Essa éa conclusão de um grupo de cientistas do Laborata³rio Nacional Lawrence Livermore (LLNL) após observar isãotopos do elemento molibdaªnio encontrados em meteoritos.
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fET0yI8NMcD9YRdMbfY/gQrL0XeVFjqL1L5+1israleINHX55uPX40oUKd+8P8AAiDg8xrQoJCwgvgLImj4DTRQ2LBlC2LQ1GH3otzgaCbZQvZkOxiIZmzPqXY2PHTWta6ZIvVkRP2FBJXoZSxAlwH6D2or8MQNLXDLotn2y3ZD5PmGnqj+Rcb9DZdfjbr3+BOP8aEevgYxjWExMQXgBMD6+BYPk7RNTrkYQhDx5CGtCHM+R0LnZI+NFYq5KdaIaKPsSpnfg2o+vTBYX2inQ16G64Y4H7obbsT6YmcHoEOGS5VKHRxWv2aGvgY6Pg2NelNvgh8DENNdeH35pXzup+GlG8sggkJHekUbG8MaELAwwiDL0KMSGkag2ExLYTPs0dKHApMXARb7j2GoVJU+WxqehG3S8hYC9wmdiR8ZjT4hrhYJ6FT4Hen8DYfEYJe0KNaZ9kTc6NusM/RPsOdh8QbdEOif41KXLKJ6mhCxHloYg0TCeDf7wp5rHg4myuR7ySDpl6CT2NJmhUQ9/wATU9MRxfycwWIV0IWG7TEm6VQEzsqNWMQ0Oz0ELjEE+kFG3of1E+YSoPQ8GGftEshyG3NiE/VjV+NPOp8+KJMk6vfjBrKYmJlzBoYeCYT8RzbBYIwz0CML3OR1nC9zU1jJD9BNrkSaMWieuvTN+HBfYjZD5QWnsiM/eKD7HQZ1iwNWj0jW3oeu0NWhnTLwhObHrgSC9kP0PunwCXG9iA17RXTJOUQKTb67RSexWuUQn6sbInjy/J+DEISvDhbzCE8EfQtQrIgmIQaGjgWSIuxuiYTHtEMbiqE9GnkmlexL2Jr2J0KjXQk8E5wfeJ19C29Hu2R1octqemeyGn6KfWAhCHPQs1sjnJ6HBp6DpYYCXsTXTFBDGjD9S8jEsNboaNHxGg1ZS4ZWuBvwNWNXyNNc/kevSmEXwg/BMTGNimxCDw1g0LQgmtrv0I7YWBoY2KNoR08g34FiWz3HwYkJnKOoyNCftYHxR2j4ETH6wbehs4Pmau0e8CR7g0sI3EKRW+GadGx7hNAtYifIxwQN9CnGDLwYfwF0Fa5RUbQ0fGhD8MzRMXi/C4QkQa8gY5E3hMUE8DJjSx4EOcJCs00Q3vE5IzQmXIlY2BMuxLSiCcZgW/OLN4fqfHQ36ujh+zuslvQsT04UQ4I59O0Xs0HBnoTLSDCGrWMNbJ6N9rFNvsS+Y+SGkxr0NGfnzWKLLymJiwTzCeKYPCiYniQUHYyk0bNrkfT94bWDoaYNRNCHP+sKXyfIUpE+htzXTI/ZywPBV6EzENuBoI7H3o4GgajHGpD4OR9I0IZHJpWMYLUYgNGQ4G/ggMQ18DSPgOrlGh10P0G65X4k8whCZQWZcKck8AldeB4UQWQNoREDpEhNotGk0UNkPE7a5wYrpmpDCSxV0xMuyW0y42H8T5IaehY9g2CV5ww2xDYrgnGbjqFbU6iC4eGJ12X5GmHHDKORpmhm+BHZD4Z8A2XA01zh5pRCxCEIPO8UpSiEhIhBjRsPFjQ1O1+hBBYyxt0g0Mah3yJMS2MNrKmmIGGWyOWvAiEEpNTfv0aCXAgaYP0G9kuSUfBywVMUNCVDLkTeBBtDeFJoRi3r0UHodhDO2Nf0JHhLe8piYnhDSLeGNEIQs+spiYmUpfFpDEhMJkMeJUuHiDRSjgRCHVNDZxhyLbetjwsvPY1ONv6wosXxFiIqDTByJMYlJGLUPwY0E6SOXsb0aaGw0RlND1Y1b9vKlExMpS+FHmlExBThSlw8VUpv3iEIMRRLNOzkMKQaQ0QY2mNmKB1hFjfBBdH6FDVNCMUUDUggSLBuibGhBMWOy8lQhZhSMmFwdBVDkIY4wif4RCYmUpS+L8LhcKUpfOExMmFTwQWbyLhJE4N+hBXhS2OhIRh8iiTo2Jso2xs2O4IREhritENeUgmC5OXKQhRpPAxaexQeDguJiEJ4KvSKdWryY/wUpSlL+CDRNcEzWvArCjUQSDjEkNByNYrFIyjsaEGpaQNCBaHIWPGlHL3wcnvFLEwsli5fJwXg8Ji2NDRMd74HK5+scfjpS+K5vJHywpS+D8miYPBBp4uEcF8zefAsToYpBE8X6ChcA0Cftm7gbTg2bIyM2NchhwzjBFMNuFh+ZoaNjCIWSi3mfjRS+L3+BtvnH7JPYpRMonlsub4TBoYeCCqdRXgnF4Ost3bKl/BTsobfLH7Io3TFE0ahoVM0NIMv5iR46DwOsQRuYhB4mEKNXdZ7ONeKemvf+JCeKZRMv5YNYMQglh4pShdrgHvg2PRshPQ1pN4/YdPnxV+w8DFK58eCEiCRBjGPCYhiTafxlbfPi/xUpSjl1xlEriGp4zExwUuEQuHSlE5dX8UIJv0bITBiCpiiTtISUsZmDRFZWUWDfCjxCEwWRsXgxjLgvDWdHV/wKXKZRvwXI5dLRPwUpSlKUvg5dYgr4ITHKhuxKmDej2S2+CQhPiCAkh5CyZks+SwVJqte+/ALEhwyhIg8MYyEEQ2fZtnY0pfY+M/S/Pcqd/hg/wANK+HWS4XwQ+fgBiJr5Em3wvkME/7bPhdggl74OxhKrvYR9Pq9lZjFhIRalUtf78Qlw43xCEIJhCw0NDHlZDfkn/J0TKlxx+GpZ4065w5qfv8AKvnzuKJ4uzfH0NGE/TaOINppvfskNfeIMs7LO5Zd4LnBLwE8SZeGTwYx+C1ipEdV10U0Lbavhqd38E3JvN15QUusL+/zTw6+fGFPhFLrwRtiQtga/wCwir/yPjsj4DnUIFSj5P0A0IbwNQeExPwO8whBlzKTxuFGXKRvzWOsc5v59T5zfxtZlHg1UehK4XyaG9elcodx5OeuS5te3Z8ReSLYgpccZI1H8CnDIOFds6hS4MQazd64GxJlKUpRjeuP3mlL4bGylLmuemLFLzr/AOD04+jrHfhS4vXl7C+vwdfi3BMvh6dYg3gfl+zS19sgnRyf8BjdXXo4/eGchlj2N4ETX+B2cPQ9nK+hesMpcPwQwmUpS+AvjcKKDnY8QmJjWHiDX/JeSPafB2fRJ8s9i/vwXn18Z4xqfP4b5NZRRtoj6n9kVqZWlKKkJNCR1yJiJIhtVTZ4Mdi2HyJm4JnYya/seWPHeELFKUoylKX8cJ418tieKan9FKbnxm4fxoXzmY+PNK6RI/OeCOEE4N4QnMOyiLBsTcHPF2d5J3nD4Jh+EIQghC+CaxPGeU8Z5PH7Qj9oaer2hNeC24XQnVPnC8esUb95ZZx+H5zwLx3L0JjDNdc5Nj8EXoeKJie8J+L8YQQs2ceG1xa195n4Fjry+hCbl9E/9gVzZS6L+zsj2T7Ft8oXUr9Ea5TR0fazM9c79YnlfLsgo+540Rv+FilGGxvwW2kuWOsblc+KEy5f474Pzn4LhJam336y8IXrG+/94VF6JI334GLhkc/kP+gD5nypYfHl+/DaX3mfJCE8n+ReCzSl8tRa33+Jl8J+S4eNd5p1ydCxpj14JjEMYXNy9o9yT7I3XRLix3w1MzV9415Rxv0fr898bm/guPsi6L5UeF+W+FxMRyOOCcr+sLaHHAni+yEZMpkBKSfgIOZnz6w1o7yXR+8v/gVbzrwX+VcIpSl8L40uKN8bpcLw1PkuvH4/C06r9CcZs001wg9YTE6MbRfCLJGMT5KO21yNC+HwxE6ei7wn+CiYvwfR9/grjSbj58rmlL+C5upm+C5xRPNL+WEU3vxKLCiMpfGDLC6m02mN9f6KXCvRLl/PLwtFb/GuF74Gzb8Ox/4F/EmalV9/jUmb+WcHITGvCi9jkhENGzZTZdIWyIml/ct5Etusu9448Fx4IU9+CVzwNt7eJ4TvxhPXk8TOp84/We/f5nSfiTPj8RRrxuFKio1l48a/f0CafPZV9HZUfWFhC8Jy14zrvKy158deXedQWF6815PC14Vqx6f4H5s4dj8WpWpYeuGsJkRPKlKUo28XV70JZ+xY1w9FODhm3vEVbHX6hRu5XOxzrx6wn4WMc6/wp+ej+PDon4/1cwe0Qb35U0yE/AucHiov1tijfoTE2m4UpRbfJydLd8n2XUmaJtOrnHHsR3TPpFxrHeNnp8D56w3i57/wOzv8nXJL+DjEHybW1n/YyJXRNjW8QhMUpomEIQghK5YmkRf2Msa+sdn9lWCfo6+RzraOS+xJtxbx2WVRP/g/eadcn9YpfB4fhw8w68OEaw3a/wCsMbSXfz+XrHRd3vC/B9Y/WGznHLErdpZhM0uFLksu0PWrBppJ+8V8GP6wsJntUrtLXo6E0LZ/DPo9KHJdFE5s7zaaz9Z+/Hrwdfn78vo91Z6zx4cP5xc2YdXDRVON+8XvzmITMEixLH6U5rb5YnGdYSmSaPlDFLvQ98d9FEXU0fvHZT+hv2GLOzo6OOHwfJyddLF1wX+cRwnccncf9nxjs7vj/eW7FFj95WvO+HWOeMdYn+sTXg8udb8ah3jvWJ8HH40dTm29f0NfHGOCkjJx8Md5c4hsSaPg2lfY2zkKv/PCT2p9iLvQmaKbi6C2+Tj0XSF9UbfX6K1s2V6+kXXE/wCS47+D90ei4b3pJfQs7bx9l1wJNjnRrt4a/wBHRtvbRrH7OM3w5x9HWN4+1cdeXeE5jrDWvoR3+BZmdbpC9n1y4Grr+TfoT4EKWyauj5VpPeFh1XH1wfvN9aFNx9Y5RS6eHVN/soh2/wCy8LofAkTugXNfFGXShfnDdf8A1jvHE2mfQjgWP6P6xf4OiHs11j7w/wDR3rPWP3j/AGI1j+afs4OseifOPZy9aOfwNRieGWMpczxXGDiEa4xw2PS2Na54P4Oh7Oq58+8obJK98CVVIUyVbSW2RpV8DI0naijsW/Rfg/VC6G7y7hdVS04KXRT/ANS6gb34cL7wpun8F5jcFjojl6x3naf/AAMaJ9HOxq8HAtvv9F9mz/B/6lxtH2euzngj9HR0d+DZx3hzDUYo368Kpx4OxXjwSoiDd62z0TZFOhK5KS8ejfJw/gnccPkimDZSrnj5Jrgb8EEkks1p5XXePesMqNaVKXRsfBs6Otn9Dabo0jifwX+PQjZQq1o+uBfAp7OhCcvD6P1lFXopJzpnQ5rfP+jWORp9l7G3tnVPvMCRP+gwkkkvn3i3l+FfYtdbpfY/jCkPgVfY5Y99OS4XPl8Za8rjrwfLURf0bb4RwPkWqHzwVbFu8nRW3LB/ofJP2NdFex0gmb11jr8bG36Nv5P6Oz4QuUO2daeL1RyXp/IvYmrs6o+R65FujL5F+C/scHU49Hwdc7XRztY7NXHCCeyrV3nr/cyqcicXGW29sRMc/Z/oc6HzpH9Gpw77w3VF0XhF9ifOeiZfJx590b9bTO0hA9P2caG5f5g1z6D6uEpKpf8AQpibj67Gt6YuJdG9l7kODka62Ka9tk/giPlufo4e2NdmtJhkyknEJeyJVp3q8ZZba0+phu8lGttDnd+S+jqi4cvHQvnRzS8R14Tutfsf0566PvoT0XpDjcp/R2voai0Xj5E4/wDsrnJo43/o+zV7w4Tn7Cl5X2J7Kou95/5OduXcG11m9kbT6If00+z6L6E4x1CWuX7KXX0f2XNP/Pk72XfwXesXU19iie+ByubTx0PEJ4BBfDkkZTXJLwZrv9HHJP39idIQqJuufgSoz2hUuiyDS+adWE3RnuSfKP5pNEol8plMeu9ifEJeOSIfPyT+Ce9EJlxr5DwpHb8ZuofsQ1N0q4NnP9iNuTup4ibfeL8CaVhdfs45L6JEb4YjfE4pUdHZG036NcdezRS7G620ovQ5dqvYo2uj4NIT5na3ii9lLrhYb2f+g+T2q+iNuBMqtgsUv6pzvY23VrZvrs5Bd+PY9c+SlNlpNexIXAyRfYRaNNU9Q3V7OGmM1tYfs940qdrZBdnDGJOJc2iTbi2T3jtUn7Qj7OOj/wBoaa0PfQ1IQ6SL0JaJshOybiPeZlHYkSa9DnZeusd4rSfVEzQZFmvSOi78m9fbOE9nR+i/WNm3v0dnW3iPlFO92FxW8v4mKfsV4uxMsfJzs6whL5xcQXPsmybIi09qEyf8E1zv0OdUca7OeURvc/1hVKogj45nB7OfQ+ItrtzG0RmaTjDmjh3mE9bEnORquW/g43/ohwx1WmNVNCXw2Somp/oj7xOOhJ3jl4mz5wrgi+jo1P78U0VL+COHNYV5LoQvuYXun617LhdtvgonPRbhp6Pvg6ZXDvm/J0WKj+z9l9ouoNt8iTaem5inXPj2f//aAAwDAQACAAMAAAAQqOyiSqSK6+kEIEIMMsMEAQUUYAQEAEUIUgAAIAIIAAU0M88QsIJ+yAAkWrXNnqLr84YwKa8IAUMIMAEoUQoQIAkCAgIosA4gw8cs9nkFxwOXPX71ZfCu4RwmNrgU2Oa8wT8EEAGAASAQIAAEIAw88I/KPkSSJpSEZC9/1u9RnGat2VHw3iEuEI0Q8uKCAAEAAAoQwwwUkkuR+hgQKW8U2kM1AJM0CC+qwmx3LDde/KO4w8cIAMgQAEgMQw6UYqXiehu043l/N4ziL3eWKYqxZzygrtakJs6iE408EIQAIAMI2SPt+CwR42I1YbizDUkM1Ts4U8WbOoP1BIeWzdDwicwsIQ4IAAl3zLqLN6heJa3Yv7WbYiOVq+PuPBPqpqMc0MfT72JG0uIsAQgQPGgYwTHPMmpUpwdcjSdnzQrCoDMt/uMRaRrLRTmzMVch8ekEIAwZx+eIAYSDrEsn/wC5IAnwQJACTB7OD0Lk5NlRzXXs0NaNFSPoAH0P4tYoxLw9QY9dg2Y0+TgDdgIrIRTMseji0PWLGFPrz9s0vyXuKdgEa+Vs23lMRa0Zu7RVTEcMeljlZkep5urQTguQT9lHqJyaqOQ9UeD/AEtorrtT2b4zTSWOos8+/FOQ/JBVxDsAvMxJ/BT/ABXasIWlSlNW0XxOVa0wgwrS/MA3BZ6EKCfyx+XyomFqEjRGo69eo+bNmu9q9WS0I3FKhuvTIA/nIilDDYkMIok1UEhMNd5JW/VgPxc2TNRynEnMCXxgQhTI8SBzfcEQdlD8G5PXheHRB7qK+jymVy3Yu+96h1yfuX4an56ou8YznNOBi+yUWpCanXB1ZV+es+WdBu2nJ6l+FjRVcKCp8LhI+q6CSeEAus3JZruQCfFgJ4hy6zZUWXYjJVcBiQ52xp9JBubFMrdFR08uqtPUnUH0HAj/AD+tolZWpvXLtqQhlptWVmR1UYXlC3HMfDPOpwefqOkimAudE+0kwAOe6QyVt/d7pY7uvf6uBhZXygcy60PSB1LG6wdKCGimWvdfjgZM18vmyVNQ16JITAhY0xUZCQ+WvgjheThiX8UAi850EMzfbHEFbZ4yR13wH3xx+wM+4SYe+mCpOWJbmvintHAKuy3UOMx38YHmvpqSfqiSWcuCTwTFsAcaRbvsYuFw+baReKnVZacgutkHaBLw3km0lFKKphccu5Ybd+muEIK54FdFE6Km9VFng6NaQfKHk7g6+x0c65jp7g9Uj8cm09628NHG+/pa7GPClz3jzYPYMRBQYc4arjjyinsvmAhusy1O5/NACALLzmEAR69ILEg7xwTT9w/OFINd+G5J9upCPaScXQqkgeLFhBohtBBU4nsUQfFD1hymnXocRxDCgPVeDKLxpwKrQNMJRGKlnyC7zeXkDvsNbQXwdUMLA6uU1KD12GoruBwv67g9C7hmPNqFAcKuaf5ohdcBa9YYJ6CGBX47oX050x7y3Hw7+R9z71qs0rO+FdxPfB3y4mDfZ4glo//EACARAAMBAAIDAQEBAQAAAAAAAAABERAgITAxQEFRUGH/2gAIAQMBAT8Q/wBKEIQhCEIQhCE/x4TITxnG8ITwr6KJCEGN4rEmJmVjrq3HGJwEJ9aFrxLCQo3lGPOhquocCTpkJwLE+RcExPHpiEEhBDi9nopSCX7EmspSnRMNB4T5ELgsFj0UY1R8F2lKUpRMJP0ieIMtifChMTx6sHs9FGsa1rKQnGbQmJJkGjGZ8CExcIJwWSdINIf8ZBpkJiMhCEITPYxOCFTH/A0h5Tzpl4QhYII+yDDR2MhHnREQiJkPWMTxMt6Y/wBo6/R36GGieKcLxhD0ILJkzrK8ixGdnZWNsdwg1hqjP0MVotGiEyckylE8omJ+CiwvCE4Mh1wguhvBrSGhohCcrzpSlLwm0uEE0dDIRjpAmnjErsUwYYsg8aELz0vnF76xmnRIVCQajzYuQmPgvDSl5UpS+GEhMEJtZXsJxfG+O+GlLwb70NRGOorEIhCE4rHwvOl8V5UWINd4SEx9jWIXhvjvxksgkNbeCZSlLtL46Xz0RfDfLSl4fgxJsWKPwasvlWXKUuUpSlLl25SlLyh17eJwjExL9D6cfyUpduUpS8by/wCiY1wrKGrzvO8KX516KUixHvbIMvC+C7S5flmWnaKspUdF4kx5eii74XLxvyLEJ72dnZ2yUp4VypS/PeV0r12sf0UvC+BeBvX28fQ2fshcSL+ZT/pfBdXG5Sl4XWXFl8PQm16G7q15OhkerffFOHoohspSsfGdXlVBN2WVKxdMaLs5JN9Lg0vwa/vG/wAHPziut9+/O32J/o2fNsaGpw/dnPvwzZz/AP/EACARAAMBAAICAwEBAAAAAAAAAAABERAgITAxQEFRYVD/2gAIAQIBAT8Q2lKUpS/6oAEYpSlL/hNjwow/Eea3QUpSl1Dd+K2N5B9DwQlcRIqQ0Eknb6I/CRKJGNwTcnIX5ExseIJDcxbZBJZ2JjWKSP0UqPsb+QxDbQ8UEUEUKVF+C+CDRMXClgmhsbsZI3EexsZ0PUMQ/jGx7xNiBfsX4EwiihS+aEIMY9TH3oej2Ri7E4VH0NfY4xqZF9CVkjFnoTIivoogrEVlS+W40NDxMp70F0KMjE/07XoX7On6GINC6OolIYmhpMSeisQ/sifoaG0IEyEEUyl8rQ0NFKUo1R5PotOy/ov4J17EjGqNQbKUTZRRcTGgmOvQx2hfsTf0IrClL42hibSlJRhntDYmUUFhxjX6ZZSIxJiIdis/hQp9kEp2hL6Y1+Cn2IIUvKD4MaGhoe0TPY1GevCPGkJNFYlKiI6IEkISip7Y/Q0EXvCJkgmUTKXJkINEINEINDEJygebYjO8qPfrLiKNtipCFH3ggbTQmJlKXhCE2cITScbk1ZbIgs6FRYxuyCg4hIP8DrwSCHiYsT8E5QhCDRCcaUpCCcsyWKSMbljYTiCKMylxcH4IQhMhNmNEITlSk0PVfZRs6OiI6yl08SF54TYQhCZCEJvQM9VGO2hmIxlKUpdQyC4TjCEJxmQhCE4JXDRBqMS7Ep0RDQuhPGhrjCbBLwTzQg1lU03XlG6LGiCWtEIQhCEJxnOeaEGieGcH4YQmTg2kM19FL2JXwnjayEyEIQhCEJsyZCbCE4OvWNExoTr2J1VcZ4oQhCEIQhCEIQhMmQmTi31ifCECfwkJkIQhMnGZPA/eTLwZZE8c2ZCfGuThCHY0e7XBqi4PrhCEIQmTJ4V4Xs3rXD2+RPjQhBi/ee/KvLCeR+CExYuxJL1kxkuQ/nF83sIQhCE8E4TleDSYutfG9iKvHKW6uC4365RjR+8iwfYn4m0uCbFxn6K/fFr4SQ0JTisghO8Prn73r4f/xAAoEAEAAgICAgICAgMBAQEAAAABABEhMUFREGFxgZGhILHB0eHwMPH/2gAIAQEAAT8QE7hyNR3EPNf1LqF1GW4G+4LVJ0pEeIJxNlFBdp7UocjOQeVcf/emr7/iF818xOPFebqXA1VFjsu/78IQopN+/Fgs5WF48cwlVg0aB1Tz5y4z8Qa0Hubb8fd/xxRhvxx5tqjXP8/v+DvGTxjzxvwbg5lN4Dn+bV4uvF+f68NUYmLxiZssU5isxABitppK3jwZSszkwWehEGYFKXBBZmN3Mo5ogHSVxal0cfM7RJZyI9JR5gOohCPKU8j/AAAsvUvTRyq5UrEKvOpXmprXgrT/ABZG8mV6Ybbh0/8AyVQHRrzjucXf14L31FvLv+DAgnY6/gb3USmnj+Blr+FYvjwABBd9vO/CChbP9xEUSkw/x5nz4tpthbr+BQr2UZmXmDaj0sVsYK4iKzgMcQRxuPOEs7g2BYkZuF2SWNKwpWq3a0RF5xAe5Rvw6CyUzRqe5L8qI5/SPwy3iK9RbQTqf3F8MQyYu6lUUOVj1EznEqVOKlSohbWvFSsSzHbvzUSmYpvMd/z58FdXKAi9Hnj+PEFBLadn8bQri7h41VBs115SuTXHjNVx14KzbWPCI0iPv+C227f4FibdLr6jV48lXx9wkAU0mn8+Q8RYbqyKZJaagm7jpJExvklmqmMphq2D8xOSyC4CDRb+kAI6TKwb3AaJzMoPhibYZeKgLjMtIgYijDaWl/pFeYg2Fkt2bOIPhj7iRj81/wC/Mpagg5H0ylUcDAkR7PxC6Tk0fCX6hdZJwjc6SLNqeuGXXhWEqVEiUp/UqP8AGvPPkL1KfLXBXi5YVq315Iy6Stzm+Zj+CjOVdVefx4Kzfimhd/KA5ax4tpOHxa5W/N5ikRYtGvGkBwu4bL/EYpFHBd/y58G6jDAyLizFLkuAGoMw5SOFDNAtEAwxRrEDyRbQlpdkXdm4q+YpIlMBJpULYJZCzIlXjEDrEV3ZLjD+Y2VlAXZfiJFr+I6aIvIfMQ/GI02lIIDs3jUbgq8VjUU6uFoY2gtBifEV1KlSpUrOpUrxXjmJTUoQvSBw2T+XxFtz4YC9QEQA68XH+Fu/L1toDXESnZr/AOHEynP/AMkVq3wldwtlk1B9eDFXEsYmpU3UpfLFHTExRd93qF3cC+McHUB7mCmJvBMzUucX8QDuYTTP6lOU9GAjY1lo4ldToSl6gDmUhsrI3xALhR8xLuWl1OEjXVxFsLhsvDzepVBdaGGuzoxyAPxLGv0RbG08RhLfiN2UYg5VRXZX1FUE39xDTcHx+IhtSpUTOCo+kqJnEqZltV4CVEOi3GWiPjOFY/glO/8A5ugrPf8AA1+vPEtre58Tn+BIoUKxz7/kPqC6cy6sejeDuHtAl1D6/E+cdRHWJZcLUDyQu4LgU2N8YnplXJCRQ7mJhJQ6iJ6U4UYuNxeNwbxLMRoZ1D9yt0xKZGIauVNX4NxBUFUbEr8RDJOqGlLZSz3EcQVmiHQmHkmUH3ANIMULPozHiyOJtHqp8RPTfyQdZt8R2s+pmBW+5wCdk+IpSiVEt1+InqV4qVK85quIKUEfZ5RGmOjGec78c/wvjz8/xxNi8wAs7ZL3XgBq2pW8mP34VxVdbm2v4Vi7PAIS3ILr6mW6XjjwRhap6y4McLio0l8HMCS9cxzYYvEJINe7/UrBTEWF1G3ol6pZLHF17gLFVTOkPu5lyR3JCwYa61CMsEaxOkRx4VG6MQRtFjVRGtSowNk6H8R7Jr1Ecs3EvkYrC8IyX7g8T2GZVDE0InMOuk5riO2sualkA2ET5iChWybb7lDgxSgIdmyKuEpWQ9R2EQ9RXLij4i3I/SA6IEspglqqJXEafwsKtbi7EB3FtV2+fnxx8/8AxQNpeP51YvX8WuPL4ALfS6/x/AI48XEFAji8RjTEFzKCAHMHFInUCFNG8wU3Ar33MW/FTIMllMdQPUyGJyVAuk3BYKtjmKIBWRv9QAgoNPcWldhMWSjUSy37h+hMuC+4p2RnFEJyEVYoJzAl4AQucX8QnTuRrLfeQuVB/wCUj4oZ4NkMrC+U+JmWycUlsQS+mB576ZS4RlHdFypNYDcC3A5BqK5CMWtWIDf9I8SI6H9CcvPq5ghV9j/jwgXe2ioQv+DLDoDtVQl5nbGiu5XPErH+PODRsNJct0M2owRRTQeolcjZfgC8/qNRK3X/AMFBezs4/ilbQMcFfwEBVDV8eQUhfIWhK16xDKqLO44Jj56jAXcsXWYRILDgSnCEEp4PcGbS2rmsQQLcoobqZGYC4gxcR2y4mbga9wg2N8TVTEZwUI2TN1hzVRbAlE1YtxCQczdzEXnmIN0z4SIiqPxCINL6b+TUo0pwxshRg9qNhOHqBoY+4ZGmG8IeoAzTXZLnJrsYln5AlNpJR2HZxG20ot/vnKCDAWt6qJ1/cYjIFB0RUCswByyhCrTKPcREAYA/o4iJT2ZeuorUItt8RE2TUQvH788VDCPUfK3xWKx/CxsLpviad6iVv/4XTCMwZHgrbwfB/Iq8QJQdDxSRHEAERvjqCJDKWzmDH7hgK9Q9MLrPiWGAuBDB7mCZjAuN3K/CIF8XXxLWFs5uG9kDsjG4RTBiMGo3WOalzyDi9wVcULlBQTYEvrWYFws9IuNzIpdMFIJUVa4NzCTckR7jz3EscCRhyEH9yhqV/Z8xVBVwOmbIPxF2gnxNrfcNlhO4Fl57gHQ+4lxpGUjZlEpaxGtB6idCFcxfLMegepRMh9R0cQm1k2ylZlSpX8f68IilXayivd6jY08fwrHhLBriPlK/miUYqgXSj0QlVeIOfICncYi9z2SrmaxHEVm8y+6lnEsgXAohj1DKh4zADLcSKUjObbD33K2CuZVWAoqUN5jrWodhgdMvoqhDq5heoDWD11ANGMxDNMscixsRsRpla0xBYHtLHJ9TnCiBNmIZg0wqMiuJX+YfBi8KMpbMkBvDAuaMTlVGmz8zll/My/0w7FPmCmEGK5II9JvvXuOlRzCpeglQsAQMIgdq9QKyEiFlI0qp86gNj4REyK9kSZ59MW0TaIlRWq8AWWxzXEqcTiHm/Qh8zT/JScaG9S2q48gqBtjhqVi/GBhT3GUjuNQFFIr+oG314Ficky6FuiKIt8+BYB48QC289RtzFCuFRBeSZCVa89RdkzZCKDOZbGiVjMt5i2FuDqXXlqPbLWrCHSjHuCCkM5C5hjHQsAwLNyqWKcckaFkWDFAyzA5ErQrNYgdhUtYUraB8yzgxfInEH4lKyJE4bgLag3mkZeYgtKHEXeSWYp9zh3wywJgqLQ0/EVtV8MtUlkRBQAJwSVtFtw1B3RFyX8wJxb7NTFsHvcVAYeepthf4mdm/MW3YTmKKvnMpq6xCs4+PUMOPNfz4rjwVTbnz8/xfObS24rEzacPtd1mOLwUL1EYnZBeJRHwmKqVVKqthGRTq5YEuYFktyQwkgj6iGC0Kq63mNmckZwwm0N4h7Ir5IKRsvCOwxocwWYpBsC+yHil3GQuwgvO4lBoJw9+5iqsvuXyL/SUggzAgJNn8XTHoGOSI0gvhiHFJ6mvalvzONKhrjLWcQcm1x5CkGZAiS7hwyzYNckOQUtYVQZY0mMo9xqvJFhjJM+SpyERMQV0FMBcPTBUZeUj0L9zAjA7JlKs9RE2SohXN+Hw5/gAIlvcqxTiNY37jgoe38OZQCHFKuXZcOCVcoXX4jHojqppxEi+MFaz3OL4mzUr4QTwNI4xG5TPZEUCJe5eblBuDSxSq4emb7uC4yiFlkZYAitPTHJNS9rGU7eAwbicqmvXASiJVGSArNrcAZsfTqLI/Zkj9Cz1ki1hTsjaAj7gdBFq9IKptgG2hX7gy2IhtruBuMnc4NFX+rKwVQtgssZeKv2QVv1MvZJQMH3HmZDDcIxYVJBW3TEFjSAGoHafaEDs4h9HuWamWwSMNeLP7I5wr3HDv9koUtPsh/wCieyijYkqVE48NYCr7f5UvF17l3vyEad8y11AVnfEQZdlP7hEt6iouOcpIQYqllhavcrMMsVFGsWNk9s+BIw248NLBVK5mLZXFC6HNQBhmaUmoKIuEBxFZJZpIdMjf6mOHuh+o1tEKNlwFFfE1NojJFTmBtruC3KcG2WOBT3E2WShyD2QgLo8uJiW0YhUD3iTgqFwFcMK3+IK7CdtLWF+IMrg6iTeXqBja46ZaqG0vEQtn+kbQpvZFSn7gNSJ0whcIyxhshapnmdOjKm2YlMyyVuw8IzVRJj6fcfwwy9nURtNjHEUMtZ3Opi+4XanQ5V6Zngp9TRYTABH34dRx44ny/wATcEkMKo5g0RQV4avpg53ULYZ8Am67j4GUToihhjyMKQOkvHG4PUripaRylLEqPcveVXw7mPcStwplupYO4g6g1TAaQTUN/FwapIhwnUxOPBFKbKtnUFMoLSG5zMNVDMkP7J3EpKH6YqCOZUbv5imm/Uou1S65ITeRh9HHUOwSbuX5hSYr1CAZRyaPcAuJhjsOJu1qX0A+OI5b6EgIQV65jZi4FxXNR1MWdxRcMQYYgCvMXYbqF2SVciJNYY0UcEbcVcxZ17gbPwnKfUcCTRgwrZRVxZERyV4d/wAhNoXRb6nMXmGXgUGDCJ3DHEuDiZqweormDxGit8xGKeI+sw3EevEDB1zECDJxBrwJb8ATkI4jCMV4l4C43XuJqL0YXZJWRMcqxxmF1EWIXCuYyFC4ZpiXuWmochiBoVKa5gXdxEyShbUhnRDK+I6YrMrxv7mTI38w979xZkCumz9zMjZ+JxWRRWkCXTSuuoUKqWDepXeqBsjKwlwlwDmWOSAUBlMUqB1TImGXBsSg4NLAMsLQM6hXcwbzali/yxpbHMJUU5YjFC1FoM1KuKoPqyMcqnEX8REw+Ka6XXm/NZzLVcGEKXFalEKu+Yxsid+BYihBLJs8jrJBGxxN7I3jKGyUkEM7fDQwpYSpFNRy5T4i6EGEKLV7qKTDKihNZgDO+qnYhuyCWFmgzLdXRPylTuKwMYgvzPQi2HKegiFrbBXF4GDmV+4TiNNt18wGBnNZ1GJgVRwwRzLC6xqU8IbdYY7zDXMs2j5owmZqLAn+UBQdSrL/AAReDcMRlN6ZBpjhh2jHcepq5l7GBqqUAUxtvcDYoYhq52wjjETzpnaCNsjTOYE9TtT+7CcEbHw1wxC8PgvuGtw34jMqMPj1lepdSjwGcEc3XJBpCkbxGgZ6i7qHlKiWu2emKcRE8mrnxCm4iIhI8DLHzMLAjMxQghibyBuAiP8AcUuBsYoiWA8TLkIdtw78cqbgjliAuXQyHwiiBwNxJkuIRazkyT0Cbhhzfc2yYjKS+6lyVL2VS8Zg5zHYaJUa8x3uIubi1XiAeCi6dvxKUimTRCqNxi7ImgfiV0e2muKh7zENzAyRxUaNjL4S4N0xMiuXNCohv6It5D8QRsZ4imCeKd8/iXLloDm6iilVyPwxolpq8NzCOUYDE8EC9wQVf1A/HzC8IVyyUT4R9IM+B4CCsULjxIjLSy8rr/sYiEddzFKZiV4yGDV1LHgkVCZRqYQYai1DR1ETUw/14E5iNQHNQ91XhAGBvozGdW5czMDZLtkM6FVWhIjaKMFX3LHqBJVxMC6hqeuYrtB7R1PWoOMSuou07ddyjsxEvIwBsedSsJsmqY1tFXi5mY+IC6HGWdjAeZWySlwRtAYHEW4JBQIFrwGXcHU1QUKjnuXFG7fqJVFLlLuNN3d8QWjQq7C5VMGUeQHE9oFiy7OokBKMJU+MMY0ghVttwcYg+VyYSEY8yrFjU1ka+I1EE64tWYSMF/8AJQxMFhhuDyNQRmV7qFvTCBmVbjLOjFMlwQ3mJe4lyitagICrxyRWrM4KMxGpQoAlXLhTARSKupXsuI8etTPiXiVqOSi7PxFUou/lBpFpi1MCMW8TBEOI0KmYMKtjN4b1AZI3nP8AiCGNADXucrLrzELxC6lUxFA2xBKrJw1HWgv+Zx1MOyYKNEeO6g7iBkg3eDLTDqWystseuI5cxKcX4viWthievKnbUdquvBbjBzChKRl1mMj8oi3C3Pi+/jatTBR2dRYGy6cW1HOIiaVRuMWNRMsDqhsjEE8wAyzRId0FdxLKo8vF9QxhbAQ3U4XhHGSAphlmmIXOVmdBMsjMsr8I+pM8KlE1EaJvVSnMrZ3DNFMNjKYHcSMJN4nsxlvxhWYAMStalrDEVqDDZKLArEspXsuGTLMsJwo1DQvl1Nasy0gWlZiRHR+TqUdkeLBdRzWfRPljVz+vHMIvIHg5VLS4MIkHkWEEVGrH4fKSOUYxal+F5ZhIiUNRIqWlZgjmGqSXmXu3Eq5mOlnziWJU4PjUC/8AI0xewimoFh82iTmXN5nN1iYoTM1KO40YZriWFy01XcGzTNg2XT1KphgopNZ7liM8QK4Zlthu7BxVvEq9zBmNlkUOJYRShrkuX2DBn4gC5vqULZPZBmUKXfxMqUKu2BVu4h5nIVOQCuiCnDG0wkUMJW4+8zuRvERqn4Y2rdvqYJpGnF3LLRKmoMuUK7on6TnoNVeZeIZhAh4K43xAW3NG2tRUlwWuYS0fAo7uBvMIpHCceLZnxUqNtwOLmworzyRpKbjZBljTUEcy0scxRhluEwIIlOoH1LZg/EaNQE0yuNwp5iCmFuV6Ev2MssHcbujDVXliQGIj1MkAuJdoRGKBqLxbVl4lZTFRunKjMRVMNyGosG0kVDkiQg4Sn2TMgwZ3C7ht0K3VxYzNm3/cVjcdbJYaxM+57NzLg3KsRvdGi2NWb+e4JRF2zXUytw4OcRt41iZTxiU5s8fHPgepcWDDwRWOEUQrrN9zJp3CuWiUMBVzHECnEJ878GWo/RRS/ry4MMOoI3n/ALCVAcamoiAo5iy5csgYhPDaWlC6xG4q4I58TbcdYQKgPI5hPMCnxqAtz2Qy3LPmMlJaAMvUyQ9hzFuFvkjSEV+4BW/K4iosvM31FNQrzLbEUtMudShsYFWTYGYTTFSjmI2iCplh7jC2V6jth4Bi4QU3KEvEJHEe8fqUGNjMsmZ8IcFAy3ubcjGmsHwRVhWZtax6nFJKc3f4jlan+fBXhgtxPg+0uzF3LhOKiaNBisFSoSpXgLaWjuWjf9ytsvzGzZKXzjfzO/ibNGOBhaUe7IOYNy7LuPcVAXBrwX3Bh7Q1LWfMqzLVTDo+ZklkfSWIhJkbIXX3BQDWbOIpzNI35hSFW8wHcKQWLGH9Ai7ixcOI+WczA07jkvePwEJ4evhgb1LUF+0QpSgn1BIy2YqBywGCTLuK4YuFwb3G7S47ju1jawsV93LkoBTDp7gdzKOO8wpGxvURDGoksxmQLboKIPH/AJmQDGc4gGDjuVkgtxk1K5ZXuJS7slbiharbEc8SpXi4tRYMKgwzL8Y8VK+/DUotam1uTqJ68fEGoi0Qq07gxsR+YwYVMQYPmoyyqo/zEstdR7m50nmsxSvAcypaZILzGaruf1/2oyii8A4PiPzVsVh36mTqLuoPapJsNQu4m91DMGh3uovIND6nsml3iNSAuIJHAo55l2I57xEYljg3tf3FgWQE8MBZARTwEtBKYoqt+4tQriiElQZDb3UHwtntawz4GVb+4rth3MXnUfUMOSce+Z8ESmrHPEuWQgg0npHzT2lwZW9zE2LRHSJkxEmsxZeaY2WpUejeIDdEFScjDHwJtAxiJ+/DSbQWKL49wTmcHh3uVmN3Lm/rUoj0j6wbOQUe3gJWrvcMrI+so4jFIOLlT66PF5gtFVjHc5K617mDmJAxC24lHEsxEH4g4pywXcVanRMoL3EymKfBfhce5TqU4mQCrWD1MeIUxjCcQ+DCtijdDwz3+pv+pkAJfOKqFWLddeotq8LzLXG+CVyG6oc/ic4RiZxr5nbNx1Lg+K8EucXZ8QZdQgi4NMwR9vEy4QG2SFK44C3UfSVh/cfF+V9Qkwuambx+PDGfOZwypX6lsG4JfqKzKvcKmUovIi9S5KjfQu5agIcVHpjUWSzlxW5i/OANDaAlHgT6ISoDG9S/UesvCCxpBOHiZOo1ZVFFTwx3KSnUexPRKm4LMbBGzZGocTDBBY0yxLeosRNzKOUKA4+Ib8EACZdMxeDk47ggba/UcVU91EttbGK9QW7a98RKsOMM2lZiluDqcV+pWJqagXKqJzEtlTipVU7l5zOr1LlKN3z1LzBitkh8XLjKlQN5hD3OIhglTicHrUplKLWDccq0F9QxxLqFYGIYZbweBB7yjAfkhKrDVwqLMAkbWmgDasZnBeVZwZ5lkNNEhcvrwpqk9EsaVgClrziWVhbECjTLLKGV0Hb45mKFyNlAxA3HdVPeAQsMpcSWl9PtKupt5Lq21drtlepUOGVKvJX/AOz1xBcxy7JSOMKTIlMpvuGVqWVmEkq8DEZUGYCaisxGrdYmtm5dOOeO4trZXcxWHM5u5QOW25mx3Dtx1Pj4hruFIfr5lcQNs2dTdsqIjTKxuVKvUSU1dYuoIgkNteBpzLg+Ai+XXfjtKrbvzirl8RbjcfFLqX4aW6r1KWZVzW4y4stuCy4ZQcL1B3uBzBgKTMq0WLLCC1tzFbLbmIK6oooD7lKRa+dynsgoMXKpjZuYIVN5Iy85SGoqcQjYsrVwCVioL2lcQdkzGjU+MFqpjxGjw4nYlVipRzGlyiJ6gTxl4gkGpcTFKsYhKpgZYsLYC/BjRiqmv9rKrBcqniW32zaZONu5hVuoOwFt8RHlE4tzC9ufmFhYUOMSv1Mjd178GWtRXSdZuJY3WMYJVvBiKQOjRPqbK1PqPxHVQZKFs78JLDhTFZbWvuC8QYNwZcuDBEnzL9TDHoxG5UZRle2So+ovH4md4xG+pZlzJ/uWKUMNy4XAQC3ADjALo7dD/krMS7oquGnUslKqTsmFsEMiRS0D1BcTLHoKGpl6hz/qZIklmWE2kZeBuVeJ5mUqFgwPqBdWXRRfEo0zOL4IrqCpYKYz7lgpoj0nz4sjiII4RfEVRXMuBZA4nyuVLhXW9Go2XZDkogc8eojNwxA2s+GHGaL3Ft8TV7JZm7DgJQCnPJWoLxLlzcqt48Oej4jHMrMS3F/cSuY+DJd5YrUpNkHqWlu4PcGXL9wz6nFdTiuJUQ4uIOSmJ1GD0LiDkldRq1mHH3LFOsWD2evmKOSikH3e/qOndqGDUH3E2FphgVB8DKDgBk+4CgFce5ZVOnkYoEFzhBy38SwMTptPiAoodBBJMeppGJDlbEldSlkJwFt8OiWkKMBcw5gbleGIrdwLgLvPL4igxa3GmRZjAssYxCZaLn5I03GFd+AHTUQoXkpeYu4XKcwAFCoU32lqZHa+Jd7Yg6U1O2r0Q5cTGS5W3GO2GEtTn5llXZFp0u9S75zLo3ll5c47h8w3uZohmss/PxF3X5nzHnE+Zs1MX17Jiv8AEtwxS3dQM4hMu5i+pmXipcH3olwDasPMDmEX5tEKs24zE8CahdtuE2LVb0dQzhZRYlPxGjMnJ5IvWJ05hRYCbfG2CvUVQ4JhgXgil4EHtda4RadNQUFRbXuXeQrtMDiLqKIqLKu4mZpl5ip8GPcJzjO8rXiyhjFlp7l/nxwgWPgcKcS1yr3LDqyXgUwFdQwyqFb5mSaS8o4PiKihpGhd/wC5lagVv4iuFHYCwwrarVmYpeCHS3FNAgxUFrI1zUu9LBqnMWUsDBUupYObbl3kD48JCrxAa9QrN3cFNP3GuGb3Mc49zJrk7qO8R/UFVjXELqDbYqcdH/YeH/3uWsuJjkffjHDzqGfwth7mIOI4mRh7ZQOA5OUVIsvRqXnwKtmLggAjgEosuXBW4gxABJXAq0LiNVBecFxM6iQKbOJUrFLr1KhUYxdLWH9ypematFljaxanTAeDFloOtRMwrbXqE2jgxWepfmIvDZLXZEqruWJaXlpbRkzxMO4/MzP7gsIkIF+OHgqKkW4tkLq3M0Z5/EN4zUEo0Z0JCllrodzBcD6ZS8FeuCDy4P4YN6y8TbQzB/zFyNb3mUuwDguIy7cMo1d+yALQ0Vtlhrkn6iN2cysYlJrnEbMcR9al8USrcxnkWKoTPU5z4cWHMc3onDZufcs4Kb1KzKhiV3xBYGiCbljvcuordkEYlFirbdZjkwXDTMe48rJKa5OpjyC7rFROPUoLFPzLXE0l+mr2xoWaGOUSteCRlDGWX1ljMGfBI2ksrHU2NmGq5iQTaC1llQiRPDMqVMw6jhKqEJRCKlRJcuUg8FxQAuxeDT1Gh1jfqF13A1f6hBFGwvkgLyjWMc9fEv5uDZd0dwas5YGhlOGUpim+pUhb4RxA3i/ie2pqfcw8VKeCY9OpcV3Fa2ruWcj2RwywyyHB9S1tWJTWHpJmepX68G8OeIld3zG29vNODO0u/qXiXL5eYowbVfgBXB+hFjH58Dly4xWwQIWnZFZDviWMjK4uRLFczBTGMbNRxMOOPFzESPeYxVFzBc0ON+o5gg2qyn3LzqU6TM1mYAC9kcptuWk34IFVf/ZRKlR8XFmFSnLg8MZcYKoHP9xW93xELClWXMaRYDUseYpamcHZL0maZQpmk4lBpw9MFP6SspI3xBeGYs2Su6lC6NQpr1SVCsgWsvIQaBvKTq2Zq4WBG2jLmq47iqKlvL1EpCt9zGTsqMuM2+oowkzXxMYdQ0tnu4Jnd8RY2Kal/ueoHV45i/uIUZu+OpV0/wAS10DfUAZHsmJWOSVjxrwbcQFvLPEExBggpcUsQZhmjJniX3Llw5ApQdwhqLQeGLeZcuXFmZJtBl4lgyR8MamSD4AeQo55iQIIwNXv3Ll+Flc/cuOY2XXMzBg3NJmq8MRM01B8D4XArLRXL/8AUdxPcDQ4zGiqiOS4rwLl0pjHNxQBQKuoFdrfpI5tbhYIt3WYqW2ZTMwRzH8pDBQQMsDcZ/4lbBHBs+o2WNnd9x6grKLb51NhQms4gqbpDMvGWWvMyKMC2iAIh7al4rEVumF3CxgQ18QpcwqsGe4Bt4d8zY5JYLrERmmzuqn5lSuvCfwFyoYi+LlxfCqXLlxdw9QcQhghbMx8biRwhBW14TjEx1CrzC5UTs8kprMtc6QSseK8KhZ4I5D1GMuXFiwrpynUuCmncWBbJMdc8TIurl9Q5UV1L3Qq1XJK5Rlo7mskQb5gcEx4ZmIcxDcGJx7lNUHrYRsRwjpg1wQVqNFsKpTgyQyFV8XHGEpO41Fp+YitenXKdzWHHzGrxqWCqr2zLxXcMMrb6nGpUNVxzA9mItt1UGMNVv1cKB2vnqMrrcdaiOa1EiEqswuXFixrG75ly5hdc78GIOZcKME5g/iFIM+/Fy8eu4txaYYS8VChhMZndwyg5my+IsuD4bbjuWg48MJRMEEEsuLHcatitBRiLUbfMvxfg/MtjPguhYbNm44Bat01FVrqMhcuLdz4xBaEoxL3FGzzRLoJCpLkoGuqgcunr5i3nMqOKsJVIk2FusnbM5afbuKLQ/bLwprmK60V2gACZ7qH4fcXTf8AyDTIzVOr1DJd6nvuAup8b/uYMOfiWg8dzXz41zGuG46jlMkTKWb3GJXMFNxysa5hV5uvUSquNtoKG/Utl4gwbwEs78kXEYz8+oMEMjDCOiSzuXg9x+YuLr7mCYIt7lwZcvqG2IxhTRh+PUW5qKxQbly4OW3LVYqCKcS5cxm19YuXLabYcxuMtqrwS4suXLZm3YlaZ5PrMS4BarJcDpxwWt9vUH+U9yhuAYjqeiAZRxCyWcxSIdMt3AOYJgaeKg8xBuQurZFXFnvUFbkJfgli1FOzqJmjHuUXevjMKoa9b5gusf7jircGIUZy9QRoX76g5zdQXqGTcox6qYtpYb4g7rEt0uJqY4uHsvub1HNyrrl1UbHDMriBV6/3NuCJ7hGvFABpDv57lQOf6juDLK5uXRt2y/cuWuFPUIuXBe4a9y8RlxRhlweZd5AbriDL8FmbnqBQBay6gpkzqLL53NK8LoPcuOiyo+mLnuMVduvCfwaZqJWa95fcVNEyp8mXTGMLcpY2YqUQWklJiZme5nuNujAFlDmXpMcVXY5ppiV0RbRVgwts9XAglECLzxj8wc3dFx3ss/cV5Sh+JzAq+IIy2vcXOAfjEHFn7gq1Xol+8waS+OJxR/8As9rL5PzL+41xOxAZdx8Yps5I5tcsqViWot/5L7yi7fGyV3MwLEsv3KjrPE2uJUBZdbl4ly/xBuGG86qDYpXxBjqbiYiRVbmO8wYGnuE2STY0wZs68ILKxfiuWfEGXZMi2sY9xRWoaczhLly4uYuI6usdw0/+rxcqVKpOXr11ENrX1HnLimIPkaYPhicoJoyviHhlHvxtLWpeBUJYA2wHZteoWhoV6gIAUWN7i6Nr7ghSll4Ztkb2fEsKnWMaZvK60VcGWIPQV7ii2a6ZnQFnUyctHMtu2Bks3LzBo3MKqncJUXrUI+q+J2frMZtVeWX2xRV0XLK7+49Ebu1mnS4bqokSVnUMqcQs/ssSpTD++vCYgbboideB+MZgZqDQU5NvEykcUYGy+ZjP/qiSloZOCiZ19Q+NTmXmDLzLrcuOGvG3EcaZ8TEC3tqPM3AvV3v6gm2L7xGxRKQuXDvGI7xmBKFDccYTTEz4HxSOyjOI0txfRBNMLYZ06lePiWkIPaXhV4F7SiB7hhmAhDBLPB6jmecLdHuYqMu+/uC4FCeoUcsGyhkh7xFhKu+eoNXVPyTCl5gpauwdSsXT/uGd4+IZG9H7jiCLaq8zVy6M76lsMcYnVy+q4zN51U4qje+YER/AlzvE3z8xXeTQFFVUvHEo7D5nFXuVngiru4yoBmsTEourqU4c+ElBereZZNKqUgXdbgSv1Kg8NTRh34Gc/qp73ElZ1mG973BmZLO4rXR9lkPmfExqAQ9FPsmIVYpYMWnBTcXq/czuZdtHbFvYfU0x3+IPccFVTzLtXA9BUMa1OYQ9vWjXMs5jQ4yeyViVMU3viONOoc3vP5lzLY/UdzIyknCxTUaxMz5lESCyxLR9JlDGYEcqK99FXw4ibIpXw1/iKCgoF8vbB298vU03lmdufWYtu1QbUHHuAlidhslC6uTTTXEpmsVomBZSEw631LbcHxKIvQ7d0ToY0PfuWrYOcQdXkhd61uZ1V+pZTfuNjT87n2fM3qsS4LeIKwBTvJFQy933NPqHFMs+4trZT1HfjS6+ZVMq7ZWEx3cVQepnce7hM0+9ysa3DG9czhjDE6cT4gy2O8DLE99y827nGWVExKp7hGhoz77mXkxENYBCscwF7Vx3KG7v0kqA6M3K2noRM+pxzic5y3b7m28HMD6uJfCQuypUYmmFt7H9SgaZnHrU2PQRqq9PxCKAPpifmJE+SVMjDwGdPNsuNQqFTVFqEKwEIrKSMf1BBWr+oOr0et+4GsZNsKEZNVuFN1n3qUaC6NWZ++5teX/MxDm4LqYhAowYOoKFh6mZoA5OYbG/u4YC/ijc2uviXBQXm9dy7Lp3vuZDgDr2RGCNLS1qBZmv/E2MX9S61xtNRUlC8xb4qDVnU39Tu8GACBVEHq7ljx9TeX9zpKXJmHu6YoLqKXx8R/uJ53ojnipv6m5X/rhRd1jhNzeWNVi7vcrl/UGnJZXxDIrfqNqtbhWlahmsV8cyrlBzKdInPUDEKrVwobofTALqjolufcwbv6lGZleoWUExp+5hbo+IlUOJV4M/EANfcLA6juCB0qdan3NLbp1K2oD1eoPCGrJVrhcYl/cW2tD9ES2xbCjDFOxn6iKav2Te9xs6vEV1O/HcqFIRSzKsfaL6luSD6l4qluJeHB7iB8PzArji+cl0RzmBZaY9Ro7c5cZiDls0lRow01jUVMFThqCNYRbzCzanxqZNhTd2RHVs93BFb5+pQ0uhqorkudf/AJM8U/GZQizquJdlFoZ3j5hoXdu4LMGS1b+EvFi1rJPUVx7KiiwcemeizLpTPoO4qFN08f5hjRHgxsZbdZs46li5wRW3VdReAgKM5ZvJ+IWUmPiWrmDsPqei5XPEFZdEapR8xrFDXM/c+IlFI3nECja30T3ASAK3Qo/EapxfuIQDyaH54g3Q3R+oNNgV0wMxKpv6vU2zLhVqGnmD1M/mONx0nHxMl1vhvUxVpu6vie+JdghiBhyYldFwW03MoYwYMQBN11iN6fqcy9cV0RpvRUqLbhReCYu5ii/scy+viZCwQxmPweMQLc/EpsrMagwOeZjN9SmqHnUemWPbHqVUzLdz5MI+M9/AV4jSRjGVdy0CWg/qdeogyjRGXm+YAELelrFzQ9sL95XMLf5lEzv4lrR9RBNeoJTIcV0/MQQIgPb3OFJnMAt7rDNSips2epjF2vctTAC8hlgaD+cQYDYcOoC87rHzHQA3tzB4cw4yQa01TcvQUoVz3Eobt29EyJjiZBvn8xc5WSyqU1ic0mZmlQeop8y+v1CHGdm57/qC7gXa9NVDSdwTS7h6m5mdV9Qu8fccS6qtkvfU4dF8QTK8ktQP7hdF6Zz4p0GDphluo8kcNPHUvlcsS/6QoLT1nTLBzn1MXVPqY7316gtL3Of6hS7d4dS23/1zItWTWTjmW4PtMad3ufLAUTruMFSnc+PmFhgm4IApflv3MtqrnfcVbgX1H833Ky5GX7oi4u9aiWruVhxcwIjmPoyxxKlEPSJeCOi2/RNdh/hRFVlEXG3cS0r7hfwlFOaT9zgbE0zTZAFZAWc54isATeh/65oFTLhcZhhXLdU//kaobZ9SkvOswppY+9RCUVjnmpZRfwjInDdXAwijyQCxe9kcWxTqbK6Nt6lisFgaBDTz2wXChuGLXQ87cxUq9d8TYFM4YB5bUCuCFqVTmruUrhOdEugFw5+ItqOZShh+aB8vEcWqs3UW+K+JeF/qLaVXeYc04nRVvOYA4ub3d3MIUYfuF/mFWXi4AoE5Ofcs5v6maqhWEl+pa5axxE8N4ySjHD1DfqLbi8aLuo9Lqf8ArjkKNbjhX5SOc8m4O6qXeKPrmOeHzEpu6gKoKy9jqKoAGs6jmqM9VFWjRy6hXA1+4JtVHcNY48Xm7fucsVHOV9b1GqDXxANvklSs03fBHWX1Bv6Iv1niKAVTdXKpaIPOf9yqyHrMovOe5a6bLMrLdcRB/wAxK1qW3qWS8fMq8xM7uVE7iavErZiYPC9S5IF/BubAFZWbgCq6iWzKyV+DFwGgeHuc8zQsejMbFWIzNZNXde4A8K7GGWAIXAFATEgJ6LX1H5bMGI9BtF049yw2us3FLU1q3qU13LyQKXBeoaYpl1nLHU5GRjLipWC2PXEVdRRi+4/T7agtj8FEsGVmbe42aVvQfiUomAptu3xOmU/FTLRhb45l1RrLRFLuiMWf3AsvDuruAu8WmV4Zoq4LbDgCU+Yi718Q1evZC0viFjmF4OGJSmCdQAQyNq3Z8TAGUMTVZXkSVogPq405qJkEaW04ij7P/qjlIUh2wdywsOeYBjtxNk5i541xLB+u5YMUVzzF/qXxWoN4CN5O6/M9QF+GYm1NP7lKFzC6wJTWLiIC2ckKMwV6Sa4ZzALzfc05b9kWitPMWwL1x1MfDKXbLzK5vjfMQNLnD8Tbv8y7yObmbjIwekpWSdr+58MpttjrWJVmOe4/GIvrUsqqz3KamLyfiAViHa6lEAEh5L08TPoVMteGoRFqE4dTIbCZY02n63GXVqrF/wCyXVMLiNxpm2f3KQ1j/MHNXc07ailxuV/g6g6pHH1HAJi45xeII2eGHcdQi1WVU9zfaumCgBk65mWX9Q2PplltzNoIy3BlyDmpTboysKWDWWr+ogLBtkNvuKzobqpo4aFxfbBXRRD8wHtavUeZhWIc33pgZMdUl5efmCUVKmCsWJzErhEujj1Mb+k20nqDS2s6ipu4coP0TA2FLISuaab9RxVPGY7its62xUQ1T/7EUZeYA2qqMRs7azccf7g8gT4mN8RFYbtzuUYZFS8NB3fOortK5mKV9w1Pj8oXZTmWhbQtJkThi/UrPfEdDgt+4rfsy2il9DLOFyxW8NYl2pEP7gM6Yg4vGtMEDBbMRyIAZ3qKq3bNoXeJzEpQcS6qt8Qb3CqPX6nLxzmBZwsqfvNlxpuqOZhsqCsOOEhZbjYlGMjExXF7ggusG5TviFTI3dpK/wB5lhHDvEuFLlA+SFzCfqYZJW3Ea5ed8aibBgxhL9kKArdlOvVSzSqqr/8AYgBzYPz/ANi2hfgJZAletR46QXmcq9RHTOILQnEQaI4jYQCDS1znmUhaRvbuABUaA3cwg5Vvk4i1LRZFVM/D3LdgcBQfBDMu3pZk3Wix5+vc4rwxRa6AuKi0A1nOOIqUvwG/mXlTZrDuUyVanPEA2bUzKa41FECqc5OHqU4K03zLLYfiWU5r/wBmWZKrqoNI3rqFqunyZP8AUUDBv3MCVIWFbmdFuLGNEEfbVnuKkT9y29fUvIj2AxfUxZlhkGa9blUXYXiav8MawmTka+YuomIRUMDHGNS+YjsuP5bhMlm6AbhsKBwXjK1dRMOCvmczahj5mMmvUcuTLnGpYu6P7mncRBtv5b/5FaPiK/kiJnGL3M4ph17itWUGAvV5lPoNXEMYqWX1OVF5L69RR0zBDSvW4ttv3FLDj3LG1X1UycRFFBs7jfOPuK2T6GXrOvqWGL99w0Fy1eosvOGuY83BGVL5vNzisxIWX+GaQ9JXqBmtfM33cehV2alg0WHzCviUcxCtAy1eRhSiFdjo6hQ7Xfr11MCVrQfiO7gFnHDoXOIJkyHNc/fERpUOcwMZW31Mltyqk2RBcFQ9IAtVpPtdw4DFK1nHIwQYAuH4RHNu5qZUVZxmaIIFg2YeobmNjmNWeu2Fsqt4u4ja7hTLzLUBSUVj/wAxS2slajjElGL/AKqDd5BVf1xKSAvOI7oN5XPzDJFpb/4iZQDStfUsvanNRolgUv4gpnLjEwUHX5+5khdnOYWpOxYkHLafvJBPaHJDC1ae+oqyPqo8FL0bqZKIazF71CzGyKWKEvFYhDQILxv5RaUXfKzgzUF7LGT4COf+RCltuVb+5m1Grq5yZUbCCZCy9epYNFXe7xBAsaFj8I70Ckby5ll0FRbCwChriObTV11GxvSxcXd5mAAcCI3/AOYuxLtZk8vqAuAp67uUZYXPzLtyAYwqQHXMbpC7dHM1Oo0oo/XBLNWtS908xbFEUrVfcaxnL61HIuYDYB6+ZWc3cyejzDL/AJjTRfEq0RqL0FbzNXCCXKPBOLsV/UvAvFTDkmi4C6uLeIZTiKwdjMbiUdVguZDqjmpew6c2cRtAF0ncF2RSYrRMuyrF9HVTKG1T1olSNW2LPuYBbDr1PhtxHWsvUAoH37jWbmB49zKwzRdXsjoC0txoiC5ybuU0Mbr3Eauo8+vDKmJnDUMsLNfcQ6BTUJULoX8RUN8DNxy5sp1CrZomwVGS/wDEz+KBQqupeNYMLLNCxdvUtspSWe0yFNt3XcRgXjdQXOYuvV1MQIGN93A4Kmrjc1UGc1C6L4Bqn3Cl2Ed+phkyvn9RUKwcyuyCWZ2lC3Cgw3EyD5DiKWBf3AEC1nLuNFWR1xG63Z67jYnBubCWiPxCrVHYqW+5VinG4JrJ8S8qrJgNMK+u2WGLv3FknwsGl39swlKcK/4jjFmuIJWcOyKKq9sVtNlxRl+2K0RbVlTiAjTdHfUdhaY3GcYr5xLLL2c1uLjMjNuPiLkFwYlEmBdJn3K2tKlLZ8SiloJxz6my/wBwxlz61KGw0nFOphsrEcuO8Ygt2U13AL1fqJh75jz7nKXc41juED8dyqy4qGbAB6ggbYA1zORKcdypFOenZEAo6ybzG9FV8D/2Im1FlIkeMFBXzDLkzZuEVW62v0iClgFWDioBW0OdRtiuScMAvCZKXhNyi1AwpYfiVWMr/MyAYiPqZ4urb4mBtRNEcjoaDl/7uPA9NiQEbCGjTLsHQUlt338wUvJq6ln4gI0mSaRhldtMH1ExtJAIX2lQuW4rctbe71AAPGYsv2S82479xOg0HR1MGw30RepbdRV2zb6RN1ke5lwLnVRNDXK2NwFlkPNXMewzbjETRx2RMC/38y62jistwgYMjWixC7LOmkDhsLAiuAsqb1ZVXLAaLVrH13F7FHAHXUEhI2NOxgs4WtCD0wAz7PfcbVovRcEGRY6S6pGLrMKUM9HF5jXFZdVMGcjYKKgSoNvR9ESma9nHuXo1MAa/y+JZquVn5rmBug5xV1+ImLaVzj/PUFjnbOcvbKEFals5hGsAb9xBMsH7+ogO3OJUb+4OO9nzK2sW6Kgml+maruKuTTKruODzFzh3+oo6x2ylimDcu1l4uuX/AEqDWC+zmIQa/KicgdZjhPjbmpQoNrLUysTcIlUGGskc6xcSuGdwF2YzqGXFfcApnPqNXLLJeIK8JBNtxrG8zINHYul+YIjK4XgxyQaBBReKY0cmzSUDIL1TglbVEOG3+ZVBUgVa/HuJBHBGmKhFrO7r7hQZBuzMoagBJtV/vUTdW/Kzv1KwZQwXqCts6t3BIoRwUMbMiKUswLaC5LytR7G9QRq1WEyPr5hYQutwLvDLiUAOvJ37mgCbjeGGDOd31BeBk6CIwgxtt9I1dYXfhWaqV2alapaWq04meLleTa0rD7mb9wcUS2Cq+KnQgxFzK0JjRoW7NErbZ5Ighgpo3KNCU28xrWSjTNrRWLrEtGGKyXKXXfBMa7jwVXuuJiIrzsNy+FDh7rcSeCy8CQotc3oOIo4XhpXN9fGOIpgEMBVtnJFvbCcoyQaJauxvUv8ALepRGKOYRd1rx8XM4bdYp+5UlyxdXmDV2zdJ/wBl5HZx36iBfexXF6/MwqBScO5klYraR1VmjdbIcBrplEDQN3WfzFp38ZzAVj8MtHjDVIsjJ9QLN5uhtvzUHSYW18bzMKNNlNmfrqLPoAt/mXmznqNA3yMcVMOEEKg4UpdZ3GiFy0qmWKLVTF/iVAyl8lQWbCF4nV8z7wTNmZaFW1L0Me4FCK+SfQ3+o9YHmO8/UvRbRxAvf1Kgpg2auNBd4OfuG1ioE2oD7iRmLs2RoXyAy/calgYJ3HYQoqX1ME4cZOOYKbLOkYtDSu9dwxQ0EDOssRLOmgDcBNh1mPHfuWaDii0noR9MslZrZWvcA8ZA5jBdCXBEBQpWqvTExjjPz7hkBgr3E3dNlZcP+pU2UMXmiWowxmkxMW7auukPvjFp7/3A4aG+4ACuaaviXFpcW0S2y6/ceQgi6+PmaU11MqAX2ykRXrEB2EYoc1c3KLriC+fqFiesR4gFC9S6NtaJekVbPxB1XGot7EFT0cRI1at+yUU2XYc3KUBoYKP8ywFNN88x5KfRFpy3Ml2WTThGi9QR0I/3Eb05dG2JccFlcY5lhDVFlVd51U4G2bq+YNCyn9y2tlEBSw5Fi/j3Bwbc/qOMjfWPzNrWevcswKMKuS5YhY0vcSvol2URQGVZdUq56gvEV7U3nj1LsR2f4m1wy2gJd1aywppi74epkL16nABcEC/COFDRk6lGWKPc18koZQXpll4HP/I3Tj7ikLzWrm/RXUtoR9koGz4DUQIBqrCFtt8woxluXFy6SoEPrEyCAdwoTiysV/n5lqpcuAlM8tMOIXSABWc3BYcq40xpDQchgZoE1sslSi0Cnol1ZhGzcULa+8Zm3/dTKCVcGkgGBfr5mxemJtIwo5H28RG1sb54lOJZnCcR7tDsjkxdcnMQDCo0Nn+5T/AzAtR3nMUk4sDTH3GzkXrsfMWGWs8xDAWXi9zACzKLS/Hce9kNtI/siOiVZV49xIIFm87l0FbvSAoCCrWqzENuXqsRo2ct3xFWbdTQncR0GuJvGMMwBhd0M5sGeDUzTnW50o0hq5S2rj8RaMI8HUOj/wDJ/coLt/E1njXcpsu0KoPbNi5b4ZdvDDShYNfaS1q+4hsytYiu3B3/AIlhhuzdOJlkAEEsGZqxZVh+vmZLfO6ggXu/1KoiUsxt6jk5bSskAFip0kyGc8S2nFXqVxqiwOCF0JujPH+pUi2vmKaH4Kit3JW+mGIBf6iVULjfb1DSoK95WACgfcFsaeIjdL1dRkKDKGovXEVgX4ucmmHXMzdN37NS26vPrmPFu+jUtSiupZgan//Z)
Concepção artastica da poeira e do gás em torno de um sistema planetario recanãm-formado. Crédito: NASA.
Ha¡ muito tempo - cerca de 4,5 bilhaµes de anos - nosso Sol e sistema solar se formaram no curto espaço de tempo de 200.000 anos. Essa éa conclusão de um grupo de cientistas do Laborata³rio Nacional Lawrence Livermore (LLNL) após observar isãotopos do elemento molibdaªnio encontrados em meteoritos.
O material que compaµe o Sol e o resto do sistema solar veio do colapso de uma grande nuvem de gás e poeira hácerca de 4,5 bilhaµes de anos. Ao observar outros sistemas estelares que se formaram de forma semelhante ao nosso, os astrônomos estimam que provavelmente leva cerca de 1-2 milhões de anos para o colapso de uma nuvem e a ignição de uma estrela, mas este éo primeiro estudo que pode fornecer números em nosso pra³prio sistema solar .
"Anteriormente, o período de formação não era realmente conhecido para o nosso sistema solar", disse o cosmoquamico LLNL Greg Brennecka, autor principal de um artigo publicado na Science . “Este trabalho mostra que esse colapso, que levou a formação do sistema solar, aconteceu muito rapidamente, em menos de 200.000 anos. Se escalarmos tudo isso para uma vida humana, a formação do sistema solar seria comparada a uma gravidez de cerca de 12 horas em vez de nove meses. Este foi um processo rápido. "
Os sãolidos mais antigos do sistema solar são as inclusaµes ricas em ca¡lcio e alumanio (CAIs), e essas amostras fornecem um registro direto da formação do sistema solar. Essas inclusaµes de micra´metro a centametro em meteoritos se formaram em um ambiente de alta temperatura (mais de 1.300 Kelvin), provavelmente perto do sol jovem. Eles foram então transportados para a regia£o onde os meteoritos condritos carbona¡ceos (e seus corpos originais) se formaram, onde são encontrados hoje. A maioria dos CAIs foi formada há4.567 bilhaµes de anos, em um período de cerca de 40.000 a 200.000 anos.
a‰ aa que entra a equipe LLNL. A equipe internacional mediu as composições isota³picas e de elementos traa§o de molibdaªnio (Mo) de uma variedade de CAIs retirados de meteoritos condritos carbona¡ceos, incluindo Allende, o maior condrito carbona¡ceo encontrado na Terra. Como eles descobriram que as composições isota³picas distintas de Mo dos CAIs cobrem toda a gama de material que se formou no disco protoplanetario em vez de apenas uma pequena fatia, essas inclusaµes devem ter se formado dentro do intervalo de tempo do colapso da nuvem.
Uma vez que o intervalo de tempo observado de acreção estelar (1-2 milhões de anos) émuito mais longo do que os CAIs levaram para se formar, a equipe foi capaz de identificar qual fase astrona´mica na formação do sistema solar foi registrada pela formação dos CAIs e, finalmente, como rapidamente o material que compaµe o sistema solar se agregou.