Mapa de Riscos

Emissão de empenho e liquidação de despesas HTML
Conteúdo do arquivo

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e9t/a9qvct3Z2tE9JIQhZCMJpCxA1ZRGkJ0oKjoCzKKuLISHCL2yjqJ26j4DLujpAECIua5zDMiMODeS7zRB2YN+A4jlFmhsdTIZ3v3ltdTUd93+9L0lWnqmu5de//nPM/59wKQOBsANBV3DTAAAGM2ARBbWuXwFb312/iuU9auxiERbCJIbs5srtL4JtPtnZBsr/BKrUqS63Ss1EyVwEfzV3DTfvulbPZvQAADtwwuIdfz70HFBAEUVAFGuDojbenp9vy2vDaCLpGjESjvehx2wiFfaFQOBT1G+HIyLRnJ1oPJDgHqGi9rTCRcJiB0VCosprsT+D9I9D6rkolthM9DtIQgJHo8e6yV5t4su3H2wa+pJQEEFzfeOmMUNo8nu0/1m8exwvQ1j/Qb7aarW34Y2IZWp6WFvLpHJH+mblrZF1o3I32VNgwLJ5OgIbkyAQ8LYWl2gosachIgCDrT0BLxpJXxFJNSXUC1pfixfCqEQlQV44XOlQTMMDhhal4EsAn4AVI53+gK6yB2eim6kQvnNNV6ZHwCj9pKDSiUglDlYEg1NbQ1tbQUGsersd/dSPbvY2jGuoDfh9fXpaCZbzfF2ioH9XUmGJggwT/l+9ueGrd3Zu33nH7Jtgyrn3GWWfjD1P24Mk/wyNPPYK/6MRfjCE7x7fPYGc8+clv3tr+zm74m+VP/HzZ8sfvW/bdMl769n/gfU99TL74Ldy1/Il7l5Mv8NDizl2VuwjNxmNrgknOmFYZEJgeQTTNXtjQDdbrIl7blrBevxwwJpNkGOZV68l76YAMHCcDAtrwQIyswz3RDQyBPHQbflKYQlZj86jmBl7Av34TwoMP//vEGTvX3Fh1RjnuwNxFO+E3UP/qwMCJ/e13r9vxRi6RS36/TStom9RqVG0iSTYhIH3c0C2vZyBe94D1zOV67+DRHtNE07DwTY9hUOFwj6ZR4UvbkGU0zdATOtJf9eTbTUbuB22HhuS23VsOrMaqFP5tCAQDfhMNrMEjXnZG1U/X7JwxcV/uIngI/nnntnV3z/iPEwMHvsr9Mydi1QPTBv/KWlwfbncJzJGWb0Jo3CW4TyNxlvPFNS0o9Q5+TttIBDtMGilZQCV7QEBV8VIl+0AtbuBevNiLod7WP7Iuuon/4ZWO4Svx5Eqf4aelwld2WFF4ckmT7AGmqpIl2Ve45Klr2pNYvhPdqdxpvKNzkqCE0Hjvhf4LwuOil3hn+meGp0YXCAuUK70L/QvCs6M3ohv4FcpPjU7+UWGd+U7oAPqQ/1D52IgUmjTWHDwGVKBCG2RAcPCf2F4oefkboAEN2raVCS6T7NLyxjrc15IpIWmsjE9yD5QGP3cO3JqR1iYsVVV7od2TsXRFcQRR07DQnbGWgd7BPlvFV0oCG3e9eygQ84cC59AtGbA2/tt7yKjjR8+m+/GSiNklVMx3BcwuAdmNaNxGe8r0Hj4ZNmMYVF0oqbw5eAgE8MeDPwb+jCY/EH/a29ujmzRfL1Pbs1DT2AgWuhayHMZPui1NEGR6sDLHoQeDB+tzVcprEm22zFR5mcBPW/DehhVdy8+a/97T79/4wLaXVq166aWbV12QRe9BFp7x6qzu3OCBXC7369ce3QqfzD3y9VF4DZz/1bw7sG4cxEA7gTEmQ50grFsuPLkryG5vAVeQnb4odIpdmmFszWpcwK5G96PHRPZVFkqA5xAjcVBFcI9Me1cm4wQgMcG9g4eojmHhC9uicI1RuOoUrri37DABo4s4ir6Iytma0ciRa+nkWhxMcjaHuLCyHbbC20EoPck8jEfCGRzygzdaJw60gra2YAu0WsjIgKxrbaM2bpvE2xwnQVUifd3maamN7MWGH/d4abmlQ6HpTNjcgE70jH3vkkf+q3Y5e9OZqxK/OnfPLGpXWgFgBdx3cVRFtdPRKckytZDXy0/TiEpZFhW+siXTxFLcx8WJqgbJAfE4+TYe0/E3cZU8Y7wX7cCtkoPBZMK0EEomcGNq3ydNqt0LagnE0m1kuaueKDEq3FD1eBC9oS0ZFnLvc8hWPF40Le4j+8i1u/CliclQFDQtSKwZ7e8fuxvRa3I/cjd6M/vc07nT+R3cW/wO4bfiOzHhfLVdvURfoF6l/9TzU+9dnp2eI5Ej0aMR9S1lqxfFZVPk+T2xiC8Wi4ixCAORGIkxWtzsRc91T7ag1QtDm0k7AWlYN0SqPETh5SKFlwsKr2XkZcH3cOcTpYc70BqQBCYcbavW5jY0Cy1CqxGLtqMKTAju30TVNEucfLrVPOboZ+tAK/b22cOWhyACLzr1EWkdO3ni80fW5ZXWlqJmzCwx4yb/5uBRIGBVFfFawh9XY0e3gyzMLsV6S4ZWiwqChuK9TEPPQqT6NKq/vrz+Wi1WA+5SDKpKf2mqGUPqTIj9cHkZL1SdCamPxlDDf6xwshkFK599/OsXH7vpll/Abd5v/vDe8fNeePuZmfHXXhvbemXfzbuOzF3w0C/u9u776IvXpr+887k7rxhJsZgZ/IwNYCym4fEiT6GEQzYZ4VAMQKI2aRVvwGHlsmaoRlyWh/njMTY+LMYN08o1NRTGDjFpEkVMCimCE3J4qpbY+b215Bd4WtrazH6zHz9O/25zt6fF3JWuJx+CkDpOC2jjtTs0drx1qbUiykwNLDTn+64KXK/d6LtDu9t3V/SXmqyoms4KEN8PEijYuPE7YAgMw+Pb1KOqfja0HT0HwugaW8Kt43DzNM8QZHiKkOEpcgWeZbOSi5IoGSKalOwQhpwkFJ0kFJ0kLEtR/5GCIGWmEH7qY1vJ+am1p4V64eiu8HtwOxwNAO48peAd1g7vhQ/m4ZWmLNJ1AMfS2YIfGDhMFKnfpGhzwFYAWBeXZLB+YiC1E5MElxAYAQjZclUzZIyezQsNIzaMxdLWhcO0cCgU81NMxSim6msbCKxq0w31LXjVQDxEcxw6/A57hOaAK+YhFoeYBwpkCTAbzPQkHl6w+vVnftZwoc+jLOu9Y/68e309pV/8auWeBXOvumVt7vMP/20Q3hp6rHPjLaue9j2FVv7syltuuy25+bdXd1016xcj4m/c15f7788I7ghHKeWexzZQoP7D67oNjyt41bzb8LiCV837Dw8WtpEhceC6DUDczRoBLIzpctzvj3mIQVQMlo3HNB0CIYQdBiU8VKDQJqaKQJN0Oe7vgV0YjgSNjR5qUg26nBC5seTuknXeF7y/Vj9UP46Kkjek10QYr+z3eL17dMOne326oWFE2l5ya1vfgBmebth+mG/GVoOF7xG0YsNlW6RB1ixzkbnavN9kzf9vtIUo2kKYGZohFHLRFlqb9OyETcCAD+MjR3fpm38MdYmhqBuCu2wroHaN9kEWYyKL1fRwpzgizWHjBoqNW49Ux9Up27FNYygCCQaXYA7bXnCLAMQ0r459A+t3sOj3GzGWkpOYZniwletaaLCucaslnwarwXJsXDEQMfq8pf5SBnMX4PcJJBKZ9ob/sYW39Lx276X3Vr90H/poYOvk2x7og+Lynx/73QDsMO++Z9czj3dNbgugf7yaWzEzd/wPv32g6xC1cYvBf7Et7K8BD1Y5PP5+pgOTDI5nRMTtQDPwFwya0YVsfjucAhCcYvvBK/CVJIsiIttKicf1Qj72a+2fZB4H4drIxH78E4oQo5ZXUZCN2gqLlRFxPM/YCIQwKaiv3Yufci9hBt4m6JegfzHzzslB7NbWvAgf787tyv1b94+2sQPdz2KfBBmBQ6SNELC4jZwNSRs5p438KzgMauVBRExykMu38bMsbmHrxH7SyB9vIwN4TLKw0bC577dRgk34D7ItJ5sZMACYd9Ca3BXdsA22dufmYso3OIAD8Uu57Tiy19HdpKVjS7D2fVPkfk8WZKloP1cks67ckxHFvLbzbF4Q8J4386d85ygDPoxXlDfz5x5zdyLV3QlP7eTlvLEQAi79dM2HwrvMVM4LnCtIutsMd4/g7NmagbqBCSfqHfxnT174hoY5iJCmdkIzJZUsObqsNevMq8VrpNnmncxa8x1uN99nHjUVkWuHGTTFvEbZaP5L/Zf2L11iVVZjdUaRJY5lsWsTeUHAbJIVeRXHrpjKfmMblNomBdWHv0IMQ/b5yT4myao+fJYU5zgxzjN8L1qM3YCo/s1GEKHtUMEoVGyPmgRzBGbqFHYfe5Bl1rKQ7YXQVqaofcJBlVmrQpVsm4awT0CrhQ4BCQ8ZH/4RY+hYdkkYf/BfCGMnEjb7+7HWtkb62w63mv34r5MbkSYpjs4RIbp2Mh8tLZ3mrl36rl2dnLPGxHnCRuXiCRvjF81wrMiM6T2swYjCdkyJwOA3jhVZuiSb/n/8RDeJfC8z0lYXiiKArIgfFCInp0EpJ8ZtOWyA5Uwp4y1lUlW8wKD6P6BLP3154IkN/wn/8dg5ZbEGbvt358CdubPRDLhu2w0/vwcwYB3m4X/FWLZACaiBfyJo3kYAZg8jkSrLnlOeKZ9bvky6TeLnRa7nFkvLlFu5WxW+KiAxoaqaeKBEwtb78yK8f/7DENIOZSTJ64nX1AwbBmIlcTxACUzggRjC5+YK54aKLH9o8DjeT86VM6EUr5KIh8fhtV1JPBjvIe6L5wkQeJG0lKfQ430ElvwllUOuW1l03crCdc1MZUqNkeuqMrmaSsCskmupkeG4jXkliLuRW1xWacCmZ+JJag+T+SjsOHWqVMhHYN/1UNQ6Au/EZDKNw7Lp02eGCjFWtnUAL1sn0e2JDgdyfk4RbvzB49tqDrSSwILwYcyHqB2j8Vi0S/LUYKeyeaHHA4FDooEIS6ifoQjJ+xli2Rqs0iI2o6NyWFpP+fQIWF5qERk58jpU+eKeZXPn3nb/pR199+YegmesGX3BhHNueSr3Mbz28tS4GS0XP3xv7jVue/u2OZc/31C1s+PqTbNHMlOtwNyJ5y8admKDoI5ecM7UGx1+/SZedGCMMXAK5TnI7VvGFZCQ72QGC2O1vEH7tjBqwJXxoZzqECAGC4VDTziDSg/Ny1sy+PGxc8PcvXv0GTT07W5odNan1Tnr6mHOurzSWZfEnXUo4oTKNZrZmOTWcq9zDJPEFul+sAFsBGwt5hRTcPh/FHCeJN65FjD0cIWOfyiPiy9dXHzl4uK4bTrmjGaBnmE/bC/CwriZ07s6sM3Kti9Z2jpQMAYkAMdjXWQJuvH4onx2jFCHN98meo37+VEAeAP3s8k4/SzWKE5XISwM4YoibopCmiLqmkUNOm4jFjgSbVcTSfWQrzlDZTC1RqKk6ECUkKzw5OEUkzyQgvG9hRylmIAkvvKP/Y372Cd7huTPSLKrra/P3L+/j/jhdNp5KuDm0xIC7RaeLhm6ZOmSo0sRex+7nEiIKinDE9VC+invI9Ol4DonkbiKBI1HOKgmZU+jQRecygCoK0DEvSiTBydXowK9yA6EIyNgooytAXojwOd12LksgORZjtUeowra1trqPEy2aIxAnguuBsgQfSgqsivUO9Tf4a5Uz1fPN5hhbKU2XJ/OXMau0FbqnZqoIE5s0Ubpk9EE5mzBFidqZ+nyo+gxZp2wTnyReUHgPcjQ9ToO+TgOiZiV13EiFkV1qjEV2tjdiaKEnb6m6bpJxmm2p8ODPNvRi1gRRuJ4SeyFIzerkuwSg7z3t6WMnLTV1QpUtuPH1qGCj0W9eGVAMFbGpvKUAh53zOnWDEgai01o9qLM1iQ3m+vgMPbRi93W6RjMYew1MZ0OYbPW6vhMvBUp2jycJcBtJbWCwi/mZtSXdv6MulK8whyt4DKnvwFUrNLi4IeYeX1IXeWEjSr+rvqUO90GtMFvNuky+RKrEdl8f0tpiz68tEXrxWJzi17fTMXNp+G9p7U449SOfS5YksUa1w7IeGkKdqucLqoiMvLOlfw6elYKA8FRzbDUKrdgObQehRXwsrpAuAnOgtyOXOb13HRu+4l/PnDelCeYk9+dw757ook9dIIk0RG4cvCv3Mfc+0AHUXgJZbYTIgb0mT5fNBiNsqzJ+pSgEmVfCm7Rd+tMMBiKomSJbU32Tg7akencdOlSc5o1yzsjOCuUiVwavSf4GDLDcYbxxBXJP8TV+Ytcnd91dVsy/lRSgMKbReldYfBzqrCCa54Ekrsn2iyQ6JAAXyA5OAJ5LHxnU0UTIh0lsMRwzbbh+kYj7xvljJEirrGQ+VWd/d4M4It0KRy7ciZJOFJvl6WOb5KZLSQeJ34/HZzNLoluUnDsVN+zUJGYMBa6FjJMUYYXlNazHr8PseVlFajZBDhmshoRjqLAlbATjnoXjn+lJ7f1rX25HS/+Dsb++DGMrPzbA/+e+0+0B14Ln3w798tPDuY2bP4dnPFm7n9y+2AjjHZD5aHcETp+Fwx+zsbYM0E1aGbK6PgNlzSpJqxFaoZpNTVYc/3N0TE159dktWzNfG1ezey6u7U7hj0eeCLykuavdpKG/LQqWmcg0vPhl6u3hHdU7wrvq/4P/6fV4tkBGCf0wyLd4/Gc4tJNJBE5mUiJYCKUHl7T2MK2DD+fPW94RmxPzxXnpVeoneo76rfat2mruVGHrFlb0RisL/WFZg1bNAwNi9Xqbfr9+np9UOfW66/rX+uMvsMNKrZmdDVfpfnCrdscs30k26rT0F/nSSZZT+VzDnqIDvzmjK7HmGAverk7NJyONCZFoeGyfNa00MO+WEwAhWcB46vk+hijDLvCvAJgpBZblFPBEMABk0MUFQwU6jUqSyuIByWNIoLjWitYAtAKUlMiWdgKAlDSn1j4xFZIsytogyuI8yG3r+hFl9l6lU3yU8lUXer1FNeCHXWPrqNpqd7BDx1hB9YLevvuTGok+d7W4uWNdS19LWhDC2wJkkwDuXhQdK1msDJUVutm8mvdbE2tow62lamteIvfx6ME38Yj3pdXBkJOHSF/nREZXqdslhaa+BBlsyp5Mp56Hl6nbJbm8fmRowuZeZqcp2wRL8zskjStp/S73DFNWWX6yBGiQofTbf1487CTly6cvARvk3ClEBKT/TSTAZZEtwImnVZVfVgvc9rWhXisq2SmnsqMEgoGYz4nmyYUsmltlGDSLAZJ1OqwvCzV1HgmbB5Ffpsaq/LJNESSacFACfQFguUphhd05FRW8UFM61Xb5r++89xl5zUtOHA1bBh/5+obSzaGrtt/150vTzGlYNnOWPAnuxbNrL923jXPpEpunXbOK7dPWjPJp2uRikr5utPOaF8SWnLPBPuKC0asPHri9jNGw0+rY2b1xNrzZl82+YwbiB7fgfU4QfgRKEEeqsc3QU41KrgmbjzHtSU2JlAigcOk2FmxxYm1CX6MtzXQGrkwcGEkK2a16UY2cHlkvrhQu8a4LnBdpC/xkXogeCD8X94vg1+G/1JyKDGYCCe5WqPWV8e1GTZ3oTGFm8sdKPlv9jtTNf06yyMQjfEClP0xXSGhTz65RcOdYz8Mg+yyTKhivwJNxVZmKx0Km6AJaYXqrBLKc7Dj1GorxHwT0ChuMVIhhSICHbKH6A+WlkML5UFoOSDckrEagMc116zmmmuqaWQb63AD4yKcyRetwhmmEqE+CNfCDXAjPArZBGyDkyEDewdzVGmxcNIuIeoFKbohZb7QQ9ANKbohYVREreihAdJkGCLthTSIg+H4uc0FJ+ECd2nrRHMgHyYdxuAfGKoQBPH4jwZJBNXYeyzFgO6Bsqn7aTZOV1g+SrNxvIAAISPpFoziNqdq1WCRSiHym6C8rIrxBU+lguFpL/Qs3fST15fYuX++sXMBapz2wIpXf3n9ile57QP/ff/k+/csy32d+/BJuO6taffsfXf/7r3YC04Z/Jzpx34jgq4gaNsJgjjgzyd9ZDfpI7mC4QqmK5AhKqLtdqO+2oAGMZ9TwGIcu7OemCKEYqwCdb8gkr4WaF8LKvXjJulrgWr93vd3U39q7srWkw+tSUkqTMTGeccFL/ZeHJztnR18Aj3BPK49Zz4XUUUtLM9H85j53PXqYq1De17dLG2RN6tqADPZvyBGL5tlLDJWG4wBsRuwU3U0IpqNm7UWh0iHcGQkAcNQwKk2xnDTaYHZhblRgLmRMSp0kfqbsiigzPNYkW/4qnAYqFDSCQhxkARtPU37CNp5PEM732twlGOFk3gXxZlNQXYehVaEQuv8mN813n4X2v688S7N+Cv2CTAhtAlI0CkPkskFBOqVBTf9Lqh59RFGRht3FcI4B4anLHV26YSLyydcNMPJz49ux98uPUai+6Vuzh2bTjN7GP8RvC7BgG0vlFhlHHF6sIfwsCGKWFYhHAibXkUoxPUN+RIGDBKri0kPqXUHggKO4t1pK0zrppKvf3Ug9z9L/3bXa58kXg+vnnHny8/dNv8+eHtw6z5YAuVXIVrz+tPRBQt//d6Hb99COc85GLsHnbwQ8lJbuUpGrFapNWpna1yTryl2KbpEnuq7OHY1uoqbI13pmx3rS7zPfeD9NHzEe8T3dfDv4SPUJgYSiXSEGNIJEWJVhRGoQhsRGIOatAlovHaO7/zYpXJGu1o7wv818B08ppvQz+iKaWBbqQgWwMYSe52x8hBjWcidhhog2OECCRuwSssYYleNHwVcRcaoNM39FjQt25ptdVjYshJlceyr5SEGzKIchlhaiyeqZVF7a5EoVCGosHSCCsuNGy03PrR2uK3DpnW5RyyUa9zajoOzLRlPhWC6iVbTMaunZ94S9gkHhUGBJfibLDBCnCoxpQZC3FFuiklKz4QIxWQ43jilyFKSKj6l0AXjSHfiCCxNLWbrYcdQtpLPKVNJYqHoJoaYSVvGnh7qOpAVx1YqguHYyrYGTwul3KVNfHnZCNiUxxu2nNB3yloyo+fsWv3B9fPfv3X2utrugeSr16/45Ys3rXz6jqfuPfHsesjcfdFYpH93DvL8fs+/7T7w+12AYm4C9s9xbC/9GHMBirlgAsT8aBqT5bLSNGUOs4BbJM1RRL8zq4j2+mF7KpFKYmRZ5fmI+853PMKO9IwJj4yN9UyMjI1d5JkZnhq7wnNt5IrYSn6l/zg6HjJBABpaMDglMDuwOMAEYsZac4OJTJONxmQBbEcvE311PVmfTQfbxHbnYS+2ZWR6zdH/9/Sa7kzQxgHnJzS20pwgi85m+ILCRSMXlapqGjdqUIskSM6pMtVI1lsJ9UzARGCHS4q3ZAINBZ9guiGXKbq+2qwQ7IqaRhcxLtDypspOZ0hipQCiGAWRY9hiFD4BCiUMoqHuNpueOEC97CQTA+r4ErLPjcxIeipfLmsdWNJKM98eNyVJiOTSqF0CqJvqwB6Bq8sLfWA/4LFTMAMEZdpCE5h1JvIypsx68yZOjlITJ+dNnKdl1uXZ2rTVUJtdUmTmnAjPJ5TSehksTVGKyVy+ffhX2/6W+xr6PvkA6vDk53LX7VfeO3AAXaSOzty16iWYCT7bAxOYp6iwOven3Ldm8vXt18CH7xh3zfMOBu8EALaSXCUQkOxkK92kCeMKp+orWBgbzqcgTxaFNqdkrkhmXbkngxSXUbkC7woCFgoXHSjygwNFhaSBokLSgGsMEZs3Nowr8K4gYKGopVohWXpK5opkthCQNWekUQQ9k6W10gZpo9QnHZSOSgKQEtJiqUNan991SBqU5ISEXbPAIkbimR2Dffkr1GSYmyHgOZ6VeaGSA+x6dgO7ke1jD7F8H3uURYBNsvvxFss6jBBNY0nCIUisLkt5KCuTJrA+mhN0YlUq5KhSsYQ/ygTK7CTx3CmhYvdLUqkkg4ptXbowM5XgdOmS9P/2E93KyhwPbEhMXmSvMwuxqcHPYCN3Z09PD/v3fftO+NnUiQOYq9yK8dJMc9trfoiWQnr6R7DxPQwUDv2REf/eyBZd9QfjuDXD0eGiWezm0U42u7HJWdeNdNZlTrbbrvQHGw0uwa3nDnLsZLw4yjEJbjHXwQ1yLH56GTGVZL4ZvRKdhuZvaGpcD2Af5neYPCexNh8CLHCHjRQ8HM6fDx/osAE6bEAkYwbcMcPCoFsbyQ8emMQOHTwyeiSYzWfA6dYPxqobyHSc3GT4rT00GU7rDp0A8CnsT8qZRbRK+yDwFplqc8hUmFOyVSSXFPVxrEiOFsmRIrmkqPIbK5KjRXKkSFaLUndakawXyUaRTNrvymaR7CmSrSLZW0SFimmRp0i2imQtn/ET3dSf1Dv4n/ZERWusZA+zh6U/B48kuQ+440kUFJPlUiialBimPB7j/TE8yALkyyNhU95fCddWbqhElcFgRK9ca0GLpYwqRNkUzeZQRuUjILHolD4CFAtRXqVSXkXzOJZbQTvFrnphtjvkOsOQ6wxD+cBVy4Qq10ZhlN4pWrhTlN4pSoobFrlTlCV3ilJej/fmnOg4qpJ7Rt3cURTfagtADeXuTcpdLlfuuFjblymvhPsBJCEPSoA2MBm7DXI5RwdokQQ4FR+a1QEBqgnkBnllOGb76FRNRwFougeEKyp74cruUqIM6UnHirWh1fHIRSFxtrhoSLYHJo2fc/ZnOOpta21txXZvIpn4YNH5etRDj7vR1lWfN+VTrSj0aP4oBGRO5xrXc/+vRtGWTTkiY23jFUwR67ZgTigxfByLXTiUpqmgeuyw21xN9NPZeUE6jd4qtxqdgIRI2FPr0G91Pl3//PwVjyRu3vPUy93lM89c/H96pl914ZoxbOrhSbN+Mn3761sGqtCTC2eNefi5gUdQ18qVUx5/YOCjvF4zn2G9DsDPKEv0cgzvRS+aveZfmL96jzLHvTxLSq5lGLc3mvBRc3/oUGgwxCZFn+4LeGIcBmpAkzVd1YcEC3qR5utu4GDHMnpFyCYADtEgQammJTAfGWOFQMyiiRhq8ZQyegRNuNBkDM2l4u1v8wkYOZ+ZOW7TcFKxG0Y1DioQ/ymTQsTCRhpHNW4MHQ2hxaENoY2hvhAbYlCDP+BiL+CiMeDyvAC10cd7LCtfci6Y4uAPTDGbB+B3JLLBEqK4Y/MWuc/24OYcxT1cMO2TgubxbJGrdArWx1pp1jE71IcSKLaaraQq1tZvtcA83AK8JcmiLMgMb6ZwLBWFhuzJw65mDcnvY2hHbUmTAxhcDOehkOIcSJ2C0ygnd1iMpc5nrv909tNTTLmnZsF5y15gU4+8Pn7xxPqfDSxDd1x37dgHfz+wk3K6s3FcUYXxooEwHCSI2eKn8xy9JDNP57kRGzSHSGH6hUeQw+q5/Hlihm8Xr+bniWKjOcYzJtAUGm9O8EwIjA/N5GZKU82sJxuYGrqWu1a6yrzWc23gqtAN0C/xnHYZcwl3iXyZupCZw82RF6pyMMYKFraRvrHFbsdXFJ36ClPdzIyvIkoj0SgFnFCY6C3QGDSf2HETflTIl2mO0sxfvpRDBRy6VFQ21gkQCKaQxOFBIdlNUhcHsa2khWsSdGBZd2Gmu+jS82mRsVgLgKqTyi6dewFojgnEKKxoNJE3X9R8kxco8NLGtyZ2EQE3bXLq5QA1HwaDkRESeOTfCSjGEg47ssfT2exQhLl1IRKujps53ZYu5i6WfsL9RGJhtp1WXqObFMuJWhU26LwMIBSVipqdCXU0jvAWxaxnP3fXbz6GgZv+fs/BXP+2rs47urpv7+xCXlh134rcnwf2/v0WGIfa79/9/R9+8+4eiqvO3Dy2FOPKA+LwA2qJlqvmaeYZ5gSTbUtuTKJEcphaXlLvry85q2Rxcm1SHBMcE70geEG0XbxMnRmcGZ0vLlDnmdcGF0T7ku/5Pg19Gnkvfth3OH4oOZgMlLNpM+1vYseY57AXmDPMI8rfS3KmYuk4XCVpZD4Q0xWgh4dAKlwEqXABUrFMuGK/DE3ZlmfLHTKbpMBKUpDJZFaNQuAlh/LbzvyV4uK4k1KWiZ4YtEy+HHobUMOp9IZemKjq+MZwxlMJwI9niN3EsFmUGDaHJIaPfz8xTIth2F/RxHDi3OYQHJIZLiSG08cO/zAnTJPCVsvQlDDQLT1ApwjrCjY7fKyXOa3gyWhWmKAl78fIdBny7kiqymKKINP53JgHr7lz//zrD9404/4R1vMrVr7ywvJlm3LzuDfuvuiiewcffTZ34p4LxwycYJ7bu+vdD97d80fKS2/H4NmNcWNBOu/XPr3WC00WlrON7Dj2YnYuu5zlJUuUREnzWpIGGBEqdMCBLFWvFaFYlvRCLyr7/rs4WCi8puMQd9v8vkEv4urf2FaRg+CpJg/hJrTr8yVbmp4Fkzzn7hoaXzke4bCZPbb0MO5p0s9kDhyNtYD5TqdOq/nZpTAb3UrIA+YMSi8zqogzFPOFoEArRdi23/7MmfPaLrv8zLPOOv1yX5xNPb3kvDEvVJ3bNnvpwPukD9sGP2c24T6sY+M07goWqKArhLEwtpkqQnWRUlQVyakiubJIriiSy4vksiK5tEhOFsjCqgxb5isbI10gnV2RKZtTtkq6T7qt4nnvK8PfZjQpGAkF6yYM/zDIRdE0hMx6KIdmijOlmfJMZaY6U5svzpfmy/OV+ep8rSfVU2VUpSqqKoaNqpghtytXpa6qXl6+vKKj4iH5F+qD1Y8Mf7juOfkl9dmq56q7U79JBapd0l7mCuWuUOEK9BgyoGWuUO4KFa5Q0jv4J9sTb5khVlWqMhtJpvysMqIkQhL9ZeHhNFEabgtPDs8Kvx7eF+aNcCK8KHwwzCbC94dR+A0MIz9GOM2g2T5yuEnmqJhwP0QAmhCRjFq3L9BIM2umbjVCOGJmycISVBLzC6xT1KVJgM/cQP8z20uwyMZGKIkIjFSEbW+osZ6cXk8MVzjkLIk9CdN398JJcmY4Sc4K0wJqmKa5yLdjJcc6ostOzTXvzggVNfh6m2Mt+2tgDbk1uUyN+44gFchlapy581jY4Q56d6YmQttSWlXTOLu+rx611XfUo3qSLqwAIScKoOqTdIYBW14ikBYSYStpZDLvZwOZZIVBjaFBH8RIkuMNQtl8pCEGnYfhTMw3nMm8tpUxyg4CSOIPBMIj83m87JKJxbMJsS9J9y+d5JaL0+klJJtXFDr0k5JEmry1tITWikm8jY0pXTnV4nyxGHM6u+q0eDnnG56yTI/pNRm+TEtGgVQtRCF3Gl7EfXizVC+PgrJyTRWHyVFYXSXJfJqNgoRZQthfmkz9cRY06KhJr1mzpvBSb5qUQsj0nMIO6AQhAMISJZUqGeG83jFCCUci/hLq5f1C0esdVsP33+2oSlWNQE2No5odg14okQQD+DeOHEaQausy7rpp1cqmyod2PzZ57OiaBy7+2RszrI3qsnmr5gcCtdHb3nokM2/3z/Z9BM+ILVg65+wzykOV9eevmXTujdWJ9Hk3XR2aOnNqc3msxCtXNIxdNXPG+ktfpTa/YvCfqJp7DAThdTQXkRwS+ytFslgkC0UyXyTLZM5iqlEiqKvAQkcYAqhqMmRAwJTShoy5AaMYZhkog9qPOOn89K8y7KRVOCiI46Xxs4XFQoewVmABpokbhI1Cn7Bf4On0oPw8oWNUEwQyC5zWGp2YPC/kZw59R1FNCCihFFji8zzUIdrCdjQfhOCoTXO/l+jBbrvfiS3Mw8daaXVioJW4bKuhwXyHZH/cOHQTE6DzgBgFezim3pYWQlnTLF2WqAOXeQKChvr62jzhqww6hQqrvKnBasZ+ptzyEUQgPXLh6T9ZOPzWW7t7erzpqvjT680z5zyDrrwXCgtzP7934KGJwyNOHulW7GsOsSnc8K3O/OgISd77g40o6Q00GvSNS4+vMe2FFaI3oEJvQMGu2sIjABoCQyLMQBFTCxRFmIHKUJCEghEaZwZphBn0kF4OFia/BKmfDhZiyyCNLYPEj9PYMkjTF0ESW2qk0weDsC8Ig5MiBCQBElZGjkbQ4siGyMbIYIQlNV4HFqoLC9VhD90ZtVIqkAfycnBS2i8dkljJJQ9SgTxItFFk7iHNFR13OINE40oJ0QzSpPCQtF7+pZsfBpAOkaAV/FaHQFBTE2FNXTM0xAsiL3IiDiJZNQo00YoCEkLW1KzBnI4AowfTC8aiqQlGCfAUCG1uad+pVlWlmrBd8AXJ+J8Jicy0rfrg8mcnm0qPYl130UX3nd7zi57zrp3ctAw9OND985HnXnTx/XeilhMHKA4wHJjPMQ5kdKVTzxdPVR6RXkj3gsEvCgMuujI+IlBI3YIi7iCemhOAzKH1/iAnAlnkIS8DThI5iLgKooFcbfrTveane7FqEMZF+im6tYmDoMxqkYnv1qwWKeCJNYpkgbDD6sZrmF/LJKMnxUsbQTVeUEYvlVU2ggBe4K0D9s3VIxpBEi8MdRiollJyC2iSzwPnyhmYQe3idGkunIvmifOkleAGeAO6UVwp3SB3wk50B3OXcKd4t/QkeFR6QH4VPCO/AbYKm+R3wG/kA+AD+UvwF/kEOCYPx48jh0BArgYpuVmeDGxZ4mxPoJHDQG503wTGz0MeHZDgwzYIkmRAvR7pC7KPBgOkV+hexHGqQiY5fZrGfYM/e9N706CWvh1BZjs0y4IoVkqyT5JkwCCE+bEPQtwQGZNqUUQI8oIsMQBytSpUy0TbtqUOCUm9MLrZ5jo4xGHJlpLIhmXKF/9BAN0fCQ9kB7KRUP/hrFMAawH0v2C0krLq0Bmt7ZgE5ydYnfoB2fZCvi26hXPGmqKWOK5S2OAlU069DRD+KrfwzcOViVD6y22569jUwG1XL7pkBbozj0sD4/IfGJcmSju41E7hktQL38y/jVHYyeCdxUDzG1DhWSTxiNdwfxiUThm1JHTCHRikADM80CgLt/AEYFPCLTOMdew68TH9caOP6+P7hHcNybADLRHGK/m1iNkExyhr4H2KWOu5lG0X2pXp+iPwUflRZSvqVX+n7NF/bx5gPpD+oH1sHpE9nvygKyrwWEZIw3aNJ8DUiWTwAGlAlhFP51uTnk47tZyoPZfnGUGUJMjzEscy2OUZ2Fpo0DA0E/sHbIEURjVl3kCGbO4GuyVkVgLJB4DEIG23BrVKlfGpKiNLEsMgHrM0VQXyZA/0nK/drJbJxhW8dLMt46HfavNT+A76mtE4W08yN6Oyybjrz7dW7cq/KU3RgMFgHjGP9X+WLUCBLAkYsnk0ZPPvFLYYRqe4q1M3dzlLvBJ0s7VVbMVgIdOYe/RQSYtC+lspaVHLgi0M/pDtrtIWk/5TAH8LLCttkexYiwujdppOw/2TpW8kRm2Vdh8BOR5cii2iEfRlEAk2YOYzqo38u5Nypgoa8LbcY39+dkRseGX3H3MPwHs+PTAm9zdUDXPfnlt3VsOJnDrw7/CC9lwWDA46c2K5tz0p4AXAEkAV+AfGYtTWUe3pbaej02PgvDSCp29DZWAYsdNLmvDX+Dxa46fnBfPn/St/3qHSo6WoVKbnlRbOyzbRuiyk//yGA/T/6ZzVg+BhTE3QY7YXcOxhBsgCexiCsMhzhxGzE40EEnwMjgBkZDCPwGTY+U8GWDZP4sXIutL8/9iBOCQ+mWT6TtocOAGSbB/Rpz+xL6PJ3Nv4Xiscfw8Hf9cdDBNT2kfWDOn8FBZWww50EDKLmNVgNcMsAosgmgynIATIf2dBTCdkYS+a3YUtYy+6eDMIsx+9QKn5xIFjA6BtIEv/20mWZriiXaAD0jcR8dBEYQPzp9u//IR9GYZynwPwfwG4mhwReJxjYGRgYGAHYreFX+P5bb4yyHMwgMADj4vyMPr/33+BbPNZrwC5HAxMIFEASuoMrgAAAHicY2BkYGC98i+QgYFd9v/f/0/Y5jMARVCABgCozgb7eJxjesPgwgAETKuA2JyBgV2WoRzIrgFhlmKGUCC+D8Q2QBwG5q9iKABh1pD/f1lDGKYB9exjW8Uwg82cIRko7wXEbSwMDAFA2g2IvRmPM3QAcTNQTTuQD8IuIBpofitQnT1QvwqQ3wxkSwExP9QMbzYGRpCb7gEACr0h+gAAACwALAAsACwBGgFkAcAC8gOQBNYGEgdIB5oH7glUCoYLOg0GDeYPyhECEmATmhTcFfQWwhiuGcYa8hwOHLAfCB/mIOoiNiNwI4wjqCPeJCgAAAABAAAAKAA4AAUAPAADAAIAEABAAIYAAAUXBB4AAgABeJy1GE2PI0e1Zu3JbpbdJSIBhewmPEUoO4M6ntkEaZPdcOixe8ZOPLbV9uxkuETl7vK4d3u6W93ttUZcOHPmxAkQl0gcQOICEkLAD0BKBJxBXDgFcebAe6+q223PB8lK7Ky7X7169b7rveoSQjSuNMSa4H9rX74CBl4T67X3DHxFXK25Bq6J12s/NnAdaf5k4HVxo/aZgZ8T6/VrBr4q7tVTA18TL9f/YuDnhbP+PQPfvHr9xb8i57V6DWXdeOXvDK8j/MIr/2L4OcLfvsLwVcLffoHhawy/zvDzqOhrrCHBa+J6bdvAV8St2o6Ba6JV+66B60jzRwOvi5drfzbwc4j/j4GvinH9loGvie36zwz8vPhB/TMD37z10vrvGb7Oen6b4S+xblruDcaPGL7F8JjhF0i32wnDLyL8ldvfZ/glpvkhw19lPj9l+GuM/xXDX+e1f2D4NtN8wvCrTPMPhr/B8L8Z/ibR39H++RbD7MNrrPMdYJj532kQfEPj32OY9b/zvvhYgHhLbIt74j5CIzEVCt/7IhYR/nJxKhLGNHGUIkxPifiAKRo4Y4sQ/0C4iDvG9bnIeKTwrZD6KT59prwprvOvjZgxzigxR2yfJUQou5DVRQmnyH+GvAB5x8g3EB7CHsIJzqWlLCgt2BZvI/RGObovLNZDIocEaQHlSpRDPDzxxNC+j6MpYml2hnpmpV3ki4BtCS/UZ8L+ALGD4zHOEFayN5Zt1HxiYymwlBnOemwvjSbIe45rU8bMkMpn7wHii5h0UCfyTsDrIvbvQ16vmEKJE5RJ3vb5CUajghYYnyGG/JeUUVzYQfM5ahHgygy9ID6Gt7bv3YfRVMF+HMX5aaKgGadJnMo8iKMG2GEIbnA8zTNwVabSp8pvwM3rN6+31ThVc+gnKhrRqq48jWc5hPFx4IEXJ6cprQISsP02vEGv+xa4Mkym0JaRF3tPEPt+PI2gPfMzkjWaBhmEVT6TOIWdYBwGngzBSESaGIVCFs9ST+Frks9lqmAW+SqFnCzpjKAbeCrK1EPIlAJ1Mla+r3wINRZ8lXlpkJCJLMNXuQzCDB1is+8oxsJOA4kvyvRjjFjI0ROuOp6FEoHVPfSgshZWVoHYQPqAIxOX+bCJTIzTH7AwMMxhYz/w0phM2zxPpUecOlkZ3vsYStoS4pFKM7LpfmN7+7yFVQ11zkrOQNrzPucXafuEc3nyTPVCS6IgSchT6asTmT6BeHJxiokvLEVcxOtsUKBSdlrMZI5MIgwNFaYJ/gVmk77JQYtxgwXs0x7PTBFDIcy42AxYiZRnAnbdEJ+LzUwOvSfeFe9giSpDC7w9WqmcB9Ex9CcTzEF4E9x4HETQC7xpHMrMgoHM08ALJAwlZ3IG9959h9icSRsqCDO0KeHtrwvBhO3OubAdcfEBDuYpFxtdHPKy4BXUhIu57FJZItsU2+kzXWIKo8VpErGchK3Xaz3DRZmxZN4Je+IEqXKeo1Vj1qModKtFKzcrdAlNz2AmpQ1WOV4UzbPeSXjs4xoPx5YpoNSotFyrlLNqgY78nP3kcUs5z2dzY2nAzSbktlK0wFXf05qQoQ2k31wq4udz1zo8q2+rLaLI85SbQpG3xSY6z4JC+lm9HlZygCzRtuQsr9ieKbeVU86fGL0UcSuVF1qqc08uZZVuibF5aqs0TM05MS2atC2iWfAhSjoIXJaj+jgTmcgsuBc7JDBeTvnQEHAtyE1si8NNUawmXBlCtrTw9HJmWxwdybBvcuFsu1/dDRt87CFbH4gt/FNcVknGE27qiiMrEUdeOkaKYm7L8Pxo5QixaXbwomJkpdcKbb7IIe1zHorgzgqPbsEDXi0z+jHidKyKzFF8oAzNYWqR4Zcd9IrMvPiwV0RvUO6grNI/ddx1Nigj75hzOjLxt9ju1BzEdA2iCiE5BjrWRT7r/EpMR9ASqK/og1dUZosUiwPval37P8Sj9JJk22PTw4o64jNmhr7Re2XRboG7ZGjyZqPQ8eL4CuqLS0dejPhmxUc+d5twqd6ctfESflyFA15XUJ9f5ayVKlf4fnU1eU3X1ardhV6Lz5HFzll0pCKGFtf9mKVMyrGqZAjVLx2hDLktOq3Wesy6KNOxZmUsq/VEx3DLRDzjnRKWOhR7ezmXPr9Xq51eW1ntOMs5vfDEnP148oxxLLoCfS5FxjOqooHPT5K58MtjpPAqPSS/pCbrDuCzBUXne3CmmkvkGnPlOf8jVJ8pi46z8FHR1RZ+qtaV5VUZ1wsdr7Gx/fz+Ky+Ialp6IONMjZi73km6C1e7+7NmQbXXtYXDFH2xi6ND7J4uYzqIo/OwizOPcNRCbAsxd5FiaObvcsQOuSe1ke6A+53m4eKzh+MjrnW7AnhMow+Qvoe8aK0jPmQZDnIbMqXLvPcR28W3Y+hoRRMxBzgmeI+roZbXw1X6s7pj+qPWdIR4KC1c1qrDEgvN9nHkIv+2mbWRd4f5kf4kf5fhXqnnrtHUZh8RZ+LZRI26PCLsAb4HSDdk+TbbrLXtsQ27OK9tcVgDktwwtmo68s8jM0MxIv26+LewymYftFmbhf+a+B6g5sR/D2dH3Cn6uLLFlg7Ze47xGVnb5dHCKh2pJltDXiUftBDex99e6TuXn1oXt8Jt2XeHPL+g0vbZ5tlkz/V5pKPR5NGIY0Wzlomly3asSj3kTHSYymaLh2WG7HL2au2L7NQy+hVNtDyKbVWXIqvhkj2iuRTzBybSZ/1CXrfZJ6TXsJR8EWf8Yi6vByCbJUkYKB8mcZQ34CiewYk8hVmmIKfrFEJDHoOXKpkrC/wgS0J5aoGMfEjSAGc9JFH4lhkkKj0J8hzZjU/5KqW4MMlxIoM4LYAJSbDozRcupTpJGvszL7eAropwrUVrCgH4vTuf4gdvRbM5Cg0iL5z5dK9UaB9H4SlsBJv64qZCjhwu01bf89Bndqoy+pymS4GFAFpe8nrIHtgIUEquTugGIQ1Qqh/PozCW/rL3pHaVSsmcGEXhc5Ynsxx8RWYSzVSFybJHG2BHp4acAoIM0T/TYBygzg26RKOLjEkchjHfDRhnWzCWGWobR+VtVhGGjWmeJw+2tlTUmAdPgkT5gWzE6fEWjbaQ8iNz77WJAebEyEg1YnP+Rd15F2yfGIouUXxKjn4co1XkHPVUhXGiHb58lUfOXLrMI/MGFKCMb6TQdnSDwnXHqUTv+BZMUqUog7ypTI/RavIz+gujigwgHucyiMgtkq8Ti1z7/HaQSjLLYi+QlCN+7M1OMCpS3/oFIfpmgzgu2QtDc5/46SZr5Cu6zdKROJcO5kE+JXQl5SyTcqR9MR0GmKtaNvFK9Z0qSuCNRBZacBL7wYTeih2SzNCgbMqbFlmPZ7SBM0KaPEELt9DwTIUhcaBoGy+dq6re9ChSbxzjaVZiPo1PLrGRtsIsjVAZxQz8GLKYdXmsvLxIsUUm4wbwA958D4o0l+P4qapcDEdxThuHNaKtlixyxUxlU4l2jdXS/pUVU1NSIMsxnejKEbew3u6XuUDvurYDw/7u6NB2HegMYeD2H3VaTgvu2kMc37XgsDNq9w9GgBSu3RsdQX8X7N4RfNDptSxwPhy4znAIfRc6+4Nux0Fcp9fsHrQ6vT3YwXW9/gi6HdyPyHTUBxJoWHWcITHbd9xmG4f2TqfbGR1ZsNsZ9YjnLjK1YWC7o07zoGu7MDhwB/2hg+JbyLbX6e26KMXZd3qjBkpFHDiPcADDtt3tsij7ALV3Wb9mf3DkdvbaI2j3uy0HkTsOambvdB0tCo1qdu3OvgUte9/ec3hVH7m4TGa0O2w7jEJ5Nv5vjjr9HpnR7PdGLg4ttNIdlUsPO0PHAtvtDMkhu24f2ZM7cUWfmeC6nqO5kKthKSJIQuODobPQpeXYXeQ1pMVVYuyFPT74nuh7bv7QPl27icfYx3gM/idioqX5oTk4+3zY9YWo/aj2y9pva7/D369rv6n9XKxyXIwkf5BdNP+3FWr6YF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')format("woff");}.ff7{font-family:ff7;line-height:0.727539;font-style:normal;font-weight:normal;visibility:visible;}
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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">2 – IDENTIFICAÇÃO<span class="_ _0"> </span>3 – ANÁLISE<span class="_ _1"> </span>4 – AVALIAÇÃO</div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">ID<span class="_ _2"> </span>RISCO<span class="_ _3"> </span>PROBABILIDADE<span class="_ _4"> </span>IMPACTO<span class="_ _5"> </span>NÍVEL<span class="_ _6"> </span>APETITE<span class="_ _7"> </span>RESPOSTA</div><div class="t m0 x3 h3 y3 ff2 fs0 fc0 sc0 ls0 ws0">1<span class="_ _8"> </span>Erro na classicação da n<span class="_ _9"></span>atureza da despes<span class="_ _9"></span>a (A2)</div><div class="t m0 x4 h4 y4 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y3 ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y4 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</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<span class="_ _8"> </span>Erro na informação da d<span class="_ _9"></span>isponibilidade orçamen<span class="_ _9"></span>tária (A2);</div><div class="t m0 x4 h4 y6 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </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</div><div class="t m0 x4 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x8 h3 y7 ff2 fs0 fc0 sc0 ls0 ws0">10</div><div class="t m0 x9 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">Inaceitável</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>Autorizar sem ter disponibilidade<span class="_ _9"></span> orçamentária (A4)</div><div class="t m0 x4 h4 ya ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Alto (15% a 20%)</div><div class="t m0 x5 h3 y9 ff2 fs0 fc0 sc0 ls0 ws0">4</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>Autorizar o empenho fora d<span class="_ _9"></span>o prazo (A4)</div><div class="t m0 x4 h4 yc ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Médio (10% a 25%)</div><div class="t m0 x5 h3 yb ff2 fs0 fc0 sc0 ls0 ws0">3</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>Erro na modalidade d<span class="_ _9"></span>e aquisição (A1; A4)</div><div class="t m0 x4 h4 ye ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Alto (15% a 20%)</div><div class="t m0 x5 h3 yd ff2 fs0 fc0 sc0 ls0 ws0">4</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>Autorização do empenh<span class="_ _9"></span>o após a realização da<span class="_ _9"></span> despesa (A4)</div><div class="t m0 x4 h4 y10 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Médio (10% a 25%)</div><div class="t m0 x5 h3 yf ff2 fs0 fc0 sc0 ls0 ws0">3</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>CNPJ diferente, modalidade errad<span class="_ _9"></span>a (A5)</div><div class="t m0 x4 h4 y12 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </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>SIAFI fora do ar (A5)</div><div class="t m0 x4 h4 y14 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y13 ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y14 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y13 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x2 h3 y15 ff2 fs0 fc0 sc0 ls0 ws0">10<span class="_ _c"> </span>Falta de energia no TRT13 (A5)</div><div class="t m0 x4 h4 y16 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y15 ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y16 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</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="_ _c"> </span>Inconsistência na d<span class="_ _9"></span>ocumentação nece<span class="_ _9"></span>ssária para realização<span class="_ _9"></span> da liquidação(A6)(A7)</div><div class="t m0 x4 h4 y18 ff3 fs0 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _d"> </span>Alto (15% a 20%)</div><div class="t m0 x8 h3 y17 ff2 fs0 fc0 sc0 ls0 ws0">16</div><div class="t m0 xa h4 y18 ff3 fs0 fc0 sc0 ls0 ws0">Absolutamente Inaceitável</div><div class="t m0 x7 h3 y17 ff2 fs0 fc0 sc0 ls0 ws0">Mi#gar</div><div class="t m0 x2 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">12<span class="_ _c"> </span>Inconsistência no Term<span class="_ _9"></span>o de Liquidação(nº d<span class="_ _9"></span>e PROAD, valores, saldo)(A9)</div><div class="t m0 x4 h4 y1a ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Baixo (5% a 10%)</div><div class="t m0 x5 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">2</div><div class="t m0 x6 h4 y1a ff3 fs0 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x7 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x2 h3 y1b ff2 fs0 fc0 sc0 ls0 ws0">13<span class="_ _c"> </span>Inserção de dad<span class="_ _9"></span>os equivocada no<span class="_ _9"></span> SIAFI WEB(A10)</div><div class="t m0 x4 h4 y1c ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y1b ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y1c ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y1b ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 xb h2 y1d ff1 fs0 fc0 sc0 ls0 ws0">PODER JUDICIÁRIO</div><div class="t m0 xc h2 y1e ff1 fs0 fc0 sc0 ls0 ws0">JUSTIÇA DO TRABALHO</div><div class="t m0 xd h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO DA 13ª REGIÃO</div><div class="t m0 xe h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">PROCESSO DE TRABALHO: [EMISSÃ<span class="_ _9"></span>O DE EMPENHO E LIQUIDAÇÃO DE DESPES<span class="_ _9"></span>AS]</div><div class="t m0 xf h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">GESTOR DO RISCO: [Diretor da Secretaria de Orçamento e Finança<span class="_ _e"></span>s – SOF]</div><div class="t m0 x10 h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">CICLO [1º] - DATA CONCLUSÃO DA ANÁLISE<span class="_ _9"></span> 23/09/2022</div><div class="t m0 x11 h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">1 – ESTABELECIMENTO DO CONTEXTO: [Necessidade de criar obrigação de pa<span class="_ _e"></span>gamento – Despesa liquidada e<span class="_ _e"></span> paga]</div><div class="t m0 x12 h3 y24 ff2 fs0 fc0 sc0 ls0 ws0">Tempes#vidade (antecedência suciente/tempo hábil) da solicitação de emissão do </div><div class="t m0 x12 h3 y25 ff2 fs0 fc0 sc0 ls0 ws0">empenho (A3);</div><div class="c x0 y26 w2 h5"><div class="t m0 x13 h6 y27 ff2 fs1 fc0 sc0 ls0 ws0">Obs.: As designações (A<span class="ff4">n<span class="_ _9"></span></span>) fazem referência às a#vidades do pr<span class="_ _9"></span>ocesso mapeado onde o risc<span class="_ _9"></span>o foi iden#cado.</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x15 h8 y28 ff5 fs2 fc0 sc0 ls0 ws0">5 – TRATAMENTO<span class="_ _f"> </span>6 – MONITORAMENTO</div><div class="t m0 x16 h8 y29 ff5 fs2 fc0 sc0 ls0 ws0">RISCO<span class="_ _10"> </span>AÇÃO<span class="_ _11"> </span>RESPONSÁVEL<span class="_ _12"> </span>DATA PREVISTA<span class="_ _13"> </span>SITUAÇÃO<span class="_ _14"> </span>OBSERVAÇÃO</div><div class="t m0 x17 h9 y2a ff6 fs2 fc0 sc0 ls0 ws0">SADM/GDG</div><div class="t m0 x18 ha y2b ff7 fs2 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x19 h9 y2c ff6 fs2 fc0 sc0 ls0 ws0">SADM/SOF<span class="_ _15"> </span>10/2022</div><div class="t m0 x18 ha y2d ff7 fs2 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x1a h8 y2e ff5 fs2 fc0 sc0 ls0 ws0">PODER JUDICIÁRIO</div><div class="t m0 x1b h8 y2f ff5 fs2 fc0 sc0 ls0 ws0">JUSTIÇA DO TR<span class="_ _e"></span>ABALHO</div><div class="t m0 x1c h8 y30 ff5 fs2 fc0 sc0 ls0 ws0">TRIBUNAL REGIO<span class="_ _e"></span>NAL DO TRABALHO DA 13ª<span class="_ _e"></span> REGIÃO</div><div class="t m0 x1d h8 y31 ff5 fs2 fc0 sc0 ls0 ws0">PROCESSO DE TRABALHO: [<span class="_ _e"></span>EMISSÃO DE EMPENHO E LIQU<span class="_ _e"></span>IDAÇÃO DE DESPESAS]</div><div class="t m0 x1e h8 y32 ff5 fs2 fc0 sc0 ls0 ws0">GESTOR DO RISCO: [Di<span class="_ _e"></span>retor da Secretari<span class="_ _e"></span>a de Orça<span class="_ _e"></span>mento e Finan<span class="_ _e"></span>ças – SOF]</div><div class="t m0 x1f h8 y33 ff5 fs2 fc0 sc0 ls0 ws0">CICLO [1º] - DATA CONCLU<span class="_ _e"></span>SÃO DA ANÁLISE 23/09/2022</div><div class="t m0 x20 h8 y34 ff5 fs2 fc0 sc0 ls0 ws0">1 – ESTABELECIMENTO DO C<span class="_ _e"></span>ONTEXTO: [<span class="_ _e"></span>Necessida<span class="_ _e"></span>de de criar ob<span class="_ _e"></span>rigação d<span class="_ _e"></span>e pagamento – <span class="_ _e"></span>Despesa li<span class="_ _e"></span>quidada<span class="_ _e"></span> e paga]</div><div class="t m0 x21 h9 y35 ff6 fs2 fc0 sc0 ls0 ws0">Tempesvidade (<span class="_ _e"></span>antecedência </div><div class="t m0 x12 h9 y36 ff6 fs2 fc0 sc0 ls0 ws0">suciente/tempo háb<span class="_ _e"></span>il) da </div><div class="t m0 x22 h9 y37 ff6 fs2 fc0 sc0 ls0 ws0">solicitação de <span class="_ _e"></span>emissão do </div><div class="t m0 x23 h9 y38 ff6 fs2 fc0 sc0 ls0 ws0">empenho (<span class="_ _e"></span>A3);</div><div class="t m0 x1 h9 y39 ff6 fs2 fc0 sc0 ls0 ws0">-Ampla divulgaçã<span class="_ _e"></span>o dos pro<span class="_ _e"></span>cedimentos </div><div class="t m0 x1 h9 y3a ff6 fs2 fc0 sc0 ls0 ws0">relacionados a <span class="_ _e"></span>aquisição de <span class="_ _e"></span>bens e </div><div class="t m0 x1 h9 y3b ff6 fs2 fc0 sc0 ls0 ws0">serviços comuns </div><div class="t m0 x1 h9 y3c ff6 fs2 fc0 sc0 ls0 ws0">mapeados(n<span class="_ _e"></span>ormazad<span class="_ _e"></span>os), por </div><div class="t m0 x1 h9 y3d ff6 fs2 fc0 sc0 ls0 ws0">intermédio de <span class="ff8">e-mails</span> corpor<span class="_ _e"></span>avos, </div><div class="t m0 x1 h9 y3e ff6 fs2 fc0 sc0 ls0 ws0">dando ênfas<span class="_ _e"></span>e ao planejament<span class="_ _e"></span>o das </div><div class="t m0 x1 h9 y3f ff6 fs2 fc0 sc0 ls0 ws0">contrataçõ<span class="_ _e"></span>es.</div><div class="t m0 x24 h9 y3c ff6 fs2 fc0 sc0 ls0 ws0">09 /2022</div><div class="t m0 x25 h9 y40 ff6 fs2 fc0 sc0 ls0 ws0">Inconsistência na<span class="_ _e"></span> documenta<span class="_ _e"></span>ção </div><div class="t m0 x25 h9 y2c ff6 fs2 fc0 sc0 ls0 ws0">necessária par<span class="_ _e"></span>a realização da<span class="_ _e"></span> </div><div class="t m0 x25 h9 y41 ff6 fs2 fc0 sc0 ls0 ws0">liquidação(A<span class="_ _e"></span>6)(A7)</div><div class="t m0 x1 h9 y42 ff6 fs2 fc0 sc0 ls0 ws0">- Criação de <span class="ff8">chec<span class="_ _e"></span>klist<span class="ff6"> e divulgação <span class="_ _e"></span>nas </span></span></div><div class="t m0 x1 h9 y40 ff6 fs2 fc0 sc0 ls0 ws0">unidades/gestor<span class="_ _e"></span>es de contrat<span class="_ _e"></span>os por </div><div class="t m0 x1 h9 y2c ff6 fs2 fc0 sc0 ls0 ws0">intermédio de <span class="ff8">e-mails</span> corpor<span class="_ _e"></span>avos e </div><div class="t m0 x1 h9 y41 ff6 fs2 fc0 sc0 ls0 ws0">disponibilização na <span class="_ _e"></span>página d<span class="_ _e"></span>e artefatos </div><div class="t m0 x1 h9 y43 ff6 fs2 fc0 sc0 ls0 ws0">da SADM.</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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