Um erro de cronometragem de navegaa§a£o enviou o pequeno helica³ptero de Marte da NASA em uma viagem selvagem e oscilante, seu primeiro grande problema desde que subiu aos canãus marcianos no maªs passado.
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PgfqX2iaOD0J98PFsOkjg2h88z9nt19Wu0ffrg/kao7qijgNV/VRvCFQ6XPr01ceJIzGrbgXCM1wOAg0PGqb98BavzpLlfEKOq6bjj9K+T8HnV6we1/Jpn7pwHX/TQcX/UTX5xFP//EABwRAQEAAwEAAwAAAAAAAAAAABEAATBAUBBwoP/aAAgBAwEBPwH6PI8giIiNJHeRGlnQ9BEdGcWMbCIiIjvNJHkPyan8Bv8A/8QAIhEBAAEDAwQDAAAAAAAAAAAAEQABMFACQGAQEiBwITGA/9oACAECAQE/AfR7HEMYxjGy79jG2WOyVobZjGPmQ2FNU1VbjGMYxjgK2XEPVtEMWcEf0XX2SdHGOeOL/FivOqfXh//EACgQAAECBQMDBQEBAAAAAAAAADEAIQERQFBgECAwMkFwAiJRcYBhkP/aAAgBAQAGPwL/ABHOwo6BDQ4iUUdAjQOjhRRRpxj5xE6lCp+sG+IcjJ6GP3bDeJ6RnkX919VcUboUUdz7e8Nk/nD20KO59BwygoQhZjRPHi7bu20bG2z4ggvfFS9MOAam/mhaNyeHO+jbW1PM0LgN/e0vdWrGTw1dGxwoBY+0vAcvBZo5/hkZW/A6bAXsT0MkZ38ZqcI6Y8jxtQxbpu7YHOSfGzfmyI2P3KMZShxt4fLZ+yFyNtF3emazDFxobp1Z8PKByCdQ1zdNTvhh/IhQmpylkLocLb5YhOH4P//EACkQAAMAAgEEAwABBAMBAAAAAAABERAhMSBBUWEwcYGRQFBgobHB0ZD/2gAIAQEAAT8h/wDgBMT/AAOryj2LGQ4TY+wli9jESOVT3EhvlNCbwn+Iy7D0sZ9qj8AyGzu+i4XqhDgmeBgPsJsXcQuM/wDBGruNeyGTJXkewNvOOevfjMIQho0VDU+Rr7oalrZ46X3hb4Yu61/Bf9/sGvuPxQ2dz7PCl6YyEJ00jJWVmxudyG+Qk15J9nehEOIXHGNnt/efYhq7jGfBfhD8w2ZXmYhCHKKeNjVcxfZ/5BCgSePuzYpWVlyxphTvz/BRvF+z7G19mvGJ7IbwxtctP7k0XLR7x9jY27IbO5znWZhOi4NEqx45/wBg5IkKUVbSZPo9wkilRT+DfkZpdzEvATwTx/ONGoM/MTrUXeqLc7R4a2n/AGepcsa+4vKeoPykeGPxQxr3xPguKPDfZYUfuY+xPfHRBrW2JTsb7w/DSwyNq8M9ERwToubNs2bXcuUT5Te9H2b+kISS/Rs/7G19x+KGzubzCGiEfTpCjGxSvAmyvybzrKaNFQ4xJLhFPwpRs5PoT9DPstiZ+lwin0KjnjFRS+z9zcdsVGl3HmISu9P0H9K0XLGTTwV4PoPdi957z2D3j2lO7H7w2KlKVn7n9NFR+GzZPbIs3K+6ckIlmEPzH7ib3N/wb8EGosZH4IyPyNk5/wBjjwf6FQ9dz/k4eDmGiDXlho/MR4Rs9KiTR1itI/1HPBNjc8j9hHsTLg9zNscx+7+gauWMJ8DZ6G7l4pSlXQYLhWVlLil9kD8StjqFPJCIqKnmn8dMYqRkYvqfeFtI0+GieMaLeROdApRtsvY3sdG5yJ1VcDRWwI1poRtUVqQfGkv5I+7PsxqO69jZ3M4Rb9is3l/JS4gkKytd34F8KSnxtFyxp9jXwPsRDdy+ilxMQYiEOOxS9AtqofcQq1oRzsFfd386Tnzh36psg13KlwILBDhd/ob7CGtcm3TE9P8AHD6s9m0uR74Ykzaga2cRt0jIzvKJPyE/T+Dlvv4Hu3uRLQhdy9wcfev6NnA1X3/GMakZrvvGiG4FsXlkjxMajuX6LCi2yN3D+RvsrwjWx1NXcnwWK8Df3g3ct8MxoqKU/ClzpHPkd7ISc20JI57GyM4K/Bq8/wCzXkbUxdcGyk7nGhsd7Kkd29EPpfpT9L0an/prjQ4cG2bNvuja4eFNej67KilKURrsv5OHCIc19mj2FU0m/wBH/H6ez0VL2VxuaGmxz9+BrwNmzfs7JtO/QndxofJXsFG3SVsUfQ+tcjNvevoi9voauWNeyH2Ihs7jZ9/hr7I2I7sqwpSlKUrxRbP3G2PjjEWPrFwx94NnsQTCWdFWFr6H3Gy0bHE8PZCWtEio0TXvziIjh1TxBPQmuSeyBrUX+zgqL7LhsrwVsm+C++hIKI5KHvCqXLYtOjPl00/C5Ia7Cj6GnggWjjY+xobu/XopUVdAuKUpSLO5Bcfpyu4tNo9Q3/2HZj/gvkt74/Tb0jaT8vZtwfTEi9H84fTUka8mvZu8GzlwNMtq4peml9M14OD8PzqTH/6TPu16JrTLOgbwjeLiEIiCLDVwVxRmj7KXCvFxSlKRC+jcK8lWLjzSJclXZGy0qTx2rFxzoge3KD2+XilNbSG3kXtiazql+jXvG5RWH7mFx/suGz6I/RtoeuWI7jK9GpeSHcrFrsNNoOvvTg9hKNyjQ1o35xCdGrZtG+i/DS9TnMVDFK+mlxdif2K+KScIO9mjjRd5K9NLoc5bWKfRckiDzvENJGi+ij1yeNIxcv8A7RKdvwbHf+SE6nvllU023Ec8qoXywapB/Hfg4jlDr7wns1i5Nx8Da7s/GfjOD+cK+3iPyJLyT0JYvoheCn6aK/BczRtH0SPh4UOO2NEdiiY3jufQvM4L0US66X0a8FXgjwXNL8VKPmNePh+zjNxc3NZ6RH3bEtcC+sQ/Oj2cxG0I4fZwVeSKcOXha7t6H2Pw+xXkjN43DU4Ls3hoqGhJd3DXjEXjFL0zNOcfp+n2J7IQg8KVl9dG/BSn7/TUokTQvvQ4UXGNl9n6Im+T9N30JspPI9OBPwRd8HshrsJlRrwPKZT9zvviYgp9jV9VcUvw0ptwUuafhrwTNzcxEIQnxT38EIU+87xqnJY9FZyRZrsfeXPOEVGsTo3lJm/R9ssKXNKUuH8Vw3lRLNzcXqWN9WzePwpeuC6WsdoaKXMZx1EEIQhCHPbovs/TR+G/CL76L8N6vspcLcPo0uilp9dNyilKUper8xS/FcV5mOBDedYQS2Wk2Qsj/Z2kke1NtbryfhrwaGjUJDRUNmydc+NYvRxnXctJ0TCzcoNCGdsrK9UzS4fWkK9yq76EngiZEaOMFsjOCC4k4WKUVm/Js+8RFLYt8HHOYOJbax6q9iRK1Qvi5OxOhdE6uCiHvoonlnbouUylLMKVfCs/RDlWXH2XFGylHi9VKQS9jTvKglvklxUVFpprKYq4HaeFXj8xGQhM68YS8sh37TGwrs2gmnZULmcvZSl9Y56eSfN2wh4gkN4RMXNKsTOjYkJM+/hWd9kV2Ycdti35IJZpSlLhC6KUpRVyugUpS9LRDNeCdEymJTjCXSxdFLjt00uaF8HYprHbyShtd8X4F7NEPjDZSopX0sY00J5ujhJBw5GLMPD6e5SlKXFzEQS7m/B34KVFF6UjhOCE6eDnMyurWZjnoQ8Ljoruit3IQ4ZsEuNrFNkIU2cDdviF3yU4PoIjsn9izwJL58jd4wjvi54EPFi6nmYuNmyieFCL6E76LNx6K0WLyKp4Po3hptdk9lEfRCE6mvgprDzwMXLw0J+BvYvsYvQftmjWSs0uHRQnobotrXHVccAXoTGylLRs3iC6mT4wmetPbx9kzVimjoz2mjaZLdjGzR649nYO4q7Ipc1COQRR/DXHwRdHPXfWK5Iv+SMohvE6/scffRVwjXct4OC+unhdS0mqjl9E64iyEv3rmW4+Cti7i0+xy2jlj9E/SEJO/S7iRjdhyfaNdEzoiIiEG/6GEtFKXC9VNn++r6wkzTXcnvCZ8I4CJjsb8CfopemH0TyN4hCdL9G8LnoZe9mfQV7kQ/RsdKIouh8mys2fwTCMmIJ8k+CZed9juXP1hEPImNbSkHtWx+lQmWqJ7vI23ziNvZeSGz5H1oUlbHrF+FQc7Yh9Y4NT3ileFfZr7KxZUdi64zMaITNw296n2LkfPBoiIRmzZOpoujuLfxdjfk+hMbGbaG5j22Kc0eZlMo4Nl6foPMcfAk1FbnnohPgapp+DhnjD+8x+ZlJc4h+G+7Z9nYTLm9W8olwulrEwfwrrhOiY35wk2xr126YQ0iN7JhDKUvU1jaF7G1YuS9Hem83DIrtDfo26GTExXwckGb7E7lL1NCbT1hvYtOaUvw6NE6Jm9NK+m9V/BQT17Y35xoS5OXiibwc/F3NCpoqL2NXuLqfrPsTEJjZ2wq+BpOSecJXQlHYeL002dhRcobvGJilKUoxptYhNEHrkoheqCLidI10zrSiL7Drx3yvjRcUjIVp6GJGx6CJmmuTTORRRq+5+Ro/GxidcDrnM+N3vRJiZrxwQZpxhNecUpfh5LBJ6b8jSe0J03qXHJPhrwNNc9dzThlclQyPsSDe83fI3i4uHvoXPROn66Wz6K72wkvHTWj2fZrpeKUublaodY3e4NDyH4YWV03wfZoi8kXk0vZfSL7J7w04ZwVH30bfl9UIQR3FhDg5GQmDnoSqwSuDLXVrz0faNB45+G4mZmQ/Hjv00mbmkN7G1fkbP1j30R4Sb4Q45N/QllztlISEIRoiGl2Gz+sciRcjkLsq3MHuLfQRQ76xKQpsSMeFAtvZt8Cdw2oa93CJ4I1yVdDEpRP5Ll9N8pl6d9VXDFE8PouFK8dCZiV7Iqa6W4r2EvHuUpS9UTNIvg2bN9iPud8JmeQM4FuExPE8mnShFv0PT2xtJDbY8JtrBnI7HfC5H8fGLm6z94s5Rb5R2JjROmpecbLiYg100og2fLLh3ovI98r0anVcQ4e0fQWvwNO2abfQmJmhtfooikpDg/CfhyNkeyKjkNoYYahsfRS5uLMNXC+x5UpVi4uII+zE/PRPgpofQ36pXilFCUtPsfQpetDbH8MJij9DvZhIiQ0LOTh4TnSHXY15Z9EGhB/1V0O/gm/Rfg4yzbz36GNf15Zpext/Bc3oo107fAok0ztL9jUco0S7mXKYbExNQbo1SxDwrOR5XkJuw1sUcbqOflsY34T5N53mlLeh+sM+zS74Q8c5fAPeITruF0IZOjU/4kW6PHtlpCV2O+Y8iQleCQo/sj7MWmUudXsq8HCC7smUUeFyR5fUm+6+B9DWKUmJ03ZzxhjKXLEK24Fm1xXf5l1s0bKNWhv8ARpHOPrpWJS+RtPVOwyChUu2KUbEFyP2H2M5zoaGw10Q32wiZnVMfZLx0Ja6qfpM05xRvCJWmQnI7ZvwpUEVE68p5pohMFDu2XCdLVBVddBu1Cmyn+h8i9dFFBsV4uJ7NYU8ku0TFzOqmiEy9l8m2vJ9/DrDJRxDN5SgxerXRS4sL8FFGOIYy4Ns5IcYThe+blkGM79EITD9EOC4SpBVCfnpUvTPBWXFP3KO+H8TZBDxx8dL1UXVGQtlsaP0cwsazdQZBNdPYy2S1i4TLjt0U5xcLcvWUhCIND+K9LIQnytZ10qOTn5kLNG81Hs2bheDgQHiEOA2LWQgdyIcdCI5R4fRcaFMvCE4znkmG8QhB666R/eNrsMmbiE6o5ZrF+W9Dzd8dNFle1ooHsWs4CSEkuFDRHg+hR7LhuLkJxj556YA3S9DJlwLL6Nj6GI7FRoYaxelQclUxp+cK8dsI0QhCYQSTjuMS+B4o2TpvwJCztbnlDaeWiEJiEId+qEb4Gy5ExvfTRYfOKLpIitwh8YNiF8jSY2XUily+BIeUxt+RNlYJGtrY9/G/6LU10PjFxpRspvqQoz/CQ3oR/wAiWOR9Lyn8DFofIieCzkvgvki7ENFxSlwhkb2JF9YMWews98MYuPi7Hb4EIeVh8YeF0rPbCD5OYx3HfPLqeV8DwzsIeTvg+Tv198e37wIYhjOAuT//2gAMAwEAAgADAAAAEE+ES39itvgFpLAPvuAvnMoglrgnvsonvshlfffQddTKxqlhPWZYJJJ88ty2sjvhhvvigvugitsqivnghl/6QVffQQ5gvolODJUX5yHEFQ50X13fbwglvolnwhvrigz7zwxWf6QQVfjprvCV4BLEhr1wrpmFOVSReeRTXYw17/yw8/64xfMCBPPPpg5GT/HxFZOYUWSySFakHtqn1ugQQY8v7whHKhPNPCAMNMiQtzySaUXwRaWF1ceX2XQevAdPEDhjjzHPGFPAEMHDB33aipTOc7+3ZWxGJfSOFrjvikFYhJVHccZeJDDjjh3dqjwoi8dtLBQf/nqtkSecU29usuglvllonhjoDi88x/qw4g7N2pvgtijiFBWoHUfXRZYsbReXcVdiorPiCIQcJYatq3U6FDSgiincz7fPEMhnsVeUUsnYvhMLoQUPtgoRaXysYbBwD9G9INpupHKK8cVOGPkMirBXCUQQIrtsghigqYat4298jp5beg+CmofqlsfReUMZ5y82PUOpOtsm4Q0xUzXeZcbQQXFn4/QRbhGWCfZEPBa2WddQc/NONLMHUTWdcuVbQmZTebvgpRceCahifQTQ9UIDu3egjytt0gcODFAxokg0qlEtv47XWBKXyHc3pIrllUeIIIDikgpS06qnevuvKNKHIONNHAJJACxKjlRku2I+H3mykmWCFcy+WTmVXWSbaUWFHcWJyd1ZUj7QxfPlP/UXT4idSav/AOdbzyA+Odr0UI2kuFN4EpKcfCpDSS8BH0r8bwzVWl2YA/nmyCo1so8RMo5iOn+AiTaAVnVvveW44gikV9Xb49hzDqQAeCgdNBfUCT9d/wD/ALl09+15lmppw/6iu4GJFSZ45Q1tFNDjqrDlmgnHII1iJOGdiflLLxQ0nwVQHw+z/dnLNCZKz4+d8QjfXpwfUbHnIPhDpOnfLopQosYeoFXWLDbVe1JL8D+NIaZSS0S8x0Zcx/2531Ai3xJC3+cQkqlAiahX5a04R6Ikmf2m1wf8QRmGL5577f47aUlqPdp1GuH3y1EPoonsN5TDvXAtVUl1yDBlM19wQY4wJ4BT9Pp1+EBtltqtCsLO8Br85tMukrgQ7XhRHZ44N69AZwCbsnYzau7/AGlzUWLrI8ce+klsRaKhJNVZseUI6VBh5rLndv8Anx9s7JDlEOHNXlOMzoKmqj35DDbTq3MsEpXbEco0tTsAiirzejrzlXZXnvYCKJElGUJ6q38PGS/LMDF0Pvb7v/jEwfgjTPD7fU+m3wl519lfChU/J56CqCKAqMua7cLx64e1C4ksPQ40yjPPbN3XsHXH6hGsgc+Xkg3JK7Qmc+7LWkTXSWRZl2j9nrw7d1Q3PpLDfjIRzgrccvnXTIwjconNID8oZZB3cDyjAwpstKWn/fjfjCj998g/eheB/wDn/nn33IIP/nf3P33XQPIHA34vnv4Hofwv/8QAHxEAAwADAQEAAwEAAAAAAAAAAAERECAwIUAxQVBw/9oACAEDAQE/EP8ADoyiiMk/iwovPJBCEITMX2kzGUIJNfCopcl3fsTvyQhGVjBCEzUUpe7aS5wooorQeEJpfoQfi2hHkSJiE53ldYQmPDwuKUfkmEItJjwqwpXxmJrCcYTEIQUx4TNzSlZ6QhCd5m6QhCEzd2UuZidFqiE38J2pcT4/eK8z4RE0hGenpS9br+C6rhcrisUqPMTS5uiIQ8xcUvVcHmkzcUpeE4Rk28/YkuEJ08JtcUZdJrc0eKLneMxMLlPgXxXpd/RvaE+Ca0oswhNJ8E6LeE2eKXDwn4UuIQhNJynOYnOCPS7UpUTg+q+ScaJ5TuEt0ibX+A1pdqJ6XWjeJ9jw+KeHmD5IaEp8j0Rd09XScqUo9YTWZmrw9bssPhRbzCJpcT50Uh6K5uLhMukEPCzNUTrOMEPhMsWblecKXM+NDHv+ssWXhafoeqEIf5yj/8QAIBEAAwEBAQEBAQEBAQEAAAAAAAERECAhMDFBQFBRYP/aAAgBAgEBPxD/AJN/+kqKsQVF/wCLSeNZRSlLlPT0or/20gkbjb25GRkZCCE4upGqMaP/ACVFRBOWxSlKeken59ZnjPpqiCCOPZ+lLkIQiJ9/NmXHBuqUuL3CEPFl79L8EfhSlxU9JkKyrFZeLkZGViL6x5SlWed0uUpWNvbxCExEeFKVlGXiZNvFIyEPD8KilKUr2ZCE1L0hNpcvUIecXYNlxWPKLPSnv1hBNp0vN+Pp7x51Mo/SMjPSsuopUeHmT5TIQvM4oyEydQaJxOGekI8vyuNFKyshGQhPuupkJxMhCTJ1VkJzUUp6yPfRt56e8UTL/wCbS8oWelGXP0fmxc0uXGiEyCWshBLqEIe8MpcpSlGTj91XE8fM4nLF8v0a3zIQTLt+F4hCIS6qLvovOn4Xm7chGNn8PRMpS7S/dvil6TKyE4qn4UvKyDULBY0Qh6UpS7fjMT7/ADK2UpRPKJOk7o8nEIQhMT1fNc+DRDxHmUqLSfS/BkILGsbFnp6TGyixLGSoXmpY8Qj36/zbiRNWQhMjyZBriIS4gtHs8IJF/wAqxZcvEGsWtvxCuXfBcNicH773Ok+1qGhLpuD91PFNhfcjvMGEoJZNpd/Cl28UXxmtD1+CfTVxcen5lGNi/Obwicr7QTE4HP4tmJYhBcMWPzLC8uou0pSl2l+acGLul91ahrH1dnaGMXH8H2v0Yvh/d/oz+C+C1a+BZ//EACgQAAMAAgICAwACAgMBAQAAAAABESExQVFhcRCBkaGxIMHR4fHwMP/aAAgBAQABPxBfwSUg/hjJ2TghBohMkITiHoyehLkmCJ/Mzo0TJCfEIQgkQhCEJ8JEIQgifEIRE+YQhOyDWCEIREJ0QhCEIQiIQhCEIQ0QhPhfCQhfCT+WhfEINHI1g4PX+MIQ8/HBIT4+h7NH0TJkSwQnJCEgkT4hCERCZ+IQhPiE8EIQhCEwQhCEIQg1UQhFyIhCYJwREISEyQhCDRCEOCT48CRBCQvliWCEJCGB6OPh5JDgnghMfE8EIcEIQhCC+YQhCEJghPifDTJ8QnghCE+FohCEhKQhD38z4+iEJghCEIQmSEJghMEyNfHOPicEz8QhP8F88bHoSJ8weviEINE+M/EIJEI+skIQhz5JknxCZMQS+Evjg4IQ5IQmSE+IQhBIgkT4hCEITBCEIQnxCEIQhCfEJghKQmSfM+OBbET49CEIW/hixPmfEwQmfiZIJE+EidohNZJgSITohOxL/BfEIQhCEEsEGskIQSITBMEIQhCfEJ8z4hCfMJknxPiEINEXxyTBCE/ynyoQXwv8J8JEZO8DIa+IQmSE0bEEEviEJ8QhBrIkQgkTwQaEiT4hCEIQa38whPiEIQhBEJ8QhCEIT5nwiHohCf5cDW8/oNGWpexp2j9H8hmBnSGzGF6RmoJHP7GGL0R/8WPs/owgDnIfsQiilExsSIMg0NE4IQg0JEEImPiEIQhCEJSEIQnxMEIQhCEJ8JEJ8QnxPiZJ8QhCEJ8QnxCfEIQnzUttL2Pa/UT9A18H6E9GH8X2zpXhIWRs9sr5hVLUNz/pEdGw2fIsc37GZTwzgl0LsslGPx9PJj1+Ud38BJ/YaOUL7HkSn0xKomSeCEIQaIckwQnZMkIQhCEZCEIQhCfEIQn+M+IQhCEIQhCEIQhPiYIQhPifLaW2l7F+V+hWpz94GXEkvoZWWX2R/wCQbFw+xrFCfbG4qZrjJXMieB7OORV8Ma4BJzKhMbyJrl/wNIRyxINJyNJtiSsCAmib7Y0adltUtM/CRlWi+WNCzQmqp6Eth+B2QhCZGiEH8QhsS+ITJCE0QhCEhPmEJ/hCE+IQhCEIQhCEIQnzPiEIT/BolbSRjMn4Q6T92Z5yvGB3tnsdLCLzo8mJtt40RkbeiPoQV6REyQQUWjjY3OSINHJJfCY/EPuRewrkTMo2/bhQScfo0dqoyU3WUhS1BkqpJt8sZOtkZmhd/wCCPW6VeIJa+F/hCEEskIJQhCCWSKViRPhL4nxPmEIJEITJCE+IQhPiCXxCE+J/g2lluez/ANI2yiWqxrWHG1YQc/8AJlG2/Y7cQbbJdiMg3Yu4oG7SjWGrkT6mOOaE1gfLDOO31QkTZAtKoN5z8SBsNvv+RryMltoyo2/QmuR1jYk5zxwK4T+xj1KNyd+DglQ2sKl7Rk5aaiFDsfgs7G1yE6kcMETt0QY0w3+hvM+IQhCEwQhCEIQg1knBM/4tfCXxMEIQhCfE+J8on/4aNfY0f9RLCMN6ELsv9DbybbMLsTU0Zex3qjXkzeBQShJGCoeA0XI7M/EIhVfTf8D7kklNbJiSSSEJkLvJNrGHSFsf8hLWPscuX1kzTJ20htrVe2ZLKfSIZX5BvKIprtj2Ny+jD4iIhjhaGm2qeCL0JVEr9iWBE937ElsSMWWijevwuZGYumpxBKqxzyhpdC41Ij6DGZCymJpJh4Sb4fTIQnzPmCRxonzP8ockIQS+YcfEz/jPh6AvZhMvSGuvsaVf5BHk/SMsRV/3sY00vobuXHXnk/TI17Ml7MMwNovwtGi2xC5Q1T0xucwFPY5bK+WfglGo6tjRY74hSG68jcwlfAsr0T2PDCX2NWQ7whmiv2xbfVBLOPtsc8tKvkra/wChmk3NKmSRuVcwW/7CZzBpJW8Ha7IoYXP8DcGkq44LrRcY/owUWPAn2R5L9jqSNoq0x4xMexk0s6XsJqq2LjBghZTWq5Fo5Jx+yEGicEIJYUIL4nxDwcfEIT/Hj/Lj/BtLbSHMyfgX/vbF+XXrA2zrdI2RmB5ERWj8o3G+iHwNVwZ8FsQs6+xIlTX6NVyvofB+hvlIpy+h09tr2PC4/TH/AIVnE0Tpoam2hptRpoqNZOJVs5F/TwYJJoTSfkNPCZGrkYtNsWTdnsawmzX9GCQhCNT6WDJmUua09EPH9Fjw8dENvkhPX8DipNfRPFRUqi0qscvslUv4GluB+D8K+P4DfhieMpjpZHHHjfZU4SGrptjB4nN+UQVKfN4HLSsNudif4T/BInzsgkT5e/nRC+xPVfoRWGY+JRw4fR4n4ef+B0/4FFMPob9/oJGv0PLHvfsU8s37Y2ltjLgYJtQbeDqQ7y30OyQa7aMdBucszRV0TbfQdMjKWF1guoiWoirj+iM3C/suKnj0Tt/wUm6/0g0ug0ff6cBJehvOERx3Jms/2JJGqJRYRIXNS2cvL/gyNJtzbjhVU2VuglwYTWyeYMoYvCooVQh9W/GjNHEEFpnT0LpWxw6SZwg1FJehacRvoSqSrcZiE7Z5+jf+hI5/TUGiiN3hieQpqpidpNoSUx9i4rSi+holTdDRjZH0mWbGhJV/wNGiZ4DCcJyaMsjbkTLTv8Db1Hpt+xxWaHQk1WsQ7l7XpY+J8InxgRPhf46vXgT1X9D4nftmunob4/RNjjbwZ6HLyxQ5Rhx+jeaF2QnLDI7Q0TwPcmKVbLMj9IXP6S9/ghwxmkLsTyOqvOOBmccNrRHZ9g0dISlTo9aLmf7FSG+J9mV+PSRXy08Frxx4G39mK8CMqv6Ex6HSRv1yU202hVtMfo1JcUhjOXM8CdKksNp8jSaESTWGNJeH7HkpXkQya1/JHTHhr4V02N1pFIXhgY8mkxEaql15FJanPgSt9bkmttXaY02000nnKG7DcuGQ1V1XDk+iZETb23Rm8U08tu3/AEZHF+EZZcBqU2eQ+TeGk2Jlm7NRs0W+EyOX/wCQ8qT6LXEknkcZSr9mcqjWFkdfJUOQeCj1IKpiyI3/AIa+ePj6NHp+Wahv0Rwn+x/gG/X8LPw0ThD7/C9I2ryzTMuBphbMrV9iyGnKEloE6XRLeMjRLQ+cKav+hQBzipoWVbjrLIzSe8DaKGvVK9RawRp4HnFnoazwUdaVKWDznAkS3o3E9Psady1PYk/DHU9HDcI39izWwhmoi7USkQjs5xN8voW1tM1Ii2M2WxHOpqikk/gUWCS5Soxtttsy3IWImRFJk77FstehsEuPtQrkmmnb9CUJzRExVdY0Rw7exIX/ACXgeTqDfaHO02i3Qmye8mgqXE1smhQI1FpI0DDcqqMrLYM4DZqvbF3cPWgcbDbNJ+hjtpdIdNvJFxb5JDHwGPRJj8MEvhfolW/QJOcjcsIT5JOd8ksYrE/CIDoYj4GqFHsOE08mViCsi32/f+FG5uGLdeh8Dtex8SfbHwL+nDPRH+wBa8sqKuDJUuUfZlkuBIsJIaUyxtOToRHCyU9/2JoYbhT0yuWsvY2itfwJpEpHqEMMr5F3bl8CGb+FXZnkvBQpsiwbz5IOJmvBWmU+oomqG0ahVpfwh8DP2xOeirljpauCaZZUlNL6oy8r8FdBRibo/Nv2yKNIvlTErksUlnscJWvcQrt5YriOCE0r/Jlcdp4E+eGJ0UPex5IP6F4Mu4HkryKidvg7gyYSXrA/Ii7Z6P8ACv8A0QOMbWtP4FCKM5rErK9JNFSWYHCuMdDXTjmohE7y5CapMX6G1c+2DKWV72OK36yJtmk1G6z+CW2/IXBRjS7TMNrthUWVG3HAYtSmvwiFa7RJH57iYijPF6MCGr0tDObrU5JsllWpUwbhpxTmenCcX9L5ZZihC1flsa0+imyf6Ngz+yl+JTCey3ROypIZDWxxfApCxkceBu+YabGYR6jfwW5/EXDbf6ReKxn2x9CStYUSE9CycFJ93ZtZuBcCaJHEp5Zbl6vHI1w+GcNSCSdxWymudC1z2GxLZp5yR0vpKD8peNkaeXX/AAM5f4YujHRoQHlPO+GQixh5EJJI1Lh6IQ3TTzRZJ5SXHDMKibKxMMShP6bJist2n9EpFw4ckUSbbRBYSEuyTbbDGoiR8ukQoq5mxK7Z+iycTHkaRJS7br+DCZX4h0lX4Olj8QrO39lf/rI5iYtyVI6F6wXjVYrKFSuWL5azNCZnE/Q2grtsdf8A9oSBsPLZoG6teB7Xb+zbEsCa5NDbMyVOMwuBqmtrxNjVvDntDhuvoYj/AIJ5Hnhv9ipLhZYowf8AAZ4ehuXNvPw2kMfsmKy9hrxBwy6dSIT4Nv8Aop8F9wbfLpplmGmx+w4/9EzIvC5GjbS9nrLo1K4hpeHPkaWxu8ingPw8jaThrOEVn4JbT8K3D1jD9E1aTK27CkTyXgjtf9jV1gOCg+6rRPbfLD6WkJXcJKyp1jy3RfZDbGheyrsf2ZfIrsVGafP6NtcMzeS+GWobB4wWcfYeW3ZERX7bJ4N+hI6w9ur8IpSeUN9IlLI17KuGZKzJi87Lemej/wCKOZNSeTYS8Pwadkz1BpzDn4ObbY2u2vs1nL+yLxgWKG3alyCZYSl9P4Esben/AM0psm5XTK4G2MzI2HW0+E1svZDfcPYWSBoNmGZbCfBEJQVC7IkKfQZwhu0oNt7CThsZbf8Ag2bom1mofYuP+xeWTTbEvaX2NZvBsZwb+WoNtSSU74Gxp36EpocgSrbIo0qP1r7NsqPyO1iXpDWJxN68id0q30YVKSWa+BlEyKqaISV+hjpPogsG0eExvLbyYnfsTSBq5cIUqaMFsd3oY0NraKLA2qvY0Syk9GWUmfRnhJe3TcibnSyM6N1e1BJ5uHEQ8R5Y3lOtfZE4bf2Lmv4KmVvgWDauOhVpNE0+UxP06EqMCQ2mJVkZIjlpRL9OQJNP0drGH2hKq6dXH4MkbSFy20kh2m41tJRiKd+6kbOJPHPY3ROOMYGiOx1R3kzoL2xDZOpPaGvQNPqj8kPtSTgkXAklpKjTJDgcyis6P0RdMqXCPDA23tifhjbekke2QaXLJ0JpFfQqQ6NtFM7RWkKTY1BtLbSHxZEc/g7zS2k/szy0hZbtYki//IaStfpLWPwbmRulXDExONekI2n8mzfmd0geGG2xJw085Gqhv8JsSbfTI3hptcViRf4I+VkWdukcuC1vOnyS1lL3SnFUhBEpw8pjSaib8oSRKYG4unCFhlo5w6Nmq+2U20J29oRrEpFK7+DTuPsy4ZG3Ev5Hnx7ZyMvyNrwn/wDdGekLeML2VTatcLI0bdFN1SGptPPIy1eJUMETWWU6q/0PjcXyGrUb/BLqvUauzUhXyxvo2+xojkexEpafFMMVJlmFnulTTK9Qq1Bz0YRhjnZRm8RfPO0JXo9ELRp65jHGVkZzKOMowY8kxhjc2/4G+/6KyiZmDTjLFXs5gsFvAkieSOdlVJyIbUieqyVW2phrZc6g14f6NVpN+kV3CGIbjMFmnisxn+jC4F6orFH82T9EsuL9nltiPf8AbERNXoS4GnxhG+wlsSez6GkwjEN6a9nlNNcVi2SgbEqN6TeX6QkbS16Q03ZhyOG0m292YEi4QdSKDjfX3SONJ32VK5EkZyjD0jYmZ+j0yprKhk5L2L2hu8Mq7S/Rwwg3kTX2M1gZwxLHoTTjT5Gl2ZRttVwnoSjAq0xyS4E81W9jfZTcQxKO/oqZ5ZjnInnCI+h1cwfYjkXVqKWnwEj0p7KnwhtdIfgbYK3wP2aLdmIRLsT8MbaemezAfZESjXXAbyWmU8fE6MrgqOIhLEhDVFhc/BNfClHWy48Dedj1gvIl1seIJw08kJL+ELXHF7IuFWxpp3Abv/AkltsquFRNMWGhJcZ+h4H7LggiSTfh0rx0MZNLPknlpV4GzZ/Q1CejRUm23XxwUt04JKlJ4U+tjd7ehs3xRuwkhOqODLQllUd5JyyZUX2PJnImmSWfQkVLdxBuq1siRoT5oaCbwm4vLIriSv8AQ43D6WiUYYuIJNiIUYw6QjHv58D2VDRCuTeCpLDQ22sIiK5LQ+pnsh4Ecjpa+Cfii6k/Z5IYmkQax5G02Hj8E8CifkpU9/DwhsfovEKXB5ZWvQ1VknZiQb+bVgTaFxfwosVLsapnmL+RFltug0be9kJYru6NIwi/voipOOeym4qY0/puoR14eOXpkUpq4RiRYFSJ7X/RRhNr0JnE3J9CTaXyRpv+lDrPQ0wSEbQv2NLtSLylPQ25VvJlpEkQ3qMz3+Imefshob9laQTryxp8DyDr0ohsp2yNLn9HQqxv6GHc9/8AHQsYi+kTJrZfBc/BuK9kyklpG+SPhiS9mEOUiomiOyBIlZNawzTfxTKephqhJjHRgweBnwNlG+CLlIbD3Z7niz3pGNjKlujfSHdnI+cjVWGPDY+2K9nGYTkXTRIRPCMsDZFJRO/7JVwEotFrbb+ujLS+x4WWl7Llbba8lbdEUSsbnmL0NJ6+BUqf2NTnB6bElRnBYdY3Y8CmoQ/4CebkZLeTtg02hqcmGjIs7H+k4IWFmDzpFUSrE57DT4PoVMY8j7Zfb2J3jhFpkXDQoXwadG+IexWhvswY4MlfBXy0fZUOsIsyMMw3gRBJJLpH2Xo2K+hRKvJTwi+cjjY3S/pfJRvMpzHXyOBV7Qox4XJ5rRW+UN9kP1M9FYw4GhsgsPI8vRpj0OuRJsfgytl7Rt4+CJK3PUG3kk9DaOt/RK0U9NmeSYExbiEtlljTbJ0it4qS8CR8oaLyW0sI3yPqVI2LeaXJOMWkJWPQlGGJMLArNmeWewqayE0mGyp6cvQHhn8oqfn2XjQ3EOnob6L2ipDdWz6NkXY2rsy5MUwOLkwehLkeGhwMU3SEMJnBG9DW3LG8dIuMY8intjU/AT0gpJyZ7G8Fa2V0Nia5Gx8JlRmyTXAr0XPkuDT2jLG3yihtdQgjyVM4wWrRmaLmQ4Fng5L0Vodg+D9E3wxK7tMHX+EuhoKpXCnAkpox0RuBo8pCRePbFKqmLMol9iV5ZIV/3wKF2m+Y2clTwU1LPjoVFkFmtfQ4tx46LWFGm4f0MTJx/QlhLS8jaLgSsJmHDMjKNt4yaRV0WmfiM7HAjMNcjVNeCk+xp9jt2N1+sb5eSnofljVMrC/RKMvI062JMbR5F6KI3reDboz7NlHTCUQqSrKkxuupj+x0aMNb+GA5ZHmmNxBvodezBZ0ZWULshKyiY2TrA0mPoz2YJSwN+hPsS8i0XKRTKXYnnNNPLf2eRCI5D+hoVNl6Mbg3BtLZopBZDQ4j8X+ja0Q40hGtTpkiUEmyb0JSPejruRdRy4YfAmSc0MrL/obgV+yY/wCRGxKkG0S7ISw/Q2o0rg0ksqDUmHvg7YM0guLijqWJYKGKFwrJQdg1XP58NjvBkja3SPkxUn8Nsj0U+xpJFs00Qa8H1BHcD8GSUeWitKIy2aRg37EklY3uEI3lsSMDT7MjQxlKidCEpkN6HXsUYJdDqyhlHG2ZaHIVLyUUMbTGheiPoacwWPI1VUehuGK3Zj7E1HCvAqHNjuFIPghN6RHciHpiddMFlsbRMaZ2Q8rJdRxDj7I/YkuvhvwN4p5kN4Mt0S1XAsiTG3ujEzyT46JwaTmcjTjmJ5KLORIWFBIlRMhJryX/ANJZmEvievOxPU1MkJFgN0elj8wZucO6JNuNY7vxJm3VDVpv8ImyLeyV5URool5fZXHpPgbmjrxeCKNPXydlXYm0mqsmxOzdoJpfY6vwKJwKOIRzsfRhszhBqYQpMjLNCy3R5YE8ZG218NjY0mRcGlxn4qeGcQjRMjQag1waCVG/YxKtYKCwxG+Bw6hPsccCzkbfDMcPI3cCamDTBnnCKu8DbCTKoY+fsSbcq4gsN5Ndrg28aFJk1oVY7cIvjJINNLs8jEPsrbGMu8/OjE7u+DMkoa3Vj4oXCZEYIGnY5y2SKnkX4hXGk72zSFG7sTYkG0xDLyfcgeCPu0w+CRkfGOxJSlKYpQk4U7EixEl4XwyZ6RHwVsaQkTVX6NiF4IaSzkd0ZMsx2ToaGsQTA2R2Uo1UJkLsNolEgonWPKHgawTPnHv4rSqQ+gdvY1GN8Mv0KaY1BriwSaezOS+zLaF2wJLMyYbNtt0KklzZbklneZh6K67PA8NaEng4I+zjORLOfiecMVNvBLjJ6i4F8Fm9nAyErRdhm8JkFP4F5G6YWtja6GTcEuOSDZfYx1T6EcZk8DTgVIROWxDnwK2kSMWCuVaGj0xMboUf0d4G2UsyTnaJmE/QnXBconekK2JzfwTHHtGTkatre+hqbpemN9GBtvko3eXeqezGhqvY1N1k4jmRMtzGxw4VvkeRayRrbEoNck5PpS8hpoVHhaZt2Od5HG1SVCwxjSfA1ROmIfgSPAnEY0YuBzTEehGnobe0M3kZN/DhwSS47H4JGfl+WJniZ5mjVYyiL5w4koNUcMafA4tJNGBliC5TfZ2c8DRCFTqcGhI4SEjrRbbHvw8ih1XM2UeYnywM8zkTSK254o0mlElaWDiaLHET4NDVvDU0dtib6+CdIJRa8mlYzGvJENmN+D+jLzBIehE0Kfgq8ZFHB3SportYkzwSCuV8F5Lkl9ZG1xHsdEajcyUKI/SdqvG0zIbJ54G+mhjbIVba+iTkbVlfRDXhhweaQEnyqR9GWYG2B9iDRIxrIvCjHNUTaKXGT1kfklehKIjljrQsMqC3k2JrlRs0UypGaItjTMrjq5g1eC7MNNZfgdLLDpb2NmFXljUFG2ip5GliX2aYQ2ehvcN5QlJq2+eRtNvgZyZNMvI2k4JKnInFqDfknMo1VliCKt0huJ5Ra+RLyaGN6wMXAkEY5DNF8CdtIkRL6Lx/RkVY8H1oRPL8g5LoVenTPsab1BZDTvBpxUT4ZmhedCvDZVOUuBu8VFsyhOd1d8mFKprtLI2+6bdtCUrIeyq10p2ckLXwqY5MFkpr2sGxlR5Zx7GXgvx9jHgQ6ZKJM8LQ1jArkZxoTRFsYwamhZY3BtMM0iImP9kwjTK08BvwJGwHmKi24oeReWWuKNRINNyuGHNMUb7FknYtTZDCcaeyKqm/kwUWOIWqj1yJOz0JpLNjvoLI91/wV0SvoUwLPLZl7o8ISqJOB52LU1i7XkfD+FS0ozZGNk8/yVrawJNbhFBTZvWDhLkWJtyjtTa5Yy5nLNbZemRc7MUkbyVw2JZ/o1uCUNO0YDjXgZX7A5LKlUMLO9IVLCRdivAiYSiEjeDJxXQsvGSqyMSqo9GepUa1RnS9LhGNETwLuDyir8jiW4eB16Qm6Q4xpQbbcF2mDDZtsw2M4JjJOiMSxljU4E4N5LkULNmHwYEnG/jgZASJIWWWe9Gi20RkSMbQ3WOLyxVvol8lSISq2Ma5cbyWYGklE9FUQs/8mM1lzgxXWhrVbHgaVvI0VwhzNootkW/BGTcfkTngbSpRcVjbTyW4iSZ/UEJO0xv6GzG2W8l8CXBMrJwhay30MfCEmJijb4WeGRiaW3BnyR7U+hnkm4tqbG7uv7EusjTWdIZtRNryKlerCqWBNGor5KrJKPEJbyzRpkk9iWidGTmlPZQ84jJibb2NtownyI6eM9KQm9S9j1JobZ5SJy2M+KN+EzxibknDR0DVaY8F8CVVINCHl6GpwTGTKRaJ0202vTwzK2Qa7LMYHJl7MXDJnwZoWBzsrEP77L2OOHmk2bx4Y0W6VuQjWW0htXYyxHnXgV8j9pJfyKSC/bJOwLyN8117JaxBYWexBDTcNoq8jSovRW3hL6MQgqKOONnZinwkTknw4Z4K+Rq+RIalSwUqTqT7J2ONIrK2aHnIrGY29m2XOhJuaMHEVvIss4ReBjOcja6P0Xsy6wNZxhjhYeSpWllimaU23o/Q2NOIauyIbSxpeRTgWkh/7GsREJpjXKHQ1DLgacJryhZGkVldjjLeFuixM6rDWX4K3s2h9A10E3TGiwmh8TQ0nCI20JFlscLTPJENcUgJt5wnDL28EmrCp6j9DtdCMJR9jTso4sWltg3Nplom1U6vZFOWvZVcJjzhhmXoVMsYQwmNRppPsp2SfktGzY1chsRk2ifyMnEklPhJNjrQk1yN5VdFLLVMhgKOCqO7Em1sa8lWP5IcUqCcyXj4xefoQ7eUYgREibUj0NpY5MmlH6GpWikySkjG31gbgxg1mJyzUwpmxIqgk/MEh8AN5ry+iqvGCCrO0xrMVZWYcYCx0aao64smYCrHfo8ilGjHnRIiU0+Rv2NsZXJvDK7QvQnCoxBJJ0o6PhDTsp+RGlIJY0QbPogvJOh4EJ5G4VtuuLwRLv2NfZvRTE3ehpaosc0jbwxR5MziejLbNLXgvA1kjHsXtEl4DS5NeRZ4PEKSyoxI5eeCsxsSj0XY02qJdFLr2RanRInpDh1yEMqeM0Tjyipj1h59GXitvyJSlyRnRkbASdyaZathA224Z6/kd4c6Fhoy9syW/wCBV7I7jAuDSpehItiejQ0u1oU1okJltnQrYR3GURJ+TYhbIpckW9GaKDR/qgrhprghXNnIj6YuTJTsTNNjY9xZ5EioxdjVGdiE2yXLvPbFPhlcMxVPkbElUNmVyJsph8lfYvKTGm2oNf8As0qSc6MPiEb0hpjZ8lV3S/h4DHlvo5kIlgofYvBLluknBUkJrjBltJG/Roruf5K9TZlFvGPRDom3FjWxCpZDJlRNMXgxh3BKWSrqGw0eOeB1qKrlwXs2sL4UQhtN+WLGkj9FmNeRtVjL7ICRtsbJR+RHSka8useW/Jm4hyV18KuDAawZYhnAeOxWRKNIsfQoT/gWuaRA6wtmF7IsFNEO6bG0noy3CqYZUN6jZebWLYtbbZhRrwMzI+oaDNpcPgaxRhVaF3+DQXmRBnwMLXAvJhBbG1nyUmI8cGXdkncMgq4+Ky6wVD/kKk8CoedNFbbGuKR8FMSpzQmbGhJLXzD9kSG/Ak5ouIj2ejCWDSTT+xTcsuJCzIqa0ZalMHlVDIU42a0XGskXY8PcYnSu6UGzlNjTlFS5OUE5YQo2zINH4L63saNKkrgbg0n5EW81kf8AImk3foqv+iNOQWXRnQ1gwSZE8o1lMUbdWehLJ1G+CFiUYOn9j44eC9GaJ5bhDeBGNpj3sSNNOVdCyeIVt72cdj7XBJ+BvaIJV4HJ3Y0XKV0bZuTS9j8/yJtOHeeR8ovLgjbmJ40JcsKNNIqjVPhMaexBOvimmcGuy5FOGRcr8Gouf0da0JPLMXQmhLHrLYlE2llXVITtJpcyfg0bcd9jxovmi1o9ja4FndG8n18ZuEJIbJ+COm/stw8TQ15JXkQl4Y6kUVbkE3TYGERr6+NIlyc5HLkaV2aSsq7ZUJVtYJwQmmLH/LMs2Qe6cLLZVTBuCXacQ/B7V8jwJsT6MHqITdo2uCtMXlBNLiiJLoaiwl77GjPCKybetCUyQlGmaPpE8jeJRpPOl2VJf2E0PPlCk0lBNWXQhLLG2sx7EjJxutjdx/oQ1HZasMj5UGmOra+ynFnQlXCafllisTyVhpf+CSbMLQ3MykdEW0xNyIo09C7CeB6souIk/Yzcv3wIVVKYrolU/EVFlWMYfwnexpcMuZBV+BxbYson2Jdiso3PY3cCSCbtP2FlUgdLQlvIhLZG59DZK7hsPa3Dlu/HtDPQ12y+iOUQMK7cIS6UlJehdhNJBIW/sS8UV/YwJYLHgW9iEO+yFUvs7UX9i4vC9DlwMXEI1xTLI/Pxzkww4P5+EtGuMngZM1lNYaPb8LjYnGE0hJpZppeT3GLOiUcOxpJeRRtD3oieRpt7Hcpp/psTKThOLRcNG10C9lgbvLvTLH1RNzBVyoyE/PRD0yxxlgkpV8UsGx4Xbg0NJ9EtfY5U06Y2268kq6DkyyxGZci28EmTkAYtZXpMbZRCby6Zgmm+12WeEQiMRclUx+nkMytVIbZuLBXYisH+i6VLoi5Em0REb/SEWWkv5IyS9DdRJtlj7ZyNyu9DOrQdJRVmbYjLX2KrIcZyxNwwYKVEDbYzBELhnhB90crnJoNjbIisaWnpFswv5GeTyeF4HmfYiby0hNmk7gbvEfAmxuvLf2hJvKyR7Eq3C3MHjpidWo6TnYm06oJ4yNdExnYqrUJXRUsJUsef6GjdT/C9GXo/+MVuSzHA8vTH7yKE6Hw1INtrIo9sU42iJ50Rp7ZKbf1GWyGORzXJUnuP2OKZr5pBeHBOhR8DexquF6PRyNsWnF8VwTG6NZFTU67Y63a4Winj8JUazW4YuBPEKpkWxmkg4m/JngUJ0mu9kbKcEHoTnog6Gv8AqNpSLGyN2xrgr8jQqyvhRF5CfWx+spV4bcIso34HmTj2hvmxfpAenFM9jbXQ0vYUWk7/AKMvMHE8l6EqWU1WzHhIJbInzoUMmAaiK8CTeVsvVPRMSRIUIsDjKWA9exohwQaSLnCG21lI45nxniiw2y51V4IbjaJnaz0fRhwflG+TgeVgRUhsj+xOjSSLprIlt12PqxJN5ZtExtUR520X8Zh1X6Gklm5HscMYo23lF3TVXehM1le4xR8GGUUdIYmXvZaY+IRO3gy2X2bQ9Ip4SHWzItw2wqclG12OmWrI+zEylpeyiE+hPsZyKHORtcvI8sC2BCSSouh5tQcU27PIm6UoxtHghleC5WciNC9QsXC9j6aTT5eDQSwO+hMxitFTCSfZlLNw6ZHgm35YwtNdg3LQqeGzFTKPWBG0s8FEqvglVfgye9/DcG4QnWmctCf0WNUyHLnQ2aFbeG0QZx5ROOBknB2v4JpdqdDSVZmcCfGhy1EzkhU3plLWux778CSS/TLnKhDgzsU6Y1NKfYy3a2ScxeUNHwTwbfYkvCF+FxnYpxBN8MacoyeidJUVuviKiE1l4ITFqeBfC09iGgvA2YbS2SMkQmIzNi4UQTKJ/D8G3BJwmzNVKb5EsYRmDLORN+jgSdwiNLaMtDnJr/gQY1GjYksCJ8zk5HNqCQUSfaoqrE+Ihak+xVT47GrlP9EwmnvaG7jP4PGHBvGEKTz4FM3oVf8AQPLbRwZt5YjwShg8kJVD7/ga7M+0LmkyckHhZEp5Xk2sCaweBppdDWfJh6EucEpIiUjX/RPAtRM+zwO7TGjilGo32E1yT32hYZZXMa8GBJ7v0bc1DBOCYjROCq+Lz/Y+MK+ysmERJZdN6wdMwiG1BZrf4ZbcEt0m8CGsCaDWNLwT0TtiSEhzsaUwJ9iC1SiGxdLA3MbFWHoyGvRflJiSVvoYQyby0tD2jRdtGNUzA06FwdBK6MvhIIXk62LU1nwMa8DNiJb8DNaXaHhbyJGXldiewnBhLZvQhtPl5IKlTXA9NME5+CrKHyRY+xqobG/ZzrBuJbMDfszyTr+yYqPbTFA8NdG01bwznZU5D+yVO5RM7wTpkhCmz1skcH0NOK4FDyr5Im+DC3RK3FU1m9it432jNlu9i5p7z0J8QfHa6Yxi4FZUjLcp0nmCJDfgc5E+iSRZY+HkGH6zQQTgvZ4+MpCfZoJjZE6h+CCF3QwvhNTZfI6TyKmtPhcj+JRdDy9A9C10IMh5Xgby4bG4WuNlGEoe8Rt+B8mPY+CErkIlmn2NuT8Mu62OuDPOSY2Mk8SrdqFKxRvCexMmI9eS+ohhs7dmSpa0slZLZS1ZGnyv0UquF4Nqso3ncLNmWhpIvWxjQvTouUV7UNoRonXw3QhfyJLeE+xyym/ozb/ZpGqxJcDjJLjohvBG6222+WJq7LOGX/5jdJI1ytFSWP8AgbGjmTR52JFufYq9eB3UY8bdGmKJRw2KBkQkvPZj3k2yVWDGWd/KbZ7+VWIIaIIao1gTJwyQpwtJcmtES5Q6Mt8uhvblle0YreEhbiWbKmlWlOhvvZK6xo9PiC2XiRY2hags01G9LonlD5LK9DqpW/Y9x52NrjKZgS/Yl6GvDbXGB93r+xlxgImlPPoUrBIxNPbQp2IcC5v0du1EnJyPsQc5j7HWq1KIq2tjYWMZEqYCjGmh9jfgSon2iO42L6exonYaaw0YZFyQiv7yJTGyIazyRLZUkiMRCvKTjGULC0b2NtZbI6ImbZUvRDzRDK2vsqDQzWvc5GQv0L+C3opjRIZZeGNKiSGkjY/KS9iE3XLExP4GaEhkNx3wQI5YHpIaJRPI6drE/DFhGeyu4MLbyjJIkKQsYnNlEyQqM6kMJMzSJJiUy8hm6uTatPBh5HHgamUNm09QdS3SuxTliY8kqZfg2DbaZleBzRMDRKjYSfOiWzO9mH0bVJDqWh+hYdY30WbEj5MsMnhr7E5GlZS6wMkw4Pgk8oSoTSCU0JVURoWsrJ6Ll8/KVGuSRPAy6FbLURymMlpb5IyyNckbEbHR8E8iRTF8lbwXkPR9GOh5QrBbpCZnHsQTE6JiZtDI1midMZPkZOTCLCE5QnJqLwXJjbERIppuFV5ErydfKLW8TwJpCVFT0QYTXoj7E5E0oaU8DWKvwreEmRtaMNngY8Dc9sRuMO2nIN8FRtc5E7U8+fgW1HtCs6KaDJqLBiQrWmVrIn+LdMDiOCrgJHAq2Jrsfl+DauMh3lZNmDyNr0E+uCGuhZLweRDsotZMcbHHnrsiWXkc3NIYRYyRcDVEvsNcsfSOeiMbS5plm2emKCyYDYt5NoS8kE1yKn8kLQ/hMsyKo0NvJm8+RkGNdocTzsXgJJ6aQm+BPgSvYrQg4XsOD8nwL4GGmkm+SAka8jVY1BKcmKaS0SrcZWnl0dZhtobLU1jgST/7Gkh/IcT68onI10wYye8EPaEzcPc2ycEjok3khnseULzDC4QxXdivIl6J4EzpMVaa9UUETgajyx3Zey4EJEz8awJ9/wBEo3mFGJaXRF2OH2NtvDJfZzljcWTKptzEG3yJPilhfj2PNgkPwIozD4JlEh0IzcjbSrZQUy8d8FGaWajRqmU8ROQe+ZmspiwsbP0JldkhStb8jKaaXEHXUOC5Hbc6G34MtZF5GEzBjVOSaIoLFRJ7I0zKHRvkWOdmTBeh7NBpEHIFWj7K4yhM6hKwbooT8jKEjfxEVopTYTVhR4OZIxpHTsRt4RadaYquWOPijR4aaY0+vgoI+iXgj5ENC2DKUjyuhot7FX6HccJENC2xuDfQ0pWL+Cly4hvyOnEImSHAXn4TOKSXL5+JgYnBPdjUSpElkW7xE486ZMTa1RdFoYXOsxCHRvzkxq08CjyNGkE3CfFuBg8CcVKhb54INcTcb6EjtM7zfhLAxMypYEINktjd2MWBk0oiN/wNVxYE0yxJL5G5MbHlCP4w1oTSIZ5SG6qya7TE7NhNcKJjmmNVsoMQ3PB7UtQ3kVNbHPV/YhnkKIVS1x0xmn58Drtibe6Pmc7KW9FfmCRrDTF8LxE0qL+yzTS2XDFjyjkcJ0MehmY9Ie9DQhzgWDsGNxYQmTrZJ8vFpw7fxGP4efhqv4EUKPI1zCXoP/ss+EsXaG84LBNuIzsMMpMbPsv0RN5MrIq6Rl0S4JiiHt0KjoJay/SbnBWEVTBWbK0zJlP4ahtpYLOwb/DkbOfg1OmHycCZGgZUsx2mS3INBg0Bq1GaZKxUw5E8zodG+TNEsCFsaI2JRoZqlGGI8O9kPoTJ2IbXDshdoJRR7IxrORpCVGhIfQ/0jEhopv4vRDr4rFvIxwt18J4FWKEzu20802VtRN4NmAbYnWmJOUiXwa9CdDywMe2MTKXA8zKJ1GtiKEmGwTEbY0kovYhsy9M20I6JfGYSI0JiljxowD2LYhMUaGhLJmhPhLjI22w3wRNdopquJG5JRZDVKstYQkLjHyJKW7+FUk2glb2NLHl2ZMXwL4o0lwyZwNY7Q7TyLYti+Onx2DFpHYxbHsWh8nA/6HAQtj2Lb+GI2NDUWvs5NBb+J7+XP4ejg6NBnHwZuNHo/pNgiatcD1Foekf1D39i+HtD38exfBCOBfK0bfNf0OQmx4wwaFmIzdrNA/6D4OULfwjk4C3+hU1SQVcPk3NjDXZklGfI/9k=)
Esta foto de 22 de maio de 2021 disponibilizada pela NASA mostra asuperfÍcie de Marte de uma altura de 33 panãs (10 metros), capturada pelo helica³ptero Ingenuity Mars durante seu sexto va´o. Crédito: NASA / JPL-Caltech via AP
Um erro de cronometragem de navegação enviou o pequeno helica³ptero de Marte da NASA em uma viagem selvagem e oscilante, seu primeiro grande problema desde que subiu aos canãus marcianos no maªs passado.
O helica³ptero experimental, denominado Ingenuity, conseguiu pousar com segurança, informaram funciona¡rios do Laborata³rio de Propulsão a Jato na quinta-feira.
O problema surgiu cerca de um minuto após o sexto voo de teste do helica³ptero no sa¡bado passado a uma altitude de 33 panãs (10 metros). Uma das inaºmeras fotos tiradas por uma ca¢mera de bordo não foi registrada no sistema de navegação , desviando toda a sequaªncia de cronometragem e confundindo a nave quanto a sua localização.
A engenhosidade começou a se inclinar para frente e para trás em até20 graus e sofreu picos de consumo de energia, de acordo com Havard Grip, o piloto-chefe do helica³ptero.
Um sistema embutido para fornecer margem extra de estabilidade "veio para o resgate", escreveu ele em uma atualização de status online. O helica³ptero pousou a menos de 5 metros do local de aterrissagem pretendido.
O Ingenuity se tornou a primeira aeronave a fazer um voo motorizado em outro planeta em abril, dois meses após pousar em Marte com o rover Perseverance da NASA.
O helica³ptero de 4 libras (1,8 quilo) superou seus primeiros cinco voos, cada um mais desafiador do que antes. A NASA ficou tão impressionada com a demonstração tecnologiica de US $ 85 milhões que estendeu sua missão por pelo menos um maªs.
Esta foto de 22 de maio de 2021 disponibilizada pela NASA mostra a sombra do
Ingenuity Mars Helicopter capturada pela ca¢mera de navegação da aeronave
durante os últimos 29 segundos de seu sexto voo.
Crédito: NASA / JPL-Caltech via AP
O voo problema¡tico de sa¡bado foi o primeiro para este período de ba´nus. Os engenheiros passaram os últimos dias tratando do problema.