Relatório de Acompanhamento do Projeto (RAE NOV/2011)

Projeto Disponibilidade e Eficiência em TI HTML
Relatorio de situacao do proje (1).html — HTML, 286Kb
Conteúdo do arquivo

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m2k3W1valMW63TVYOd5alM/c9mdqNw35FOZw3tQ6fDqgy7VsOKWg0nOqF21qSsT/M+ntRPm2nYpFAgREJuzLoRgobgP9M8tBRnGqfMfAmF+k6gHPiG+05UV1c347ZMJoOd0UpXVWVVZUU6EY/xQkFlfnmZ16PzAs/yAqtcSGodX/82NWxu88wFonk6gMU3Pjo/dmK5eW6sF3PmDw9j6U/76q6cftXchbflnH77L89du/+aUWcnJ7JYmdh3ig3BPBWhj4yytZ63POS2nA05ZCfzFLdLP8gc5g7qH/s/DYheHd/nvc9HorKKWOxze6N5qqbIXTjfUJpUbKgbVaKq2NuFieHIc5e4iZsK2L0zxGEQ+gENsAUYBPGUwWF2Z1LdqxyBWVC82rFVeRvzduTtyXs5j8s7IRxrysf5wZT3mG8ZPoYCxQOz0ZOdDqgzPc6akkz/lNCC7rb1YCrOmn6hUrmCWEGAKOMuyMXlZVn5CVXei4IcScrLfCBJIRd7dBSP5U/Emrp0ypXLll5R2Zi3dPnM8ePm2cze0I2vrXhn5fz3bt9qfvHum+b3+O7ogkWrlyz8hedzpvXKCTOvmzPo7h2zV9+w7pWfh168+xXzzOegUyBedjTIVUYqOm7UKBG1RlICSkqZqlyvfKbwPSrmWS9bwBaq49TZ6i71kPqGKmEiIoVXBU62qQJSFFXtws8ZQYbVGYZliMKqjEpYGQmGekQ9Cjsv4EIkIoKfP4hYFn6AuvDM57mNMpbpRLg0YYfwssAIQUcdWUUICdgP48vxOEuzT7Zp5zITQb+pctdpZ2t7M7VUhK4aS4auGmpkWLAyDodjALyDlRHKROUPyqcKh7KwBfGmwB5X4HJnuSfuxE5Mbu/dTX7x9cGD5hlzD06eY3594apvzY9ILv4v02ZhbjZgroLbCbZBM4pEe0Spco1xjQ88ov7SvtX1sV1yOd2uqDPuutsFRgmrMsjB5XR2kQ7Da1d1u111yXoEl2IDM5PxJkx+CrBDFr5CqtJFZhlqnlwiE5lCUd6pU/jZdG86opfqhs7oXfgZQ3c687QSjZRodVqTxmj0Uo3ey+1w2FmHBoA86sOGD/uCefYuHDVc6jL84lGEDbQD7QETA/aiG4/tN5YUnicBptYGNZqaZTHgQOoiWjNtzqxw7SBcfBGxFlp/AtWkGyQrVJaXIcAoD/icjf3KLRNn3rri6hVzTm4ip3r/Ouiqa17AbOtG8/d9CK8ItyzeuGnt2uuj5Afzu+9KzDMfHbj/1Y9B5oQqO/cydxg8roxHdSOh75ghVdWk+UIoBCoXqbAizRtQwN4xY3I0CeegKELFbDFXKJco1aiKq1MWooVkLjOPWyDOl08zjgk8QFbCjCxJrCBhHEECOCGBl1g2wvE6x/GibATDI2VL9MFwWi4gDMOzUhd+0bDzAuFYFiNR8fmCYKOvNmx50AZMbTt4tS6Sb0h5Ei6V2iUiHSb5iIUrpAj4sIDtqmsHnGsAhA2C9/dOGjN39Bcg8loNXNXEHhBpCdjrlOUs1658fe0QP60ErbZ27euvZxH9vJSW1DRKUSg37rVNbdybO2UWGHWmz+wUWflwnwmSurCPZ6ur++1x1poXYSbKRHHUbcPcy+Zv23sPrjDfIMNxTfHbb+CJ5n7u8IV7SKT3BLJk/zDI/mqQvQbkYJVRXgjiHOuby85VuGJfjW+ct9m7wMvV+CpDa0OPcFtsXJ6zACPidhU4NDGQ3CNgOkH7JRtMDbnXcLdHcSRaGiVRpyuCIlqpRgCvG/ZHhk4dcNi94LIybedSbRZd6K2lX+q323DGHS3z5WIXBRT9i0fBk5VVjSQV6SE4mYg/TMKH5tzRNWdw1byJd13zZO97uPDTX1SNa6mtvWHqyAPc4ZzEq+apfztwV8e1jcV57KsXKuyuGf/69NMH57nsWX+yGezeX2GsNrTJGCFyrCAW8K48DpdyezjCcRLDFhBMZKnAhkSBb2TIOBnZsC0YUUtVAwwaK0Uwdd4E0TEpl45pkpY5Bxtnay3Fyo7KsvyWH+bAAYdruK6+9s6gVe1zU9fbDBcxHMy5xb880f7vZnbEhb+Q471Rpow7fN584Vuz7Vur/1uh/3dC/yW01KiD/vNcgRARS8WXxeMiWyJuEokoouwgJBhBHd/EE/4KBkwwCUZspTZi++kI5P9pBJksneqtddHu/0893Mp81VtLru19nPbuN+d7H6B9u6bvFPcC8MUIOmY0VOc25s4QbhFvUe4WVyt3+1aHJN7Hh1w+V6jQWegvDBbmiuNss9lp0izbQvY29lb/TcGD9oPam+ob2ofaKc3O5PARyo+MvGBNHrQOQ8LenMG85DLsrrSrscmN3YbHn3Z34UKj2DvYwQBFjQRa4HDSNYPkRSIMDDlWGiOxQLJDxg45Ty6VGRkwuj96+46L9pAOmg5eO9vTZukkOO6zqczJVB1147W9balay/qhDHgTXBF18iyYOgAkkJ7yCOvjhmDw1h7NBXaxqoIZSVZmzI4DX5jPPHuk6753weGUDTL/lPdM+6ufn34x80I9CX3b2zVr/St4/nuf4+taxn/+dtUNK8/93fzB/GF8+rA1x/dC0QlzzKDFFm72l6XTHFWxeIFVG3W6L404g5vMtXMnOC6Pm8Mt4c5wbDsHzoYwSCTMRxihvegEYo6gM1m6eRT2WLSIHTow9KV01NZEU0fZthTQSEOAe3GCO/x9A/TjccDar7nnEIdGGMHJAm2bZQo4JLJcUCDMpTDih3ZfCiOTtjuxt79p2mrU8zhOkuPccz+M/5aOcRvYnDjFMf43wy4xvBhgfCLrgp4zXX1ov8tWx9ARz86kaW0UT52WZsoEURcEkREJERiJJUSCHdaAa1gDzrNl/DtW/LDBCBi2ybY5NmaJrd1GOmxHbCSLfVHqb1SyiPDUqWmpzBrFEcrFLXW4+eI4wDSDmQLBnOvfs2RFKUgNgu/aIdTSgsXOmmpqlE8Ykj2ZFiNQ0F4fAtstGpYBp5o+tLTeuqr9oK1CbLdVWAMbERySFqdCwTFepowxGLaBuRvUuEPsFE8y/OvMO+LHIhNhSsQ0M1xsEh9kdogdzB5xL/OyaMs6xvKKNDHKLcd4wlBLytIkQgtBr4AjWw0pOiRNpkFhXd2QG4E9KEQiCH7C+IRBJCkMJ+XCJGIIPyMzBEknIWEiGSM8Kjwj/J58RE6TU8J3xJYkhcIEYbmwTniW8BQvS1MDH5TJwifVjOhkYzrf2LkNR8hM7DY/7N0H/mYw8973DcyLF0ZnfU4z2IrPwVY4UAg9YUzfym0Vtynb7KyIBbvoEPxJ/3JpmUtY5lzuWcOuF9cra+x3u9br6zzrfOv8a4KK4AIsBD2uoB70e4KCe7AqBQYLjDe5R8ZI1uRIVtONSGnYCM8JLwm3hzvCfCR8JkzCWrIDYRoJl1qzfu/+nNtfu2gOLM+UsTxTT12PRSHbgKKnqyDWBn1HTg1FIwjroO4up0XUm+vL/mXe+v14NF5trjJfMrvNVXjo5/v2ffbJoUPHyR9PbFvSmRpmLjIfNR83F+ONeMF3Zh+Cvwvnf8jKgvqkc6ALVBbLjAKe69a7/cxYDs/nPuCIy1mg2u0opFGb7kCi9588rjcvXNo/Ri6sOS7Vy5yfOt2LPrffuP/od2HaIj4aZ9ixwKdwAEKPkRhoHvjczfhjbL9i5dPXbJm08K1XnthzS/1V4yo6uMPe6Kd71na1Oj29H7KvmnOGXDNq8gJVtub2Rj4H5taDCrHDWLkmvDb6KHpU3+7d7uOXayt9yyJr5DX2ddo6fX1I5MNSQTCkh/VooOB6361IvAnhZmEBAG1FcEXuisg9wnrn+uCayCPCo7YtzqeEg943vB94nVWhmc5WoVW+Fa0QeAZfjn6GbkBsvjeWTOZ7BcTwJJEDLiHZRS4/kGiKDZYIlZjDmSZdeKrhYP4oSYlEXiBJGvcUY1e/NF1ZxBQbxXOKlxS3F3cU85HiM8WkOC/ZoWCHkqeUKoxCEVP0j4gBuZ7sBX+B6s72pLReE7ADlsJnkWfqPCDQs6LlAq9PAKEm+fgAlJxAdQosWVtuxAt0J5Gs8nIlN7bfWG/YD27aYz5n3olX4fG4Aa+sKDRfqKk+fuDAiRPPGjWzMlMfPDxpyL/rceG2Onw/XoDn441mm/nIbzctMup/e5v5w4Ves6/PMzz6VFkWa1vA7r4IWPOgKDpv3FnjGO+4UlhoW6g8Le2yd8QP2o9JMi/ysk/0ypX2BnuDQxA1yanbdYeuVdorHWMdN9tXaO/JtuXS8sAt4XXSusCaMC95dUlx2Kfab7avtj9s/7Wds0dURVdVxaF4VJ+3wK3peI7eoRNdR5EohTKA2oNEOyXaSaRqEJ7/MZTs4PfyR/ijPMuvXRLHkXhpnMSjnksRHRt67Y+ItnSVBtwDtPpHymLZabDRmUuiGMuJwywA2Mso1nmIrH3uKDOEAOLxRcSn8Bay+Kv32199Zc7KhfvNX36wdNpV82r/9P7C2qZx+c+f4g43vX3nbz7MqV7zjPkZrnumOdq7nZmUP/OyCbMh7ATfNqHvC/YM4H8QPmqM6HZ2hQ8WvjGIFdyCx+f2efypudzcwpv45epNhR8pH8SVZnm6fXqsOb5AmeeaH20tnD9oWXhNeEtUccXBou/PzUvT2pgbCKanxKbEX4m9EmfbYm3xO2J3xP8c+3OcT8nFan4sP16jpuONcqM6OlYfX6jOja9Qb42tV++J7ZR3qbtjbkmWVD7GxwNyQPXGhFhcVlnsm+E3ApH0Yj9e7N/hJ/7DZC4KgZ9QgHSFcGiwzqBxmDqO8cFImoa0k/EciGk78F58BIv4r6wRrNFYzA4ulvzf9EEUarh9aV+jkEwEh4DWaHuB/Tfib5zZCQwMfrffHjVOnbkPGdXNVrrEShyeTS2laay21NlM6mS2Xpo6CSqUdS4WiY6BPELhkSCPo/31f3a6a2IgHqhg761OF907ajhcNWrEVSNbXwc9dtqwK3BMrZH99OuuSV36GUh/eYbJw9SKWAXIcbxaH2uI75SfislWLiEbnlyMf5PWX0V6JL5IAgXeo/u8bNaKgn5PwHnBHWs3PjDi8nT3X1vWrvrrU1jHXsH8yL1y5R3jSwZV473/dvO9fS+bfzE/xJ/mPLBuxZT0+JBryPAZK55b8tq8v7+ttl1bEatJF5TMu/GlDbd/cj3GFj98CHxnPuhwAN1jVAuiIAkaqKs0VhwrCVdKM7Qt2lbnNs9j3l3aIe+Hns/5c7xNVRQI2YQCt6TYIuo7dmynNClmhCaH5oSYJaH2EImESkMdoSMhNoSBL0YCpYEjASZAVS54CSmyIrcsI6qlHpKqnUUf3VGn7svNKhH4f81O4jEaslU8hAtt7o2/uL09iAtL7zj23Lsf3a6HgRB88VL1rBvnb3mOSV0wzfMfb2m++rHpt5+jNmp832l2CDsSxVEZbjMWCEExhwt7gxNC43LGF/xJO+6UKgMNgSsT8wLzE2sSDwYeCu4MdofeDP4upPC86vHyAW+SL/I0B5aRNWQnf4B/g1deTn+kkXB+2VDnIDXfSA1J5xuxQigC4fTi/Av5JL/Byo2W2h3pEWFMc7h7w9+F2XB4EC5HBhylfIGg6VEjx1kXNUIaFP5gOtpFbjrACooqD6I+BM5ZNZy2arhiEFxhGLotd2hCLJIK1eY8ZYdC8hTcp2DFsHvTSrApjdNzYF7vL8UYlxdFW3z4uA83+Vp8i32ML1DeOmqAsYOWtPVkaMSSyu6dtGYBAAwuHSiqpTuWBUxlAd1ZEsZtzT0DFDUfSGkonJ6Wf10+yaSaabYAzCJjh+iu1srvUJAnAdLUPDK61xelKAcwxyykV0GAY7kpTFmCR6e+iiZ+8dy+1LvvvNjVyIQKzL/YNIEZ92TmyZdmPPbgv14+eXHjNHxV5V/yq2aOvnxMuWYjnw159OHm9YfMrnvvvjynKiA2NHSum3VfY05BJGfKmOHmu64yf7J2+IyyRFX+XMtnrQU8PGjxoxz0eDdy9Z03htpqqkJjQ8Q1g58hz/DO8DfnfCvwFexwdbi7IjSGbVQb3WNCDwuPSLJih8AFBWEaOjlBp7PhttkcSPZFxeCSXJyrFREm4ejCRYaCl6B2aqXCdVmJt9VO7Omt/WIS8KYsa+qhiLe8Oc7UzzRs8/h58jzvPH9rDpcB7mvFT5WUGGoIRJb0uMEeDKTL+LXYf2fnq72m2T17n+FKj1+RuWv1/LlruMO9Zx42T5nfmWfMj2c3byfFv2lasuOZg796nOr6dBh7HehCAP3ZmDLT0exq9i5wtLpavSv9KwJbyVblDe0N/4faB/4v+S/FL91fes7z7mp3tWeCa4K3wd+stCrCMFeVt8rPLOOWOdZyaxzrA7tdu7zdroNeyW5hNJSm9QGXnraXq/RIIDet9rMl9TBmkQwyczltyIBLkQHXofJNgNTDYI5YOBXxCZgexVFUotINNdoEBiYYEqJ6IDhz1I9PhzITe1JAj2iADfF1isbZKaizthVk2h9KU1xVVnEUdpQjlZd52aHmV/Zrm1pXrrp+8jwP1lNn//Cl+RX29rz6Ofm6bOq0B55+afvsxSW/fRUnMIsFXLCL4mYayK6lHzebjMGuZr5ZbnZl0bINoHFekpbktueSYUxaGeZJByYwo5UJntGBRyRJt+Bio6gx7DbB7oCpkH1FdjWBKVIcDhTcSLETFQPhmbUXR9h2LosYi2Fn4weLcQBW1Fa+VW51ZdHCZ5qLcEX/ACGS8EG8dClU2Bbzwqh9sw6ZF3pf7bwT+3vdJaNvvXrd6vnXrd0+uxknwfPaceBhol1Y8vTli37z5KFf7YDxjoLxJgErOsrBv+5GGuhJg63mEelRdYu2m9slvyC9oHYFRVHH48hYvkFuyt2tHuQPBt+Uf6d8IB9TzgvfqmqOI8djgI3wGHZn2uF52fOOh/FYaMits2q7D2pynwF0zzXZPsdO7H4XZQgHA6E0LndZj7TCkbRVx4qydWpwtvbnWLXhAIMKMRhCGnS7xQW8+6b9rM3lp+LOtwkoiks8WRCV5LbkLs7dkcvmOqKioTrSIPB+e5jK5m4y9MkLGEEgCIbuNwr1Or+R64ACjLCfWmvLv9f1WgTCBZ2AKyzCDxe5+o01rTsHLgVDa3EC6wcITrhqaKc7fbTau1+SR1q7o6J1KRrYN5+kNjRj3d5ugJTs9KZ2enu7AcLKBv9WqhdoDPDScstfgrXAFOIRcJEU44iJWtTCnWUSPvI99ld+ucf86u5WrL/Xg118r8HcefVls5LM8hk/q63F+IqSR3914IFPAQsp803zpZUbxuEbbl1VX/9zajf8oABfAAf1oi6jrJLFxWxEizib2XY/J7Iv+4nH6yS6y+u0ux1Is7sx0oguiQ4bbrH12YiNToTMY6fDi/u82Et3czVo9ww0zbt1WSqvE5vEySIjFmolzhYncXZh1lDt7gTRW1CH94iXeCkmJCXtDfiWd5PW7AOIFJjUC8DOL2Rqz2YCJ5Ef1ITSdfjWQVFT5oBPvydyl1vsqgwCJlCJMKbPb6LOuH97zSM3L/95on7kiIp33zVPbWcTk9esnpr/ulYzpfHTC4eY8Zbum1PYqywOUYInGdcsC68NE5eiLhm6Rm0fykYwxBVMKS4n5YyB60k9M9vRrDcXzCiaAVN1veO887zbNVwt9w4vLB8EhNrbWDh60Bml1yffD17bpqi2YkVN2r0+z2BVAcrnz6cacMDSAAvodqcFkv02JVsXFmcVIF6QrYems4ogeUKW62/hqMHJcyRpZZcHU4HbPII/wBcX2RJBPzU6UiAQDG4cioeCCeoyZFSeH3UFSi9an7P99kfr0XpPDjir3rP9WZoBBoCszlk374TJseD7Y6BKvxDvDbi4NstuOVr11oL5RfNSrSU89XI+zuvr9/wjMB+P9QPYVwEMEFhfBKiCW//Rlq3AhhgunLGoqsCt3n7k/ZXXYPTyv7ZjfuSSwxvNv//5h7vmzL9/3YK5dzUkqz25Ue/Q+FWPPXtg4/vYhoP/svnC2BcPL6ztvt9O7nrq8V/98jcdj2fXNbBXgl33ok4j5cB5uIZOpHYZvsz5H/g7LAmcl8snM50LnBzGxK07XW5GJ9hBhRpmBEmWdY/sRcgmJ0TJiOSn90i4T8ISiJk+qY/lpzf5O/xkif+Mn3zjx36kJ7wey2zBtR0efMaDPQFfXVbwEJv0p85h61z/nmX/aUDaAzL1WQRLtGgyeANKEHKJB6Ccpqpux3QTP73upasfawqbpyNTRjQsKjdPAy34fMe4Jes29j5Ahu6aVTF6/Zrer2HQgG1rXYeVHxbQsm4k0YywU64zpMkSaZf2Skeko9I3EpcnzZFWSR1wgGN4AXEs46BPBWkemEEZ4EQ8xwusTATwmRYWo/lpNiD2j+vHcdRZ6mk9AtD6aeLSlJt2OrtgxDyN/exBzJoXfpjAJn6wnuf1PWFOwb+x+uhBG4yJXiEhRHyVwkGRa/dhhuWQR1c1RZP+sU+sh2/RsHa/5MB6gmgc5oIbKRfGPrVcA90LeL2+w+R6FCUL90FHLV4cmHjSP8lKBfRHJZmBTtMnl+U/6Tntt8epW5Q2WTUQr9yH/RVbbyq+unqoHnekqlzZ4Wz64Yff77rK4TjDcgXpO5n/urimxhrXVCs3bxRRyXOTOdLO7eWOcEe5b7IJ+VVcBxzgsotlgGFiNCBjFGD/Scb9Uu1fgtOff78dIX4b2LAkHt6NiuDXGbgXx/OKh/cqaSYtpv3p+GgyRhzjHx1XIkxJ0VRpTlF70Y6iJ/ldwk7lAH9A2Vt0tOhEkR0VlRRNhhMvFx0v4ouMYE66DvbbrZOcEGWFYJga+U5ZiFq2nhU0pzMZyslJJGUAikNLuJzGrIo5TrwYpr2LNBiOYCgRzoFji3PwnBycA8eeL0gkkpQfdSKUtCiDVEdroxL6nYRLk8Yo+NbCNz+ZThrDRqRLku8kjycZRzIv2Z5kUDKSLE32JdlkoPA/aweCnv4QPWvZas+BdwYHcq4tk6r9UdE0S9msnFt/pgcvTVEnglPuqAc0zuujrgQMl6V4ycSA4v2og7djZsOReVtKG5742c1PFIbNU+HklOELhpincusqRy0YbJ5iEw88NW369GktPxu9rbeZtPxySO24DVtMQhoemzWoYfUjvRdgzh6gtgnmzIt2GH7B7XPPEheIbBeLYba00eJox5cax1uGyCnYVV6x2YBYEpzwIssQIdxHV/r8L4ZItiUUO5WvqioX7ZGCz1C9+Ik9siT1TybJypBd5KRF+FIDZAkJzBJ7pXk6f0rN+JtSoNbshvcyjzTlkdxn51ZPXt1p5rGJ7c/XL1h9WzaXeAXwTYpPFaKTrca40/iU+K37Ww/7JjnNEVeAC0ikWZvhnuFt9m8l2/ht4lalS3qf/In7RHpfOcWd4k+r2i7x9+T/8K+JbyjczeJ6frXIOC0c2nxUSDor6DVCcE5oSYiE7FH0k3AiG5RlSfaAt5JatXnAsVv9LKauCmfcaVd2gQJdP0MKLvFLV9xzYfvfcLn59tcPmufvwXlbFi3avHnRoi0kdi/m7zHf/OZv5murUd/uX+7e3bF9924Y7wbzBnYzjFeDeOJRY0i1e5ybuNJMjVrjTodGM+PV8e7Roe9CEo1JB+KMc8J3IRE06NL402uzaQ77QPzpLLLbHQlNswIL2z9GoBN7amEqtZP/FINavoT6ZxqDXhJXAG+KeijWUX8QSkOLH0e9AXPlzy3sxtjs7Z65sQkm2XP/vGvuXHPt/HUwuZOvM//D7DXPmR81TO/9kune/8zj+3c9QWOL2TD2OTB2Jwqjx40qVy1Jq2m9NmcCGa2O1ifkiEvycFj0+NLNXLN8pTrD3exrDs4I75R35pyXzqnf6ooT2UNUCKzNkw3CBYfG+yGAynUVQSSZcDqtIFzaCOY/mJelNecuGf/Zfxh+qq1fAK1cqzzP3eprDcwLgwCwkxr3ZCIbOVJWgrOpdUsKzLiqJ1sO3HQPJkcWPlaLifm3u6+bt3711Vc/aN5AvGOnrtuBNYxw3qzZj3/fwDz/6x1P7N3z2HPZtQNrEWKqrPnfbRRu5bBkx1O5edzNHFPimmlfYF/iYmWJPiUgG5U+hdQpTQpRusgyo0gQQMsZwsuFSNKkUmmJxErBVa4dLtLiWuXa4zrqYl0aSmDGwgAh7bgDExxw1nXjHDSQirio1Oeox7OoM4gDdLymLAuHNtS41ze1cW/FlFkz98ll1c3WSsgsGiwSbcdO3GGewlz99aPnNF85dsTwK0rYxNbrR1f815BRT5t/gzGWgk5rMMZi8qpxhHfycTHpc/ri21zb9K3JzcWSoDfoxPWC2m1/M/p5/Lx6LsYXqdPVuepm21bXrli3IoyKG/mjE/Nj1yXWutbqa2J35UtViTF8g22C2uRoiF4WE2L5yUSVUhGledaKfIGXOacU9atJJRaLxYX8mDHo58pyfYXnlqKbi9d5Vhc/6tlc/Hzs+bjajjf67vU/UvxU8d5BvC/qNaLxtNfIyUvnefFxCFPKxejkgo0FpMDwh9MFQZqCM3zgeyYPwqWDcMkgPCg3WgrwKsdR1O+frBouyXpn+qw2kFreRUV+AXyOlW/rt6P0yRm1rqke1J8sruAx5rEXJ2KV0YboNNzsuw63+s5hGfsIG4zGSKFbVUhhsIXFbEOhbXIQBxvcAsQ58E8p98A30xaiqe3f0ygh2pWtY1bqP5/un9ifl5/dDwStfSMEG9eruDLWENumPhx7PfbHGB+NKSrLBlF/HILKaUSy3ze4DvcHrdZ+rCBtZfPDwAAQzubz2Tm4HZ/BDALk0+w+a13p9sKVGBsTEYtb2DMsoUPwGtC0t9xnQLs+Axr1GRVVaR/Np/qMgiIooF2HL89KXbK+6UEDfJgjiCcH+4Kkf/BWgt/6nEzR3bOpfh9P42gqjP6MfDYKbINPJruSNb/vLUOyueochVCAHL4+qNYoulJDNzsVmuP/yz5bjRVuY/ooemC1Gl2Zmkwk82m23mIClybr6fpKiGESpTjoWnTtjVUFume8+ezs2z/+/OM/FprfOltmLi6N5CTwK80zz37zUS8uSV0xvTCnJOLRnY0jZzxyz4v3bxg68rI8bzzXkzNvQuOaB9/da9mKvL7T5AHucfCMfzCKIggCTrnIMcw+wd7sEAIe5Ge8HuRzuXXscxEd+xlJkAXFTwXuQL4O314fMweqIz7GB4F1pwdTx7EfeXjBykgpNqlELkEQ27ZYywtZo9DPJHyu6Z46fYe+R2fm6O36Jv2ofkbnkK7pdEEhqweCyzsGSFXj3iqwFMOt1WR635Hq5mxcfjZTq5214vIe+jCNXnrSItH9cXkGQxCuW1L18f0Jfme8oryiwEluPWJL5iQn+K/5xeW31tikO+7AQTZxwpx2Zyon9HFx+ZQxQzfjd06896S5HuRzH9iZKWwCeNJ2w3elc75zC8dIfICvJbXORtLoPEUEK15zsjYvkj26Lku8W094PIiaSLvXYkvZ5MT/gy1J4kWaJOIzIhb/97At62j+gSVlolaSboj1SEP/8ekGM3HYS63XP3U59uddUTduaTH275h+zVVPbyEdpv/E3OFNN5/ER2gghJEN+OAsGKcNhwwPVxgsSQu04Gkh0oLp6ju2H2orBIsEh6UfZTHP2ERRVmwQZxIXE5SCcgwNtr1pU0C7zxjecCQtI86mo4CtABXb0miYbS2S+lcMylhVrLZski/NYiRhHsmoro7GQinroWjIcNmQzNpkSSIE87At1dB8r+HPKUzb1DxrpRur+nxBTa6Tm6yFFKWGjSU1NraObWIZ9jApBaLabjiUCoQjdJ0rDiivA7YCFFwp/8SeDPiqTMBa8WjtWzydknRXDYYuWMqdomtzsaXsdKmir7KqssodxfiQOQ0nfzfMx9u1t3HUBOn1fnZgjHfwYJKblakCMp1jyXSbsaFQ+B1Ltgnd+BP8vnBG5UQhyPr5Qr4KVYvjcDP+Bb5ZkBM4JVTiYUIDniBss53nzwtSAZsQiuU0O0yuZyfJr7Hi5fI0tlm+jr1RXo5Xyg+zW4TD8vvsJ/IFWWVYQZBkLxthi+Vytk5uYCUPG5CHyZPk6+Vd7CH2LfkcKwkwOftdfjqTx/YDE2KpqfYozjRmZYFFxKpEJIl0idOJg0WD030MppuGw5ufZhJE0gmRON5m6z99xobppuGD07YE4nSEOJ7jgEeIkmRDXBe5sZMvl6AybOLcJnWHekJlVIYeJuU2eth1Jptkzb7yMffHOWrz04RRYKKWOWdtoZIs7qGgy1FTbQMrUrNbAxkiX00WZQfkiBS1BtgJNbKsNTW8mba2pZgW5RKOhnAUShtW8CrzAXzli2/gCeY2vN7cdexjEieM+QnON6Xef8fjzUNgMvv6ss/9uPdcCRREyCmgYejvcCLPcJKmShyp3FFJKlk0LkVwZTepQEUIwJNpq7j0t89f/G01+gZOFBoacZTj4+V95aSkfG85KYc+j3ietjH6xzasRqCN6WaGPmuBNnKsNqqwF9ooPoi1aEuURPsf6NHaUDU9HZWT41IYF4lWKzD4CmjDysFbY8i12hiOPoE2vIZMUDhisxkERy/emF6/EgKpUXD9PFSDUN0bBnI2oGGvWVso/yAWDJcnu3DL5s9JC/hOekfhYgspqw0rDrPGnsyOHRfBPSuNENkUxH1B/E7wmyBxBJcEyZHg8SCBI0EQw2WWGFKXigEmrgJwStdiw5+VX7rseYJN6nXqDDfiWJNBAGITo4DIcyZhXsQJsDB7sR9YqkbfwwFw9Ueb4D0uWOuLov3vRGGA4IUIc+SCwaEfUIQ9QnU5YWbI2L6zyIcmG2pSr9LH6kzCnXbTxR4PGXHvZxHQkY3yZw5ZuNoVDFjsWqmg60ED/sCfor+upzkg+o5Upv/to56zmd6T2VRPhTfr/K3XKiqtl1LoMvXE/BnNqejIUUZ9cNKslXeOu/rAHeaNt9gi/kSsTL82tKhpZlWj9f7T/2UPkF3c88iPWgzXYnGufqt4i842i9N1kFHKSZ21fWCtWQVvV1NeesjHI3WMw55nJ/ZgEI3BgUDwqeiIG6x+DjwFo92kzrX3rBXKZNzxLDexngBUlVsBjPUs7KZ2PG9yvHbH4EiKvxNfOykW9XUVR/LZAz61tc0xtrBk7U0C35DMxicPQfEs2EUGjTPiNBHVn5Ni5kBF8qyUFAMW//83IZVdKeN8CAf603pwjxfY3dAqfSes3nDjCKATR4CmTmYwYjSGQADTbEiw/TnSCCZd5OpDeBG0/8UvBl5ZytCXlSBqgRukUmAi8Av34OFmD7sbp8z3s/dg2GfJbrgHj8Z2I9J31khiZSvehQnLr+OWwvmv2DXcGv6rVQhvRMcRaaFoEPpfQwMUT+wNnD3rp4tJLPG2VVfDfdzxpMC8i9l3PrvpBvZZnDQ/2rz5vwE9xq9DAHicY2BkYGBgepY+LSb+Yzy/zVcGeQ4GEHi0WE0DRv9f9C+QbQbrZSCXg4EJJAoAiBcNbwB4nGNgZGBgvfwvkIGBXfb/ov9H2GYwAEVQgDUAnXAGi3icY3rD4MIABEyrgNgcjEuBeBKT+f+/LMUMi4DYGIh9gVgNiKNZjzMwAPEU1hCGqSwPGaazmTMkAdX3ANlzgeIzgPxIkByYPs4wDcj2AtKTgXo9gWragXQokA4B0o5AOyXA7Icg+8B2LgLR7LIMdUCxiUAcBMTdQBzNLAvWawDUIw/k9wLZ3EDMAzYXgkPBZloy1IL0sTEwgvykxrTq/2eg2GQgezcDMwAanzkYAAAAAAAALAAsACwALABkAIQAsADyAcYCcgMAA7oEeATuBU4FnAZABoQGsgeyCDgIoAluCiALUAvADMgNRg3kDlwPYg/iENARUBGiEg4SRBMeE5QUDBSKFQwVfhciF7IYJhjQGbwZ2hn8Gh4aNhpYGoAathsEG1wbjhvAG/YAAAABAAAAPAAzAAIATAADAAIAEAAvAFUAAAZOAsIAAgABeJytWE1sXFcVvrYnaeLYoTRtYzuUXgnUJsgZ201aJ6moSF07WKntKh5XlCJVd97cmXny+5m8H0+nm4JgAahiwbZs2NENqBISC4SQoKwQYtEVKyS6QBULFpXYIAHfOfe892bGdtq02JqZb84999xzzj3vnu+OUmp76udqQrm/NwEcnlAnJt4SPKlqEz8RPKUWJ/4tuKamJ58TfELNTHqCT6rTk98T/IBqTjUEn1Lnpv4q+LRar70peHrSnP6B4DNqZWZH8Iy6MvOh4Nmpb557X/BZVT//FjyZqE3Bt7Pnfy24phbO/5HxCcinz/9dcE09ev4jxichPzl3RnBNPTR3jvEDkJ+ae1JwTT08t8L4FOQzc7cE19Tc3B7j0/DiP5wNwhNqeuLbgmFn4seCp9Q3Jn4qGDYnLwo+oeYmNwWfVA9N9gQ/oN6b/JHgU+qJqV8JPq1+OPWR4Ona72p/EHxGNc/8Q/CMas98R/DsyV/OPib4rPrW+TrjacrVXCwYuZp7k/EZyB+ae1twTX1x7heMZzgnfxZMOfkL47OQPzj3T8E19YX5CcYPkp35xwXDzvwVxuco5/O7gpHz+VcZP0z+zMeC4c+88+cRyB+ef1twTen5dxk/yvrvCyb9DxjPs/5/BUN/4RHGF6gGFlYFowYW1hg/Rv4svCoY/ix4jB9n/b5g0v8u4y9TDSy8LRg1sPAO469QfhZ+Lxj5WfgT4VOc54UPBMPPBd67U+z/hc8JhvwC52qG9S88K5jktxlz/i90BMP+hbuqoQaqp6xqK6M8fGr1Dl4N1WW8pWIV4ZWJllZr+JYA07uB3GcNDUmA+XWgF1huPqOlpdIzrXYxEqi81Ekh28SnW29FXcf/sros6CmW3sSMAJ93MKcDHzKedQf2UrwSdYD3llKNQc+2jWf1O7rRtXorjuIMIr0WJ704MZkfR7oXeHX9gsnMxygtkTG9Gwc5SVK9GWHeyvXry5fx9lRd3wwCfcfvdLNU37GpTQ4sHLgJX3zEHwAmvsHH8xwthp6PA7yPJ+7G0BRdKt9QL3NYaZnGK0jDMv61uggbPpKVYCTFqw1bl2BYwrjB62pa7cbLNkkpmiv15WV9ccv3kjiN29kldeSiqpqpjl1fDdsctjNqxRmpRn/OtUOV0YLhEJ+J2oeM3P/0VaUhtagHH45m7DBVgcZ30snE6h4qTquXeL5WT/B6W3jfwdptri4DfZpnYZXqqc8zyVpd4vmZbiSmZUOT7Ou4fc+60Ynt+GlmE9vSfqQzqO7t6pdMpp/QjS29027XtYla2gap7XehVj9cFVoelxjBUeA9ODSo9lijNONOYnrdwfFzLT+8NLvPCemUIftyNFzmRyhWTUnYNo90eSMNErFYpi3hEZ+PgV2855wwVyHukb2GB3XEP6tfSEzfjzoUsY9H8rK+EzeRkG3f68aBSRcpJ4nv+Ubvmjxqoa7weF2DmTWOKONCKbY+QUwaqxk5MNxj73P5tPgYoIMhYp+Hi9sTW4ZjpJkhW6T4u4gjZIuugDRHb3g9TwrKjVD0qZSU4Vy5eYOyhH05knpShJZznPIT6rJUFJkR/3NeTfMKw14VxUs5pu99tt0dKmjSjdmWW7uQu13LJCOePGzpIb0MNi1nxcens+2JJOdM00NRPZYxH68JZzTg+eQp1UUos4oVPJ5/IKv6Eqk7o8hClYU2NMmak1Z59SW7sUTis37O36pdTbnaA/bu6JooGmBaxkJjIdurbNAZui/eGsm/x61Jy0FT5KzFa3dY6ubTIeHLHnb56OhJjcR4p0PpQLLtLFQt2fBeuerQnENP4vd51wLW6fEz7Kox4pkukuHq9svKosPrddmZkL2h2jyQZ9QdnUHpR8jfqurNxmhDOhafJ2s02ULOmW6N1KZVdyEvMku17ZURtrm2NdfA65zblOsuK88lt+vku3veMzl93NOUSpVVDcCNhrwjRr3B853XZNfj0arS3OotzlaPn5JBGUWxdsTHPo0bzkQia9Az5LKY8fzC48J6j2so5PO38A0H+locZTaktpAMdGpAH8AQ/LZu2dTvRIvatVoPWsbHYBgnVnfz0EToHNrrmsR46CD44nspWoiJNMYG1Hp88I0eeov1bJrGODOplxjYz72u9sUU9Z08srrvZ13uQGEct2g2YZy9GRzx0M/SQpb1bZT5FtoeQJ4M6pqbXHxgEwOikyXWZCGGaIKXg+yktBixCZuwC+08CADZVywfxljEj1p5mnGoaTYI7HAmiKaltIpNQj9ijSTeh1kD/70cC7ne2fJNJ6bxfheNQ3dt0ENGYt3xDywrMN8zOkA6dGiRu8j3oG56PYs0Rp7FIi7dPiVL29cRTGiDgUZsKdp2QDZCP+D0ZsIgU1nPw4ym1XmKbs7ZtHdzcjb3KP+6HSNkWERQWUbNDqEnFvueob9hm1KkjJkBvoamY97wI5i2mbfokobpLT/tBWZAS9DsyPbTnunBNai04GLmp2SY1HtJHMZsDSXW5SeoB664hP8+/9e5EofZQJ07YAiNLp/XAVAIFPEpYPlbql7jc8adKvVSU3WzrHdjaanf79dDae11Lw6XulkYLIVZZEK7FKavGcpunYT/b6/6fJI5XfspPOvbAFIrvm2D/zRw1djAaw3nKOEdSIkXbeD9RZavQ7KLdzppb4EfreN/i6UNNaum+dXgszE94uTUpdyd+u586MkJUp24n4zxVedMwS+KU6vJowPo5+WaXtmp3elcsbTh3u/6YMUKXDfyhQGk0qE6bMWWHZ56zyuyGvWqA2EGzZJbuTWze2SmYAL9stda6R+2PKET7oaZdKe2nK5H5avoKZQxO2Sl6kmH12sJn6Nab3Kfd143ZWcisXzUDj3JUY1myvGLw1VxeOWiU1NPNnz9NVg1kGyn0hGPW5uyvwdJxRoGh/bCCmcevgQ5LmLYox5n1hf+/0n2XEstRkOduliX+mKLM+0PcaJk6Hq+WGonQ3VbMdF7Z4q8C9l+UVfxiL0+7/8+7+bwxbDo9pVmDF13Zcw542S/W8bj/Bqu7lD4gcu/e6p6Uh8VjxitoXtFVNXHJsd+eOeKmwQxKCv3DReNu714vKvR2B4kY/muLKd8h8v5Ou5Y1QEz/b4avit8/O4X9hK5zfjyM8tRd5LD++iyVd2/PLZ5+DkudsyM5bp9X95WWT68wih7HfXIyp0sQ8cqLNAPBjeVux9fxM32qlpVl4BXcdO9BukyJPRbCP3wuqdui+YyRlcwclXwqrqCF816Rj2NGzK9yPr9dUi1vdPY3Nhcu9nY3NnWOxv6xc219e3ddX3z1p319a317cbs9Ox0owtuU1AX4jlEjMAWQCMypjVH/HLAjILYJBGP5kAP4pxmekT5QHb4Ru64IRgaE0WQLFzkI6ibTmIt0cG6fgXTugZcLG4Sl8XMbMQZooh94nQW7MkS3Umsl4FstUFmKr+IR8UdyyrMs8p54EegkM08g2m4GYPWDgX0ZFo4BTZZpqKcTJRPH5ggN03QPJOCpg3Pruu9iInjoIgCMckvN+CYRqc96/lt3zscuUYWI6Z8NNe0Wj4RM1DDhH8TXCRxwrllij3mVOCHPgWERVivHyf7qWOKTApZGPcj3cubgZ92aR3YcukOwRbhP7aqN9COQUqGRhfifGy2q+DoCnE3tykvg8uHZ5NIIkjEb1ZOu3EetEBkD3zbd3eGQ+GTHnbSgoa3qntGGSPc4tuNl1V7TIEZ8bp9tFl2uZwg5FsMYR2T3SCFvd2b+rK+eO3q6iW9unLt8vLV5eXTp/duQ7i8snL1Kt5Xr6zq1Weevv709dnpY8jiZyGrxdjS2NH0SSkqfVuS6Et2auVUo7Np9Cfa8bFM5ROzWPLDMb1heZvPttHxQrYh9+/R0VI69f2p30y9N/VbvL87qjM2Uvjl38PnYuxFINfzYpblY/pHjd9i/pGOaVbSDUQagAX8C7M+hHQ8nvHRYmbx+0N8jOXh8ZcZj+oVsq/z9wPO67jO+NhLwu1z/r015p4/OuNojeE8jvs7NlZ7vPZc7dnaWu2Z2rXa12pfrd2uXR+dcYxG45h6GpZvHBFjIbtN3ydWoDk6Piy/Lb/v7B+KYmRk4vPqb1Nfos43rDMkvZ+au4/c3Zfdj6nL/wGpFo7AAHicbcbLCgFxGEDx8/3HdSVyewDlkjAzZrKwdGfcr1lZzMJiUrKT5/Q0imTYOHXqh+Ld48qdfzVfCwqNGHESJEmRJkOWHHkKFClRpoqOgUkdC5sGLdp06NKjz4AhIxwmTJkxZ8GSFWs2bNmx54jHiTMXbqJEk4AEJSThyPjguY5bqUU/0M2vLF/GT7YvS38CX0wgAQB4nKWXbWxb1R3Gz4vr66RN7KRpapqm56au7TbGxDUJLiqq700d0LCmuk1ANi/CLUQCTaKWYtONlyQwVaKtKNnQpjGk1UxaVK2DXN87ik3S1SxDQptYrU3TwqRp/tB9WhF8mPZtyp5z7BSm5Quak+c8557z/53/ueecXOf+ikzxHxMvpUSs1/mPHF9f3KjyNx3v9rhh+vgPSAZixOLfJHWIkdP8e2QOYghP29GD8ZqsOJ3dcR/iLxAdmoc4KaOk6tqAZPwFZ3u/HP67trdHcS/YsdFWxfH54xmzj3+bUD7NnyUBIvgsfA/8Sfgg/BR/inSpeRqO1xefR74kwpN8BzmAbpP3kzg8xXeRARVWsrtbeUr2/uG42cmPcr8K8fIuMgr3cM2OC32ZG5ipwV91OrbK+b1q+3bEr/GzXCN9iJpH1E7hvcY7yQgk72TK6eiKL5jb+BRucwrLIjBHSi6p0uDP2hgI+Sb4btKPvm/xQbIDfj/fY+8Q9WX+hgr7vhwF+Y7YnrulOV3d8brZwY+g1+IXseIXVbYFJ3QoTswQ309iEMOizqE2h5qPn0ftPLbpPLbmPLbmPGZxnrgJ4efQcw4xI/x5UuBnyAJ0CXUXhtxhYwVrqrJvf7zG7+B+rIRvGWtH0brL6eiWM/PbvdtVmN/Z1h1PXuMz5BjEMPmis9MfP73Mh9Wt3On4ByRQsDu2Yel2tvYCYL/cg2t8N9+jVmJQrYBlClxT4uWCUPZb1pCrw/7I/iT3l93AtfTftf2Ttv++5et11nCQxaiyP0hvmrvZ3zHYE+yv5BJqjC2zVRID8BdWlbNgn7IaScLXcP0UvAa/G/6BPfSxqLKqA8Pc37K7+uXNslU7MtKuiGC7snOgXentj5tB9mv2IdmNIf4M3wf/kNXJXvh1uB9eZ0XyMfw9NkYOw3/Z9t+wFXmm2fvsKjkEd+xuOQXL1qQt2W5p79qkdZUZESvsXXaF7ELoO3ZoF1ovO6F9wruM8Sj7GSvag6LX7GRv0yz9J4LKZE066WU/tRNykAV7RRc1tsAWDH/CCBpRY5HHgrFobJHrQT2qJ/RF3fSxi2QLFg9/sOwCygTRGU4PZEAL7JztSljmv3FP8r4YmUdZVrU8yoKqEZS+271fqFqSnSXHIIYxZqE5aB56mbhQPg+9AL0IvaRailAJOoPHRwFEAUQBREERBRAFEAUQBUUUVPYSJIk8iDyIPIi8IvIg8iDyIPKKkPPNg8grIgMiAyIDIqOIDIgMiAyIjCIyIDIgMoowQBggDBCGIgwQBggDhKEIA4QBwlBEDEQMRAxETBExEDEQMRAxRcRAxEDEFKGD0EHoIHRF6CB0EDoIXRE6CB2ErggfCB8IHwifInwgfCB8IHyK8Kn9KUGSaIJogmiCaCqiCaIJogmiqYgmiCaIJjtT4Q3zIyANIA0gDYU0gDSANIA0FNIA0gDSaN96US0Gw7GZheageUiydbB1sHWwdcXW1fEqQZK1QFggLBCWIiwQFggLhKUIC4QFwlJEGUQZRBlEWRFlEGUQZRBlRZTVwS1Bkvj6h/Jrbw17mWY9+HJl8/SA8jlyS/ksWVP+Eqkof5EsKn+BvKL8eZJQfoaElGM85UUiPNQWCa/Zj0fAMegJ6DR0CVqCrkOaqt2A/gatszFjr8urHdMuaUvadW3Lkt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<ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,647.3,null]'>1.Identificação do projeto</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,589.9,null]'>2.Objetivo geral do projeto</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,444.8,null]'>3.Detalhamento das entregas do projeto</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,98.8,null]'>4.Sugestão de ações que, atualmente, podem contribuir para garantir o êxito do projeto</a></li><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",79.2,604.5,null]'>5.Legenda</a><ul><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",244.9,585.9,null]'>No projeto</a></li><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",475.9,585.9,null]'>Na entrega</a></li></ul></li></ul></div>
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">ASSESSORIA DE GESTÃO ESTRATÉGICA – <span class="_ _0"></span>AGE</div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Núcleo de Projetos – NPROJ</div><div class="t m0 x3 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0">DISPONIBILIDADE E EFICIÊNCIA DE TI</div><div class="t m0 x4 h3 y4 ff1 fs1 fc0 sc0 ls0 ws0">Relatório de Situação do Projeto</div><div class="t m0 x5 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">1.<span class="_ _1"> </span>Identificação do projeto</div><div class="t m0 x6 h5 y6 ff2 fs2 fc0 sc0 ls0 ws0">Unidade patrocinadora<span class="_ _2"> </span>Gerente do projeto<span class="_ _3"> </span>Período do projeto</div><div class="t m0 x7 h6 y7 ff3 fs2 fc0 sc0 ls0 ws0">Secretaria de T<span class="_ _4"></span>ecnologia da Informação – STI</div><div class="t m0 x8 h6 y8 ff3 fs2 fc0 sc0 ls0 ws0">Max Frederico Guedes Pereira</div><div class="t m0 x9 h6 y7 ff3 fs2 fc0 sc0 ls0 ws0">24 MESES</div><div class="t m0 x5 h4 y9 ff2 fs1 fc0 sc0 ls0 ws0">2.<span class="_ _1"> </span>Objetivo geral do projeto</div><div class="t m0 xa h5 ya ff2 fs2 fc0 sc0 ls0 ws0">Objetivo geral<span class="_ _5"> </span>Percentual de execução<span class="_ _6"> </span>Situação</div><div class="t m0 x7 h7 yb ff4 fs1 fc0 sc0 ls0 ws0">Adotar<span class="_ _7"> </span> <span class="_ _7"> </span>iniciativas<span class="_ _7"> </span> <span class="_ _7"> </span>que<span class="_ _7"> </span> <span class="_ _7"> </span>permitam<span class="_ _7"> </span> <span class="_ _7"> </span>assegurar<span class="_ _8"></span>,<span class="_ _7"> </span> <span class="_ _7"> </span>às<span class="_ _7"> </span> <span class="_ _7"> </span>soluções<span class="_ _7"> </span> <span class="_ _7"> </span>de </div><div class="t m0 x7 h7 yc ff4 fs1 fc0 sc0 ls0 ws0">tecnologia   da<span class="_ _9"> </span>  informação   implantadas<span class="_ _9"> </span>  pelo   T<span class="_ _8"></span>ribunal,   a<span class="_ _0"></span> </div><div class="t m0 x7 h7 yd ff4 fs1 fc0 sc0 ls0 ws0">disponibilização<span class="_ _a"> </span> <span class="_ _a"> </span>de<span class="_ _b"> </span> <span class="_ _b"> </span>infor<span class="_ _0"></span>mações<span class="_ _b"> </span> <span class="_ _a"> </span>seguras,<span class="_ _b"> </span> <span class="_ _a"> </span>atualizadas, </div><div class="t m0 x7 h7 ye ff4 fs1 fc0 sc0 ls0 ws0">confiáveis<span class="_ _c"></span> <span class="_ _c"></span>e<span class="_ _c"></span> <span class="_ _c"></span>eficazes,<span class="_ _c"></span> <span class="_ _c"></span>de<span class="_ _c"></span> <span class="_ _c"></span>maneira<span class="_ _c"></span> <span class="_ _c"></span>que<span class="_ _c"></span> <span class="_ _c"></span>auxiliem<span class="_ _c"></span> <span class="_ _c"></span>a<span class="_ _c"></span> <span class="_ _c"></span>efetividade </div><div class="t m0 x7 h7 yf ff4 fs1 fc0 sc0 ls0 ws0">nas<span class="_ _d"> </span> <span class="_ _d"> </span>atividades<span class="_ _d"> </span> <span class="_ _d"> </span>jurídicas<span class="_ _d"> </span> <span class="_ _d"> </span>e<span class="_ _d"> </span> <span class="_ _d"> </span>ad<span class="_ _0"></span>ministrativas<span class="_ _d"> </span> <span class="_ _d"> </span>e<span class="_ _d"> </span> <span class="_ _d"> </span>promovam<span class="_ _d"> </span> <span class="_ _d"> </span>a<span class="_ _0"></span> </div><div class="t m0 x7 h7 y10 ff4 fs1 fc0 sc0 ls0 ws0">democratização do acesso.</div><div class="t m0 xb h8 y11 ff3 fs1 fc0 sc0 ls0 ws0">60%</div><div class="t m0 x5 h4 y12 ff2 fs1 fc0 sc0 ls0 ws0">3.<span class="_ _1"> </span>Detalhamento das entregas do projeto</div><div class="t m0 xc h9 y13 ff2 fs3 fc0 sc0 ls0 ws0">Entrega /  Quantidade</div><div class="t m0 xd h9 y14 ff2 fs3 fc0 sc0 ls0 ws0">Data de entrega</div><div class="t m0 xe h9 y15 ff2 fs3 fc0 sc0 ls0 ws0">Prevista / Real</div><div class="t m0 xf h9 y13 ff2 fs3 fc0 sc0 ls0 ws0">Situação</div><div class="t m0 x10 h5 y16 ff2 fs2 fc0 sc0 ls0 ws0">Farol</div><div class="t m0 x11 ha y17 ff3 fs3 fc0 sc0 ls0 ws0">a.</div><div class="t m0 x12 h6 y18 ff3 fs2 fc0 sc0 ls0 ws0">Planejamento<span class="_ _e"> </span> <span class="_ _e"> </span>Estratégico </div><div class="t m0 x12 h6 y19 ff3 fs2 fc0 sc0 ls0 ws0">de<span class="_ _f"> </span> <span class="_ _f"> </span>T<span class="_ _4"></span>ecnologia<span class="_ _f"> </span> <span class="_ _f"> </span>da </div><div class="t m0 x12 h6 y1a ff3 fs2 fc0 sc0 ls0 ws0">Informação<span class="_ _10"> </span> <span class="_ _10"> </span>e </div><div class="t m0 x12 h6 y1b ff3 fs2 fc0 sc0 ls0 ws0">Comunicação – PETIC.</div><div class="t m0 x13 h6 y1c ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _11"> </span> <span class="_ _11"> </span>08/2010<span class="_ _11"> </span> <span class="_ _11"> </span>a </div><div class="t m0 x13 h6 y1d ff3 fs2 fc0 sc0 ls0 ws0">12/2010</div><div class="t m0 x13 h6 y1e ff3 fs2 fc0 sc0 ls0 ws0">R: 25/1<span class="_ _8"></span>1/2010</div><div class="t m0 x14 h6 y1c ff3 fs2 fc0 sc0 ls0 ws0">Concluído. </div><div class="t m0 x14 h6 y1f ff3 fs2 fc0 sc0 ls0 ws0">PETIC<span class="_ _12"> </span> <span class="_ _12"> </span>foi<span class="_ _12"></span> <span class="_ _12"></span>aprovado<span class="_ _12"></span> <span class="_ _c"></span>pelo<span class="_ _12"> </span> <span class="_ _12"> </span>E.Tribunal<span class="_ _12"></span> <span class="_ _12"></span>Pleno<span class="_ _c"></span> <span class="_ _12"> </span>em<span class="_ _0"></span> </div><div class="t m0 x14 h6 y1e ff3 fs2 fc0 sc0 ls0 ws0">25/1<span class="_ _8"></span>1/2010 (RA<span class="_ _8"></span> nº 105/2010).</div><div class="t m0 x11 ha y20 ff3 fs3 fc0 sc0 ls0 ws0">b.</div><div class="t m0 x12 h6 y21 ff3 fs2 fc0 sc0 ls0 ws0">Política de Segurança</div><div class="t m0 x13 h6 y22 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _11"> </span> <span class="_ _11"> </span>06/2010<span class="_ _11"> </span> <span class="_ _11"> </span>a </div><div class="t m0 x13 h6 y23 ff3 fs2 fc0 sc0 ls0 ws0">06/2012</div><div class="t m0 x13 h6 y24 ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x14 h6 y25 ff3 fs2 fc0 sc0 ls0 ws0">Concluído. </div><div class="t m0 x11 ha y26 ff3 fs3 fc0 sc0 ls0 ws0">c.</div><div class="t m0 x12 h6 y27 ff3 fs2 fc0 sc0 ls0 ws0">Definição<span class="_ _e"> </span> <span class="_ _e"> </span>de<span class="_ _e"> </span> <span class="_ _13"> </span>percentual </div><div class="t m0 x12 h6 y28 ff3 fs2 fc0 sc0 ls0 ws0">mínimo<span class="_ _0"></span> <span class="_ _c"></span>do<span class="_ _0"></span> <span class="_ _c"></span>orçamento<span class="_ _0"></span> <span class="_ _0"></span>para </div><div class="t m0 x12 h6 y29 ff3 fs2 fc0 sc0 ls0 ws0">área de TIC</div><div class="t m0 x13 h6 y2a ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _11"> </span> <span class="_ _11"> </span>06/2010<span class="_ _11"> </span> <span class="_ _11"> </span>a </div><div class="t m0 x13 h6 y2b ff3 fs2 fc0 sc0 ls0 ws0">12/2010</div><div class="t m0 x13 h6 y2c ff3 fs2 fc0 sc0 ls0 ws0">R: 12/2010</div><div class="t m0 x14 h6 y2a ff3 fs2 fc0 sc0 ls0 ws0">Concluído. </div><div class="t m0 x14 h6 y2b ff3 fs2 fc0 sc0 ls0 ws0">Definido<span class="_ _14"> </span> <span class="_ _14"> </span>no<span class="_ _14"> </span> <span class="_ _14"> </span>Planejamento<span class="_ _14"> </span> <span class="_ _14"> </span>Estratégico </div><div class="t m0 x14 h6 y2d ff3 fs2 fc0 sc0 ls0 ws0">Institucional<span class="_ _12"> </span> <span class="_ _12"> </span>(OE<span class="_ _12"> </span> <span class="_ _12"> </span>18,<span class="_ _12"> </span> <span class="_ _12"> </span>Indicador<span class="_ _12"> </span> <span class="_ _12"> </span>25<span class="_ _12"></span> <span class="_ _12"></span>–<span class="_ _12"> </span> <span class="_ _c"></span>Aumentar </div><div class="t m0 x14 h6 y2c ff3 fs2 fc0 sc0 ls0 ws0">para<span class="_ _c"></span> <span class="_ _c"></span>10%<span class="_ _c"></span> <span class="_ _c"></span>o<span class="_ _c"></span> <span class="_ _c"></span>investim<span class="_ _0"></span>ento<span class="_ _c"></span> <span class="_ _c"></span>em<span class="_ _c"></span> <span class="_ _c"></span>TI<span class="_ _c"></span> <span class="_ _c"></span>em<span class="_ _c"></span> <span class="_ _c"></span>relação<span class="_ _c"></span> <span class="_ _12"></span>ao </div><div class="t m0 x14 h6 y2e ff3 fs2 fc0 sc0 ls0 ws0">orçamento anual, até 2014.</div><div class="t m0 x11 ha y2f ff3 fs3 fc0 sc0 ls0 ws0">d.</div><div class="t m0 x12 h6 y30 ff3 fs2 fc0 sc0 ls0 ws0">Migração<span class="_ _15"> </span> <span class="_ _15"> </span>do<span class="_ _15"> </span> <span class="_ _15"> </span>Sistema </div><div class="t m0 x12 h6 y31 ff3 fs2 fc0 sc0 ls0 ws0">SUAP<span class="_ _b"> </span> <span class="_ _b"> </span>para<span class="_ _b"> </span> <span class="_ _b"> </span>plataforma </div><div class="t m0 x12 h6 y32 ff3 fs2 fc0 sc0 ls0 ws0">WEB</div><div class="t m0 x13 h6 y33 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _11"> </span> <span class="_ _16"> </span>04/201<span class="_ _8"></span>1<span class="_ _11"> </span> <span class="_ _11"> </span>a<span class="_ _0"></span> </div><div class="t m0 x13 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0">06/2012</div><div class="t m0 x13 h6 y35 ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x14 h6 y33 ff3 fs2 fc0 sc0 ls0 ws0">Em andamento.</div><div class="t m0 x14 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0">Previsão de implantação até de<span class="_ _0"></span>zembro de 201<span class="_ _8"></span>1.</div><div class="t m0 x11 ha y36 ff3 fs3 fc0 sc0 ls0 ws0">e.</div><div class="t m0 x12 h6 y37 ff3 fs2 fc0 sc0 ls0 ws0">Melhoria<span class="_ _d"> </span> <span class="_ _d"> </span>e<span class="_ _17"> </span> <span class="_ _d"> </span>ampliação<span class="_ _17"> </span> <span class="_ _d"> </span>de </div><div class="t m0 x12 h6 y38 ff3 fs2 fc0 sc0 ls0 ws0">soluções de TIC</div><div class="t m0 x13 h6 y39 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _11"> </span> <span class="_ _16"> </span>01/201<span class="_ _8"></span>1<span class="_ _11"> </span> <span class="_ _11"> </span>a<span class="_ _0"></span> </div><div class="t m0 x13 h6 y3a ff3 fs2 fc0 sc0 ls0 ws0">06/2012</div><div class="t m0 x13 h6 y3b ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x14 h6 y39 ff3 fs2 fc0 sc0 ls0 ws0">Em andamento.</div><div class="t m0 x14 h6 y3a ff3 fs2 fc0 sc0 ls0 ws0">Previsão<span class="_ _b"> </span> <span class="_ _b"> </span>de<span class="_ _b"> </span> <span class="_ _18"> </span>término<span class="_ _18"> </span> <span class="_ _b"> </span>dentro<span class="_ _b"> </span> <span class="_ _18"> </span>do<span class="_ _b"> </span> <span class="_ _b"> </span>prazo </div><div class="t m0 x14 h6 y3c ff3 fs2 fc0 sc0 ls0 ws0">originalmente planejado.</div><div class="t m0 x5 h4 y3d ff2 fs1 fc0 sc0 ls0 ws0">4.<span class="_ _1"> </span>Sugestão de ações que, atualmente, podem<span class="_ _0"></span> contribuir para garantir o êxito do<span class="_ _0"></span> </div><div class="t m0 x15 h4 y3e ff2 fs1 fc0 sc0 ls0 ws0">projeto</div><div class="t m0 x16 h5 y3f ff2 fs2 fc0 sc0 ls0 ws0">Ação<span class="_ _19"> </span>Responsável</div><div class="t m0 x11 h5 y40 ff2 fs2 fc0 sc0 ls0 ws0">a.</div><div class="c x17 y41 w2 hb"><div class="t m0 x18 hc y42 ff5 fs3 fc0 sc0 ls0 ws0">1</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">ASSESSORIA DE GESTÃO ESTRATÉGICA – <span class="_ _0"></span>AGE</div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Núcleo de Projetos – NPROJ</div><div class="t m0 x3 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0">DISPONIBILIDADE E EFICIÊNCIA DE TI</div><div class="t m0 x4 h3 y4 ff1 fs1 fc0 sc0 ls0 ws0">Relatório de Situação do Projeto</div><div class="t m0 x11 h6 y44 ff3 fs2 fc0 sc0 ls0 ws0">b.</div><div class="t m0 x5 h4 y45 ff2 fs1 fc0 sc0 ls0 ws0">5.<span class="_ _1"> </span>Legenda</div><div class="t m0 x19 h5 y46 ff2 fs2 fc0 sc0 ls0 ws0">Farol<span class="_ _1a"> </span>No projeto<span class="_ _1b"> </span>Na entrega</div><div class="t m0 x1a ha y47 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1c"> </span>Existência<span class="_ _9"> </span> <span class="_ _e"> </span>de<span class="_ _9"> </span> <span class="_ _1d"> </span>algum<span class="_ _9"> </span> <span class="_ _1d"> </span>farol<span class="_ _1d"> </span> <span class="_ _9"> </span>vermelho<span class="_ _1d"> </span> <span class="_ _1d"> </span>nas </div><div class="t m0 x1b ha y48 ff3 fs3 fc0 sc0 ls0 ws0">entregas ou</div><div class="t m0 x1a h8 y49 ff3 fs1 fc0 sc0 ls0 ws0">-<span class="_ _1e"> </span><span class="fs3">previsão<span class="_ _7"> </span> <span class="_ _7"> </span>de<span class="_ _7"> </span> <span class="_ _17"> </span>atraso<span class="_ _7"> </span> <span class="_ _7"> </span>na<span class="_ _17"> </span> <span class="_ _7"> </span>data<span class="_ _7"> </span> <span class="_ _17"> </span>final<span class="_ _7"> </span> <span class="_ _7"> </span>superior<span class="_ _17"> </span> <span class="_ _7"> </span>a<span class="_ _0"></span> </span></div><div class="t m0 x1b ha y4a ff3 fs3 fc0 sc0 ls0 ws0">10% do prazo total do projeto, ou</div><div class="t m0 x1a ha y4b ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1c"> </span>risco<span class="_ _c"></span> <span class="_ _12"></span>significativ<span class="_ _1f"></span>o<span class="_ _c"></span> <span class="_ _12"></span>que<span class="_ _c"></span> <span class="_ _c"></span>comprometa<span class="_ _c"></span> <span class="_ _12"></span>o<span class="_ _c"></span> <span class="_ _c"></span>sucesso<span class="_ _0"></span> </div><div class="t m0 x1b ha y4c ff3 fs3 fc0 sc0 ls0 ws0">do projeto.</div><div class="t m0 x1c ha y47 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1c"> </span>Atraso superior a 15 dias, ou</div><div class="t m0 x1c ha y48 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1c"> </span>comprometimento<span class="_ _20"> </span> <span class="_ _20"> </span>de<span class="_ _20"> </span> <span class="_ _20"> </span>contrato<span class="_ _20"> </span> <span class="_ _15"> </span>em </div><div class="t m0 x1d ha y4d ff3 fs3 fc0 sc0 ls0 ws0">andamento ou de orçamento previsto, ou</div><div class="t m0 x1c ha y4e ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1c"> </span>risco<span class="_ _9"> </span>  significativo<span class="_ _9"> </span>  que<span class="_ _9"> </span>  comp<span class="_ _0"></span>rometa<span class="_ _9"> </span>  a </div><div class="t m0 x1d ha y4f ff3 fs3 fc0 sc0 ls0 ws0">entrega<span class="_ _13"> </span> <span class="_ _13"> </span>do<span class="_ _13"> </span> <span class="_ _13"> </span>resultado,<span class="_ _13"> </span> <span class="_ _21"> </span>produto<span class="_ _13"> </span> <span class="_ _e"> </span>e<span class="_ _0"></span>/ou </div><div class="t m0 x1d ha y50 ff3 fs3 fc0 sc0 ls0 ws0">serviço.<span class="_ _9"> </span> <span class="_ _9"> </span>(ocorrência<span class="_ _9"> </span>  d<span class="_ _0"></span>e<span class="_ _9"> </span> <span class="_ _9"> </span>algumas<span class="_ _9"> </span> <span class="_ _9"> </span>das </div><div class="t m0 x1d ha y51 ff3 fs3 fc0 sc0 ls0 ws0">condições anteriores)</div><div class="t m0 x1a ha y52 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1c"> </span>Existência<span class="_ _c"></span> <span class="_ _0"></span>de<span class="_ _c"></span> <span class="_ _c"></span>algum<span class="_ _0"></span> <span class="_ _c"></span>farol<span class="_ _0"></span> <span class="_ _c"></span>amarelo<span class="_ _c"></span> <span class="_ _0"></span>(inexistindo<span class="_ _0"></span> </div><div class="t m0 x1b ha y53 ff3 fs3 fc0 sc0 ls0 ws0">farol vermelho) nas entregas ou</div><div class="t m0 x1a h8 y54 ff3 fs1 fc0 sc0 ls0 ws0">-<span class="_ _1e"> </span><span class="fs3">previsão<span class="_ _7"> </span> <span class="_ _7"> </span>de<span class="_ _7"> </span> <span class="_ _17"> </span>atraso<span class="_ _7"> </span> <span class="_ _7"> </span>na<span class="_ _17"> </span> <span class="_ _7"> </span>data<span class="_ _7"> </span> <span class="_ _17"> </span>final<span class="_ _7"> </span> <span class="_ _7"> </span>inferior<span class="_ _17"> </span> <span class="_ _7"> </span>ou<span class="_ _0"></span> </span></div><div class="t m0 x1b ha y55 ff3 fs3 fc0 sc0 ls0 ws0">igual a 10% do prazo total do projeto</div><div class="t m0 x1c ha y52 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1c"> </span>Até 15 dias de atraso ou </div><div class="t m0 x1c ha y53 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1c"> </span>existência<span class="_ _9"> </span> <span class="_ _9"> </span>de<span class="_ _9"> </span> <span class="_ _1d"> </span>pendência<span class="_ _9"> </span> <span class="_ _9"> </span>com<span class="_ _9"> </span> <span class="_ _9"> </span>p<span class="_ _0"></span>artes </div><div class="t m0 x1d ha y56 ff3 fs3 fc0 sc0 ls0 ws0">interessadas ou</div><div class="t m0 x1c ha y57 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1c"> </span>existência<span class="_ _d"> </span> <span class="_ _d"> </span>d<span class="_ _0"></span>e<span class="_ _d"> </span> <span class="_ _d"> </span>situação<span class="_ _22"> </span> <span class="_ _d"> </span>que<span class="_ _d"> </span> <span class="_ _22"> </span>impacta<span class="_ _d"> </span> <span class="_ _d"> </span>a </div><div class="t m0 x1d ha y58 ff3 fs3 fc0 sc0 ls0 ws0">entrega</div><div class="t m0 x1a ha y59 ff3 fs3 fc0 sc0 ls0 ws0">-       Situação conforme previsão inicial.<span class="_ _23"> </span>-<span class="_ _1c"> </span>Situação  <span class="_ _22"> </span>conforme  <span class="_ _22"> </span>previsão  <span class="_ _22"> </span>inicial<span class="_ _22"> </span>  ou </div><div class="t m0 x1d ha y5a ff3 fs3 fc0 sc0 ls0 ws0">concluído.</div><div class="c x17 y41 w2 hb"><div class="t m0 x18 hc y42 ff5 fs3 fc0 sc0 ls0 ws0">2</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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