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Contratação de Serviços Técnicos de Natureza Singular - Cursos Fechados (atualização) HTML
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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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CZzn9vdw9DNj3Tt76qrq669f/f//3fbaCwAIDeLK0GAWSYPUCgtWtQFmeOdQwEpPe7BgWKEAYEdlhihwflwNyLXYOEHc/YM+zmGfaMBTQ92USenPymtPr8jxaIhwGAwC2lj6Wt0q+gjrS+9pB34551dEMdJcOl00VdD6wGBP7XGUpDh7kONsO36vrgwbrH4WnpR8IPzH1C0XzbPAKjdf9dZwfDdXZdnTArMNOeVZtOLTLz0Rti+ZpvSrfX3R/+Xvhp4ang07UvkV30JftoMAJRSFhRKyHS4dIHgzNzeM8RPz0zZ4WAiMlIvSEk60XVagn9AbSkCSGJVJwaxjDxi/l4UNfLQDNMBL6Wj7ekFaIY5V0zrxhszkpN/bo1rrfUGve8wnVjnofwHILxMege6x6z47n2NoIfFXqh4HlkS9LXCIAYsixDTA4LHcWNompEEAxuNARwu71uL5xrzdj4bmvvIfGA2NjQRDuz4aZMhxiXZ5PGhgCNRcNOpmOOWNz/+5M/PzU2+a/PvErm73+fXHnNTzP7/+LvPlyz6aMdO/+L0vbPLvyM3PHLU2T1wMl3fu/5J16c/Oz7b0z++tE3geflWQApJb0OKqUsL7sF1zB+QnzIg1I6DQYYxB/Mh3UWNC0Syyqu4dDVAstbBYz7jbb9ldWKwUcqCGlZicqyQmVBUFSRUlVWRGGeVbpQvhpeWSj9FnTQK7hyfE9eSAcC0nDpTDEUoqsR/NbXTRNR2DD4/ud+gkVbKqR1ktaX62v1zXqfLumKWs2TqlUyp6YJsCmbOOU0PmXasigj2Tl+bQ7YpRGc93V2eRArNPy8aBgcfOFrpomooF3T43rWOa/8KnhdE57XZRV6x9lulzXBRuju6u4K53LEzuX6xdle/3cODATo/FU37sMHPLnXsLNKGgfwvB7Pa29DEnjz19xYVPyFOQzhyNDCnOJ3lGFHTm6oyTGyDtUg7ChDdrSRQ19vzMnBKL4jbH98KIKwrgzrEMYY/GIglqtMmJQ3wIYeHJO+IShAZAUUkRKKdMOXjXNHqmXsDLEzdiOxn31boK+/fXFSev3CdnHb+YVi34U+zpflpdPCmPhlSNA/Ynx5E+Kls+UEFvOaUg1/FYSqwKoCG8E+lvkByuLjZ4PbQiTEuLAcq14AMVyry26tqJNgTFaCQbpaNliqZIOlSbZ0HcdW9jCH3zvIy8s6UOhg7/a2pL9INUiqdn5kfnxlZGV8bWRt/Bn6jPC0ucvalTAUs0bbQG8TNkh3G5vNPvNvjT3qkLbHMBxjh/EhFYINXw/dGdoWEkJkmL7st7QBm9RanNbj8DychLOgQiikw6U51uLU52ml8Slmh6rM9kP5UFNQYQwKNiQxbpedBqXfTJ0GTbqXIgRQevygx2NEfNOsgErUyBzOcD+NhxhRiW9ZOC5mXCUJdhfy1dqYUvlazKh8LVYuDH9GPtb0rkxScrdM5SC7gKyxC8hhdgEWYH66XP7eUF5uT2YPTJG+0MskbaoCvMKWJSsbl6y4CclNSiNX9eCnW8Y9NvJ8oHShclmFUfxvb4NCLyn09lRYWFa+cDAUCovusNCKyqfrYQSDG3W5rHz2dOULotSBnQ3PyXQ4FeGLRZnsCV0DdZ/9+Njk51t+/cjfv596tWbbTQ+/vOvBDY+Rh+J73yV1RHuF0O2vvpC8fePPf/Uv+7+L3KWwELl7ArXOhjoaYez1v61R0Ww2s+YCU+qMdtbeQFdp10dX1t6KPXC9ui66tnYk9Z50NHK85lTkVPSz+Kc1p+pOpkopJ5XyEl1OV2JJYnPq8ZQ8mzaZs52raae5hF5rLox+tfYGLW/eap4KfOycJ+NBi8SEoI4tJ4nMsUGL1Qq6i5T4AkwwOSVcxJUycjME3qgSqZiHZjuE8nnp1ND/S7imfKjZso7YxLJ9e63dZ4spnxVLymflY4eZAtpMrm0mgXaAlZbt8s+41DJW2EHGCtz/DVdBBF8UGbnsN6qzG8rb3wpXeRau8ixc5tlQPtwkW5VjssXP8q/J/1R+Vz4hl2SR8W+ZLMj1vIhdXtD15eLmnDTYveQE52RNfXZ5paWWOeh5vLNOeJdehd4ui1NzwusaRYlD9nWxt51DPWPUI70F6E0OCDFkmK9tFFBUgqDpSc48XQ4BUz+vOxPOdXvItxmdgcaG2aSzwjdUQsLJ1pltQeIJV60/sO3o3Rvee2DtX7bunki/cvfWH7x0/70v7PibP72w8zkiPLpiHg2eX0jDh37xs4PHDh0o99cHcJiLnBPIdt5fqVbpVQKCeeWEktLFqX4IVVzMU70SSgHB1KkT01RkokoZZHE5JQKCaVetUgaqeG9emsOij+10ZPfcq7J8m+0sb9vay9uGZr71m2PxbAjdwXPSCUlchsNZSUhJm6U+qSSJWMcaFZp5n2VX4v02lunMPgdkBLWSAqThCMqmyJppsdKAz/t1jHgg8qarsalAlLdehVEPz5jkjENQqnbii77G0VJx0fJpnZjlfwv23gnsvt1osPje/30ldwNTHExzub3ZDxSl188vLOemH0D4CHuZQz7iahCRhECEvmQNWx8KH0fOCuciAXG4dNZv0M3sfRZ50jrinnRLrphWosGoE66VZBJwTM0MGsHLCjQ4zd8Eq8Xq1+aDTa7P4uDywtRnMqxHWTzQX53xbVYKOo+M3sDPYOXKC1OPsujg/v8wT4RIC4X4/jmfS7juZ+ZkSzrBf32pyzKRyM7Jvuaedelm93n3NXfEFV2BZmJOtXadqmdyqkXs8FyeK9p2OVOXUhb/nZRV3dJ5piaIKE+QWMnciB/G6ZzFCE9RYGkcHXHvpbx0cds0znyUd9kH+Brjvop7KjTPOcJqef59vhOwVU3RZE0IWC2oX0kS0sJJAszhzNqO6QckRNJXTc3RSECQsK20DW6UeFvp6K4SIIalXU/iTsxutLPlhmL3v3j38bUvLLe04qzbF9/1Q7Hlr169dvN1Hd+ZuIvuuGPTvCcOTbzJ+8eC0mnxCuSLCTWkxBgzFHPZI0eYHWYgxJYx6xmq4R+EZa3GWBRYrOQDPcqtgdsUJWtdHb7a6XSvtZaElzjXumukNer1ViFccK53N0mb1JutTeFNzs3uPSSmBiTza8IqaZX2NWOjsF5ar200tHitKNu1uh5Fwl0iWXRaR4hWiehb+WhTkqt/khNOHi59UlZ/met+xUwhw/kajAOuwAywtHLA1ZjlNNjUnG2TCciWnEYRfwPvye/D7MKJJEmyc/T6xmwb4mCVZsEqu4IVKzIPqwCMIHPhYW7Bua+DWk4rbk0gyGlkcD1wOLF8vHUKujEFVasC1euCUWk90J7Izq3IQ+EyLlm9XuEcrr4uZxj3KigbrEWgF/fVldJK9RvSN1SRFHq4W04O6Ha5U+hinHsUseJRkEoRay4yCWJRblEi0/rEgl2PvPUfxLn/0++dmBzbN9i/Y3D3Q/2DNEKueGzr5H9OHP70u6SemIfeOfTPb73zi3KPQF9yUmwBl+xlrNoHCQyliuJL0xEnG2ISVBOOZr0IaVIijkEijh4AzUYPARnnMuVxppHCmaY8TrMbZxKR4PoT58oTD7OyjjPl4eusOC/w+JTmxLnmxNlKiGtO3GCciDPNMVlWSnEyEifxpQmWeIfJTeJsgm5OPJ94LVFKiMxvl3NlVKXGKCdtd95oVtmXLKYSKgE1rR5RT6qiWm0UDPg2m57KJ6VqbEIqu7XDJqFyvVEpm5a6tOaytoBiwpP+O8LCJWeUpb27i63UKrKSEK2gGTJpQFYCiqSguIhGEkzFTgKTllmztqOPYGwoYicRkBBtQ2gknIAW4EsnlJZLzuGKlk5sMdF4Pcl0fJkwLHR/++gf7lxm6UXdvmPFiseuKT5bXLxpWedd9ImJ3X/WvmjFyj9/mOYuHOM8SGA/Oo080Oi68tpKueQCaXDKLkDpk6mEK1WMZzhTrR+m6YFyaX1GrcvXXnFJAU0JkIAGkqpIhEpNfOnd6h0/bB0/bGcy2Fm7WZySezslAg12TmMrUNPOqdj+sgobcLX5yW7cksoWz/g3X62fkYWZOGhMEVU0FODggHvH/D+ZOTsLaRxCxpdgptqi5aBTWwyLtDzJ0x7lRvUWcgu9TblNvRfuIffQ+5R71Xu0ftJPdwiPyA8rj6p/DU+q39degRe1f4C98oD2T/CWdgyOamfgQ+0CjGtX4uNoLjjaTGjR5mrLwNdUyQ87WQmJnC2vy30Vn4c9OmiM8CHGJA24AWWxYMfCbIdFhR+lkmToyJnW4x7GBt+HvcMetPKlM1t5ztVkRWlWtaiqaiBQis00iqs6SdNAUxWFUhKQNVUAIrUaxGhQfN9X+1SqDpPkHh8dFZUQ+Wqa+qRB/+SXjNBjiZqJwkQh4Y6NFtgCHf+xJ1r4xyxuv8R/Zuif7bJND9pdXOv3ThM5lLhCdd2F9B2SyrnmrGWrqxkkE3Hic+ZGMoT8eHLjT0abU653Zt/kHWLLxIO33rlqK32Y8bJUAux+9Eppf/gWQMfcfdAHeyFYJziCjr1E9ivtY2R3vCZb7hWY7FaZyOSmxR4h8j7aAF9i1cSm18l6KVoDkPCP/874lSIlowF5mD7lR0ASRwXQZHGUQI0SkEap8CZtB5U8RWYDiwr6PVwVdF3HbB9i6yIO7W0zKr89EvQaF9PCyEVfgguQFkdYXR3E4Y+xrgS4n//2SFna0eGO+hbn+07uY9GrUDQvo1Xfc6Zoln8rYj2wYol4l2KO1OJ9qY73q51iOV8V/cH5fITdpRtnxd1nYJr7PFgUW1hQCXwgvkyXSftxTlvLmk9K/8jCRythZL8F+S0ItpE+eoIIdwrbYJsg3Al3ErqMLKdorwVLoEI/EckwXTuI1TFMV+6BGvHff8jXTddNjE9A90Shi1njAu9+yUHoI+C2Jg7jdJIkI3zw0Jn3xZeJO3ka4H8BBql0vQAAeJxjYGRgYGBn6l+13jU8nt/mK4M8BwMIPNm0ajuclvr/nLWM9TKQy8HABBIFAHthDaAAAHicY2BkYGC9/P85AwMbAwiwljEwMqACQQBcZQNTAAAAeJxjesPgwgAETKtABAMD63GGNCCew8LAEMBSzODGeJyhGUi3A7ELEDcDxaWYLBn2sDEwMgDpY0B99wCpKw0xAAAAACwALAAsACwA+AIQA24EqAV2Bo4Hugi+CgoKNApqCrQK/gABAAAAEQAeAAIACAACAAIAEABAAIYAAAUXAmMAAgABeJy1GE2PI0e1Zu3JfrC7RCSgkN2EpwhlZ1DHM5MgbbIbDj12z9hZjz1qe3YyXKJyd3ncuz3dre72WiMunDlz4gSISyQOIHEBCSHgByAlAs4gLpyCOHPgvVfV7bbng2Qldtbdr169et/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/vxmmMWADgkDMyMDEwMygxmDI4MbgzuDPEMgQxBDBEMlQwsjEyMzIwuGXmJvqm6pnAGNYwBiWAMxRDYsAeJyNlm1sFMcZx2dmL3drO+bOV7BNvL5Z+3xL8GKOHJADTOy9465OcqpswKF3rovNiyVCIoF0BqRKhUUqUlEaHKUSbalUo3yookQR673IPdtIpnKbNm5aUEupRN6ctB+aD6lDPjTl0/U/s2coKpW669/zPPM8/52ZnZ1d39TguVSdskGcrJ20Eq6YSifZCd/p+lt5WXm8ZDTzG1eV9WQJMGW9a7byGWWd0up2c6usREvhNYlgqkvRCSVxaXXYY+AKmAc+MqJEkA/BngE2uALmwQ3gJwRWVHVwDEyCJVFRWhXN1XkotU5Zi2vXEkaCShNZBhWgYJ5NGLWJ9IMRMAEmgV/qROYYOAPmwReyYilN7qubMfcm9yXpSkdfTMjmAa85/G3ZLH2z4Plv7PZ85hlPtsOTPbHFS29Me37dBs+HYwlb+Nr6xLVUo9KIm2zExI/DUvYrEqSUcHJZWUMcwBR/NWMp4VKHkZicV3yEKkyh5DDhlWsKdesbEqlaVmHLJEw4+wf73Kuwz0urGhKTqWfZp+QKmAcK+xTnJ+wTcoYtiTWH7QWTYB5cB8vAz5ZwfozzI/YRCbIPSRz0ghEwCebBMgiwD2FD7AP0Rq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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"><span class="_ _0"> </span><span class="_ _1"> </span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"><span class="_ _2"> </span><span class="_ _3"> </span><span class="_ _4"> </span><span class="_ _5"> </span><span class="_ _6"> </span><span class="_ _7"> </span></div><div class="t m0 x3 h3 y3 ff2 fs0 fc0 sc0 ls0 ws0">1<span class="_ _8"> </span>Insuciência de documentos a serem apresentados pela empresa(A2)</div><div class="t m0 x4 h4 y4 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x5 h3 y3 ff2 fs0 fc0 sc0 ls0 ws0">1</div><div class="t m0 x6 h4 y4 ff3 fs0 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x7 h3 y3 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 y5 ff2 fs0 fc0 sc0 ls0 ws0">2</div><div class="t m0 x4 h4 y6 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Alto (15% a 20%)</div><div class="t m0 x5 h3 y5 ff2 fs0 fc0 sc0 ls0 ws0">4</div><div class="t m0 x6 h4 y6 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y5 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 y7 ff2 fs0 fc0 sc0 ls0 ws0">3<span class="_ _8"> </span>Arquivamento do processo com pendências(A18)</div><div class="t m0 x4 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y7 ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y7 ff2 fs0 fc0 sc0 ls0 ws0">Migar</div><div class="t m0 x3 h3 y9 ff2 fs0 fc0 sc0 ls0 ws0">4<span class="_ _8"> </span>Erro na classicação da natureza da despesa (A4) </div><div class="t m0 x4 h4 ya ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y9 ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 ya ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y9 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 yb ff2 fs0 fc0 sc0 ls0 ws0">5<span class="_ _8"> </span>Erro na informação da disponibilidade orçamentária (A4)</div><div class="t m0 x4 h4 yc ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Alto (15% a 20%)</div><div class="t m0 x5 h3 yb ff2 fs0 fc0 sc0 ls0 ws0">4</div><div class="t m0 x6 h4 yc ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 yb ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 yd ff2 fs0 fc0 sc0 ls0 ws0">6<span class="_ _8"> </span>CNPJ diferente, modalidade errada (A11)</div><div class="t m0 x4 h4 ye ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 yd ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 ye ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 yd ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 yf ff2 fs0 fc0 sc0 ls0 ws0">7<span class="_ _8"> </span>SIAFI fora do ar (A11) </div><div class="t m0 x4 h4 y10 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 yf ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y10 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 yf ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 y11 ff2 fs0 fc0 sc0 ls0 ws0">8<span class="_ _8"> </span>Falta de energia no TRT13 (A11)</div><div class="t m0 x4 h4 y12 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y11 ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y12 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y11 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 y13 ff2 fs0 fc0 sc0 ls0 ws0">9<span class="_ _8"> </span>Inconsistência na documentação necessária para realização da liquidação (A14)</div><div class="t m0 x4 h4 y14 ff3 fs0 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _a"> </span>Alto (15% a 20%)</div><div class="t m0 x8 h3 y13 ff2 fs0 fc0 sc0 ls0 ws0">16</div><div class="t m0 x9 h4 y14 ff3 fs0 fc0 sc0 ls0 ws0">Absolutamente Inaceitável</div><div class="t m0 x7 h3 y13 ff2 fs0 fc0 sc0 ls0 ws0">Migar</div><div class="t m0 x2 h3 y15 ff2 fs0 fc0 sc0 ls0 ws0">10<span class="_ _b"> </span>Inconsistência no Termo de Liquidação(nº de PROAD, valores, saldo)(A15) </div><div class="t m0 x4 h4 y16 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Baixo (5% a 10%)</div><div class="t m0 x5 h3 y15 ff2 fs0 fc0 sc0 ls0 ws0">2</div><div class="t m0 x6 h4 y16 ff3 fs0 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x7 h3 y15 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x2 h3 y17 ff2 fs0 fc0 sc0 ls0 ws0">11<span class="_ _b"> </span>Inserção de dados equivocada no SIAFI WEB(A16)</div><div class="t m0 x4 h4 y18 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y17 ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y18 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y17 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x2 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">12<span class="_ _b"> </span>Não efevar o registro nos assentamentos funcionais(A17) </div><div class="t m0 x4 h4 y1a ff3 fs0 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _c"> </span>Alto (15% a 20%)</div><div class="t m0 x5 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">8</div><div class="t m0 xa h4 y1a ff3 fs0 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x7 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">Migar</div><div class="t m0 x2 h3 y1b ff2 fs0 fc0 sc0 ls0 ws0">13<span class="_ _b"> </span>Gabinete virtual ou Proad fora do ar (A8)</div><div class="t m0 x4 h4 y1c ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Baixo (5% a 10%)</div><div class="t m0 x5 h3 y1b ff2 fs0 fc0 sc0 ls0 ws0">2</div><div class="t m0 x6 h4 y1c ff3 fs0 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x7 h3 y1b ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x2 h3 y1d ff2 fs0 fc0 sc0 ls0 ws0">14</div><div class="t m0 x4 h4 y1e ff3 fs0 fc0 sc0 ls0 ws0">Média (10% a 20%)<span class="_ _d"> </span>Médio (10% a 25%)</div><div class="t m0 x5 h3 y1d ff2 fs0 fc0 sc0 ls0 ws0">9</div><div class="t m0 xa h4 y1e ff3 fs0 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x7 h3 y1d ff2 fs0 fc0 sc0 ls0 ws0">Migar</div><div class="t m0 xb h2 y1f ff1 fs0 fc0 sc0 ls0 ws0"> ! !&quot;#$%&amp;&amp;&amp;&apos;()</div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">*+</div><div class="t m0 xd h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">*+,</div><div class="t m0 xe h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">+-,./-</div><div class="t m0 xf h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">,01!2#234 %%#536! %27#%8!97:#7#%; &lt;</div><div class="t m0 x10 h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">-01:*7 :./%94#=: % %# :5&gt;%#%2?#@&lt;</div><div class="t m0 x11 h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">1.A&lt;B+)&apos;(.()&gt;27:834%$.C()&apos;()&amp;&amp;&amp;&apos;()@</div><div class="t m0 xb h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">.D01##834EF%:#%2# *+E 3G% %F234!%%?#!%H%#IB34 %F234:J7  %F9%#  %!2#234#J75 &lt;</div><div class="t m0 xb h3 y27 ff2 fs0 fc0 sc0 ls0 ws0">Demora para apresentação da nota scal e dos cercados de conclusão pela </div><div class="t m0 xb h3 y28 ff2 fs0 fc0 sc0 ls0 ws0">empresa(A13)</div><div class="t m0 xb h3 y29 ff2 fs0 fc0 sc0 ls0 ws0">Falta de informações internas para contratação 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"/><div class="t m0 x12 h6 y2d ff5 fs1 fc0 sc0 ls0 ws0">5 – TRATAMENTO<span class="_ _e"> </span>6 – MONITORAMENTO</div><div class="t m0 x13 h6 y2e ff5 fs1 fc0 sc0 ls0 ws0">RISCO<span class="_ _f"> </span>AÇÃO<span class="_ _10"> </span>RESPONSÁVEL<span class="_ _a"> </span>DATA PREVISTA<span class="_ _11"> </span>SITUAÇÃO<span class="_ _12"> </span>OBSERVAÇÃO</div><div class="t m0 x14 h6 y2f ff6 fs1 fc0 sc0 ls0 ws0"><span class="_ _13"> </span></div><div class="t m0 x15 h7 y30 ff7 fs1 fc0 sc0 ls0 ws0">Concluído</div><div class="t m0 x16 h6 y31 ff6 fs1 fc0 sc0 ls0 ws0"><span class="_ _14"> </span></div><div class="t m0 x15 h7 y32 ff7 fs1 fc0 sc0 ls0 ws0">Concluído</div><div class="t m0 x4 h6 y33 ff6 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x17 h7 y34 ff7 fs1 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x15 h7 y35 ff7 fs1 fc0 sc0 ls0 ws0">Concluído</div><div class="t m0 x0 h6 y36 ff5 fs1 fc0 sc0 ls0 ws0">*Risco adicionado conforme PROAD 5556/2023</div><div class="t m0 x18 h6 y37 ff5 fs1 fc0 sc0 ls0 ws0">PODER JUDICIÁRIO</div><div class="t m0 x19 h6 y38 ff5 fs1 fc0 sc0 ls0 ws0">JUSTIÇA DO TRABALHO</div><div class="t m0 x1a h6 y39 ff5 fs1 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO DA 13ª REGIÃO</div><div class="t m0 x1b h6 y3a ff5 fs1 fc0 sc0 ls0 ws0">PROCESSO DE TRABALHO: [Contratação de Serviços Técnicos de Natureza Singular – Cursos Fechados]</div><div class="t m0 x1c h6 y3b ff5 fs1 fc0 sc0 ls0 ws0">GESTOR DO RISCO: [Escola Judicial 13ª Região – Marylad Medeiros da Silva (Secretária)]</div><div class="t m0 x1d h6 y3c ff5 fs1 fc0 sc0 ls0 ws0">CICLO [1º] - DATA CONCLUSÃO DA ANÁLISE 06/12/2022 (Atualização em 19/06/2023 – PROAD 5556/2023)</div><div class="t m0 xb h6 y3d ff5 fs1 fc0 sc0 ls0 ws0">1 – ESTABELECIMENTO DO CONTEXTO: [Priorização, pelo Diretor da EJUD, das ações de capacitação necessárias no exercício - Ação de capacitação liquidada e paga e Proad de </div><div class="t m0 x19 h6 y3e ff5 fs1 fc0 sc0 ls0 ws0">contratação arquivado]</div><div class="t m0 x0 h6 y3f ff6 fs1 fc0 sc0 ls0 ws0">  </div><div class="t m0 x0 h6 y40 ff6 fs1 fc0 sc0 ls0 ws0">! &quot;#$</div><div class="t m0 x1e h6 y41 ff6 fs1 fc0 sc0 ls0 ws0">%<span class="ff8">Checklist</span>&amp;&apos;(  </div><div class="t m0 x1e h6 y2f ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h6 y42 ff6 fs1 fc0 sc0 ls0 ws0">&apos;(</div><div class="t m0 x1f h6 y41 ff6 fs1 fc0 sc0 ls0 ws0">)*+<span class="ff8">checlist</span>&amp;&apos;(</div><div class="t m0 x1f h6 y2f ff6 fs1 fc0 sc0 ls0 ws0">  , ! -</div><div class="t m0 x1f h6 y42 ff6 fs1 fc0 sc0 ls0 ws0"> .</div><div class="t m0 x0 h6 y43 ff6 fs1 fc0 sc0 ls0 ws0">/  !&apos;(</div><div class="t m0 x0 h6 y31 ff6 fs1 fc0 sc0 ls0 ws0">  *+0&apos;(</div><div class="t m0 x0 h6 y44 ff6 fs1 fc0 sc0 ls0 ws0">+&apos;(&quot;1$</div><div class="t m0 x1e h6 y45 ff6 fs1 fc0 sc0 ls0 ws0">%&apos;(<span class="ff8">checklist</span>+2&apos;( </div><div class="t m0 x1e h6 y46 ff6 fs1 fc0 sc0 ls0 ws0"> 2   </div><div class="t m0 x1e h6 y47 ff6 fs1 fc0 sc0 ls0 ws0">3%+ 4 </div><div class="t m0 x1e h6 y48 ff6 fs1 fc0 sc0 ls0 ws0"> 5+0&apos;(*26 </div><div class="t m0 x1e h6 y49 ff6 fs1 fc0 sc0 ls0 ws0">7.</div><div class="c x1f y4a w3 h8"><div class="t m0 x20 h6 y4b ff6 fs1 fc0 sc0 ls0 ws0">89+ +5-+2</div><div class="t m0 x20 h6 y4c ff6 fs1 fc0 sc0 ls0 ws0"> 5+0*26 </div><div class="t m0 x20 h6 y4d ff6 fs1 fc0 sc0 ls0 ws0">7:;&lt;=</div><div class="t m0 x20 h6 y4e ff6 fs1 fc1 sc0 ls0 ws0">8&gt; =???.:.) .5 4  %% %%5 %%  89+ %+%   .@+ @?</div></div><div class="t m0 x0 h6 y4f ff6 fs1 fc0 sc0 ls0 ws0">A(642  </div><div class="t m0 x0 h6 y50 ff6 fs1 fc0 sc0 ls0 ws0">   6 &quot;;$</div><div class="t m0 x1e h6 y51 ff6 fs1 fc0 sc0 ls0 ws0">8  -</div><div class="t m0 x1e h6 y52 ff6 fs1 fc0 sc0 ls0 ws0">+04(   &apos;-</div><div class="t m0 x1e h6 y33 ff6 fs1 fc0 sc0 ls0 ws0">)805-</div><div class="t m0 x1e h6 y53 ff6 fs1 fc0 sc0 ls0 ws0">0 BC </div><div class="t m0 x1e h6 y54 ff6 fs1 fc0 sc0 ls0 ws0">2 /.</div><div class="t m0 x21 h6 y4f ff6 fs1 fc0 sc0 ls0 ws0">4&apos;</div><div class="t m0 x22 h6 y50 ff6 fs1 fc0 sc0 ls0 ws0">:</div><div class="t m0 x0 h6 y55 ff6 fs1 fc0 sc0 ls0 ws0">+6&apos;D  </div><div class="t m0 x0 h6 y56 ff6 fs1 fc0 sc0 ls0 ws0">&apos;(&quot;) 4&amp;4-5)4 </div><div class="t m0 x0 h6 y57 ff6 fs1 fc0 sc0 ls0 ws0">2  ,&amp; -! </div><div class="t m0 x0 h6 y58 ff6 fs1 fc0 sc0 ls0 ws0">  -6&apos;(</div><div class="t m0 x0 h6 y59 ff6 fs1 fc0 sc0 ls0 ws0">@25+$E</div><div class="t m0 x1e h6 y5a ff6 fs1 fc0 sc0 ls0 ws0">%A40  </div><div class="t m0 x1e h6 y55 ff6 fs1 fc0 sc0 ls0 ws0">52F G</div><div class="t m0 x1e h6 y56 ff6 fs1 fc0 sc0 ls0 ws0">%75 ) 4&amp;4 (</div><div class="t m0 x1e h6 y57 ff6 fs1 fc0 sc0 ls0 ws0">@25+=</div><div class="t m0 x1e h6 y58 ff6 fs1 fc0 sc0 ls0 ws0">%H+0&apos;D  </div><div class="t m0 x1e h6 y59 ff6 fs1 fc0 sc0 ls0 ws0">408</div><div class="t m0 x1e h6 y5b ff6 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x14 h6 y5c ff6 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xd h6 y5d ff6 fs1 fc0 sc0 ls0 ws0">&quot;IJKH/$</div><div class="t m0 x23 h6 y57 ff6 fs1 fc0 sc0 ls0 ws0">L:</div><div class="t m0 x1f h6 y5e ff6 fs1 fc0 sc0 ls0 ws0">%5+ 40&apos;D </div><div class="t m0 x1f h6 y5a ff6 fs1 fc0 sc0 ls0 ws0"> G</div><div class="t m0 x1f h6 y55 ff6 fs1 fc0 sc0 ls0 ws0">% &amp;+(</div><div class="t m0 x1f h6 y56 ff6 fs1 fc0 sc0 ls0 ws0">)G</div><div class="t m0 x1f h6 y57 ff6 fs1 fc0 sc0 ls0 ws0">% &amp;&apos;(+(</div><div class="t m0 x1f h6 y58 ff6 fs1 fc0 sc0 ls0 ws0">)&apos;( 4</div><div class="t m0 x1f h6 y59 ff6 fs1 fc0 sc0 ls0 ws0"> +  </div><div class="t m0 x1f h6 y5b ff6 fs1 fc0 sc0 ls0 ws0"> -    </div><div class="t m0 x1f h6 y5f ff6 fs1 fc0 sc0 ls0 ws0">&apos;D .</div><div class="c x0 y60 w4 h9"><div class="t m0 x20 ha y61 ff6 fs2 fc0 sc0 ls0 ws0">5 .=  2&apos;D &quot;<span class="ff8">n</span>$606!M 4    64&amp;.</div></div><a class="l" href="https://www.trt13.jus.br/v1intranet/administrativa/processo-de-aquisicao-de-bens-e-servicos/checklist-liquidacao-despesas.xlsx/view"><div class="d m1" style="border-style:none;position:absolute;left:450.418000px;bottom:635.596000px;width:404.937000px;height:7.504000px;background-color:rgba(255,255,255,0.000001);"></div></a></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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