<snapdata remixID="9373281"><project name="2-body simulator (elliptical orbits)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="sky night" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="planet C" idx="2" x="616.5967642414139" y="-91.53028089221243" heading="4" scale="0.3" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="255,144,20,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="Planet C" center-x="48" center-y="45" image="data:image/png;base64,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" id="11"/></item><item><costume name="explode" center-x="94" center-y="57.5" 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S9wcmm5YMSM3X75iJqmrrVtupblRFdYUeXEKJcZNtfZYgpXE2fBcINxpHtAIptVA9Xk98uUuYxHjTFBa/3KcPIA35dpxahvQ1HjAe+2YHgB1kc4GV+tCPiWT4ibvjOW2t5CL2lKH6ADX9kgGpHTeVm6VyRyc5iiKnqhq0FA4C6WikT+eYUnaUYzT8OVBvyqmb+6AK1Z9uzpomiQQuRy4gxZJYN7oRq6Na0Pb0F3sR2ZgQ/626Rc3HPr1X407JrlqWDt4XXqg/sg71sxMDGjY0oq6tIct+LNtnATYC8K0Ao6A8U20ZaS/OSdsHZDctKZA6lY504qZ2HHZ0ph91fzAhXi/GgetKYYdwGbBhj7Hn5MUIGk5rx7n5mawax83ma8IM1VilGfzv3x9E9NBdvalqWlJtp2aQhtdoDgBpDnNz7FutiUxXtY/UZ4U5qm3HEiO4/egAUkH7VGsXQH2r+5XcNQmcGEg+70sKpPQB51phWzrSzE2JU+RSsFSCLPxuxgd67f0AEjylv27dDETThnzBGe8EUfeubXy0AGnycgIbajS51Sz3qoZ6s+3UHMGvysWkYBE3tXvo++mRiX5RU8JfpCKCcJV90v5iKI7piikM1d7BYjg72dAFSMe7X0HOuNx8QOjUp+RA6lTsTOWmdKwP9d1Gx55HbY88SYDFL18Bb9KCTMI/3oRxKlSR3qyGR7KPfHa/AljIJAvKcdh0Gdj5Rly+3ocn1mSA/Ml7Z9DxZxn5VtXaVW6qKlc0JnHRx5Tr18hCkBwLCmWRFEeyCUvRxWkz3b4fWBPD2OrsGFYXIKV442V3lZYUSGXllPhMfF9ifjEtrbEEwDXXEbksw0FDiNvQlduCkzVsbMp53CX39CO5VfMYSd98MpDASPUwUl13suTSXBse+sU6TPQxVExX6Gu5/v4VsA3TBieBlcfJKs3EYLM9sQYV/Y+4xVte7T5tu4j5suz0GJcgXfbA6NICqVpcLC/y23dKbRxB4otaGFzgVjVCJzORFos7+8G3u0+nDv9wC9j9SvHjkA4IGUegau1WHieaXx75FDhD4YTRpxcR+DUtE8C8NvWLSAmMRCMIl2Uf6WOrRjG2SsvRyvUshBYsj3qxLncJAsueD1VqIM0Uu3Witsf3vG4Wi19LVyeZCiPydqc+guo5oj9ShFLZQDNWrcmUhaICEPeH7qPp0UewKr4ma3ZpR6XjWz32Sdufu5jxOFFHPhdA4HuPIxxKF8owOQUif7MD8/cWQIUntPpSmphSv60RTa0tekyCuojra69gpiL/ajAuASqm7H5leWI+5PeVDEhFEAoPapdCUGEKJPfHPrxxLJVMWjrvqFhYy7bc9ZjMSFKVp3t/UouaNWuEiGAGKdlJ53+6ypDBKjklxbdu/tJ2Ec+qPkmewMUfakHSZmUpMcoQqjemSMuEPDnG4tcugtdpR/C9/x7E/Z9ktHCRpLi3A1XVxsoopAiRuDJRNW7LHa1+y14AackLllkuLR2QGo/6t9hrZw44GfjNUfuUrEdJfHYxAGblibgcVcOr+o1ZQw69Gk8qN+nu9du490naLWqqTiLbXP5/5/WgF7vIJ9mWjvXAT9aLMEUyvpftm0Ddb2tAVmNN6zsa0bSlBcGQLpaLNnS8367vz2lSsjtsCgYp8MxyVukrTZAql4CdaxMlC7VLGUwPcbUtv75d1+zNJikKilYzT62UJxrSzEkFSC81irI7qbpZMevi7AIW5hZEWN7kKaC5ZhOq6oycjeajrAGSM6mcUOqbfTp3NK+duOu1ZzPclYz6MmiaZNmbz0dE1L5Zs0/xJPpbYiB7bb5PwSBd5oCTkgcp3WayGELmEgbTzlgFQ2ugiuPyTy9Ajeq3U56sQErmJ1l2xwoMFHVfdq0VoVgDsKBxOXLNqnZKgxxsMciVdJqzfKW6aEMnNiLQbypDlJpCbMO1vLinOn3BIAWW1KgvLlaO4g1wjCdncLjkQUrEdbrNRD325WaQ0jGQvlCEgEpcqWxTUvezkx105OgqIRpEvzwLviej3RMn1TisuxTqwNV6BK/Vgw2ZZMbZOKbXxgxJgCpYKM+JRA75tD9fhsruuPjf4MVGBE9rMndqIYm7M7cxqqwxXy5K/QoFKQdOPf1KgfdU5fiAc22gumTa3Qb8IQGpk4HffOzTx5nzn2RCX+DfZeqPzn97oyg6YZYfzSBlQ1GEejQXaKp9HMmNI0BZxmOl03s6IsSE+Y/KMHJpVE+/NrtGZXvpBqW1dezdiIqdST3aH9MRRP7PdmHmokDv+a1zwOcKgWamb6EgBbBknqdzrcaKhwzofig4qeCmrTjEGMTdoFb1983HvhVI1z7Rhujzw7qcKDxPH8Ux//hNPUpKcLHeFgTurjJEN0nbqNxqEh2Sj47qXiwzfCZOaPZQEgvM2r5sSwrS6P+ICIBKZW/hWz2iZhQ9U3/ZgNun0rZPsoY5Fkp3B+JFi4K97npmWoWHPNxwwhELJ/Hylru5L0g71wrDJcoceHnHAI48NCBNA9X2NhOzX59y9EkmlUHRpMiQySqx7ypSj2jBJuQ5ClxrQGLbAFK7MmV1pHavWgPY3SjCPzHGmIpBquJIbhkWgJXgUjecwEqxomomqXyfvFmGilPbDPhIfDGG1EbNqm5XqY/eEfelH13EVJGw4HsJvKLVbXuOg52D9pVRsiw5HG91DmrBLA8VSHOZpMzVTujj1EBlCWJVSZJyn5XilHq/HqmKObADmRpUEtRiXyIJUUSXFCwpjzpxV6v9jPx1JqOb5OiFrf160qAdSM21CMzjFlJfyi3m7NpxngEV2S5YGmEBjp3bBq3vR6XotyTDCSavvuToTc5g385x7SLghwqktGA1SopyyQPpYB4rkFJ7NVCZQtpaf6M+ozyRrPlRO5Kbh5EiTiif6QjYdET8H6+dA8rShvV4EGwsXcMpkjSal9Q+lJyXTtBz2nRSugKnm3Dt3Rsi81WVjyd/GAH9Q44DKQ5QpBNFP+WKdqI4glwpJRTwTLf5FfKQrGjVP5nCPwkEoOU7cFxNJXC4jOGC3VEv9I0qnGBMK8tJJeZT0+iQAH0oQZr+qB7zJWZqdBSZn6gwL5mAkljAnf7rCNZzBCuBVV1BhNq8XV9TyGa66cvea8VCj1ZygIz6UvSwcio4jbecXLRzIJvJWZx2x8MJHLYDqcp0CKBBjn1mjvvQcVLapL59+Foggh+IU7cDCFYBdRtrEGzVouN5c/4+bCcQLMV7MoeFf7JJ2FsN4ohSScVuXu3eqFnMT8wJR0Led2Tl8WFWIKVheltxjDG8oAxpCVQLOdRSbi1NkNZPvrrw1U+rOdWeUh7G0QVW5Cu708e6ejwHrtUjeLUeifgiQmVhsYLkliFd4aL/J2M7S8ebktIklZ089lp0kUAVSljaPss/bEDiF9pVz8mFpCHAu9AqfPmuU/azAyi9P7cW+xFI39sqO1goTr2t+Fge8wDe6RywvjustEBalnwpsWfAKB8WQE0+EUJgvhwsHkRiMCSySsl4vnpfprgYlWGsX9dgqd2ThUBWQSFFaeGbFzIa/C+aEbmWqXKierPkkgl4MmjEzWeIQOuBSvBOTT5OfVCP5AdaygA5JPS1UO7WyJSbIT23cWsdyAVSK6BKc5JckMmkOBFJoMtOJCgpkCa77rzk1suTi/qUhpGcBViAobI2U14qPj2PRDwByi2SGaIEZBYMGBWdeFAY5dlMmVCghLK0EIIKREroG/2rCqHEUCSVSOXYMqbHrKrckUcXkOy8beDEbtCTj0zqZlynNm7kWieQimO/Tdg4X6L/ljfCkEKUds7ckNq8GcDm9ZUUSHnz9EtqerATMZf7vcoZKdCEEu5mLwIilC4dDGLmqPIYJ0+VDLpGPKjZVdJGe7vveFAgdVNV2w1IzTInuTh3DOKYgYty3NwxaBTrShqkdOW31bG53GD0PN9UBGwmgsD9SmE3Jc6pmrQEUE9sNFQ7me8JorxLszKkZoGA8aJA8fd7f16BGtaup8WQkkTpMsV+qM6WmtDoZMKi+d2AVHBTRYmS3DQQxSGdw6a9Srm+qaQ4qX4vfd30G4mvXfnrXAsfH0Zz/6f4HrWpn1qNdqbdxT11bxL3rmbSi+lvVXVRUY1PPmPRa4h+UQMIKUmkEQe3GWU88tdT0h2Pxm1dn17AIrgwcc60/ZTC8WT9KeE+Hc6upjL3cRDV5zPJfm7A42VN4vspiPvXt+nyrpuj3gtIrUxSSKEKAXxJ+4Ximc7buW+QLiGQUhFecSsfSTDjmEutd7ow4r0XMc4YqjvmWtAR10Bod1SpdlTVDRo424zRm/d0L4/cZAJp+MeKGzSSEIZ9gyZP2r3Dke0GNOQ6HX4LWLU3G6gygl+N6nIzpps2JKaocQPEqa+/n6nGYjeGWy4q+5tNUpxjhAENJPKQU2D7QO44gJIBqYDmc7tOZq5Z5C9fPn72zcUgXgKzllkWG/H4wiNo2dDcgUamacF3LvSLq8rNJbnV+k2qLZJSRcg7I6+wUTdGdVnKv1vGpFbFtSO+eQoIJ5GqnwWvcu91kmOT5YGCUcwPBbdc+X5xbtGTY4uI/8eN+VJuObVXkNqYpARCHz6QipLmGjdNJVLzl949V+7mkjGVS+YitHSdCiUmXQCXFJ+5T4yJcnIjKUrKHCNqTOiLIPK2sdIJcSNZvIG4360nYyhvBtYb40jcMDq9TWo8iGuHkll3l3oaJN1YVfLU/m6PeS9HvTq+JVC1Gq61qgvU6ptKipPSAhcOdl4Il4cFP3GjZVI7taqzmmdk/mCyNT721FZDkbFcILXTrtWEPsrslJH5tNELc3G9WNr09BROt2nH54a1lWjeo6Wi5PPYXbLrZSwr7kkuZIpX9VI+0isnlWs0AFVEn7hTwEoGpOmUgber6qP75HWL5nA7qw1ZaMbk7r279UjL8z9QrhShX6pyF6eM4Fe5IeUaTbzH9eOeFBhpQ82SS9MLMCf0EbeVnIgUkSd+M6PsnKzJrKeqPIC6Zob2TufYAZo7cKvGkMJCa6P4VPq3jFV1A1KKAKPr2835UvlcNJwvQOU6xT5XYUx6/d2MVxIgNUfCqMe3U2VnQy3SyVl8eioTea9uoDneVOWGtOFSJjXfyaTKpZTGQeUezQl9d95cMFy9KMtC0vy/XHUe80Fj3aUtu4FaY0n+LKwRFyeP0118giYlYU82tLvHVL6nHwtFfdHlwuaIqXy4pxzXDahy/XAMRek4ejsH7S8lluM8cJCaAUoLMwMqF1DViPzJxSnceK9PD99TibXh85sM5SDDhzNa7Ny7Vaj4knb5LQF29VMZbmqWS4m7Y2/Gv05gMoNU/ZH1VF3BeNgY8NLYDjyq3Imscm+5Zpp38P+OCvBbFfu1q2cq6pduakHtIw2WWMmHe6oDFQpSk0nqVOeAc67UAwWpFUAlQazuib/2fl9WYdiOJx+bWNW4WrvT3ub+UXUs4oZ9P7uIdd9OIdiiRU2xO1XgLRpI7/8tQ+3W1WBbtOh9NSFOrs0cqYSPGvHpzy7pEUjqdTdUaz9WYUzoC4WBX/nNzNbTD4PMUI276lDb3iBcsXSsU2aBDlrFlSuPfRU8ucBJ33x/YAQj14cLipIqFKC03ocOpE5ZoFZAVS/hkikhcrPsNPvNT2/TjzwJZDU5juQ/WXGPIo8iY3WZ/KZ4EJG3t+nKEc1lFU5H3J6ASk/Dnha0tGh2WyuQ0t/Vy81kBL6qALq9RzUXOMnSMHZL48bFeIoBUpNL9NUdg863Qj8wTmoOMrAjohmoqYUEv3vlDpu5PyU0dfncuzHE++8NsFQVkIwCyVog0g88Esrc1kwc5dJPzyNen0TH72YuV6DMTOkJsspvip9cjVW3HtPnsov5lHeD1j7dgrZ0gV07kKrXRA6eB/CDeqxv0yITZc2AXMDKBU4yfZH7tJixpcUAKH2PIejEhUtUnHTF+IXlM4YTF1XHtLuES2/Dee/JmrOHwES+tv6EUkF8bnIbQtCKN6i2QLsyOARS9lEThmevojNApRYAAAw2SURBVO7fp2VJEzfNFZhMzoSFriDWJXJz0rpmYHP6vqfeU8CWgS2IJjUHvnRIWNF1ucEp17DiQOqWi6qbRMoURRpRWojh0YqbdbHXe2Lv/SecZMBT8n1bvBGPzmkFFuKI48LHFxBJ39Ztd/MIuUlvfHdC5Bs98l+Aii3aaCLW850OhIOVhuOenW7Ews/plpRMYQi6j1QCzo6T0pgkm1KJp/LJKLpmNBdsAkl8GDiPyPkkyq5nvvRBgZNWUCyAPlSc1C0XNefXB0LByfbd6y+tbqx+UgHqM+y1M1QvCidepFukMyV5Hp1tQ9uCdpMeXbs4NDasJ6CZKyzL8QJnm3D12Jgo1tvxW83g38hU+Fm4yTDxVzVo/uflevQ8cd6br03ZVpvOBVI55+bZDjQvaG7du5FRXK7U7iEPTgHVlyJoL7fW1pfiWLfi3isOpPlwUUE4jreSMzhELjT9WnMgRhxUJeyJF3EM6fyarulNqEloHI5MQZSGWPd9LfKHricPfSM7EJlAt/izGhEjSpHw5tBBs7lItifNuW2nIdtFzOsE0vJkBJ+byrhWpV21ZjEqgNu8mG1KWi5wFpuLPjSc9FybyH2he0VdPZRBGAD2O0XKyMFOHEENj6OHAev2TGXkvNOrLmI6OIf2H0fRsXOjJQAF9zIlv5GyNVreh+p/Ze3SlHZU0u5n5+dQ16TcEAHgckUMd8vstWs1gms8NCU4KYkpUlxQiTTENIWIXcm+lMEVMT02Gv3XqC32naIlrzjZBRlI2lmUzzmVnMZ+pwAEM+1PvCgu1j2xbzxTeIHckyogRB/KW/qWVvhWPipIScsmkxfJp2YZljxT9Xe3IrCQzsMnuXcxDl4GlKcycvNIeBwXqjIFJsxr/dzENpRTpxwPAZc4svRckRgQHgDCd4HQEBAoQtkcq+mLeczL8UsapF6Peae8Fyem8MEfRI5+bmb7H8t248Ep1CQzyg1xyNjpq6j5/Wn9VmUzJzU7B2RulDSmt3V16Nea51qP3ZHfsFiDbTPG26DlOKRAjUTGDeC0myN0XwNrMUG7FAAt+eNePeZllYpgFGNmwns93u02jithf+Y2ZOSOfXhNeK+inQG0/udMhTxzYbJPT10UnNTqcTSNKZ2ImxJXpYdkTbsjfT4Qx0DZMO6GR5EIOAeiWK1LgrbsqvGee6cftny/VAAtaZBmafMpPMMCGE8Bb+v1fzQK5XW8WxGfP7eb5F6Sfw3P4Pht3P+55qbUayqt1fKSyB155x+GRb6PNClR6vD1D6yj1c0RT7lAkGAJIW8SQEOZG3/0LiSPEjglkN0CyqkdiQbEZcmxIc1vOftEcJQtYJ5Di5bvHMAppzm8vC/J494sh9IxHhAZrsb70ws93rM4ssV1O6TETFweReU5BaDVmQw4aexXo/hp3FwBwWoB3+nALKKpzHh0ZIeQfWGZea3U7u9rerzsdV5tWRwIpwEb7vcsyxJoxxnQQwBOTqPXq65Qkpw0q1oaxK+Swl1FFV96inW8q7smLi2rEBH+emCn1LIreoHoRc0EpV4AYQaiWgAtV1yreuSTEZ+4IR3l5amIJcekddKRTsCUgFZto3mhL89OJMOGb2kcNqjF13h6OAeV4iRLimvglhQntYpwKpb2nouSVgAF56+erDnbA4Y3oueC2FadG6BSFNj01Bbdw6WWkVTnl9H+XnaXFCk69qVWr8qrXsYpWluOg2v+J3o4Q00qzUBYhpHoHjw386WBa7BdGxgIRwdL56y5PT2XxHefKwRP4aCiiq+bD/fShj+36xDAREVo5elhr53Z+cv/WPb89rENf1lZVql/d66j3K56NLlo6R1VLbG7jkfOTbImxRCoYoC6sOU66q1oyDkmGHCo+6h9cVvZT4TYcXRwoCtdv8kTeK3md5OER/2KDlIngC7F8W74pdpd/chJEeAdYEx3C9Exbqe5yzHVGkwi4JkM/hHjnUrmDaDjmxQgMnuRhk5epT1TWy3l0wd11AuABrCv+0+tC9u6YQwiyh7oygu4DpWf1fmLClIngIKjN5zEfqfa6W4IZNeGL+H9pHZzEreU7ldqY5UyYmcTfRBHPQduMob9hQDUjhYEXBIbcu1hKIGYFwwUFaQ5A0cU33shIHTqa2d6curn5X1qMYmJu9pNdrd3TYn41G3TG9GQ0PaGgllIgTI/asCLfOfkkfKyLjdt6XobVob9xXZ3upk73zZFA2kuj5IsVJXvIr32064kt07w6u/tP7A4G/89GjNcWfaW/G+nOUj+bFRK9VAWwERyGhNf13o2x+uxeU6TJEjLP73KOiFwz+SWLPnUDtROa/L8fplvsvO8PpsORQOpmhYg5+IcNwMMB9wGhxTro3KN4zZM0GoMQ8nzmTh6pi5hZrPmFSLl6FcnM6nMVkc+tVM5rjqHDIBZChpwjl4WwIGlON6XYr3mMYsG0iyjPcerqRkcycfgu5QfXghIzZeajbMp9FRnvFFujnw1Mkv9znkWF9w3X1eoLc0eUu6pfk/RQEqD0j2giRA6vArGSwlK89iFgJTGMpul7oZHcLnqpusjX43MMq+tqMc+xzvQzEu2NsvlpHshcxUVpIUsZLn6FgpSWqc5S1WCy+nIjyYrhCmKHvI6xcru6HIs/c0pQNoNjYRixHGk+6iHG+vcDPwA2/ggzZP4TV/pQGMwE+As3a65jnzVDEVmq55on0Hhsiok4WF5b4Hjzc8SOOW3+yD1gIJUOe4G5iGq9U58FdgWyaSnUJQTgS6aqLTV8il2lIBq5prEYemhzAEvj7B3cuEtInA+9Me63bf7IPWCCqXt6O/grWAy+PTOmU3t0uUpgSqPdGoutXw1c5X+ni/XFMCkMLrPKNe02g4fpHmAlFy7OwY0r8qV/7DmK4/Otv9tgLFyIWuyuHB/yphRklfpaFeBOxAZwtXKdG61w/xp//pJMIh/HlYzUh5k1rv4IM2PeoZCW/z5ri6kggQiUZPK/CRZMhHkQeHwp5jT06uNhn7ijqQ30XvGhS+dQvgpfjP2WT7G3ZLeB6lbShnbZd3exp/ddQCMvZFzOKWQRX7TrsxePkjz2He7OEilHgDddHZEr/+fmUMvZJHHtCu2iw/SPLbeTSyCgbNyHgNS3eZCFnlMvSK7+CDNY9vdBOumMwQy2bA8ud4HaR7EXoqg5/yWsXy9iuFxCnDsNN/JbvUF/Nndx8HwDe0dP8xeO3ts+b70szOTz0nz2Eu3eekmZUqksOQx3Yrv4oPUIwRUG6lTV//Id6KQu/c+SN3RSW3l6jIC2cE/8r0T2NzDB6l3GmbZSHMN4R/53gnsg7QNR+Q11vmQz22uuM5JtUIVvpafD7HTfXxO6pF4XkEq9Hpfy/dIZWNzH6QeyefGkG8eUq/wR25RhgOyfLrHqVdscx+kHrfejSHfakgtCAXjvkHfI8F9Y35eBOsupexX71/w8PXwOanHPcuXk3qcxm+uUMAHqUc4hBNY76VEjMfh/eYWFPBB6hEWbl2iHof1m+eggA9Sj/DwQeqRYEVovuJA6nRNjxNNfZA6Uaj471ccSE33rXujKEdv56B1ITRvA/mtvVBgxYFUFH5l+NgLkZS2noJL8pzD72aiwIoDKX3/uTZxuUQ+jw/SfKhWYB8fpN4I6IPUG72K0nplgrQVdBPJDq8UzCe4xOscfvtsCqxMkLaJwgueb8/wQfpgfkIrFaTHAZkg557wPkjd06qYLVckSPPNGPVBWkzouR9rRYL0XCsO0O147smktfRB6pVixWm/IkFKN6VYXWPuRFIfpE4UWpr3KxKkwlaah4bvg3RpQOg06ooFaW8rjjGGF5wIpL73QeqFWsVru2JBmo8P3wdp8YDnZaQVC1Jx5Ht1j3q4tNXLJvhtc1NgpYPUk73UTx15MD+nFQ1Sq6smc22DH0vqg3TZKeApbM+PJV32/ZETrmhOSkTobUWMMaxzsQOeakC5GM9v4pICKx6k51rxJhjE1eK5Hl+zd6LQ0r33QboW+xHA204k9pUmJwot3fsVD1K3R76fb790IHQa2QcpyaUO5SC9VHd2Irj/3jsFfJACuNSMjsUQbqjk4xw9jOmZoX7aiHdsFa2HD9I0Kc+1wdawzzle3TGIQ0Wjuj+QJwr4IE2TK5cv31eaPGGq6I19kCokpWM/EUKHSuVQAjG/QFnRcedpwP8PJd5xS5iE6bkAAAAASUVORK5CYII=" id="12"/></item></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="479" y="51"><block s="receiveCondition"><block s="reportTouchingObject"><l>planet D</l></block></block><block s="up"></block><block s="doSwitchToCostume"><l>explode</l></block><block s="doWait"><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="30" y="38"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Planet C</l></block><block s="setScale"><l>30</l></block><block s="gotoXY"><l>-100</l><l>115</l></block><block s="up"></block><block s="setColor"><color>255,144,20,1</color></block><block s="clear"></block><block s="down"></block><block s="doSetVar"><l>Vx(c)</l><l>1</l></block><block s="doSetVar"><l>Vy(c)</l><l>0</l></block><block s="doSetVar"><l>g</l><l>15</l></block><block s="doSetVar"><l>mc</l><l>10</l></block><block s="doSetVar"><l>md</l><l>20</l></block><block s="doForever"><script><block s="doFaceTowards"><l>planet D</l></block><block s="doSetVar"><l>ac</l><block s="reportQuotient"><block s="reportProduct"><block var="g"/><block var="md"/></block><block s="reportProduct"><block s="reportRelationTo"><l><option>distance</option></l><l>planet D</l></block><block s="reportRelationTo"><l><option>distance</option></l><l>planet D</l></block></block></block></block><block s="doChangeVar"><l>Vx(c)</l><block s="reportProduct"><block var="ac"/><block s="reportMonadic"><l><option>sin</option></l><block s="reportRelationTo"><l><option>direction</option></l><l>planet D</l></block></block></block></block><block s="doChangeVar"><l>Vy(c)</l><block s="reportProduct"><block var="ac"/><block s="reportMonadic"><l><option>cos</option></l><block s="reportRelationTo"><l><option>direction</option></l><l>planet D</l></block></block></block></block><block s="changeXPosition"><block var="Vx(c)"/></block><block s="changeYPosition"><block var="Vy(c)"/></block></script></block></script></scripts></sprite><sprite name="planet D" idx="1" x="624.7391990281506" y="-4.959576645997288" heading="185" scale="0.3" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="161,235,0,1" pen="tip" id="107"><costumes><list id="108"><item><costume name="Planet D" center-x="65" center-y="65" 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id="109"/></item><item><costume name="explode" center-x="193" center-y="70.5" 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" id="110"/></item></list></costumes><sounds><list struct="atomic" id="111"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Planet D</l></block><block s="setScale"><l>30</l></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="up"></block><block s="setColor"><color>161,235,0,1</color></block><block s="clear"></block><block s="down"></block><block s="doSetVar"><l>Vx(d)</l><l>-0.2</l></block><block s="doSetVar"><l>Vy(d)</l><l>0</l></block><block s="doSetVar"><l>g</l><l>15</l></block><block s="doSetVar"><l>mc</l><l>10</l></block><block s="doSetVar"><l>md</l><l>20</l></block><block s="doForever"><script><block s="doFaceTowards"><l>planet C</l></block><block s="doSetVar"><l>ad</l><block s="reportQuotient"><block s="reportProduct"><block var="g"/><block var="mc"/></block><block s="reportProduct"><block s="reportRelationTo"><l><option>distance</option></l><l>planet C</l></block><block s="reportRelationTo"><l><option>distance</option></l><l>planet C</l></block></block></block></block><block s="doChangeVar"><l>Vx(d)</l><block s="reportProduct"><block var="ad"/><block s="reportMonadic"><l><option>sin</option></l><block s="reportRelationTo"><l><option>direction</option></l><l>planet C</l></block></block></block></block><block s="doChangeVar"><l>Vy(d)</l><block s="reportProduct"><block var="ad"/><block s="reportMonadic"><l><option>cos</option></l><block s="reportRelationTo"><l><option>direction</option></l><l>planet C</l></block></block></block></block><block s="changeXPosition"><block var="Vx(d)"/></block><block s="changeYPosition"><block var="Vy(d)"/></block></script></block></script><script x="429" y="50"><block s="receiveCondition"><block s="reportTouchingObject"><l>planet C</l></block></block><block s="up"></block><block s="doSwitchToCostume"><l>explode</l></block><block s="doWait"><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="g"><l>15</l></variable><variable name="mc"><l>10</l></variable><variable name="md"><l>20</l></variable><variable name="ac"><l>0.03968759034342549</l></variable><variable name="ad"><l>0.019846221113935164</l></variable><variable name="Vx(c)"><l>-1.502434072578145</l></variable><variable name="Vx(d)"><l>1.030515436248779</l></variable><variable name="Vy(c)"><l>0.1155489420547314</l></variable><variable name="Vy(d)"><l>-0.07532578457798442</l></variable></variables></project><media name="2-body simulator (elliptical orbits)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>