Investimentos em pesquisas no Telescópio Gigante de Magalha£es va£o acelerar a prototipagem e teste de alguns dos mais poderosos sistemas a³pticos e tecnologias infravermelhas já projetadas
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4xOqFNLc2bXTYZISTgDtisLX7BFUgcFeQfSrSag0YwCcVmaxel4iMnL1hWkmrG1Vx9m7o5/ljk1Ii9un9KQZx16dT6UpBwFH3nrx5vojGhTUVcltbY3s4UcRryT6CuqsbcIqBQdhGFAHT3qtpOn/ZokQFdx+Z89a3LaDefMDEDHAPAFTJqKsepQpNe892SW8Ax8pPyjHzdM1ow2xO3coBUZ3dBSW1szhAyh88luwrWtICyM0bCQk4G7oK4asztihtpas6LgCQMep7CtW1tixZ0Zsrx8/wB2pLS0RpB8rBkHU8KK0YrbMSLInnZb7wwAPevPqTNkRx24Z0V0JYc7ugBq/BCXVyMXAPAHAAFOhiy8hjfzSoxszwKtwxLiJJCyOxyEjzj8a5ZMGyW3hQyogZlKjPljpWjHCVRjKm3Jx+7zmmxRyKzmVVCY4CA7qu20TLCohPlqT/GMnH41hJmMpFiKN1VApUL/ALXLVPGFBJTKt6v0pI4kMxPlsGA++QMGnMmIyWH2nJxhcCoZztjiQ23ehds8FegqZS5JyyuB/COoqEJiRAJggx/quMmnp/y1JTyMf8tDjn3pK5LJkwIxs/c89Gp/lqZQfLYsB9/tUQ/1acfacn73H51ZCgSged2/1fH51SRlJ2K06b4pPNPnD0jHNRbHXYI9qJ3VxzirRUrE5AFqc/eOPzqOVQzRM0P2hs8SKBx71LWt/wCv8xxl0IYwqyOEVw/ct90/Sp/uqDMSDn/ln0o2NvcNIjpjiMAZFEC/uR9nTyMHpKKSVhydyQoSSdoCkfeB5qrNEksQ+U3JU9+CKuttEqkq3mYxkZ21HLuMbeadg7Mh7VbREW7mZNC3m7TIu0j/AFZ61mSQkQ7YE2gNjE3+Nbsu1njKxiQEf6wnkVSnt1dJlkfz1znyxjI9qn0OmE+5izIqzshdnLLwh+7VSXdHHHwtsoOCpwQa2Zkb935ahI8fMjj5vwrNljjHnRxK0jA5KSk4z7GtIt9DrhO5lTQhWlVIySfm+f7pPtWfcwAviRsbxgJjg/jW5cKPNG9wm5ceUcdfaqLofLAiTYFbBD+ntXRCR2QqHO3FsQiEKsYBwQ/X8DWHeQIymMq0pVu/UV1d5br+8TmVvvBG6fhWHf27O/zEIGX7nfP1rvpVC5ao4zVLEN5nnISCMbRzketcRe2bWFyYmBKHkH1FemXkCvEHWOR3T5eTg1yet2AnjaPcWkGWTI/SvVpSurM8fHULrmjujlwTEx7g9R6inkjjng9DTcblKtwy/wAqbhG6E5reE7aM8KrTvrHr/Vh5XcuKhRtrDPQ8GpVODio5B8xx3rVM4ai6kmFA5q3p+z5oZDlZRtwex7Gs9juUHvT0k+YCtYyXUlSsyzNarCI7bB8yQljkdD2FUDGVfDDBHX2rXnH2mOO4JYljhmznawqDVINkwkBB3AZI9abWrX9WCcOqKbgtGG7rwaltb64tv9W5x6VHEcNg9G4NMZPLk2t0q4ycXzRM7vc0l1ITn94SG96lO1x2IrKaIjp8wpY7iSE8H8DXXHFSWlRD5u5ZmsUY5T5T7VRlgeM/MPxFX47xX4PBpzgOKqdKnUV4ktJ7GTzmpQrcJu5PapXiWM5H3hUDhlbLDnrmuPl5NyGrF6KFYlx1Pc1BcFY5Qy4z3FOExdBt+8aidljBH3mPU12TlHlSiArsAPXPpUe9/ambsnApdre9c8qjlsInZd8mB2qN49rFTVqArGgPVjUUrBpASevWtqkFycz3ZRCg28tUpkytIRx7VHgqfr2rmbcEPYkVdxyO9SKfm2qMqeCKYhxkDjPerMKj8qhK5cVqJKuSqgdKmgtXf2FSxIM5NWBIq9Oa7adFXvI1ULu7FitoohliPxq3byQsTsIOKy3YuxY1HFI0cm5TzVfWFB2S0NoySeiOjUDHFISDVa1ufOXpgjrUzNiupzTWh1q1hJHC1Ue5jDYMi7s4xnmqmsXBCCMHlj+lVNOj3ylz0XpXDVrvn5YmLrPn5EjWZs1k3zmWbYD8q9T6VoysVUkdaxZH3MQDxnJPqa46srIdV3aiKMNwBhF5+taOjWZuLrzmXKx849T2FZvQKvrya6vSrZYoIoSSHb52x/WuFLqehRgm+XtqaFpCWYYwjHDOBya1oEZhyolDHAA6D61Vt1cBmKh8nAC1r2kC70RTjYM7FP8AOuerI9KCLNrEC7FG3FBjb0UGtiytld4kdSWHzfKDtBqnbQh1RZVwzt91M/zrftLZwXLrvUDAVRzXnVZGmxNBCTGxK+duOAFAwBVyOEGUKrk7BzEOlWILQIsSofK77OMmrQhCpK8gFuOgbPJrjl5i5iqkS+SRcAwNI2AIySTWpFbyrIgwnkhfcsTRb28kYiRFVk/idic4q5aQRySzSW5LSj5SWzjNY2JlMbZ24MTvagxl2yTKp6/Q1fSFTJEskTO45D4+UUnkr5cUd0hlkJ6opwDV0QyK4LODGBwoHNZcphKYiqUMpZ/PHaNQOPagxjyUCv8AZckfLxk+1LCoeKQwqbYknllH5098BoVaBpjn/WYGF96LaX/r/MyvqIFH2jBtui/64kflRGh2SFZPtfJ+XI/Kp0jPnsxuN64/1Ix8tLCoa3YrGbIk9Tj86OXp/X+X3kOf9f1+g0RYSLdL9mOfuAjn2qyAfNwYcDH+syOaQjaIx5RnP9/jj3qZVw5Pm5GP9XxxWkYdP6/r0MZS/r+v1KzIDFJuP2sZ+7x+VHlMVjxL9mHHyHHPtVhFDxsEU25z1IH502RFUJ5kZnIIwwA496XJ1/r/ADBT6f1/kVjFH9pYLAyvjmXAwaa6EQMLn/SAD/ABmrjxvvLeYPLx93HOapKFZZBaxmFwT99eCfWplCxcZXHZkIUoQqY5VhzUQePc6x7vM6kNnFJP5cZiN2GL5wCinGaeRMZGG2Mw44IzuzUcr/r+tDREE2MI07+SQf4TwfamtEfNYeVgEf6wGnxlGgItm88qcFXPf05qQqPNXdL5ZI/1eRhqFG5V7GRdwp5KvLm62HgoBmqVxbyO7AlfJI9MMDW1LDlZVjj8hs8OQMH3qhdwxpJC8qlpOgdAcfp2ppWN4TMQRgojwDzwjbT5nDD161BcxqzSo7CQEZ8o4yPpWpdQOY5BNtRM5Voyc496qyhXaN4o/NVlwZAeRW8TqjUMWeJm2MqBEIwVb734VhXluoX5VMxjbHzdRXUXUWYSZCZTG2RtHIrLvY3l3qSAjDgjhga6qbOiMzj7xGiMu9t643BQOQK56+tyq7Is8jcrMMge1djdxqxR0XzNw2mTuKwtQiIgPmPjYcllH9K9KhIVRXR5vrNk1vdiZACknp0z3rPZdrZHQ13V9ZxzRSRCDCY3q49a4y52+ayr0612t9Tw62GUb+eq9f8AgkL/AHwR0Iomj+XcO1OSMyowHVRupy/PHj8K2g9DyK1PV+ZXQZO31pwUK45wfWmfdP0p7AtWiZxpKxo2YYmS1GPnG6Mj+8O3481XjxNuh5+foD2YdP8ACnWzkW5deJIiGHrinXflxTpNGD+8G/npmuprRM0eyM8jqO9SzgSRLIO3Bp96o8wTKMLKM/Q96SD5g0Z6MMis4rVxMra2LNrCl1ACDhxwaiuLJ0+8uR6ik06UxXGw9G4/GtK5vo4RsADO3HsPrXfTUKlK8tLFJJowmjK9OlOSfYmAST/KtZ9NBTcWy55J7VlvblJGjI5HNZTozp2a6mbi0I7iQLtH1pU+VCpAOfWmFfJ5PLdh6UzczqSTzms+ezu9yRpkKs2D14pACfeneUe1TRxhhgdO59aUYSk7MRABghucDrVnatRXCbCCOnTFRiVwMZq4yVNtNCJ1fAwabjndTm2OoK9e9KUxGKub5lyopB161GfvZpd2F98U0Eg4H51z1Z3GiVV7VPG2BtqO3jLSAk5xUjtmQ4HSpWmpotFcmU1IX2pxyagTJ60GdV7gV0e0stSk7CyM6pkn8KWJlNNJ86LIz14qLaQy9etYTlZqxSk07mxaHapxVrfuFUIJH24VPzqUCY9WCj2rvjNKJ2QloR3NiLiXzGY46AUkUcNsu0MB36090XHzuT9TUUmwoyocEjGQK5aiSd0gUUndLUhv5S8W2PJyaoi2kyBtNEgaKQKWLY5HtUkcpyzEnhT1NeVXqS6HRhIUqsr1b3HWcf2jUEQDIz+grs7UFVYuuR0UIOa5fQIl8yWd84UY4rtNOtyEhWLCqTk7upFHwxO3CJtOT6l+ztseUiHaBzt7kVsQx4Vi48oE7QQeTVeyiG+RwmwqMb2HWtizgYeUuPMB5aRj0rgqs9C1i3ZW7JtDACJV69Sa3NOtwIVaH92GbJ3LyaoWUfEkkB81icZY8Ctm2WNpo1OWkUZ46CuCoyWy7AimRj5ZVkH32FWIo28peDOWP3iRx71CGKxubgbwxwFRf0rQjjbMIVwkYGfLAHNc8lczbHRRIbgYkLMq/cDcCrICm3b7XiEMcYUn8qS3/eeayobcjje2AT71ZjV444lCtPk8uT096zsZSkTLFIpjVAnkgc5JzRAIZJZmtxmXoSwOM1KiR/aSwlZ3Vf8AV7uB+FRuxe2mN5i1XkZD84+tHL/X9bGNxlxtjtkW/TzGdgMRoSM9qteXcCSIxlVgA+ZSvJ/GotssMVuloizR8bndzkL6+9OVLSTUARKxuVXGzccAfShR/T+r9Qb0/r+kOtWhkuJxDC0coOGdkwGPt61OV8q1xeA3Bz/An9KjjaYpOb5I4ohkAqx+771LbqUso/7O2Oh6FyelUo/1/wAAyk/6/wCCTeXIRGYmCRjqpXmhfKM7KsbCQDlyvB/GmTfZzcQ+c+JuqgE81MrTmVlcRiEDgg81ajd2/wCD/wAMZN6f1/TGsrrG/wBp+ceir1FA3mNDbgKo7MvamwCNYZDZsspBPDNxmiXy2ijN03ktkH5XwM1PLpf+vvF1t/X3Ecgh+1DIIlK8cHGKhkWRophdiPyucFM52+9XWaXzVVYwYiOX3dPwqusKRvOY52lcnJjL52n09qHT3/r/AIc0jL+v62Kcb7bWL7AFmTgAux6UrCFbxWaZllZcCLfww9cVLIsk9rl99k+ezDinS/u5oQYGmLceaADt4rNR7/1+przES+ZIsqSRmAA/LIpHI9aUlUSIlDcnP3xgke9SpBKryFpPMjPRMD5ajQb4QlqvksDwrriq5Gv6/pCumRyxOzPuYNGR9zHIrNyBbgWqBNrYKyAj61pXAhS5QyDEpGARnBqlcI7QzC42iPPDITnFS47/ANf8MbQZnzRwLdEGQrI6/dJODiqcqsYgzn7OVbsQQRWjJJkRNCvnxt1fPIHrVOSP/XBn85evlnHHtQlY6IsoXCKGkCxkOy58wDINYl7GqGOSY/P93K5wa3J97mNosopHKMOawbohIpUg4dWztbIFdMDogzGvgSrBiItrZ3A9R71i3saLK22PJdc7x0NbN5gSsGfBdfuE8Gse5MjIjL+6wfmVuhruom7ehz9+rxKskrhNh5K9D9a4XWIPs2ouP4WO4fQ16FeogkkQKdzDcc9DXF+J4HxDOyhT9046V6UdY2PMxq93mXQyIJBDcKT0BwfpT5isU7xrjaOmO9NZkwjFQcjmnSbCkbquDzmqpO+ljzcXRUVdSX/DlR/vnHelVjinzqAcimIByTn2+tbnjSVpWJ7OQpPgNtDjaSfQ1ZmjJt5Lcj54W3L9O/8ASs/tnpitOO6EUtvdlcqMBh6+ua6aTvFplR2syC42lHtxkFAGAPY9xVONtjA+hq3eRv5zTiRGLEseeTVXAUnuTSle9yZXuOmxHNvU9eRj1rQ8qOayOzlvvZ7k1ntmSAHHKnmi3ZoXB3Fc8YrajUUW01owvZmrb3wNsgALyHjaKqX0DxlJ5Dk5+YDsKks/9HuniJzkZBqzdKskDhyMY713qLqU9d0N6opT2isuQKqJbsGYcBe5q5azb4RGfvLwabMnHP5VlKnGSU0Q0VJCNpVeg4z61HA2GK09xhvrUR+VgR1rlcnzJmbJZ8FOT83aoPOYdh+VKSWOSc03ApVJSk7x0Ak2ndjP1qdJRggj8KSFNx3U+WNSnAwa2hSlZziNaEG3cdtN71IuQhY/QU0LngVyNDLNsdkbOetMVsnNSTERRInc8mooxk8DNOStZGjeticPhSQDwKqrC7c4P1NWmWUp8uBVVzJnDZzRWXcT8y6uFRVHOBTSMyKoGT1qtHIyHj8qvWgMkhfHanD32omkZc2hbjjlK8YFSeQcfM5NOzikaUDqQK7nGKOyLS3GGFB2z9abhVHAHFNe6iGcuv51WnvYzGwUkkjA4rkqyiivaRWpSkfzJnf1NOYbbbP95sflUS8LT5SfLjXtzivJnrJG9D3acpPe35v/AIJ0Hh6KRbLMYXLvkk+lddpixNc5CsZEUDceg9hXOaXDHFa2iO53dQo7nrzXS2LbEkad1QDjC9h6fWqqaRPVw0eWKRu2o/dKsq+azvjCjjrW5EhRidxZVXiNRWRpyNGIkQKsQHLMTmte0HmRF7QgFzy7D36151RHSzTtox5UW5/JLHPlgjmtW2cEyNKBDEo+9u5PvWbAI3uVRUZpUXJcrxz2q/AxhhPnq1y8j4ARRgZ/oK5JRMmzQiR44YVtQpjJyzuSTtq1aiF7uRosNOgCscnA9qi8tvtEJ85lRF/1IxznvU8En2iGdtjWg5UMxAOPWs5Q6GbZYDbLbF9tcs2NqKSDWiiSeZFtZViXqu3k/jVGBngjghiiacMcNIzdB6+9XYkiN5u81mkVcGPfwB9Kz5DCbJYWjklmMCFHBwXK9T/WkkzBaf6SrXZLYwqDn8KUO0lvK14gt05HD9vrUi+ZBbwrZxpIhIyzueF9femof1/wDNv+v+CSNbSvJA8dwYY1+9GAPm9qdFIsl5JGLaRCoH70rw30ppjs3v43ZwblFO1Qx6fSpY3uC832lIo4R9whjkj1PpWijr/X9Izb/r+txkcclnBM8kkl4ck7cD8hUpV7i3jKSPa9CVAAP0qG3CQ2LHSxHISSRuckE9+aW7W2dIP7QdEfIKgMQC3tS5dP+Dp94t3/AF+RO84S4jiNu7kg/vMDC0+OF0meRpmdWHEfHy01nuhcxqkcJtiPmYsdwPtUdutmL24MDq1xx5i7icfhV8uuvf0/4cjp/X9IfG32iF/KSS2bJALADn1pJnFtAnnq9y2QMhc8+tBEkttKL9Y4V5GVY42+uabulgtI/wCz40uBkAZft65qeX8v60D+v6ZM6TmZZFm2xgfNHtHNQRSwtczRxxlJv4nKcH8aW5it2vIJJZvLnA+VN+N34d6I5rhrt4mtdsIGVlDdfbFDjr8/X/hhrb+l/wAONkiKWjjUSs46namOO3FPxI6QtaGMRcZDg/d9qZAqWtvL9nka6O4naXBwfT2p5DXUEbsz2rZBxkflS5Pv/rqO/wDX/AG7bZbs4wLhl55PI/lUbhpIZBdhUXkbkY9PWrEkmy5RDC77gcSADC/WoxE6ecXlMqHkIQPl9qOS+n9fMEypNK6JEYF8+M8E7ucetU3BSeVvOL7gCYSRx74q07Pc2atYn7MQekifmMVTuzbRX0YlXFxIhCuFOMeme1Q49Tph2KDvJcQqYQ1oytyGUYOD/KoJ2hjuwGUiZ14bbwfaprhJJIZkvhH5WTtKZB2+9QFywge1VJ4DwTuOQPWkonSijfZFvvutvyNkMmRWNfF3d0KgxMv3gea3JlRRcKjmRvvGJmzg+1Yl1ulaKRS0ORho2xz7VpGOprFnPXRUJGQTOAdu7gkVk3se6GVZT5ig5C45ArZu1B86OFTDIGyCy/K3vWTdiOO5BIxK6Yz2OK7aaNeboY87tIiNGwKHOQ3WuV16NGspkViTG24g9q6i/jPkB512spz+7rA1ONpY5kCgqUOG9TXp01octfWLRx4+aH/dNPiYGBkOMhsimQnh1PpTrbHm7WIAYEZqqOk7HkV1zU4yW9vy/pDZQXVWH0NRFzwOwqyoI3L+NVnGGIrZqx5M19odnPHrUkUn7lomyQTkCogMrmpYH2SLk4BPJ9qunuSu49w06KWPzD5R6fSoNjHAHXoatEACSFQWz8wx2IqDc0m7nk8/WtGlfUp67jogA5UHlhTIAv2jbKMgnac00Fhgr1FOZdh8x8ljyAKcXez7EF27xDJE6nJXg/Sp1hMxDynI6hR0FR7I5bQkKdzDO4+tSWUm+AA9RxXrUkubXZ6mhXAEV6yj7rj9ajnO1juPAqTUGVdrR/eQ54qi0rT5ZvyrnqyUbwRD00GysHztqJQSKlK8Um2uZxu7kNDMUmKcaNrehppdhXLVrgJjvSzHA471Fny5PYimu5Jrb2/LS5bADkBQBTrYDzV3dM1EXBOdvNWIULRNI3GOlcKd3oXHcW4cSTE9hxTo+BVTzDmjzGPc0e1s7i59S/5ijGWFMmmjYDvVPOaMmiWIk1YftCcOByFp63UiDC4WoTxEPUmmKCxwOtZqckHM0WGupT1kP4VE0m7qSfqaaylR+lJ1qZSb1YOUthdxPQUmCaVBnNWIbVpSBuRB3LGspS1OnC4edaSjBXZD0FLJ0jx6Vbk+ywx7dxmb24AqrMPljx6VhGV2j2q2HdKEk2m7LbW2q+R2OnbxDagIGGwZc9uBXS6KkZkZFiYAH7zjhj6iub00borRjLtQIBt/vHFdVpiskkjzOvljG0D+Ee9bVFoejR6GxahlaaVWacgYCLjAPpWvAu/yBK5R/vCMN1xWNpuDaL9h2ortksw9+TW7a+VJcnYoaVFGWxwPavPmjSRoQyFkma4xBEOA27kj1rWso5Yo7aK0ijMPVnc87faseBhDbol2DO7vjCp1JP8AIVuQJMLlHaYiFFwIwvU+tc7XUwkyzb/ZDdTzW22S4QBXJJwDjgVITH9iQaqYy8jAbUBwTngCmWZa8tJjbpJbFiV3NHg/72KtLILY2ts0Utw7HHmbchcdyaylG5k2XY0uBPEEeJLZR8y4+YntUtlLbzzXLWqqJVO1nKnBP9aiitnF6ZnndlC4EQ6D3qa0kfULSYiOWzySu5uGA9aXJr/X9Ixk9CVnW0sAdSYTsTg7E4JPTirTRTOYDBKsUSnLKV5YelVWmbTba3jSKW7JITdnOPcmrclqJbmGYzyLsBxGG4b8Kaj+n9XMm/6/4A+OW2e+eJIj56KMvt4x9aULNbJPJdTecvJChei+nvS29zJNcTRNbvEiYAkP8f0pIofsNvK6NLdHJbG7JPsKtRvr6/1bqZPsNUPeacDp7/Zd3IJTp+FJeXFvbG1huo3mlc4VhHnB9fanTwHUrFfNeWzLEEgMAR7U6e6ktpbe3S1lnV+DIOie5o5dL+n9WGnr/X5itDdG8SVbkC3C4MW3qfXNNtri1mvLmKCJknj4dymNx+venmxBv1uvtEmQuPK3fL9cU+2vJLm4uIGtZYFjOBI3R/pVcmuv+f8AwxLemn+X/DjEEttaSnUJRcKMk4T+H0xTWEtzZRtpkqW4OCN6cbfTFSQQHTbaQiSW7IJbBOSfYUksUmp2a7Xms2bB9x7UuR2t5fP7wur3/wCG+4ju5bKK7tku1DXDcRtszg/0p4S9+2szSxG0xwm35gfrS3VyLOW3ia3mnLnb5irnafU0Gzm+2/aBcuIduDDjjPrRy66d/wCr9wvp/X4diCzeyP2pNO8tZgx38H7/AL0soH2Ef2r5YII3FCcZ7U6C5jnnuYIoJYZEOGkKYDH1B70mx7GxY3sj3W3knZyR9Ki3u+Wvp9xXX+rj3eYND9mETwt94k8gdiKiVLdLuUo489gNy7u3rinuslykMlpL5K8MVKdV9KZJNapfLE64uHXKtt6j0zQ49f6+Q15f16lacPdWUqXq/ZgDjcj9vXPaqlzO0AtxHC11G2FLqwJAx973q40cvl3Au3jkgOSoC8hfQ1nM/mWULaS0RQEABwcY7iocX/W5vD+uxC1vtnncTs+4A+SSML7is7L3dsPs4eydXxh1Hbr+BrQnjsxqCO7Kl26EKMn5gKoT77i3uob2MJEDw6t1X19qOT+v62OmLKt40UN6EkjImdDhwvBx2zWDfjFsWvSrCNsh0UjjPFbd3MyLB5K/aIWwpcNkgdjWLcp5YuDHIZSTuMRYHBrSMdTaJk3e55GXCvA6dQeQax52RYEMA89VbaSW5FasrNP5Uq74mxgxnv7Vk3XzLPFEDDIDkErwc9xXVTQ7mReRNEsipLjc2V39AfSsG8ULcMC+G2coOn1re1QZiXz4ywJGdo6H1rCvn/0ggx9F4f8ApXoUkZVDh4+Xb6GhSVYMO3NLGfmf6GmgHbnBqFpJnlpN0428ydmDSKcYDLVeXl8ipZuPLPtiknZSo2kcV1Sd9Tyqi3XYZGc5FDZP1pY2VW9c96JFwxxR0M/skvmhNkkSBGTg853e9OkYFwVROfQYI9qgUfNnPNSoxlm2xozb+MDkk10QbasCYjEKxVRgnvV2y0i81pY0tIWkcHBPYfU1p+HfD9rqJe8v7pIYIj86scHNbF74vttMtzZ6FAIUHBnYc/gP616tDAxUPa4mXLF7Jbv07G1LDyqOyLdno2k+FNO36tNHNc7TtjXlufQV57dT+W7eRlY2Y4B6irEtzLeyNK8jSO3JdjkmoWiB6808RiHiIqNKPLFbd/vKr04RilF3YkJGyRGPDDP41DsVfu5x71Nt4p0FrNdP5cKFiOT6AepPYVzyg2kranMysRUTuAav3cdpaRMgl+0Tnun3E/Huf0rMY5OSK567cNFuZSY+OYIc7Qx9+1Kblyev6UW1nPdvshQt6noFHqT2q3/ZEQ4bUbYHuOT/AEp0liJx9zb7iWV5T09qaOTRhlHPIoHCnH4VlVbvqikNAxVp/ktAvcmqyDc2KsXJxtXsBmpi7JstaJlY9aBSGlAycVzt3MwFPU4OAM5pREe+KlihIkUZGM5pxV3YtRY24wGC46CmKxyMAU+fJmbGOOKYHbkU6nxi6iMSTim++KcxJ68001mwb1JIx8o96cgLSY6e5pBwBzjilgYgv0PGcHvTpJOXvHRdxSsxDSyj93H9KCDT3w0UYz6iuWXuysex8VOTXZfmjrtJ+z/Y7GV0Z5CNo2jODnGf0rqtMNvBLcFA80mNzqOeccCuO8OTSyaaqxbTIrFQG6AZ/wDr12liZkeFY0UoTmR+mK6Jq6uephneKaNy0iaRbZpC0JHzeUD1+ta1u7yxT5VoEGVDk4OPWsq2Ns16WXEk8aDIz0Bq/HsktUj1Axgu4GwE4JzwK4Zwtc1mbNqzW5toIomdMfNKT90Vo2qIlxPcIzTy4AKBvu4HA9qzrczfadh8pLVY8deS39BVmwaJLKeTSljeR3PzNnBb1rGUTnka+wXmnRrfn7N5jDKh8c54FaKSXAu4oUtgLYL80pbnPYAVmg2Un2GK/KPck5jXnG8dTitKD7X9vkMphWzCfL/eJ7k1nymEmSWkNrFcXdxasJp2++okz8w6D2qQ4u9LI1fZa7+GAkxjngZqvZm3+xXMujLEZHJ5IOC/vU05tBYW0etmF5WZRjBwz+wqbK39WIe/9XLkhubf7LBaW6PBwrszfcUdPrUqW9mdTEpkBulTGzf0HrimyJfG8gEJhW0A/eAj5j9Kdb/2a2pzm3MbXqqBKR1xT5df6/Ayv/X+ZNBJcStOLqFIYlOEIbqvqadAkdpYN/ZiLN3UF8gn60y3FysNw2pmAR5OAvTZ706JR/Zo/scQgfwZ+770Jdf+HM32/wCGFu4Le7tYhqWyM5BxvwN3pUs0l3HcQRwWyPbt99y33aZdLZmKBdT8pn3Dbnpu9qmlF99riEPk/ZcfvM/e/CqUdfu23+ZF/wBfT5EQtLH+0zcBwbvbjbv7fSpLaS7nkuI7q2WKFTiNw33hRHHpp1J2URm+C4Yj72Kfb/bDJcC9EIt/4NvUj3qox1/y/UUnp/n+hHbW8NjaSf2f+/OSwUvuyfTNE8K31kovlNuTgkB8bT9afaR20dnJ/ZKxHk4GSRu96SdI5bBRqwiXONwDYGaXIuW3S3yFze9fz+YTSz25gS3tzOhIVm3fdHrTXsoWv0uTKwmVSNm7gj6VJP8AaI1gFikTxcA7j0X2ps0Fi19FLIUF0BhPmwSPpQ4/p/SGn2/r1EjmlmuJoJLV440+7LnhqjhgFhZyGFpLnBLBS2T9KnR7trqRHiQW4GUcHkmobWC3t4Z/sBVnLEsu/PzentS5dfv/AK8x30+4jljOo2sTlpbNshsZwR7UlxcmC6hhNvJIJMgyKOF+tJPEt9p2NUT7OM5ba+MYPBzRdTXFs9sttb+fCx2u27lV7H3qeXr6f1Y0Xb1/q5GtpLHcTTG5d436RHon0rM8wanZSLa+bZSq5XLJggg/1rQa0tl1RrgTMJ2TBj38EeuKpNLNqMF3a3du9uqsVEgb7y+oNDh09f68jaD6+n9eZWv5YrSW1F2jSSOdokVM7TjqfTNU3iuBNcCSQPbOPlTbyvqM1cuXfT7C3EUT3yqVXIOW2+tVJbMm+a4juJFym0wk8H3xS5TeL0MKWUTWK/2WyptfBR16YPIrKvDbLfHcQlzImen3gK1bt2vba5hCy2kiOQH6f8CBrJv5vJkgWdHlL/L5oXocdT9aqMToTMa9DG2DXpRSj5DrwOvBrPvDJ5kisFeIp98HvWncpJGlwZHM8RO4IRkr7VmSs0jxSW74iK/NGy9f8K6qcR3Ma4yLWP7PIrgY+8c5HpWDfl0aaQOCgU/L6Gty+Fu8pgAMbx/OoXgGua1R4hZ3c6ZDY2tn16f1rugrIyqSsjk4/wCM+1IpIPBIp6AiI+4zTEUkgDqa51uzg2jC3n+Y+7JLLx0HNMhjaUlRj61LeuPMAHQgn9abbttyRx6kda6ZJ2908iclKq2x09o0TLlhjGc02QAgFTninsXuiIY4skHrnJNakNhFo0kEuoRieNgS0Y7eldGFozqQvJbbsJJNvk2INI0C81RgUQxxd5GHH4etdEsmjeGFKW4W7u+hkPIB/wA+lZV94kub2PybcCCDptXqfqaowxAtubk172FlRou2HV5fzP8ARDjBLYZcyMZTOqn94xJUcDJo8on5n59qvJEHRxjJxxVd9qDBb5umBVSwcI/vJO9zZVJxjyp6FWFfL8xR9RShS5CopZj0AFSkRqd08mwf3V+8f8KinvD5Zjt9sKHqFPJ+prJJQjZvRfeck5r7I4iC2P8ApLF2A/1UZ5/E9qr3OoyXCeUrLDAOkUYwPx9fxqv9llYgKCzN0A5Jq0unxW3zXku0/wDPNOW/H0rk56tX3Yxsv63f6HO5MppDJcSLHCjOx6BRk1eFjaWQ3X0vmSD/AJYRH/0Jv8KSbUHitxFbeXAjcFY/vH3JrOYljyayk6NL+9L8EK5ZutTlmTyo1EMI6RpwP/r1TyfWpo4ZJThVJ/CrK6ZIyg7k5GetSqGIxPvJNgQu3y470xuFAoY5IppBJrKvO7sUiW2GZBmi4bc7H8KWA7Dk+lQMckms5OysNvQUIfUfnUscYxv3A9uKgqaPATG7HtWWlgitSVRzU8S5fPoKqkgDhjmpuFiLbzn0q6Px3N3LSwwRSM5LArwW5FLEhMmGA461KGVrdSWJYdRmm26Ekse4yK0dNJqxEVqRzQAH5enpUGDnFXJuOahkwAvBzjrWVSCV7ClFXGt0JxUlj/x8oNygk4ww4OeKib7oxTP4qyg7O5UpalydUQsrSl3X5cAcD8aiT5kI9OaltAk+23ZUTe3MpzlaJliiu2SGTzIgcBvWpxMP+Xi6nsYGalFJ+n3mt4VkJluLdXKlhuBHbtXc6apeJI47sCO3bMjZ+9jsTXmulT/Y9ThZjhd2xvoa9D0uaCOX7MkLbCu93x8pJ7e9VD3onoYNtJwe60OpsGEts8toU3SLw+P1rTgkijNrBKfNnbodvQjv7VgWpe9tGiRZLWMttGOCVB/rW7ZzD7YlskUhKoGMhHA9qwnE6pM1YBLFLcXF5MPs+3KoF+6AOfqauQ77rTYv7NcWqOQwLJyFzzxWdGw0+3uZ5pJrlmYsFAz/AMBArT+zz3kdoyzvbxqwkZABluPumueUDnk7GtBcWg1CC1I33WzeG2fdH1rQtkuLd7u4vrhXg+8iBfuKBz9azbC/il1OS1jgkEkSAtMV+U57A1et86XZ3dxe3El1kl8bc4H90Cs2uphInj3X2kZ0d1tfM+4zJjHPPFWZ7iztnsbe9ImuHICHZn5vX2qF4pdU0yE2k72Qfa33fmC+ntVx722ivra0aN5J5ASr7MhfcntU2t+BDJfIvjqSS/aVFmqYMW3kn1zT7K6sbi5ulsgn2iMgStsxk9vrRFaXS6lJcyXha3KhUgC8KfWn6dd29+LkWSmJ0YqzlMZb196ajr/X4GMnoFuJrWxmfV5o5RkkkLwF9MVMyyXGnRnSZI4Q2CpK8bfpTE3aZpjtqtx9p25Lts6g9sVYlinvrCJtNuBbBsMCU/h9MU1HS3l8/vM3LW/n8ht1LZQG2S+MbSs2IyVz83qPSpZYb43sTRTRragfOhHzE0l1e2VpNawXeHnkOIyUzz6+1SSWt8dRSVbpBaBcNDt5J+tVy6v5bfqZ81v+D+gyKXTn1CSOPy/tgHzkLzj6060jvka4N9LC0OcxhR0X3ogvLCXUpraEL9rRfnO3nH1p9nBe273Ml/cxzQk5jVVxtX3qlG7+/bb5kydtH5b7/IigaCazlOktCDkhcDADe9NkKR6cDrTQHpvOPlz2p1rNbXtlMdIaOM5IDbcAN7imTOllpJbXJYZFHEjbflPPFTbS/l8iutvP5jrn7U0UB0wwbCRnd0Ke1JcGwS8hFx5QuT/qs9fwpLsXlza276PPBGhIOXHBT2p17PpsN5bJeGL7S3+p3DnPtTcf032+QRfT123+Yi/bvtzg+UbTb8p/iBqO3WzDXAsjH5ucyAZ+971KYr8alvEsRsSn3MfMGqKCSxa5uY7Xy1uAf3uBzmocdde/X9Ck+34fqQOpl02RdYWIJ/HgkLjPBqO7e4jt7Y6WkMseRkM3Gz2NTKsyWE/9rGGRBkkgcbPeq8zSy6fE2iPAoyNu4fKV7j2qeX8vmbR/rsNuIdPOqRSy7FvShCZbBK/TvVbN3JPdw3UMf2XpG6nllPUGrN61gt5am88pbo5ERPr3xUOL4ahKHaFrIoNgx8yt3quXX+vxNIvT+vwMvYtlpB/scR3AQ4VS+QeeRmql5FBNdWtzMwhuVBCLvxnI5HvVsNbGxul0Z4kkV2BBHAk9xWbqLQ+RayaosKTKwAYE7Q/tU8mn9WOiO5Qu5JZ3uba4hxCRhJA3UHqKxJ1ezs4TbD7VECB9/JK/Wtu5e5W+ZWWJrYpwf4g1YMojWzlXS2i3K5G0ngNnkVqoam6ZQuIlF3LJG7BnQExluw74rGule5hSRkeCWNicA/54rZu/JkuoHl2R3DKVUZP4isS7uXihnW82Bdx2uv8AdPTNdEIoq5l3ckqtIrRhTgbH9a5PxHcObFInAWWRgGA9q6S/VDGlp9oYPjKNnk45rjtfuDNqKx5yIl5+prql7sGzlxDfLZdTMm+VcD6UyLhwfTmic5cAdhSxDO7jtiuamrs5cVLkul00/r5jJ2y4HoBU1mkTZM03lp34yTVYguxYnqaRvSulPU8NSs7mk+pJGhjtIggDBtx5JqKS4kuGLzMzk8ZNVE9/SrkUQ2gk5rqpTnU92+n4G0ZOW4sKbVAq1EcVXldIkyGAPp1NQfbm27R8uerYrsp1YUHaQnUUdi9Jd7FYN8q4x15zWZJcM7ZXI9+9CxvO2F3M30qwtkiMBLJuJ6In+NTKdfFaRVkuv9foYSqORTCyTMFUM5PpzVhLSOIbrmTbj+Bev/1qtTRXMTCGKERAjPv+NVZ7KVXwW809yoNU8J7K75XJr5L/ADZk0xz6j5a+XaoIU9R94/U9aps7Ock8nqasQ2LytjpgZOfSrRtrK0w0shc9cCiOHxFdc1RqMV30Q0UIbWSY/Kpx6mrdlpxkZtyg7DyWOFFLNqXnDyYVMcfXHrxVV7yaWFYQSEXsvetKawdB31nb7mIuXF5DbKUgbfJ0LjgD6Vnee/oKYD83akwvqa5a+MnWd9l0Qx+OaZg56mnA45NNzzXJJpsZOq4hLZqCrL/LbAetQKm40prXQJDRUsfA6ZoMWBkVKkD44IqfZyeyHF6jTyANuOaklOIQNuMkDNIIpDIEBGcZqZrSdyCcEDtWtOnJJ6F7rQZLlYkXbipIR19gBSTJLLJsKqDjoDUkSzRlsxg598Vu173W2nQcVqQzcKTVYsWJJPNXbhJCjZi2j1zVVYJCNwQkGuatF30QSTuMPUU3oeacwKsQRzTRzWCVtyW7svWE4WOdBxIU3I3cev6VVP1pkbmKUMOxqaVNrcdDyKmrdpPsejgql04j5RuVXHcfqK7rQLu4vdNt2tigcuFkLc4A61xFoomBiJxzwa2fCmotYX0ljIxVZvun0as8NKz5WezL3akanSS/H+vzPTIA7SRSm42RQAlk7En1NbNlcT3F4ypGEgVBtkzyWrkrCOz2JprTM5I8xlJOSM966SzuUvFubaNZI40/d7zxkY7V0yidLd0a8JXTLGNLaOW6dn459TySa2Fs/Nvrad5pB5QJWMHhjWJbyjT47O0toXlDMELZ+6vqa24LKEakt28hMqJtCbug9cVzSh0OebNLTrt7y4uolgmhWI7FkYY3+4qaIpoekyFjcXh3Z45ZiTVOwuZtUt7pZIZLVdzRqc8lcfeqysy6BpUEUEE94dwRdvJOT1NYSj1Mn2Nea0k1CK1b7RLbqrLIyLwW77TV1dQi/tNLFYZTIU3GTb8qj0zVGWxe7ntJ2nljWFt/lr0Y+9XbfUxJqj2CwS5RAxlK/L9KnlszJ7Fq1spYL24upbp5I3A2xEcIBUljeJqtpObQSW5DMgdkxz60ywtHsZbu5muZZhKd+0j7gHYVLZ3P9tabK1r5tqWLIrMuCD6imo209dDnk+vpqIZU0LSd2oTPdbOGbbktk+lTXltdahawNYXZtBlXJK9V9KjuLqHw9oyPqEslwseFZtuSxqXUrK81SGzewv2s1DrI/wAmS6+lPk05fTTr95m5a83nv0+4dd6pYWd/aWdzzcTnEXy55qVrG+OrLci9Aswm02+3kn1zUd3q+n2mq2Vhcc3c+fJ+XJ96eLDU/wC3Rd/b1/s8R4+zbed3rmtOW776mTdl2069fQW11OwuNTns4cfaoh+8OzB/Ols7a9tHupL67WeJiWjUL9xfeksdb0u91a6sLWRDewf64Acj60unWuo2RvJdTvUnhLFogq42J70JXs99yZO11ttvv8iO1uodU0+Y6O8cR5UPtwFb1xUTv/ZmhlvEM0E+3iVwuUOTxwas2V3a6vpU7aJNFHncquq8K/rxUDSDR/D5k8TXNvMEH76Qr8hyeBzSUdL+W/Qq+vLbrt1+8W8ju7+xtpNFuordTtYFl4Kego1K7022urOO/wDLNw7YhJXOD3x6Ut8l3qWmW0mg3cMCsVcMV+Vo/QU/UtQ02xnsodRaMzytiEsuSW7kUOO79PQcXsvXTqMkg1D+1VmS5jFiEw0RHzbvWmw3FjLfTwRbRcpjzMLgn8alntdROrxTx3SCxEeHhI5LetNju7F9SmtkCi6VQXO3kj60OOvz6/oNO6+XT9StFDdQQXB1GZJ48lhheiehqq/+m6UG0aaOE5GxtvAweRir9vBd24uGu7gTRsxZBjlV9KpCRNS0t/7LlWAnhWC42n6Vny9P+HN4vr/wxDqM9rb/AGX+0dhlZgqNtyA+OvtUE8V6NSEqTr9kMeDERyG9c1Yv7iGxtIG1IiVtyru25G71qveJdNqEM8NxtgVCJI8cN6GhrX+rm8DNWW0na9gtGEVwrYk+XHzY6+9ZN/N9k0pG1YpLsYBnVMgnPBxWsL22lvrq1RSlygBZtuN3vmsa4abTtKmOoyNdpGSxwvJXPSmonRHcpXa3BvYpoJla3KEMmPvehFYk80MhvIrdhDOpw3y45I6+9al2ZLmWzurG4ZIhyUx95SOmKyry7tnup7UhkuAgbdj7w+tbKBtFmVdXPl/ZUvAGcnb5irwGx1rKvnkadlZEe3ZOp6hs1ckujZ28aXkwbDbPMPGc9M1i3izok8Cz7nJZ0J6qP6iumEC+hk3txHiWSWIobc/KxHBGOorifMM0rzv1cljW74o1B/JjtcjzZAN+3pisKcCGMKOprPES+yjnTvU5ntHX59CsTkk1IHMUDcYLcCou1DHcVVzjuT1p0oe65HjYyq1aPVjc4pOW61LshB/1jH6LQwjH3NxPvVtaHn2YkZ56dKlM8jDAyijrjrUKg5PUVPCyKSJS209vWtqV9k7BrsRhHlYKit7VK0UVvjzCZG/ujoKka7Z18uFVUew5psEJ3b3YLz1Y12UqcE/d1ffohct9EAa4kG1VMaHoMf5zWhYaNJeyMJWECIA5d225qS01ay0+AgRGecnkk8VU1DXJ9Q4dwiEAbEGBgdK9Kk8NRip1p88u3/B/yHZLqaS6ppulQ7I4/PulY5c8j/69Yl3f3OoS7gCB2CioEuI4zkRqx/2uam/ta6xtSUovogA/lXPiczlXj7PmtHsl+ZF76Crp14RuZXT3kO0fmaja1EbfNNHn2OaglnlkOWZiT3JojBeRVJyWOK4PaU9kr+rFoaC2lpcLGtrLJ5uPn3LwD7VnHEblWBOPwq3aL9mvmiJDfMFOenWqt4uy5kQAfKxHFa4mSdKM0kndpksjkJJxgAe1N/Gny8AEfjUdefO9xi84yeaFIz0pwH7umpywqmrFFi44jRRUSPtNTXJwyijySUUjAPvWrhJvToN3uIkyjrUy3CA9aSAQpJm5iZk77Tg1Zk0+ymG+1vAD/wA85htP59K0jTqWvEauQyXARdyfeqWLUiuBIgP0qlOkkQCOgHP3h3pK6sLOTb5iZVHF6GvDc2ry+YTtbGOatrJG3RlP41z4p6sexxXZ7S2yNIYhrobU0aTxFeOagEQiUKMcCs37RIvRz+dL9rkPc1w168VK7Rqq0XqRXB3TOfeo0HGaCxYknvSr92vMdmzC4hRiN2OKmjJlhx/ElQGRtu3PFPtn2vjON3FOSTVjWhU5KiaHK7RuGU9K05wsxhvEOH4Jx2IrOlj2H2PNSWkvluFY/I3BrgkrH0lCaT5J6xZ6Lo2prPp7XUMHm3YXZtXrn/DvXSxfabmzESTfZ5XKliBkj1FeX6JrLaJeeZnML/K49vWu9066CzzajLeAwGMELn5VHrXo0ZKrD+vvOudoycTttNuYGnNukqvJFgOAckVo2cFtBql1ch/NuGUbk3ZKjHAx2rlre/tbRI57W3aV7uRQTH3z3NdDptpb2U93fJGXuJhlufvYHAonTuc8zWsvO1bSJlvojZCQspAbBC9jmr5nOkWljbWlpJdBmWMEHO1f7xNZFpby61o+zUkNv5p+ZUbGBnitmW9ksJdPsbWzeZJGCO4PEajua5XHqYN62NR9LW41S1vXuJQ0AO2IH5W96vafqP2vVLmyS2mQQAEzMPlY+gqlHpUb6vHqDTyF0QosW75ee+Ku6VqZ1C8vLZLeaEW5CiRhw59qnlszCb0LOn2LaRFdzzXE1zvYyEHnaPQVPBK+u6OzWzSWZlBCsVwVwetQabaf2FY3Mk9zLdZYyktzj2FWlL69ooe1kkszOPlJXleajlsreW3/AATnm9b+e/8AwAur6Dw5pUJv3ludu2MttyXPrU2p6dfam1lJY6g1lHHIJJVCZMi+ntRd39voVjbLetJOSVjDbdxZvWnaxpWqajcafLYaobKKGUPOmzJlT+77Z6VVr3XpoYc1mpbb6/8AAHXWs6daazaaZN/x+XAPlHZn689qWPTNVHiFr1tSU6aY9otdnIb1zRda9pVr4gs9InI/tG4UmH5MnA689qWHTdcXxPLeyanGdIMQVLMR/MH9S1Xa7+Zk5WXbTr19A03V9Hv9XvrOyaI3tudtxtUA5HqaNJtNUsBfS6xfxXMJctFsTGxPepNM1nRb7V76ysGh+3QH/SNiANnpye9N0a11fT01CXXdQguoS5eHZHjZHz1oSu0yZO11tto9/loMsL6z1nSJz4fnhT7yI6KNqv7gVGzf2V4cY+J57e5CjE7bMowJ4GDUmmX2n61oty3hie2iOWRHjjG1ZMdSBTUkfR/DRk8V3NtP5Y/fybP3ZBPAwaVuvl8iuvLbrt1++wzUor7UdItX8OXcFsCUZSyfKY/QY6cVNqd7p9lJZR6iI3mkbETMmfmA5I9Kdepc6no9vJoF1Dbq21kbb8pT0HpTtSvbGw+yR6kY2lkYLGWTPz45I9KT7+mvQcXey83p1GXFrfPqcE8N0q2iqRJCR94+tRi+sm1SS0UD7UqAk7ecfWpru0v5NStp7e6VLVARLEV+971Gb+xGrGyIX7Zs3Z284+tFrP59f0Li7rvp0/Ugtra7gnuXnufOidt0a4+4PSqcdxBqdhONPcwMSVDBcFW9cVet7S9hvbqWa682CQ5jTH3PaqMF7bataXSWLmBwWjLBcFW9aSj09Toi76+hWvbkaZpqNqJM+3CswXOT61WvIpbi5tbm2umjjQfMmOJAaluZ30fR92oSNd+WAHYLknmqWoQPfrZ3FpdPAqEPtA++COhpcp1Q/rsVpNSgGqyWRjdZfL379vDD0zWK8c+l2V0000t4gZpFUjJA/uitS71GNNWSyeJ97xl1kx8v0rJe2l083sonlnjkYyCIn7px0FaRhqbxMi8J1O1tLmznltWDLJjGD7qRVLVWjD7iVEjcDNLqATXtLglQz2jo+/aDggg9PpWHqk1vqrzW0sjLNAVc44P1FdEIHREpXTzMs8V5FGyiTMZHcf41zl5dW08P27Lq8O5Tngj1Fa2q3VyZIZoijx7v3me49q4/xNqaXUv2W3xsU5kYfxH0q52pxuy7XdkYyF7++kup+EX1/lVO4m86Ut2qa6mCRLbof9piPWqmK89vm1OGq/Zp0o/MUAMcE9ajZi8m7HU1aCAWrOwx/ChA6nvUAkJYYGCDXfy8sVE8DES5pti7Gxk/L9afEYVVw0bOSPlOcYNLKjs5LFiT1zSKh2kY460OLWhCWoRqVkBJA4zk0TMZDuZyx9aY53UMP3KnvnFJN8tkKb7CK7RklTSMzPySTSVJHCZMHtShzS91GavsH2eXaH8ttp5Bx1pEheRgFUsScDHrWsnmtFHEqAInQt3rS/sQNYGW2zJO/RUXp617dDJZVVeF9Fr/AMAr2ZzFxbSWz+XIpDYyRUaox6Ka2r3Qrywthc3BUBm24zkiqO0Y5Nc88ulCfLNOPkxcoLZb/JZe6/OD2NJeW0VvDEEDeZk72J4PPGKelx5AA5JFQXNx56kY5yDnNa1adCNJpfF/X+QaDrND9oDAYxzn8aTUEDXc7BvmLkhQKl01mkuPLbB+U49uKinfZqBdwdoIJA+lTKnF4aP+InqVWB285z3z60zHtVlsXMzspwMZGe9KIGxzLiuB0HOTUNUhlf8A5Z0QjMij3oALRgDmnW4/eqPes1q1Yqw+5+aUCp1j3Qx59KglBaTODirypi3ib1WuyhT55u41uRCPtUbR88VaTAqFnTcRnmuqdONrA/Mqy5BVTmpbeWOOQmSFZlII2kkYPrxUc5/eAUIOawScOaxlu9B2AT8opwjPapYoWY9KkMTKPums71Er3NY07lN1ZeTU1h9nNyv2kkRYOceuOP1pLoEKM+tQoBnnpiuacnfUVrSGHuRT06U0qQOR+VOQNjgVio6jQxgMnFNHBp5GDSEZ5FauGmhBccrNErjv19mH+NVwC4KqCSOeKW2yxMWeH/Q+tSM3loUXjnDH1rhqrXQ+gwrdSClLRfqHmExlGFdN4Y1aARpp9+QYZPlUseB7GuUBwc087lUMPu/yopT5JaG7qytzvVpWPatP1Jlv4rSC1byFi3GUdAewFbthcHS4L29vbiScFt6oB90dgK8v8GeMWVBp91IFmxthmPf0B9673TLmDQdJiOp3hnMkmMsMlix6V6ytUjzL/hjanVVSN0dett/b9hat5s1vEWWbA4J9jW4urJHrFtpaW07mRC5lA+Vcetc/El9eXlg1vciC1hYtLGB/rB2FdLY6pZzapLYQybrmFQzrjoD71zzp2ZjNWNC10hY9YbUmnlZmQRiMn5VHrV/SNT/tV72GOCaDyG8sSOPve4rP0vTp7XU7y9ub15YpsbYiOIwK0dI1KDXbO4eyZ4wC0RYrgg+orFwsc83dFmwt18O6RMbm4luwpaRiwyeewq06za7osb2E72RmAZWK8qPTFVLVE8NaCxvZ5LtY8szMMk5PT6VcuEuNc0aF9MuTZecFdWZeQvpisnHS3lsc0nrzee//AACzf6jZ6Pb2q35aUsyxqxXJLdM1JqWn6nd3tjLZ34treJ90ybcmRfSmalqmn6RHZpqLB3kZURimSW4Gak1Gy1a41Owmsr2OC0jbdcIRkuPQUNXuvQ5b2s9t9XsxZ9T0iLXrexlEf9pSIfKOzLbe/Paq6RataeKJLi71WD+y51EdvabPm3/WrMmpaMniKGxfyv7VeMtH8nzbR157V5X4wuNfX446NaRahE0ToHt4A3EajruX1NRVnyq++prhaHtZcl+X3W9f0PU9K1XQ73Vb+204w/boWxclEwSenJ780zRLbWrFNQk8QX9vcwly0XlpgJHznP4VLpF/ol3qF/Fphg+2xti5KJgluRye/OaZokWsWcF/J4hu7eeLeWj2jAWPnOa1S2OaWl1ttvv8iLS7vTtW0K6PhOa1iOXVHSPCrL6kU2EzaZ4VdvGNxa3OxT9ocJ+7Kk8DHejS73TtW8OXjeDJrSNjvWJ1TCLLjqR+VQ2Mt3pPgySbx5c2czRqTdSKuYyueBjHPanysb3a89vtFjUVvNQ0C3fwrc2sGdjRFl+Qx+g9OKm1O902xjsk1h4DLIwWMuuQZMc49KgvTc6h4Zt5fB89rGrhGgbGEMfoPTiptWm0uC2sl14W7SM6iPeuR5uOoqWv66Djul5vTqLf2+pSahZy2dzGlqufOjI5b0IqKXUNNGtiyYp9v8vcPl52nPf8DUmpQavJqVhLp9xCtkuRcRsOW9CKZPe6SuuJauYf7S8rcuR8wQ57/gadioO6S30e36laC01GLVLqaa7WW0kx5UeMFKpW1/ZapHex2LGKSNmjdtmCG6Zq9HbapHrNxNLdJJYuo8uLHKGqdpf2F/LfQ2ZEc0TFJSEwd3r70KJ1Qd9fTb9TMkefRdEZtSla8MIyzKvLDPpVDUYm1eztJrO5kt1DLKMDGR6GtGCO40rSZP7TuvtQj3M0m3+GsrUJDrOhpLo115BYgo+OwPIq1T0O2G9yDU9VtbS+tra4DCW4yEbbxx71hyRXFvqtzc/ame3lUAQn+Ej0rV1a9traOBtQeNWJCq7f3vauc1K4vrfV0KFHsWjIcfxBux/lW0Kd2dFNXMzVNSOoabM+lTIJUcp8w7g8iuf1LU4VvoYZYiks643qvygjsTV++lhmivYdPliiuATuA/hY9yK5HxBrx0jT4UuHjl1HZgKvOP8AaNdPLyq7N5SUI3Zka/qEeh272VtIzSOxZQTnZmuVjn8uLd1c1FNNJdzPLK5d2OWY0wtzx0FeTXmqjt0OOGIkm6kfRATxk9SaI1MjhR1NPUh02Pxjo3pS+W1vGWb77/Ko9vWnRipS12OfEXhHm3X6kt0w2CNT8qcD39TUemQR3V/FFKSFdsHFRO2BgdKdZS+VdRPnGGBruSTnzS7njSleSNfVLVYpjt6VVhjG1sirN5cxzPjeCxPrRFbt5bE4A9zXpVKSlK8dUdKSctDJZcKDTScwn2IpzH5SD60jD5X9OK8l7HNIiFbdlbARKGYfUViA1o3LyRW8BVmUMO1duWzjDmm1exEdNWbX+jQgF2X/AIEa2dH8TWjeVY5G8napUcVwDMzHkk/WrOlS+RqVu/o4r3sLn04VYqMUk2k/vKdS56P4itY5PC19IcFlZCue3PNeYsSmCT1NehaleyTLJp4gLRyW7P5nbOOK4uLRLu4iExMSxsOCzYr0OI8HUqV4ypJttEuV9DOuCGwQc1EhxkEgAippYNgbkNj0quPSviK/Mp3kT1NDSGEd/Hk5yD/KlnhEtzLuO3bg4x1qCzlP2yE8cccVJqMrQ3km3HzDGa9WjOmsJ7+sVL9BeRVhI81ecc1uLpsRUEyryKx7K0lupgVACryWbgCp21WdWKgJwcdKrLp06VNyrrR7DvYzQSOhp6yMrbuppg+XkGlB55r5+zWxopK+pMl0y/8A1qtx6ipjCSKpx0yMfyrOB5qQtGeSuPpWtPEVIPQp2saD3EDAY3KcfwnNUpM9Qc++KYShQBeooJKN8rdRWs8Q5aMyeomTnNXLWVIZMvGrqwxg1SFTLygNdeBqyhJyjutTGcVJWZp2V5CLhlddiHp3rZ22dxH+6ljY+gPNc3Fa3bRCZIi6DuB0qJZGjkIZSMdR3FKONcfjjv5HbTvBWLWrhY5RGOo5NUP4Tz9KJHMjljnmgcrXHUkpybRhKV3ckt/LZ8Sk7MdquFLRIS8cpJBHyEdapwxqyEtIqdsmpJohFEpEiOGP8NZwpTclJOx0RcYw1RA45NNzg0/rUZ4runT5Em+pyXuSRuqMWIzx0pwYuCx5xw3+NRKQDzzU9uF80sMbMYIPcelc06fNojoo1ZR+EibKnHUetSQygEo33T1olTy22dVPKNUQUZweDXBUpWPVoYlt6fiS7OcocEdK7fwj4yhkkhsNa2uqMPLlk6A9s/41woYqcHpTyBKPQ+tXSrOm7ouN4vmp79j6O0vUL+fXo1t/KOnCL5jnlnrr9GlsZLi5ntBA1yDslZCCc9ga+avCXj698OTJBdGSW1yMEH5kHt6j2r3DwTqWmjSL2/0VUunnzKQrZLSYOAR2r1IyjWV47/1sdKnGqvd37HbaBPfW1hdT65NEu12cMOip71sQuLvRXfR5Il85CYpFHy5PesHTZzf+GhLr8UVqJVxNG7YAGeM1q3VtfWehQW/hpIFK7QgJG0J7VlKGhzz3+fyNGO7/ALD8OJLrUouXiQCVgud5qzqUd/rGiQPol0to8oSRXdSMKfanveWEb2thfzQG4uAAsbfxn2FHiHT9ZvILSLRL6KyZJVMrMucpkZAH5/nXNKJxSlqnt+RZ1DUNJ059Oh1WWE3EsipCXXOZOmR6c1Hqtp4jm8RaVJp11BDpMZZrxGGWkGOAPxrRn0mzvprae6toppbZt8TsuSjeoqvPJrn/AAkNskEcP9lbCZmP3s9sVNrHKpLp2e/6Ei3GiP4iMA+zHV0iyeP3gQ+9eXyM9z+0ZGs0cTm3tCFYL0BUkfiK9LhPhs+KZvKazOvCECUAjzfL96820u6T/hoPVFm2l/KSNCD0+TpXPiLrl9Ud2XQ5nUsnpB/l+R6dpMuhyX9+uli2F4G/0koMEtz19ec1S8MR+I1j1X/hKntHhMzfZwmMCHnO6s/UfHHgLwZq89vc6lY2eoXDZlUHJz/tY6Vp+F73VNTtL6fV2tJLKSQtaSwkFZISOpx2roi09DhnCSi5W0dt9/kTaYmmjRLhfCwtEHzbPLGFEmO9RRBh4XlHjFrQoVP2jfjyyueM1Z06Owg0i4Phz7PIPmK+W2VMnvXmvxn0rxDrfgGDzyUu4neSWGI8OoGc49QKmbcVdbm2GoqtVVO9rvd7neXnnv4YgXwU9mFGzyQuNgjzyB6cVb1P+zfsNmPEC2xcsmA/I83Havk/4U+MvEHhzxRaWOm3EkiXjiBoHOVJPQ4PevrTUbaxu9OtzrscA2lGIc8LJ7fjWdOfOr2NMVhnh5qLd1+JFqqaub2wbTDD9k3H7SrdcdiKbdf2SuswGcW41EoRGSPn2/X0qbV59SgNn/ZkCTRs+JefupjginXWlWdzexX0tuhuYl2pJjlQe1bJHNB2Sv57b/MzVg1VdcnleeNtOZAI4x95Wqnaahpt3f31tabRcwNibC4yf61alh1pfEQkE0R0oxYMf8QemXMmnWd+sbtBDdXX3RwGkx/OtIxOqD/Lp+ph6bFqoiu4tXeKYNK3llRxs96zp5IzpVyNFaB3i3IioRtDjsa0Un1ZdbvIriGL+zsDyHX7xPv+tY0Fpp+kxX/9nGPcXMkkavnDnt7V0wp3O+GpjX5XUtGtxrMMccqYZ9xwFYHrmua1/ULuxvLJUgE1s7YmbPKDsaZrGvJ4h0GWPUbd7R9xEi7sbQDwc15x4k8f4hXT9LdpNihPOPOMelatxpxvL/gnY5RpK8i94s8QWOi3E8lrta9nHzKp6e7V53c3E17M1xcSMzP1J6mmuXdzLMzSOxySeeajZmY968utXdV6LQ4as3N3nouw6QhQFGMH0qIt7VOIoVA8xzuPYdqaY0kkWOAMWPrWcaL+ZnXquKu9F2EjTdljwq9aDMZDk8AdPappsCAwxcqp+Zv7xqo75AXPA4rsjSUNDzKuIlLroIzZPtSrx0pBzTulaxpymnLscjlZlpUMNzHudJO/y9K0pXYDAwcr6VjI+HQ+hrRuLgBOOMDvW9KdqU0t9DtoSWtzNbqfY04ngjH8NMzyakkYdjn5e1cMVo2znkQ1o3B32FsT24rNBrRKPJp8QRSx3dq68Cr86S6fqiEUj1qW3OLmI/7QqyulzTIhUYPcYqyPDt1CUlc4UEdq7KWXYiTUowbSswSZ2emXImsZImOWQY/CvPLmSRJDE7sQrEYJ4HNdbYXf2Wbe2VXGDnuK5u7s/tN7clGAjDM+49hX0ueOVahT5PiV/uKmisQq9DkCqhXnC81OEiw7BmH91fWmCVQDgY+tfGTp3UVNktkmmRedewgsEBcDJ6Cp9XTZqUqKyyAHG5elU7aQxvlThgQRU13NKsrOvIbneBnP411QUY4G0lvK/wBwlZs1Ema10Z7NkHmuQ4KkdCMisU2spOfl/wC+hUTSu/LMx/Gm7qyxOYRqqEeXSKstS+WPVkreUGzxj0pZFi2gqT1qvnjmjdXlOLWzKumTKse8EtuX8qjdeeOlNHPSlyfWqUtLMGkxcEdqVaQH15FOdgWyOBVLuQ1YKliPykVCDxT4jg104afLURm0XLeR42XDuFGSwBxnFVnlZnd88tSsX52kkd6iPWsq14y5Ub83uBmnKe1NHFKnLD61KdmZpXdix9mkdVCAHjOM80xlKHa3BHUUShvM6MB0pO/NdWGpc0tEXXlaTSHdsVHIMKDT8/Nj2qNyfu16OP5FSsujsYQV2N609DnimKe1AJBrz46pMrYsW7xFikwOP4WHUHt+FWJIlkXawAkUcH+9VJWBwMc7s5qyrjG1uR2PcURgrOLOinKy0KrgocEc1LZwvdTqinaP4m7KPWrTQNcg8DcBktnAI9frUlmYbeOSAtmVnxnpwK4cTS9kua10epl1NV68YSlZfd8iRNLivL4WtpdRyRs4jQyEIST3we1T6JrmpeD9RkeyuXhljfa2w5R8HoR0IqlPMryAIAFXgY/nSFd/PUn9a4o4i1mlY9yWWrmbg02e06F8XtC8WWS6P4jVrFpGG51YiNz65/hr1q81PUYtL09fDMUE8QZELbgy+WMd/pXxlNAyHIGK6Lwl8SPEXg6ZTp1+4hB5t5Pmjb8D0/CvTp4xSXv/AHnk1XOnLkqrY+w9V1Dw/Zappc2qLGL532WzlSSrGteDSrxfETamdTkNq0WwWmPlzxz+n614n4Z/aD8Ka9cWq+KtMSyu4GBjuceZGreo7r+teoIlr4y1jSNa0TxRG1nZktJBbOGE2exwePxFU3GWxwyata9tH5/cdJYDWx4gunuXh/svywIVH3t2ef0pdG8Stqus6jpx0+eBbIqBO4+WTPp+VVdR1fW7bxTpmn2ek+fps4Y3V3nAhwOP1q/ceJdPtNetdDk8z7Xdozphfl49TWbRzSi39m9106W6kOm6P4bn8QXevWEdvLqY/cTzRvkqR1BHY189+FfFFxN8ZtSu5HjLTX08aM3qCVXn8BX0LpehaJ4ZkvoLArBc6gzTyK0mWdsHkA18RXN9d6Zrt3Lbzuksdy5V8c5DHn61wY77LXRn03DKpylW9pdpx5fvT/Ui1Wa7vdfvp753kuZLhy5bkltxzX1h+z9bXzfD42+ohmtmkZYVbP3COR9K+VNLkN/rcb3koXz5wZJWHC5PLHH1r7g8IWq23huC2s2iFtHGEt5EIbcuPvH6nmtqUU/eRx5lGVLCtSXxS6+X9fcT2eiQeG9JuINDtlVyGkRGYkM+OMk1RRb658Otd69aQC9gSRggPy4wRz9RWtp1tfWtm6XM4uJskqf5Cvnz4wfFLW7i6uPD0EhtreFikxThpj9fSuuEHPQ8rCUp1ZuzWj1fX+meSLqU+heMBq9ltVra6M0aryB82cV9R6L8UPBXjvTre1vb+GG5KqzwznyyHxzg96+T2k3E9PfNV2f5vlYqf5UewS0R6+LhTrS527O+lj7svNTttO0k3sQM0EaAqIucjoMVU1O8vrrSY7jSlUTOVbbJ/d7/AI14p+z/APFWZpX8Ka1I0yAA2kh5I9VPtXteuajf6feWENlppuYJ3KzSL/yyHalyNM8Z0XCaja/m+pT1221DUrGBLW8NnOjq7lR94DqKxNYutFl1/T7a+2PqqIXgznOO5/StPxNplxNqWnamusDT7WzYmaJjhZQfU5AFeb+OvjD4C0XUFuozHq2q24KRm2wdvtv6D9a1hyrVnRSnGKTb77dDpjqmsjxLNbz2qDS/LzHMOu6vMvF/iXwt4Ov7+dL6We9u38yS0ifPze57V534w+NfiXxOXit5f7MtGPEUDfOR7v1/LFcBskncySFmJPLHnJonjIw+Dc7adSbdqS1Og8SeMLvxC5VQYLbORDGTgfU96y4bDNqJRMiyFuUP3ivqKjEhjiMaqoz1OOajjlaOQOOoryqmIc22z0IYRKSlVd/0Let6U2mGJ4p/Pt5V3Kw4we4I9aytxNb0mowTWU1vMiMZE/dPjlGFZgtDsIUdVBLHoK7MNRlWjdI83OKcKFa1KV09fQrwQyTuqoCzGrEqrD+5iYM54eT+g9qSOUxxmOHjI+Zu5/8ArVBI3p2rvVGEKd1ueE5X3B3KgoGyM/nUdGeaCKxnonIzXZDkHGc85pxHFNUDg08HkivRwME6bUurJnuNH3h7Grdzgqpxk5496q9GqaWYq8bDtzXHNezumb03oyNlIzkYNNJ4xTpJTIzNzz1qMmuOSWvKJiCtjTpP9GTnoSKxulTR3MsabVbArry/ErDzc5f1sQnY345pZGZBIsar696qXt7erceX9peVRgjB4rNN9IeOB71GbmQ9GIr0a+bqUOWDady+ZM2RqowBJyehqjPdxvJKshZkY5AB6GqJYleT1NNbriuetmtWorPUhyuKzhW+XP400g4ye9J17UpPHpXmKzTbEKvVue1aNgbm4cWKsg3oRlxnaOvFULdf3gJHFXRctDcxToQrDvXZhq8YTppvR6P0bNYQvFyK1xZPDtT5i5JG0Covs8n90/lV2e8e4vEckZUYBXjNBYZ5arqYalOcuTZMUY82pQ2g0vlClFOFc/IuorDBHjPNGxvapM0vNJ0Y9gRF5Z64FR1Yjlx8jgfWmuqNyuAfasnBW0E1cj6ChTjvTSTnBoBGOtCdncgso+CcnrUJJJpu7IpORzWuIak1IE9LErDaFPrT4eGDenNQFifWpYn2BjgH61hZXNaWkr9iYXMjqVZyVPY1GTzTTIGP3Qv0pM5PWvXw9RJpyd7GE7scrZY/SgcycntTFbmnhGYBhWNWbnRv15rl0/iI+jUvekcFTyKM/L71ywk1FoOovep0fcPeqwOaVWKmuiD5ldApcpdinaJgQc4OaZdsJSZNxYsclv4gfeoxIpAOahkf5hg1FaSUbGrloTRTlMB1BB/iq/BLyDsUj0rNiIc9QvrnoasAFCMZRv7rdD9DXBLB88XKB7WXZvKi1Grqu5q+b5ibPJjCnqdvNRHRluP9WSremM1BDMQdrZDDsa0La4ZSMMQa8irKcJa3Vj7fDxwuMV6iUkzMm0a6izmMuvqtJp+p6roVwJtPvbqzlU5DROUI/KugInfMkMxVzzhuQagGpxyM0V9ZK+07S6jODWtHGO/c48dwvhX8M3BvZvVfev1O38MftJ+O9BCR3k1vq8C9rlcPj/eHP516xpf7TXhyRbO817QJrO4kUhZocS7fXGQDjmvnRNI0zUBm1uTC/wDdb/A1NqWh6lLb2saxJKluCAUblhx2/Cvo/rOXVKd4tqXZ/wDAPmqnCuaUrvkVSPRxd/8Agn1na/Ej4a+INSh1Ma7bw3sabE+0MY9ufY8Z5r5J8QbYdf1KISLKEupVDqchvmPIPvWa2n36Ha8Ui85wQRUUrOs7+aDvJJYH1rya7hUtyPY6cJSxGBTdWLinZa/MvQ4ZgUcK3YGvdvgT4m123v4bB5p2tSwDQMflK+q+4rwK3ePcC6Ej2PWve/gDqtnb3qW1zEYzIdyLJNuPA6hMcD3yK7cvoqSk7Xsj2J4lSwlSM48yaen6n0dcxTySRtFLsQcsPWvkT4uRFfF+pzBgqGVtq+ozX1ZrGv22nWplV1ckcdcc+uM4FfLvxdEaeI7pX0xbd5fmys25cnn0r0cto3jNy7HyGAhUjCTa0Z5kZvl49KgZyHzSs6gsNuCOOtQO/es6kdRSqM6/4aeJrfwh4qi124s2vVtkb/R1IBbKnueBXb+K/wBqDxVcQN/ZOkWulRk4EkhMr/rgZryvREmuRcpCFbcqghuAOc5/z61Z1DTbIFZLydEKjBRDwa5K9ajGF5P3l0PawnD+Jx1NVYRSj/M3ZGdr/jrxP4tctqusXl2G/gLkIPoo4rFis3eUR7drN/ere8y1+z3A09DG8SbwxTO71+lc81w7N5hY7uuc815k68p6pWRvVyihgnD2s+dvttpvZmj/AGOYhmTcfwxTVke1bERwO4IyDUjXjzxKzOTx3NUZ5guSTXHGUnLRs9ivHDUIc1NWRJNdSOSWEef90VWefLY2KfoKjbfLyv3e/oPqaFmSEfJ8z/3iOB9K9mjhXH36zt5Hx+Ozf2jcKO3cngjUbnncIBghMct7e1EsryKUDhU6BfaqJkZ33MSTTlyzACuyGIXwxieJzXLNvbysryBSEXgt2qu5yx7irlxqLCzWzj4TOSRVEDPJ6VpUSjHl6ImVtEhUwWwaGGGwaQrs/pSA85rmnJ8tpCW5IoBBOelB4Ye4oLYX680xmyRXVCo40b31uTO3MPPWnMdyD1FR7uaVWG7mjFWldrqFN20Fz1zSFSe1I5GTRv8AlFeeorY0YjdBUzPuRRtAwMcd6g3CgvTWiaFew5kO7/69L5bMR9386iJJ6mj8alKPYVyR8IAAc4pgJoA9TSjAq2tboVhzZYACm7QvU5PoKUsTx29qbzjAGKl3bK0RIspC4Axz2phLnnBxTQXAwCRRmQ9SafK7BzEkcuGXgcd/WkaUlic96jCntRsPqK1Up8qQrseGxTs1WyR3NKHYdzQphzFkNS7qrbj60Et61XtNB8xO2D1qMqtRFz6mgOfWspTT3RPMSEDtTTkVIPK2j5jnuKDt7DNJxQWIs0u6nkD+7RtGeRxU8rFYZuqRfuZbgUwr7UhPGKlpoE7ChqUGo80uTirVR2sIfyKkSZlXGSKgzRmq9pZWGnZkzvuAyOnemhuMUzPFGaht3uDZIXGMAUmaZmlzWsKrT1Bu47PNAG9wMgfWmUuSO9a1IRmlJbkqVnZlhodq5Xnueant3UwyCSTO0ZCEZB/wqhuI70bjUU6yg72NebsX45kPyhgv+xJyPwParkUqpjeTCT0L8ofowrF3k9eafHdyw/6tyo7jsfwrGoqdVWmjtweYVcLLmps6lJ5IIS7odmMh1+ZT+Iq/ogT+ygXCs9xIZGzzx0H9a5K11bycgoyZ6mJtv6dK2oNQF+yxwEOVUAKUKP7nK8fnXD/Zqd/ZPVn3GXcW0ueM6yvZWt5vr9y/E6NLaDI/cp+VXoJPLAVRgelZQ0PUoYElXUfJaTBSGQhyR6jHJH4VPb6D4ulI+zpBPk4AxtP5GtY4GtRklUgfV4firBTjfla+S/zOk0+4haUI8HmbuMNgg15jrcjtrF75qeW/nMCmPu4OMV6XYeB/He9pIrezeSNQ4CyqQPXJ7V5TfyStqN2bg5m8595zn5snPNdFWKkk4pqx8rxbm+HxNKEaDvqT2d0YJUIGcEGvd/g9rulTfEBP7OgTZNYq0+5cESAYYD2zXgFs2ZAO+eK9H+DlzLa/EjTNx4I2JnsD2/U1eFcr8q6nj4KtVng3F6xvb00Z9bxMky3URtIkEMoj5XhshSf518pfEmWa7+JOqWqTqAbpwDIcKMZOD6dMV9Sax4n03SrR5byW3t45DxIZkwx/P2r5I+JV9HF468R3lvLH5ckpVVOCWD9x+Het8NOSlqeZQqOnFylocjdSgzvu2g5P3elUpZR0BqGSRg2QaiMp9OaupUu2ebOrzNs7Hwn8unzNgZeTGcc8CtCaKIk5jTPuKxPB0sjxXEQzgEMv9cVp3V3Ihy1tdFmyf9WecV5eMoVZ6xi2n5H7Pw/mGFp5VRdSSSt1tunZ/j+Y+Py1Z02KBIjIcD1FefzKYppIjwVYiuouNRmilHmRfZ167pWC4/DrWHq/2Nb15RL55k+YiMYXP171jhMHWjBxqrlV+v8AVz5nivNMLiYQqYeSbg2n6P8A4KK8UzlPLRSx7UjeVEd0zb3/ALin+Zqu907AqvyIey1DkV6VN0sP/CV5d3+iPz/EY6rXSjN6LoWprtpVCYCRjoi8Codw5qPNGcVnOo5u8jk5hw60/dtGB1qPcaK6KSVNc3X8iHK+w7NLuGMfyplH41lObl6DQ4vkAUqgE8mmZo3elTfX3gTJmbOcVGTk0zcfWjNW53XKDd3clkIBBBpm45puaTPNKdRtWEPZsnNG7ijiis1FlXEJozS59hShsfwg/hRyiGZpd1ODrnlAaXfH/wA8x+dNR8wuNDU4GnJJBkbouPZqsRyWYbm2JH+9XRTo832l+JSKw5pe3StGObTxjdZMf+2mKnW40kn5rB/wk/8ArV3wy7mX8Rfj/kXy+ZjnNGK2WutJAJ/s9hj1krMu54Zn/wBHgEKenU1niMKqS+NN9lf/ACBx8yGkpM4pa5uVE3IcZ704AYw3X1pop3Wp5epKF8sjvSFD60Biv0p3HUU7RsOxHsPrRs96kpygVn7NMkiEf1p6pj1qXApQB2qlRQ7EeKUCpdoPWlC1aosCIjjkUxkHUCrBHtSAf7JpOjqMqmP0zQI2q2EGKPKyOCRU/V2HKip5ZHWjYasiJwccEU4x/hS9gHKU9hFIQatGKk8qpdFhylagmpzFSGI+lT7KQuVkOaM1IYT700xGmozQuVjc0ZpfKajy39KXK76oLMTNKDSbW/umja3ofyq4wTFqFSxXU0OPKkaMg5ypwfzqLBHrRW8MPBvSTRPPJbE731zJIkjzyu6fdZnJK/TNTre38kO03NwY0JcLvOAT3qkGxVhbg7ApUYz19a9rA5dRm37So9vxIliaiVunqdDonjjXtHR4YNRvxC6kMnnHB4xyD9e1YsQaeXABZ3PTrkmlim3RsuCMiuk+H2jLrHieyhZlRRICc9/aqr5P7KvToqfMpa3tay6mkMQ6iv2MSNDa3O2VOUbDK3YivdfAGnaYYfD+qxyW8Ukd4Hkk242rtOVJ79K8x+Idglt411ERRbLeaYumBwQT1/HrXqHgzwNq2v8AgK602yRiylGRl6uD1we3Wt8Jg4wp1IzsldavoejhMRKm7X0F+MusXV5p+k6tpWtxT28kkiPZw26FUUHG/BBPNeT+LdNurk3eu3JAD3AjQAAbgRkHjtgV69oXws17wndXWp3cN5a2VvayeaMeYJ12t8uB26H8K8n1WWxm0qeKy1C4uS8KyNDNGV+zlXGQpzzwa4cZgIRi+SSlbt8/yJq1FZq5xpzTXyODwasQEJPGx6Bgf1rS8YxBPEN4VRUWR/MXaMBg3IOPcEGvHhh5TpTqr7NvxOJy1RDZ6jdabpokiR1BYgN5rgHP+yDiqVxr2oT8ee0YHA2cEfj1/WqzM2Nu449M1Awr06lGDowcG1pr5i9vL4VsDu0jFncsx6knJNM/GlCMeik/QU77PMeBG/5V5sqEel2JSbG7iBjPFJkdKkNrMvWMj60nkOOTj86zlGb0aY1FjM0ZpxjOaURjPOce1ZcrXQfKxhOTSZqUIo/hzR5foKrlkPlZHmjmpPL9qd5ZpcjDlZDtJpdlTeWaXZT9mPlIQlLtFS7D6UhiJ71Xs32CxEUFJtx2qfy8UEAHGKTo9xWIcGl571LtoKZp+yaFYhowalCCkK4p+zYWI8UEVLt4phU0clgsN20qk9qNpJqRY9vMh2itKUHfQEOUnIBqaR4oQOdz+gqvJPkbIxtX17mo1GK6frDiuWGvmUOdmkOWPHpRSZ7UhzWSXUVx1H403NGfek0FyMGnCmg0vapQkO60nTpR3oocRiqwJ54p3Q81GelAYr7ism2twJQaeDUIIPTilGapSAmVx61MhBqui5qZdvoa6KbYy0kSt/FipRbe2RVRW9D+FTJNIh68V2wlHqhkr2Y29ATTUtiWxsI96minyeRVuJlJwcV0Rowk7opFIWhJoNifrWn9n3cpU8cChRvIJrdYRS6FWMI2WP4TTGtGHQGukaNP7o/CoBYtI+QwC9xinLALZDsc/wCRjqOfSm+TzgjH4V1EOnRuSCM471L/AGSh/hU0LKZPUfKcqLb0pfs1dV/Y6MPlzu9Kjk0TI7AjsBzVvJ5pXsNROX+yE/w0v2LHY1rNpN2JjhGZQeAgq62i3bKPLtXLH24FYwy6Ur+6xqBzosz6H8qlFlIgBMbYPcrXWaVp8lswe6ijDL/C0bFfxOK1bu1ur5VW0W0bB4QN8or06GUPl53oWqaZwUVgzt9wEH2q/DoQkxmBSD/s120PhvUvLJeCyZz0CnGK0LHRbyOIm7simCeUGRivRwuBoR1qa/I3hhr9DkovCUV2saywp8owMLitrTvhhYXRBa3/AFNdhpFhG0hxACV7MCCfp613vh+1tmRG+zOp9DGw/pWmMxFCjH3Ka+5HUsBBLmmjx/xH8NNH8PeF9Q1KSB1kjj+Q7j94nArJ+Bmif2v41t4i5UBWbj6GvXPj9Esfw1ufJUqRNDux6bhWF+yXFaNe6tLLEjXIjXy3I5Vc84+tfPSxznz17axi7fPT9bnkYmMI1FyRsjF+Juj2uhfEC208TQLEtuhdbo7g+4k19H/DfTLPT/DFsbONI0kUN8hJH4Z7V87/ALQeqf2f8VVmht4muEtotjuMgdecV6p4O+JFtF8OxfR3YnurWVEuMjoW7CoxkK2LwNPkd22r/Pv8xfGrLqd14+lMfhu/QSLGHgkUswyB8pr5Y8M/BvVddM2oGYR2DKwE7ow8wEHoD2r67tfs2radBJPHHMJYlZgeRyKyPHNtIngvV007bBOlnJ5JVcbcLnj8BXi4PGxo03h5Qu2930JhKMfdaPgae3NtdvAxBMblD+BxXT/E6xaz1e0yoCmziA47AcfpiuXJL3QLksxfJJ7nNdv8aNRiuvEyWsbBhaQRxDHb5RkfnTglGlWh6fmZ6WIfB3h4atobXH2eBisrKGZATxim6l4TmST/AFC/gvSuv+Dse/wlMSCQblwMfQVu6lod9dPIsChFAGCy5r7LKZUpYSEakVsetQw6nTTseNXOizwkjYRiqMljP/Fu/OvWLzwdeSr8uwMeuaw7zwDeCTcLkJnqNmaMVgYSf7pX+aFPDW6HnzWTDrTfsfHNd+fBEwX57hT/AMA/+vVf/hFEUEO5Yj0GK4nklSWyMXSscP8AZMdKb5A/u/nXaSeGI0BO1m+ppi+H4lP+rUD6Vk8iq31RDpnGmHsELH0ApwtXJ/1ZH1rq5dHRWwpH4VA1lGg5ySPWsZZNKL94lwOcNpjrjPpilFmT/Cc1qssiTbVtwy/3s1I/lr1GDWKwEHcmxkixY9hSG0xwVrUfaRxkVXkZV9zRLCU47Esom39qYYeelXSR3ODUZwTWcqESWVPs+aDbYP3vwq6qFj0pJYtg6g/SpeGja9iSkYPeo3iYVaZGxkKcVE1c86SEVWBHWmEtmrRXNMNvk81zPDyewmQ4Zu9OAI9KazRxE4+Y1GzNIeeBWDlGPmwsPMyp90Zb17UxmZzlzk0gXH1p1L3pbgIOKXNHFFUogBoJ5pCcUhNUIWjApM0ZpNghmaUGkFHeoQh2e9FJmlFaXAKMCiipcbjuJilDMvHailxWTh2Aejg9Dg+9SK5quVoV2TpzTU3HcC6rDpUsbkdM1US4ViNwIPqKsx4A3oysB271206ilsxonV1zgjPvVyBwgB4I9+tUlcRkFl2/WrUJRxwRiu+lLUpGnA8ZAOT+FTmQY+UcelUIEZjjqPQVfhTaBvGQfUV61JOS0KTJItkgwEzVlCkWAcDPY0xI8Y2Jt/HFTYYtiTIr0KdNr1LTE83aPlC/hUaXJD55q0IIpAdvBxVSSylVvvLitpRmth3JWvF6ipYZwxywNV44DHkkdakUlQPWt6bluykzThljB4ANW4rxF+UdDWVFh1+Y7hTkEZPyqR+Nd8GUpHQwzqy4BGPWr0E1vBEzNGXPooyfyrn7diMfM1altd4ONwOPUVVSF1obU56nQaYbe6XdJbBFJ6MMH610ljDZIwwuAOmGrjI74gjntVlNQcj5mA+hry6+HlPqd1OskegDTtMu48Skrk5yjYYfiK6jRIrextljgLFB6tk/ma8et9flgPylmx75rStPGV5GwCf+PCvHxWU1qkeVS0FWaqxtzHUfG+NNR+G+sQqMyLD5i/VSDXlv7K129v4k1ENny2teSfXdWh8TfHb/APCJ30DSKkk0RjUdzmvLfhcmu/2pDPpdy8MaOPNfJVVUdj6/SvNhhXSbwst5Rf5/8A8itTSmorU7n9p6WJfHlvPEfmks03fgTXVfsqXq3E+s2bxiSAxxyHeMgNkj+VeS/GbxXF4i8WFFYsbJPIL/AN4jk16R8FPiv4O8K6Lb2M7/ANnzorG5dkyZ3JGDkegrBV5exnhIO+iX3Mya95pM+oNyIuFAAHQAVS1KeMWsqvgh1K4PvWYviS1uLKO6gl82KVA6MBwQRkV5p43+K+j2D32ntqaRXscTYQ54YjgfWvKwuAqVJa9CoUvtS0R8t6na/Z/E93Zjjy7x4h+DkVL48S4i8W6qLmOSNmuXZQ46qWO0/TGKyZLxvt/2kSl5DJ5m9uuc5ya3/Hq6rfamdRvY3dXjXbKB8rLjgj2rX2XPTquOtmv1Meh6T8FdQjTws0LKFKXL/Me+QK9AuNRhRchwSOuPSvIfhrcJa+H9jShneVnCZ+6K6SS+LNne30zX2mV4Hnw1OT7I9fDYjkppHVT3sLguGAx05rKur1GyQwrnri8dQf3nX3rKmv3YHMx+ma9ulglHW5VTGdDYvb+4Ex2ojRf7/NUZdWj37dg9yDWJc37Ip/eMw6delU2vMg+tOdWNPRHLKs2zcudXRAQrAH3rPk1ff3AHrWSz+YuWOeeKibIHQYx6151XGzexm5l5r3GSCTUD3ocYxzVBp2X7tAnLdeT9K86eKkyHIke7Oen51CZwx5GaU/PngY96iYgDAxmuSc5E3B7gcjFVnlJ46U8k9gKQwbv4hXLPmlsS2Rhh3yaXeM8U11ZOnNNTd/8ArrC7WhFyYzlRjOaHlZ8YzUQBZgM8VM8sEI+dgD9avm0vJ2QXYxo5DgnOPTNQyRsOWNRz6kpyIgSfU9KpvLJN95jiuKti6S0hqwLT3MMfAy7VWkmklPJwPQU0IO9LxXHKVSppLRdgEC+tLRRSUElohXDPNJmiimkAUmaU0hotYBDRRSVIhc0ZopMH1pNANFKOtFFT2AUUelFFaIAHWlooqkAdqX0ooqQENDUUVEhjasW330+tFFYQ+McdzRvvvj6CorL/AFgoor1v+XyK6m1Z/erUfolFFfR4b4R9C4Pur9KVug+tFFexHYpEkH3m+lRTdaKK1l8BRIv/AB7ioj1ooq+gIW0+9+Jqwe/0ooral8KGizbdVq7H94fWiiutbFRNCPoae/aiiuZ7nStizD1H0q7H92iiueobLY8z+KH+ug/Gup+GX/IsD/eaiivEj/yMJ+i/Q4V/FPH9d/5Dd9/13f8A9CNQWv8Arl/3hRRXxMP479Tje59weH/+RZ0//r1j/wDQRXyb8Xf+Sgav/wBdqKK9Ct/Cn6nVW+BHGd69Q8bf8iVpn/XKL/0EUUVrkv8ACr/4f8zCGzOb8D/65/qK7x/u0UV9jw9/uUDansU5/umsmf7zUUV78vhCRWufuN9KqSdPwoorxsRuIiP3KrRf6yiivIqboljJfv8A4UDtRRXK9yWEv+rqDuPpRRWU9wButKv3aKKhbksjfrUR++aKKxmSPT7/AOFZd5/rTRRXnZh/DQ0Q+lSiiiuGgJgaSiiuljYGiiik9hAOlNPSiikxAKDRRQ9gGmiiiokAdqWiipA//9k=)
Cada um dos sete espelhos do Telescópio Gigante de Magalha£es tem 8,4 metros de dia¢metro, juntos formando uma únicasuperfÍcie a³ptica de 24,5 metros com uma área total de coleta de 368 metros quadrados osFoto: Damien Jemison/GMTO Corporation
As pesquisas sobre o Universo que sera£o feitas a partir de um dos mais poderosos telesca³pios do mundo, o Telescópio Gigante de Magalha£es (GMT), em construção no Observatório Las Campanas, no Chile, podera£o contar com o desenvolvimento de tecnologias revoluciona¡rias que podem transformar a visão e compreensão sobre o mundo. Isso porque a corporação responsável pela construção e operação do telesca³pio, a Giant Magellan Telescope (GMTO), recebeu uma doação de US$ 17,5 milhões do National Science Foundation (NSF) para acelerar a prototipagem e teste de alguns dos mais poderosos sistemas a³pticos e tecnologias infravermelhas já projetadas. A NSF éa principal agaªncia de fomento a pesquisa ba¡sica nos Estados Unidos que promove a pesquisa e educação em todos os campos da ciência e engenharia.
Com a doação, o avanço nas pesquisas permitira¡ aos astrônomos ver mais longe no espaço e com mais detalhes do que qualquer outro telesca³pio a³ptico anterior, considerando aproximadamente três vezes o tamanho de qualquer telesca³pio a³ptico de solo construado atéhoje. O avanço na qualidade de imagem éum pré-requisito para que o GMT cumpra seu potencial cientafico e expandir o conhecimento do Universo.
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Em termos cientaficos, o investimento vai permitir que o GMT construa dois bancos de teste de fases que permitira£o aos engenheiros demonstrar, em um ambiente de laboratório controlado, que seus projetos funcionara£o para alinhar e fasear os sete segmentos de espelho com a precisão necessa¡ria para alcana§ar imagens limitadas por difração na primeira luz em 2029. Ela também permite a construção parcial e o teste de um sistema de a“ptica Adaptativa de Espelho Secunda¡rio (ASM) de próxima geração, que éusado para realizar a correção de distorção atmosfanãrica e de fase do espelho prima¡rio.
A USP participa do Comitaª Diretor do Consãorcio GMT com a astrofasica Claudia Mendes de Oliveira, professora e pesquisadora do Instituto de Astronomia, Geofasica e Ciências Atmosfanãricas (IAG), e tem a Fundação de Amparo a Pesquisa do Estado de Sa£o Paulo (Fapesp) como membro do consãorcio internacional de instituições de pesquisa que tera¡ direito a realizar estudos no telesca³pio. “A concessão desta verba pela NSF épreciosa para o GMT, pois possibilita, entre outros, o desenvolvimento de tecnologia inanãdita de engenharia de precisão, para colocar em fase os espelhos gigantesâ€, afirma a pesquisadora. Quem coordenou o esfora§o brasileiro na participação da construção do telesca³pio GMT foi o também professor e pesquisador do IAG Joa£o Steiner, que faleceu no dia 10 de setembro de 2020 (ele aparece no vadeo abaixo sobre o empreendimento).
O GMT faz parte do programa americano de Telescópios Extremamente Grandes (US-ELTP), uma iniciativa conjunta com o National Optical-Infrared Astronomy Research Laboratory (NOIRLab) da NSF para fornecer acesso de observação a todo o canãu como nunca foi possível antes. Apa³s a conclusão de cada telesca³pio, os cientistas americanos e parceiros internacionais podera£o tirar proveito dos dois telesca³pios pioneiros do programa para realizar pesquisas transformacionais que respondem a algumas das questões mais importantes da humanidade, como “estamos sozinhos no Universo?†e “de onde viemos?â€.
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Esta comparação de qualidade de imagem éde um pequeno pedaço do canãu observado do
solo atravanãs da atmosfera (esquerda), como o Telescópio Espacial Hubble observaria (centro),
e uma simulação do Telescópio Gigante de Magalha£es usando a³ptica adaptativa para
alcana§ar o limite de difração (direita). Quando em operação, o GMT alcana§ara¡ resolução
dez vezes melhor do que o Telescópio Espacial Hubble
 Foto: GMTO Corporation