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UPCJ6hOQIgVQRODCkzYFmWFfdP8tC/5GEAAQiIuCFB2xYKZzGVIURXTRk4xWBifqe/navNEZZCCREwAsP2LDUW/w7ags+XOFoM1EDCwQgkD+Bkbp3huseejD/UzgSAhDojoA3HrABgRfc3eXAfgh0TkAvrpfLE17Y+V7+hQAEekLAKwM8a9asR/QgeU+gPtavoSfAOAcCHhOYIiM8z2P9UR0CkRLwJgRtqOnhcalWZhD5Sv2G6reHfiwQgED+BL6ujlktCkc/lv8pHAkBCHRGwBsD3NjYuL9C0A8IQjAHMsa3syuC/yDQPYGq6urqTU1NTU92fyhHQAACXRHwJgTd0tKySAa4rwGhMPTrSs/vCgr/QwACuQno/vmpIkpX5D6KvRCAQC4CXhhgTchgBpHvGF5PD4999NuWCwz7IACBTgmsDP1705w5cyaHtklCAAIFEEj9bEh6QBwlj/f3BTDhUAhAIDeBJ7S7Y5Sstra2c9XB8e7cp7AXAhDIJpB6D1jGd1G20tnbeoDMzv7P121Y+FrzBeltjO9zwRkasnKxokzjg23WEIBAfgRS7QHL+22UAf7X/FBwFAQgUCCBdTo+GLryE6VP18xJ4RB1gdlxOAT8IpBaA6wOIt9QVf7ar+pEWwgkTuBNlfiFTKkb1LfidM2g9HjiUlAgBBwkkMoQ9C233FKpB0G3oWcH6wuRIWAbAWN8388ItasiTksaGhpG2SYk8kDARgKpNMDr169fpAfBlwxwrbfbCB6ZIJAiArtLl79m9NlT/QiWKAJ1cIr0QxUIxEIgdSFodQY5R97v4lhokSkEINAlAb3stureCwb3eb61tfWM+vr617s8gR0Q8JxAqgywbvY9ysvLV6tOzRs5CwQgUFoCv+/Xr9/4adOmrS+tGJQOATsJpCoELeNr2n0D4/uhnciRCgLeEPjqli1blixYsGCQNxqjKAQKIJAaD1ifHF2uENjNBejOoRCAQDIEHlY4erwiVC3JFEcpEHCDQCo8YHX4OFDGl17PblxzSOkfgbEarGOJf2qjMQRyE0iFAc58ctQ+y5HSr+ZWmb0QgEDSBPSCPEEvyv+RdLmUBwGbCThvgHVTT9fNfXIAWen9gjRrCEDAKgKT9JXCbVZJhDAQKCGB4JOBEorQ86J1Mx+js+/qeQ6cCQEIJExgVFVV1dDm5uaHEi6X4iBgHQGnPWCFm2+wjigCQQAC3RG4Up0mF3R3EPshkHYCznrA8n7NDTwx7RWEfhBIIwE1FR0vT7iXPOFVadQPnSCQDwEnDbDafcdKOT45yqeGOQYC9hI4SUZ4i4wwkzfYW0dIFiMB5wzwDTfc0Hfr1q0PiMmQGLmQNQQgkAyBMaNHj/6zjPBTyRRHKRCwh4BzbcAbN25cpLbf/TMIW+1BiSQQgEBPCCgcfb1mUPpOT87lHAi4TMApA6x23/ME+9IQcOc8+JDsJCHgO4FVAQDNoHSb7u/zg23WEPCBgDNDUWoYu+GZiRaG+lAx6AgBTwiY0PPRIV3/oba2dnlomyQEUkvAGQ84M9FCYHw/SG2NoBgE/CJgjO/zgcoKRy+bPXv2uGCbNQTSTMAJD1ihqe+q3fdnaa4IdIOAzwR0f78s4xv07dgsFqfJE17lMxN0Tz8B6w2wPjk6WNVg5vh1xltP/2WDhhCIhcDbynWvTM5/klE+ra6ujt7RsaAmUxsIWG/U9FZsZjkK5HzJBmjIAAEIxELAGN9gHu+huveXasSsw2MpiUwhYAGBwLBZIMrOIsj7naG34OrQngNC6SiTq6LMzPG8YOF4BTouvvm+/+OMDp/XelljY2MQmnZcNcSHwI4ErA1Bq933OBlfRsjZsb7YgoB3BOQJ/7eUPn3mzJkmRM0CgdQQsNYDlvE1oWcWCEDAcwJ6FozUb6k+RWT0O8+vhbSpb6UBVuj5JwI9Km2w0QcCEOgxgWP1KeLSKVOm9O9xDpwIAcsIWGeA9Q3gaWL0z5ZxQhwIQKD0BKqGDBmypPRiIAEEoiFgVRuwQkwDMqNd7RuNeuQCAQikkMBSfSPMVKQprFjfVLLKA66oqDDtvoHx3eZbZaAvBCCQF4Gz9XnSHXkdyUEQsJiANZMZ6Ia6QJzmhlhZI1tIJpIQgIAFBNQz+svV1dXDm5qaHrRAHESAQI8IWGHk9MmR+QDfzPHbr0dacBIEIOAjgSOrqqoGay7hX/uoPDq7T8CKELSmIjOh510zONe7jxUNIACBhAhM0VcT8xIqi2IgECmBknvAunmuVDhpakirXUJpkhCAAAS6I/B1ecIt8oQf6+5A9kPAJgIlNcBq9z1Uxvd+m4AgCwQg4CSBKrUJb1Kb8JNOSo/QXhIoaQi6d+/eJvQcLOuCBGsIQAAChRLQaFk/VUTtikLP43gIlIpAyQywbpRa3TCjQ4ofGEqThAAEIJAvgd+EDrxJkbXJoW2SELCWQK9SSKZezyfI+NJeUwr4lAmBdBIwz5OvBaqpaetcTd5wd7DNGgI2EiiVBxwOPdvIBZkgAAG3CBjj+3Qgsl7wFyvKdkawzRoCNhJI3ADrpliom2OkjTCQCQIQcJrAkZJ+TUiD5XrejAltk4SAVQQSDUEr9Dxexvc+qwggDAQgkCoCCj+/qufMfhmlNik9rq6ujrnFU1XL6VAmMQOsiRYGZiZaGJEOdGgBAQhYTOAdyfa5jHzr9cXFuBkzZjxrsbyI5iGBxELQmYkWAuO7xUPWqAwBCCRHwBjfDZni9pAX/CuFow9OrnhKgkD3BBLxgPVZwIUKC93RvTgcAQEIQCBSAluVW59Mji+0traeqmjc65GWQGYQ6CGB2A2w2n0/r7fP1ZLvMz2UkdMgAAEIREXgWYWjT1U4+r2oMiQfCPSUQOwh6MxEC4HxNe0yLBCAAARKRWCUnknLFixYMKhUAlAuBAICsXrAanP5gQq6LiiMNQQgAAEbCCgq94gMsQlHt9ggDzL4SSA2D7ihoeHvhBTj6+d1hdYQsJqA+qScrI6hy6wWEuFSTyA2A5wJPbcD1MW+NvUkURACEHCKgLzgv1eU7i6nhEbYVBGIZTpCXdT1onRRiNTuoTRJCEAAArYQOExzCY/QXML32iIQcvhDIHIDrE+OTpTHe7s/CNEUAhBwnMBXZIR3lxH+T8f1QHzHCEQegpbxZaIFxy4CxIUABMq+J+fhGjhAIEkCkXrAuoCvlwE+I0kFKAsCEIBAFAT07Dquurq6d1NT06oo8iMPCHRHIDIDrHbfM3UBX9tdgeyHAAQgYDGBE2WEP5ER/p3FMiJaSghEYoBramoGV1ZWPiADHAy4kRI8qAEBCHhIYIzahDeoTfgpD3VH5QQJRNIGPHDgwEUyvntn5N6coPwUBQEIQCAOAtcpqndpHBmTJwQCAkUbYA24MVmZfSvIUOsBoTRJCEAAAs4Q0LfBvw0Je6v6tVwQ2iYJgUgJFDUUpSZaGKELdo0k2iVSqcgMAhCAQOkIPKGijwuK16BC35w1a9avgm3WEIiKQLEesPnkKDC+b0clFPlAAAIQKCEBY3yfC8rX7EnLFOkbF2yzhkBUBHrsAat9ZIqEWBiVIOQDAQhAwCYCiu79QX1bDsrIZOYVPqW2tnaVTTIii9sEemSA9TY4UmGZjjdEtxEgPQQgAIEuCbyhPSMyezfIKI+tq6ujd3SXuNhRCIEehaDDEy0UUhjHQgACEHCMgDG+6zMy7yqP+B51zDrcMR0Q11ICBRtghZ7nSJcTLNUHsSAAAQhETWAPZbgpk+nntF7R2Ni4f9SFkJ9/BAoKQc+ePXu0OiQ0+YcJjSEAAQiUtYhBRYbDannDY2fOnEnnUy6MHhMoyAOW8WWihR6j5kQIQMBxAoHxNWocpvbge+rr64c4rhPil5BA3gZY3/wa43toCWWlaAhAAAI2ETiqvLx8+cKFC/vbJBSyuEMgLwOsdt+z9Lb3T+6ohaQQgAAEEiFw4kcffbQ8kZIoJHUEum0DVmeD3VpaWlZL8z1Tpz0KQQACEIiAgAlH6/OksyLIiiw8ItCtByzja0LPgfENegJ6hAhVIQABCOQmoA5ZExQp/PfcR7EXAjsSyGmAdUFdosPPD50yKJQmCQEIQAACnxI4X31lbvt0kxQEchPocj5g9e7bT72eH9DplbmzYC8EIAABCGQIjKqurh7S1NT0MEQg0B2BLj1g9e4zoeegd9+b3WXEfghAAAIQKCtTe/D3FT38MSwg0B2BTj1gDbX2L2rT+F7o5MGhNEkIQAACEMhN4ISqqqqy5ubmR3Mfxl6fCexkgGV8j5DxXeYzFHSHAAQgEAGBk2SEN8sIm/mFWSCwE4GdQtAyvib0zAIBCEAAAsUTuFpODWMoFM8xlTnsYIB1oTRIy2NTqSlKQQACEEiIgNqBHwqKMk6NpnC9ONhmDYGAQMdAHOo0MEZ/PhLsYA0BCEAAAkURWKWzTwpykCGepMkb7gq2WUOg3QDrkyN9cdR7jS6Qg0ACAQhAAAKREXhKOR0dym1CbW3titA2SY8JtIeg9cnRjRhfj68CVIcABOIiYIzv/4Yyv0fRxm+Etkl6TKCXLoZvSv+lHjNAdQhAAAJxE3hJBRyQKeRjtRGforGjH4u7UPK3m4DxgOn1bHcdIR0EIOA+AWN838qo0V8RxxXmk0/31UKDYggYAzwvk8HGYjLiXAhAAAIQyElgb+39U+aIIcYIz58//5CcZ7Az1QTaO2EpDL091VqiHAQgAAF7CGyWKAMy4pjQ9CnqmPWaPeIhSVIE2jthJVUY5UAAAhCAQNkAeb+B02NC0/foO+FhcPGPAAbYvzpHYwhAoMQE1AmrYwwGifLltra2Ffoc9DMlFoviEyaAAU4YOMVBAAIQyCYgj/g6GeC/ZP/PdroJ/D+1ZBKICJvKXAAAAABJRU5ErkJggg==" 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s="doStopThis"><l><option>all</option></l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Game Over" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition></blocks><variables><variable name="Lives"><l>1</l></variable><variable name="Level Clear"><l>0</l></variable><variable name="Y position"><l>-53</l></variable></variables></project><media name="Kevin project 3" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>