAANYNBAgQIEAgIFA+Dan6u/mepe9ZzncJV3vn8hm4631Pc+vHKOaP+XOk+VEO4Gpj9x7n+trC4Oc4xNYAsX6sn0qwmB/Hmh8CePbyTAMfq4Fbm4gEmPOAnQfsPOCXs+FWb2CHvgfcuwOr7JxcAnD9+s5Lfuc8D/TytvvaW66ef8+/+dv+aObI+fE/5uAwfMDiJJIAAAAASUVORK5CYII=" 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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