Relatório de Situação do Projeto (RAE NOV/2011)

Projeto Cidadania e Meio Ambiente HTML
Relatorio de situacao do projeto Cidada (1).html — HTML, 264Kb
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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+LaaIM57f5iuDPAcDCDxarKwCo/8v+hfINoP1MpDLwcAEEgUAYxsMjAB4nGNgZGBgvfwvkIGBXfb/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",78.3,491.5,null]'>3.Detalhamento das entregas do projeto</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,141.8,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",79.2,631.2,null]'>5.Legenda</a><ul><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",244.9,612.6,null]'>No projeto</a></li><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",475.9,612.6,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">CIDADANIA E MEIO AMBIENTE</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">Assessoria de Gestão Estratégica – <span class="_ _4"></span>AGE<span class="_ _5"> </span>Rodolpho de <span class="_ _4"></span>Almeida Eloy<span class="_ _6"> </span>13 MESES</div><div class="t m0 x5 h4 y8 ff2 fs1 fc0 sc0 ls0 ws0">2.<span class="_ _1"> </span>Objetivo geral do projeto</div><div class="t m0 x8 h5 y9 ff2 fs2 fc0 sc0 ls0 ws0">Objetivo geral<span class="_ _7"> </span>Percentual de execução<span class="_ _8"> </span>Situação</div><div class="t m0 x9 h7 ya ff3 fs3 fc0 sc0 ls0 ws0">Desenvolver<span class="_ _9"></span> <span class="_ _9"></span>ações<span class="_ _9"></span> <span class="_ _9"></span>visando<span class="_ _9"></span> <span class="_ _9"></span>a<span class="_ _9"></span> <span class="_ _9"></span>inclus<span class="_ _4"></span>ão<span class="_ _9"> </span> <span class="_ _9"> </span>social<span class="_ _9"></span> <span class="_ _9"></span>de<span class="_ _9"></span> <span class="_ _9"></span>setores<span class="_ _9"></span> <span class="_ _9"></span>menos </div><div class="t m0 x9 h7 yb ff3 fs3 fc0 sc0 ls0 ws0">favorecidos<span class="_ _a"> </span> <span class="_ _a"> </span>da<span class="_ _a"> </span> <span class="_ _a"> </span>socieda<span class="_ _4"></span>de,<span class="_ _a"> </span> <span class="_ _a"> </span>assim<span class="_ _a"> </span> <span class="_ _a"> </span>como<span class="_ _a"> </span> <span class="_ _a"> </span>a<span class="_ _a"> </span> <span class="_ _b"> </span>promoção<span class="_ _b"> </span> <span class="_ _a"> </span>de<span class="_ _a"> </span> <span class="_ _a"> </span>outras </div><div class="t m0 x9 h7 yc ff3 fs3 fc0 sc0 ls0 ws0">relacionadas<span class="_ _b"> </span> <span class="_ _b"> </span>à<span class="_ _b"> </span> <span class="_ _b"> </span>p<span class="_ _0"></span>roteção<span class="_ _b"> </span> <span class="_ _b"> </span>do<span class="_ _b"> </span> <span class="_ _b"> </span>meio<span class="_ _a"> </span> <span class="_ _b"> </span>ambiente<span class="_ _b"> </span> <span class="_ _b"> </span>e<span class="_ _a"> </span> <span class="_ _b"> </span>disseminação<span class="_ _b"> </span> <span class="_ _b"> </span>da </div><div class="t m0 x9 h7 yd ff3 fs3 fc0 sc0 ls0 ws0">cultura da sustentabilidade.</div><div class="t m0 xa h8 ye ff3 fs1 fc0 sc0 ls0 ws0">33,33%</div><div class="t m0 x5 h9 yf ff2 fs0 fc0 sc0 ls0 ws0">3.<span class="_ _c"> </span><span class="fs1">Detalhamento das entregas do projeto</span></div><div class="t m0 xb ha y10 ff2 fs3 fc0 sc0 ls0 ws0">Entrega /  Quantidade</div><div class="t m0 xc ha y11 ff2 fs3 fc0 sc0 ls0 ws0">Data de entrega</div><div class="t m0 xd ha y12 ff2 fs3 fc0 sc0 ls0 ws0">Prevista / Real</div><div class="t m0 xe ha y10 ff2 fs3 fc0 sc0 ls0 ws0">Situação</div><div class="t m0 xf h5 y13 ff2 fs2 fc0 sc0 ls0 ws0">Farol</div><div class="t m0 x10 h7 y14 ff3 fs3 fc0 sc0 ls0 ws0">a.</div><div class="t m0 x11 h6 y15 ff3 fs2 fc0 sc0 ls0 ws0">Implantação<span class="_ _d"> </span> <span class="_ _d"> </span>da<span class="_ _d"> </span> <span class="_ _d"> </span>coleta </div><div class="t m0 x11 h6 y16 ff3 fs2 fc0 sc0 ls0 ws0">seletiva<span class="_ _e"> </span> <span class="_ _e"> </span>no<span class="_ _e"> </span> <span class="_ _e"> </span>Fóru<span class="_ _4"></span>m<span class="_ _e"> </span> <span class="_ _e"> </span>de </div><div class="t m0 x11 h6 y17 ff3 fs2 fc0 sc0 ls0 ws0">Santa Rita.</div><div class="t m0 x12 h6 y18 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _f"> </span> <span class="_ _f"> </span>07/201<span class="_ _10"></span>1<span class="_ _f"> </span> <span class="_ _f"> </span>a </div><div class="t m0 x12 h6 y19 ff3 fs2 fc0 sc0 ls0 ws0">07/201<span class="_ _10"></span>1</div><div class="t m0 x12 h6 y1a ff3 fs2 fc0 sc0 ls0 ws0">R: </div><div class="t m0 x13 hb y1b ff3 fs4 fc0 sc0 ls0 ws0">Atrasado.</div><div class="t m0 x13 hb y1c ff3 fs4 fc0 sc0 ls0 ws0">Coletores<span class="_ _a"> </span> <span class="_ _a"> </span>instalados,<span class="_ _a"> </span> <span class="_ _a"> </span>m<span class="_ _0"></span>as<span class="_ _a"> </span> <span class="_ _a"> </span>ainda<span class="_ _a"> </span> <span class="_ _a"> </span>aguardando<span class="_ _a"> </span> <span class="_ _a"> </span>retorno<span class="_ _a"> </span> <span class="_ _a"> </span>d<span class="_ _0"></span>e </div><div class="t m0 x13 hb y1d ff3 fs4 fc0 sc0 ls0 ws0">contato f<span class="_ _0"></span>eito com as <span class="_ _0"></span>cooperativas de<span class="_ _0"></span> coleta sobre <span class="_ _0"></span>destinação </div><div class="t m0 x13 hb y1e ff3 fs4 fc0 sc0 ls0 ws0">correta dos resíduos.</div><div class="t m0 x10 h7 y1f ff3 fs3 fc0 sc0 ls0 ws0">b.</div><div class="t m0 x11 h6 y20 ff3 fs2 fc0 sc0 ls0 ws0">Implantar<span class="_ _d"> </span> <span class="_ _11"> </span>coletores<span class="_ _11"> </span> <span class="_ _d"> </span>de </div><div class="t m0 x11 h6 y21 ff3 fs2 fc0 sc0 ls0 ws0">pilhas<span class="_ _e"> </span> <span class="_ _11"> </span>e<span class="_ _e"> </span> <span class="_ _e"> </span>baterias<span class="_ _12"> </span> <span class="_ _e"> </span>nos<span class="_ _0"></span> </div><div class="t m0 x11 h6 y22 ff3 fs2 fc0 sc0 ls0 ws0">Fóruns<span class="_ _13"></span> <span class="_ _13"></span>e<span class="_ _0"></span> <span class="_ _13"></span>demais<span class="_ _13"></span> <span class="_ _13"></span>V<span class="_ _10"></span>aras<span class="_ _13"></span> <span class="_ _13"></span>do </div><div class="t m0 x11 h6 y23 ff3 fs2 fc0 sc0 ls0 ws0">interior<span class="_ _10"></span>,<span class="_ _b"> </span> <span class="_ _9"> </span>utilizando-se,<span class="_ _9"> </span> <span class="_ _9"> </span>para </div><div class="t m0 x11 h6 y24 ff3 fs2 fc0 sc0 ls0 ws0">tanto,<span class="_ _14"> </span> <span class="_ _14"> </span>o<span class="_ _14"> </span> <span class="_ _14"> </span>“Progra<span class="_ _4"></span>ma </div><div class="t m0 x11 h6 y25 ff3 fs2 fc0 sc0 ls0 ws0">Conhecendo o TR<span class="_ _4"></span>T”.</div><div class="t m0 x12 h6 y26 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _f"> </span> <span class="_ _f"> </span>06/201<span class="_ _10"></span>1<span class="_ _f"> </span> <span class="_ _f"> </span>a </div><div class="t m0 x12 h6 y27 ff3 fs2 fc0 sc0 ls0 ws0">06/2012</div><div class="t m0 x12 h6 y28 ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x13 hb y29 ff3 fs4 fc0 sc0 ls0 ws0">Em andamento.</div><div class="t m0 x13 hb y2a ff3 fs4 fc0 sc0 ls0 ws0">Coletores<span class="_ _13"></span> <span class="_ _9"> </span>instalados<span class="_ _13"></span> <span class="_ _13"></span>n<span class="_ _0"></span>os<span class="_ _13"></span> <span class="_ _9"> </span>Fóruns<span class="_ _13"></span> <span class="_ _13"></span>de<span class="_ _9"> </span> <span class="_ _13"></span>João<span class="_ _13"></span> <span class="_ _9"> </span>Pessoa<span class="_ _13"></span> <span class="_ _9"> </span>e<span class="_ _13"></span> <span class="_ _13"></span>Santa<span class="_ _0"></span> </div><div class="t m0 x13 hb y2b ff3 fs4 fc0 sc0 ls0 ws0">Rita.<span class="_ _0"></span> <span class="_ _0"></span>Expedie<span class="_ _0"></span>nte<span class="_ _0"></span> <span class="_ _0"></span>solicitando<span class="_ _0"></span> <span class="_ _13"></span>aquisição <span class="_ _13"></span>dos <span class="_ _0"></span>colet<span class="_ _0"></span>ores<span class="_ _0"></span> <span class="_ _0"></span>para<span class="_ _0"></span> <span class="_ _13"></span>as </div><div class="t m0 x13 hb y2c ff3 fs4 fc0 sc0 ls0 ws0">demais V<span class="_ _10"></span>aras em elabor<span class="_ _0"></span>ação pela CPGAM.</div><div class="t m0 x10 h7 y2d ff3 fs3 fc0 sc0 ls0 ws0">c.</div><div class="t m0 x11 h6 y2e ff3 fs2 fc0 sc0 ls0 ws0">Estender<span class="_ _15"> </span> <span class="_ _15"> </span>o<span class="_ _15"> </span> <span class="_ _16"> </span>Projeto<span class="_ _15"> </span> <span class="_ _16"> </span>E-</div><div class="t m0 x11 h6 y2f ff3 fs2 fc0 sc0 ls0 ws0">Saber<span class="_ _17"> </span> <span class="_ _17"> </span>para<span class="_ _17"> </span> <span class="_ _17"> </span>escolas<span class="_ _18"> </span> <span class="_ _17"> </span>da </div><div class="t m0 x11 h6 y30 ff3 fs2 fc0 sc0 ls0 ws0">rede<span class="_ _19"> </span> <span class="_ _19"> </span>pública<span class="_ _19"> </span> <span class="_ _19"> </span>estadual<span class="_ _19"> </span> <span class="_ _19"> </span>na </div><div class="t m0 x11 h6 y31 ff3 fs2 fc0 sc0 ls0 ws0">capital.</div><div class="t m0 x12 h6 y32 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _f"> </span> <span class="_ _f"> </span>06/201<span class="_ _10"></span>1<span class="_ _f"> </span> <span class="_ _f"> </span>a </div><div class="t m0 x12 h6 y33 ff3 fs2 fc0 sc0 ls0 ws0">03/2012</div><div class="t m0 x12 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x13 hb y35 ff3 fs4 fc0 sc0 ls0 ws0">Concluído.</div><div class="t m0 x13 hb y36 ff3 fs4 fc0 sc0 ls0 ws0">Programa   e-Saber   implantado  <span class="_ _19"> </span>no   Colégio  <span class="_ _19"> </span>Estadual   de </div><div class="t m0 x13 hb y37 ff3 fs4 fc0 sc0 ls0 ws0">Ensino<span class="_ _19"> </span> <span class="_ _a"> </span>Fundamental  <span class="_ _a"> </span>Severino  <span class="_ _a"> </span>Dias<span class="_ _19"> </span> <span class="_ _19"> </span>de<span class="_ _a"> </span>  Oliveira<span class="_ _a"> </span> <span class="_ _19"> </span>(Mestre </div><div class="t m0 x13 hb y38 ff3 fs4 fc0 sc0 ls0 ws0">Sivuca) – Cidade V<span class="_ _4"></span>erde, Mangabeira VIII.</div><div class="t m0 x10 h7 y39 ff3 fs3 fc0 sc0 ls0 ws0">d.</div><div class="t m0 x11 h6 y3a ff3 fs2 fc0 sc0 ls0 ws0">Ampliar<span class="_ _b"> </span> <span class="_ _b"> </span>o<span class="_ _b"> </span> <span class="_ _b"> </span>público<span class="_ _b"> </span> <span class="_ _b"> </span>externo </div><div class="t m0 x11 h6 y3b ff3 fs2 fc0 sc0 ls0 ws0">beneficiado<span class="_ _19"> </span>  pela<span class="_ _a"> </span>  Semana </div><div class="t m0 x11 h6 y3c ff3 fs2 fc0 sc0 ls0 ws0">do<span class="_ _12"> </span> <span class="_ _e"> </span>Judiciário<span class="_ _12"> </span> <span class="_ _12"> </span>e<span class="_ _12"> </span> <span class="_ _12"> </span>pelos </div><div class="t m0 x11 h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">cursos da EJUD.</div><div class="t m0 x12 h6 y3e ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _f"> </span> <span class="_ _f"> </span>08/201<span class="_ _10"></span>1<span class="_ _f"> </span> <span class="_ _f"> </span>a </div><div class="t m0 x12 h6 y3f ff3 fs2 fc0 sc0 ls0 ws0">1<span class="_ _10"></span>1/201<span class="_ _10"></span>1</div><div class="t m0 x12 h6 y40 ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x13 hb y41 ff3 fs4 fc0 sc0 ls0 ws0">Concluído, </div><div class="t m0 x13 hb y42 ff3 fs4 fc0 sc0 ls0 ws0">A<span class="_ _a"> </span>  meta<span class="_ _a"> </span>  estabelecida   pelo<span class="_ _a"> </span>  PE   foi  <span class="_ _a"> </span>de   360  <span class="_ _a"> </span>p<span class="_ _0"></span>essoas.  <span class="_ _b"> </span>A<span class="_ _4"></span> </div><div class="t m0 x13 hb y43 ff3 fs4 fc0 sc0 ls0 ws0">participação na última SEMAJUD foi de 336 p<span class="_ _0"></span>essoas.</div><div class="t m0 x10 h7 y44 ff3 fs3 fc0 sc0 ls0 ws0">e.</div><div class="t m0 x11 h6 y45 ff3 fs2 fc0 sc0 ls0 ws0">Criação<span class="_ _17"> </span> <span class="_ _17"> </span>de<span class="_ _16"> </span> <span class="_ _17"> </span>um<span class="_ _17"> </span> <span class="_ _17"> </span>Núcleo </div><div class="t m0 x11 h6 y46 ff3 fs2 fc0 sc0 ls0 ws0">Estadual<span class="_ _1a"> </span> <span class="_ _1a"> </span>de </div><div class="t m0 x11 h6 y47 ff3 fs2 fc0 sc0 ls0 ws0">Responsabilidade </div><div class="t m0 x11 h6 y48 ff3 fs2 fc0 sc0 ls0 ws0">Socioambiental.</div><div class="t m0 x12 h6 y49 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _f"> </span> <span class="_ _f"> </span>06/201<span class="_ _10"></span>1<span class="_ _f"> </span> <span class="_ _f"> </span>a </div><div class="t m0 x12 h6 y4a ff3 fs2 fc0 sc0 ls0 ws0">12/201<span class="_ _10"></span>1</div><div class="t m0 x12 h6 y4b ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x13 hb y4c ff3 fs4 fc0 sc0 ls0 ws0">Em andamento.</div><div class="t m0 x13 hb y4d ff3 fs4 fc0 sc0 ls0 ws0">Reunião<span class="_ _13"></span> <span class="_ _13"></span>com<span class="_ _13"></span> <span class="_ _13"> </span>os<span class="_ _9"> </span> <span class="_ _13"></span>integrantes<span class="_ _13"></span> <span class="_ _13"></span>do<span class="_ _13"></span> <span class="_ _13"></span>NEGE,<span class="_ _13"> </span> <span class="_ _13"></span>q<span class="_ _0"></span>ue<span class="_ _13"></span> <span class="_ _13"></span>demonstraram<span class="_ _0"></span> </div><div class="t m0 x13 hb y4e ff3 fs4 fc0 sc0 ls0 ws0">interesse na criação do Núcleo. Nova reunião <span class="_ _0"></span>para discussão </div><div class="t m0 x13 hb y4f ff3 fs4 fc0 sc0 ls0 ws0">do tema a ser agendada. T<span class="_ _10"></span>ermo de Parceria em elaboração.</div><div class="t m0 x10 h7 y50 ff3 fs3 fc0 sc0 ls0 ws0">f.</div><div class="t m0 x11 h6 y51 ff3 fs2 fc0 sc0 ls0 ws0">Criação<span class="_ _1b"> </span> <span class="_ _1b"> </span>do<span class="_ _1b"> </span> <span class="_ _1c"> </span>Programa </div><div class="t m0 x11 h6 y52 ff3 fs2 fc0 sc0 ls0 ws0">Justiça<span class="_ _16"> </span> <span class="_ _16"> </span>ao<span class="_ _16"> </span> <span class="_ _17"> </span>Alcance<span class="_ _15"> </span> <span class="_ _16"> </span>de </div><div class="t m0 x11 h6 y53 ff3 fs2 fc0 sc0 ls0 ws0">T<span class="_ _1d"></span>odos.</div><div class="t m0 x12 h6 y54 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _f"> </span> <span class="_ _f"> </span>06/201<span class="_ _10"></span>1<span class="_ _f"> </span> <span class="_ _f"> </span>a </div><div class="t m0 x12 h6 y55 ff3 fs2 fc0 sc0 ls0 ws0">12/201<span class="_ _10"></span>1</div><div class="t m0 x13 hb y56 ff3 fs4 fc0 sc0 ls0 ws0">Concluído.</div><div class="t m0 x13 hb y57 ff3 fs4 fc0 sc0 ls0 ws0">Programa<span class="_ _13"></span> <span class="_ _13"></span>criado<span class="_ _0"></span> <span class="_ _13"></span>atrav<span class="_ _0"></span>és<span class="_ _13"></span> <span class="_ _13"></span>do<span class="_ _0"></span> <span class="_ _0"></span>A<span class="_ _10"></span>TO<span class="_ _13"></span> <span class="_ _13"></span>TR<span class="_ _4"></span>T<span class="_ _13"></span> <span class="_ _0"></span>GP<span class="_ _13"></span> <span class="_ _13"></span>Nº<span class="_ _0"></span> <span class="_ _13"></span>292/201<span class="_ _4"></span>1,<span class="_ _13"></span> <span class="_ _13"></span>de </div><div class="t m0 x13 hb y58 ff3 fs4 fc0 sc0 ls0 ws0">23/10/201<span class="_ _10"></span>1.</div><div class="t m0 x5 h4 y59 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 x14 h4 y5a ff2 fs1 fc0 sc0 ls0 ws0">projeto</div><div class="t m0 x15 h5 y5b ff2 fs2 fc0 sc0 ls0 ws0">Ação<span class="_ _1e"> </span>Responsável</div><div class="t m0 x10 h5 y5c ff2 fs2 fc0 sc0 ls0 ws0">a.</div><div class="t m0 x10 h6 y5d ff3 fs2 fc0 sc0 ls0 ws0">b.</div><div class="c x16 y5e w2 hc"><div class="t m0 x17 hd y5f ff4 fs3 fc0 sc0 ls0 ws0">١</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf2" class="pf w0 h0" data-page-no="2"><div class="pc pc2 w0 h0"><img class="bi x0 y60 w1 he" alt="" 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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">CIDADANIA E MEIO AMBIENTE</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 y6 ff2 fs1 fc0 sc0 ls0 ws0">5.<span class="_ _1"> </span>Legenda</div><div class="t m0 x18 h5 y61 ff2 fs2 fc0 sc0 ls0 ws0">Farol<span class="_ _1f"> </span>No projeto<span class="_ _20"> </span>Na entrega</div><div class="t m0 x19 h7 y62 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _21"> </span>Existência<span class="_ _17"> </span> <span class="_ _17"> </span>de<span class="_ _17"> </span> <span class="_ _17"> </span>al<span class="_ _0"></span>gum<span class="_ _17"> </span> <span class="_ _17"> </span>farol<span class="_ _17"> </span> <span class="_ _17"> </span>vermelho<span class="_ _17"> </span> <span class="_ _17"> </span>nas<span class="_ _0"></span> </div><div class="t m0 x1a h7 y63 ff3 fs3 fc0 sc0 ls0 ws0">entregas ou</div><div class="t m0 x19 h8 y64 ff3 fs1 fc0 sc0 ls0 ws0">-<span class="_ _22"> </span><span class="fs3">previsão<span class="_ _b"> </span> <span class="_ _a"> </span>de<span class="_ _b"> </span> <span class="_ _a"> </span>atraso<span class="_ _a"> </span> <span class="_ _a"> </span>na<span class="_ _b"> </span> <span class="_ _a"> </span>data<span class="_ _b"> </span> <span class="_ _a"> </span>f<span class="_ _0"></span>inal<span class="_ _b"> </span> <span class="_ _a"> </span>superior<span class="_ _b"> </span> <span class="_ _a"> </span>a<span class="_ _0"></span> </span></div><div class="t m0 x1a h7 y65 ff3 fs3 fc0 sc0 ls0 ws0">10% do prazo total do projeto, ou</div><div class="t m0 x19 h7 y66 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _21"> </span>risco<span class="_ _13"></span> <span class="_ _13"></span>significativo<span class="_ _13"></span> <span class="_ _9"></span>que<span class="_ _13"></span> <span class="_ _13"></span>comprometa<span class="_ _13"></span> <span class="_ _13"></span>o<span class="_ _13"></span> <span class="_ _9"></span>sucesso </div><div class="t m0 x1a h7 y67 ff3 fs3 fc0 sc0 ls0 ws0">do projeto.</div><div class="t m0 x1b h7 y62 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _21"> </span>Atraso superior a 15 dias, ou</div><div class="t m0 x1b h7 y63 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _21"> </span>comprometimento<span class="_ _1c"> </span> <span class="_ _1b"> </span>de<span class="_ _1b"> </span> <span class="_ _1b"> </span>contrato<span class="_ _1c"> </span> <span class="_ _1b"> </span>em </div><div class="t m0 x1c h7 y68 ff3 fs3 fc0 sc0 ls0 ws0">andamento ou de orçamento previsto, ou</div><div class="t m0 x1b h7 y69 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _21"> </span>risco<span class="_ _18"> </span> <span class="_ _18"> </span>significativo<span class="_ _18"> </span> <span class="_ _18"> </span>que  <span class="_ _18"> </span>comprometa<span class="_ _18"> </span> <span class="_ _18"> </span>a </div><div class="t m0 x1c h7 y6a ff3 fs3 fc0 sc0 ls0 ws0">entrega<span class="_ _15"> </span> <span class="_ _15"> </span>do<span class="_ _15"> </span> <span class="_ _15"> </span>resultado,<span class="_ _15"> </span> <span class="_ _15"> </span>produto<span class="_ _15"> </span> <span class="_ _16"> </span>e/ou </div><div class="t m0 x1c h7 y6b ff3 fs3 fc0 sc0 ls0 ws0">serviço.<span class="_ _18"> </span> <span class="_ _17"> </span>(ocorrência<span class="_ _18"> </span> <span class="_ _18"> </span>de<span class="_ _17"> </span> <span class="_ _18"> </span>algumas<span class="_ _18"> </span> <span class="_ _17"> </span>das </div><div class="t m0 x1c h7 y6c ff3 fs3 fc0 sc0 ls0 ws0">condições anteriores)</div><div class="t m0 x19 h7 y6d ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _21"> </span>Existência<span class="_ _13"></span> <span class="_ _0"></span>de<span class="_ _13"></span> <span class="_ _0"></span>algum<span class="_ _13"></span> <span class="_ _0"></span>farol<span class="_ _13"></span> <span class="_ _0"></span>ama<span class="_ _0"></span>relo<span class="_ _0"></span> <span class="_ _13"></span>(inexistindo </div><div class="t m0 x1a h7 y6e ff3 fs3 fc0 sc0 ls0 ws0">farol vermelho) nas entregas ou</div><div class="t m0 x19 h8 y6f ff3 fs1 fc0 sc0 ls0 ws0">-<span class="_ _22"> </span><span class="fs3">previsão<span class="_ _b"> </span> <span class="_ _a"> </span>de<span class="_ _b"> </span> <span class="_ _a"> </span>atraso<span class="_ _a"> </span> <span class="_ _a"> </span>na<span class="_ _b"> </span> <span class="_ _a"> </span>data<span class="_ _b"> </span> <span class="_ _a"> </span>f<span class="_ _0"></span>inal<span class="_ _b"> </span> <span class="_ _a"> </span>inferior<span class="_ _b"> </span> <span class="_ _a"> </span>ou<span class="_ _0"></span> </span></div><div class="t m0 x1a h7 y70 ff3 fs3 fc0 sc0 ls0 ws0">igual a 10% do prazo total do projeto</div><div class="t m0 x1b h7 y6d ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _21"> </span>Até 15 dias de atraso ou </div><div class="t m0 x1b h7 y6e ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _21"> </span>existência<span class="_ _17"> </span> <span class="_ _18"> </span>de<span class="_ _17"> </span> <span class="_ _17"> </span>pendência<span class="_ _17"> </span> <span class="_ _18"> </span>com<span class="_ _17"> </span> <span class="_ _17"> </span>partes </div><div class="t m0 x1c h7 y71 ff3 fs3 fc0 sc0 ls0 ws0">interessadas ou</div><div class="t m0 x1b h7 y72 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _21"> </span>existência<span class="_ _23"> </span> <span class="_ _19"> </span>d<span class="_ _0"></span>e<span class="_ _19"> </span> <span class="_ _23"> </span>situação<span class="_ _23"> </span> <span class="_ _23"> </span>que<span class="_ _23"> </span> <span class="_ _23"> </span>impacta<span class="_ _23"> </span> <span class="_ _23"> </span>a </div><div class="t m0 x1c h7 y73 ff3 fs3 fc0 sc0 ls0 ws0">entrega</div><div class="t m0 x19 h7 y74 ff3 fs3 fc0 sc0 ls0 ws0">-       Situação conforme previsão inicial.<span class="_ _24"> </span>-<span class="_ _21"> </span>Situação  <span class="_ _23"> </span>conforme   pr<span class="_ _4"></span>evisão  <span class="_ _25"> </span>inicial<span class="_ _23"> </span>  ou </div><div class="t m0 x1c h7 y75 ff3 fs3 fc0 sc0 ls0 ws0">concluído.</div><div class="c x16 y5e w2 hc"><div class="t m0 x17 hd y5f ff4 fs3 fc0 sc0 ls0 ws0">٢</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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Relatório de Situação do Projeto (RAE NOV/2011)

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