<snapdata remixID="9973714"><project name="SP-Lesson 3.2: Combining Loops and Conditionals&#xD;" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="bg" center-x="240" center-y="180" 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53Lf7nZv3VZu2BFuIhjqPdAyfU4EAt/KY/Y5eFx5VhkWEO2kjwFVaH8+CAAT6TiB+TONpJ61Qn37vPep7/3ff8KQqLcDWPbWOAtx9LnMaAF8O0iizkq56943qjOOWlvmI2qSNANemqsgoBCCQl0C3F/GkiSNq0vCIWrtheHRwaxjxxh5q80IOL2no9op2FOy8ZaxDfES4VUsHveudamj4+AtkJ4nXoWbJIwQgAIEkAhYxHHU2TuQXRk/YdZToqYwAG3kiwkpNOu3DCDC9FQQgMBgEir4DV0KtH8+U5MuHMIMuwgiwD1ZIHiAAgcoIVCmI/b6ZqDKoOR40yCKMAOcwHKJCAAL1JBCu1QZ34upP+HdZ5ykz/SwykEEV4cwCHDdgEWFDoLT1lKxpEg8CEICAC4GytvxUOdJ2Ka+vYQdRhDMJcOioUNDxp/F7LOt4zJqvxky+IAABNwJFDCqiJ+rtRPRnbvx16EHbJ5xJgEvbiG7wxWaU7G7ExIAABCCQh4DJG7yqlwp9jeFV7/7BQBxbmUmAq5xase27y2NkxIUABCAAgRaBaCo+7SCSImc/07jrs6O/HBzYcejcpxtdPRkFOGBS4RRL6EmoH1nhtV+NrnUKBwEIQCBGQHzmdIVOZfoWJT0SPuXIBxtbV5kEuP22pEU48CQs1Yuww0iKW3tubI1SMAhAAAJCAq4OaFXOfkZFOHfBHeris38mLFG9gmUW4HgxXSsxKyL21GUlRzwIQAACnQRcl/f62f/qKelvffDbas4eaxtVjYUIcEREPI2RE2H0nHBauiBv7JxZIjoEIAABbwiMreeGvWRHP2kaML368KfUO970e3XOx48KboGaYC5HhdPPpgzoKemPveVWde6CO73hnDcjhQrwmBDrv0bXbUtWSInjQF5IxIcABCBQFwLdI9uOfxtE9NQTHlGXfvAuNX6cUjfdurf624VHhaLd8+mzAEf5OfaQFeHacBNGw6UIcLziuvfWlbtevD3w5AusiJFxXfoK8gkBCBRIIGlaOen79591v3rfGQ905OCqG16oFl5xqLcCHGXsY6cFo+GT76j1dqXSBbi7FqtaLx4OrhnbvGVch+c0e4oLbOkkBQEIeEfAZZvQ5z5wl3rLax8xluHcCw9X/3nzfp2/eTICjmdqzh6rAwetm2vrKV25AEfwkk6dmTB+u5o+bYt6bu3kUoy7qnXqUjJPohCAAARSCEgEeNqUreprn75dHfmSVcaUblkyS73zn45U6zdO9F6A49PSekR87CGP1so++ibAaZSqGCW7CHHvNHor9yUvb9fKkMgsBCDQXwIS8Z2913r1b5/+pTpozjpjZr/1k/3U+y56WbCU17sG3I8tSK5E9fpwnYTYSwHW0F1d5F0rKh4+cq83iWqaUeMAloc6cSEAgawEOm9zag0Gwu9SDiv60z95Tl37L7ep3WZuMT720mvmqUu++mLjb/3cgpSFUV2EWCTAbTEcJREd2VzFCLBV8drAqtlv1COqgnWPKkbsWYyQOBCAQPMIdA8KJP3PsS97Sl31iV+pKZNHeoBs2Tqk/v6SP1M3LJqdCKsOo19T5vX+4fcuWBKsES/z0lkrVYBto9Dw94qOpGxNGVctxKPO+ELtr6uRNq+LokQQaDABwaAgXvqzTvmD+uR77g23GXV/1m6YoM78h1eoO+/bvXHiGy+Q3kOsRViLsU/nSycLsEMlVyXEVT0nqrgpk7cFf+5QGzd1OSOktO3uqZqOqaKKXlYa3PVQNAhAwKFv/qf33KPe9t8fMjJb/sRU9bZ/fLl68JEZqeKbdjlDHStDe06fedzSQJB/13cxNgpw1pFcNGJujVTLqZq2CIdnUJf3nDy5T+MgcZTI82ziQgACDScgEGC9m+SKj96h3vCqJ4ww7l22s3rrh48OdptMGijx7S6sFmM9Mj724Ef7spWpR4Bt085S0y4qHdvzql4jtuXH+rug8VjTIAAEIDC4BCx9yC4zNqsvB+u9aduMUo+cHCVrc+pqYgVo561XB2Ks147n7/9U6adtGQW40NFry4eqtBGxNgKJE4IvxlLVi4kv5SUfEIBAdgLGJawUAdbbjK676DY1d+8Nxode/Z0D1AX/51DjNqN4BGbqWjT02rEW4vmBIO88ZUuwz3hF+L3+bmbwb5fPmo3D6p6H9wyj/Py+OWp18O/Lf3CkGho+/oLIsdklPaewZQuPTYTLfr4LjNC4o7dM1oVd0BEWAgNDwCiCekCT0GekbTPSy4ofvXy++ur3Xmjl53JGgjWxAQigp7HnzFpjLOmKlTPViqd3TqXQFuBKphxKnIJNE+H4umzouV3hPcY2G+Rt00aI3yEwgAQc+srXHfO4+vxH7kzcZvSuTx2pfrR4HytEnwYq1sw2JMCYAAf0q9hvm9XJS8JbIsLxKfZoiqfsaXJb3nnrtBHidwgMGAGhAOttRp869x5j371qzbD6mwuOSt1mpKmG/U8wLZd2kMeA0a+suH0Q4FbZCl1rjuFyFeEoatzDOk6/3Bucxp7E22dlNs+DIOA/AYsADwUzeZ98972p24xO/8DR6pEnp6WWlZf//ppCTIDLE8XuIpY97ZoqwpYj20zVEe3vHT9uu9o+euVhGdWGCJdBlTQhUEMCKQI8eXhbeLLVcUesNBbsjt/spv7m40elbjNqj3z1uLekbaM1pF55litxwjKKWsknaaWPhLNPt5e99QkRrrwN8EAI+EcgQYD1NqNrP3ObOvSg1cY83/SLvZVe8902Yjj6qmOmsPUAxLe/Vd8hwGWPTM1CnF0MbejSTs/KsxZt87q25cv2e5682dLmdwhAwH8Cpr74wNlr1dXBbUZp24w+9r/nWwvHtLMVUWUBegRY79ytwhkrXsIyR31p3t15Pb/LOqOaIywrs38eBAEvCXQL8OGHPKO+9s+3qxlT9RG5nZ/t25X65ysPVl+8/kXWsiC+VkSVBuiZgs4rSrlyL/T8c31G0oiyKOEvS4ijcvZjZsKVMeEhAIFiCHS3d73NSB8tOTyx98iGjZvGK32y1c/vah3yEP/M2nWteurZ6eG2S/1J2kNcTK5JJQsB4xpwP6dAy3p2krYXJ8IB/tCVv/gPh3cUz5QUIeArgbgA/91py9RH/3Zp4jajt37oaLX097uYxXfVDNZ4fa3k0XwlOmH1ayRclCCauCeOhDN4RifVaxV76hgRe96qyB4EchDQ7XvcuB3q0g/cpd580qPGlJatmK7ODm4zMm0zCke+DRLf6VO2qnUb5bfS5UBfedRUL+iyPX6TRaycLVFleUZ3l6N0Jy39whBNK+mBdxnD7spNkQdCAAK675g+dav64sfuSN1mdOY/vkKtN4jSzGkb1ep1UxrVJ1x23q/V8Uc8pT777/PUdT+erUa2p3t418mKrNuQxo5xrNY5q/tu3aKgluUZnTTirsLVPxzZCya/+33iV1F1SDoQaCqBPXd9Xn39osXqoDnrjEW0bTPq18xlWfUxb85adfuVN6vxo5r7+z9OVV+/eQ+1eOlMdcdvZqttWye0H13HNW6rAEel64cQp4llngov0zPaLMR6mNq7Plx1Yylzej9PfRAXAhBQSm8zuu6zi9Xeu28y4rj0mnnqkq/Oa3Umhk8Tl6ZuuHCxOqHrwJH1m3aoB1b+Ub3m7e/toVA3BmIBjpe06o68DMessj2je6ele2cQoi0BVV8Q0T1iZmRM9w+B/hN46bxV6j8uuVXtNCnYVxT7jAT/fN9nX6ZuWDQ7MZNN3F50whFPqhsuvL2nzI+uCaajv/rS4Hano3p5lLSTpizryCTA8VFxVeuPZbzZlO0Z3fPSErtKLGmKvR/r7lW/UJVlzKQLgboTeN3Rj6svLfxV4ITVKsnaDRPUOz95pHGb0Vg/XO3yYBWM9VnXvwymnl88t3Mq/q5lM9SOyfcZR786X3Xry3ILcJUHd5QxZZs8Ei7eqKMp9dCAAyeqpJeXsp24jNNXcccu7imuoo/hGRAwjuDOedODauG7lqonnpmsTv/gMerBR2YM1MhXF/btJz+kLjvvnp5yf/hf56rxE9eqy697dSqTqg+TymrKuQQ41JECt/DYClHG201VntG2siWJov5e4mCVJf20OGXMOBSdR9KDQOMIjE7LvfMty9R3bn6BenLVFGMRJw1vVZs2T6j81MIqeE/baau6+5qfqlk7b+543Ldv2VctfWyd2hKUO02AA0kq50CGEgqfW4AjEdaFruKtowzBT3L2KssJLFX4YiPRkG2fRqNlvOyUYL8kCYFmERCKRxn9oC8gF55znzr/L5d1ZGfTlnHq8LNPUBe85zvqngde4IUAx48MjjLr6k9TiACHQtE+Ja34qdtuw6jSKSt8trBR5DVg30ad8RO42hhGHTBNxhcvv6sh5mVHfAg0goCgr/GtnyiS++xZG9Sd/7ZITR7udET73DcOUp/48sHqW5deGRxAcqZat2Fy8mMFDPPmOakOXAcuhQlwZ+fbUuMyp05LEeEwz+ZPJV6GFRhOHsMbe8myH/7haoh58kVcCDSGgKUPqKQf6iPMq4Mzr9903GMdOVi5epI67IwT1azd1qgFx96XPvqtasCUUk8ufV8pAjw2Ii53NFy0CNucn1zAZrHhosuTJQ+SODOCk3rWbrAfDWfjFfFuPZO7SSXsCdNsAml9QNPF94gXP6tuvvz/9VTweZfNV1+58QB10jG/VT9ZfLDdAKoYyAhelCRLsqUJcFuES17DLFq0ZKJhHwHaraQ3RJlrznvsskk9/VzKtE2WDAviJPHs/j6a7o5WMqra3iYoAkEgUCmBeJ8W7dnvly9IlQX/wSU/V6+av6rjkfcvn65e/o7jgyXOoeBozmXqliUH2bPkhQCPDissxwSXKsCt2QDZMYl2qskhylgTsaVZtPBHpWuLcGBwIbuGKFHPvueCpnDy2A1xIeArgbKvOPWt3EmHbpweXLV44+J9Qh+jqTttVhs3TbJnvWABPvolT6v9Zj2vHvzjNHX/8hnq+cALW+IXJNGI0gU4EuHRSUY7vIwhbIKZJVnbzUYSwFmeG4/TXncteSYhbz4l8eMjfBs72++S5xEGAhDwn0DSoRu/+u0u6sT3HhcWYPz4ETUyMl5WmIIF+PLz/7866w0r2s9+fNVk9d6LX6p+smSv9PwI8lGJAIciPJqZMi/uaa/hBuuJRY0ebdPCZV0aYarZuOdxnb2M20dwpozwEWBZX0MoCNSdQNKhG8ef+2q15P5dw+LtuVvrisXOwUlLVHomCQXC58Ls5stvUUe8+LmOKG84/5Xq1nv3qI8ARzm1OTq5gJGEjUQrj2DZ8mxbN5bkM0uYMkb9WfKRNU4VyxNZ80Y8CECgfAJph2687VNHtjMwd99n1PLHdu/MUNthpCufBQqwHp0//v3vq6mTRzoecuCbX6+eWm3xqRHko7IRcHdV9mOEk2cUbotrGymXZcr94BgvyzGHrdSnaqrbfj2r8CKOeUnjIV04XBKEgAcE0g7dWLEyuNd49N5z0/7Q9qUy3dOqAuGTFn32nhvU0mt/0hH8qeeG1YFvXmA/bUuQjz4KsJ49KN9BywQ6PlVt/H30S5P/k03wbL9LK14arl/CPzaj0XIU0/mYPmWL2hZclq2PyCv60/QtGEXzIj0I+E4g7dCNj195SOJZ+bpc7aU//Y8SBdjkHPaLe3ZTC84/tt4CHEIMem2fvXwTt9CELnDJB41UXS7J88oSsJ5nC9768nQMZZUjT56ICwEIuBNIO3Rj/cbgnIEUh6H28pupvymwDzr/L3+nFp7z247CfeXGueq8S19afwGugwiH5A0V6tu6sNXmRgMUPa3bngaKm2iZnnajz0GI3Ts8YkDAFwK2Qzes23yiDq9kAf7CB+9Sbz3pkQ5s4cEg3z+gGQJcFxE2jTJ9EmFbXhJfIoJlgNCSPJ+NSOo4EGJfulTyAQE5gZ9+/hZ11MGdnsXxQzdsDqbt/rhkATZ6QL8/8IC+O/CAtg00rKOiIInh4y+IfMnk9EoIKZlGLeGxTkkm5VgqjfMAABjpSURBVDGNc5VrtKkibDMG2+9OpKoPjBBXz5wnQiALgTcd96i6+qN39kQ99SOvUIuCvbVW8dWjieg+9RIFONED+rTAA/rZwAO6SQJcn5Gw+RhK2wuE7fcshmyKkyTC1ucnTbNrI6vR6BghLsqSSAcCxRMYnjii7rp6kZqz18aOxBctmaVO/cgxre9sg4H47yUKcKIH9GmBB7Qtj5Jy6LlHX0bA7dqQFKx4u3BKMWn/auiZp6EmvBpZRdApF8mBu0VYdFiIxZDH1o6rufc5LwqEOC9B4kOgeAImp6aR4ObBVwTnPT+wYvSgDZsGVCTAiR7Q7w88oG15rK0AhwMu/72jk45otq3FVlm26IWgPV2T1p4c3iTb0+rRHr2C2mlRp5dF2QmnsqIXatt0UUFlIBkIQMBMYPeZm9TdX/upmjF1W0eA0Kv4ssCruN1ww1FMyggj9rtDv+VaL4ke0DqvzRZgDbg/e4SllZQmpHYRbj2lX/csRMLUU1bTfjpLOyi6HK2Ra7GjbNshKtI6JxwEIJCdwGXn/Vq9/eTlHQms3TBBHXbmieqZNWOnSlm1raIRcKIHdHA1YqMFWNdQlSPFLCYlOUbR6pxVkQhHoha9VpoPGOl9IZDWQdJ+6SxcW3Uf/v/C94hX6RCXtezEg0ATCcybs1bdfuXNavy4ztItvOpg9blvvKj9pc0Bq0cbShwBJ3pA3xN4QFvfEsIuzOqo5d8acKx+pALQL4OVGEtaJWQRrrY4Ja0z6weG867y4xuTyiEqXxy+wOCkdVWWCLekPeZFKc0Q4SAAgcwEbrhwsTrhiJUd8Vc8OUW97G0nqC1bY7ccOfYhxuCOaZgKleoBre9VlzxDEMZrAR7rLIudksxsRV0RJaPgnje27jSi0Z7Fp11fyO0iqi5lNO9xzjYCLfKlKdGju4A7prO8/LgwJSwEINAi8Mr5T6ubLrm1B8fbPnW4+vYt+3V+LxAt20t0EX1Qqgd0KwPW0a0kjPcC3BKwqI6yiUJpDUFQCWOOQK2RabKHdB/XhA225Dz6HYVctLD1eHSPOugVsVZcdF5LszMShkCNCSQdunHUOSf0lkrQp0b6F072dfmtFDW7leoBPWgCHK+luAduWFf99G5NMJYk71vbtGoRb25Z2qlJbKWje9Pzsop3Wt6TBDevECPCWSyGOBCQEbAdutHTtwv79MQ+RijgttynekAPsgAbO/xo/22w7ln0VpZUUdBToV1bcfRUcdIod2w0nzySL+oNzmZg7TkFw1ukNK5P4fIIcfuFyXPPe594kxcI2AiIDt2IJZJ3AFLk3v9UD2gEOL3qo20noSet9bwwmxkV/7ttW0yVozKjE2EBopxnBJ2HeB4hjl6Q+jqrkqfwxIWARwREh250DIH18DdHAQoa/eocpHpAI8CySoqmfMOV1zwVK3ucc6h+b1NK9n7Ov9ae923WGWZXhMxCXGAjzlsG4kOgrgR2mrRN3Xfdj9XuM7d0FOHK7+2v3v/5w8zFytn2iupzrB7QQe5FzxKUpxZOWEUZYfuoyGDaePdd16lnnpteVNKZ07FWpKASsz48ae23CG9ra7myZtoxnqsQ+5Jvx2ISHALeEdhv1kb1oTMeUKcH1/lNGL9DmQ7d6Mh0jr6uyHZr9YAezbT1mYLyDJQAd852+DM9bT9DupXzokfxxhGwwGgkLb0MRyzJc5PCRGvraQd8VL3+nqc8xIVAXQgcsM969Q9n3a+WPjRDXfbNsUM3evKfp+/JE7crI1YP6LYAK7XnbmvVymdHz7DuLpAgT4MrwAWscxbZANre3WmLIIIKleYp8UIJz7hIy+MSLu5JH8Urc5+1S94IC4FBJWAdUaaAyRO3O1mrB3QswnFHLFO3LDnInDNBfz2wAqyJeTdKiw7lSBnqFuWgVZbzlY9cB7VDo9wQqBMB0SDEUKCiZ67SPKDH/Ip0RobUkS9ZrpYsnYsAZzG0fnnqpuVVLLCCt6uk5yQ6XxXgNV7kVoAsdUocCECgxgSE/Vok1mFJHY7dlZBJ8oD+xd3BGdBadqUOvYKyDPQIuDVay+/xK6lU1zCtt7r0IzjFYt31cOPRkwWIb8izoHRceREeAhBoAAGBaLVEVyth8eVN84B+8tlJbhfECPKIAIeQ/HHIipuURGBtp2uZTNTo/Zxz7Tcc+aYctVl8UyFFCECgcQQEolWmAKd5QDsP1gRlGXgB9nkUHDUu2Wi4Vdu26ZHkvb8OUyuxVh9NOTtNzTSu16BAEIBAIQQEolWmAEs9oEVlFZQFAR5TuVKmNEQVJQgkHw2nC6lpinh7kPg4x/kcvIYFlUYQCEDAjYBAtMJBU0lLXUke0P/rssPcT1UUlAUB7hrNDdmGkG7mVHho22g4aUpaj1T1/40b6roRWxuzp+vghcMjQQhAwG8CAtEq09Ez0QP6+we4D9AEZUGAOwRYz+L6uR4cbzVaZFtimuyFoEe12jtwXExvzWu/sqlrv1stuYMABBpBIEW0svi7uDJJPANae0C7On0hwK74qxsNtpyWgjXbcO+v7BNO++p3hFFLsDk+jfpFjTkMGgyorKkcWYkIBQEIQGCMgHGHRmvPkdW/JS/H1DOgn52MAOcFLI1vEzZpOt3honOJizQmyVthsuOVn1uwsvIlHgQgUH8CcREuc7q5m1TqGdCC0WwPeUEcpqAT7HX0pSv4Nd+UdOucZz30zJdOWrOK8uo8Q5Jz61H9mzolgAAEfCTgeolKEWVI9YAWiCkCXEQtdKURP3FlKFhTlX66p4ul8fKEcxq5ZzGoPJkjLgQgAAGPCRw+b5X6n6c+pA7cb33w3zo1dfKI+tJ3D1B/f/n8bAd/CPpYRsAeG0SWrMmmpKtZU8mSf+JAAAIQ8IHAvrs/H+4QeXzVFATYhwqpUx5M25X6Ma1TJ2bkFQIQgICRgGA0yxQ0tmOwgWDtOZg611Pikfc0mCAAAQhAwIEAAuwAi6AQgAAEIACBogggwEWRJB0IQAACEICAAwEE2AEWQSEAAQhAAAJFEUCAiyJJOhCAAAQgAAEHAgiwAyyCQgACEIAABAoikOnCGoFosw+4oAoiGQhAAAIQaCaB6EAm6Tn8IQUEuJnGQKkgAAEIQKBaAu1TEYNtnfoiOusRwAhwtRXE0yAAAQhAYIAIpIksAjxAhkBRIQABCECgWgIIcLW8eRoEIAABCEDAus7LCBgjgQAEIAABCJREIEVkJZ7TeEGXVC8kCwEIQAACDSeQIMCty3BazlppHwS44fZB8SAAAQhAoCQCSQIcuEgP2dQ3yBICXFK9kCwEIAABCDScgEGApaNfTQYBbrh9UDwIQAACECiJgGkELHC+inKDAJdULyQLAQhAAAINJ4AAN7yCKR4EIAABCPhJAAH2s17IFQQgAAEINJwAAtzwCqZ4EIAABCDgJQHTXl/J/l/WgL2sTjIFAQhAAAJ1IdBzS5Jw/y8CXJcaJp8QgAAEIOAtgfYtSTqHgsM34gXBC9rbaiVjEIAABCDQZAIIcJNrl7JBAAIQgIC3BBBgb6uGjEEAAhCAQJMJIMBNrl3KBgEIQAAC3hJAgL2tGjIGAQhAAAJNJoAAN7l2KRsEIAABCHhLAAH2tmrIGAQgAAEINJkAAtzk2qVsEIAABCDgLQEE2NuqIWMQgAAEINBkAghwk2uXskEAAhCAgLcEEGBvq4aMQQACEIBAkwkgwE2uXcoGAQhAAALeEkCAva0aMgYBCEAAAk0mgAA3uXYpGwQgAAEIeEsAAfa2asgYBCAAAQg0mQAC3OTapWwQgAAEIOAtAQTY26ohYxCAAAQg0GQCCHCTa5eyQQACEICAtwQQYG+rhoxBAAIQgECTCSDATa5dygYBCEAAAt4SQIC9rRoyBgEIQAACTSaAADe5dikbBCAAAQh4SwAB9rZqyBgEIAABCDSZAALc5NqlbBCAAAQg4C0BBNjbqiFjEIAABCDQZAIIcJNrl7JBAAIQgIC3BBBgb6uGjEEAAhCAQJMJIMBNrl3KBgEIQAAC3hJAgL2tGjIGAQhAAAJNJoAAN7l2KRsEIAABCHhLAAH2tmrIGAQgAAEINJkAAtzk2qVsEIAABCDgLQEE2NuqIWMQgAAEINBkAghwk2uXskEAAhCAgLcEEGBvq4aMQQACEIBAkwkgwE2uXcoGAQhAAALeEkCAva0aMgYBCEAAAk0mgAA3uXYpGwQgAAEIeEsAAfa2asgYBCAAAQg0mQAC3OTapWwQgAAEIOAtAQTY26ohYxCAAAQg0GQCCHCTa5eyQQACEICAtwQQYG+rhoxBAAIQgECTCSDATa5dygYBCEAAAt4SQIC9rRoyBgEIQAACTSaAADe5dikbBCAAAQh4SwAB9rZqyBgEIAABCDSZAALc5NqlbBCAAAQg4C0BBNjbqiFjEIAABCDQZAIIcJNrl7JBAAIQgIC3BBBgb6uGjEEAAhCAQJMJIMBNrl3KBgEIQAAC3hJAgL2tGjIGAQhAAAJNJoAAN7l2KRsEIAABCHhLAAH2tmrIGAQgAAEINJkAAtzk2qVsEIAABCDgLQEE2NuqIWMQgAAEINBkAghwk2uXskEAAhCAgLcEEGBvq4aMQQACEIBAkwkMDb/mgh1NLiBlgwAEIAABCPhIAAH2sVbIEwQgAAEINJ7A0OzbDmAE3PhqpoAQgAAEIOAbAQTYtxohPxCAAAQgMBAEEOCBqGYKCQEIQAACvhFAgH2rEfIDAQhAAAIDQWBoxodeH64B7/zG37ULvPq7L2r/Hf++m0hSOOLDL7IV7GesXdF+OgnQf5j7CfrPwek/h4ImEQpwIMTt1rH2X37Y/jv63iTQpnA6IvHhFxkQ9tNqV7Sf3hd8+o/efoL+c7D0Y+jDfzc3FODP/OvytugG37X/jr43CbQpnI5IfPhFBoT9tNoV7af3BZ/+o7efoP8cLP1oC3D39Fj3v5ME2havuyPuNjDiywjA3/yCKKOX/IJJfBkB7A/7iywl/uIksx7aX1L7Gbr9C2eEI+Dv3v2LNss3Hvaq9t/x7+Ow42GIDz/sh/YT9Q/0H/SfkS2gH2P9gkk/2wIsfZMhHAQgAAEIQAAC+Qn0CPBe87aFqT75wIRMqRMfftgP7Yf+g/4zi4AMmn6IBVgKJikc8WXCDD8zJ+wH+5G82NF+aD8mO/G1/0CAu17TaMA04Do14O5RBvaL/WK/vTNQXguwzpxtyiitAMSHH/aTPuVI+0kewdN/0H8Mav8RjoAlDSBtPp/49gYEv2QC2A/2Y+uAaT+0nyQCde4/8ILO4ilAHAhAAAIQgEBOAghwToBEhwAEIAABCGQhgABnoUYcCEAAAhCAQE4CzgIs9SZLm683eelJy8HzZdtR4G8mgP1gP/Q/7FPP6nNQdP/h7IRlyoDLIjjxeztA+MmdkLAf7KdbQGk/tB+poPrWfyDAQWumAdOA69qAtRhhv9gv9is7eay2ApzWyCUdAPGTOwn42TtQ7Af7SRIZ2g/tx/YC4mv/YTwJy1QYiZGnvY0T395I4Jc8msN+sB9bJ0v7of0k9RO+9h9iAXZxkpI0lDQnIeLLplNMDKWGBv9kJy3sD/uT9nfd4Wh/shdF+p8WAWcv6KyGSTwIQAACEIAABMYIIMBYAwQgAAEIQKAPBMS3IUnzVvQ+Kelzo3A8n32e2hayTiNjP9gP9kP7qar/EAuwtGNKCkd8WccGP66TMwkA7Yf2I3kxoP+oV/+BAHcNsTHgehmwyQkGAavPfajUXycB+p/B6n/EB3GkvYFLPP+Iz32oSW/w2I/dc5T2Q/uh/Zinxuvcf4gFOG0tVgKA+MkE4GcXIOwH+0kiQPuh/WRds9U21U/7wQva1cuL8BCAAAQgAIECCCDABUAkCQhAAAIQgIArAQTYlRjhIQABCEAAAgUQcBZg6XaItPUa/VvWOXueL9uOAX8zAewH+6H/of/1RX+cnbBMHZjLIjbxuc+1uwPEfuRONLQf2g/tp/MFos79BwIcWHOdK1A3RvKPgEnf6BFwBBwB90fAxQKc1slLBID43OfKfa7mW4ZoP/YXKPoP+o8m9h/i6wglnUTaaIz49k4GftxnmtROaD+0H8ksB/ZjthNf249YgKUOX9KCpjkJSQyN+MlORvDjPltpe+0OR/uVCT39D/2PiYBr+3H2gs7asIkHAQhAAAIQgMAYAQQYa4AABCAAAQj0gYD4NiRp3thnyT7Lbi9Lqe1Ea+DEZ59m1mUU+h/6nzr1H2IBlhp2UjjiyxoG/AbrOjLTGqypA6H90H4kwkL/Ua/+AwHu6gEx4HoZMALWSQD7xX55gavPfdhO+4CT3sAknl9pb/DEt3tewo/7YGl/zbsPNlp2sU250/6b2f7FApy2jicRUOInE4Cf/QUE+8F+kgjQfmg/thcYX/sPvKBdPIQICwEIQAACECiIAAJcEEiSgQAEIAABCLgQQIBdaBEWAhCAAAQgUBABZwGWbodIW6/Rv2Wds+f5su0Y8DcTwH6wH/of+l9f9MfZCcvUgbk4QRCf69C6O0DsR+5EQ/uh/dB+/LlOUNdFnv4LAc4JMG8FED+fAcMPfnk6QOwH++mn/YgFOC2TkgIQn/s8m3ifp7QDx/6xf+yf+7C7F8bE1xFKRDatMyK+bJoxiRP84CdZt8J+6nUfbHeHTP0NVv2JBVjq9CUVijQnIUlHQ/xkJyP4cR+wtL1KBUCaHu1f9qJI/0X/pQk4e0FLGyLhIAABCEAAAhBIJoAAYx0QgAAEIACBPhAQ34YkzRv7LNlnqW0l6zQ49oP9YD+0n0HpP8QCLO0Yk8IRX9axwo/r5EwCRPuh/UheTOg/6tV/IMBdQ3sMuF4GbHIiQsDqcx8q9ddJgP5nsPofp33ASW9gEs/HtDd44ts9J+HXzPtAdZvC/rF/25Qr7b+Z7V8swGlrwJIOhPjJBOBn74CxH+wniQDth/Zje4Hxtf/AC1rqXUY4CEAAAhCAQIEEEOACYZIUBCAAAQhAQEoAAZaSIhwEIAABCECgQALOAizdDpG2XqN/yzpnz/Nl2zHgbyaA/WA/9D/0v77oj7MTlqkDc3GCID73mXZ3gNiP3ImG9kP7of1wH3DHCJYOlA5U+kaJgCAgCEhzBETXJf1/9v5fPAJOgyypAOJzHyr3oXIfqmlhgP7D3oHTfzaz/xRfRyhpJGlvQ8S3NzL4Jb9NYz/Yj2SWJclOsB/sx0f7EQuw1PFLauhpTkISUMRPdjKCH/cBS9trdzjar0yo6H/of7LO5sTjOXtBZ23YxIMABCAAAQhAYIwAAow1QAACEIAABPpAQHwbkjRv7LNkn6W2lazT4NgP9oP90H4Gpf8QC7C0Y0wKR3xZxwq/wbqOzLQGaxIg2g/tR/JiQv9Rr/4DAe7qATHgehkwAtZJAPvFfnmBq8992E77gJPewCSek2lv8MS3e17Cr5n3geo2hf1j/7YpV9p/M9u/WIDT1oAlHQjxkwnAz94BYz/YTxIB2g/tx/YC42v/gRe01LuMcBCAAAQgAIECCSDABcIkKQhAAAIQgICUAAIsJUU4CEAAAhCAQIEEnAVYuh0ibb1G/5Z1zp7ny7ZjwN9MAPvBfuh/6H990R9nJyxTB+biBEF8rqPr7gCxH7kTDe2H9kP7ac51jghwYM0IAAIgfSNGABFABLA5Aqjrsp/9v1iA0zIpKQDxm3mfpdSAqX/qn/uguQ/atDA0yPohvo5QAimtMya+bJSZxAl+8JOM0rEfs53Qfmg/PrYfsQBLHb+khp7mJCQBRfxkJyP4cR+wtL12h6P9yoSK/of+J+toPh7P2Qs6a8MmHgQgAAEIQAACYwQQYKwBAhCAAAQg0AcC4tuQpHljnyX7LLWtZJ0Gx36wH+yH9jMo/YdYgKUdY1I44ss6VvhxnZxJgGg/tB/Jiwn9R736DwS4a2iPAdfLgE1ORAhYfe5Dpf46CdD/DFb/47QPOOkNTOI5mfYGT3y75yX8mnkfqG5T2D/2b5typf03s/2LBThtDVjSgRA/mQD87B0w9oP9JBGg/dB+bC8wvvYfeEFLvcsIBwEIQAACECiQAAJcIEySggAEIAABCEgJIMBSUoSDAAQgAAEIFEjAWYCl2yHS1mv0b1nn7Hm+bDsG/M0EsB/sh/6H/tcX/XF2wjJ1YC5OEMTnOrfuDhD7kTvR0H5oP7Sf5lyHiAAH1owAIADSN2IEEAFEAJsjgLou+9n/iwU4LZOSAhCf+2C5D5b7YE0LA/Qf9hdg+s9m9p/i6wgljSTtbYL49kYGv+S3UewH+5HMUiTZCfaD/fhoP2IBljp+SQ09zUlIAor4yU5G8OM+YGl77Q5H+5UJFf0P/U/W2Zx4PGcv6KwNm3gQgAAEIAABCIwRQICxBghAAAIQgEAfCIhvQ5LmjX2W7LPUtpJ1Ghz7wX6wH9rPoPQfYgGWdoxJ4Ygv61jhN1jXkZnWYE0CRPuh/UheTOg/6tV/IMBdPSAGXC8DRsA6CWC/2C8vcPW5D9tpH3DSG5jEczLtDZ74ds9L+DXzPlDdprB/7N825Ur7b2b7/y+61zPbU0i6zQAAAABJRU5ErkJggg==" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Platform" idx="2" x="41" y="9" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,156.97799999999995,206.55,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="platform" center-x="112" center-y="16" 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