Relatório Geral 2017

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')format("woff");}.ff2{font-family:ff2;line-height:1.106934;font-style:normal;font-weight:normal;visibility:visible;}
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1gCHoJRAyQ935S7NCxArPa1t6+rLmdMDwGgXP4G0ZM92mIvKWxWm6cVSPPsmBoDscaZtUoKXoOhlIZQ+rJ53WQ9oSFwplT6pYSHk59SNdinUmoEJ5RTnkpoINmwSEE6ViUkh5KUxRn2GK+kh9+YGm+227nOMtDaY65IQYrY5CJwYIYTItBRQwCMbDF4NsYfBmDozF4IwYvxODpGOyMweYYYPqlMTg3BvU5xCsw9Wc51A/EYFMM1sdgFRk0TuhcBs1rhOYZMpY+97k5sx6LwcEY7I9BXww6Y7AhBq0xyMagKQYNMaiJQSwGYgyYGJyh0/XGgOoitB2EVqlSYhCOARcDFIOBGPQTGtySIvW48gNCjpdfQIp5ywyttRHN6b9Mu6bDsb+20V977u/76IZ9RgW2g3wf93sNXOsq4sY+9mqmEKUN/MTwmZhC0NMF7lyf+vNU/ubF86+4rXVhNPnQHfBE1466ebNkzc1WN8IymB/k77ztnuuqutW42vPT34QdQyd03zsL24aIkOl57HtdSICM8nfe6XIxgoOz21mWY2i36HDyzmxa4HngzCbGzjIucGXSVhCOi3BMhEMi7BehT4RuEbaKsEGENSK0iNAkQoMINSLERBBFYET4d+nr/kWHXGqG0PSLQPWK0CVCpwgdIrSKkBJBEaFShLAInAgDhGgcwQIRTlddZpzyTtNerpqH1aj7DOz9Zd2DoMkjaCwQF1mHnWMRDkhqQQav9qQjNNAReF2dvR1efRGOPjX0at/GocHbYdPH8FZCC1G++TZPC1XgVvUmZsXQWt2nNJ36nPkQ7+UAmqFEeNrip/0TgmZnJo2sYMGIa2b8foREXHYrQWgeMTADVUeiS1MY8RyKVHvdBD/DFM8J2EvUg0ybaZO6T90GzXDhm1+ak6HG57Pqqc++/rz91WlFM83vinApKLAELpXVoz+LV6j/pb6ivqv+vnby79QD9RreTDt10rQW+z0L8qK5SoVJRA7R4fN7PZm0l8mmvTSH18ex2TQnID/UK34I+2HAD11+aPVrCmnDIscrJx4uPibqRpEoL8nVAuirL4omavmSBNOtvql+0nftY1//degbWA3L1SfUJ9XCnp4eahf4ofDbG/KgkD6gPqf2qb3q4wwW7sP5CSLPaTg0nojX6kXHlcclQRB5ALNZtNF+H4+y6Qy/iqfKeaDxdDxlMfG82WLhsmkLm0lbcOjNmDNpRujzQ7cftvqhww9r/NDiB8YPg3445odDpB5XZv3Q5IcGPxz0w34/jHTZYHTBrVgSlUQYIhmh7jgZQqfD5X4/NnI/YAP9LrMcBzwj4eioK800N8dzYgQ9riHGiGUY4aMlxXHgI7UyfoNdHwz9emcP/UUy3HroKGwqOPPMAmrJ0NckdsayU1864hx6s0tteVSXoWkTlmEAPaNcbZUk3uL3UzwVnGDxZdMuS71lgYW20Rac6XC2PNpEZ9IOE+2XeApRmbSIhJogxIIgBoEJwtT9QWgJQoNRPh6EY6SoEw0EgToYhK4gtAYhFSS7N9M8yjeRCaqvHtmO+gvehL6xG0BnX9ZZ97A4JdSfujgi+DkNW4+/h1rXQ/l6eoY+7Rm6o0fnPZE/9BXl0p7fXqLJg0oMvRZIYDmcg43/EiwHG9iUX5kcdps5D5tHHq3lL5k0LXQ6oMMBrQ5ocUCTAxocEHYA5wDGAYMOGHDAIQfsd0Cf0VrjgJgDjuXUdztgqzFI1iCrJGQiGWfaCPUGB6whM+kDMWSCgw6g+h3Q64AuMkCK9NZXgdv0Jjx8rj3lwuH3+rsRitwsSBM2Rr0RC/OwsFeTpCbRlGFJiXxjH5q2Y9m50QVKpZs1CxaL0+z0iCbk4rHDyaMw1jntGOfcrF1AHowaHgh7YMADXR4wEEOW9cnl3BCeqFozdV3B0RyTB+bWPni15+KTB/rU2p4euJfaw3xBFCswe7/dYSzxZAEisS/GXtNqjL02HElNUULIbubtvNcnYoMW3U5LJu1kkA+vzAdhH7S1EQzTg/TccwOMXjip1wJWLqKjWBhB0Tsff/SnIx9/8sc3qc3QAHMxTPWrv1Z7qS71V+r7UAhnwUzQItSXqB71MfUZ9Sn1UYzuFMGvCJZbHvKhfqUDeUxWq8vjyvdbzBilLA5BoLH75jJpgba6HFiSDmFzPqzPh1X5UJEPrnz4IB9eyoedpGZBPtST+lOk/g1SmSFkZ+h0L5HOes9nSLf1pE8BqRmOlJrbhiPc0+Km8aiUuyGxdGo0BMJeyDSqIy3eidJLduy9ZMWTj6jzDw+9trMHTsDn//wr3fvYT4Y27jiuJkdQae0f3tZlYlqIZeLBmdfVygwPxwUcAQzrkkPkBd5hZgrCHAarbDoQsDAWv4HmvA7nIiNwYTgYhlYj5Wo3/HvuusekW8TNj8NTkn+xmrO3jPAFT7w29PbOHip58su7b4Yr7lZfUn8E1m0vPL372fuouSpjMPLUL297pXjo00CCmgs33X/z0CsbtT1ShHX9EuZLhOnKewJlo/Joj2RHedjx5+Xh5NKCVW2hBQKrSKiXwCXBgAQvSbBZgvUSZCTAlWFSv3JQgjck6CJtrRIskKCANOj1vRLsJE2rSDdFgkpCgCT4gLR2kPpKUjPtFJlH77aZNCwgbYOkvteYQ+8QJn0GyUD9ZJoO0oqXVmHM8S8QZtm4+tNaxp/F8PqphaGuqkpNPySa5jWfNxnimtJg6mH5ZHPgLGZHQyD06rVVh7Ei7hPfhGnqgTdZ27crAwk9/vJi27pH0wFapcxCLIuV7HLkWfMyaRY5aYa3jgQFmI36FBFdymB6gAhcZzdlSHWU0XY97NEhTPDWGb4LxpiWjmMW/UE3Hh7adlideB9V2wc3w9VPQd89FKcqJHDcRx0j3mobtXIYZyk0B+fvq3A+G8DWdJVSz+cVFTFhu93P0CXFRYXWwoVpn4fnJ6TSLr6Axxkhz6M8q8QyqTTrQZ5UGnEdJZApAaUE8AvG3fZhkNMydxz6Grn7uA0yfCChsVCCMxe+ZgbU52Q1wDrBI+INUgsHd3SuVU+523cPnr1z+12zz2k5r7D2EUC33pbZ3HBpNf3rH94ytNFfvqwdfMtumEkz91x8UcXa16NqiDEtu7q3wKfxiDCPe0x3YZwOog5locCyQeQNekMF+ZZUOl8y4yhPpBemRc5lx3wipQA6CgAVQF1nAXAFMFAA/QXQWwCdpCFbAAqp0d/DBTAG1JY1Nxsi0I2t/jRMixaaWS1qnaLpjBdZ/eAPu4DiEkrtuG3amvymtT++cWjTHVBhbtne//qfDy9+Yz4MPt/nsQ95uXeYyb5ytXdK5/y/fj6k/rO4QD/fxTzOpQ9gT5RVpvMmm2SSvL48Vyptz+MkkRYXpmkJO6MZ2BlVEn/E+WDQBwd90OWDDh/g+md8kPFB82j0lGN9uT6ryInTA15LNb1ajIjfRcxMLT236ukl6hmfHrl9Z2180Rr1+E+fvvvKuthE+OqzoQL1xOMV6opDz0U0fZyD1/oJ1oeb6GOByNiQ388xXKjAzaXSbo+uBhYbHcvh5IWivAvTlIQVMjtFZF9JpI4MJXy3NtpzOSBqGLbKUVZ0bswaM9gLe4vPJPrAJgmEIR6zRr3Vdp+6/k+Hrlxlfhga1qjfqAUdG9qWpNvVk41L4M//APBGNh73lZ/4hb8cXn/xhRLqE57sqxTmsQHrw4MmoLuUJX7A7jDP4/IEQ36EufMX+PFm8vvtgiClsD+2mxam7VK/cUiknxm1kgPlFDlGmpEiR8uVIQiHgAvBIKHDRGMi3WY93B1/FDj2sMwjkvM/7ZYCm5ymyDDvgUKzJ1JTDPSZ6y+bck9lZffio//5+kuwQt2+YhVsuQiOCD++PyXYziiY/DmYvv67unwRPLir+9n7NdvTkrynTI+iAExR3hEkiQ4EvG4rE5wgBfyBVNrvQaJbTKVpt4t1ptI2FgJGKP9CEDYEYQ0J8ePB4fqVOMA/FAQc+PcFYSuhwM3n5vR5mtQvJX30tOA1ox6P1ZSTLkz9jAzUHYTOnKlGEgyE04dBkkXoSUQHySNwohwOAheEXlLkCN0YJ5P5rtOA02LfMQ5IJog4Jhj2Grcsbpy2krMb7fBSg4cgyJ6oju9/fvTRx7bNS1aVF1bW15w48ZrKbKIvrCpJHhxwv36Dp3XHg00nv46Ul0cQjS5UG+kjTACVoBqkwMPKqUkVFV7RnD8jeAYqdThQcdQUCOaLlplJOpFKe+NxqylQHGVoK20N8+FpqXSY46tTaX5CXxK6krA1CR1JWJOEliQ0JaEhCTVJiCVBTAKThIEkHEpCfxIwcTch3jCWWKdESTiehGOEeP9Y4pbTxqzLJe02iHLnZk4jGJlSITThJFAcmXYwqRRqqzxIVtlLWOokLLUmIZuESkI8NnvJfM+B3fek1qcT5uw9vPkqdHc3Nske1rl+M8LirRjRr33087vayZCoHT7I89Z6WYnG/iKieUPiMIaPs824SC9/ee+ixnp6zhSQtt+z9i+P9L86J1s3/+GHX9lXtKbgveimsyY2zla3liVu7HjiOfXZq5YuW3H5JVnq1kcfd93KhzasufzB86+5KnHZLPdFiT3nHNmxy2VdFe889+SVdUpsVeXic2+k1t60fmNb+4YN12p7XESI/ghjdhDtU65Douh3OJ0WvyVUEMxPpYNIxAWvH3sbr8dNUSYTvyht4roM38np7nSAuNBWAtS5SF5AmnXv2mo42IOG1+3Kqc+V/zjttI0i/cjh2/j0HkR2BsjDcQcOnWqihWxO9tfIzvl5/fU3tqsrb3p82a3r1ZZ1d0I1/fWKyROn/+T2oXv95eV+allPcMitvZkoXznG+TjGPo7kgB70kLIc2XESyHsl2nJeGtHA0bRH8QipNPZpvIvHwO8RvcB4saV7odMLVKsXsl5IeUHxQr8Xer3QRYphL3BeHF3CIKnBpLmUY81w+PB5WfOIuyanx38woD/X4IYtix5l+nqlfJKiTCpXrF1qYOcGKGM+0MvKt1M1PumwvxzrvwTnGgjr34/2K/OcLGt2IY7zgNmRl2f20PkBJZANUF0BQIEwfk8F+gMDAfOZXKA3QHGBSlyRDRwMDAbMCL+2BjpxfT+uYPPowPOn+p9NN88hz3nn689EHXkqhfGqOX7sIP2Ic+R53B4tLnCyDG1ze8xAA/YprtMDZMw/xPEP868dA7S1D99H6ntPz8ssRtRMBAG5VnAh3HwJzF2rHocLl6vrF6vqDS3q+nWboAoOwM5AeblX/WLoCy+WDGy7Xf37iClgGU3EtuDEMrKgR5VWk81qMafSFqSd9uCFeg7ZYL8N+mzQbYOtNthggzU2aLFBzAaiDRgbtglC0WnDZmGDrA1SNlBs0G+DXht0kSJnA2SDQVLEdLlkY2ziu+4jRnOgcccwcLWm+Z0wq3GEGdDs2uzF8UsV7FFO8XbzhAkRVFqK/YydlqurJqfSVa7SyATeXh4vT6ULXHGP32y2WMRFaQuHTYWmixalae4aGRbLMEWGmAySDGYZvpbhmAyHZPiNDN0y3CvDJTJASoYGGSoJnSgDI8OKQYOwT4Y1Migy1JBm3HZchqMy9MvQS8bYIEOLPDyETsMZZAdl2C/D0zJ0ErKVMkyTIWzMcYY+QZcMWRmajDlE0vMY6blVhg48vRLPaQ+QvsfIAqheQtBKpsezuuSRE4/Mv05JxzuR8Z4mM4YoJ4g1IG4Y4wyUy3UveKsTlPNq//0wAnVOih1FvuJx0HfOLmXW2uC8N84avE5dvGln/qxZ9R7+LjW56fzzL7zlTvWCdevATWfjU2vq4kn1s2EwvLAnz+pgpsw0iuelg0P+EdAgeUkFNoY/YzuagPqVm5Db7bPZ7ayPDYYmYG8xweXGBcmXSlslj6CZDaeZTXcIjoVgfwhwoMqEoA4XtoZgTQhaQtAUgoYQ1IQgFoIAacYRM5UbLys5F6xdOfW5Es38P3mPsb5jnAQb5v1squ47Fp6/BDuPK9rawE5nJ9WNuI4Lz8sM+w4iHorkbHuwbKw4a9un3IyzNmRCOGvDQXIeR+GImZJwooaztgEfpEjepidtAyRv6/dBL8neOkkC1+qDLEnj9C7TdpKqFKkayfjQ2P566qd3w/9Pi2DHhj16y3edYUYMv8IawQmOVeg96pxD77zz7tt/6vvhbbeuXXfzhg44qvLqV1+c/Mf/vPPyvoEPf7VfP0eNqHPpXiwHL4qgjcrCkIsRBK/P6rUWRr2CiL2nGHCEU2mHFAywgYVphuVopEG/EoWOKKAo1FVGYSAK/aScjYKS814fHQ3dc5JzIxJHo0fTxtGEFpBjjXp1dWt5eYkUHHYUutYxe9tXQh5VdtfZfQf++FrbcnO3qqyjWm5av3Z++oqT9HJ/eW1s0on//lI9Ic2ZqOJA0EfP738hMsTzJP/F/B6lj+D8N4SuVc4WnflulqWcVEGYD6bSwHP5Vqvd7tUyQoo1sam0KaCEoYN8/VGXIp9/dBhfgPQb7+HwCJ8Gm7lHXrkpvK412TDk2pEMmOS9U0jiS5c3rlDbbraufERdf+TN1lVqfP3GaauDWuJLHzmxT2MJTBc3ngeffIVzYLXopX7RQf2NR4Yf3I71KaKFSjnPsmC3eyQzT67MnCaepkSOc6TSnIu1W3Gqb/VkyDmfIkFbzomwpiRZ1q7AiXaEumo9e42WaMcnIxtPUxO1PT61+o7qR9QkhinBMv316fQB9eqANJQ0dtva6otG7kupt/DaSlFaqYmwYr4DL3NimSNCe72hVDrg5WhbKs3SUkcZtJZBtgxSZRAug2fKIFMGC8rAsKXRjE6L9cd82KVHWiUJ2YvFmaipgMnUmOwO7w9viKbe2v0fjU9Wllede+3L96d/cFH1k52XPVBRlmhfeP68+fcswXabd2dnUPjk1obHr68JRhoubbxxc8HrV1WkGurm51dPPmsx4UfE/MSZmzGCzFZKrE4n66Zpr4+x27BgLazNheN2fmEaSTsJWtT7oMI3fISdezUyLGAiYRPezHw0UY9TUC0JJUchHifAvGzm+ht/UP/229Mq686L3iq2X0bdU15y+HDT0PqZSW6mTz+HCmBMe4/uwevZpmSQ4GAYi2Dx+kxuyY3FKrkYiqMWpR2cZLfgbMHTRdCo3wCnuoEcvEJkySO41mvglV4T9kEuLOUC+ej2lsftbU032snO8DlPiZZ1+bVQEOq6brzyJyCvU7/Im72vfvBaCIG9p4D6xF9+coe/fG5JHYjUcuLUQDtPZBDm0QmrlFMsZXFSThfntLAUQ6XSNsbF5oEjD4G0hoMWDpo4aOCghoMYByIHDAfHOTjGwSEO9nPQx0E3B1s52MDBv6Af+Hfo6/4/J+j6LvpKDsIccIR+Pxmzg8OBah/5ZE4PWNrG/drH/f6v302MZtGyvKx59LJ29COF6JjTbqr8HPWmLOzdBgKYt8FFS0T6erzjA0PrqE346cG6ok59bnoR60pE/6OErCaXaBI9EoXDljmUwyG6rCYWB+c863LabM+f+ka5FTfYaECM1CRBgwQxCTgJGAmOS9BHTuu3SrBBgjWktZIQdJPKFgmayKF+HSY9RgoY0Cj9goMjLR0SZHMO+nH9QXIbM3IHkCGV3xnJty8bK7EROWkbWDZEJWtfj42Rlw2GRRYAOaC/MYH5n350jvrCKnjpwQ8+bPrL4R2wfIVIXTm0dVh6G6kfDN1H3UwkqNl7LY7MFmEZutEupZWy2QHybALjEW2UFRs8a3WBHWG4EZBnswf0e1jkgYMe6PXABx7o9ECrB1JG/fTN5DFAmjvJ+yAp9pNih0G9gDTlLRtjLTn3PboAqsdudG+dcZEP+gemmGGI6J+x1FL0e2dcJhZUUH1DQ+CuuylfrvCX0xVu7vYTVScPB8QD6i9JPBKlzVSFaREKoGKYplRF/E4hr7iYcTIlpfyEY2lecUtzeD/vtyFb7FiaZfAfi9OysK3TRuFUzaZlrt021xxcl0fbkII8x9KIWVkK55aCrRQOlsL+Uugrhe5SWFMKLaXQUAo1pRArBaYULj+eUxZJ1bFSOEQ6h0uB4koBlcJgKQyUQn8p9JJiHX7rKoXOUugoBY607SyF1lLIkk4jffQO60uhvhQqSmHMLmzPtbLM6HbM2bV6KmJ8mhbHqXV1RXzksCs+JsIYveGJlhiHW9oVz/ANj9tJkzCxFnxXt8z6D3v4isScue13NF08o9JTtvBX11UUcGWTps42LUqfp3a5imaEy84/b9EFNJVaFZx2vUc9TFt98aIpZSXo1Cn9DsvUKRTjLAPxZnTmbIScv8Bb/2d9JWV2UxHEE+h0OhbNQPuwvm17qcbiiQbZKF3LyHjTVw+P97e+ymk5483Dcdw8+oCwHE1FqP6ogvjZaBrao7/jcUGe4DWh0XFJvE/GnUjmn44eRcMjf9MXmTRMqt/lzP/fvcuZX9WzRK3965Hbu2rj55G7nC3fdZcDaLM6l+KQgES4Vznl4k12hEySxyUINK/kcXN4i5m+l36cpm30AIG7fnL/ixGvU4JbJGiX4BKClUkDEnWo/Du5HMX0L0uwh9BvMehbDPoagr6iBGYJvpbgYwkOSbCf4DSG5HsJqOrjLyJoXS1BIaFndJDWO7xMOjwqgbaiDQSGs2QGHd9FspzjxnJGlj/iBloMqK+RcNoRMybQnYC+GrwOqtXA/pHk/nu9Zebf9JaG06xY1ixXxLXPDYcVLGgfGZrIOXPC+P6+pFZmccLMbbpy7gxprjR9SmrOxMXC0sv++6KrpXNYy7Tyqhnm+xdZLtR0KzDLqB2mFmyHkxS/1eP1iaYCe4W93k7beav2hXAFovOQNu9++b3m6v1kWrztCyfjnMkJbBSbVYjSMgrZDH+sXDjnrEi4BOeIrr7KhWefFY5XWmpczLJ4Iu4rr/47flQ3fKV/J89kKM7UiZPhz5QnkImmTBRrRtSWpSNz9rPQy0IXCx0stLKQZSHFgsJCmAWOBcTCIAsDBk0nIdMJKgmN3nqQhX7Sqo9QafQ9Q++md9BJ9SH0zno3vU+F0WfETbXl7Ljv0Nw4feVuRQskZLcHjqgPH97PZMBepA5G9JzlQSyPhCYPuEc5RdEmGiFdHhbkx1CC5bGchcUsTGGhmAWGheMsfMzC2yz8hoXHWbiXhWtYwDSNhMbMwopjLBwizXsJxTWkP26WSGWf0e22nHG/ZkHvtZ/06mZhCwu3sNDOwiUsjJHvsByPkx66vHSZbmVhw1iN1bAQG6s0fYY+MoNO38RCgzG0EqVGiMcp8HRljL/S+b6INHO6qr4zaNUTv4qx5+ruhFv2wIP7D6sPM5kIcEXq8f8DPvOKXQAAAHicY2BkYGBgYmB4/86kPp7f5iuDPAcDCDyoLJ+GoP+5sYmzLgJyOUBqGRgATYcLOHicY2BkYGBd9M+NgYHNkgEI2MQZGBlQgQ0AQt4ChgAAeJw9jz0KwkAQRj82PweQgIVYiIgGCwuLICkEsZCAwWILSWmZ1iJHsJDgBTxBau/gOew9hG8UXHi82d2Zb1n31lYs18HPFWyoS7iE0gMqOMEMGji6THVwVR09lUReHufhWbmZ+cIM/nvmuXtpwr7PzI554RIX+ED/2jIhIXeOpziNf/UCrHdk/fSmwVCe+4T9wLLIdeRkbqmx5f9ptbfZeMV7Lf/pdFNPje4fATYkyQAAAAAsACwALAAsAF4AkADEAOYBJAGCAggCUgK8AzQDlgSkBXwFzgYkBsYHSgfoCDoIhAkOCXoKPAqcCw4LgAvWDEgMvg2CDrAPPA+wEEIQqBHMEloS3hNWE8YUFBR8FMQVNhYMFq4XJhf+GBIYJhg6GFIYZhhmGLwZqhnmGm4bSAABAAAAPwBBAAMAPQADAAIAEAAvAFwAAALDAbIAAgABeJydVc1uHEUQrl07iddJDAhOIYoahERA3vGPAopyy38ibeLIdpILQuqd6d3peGZ6NN27K+cJeAQeAC4IceMVuHLkwjF3LnDn65paZ50YI8WjWX/TXX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(function(){/*
 pdf2htmlEX.js: Core UI functions for pdf2htmlEX 
 Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> and other contributors 
 https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE 
*/
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"/><div class="c x1 y1 w0 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _0"></span>SSESS<span class="_ _1"></span>ORI<span class="_ _1"></span>A<span class="_ _2"></span> DE GESTÃO ESTRA<span class="_ _3"></span>TÉGIC<span class="_ _1"></span>A</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">Pesquisa de satisfação com os magistrados, servidores e usuários – 2017</div><div class="t m0 x4 h4 y4 ff2 fs0 fc0 sc0 ls0 ws0">A<span class="_ _2"></span> <span class="_ _1"></span>pesquisa de <span class="_ _1"></span>satisfação realizada <span class="_ _1"></span>com os<span class="_ _1"></span> magistrados, servidores <span class="_ _1"></span>e <span class="_ _1"></span>usuários do T<span class="_ _0"></span>ribunal<span class="_ _4"></span> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc0 sc0 ls0 ws0">Regional<span class="_ _5"> </span> <span class="_ _5"> </span>do<span class="_ _5"> </span> <span class="_ _5"> </span>T<span class="_ _2"></span>rabalho<span class="_ _5"> </span> <span class="_ _5"> </span>da<span class="_ _5"> </span> <span class="_ _5"> </span>13ª<span class="_ _5"> </span> <span class="_ _5"> </span>Região<span class="_ _6"> </span> <span class="_ _5"> </span>foi<span class="_ _5"> </span> <span class="_ _5"> </span>disponibilizada<span class="_ _5"> </span> <span class="_ _5"> </span>entre<span class="_ _5"> </span> <span class="_ _5"> </span>os<span class="_ _5"> </span> <span class="_ _5"> </span>dias<span class="_ _5"> </span> <span class="_ _5"> </span>01/1<span class="_ _2"></span>1/2017<span class="_ _5"> </span> <span class="_ _5"> </span>à<span class="_ _4"></span> </div><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0">01/12/2017.</div><div class="t m0 x4 h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">O<span class="_ _7"></span> <span class="_ _4"></span>acesso<span class="_ _1"></span>,<span class="_ _7"></span> <span class="_ _4"></span>feito<span class="_ _7"> </span> <span class="_ _7"> </span>eletronicamente<span class="_ _7"></span> <span class="_ _7"></span>via<span class="_ _7"></span> <span class="_ _7"></span>internet,<span class="_ _7"></span> <span class="_ _7"></span>intranet,<span class="_ _7"></span> <span class="_ _7"></span>e-mails<span class="_ _4"></span> <span class="_ _7"> </span>e<span class="_ _7"></span> <span class="_ _7"></span>TRT<span class="_ _3"></span>-Push,<span class="_ _7"></span> <span class="_ _7"></span>solicitou<span class="_ _7"></span> <span class="_ _7"></span>o<span class="_ _4"></span> </div><div class="t m0 x4 h4 y8 ff2 fs0 fc0 sc0 ls0 ws0">preenchimento de <span class="_ _1"></span>um questionário <span class="_ _1"></span>contendo seis <span class="_ _1"></span>perguntas, com <span class="_ _1"></span>o objetivo<span class="_ _1"></span> de <span class="_ _1"></span>popular os<span class="_ _7"></span> </div><div class="t m0 x4 h4 y9 ff2 fs0 fc0 sc0 ls0 ws0">indicadores<span class="_ _8"> </span> <span class="_ _8"> </span>“Índice<span class="_ _9"> </span> <span class="_ _8"> </span>de<span class="_ _8"> </span> <span class="_ _9"> </span>Satisfação<span class="_ _8"> </span> <span class="_ _9"> </span>dos<span class="_ _8"> </span> <span class="_ _8"> </span>Magistrados,<span class="_ _8"> </span> <span class="_ _9"> </span>Servidores<span class="_ _8"> </span> <span class="_ _9"> </span>e<span class="_ _8"> </span> <span class="_ _9"> </span>Usuários<span class="_ _8"> </span> <span class="_ _8"> </span>com<span class="_ _9"> </span> <span class="_ _8"> </span>a<span class="_ _4"></span> </div><div class="t m0 x4 h4 ya ff2 fs0 fc0 sc0 ls0 ws0">Comunicação<span class="_ _6"> </span> <span class="_ _6"> </span>interna<span class="_ _8"> </span> <span class="_ _6"> </span>e<span class="_ _8"> </span> <span class="_ _6"> </span>externa<span class="_ _6"> </span> <span class="_ _8"> </span>do<span class="_ _6"> </span> <span class="_ _6"> </span>Objetivo<span class="_ _8"> </span> <span class="_ _6"> </span>Estratégico<span class="_ _6"> </span> <span class="_ _8"> </span>“Aprimorar<span class="_ _6"> </span> <span class="_ _6"> </span>a<span class="_ _8"> </span> <span class="_ _6"> </span>Comunicação<span class="_ _a"></span> </div><div class="t m0 x4 h4 yb ff2 fs0 fc0 sc0 ls0 ws0">Institucional” do Planejamento Estratégico 2015-2<span class="_ _0"></span>020. Eis as perguntas:</div><div class="t m0 x4 h5 yc ff3 fs0 fc0 sc0 ls0 ws0">1) O Portal de serviços do T<span class="_ _0"></span>R<span class="_ _2"></span>T 13ª Região atende às minhas necessidades?</div><div class="t m0 x4 h5 yd ff3 fs0 fc0 sc0 ls0 ws0">2) Há facilidade no acesso às informações disponibilizadas pelo tribunal?</div><div class="t m0 x4 h5 ye ff3 fs0 fc0 sc0 ls0 ws0">3) <span class="_ _2"></span>As informações disponibilizadas pelo tribunal são fornecidas de maneira frequente?</div><div class="t m0 x4 h5 yf ff3 fs0 fc0 sc0 ls0 ws0">4) Os servidores do tribunal prestam informações com clareza?</div><div class="t m0 x4 h5 y10 ff3 fs0 fc0 sc0 ls0 ws0">5) Os meios de comunicação disponibilizados pelo tribunal são suficientes?</div><div class="t m0 x4 h5 y11 ff3 fs0 fc0 sc0 ls0 ws0">6)<span class="_ _1"></span> <span class="_ _0"></span>As <span class="_ _a"></span>informações <span class="_ _1"></span>postadas<span class="_ _1"></span> <span class="_ _a"></span>nas <span class="_ _1"></span>redes<span class="_ _1"></span> <span class="_ _a"></span>sociais <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _1"></span>tr<span class="_ _1"></span>ibunal<span class="_ _1"></span> <span class="_ _1"></span>(Facebook,<span class="_ _1"></span> Y<span class="_ _3"></span>outube, <span class="_ _1"></span>Instagram<span class="_ _1"></span> <span class="_ _a"></span>e T<span class="_ _2"></span>witter)<span class="_ _a"></span> </div><div class="t m0 x4 h5 y12 ff3 fs0 fc0 sc0 ls0 ws0">são uteis?</div><div class="t m0 x4 h4 y13 ff2 fs0 fc0 sc0 ls0 ws0">Para cada pergunta foram disponib<span class="_ _0"></span>ilizadas 5 alternativas de resposta:</div><div class="t m0 x5 h4 y14 ff2 fs0 fc0 sc0 ls0 ws0">1.<span class="_ _b"> </span>Concordo plenamente;</div><div class="t m0 x5 h5 y15 ff3 fs0 fc0 sc0 ls0 ws0">2.<span class="_ _c"> </span>Concordo;</div><div class="t m0 x5 h5 y16 ff3 fs0 fc0 sc0 ls0 ws0">3.<span class="_ _c"> </span>Não tenho opinião formada;</div><div class="t m0 x5 h5 y17 ff3 fs0 fc0 sc0 ls0 ws0">4.<span class="_ _c"> </span>Discordo;</div><div class="t m0 x5 h4 y18 ff2 fs0 fc0 sc0 ls0 ws0">5.<span class="_ _b"> </span>Discordo completamente.</div><div class="t m0 x4 h4 y19 ff2 fs0 fc0 sc0 ls0 ws0">Para<span class="_ _9"> </span> <span class="_ _9"> </span>compilação<span class="_ _9"> </span> <span class="_ _d"> </span>dos<span class="_ _9"> </span> <span class="_ _9"> </span>dados<span class="_ _9"> </span> <span class="_ _d"> </span>e<span class="_ _9"> </span> <span class="_ _9"> </span>construção<span class="_ _9"> </span>  dos<span class="_ _8"> </span> <span class="_ _9"> </span>gráficos,<span class="_ _9"> </span>  foi<span class="_ _8"> </span> <span class="_ _d"> </span>realizada<span class="_ _9"> </span> <span class="_ _9"> </span>a<span class="_ _9"> </span>  s<span class="_ _0"></span>eguinte<span class="_ _4"></span> </div><div class="t m0 x4 h4 y1a ff2 fs0 fc0 sc0 ls0 ws0">reclassificação:</div><div class="t m0 x4 h4 y1b ff2 fs0 fc0 sc0 ls0 ws0">1 e 2 = Concordo;</div><div class="t m0 x4 h4 y1c ff2 fs0 fc0 sc0 ls0 ws0">3 = Sem opinião;</div><div class="t m0 x4 h4 y1d ff2 fs0 fc0 sc0 ls0 ws0">4 e 5 = Discordo.</div><div class="t m0 x4 h4 y1e ff2 fs0 fc0 sc0 ls0 ws0">A<span class="_ _5"> </span> <span class="_ _5"> </span>Assessoria<span class="_ _8"> </span> <span class="_ _8"> </span>de<span class="_ _8"> </span> <span class="_ _8"> </span>Gestão<span class="_ _8"> </span> <span class="_ _8"> </span>Estratégica<span class="_ _8"> </span> <span class="_ _6"> </span>rece<span class="_ _1"></span>beu<span class="_ _e"> </span> <span class="_ _1"></span>302<span class="_ _8"> </span> <span class="_ _8"> </span>questionários<span class="_ _e"> </span> preenchidos<span class="_ _8"> </span> <span class="_ _8"> </span>pelos<span class="_ _1"></span> </div><div class="t m0 x4 h4 y1f ff2 fs0 fc0 sc0 ls0 ws0">magistrados,<span class="_ _a"></span> <span class="_ _4"></span>servidores<span class="_ _a"></span> <span class="_ _4"></span>e<span class="_ _a"></span> <span class="_ _4"></span>usuários<span class="_ _a"></span> <span class="_ _a"></span>do<span class="_ _4"></span> <span class="_ _a"></span>T<span class="_ _0"></span>ribunal<span class="_ _a"></span> <span class="_ _4"></span>Reg<span class="_ _0"></span>ional<span class="_ _4"></span> <span class="_ _a"></span>do<span class="_ _4"></span> <span class="_ _a"></span>T<span class="_ _2"></span>rabalho<span class="_ _a"></span> <span class="_ _4"></span>da<span class="_ _4"></span> <span class="_ _a"></span>13ª<span class="_ _a"></span> <span class="_ _4"></span>Região<span class="_ _4"></span> <span class="_ _a"></span>e,<span class="_ _4"></span> </div><div class="t m0 x4 h4 y20 ff2 fs0 fc0 sc0 ls0 ws0">após a compilação e reclassificação dos mesmos, apurou um índice de <span class="_ _4"></span>74% de satisfação </div><div class="t m0 x4 h4 y21 ff2 fs0 fc0 sc0 ls0 ws0">para<span class="_ _7"></span> <span class="_ _4"></span>magi<span class="_ _1"></span>strados,<span class="_ _4"></span> <span class="_ _7"> </span>75%<span class="_ _7"></span> <span class="_ _7"></span>para<span class="_ _7"></span> <span class="_ _7"></span>servidores<span class="_ _7"></span> <span class="_ _7"></span>e<span class="_ _7"></span> <span class="_ _7"></span>77%<span class="_ _7"></span> <span class="_ _4"></span>para<span class="_ _7"></span> <span class="_ _7"></span>usuários.<span class="_ _9"> </span> <span class="_ _4"></span>Podemos<span class="_ _4"></span> <span class="_ _7"> </span>visualizar<span class="_ _7"></span> <span class="_ _7"></span>os<span class="_ _1"></span> </div><div class="t m0 x4 h4 y22 ff2 fs0 fc0 sc0 ls0 ws0">resultados no gráfico esboçado abaixo:</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="c x1 y1 w0 h2"><div class="t m0 x4 h3 y24 ff1 fs0 fc0 sc0 ls0 ws0">Índice de Satisfação dos Magistrados, Servidores e usuários com a Comunicação </div><div class="t m0 x4 h4 y25 ff2 fs0 fc0 sc0 ls0 ws0">A<span class="_ _2"></span> apuração dos indicadores se deu conforme cr<span class="_ _0"></span>itérios abaixo:</div><div class="t m0 x4 h4 y26 ff2 fs0 fc0 sc0 ls0 ws0">a)<span class="_ _5"> </span> <span class="_ _5"> </span>Índice<span class="_ _5"> </span> <span class="_ _7"> </span>d<span class="_ _1"></span>e<span class="_ _5"> </span> <span class="_ _5"> </span>Satisfação<span class="_ _5"> </span> <span class="_ _5"> </span>dos<span class="_ _7"> </span> <span class="_ _5"> </span>Magistrados<span class="_ _5"> </span> <span class="_ _5"> </span>e<span class="_ _5"> </span> <span class="_ _5"> </span>Servidores<span class="_ _5"> </span> <span class="_ _5"> </span>com<span class="_ _5"> </span> <span class="_ _5"> </span>a<span class="_ _5"> </span> <span class="_ _5"> </span>Comunicação<span class="_ _7"></span> <span class="_ _5"> </span>Interna:<span class="_ _4"></span> </div><div class="t m0 x4 h4 y27 ff2 fs0 fc0 sc0 ls0 ws0">medido<span class="_ _5"> </span> <span class="_ _6"> </span>pela<span class="_ _6"> </span> <span class="_ _6"> </span>média<span class="_ _6"> </span> <span class="_ _6"> </span>do<span class="_ _6"> </span> <span class="_ _6"> </span>percentual<span class="_ _6"> </span> <span class="_ _6"> </span>de<span class="_ _6"> </span> <span class="_ _6"> </span>satisfação<span class="_ _6"> </span> <span class="_ _6"> </span>(Magistrados<span class="_ _6"> </span> <span class="_ _6"> </span>e<span class="_ _6"> </span> <span class="_ _6"> </span>Servidores)<span class="_ _6"> </span> <span class="_ _6"> </span>com<span class="_ _5"> </span> <span class="_ _8"> </span>a<span class="_ _a"></span> </div><div class="t m0 x4 h4 y28 ff2 fs0 fc0 sc0 ls0 ws0">comunicação institucional ficou em 75%.</div><div class="t m0 x4 h4 y29 ff2 fs0 fc0 sc0 ls0 ws0">b)<span class="_ _8"> </span> <span class="_ _8"> </span>Índice<span class="_ _9"> </span> <span class="_ _8"> </span>de<span class="_ _8"> </span> <span class="_ _9"> </span>Satisfação<span class="_ _8"> </span> <span class="_ _8"> </span>dos<span class="_ _9"> </span> <span class="_ _8"> </span>Usuários<span class="_ _8"> </span> <span class="_ _8"> </span>com<span class="_ _9"> </span> <span class="_ _8"> </span>a<span class="_ _8"> </span> <span class="_ _9"> </span>Comunicação<span class="_ _8"> </span> <span class="_ _8"> </span>externa:<span class="_ _8"> </span> <span class="_ _9"> </span>medid<span class="_ _4"></span>o <span class="_ _e"> </span>p<span class="_ _1"></span>elo </div><div class="t m0 x4 h4 y2a ff2 fs0 fc0 sc0 ls0 ws0">percentual de satisfação dos usuários com a comunicação institucional ficou em 7<span class="_ _0"></span>7%.</div><div class="t m0 x7 h4 y2b ff2 fs0 fc0 sc0 ls0 ws0">Max Frederico Feitosa Guedes Pereira</div><div class="t m0 x8 h4 y2c ff2 fs0 fc0 sc0 ls0 ws0">Assessor de Gestão Estratégica</div></div><div class="c x6 y2d w3 h7"><div class="t m0 x9 h8 y2e ff4 fs1 fc0 sc0 ls0 ws0">7<span class="_ _0"></span>4<span class="_ _0"></span>%</div><div class="t m0 xa h8 y2f ff4 fs1 fc0 sc0 ls0 ws0">7<span class="_ _0"></span>5<span class="_ _0"></span>%</div><div class="t m0 xb h8 y30 ff4 fs1 fc0 sc0 ls0 ws0">7<span class="_ _0"></span>7<span class="_ _0"></span>%</div><div class="t m0 xc h8 y31 ff4 fs1 fc0 sc0 ls0 ws0">MAG<span class="_ _0"></span>I<span class="_ _2"></span>ST<span class="_ _2"></span>R<span class="_ _0"></span>AD<span class="_ _2"></span>OS</div><div class="t m0 xc h8 y32 ff4 fs1 fc0 sc0 ls0 ws0">SER<span class="_ _0"></span>VI<span class="_ _2"></span>D<span class="_ _0"></span>O<span class="_ _0"></span>R<span class="_ _2"></span>E<span class="_ _1"></span>S</div><div class="t m0 xc h8 y33 ff4 fs1 fc0 sc0 ls0 ws0">U<span class="_ _0"></span>SU<span class="_ _2"></span>ÁR<span class="_ _0"></span>I<span class="_ _2"></span>OS</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="pf3" class="pf w0 h0" data-page-no="3"><div class="pc pc3 w0 h0"></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 Geral 2017

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