Mapa de Riscos

Revisão Aposentadoria de Servidores Proad 8534/2023 HTML
Revisão aposentadoria de servidores 2025_1.html — HTML, 312Kb
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/*! 
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 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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/*! 
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855+7r3Dv7lskksyRkIAlZCJFoLgIqUhZFRqMZwSKiEISA4oYCLoA7al27iMtrlWqBJJAAtlJLtVr5aGu11arwvo1rjVKbD7VKMr9zzp07GV7f3+/9//dpyNx55ubOveee8/0+z/d5zrkABKYDgC7mFgAGCKB2FwR1bT0CWz3UsIvn3mvrYRA2wS6G7ObI7h6Bbzne1gPJ/kazwkxVmBXTUXw0CR8avZRb8M3PprOHAAAQPDP6AbwRHAIyuHjnLZnzdsv4Aj/jB+A8Kw2ZNoSgDNuAjBj8AfCThZPmgoVgJVgPtgEObFMeeyiYMYZzw4PGUJvRBtrJ1hgyRoag6W6dWB/ZLfDQAiIItocP1R2qn9jR2Nzo8/JC1SmwZfeheec2tE5iDh3qvj09O3TRBbQ9IP8xauHexPdJ27MXMPkPerytaCD/gRX3tj7IQMQ8yuxgELMWQC/+BoL4WJn5BKBP4AB8ZjcAbO+1uFVtxvCQMQTa29rbNnO1mdz1xsGJ9TCXyUR6gQQhblI7bo8PNkL49N2jHSHu82+8AIEF+Y9ZkzsADFAGR0kLdiE07ZzzLDkcYzlvTNMC0kD+kz6XCy0ghhXSNGyZQCV7gF9V8VYl+0BdJpM5hDeHcLe0D+HO2MV/90zD+Ew8OdNHfZpGjS+skKLw5JQG2QMMVSVbsq94yrFzWnNYfjPaomxxvaJzkqAE0QzP93xnhqZFzvF0+jpDZ0eWC8uVxZ4u3/LQosg16Cp+rXKtazP/kPCA8UrwXfQ2/7byF1e42KSpRn4YqEDFo5YFgfxXQAFKwf4aaECDlmVmA2skqyLRVC9BIBkSkqbK+EvOgVL+E/vA/qy0tdxUVXUAWn1ZU1cU2xA1DRu9WXMNGMgfsFR8pjiwcNc7hwKxcCiwD92TBVtjL9+Ox/QYvvVcZghviZnrpmahK2CuG+R2omk7rXnn9fHxkBEdyB/tQXHll/kjwI9fbvxy4ddk8gPxq6OjI7JL8w4wdX1dmsaGsdHTxXIYGZn2DMaGx3BPamyIQbfPQHyisirtMfyNDZNMI52oFPgFy9/ctrbnilOXvfnYH6+5Z+8z69Y988wN687MoTchC09+dmHvaP7d0dHRXz/3UD/88eiDXx6Fl8JlX1y2CWP8MObytxhjMtQJwnrl4p07huz0FnAM2e6LYqdYFVnG0sym5ex6dDd6WGSfZaEEeA4xEgdVBF+Vae/KZJwAjOOrDuSP9BkGBuZA/jPLpHCNUrjqFK64t6wQAaODOIq+sMpZmquJI+fSybk4GOcsDnEhZR9sg7eAYGaOMYhHwh4c8oM/tM0ewc6gPdAKzVYyMiCXgfYfIxZum8RbHCdBVSJ93e5urQsfwu4C93hFwtSh0IydQyP6tm/qm+c8+F91V7DXnbKu/Oenv7qQ+oc2zG8B910MVVF22pySTEMLejz8Ao1QyjSp8YUlGQa2Yl4uRqgaIAfEYuSvsaiO/xJTyT3GBtB+3Co5EIiXGyZC8XLcmLo/kibVHQJ1BGKZdrI92EBIjIoXVN1uRC9oSS4TOdc5YiluD1oQ85J95Nw9+NTEZSgKWoCNzy3a3//T1QivyfXI1ejFrNOncFP4/dwL/H7hZfGVqDBT7VDP0ZerF+vXuq/13Op+3v1h+MPI0bD6gtLvQTHZEHn+1WjYG42GxWgY+0oxHGW0mDGAnuyda0JzAAZ3k3YC0rBeiFT5BMLLJYSXi4TXsvKawJu48wnp4X60EcSBASdbqrm7HS1EK9F6xKJ9KAnK4d27KE1z2PUeyxAPTPnZNtLWPjSSGzTdBBF4s1mvzejYIdtRokBaS4oYUaPMiBn8L/NHgYCpKuJ3Cb8cxk7uADmYW415S4ZWiwiChmIDTGNfF1K9GuWvt8Bfs9VsxF2KQZXyVaRbMKROgc1NmLk0+DQ2+H1eDDX8ywrHW1Ag9cQjXz798HU3/gju9Xz9+zePnfHTFx/vjD333NS2xQduOPjhJcvv+9Ftntff+ey587Y//+SWiyZSLJJYUcE9hbEoUB57HPq6HcOjFujrdgyPWuCxGxt7SU/biNoLIKaYRqABo7oc8/mibgJMxcWysaimQyAEMXFp4KEGOTJIIFN3qI66QHy3IweNgxmCmyY3hbaLbmeFrym7rewBz089v1bfVv8SESVPUK8JMx7Z5/Z4XtVdXt3j1V0aBonlIZe29G060nWX5YOFZvS7WPimRZwIDFomaZC50FhprDfuNlhjg3ACiIQSEAklUUNYE6RRI4hjrxFE+CaG+0nzglvj7udhM3DB+/GRk3v03XAfnIyFwAFLKcaGreUD8N4CuDJDw0MUYIUAMJwjygPji/ZBzsQvrEEGN4u1GQ6DDJSCrE+q5+qVfRhbTP6IDSnYjUVBR9E9ARDVPDrmKOuTMaJ2d/l8rihLg0RUc7kx2nq6XKwDsjryajQbTRtrnpYYxtYkB2ieCl8Fg2MI8HkFHEHSC37he7jrxr7n7jj3jupn7kLvjPTPvfmeA1C84s7h347ADcZttx98/JGeue1+9PdnR9d2jh77/cv39BzBWGPAfIy1EPZ7AZAA9eilMWXSp4JIrJb4Z+zf0ILaWndFjOeqY24tJqnEvxOVsYeqlIwLO3mKIJfjkIhB/+gKMuSPJEAwzlEM8W1U4DBJn0oO99Ez+qjA8Y2pkROlDvFkQ62tRcXTTxvCOw3h7YYMUuVDDLqvcH2yDxvHrUqyk1yWfNNHceyjdzp2f87F8LVgXaEBzouQYHazH47zz/TPTH+kflrPSfXwenA9XMdeIXYrq9UrtWsDt4Pb4B3sJnGjcrO6Sbsz8Jr5ksetglgQqPhK22phSWeegPFYCcZjDsb3ZGNrXpCgNNWNloJMydGZkqMzJYzIrHFZccwIFwQuw4VcA/Cevoag4zuCTugPOjIouGYn1uEDaGlv0jko6RyUdGRVco3PCdZxn+VDvq0TX3Z4Q8lC5dNwkTtFCeVuzdGuxFAe48teUJk/0hONh3Fg64nH68jbhHgav+0aF6f8sTmUW90NurFf7sU9V0tpE4nw7mpKG7fGV1DfzHNjtGkl8R7WYp88iTpjXohBnxckKgHe4/H6iyxivCWUgstWdX30woHPlq/YfOfosXfeGT12z/c3Lb/0llsvWbrlpJlb5298+rkb1/+UiYx7aNm2dw9vu+TBceMPbnk+DyA8cPev4DmX3nzTwsWbbz6en7117lMbbtz+NKYWQPkRALhzuX04s9LRbYRZU8uwN/66JCweL9pSyX6uxGYduy8rioXB4dmCIeA9vyx85RsbCvgwXlF+WfjusLMTqc5OOLaTlwuDLPgdWeiEE4V3FKNcMDjHkHSnGc4ewd7Tn4W6C/Mc51Rf9RWMr2n6gQjhOyhXKe84uq0z6o2l4qXSImMLs9V4hXuJP2AcNRSR64BZNM+4VNlp/EP9h/YPXWJVVmN1RpEljmVVTRd5QcAqjxV5VcCpHb6M5aKSMy6oXvwnxDBkn4/sY+Ks6sXfkmIcJ8Z4hh9AqywJiOqnFoII7YMKHkXFcqtxsERgzp7Hvs4eZpmtLGQHILSUeeoB4bDKbFWhSj4bLuF1Aa0XNghIuM/19p9omtodwi/8G8SJYThkDA1hOLaFh9oH20j6OkTSxAwOGJtrg/SdMsFsbd1sHDyoHzy4mbPfsaCdtVOZP2tn7KzzbZacf14f62JEYR+WKiD/tc2I1SSs/N9/IrtEfoCZaKldogggK+IbhQi3p7G9nUpBzI4Ezk0TTAXjqWDSVbzAoIbfo3Pf3z7yw21/hn9/+LTKaCO375vT4POj09H58IG9V915Ow7Ql+Q/5tbi/LkM1tF8fjFaVoag7e55ovI/sRYSKw4atMVgFbiibAO4uWwreIT7GfMf2l6mT3tZewMMlv2jzNTdZWZZGVPDV5s10Xj56VrWe64vG7qUW152nft29yPMw/oj0afhk+hp8y3dA7wgbHiNMEtS9Z7qVki8ULy61XDh24t4YioTibGSkXadCdJxCGG4PIAKuAw4TiwgqzS3kbOBdFyEmDX0o5YVVdJmMRRb3EkSjmGcZcwmjmsOdmuzsRigDswMkGQD/4lkgpkMXB2xZIw61mUYKhsZYBr6ulhJ9WCjp0tlbFfkJtEbv4gzCvBsojKJmpvcycYGNiDUQuxxkM/rJs6I7Xvx5NFffzg0+qcf7oDTXnwPjp/yQuOL9z3z184VH2164r8Qmvjlt7+Cl//hQ7hg15HfTdh27+OjX96zf/TT254HVCs+jhvyEfYxChgi42L5eC4mioIAGDaG8S1LMQWIAukzr+FuEs5hzozLcQ3JYY2VUJHRhX6SCv2kZ6U4ze3ihcTuGI3b1Cgkdd/0UcIRQ5KKe3g735NpjpdTp1xQ6FU7gcPpG35ro507PFgQ8PiFO6vNGGkjgZ0TsRDa3cVxEEhUgAMRE5FoI4rigpMnBR8Ta6DC63G28vijTM3xt5mbuH3PjbY/O6o9R/pmBcZsP8ZsCv6U9k044o340KIqeKHogW4mmQQV7gBKYZ1NQeUj7YeQD8R0BodnCcJ0VSqJ4/No0RsnSyJuMn8M77cTmWScYeIoXrUIMciWIAU3SHoLG+/S3qJuUCdXQas3VMGqMmcAypwBKCsCtSwdl6FcBKpMk2c5lF58wQlAnW3kjhX61qCdS0heVEu4b/Fn/EtcDlGr066xprOJSDQcDUUZXk0bKV+6PC2m2HQiFdTKKoDf5anAB3s9cQF/quRSFTCqBCqg18SbmFRRAZIM3gByTUwJo81oK7qemo0kI4/0M1YyWYETCzqSEOokSjf0d/ESzgr0AKWJTmnSUNdY0Lo0VydcaU6ZJ7DFj+mCEpU4n+IxYVhMmBaTmYW67h79/bY/j27r64Vz//IoBPemd1RctGflLS+urZi8CaJ7bvjyFNT+LBw5snrNXnjhn9+Ga/qWDvygftWG2WfdPHfLowdHv95wUQs0MUZa8h8zF2H+mDBEMWIsQUv5K9CV/BZti8lLFBl9CgHGAAz3sTGXJJ2ACKkEEZKDiN1ZKS3L4gkHiiUHis6BvVkxrZCsi/BMcdIvbIxSwCiOfyV7LD+BgJKLe2DcY3nmeRZ5WA9ME9frcPEzh4LvFSg4y72no1DfGjJy3XYpheAGhyVbnw1l2ifW41HbjaOg5GIp5/A9ErLRsWksZh84z8X5CM5uccIxZYewavHMZdUvdvzqxl8dgtuCT6+btuYG5qvjoYFXl31AuPcjrH3Kcb9KCNEclgk6UkXMf2J3Sk/WrdBaksfXJAZVP00M8L34CxlCwjRPXSCqdIsjelwQcWwXkcAwosQiJAkiy+Au/rbYxUxJFzPO/t1ZJs7z3ED+c8pKbHxlKaSXOTfpNfz5n1aY9DGXiyswrsxTFimrlA0Kp4ilfrHgKeOQlr803OT/xT9aCh0UthAe/+kMzdeOd5SnOENDCYzJSoYFC4kMHR/KZlpmdhPxjOUCW5vZfP1BO/ch9esj/arZJMbxBtBEc2I94eS0zvP6ROu0VtyFB/ac1ipaDbbZ0CpUhmi9e08Imw22SfYm7Cq4kmgVdC9+ecjn4T0ebJbZZhk2fcT8epevtdDgQuGNeoIOQFNcBisOASsOFlFn3U4lRyt11o0QYycBzR+9zKB9Lx8f5fZ9u5Fd/81p7IZvNxCtDH6C49i3GC8aCMJaysTYEnO5F80yZnkvMC7wsooac+k6CARJWAOi+wRyuUtG3u1kQr1Zd1rcj6lm50V6VpTJ4Ii05i0ShLnJmIjheBji33BQc/yx5gy8VgyI2v8aEAsDrhYG/LvhMDSls3TA2wrBsNv24LNtQjrxkIRD6k536SomZX+Xjj2qCIOlsdBdDIUNgRgWFGgcDMEKmtNUpRMVP0HV985efm/HF6Ovjm6B1z3/487vTbx59FZun+5esmfF/tGRkWcZeMf6zpt8mq0lOvMfs5/ieFnPTKXZigmqnL7E/ZousVOOjbNIo9BpIccIY2NqOT1Ow1x3xkUtsZUSO1piRxy7L8sEC2OAHAPahlWdXcwsZtcwV7BsqqqZaY1OY2YK3yubUT49eVrVfKZD6Cw7t/pWj54gAZiMV9IxUo6Rdowqx0jQobQPto2UY6QdAx98zDqNWNVaOomSTFVqkqspMT01o+78eDaxINWlLNOW65d4lwSvUa7VrnVdb1yZXJPaxNym3Krd5rrTuCV5U+pe7QHXA75YocA8oSLtjqTDUnoc9uRgXNjNNkxMgyWYENqEayK3RlAk5dcmxKpSMMX5OYJZO4GKTZBiMT9DIz0Jnzk7zpO3HC2F1g3Z/yLWhFRS1xSuIloWi4gCzzKIh6lkJd6HpWJkQtgisL0b43/IDyZQIUQdowHjcB5cBFfBrZDHwW+npU6IxT2eUxeQC3OkIK2RT6Qp+A7OlE4oZJwYFouFDCkNxsFxJFDpOlowjtwPZc24cEOFU3qocMhX4dQncB/BtJt4cPItt0M6dzHvc59DuBmaWBBHudmDNOAVlLyjlaicJ0VwYySXGSSbYdJTWN4TNwWx2UFCYfdYMgVLP1BXF+mHETgh4p/A0Ug5QfHHKCP9jKNOMSkLFTtEYybhYrKKFCRIeTgGC/rf5w342QCpTZCAmkx39msX/vb6ldvPnts5ZbTrrEuX3vD3Hzzx9SZM1uee2blt8mT4znnrr930zY9fHh1+GP7JuPzOc09dM33G0kTgokzLE0tW/uriy17bqN9+18YL5jY2Lq+esnvtla+vueJTWocAZ+Y/YaPsKaAatDCV1LeOlzSpJqSFa8ZpNTWt2iRfS+Skmpk1OS1Xs0y7rGZR/W3apnGP+H8YfkbzVTsipIrOSxLrqdD26j2h/dUHQ69X/8H3frU43Q9jZDBNAk63eyzHbyY4mUus8kB5MDO+pqmVbR0/kz1jfFbsyFwiXpZZq25WX1H/pf0rY7Y06ZA16pJNgYYKb3DhuJXj0Lhond6u360/qud17lF9h/6lzuj7nWJHf1an86O6I6F00ggvmZ3RaWlP50nhT08XauN6kGJsd1bXo0xgAG3vDY63fYqeDY6X5VMXBO/3RqMCKN4LmFElN0QZZdxFxkUAI/xYEdWgpEgD8scLQUbJAp4GhFRFkgC24H4+tyVHkiVoTZIMgVQ9k2RSifRnkig2hTQ7SRuMPx+n4SM5gC6w9CoLpI10PF2f3pHmWokgJTzAbult29iPiVeIeOmJrVSfxBJN9a0HWtG2VtgaIBVxcvKAXUCypGwgFaysc2b+6hzm1dnMs8xsXfIF/nUelfPtPOK9BT7y3sIX+MJ5arO8Trqfp3VbPkhujqf1XJ5GQV4nY8DT1IWfOLkY+kj067YZiVMIzDE6/zrk5IlUCWUyH35IvNsgJiz+OGjPYxW/3G37O3vah7CW0pWURkB3pB8wmYyq6uMGmAkkcEarZKaB2owSDASiXlo1xMPs5CDttHJIq+1kYodKXMLXlknkX3NTVWF+B1EC+8ug1x9IpBle0HHUJVk8Pohpu3jvsh3Pn77mjObl7y6FjTO2rL+mbGfw8jdu3bJ9niEFKp+PBr5/cGVnw4rLLn08XXbTgtN+dsucjXO8uhZOpuTLJ5zc0R3svn2WddGZtVcf/faWkyfD96ujRvXsujMWXTD35KtIfJ6X/4QZwjwOo4sIi58HgfxRpzgoO8VByTFcjmE4homNkqkhq0lf74IuAud5YBVgAOuOKkIwyipQ9wkigZZAR1ag1XnBICMr0FE49MeXaOgxDuYayIvOKUoqLI9O80wLzPfMDyzyLAr8EP2QeUR70ngyrIpaSF6GLmOWcVeqq7QN2lPqbmmPvFtV/eom9a+I0SsXula61rsYF8S0tNL1gDRqEW7WVrANHAFHgQRcLgWMtTGKm04XCDgkdDkhx3JlXUldpPyvjOB+O+EwkP+ieBhIKplyCHHqAy09Y4sMqwByaBV6DU6yWRHHuwiqoUW4BM+g1YIwuQqcGfU5ZPI5ZPIVyFSR9SVfF2C50C4gQScnEGRyAoF6ScGZthPs7+3JChMjTQeLOtHmyRhzcqtnzU/MOut8e15vcgf+6+phktGtdpJ+DGUjN4h/aSzDEayjOEVOqlZuzFg3G6QFdJybuCkVFKFYWxmrWhEWALOJrFXwF4MWATvTtqvsy5+/O/rP1Z/e+tx75TtC68/fsv3Jm5fdBW8J9L8Oy6D8LEQbdzwWWd716zfffvFGGoNOw9g9TPJsUIY8NAatkxGrpbQmbbrGNXubo+eic+SzvfOjS9HF3BJpsXdR9ED5H7m3PO+HPvR86P0y8LfQh2VHyvPl/vLyTLjN3xaeFV5VvrVcqEVJrdZ/EmrWZqEZ2mnemdFz5ay2VPuQ/9j/DRzWDehjdMVwgQhGjglkH3bnwalyiZoNjtXYg40Q7HeA1IeFrunCXn/sUNf/CLhk1pUyjDdMaJiWucjcYLLlFiFLuUXoY7pJFDBpTCHu0uQJtcwg/RtNRwkqTJ2gAn/+gnp+06mdm/ud1u3Jmle4xeI0rzMnbONsT9adFBwFLhj2Wo4p2ReE14XDQl5gCf7mCowQoySmrlqI2eSmmKThUghTTIZiTfNKCndEBFEBNVIihnLddgkB56ltg/ZMTxt5ma10WhTksDPGrngX48MIs2TseSHO3mQlQpGnCC5AKwztje5WuiimoplPVBKVZOMN+2JYOlkzecnB9W9dueyPNy16oK53JP7slWv/4+nrrn5s00/u+PaJRyFz21lTkf7Nacj92qu/eund1w7aumcW1j0x7C99GHN+irlAOYj60AImx+WkBcoSZjm3UlqiiD4SkWlnY8M6m1hlUbKtcr/DfeM9FmYnuk8KTYxOdc8OT42e5e4MnR29yL0ifFH0av5q3zF0LGgAP3RpgcA8/yL/Kj/jj7q2GtsMZBhsJCoLYB/aTvhK5QCV2HSwDex37vdgX0aWRx39fy+P6s0GLA3LBKp8ySIU2l7Nqflo5KRSVU3TTg1q4XL8qTeVbiLv/UQKlMNy/35HpOzJ+huLMcFw1LZRWP/jyRpJwUrWNDmIcYBWcFVWJivES0AUpSCyHVuUwsdPoYRB1FJa/c3kMrT8O4j3YUAd6y5JeoewFs8UptnbRrrb6AyJ21niQwL76ohVBmiY2oAjAldfMA6ANwCPg4LhJyjTugxg1BvIwxgy6ym4ODlCXZwsOIX5hRfm6jJmY12uu8TNGaCxAZheoYJOCsKKNA35zIX7xn+x99PRL6H3vbegDo9/IvfcsviOkXfRWerk7K3rnoHZwBN9sBwyUIXVox+M/suI79h3Kbx/07RLn7Jz6pvwpgX7PQZupHUw5My5MdiYqhWm5I6XyMrjxTk7pdDzDDaKh46URLIRx21hT2q7BQYbJWd13FZRoPZnuUlk8MjCq96WyXQBVm9Ts/1eP9F+r0zZC7NSvkCTiyvnHuUOc+xcvDnKMeXcKm4Dl+dYHEtkxKRoPYycidbFfI3NTY8CeADHawRAHI/OEcCSopezQuwbq4w4P0CFMHYHuCnASysmImEEIJVPWi0ZyOedAspxS6bWHPb0eSUFFOKDVhOxSJaE0XV6qzPf+Yn0AhL17EWZZD3FTX1kcssem80A8GnsHxLMSlrvuBd4SqhnnFBTGrPNEruspI+jJXakxA6X2GUlM77REjtSYodLbLWkxqWV2HqJ7SqxSfsd2yix3SW2WWJ7SkJbaZhzl9hmia3hhIUMD6meOQtL/2zNVrSmFDvIDkr/Gfgwzr3FHYujgBhPSMFIXGKYRCzK+6J4kAXIJ8IhQ34jBbemtqVQKhAI66mtJjRZGiGDNDrSbIlGSC8BiUmX2BGgmIjGSZXGSZonmU6ZbSxaDsBcb9BxbmNLHWx+WFo2mNoagRF6pUjxShF6pQhZ2meSK0Vo1TZCdVqElN4Vcu6ISq4ZcXKzCL7UHoAaE85FEk5sTtgu0/JmEyn4BoBEwqJy0A7mYpFNTmdzwKCJouFUDcky30Lt8HhfgQw4maVLJ20C0HQKhJKpAXh1bwUhQ2bOcCkb7Am2QaNkJ02zSsL2yJwZS6Z/1I3lYltbW3t722xjyCAznCUzRLrq9aS9qhmBbs0XgYCUejc6nvi7FCuqS0MOy5htvIJDfv0eHOMlho9hs6eLt1OtBuyA2x0m+uhquQBdpWEmzCZbYBIrTeZ7fObmxxqeWrb2wfIbXv3J9t5E5ymrftB33sXf23gSm75/zsLvn7dvx56RKvTjroUn3f/kyIOo5+qr5z1yz8g7BV4zH2Fe++FHNOp7OIb3oKeNAeOvzMeeo8wxD8+Sumwlxu01BnzIeCN4JJgPsnHRq3v97iiHgerXZE1X9RPEn17CfN0RglY0qyeDFgFwkIo+pZpO5njJGCsEYiad06EeT6mkR9C6F53XobUK/PlfNsQUmQy3QuqMND1QrMZJTXkF4l9lTpB42HDTpKadwaNBtCq4LbgzeCDIBhnU6PM72PM7aPQ7cdtPffSxPtMsTNMWXXHgO67Yma34hihVbCGKO7bgkQ9Ybtyco2Q1vePa5wSMY6VFMruoPdxGs/oTqmfOvBOd02gfMlthAW5+3pRkURZkhjfSWBtHoEt2F2BHphS7AYZ2xJI02Y/BxXBuCinOhtQYnCbZuXkpljY/fuX7ix6bZ8h9NcvPWPNTNv3gjhmrZjdcP7IGbbp8xdR7Xxt5nurE6VgnVmG8aCAE8wQxe3xBcsseUvmii8iID1pCrBD9g1uQQ+rp/Blilu8Ql/KXiWKTcZL7JH9zcIYxyz3LPyPYyXVKZxs5d85/dnAFt0K62FjhXuG/OHgV9Ek8p13AnMOdI1+gdjFLuCVylyoHoqxgYh/pnVoadrwl2Ya3uMDLyHqTEZpZRCjghOLCa4HmFIVEnSx7o6qMGFSSOQvhqEGlGpWiyVRTvQCBYAhxLPeKxSSSih7GvpIcoxARiW3dgZnuoEsvpLlTMQuAqpNJETf1a7RmAKIUVlQdFtwXdd+AzmUCC1+a+EUEnDR4bLG+WkhrwMQwEZKFNfqlWMIyMncsk8udiDBn2T5JP6Z1nmdJ87n50ve570sszHXQ2arILsW0sxCFDdiL84WSxfkt9sJKqgtLF4xNf/LW3/wF+q/72+2HR4f29mze1NN7y+Ye5IFVd60d/c+RQ3+7Ecag9trvXvv9b373KtUX7Tjn3YVxVc/GqPYrrkcpxqUQNqa20PGtLhnrqhI7XWKnSuxkiZ0osStL7IoSO150WOuybKW38iTpTGl6Mlu5pHKddJd0c/Ipz8/Gv8hoUiAcDNTPGv92gIugBQgZDVAOdoqdUqfcqXSqndoycZm0TF6mLFOXaX3pvioXKW8nx01Kni93KBenL66+InFFckPyPvlH6r3VD46/v/5J+Rn1iaonq3vTv0n7qx3hUOkYCcdIOgY9huCj0jESjpF0jDIyY+mOtZ4vVqVUmQ3H0z5WqS0Lk+JRZWg8Tb5D7aG5oYWhHaHXQ7wrVB5aGTocYstDd4dQ6BcYlD5MfZqVWV5yuAEtiAz4BkQAGpDO+/d6/U00WzN0swnC2s6yrjJUFvUJrF24RQtY8oANATQxLA8hFxutVcrDMJwMWZ5gUwP5egPhZihobwk5QvR5nlCcfDMUJ98K0SJpiKZO5K9TJTpoIXTB2Lrn3qyQrMHn2x1tfaMG1pBLk9PUOM8N1dgrAXhifEZ7sma/M+i92ZowbUsFzhEXNRxoQO0NGxpQA0lBkyBoKxHKz7g9DGgBNUgLidFPGhkvcN2fjSdd1Mm46I244nSlLwkbXroKmK5xsReJu+yFhJaZdVUeBpBoIARCEwu5Ya579nAJdzMGfl89xykJZzLdJEMskS9DpMyVIU8ydNN6MNH8ZCaHvBVXugTsuGJVTYglOO/4tGm4DY/B8JVaPAKkaiECuQl4E/PijxV6IgIqE5oqjpMjsLpKkvkMGwHlRhmJQPb6Frqhwqcms3HjRlCiuMj61NzYDmgLIQBhmZJOl9WS5d39XbVKKBz2lVFP4xNKFr6YjScssKCF5qpa1Nw0qeU7c0X4H5nipaXp9h7Xrdetu7o5dd9LD8+dOrnmnvnX/+J8c6e65rJ1y/z+usjNLzyYveyl619/B54cXb56yfSTE8FUw8yNc06/pro8c8Z1S4Nnd57dkoiWeeRk49R1nec/eu6z1F8l81+hau5hEICX03wofkL+oZywmGXMFkpsvsSWMYES6SaJoC6JjQ0hCKCqyZABfkPKuGTeH2UUl1EJKqE2VtdyXKPbXnNhVWbdKRXmBXGGNGORsErYIGwVWIBD1TZhp3BAeEPgBVINIaJGsJ97o8ZXdGpEsPOCgkHrFbYCsoOgpdBwyBdioR3shX1oGQjCSbsu+W/JJn0akeobY3C4jVa8RtrIhJ/Z2Gi8Yj8EaGvhXYyfLgtkFLIKqsGSuqCsaaYuSwPMhJ4umScgaGxoqCsEnVTALn6ZieZGswWLmYRJVycjPfy9Kd/vGn/TTb19fZ5MVeyxR41TljyOFt8Bha7RO+8YuW/2+HChzoBjzRE2jRvebz/fGCYFIZzAo7jH3+SiT2G5vU0ZD0yKHr8KPX6FB7KJRwA0+k9Quf4SAeIvUbn+VDBA5GiYat0AVbkBN+nlQHGCK0DFZKCobwNU3wbIRC3VtwGaQgWIvtVIp+cD8EAABuaECUj8RNqGj4bRqvC28M5wPsySeQMbFqoDC9UWCL1ZNUWRZRBFSh4YjEtvSEckVnKKDcSwTNI8iTZKkunjj+TSfvpsJNW2EqJZ7JzQCaWFwiL274pYOvyDZOjb2+wl7dTVhFlD11wa4gWRFzkRC1lWjQBNNCOAyNiamo0gR31DH86PGJOmR4zi5ykQ2omMHauAVqXpMqvA2JIrpn3dWxc+MddQ+hTz8rPOumtK34/6zlgxt3kNunek986Jp581/+4tqPXbdykOMByYTzAOZLTYniMSx6rZSC+WnED+s+KAi46Nj/AXy0egRDuIY/NMyDhxDinAiUAWecjLgJNEDiIuSZdZ1WXeP2S8fwhTA7STZ/Em1kf6mzkIKs1WmcRuzWyVcKrVJJINwgGrF7/DwrtMqgpSrKIJVOONTNS3VJlqAn68wZ/etW6orm0CcbxxqeNAtZSWW0GzfAY4Xc7CLOoQz5MugZegy8TLpKvBVfAqdI14tXSVvBluRpuYW4Ut4m3Sj8FD0j3ys+Bx+RegX9glvwJ+I78L3pI/B3+VvwXD8nh8O3IQ+OVqkJZb5LnAkiXOcvubOAzkJufpQHw/5NaBTADvIkiSAY16pC/oAiNaLMG9QvcijlMVMpH5fgb3DX4dyhzKgDq6TIrMoLXIgiimJNkrSTJgEMKJmxdC3BCcVkuiiBDkBVliAOTqVKhWipZlSRskJA3AyG6L28AhDluWFEcWrFQ++wMB9FA4NJIbyYWDQ4M5u6jaivMvEtFIqZ6sTN98PV2Yjt/I6ofCJOrYD8h1FHP+yB7OHmuKWhK4KmCjB+fwLZ5GCH8+2vXLwVR5MPP53tHL2fTIzUtXnrMWbSG4zOftNQjcdncaVAJgCiABPsB4nWzF0EyL9M1MS5bJNhRumkm6eP3Mu2eimdGB/Bt9Z2QQPH0vqgTjCJlo65rpOXH2hsZzL7ovAUkA2l+ygHkaSB2mFmjoh4JVSH8O9AZCTXaugwFUJ0ABnn9GBkLhhJM2k1wQp7aAw//o8/Cn9iE4iMMLetjyAI4dZIAssIMQhESeG0TM82gikODDsBaQnsaxAAsa+wlVbBvH6RKuisIz8hDnysfjzIHjFge+BXH2wL/XZfx7Xca/12X8/7Eug2d/jZ7ktoMA+IM9y7hZh5boNgSOVQLgJFfc7T51gatdJE/KE1McQAOW5KG7Pe3sAOqzQioIBQJhda2y0Zht/jiwFqwPho5UkP9xInNs5NjgsF23Be2zP/o8czwzkhkcS3TGe/2SDhlfCqW9jL8B+PwIeplAA5B0pQH6kKcB+iHeyJrYQFfujy3cx+kMzEUs1eURWXwnfgZsUECwLvzawgtzra107a4nTQoiAdqbjWQEquh/UxAQ4EmtHacsn5KIVwo3MivOaV86rbzS54fsry895ZRJGOerV09OBoN1uH9ewqe+FmsSBlxHnx1CJGRyZKrVoFrhCTqPBOLYJRIKFuqTn/dp9hLbo2OPmtBqEpkRsv8vgTJaV3qCtWNdAYTY735EF9LikEpmf/iS2Z+X+tg0CUgQfMBuR3O5F3Gb1tp6GeZ/S8IEKoQLsmbaSmNjPdyADkNmJbMerGeYlWAlRHPhPIRwiDAYxGyGLBxAi3qwshhA83eDEPvOT2lqO3tkeAS0j+ToOt4crVJFesAGSLqXPOoQgY3MB7d8/h67HQZHPwHg/wDdSLrUAAB4nGNgZGBgYGfq9056oR7Pb/OVQZ6DAQSenD60Fkb///vvHpsa62Ugl4OBCSQKAJS4Dz4AeJxjYGRgYL387x4DA9uq/3///2VTYwCKoAA1AL9jB7F4nGN6w+DCAARMq4DYHIxXgmiWYoZQIL4PxDZQdjBryP+/rMcZ0lhDGBaxmTPksjAwmAP5c4D8eUAcA1TjBRQLANJuQOzNeJyhmW0VQzuQDcIuQDl7oNkqQHYzkC0FUs9kybCHjYGRAcxexcAG5B8D0vcABggeXQAAAAAsACwALAAsAHQAtAHmAoQDygUABq4IFAjgCW4KgAssDEQNBg7yENYSNBNuFLAVfhdqGIIZrhwGHOQd6B80H14fiB++IaIiMiJ8IsYAAAABAAAAJgA4AAMAUAADAAIAEABAAIYAAAUXBB4AAgABeJy1GE2PI0e1Zu3JfrC7RCSgkN2EpwhlZ1DHM5MgbbIbDj12z9hZjz1qe3YyXKJyd3ncuz3dre72WiMunDlz4gSISyQOIHEBCSHgByAlAs4gLpyCOHPgvVfV7bbng2Qldtbdr169et/1XnUJIRpXGmJF8L+VL18BA6+I1dr7Br4irtZcA9fEG7UfG7iONH8y8Kq4WfvMwC+I1fo1A18VW/XUwNfEK/W/GPi6cFa/Z+BbV2+89FfkvFKvoaybr/6d4VWEX3z1Xwy/QPg7Vxi+Svg7LzJ8jeE3GL6Oir7OGhK8Im7UNg18RdyubRu4Jlq17xq4jjR/NPCqeKX2ZwO/gPj/GPiqGNVvG/ia2Kz/zMDXxQ/qnxn41u2XV3/P8A3W89sMf4l103JvMn7I8G2GRwy/SLrdSRh+CeGv3Pk+wy8zzQ8Z/irz+SnDX2P8rxj+Oq/9A8N3mOYThl9jmn8w/A2G/83wN4n+rvbPtxhmH15jne8Cw8z/boPgmxr/PsOs/90PxMcCxNtiU2yJ+wgNxUQofO+JWET4y8WpSBjTxFGKMD0l4gOmaOCMLUL8A+Ei7hjX5yLjkcK3Qupn+PSZ8pa4wb82YkY4o8QMsX2WEKHsQlYXJZwi/ynyAuQdI99AeAh7CCc4l5ayoLRgU7yD0Jvl6L6wWA+JHBKkBZQrUQ7x8MRTQ/sBjiaIpdkp6pmVdpEvArYlvFCfMfsDxDaORzhDWMneWLRR84mNpcBSpjjrsb00GiPvGa5NGTNFKp+9B4gvYtJBncg7Aa+L2L8Peb1iCiVOUCZ52+cnGI0KWmB8hhjyX1JGcW4HzeeoRYArM/SC+Bje3ty6D8OJgr04ivPTREEzTpM4lXkQRw2wwxDc4HiSZ+CqTKXPlN+AWzdu3WirUapm0E9UNKRVXXkaT3MI4+PAAy9OTlNaBSRg8x14k173LXBlmEygLSMv9p4i9oN4EkF76mckazgJMgirfMZxCtvBKAw8GYKRiDQxCoUsnqaewtc4n8lUwTTyVQo5WdIZQjfwVJSph5ApBepkpHxf+RBqLPgq89IgIRNZhq9yGYQZOsRm31GMhZ0GEl+U6ccYsZCjJ1x1PA0lAst76EFlLSytArGG9AFHJi7zYR2ZGKc/YGFgmMPaXuClMZm2fp5Kjzl1sjK89zGUtMXFY5VmZNP9xubWeQurGuqclZyBtOd9zi/S9inn8vi56oWWREGSkKfSVycyfQrx+OIUE19YiriI19mgQKXstJjJDJlEGBoqTGP8C8wmfYuDFuMGC9inPZ6ZIIZCmHGx2WclUp4J2HUDfM43Mzl0S7wn3sUSVYYWeHu0UjkLomPoj8eYg/AWuPEoiKAXeJM4lJkF+zJPAy+QMJCcyRlsvfcusTmTNlQQpmhTwttfF4Ix251zYTvi4gMczFMuNro45GXBK6gJF3PZpbJEtim202e6xBRGi9MkYjkJW6/XeoaLMmPJvBP2xAlS5TxHq0asR1HolotWblboEpqewYxLG6xyPC+aZ72T8NjHNR6OLVNAqVFpuVYpZ9kCHfkZ+8njlnKez2bG0oCbTchtpWiBy76nNSFDa0i/vlDEz+eudXhe31ZbRJHnKTeFIm+LTXSeBYX0s3o9rOQAWaJtyVlesT1TbiunnD8xeiniViovtFTnnlzIKt0SY/PUVmmYmnNiWjRpW0Sz4EOUdBC4LEf1cSYykZlzL3ZIYLyc8qEh4FqQm9gWh5uiWI25MoRsaeHpxcy2ODqSYd/kwtl2v7wb1vjYQ7Y+EBv4p7iskoyn3NQVR1Yijrx0jBTF3Ibh+dHSEWLd7OB5xchKrxXafJFD2uc8FMHdJR7dgge8Vmb0E8TpWBWZo/hAGZrD1DzDLzvoFZl58WGviN5+uYOySv/UcdfZoIy8Y87pyMTfYrtTcxDTNYgqhOQY6FgX+azzKzEdQUugvqIPXlGZLVLMD7zLde3/EI/SS5Jtj00PK+qIz5gp+kbvlXm7Be6SocmbtULHi+MrqC8uHHkx4usVH/ncbcKFenPWxkv4cRUOeF1BfX6Vs5aqXOH75dXkNV1Xq3YXes0/R+Y7Z96RihhaXPdjljIux6qSIVS/dIQy5DbvtFrrEeuiTMealrGs1hMdww0T8Yx3SljqUOztxVz6/F6tdnptZbXjLOb03BMz9uPJc8ax6Ar0uRQZz6iKBj4/SebcL0+Qwqv0kPySmqw7gM8WFJ3vwZlqLpFrzJXn/I9QfaYsOs7cR0VXm/upWlcWV2VcL3S8Rsb28/uvvCCqaemBjDM1Yu56J+kuXO3uz5sF1V7XFg5T9MUOjg6xe7qM6SCOzsMuzjzGUQuxLcTcQ4qBmb/HETvkntRGugPud5qHi88ejo+41u0I4DGNHiF9D3nRWkd8yDIc5DZgSpd57yG2i2/H0NGKJmIOcEzwLldDLa+Hq/Rndcf0R63pEPFQWrioVYclFprt4chF/m0zayPvDvMj/Un+DsO9Us8do6nNPiLOxLOJGnV5RNgDfO8j3YDl22yz1rbHNuzgvLbFYQ1IcsPYqunIP4/NDMWI9Ovi39wqm33QZm3m/mviex81J/67ODvkTtHHlS22dMDec4zPyNouj+ZW6Ug12RryKvmghfAe/nZL37n81Lq4FW6Lvjvk+TmVts82zyZ7rs8jHY0mj4YcK5q1TCxdtmNZ6iFnosNUNls8KDNkh7NXa19kp5bRr2ii5VFsq7oUWQ2X7BHNpZg/MJE+6xfyus0+Ib0GpeSLOOMXc3k9ANk0ScJA+TCOo7wBR/EUTuQpTDMFOV2nEBryGLxUyVxZ4AdZEspTC2TkQ5IGOOshicK3zCBR6UmQ58hudMpXKcWFSY4TGcRpAYxJgkVvvnAp1UnS2J96uQV0VYRrLVpTCMDv3dkEP3grms1QaBB54dSne6VC+zgKT2EtWNcXNxVy5HCZtvqehz6zU5XR5zRdCswF0PKS10P2wFqAUnJ1QjcIaYBS/XgWhbH0F70ntatUSubEKAqf0zyZ5uArMpNoJipMFj3aADs6NeQUEGSI/pkEowB1btAlGl1kjOMwjPluwDjbgpHMUNs4Km+zijCsTfI8ebCxoaLGLHgaJMoPZCNOjzdotIGUH5l7r3UMMCdGRqoRm/Mv6s67YPvEUHSJ4lNy9JMYrSLnqGcqjBPt8MWrPHLmwmUembdPAcr4RgptRzcoXHecSvSOb8E4VYoyyJvI9BitJj+jvzCqyADiUS6DiNwi+TqxyLXPbwepJLMs9gJJOeLH3vQEoyL1rV8Qom/WiOOCvTAw94mfrrNGvqLbLB2Jc+lgFuQTQldSzjIpR9oX02GAuaplE69U36miBN5IZKEFJ7EfjOmt2CHJFA3KJrxpkfVoShs4I6TJE7RwAw3PVBgSB4q28dK5qupNjyL1xjGeZiVmk/jkEhtpK0zTCJVRzMCPIYtZlyfKy4sUm2cybgA/4M33oEhzOYqfqcrFcBTntHFYI9pqyTxXzFQ2kWjXSC3sX1kxNSUFshzTia4ccQvr7X6ZC/Suazsw6O8MD23Xgc4A9t3+407LacE9e4DjexYcdobt/sEQkMK1e8Mj6O+A3TuCR51eywLnw33XGQyg70Jnb7/bcRDX6TW7B61Obxe2cV2vP4RuB/cjMh32gQQaVh1nQMz2HLfZxqG93el2hkcW7HSGPeK5g0xt2LfdYad50LVd2D9w9/sDB8W3kG2v09txUYqz5/SGDZSKOHAe4wAGbbvbZVH2AWrvsn7N/v6R29ltD6Hd77YcRG47qJm93XW0KDSq2bU7exa07D171+FVfeTiMpnR7rDtMArl2fi/Oez0e2RGs98buji00Ep3WC497AwcC2y3MyCH7Lh9ZE/uxBV9ZoLreo7mQq6GhYggCY0PBs5cl5Zjd5HXgBZXibEX9vjge6LvuflD+3TlFh5jn+Ax+J+IiRbmB+bg7PNh1xei9qPaL2u/rf0Of7+u/ab2c7HMcT6S/EF20fzflqjpg3lRnpF4If+Qrw6W5uuv17fqj+q79e/g870leRHLuJgfjSR+1tAlHPlB0OfAyi9WflIT/Hn0v9ZeOPoviit1DHicY2BiAIO/vxmmMWADakDMyMDEwMzAzyDEIMwgwiDKIMEgzaAClNFg0GLQZTBkMGYwY3BhcGNwZ/Bg8GcIYAhkCGIIYwhniGCIZMhlKGFkYmRmZGFkZWTj8EvMTfVN1TOAMUxgDFNOKMPYEM4yAgDYsxbUeJyNlm1sFMcZx2dmL3drO+bOV7BNvL5Z+3xL8GKOHJADTOy9465OcqpswKF3rovNiyVCIoF0BqRKhUUqUlEaHKUSbalUo3yookQR673IPdtIpnKbNm5aUEupRN6ctB+aD6lDPjTl0/U/s2coKpW669/zPPM8/52ZnZ1d39TguVSdskGcrJ20Eq6YSifZCd/p+lt5WXm8ZDTzG1eV9WQJMGW9a7byGWWd0up2c6usREvhNYlgqkvRCSVxaXXYY+AKmAc+MqJEkA/BngE2uALmwQ3gJwRWVHVwDEyCJVFRWhXN1XkotU5Zi2vXEkaCShNZBhWgYJ5NGLWJ9IMRMAEmgV/qROYYOAPmwReyYilN7qubMfcm9yXpSkdfTMjmAa85/G3ZLH2z4Plv7PZ85hlPtsOTPbHFS29Me37dBs+HYwlb+Nr6xLVUo9KIm2zExI/DUvYrEqSUcHJZWUMcwBR/NWMp4VKHkZicV3yEKkyh5DDhlWsKdesbEqlaVmHLJEw4+wf73Kuwz0urGhKTqWfZp+QKmAcK+xTnJ+wTcoYtiTWH7QWTYB5cB8vAz5ZwfozzI/YRCbIPSRz0ghEwCebBMgiwD2FD7AP0RqQVcS9g7APYEHsft/U+bJDdRnSb3cbU/uQmtydmZGDGqwGPVYOmlmoQbkyU2R/du+uxoww8aeyoOaWd9JDNSrsbewLbr9nd+Twvs7+WdJNfTm1iN4kDGGZyEyPfJDoYAKPgOPAjuoXoFrHBK+AycAB2GWwI6GwRvAdukU3AAgNAZTdcDFNm110jzVON7A/sN6QJK/579lvp32PvSP879mvp34WPwC+yd9wIJ6k61AmuCcGH4OOoP8J+WeoI80qqgc1j7ThsHPSCfjACJoCfzbN29zAPo5M5sqgSKF3ymfQ/J6+pxDrKLWMXNqAujLHjKUQwk/qkwSzj4k/QFMa48CoiYYzv/QCRMMZ3ziISxnjxJCJhjMNHEQljDI0gEsboH0QEU2Y/+0XHOp7sf4HqqSA7hVU6hVU6hV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class="c x0 y1 w2 h2"><div class="t m0 x1 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">João Pessoa, 20/08/2025<span class="_ _0"> </span>1</div></div><div class="t m0 x2 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0">2 – IDENTIFICAÇÃO<span class="_ _1"> </span>3 – ANÁLISE<span class="_ _2"> </span>4 – AVALIAÇÃO</div><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">ID<span class="_ _3"> </span>RISCO<span class="_ _4"> </span>PROBABILIDADE<span class="_ _5"> </span>IMPACTO<span class="_ _6"> </span>NÍVEL<span class="_ _7"> </span>APETITE<span class="_ _8"> </span>RESPOSTA</div><div class="t m0 x4 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _9"> </span></div><div class="t m0 x5 h6 y6 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _a"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x7 h6 y6 ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 y7 ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _9"> </span></div><div class="t m0 x5 h6 y8 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x6 h5 y7 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y8 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y7 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 y9 ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _9"> </span> </div><div class="t m0 x5 h6 ya ff1 fs1 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _c"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xa h5 y9 ff3 fs1 fc0 sc0 ls0 ws0">!</div><div class="t m0 xb h6 ya ff1 fs1 fc0 sc0 ls0 ws0">Absolutamente Inaceitável</div><div class="t m0 x8 h5 y9 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 yb ff3 fs1 fc0 sc0 ls0 ws0">&quot;<span class="_ _9"> </span>#$%&amp;&apos;</div><div class="t m0 x5 h6 yc ff1 fs1 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _c"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xa h5 yb ff3 fs1 fc0 sc0 ls0 ws0">!</div><div class="t m0 xb h6 yc ff1 fs1 fc0 sc0 ls0 ws0">Absolutamente Inaceitável</div><div class="t m0 x8 h5 yb ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 yd ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 ye ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _a"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 yd ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x7 h6 ye ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 yd ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 yf ff3 fs1 fc0 sc0 ls0 ws0">&apos;<span class="_ _9"> </span>(&amp;)</div><div class="t m0 x5 h6 y10 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 yf ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y10 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 yf ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 y11 ff3 fs1 fc0 sc0 ls0 ws0">)<span class="_ _9"> </span>*$</div><div class="t m0 x5 h6 y12 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y11 ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y12 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y11 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 y13 ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _9"> </span>+ )</div><div class="t m0 x5 h6 y14 ff1 fs1 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _c"> </span>Alto (15% a 20%)</div><div class="t m0 xa h5 y13 ff3 fs1 fc0 sc0 ls0 ws0">&apos;</div><div class="t m0 xb h6 y14 ff1 fs1 fc0 sc0 ls0 ws0">Absolutamente Inaceitável</div><div class="t m0 x8 h5 y13 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 y15 ff3 fs1 fc0 sc0 ls0 ws0">,<span class="_ _9"> </span>-.-$.-$/</div><div class="t m0 x5 h6 y16 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y15 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y16 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y15 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y17 ff3 fs1 fc0 sc0 ls0 ws0">!<span class="_ _d"> </span>*&amp;&amp;-$&amp;&apos;</div><div class="t m0 x5 h6 y18 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y17 ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y18 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y17 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y19 ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _d"> </span>0$/12&quot;</div><div class="t m0 x5 h6 y1a ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y19 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y1a ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y19 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _d"> </span>3$412&quot;</div><div class="t m0 x5 h6 y1c ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y1c ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y1d ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _d"> </span>(#41&quot;</div><div class="t m0 x5 h6 y1e ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y1d ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y1e ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y1d ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y1f ff3 fs1 fc0 sc0 ls0 ws0">&quot;<span class="_ _d"> </span>0&amp;56&quot;</div><div class="t m0 x5 h6 y20 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y1f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y20 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y1f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y21 ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _d"> </span>(.-$1&apos;</div><div class="t m0 x5 h6 y22 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xa h5 y21 ff3 fs1 fc0 sc0 ls0 ws0">!</div><div class="t m0 x7 h6 y22 ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 y21 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0">&apos;<span class="_ _d"> </span>($&apos;</div><div class="t m0 x5 h6 y24 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xa h5 y23 ff3 fs1 fc0 sc0 ls0 ws0">!</div><div class="t m0 x7 h6 y24 ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y25 ff3 fs1 fc0 sc0 ls0 ws0">)<span class="_ _d"> </span>*-$( ,</div><div class="t m0 x5 h6 y26 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y25 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y26 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y25 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y27 ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _d"> </span>,</div><div class="t m0 x5 h6 y28 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x6 h5 y27 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y28 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y27 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y29 ff3 fs1 fc0 sc0 ls0 ws0">,<span class="_ _d"> </span>*1-$!</div><div class="t m0 x5 h6 y2a ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y29 ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y2a ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y29 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y2b ff3 fs1 fc0 sc0 ls0 ws0">!<span class="_ _d"> </span>*</div><div class="t m0 x5 h6 y2c ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _a"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y2b ff3 fs1 fc0 sc0 ls0 ws0">&apos;</div><div class="t m0 x9 h6 y2c ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y2b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y2d ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _d"> </span>*/5</div><div class="t m0 x5 h6 y2e ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y2d ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y2e ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y2d ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y2f ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _d"> </span>*&amp;-$</div><div class="t m0 x5 h6 y30 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y2f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y30 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y2f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y31 ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _d"> </span>*#/2-$&amp;</div><div class="t m0 x5 h6 y32 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y31 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y32 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y31 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y33 ff3 fs1 fc0 sc0 ls0 ws0">&quot;<span class="_ _d"> </span>0$%-$&quot;</div><div class="t m0 x5 h6 y34 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _a"> </span>Baixo (5% a 10%)</div><div class="t m0 x6 h5 y33 ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y34 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y33 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y35 ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _d"> </span>*-$7</div><div class="t m0 x5 h6 y36 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x6 h5 y35 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y36 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y35 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y37 ff3 fs1 fc0 sc0 ls0 ws0">&apos;<span class="_ _d"> </span>*2-$189:;</div><div class="t m0 x5 h6 y38 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y37 ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y38 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y37 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y39 ff3 fs1 fc0 sc0 ls0 ws0">)<span class="_ _d"> </span>+ /&lt;(9:;</div><div class="t m0 x5 h6 y3a ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xa h5 y39 ff3 fs1 fc0 sc0 ls0 ws0">!</div><div class="t m0 x7 h6 y3a ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 y39 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y3b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y3c ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y3b ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y3c ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y3b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y3d ff3 fs1 fc0 sc0 ls0 ws0">,</div><div class="t m0 x5 h6 y3e ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y3d ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y3e ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y3d ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y3f ff3 fs1 fc0 sc0 ls0 ws0">!<span class="_ _d"> </span>(1/&lt;9:;&apos;</div><div class="t m0 x5 h6 y40 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x6 h5 y3f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y40 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y3f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y41 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y42 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _a"> </span>Baixo (5% a 10%)</div><div class="t m0 x6 h5 y41 ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y42 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y41 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y43 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y44 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y43 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y44 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y43 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y45 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xc h5 y46 ff3 fs1 fc0 sc0 ls0 ws0">0$$2&quot;</div><div class="t m0 x5 h6 y47 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y46 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y47 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y46 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y48 ff3 fs1 fc0 sc0 ls0 ws0">&quot;<span class="_ _d"> </span>=/.&gt;</div><div class="t m0 x5 h6 y49 ff1 fs1 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _c"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y4a ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y49 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y4a ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y4b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xc h5 y4c ff3 fs1 fc0 sc0 ls0 ws0">/,</div><div class="t m0 x5 h6 y4d ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y4b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y4d ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y4b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y4e ff3 fs1 fc0 sc0 ls0 ws0">&apos;<span class="_ _d"> </span>*0+?*(,</div><div class="t m0 x5 h6 y4f ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _b"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y50 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y4f ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y50 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xd h4 y51 ff2 fs1 fc0 sc0 ls0 ws0">PODER JUDICIÁRIO</div><div class="t m0 xe h4 y52 ff2 fs1 fc0 sc0 ls0 ws0">JUSTIÇA DO TRABALHO</div><div class="t m0 xf h4 y53 ff2 fs1 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO DA 13ª REGIÃO</div><div class="t m0 x10 h4 y54 ff2 fs1 fc0 sc0 ls0 ws0">PROCESSO DE TRABALHO: [Aposentadoria de servidores(Voluntária)]</div><div class="t m0 x11 h4 y55 ff2 fs1 fc0 sc0 ls0 ws0">GESTOR DO RISCO: [Secretário(a) de Gestão de Pessoas]</div><div class="t m0 x12 h4 y56 ff2 fs1 fc0 sc0 ls0 ws0">CICLO [2] - DATA CONCLUSÃO DA ANÁLISE 16/04/2024</div><div class="t m0 x13 h4 y57 ff2 fs1 fc0 sc0 ls0 ws0">1 – ESTABELECIMENTO DO CONTEXTO: [Solicitação de aposentadoria pelo servidor/Ato de aposentadoria publicado e registrado no TCU ou indeferido e encaminhado à autoridade superior<span class="_ _e"> </span>]</div><div class="t m0 xc h5 yd ff3 fs1 fc0 sc0 ls0 ws0">#&apos;</div><div class="t m0 xc h5 y58 ff3 fs1 fc0 sc0 ls0 ws0">*/=7@9:;&amp;</div><div class="t m0 xc h5 y3b ff3 fs1 fc0 sc0 ls0 ws0">$$2A31B#</div><div class="t m0 xc h5 y59 ff3 fs1 fc0 sc0 ls0 ws0">&amp;@&amp;$&apos;</div><div class="t m0 xc h5 y5a ff3 fs1 fc0 sc0 ls0 ws0">(./@9:;</div><div class="t m0 xc h5 y3d ff3 fs1 fc0 sc0 ls0 ws0">.&amp;/&amp;8-$&amp;</div><div class="t m0 xc h5 y5b ff3 fs1 fc0 sc0 ls0 ws0">( &apos;</div><div class="t m0 xc h5 y5c ff3 fs1 fc0 sc0 ls0 ws0">C2$//7.&amp;1-D+3</div><div class="t m0 xc h5 y5d ff3 fs1 fc0 sc0 ls0 ws0">C;E-$</div><div class="t m0 xc h5 y5e ff3 fs1 fc0 sc0 ls0 ws0">&amp;1&amp;E-E</div><div class="t m0 xc h5 y5f ff3 fs1 fc0 sc0 ls0 ws0">&lt;EA&quot;&quot;</div><div class="t m0 x0 h5 y60 ff3 fs1 fc0 sc0 ls0 ws0">C.AF-D<span class="ff4">n</span>&amp;1&amp; %&amp;A</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 x0 y62 w4 h8"><div class="t m0 x1 h9 y63 ff5 fs2 fc0 sc0 ls0 ws0">João Pessoa, 20/08/2025<span class="_ _f"> </span>1 de 2</div></div><div class="t m0 x11 ha y64 ff6 fs3 fc0 sc0 ls0 ws0">5 – TRATAMENTO<span class="_ _10"> </span>6 – MONITORAMENTO</div><div class="t m0 x15 ha y65 ff6 fs3 fc0 sc0 ls0 ws0">RISCO<span class="_ _11"> </span>AÇÃO<span class="_ _12"> </span>RESPONSÁVEL<span class="_ _13"> </span>DATA PREVISTA<span class="_ _14"> </span>SITUAÇÃO<span class="_ _15"> </span>OBSERVAÇÃO</div><div class="t m0 x14 hb y66 ff7 fs3 fc0 sc0 ls0 ws0">Duvidas procedimentais(A1)<span class="_ _16"> </span>SEGEPE</div><div class="t m0 x16 hc y67 ff5 fs3 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x17 hd y68 ff5 fs4 fc0 sc0 ls0 ws0">SEGEPE/AJP</div><div class="t m0 x18 hc y69 ff5 fs3 fc0 sc0 ls0 ws0">Concluído</div><div class="t m0 x19 hb y6a ff7 fs3 fc0 sc0 ls0 ws0">Idem<span class="_ _17"> </span>Idem<span class="_ _18"> </span>Idem</div><div class="t m0 x18 hc y6b ff5 fs3 fc0 sc0 ls0 ws0">Concluído</div><div class="t m0 x1a hb y6a ff7 fs3 fc0 sc0 ls0 ws0">Idem</div><div class="t m0 x1b hb y6c ff7 fs3 fc0 sc0 ls0 ws0">SEGEPE<span class="_ _6"> </span>Ato connuo</div><div class="t m0 x1c hc y6d ff5 fs3 fc0 sc0 ls0 ws0">Em Andamento</div><div class="t m0 x14 hb y6e ff7 fs3 fc0 sc0 ls0 ws0">Insuciência de analistas(A7)(A8)<span class="_ _19"> </span>GDG</div><div class="t m0 x18 hc y6f ff5 fs3 fc0 sc0 ls0 ws0">Concluído</div><div class="t m0 x1b hb y70 ff7 fs3 fc0 sc0 ls0 ws0">SEGEPE<span class="_ _1a"> </span>06/2024</div><div class="t m0 x16 hc y71 ff5 fs3 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x1b hb y72 ff7 fs3 fc0 sc0 ls0 ws0">SEGEPE<span class="_ _1a"> </span>06/2024</div><div class="t m0 x16 hc y73 ff5 fs3 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x1b hb y74 ff7 fs3 fc0 sc0 ls0 ws0">SEGEPE<span class="_ _1a"> </span>11/2024</div><div class="t m0 x16 hc y75 ff5 fs3 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x1d ha y76 ff6 fs3 fc0 sc0 ls0 ws0">PODER JUDICIÁRIO</div><div class="t m0 x1e ha y77 ff6 fs3 fc0 sc0 ls0 ws0">JUSTIÇA DO TRABALHO</div><div class="t m0 x1f ha y78 ff6 fs3 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO DA 13ª REGIÃO</div><div class="t m0 x20 ha y79 ff6 fs3 fc0 sc0 ls0 ws0">PROCESSO DE TRABALHO: [Aposentadoria de servidores(Voluntária)]</div><div class="t m0 x21 ha y7a ff6 fs3 fc0 sc0 ls0 ws0">GESTOR DO RISCO: [Secretário(a) de Gestão de Pessoas]</div><div class="t m0 x22 ha y7b ff6 fs3 fc0 sc0 ls0 ws0">CICLO [2] - DATA CONCLUSÃO DA ANÁLISE 16/04/2024</div><div class="t m0 x23 ha y7c ff6 fs3 fc0 sc0 ls0 ws0">1 – ESTABELECIMENTO DO CONTEXTO: [Solicitação de aposentadoria pelo servidor/Ato de aposentadoria publicado e registrado no TCU ou indeferido e encaminhado à autoridade </div><div class="t m0 x24 ha y7d ff6 fs3 fc0 sc0 ls0 ws0">superior]</div><div class="t m0 x25 hb y7e ff7 fs3 fc0 sc0 ls0 ws0">-Solicitar à ACS a criação de um vídeo </div><div class="t m0 x25 hb y7f ff7 fs3 fc0 sc0 ls0 ws0">tutorial com instruções para requerer a </div><div class="t m0 x25 hb y80 ff7 fs3 fc0 sc0 ls0 ws0">aposentadoria.</div><div class="t m0 x25 hb y81 ff7 fs3 fc0 sc0 ls0 ws0">-Solicitar à SETIC a disponibilização do </div><div class="t m0 x25 hb y82 ff7 fs3 fc0 sc0 ls0 ws0">vídeo na Intranet.</div><div class="t m0 x26 hb y66 ff7 fs3 fc0 sc0 ls0 ws0">05 /2024</div><div class="t m0 x14 hb y83 ff7 fs3 fc0 sc0 ls0 ws0">Requerimento com insuciência </div><div class="t m0 x14 hb y84 ff7 fs3 fc0 sc0 ls0 ws0">de documentos(A1)</div><div class="t m0 x25 hb y85 ff7 fs3 fc0 sc0 ls0 ws0">1) Abrir chamado à SETIC para alterar o </div><div class="t m0 x25 hb y86 ff7 fs3 fc0 sc0 ls0 ws0">SISPAE no módulo de pedido de </div><div class="t m0 x25 hb y87 ff7 fs3 fc0 sc0 ls0 ws0">Aposentadoria:</div><div class="t m0 x25 hb y88 ff7 fs3 fc0 sc0 ls0 ws0">- O Sistema deve informar quais os </div><div class="t m0 x25 hb y89 ff7 fs3 fc0 sc0 ls0 ws0">documentos necessários ao pedido de </div><div class="t m0 x25 hb y8a ff7 fs3 fc0 sc0 ls0 ws0">aposentadoria, disponibilizando os </div><div class="t m0 x25 hb y8b ff7 fs3 fc0 sc0 ls0 ws0">modelos dos documentos necessários.</div><div class="t m0 x25 hb y8c ff7 fs3 fc0 sc0 ls0 ws0">- Fazer uma revisão/atualização nos </div><div class="t m0 x25 hb y8d ff7 fs3 fc0 sc0 ls0 ws0">modelos dos documentos e legislação de </div><div class="t m0 x25 hb y8e ff7 fs3 fc0 sc0 ls0 ws0">aposentadoria no Sistema.</div><div class="t m0 x26 hb y8a ff7 fs3 fc0 sc0 ls0 ws0">03 /2022</div><div class="t m0 x27 hb y8f ff7 fs3 fc0 sc0 ls0 ws0">- As reuniões entre SEGEPE e AJP devem </div><div class="t m0 x27 hb y90 ff7 fs3 fc0 sc0 ls0 ws0">acontecer antes da abertura do </div><div class="t m0 x27 hb y83 ff7 fs3 fc0 sc0 ls0 ws0">chamado à SETIC. Nesta reunião se </div><div class="t m0 x27 hb y84 ff7 fs3 fc0 sc0 ls0 ws0">discu?rá os modelos de documentos e </div><div class="t m0 x27 hb y91 ff7 fs3 fc0 sc0 ls0 ws0">revisão dos norma?vos exibidos no </div><div class="t m0 x27 hb y92 ff7 fs3 fc0 sc0 ls0 ws0">SISPAE.</div><div class="t m0 x14 hb y93 ff7 fs3 fc0 sc0 ls0 ws0">Requerimento instruído com </div><div class="t m0 x14 hb y6a ff7 fs3 fc0 sc0 ls0 ws0">documento que não atende à </div><div class="t m0 x14 hb y94 ff7 fs3 fc0 sc0 ls0 ws0">formalidade da lei(A1)(A6)</div><div class="t m0 x14 hb y95 ff7 fs3 fc0 sc0 ls0 ws0">Requerimento com documento </div><div class="t m0 x14 hb y96 ff7 fs3 fc0 sc0 ls0 ws0">ilegível ou incompleto(A1)(A6)</div><div class="t m0 x25 hb y95 ff7 fs3 fc0 sc0 ls0 ws0">-Converter em diligência para que a falha </div><div class="t m0 x25 hb y96 ff7 fs3 fc0 sc0 ls0 ws0">iden?cada seja sanada pelo requerente</div><div class="t m0 x25 hb y97 ff7 fs3 fc0 sc0 ls0 ws0">- Vericar a possibilidade de se </div><div class="t m0 x25 hb y98 ff7 fs3 fc0 sc0 ls0 ws0">disponibilizar uma FC-04, no mínimo, com </div><div class="t m0 x25 hb y99 ff7 fs3 fc0 sc0 ls0 ws0">o obje?vo de tornar atra?va a vinda de </div><div class="t m0 x25 hb y9a ff7 fs3 fc0 sc0 ls0 ws0">servidor para cuidar da análise da matéria </div><div class="t m0 x25 hb y9b ff7 fs3 fc0 sc0 ls0 ws0">(pessoal), mediante remoção para a GDG.</div><div class="t m0 x26 hb y6e ff7 fs3 fc0 sc0 ls0 ws0">02 /2022</div><div class="t m0 x27 hb y97 ff7 fs3 fc0 sc0 ls0 ws0">-  A demanda já foi suprida com a </div><div class="t m0 x27 hb y98 ff7 fs3 fc0 sc0 ls0 ws0">disponibilização, no úl?mo processo de </div><div class="t m0 x27 hb y99 ff7 fs3 fc0 sc0 ls0 ws0">reestruturação, de Função Comissionada </div><div class="t m0 x27 hb y9a ff7 fs3 fc0 sc0 ls0 ws0">FC-4 . (Informação prestada por e-mail, </div><div class="t m0 x27 hb y9b ff7 fs3 fc0 sc0 ls0 ws0">pelo Chefe de Gabinete da Direção-</div><div class="t m0 x27 hb y9c ff7 fs3 fc0 sc0 ls0 ws0">Geral, em 19/08/2025.)</div><div class="t m0 x14 hb y9d ff7 fs3 fc0 sc0 ls0 ws0">Parecer elaborado em legislação </div><div class="t m0 x14 hb y9e ff7 fs3 fc0 sc0 ls0 ws0">desatualizada(A6)</div><div class="t m0 x25 hb y9f ff7 fs3 fc0 sc0 ls0 ws0">-Ques?onar à SETIC a respeito da </div><div class="t m0 x25 hb ya0 ff7 fs3 fc0 sc0 ls0 ws0">ferramenta de Controle de Legislação de </div><div class="t m0 x25 hb ya1 ff7 fs3 fc0 sc0 ls0 ws0">Pessoal por Assunto</div><div class="t m0 x25 hb ya2 ff7 fs3 fc0 sc0 ls0 ws0">-Localizar Proad que tratou da criação </div><div class="t m0 x25 hb y70 ff7 fs3 fc0 sc0 ls0 ws0">desta ferramenta</div><div class="t m0 x25 hb ya3 ff7 fs3 fc0 sc0 ls0 ws0">- Solicitar uma reunião com o Juiz Auxiliar </div><div class="t m0 x25 hb ya4 ff7 fs3 fc0 sc0 ls0 ws0">da Presidência para rediscu?r a situação </div><div class="t m0 x25 hb ya5 ff7 fs3 fc0 sc0 ls0 ws0">da ferramenta de Controle de Legislação </div><div class="t m0 x25 hb ya6 ff7 fs3 fc0 sc0 ls0 ws0">de Pessoal por Assunto.</div><div class="t m0 x14 hb ya7 ff7 fs3 fc0 sc0 ls0 ws0">Parecer pela concessão de direito </div><div class="t m0 x14 hb ya8 ff7 fs3 fc0 sc0 ls0 ws0">ou vantagem indevida(A6)</div><div class="t m0 x25 hb ya9 ff7 fs3 fc0 sc0 ls0 ws0">-Ques?onar à SETIC a respeito da </div><div class="t m0 x25 hb yaa ff7 fs3 fc0 sc0 ls0 ws0">ferramenta de Controle de Legislação de </div><div class="t m0 x25 hb yab ff7 fs3 fc0 sc0 ls0 ws0">Pessoal por Assunto</div><div class="t m0 x25 hb yac ff7 fs3 fc0 sc0 ls0 ws0">-Localizar Proad que tratou da criação </div><div class="t m0 x25 hb y72 ff7 fs3 fc0 sc0 ls0 ws0">desta ferramenta</div><div class="t m0 x25 hb yad ff7 fs3 fc0 sc0 ls0 ws0">- Solicitar uma reunião com o Juiz Auxiliar </div><div class="t m0 x25 hb yae ff7 fs3 fc0 sc0 ls0 ws0">da Presidência para rediscu?r a situação </div><div class="t m0 x25 hb yaf ff7 fs3 fc0 sc0 ls0 ws0">da ferramenta de Controle de Legislação </div><div class="t m0 x25 hb yb0 ff7 fs3 fc0 sc0 ls0 ws0">de Pessoal por Assunto.</div><div class="t m0 x14 hb yb1 ff7 fs3 fc0 sc0 ls0 ws0">Insuciência de conhecimento do </div><div class="t m0 x14 hb yb2 ff7 fs3 fc0 sc0 ls0 ws0">sistema do e-Pessoal (TCU)(A15)</div><div class="t m0 x25 hb yb1 ff7 fs3 fc0 sc0 ls0 ws0">-Providenciar treinamento de novos </div><div class="t m0 x25 hb yb2 ff7 fs3 fc0 sc0 ls0 ws0">servidores no sistema de e-Pessoal</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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Ferramentas Pessoais

Mapa de Riscos

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