Mapa de Riscos

Gestão de Contratos de Terceirizados
Gestão de Contratos Terceirizados.html — HTML, 277Kb
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<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"/>
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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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/*! 
 * 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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V6w8ZK8PyjQkvB6y28nw6dL2lyZkVqnC/IKlQowTXzYolni/pCAWmRUBBxA4qyip4qFESRlzUVIO2CWOiGMwaHBqUjP8aO8cJsmKp1dubCFJGBN+ZTBNbkmnYr5MVBX9JB7E6QGBmeKdvNXqNawduM/9ozlhJM0c5Y27relEatUdGkgrH1bL5UOveurRnr0I0X3wXLjMApdriidlZlSQR8Yihger1v98YVQV9bwuYOeTin6Ld4LII1FLDm1h3oL+4/9MiuezlbVF67SeQ7ZtDarYbF6todUy2FTB9k19YXbS3MlIjvS5qR8fCIFB4ZCUuk1nGceBW5lFdm8Be0SFLVRdQiUWqXnIArQRtQww1HhTb0MjfVJNpUl2gTtv2B8UQJUpLg9dID42bsGMyycM0luHKxY9AXxNkCL8tXXkq+trSn47N6C7oiCvrCwgI7JE1t/GjcOvKvPpaF1a77LAUODVnZTRF4seNw3ixrV95v+ZUmN0nODF5burB7z+pWvVpJ8jyTGTq3q3mizRVYcv7SnRo9R9OswF3UurbDa473pvLr+3OcilNRhEJt7Jy6vH/DrVty7taVhd4dyxrg5Zvv3NZocLp5oyPqSoccHodd7Ikm+3NOpTnicYWMKkd2adzXFrd5Ql6lMey2+cy8IRy0Jcb3DbVtW9GiJVWNK86V40tw7m3yV7QRxJB3/F3Nwo3KFFTGocIJlTxE7kahgazsJFmsCGkk+5SPLxHbZyIUBZLHCTUwz70hadCHZkcqIks3gqQ7Q6F5xkvw3BnJN8ZMIkEjSSMx58rxk1nkMpEBi7nZbBZ5TbTmcnzAi9wU0cFICkbiMOyEER5GtDCsge8zJHkkH7rD6mrWeqn9oXVVxKGpFpA6YN2Y69Eae1YzDEAf+SuTfjfnFsPBjIut6LVmnZJUahh4K22Nd4u5pXHjbt5SuYCofBOuhHtyja8xOoam0eE1pU2MeMWw30B8V61RUzTLs+/+PkNcV/5bJP65OTCObPSHdFDfByQAir+U8DXz3G+pHnpEvw10oWtvSIBfCrqJo9U2WrMH5t6EJfIxhAkiwPEEMJaI0jHGHbAN0bp+UDxVRPEIyRXjmTMjrXDWe1jSepui0SYfx/nw2as9+z1pjrUEdbpgSyzeGuT5YGu5P1bAFwqxWBs+t+HxWObepv4O6ZAfhMGLdYwSrBlhAHsQlwwLOE3AqgFmqDWHWSbgZwAVgEIgjOBCTHJLLOCgnuS4iCsYCLgZjRkE/Fal3jWmn6TltSwin9Ai5JBPwE4iZ5/NQpu4Ycp6Kps7cMPJk9B6EoVPuZnOgHjcceYYjuDGX9BXOhOPrwm5oRZiEUZIn1JGdrCpriwWZYD0UY9xCnNLJldwc9TKin2U0rga46m8UcHBzyr4QGeurS8iKJ6Fx+DOLcGYiSbVvAZSZa2BpRSWWIC6QjCxJMmaDc+Vf4YUhASHAKAaaS1wI/zXAu6rS9dD3HbEzppMLCgRX5xOhHMlYt80a0dWQB7OZJTBugsMlmBIUvOjedlI8iUYnZaUteCGcJns9BDmy4qzcohDPs/xxEe7SzqDvSQlA2ihhqBl7+cmoewqBew1DQtNqjHcM3XRVcOVr/mSSR9ccunDu9qtqZ5489SShso3remB9oO3tfQmzT3u1rVLv/it5mXNHnjdkotWdjYYIgnqvESkYfSKCXG8N88z2eUXwH+NdEbNlccdYrH8VnJp2l75nCXZU8Xpy+f+N8XSAVAAN1blN+0E8W8T3wNaYIWbgQ+Ea/MMl+CmacM4VYJrjzWm5cmmS3DLtKSWw0Q5fnq2iA8YJSMlczz1EX+PZIXAg6Jqi/pOiNRHUfdCi6CwbKQUi2CBubjukt7rXrhzxer7/+Vg0zmTvQ5GQVKMVq1LDZzbN3zZZEJctX+4b9uAqGFQ1DhpC9j0lqDPPPal/3zoYQgeXat3hR16Z9jpjtm5QDxQvOQr51381U80+hq8Kmsc2zDWs6eRnumBB+ysSulpYCDuRQK0E58HamCtzdFagilJrR11WOvoH0XRBV3AosFa9OSH/UFVb4gz9IZepCVPTz361iOV52UdGfrm7x5eWXk9vvGOyw7euOP2rRniC9PlB5dV1WH0gde+tP7+PV3vfq5l19fkdUdzIm9Cc0qAR6szwqpNfF7SqQ1egxfNyW7VoCHZj8MoXsKjGjgcDitsda23yQPXjM4HmNQCMKxqfRzPFyNDDBiQh3Ac/RjuWFUO4j2GFECU9swmmhyjU5cvw7IhrlNrccjRqis5eL26Gn7Ulf3wR7i9HUP9qpgYW8TtRO8qJ1lMAcIWpnKbDPaRvBAW2IzkFQHHavJSGkrE7ZJZ4wJul7JBB4eVVk4Dh5Q8glHK43AVMMy9fhS1DQabojT3y8PoGwp5slo4pCjBdTOSf9RWC8Tx2vwwyRRPCgVZYJLw8d12XpMWy6ke8uqSRBNE5KiyFt6s1rK03N7DebKRcNatQVLciK9SD7mjVq7yZUT03e4GO1txo6itUKADdUciwtpiSFYDc69R99JBUAT/XJXVYadTZ0XaNQ0iuhPEPSCPDQCP3IphqUY+v36Yw2cYmfH7C2LnCSgCGjA15WDQxCR1YdwoK4exBDdOS2INnspeAwejqviQ98G4pm5mf5Ve6tI8wyU1NQsBnCBBrkmWsYA9/gKioJBIEMrRtG46uHrD3Z9obbvgjrWJlaHf641YMeER3mZgTF2btp/feO/vv7F20+Nv3TNx0/ZeB0ctccVsTDAW7Nr71XN3fv3iVqMRJpJNzrCFZc0eY7nsTtqdRmbN19/8wgPlJzZYfGFnrqqv1AGEO0Rwqh4Xxaq2hGpaE6yd2dqZqZ0BOs+gc4ArEbdNW4IsOiFQYImNBWW5BE/ArQiQcQi6GPF7HefhCA4BhjMggowN4lhwUDw9m+WrIAH/OST1R71V3fxlpV2sv9VwYELX6k3qgMadDUeyLk3FybkzkXDOrdG4c+FIxs3BlzWuqlYHEetUKNCBYMu/r7ep5+qtSgj+vN6uyhTejmRqAtG6TAFx+xGJ4ceqY4WiHfv3w/X3Z4y3PjJ4OxpZJITH48mGIotHsdCz7KPJud8SDtRfA1i1qL8ZlzYwpi7BbccMVmstiJxbZ2tyGEU+BA9j+k98bUGLFXXUK5O3+ZESDt/yqze42zJBTqUgMKhXW90NDkfUodW48uFw1qOB560+tDWv1vIarcVv94sOVqPV6EKdGXJfHeaD+XgzhuZiBwP1uZiQ+2SBWjdmksdnKsGpRS4fiqfwJKQ/9vmZoWBeAbAbG8Pdlh/3Jqsq4NbAO/FgPumOOjjk6O+qC/md/2Bt0eq6KnYh394OflpjeawmnbaIIpOyWu0l4pyZYIbjGNQ4BoJNozaOtZ6ASaS4qbnXZ/gAMZRBjkXy4paFx0dN9WhBXiil8DSMeibntRmDZ2wFCDVns1XbEHI8PgiFDjGXE3Jo0kc+1k7O0MIArCZdIzCw2P8jko5QOswhvC43TYpdLKLPwbSTIyo3UnpP2u9Pe/Rk5U6CdYvouottSn4z1Z32ctBKQb/GE20JPeGI2BYps+udlzUCQ2JaRznf+fX89U/lmnSBQuzdMgljrUGdFv2qpiPIZx2j9aCjnos8GtExKZ0Okbj8tDuVRacZ4G4Zi2JJ6HVhYijakPJzPG5xrEJXggeOoRiO418KteeVpShnqoRCIY4ceGHBI4lCVdzTf/ktazKWkx4RiBh6wA1N7xWwwU1acim4oLDUMd4RMlwUyMUbbJWnna0WgqJYRyoYSNmZ5oZD4Xw0aHjHHG8I6yFJcs5U0J+yMestyH1qQ8UsMdV0oK3/lqHyOqYahBnqM6KocTdGKpH4+PiKhr67lxAbGZ6jaU72KQRYMfcqbZVz5pEFLGsknkUfutGRAbYFPLYeGd94wFplidj46hmhM7Dsh/zBopi5KLt9BqSnrSvuf/Xuu166cxk633PbS3cNV37rHb5606ZrVvi8Q1dvxmfizr+pPDG1/KG3H7nvncc3jDz0h6Pbvrq3a2D/l9Zd8PXLiv1XPIzxOtIjEtmzE0TBlTW0FlScIG4DAnARfyepgTCfjI8fVii4QGmeDMP4jGQa5eoASg74WF9qGPbP+l1tygitn4W0qMUgnuy95ltXfwLHBBSjuEwDzKTG9+ydSFRm033D0YsuLU42OcmDF35td3tl67wN3SyKSkvnxqu29K6OsZUBf8dkbd7L0LybQC+4tzrvGT4lRJkTxHNofZuJe6ejRQFHdWeKrw+dR/z1sCRZOuoXOhCFPSr5Ri11b1KfjkyGT8/KMKiAyfBHuskibxQhU+R7hGO2uMkaN/ZAN4T5cCQF67JapnK3ZmMZF0ftMTVkpNgY9vBYbIgAjeS6HSNXrEr5pKl2Vy7RYLhQx1Qebe025pKXXt8y0eL0szoGWZfAQV9mKGevGOaleVciQpFs06q9w107JjoN2obCQGouHCDPkVbraUXlVkemF/un4tyr5GeQ7QyAJ+sxrIu460gwG8xyDpxrAFwK++xmwMDkUaEZvcztdYm0l2BS4rocdHR8Psm6epGFyMn0Rbne07Myd5qVqXTq47nrgg1SZ0T8/DwCOJtqK8jPDF3z6Jae3avb7CyF6JI2t2LnQHpZozM9vPm8LcPpJZc8sDq1fkWnUUljhMCy6b71zTEpbhKXbz3vnJE0vG7bF7bnzR6/PZPyxOysr8FniXWGE8VMPN0xuWd06tBUSmt1G7WWgN3VYOecPocplHfFq5/vluMCh7jXa0iv/WC8Zs1AgbjXYaug0NcFoZepj2vBArNQPIm3ixxPfNCXFnjRAq6seygZS7wmU8WnMHTEELLyFFOlkgz5OUweqYdcURv3zuy8Khk4W9TljtlYTIXQ2G+ee5V6BOGeOJisjv0p4CU+h6ZlRqiaY8Jj/Ng8+V+/aOGKdQcrsX/8O4t96gIGMp6N46hH+m74+2v2P3twqczmMm5NeOnWjs4tvSEOmw9GxL/a+9Q1vR1XPHkFOW8VZWp412AoPLCjl2QXwVI0JzPyMw+jOQXBSC1nBGwIJg3PBG2czYJZMStpbJ4xK62vAWF9oQhtovU0TjnzL6IDmtixs76AHYOMTSgcQOXETw2RoBZUKEme5oOd2UihwSaoqcpVHG1rb0rlnSwNWyFspDhXk5jKGZRcCucJIaXiBA11OU4kUoxR966dfEkwcXImEc/Bh+bQLfOjy+rr4iduB1YQJFZITMoipqzoBRAHOmfazCLsd4ckAFYKBNjoWIAVXGPCAj+RJ5cT7VY0NXl2BTnxUbU4tIDv9ws82/mEKQvr+VL1wtQd8zOHVEjPWostYpNbS7/5hkLrbk7mC0bOABsrL+k1ls6C2OTVKH79okLjzCWzrWZWqLy0NRAzKyg1z8GfVJIcr6YU5liAaCQMwTiSCLpemYDfxNdpcyxYfh3L5L7Ko0QXfQPwAMc0MNlKROIoY/uNzv4bXAWA6wDKL55MZ2i5EqCucdV0gkJ20G6C6NILlR8ITiPHGZ0CzKu0akov3HUXPv9XtoExes2KrMlrUqtNfnsu8vYtKrO/qlOrKo/Csty3E2dwk5KaVxv539h0v1HUOj+JSwboOuSv7veeQbhhWYM6rTwv6BHRVt19d/WMwJbTqKmYvUamIWv3m1X0rkjO7sdD8JqAjImWIr9+CflTkAMSjNQ0Wm3Jl4h1MyASAa0lYonEC6QFvmmBlhKXh+/mYV7eGMeZmXw+1RUrQavk+KUfkgf8h/yE5F/h3+QndX6Pn+Aov59yIU4taTlkwi4rD4ddb6cGcahEk4TDHS9L3DAFrGINKMWrhHdqauOUnHCIT+2andqF3MHJAs6kYdORdP9vB1ON4Vh3YUdNh6sLctY2HyW7H2U1lphxioS8xBiPJaNC880rl+5dle7YN3PpKiHSJRa3DuV4VmAVjLNvw8628+7YlPjDpvaVTbalxcbVKY+WVyp57dK27tDAJ/pHdi8LNsWKMaPT79TawxZP0BVwG6KT16//mT6Y87VITfmqTvXPvUZ6yRdAYx0NTTtB5NvEHjm37UGqFlzI4XumDYPUcdgPMngvj4XDmYTschMl2DctqYdrrDk+n+TGu2ZykvsvutEZ2e56BFZUA7BicaobTYRWWlsHV6W2PfCJ5p7Lvry5Ybin0aymSSMvhPP92S3b7bmhXH5ZS1ij5pTU4/aAVWfx2XnpwMye679zdScKsmadNWBrFZHY7vp8/ycHQ56wh3HEqjawDNnA8/SFIAwK4LaatFhH4QSxAX0sEhdLjMHXxxYiDkobq4dTpGgDkto6OL/1MTAjaYfpoVpwxVlbS6EayKpqq/6It1iEGRfrWw6BxfkgR6bgYi7RTD7PWKNub4ONXXLn+m2H1jTktnx+47J97ZjWhhCtfbtpa2Nmadykj/bm7elck7cKDxkdu3VwbPn1h7fu/fb1/R1t8Nd1alXO9/Znxs5tbLlgPKvzNzdU5TaI5HYE+Y44yEOylu00GHyJEtEzHc9TJSw5H5kwJAhH4jsUtlOLBg4DiqeIoRXUJop4kHqcQqTPKZaqyUp8lrzoO+LL4UHr/wFaXksIpFZt5eCw2oq+oH5Lcta0KI7rkWZrZjq1Cxd+bJjCKP3FWgpUUv+3di3jERQdFumt6UztJkyRpjBeJyV5JBos/8rRNiV1nzOQ1qk5FUlQKk3r2j3dlx6+rK3z0q+ff9ED29L/Sa7bKC4VbQR8O5UoTHX5DRaDUu+zmT1mndZqEdr3Hz+w9+mDfd2XPLjBe8G+YMe4KO8NOiq3kQ+RPwGdYARshKCW11muSyvJlsBgbvA7g6RnEA6+9H0Ooulx3x+H7nFoHYfjvztlghYTBCbeROhMpk0t5Fvt/TFvovupbgJ0w+5TLYO6dZAn1/1A8i6vVyYVZ6emEISRXST2lujt1AvyCakvXofJxR2zg/BP973QdXv3D7oJqhvqPqj7DQsDOKP/6gCqm/nu2nZ+OKJFLTOiV6RpESVvxqVTTc3VAipsW4iMIfo1773xDmVYRFCl9o58yMyfbzbkN984ER8xcYZc6p+H9o7GW/c8dsnFf7NdFHxpT1xsigdizVs+PRYb9kGHYKp8a8VAqCWkX7E03BIytPUXD9s9BsW56wsjaSO5KZ2ydvhG9o3HTVpN0OwKESoy1LOhvfuSldmgtKbR196ctViWi22bI4EtAyOXTyYZdaLyVv8KW7zg6V1ujTWXVybTBG0IeN18Nm8Ji1Ub3TH3NryZHgEm4AM99ZyHmXgaOIGJ2AQY4IGXH5Fs/EDV77xgn13Ibrzno/fN6Rqwz5aLI5HI9nFy5szFoXMwhM6GzvHJto6JiXZ/PSdK7kd+BnkVHQPTQ60tA0NtBRSvrkQ850fIl2TBVTWeEzOcQAN0A5bYOA3cPN6/QBFFpt1clXYPI6ydHIzZggO2oeoYMZa2y+WKOGtRkGfB/zk/PHOGciRSvifX7qrBVBP5I86ZCYYyTs4QLITFLY2c7GBdHGOPerwxCzN49/i6A8P++bnDctdgo6uvp/zYvDSuqLe2r1jRvv2mzWjN+hFvIpEszspTXSLnqS45M09ll9S6wfm0kxMxpOEPzlN90A8+RJ6KItv3l/bvfXxPS8f+Y/sve3x3S6Vsyo4XmyeaHObMRGfLRJMdvnrxU58e7L6ydOnF37phsOvK0qe6d46lost3LkXnZHRkZ3W9ieMy7vxkbb3DuhKxSeKAXcd4GJEhNSRTK9xiSnBcYqT4YFhn8g6YhqqkSV6wjdjnn6ytNPMnv37W5tX7Li0mHgriOPLHjMpoc+tNsSRaYOeZC+vvbGlxatxeK0tTBLksmLIzSpVSCLYnyqffu7Q7s11hHalUM5ypukf4KvE6mvsA+LeFXEpqPpfSK/kBR6Vg6uVmloHMvwnNEtbfZm8zQcoZEF07bMc5W4ecBXkZZ0AGzTyGwMAMecr8Rn1N8d5RNQ0yJedBNk7F+dkp9O+MFIvk/et29hEyL8Trhe2fHc+uW5o2c4jMqtl4cbLJ3xgxhjqGR4c6QtmpGyZiy4sJgwoZipJTqcMty9L+rJcPdy4fHekMQ/fQnpGIzmI1JROugElpc9u19ga7O+51+hPS2qK0YyjG6U06ncljcfiNSpPVpLUHjJ6Y1+lLSGvQGlnmfkscop4AreDWWo2kIGjaoiCQLCF/ZNEk6yguiWDv4UC/S1O/oME42NKfKcGl05KyKhtkW6dkg8yVsyezQn2PNvkR7lH1UFRtR6POBhvn9Tc3T0qrkUqmpodYfUBsdi67sN+/w2DEKnkB60KeC2HBZ7GSGg3fSbUZvTZBqWAV9P6EaEAuOrz8sjH4fbHZ1WBhvoeQIE0jJPg9xtLgahYrUwMDSrVSaQoiWXmR776ZfA6I4OBCPuEmOZ8Qk9TVZIKF5UrEZkku8yLNrAgCAZxZOCJpgcRGB3CSYEBYcMZyWsFuxVjOJuoLVv5FDLn0Bf1COs/x/r/D8jHXcqy13ALRbCDfJ7VAktepoLM1nWz26KgvP0xpXflYIm+F6j+8rIb2QibR6NbS999PcvZkJNFogewv8oJZS5NqDQM7Kt9hNGqS1poFeAx+UW/TKkiFhqm8AGO4PJPS2oyVHZiHLUFBeJZ8BmHkB2s4jNGFIK/TQUHBl4gnj3qM6AXCJeJb0+qQUFcAoQRdEmPr182XhLiQp15Wrz6WU3wLhc5ArmBEApm/9Z9zJ7nOcsN83XK4A8qljr5F+QUXNmClXK5MzMoJsuMOF6nWIXBc+a7BQiPtILxao0ZJqXRM5QjcqEbEYbsralUHoym9y+EUCCrd6IpYGAXvNGWMHqeTL5dV5oiMV7fBPuJntA/kQTcYBdunGftoCR6XGNCOiEZDO9k4gN/6jKGQ3fuYaP8s6OF7iJ4enVh4FhRhcegB+mrd53SEDsH8I2pNv07cBYqn41MnZ1+oEvcppC9CAT95cVKuHq5mEuA8qwq8P40Pz7N4w+IHQMzkIlTYTPxIafDZHAGDkvRv6yqsLfpiK69Z28U4EoF4T8bPmsyUSpAu7hveudSnNpjLvzEbDGbCbjb8tBWXUKajeo/ToSU+rWSVFKViVdFw0p4fyTeP5m0ea9CqMZj0qYTOImicTlfnRqm8JxWJpNKRMDzJWnymUETF23gsw0nYRzrpAMIMPsT500ccRoeR8Z+AbyIJJ+CbEstYn3VnnqEjz+iQdBAueKEK9GSDem9JKHnmjM8CAaRTXHv95PrrV8WSa29Yt+raVckGvbn8T2aj0Uw0mPXHNe5M2Jf16Dh3NuTNeAXyudGDG7LJNddOjl03lRXXXlO+tj6NN2J9WZddXJKI92UcpkQfrnOV60YV9+jDQAsArwQd8HKwcP3K+evt4CvVOr7KbXId3wTY8BSww/+JGmb4TxKnIyfQy5N0jC9rx2V9HrAcrgV9oAtumLEHJ1ZGT8DNCHA2w01HguOGH6tWIcEUy6dnkR8pV4v5CoWT1Q2EU7LLoessAkcyvK3Z1IhZQYr8k9V6mAoqSaAX/K0jyfiyjElN6Yx7nC5G6Z986MbRDyzf6zlvsFq+Jxf8DQ35uyOtjlR3zMRpGd5mbvDYzJybH2aX3fXBRX3eKC7qC1ZrAN0CKcs0jHDYVlnWZiRTBegIV+uPmxG3v5TepN+GWCQo/ocE+D5QbJZb1fwS4pg4vzSCZa6C3wcBRBf+QdJYuQB6hcNBZSOQcL4pAjLQA1rQInqOJgad/yAsJ09AKxgES1CIC6iGQTGHRS4LXk4tFQq5xTJHXolWWv6I4D9U4qh9XDTreV/bcCKxLGtSYcG7nGplZMs1XR82l+R3KbLvJ/RJ24Gnr/oTGSY493v4Y4oiHlh4tsz7R58toyiT7d0Ru8lkJ6c5PaMgWppFsblFZGzYVQIagMpu8ue0Vn7+rQCGkfwnngIaeB+wgFb4/Exvryqp/DZ6SwAvfB6oAIT3SQaK0DgcxUCj4mZyVBgoKm8mJkCx/IsXn0OHU8hBnoLii8gh8OXnkJuUOQMUfIL8X35MpeYfI+Gm2gMN4YVEZ1NztcyZPLuInPz5u8vJJeUgsc/XNp6hYTxk8RhUKtLj1oRyXt2y4UBTg52mVAqSVikjTd2Byb2D/v/BWOXnjxh0djnRufwsrX37DVr7ziqq952niFcKqzuDin0alqDVqvsa3KZgxtmxTKPT0FqHxe5UqgQtE+vfXL7HHsLPMoXszhC+V6jchiQCaC2ZUVwJQiAMeg5rAzZwAt4PFECA90tOG3mLG7pf0Wk9WlFLqrRXBWDgFbNHDdXhUVB8YSo7O3UaQZCpbN1tIiHJnHex6tXDRg3kNkHiTn8y6dl1QWF5Z87td6mNLlPS4y6M5grLO/Jul798geIcntFZdl/mQQoTUDM0obMUVrd5kPb4Kj+pcng0bqJDcQ/i8GbgkrSMZLqKhvTVHh7yZnls9lMI0duxNtWwjW5+U0UJoxpbIBtK5QyM9heMyR3z+KMCxV2i2KHTMyRnsGr+Hj+AoNAYtbfW9gMu/f/7Af8t+wGX1vYDDtX3A/bi/YD0WfsB58v7AR3V/YA1H20/AOkQ+QwZozchd9wAkocZjwVhg9vQJxp4m8QiO/k14/m1nmzoB8VfZHHOepGWy/pNzeu3bPQ1/a5lfcjY7m2R9nQkGDD6nErBYzW5BNVF52Edd7q97lTS9+4LdMu+T/F2l00Qw2pWQeAHHPYcRNEpHhNYXWUnHuME0r1/pIMIB/aDX9WZ8eDcM8fw40WDMF4sEY/McE4n13ic+BSKUmjlqk+3AsBBHcm11jFvawl2Hk6n6XAtaRSufxAuwaKkNqzplbFwbwlKCAtvnM9/1Ete0CqfnorjPLJc+jIVdxxB/evIj6mD6iNHi0kxdTZ2UFadaj37oqwDr39s3/ONnWuv39IZ0uriI5c/dll4uDulU9EE8lgMF24aSI9e1OeF5kLPSGLLzWtilYq+oVt0NuXTJqu4VEwtSVnh41u+um9JdPiTNz20bugrD956oaTW6jW8wWn0RC2Mhufat396SOs0aprO+exFueFGB4PYzY5bJgL+zvFq7EfcmEojbtwFitNiF2IxG2fibndchxpHycZ4Vz8fx4S2rbHfiAjs4dCweggUUYQ/NYur/qoJelyChuSA3Oei6oNFlNX0QRyX/F8xXz3zVtm5iLky+iCmuZ88i+air5HPBP3vfq2ekCF+vEBgnYmk6Y+y3brtwEP0CGABB4y4DvXpGYWa5LCtoMg5WzORegoUHuqcmGzrmJxor+ymflDLcFYe+b+EUEihAAB4nGNgZGBgYLN6KHnd8kc8v81XBnkOBhB44HFREUb///qvmK2QbSaQy8HABBIFAIiDDcMAeJxjYGRgYJv5bzKQ/Pf/6/9DbIUMQBEU4AwAuFEHpgB4nBWPsUuCYRCHn++9+xxEGv0QFwVpi4YGCYcgjNSCgowcmyRoaGgU7B/oa4poiZoaJHBvl4aGRv+CtqYkXaL8fS88HHfce/dc+KKJXhhB9KF4ScMuCF5gU9yKnjgWNV/hyMcUwwaPPiXxAak3OIjzpPYpRqRxiXaWh6p4xuyUNPenelOccejb+nOl3je2bE4hrnPtrxS9TzXc8yBO7Jtd69HyDnueo2PvlKM558qHvk8rTBnaOu0wIbEXKrbGjnXp20CemVeGvOSwajPq2Sz7/f+RP3anG58UZ9pxA6p1dVMSLWAJbxE1DAAAAAAAACwALAAsACwAUgCEASYBxAKiA7QEdAR+BI4E1gWEBiYGuAciB7oIUAkSCbwJ9ApaCqgLbAweDJANDA28DngO1g9AD6IQLBBqEKgRlBIqEsYTkhSYFOwVchXkFmIXNBfKGFgY6hmMGfIZ/hoKGqgatBrEG1obgBweHHocsB2cHe4ewh86H14AAQAAAEMAYAAFAGoABAACABAALwBgAAAM+AE/AAIAAXictVlNbxvHGR5bchw5kVEUTdNDm86hjaWUoBwHSAL7RFGUyIQihSVlxadguDskx17uLvZDDIOi6K/oucfm1h/Q/ommQP9AD0WPPfRUFH3ed2bJJfUBN2gti3xn5p33+2NmJIR4704k7gj+d2fn7g8cfEfc36o7+C7gYwdviXe3fuXgbfH21u8dfA/wXxz8hnhr618Ovi+ebf/awW+Kd7b/5uAd8b170sEP7pzd/9bBb4lf7PzSwW+Ld3b+7ODd+1vv/sPBD8XPf3oISe5s70C477NUBN8RD7fec/BdwB87eEvUt3oO3hY/2vqNg+8B/qOD3xA/3Pqrg++Ly+03Hfym+GD7Dw7eEXL73w5+cPe39z508Fvi+c7PHPy2+GDndw7effjGzt8d/FB89t4/xTdCiifisfhQfAroVBjhi1TEIsPvWOSYawJKRcKfCjMGUCTqWGmIED9SeJibiCnWMh5pfGtgX+IzAOaueCDagEeY02IOnD7oaVAZigVDUnRBewHKBfMMAU1YFonfGDgL7C25yKXUj8VHgN5fjj4RNZZAgUICXAm+CnyIhi9eOdzPMJpillYLSJgtNRpi3rAW4Y3yjNkSUhxiPMIKzSq2w7qOlk7sNJXMpcCqz/qW9p1jb8ozBbACtpvE/JTnTkUHMpF1DO+L2LLPeL9mDC1m4El2DvhTOolKXMnzGXvVQJbSfys9aD2HFAY7M1hBfCOfPP7wU3lq/DTO4nEum3GaxKnKTRzVZSMMpWcm0zyTns50eqmD+u6Dth6lei77iY6Gi0TLrlrERS7DeGJ86cfJIqUtkkg//ki+T1+f1KSnwmQq2yryY/8VZj+Lp5FsF0FGjIZTk8mwSmccp/LQjELjq1A6jsCJwVRmcZH6WpK8c5VqWUSBTmU+1fK0M5Rd4+so089kprXUs5EOAh3I0M7KQGd+ahLSj3kEOlcmzGCKJnvWsFcNhio0oxQAxfgEHgvZe8LTkyJUAK7mz1POoCoVipwY4wDopYmfSkdaHsZhsMm3smMd7TmHS7Z06cdw3xOkhHiu04y0+bj+5KNNapu0rudoo1dxLFLeBxxppO0rjurxWpRerRoTHheIuBKbcnCGMeWj4Zisr/SBG5XMUxXomUpfyXhsXbcMwUkaFwlN+/EsUZHR5J3Xr1bi2mAWyKsCFPaAmYl9lwtSnDDNGLtFt/D3VLaPkJAnaRzntxlqhi02gW26K05B6YqhYSOMMTvjVFtgNAeUc5nKIMgIcMgCWNNROTD4nLhCYqnm7AjLM+KE91nZyMUClbEOm2KMGTJBwQUmY7ralSrDKW9LRcZFM2P32oJOBS1x8yWXGYd7zkXEShlhZsZcLc2MC8lKAuKYsC7WHaUzrOwhF1UqlFNX2EkqGyA+y29Y43xZ9q3NLBdb5iKnlw2wEWOuJK5qRFb7ivdZrV9hXL+Smo+Y2owpLNgOhWtjVXuXYR+5Qp9y+OTOy9myhGv2tXRJYLWxMk4cDmXu1456Di2shy6XXlIcI5R0szW9ymD3IYli/r7jv5lSsxhlENVRRRlqX2rGcqxmJlzIucmnMitGeaglcisKTDRBKQVqrmfYGQVItTRCHanLTi7HWuVFqjOZatRek4OHn9VkNlNoB75KANOWWRHmJgHJqJjpFJiZzplAJpM0Rt5R2oF6GMZzOUVLkAbp7OfSRDKnDgHJsAWVOQIvpPvITJiwZZTrr3JsNq90vSyYjzI5U9FC+gU6kZWbKkeE1pAq6JKajPqAVjOJAgI2oDjBTGa+BnoeQ6FLUklJtI2Z5UVlwp+qFILpFBal4Ms5IZ6KA/wEfJqgQJ9dqUB1V+cOAC848CfsIDqNLDCrEAL2VCGmeZ5kTw8OgtjP6rOyQNVR4Q7yRRJPUpVMFwdqhAa4ksFKEHLdorAbc0rZtLOcmS7IhoWvsnEcwQEgeX21zDg4E04Be3oo6VFyvGBJbUIsOJDtiSJfnpJK7DJ8fVdiKBhrXE8JL3GnqWo5SThZIhfGlop2Y+VKh+bAN6y5lW7EcpQJuHnSyd0OWxLSKzPjpQ611+phtngFbOvcFUl7rrV8a0s+mxrYZJ+znXwubdfZbO40NXxCDfksak/MV21Pe2wB3AP+/trJ73rqVobvatvqudI2IenaSM6e89fK+aYGq+K9KdezSgyQJlYX29TKrp0uG2TALSLiVqFu1NTGnlqLKltgY/dptbJwwXlkz/UBl1vjzuSWDmGGXLJvjlF7+4mcZ1bUywwxleY35fZinJ3pNrTL9wztdCgbYWnl9aiusWcUw8HyGLB5P9jMhL2NeqH5fjPnxmfY++RVhTmy0AQY5dqBo/nlxp1j32XvqlqsmlYpzX9zq3vNW5T88QaNbklD/mQZzS8xZ/1URo1toqG7fa2i+7abYRmVN98OyXNny8zJKgdv628bBdrxsnU/cn6vsc6pu7WVJ2LbvifOz2Uc27hK3IHOcoj5eKhYzzJSlFjdjjfr2f/BF0sLKdad7GZcrQ9crvruSBixrNW7puFDY8ax6WS82beAB+v3Y3h7v2KjoHKQrebDa9MTq8N3iX19dattVLfS9pu7Qz68mg29S7lWbxerrFl1otKHNVFeIuiyUI51JUISviaEHG/TSoe1Uo9YFu06VbH0ZbWWWB8eOI9nnCXhUoYyr9dj6fWtWu3wVstqp1mP6ZUl5mzH2Xf0Y9kNCr4EWcvoigQBfxLPlV1eAsOv9I78lnpsK3/AGpQd7+laFbdnukuGr3utirhHlF2meo0o+8R1NWV9V8a1wvpq5PS+vueqGzyaLrXPOEojpm6z6OoF7btGQNnf2qLFq31xjNEFuqXHMx3MSVRRDyvPMTrC7BFmHgFj4NYfsacuuA+1gXfOPc7S8PDZw/gF17hjIXlMo8+B3wMt2tsSXzCPFqgNGNNj2qeY7eK75fBoRxMz5xgTfMJV0PLrYZd9e+u4nmglHWJeLjVcl6rDHEvJTjHyQL/tVhug3WF6JD/xP2a4t5Tz2EnaYBsRZaLZhERdHtHsOb7PgDdg/g3W2UrbYx2OsW51abEExLnudLV4ZJ/nboV8RPJ18bPSqsE2aLM0K/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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, 15/06/2022<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">1<span class="_ _9"> </span>Capacitação e atu<span class="_ _a"></span>alização prec<span class="_ _a"></span>ária/insuci<span class="_ _a"></span>ente para servi<span class="_ _a"></span>dores</div><div class="t m0 x5 h6 y6 ff1 fs1 fc0 sc0 ls0 ws0">Média (10% a 20%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">12</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">Migar</div><div class="t m0 x4 h5 y7 ff3 fs1 fc0 sc0 ls0 ws0">2</div><div class="t m0 x5 h6 y8 ff1 fs1 fc0 sc0 ls0 ws0">Média (10% a 20%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y7 ff3 fs1 fc0 sc0 ls0 ws0">12</div><div class="t m0 x7 h6 y8 ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 y7 ff3 fs1 fc0 sc0 ls0 ws0">Migar</div><div class="t m0 x4 h5 y9 ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 x9 h7 ya ff1 fs2 fc0 sc0 ls0 ws0">Processos de <span class="_ _a"></span>aditivos s<span class="_ _a"></span>em a devida formalização</div><div class="t m0 x5 h6 yb ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Baixo (5% a 10%)</div><div class="t m0 xa h5 y9 ff3 fs1 fc0 sc0 ls0 ws0">2</div><div class="t m0 xb h6 yb ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y9 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x4 h5 yc ff3 fs1 fc0 sc0 ls0 ws0">4</div><div class="t m0 x5 h6 yd ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _d"> </span>Médio (10% a 25%)</div><div class="t m0 xa h5 yc ff3 fs1 fc0 sc0 ls0 ws0">6</div><div class="t m0 xb h6 yd ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 yc ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x4 h5 ye ff3 fs1 fc0 sc0 ls0 ws0">5</div><div class="t m0 x9 h7 yf ff1 fs2 fc0 sc0 ls0 ws0">Compreensão incompleta/parcial das <span class="_ _a"></span>obrigações cont<span class="_ _a"></span>ratuais pela cont<span class="_ _a"></span>ratada</div><div class="t m0 x5 h6 y10 ff1 fs1 fc0 sc0 ls0 ws0">Média (10% a 20%)<span class="_ _b"> </span>Baixo (5% a 10%)</div><div class="t m0 xa h5 ye ff3 fs1 fc0 sc0 ls0 ws0">6</div><div class="t m0 xb h6 y10 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 ye ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x4 h5 y11 ff3 fs1 fc0 sc0 ls0 ws0">6</div><div class="t m0 x5 h6 y12 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _d"> </span>Médio (10% a 25%)</div><div class="t m0 xa h5 y11 ff3 fs1 fc0 sc0 ls0 ws0">6</div><div class="t m0 xb h6 y12 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y11 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x4 h5 y13 ff3 fs1 fc0 sc0 ls0 ws0">7</div><div class="t m0 x9 h7 y14 ff1 fs2 fc0 sc0 ls0 ws0">Comunicação ineficaz e <span class="_ _a"></span>ineficiente ent<span class="_ _a"></span>re contratant<span class="_ _a"></span>e e contrat<span class="_ _a"></span>ada</div><div class="t m0 x5 h6 y15 ff1 fs1 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _e"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y13 ff3 fs1 fc0 sc0 ls0 ws0">12</div><div class="t m0 x7 h6 y15 ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 y13 ff3 fs1 fc0 sc0 ls0 ws0">Migar</div><div class="t m0 x4 h5 y16 ff3 fs1 fc0 sc0 ls0 ws0">8</div><div class="t m0 x9 h7 y17 ff1 fs2 fc0 sc0 ls0 ws0">Pendências referentes<span class="_ _a"></span> a seguro-garantia</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 xa h5 y16 ff3 fs1 fc0 sc0 ls0 ws0">4</div><div class="t m0 xb h6 y18 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y16 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x4 h5 y19 ff3 fs1 fc0 sc0 ls0 ws0">9</div><div class="t m0 x5 h6 y1a ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Alto (15% a 20%)</div><div class="t m0 xa h5 y19 ff3 fs1 fc0 sc0 ls0 ws0">4</div><div class="t m0 xb h6 y1a ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y19 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0">10</div><div class="t m0 x9 h7 y1c ff1 fs2 fc0 sc0 ls0 ws0">Ausência da indicaç<span class="_ _a"></span>ão e designação <span class="_ _a"></span>de fiscal <span class="_ _a"></span>e gestor de c<span class="_ _a"></span>ontrato</div><div class="t m0 x5 h6 y1d ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xa h5 y1b ff3 fs1 fc0 sc0 ls0 ws0">5</div><div class="t m0 xb h6 y1d ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y1e ff3 fs1 fc0 sc0 ls0 ws0">11</div><div class="t m0 x9 h7 y1f ff1 fs2 fc0 sc0 ls0 ws0">Ausência de ates<span class="_ _a"></span>tes dos <span class="_ _a"></span>serviços/not<span class="_ _a"></span>as fisc<span class="_ _a"></span>ais</div><div class="t m0 x5 h6 y20 ff1 fs1 fc0 sc0 ls0 ws0">Média (10% a 20%)<span class="_ _b"> </span>Baixo (5% a 10%)</div><div class="t m0 xa h5 y1e ff3 fs1 fc0 sc0 ls0 ws0">6</div><div class="t m0 xb h6 y20 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y1e ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y21 ff3 fs1 fc0 sc0 ls0 ws0">12</div><div class="t m0 x5 h6 y22 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Médio (10% a 25%)</div><div class="t m0 xa h5 y21 ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 xb h6 y22 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y21 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0">13</div><div class="t m0 x9 h7 y24 ff1 fs2 fc0 sc0 ls0 ws0">Pendências referentes<span class="_ _a"></span> aos insumos <span class="_ _a"></span>de mão de obra e materiais</div><div class="t m0 x5 h6 y25 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _d"> </span>Médio (10% a 25%)</div><div class="t m0 xa h5 y23 ff3 fs1 fc0 sc0 ls0 ws0">6</div><div class="t m0 xb h6 y25 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y26 ff3 fs1 fc0 sc0 ls0 ws0">14</div><div class="t m0 x5 h6 y27 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 xa h5 y26 ff3 fs1 fc0 sc0 ls0 ws0">1</div><div class="t m0 xb h6 y27 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y26 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y28 ff3 fs1 fc0 sc0 ls0 ws0">15</div><div class="t m0 x9 h7 y29 ff1 fs2 fc0 sc0 ls0 ws0">Registros incorretos<span class="_ _a"></span> de funcionários</div><div class="t m0 x5 h6 y2a ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Baixo (5% a 10%)</div><div class="t m0 xa h5 y28 ff3 fs1 fc0 sc0 ls0 ws0">2</div><div class="t m0 xb h6 y2a ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y28 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y2b ff3 fs1 fc0 sc0 ls0 ws0">16</div><div class="t m0 x9 h7 y2c ff1 fs2 fc0 sc0 ls0 ws0">Jornada de trabalho indev<span class="_ _a"></span>ida e sem autoriz<span class="_ _a"></span>ação da cont<span class="_ _a"></span>ratante</div><div class="t m0 x5 h6 y2d ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Baixo (5% a 10%)</div><div class="t m0 xa h5 y2b ff3 fs1 fc0 sc0 ls0 ws0">2</div><div class="t m0 xb h6 y2d ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y2b ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y2e ff3 fs1 fc0 sc0 ls0 ws0">17</div><div class="t m0 x5 h6 y2f ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _d"> </span>Baixo (5% a 10%)</div><div class="t m0 xa h5 y2e ff3 fs1 fc0 sc0 ls0 ws0">4</div><div class="t m0 xb h6 y2f ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y2e ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y30 ff3 fs1 fc0 sc0 ls0 ws0">18</div><div class="t m0 x5 h6 y31 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _d"> </span>Médio (10% a 25%)</div><div class="t m0 xa h5 y30 ff3 fs1 fc0 sc0 ls0 ws0">6</div><div class="t m0 xb h6 y31 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y30 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y32 ff3 fs1 fc0 sc0 ls0 ws0">19</div><div class="t m0 x9 h7 y33 ff1 fs2 fc0 sc0 ls0 ws0">Ausência do cont<span class="_ _a"></span>role individual de f<span class="_ _a"></span>requência dos f<span class="_ _a"></span>uncionários terceiriz<span class="_ _a"></span>ados</div><div class="t m0 x5 h6 y34 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Médio (10% a 25%)</div><div class="t m0 xa h5 y32 ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 xb h6 y34 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y32 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y35 ff3 fs1 fc0 sc0 ls0 ws0">20</div><div class="t m0 x5 h6 y36 ff1 fs1 fc0 sc0 ls0 ws0">Média (10% a 20%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y35 ff3 fs1 fc0 sc0 ls0 ws0">12</div><div class="t m0 x7 h6 y36 ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 y35 ff3 fs1 fc0 sc0 ls0 ws0">Migar</div><div class="t m0 x3 h5 y37 ff3 fs1 fc0 sc0 ls0 ws0">21</div><div class="t m0 x5 h6 y38 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Baixo (5% a 10%)</div><div class="t m0 xa h5 y37 ff3 fs1 fc0 sc0 ls0 ws0">2</div><div class="t m0 xb h6 y38 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y37 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y39 ff3 fs1 fc0 sc0 ls0 ws0">22</div><div class="t m0 x9 h7 y3a ff1 fs2 fc0 sc0 ls0 ws0">Prorrogação da vigência <span class="_ _a"></span>e execução <span class="_ _a"></span>de contrato <span class="_ _a"></span>fora do prazo <span class="_ _a"></span>contratual</div><div class="t m0 x5 h6 y3b ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Alto (15% a 20%)</div><div class="t m0 xa h5 y39 ff3 fs1 fc0 sc0 ls0 ws0">4</div><div class="t m0 xb h6 y3b ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y39 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y3c ff3 fs1 fc0 sc0 ls0 ws0">23</div><div class="t m0 x5 h6 y3d ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Baixo (5% a 10%)</div><div class="t m0 xa h5 y3c ff3 fs1 fc0 sc0 ls0 ws0">2</div><div class="t m0 xb h6 y3d ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y3c ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y3e ff3 fs1 fc0 sc0 ls0 ws0">24</div><div class="t m0 x5 h6 y3f ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xa h5 y3e ff3 fs1 fc0 sc0 ls0 ws0">5</div><div class="t m0 xb h6 y3f ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y3e ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y40 ff3 fs1 fc0 sc0 ls0 ws0">25</div><div class="t m0 x5 h6 y41 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xa h5 y40 ff3 fs1 fc0 sc0 ls0 ws0">5</div><div class="t m0 xb h6 y41 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y40 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y42 ff3 fs1 fc0 sc0 ls0 ws0">26</div><div class="t m0 x9 h7 y43 ff1 fs2 fc0 sc0 ls0 ws0">Rescisão unilateral por <span class="_ _a"></span>descumprimento contrat<span class="_ _a"></span>ual</div><div class="t m0 x5 h6 y44 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Médio (10% a 25%)</div><div class="t m0 xa h5 y42 ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 xb h6 y44 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y42 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y45 ff3 fs1 fc0 sc0 ls0 ws0">27</div><div class="t m0 x5 h6 y46 ff1 fs1 fc0 sc0 ls0 ws0">Média (10% a 20%)<span class="_ _b"> </span>Baixo (5% a 10%)</div><div class="t m0 xa h5 y45 ff3 fs1 fc0 sc0 ls0 ws0">6</div><div class="t m0 xb h6 y46 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y45 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y47 ff3 fs1 fc0 sc0 ls0 ws0">28</div><div class="t m0 x9 h7 y48 ff1 fs2 fc0 sc0 ls0 ws0">Ausência de aplicaç<span class="_ _a"></span>ão de IMR (Inst<span class="_ _a"></span>rumento de medição de res<span class="_ _a"></span>ultado)</div><div class="t m0 x5 h6 y49 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Baixo (5% a 10%)</div><div class="t m0 xa h5 y47 ff3 fs1 fc0 sc0 ls0 ws0">2</div><div class="t m0 xb h6 y49 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y47 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y4a ff3 fs1 fc0 sc0 ls0 ws0">29</div><div class="t m0 x9 h7 y4b ff1 fs2 fc0 sc0 ls0 ws0">Ausência dos doc<span class="_ _a"></span>umentos comprobatórios <span class="_ _a"></span>de movimentação da cont<span class="_ _a"></span>a vinculada</div><div class="t m0 x5 h6 y4c ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _c"> </span>Médio (10% a 25%)</div><div class="t m0 xa h5 y4a ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 xb h6 y4c ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y4a ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 xc h4 y4d ff2 fs1 fc0 sc0 ls0 ws0">PODER JUDIC<span class="_ _a"></span>IÁRIO</div><div class="t m0 xd h4 y4e ff2 fs1 fc0 sc0 ls0 ws0">JUSTIÇA <span class="_ _a"></span>DO TRABALH<span class="_ _a"></span>O</div><div class="t m0 xe h4 y4f ff2 fs1 fc0 sc0 ls0 ws0">TRIBUNAL RE<span class="_ _a"></span>GIONAL DO TR<span class="_ _a"></span>ABALHO DA<span class="_ _a"></span> 13ª REGIÃO</div><div class="t m0 xf h4 y50 ff2 fs1 fc0 sc0 ls0 ws0">PROCESS<span class="_ _a"></span>O DE TRA<span class="_ _a"></span>BALHO: [Gestã<span class="_ _a"></span>o de Contrato<span class="_ _a"></span>s de Terceirizados<span class="_ _a"></span>]</div><div class="t m0 x10 h4 y51 ff2 fs1 fc0 sc0 ls0 ws0">GESTOR DO <span class="_ _a"></span>RISCO: [Victo<span class="_ _a"></span>r Lins Pereira]</div><div class="t m0 x11 h4 y52 ff2 fs1 fc0 sc0 ls0 ws0">CICLO [1º] - D<span class="_ _a"></span>ATA CONCLU<span class="_ _a"></span>SÃO DA ANÁ<span class="_ _a"></span>LISE: 01/<span class="_ _a"></span>06/2022<span class="_ _a"></span>]</div><div class="t m0 x12 h4 y53 ff2 fs1 fc0 sc0 ls0 ws0">1 – ESTA<span class="_ _a"></span>BELECIMENT<span class="_ _a"></span>O DO CONTEXT<span class="_ _a"></span>O: [Designação do Gest<span class="_ _a"></span>or do Contr<span class="_ _a"></span>ato – Ex8nção d<span class="_ _a"></span>o Contrato<span class="_ _a"></span>]</div><div class="t m0 x9 h7 y54 ff1 fs2 fc0 sc0 ls0 ws0">Quadro funcional d<span class="_ _f"></span>e servidores insufi<span class="_ _f"></span>ciente, causando sobre<span class="_ _f"></span>posição e acúmulo<span class="_ _f"></span> de </div><div class="t m0 x9 h7 y8 ff1 fs2 fc0 sc0 ls0 ws0">funções e atribuições</div><div class="t m0 x9 h7 y55 ff1 fs2 fc0 sc0 ls0 ws0">Falta de padroni<span class="_ _f"></span>zação de documento<span class="_ _f"></span>s que compõem o processo, gerand<span class="_ _f"></span>o </div><div class="t m0 x9 h7 yd ff1 fs2 fc0 sc0 ls0 ws0">retrabalhos e divergên<span class="_ _f"></span>cias na interpretação</div><div class="t m0 x9 h7 y56 ff1 fs2 fc0 sc0 ls0 ws0">Impropriedades<span class="_ _f"></span> nas planilhas de cus<span class="_ _f"></span>tos e formação de preços dos serv<span class="_ _f"></span>iços com </div><div class="t m0 x9 h7 y12 ff1 fs2 fc0 sc0 ls0 ws0">dedicação exc<span class="_ _f"></span>lusiva de mão de obra</div><div class="t m0 x9 h7 y57 ff1 fs2 fc0 sc0 ls0 ws0">Ausência de a<span class="_ _f"></span>bertura da conta vinculad<span class="_ _f"></span>a para provisionam<span class="_ _f"></span>ento de valores para o </div><div class="t m0 x9 h7 y58 ff1 fs2 fc0 sc0 ls0 ws0">pagamento de verbas<span class="_ _f"></span> trabalhistas e rescisóri<span class="_ _f"></span>as aos trabalhadores d<span class="_ _f"></span>e empresa </div><div class="t m0 x9 h7 y59 ff1 fs2 fc0 sc0 ls0 ws0">que presta serviç<span class="_ _f"></span>os terceirizados</div><div class="t m0 x9 h7 y5a ff1 fs2 fc0 sc0 ls0 ws0">Ausência de rel<span class="_ _f"></span>atórios de acompanha<span class="_ _f"></span>mento do fiscal e do ges<span class="_ _f"></span>tor do contrato </div><div class="t m0 x9 h7 y22 ff1 fs2 fc0 sc0 ls0 ws0">constando as ocorrênc<span class="_ _f"></span>ias verificadas</div><div class="t m0 x9 h7 y5b ff1 fs2 fc0 sc0 ls0 ws0">Ausência de com<span class="_ _f"></span>provante de substituição <span class="_ _f"></span>em razão de ausênci<span class="_ _f"></span>a de funcionário </div><div class="t m0 x9 h7 y5c ff1 fs2 fc0 sc0 ls0 ws0">que presta serviç<span class="_ _f"></span>o terceirizado ou, não sendo pos<span class="_ _f"></span>sível a substituição, </div><div class="t m0 x9 h7 y5d ff1 fs2 fc0 sc0 ls0 ws0">comprovante de real<span class="_ _f"></span>ização de glosa<span class="_ _f"></span> no pagamento</div><div class="t m0 x9 h7 y5e ff1 fs2 fc0 sc0 ls0 ws0">Ausência de d<span class="_ _f"></span>etalhamento dos serviç<span class="_ _f"></span>os executados nas faturas apres<span class="_ _f"></span>entadas </div><div class="t m0 x9 h7 y5f ff1 fs2 fc0 sc0 ls0 ws0">para pagamento<span class="_ _f"></span>, quando se tratar de contratação de vários<span class="_ _f"></span> postos de serviço</div><div class="t m0 x9 h7 y60 ff1 fs2 fc0 sc0 ls0 ws0">Ausência dos<span class="_ _f"></span> documentos comprovan<span class="_ _f"></span>tes do cumprimento das obrigaç<span class="_ _f"></span>ões </div><div class="t m0 x9 h7 y61 ff1 fs2 fc0 sc0 ls0 ws0">trabalhistas e so<span class="_ _f"></span>ciais nas contratações c<span class="_ _f"></span>ontinuadas com dedicaç<span class="_ _f"></span>ão exclusiva do<span class="_ _f"></span>s </div><div class="t m0 x9 h7 y62 ff1 fs2 fc0 sc0 ls0 ws0">trabalhadores d<span class="_ _f"></span>a contratada</div><div class="t m0 x9 h7 y63 ff1 fs2 fc0 sc0 ls0 ws0">Atrasos nos pagament<span class="_ _f"></span>os dos funcionários tercei<span class="_ _f"></span>rizados pelas e<span class="_ _f"></span>mpresas </div><div class="t m0 x9 h7 y36 ff1 fs2 fc0 sc0 ls0 ws0">prestadoras de serv<span class="_ _f"></span>iços</div><div class="t m0 x9 h7 y64 ff1 fs2 fc0 sc0 ls0 ws0">Ocorrências de a<span class="_ _f"></span>cidentes de trabalho co<span class="_ _f"></span>m funcionários terceirizados<span class="_ _f"></span> nas </div><div class="t m0 x9 h7 y38 ff1 fs2 fc0 sc0 ls0 ws0">dependênc<span class="_ _f"></span>ias da instituição</div><div class="t m0 x9 h7 y65 ff1 fs2 fc0 sc0 ls0 ws0">Ausência de com<span class="_ _f"></span>provante de entrega da doc<span class="_ _f"></span>umentação obrigatória qu<span class="_ _f"></span>ando da </div><div class="t m0 x9 h7 y3d ff1 fs2 fc0 sc0 ls0 ws0">rescisão ou exti<span class="_ _f"></span>nção do contrato após o último mês<span class="_ _f"></span> de prestação de serviços</div><div class="t m0 x9 h7 y66 ff1 fs2 fc0 sc0 ls0 ws0">Empresa cumpre<span class="_ _f"></span> com a prestação de serviço<span class="_ _f"></span>s previstos contratualmente, poré<span class="_ _f"></span>m </div><div class="t m0 x9 h7 y3f ff1 fs2 fc0 sc0 ls0 ws0">não cumpre com ob<span class="_ _f"></span>rigações trabalhistas</div><div class="t m0 x9 h7 y67 ff1 fs2 fc0 sc0 ls0 ws0">Empresa contratada dei<span class="_ _f"></span>xar de prestar os serviços<span class="_ _f"></span> previstos em contrato por ter </div><div class="t m0 x9 h7 y41 ff1 fs2 fc0 sc0 ls0 ws0">encerrado suas <span class="_ _f"></span>atividades</div><div class="t m0 x9 h7 y68 ff1 fs2 fc0 sc0 ls0 ws0">Aplicação de <span class="_ _f"></span>sanções e penal<span class="_ _f"></span>idades devido impont<span class="_ _f"></span>ualidade e qual<span class="_ _f"></span>idade </div><div class="t m0 x9 h7 y46 ff1 fs2 fc0 sc0 ls0 ws0">insatisfatória dos serv<span class="_ _f"></span>iços 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class="c x0 y6a w4 h9"><div class="t m0 x1 ha y6b ff4 fs3 fc0 sc0 ls0 ws0">João Pessoa, 15/06/2022<span class="_ _10"> </span>1 de 2</div></div><div class="t m0 x14 hb y6c ff5 fs4 fc0 sc0 ls0 ws0"><span class="_ _11"> </span></div><div class="t m0 x15 hb y6d ff5 fs4 fc0 sc0 ls0 ws0"><span class="_ _12"> </span><span class="_ _13"> </span><span class="_ _14"> </span><span class="_ _15"> </span><span class="_ _16"> </span></div><div class="t m0 x16 hc y6e ff4 fs4 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x17 hd y6f ff6 fs4 fc0 sc0 ls0 ws0">SADM/NC<span class="_ _17"> </span>Até 30/07</div><div class="t m0 x16 hc y70 ff4 fs4 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x18 hd y71 ff6 fs4 fc0 sc0 ls0 ws0">Ato connuo<span class="_ _f"></span>.</div><div class="t m0 x19 hc y72 ff4 fs4 fc0 sc0 ls0 ws0">Concluído</div><div class="t m0 x1a hd y73 ff6 fs4 fc0 sc0 ls0 ws0">Fiscal administr<span class="_ _f"></span>avo<span class="_ _18"> </span>Mensal</div><div class="t m0 x1b hc y74 ff4 fs4 fc0 sc0 ls0 ws0">Em Andamento</div><div class="t m0 x1c he y75 ff5 fs5 fc0 sc0 ls0 ws0"></div><div class="t m0 x1d he y76 ff5 fs5 fc0 sc0 ls0 ws0"></div><div class="t m0 x1e he y77 ff5 fs5 fc0 sc0 ls0 ws0"><span class="_ _a"></span><span class="_ _a"></span><span class="_ _a"></span></div><div class="t m0 x1f he y78 ff5 fs5 fc0 sc0 ls0 ws0"><span class="_ _a"></span> !&quot;<span class="_ _a"></span>#$% $&amp;&quot;&apos;(&quot;$!% <span class="_ _a"></span> &apos;) *&apos;*+(%$!,</div><div class="t m0 x20 he y79 ff5 fs5 fc0 sc0 ls0 ws0"><span class="_ _a"></span>*)&quot;$&apos;*&amp;!<span class="_ _a"></span> &apos; *&apos;(,</div><div class="t m0 xf he y7a ff5 fs5 fc0 sc0 ls0 ws0">-,.<span class="_ _a"></span><span class="_ _a"></span>/0<span class="_ _a"></span>/01/11,</div><div class="t m0 x21 he y7b ff5 fs5 fc0 sc0 ls0 ws0"><span class="_ _a"></span>2<span class="_ _a"></span> !*3&amp;(4#$%$ !&quot;$&apos;<span class="_ _a"></span>%$$&amp;&quot;&apos;(&quot;$<span class="_ _a"></span>56&amp;4#$%$$&amp;&quot;&apos;(<span class="_ _a"></span>&quot;$,</div><div class="t m0 x13 hd y7c ff6 fs4 fc0 sc0 ls0 ws0">Capacitação e atualização precária/insu$cie<span class="_ _a"></span>nte para </div><div class="t m0 x13 hd y7d ff6 fs4 fc0 sc0 ls0 ws0">servidores</div><div class="t m0 x1f hd y7e ff6 fs4 fc0 sc0 ls0 ws0">Solicitar à administração a dispon<span class="_ _a"></span>ibilização </div><div class="t m0 x22 hd y7f ff6 fs4 fc0 sc0 ls0 ws0">de cursos voltados à gestão de contratos de </div><div class="t m0 x23 hd y80 ff6 fs4 fc0 sc0 ls0 ws0">mão de obra terceirizada.</div><div class="t m0 x1a hd y7c ff6 fs4 fc0 sc0 ls0 ws0">Chefe do Núcleo de </div><div class="t m0 x17 hd y7d ff6 fs4 fc0 sc0 ls0 ws0">Contratos</div><div class="t m0 x24 hd y7c ff6 fs4 fc0 sc0 ls0 ws0">Anualmente até </div><div class="t m0 x25 hd y7d ff6 fs4 fc0 sc0 ls0 ws0">30/11.</div><div class="t m0 x13 hd y81 ff6 fs4 fc0 sc0 ls0 ws0">Quadro funcional de servidores <span class="_ _a"></span>insu$ciente, c<span class="_ _a"></span>ausando </div><div class="t m0 x13 hd y82 ff6 fs4 fc0 sc0 ls0 ws0">sobreposição e acúmulo de fu<span class="_ _a"></span>nções e atribuições</div><div class="t m0 x22 hd y83 ff6 fs4 fc0 sc0 ls0 ws0">Solicitar a reestruturação da unidade<span class="_ _a"></span> com </div><div class="t m0 x22 hd y81 ff6 fs4 fc0 sc0 ls0 ws0">criação de função especí<span class="_ _a"></span>$ca para o </div><div class="t m0 x22 hd y82 ff6 fs4 fc0 sc0 ls0 ws0">acompanhamento dos contratos </div><div class="t m0 x22 hd y84 ff6 fs4 fc0 sc0 ls0 ws0">terceirizados.</div><div class="t m0 x13 hd y85 ff6 fs4 fc0 sc0 ls0 ws0">Comunicação ine$caz e ine$c<span class="_ _a"></span>iente entre contratante e </div><div class="t m0 x13 hd y86 ff6 fs4 fc0 sc0 ls0 ws0">contratada</div><div class="t m0 x22 hd y87 ff6 fs4 fc0 sc0 ls0 ws0">Reforçar a ulização de todos os meios de </div><div class="t m0 x22 hd y71 ff6 fs4 fc0 sc0 ls0 ws0">comunicação disponíveis<span class="_ _a"></span> (o2cio, e-mail, </div><div class="t m0 x22 hd y88 ff6 fs4 fc0 sc0 ls0 ws0">whatsapp, telefone)</div><div class="t m0 x26 hd y87 ff6 fs4 fc0 sc0 ls0 ws0">Chefe da Seção de Gestão </div><div class="t m0 x27 hd y71 ff6 fs4 fc0 sc0 ls0 ws0">de Contratos de mão de </div><div class="t m0 x28 hd y88 ff6 fs4 fc0 sc0 ls0 ws0">obra terceirizada</div><div class="t m0 x13 hd y89 ff6 fs4 fc0 sc0 ls0 ws0">Atrasos nos pagamentos dos funcionários tercei<span class="_ _a"></span>rizados pelas </div><div class="t m0 x13 hd y8a ff6 fs4 fc0 sc0 ls0 ws0">empresas prestadoras de serviço<span class="_ _a"></span>s</div><div class="t m0 x22 hd y8b ff6 fs4 fc0 sc0 ls0 ws0">Implantação de um novo controle pelo </div><div class="t m0 x22 hd y8c ff6 fs4 fc0 sc0 ls0 ws0">$scal administravo: indagar aos </div><div class="t m0 x22 hd y73 ff6 fs4 fc0 sc0 ls0 ws0">colaboradores terceirizad<span class="_ _a"></span>os acerca do </div><div class="t m0 x22 hd y8d ff6 fs4 fc0 sc0 ls0 ws0">recebimento do salário e <span class="_ _a"></span>demais </div><div class="t m0 x22 hd y8e ff6 fs4 fc0 sc0 ls0 ws0">obrigações trabalhistas nos prazos legais.</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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