Mapa de Riscos

Revisão Aposentadoria de Servidores Proad 8534/2023 HTML
Revisão Aposentadoria de Servidores.html — HTML, 315Kb
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<!DOCTYPE html>
<!-- Created by pdf2htmlEX (https://github.com/coolwanglu/pdf2htmlex) -->
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta charset="utf-8"/>
<meta name="generator" content="pdf2htmlEX"/>
<meta http-equiv="X-UA-Compatible" content="IE=edge,chrome=1"/>
<style type="text/css">
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */#sidebar{position:absolute;top:0;left:0;bottom:0;width:250px;padding:0;margin:0;overflow:auto}#page-container{position:absolute;top:0;left:0;margin:0;padding:0;border:0}@media screen{#sidebar.opened+#page-container{left:250px}#page-container{bottom:0;right:0;overflow:auto}.loading-indicator{display:none}.loading-indicator.active{display:block;position:absolute;width:64px;height:64px;top:50%;left:50%;margin-top:-32px;margin-left:-32px}.loading-indicator img{position:absolute;top:0;left:0;bottom:0;right:0}}@media print{@page{margin:0}html{margin:0}body{margin:0;-webkit-print-color-adjust:exact}#sidebar{display:none}#page-container{width:auto;height:auto;overflow:visible;background-color:transparent}.d{display:none}}.pf{position:relative;background-color:white;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.pc.opened{display:block}.bf{position:absolute;border:0;margin:0;top:0;bottom:0;width:100%;height:100%;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}.bi{position:absolute;border:0;margin:0;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}@media print{.pf{margin:0;box-shadow:none;page-break-after:always;page-break-inside:avoid}@-moz-document url-prefix(){.pf{overflow:visible;border:1px solid #fff}.pc{overflow:visible}}}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}::selection{background:rgba(127,255,255,0.4)}::-moz-selection{background:rgba(127,255,255,0.4)}.pi{display:none}.d{position:absolute;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%}.it{border:0;background-color:rgba(255,255,255,0.0)}.ir:hover{cursor:pointer}</style>
<style type="text/css">
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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')format("woff");}.ff1{font-family:ff1;line-height:0.938965;font-style:normal;font-weight:normal;visibility:visible;}
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xjYGRgYA39/4uBgUWWAQiYbzGkMAgzIAM2AGDUA9AC7ABEAAAAAAKqAAAAAgAABB0APwQOAAAAAAAsACwALAAsANgBlAAAAAEAAAAGAFcABQAAAAAAAgAQAC8AhwAACjsArQAAAAB4nLVZTW8bxxkeW3JsOZYRFA2QBmkyl8ZSSlCOAySBfaIpSmRCkcKSsuJTMNwdkmMvdxf7IYY59gf00HMPveYv5B/00kPzE4r23HPRQ5/3nVlySX3ADdo4It+Zeef9/pgZCiE+vBWJW4L/u7Vz+5cOviXubtUdfBvwkYO3xK+2fufgbfFw60cH3xEPtv7m4LfE7vYDB98Vz7b/4OB74t3tfzl4R7xz54mD7986vft3B78tfrvzewc/EO/u/MPBu3e33tt28EPxm4+GkOTW9g6E+wVLRfAtyPOhg28D/tzBW+LJVs/B2+KDrT86+I54b+vPDn5LvL/1TwffFRfb7zv4nvhk+y8O3hHyzjsOvn/7T3eaDn5bvNgpeT0Qn+z86ODdh2/t/NvBD8VXH90TPwgpnojH4lPxJaATYYQvUhGLDH9jkWOuCSgVCX8qzBhAkahjpSFC/JPCw9xETLGW8UjjWwP7Ap8BMHfFfdEGPMKcFnPg9EFPg8pQLBiSogvaC1AumGcIaMKySPzFwFlgb8lFLqV+LD4D9PFy9IWosQQKFBLgSvBV4EM0fPHa4X6F0RSztFpAwmyp0RDzhrUIr5VnzJaQ4jnGI6zQrGI7rOto6cROU8lcCqz6rG9p3zn2pjxTACtgu0nMT3nuRHQgE1nH8L6ILfuM92vG0GIGnmTngD+lk6jElTyfsVcNZCn9t9KD1nNIYbAzgxXED/LJ40+/lCfGT+MsHueyGadJnKrcxFFdNsJQemYyzTPp6UynFzqo795v61Gq57Kf6Gi4SLTsqkVc5DKMJ8aXfpwsUtoiifTjz+TH9PVFTXoqTKayrSI/9l9j9qt4Gsl2EWTEaDg1mQyrdMZxKp+bUWh8FUrHETgxmMosLlJfS5J3rlItiyjQqcynWp50hrJrfB1l+pnMtJZ6NtJBoAMZ2lkZ6MxPTUL6MY9A58qEGUzRZM8a9qrBUIVmlAKgGJ/AYyF7T3h6UoQKwOX8ecoZVKUi4dPczfjYUpr5qXTkZScH4G9y39i3ifyCQydbuvdzuPIJ0kO80GlGmn1ef/LZJs2rKF7H3caz4uikShBw7JH+rznOx2txe7mOTHhcIAZLbMrKGcaUoYajtL7SC45VMk9VoGcqfS3jsXXmMignaVwkNO3Hs0RFRpO/3rx+iSvDWyDTClDYA2Ym9l12SHHMNGPsFt3C31PZPoJEHqdxnN9kqBm22JS2BUBxUkpXHg0bYYzZGSffAqM5oJwLVwZBRoBDFsCajgqEwefElRZLNWdHWJ4RlwCflY1cRNRd6BAvzSYouORkTFe74mUqoZBxGc3YvbbEU4lL3HzJZcYJkHNZsVJGmJkxV0sz49KykoA4JqyLdUfpDCt7yGWWSufUlXqSygaIz/Ib1jhfNgJrM8vFFr7I6WUDbMSYK4mrGpHVvuN9VuvXGNcvJesjpjZjCgu2Q+EaW9XeZdhHrvSnHD6583K2LOqafS1dElhtrIwTh0P5+72jnkML66GLpZcUxwgl3WxNrzLYfUiimL/v+G+m1CxGYUS9VFGGapiasRyrmQkXcm7yqcyKUR5qidyKAhNNUFyBmusZdkYBUi2NUE3qKDpyrFVepDqTqUY1Nlw0sprMZgoNwlcJYNoyK8LcJCAZFTOdAjPTORPIZJLGyDtKO1APw3gup2gS0iCd/VyaSObUMyAZtqBWR+CFdB+ZCRO2jHL9XY7N5rWul+XzUSZnKlpIv0BvsnJT5YjQLFIFXVKTUWfQaiZRQMAGFCeYycz3QM9jKHRBKimJRjKzvKhM+FOVQjCdwqIUfDknxFNxgH8Bny8o0GeXKlDd1bkDwAsO/Ak7iM4nC8wqhIA9Z4hpnifZ04ODIPaz+qwsUHVUuIN8kcSTVCXTxYEaoSWuZLAShFy3KOzGnFI27SxnpguyYeGrbBxHcABIXl0tMw7OhFPAnidKepQcL1lSmxALDmR7xsiX56YSuwxf35UYCsYa11PCS9z5qlpOEk6WyIWxpaLdWLnSoTnwDWtupRuxHGUCbp59crfDloT00sx4qUPtjXqYLV4B2zp3RdKedC3f2pLPpgY22edsJ59L21U2mztNDZ9ZQz6d2jP0ZdvTHlsA94C/v3YWvJq6leHn2rZ60rRNSLo2krPn/LVyvqnBqnhvyvWsEgOkidXFNrWya6fLBhlwi4i4VahrNbWxp9aiyhbY2H1arSxccB7Zk37A5da4U7qlQ5ghl+zrY9TehyLnmRX1MkNMpflNub0YZ2e6H+3yzUM7HcpGWFp5Papr7BnFcLA8BmzeGDYzYW+jXmi+8cy58Rn2PnlVYY4sNAFGuXbgaH67cQvZd9m7qharplVK89/c897wXiU/2KDRLWnIXy+j+RXmrJ/KqLFNNHT3sVV033RXLKPy+vsiee50mTlZ5fht/W2jQDtetu5Hzu811jl197jyRGzb98T5uYxjG1eJO9BZDjEfDxXrWUaKEqv78mY9+z/4YmkhxbqT3Yyr9YHLVd8dCSOWtXr7NHxozDg2nYzX+xbwYP3GDG/vV2wUVA6y1Xx4Y3pidfgusa+ubrWN6lbafnN3yIdXs6F3KdfqNWOVNatOVPqwJspLBF0WyrGuREjC14SQ421a6bBW6hHLol2nKpa+rNYS68MD5/GMsyRcylDm9XosvblVqx3ealntNOsxvbLEnO04+5l+LLtBwZcgaxldkSDgT+K5sssrYPiV3pHfUI9t5Q9Yg7LjPV2r4vZMd8HwVe9XEfeIsstUrxFln7iqpqzvyrhWWF+NnN5X91x1jUfTpfYZR2nE1G0WXb6g/dwIKPtbW7R4tS+OMDpHt/R4poM5iSrqYeUFRoeYPcTMI2AM3Poj9tQ596E28M64x1kaHj57GL/kGnckJI9p9DXwe6BFe1viG+bRArUBY3pM+wSzXXy3HB7taGLmDGOCj7kKWn497LKvcR3XE62kQ8zLpYbrUnWYYynZCUYe6LfdagO0O0yP5Cf+Rwz3lnIeOUkbbCOiTDSbkKjLI5o9w/cp8AbMv8E6W2l7rMMR1q0uLZaAONedrhaP7PPCrZCPSL4u/q20arAN2izNyn5NfJ9CcqJ/jNUhd4g+dh6ypgO2XsvZjLTt8millfVUk7Uhq5INDgGf4O94aTuPP60sXoXauu3OeX2FZfVruM8mW67PI+uNJo+G7CtarTlfeqzHJtdzjsQWYzVY48EyQo44eq30ZXRaHv2KJJYf+bYqSxnV8oYcsVTK9TPn6ct2Ias32CYk12DJ+TrKlJuVl7CsSJLQ6EDSJbEuX8YFrtILWWQaV2iT8TTdkH3c+XNdk4HJklAt7E0/SQ1WfaBofCvc73U6M3kOcqMFX8HL91bcoWe4y6clMCYOtctPfEkaB4Wf1+id4gJ7a7SnZICL+3xq/GlFsjmYmsgPi0AHK+njKFzIPbNv330r6KBwk7T2mdhEE5nqLE+Nb18qSgb8QFHSesYW2DPgkusZvSam9KQSxPMojFWwbj1lTaVTUicGK3wWeVLkMtCkJuFMdZisW7QuG9HCoZNDDD+gTM3I5PQCvzuEyOOYnlFIZGfqmhypDLLG0fIpvHTCnnsU0FF9bl6bRAdG1eN0ckCjA2B+6x7N9+FeDgt+HCEyV7/yX/U6/1eH0SWMn8jMr2LoRKbRFzqME2vu9d8ByJRrvwTs7p6SczJ+xobeMIHGrkmqYJmgJsep1vwSPFXpBDqTjWEreBTbZTzKlYnIKIp/iSjj7M21IIFUlsW+URQfQewXM3hE2R8MTAjL7BHFNW3lwP0U8dM+SxTwM5n1w5V4/ABH05Vwq7lwI+nL5dAgTi1vopXa32LAgZOINKzRI58Z07dmgyQFFMqmnLAgPSooeTOadFECDQ+geKbp7S5OjH1qu1ZUm/BgaZPGWZqFmE/j2Q06UhoUaQRhNBMIYpnFLMsr7edlgK3iGMEfGE68pzbE1Si+0JVflKI4p5Sxr3zGpbGNFLeUTemhcKTXMldVFE2JfZYjmAxctHySvMkAlG/tlhz0j4bnDa8lOwN56vVfdA5bh/JRY4Dxo5o87wzb/bOhBIbX6A1fyv6RbPReyq87vcOabH1z6rUGA9n3ZOfktNtpYa7Ta3bPDju9Y/kc+3r9oex2kIkgOuxLYuhIdVoDInbS8pptDBvPO93O8GVNHnWGPaJ5BKINedrwhp3mWbfhydMz77Q/aIH9Icj2Or0jD1xaJ63esA6umJOtFxjIQbvR7TKrxhmk91i+Zv/0pdc5bg9lu989bGHyeQuSNZ53W5YVlGp2G52TmjxsnDSOW7yrDyoeoznpztstngK/Bv5vDjv9HqnR7PeGHoY1aOkNl1vPO4NWTTa8zoAMcuT1QZ7MiR19JoJ9vZalQqaWax4BCo3PBq2VLIetRhe0BrS5ilzf/V++6L7ZK674D69RTNsAAAB4nGNgYmD4/5WB4R8PQxsDNsAGxIwMTAzMDIGMTBx+ibmpvql6BgC8vAaAAHic1dVnfFNVHwfwe5OykqZJ2iQdaXuqCFhSsKhAmA0dYQQ6aA900JZRSpmFNGEHKogPDoZ7IIIDUeNID6gVUXBvcS9UcG9BxT3qL/19nhfPG98+z5Pml+89//s/557bT5vb0cfYaVitsseKTsMqslJlm8EKslxljwRhEmJLm8oeBYIqezRYRpaSVpU9BiwhizlhEVmossaBBWS+yioELSqrCMwjzWQuaSJzOGE2J8wiM3mukTSozBJQT2aQOlJLakg1mU6mEUmqyFRSQcpJGSlVmcVgCkeTSYBMIhPJBDKe+EkJKVbuiaBIuSeBQjKO+JQ7AArIWOWeDMaQ0WQUGUkqyQiu6SXDudgwMpScyzXPIWdz3hCST84ig8kgLpbH6R7OG8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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, 30/04/2024<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><span class="_ _a"></span></div><div class="t m0 x5 h6 y6 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </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><span class="_ _a"></span></div><div class="t m0 x5 h6 y8 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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><span class="_ _a"></span> <span class="_ _a"></span></div><div class="t m0 x5 h6 ya ff1 fs1 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _d"> </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>#<span class="_ _a"></span><span class="_ _a"></span>$%&amp;<span class="_ _a"></span>&apos;</div><div class="t m0 x5 h6 yc ff1 fs1 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _d"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xa h5 yb ff3 fs1 fc0 sc0 ls0 ws0">!</div><div class="t m0 xb h6 yc ff1 fs1 fc0 sc0 ls0 ws0">Absolutamente Inaceitável</div><div class="t m0 x8 h5 yb ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 yd ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 ye ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 yd ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x7 h6 ye ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 yd ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 yf ff3 fs1 fc0 sc0 ls0 ws0">&apos;<span class="_ _9"> </span>(&amp;)</div><div class="t m0 x5 h6 y10 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 yf ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y10 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 yf ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 y11 ff3 fs1 fc0 sc0 ls0 ws0">)<span class="_ _9"> </span>*$<span class="_ _a"></span></div><div class="t m0 x5 h6 y12 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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>+ <span class="_ _a"></span>)</div><div class="t m0 x5 h6 y14 ff1 fs1 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _d"> </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>-.-$<span class="_ _a"></span>.-$<span class="_ _a"></span><span class="_ _a"></span>/</div><div class="t m0 x5 h6 y16 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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="_ _e"> </span>*&amp;&amp;-$&amp;<span class="_ _a"></span><span class="_ _a"></span>&apos;</div><div class="t m0 x5 h6 y18 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y17 ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y18 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y17 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y19 ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _e"> </span>0$<span class="_ _a"></span>/<span class="_ _a"></span>12&quot;</div><div class="t m0 x5 h6 y1a ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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="_ _e"> </span>3$4<span class="_ _a"></span>12<span class="_ _a"></span>&quot;</div><div class="t m0 x5 h6 y1c ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y1c ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y1d ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _e"> </span>(#4<span class="_ _a"></span><span class="_ _a"></span><span class="_ _a"></span>1&quot;</div><div class="t m0 x5 h6 y1e ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y1d ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y1e ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y1d ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y1f ff3 fs1 fc0 sc0 ls0 ws0">&quot;<span class="_ _e"> </span>0&amp;<span class="_ _a"></span>5<span class="_ _a"></span>6&quot;</div><div class="t m0 x5 h6 y20 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y1f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y20 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y1f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y21 ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _e"> </span>(.<span class="_ _a"></span>-$1<span class="_ _a"></span>&apos;</div><div class="t m0 x5 h6 y22 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </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="_ _e"> </span>($<span class="_ _a"></span><span class="_ _a"></span>&apos;</div><div class="t m0 x5 h6 y24 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xa h5 y23 ff3 fs1 fc0 sc0 ls0 ws0">!</div><div class="t m0 x7 h6 y24 ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y25 ff3 fs1 fc0 sc0 ls0 ws0">)<span class="_ _e"> </span>*<span class="_ _a"></span>-$<span class="_ _a"></span>( ,</div><div class="t m0 x5 h6 y26 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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="_ _e"> </span><span class="_ _a"></span>,</div><div class="t m0 x5 h6 y28 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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="_ _e"> </span>*<span class="_ _a"></span>1<span class="_ _a"></span>-$!</div><div class="t m0 x5 h6 y2a ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y29 ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y2a ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y29 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y2b ff3 fs1 fc0 sc0 ls0 ws0">!<span class="_ _e"> </span>*</div><div class="t m0 x5 h6 y2c ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y2b ff3 fs1 fc0 sc0 ls0 ws0">&apos;</div><div class="t m0 x9 h6 y2c ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y2b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y2d ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _e"> </span>*/<span class="_ _a"></span><span class="_ _a"></span>5<span class="_ _a"></span></div><div class="t m0 x5 h6 y2e ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y2d ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y2e ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y2d ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y2f ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _e"> </span>*<span class="_ _a"></span>&amp;-$</div><div class="t m0 x5 h6 y30 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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="_ _e"> </span>*#/<span class="_ _a"></span>2-$<span class="_ _a"></span>&amp;<span class="_ _a"></span></div><div class="t m0 x5 h6 y32 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y31 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x9 h6 y32 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y31 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y33 ff3 fs1 fc0 sc0 ls0 ws0">&quot;<span class="_ _e"> </span>0$%<span class="_ _a"></span>-$&quot;</div><div class="t m0 x5 h6 y34 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Baixo (5% a 10%)</div><div class="t m0 x6 h5 y33 ff3 fs1 fc0 sc0 ls0 ws0">&quot;</div><div class="t m0 x9 h6 y34 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y33 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y35 ff3 fs1 fc0 sc0 ls0 ws0"><span class="_ _e"> </span>*-$7<span class="_ _a"></span></div><div class="t m0 x5 h6 y36 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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="_ _e"> </span>*2-$<span class="_ _a"></span>18<span class="_ _a"></span>9:;</div><div class="t m0 x5 h6 y38 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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="_ _e"> </span>+ <span class="_ _a"></span>/<span class="_ _a"></span>&lt;(9:;</div><div class="t m0 x5 h6 y3a ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </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="_ _c"> </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="_ _c"> </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="_ _e"> </span>(1<span class="_ _a"></span>/<span class="_ _a"></span>&lt;9:;&apos;</div><div class="t m0 x5 h6 y40 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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="_ _b"> </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="_ _c"> </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$<span class="_ _a"></span>$<span class="_ _a"></span>2&quot;</div><div class="t m0 x5 h6 y47 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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="_ _e"> </span>=/.&gt;<span class="_ _a"></span><span class="_ _a"></span></div><div class="t m0 x5 h6 y49 ff1 fs1 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _d"> </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">/<span class="_ _a"></span><span class="_ _a"></span>,</div><div class="t m0 x5 h6 y4d ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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="_ _e"> </span>*0+?<span class="_ _a"></span>*(,</div><div class="t m0 x5 h6 y4f ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </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/<span class="_ _a"></span>2024</div><div class="t m0 x13 h4 y57 ff2 fs1 fc0 sc0 ls0 ws0">1 – ESTABELECIMENTO DO CONTEXTO: [<span class="_ _a"></span>Solicitação de aposentadoria pelo servidor/Ato de aposentadoria publi<span class="_ _f"></span>cado e registrado no TCU ou indeferido e en<span class="_ _f"></span>caminhado à autoridade superior<span class="_ _10"></span>]</div><div class="t m0 xc h5 yd ff3 fs1 fc0 sc0 ls0 ws0">#<span class="_ _a"></span>&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">$<span class="_ _f"></span>$2A31B#</div><div class="t m0 xc h5 y59 ff3 fs1 fc0 sc0 ls0 ws0">&amp;@&amp;$&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<span class="_ _f"></span>-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, 30/04/2024<span class="_ _11"> </span>1 de 2</div></div><div class="t m0 x11 ha y64 ff6 fs3 fc0 sc0 ls0 ws0">5 – TRATAM<span class="_ _a"></span>ENTO<span class="_ _12"> </span>6 – MONITORA<span class="_ _a"></span>MENTO</div><div class="t m0 x15 ha y65 ff6 fs3 fc0 sc0 ls0 ws0">RISCO<span class="_ _13"> </span>AÇÃO<span class="_ _14"> </span>RESPONSÁVEL<span class="_ _15"> </span>DATA PREVISTA<span class="_ _16"> </span>SITUAÇÃO<span class="_ _17"> </span>OBSERVAÇÃO</div><div class="t m0 x14 hb y66 ff7 fs3 fc0 sc0 ls0 ws0">Duvidas procedimentais(A1)<span class="_ _18"> </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="_ _19"> </span>Idem<span class="_ _1a"> </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="_ _1b"> </span>GDG</div><div class="t m0 x16 hc y6f ff5 fs3 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x1b hb y70 ff7 fs3 fc0 sc0 ls0 ws0">SEGEPE<span class="_ _1c"> </span>06/202<span class="_ _a"></span>4</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="_ _1c"> </span>06/202<span class="_ _a"></span>4</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="_ _1c"> </span>11/202<span class="_ _a"></span>4</div><div class="t m0 x16 hc y75 ff5 fs3 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x17 ha y76 ff6 fs3 fc0 sc0 ls0 ws0">PODER JUDIC<span class="_ _a"></span>IÁRIO</div><div class="t m0 x1d ha y77 ff6 fs3 fc0 sc0 ls0 ws0">JUSTIÇA DO TR<span class="_ _a"></span>ABALHO</div><div class="t m0 x1e ha y78 ff6 fs3 fc0 sc0 ls0 ws0">TRIBUNAL RE<span class="_ _a"></span>GIONAL DO TRA<span class="_ _a"></span>BALHO DA 1<span class="_ _a"></span>3ª REGIÃO</div><div class="t m0 x1f ha y79 ff6 fs3 fc0 sc0 ls0 ws0">PROCESS<span class="_ _a"></span>O DE TRABAL<span class="_ _a"></span>HO: [Aposentado<span class="_ _a"></span>ria de servidores(Volunt<span class="_ _a"></span>ária)]</div><div class="t m0 x20 ha y7a ff6 fs3 fc0 sc0 ls0 ws0">GESTOR DO RIS<span class="_ _a"></span>CO: [Secretário(a) de Gest<span class="_ _a"></span>ão de Pessoas]</div><div class="t m0 x21 ha y7b ff6 fs3 fc0 sc0 ls0 ws0">CICLO [2] - D<span class="_ _a"></span>ATA CONCLUS<span class="_ _a"></span>ÃO DA ANÁ<span class="_ _a"></span>LISE 16/<span class="_ _a"></span>04/2024</div><div class="t m0 x22 ha y7c ff6 fs3 fc0 sc0 ls0 ws0">1 – ESTABEL<span class="_ _a"></span>ECIMENTO D<span class="_ _a"></span>O CONTEXTO: [So<span class="_ _a"></span>licitação de aposentadoria pelo s<span class="_ _a"></span>ervidor/Ato<span class="_ _a"></span> de aposentadoria publicado e reg<span class="_ _a"></span>istrado no TCU o<span class="_ _a"></span>u indeferido e encaminhado à autor<span class="_ _a"></span>idade </div><div class="t m0 x23 ha y7d ff6 fs3 fc0 sc0 ls0 ws0">superior]</div><div class="t m0 x24 hb y7e ff7 fs3 fc0 sc0 ls0 ws0">-Solicitar à ACS a cri<span class="_ _a"></span>ação de um vídeo </div><div class="t m0 x24 hb y7f ff7 fs3 fc0 sc0 ls0 ws0">tutorial com instru<span class="_ _a"></span>ções para requere<span class="_ _a"></span>r a </div><div class="t m0 x24 hb y80 ff7 fs3 fc0 sc0 ls0 ws0">aposentadoria.</div><div class="t m0 x24 hb y81 ff7 fs3 fc0 sc0 ls0 ws0">-Solicitar à SETIC a dis<span class="_ _a"></span>ponibilização do </div><div class="t m0 x24 hb y82 ff7 fs3 fc0 sc0 ls0 ws0">vídeo na Intranet.</div><div class="t m0 x25 hb y83 ff7 fs3 fc0 sc0 ls0 ws0">05 /2024</div><div class="t m0 x14 hb y84 ff7 fs3 fc0 sc0 ls0 ws0">Requerimento c<span class="_ _a"></span>om insuci<span class="_ _a"></span>ência </div><div class="t m0 x14 hb y85 ff7 fs3 fc0 sc0 ls0 ws0">de documentos(A1)</div><div class="t m0 x24 hb y86 ff7 fs3 fc0 sc0 ls0 ws0">1) Abrir chamado à SETIC para al<span class="_ _a"></span>terar o </div><div class="t m0 x24 hb y87 ff7 fs3 fc0 sc0 ls0 ws0">SISPAE no módulo de<span class="_ _a"></span> pedido de </div><div class="t m0 x24 hb y88 ff7 fs3 fc0 sc0 ls0 ws0">Aposentadoria:</div><div class="t m0 x24 hb y89 ff7 fs3 fc0 sc0 ls0 ws0">- O Sistema deve i<span class="_ _a"></span>nformar quais os </div><div class="t m0 x24 hb y8a ff7 fs3 fc0 sc0 ls0 ws0">documentos nece<span class="_ _a"></span>ssários ao pedido de </div><div class="t m0 x24 hb y8b ff7 fs3 fc0 sc0 ls0 ws0">aposentadoria, disponib<span class="_ _a"></span>ilizando os </div><div class="t m0 x24 hb y8c ff7 fs3 fc0 sc0 ls0 ws0">modelos dos docum<span class="_ _a"></span>entos necessári<span class="_ _a"></span>os.</div><div class="t m0 x24 hb y8d ff7 fs3 fc0 sc0 ls0 ws0">- Fazer uma revisão/atuali<span class="_ _a"></span>zação nos </div><div class="t m0 x24 hb y8e ff7 fs3 fc0 sc0 ls0 ws0">modelos dos docum<span class="_ _a"></span>entos e legisl<span class="_ _a"></span>ação de </div><div class="t m0 x24 hb y8f ff7 fs3 fc0 sc0 ls0 ws0">aposentadoria no Sistem<span class="_ _a"></span>a.</div><div class="t m0 x25 hb y8b ff7 fs3 fc0 sc0 ls0 ws0">03 /2022</div><div class="t m0 x26 hb y90 ff7 fs3 fc0 sc0 ls0 ws0">- As reuniões entr<span class="_ _a"></span>e SEGEPE e<span class="_ _a"></span> AJP devem </div><div class="t m0 x26 hb y91 ff7 fs3 fc0 sc0 ls0 ws0">acontecer antes da aber<span class="_ _a"></span>tura do </div><div class="t m0 x26 hb y84 ff7 fs3 fc0 sc0 ls0 ws0">chamado à SETIC. Nesta reunião s<span class="_ _a"></span>e </div><div class="t m0 x26 hb y85 ff7 fs3 fc0 sc0 ls0 ws0">discu?rá os model<span class="_ _a"></span>os de documentos<span class="_ _a"></span> e </div><div class="t m0 x26 hb y92 ff7 fs3 fc0 sc0 ls0 ws0">revisão dos norma?vos e<span class="_ _a"></span>xibidos no </div><div class="t m0 x26 hb y93 ff7 fs3 fc0 sc0 ls0 ws0">SISPAE.</div><div class="t m0 x14 hb y94 ff7 fs3 fc0 sc0 ls0 ws0">Requerimento i<span class="_ _a"></span>nstruído com </div><div class="t m0 x14 hb y95 ff7 fs3 fc0 sc0 ls0 ws0">documento que não aten<span class="_ _a"></span>de à </div><div class="t m0 x14 hb y96 ff7 fs3 fc0 sc0 ls0 ws0">formalidade da le<span class="_ _a"></span>i(A1)(A6)</div><div class="t m0 x14 hb y97 ff7 fs3 fc0 sc0 ls0 ws0">Requerimento c<span class="_ _a"></span>om documento </div><div class="t m0 x14 hb y98 ff7 fs3 fc0 sc0 ls0 ws0">ilegível ou in<span class="_ _a"></span>completo(A1)(A6)</div><div class="t m0 x24 hb y97 ff7 fs3 fc0 sc0 ls0 ws0">-Converter em di<span class="_ _a"></span>ligência para que<span class="_ _a"></span> a falha </div><div class="t m0 x24 hb y98 ff7 fs3 fc0 sc0 ls0 ws0">iden?cada seja sanada pe<span class="_ _a"></span>lo requerente</div><div class="t m0 x24 hb y99 ff7 fs3 fc0 sc0 ls0 ws0">- Vericar a possi<span class="_ _a"></span>bilidade de s<span class="_ _a"></span>e </div><div class="t m0 x24 hb y9a ff7 fs3 fc0 sc0 ls0 ws0">disponibilizar u<span class="_ _a"></span>ma FC-04, no mí<span class="_ _a"></span>nimo, com </div><div class="t m0 x24 hb y9b ff7 fs3 fc0 sc0 ls0 ws0">o obje?vo de tornar atra?va a vin<span class="_ _a"></span>da de </div><div class="t m0 x24 hb y9c ff7 fs3 fc0 sc0 ls0 ws0">servidor para cuidar d<span class="_ _a"></span>a análise da matéria </div><div class="t m0 x24 hb y9d ff7 fs3 fc0 sc0 ls0 ws0">(pessoal), mediante r<span class="_ _a"></span>emoção para a GDG.</div><div class="t m0 x25 hb y6e ff7 fs3 fc0 sc0 ls0 ws0">02 /2022</div><div class="t m0 x26 hb y9e ff7 fs3 fc0 sc0 ls0 ws0">- O Diretor-Ge<span class="_ _a"></span>ral deverá discu?r<span class="_ _a"></span> com a </div><div class="t m0 x26 hb y9f ff7 fs3 fc0 sc0 ls0 ws0">Alta Administração sobre<span class="_ _a"></span> esta </div><div class="t m0 x26 hb y6e ff7 fs3 fc0 sc0 ls0 ws0">possibilidade,<span class="_ _a"></span> com vistas a mi?gar o </div><div class="t m0 x26 hb ya0 ff7 fs3 fc0 sc0 ls0 ws0">risco de um proc<span class="_ _a"></span>edimento crí<span class="_ _a"></span>?co do </div><div class="t m0 x26 hb ya1 ff7 fs3 fc0 sc0 ls0 ws0">Regional.</div><div class="t m0 x14 hb ya2 ff7 fs3 fc0 sc0 ls0 ws0">Parecer elaborado em<span class="_ _a"></span> legislação </div><div class="t m0 x14 hb ya3 ff7 fs3 fc0 sc0 ls0 ws0">desatualizada(A6)</div><div class="t m0 x24 hb ya4 ff7 fs3 fc0 sc0 ls0 ws0">-Ques?onar à SETIC a resp<span class="_ _a"></span>eito da </div><div class="t m0 x24 hb ya5 ff7 fs3 fc0 sc0 ls0 ws0">ferramenta de Contr<span class="_ _a"></span>ole de Legislação de<span class="_ _a"></span> </div><div class="t m0 x24 hb ya6 ff7 fs3 fc0 sc0 ls0 ws0">Pessoal por Assunto</div><div class="t m0 x24 hb ya7 ff7 fs3 fc0 sc0 ls0 ws0">-Localizar Proad que tratou d<span class="_ _a"></span>a criação </div><div class="t m0 x24 hb y70 ff7 fs3 fc0 sc0 ls0 ws0">desta ferramenta</div><div class="t m0 x24 hb ya8 ff7 fs3 fc0 sc0 ls0 ws0">- Solicitar uma re<span class="_ _a"></span>união com o Juiz Auxil<span class="_ _a"></span>iar </div><div class="t m0 x24 hb ya9 ff7 fs3 fc0 sc0 ls0 ws0">da Presidência para re<span class="_ _a"></span>discu?r a situação </div><div class="t m0 x24 hb yaa ff7 fs3 fc0 sc0 ls0 ws0">da ferramenta de Contr<span class="_ _a"></span>ole de Legislação </div><div class="t m0 x24 hb yab ff7 fs3 fc0 sc0 ls0 ws0">de Pessoal por Assunto.</div><div class="t m0 x14 hb yac ff7 fs3 fc0 sc0 ls0 ws0">Parecer pela conc<span class="_ _a"></span>essão de direito </div><div class="t m0 x14 hb yad ff7 fs3 fc0 sc0 ls0 ws0">ou vantagem indevida(A6)</div><div class="t m0 x24 hb yae ff7 fs3 fc0 sc0 ls0 ws0">-Ques?onar à SETIC a resp<span class="_ _a"></span>eito da </div><div class="t m0 x24 hb yaf ff7 fs3 fc0 sc0 ls0 ws0">ferramenta de Contr<span class="_ _a"></span>ole de Legislação de<span class="_ _a"></span> </div><div class="t m0 x24 hb yb0 ff7 fs3 fc0 sc0 ls0 ws0">Pessoal por Assunto</div><div class="t m0 x24 hb yb1 ff7 fs3 fc0 sc0 ls0 ws0">-Localizar Proad que tratou d<span class="_ _a"></span>a criação </div><div class="t m0 x24 hb y72 ff7 fs3 fc0 sc0 ls0 ws0">desta ferramenta</div><div class="t m0 x24 hb yb2 ff7 fs3 fc0 sc0 ls0 ws0">- Solicitar uma re<span class="_ _a"></span>união com o Juiz Auxil<span class="_ _a"></span>iar </div><div class="t m0 x24 hb yb3 ff7 fs3 fc0 sc0 ls0 ws0">da Presidência para re<span class="_ _a"></span>discu?r a situação </div><div class="t m0 x24 hb yb4 ff7 fs3 fc0 sc0 ls0 ws0">da ferramenta de Contr<span class="_ _a"></span>ole de Legislação </div><div class="t m0 x24 hb yb5 ff7 fs3 fc0 sc0 ls0 ws0">de Pessoal por Assunto.</div><div class="t m0 x14 hb yb6 ff7 fs3 fc0 sc0 ls0 ws0">Insuciênci<span class="_ _a"></span>a de conhecimen<span class="_ _a"></span>to do </div><div class="t m0 x14 hb yb7 ff7 fs3 fc0 sc0 ls0 ws0">sistema do e-Pe<span class="_ _a"></span>ssoal (TCU)(A15)</div><div class="t m0 x24 hb yb6 ff7 fs3 fc0 sc0 ls0 ws0">-Providenciar tr<span class="_ _a"></span>einamento de novos </div><div class="t m0 x24 hb yb7 ff7 fs3 fc0 sc0 ls0 ws0">servidores no si<span class="_ _a"></span>stema de e-Pes<span class="_ _a"></span>soal</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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Seções

Ferramentas Pessoais

Mapa de Riscos

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Ações do documento
