Cadeia de Valor TRT 13 caderno (html)

cadeia.trt13.versao5.html — HTML, 1537Kb
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c1gnTwsW3/8ezEv7Xl0u2HDr3zRvVA6KPow1ctaF2pH6hN7Rj80av6K3fe2LX5tptz1J7nnnft4YNDA7f9YN237kzdusKzMTV2zemnj7jsW+PD117Yklarttatv3YHtW3nrr19/UNDdxtxFMd/3JZVOHeL6IfqJuR0WnlelmjbGg3RwNG0qIrurIZzBu/icWCJggyMjC0qw7AMVK8MORmyMqgyTMgwKsMIGYZl4GRAMkyTGSxaLDlf3YZ+u4kt8ukwjsq93C/yoVWs2FkN0oWKDfepiYWqujCh2p/VfSN7Ic781hyr/3e5L5Hw0WFfAufvBRgnh3OiDT2n9locdps1q9kw56AtWY0WTzpg0gHjDjjsgAMOGHLAgAN6HFDlAMEBjAPjJRLDDgzZATkHZB2gOmDCAaMOGCFDzgHIAdNkiOWKxebhnYU7z/cKwA28OGfOwdtqoBqB1lYDi4XyGliwzaw+nPsWw5h6kXdaKyoi6LLLEomIk1bqFy/Kaotdl0UqeGcinshqIVdc9FmtNpuwWrNxMZxP6OrVGs19S4H1CjQqUKWApIBVgS8VOKPASQX+VYHDCjyhwM0KQFaBFgXqiJygAKPA5um84LgCAwqoCjSQx/jZOQU+VGBCgVHyjiEFepTZV5gyXF7shAKTCryowDARu0OBpQqE83ssMTcYUSCnwNr8HgJZeYasPKDAIN5ejRc995O1Z8gBqFEi0Eu2x7u6FCiZVXn3vEj/qlzw1XlgbnmRUFEBnL0qJvFUlFmDFqcI7MbLwUgBxl8fmHZuiFaWUazJ1owhTgTsHCeF1muPqCu2Ba77Zcv0Pfq6746Ur1jRLPL79MzD69bdsGefvn77dvDQufjlDel4Rv9k5gnDVagbXiqxlzKNV+aHa7TAjK8QEITTJLEzfIz9qAJNqDuRx+N1OJ2slw0EK3xZrcLlwQPJm9Xskug23IYz3OZwEM4EYTIIuMgxQUjjwYEgDAShJwhrg9AShIYgVAXBTx7jaksV11pcYU8EoVCGC/PFGu0uSrxE40UqntXsfM43p9Wv02DLdS9ffu+Ofv2OnR3rNuzZpd/e1wdOOrcw/b0HC+rpDsx4CuqhCN8bw7qxY8b3hrobMz5kQZjxlWW1Eo4SspgwYZKHGd+UF7KE85mEb4pwvgkvjBLmN0zIX68XcoQCmkuWPkOmsmSqwBbR/PUmbTSX4b+df81dTc0VVakClwQuks+ZbL7A4HpDj+ltJz/44Df//uvx+x/Ys2377qFB+FDn9c//eOFP//PB229M/e6fJxHhWRF9FT2K9SCjCNqrdgRdjNste+2yvTIquwVcGQR/aTirlUoBP+vv0BiWozH/ol1qFAajgKKQrovCVBQmyDgXBbXovjk6x+2LiL2SrwKzMTVnaqOv8WCLyqa5DU4fkwJmGIFpdQzv4B1QQtXuu3r82Pvv9m2yHtbV7VTPzl3b2rXbL9CbfImmqoXn//Df+nmpbYGOi7mXbp94MzKDOy+DO2O8H9KnMXcOorvVq4Wycg/LUmVUKMwHshrwXLnd7nTKBpukWAub1Sx+3HAOhgGFIZ0NwwgZ5EgbOpG/D4cLOPMwZ9N9wa3ncWZQ8o7cVGDPhDM3EtJMJ1o363277Xc8q+86/averXp8196l3wwYpJk+ff4NAxJYbmpdA2c/x/xZr35rQiilPuNJzBt18CC2p4A61ATPsuB0ipKVRzzHU2UWnqYEjivNapyLddpxm2AXuyUISaBKYPpXwTLYFrhA88Q67nS9yXyjMaP1KgSeYSbqYPzy+ofqn9UzOE25bcuOL6OP6Xf5pZlMPtq21W8089Hai59S7+GzXYY0tSHCCuWl+JgLaksjtCwHs5pf5mgH7lloabAWemshVwvZWgjXwk9qobsWrq+FvC8Zvb/pRwZfm6PnBRYRSykyVmeqIQmLKBIesmi0WiQ+5CBNvXf0n1p/XJdYfO3dbz+l3bKx/sfDt34/WZvq71h3XftjG7Dflnx3OOA+u6fl+XsbApGWb7TueCR0/M5ktiXdXl6/6Kr1BI+A8SSY3TiDrFRj9rIy1kPTspdxOrBibazDJSDEd2hIeoZki2YvJL2zny5mu0Il7/5YwUTDFhzMfDTVDIqoiFGzL8RtBrTnuu/beUvz++8vrbt8TXRI6L+VeiwRO3Vq7cyuKzPclV6zh/XjnPYR/RI+z+NqN3KXMozNbZO9Fo/kwWqVXAzFUau1Uk5y4r7dKY6QbDSRT07pqaJ8hciRC3ltNJ+vzJmwF4rTUnEinwtv5ZLYNmxjdIWzPWLMYM4+o2OE9MiOLd8DZbv+x5KVbzRP3w1BcL4Uos76Ehee9iVWxdIgUJtIUQPjWwSDMMYy2KpeZClbGVXm4spsLMVQWc3BuNgSKC1BIA1w0MPBWg5aOGjgoIoDgQOGg3McnOHgJAeTHIxzcJiDAxwMcfBX5Kf+Fvn037nByFfJ13EQ5oAj8pPknYMcJqpYPMeBSVj6Lvn1X/K7pBP6+gU4tpSuznwlLio1lqhhLJG1mRcqcY2+MwevPQ5usD4OGzcI9L044v0z26mH8VXEtjJYxVlsKz86qd5idbhLnZZyj+Bj/H6fSHssPFvqsFcEAupNPW1MQAhQVYGGQEugJzAUOByYDJwMnAnYjPkqPGlMjePJM4FzAXuawXOG2AE8a60i0sYDS+CnFydeCUTajKta65Lb1ABQKFAXoGy0T3CXunDmszjLPYxNcrn8VsZhw/mGsolojngobjlt3gNOf92d8biR0vv6caop5nnky4eRBh1mcZpVij+vIvqsvn7naX23/vKdkNKnt8ILO189sRtWb9H/DKlEIiHDdfpRMZHg4CA8aqhN/wI4Q236C/oiw8+bsO7WYt150BG1l3I4AUocbkYUHJQdOzprd4ET4TTjRuIjIqgihEVAIpwQYVSE34owLEKvCNn8/LJHyGWKPB4m99NkOEGGg3np68mjkq55XlJwHtNJUHP9/ACXZx1ESeGIthrfHyMiROobcRajmyjmoyWbhVCSem3mAnjS95crSV+CTnq4B88vvnDKLxzTf4Zj+qL5HdUy7K5BLM6aVtS5EqGy1xF18eXxWK3TUg3xVJFcT16Oevabs3KfjdctLZJrx3W+nT6G5XAXyLNoEI3h/OF4DZQK2YJMMUPP25lu3DcOY/L3ifoj3C5SFoq1Imr/jS4UwgSaLkETLIyyMMLCIAu9LORYyLKgshBmgWMBsTDNwlReZpiImQJ1RMZ8eoKFCfLUfENdfu0Sc5m5wBQ1X2EuNpeZa5L5NQXzzAVu11fFdfHnjeTcZyzDVDZIKR4RTuuHTk0y3eCs1qcjpj4e0VdRHI5cAZ5QL7p4ixP30JLocrtpXi3h2niblX6Cfp6mHfSUBCckmJBgVIIRCYYl+LYE/RLcLMFaCTIS1EkQloCTAEnwhQSm/NsSjBH5/Xn5nrx8gwRVEqZBYJXgSwn+U4KTEkxKMC7BYQmekGAw//7VErRIUC9BJZFnJJx28wveJguek8A40ZAEvRLkyA4t5EQCOc65/HEKxz9AhAfyx1GN42AqW5XfAK84kz8NPgdlvjYrQaFh/NoM3P03ZuAimynJuDudzGdhdzqN0zD5/pQinyCN/4fTpLC4CeMe3rJqubRKWtaYbVuw3n3jrX/YeJd0DWtbmli83PrUatsNhm3dTBf1tKUH84OFqs8uyl7BEnImnc1O2snbC/5u7DupfNRZP0m2xWW7chHm4WXARjGPClIGS1Ws8H5dR9tVkXAM9x2u8bqOq68Kx+tsDS6mK56KexP1X+BLfcvnCP0/QmgoigAAAHicY2BkYGBgYmC4eCTxezy/zVcGeQ4GEHiQ7LIFQf9zY5NknQDkcoDUMjAAAFOBCy8AAAB4nGNgZGBgnfDPjYGBzZIBCNgkGRgZUADTIgBBQALeAHic7ZUxCsJAFESHjXqAYCcWlsHCUoKthVgECxFv4hGsxHt4Ng+R9+N6AJtFZR48hs3mb8KkSHpqK0gP1GCH1/FJm+qm3YhrZEfuyQN5Tq2W2ExI1iuM/UXcwzlNNdeR/SnrWcxjzew6zst2zOptfu5PSk8fS0cXOohelNqXuafouqi8y3349l9q6T6stdZaW0b+87WMMcYYY4wxxpi/oQe/WF3heJxjYGDQgcIEhiaGd4wJjJeYNJhmMQuw2LFsYpVgs2E7xe7HfozDjKOF4w2nCecyrhpuKe5J3Mu4d3GfG1jIE0YNyOsyCkfhKByFZMOGUTgKR+EoHIWjcBSOwlE4CkfhKByFo3D4QABjIRiFAAEAAAoVAEEAAwA9AAMAAgAQAC8AXAAAAsMBsgACAAF4nJWPzWoCMRRGT3SUCha3pQvJXkZmUkGYTaELV+6E2SukEoQJxHmW9oH6KH2EvkDvxLvqphhIcnLzffcHmPOBYViGBVZ5REGjPGbFp3Ihmm/lCXPzqDxlYRpRmmImkWV2DTzigUp5TMurciGaL+UJT/woT1maZ/YETngSR3rhSMchvwPvsA8nn459iN3BpyCBN1FELgIxyrnLhj7fibMYLY61NGJlKPtP+pumZkvJRrYTn+NF0sau38V09tatK9vYP21IpN6Wm9JVTsT3jtDmv6sqh/q3fml9uorM1lLz7rS/m9VPNAAAeJx92lPQLskWtusvjbZte9aozMrKtm3btm3btm3btm3b7rVW7z92/OOpfbT7oKMiZs/xvAd95dE9Ikf+f/+JE/yff4kROaJGxhoZZySPLDqy2MjiI0uMLDmy9MiyIyuMrDiy0sjKI6uMrDqy2sjqI2uMrDmy1sg6I+uNbD2y3cgOQgoltDDCCie8CCKK0cToYgwxphhLjC3GEeOK8cT4YgIxoZhITCwmEZOKycTkYgoxpZhKTC2mEdOK6cT0YgYxo5hJzCxmEbOK2cTsYg4xp5hLjBKNINGKJLLoRBG9qGJuMY+YV8wn5hcLiAXFQmJhsYhYVCwmFhdLiCXFUmJpsYxYViwnlhcriBXFSmJlsYpYVawmVhdriDXFWmJtsY5YV6wn1hcbiA3FRmJjsYnYVGwmNhdbiC3FVmJrsY3YVmwnthc7iB3FTmJnsYvYVewmdhd7iD3FXmJvsY/YV+wn9hcHiAPFQeJgcYg4VBwmDhdHiCPFUeJocYw4VhwnjhcniBPFSeJkcYo4VZwmThdniDPFWeJscY44V5wnzhcXiAvFReJicYm4VFwmLhdXiCvFVeJqcY24Vlwnrhc3iBvFTeJmcYu4Vdwmbhd3iDvFXeJucY+4V9wn7hcPiAfFQ+Jh8Yh4VDwmHhdPiCfFU+Jp8Yx4VjwnnhcviBfFS+Jl8Yp4VbwmXhdviDfFW+Jt8Y54V7wn3hcfiA/FR+Jj8Yn4VHwmPhdfiC/FV+Jr8Y34Vnwnvhc/iB/FT+Jn8Yv4Vfwmfhd/iD/FX+Jv8Y/4j/iv+J/4V45IIaVUUksjrXTSyyCjHE2OLseQY8qx5NhyHDmuHE+OLyeQE8qJ5MRyEjmpnExOLqeQU8qp5NRyGjmtnE5OL2eQM8qZ5MxyFjmrnE3OLueQc8q55CjZSJKtTDLLThbZyyrnlvPIeeV8cn65gFxQLiQXlovIReVicnG5hFxSLiWXlsvIZeVycnm5glxRriRXlqvIVeVqcnW5hlxTriXXluvIdeV6cn25gdxQbiQ3lpvITeVmcnO5hdxSbiW3ltvIbeV2cnu5g9xR7iR3lrvIXeVucne5h9xT7iX3lvvIfeV+cn95gDxQHiQPlofIQ+Vh8nB5hDxSHiWPlsfIY+Vx8nh5gjxRniRPlqfIU+Vp8nR5hjxTniXPlufIc+V58nx5gbxQXiQvlpfIS+Vl8nJ5hbxSXiWvltfIa+V18np5g7xR3iRvlrfIW+Vt8nZ5h7xT3iXvlvfIe+V98n75gHxQPiQflo/IR+Vj8nH5hHxSPiWfls/IZ+Vz8nn5gnxRviRflq/IV+Vr8nX5hnxTviXflu/Id+V78n35gfxQfiQ/lp/IT+Vn8nP5hfxSfiW/lt/Ib+V38nv5g/xR/iR/lr/IX+Vv8nf5h/xT/iX/lv/I/8j/yv/Jf9WIEkoqpbQyyiqnvAoqqtHU6GoMNaYaS42txlHjqvHU+GoCNaGaSE2sJlGTqsnU5GoKNaWaSk2tplHTqunU9GoGNaOaSc2sZlGzqtnU7GoONaeaS41SjSLVqqSy6lRRvapqbjWPmlfNp+ZXC6gF1UJqYbWIWlQtphZXS6gl1VJqabWMWlYtp5ZXK6gV1UpqZbWKWlWtplZXa6g11VpqbbWOWletp9ZXG6gN1UZqY7WJ2lRtpjZXW6gt1VZqa7WN2lZtp7ZXO6gd1U5qZ7WL2lXtpnZXe6g91V5qb7WP2lftp/ZXB6gD1UHqYHWIOlQdpg5XR6gj1VHqaHWMOlYdp45XJ6gT1UnqZHWKOlWdpk5XZ6gz1VnqbHWOOledp85XF6gL1UXqYnWJulRdpi5XV6gr1VXqanWNulZdp65XN6gb1U3qZnWLulXdpm5Xd6g71V3qbnWPulfdp+5XD6gH1UPqYfWIelQ9ph5XT6gn1VPqafWMelY9p55XL6gX1UvqZfWKelW9pl5Xb6g31VvqbfWOele9p95XH6gP1UfqY/WJ+lR9pj5XX6gv1Vfqa/WN+lZ9p75XP6gf1U/qZ/WL+lX9pn5Xf6g/1V/qb/WP+o/6r/qf+lePaKGlVlpro6122uugox5Nj67H0GPqsfTYehw9rh5Pj68n0BPqifTEehI9qZ5MT66n0FPqqfTUeho9rZ5OT69n0DPqmfTMehY9q55Nz67n0HPqufQo3WjSrU46604X3euq59bz6Hn1fHp+vYBeUC+kF9aL6EX1YnpxvYReUi+ll9bL6GX1cnp5vYJeUa+kV9ar6FX1anp1vYZeU6+l19br6HX1enp9vYHeUG+kN9ab6E31ZnpzvYXeUm+lt9bb6G31dnp7vYPeUe+kd9a76F31bnp3vYfeU++l99b76H31fnp/fYA+UB+kD9aH6EP1YfpwfYQ+Uh+lj9bH6GP1cfp4fYI+UZ+kT9an6FP1afp0fYY+U5+lz9bn6HP1efp8fYG+UF+kL9aX6Ev1ZfpyfYW+Ul+lr9bX6Gv1dfp6fYO+Ud+kb9a36Fv1bfp2fYe+U9+l79b36Hv1ffp+/YB+UD+kH9aP6Ef1Y/px/YR+Uj+ln9bP6Gf1c/p5/YJ+Ub+kX9av6Ff1a/p1/YZ+U7+l39bv6Hf1e/p9/YH+UH+kP9af6E/1Z/pz/YX+Un+lv9bf6G/1d/p7/YP+Uf+kf9a/6F/1b/p3/Yf+U/+l/9b/6P/o/+r/6X/NiBFGGmW0McYaZ7wJJprRzOhmDDOmGcuMbcYx45rxzPhmAjOhmchMbCYxk5rJzORmCjOlmcpMbaYx05rpzPRmBjOjmcnMbGYxs5rZzOxmDjOnmcuMMo0h05pksulMMb2pZm4zj5nXzGfmNwuYBc1CZmGziFnULGYWN0uYJc1SZmmzjFnWLGeWNyuYFc1KZmWzilnVrGZWN2uYNc1aZm2zjlnXrGfWNxuYDc1GZmOzidnUbGY2N1uYLc1WZmuzjdnWbGe2NzuYHc1OZmezi9nV7GZ2N3uYPc1eZm+zj9nX7Gf2NweYA81B5mBziDnUHGYON0eYI81R5mhzjDnWHGeONyeYE81J5mRzijnVnGZON2eYM81Z5mxzjjnXnGfONxeYC81F5mJzibnUXGYuN1eYK81V5mpzjbnWXGeuNzeYG81N5mZzi7nV3GZuN3eYO81d5m5zj7nX3GfuNw+YB81D5mHziHnUPGYeN0+YJ81T5mnzjHnWPGeeNy+YF81L5mXzinnVvGZeN2+YN81b5m3zjnnXvGfeNx+YD81H5mPzifnUfGY+N1+YL81X5mvzjfnWfGe+Nz+YH81P5mfzi/nV/GZ+N3+YP81f5m/zj/mP+a/5n/nXjlhhpVVWW2OtddbbYKMdzY5ux7Bj2rHs2HYcO64dz45vJ7AT2onsxHYSO6mdzE5up7BT2qns1HYaO62dzk5vZ7Az2pnszHYWO6udzc5u57Bz2rnsKNtYsq1NNtvOFtvbaue289h57Xx2fruAXdAuZBe2i9hF7WJ2cbuEXdIuZZe2y9hl7XJ2ebuCXdGuZFe2q9hV7Wp2dbuGXdOuZde269h17Xp2fbuB3dBuZDe2m9hN7WZ2c7uF3dJuZbe229ht7XZ2e7uD3dHuZHe2u9hd7W52d7uH3dPuZfe2+9h97X52f3uAPdAeZA+2h9hD7WH2cHuEPdIeZY+2x9hj7XH2eHuCPdGeZE+2p9hT7Wn2dHuGPdOeZc+259hz7Xn2fHuBvdBeZC+2l9hL7WX2cnuFvdJeZa+219hr7XX2enuDvdHeZG+2t9hb7W32dnuHvdPeZe+299h77X32fvuAfdA+ZB+2j9hH7WP2cfuEfdI+ZZ+2z9hn7XP2efuCfdG+ZF+2r9hX7Wv2dfuGfdO+Zd+279h37Xv2ffuB/dB+ZD+2n9hP7Wf2c/uF/dJ+Zb+239hv7Xf2e/uD/dH+ZH+2v9hf7W/2d/uH/dP+Zf+2/9j/2P/a/9l/3YgTTjrltDPOOue8Cy660dzobgw3phvLje3GceO68dz4bgI3oZvITewmcZO6ydzkbgo3pZvKTe2mcdO66dz0bgY3o5vJzexmcbO62dzsbg43p5vLjXKNI9e65LLrXHG9q25uN4+b183n5ncLuAXdQm5ht4hb1C3mFndLuCXdUm5pt4xb1i3nlncruBXdSm5lt4pb1a3mVndruDXdWm5tt45b163n1ncbuA3dRm5jt4nb1G3mNndbuC3dVm5rt43b1m3ntnc7uB3dTm5nt4vb1e3mdnd7uD3dXm5vt4/b1+3n9ncHuAPdQe5gd4g71B3mDndHuCPdUe5od4w71h3njncnuBPdSe5kd4o71Z3mTndnuDPdWe5sd447153nzncXuAvdRe5id4m71F3mLndXuCvdVe5qd4271l3nrnc3uBvdTe5md4u71d3mbnd3uDvdXe5ud4+7193n7ncPuAfdQ+5h94h71D3mHndPuCfdU+5p94x71j3nnncvuBfdS+5l94p71b3mXndvuDfdW+5t9457173n3ncfuA/dR+5j94n71H3mPndfuC/dV+5r94371n3nvnc/uB/dT+5n94v71f3mfnd/uD/dX+5v94/7j/uv+5/714944aVXXnvjrXfe++CjH82P7sfwY/qx/Nh+HD+uH8+P7yfwE/qJ/MR+Ej+pn8xP7qfwU/qp/NR+Gj+tn85P72fwM/qZ/Mx+Fj+rn83P7ufwc/q5/CjfePKtTz77zhff++rn9vP4ef18fn6/gF/QL+QX9ov4Rf1ifnG/hF/SL+WX9sv4Zf1yfnm/gl/Rr+RX9qv4Vf1qfnW/hl/Tr+XX9uv4df16fn2/gd/Qb+Q39pv4Tf1mfnO/hd/Sb+W39tv4bf12fnu/g9/R7+R39rv4Xf1ufne/h9/T7+X39vv4ff1+fn9/gD/QH+QP9of4Q/1h/nB/hD/SH+WP9sf4Y/1x/nh/gj/Rn+RP9qf4U/1p/nR/hj/Tn+XP9uf4c/15/nx/gb/QX+Qv9pf4S/1l/nJ/hb/SX+Wv9tf4a/11/np/g7/R3+Rv9rf4W/1t/nZ/h7/T3+Xv9vf4e/19/n7/gH/QP+Qf9o/4R/1j/nH/hH/SP+Wf9s/4Z/1z/nn/gn/Rv+Rf9q/4V/1r/nX/hn/Tv+Xf9u/4d/17/n3/gf/Qf+Q/9p/4T/1n/nP/hf/Sf+W/9t/4b/13/nv/g//R/+R/9r/4X/1v/nf/h//T/+X/9v/4//j/+v/5f8NIEEEGFXQwwQYXfAghhtHC6GGMMGYYK4wdxgnjhvHC+GGCMGGYKEwcJgmThsnC5GGKMGWYKkwdpgnThunC9GGGMGOYKcwcZgmzhtnC7GGOMGeYK4wKTaDQhhRy6EIJfahh7jBPmDfMF+YPC4QFw0Jh4bBIWDQsFhYPS4Qlw1Jh6bBMWDYsF5YPK4QVw0ph5bBKWDWsFlYPa4Q1w1ph7bBOWDesF9YPG4QNw0Zh47BJ2DRsFjYPW4Qtw1Zh67BN2DZsF7YPO4Qdw05h57BL2DXsFnYPe4Q9w15h77BP2DfsF/YPB4QDw0Hh4HBIODQcFg4PR4Qjw1Hh6HBMODYcF44PJ4QTw0nh5HBKODWcFk4PZ4Qzw1nh7HBOODecF84PF4QLw0Xh4nBJuDRcFi4PV4Qrw1Xh6nBNuDZcF64PN4Qbw03h5nBLuDXcFm4Pd4Q7w13h7nBPuDfcF+4PD4QHw0Ph4fBIeDQ8Fh4PT4Qnw1Ph6fBMeDY8F54PL4QXw0vh5fBKeDW8Fl4Pb4Q3w1vh7fBOeDe8F94PH4QPw0fh4/BJ+DR8Fj4PX4Qvw1fh6/BN+DZ8F74PP4Qfw0/h5/BL+DX8Fn4Pf4Q/w1/h7/BP+E/4b/hf+DeORBFlVFFHE2100ccQYxwtjh7HiGPGseLYcZw4bhwvjh8niBPGieLEcZI4aZwsTh6niFPGqeLUcZo4bZwuTh9niDPGmeLMcZY4a5wtzh7niHPGueKo2ESKbUwxxy6W2Mca547zxHnjfHH+uEBcMC4UF46LxEXjYnHxuERcMi4Vl47LxGXjcnH5uEJcMa4UV46rxFXjanH1uEZcM64V147rxHXjenH9uEHcMG4UN46bxE3jZnHzuEXcMm4Vt47bxG3jdnH7uEPcMe4Ud467xF3jbnH3uEfcM+4V9477xH3jfnH/eEA8MB4UD46HxEPjYfHweEQ8Mh4Vj47HxGPjcfH4eEI8MZ4UT46nxFPjafH0eEY8M54Vz47nxHPjefH8eEG8MF4UL46XxEvjZfHyeEW8Ml4Vr47XxGvjdfH6eEO8Md4Ub463xFvjbfH2eEe8M94V7473xHvjffH++EB8MD4UH46PxEfjY/Hx+ER8Mj4Vn47PxGfjc/H5+EJ8Mb4UX46vxFfja/H1+EZ8M74V347vxHfje/H9+EH8MH4UP46fxE/jZ/Hz+EX8Mn4Vv47fxG/jd/H7+EP8Mf4Uf46/xF/jb/H3+Ef80y+/0XabLbfZnKP4o+EP4o/EH5k/Ov4o/NHzRw18ZxS+GnwRvlp8JXx1+OrxhXuEe4R7hHuEe4R7lPGFy1TwhQ3CRouNFhstNlpstNhosdFio8VGi40WGwkbCRsJGwkbCRsJGwkbCRsJGwkbGRsZGxkbGZczLmdczriccTnjcofLHS53uNzh13fY6LDRYaPDRsHfKPjvyvCn+AUVuxVrFRsVf7dio+JKHa7UiP87Rw2fzfBJw2c7fKbhMw+f3fBZhs9++BzWmmGtGdaaYa0Z1pphrRnWmmGtGdaaYa0Z1mhYo2GNhjUa1mhYo2GNhjUa1mhYo2GtHdbaYa0d1tphrR3W2mGtHdbaYa0d1tphLQ1raVhLw1oa1tKwloa1NKylYS0Na2lYy8NaHtbysJaHtTys5WEtD2t5WMvDWh7WumGtG9a6YaIbJrrhbjfc7Ya7ZThWhmNl+OlluFuGu2X46WWYKMNE+f9MDD+9H9b6Ya0f1vphrR/W+mGtH9b6Ya0f1vphrQ5rdVirw1od1uqwVoe1OqzVYa0Oa8NTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQcNTQTn7Lbbda8ctKXf8Ufij54/6fz+6UfzR8AfxR8sfiT/4cseXO77c8eWOLxe+XPhy4cuFLxe+XPhy4cuFLxe+XPhyz5d7vtzz5Z4v93y558s9X+75cs+Xe75c+XLly5UvV75c+XLly5UvV75c+XL9v5fbUaP4o+EP4o+WPxJ/ZP7o+KPwR88ffLnhyw1fbvhyw5cbvtzw5YYvN3y54csNXya+THyZ+DLxZeLLxJeJLxNfJr5MfLnlyy1fbvlyy5dbvtzy5ZYvt3y55cstX058OfHlxJcTX058OfHlxJcTX058OfHlzJczX858OfPlzJfZYMsGWzbYssGWDbZssGWDLRts2WDLBls22LLBlg22bLBlgy0bbNlgywZbNtiywZYNtmywZYMtG2zZYMsGWzbYssGWDbZssGWDLRts2WDLBls22LLBlg22bLBlgy0bbNlgywZbNtiywZYNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNJjaY2GBig4kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNZjaY2WBmg5kNdmywY4MdG+zYYMcGOzbYscGODXZssGODHRvs2GDHBjs22LHBjg12bLBjgx0b7NhgxwY7NtixwY4NdmywY4MdG+zYYMcGOzbYscGODXZssGODHRvs2GDHBjs22LHBjg12bLBjgx0b7NhgxwY7NtixwY4NdmywY4MdG+zYYMcGOzbYscGODXZssGODHRvs2GDHBjs22LHBjg12bLBjgx0b7NhgxwY7NtixwY4NdmywY4MdG+zYYMcGOzbYscGODXZssGODHRvs2GDHBjs22LHBjg12bLBjgx0b7NhgxwY7NtixwY4NdmywY4MdG+zYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYGGDhQ0WNljYYM8GezbYs8GeDfZssGeDPRvs2WDPBns22LPBng32bLBngz0b7NlgzwZ7NtizwZ4N9mywZ4M9G+zZYM8GezbYs8GeDfZssGeDPRvs2WDPBns22LPBng32bLBngz0b7NlgzwZ7NtizwZ4N9mywZ4M9G+zZYM8GezbYs8GeDfZssGeDPRvs2WDPBns22LPBng32bLBngz0b7NlgzwZ7NtizwZ4N9mywZ4M9G+zZYM8GezbYs8GeDfZssGeDPRvs2WDPBns22LPBng32bLBngz0b7NlgzwZ7NtizwZ4N9mywZ4M9G+zZYM8GezbYs8GeDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYOVDVY2WNlgZYO11vD/fjSjRo3CV4MvwleLr4SvjK8OXwVfPb6w0WCjwUaDjQYbDTYabDTYaLDRYKPBBmGDsEHYIGwQNggbhA3CBmGDsNFio8VGi40WGy02Wmy02Gix0WKjxUbCRsJGwkbCRsJGwkbCRsJGwkbCRsZGxkbGRsZGxkbGRsZGxkbGRsZGh40OGx02Omx02Oiw0WGjw0aHjQ4bBRsFGwUbBRsFGwUbBRsFGwUbBRs9Nnps9NjosdFjo8dGj40eGz02emxUbFRsVGxUbFRsVGxUbFRsVGzAeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AeQPnDZw3cN7AOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcF5C+ctnLdw3sJ5C+ctnLdw3sJ5C+ctnLdw3sJ5C+ctnLdw3sJ5C+ctnLdw3s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 pdf2htmlEX.js: Core UI functions for pdf2htmlEX 
 Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> and other contributors 
 https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE 
*/
var pdf2htmlEX=window.pdf2htmlEX=window.pdf2htmlEX||{},CSS_CLASS_NAMES={page_frame:"pf",page_content_box:"pc",page_data:"pi",background_image:"bi",link:"l",input_radio:"ir",__dummy__:"no comma"},DEFAULT_CONFIG={container_id:"page-container",sidebar_id:"sidebar",outline_id:"outline",loading_indicator_cls:"loading-indicator",preload_pages:3,render_timeout:100,scale_step:0.9,key_handler:!0,hashchange_handler:!0,view_history_handler:!0,__dummy__:"no comma"},EPS=1E-6;
function invert(a){var b=a[0]*a[3]-a[1]*a[2];return[a[3]/b,-a[1]/b,-a[2]/b,a[0]/b,(a[2]*a[5]-a[3]*a[4])/b,(a[1]*a[4]-a[0]*a[5])/b]}function transform(a,b){return[a[0]*b[0]+a[2]*b[1]+a[4],a[1]*b[0]+a[3]*b[1]+a[5]]}function get_page_number(a){return parseInt(a.getAttribute("data-page-no"),16)}function disable_dragstart(a){for(var b=0,c=a.length;b<c;++b)a[b].addEventListener("dragstart",function(){return!1},!1)}
function clone_and_extend_objs(a){for(var b={},c=0,e=arguments.length;c<e;++c){var h=arguments[c],d;for(d in h)h.hasOwnProperty(d)&&(b[d]=h[d])}return b}
function Page(a){if(a){this.shown=this.loaded=!1;this.page=a;this.num=get_page_number(a);this.original_height=a.clientHeight;this.original_width=a.clientWidth;var b=a.getElementsByClassName(CSS_CLASS_NAMES.page_content_box)[0];b&&(this.content_box=b,this.original_scale=this.cur_scale=this.original_height/b.clientHeight,this.page_data=JSON.parse(a.getElementsByClassName(CSS_CLASS_NAMES.page_data)[0].getAttribute("data-data")),this.ctm=this.page_data.ctm,this.ictm=invert(this.ctm),this.loaded=!0)}}
Page.prototype={hide:function(){this.loaded&&this.shown&&(this.content_box.classList.remove("opened"),this.shown=!1)},show:function(){this.loaded&&!this.shown&&(this.content_box.classList.add("opened"),this.shown=!0)},rescale:function(a){this.cur_scale=0===a?this.original_scale:a;this.loaded&&(a=this.content_box.style,a.msTransform=a.webkitTransform=a.transform="scale("+this.cur_scale.toFixed(3)+")");a=this.page.style;a.height=this.original_height*this.cur_scale+"px";a.width=this.original_width*this.cur_scale+
"px"},view_position:function(){var a=this.page,b=a.parentNode;return[b.scrollLeft-a.offsetLeft-a.clientLeft,b.scrollTop-a.offsetTop-a.clientTop]},height:function(){return this.page.clientHeight},width:function(){return this.page.clientWidth}};function Viewer(a){this.config=clone_and_extend_objs(DEFAULT_CONFIG,0<arguments.length?a:{});this.pages_loading=[];this.init_before_loading_content();var b=this;document.addEventListener("DOMContentLoaded",function(){b.init_after_loading_content()},!1)}
Viewer.prototype={scale:1,cur_page_idx:0,first_page_idx:0,init_before_loading_content:function(){this.pre_hide_pages()},initialize_radio_button:function(){for(var a=document.getElementsByClassName(CSS_CLASS_NAMES.input_radio),b=0;b<a.length;b++)a[b].addEventListener("click",function(){this.classList.toggle("checked")})},init_after_loading_content:function(){this.sidebar=document.getElementById(this.config.sidebar_id);this.outline=document.getElementById(this.config.outline_id);this.container=document.getElementById(this.config.container_id);
this.loading_indicator=document.getElementsByClassName(this.config.loading_indicator_cls)[0];for(var a=!0,b=this.outline.childNodes,c=0,e=b.length;c<e;++c)if("ul"===b[c].nodeName.toLowerCase()){a=!1;break}a||this.sidebar.classList.add("opened");this.find_pages();if(0!=this.pages.length){disable_dragstart(document.getElementsByClassName(CSS_CLASS_NAMES.background_image));this.config.key_handler&&this.register_key_handler();var h=this;this.config.hashchange_handler&&window.addEventListener("hashchange",
function(a){h.navigate_to_dest(document.location.hash.substring(1))},!1);this.config.view_history_handler&&window.addEventListener("popstate",function(a){a.state&&h.navigate_to_dest(a.state)},!1);this.container.addEventListener("scroll",function(){h.update_page_idx();h.schedule_render(!0)},!1);[this.container,this.outline].forEach(function(a){a.addEventListener("click",h.link_handler.bind(h),!1)});this.initialize_radio_button();this.render()}},find_pages:function(){for(var a=[],b={},c=this.container.childNodes,
e=0,h=c.length;e<h;++e){var d=c[e];d.nodeType===Node.ELEMENT_NODE&&d.classList.contains(CSS_CLASS_NAMES.page_frame)&&(d=new Page(d),a.push(d),b[d.num]=a.length-1)}this.pages=a;this.page_map=b},load_page:function(a,b,c){var e=this.pages;if(!(a>=e.length||(e=e[a],e.loaded||this.pages_loading[a]))){var e=e.page,h=e.getAttribute("data-page-url");if(h){this.pages_loading[a]=!0;var d=e.getElementsByClassName(this.config.loading_indicator_cls)[0];"undefined"===typeof d&&(d=this.loading_indicator.cloneNode(!0),
d.classList.add("active"),e.appendChild(d));var f=this,g=new XMLHttpRequest;g.open("GET",h,!0);g.onload=function(){if(200===g.status||0===g.status){var b=document.createElement("div");b.innerHTML=g.responseText;for(var d=null,b=b.childNodes,e=0,h=b.length;e<h;++e){var p=b[e];if(p.nodeType===Node.ELEMENT_NODE&&p.classList.contains(CSS_CLASS_NAMES.page_frame)){d=p;break}}b=f.pages[a];f.container.replaceChild(d,b.page);b=new Page(d);f.pages[a]=b;b.hide();b.rescale(f.scale);disable_dragstart(d.getElementsByClassName(CSS_CLASS_NAMES.background_image));
f.schedule_render(!1);c&&c(b)}delete f.pages_loading[a]};g.send(null)}void 0===b&&(b=this.config.preload_pages);0<--b&&(f=this,setTimeout(function(){f.load_page(a+1,b)},0))}},pre_hide_pages:function(){var a="@media screen{."+CSS_CLASS_NAMES.page_content_box+"{display:none;}}",b=document.createElement("style");b.styleSheet?b.styleSheet.cssText=a:b.appendChild(document.createTextNode(a));document.head.appendChild(b)},render:function(){for(var a=this.container,b=a.scrollTop,c=a.clientHeight,a=b-c,b=
b+c+c,c=this.pages,e=0,h=c.length;e<h;++e){var d=c[e],f=d.page,g=f.offsetTop+f.clientTop,f=g+f.clientHeight;g<=b&&f>=a?d.loaded?d.show():this.load_page(e):d.hide()}},update_page_idx:function(){var a=this.pages,b=a.length;if(!(2>b)){for(var c=this.container,e=c.scrollTop,c=e+c.clientHeight,h=-1,d=b,f=d-h;1<f;){var g=h+Math.floor(f/2),f=a[g].page;f.offsetTop+f.clientTop+f.clientHeight>=e?d=g:h=g;f=d-h}this.first_page_idx=d;for(var g=h=this.cur_page_idx,k=0;d<b;++d){var f=a[d].page,l=f.offsetTop+f.clientTop,
f=f.clientHeight;if(l>c)break;f=(Math.min(c,l+f)-Math.max(e,l))/f;if(d===h&&Math.abs(f-1)<=EPS){g=h;break}f>k&&(k=f,g=d)}this.cur_page_idx=g}},schedule_render:function(a){if(void 0!==this.render_timer){if(!a)return;clearTimeout(this.render_timer)}var b=this;this.render_timer=setTimeout(function(){delete b.render_timer;b.render()},this.config.render_timeout)},register_key_handler:function(){var a=this;window.addEventListener("DOMMouseScroll",function(b){if(b.ctrlKey){b.preventDefault();var c=a.container,
e=c.getBoundingClientRect(),c=[b.clientX-e.left-c.clientLeft,b.clientY-e.top-c.clientTop];a.rescale(Math.pow(a.config.scale_step,b.detail),!0,c)}},!1);window.addEventListener("keydown",function(b){var c=!1,e=b.ctrlKey||b.metaKey,h=b.altKey;switch(b.keyCode){case 61:case 107:case 187:e&&(a.rescale(1/a.config.scale_step,!0),c=!0);break;case 173:case 109:case 189:e&&(a.rescale(a.config.scale_step,!0),c=!0);break;case 48:e&&(a.rescale(0,!1),c=!0);break;case 33:h?a.scroll_to(a.cur_page_idx-1):a.container.scrollTop-=
a.container.clientHeight;c=!0;break;case 34:h?a.scroll_to(a.cur_page_idx+1):a.container.scrollTop+=a.container.clientHeight;c=!0;break;case 35:a.container.scrollTop=a.container.scrollHeight;c=!0;break;case 36:a.container.scrollTop=0,c=!0}c&&b.preventDefault()},!1)},rescale:function(a,b,c){var e=this.scale;this.scale=a=0===a?1:b?e*a:a;c||(c=[0,0]);b=this.container;c[0]+=b.scrollLeft;c[1]+=b.scrollTop;for(var h=this.pages,d=h.length,f=this.first_page_idx;f<d;++f){var g=h[f].page;if(g.offsetTop+g.clientTop>=
c[1])break}g=f-1;0>g&&(g=0);var g=h[g].page,k=g.clientWidth,f=g.clientHeight,l=g.offsetLeft+g.clientLeft,m=c[0]-l;0>m?m=0:m>k&&(m=k);k=g.offsetTop+g.clientTop;c=c[1]-k;0>c?c=0:c>f&&(c=f);for(f=0;f<d;++f)h[f].rescale(a);b.scrollLeft+=m/e*a+g.offsetLeft+g.clientLeft-m-l;b.scrollTop+=c/e*a+g.offsetTop+g.clientTop-c-k;this.schedule_render(!0)},fit_width:function(){var a=this.cur_page_idx;this.rescale(this.container.clientWidth/this.pages[a].width(),!0);this.scroll_to(a)},fit_height:function(){var a=this.cur_page_idx;
this.rescale(this.container.clientHeight/this.pages[a].height(),!0);this.scroll_to(a)},get_containing_page:function(a){for(;a;){if(a.nodeType===Node.ELEMENT_NODE&&a.classList.contains(CSS_CLASS_NAMES.page_frame)){a=get_page_number(a);var b=this.page_map;return a in b?this.pages[b[a]]:null}a=a.parentNode}return null},link_handler:function(a){var b=a.target,c=b.getAttribute("data-dest-detail");if(c){if(this.config.view_history_handler)try{var e=this.get_current_view_hash();window.history.replaceState(e,
"","#"+e);window.history.pushState(c,"","#"+c)}catch(h){}this.navigate_to_dest(c,this.get_containing_page(b));a.preventDefault()}},navigate_to_dest:function(a,b){try{var c=JSON.parse(a)}catch(e){return}if(c instanceof Array){var h=c[0],d=this.page_map;if(h in d){for(var f=d[h],h=this.pages[f],d=2,g=c.length;d<g;++d){var k=c[d];if(null!==k&&"number"!==typeof k)return}for(;6>c.length;)c.push(null);var g=b||this.pages[this.cur_page_idx],d=g.view_position(),d=transform(g.ictm,[d[0],g.height()-d[1]]),
g=this.scale,l=[0,0],m=!0,k=!1,n=this.scale;switch(c[1]){case "XYZ":l=[null===c[2]?d[0]:c[2]*n,null===c[3]?d[1]:c[3]*n];g=c[4];if(null===g||0===g)g=this.scale;k=!0;break;case "Fit":case "FitB":l=[0,0];k=!0;break;case "FitH":case "FitBH":l=[0,null===c[2]?d[1]:c[2]*n];k=!0;break;case "FitV":case "FitBV":l=[null===c[2]?d[0]:c[2]*n,0];k=!0;break;case "FitR":l=[c[2]*n,c[5]*n],m=!1,k=!0}if(k){this.rescale(g,!1);var p=this,c=function(a){l=transform(a.ctm,l);m&&(l[1]=a.height()-l[1]);p.scroll_to(f,l)};h.loaded?
c(h):(this.load_page(f,void 0,c),this.scroll_to(f))}}}},scroll_to:function(a,b){var c=this.pages;if(!(0>a||a>=c.length)){c=c[a].view_position();void 0===b&&(b=[0,0]);var e=this.container;e.scrollLeft+=b[0]-c[0];e.scrollTop+=b[1]-c[1]}},get_current_view_hash:function(){var a=[],b=this.pages[this.cur_page_idx];a.push(b.num);a.push("XYZ");var c=b.view_position(),c=transform(b.ictm,[c[0],b.height()-c[1]]);a.push(c[0]/this.scale);a.push(c[1]/this.scale);a.push(this.scale);return JSON.stringify(a)}};
pdf2htmlEX.Viewer=Viewer;})();
</script>
<script>
try{
pdf2htmlEX.defaultViewer = new pdf2htmlEX.Viewer({});
}catch(e){}
</script>
<title></title>
</head>
<body>
<div id="sidebar">
<div id="outline">
</div>
</div>
<div id="page-container">
<div id="pf1" class="pf w0 h0" data-page-no="1"><div class="pc pc1 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">GESTÃO <span class="_ _0"></span>DE PROC<span class="_ _0"></span>ESSOS</div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">CADEIA<span class="_ _1"></span> DE V<span class="_ _2"></span>ALOR DO<span class="_ _0"></span> TRIBUNA<span class="_ _0"></span>L<span class="_ _0"></span> R<span class="_ _0"></span>EGIONAL<span class="_ _3"></span> DO</div><div class="t m0 x3 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0">TRABA<span class="_ _0"></span>LHO DA<span class="_ _1"></span> 13ª REGI<span class="_ _0"></span>ÃO</div><div class="t m0 x4 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0">Seção de Pr<span class="_ _0"></span>ocesso<span class="_ _0"></span>s</div><div class="t m0 x5 h2 y5 ff1 fs0 fc0 sc0 ls0 ws0">Assesso<span class="_ _0"></span>ria de Gest<span class="_ _0"></span>ão Estr<span class="_ _0"></span>atégica</div><div class="t m0 x6 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0">2021</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
<div id="pf2" class="pf w0 h0" data-page-no="2"><div class="pc pc2 w0 h0"><img class="bi x7 y7 w2 h3" alt="" src="data:image/png;base64,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"/><div class="t m1 x8 h4 y8 ff1 fs1 fc0 sc0 ls0 ws0">COMPOSIÇÃO DO TRIBUNAL</div><div class="t m1 x9 h5 y9 ff2 fs1 fc0 sc0 ls0 ws0">(Gestão 2021 - 2023)</div><div class="t m1 x7 h5 ya ff2 fs1 fc0 sc0 ls0 ws0">Desembargador Leonardo José V<span class="_ _0"></span>ideres T<span class="_ _3"></span>rajano – Presidente</div><div class="t m1 x7 h5 yb ff2 fs1 fc0 sc0 ls0 ws0">Desembargador <span class="_ _0"></span>Thiago de Oliveira <span class="_ _3"></span>Andrade - V<span class="_ _0"></span>ice-Presidente e Corregedor</div><div class="t m1 x7 h5 yc ff2 fs1 fc0 sc0 ls0 ws0">Desembargador Edvaldo de <span class="_ _3"></span>Andrade</div><div class="t m1 x7 h5 yd ff2 fs1 fc0 sc0 ls0 ws0">Desembargadora <span class="_ _3"></span>Ana M<span class="_ _0"></span>aria Ferreira Madruga</div><div class="t m1 x7 h5 ye ff2 fs1 fc0 sc0 ls0 ws0">Desembargador Eduardo Sergio de <span class="_ _3"></span>Almeida</div><div class="t m1 x7 h5 yf ff2 fs1 fc0 sc0 ls0 ws0">Desembargador Francisco de <span class="_ _3"></span>Assis Carvalho e Silva - Presidente da 2ª <span class="_ _0"></span>T<span class="_ _3"></span>urma</div><div class="t m1 x7 h5 y10 ff2 fs1 fc0 sc0 ls0 ws0">Desembargador Carlos Coelho de Miranda Freire</div><div class="t m1 x7 h5 y11 ff2 fs1 fc0 sc0 ls0 ws0">Desembargador Paulo <span class="_ _3"></span>Américo Maia de V<span class="_ _1"></span>asconcelos Filho - Presidente da 1ª T<span class="_ _3"></span>urma</div><div class="t m1 x7 h5 y12 ff2 fs1 fc0 sc0 ls0 ws0">Desembargador Ubiratan Moreira Delgado</div><div class="t m1 x7 h5 y13 ff2 fs1 fc0 sc0 ls0 ws0">Desembargador W<span class="_ _0"></span>olney de Macedo Cordeiro</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
<div id="pf3" class="pf w0 h0" data-page-no="3"><div class="pc pc3 w0 h0"><img class="bi x7 y14 w3 h6" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdsAAAAbCAIAAAC7h7JjAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAZUlEQVR42u3UMQ0AAAgEMcC/3d+xAUkr4YbrJAXAASMBgCMD4MgAjgyAIwM4MgCODODIADgygCMD4MgAjgyAIwM4MgCODODIADgygCMD4MgAODKAIwPgyACODIAjAzgyAI4M8NICVoQDFSlssTIAAAAASUVORK5CYII="/><div class="t m1 xa h4 y8 ff1 fs1 fc0 sc0 ls0 ws0">GOVERNANÇA<span class="_ _3"></span> INSTITUCIONAL</div><div class="t m1 x7 h5 y15 ff2 fs1 fc0 sc0 ls0 ws0">Desembargador Leonardo José V<span class="_ _0"></span>ideres T<span class="_ _3"></span>rajano Desembargador -  Presidente</div><div class="t m1 x7 h5 y16 ff2 fs1 fc0 sc0 ls0 ws0">Desembargador <span class="_ _0"></span>Thiago de Oliveira <span class="_ _3"></span>Andrade - V<span class="_ _0"></span>ice-Presidente e Corregedor</div><div class="t m1 x7 h5 y17 ff2 fs1 fc0 sc0 ls0 ws0">Desembargador W<span class="_ _0"></span>olney de Macedo Cordeiro - Diretor da Escola Judicial</div><div class="t m1 x7 h5 y18 ff2 fs1 fc0 sc0 ls0 ws0">Desembargador Ubiratan Moreira Delgado – Representante do Comitê Gestor Regional de Priorização do 1° Gr<span class="_ _0"></span>au</div><div class="t m1 x7 h5 y19 ff2 fs1 fc0 sc0 ls0 ws0">Juiz Paulo Roberto Vi<span class="_ _0"></span>eira Rocha - <span class="_ _3"></span>Auxiliar da Presidência </div><div class="t m1 x7 h5 y1a ff2 fs1 fc0 sc0 ls0 ws0">Juiz Lindinaldo Marinho da Silva - <span class="_ _3"></span>Auxiliar da V<span class="_ _0"></span>ice-Presidência e Corregedoria</div><div class="t m1 x7 h5 y1b ff2 fs1 fc0 sc0 ls0 ws0">Alexandre Gondim Guedes Pereira - Diretor-Geral da Secretaria</div><div class="t m1 x7 h5 y1c ff2 fs1 fc0 sc0 ls0 ws0">Antonio Fragos Cavalcante Neto - Secretári<span class="_ _0"></span>a-Geral da Presidência</div><div class="t m1 x7 h5 y1d ff2 fs1 fc0 sc0 ls0 ws0">Renan Cartaxo Marques Duarte - Secretário-Geral Judiciário</div><div class="t m1 x7 h5 y1e ff2 fs1 fc0 sc0 ls0 ws0">Max Frederico Feitosa Guedes Pereira - <span class="_ _3"></span>Assessor de Gestão Estratégica</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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class="t m0 x7 h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">SUMÁRI<span class="_ _0"></span>O</div><div class="t m0 xc h8 y21 ff2 fs2 fc0 sc0 ls0 ws0">1.<span class="_ _4"> </span>APRESENT<span class="_ _1"></span>AÇÃ<span class="_ _5"></span>O<span class="_ _6"> </span>4</div><div class="t m0 xc h8 y22 ff2 fs2 fc0 sc0 ls0 ws0">2. <span class="_ _7"> </span>IDENTIDADE <span class="_ _5"></span>ESTRA<span class="_ _1"></span>TÉGICA</div><div class="t m0 xc h8 y23 ff2 fs2 fc0 sc0 ls0 ws0">3.<span class="_ _4"> </span>A<span class="_ _1"></span>TUALIZAÇÃO DA<span class="_ _3"></span> CADEIA<span class="_ _3"></span> DE V<span class="_ _1"></span>ALOR<span class="_ _8"> </span>5</div><div class="t m0 xc h8 y24 ff2 fs2 fc0 sc0 ls0 ws0">4.<span class="_ _4"> </span>MACROPROCESS<span class="_ _5"></span>OS<span class="_ _9"> </span>5</div><div class="t m0 xc h8 y25 ff2 fs2 fc0 sc0 ls0 ws0">5.<span class="_ _4"> </span>DIAGRAMA<span class="_ _3"></span> DA<span class="_ _3"></span> CADEIA<span class="_ _1"></span> D<span class="_ _5"></span>E V<span class="_ _1"></span>ALOR<span class="_ _a"> </span>7</div><div class="t m0 xc h8 y26 ff2 fs2 fc0 sc0 ls0 ws0">6.<span class="_ _4"> </span>MACROPROCESS<span class="_ _5"></span>O FINALÍS<span class="_ _5"></span>TICO<span class="_ _b"> </span>8</div><div class="t m0 xc h8 y27 ff2 fs2 fc0 sc0 ls0 ws0">6.1<span class="_ _c"> </span>PREST<span class="_ _1"></span>AÇÃO JURIS<span class="_ _5"></span>DICIONAL<span class="_ _d"> </span>8</div><div class="t m0 xc h8 y28 ff2 fs2 fc0 sc0 ls0 ws0">7.<span class="_ _4"> </span>MACROPROCESS<span class="_ _5"></span>OS DE <span class="_ _3"></span>APOIO<span class="_ _e"> </span>10</div><div class="t m0 xc h8 y29 ff2 fs2 fc0 sc0 ls0 ws0">7.1<span class="_ _c"> </span>GOVERNANÇ<span class="_ _5"></span>A<span class="_ _1"></span> <span class="_ _5"></span>E GESTÃO ESTRA<span class="_ _1"></span>TÉGICA<span class="_ _f"> </span>10</div><div class="t m0 xc h8 y2a ff2 fs2 fc0 sc0 ls0 ws0">7.2<span class="_ _c"> </span>COMUNICAÇÃ<span class="_ _5"></span>O INSTITUCIONAL<span class="_ _10"> </span>12</div><div class="t m0 xc h8 y2b ff2 fs2 fc0 sc0 ls0 ws0">7.3<span class="_ _c"> </span>GESTÃO D<span class="_ _5"></span>OCUMENT<span class="_ _1"></span>AL<span class="_ _3"></span> E PRE<span class="_ _5"></span>SERV<span class="_ _11"></span>AÇÃO DA<span class="_ _3"></span> MEMÓRIA<span class="_ _3"></span> </div><div class="t m0 xd h8 y2c ff2 fs2 fc0 sc0 ls0 ws0">INSTITUCIONAL</div><div class="t m0 xe h8 y2b ff2 fs2 fc0 sc0 ls0 ws0">23</div><div class="t m0 xc h8 y2d ff2 fs2 fc0 sc0 ls0 ws0">7.4<span class="_ _c"> </span>GESTÃO DE L<span class="_ _5"></span>OGÍSTICA<span class="_ _3"></span> E INFRAESTRUTURA<span class="_ _12"> </span>19</div><div class="t m0 xc h8 y2e ff2 fs2 fc0 sc0 ls0 ws0">7.5<span class="_ _c"> </span> <span class="_ _3"></span>AUDIT<span class="_ _0"></span>ORIA<span class="_ _1"></span> E C<span class="_ _5"></span>ONTROLE<span class="_ _13"> </span>23</div><div class="t m0 xc h8 y2f ff2 fs2 fc0 sc0 ls0 ws0">7.6<span class="_ _c"> </span>GESTÃO DE PE<span class="_ _5"></span>SSOAS<span class="_ _14"> </span>16</div><div class="t m0 xc h8 y30 ff2 fs2 fc0 sc0 ls0 ws0">7.7<span class="_ _c"> </span>GESTÃO DE TECNOLOGIA<span class="_ _3"></span> DA<span class="_ _3"></span> INFORMAÇÃO E COMUNICAÇ<span class="_ _5"></span>ÃO<span class="_ _c"> </span>15</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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class="t m0 xc h8 y32 ff2 fs2 fc0 sc0 ls0 ws0">7.8<span class="_ _c"> </span>GESTÃO ORÇAM<span class="_ _5"></span>ENTÁRIA, FINANCEIR<span class="_ _5"></span>A<span class="_ _1"></span> <span class="_ _5"></span>E CONTÁBIL<span class="_ _15"> </span>21</div><div class="t m0 xc h8 y33 ff2 fs2 fc0 sc0 ls0 ws0">8.<span class="_ _4"> </span>GLOSSÁRIO<span class="_ _16"> </span>25</div><div class="t m1 x7 h4 y34 ff1 fs1 fc0 sc0 ls0 ws0">1. <span class="_ _3"></span>APRESENT<span class="_ _3"></span>AÇÃO</div><div class="t m1 xc h5 y35 ff2 fs1 fc0 sc0 ls0 ws0">O<span class="_ _17"></span> <span class="_ _5"></span>p<span class="_ _5"></span>rocesso<span class="_ _17"></span> <span class="_ _5"></span>d<span class="_ _5"></span>e<span class="_ _17"></span> <span class="_ _5"></span>g<span class="_ _5"></span>overnança<span class="_ _17"></span> <span class="_ _5"></span>envolve<span class="_ _17"></span> <span class="_ _17"></span>descobrir<span class="_ _17"></span> <span class="_ _17"></span>m<span class="_ _0"></span>eios<span class="_ _17"></span> <span class="_ _17"></span>de<span class="_ _17"></span> <span class="_ _5"></span>identificar<span class="_ _17"></span> <span class="_ _17"></span>metas<span class="_ _5"></span> <span class="_ _17"></span>e<span class="_ _17"></span> <span class="_ _17"></span>depois<span class="_ _17"></span> <span class="_ _5"></span>identificar<span class="_ _17"></span> <span class="_ _17"></span>os<span class="_ _17"></span> <span class="_ _17"></span>meios<span class="_ _5"></span> <span class="_ _17"></span>para<span class="_ _17"></span> <span class="_ _17"></span>alcançar<span class="_ _17"></span> <span class="_ _5"></span>essas</div><div class="t m1 x7 h5 y36 ff2 fs1 fc0 sc0 ls0 ws0">metas.<span class="_ _5"></span> <span class="_ _17"></span>No<span class="_ _5"></span> T<span class="_ _5"></span>R<span class="_ _0"></span>T13<span class="_ _5"></span> <span class="_ _17"></span>esse<span class="_ _5"></span> <span class="_ _5"></span>processo<span class="_ _17"></span> te<span class="_ _5"></span>m<span class="_ _5"></span> <span class="_ _5"></span>d<span class="_ _5"></span>emonstrado<span class="_ _5"></span> <span class="_ _5"></span>matu<span class="_ _5"></span>ridade<span class="_ _5"></span> <span class="_ _17"></span>na<span class="_ _5"></span> <span class="_ _5"></span>implantação<span class="_ _17"></span> <span class="_ _5"></span>de<span class="_ _5"></span> <span class="_ _17"></span>práticas<span class="_ _5"></span> <span class="_ _5"></span>e<span class="_ _17"></span> <span class="_ _5"></span>ferramentas<span class="_ _5"></span> <span class="_ _17"></span>de<span class="_ _5"></span> <span class="_ _5"></span>gove<span class="_ _5"></span>rnança.<span class="_ _5"></span> <span class="_ _17"></span>P<span class="_ _0"></span>ara<span class="_ _5"></span> <span class="_ _17"></span>isso,<span class="_ _5"></span> <span class="_ _5"></span>o</div><div class="t m1 x7 h5 y37 ff2 fs1 fc0 sc0 ls0 ws0">planejamento<span class="_ _17"></span> <span class="_ _17"></span>e<span class="_ _5"></span>stratégico,<span class="_ _17"></span> <span class="_ _18"></span>a<span class="_ _17"></span> <span class="_ _18"></span>gestão<span class="_ _17"></span> <span class="_ _18"></span>de<span class="_ _17"></span> <span class="_ _18"></span>projetos,<span class="_ _17"></span> <span class="_ _17"></span>de<span class="_ _18"></span> <span class="_ _17"></span>processos<span class="_ _19"> </span> e<span class="_ _17"></span> <span class="_ _17"></span>r<span class="_ _5"></span>iscos<span class="fc1"> <span class="_ _19"> </span></span>são<span class="_ _17"></span> <span class="_ _17"></span>empregados<span class="_ _18"></span> <span class="_ _17"></span>como<span class="_ _18"></span> <span class="_ _17"></span>ferramentas<span class="_ _17"></span> <span class="_ _18"></span>de<span class="_ _17"></span> <span class="_ _18"></span>alicerce<span class="_ _17"></span> <span class="_ _18"></span>na<span class="_ _17"></span> <span class="_ _18"></span>busca<span class="_ _17"></span> <span class="_ _18"></span>de</div><div class="t m1 x7 h5 y38 ff2 fs1 fc0 sc0 ls0 ws0">imprimir “celeridade e efetividade na prestação jurisdicional”.</div><div class="t m1 xf h5 y39 ff2 fs1 fc0 sc0 ls0 ws0">Para<span class="_ _18"></span> <span class="_ _17"></span>que<span class="_ _18"></span> <span class="_ _17"></span>níveis<span class="_ _18"></span> <span class="_ _17"></span>mais<span class="_ _18"></span> <span class="_ _17"></span>altos<span class="_ _18"></span> <span class="_ _17"></span>de<span class="_ _18"></span> <span class="_ _17"></span>maturidade<span class="_ _18"></span> <span class="_ _17"></span>em<span class="_ _18"></span> <span class="_ _17"></span>gestão<span class="_ _18"></span> <span class="_ _17"></span>po<span class="_ _5"></span>r<span class="_ _17"></span> <span class="_ _18"></span>processos<span class="_ _17"></span> <span class="_ _18"></span>fossem<span class="_ _17"></span> <span class="_ _18"></span>alcançados<span class="_ _17"></span> <span class="_ _18"></span>o<span class="_ _17"></span> <span class="_ _17"></span>TRT13<span class="_ _17"></span> <span class="_ _18"></span>criou<span class="_ _17"></span> <span class="_ _18"></span>e<span class="_ _17"></span> <span class="_ _18"></span>institucionalizou</div><div class="t m1 x7 h5 y3a ff2 fs1 fc0 sc0 ls0 ws0">através<span class="_ _5"></span> <span class="_ _5"></span>do<span class="_ _17"></span> <span class="_ _3"></span>A<span class="_ _3"></span>TO <span class="_ _5"></span>TRT <span class="_ _5"></span>GP<span class="_ _5"></span> <span class="_ _5"></span>Nº<span class="_ _17"></span> 301/2018<span class="_ _17"></span> a<span class="_ _17"></span> Cad<span class="_ _5"></span>eia<span class="_ _5"></span> <span class="_ _5"></span>de<span class="_ _17"></span> <span class="_ _5"></span>V<span class="_ _1"></span>alor<span class="_ _3"></span>,<span class="_ _17"></span> releva<span class="_ _5"></span>nte<span class="_ _5"></span> <span class="_ _5"></span>ferramenta<span class="_ _5"></span> <span class="_ _17"></span>de<span class="_ _5"></span> <span class="_ _5"></span>gestão,<span class="_ _17"></span> objetivando<span class="_ _17"></span> consolidar<span class="_ _17"></span> <span class="_ _5"></span>e<span class="_ _5"></span> <span class="_ _5"></span>tornar<span class="_ _17"></span> as<span class="_ _17"></span> <span class="_ _5"></span>iniciativas</div><div class="t m1 x7 h5 y3b ff2 fs1 fc0 sc0 ls0 ws0">de gestão por processos mais assertivas e impactantes.</div><div class="t m1 xf h5 y3c ff2 fs1 fc0 sc0 ls0 ws0">O<span class="_ _1a"> </span> <span class="_ _1a"> </span>encerramento<span class="_ _1a"> </span> <span class="_ _19"> </span>e<span class="_ _5"></span>m<span class="_ _1a"> </span> <span class="_ _19"> </span>31<span class="_ _5"></span>/12/2020<span class="_ _1a"> </span> <span class="_ _19"> </span>do<span class="_ _1a"> </span> <span class="_ _1a"> </span>ciclo<span class="_ _1a"> </span> <span class="_ _1a"> </span>do<span class="_ _1a"> </span> <span class="_ _1a"> </span>planejamento<span class="_ _19"> </span> <span class="_ _1a"> </span>e<span class="_ _5"></span>stratégico<span class="_ _19"> </span> <span class="_ _1a"> </span>2015-2020<span class="_ _1a"> </span> <span class="_ _1a"> </span>e<span class="_ _1a"> </span> <span class="_ _1a"> </span>a<span class="_ _1a"> </span> <span class="_ _19"> </span>ap<span class="_ _5"></span>rovação<span class="_ _1a"> </span> <span class="_ _1a"> </span>do<span class="_ _19"> </span> <span class="_ _1a"> </span>novo<span class="_ _1a"> </span> <span class="_ _1a"> </span>ciclo<span class="_ _1a"> </span> <span class="_ _1a"> </span>de</div><div class="t m1 x7 h5 y3d ff2 fs1 fc0 sc0 ls0 ws0">Planejamento estratégico <span class="_ _5"></span>2021-2026,<span class="_ _5"></span> através <span class="_ _5"></span>da <span class="_ _5"></span>RA<span class="_ _3"></span> <span class="_ _5"></span>36/2021, <span class="_ _5"></span>onde <span class="_ _5"></span>se <span class="_ _5"></span>criou u<span class="_ _5"></span>ma nova<span class="_ _5"></span> Identidade <span class="_ _5"></span>Estratégica: <span class="_ _5"></span>Missão, <span class="_ _5"></span>Vis<span class="_ _0"></span>ão <span class="_ _5"></span>e <span class="_ _3"></span>A<span class="_ _5"></span>tributos</div><div class="t m1 x7 h5 y3e ff2 fs1 fc0 sc0 ls0 ws0">de V<span class="_ _1"></span>alor tornou imperativa a atualização e alinhamento da Cadeia de V<span class="_ _3"></span>alor<span class="_ _3"></span>.</div><div class="t m1 x7 h4 y3f ff1 fs1 fc0 sc0 ls0 ws0">2. IDENTIDADE ESTRA<span class="_ _1"></span>TÉGICA</div><div class="t m1 x7 h4 y40 ff1 fs1 fc0 sc0 ls0 ws0">MISSÃO</div><div class="t m1 x7 h5 y41 ff2 fs1 fc0 sc0 ls0 ws0">Realizar Justiça, no âmbito das relações de trabalho, contribuindo para a paz social e o fortal<span class="_ _0"></span>ecimento da cidadania. </div><div class="t m1 x7 h4 y42 ff1 fs1 fc0 sc0 ls0 ws0">VISÃO</div><div class="t m1 x7 h5 y43 ff2 fs1 fc0 sc0 ls0 ws0">Consolidar-se<span class="_ _19"> </span> <span class="_ _1b"> </span>como<span class="_ _19"> </span> <span class="_ _1b"> </span>Justiça<span class="_ _19"> </span> <span class="_ _1b"> </span>de<span class="_ _19"> </span> <span class="_ _19"> </span>qualidade,<span class="_ _1b"> </span> <span class="_ _19"> </span>ágil<span class="_ _1b"> </span> <span class="_ _19"> </span>e<span class="_ _1b"> </span> <span class="_ _19"> </span>efetiva,<span class="_ _19"> </span> <span class="_ _19"> </span>que<span class="_ _1b"> </span> <span class="_ _19"> </span>contribua<span class="_ _1b"> </span> <span class="_ _19"> </span>para<span class="_ _1b"> </span> <span class="_ _19"> </span>pacificação<span class="_ _19"> </span> <span class="_ _1b"> </span>social,<span class="_ _19"> </span> <span class="_ _1b"> </span>promoção<span class="_ _19"> </span> <span class="_ _19"> </span>do<span class="_ _1b"> </span> <span class="_ _19"> </span>trabalho<span class="_ _19"> </span> <span class="_ _1b"> </span>digno<span class="_ _19"> </span> <span class="_ _1b"> </span>e</div><div class="t m1 x7 h5 y44 ff2 fs1 fc0 sc0 ls0 ws0">desenvolvimento sustentável.</div><div class="t m1 x7 h4 y45 ff1 fs1 fc0 sc0 ls0 ws0">V<span class="_ _1"></span>ALORES</div><div class="t m1 x7 h5 y46 ff2 fs1 fc0 sc0 ls0 ws0"> • <span class="_ _3"></span>Acessibilidade</div><div class="t m1 x7 h5 y47 ff2 fs1 fc0 sc0 ls0 ws0"> • <span class="_ _3"></span>Agilidade</div><div class="t m1 x7 h5 y48 ff2 fs1 fc0 sc0 ls0 ws0"> • Comprometimento</div><div class="t m1 x7 h5 y49 ff2 fs1 fc0 sc0 ls0 ws0"> • Efetividade</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
<div id="pf6" class="pf w0 h0" data-page-no="6"><div class="pc pc6 w0 h0"><div class="t m1 x7 h5 y8 ff2 fs1 fc0 sc0 ls0 ws0"> • Eficiência</div><div class="t m1 x7 h5 y9 ff2 fs1 fc0 sc0 ls0 ws0"> • Ética </div><div class="t m1 x7 h5 y4a ff2 fs1 fc0 sc0 ls0 ws0">• Igualdade de gênero</div><div class="t m1 x7 h5 y4b ff2 fs1 fc0 sc0 ls0 ws0"> • Inovação</div><div class="t m1 x7 h5 y15 ff2 fs1 fc0 sc0 ls0 ws0"> • Respeito à diversidade</div><div class="t m1 x7 h5 y4c ff2 fs1 fc0 sc0 ls0 ws0"> • Segurança Jurídica</div><div class="t m1 x7 h5 y4d ff2 fs1 fc0 sc0 ls0 ws0"> • Sustentabilidade</div><div class="t m1 x7 h5 y16 ff2 fs1 fc0 sc0 ls0 ws0"> • <span class="_ _0"></span>T<span class="_ _3"></span>ra<span class="_ _5"></span>nsparência </div><div class="t m1 x7 h5 y4e ff2 fs1 fc0 sc0 ls0 ws0">• V<span class="_ _1"></span>a<span class="_ _5"></span>lorização das pessoas</div><div class="t m1 x7 h4 y17 ff1 fs1 fc0 sc0 ls0 ws0">3. <span class="_ _3"></span>A<span class="_ _3"></span>TUALIZAÇÃO DA<span class="_ _3"></span> CADEIA<span class="_ _0"></span> DE V<span class="_ _1"></span>ALOR</div><div class="t m1 xf h5 y4f ff2 fs1 fc0 sc0 ls0 ws0">A<span class="_ _19"> </span> <span class="_ _1a"> </span>Cadeia<span class="_ _1a"> </span> <span class="_ _1a"> </span>de<span class="_ _1a"> </span> <span class="_ _1c"> </span>V<span class="_ _1"></span>alor<span class="_ _1a"> </span> <span class="_ _1c"> </span>representa<span class="_ _1a"> </span> <span class="_ _1a"> </span>os<span class="_ _1a"> </span> <span class="_ _1c"> </span>principais<span class="_ _1a"> </span> <span class="_ _1a"> </span>macroprocessos<span class="_ _1a"> </span> <span class="_ _1c"> </span>desemp<span class="_ _0"></span>enhados<span class="_ _1a"> </span> <span class="_ _1a"> </span>p<span class="_ _5"></span>elo<span class="_ _1a"> </span> <span class="_ _1a"> </span>T<span class="_ _3"></span>ribunal<span class="_ _1a"> </span> <span class="_ _1c"> </span>a<span class="_ _1a"> </span> <span class="_ _1a"> </span>fim<span class="_ _1a"> </span> <span class="_ _1c"> </span>de<span class="_ _1a"> </span> <span class="_ _1a"> </span>satisfazer<span class="_ _1a"> </span> <span class="_ _1c"> </span>as</div><div class="t m1 x7 h5 y50 ff2 fs1 fc0 sc0 ls0 ws0">necessidades<span class="_ _17"></span> <span class="_ _17"></span>dos<span class="_ _17"></span> <span class="_ _17"></span>jurisdicionados<span class="_ _17"></span> <span class="_ _17"></span>e<span class="_ _17"></span> <span class="_ _17"></span>contribui<span class="_ _17"></span> <span class="_ _17"></span>pa<span class="_ _5"></span>ra<span class="_ _17"></span> <span class="_ _17"></span>expressar<span class="_ _17"></span> <span class="_ _17"></span>de<span class="_ _17"></span> <span class="_ _17"></span>forma<span class="_ _17"></span> <span class="_ _18"></span>clar<span class="_ _0"></span>a<span class="_ _17"></span> <span class="_ _17"></span>a<span class="_ _17"></span> <span class="_ _17"></span>missão<span class="_ _17"></span> <span class="_ _18"></span>do<span class="_ _17"></span> <span class="_ _5"></span>TRT<span class="_ _5"></span> <span class="_ _17"></span>13ª<span class="_ _17"></span> <span class="_ _17"></span>Reg<span class="_ _5"></span>ião<span class="_ _17"></span> <span class="_ _17"></span>e<span class="_ _17"></span> <span class="_ _17"></span>aprimorar<span class="_ _17"></span> <span class="_ _17"></span>a<span class="_ _17"></span> <span class="_ _17"></span>go<span class="_ _5"></span>vernança</div><div class="t m1 x7 h5 y51 ff2 fs1 fc0 sc0 ls0 ws0">institucional. <span class="_ _5"></span>Permite<span class="_ _5"></span> <span class="_ _5"></span>a <span class="_ _5"></span>compreensão<span class="_ _5"></span> <span class="_ _5"></span>do <span class="_ _5"></span>fluxo<span class="_ _5"></span> d<span class="_ _5"></span>e <span class="_ _5"></span>agregação<span class="_ _5"></span> <span class="_ _5"></span>de <span class="_ _5"></span>valor<span class="_ _5"></span> <span class="_ _5"></span>aos <span class="_ _5"></span>produtos<span class="_ _5"></span> <span class="_ _5"></span>e <span class="_ _5"></span>serviços<span class="_ _5"></span> <span class="_ _5"></span>colocados <span class="_ _5"></span>à<span class="_ _5"></span> <span class="_ _5"></span>disposição <span class="_ _5"></span>dos<span class="_ _5"></span> <span class="_ _5"></span>interessados.</div><div class="t m1 x7 h5 y52 ff2 fs1 fc0 sc0 ls0 ws0">É essencialmente um fluxograma de alto nível que destaca as entradas, os process<span class="_ _0"></span>amentos e os produtos/saídas para os clientes.</div><div class="t m1 x7 h4 y53 ff1 fs1 fc0 sc0 ls0 ws0">4. MACROPROCESSOS</div><div class="t m1 xc h5 y54 ff2 fs1 fc0 sc0 ls0 ws0">Os<span class="_ _5"></span> <span class="_ _5"></span>Macroprocessos<span class="_ _5"></span> <span class="_ _17"></span>consistem <span class="_ _17"></span>em <span class="_ _17"></span>um <span class="_ _17"></span>conjunto <span class="_ _17"></span>de <span class="_ _5"></span>p<span class="_ _5"></span>rocessos<span class="_ _5"></span> <span class="_ _5"></span>executados<span class="_ _5"></span> <span class="_ _17"></span>de <span class="_ _17"></span>forma <span class="_ _17"></span>ordenada<span class="_ _5"></span> <span class="_ _5"></span>para<span class="_ _5"></span> <span class="_ _5"></span>realização<span class="_ _17"></span> d<span class="_ _5"></span>e<span class="_ _5"></span> <span class="_ _5"></span>objetivos<span class="_ _5"></span> <span class="_ _5"></span>e</div><div class="t m1 x7 h5 y55 ff2 fs1 fc0 sc0 ls0 ws0">metas da organização. Classificam-se em:</div><div class="t m1 xc h5 y56 ff2 fs1 fc0 sc0 ls0 ws0">Macroprocessos Finalísticos, aqueles que impactam diretamente no jurisdicionado e <span class="_ _5"></span>estão diretamente relacionados à missão</div><div class="t m1 x7 h5 y57 ff2 fs1 fc0 sc0 ls0 ws0">da organização. Recebem apoio de outros processos internos, gerando produtos ou serviços p<span class="_ _0"></span>ara o cliente externo;</div><div class="t m1 xc h5 y58 ff2 fs1 fc0 sc0 ls0 ws0">Macroprocessos<span class="_ _1b"> </span> <span class="_ _19"> </span>de<span class="_ _19"> </span> <span class="_ _18"></span>Apoio,<span class="_ _19"> </span> <span class="_ _19"> </span>aqueles<span class="_ _19"> </span> <span class="_ _19"> </span>que<span class="_ _1b"> </span> <span class="_ _19"> </span>oferecem<span class="_ _19"> </span> <span class="_ _1b"> </span>a<span class="_ _5"></span>s<span class="_ _1b"> </span> <span class="_ _19"> </span>condições<span class="_ _19"> </span> <span class="_ _19"> </span>para<span class="_ _1b"> </span> <span class="_ _19"> </span>realização<span class="_ _19"> </span> <span class="_ _19"> </span>dos<span class="_ _1b"> </span> <span class="_ _19"> </span>finalísticos,<span class="_ _19"> </span> <span class="_ _19"> </span>e<span class="_ _1b"> </span> <span class="_ _19"> </span>estão<span class="_ _19"> </span> <span class="_ _19"> </span>diretamente</div><div class="t m1 x7 h5 y59 ff2 fs1 fc0 sc0 ls0 ws0">relacionados <span class="_ _5"></span>à <span class="_ _5"></span>gestão<span class="_ _5"></span> dos <span class="_ _5"></span>recursos<span class="_ _5"></span> necessários<span class="_ _5"></span> <span class="_ _5"></span>ao d<span class="_ _5"></span>esenvolvimento <span class="_ _5"></span>de <span class="_ _5"></span>todos <span class="_ _5"></span>os<span class="_ _5"></span> processos<span class="_ _5"></span> da<span class="_ _5"></span> <span class="_ _5"></span>instituição. <span class="_ _5"></span>Os <span class="_ _5"></span>seus <span class="_ _5"></span>p<span class="_ _5"></span>ro<span class="_ _0"></span>dutos<span class="_ _5"></span> e<span class="_ _5"></span> serviços</div><div class="t m1 x7 h5 y5a ff2 fs1 fc0 sc0 ls0 ws0">se caracterizam por terem como clientes, principalmente, elem<span class="_ _0"></span>entos pertinentes ao ambiente da organização.</div><div class="t m1 x7 h5 y5b ff2 fs1 fc0 sc0 ls0 ws0">Os Macroprocessos Finalísticos e de <span class="_ _3"></span>Apoio realizados no âmbito do <span class="_ _0"></span>TR<span class="_ _0"></span>T13 são:</div><div class="t m1 x7 h4 y5c ff1 fs1 fc0 sc0 ls0 ws0">Macroprocesso Finalístico</div><div class="t m1 x7 h5 y5d ff2 fs1 fc0 sc0 ls0 ws0">1. Prestação Jurisdicional</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
<div id="pf7" class="pf w0 h0" data-page-no="7"><div class="pc pc7 w0 h0"><div class="t m1 x7 h4 y8 ff1 fs1 fc0 sc0 ls0 ws0">Macroprocessos de <span class="_ _3"></span>Apoio</div><div class="t m1 x7 h5 y4a ff2 fs1 fc0 sc0 ls0 ws0">1. Governança e Gestão Estratégica</div><div class="t m1 x7 h5 y4b ff2 fs1 fc0 sc0 ls0 ws0">2. Comunicação Institucional</div><div class="t m1 x7 h5 y15 ff2 fs1 fc0 sc0 ls0 ws0">3. Gestão Documental e Preservação da Memória Institucional (EJUD)</div><div class="t m1 x7 h5 y4c ff2 fs1 fc0 sc0 ls0 ws0">4. Gestão de Logística e Infraestrutura</div><div class="t m1 x7 h5 y4d ff2 fs1 fc0 sc0 ls0 ws0">5. <span class="_ _3"></span>Auditoria e Controle</div><div class="t m1 x7 h5 y16 ff2 fs1 fc0 sc0 ls0 ws0">6. Gestão de Pessoas</div><div class="t m1 x7 h5 y4e ff2 fs1 fc0 sc0 ls0 ws0">7. Gestão de <span class="_ _0"></span>T<span class="_ _11"></span>ecnologia da Informação e Comunicação</div><div class="t m1 x7 h5 y5e ff2 fs1 fc0 sc0 ls0 ws0">8. Gestão Orçamentária, Financeira e Contábil</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
<div id="pf8" class="pf w0 h0" data-page-no="8"><div class="pc pc8 w0 h0"><img class="bi x7 y5f w5 ha" alt="" 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"/><div 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DIAGRAMA<span class="_ _3"></span> DA<span class="_ _0"></span> CADEIA<span class="_ _3"></span> DE V<span class="_ _3"></span>ALOR</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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MTJHwAAAECc/AEAAADEyR8AAABAnPwBAAAAxMkfAAAAQJz8AQAAAMTJHwAAAECc/AEAAADEyR8AAABAnPwBAAAAxMkfAAAAQJz8AQAAAMTJHwAAAECc/AEAAADEyR8AAABAnPwBAAAAxMkfAAAAQJz8AQAAAMTJHwAAAECc/AEAAADEyR8AAABAnPwBAAAAxMkfAAAAQJz8AQAAAMTJHwAAAECc/AEAAADEyR8AAABAnPwBAAAAxMkfAAAAQJz8AQAAAMTJHwAAAECc/AEAAADEyR8AAABAnPwBAAAAxMkfAAAAQJz8AQAAAMTJHwAAAECc/AEAAADEyR8AAABAnPwBAAAAxMkfAAAAQJz8AQAAAMTJHwAAAECc/AEAAADEyR8AAABAnPwBAAAAxMkfAAAAQJz8AQAAAMTJHwAAAECc/AEAAADEXY4x1uu1ITg1zpIzsdvtNpvNYrEwBRzabrdGAACOaPb09ORnN6fm8/PTWXImvr6+5vP5xcWFKeDQz8/PGOPPnz+mAAD+v6urq7+Kon7VFztY5QAAAABJRU5ErkJggg=="/><div class="t m1 x7 h4 y8 ff1 fs1 fc0 sc0 ls0 ws0">6. MACROPROCESSO FINALÍSTICO:</div><div class="t m1 x7 h4 y9 ff1 fs1 fc0 sc0 ls0 ws0">6.1 PREST<span class="_ _1"></span>AÇÃO JURISDICIONAL</div><div class="t m1 x7 h5 y61 ff2 fs1 fc0 sc0 ls0 ws0">Apresentar<span class="_ _1d"></span> <span class="_ _18"></span>solução<span class="_ _1d"></span> <span class="_ _1d"></span>impositiva<span class="_ _1d"></span> <span class="_ _1b"></span>para<span class="_ _18"></span> <span class="_ _1d"></span>as<span class="_ _1d"></span> <span class="_ _1d"></span>lide<span class="_ _5"></span>s,<span class="_ _18"></span> <span class="_ _1d"></span>observando-<span class="_ _5"></span>se<span class="_ _18"></span> <span class="_ _1d"></span>a<span class="_ _1d"></span> <span class="_ _1d"></span>celeridade<span class="_ _1d"></span> <span class="_ _1d"></span>e<span class="_ _1d"></span> <span class="_ _1d"></span>de<span class="_ _5"></span>mais<span class="_ _18"></span> <span class="_ _1d"></span>p<span class="_ _5"></span>rincípi<span class="_ _0"></span>os<span class="_ _1d"></span> <span class="_ _1d"></span>processuais,<span class="_ _1d"></span> <span class="_ _1d"></span>e<span class="_ _1d"></span> <span class="_ _1d"></span>da<span class="_ _5"></span>r<span class="_ _18"></span> <span class="_ _1d"></span>cumprimento<span class="_ _1d"></span> <span class="_ _1d"></span>às</div><div class="t m1 x7 h5 y62 ff2 fs1 fc0 sc0 ls0 ws0">decisões para que os direitos reconhecidos alcancem resultados concretos.</div><div class="t m1 x7 h5 y63 ff2 fs1 fc0 sc0 ls0 ws0">5.1.1 <span class="_ _3"></span>Autuação</div><div class="t m1 x7 h5 y64 ff2 fs1 fc0 sc0 ls0 ws0">5.1.2 Conciliação</div><div class="t m1 x7 h5 y65 ff2 fs1 fc0 sc0 ls0 ws0">5.1.3 Julgamento</div><div class="t m1 x7 h5 y66 ff2 fs1 fc0 sc0 ls0 ws0">5.1.4 Recurso</div><div class="t m1 x7 h5 y67 ff2 fs1 fc0 sc0 ls0 ws0">5.1.5 Liquidação</div><div class="t m1 x7 h5 y68 ff2 fs1 fc0 sc0 ls0 ws0">5.1.6.Execução</div><div class="t m1 x7 h5 y69 ff2 fs1 fc0 sc0 ls0 ws0">5.1.7 Baixa</div><div class="t m1 x11 h4 y6a ff1 fs1 fc0 sc0 ls0 ws0">PROCESSO<span class="_ _1e"> </span>RESUL<span class="_ _1"></span>T<span class="_ _3"></span>ADOS<span class="_ _1f"> </span>CLIENTES<span class="_ _20"> </span>OBJETIVOS</div><div class="t m1 x12 h5 y6b ff2 fs1 fc0 sc0 ls0 ws0">Autuação<span class="_ _21"> </span><span class="ff3">• </span>Processo apto para </div><div class="t m1 x13 h5 y6c ff2 fs1 fc0 sc0 ls0 ws0">julgamento </div><div class="t m1 x13 h5 y6d ff2 fs1 fc0 sc0 ls0 ws0">(Despachos, </div><div class="t m1 x13 h5 y6e ff2 fs1 fc0 sc0 ls0 ws0">Diligências, </div><div class="t m1 x13 h5 y6f ff2 fs1 fc0 sc0 ls0 ws0">Audiência, Decisões)</div><div class="t m1 x14 h5 y6b ff2 fs1 fc0 sc0 ls0 ws0">• Jurisdicionado</div><div class="t m1 x14 h5 y70 ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>Advogado</div><div class="t m1 x14 h5 y71 ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>AGU</div><div class="t m1 x14 h5 y72 ff2 fs1 fc0 sc0 ls0 ws0">• MPT</div><div class="t m1 x14 h5 y73 ff2 fs1 fc0 sc0 ls0 ws0">• PGFN</div><div class="t m1 x15 h5 y6b ff2 fs1 fc0 sc0 ls0 ws0">Promover<span class="_ _1c"> </span> <span class="_ _1a"> </span>a<span class="_ _1c"> </span> <span class="_ _1c"> </span>autuação,<span class="_ _1a"> </span> <span class="_ _1c"> </span>distribuição<span class="_ _1c"> </span> <span class="_ _1a"> </span>e<span class="_ _1c"> </span> <span class="_ _1c"> </span>notificação<span class="_ _1a"> </span> <span class="_ _1c"> </span>ao<span class="_ _1c"> </span> <span class="_ _1a"> </span>réu<span class="_ _1c"> </span> <span class="_ _1c"> </span>do</div><div class="t m1 x15 h5 y70 ff2 fs1 fc0 sc0 ls0 ws0">processo judicial.</div><div class="t m1 x12 h5 y74 ff2 fs1 fc0 sc0 ls0 ws0">Conciliação<span class="_ _22"> </span><span class="ff3">• </span>Homologação de </div><div class="t m1 x13 h5 y75 ff2 fs1 fc0 sc0 ls0 ws0">acordo</div><div class="t m1 x13 h5 y76 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Extinção do </span></div><div class="t m1 x13 h5 y77 ff2 fs1 fc0 sc0 ls0 ws0">processo com </div><div class="t m1 x13 h5 y78 ff2 fs1 fc0 sc0 ls0 ws0">julgamento do mérito</div><div class="t m1 x14 h5 y74 ff2 fs1 fc0 sc0 ls0 ws0">• Jurisdicionado</div><div class="t m1 x14 h5 y79 ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>Advogado</div><div class="t m1 x14 h5 y7a ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>AGU</div><div class="t m1 x14 h5 y7b ff2 fs1 fc0 sc0 ls0 ws0">• MPT</div><div class="t m1 x14 h5 y7c ff2 fs1 fc0 sc0 ls0 ws0">• PGFN</div><div class="t m1 x15 h5 y74 ff2 fs1 fc0 sc0 ls0 ws0">Solucionar<span class="_ _5"></span> o<span class="_ _5"></span> <span class="_ _5"></span>litígio<span class="_ _5"></span> <span class="_ _5"></span>po<span class="_ _5"></span>r <span class="_ _5"></span>meio<span class="_ _5"></span> <span class="_ _5"></span>de<span class="_ _5"></span> <span class="_ _5"></span>acordo <span class="_ _17"></span>entre <span class="_ _5"></span>as<span class="_ _5"></span> <span class="_ _5"></span>partes,<span class="_ _5"></span> <span class="_ _5"></span>em <span class="_ _17"></span>todas</div><div class="t m1 x15 h5 y79 ff2 fs1 fc0 sc0 ls0 ws0">as fases processuais.</div><div class="t m1 x12 h5 y7d ff2 fs1 fc0 sc0 ls0 ws0">Julgamento<span class="_ _22"> </span>• Sentença</div><div class="t m1 x13 h5 y7e ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Acórdão</span></div><div class="t m1 x14 h5 y7d ff2 fs1 fc0 sc0 ls0 ws0">• Jurisdicionado</div><div class="t m1 x14 h5 y7e ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>Advogado</div><div class="t m1 x14 h5 y7f ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>AGU</div><div class="t m1 x14 h5 y80 ff2 fs1 fc0 sc0 ls0 ws0">• MPT</div><div class="t m1 x14 h5 y81 ff2 fs1 fc0 sc0 ls0 ws0">• PGFN</div><div class="t m1 x15 h5 y7d ff2 fs1 fc0 sc0 ls0 ws0">Decidir<span class="_ _1d"></span> <span class="_ _1d"></span>o<span class="_ _1d"></span> <span class="_ _1d"></span>conflito<span class="_ _1d"></span> <span class="_ _1d"></span>apresentado<span class="_ _1d"></span> <span class="_ _1d"></span>p<span class="_ _5"></span>elas<span class="_ _18"></span> <span class="_ _1b"> </span>partes,<span class="_ _18"></span> <span class="_ _1b"> </span>ainda<span class="_ _1d"></span> <span class="_ _1d"></span>passível<span class="_ _1d"></span> <span class="_ _1d"></span>de</div><div class="t m1 x15 h5 y7e ff2 fs1 fc0 sc0 ls0 ws0">revisão.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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class="t m1 x12 h5 y83 ff2 fs1 fc0 sc0 ls0 ws0">Recurso<span class="_ _23"> </span>•Modificação, </div><div class="t m1 x13 h5 y84 ff2 fs1 fc0 sc0 ls0 ws0">anulação ou</div><div class="t m1 x13 h5 y85 ff2 fs1 fc0 sc0 ls0 ws0">confirmação da </div><div class="t m1 x13 h5 y86 ff2 fs1 fc0 sc0 ls0 ws0">decisão ou</div><div class="t m1 x13 h5 y87 ff2 fs1 fc0 sc0 ls0 ws0">sentença</div><div class="t m1 x14 h5 y83 ff2 fs1 fc0 sc0 ls0 ws0">• Jurisdicionado</div><div class="t m1 x14 h5 y84 ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>Advogado</div><div class="t m1 x14 h5 y85 ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>AGU</div><div class="t m1 x14 h5 y86 ff2 fs1 fc0 sc0 ls0 ws0">• MPT</div><div class="t m1 x14 h5 y87 ff2 fs1 fc0 sc0 ls0 ws0">• PGFN</div><div class="t m1 x15 h5 y83 ff2 fs1 fc0 sc0 ls0 ws0">Proceder<span class="_ _1b"> </span> <span class="_ _1a"> </span>ao<span class="_ _1b"> </span> <span class="_ _19"> </span>reexame<span class="_ _19"> </span> <span class="_ _1b"> </span>d<span class="_ _5"></span>a<span class="_ _19"> </span> <span class="_ _19"> </span>decisão<span class="_ _1b"> </span> <span class="_ _19"> </span>ou<span class="_ _19"> </span> <span class="_ _19"> </span>sentença,<span class="_ _19"> </span> <span class="_ _1b"> </span>ga<span class="_ _5"></span>rantindo<span class="_ _1b"> </span> <span class="_ _19"> </span>o</div><div class="t m1 x15 h5 y88 ff2 fs1 fc0 sc0 ls0 ws0">duplo grau de jurisdição.</div><div class="t m1 x12 h5 y89 ff2 fs1 fc0 sc0 ls0 ws0">Liquidação<span class="_ _24"> </span>• <span class="_ _5"></span>Decisão <span class="_ _5"></span>quantificada</div><div class="t m1 x13 h5 y8a ff2 fs1 fc0 sc0 ls0 ws0">e executável</div><div class="t m1 x14 h5 y89 ff2 fs1 fc0 sc0 ls0 ws0">• Jurisdicionado</div><div class="t m1 x14 h5 y8a ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>Advogado</div><div class="t m1 x14 h5 y8b ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>AGU</div><div class="t m1 x14 h5 y8c ff2 fs1 fc0 sc0 ls0 ws0">• MPT</div><div class="t m1 x14 h5 y8d ff2 fs1 fc0 sc0 ls0 ws0">• PGFN</div><div class="t m1 x15 h5 y89 ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _11"></span>orna<span class="_ _5"></span>r<span class="_ _1a"> </span> <span class="_ _1c"> </span>a<span class="_ _1a"> </span> <span class="_ _1a"> </span>d<span class="_ _5"></span>ecisão<span class="_ _1a"> </span> <span class="_ _1c"> </span>líquida,<span class="_ _1a"> </span> <span class="_ _1c"> </span>fixando<span class="_ _1a"> </span> <span class="_ _1c"> </span>o<span class="_ _1a"> </span> <span class="_ _1c"> </span>v<span class="_ _0"></span>alor<span class="_ _1a"> </span> <span class="_ _1c"> </span>do<span class="_ _1a"> </span> <span class="_ _1c"> </span>crédito<span class="_ _1a"> </span> <span class="_ _1c"> </span>a<span class="_ _1a"> </span> <span class="_ _1c"> </span>ser</div><div class="t m1 x15 h5 y8e ff2 fs1 fc0 sc0 ls0 ws0">executado.</div><div class="t m1 x12 h5 y8f ff2 fs1 fc0 sc0 ls0 ws0">Execução<span class="_ _25"> </span><span class="ff3">• </span>Pagamento dos </div><div class="t m1 x13 h5 y90 ff2 fs1 fc0 sc0 ls0 ws0">créditos</div><div class="t m1 x13 h5 y91 ff2 fs1 fc0 sc0 ls0 ws0">trabalhistas</div><div class="t m1 x13 h5 y92 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Certidão de Crédito</span></div><div class="t m1 x13 h5 y93 ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _3"></span>rabalhista</div><div class="t m1 x13 h5 y94 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Certidão de </span></div><div class="t m1 x13 h5 y95 ff2 fs1 fc0 sc0 ls0 ws0">Habilitação de Crédito</div><div class="t m1 x13 h5 y96 ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _3"></span>rabalhista</div><div class="t m1 x13 h5 y97 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Bens entregues</span></div><div class="t m1 x13 h5 y98 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Cumprimento do </span></div><div class="t m1 x13 h5 y99 ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _11"></span>ermo de <span class="_ _3"></span>Ajuste de </div><div class="t m1 x13 h5 y9a ff2 fs1 fc0 sc0 ls0 ws0">Conduta</div><div class="t m1 x13 h5 y9b ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Cumprimento de </span></div><div class="t m1 x13 h5 y9c ff2 fs1 fc0 sc0 ls0 ws0">Obrigação de Fazer e </div><div class="t m1 x13 h5 y9d ff2 fs1 fc0 sc0 ls0 ws0">Não Fazer</div><div class="t m1 x14 h5 y8f ff2 fs1 fc0 sc0 ls0 ws0">• Jurisdicionado</div><div class="t m1 x14 h5 y90 ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>Advogado</div><div class="t m1 x14 h5 y91 ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>AGU</div><div class="t m1 x14 h5 y92 ff2 fs1 fc0 sc0 ls0 ws0">• MPT</div><div class="t m1 x14 h5 y9e ff2 fs1 fc0 sc0 ls0 ws0">• PGFN</div><div class="t m1 x15 h5 y8f ff2 fs1 fc0 sc0 ls0 ws0">Efetivar<span class="_ _19"> </span> <span class="_ _1a"> </span>a<span class="_ _19"> </span> <span class="_ _19"> </span>prestação<span class="_ _19"> </span> <span class="_ _1a"> </span>jurisdicional<span class="_ _19"> </span> <span class="_ _19"> </span>da<span class="_ _19"> </span> <span class="_ _1a"> </span>justiça<span class="_ _19"> </span> <span class="_ _19"> </span>do<span class="_ _19"> </span> <span class="_ _1a"> </span>trabalho<span class="_ _19"> </span> <span class="_ _19"> </span>com</div><div class="t m1 x15 h5 y9f ff2 fs1 fc0 sc0 ls0 ws0">cumprimento das decisões.</div><div class="t m1 x12 h5 ya0 ff2 fs1 fc0 sc0 ls0 ws0">Baixa<span class="_ _26"> </span><span class="ff3">• </span>Baixa de processo<span class="_ _27"> </span>• TST</div><div class="t m1 x14 h5 ya1 ff2 fs1 fc0 sc0 ls0 ws0">• TR<span class="_ _3"></span>T<span class="_ _1"></span>s</div><div class="t m1 x14 h5 ya2 ff2 fs1 fc0 sc0 ls0 ws0">• STF</div><div class="t m1 x14 h5 ya3 ff2 fs1 fc0 sc0 ls0 ws0">• <span class="_ _3"></span>Advogados</div><div class="t m1 x14 h5 ya4 ff2 fs1 fc0 sc0 ls0 ws0">• MPT</div><div class="t m1 x15 h5 ya0 ff2 fs1 fc0 sc0 ls0 ws0">Arquivar<span class="_ _1c"> </span>  de<span class="_ _0"></span>finitivamente<span class="_ _1c"> </span> <span class="_ _1c"> </span>o  <span class="_ _1c"> </span>processo,<span class="_ _1c"> </span> <span class="_ _1c"> </span>encaminhá-lo<span class="_ _1c"> </span>  ao<span class="_ _1c"> </span> <span class="_ _1c"> </span>juízo</div><div class="t m1 x15 h5 ya1 ff2 fs1 fc0 sc0 ls0 ws0">competente ou retorná-lo à origem.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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class="t m1 x14 h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">• Entes públicos</div><div class="t m1 x14 h5 ya7 ff2 fs1 fc0 sc0 ls0 ws0">federais</div><div class="t m1 x14 h5 ya8 ff2 fs1 fc0 sc0 ls0 ws0">• Jurisdicionados</div><div class="t m1 x14 h5 ya9 ff2 fs1 fc0 sc0 ls0 ws0">• Sociedade</div><div class="t m1 x7 h4 yaa ff1 fs1 fc0 sc0 ls0 ws0">7. MACROPROCESSOS DE <span class="_ _3"></span>APOIO</div><div class="t m1 x7 h4 yab ff1 fs1 fc0 sc0 ls0 ws0">7.1 GOVERNANÇA<span class="_ _3"></span> E GESTÃO ESTRA<span class="_ _1"></span>TÉGICA</div><div class="t m1 x7 h5 yac ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _11"></span>em<span class="_ _18"></span> <span class="_ _17"></span>por<span class="_ _18"></span> <span class="_ _18"></span>obje<span class="_ _0"></span>tivo<span class="_ _17"></span> <span class="_ _18"></span>implementar<span class="_ _17"></span> <span class="_ _18"></span>uma<span class="_ _17"></span> <span class="_ _18"></span>política<span class="_ _18"></span> <span class="_ _17"></span>estratégica<span class="_ _17"></span> <span class="_ _18"></span>planejada<span class="_ _18"></span> <span class="_ _17"></span>e<span class="_ _18"></span> <span class="_ _17"></span>continuada,<span class="_ _18"></span> <span class="_ _17"></span>focada<span class="_ _18"></span> <span class="_ _17"></span>na<span class="_ _18"></span> <span class="_ _17"></span>gestão<span class="_ _18"></span> <span class="_ _17"></span>por<span class="_ _18"></span> <span class="_ _17"></span>resultados<span class="_ _18"></span> <span class="_ _18"></span>e<span class="_ _17"></span> <span class="_ _17"></span>na<span class="_ _18"></span> <span class="_ _18"></span>satisfação<span class="_ _17"></span> <span class="_ _18"></span>da</div><div class="t m1 x7 h5 y8b ff2 fs1 fc0 sc0 ls0 ws0">sociedade.</div><div class="t m1 x7 h5 yad ff2 fs1 fc0 sc0 ls0 ws0">7.1.1 Elabor<span class="_ _0"></span>ação do Planejamento Estratégico</div><div class="t m1 x7 h5 yae ff2 fs1 fc0 sc0 ls0 ws0">7.1.2 Desdobramento da estratégia</div><div class="t m1 x7 h5 yaf ff2 fs1 fc0 sc0 ls0 ws0">7.1.3 Execução da Estratégia (Governança Institucional)</div><div class="t m1 x7 h5 yb0 ff2 fs1 fc0 sc0 ls0 ws0">7.1.4 Monitoramento, <span class="_ _3"></span>A<span class="_ _0"></span>valiação e Revisão da Estratégia</div><div class="t m1 x7 h5 yb1 ff2 fs1 fc0 sc0 ls0 ws0">7.1.5 Conhecimento estatístico</div><div class="t m1 x7 h5 yb2 ff2 fs1 fc0 sc0 ls0 ws0">7.1.6 Gestão de Risco</div><div class="t m1 x7 h5 yb3 ff2 fs1 fc0 sc0 ls0 ws0">7.1.7 Sustentabilidade</div><div class="t m1 x16 h4 yb4 ff1 fs1 fc0 sc0 ls0 ws0">PROCESSO<span class="_ _28"> </span>RESUL<span class="_ _3"></span>T<span class="_ _1"></span>ADOS<span class="_ _29"> </span>CLIENTES<span class="_ _2a"> </span>OBJETIVOS</div><div class="t m1 x17 h5 yb5 ff2 fs1 fc0 sc0 ls0 ws0">Elaboração do</div><div class="t m1 x17 h5 yb6 ff2 fs1 fc0 sc0 ls0 ws0">Planejamento</div><div class="t m1 x17 h5 yb7 ff2 fs1 fc0 sc0 ls0 ws0">estratégico</div><div class="t m1 x18 h5 yb5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Plano Estratégico Institucional<span class="_ _2b"> </span></span>• <span class="ff2">Sociedade</span></div><div class="t m1 x19 h5 yb6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x19 h5 yb8 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x19 h5 yb9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">T<span class="_ _11"></span>e<span class="_ _5"></span>rceirizados</span></div><div class="t m1 x19 h5 yba ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estagiários</span></div><div class="t m1 x19 h5 ybb ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x19 h5 ybc ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">OAB-PB</span></div><div class="t m1 x19 h5 ybd ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">AMA<span class="_ _1"></span>TRA1<span class="_ _5"></span>3</span></div><div class="t m1 x19 h5 ybe ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">ASTRA13</span></div><div class="t m1 x19 h5 ybf ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">SINDJUF/PB</span></div><div class="t m1 x19 h5 yc0 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">MPT13</span></div><div class="t m1 x19 h5 yc1 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CNJ</span></div><div class="t m1 x19 h5 yc2 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CSJT</span></div><div class="t m1 x1a h5 yb5 ff2 fs1 fc0 sc0 ls0 ws0">Prover<span class="_ _1c"> </span> <span class="_ _1c"> </span>o<span class="_ _1a"> </span> <span class="_ _1c"> </span>T<span class="_ _3"></span>ribunal<span class="_ _1c"> </span> <span class="_ _1c"> </span>de<span class="_ _1c"> </span> <span class="_ _1c"> </span>um<span class="_ _1a"> </span> <span class="_ _1c"> </span>Plano<span class="_ _1c"> </span> <span class="_ _1c"> </span>Estratégico</div><div class="t m1 x1a h5 yb6 ff2 fs1 fc0 sc0 ls0 ws0">participativo <span class="_ _5"></span>com <span class="_ _5"></span>o<span class="_ _5"></span> <span class="_ _5"></span>direcionamento<span class="_ _5"></span> d<span class="_ _5"></span>os <span class="_ _5"></span>esforços</div><div class="t m1 x1a h5 yb7 ff2 fs1 fc0 sc0 ls0 ws0">para uma<span class="_ _5"></span> prestação jurisdiciona<span class="_ _5"></span>l mais <span class="_ _5"></span>acessível,</div><div class="t m1 x1a h5 yc3 ff2 fs1 fc0 sc0 ls0 ws0">célere e efetiva.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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class="t m1 x17 h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">Desdobramento da</div><div class="t m1 x17 h5 ya7 ff2 fs1 fc0 sc0 ls0 ws0">estratégia</div><div class="t m1 x18 h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Mapas de contribuição</span></div><div class="t m1 x18 h5 yc5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Portfólio de projetos</span></div><div class="t m1 x18 h5 yc6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Portfólio de Processos</span></div><div class="t m1 x18 h5 yc7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Planos T<span class="_ _0"></span>áticos e Operacionais</span></div><div class="t m1 x19 h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Alta <span class="_ _3"></span>Administração</span></div><div class="t m1 x19 h5 yc5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores<span class="_ _2c"> </span> <span class="_ _2c"> </span>de<span class="_ _2c"> </span> <span class="_ _2d"> </span>Nível</span></div><div class="t m1 x19 h5 yc6 ff2 fs1 fc0 sc0 ls0 ws0">Estratégico,<span class="_ _2e"> </span> <span class="_ _2e"> </span>Tático<span class="_ _2e"> </span> <span class="_ _2e"> </span>e</div><div class="t m1 x19 h5 yc8 ff2 fs1 fc0 sc0 ls0 ws0">Operacional</div><div class="t m1 x19 h5 yc9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x1b h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">Implementar<span class="_ _17"></span> <span class="_ _5"></span>a<span class="_ _17"></span> <span class="_ _17"></span>cultura<span class="_ _5"></span> <span class="_ _17"></span>de<span class="_ _17"></span> <span class="_ _17"></span>gestão<span class="_ _5"></span> <span class="_ _17"></span>de<span class="_ _17"></span> <span class="_ _17"></span>projetos<span class="_ _5"></span> <span class="_ _17"></span>e</div><div class="t m1 x1b h5 ya7 ff2 fs1 fc0 sc0 ls0 ws0">dos<span class="_ _2f"> </span> <span class="_ _2f"> </span>processos<span class="_ _2f"> </span> <span class="_ _2f"> </span>de<span class="_ _2f"> </span> <span class="_ _2f"> </span>t<span class="_ _5"></span>rabalho,<span class="_ _2f"> </span> <span class="_ _2f"> </span>promovendo</div><div class="t m1 x1b h5 ya8 ff2 fs1 fc0 sc0 ls0 ws0">melhoria e <span class="_ _5"></span>inovação <span class="_ _5"></span>organizacional, de <span class="_ _5"></span>forma a</div><div class="t m1 x1b h5 ya9 ff2 fs1 fc0 sc0 ls0 ws0">estimular<span class="_ _2f"> </span> <span class="_ _2f"> </span>as<span class="_ _2e"> </span> <span class="_ _2f"> </span>unidades<span class="_ _2f"> </span> <span class="_ _2f"> </span>organizacionais<span class="_ _2f"> </span> <span class="_ _2e"> </span>a</div><div class="t m1 x1b h5 yca ff2 fs1 fc0 sc0 ls0 ws0">contribuírem <span class="_ _5"></span>com<span class="_ _5"></span> <span class="_ _5"></span>a <span class="_ _5"></span>execução<span class="_ _5"></span> da<span class="_ _5"></span> <span class="_ _5"></span>estratégia<span class="_ _5"></span> e<span class="_ _5"></span> <span class="_ _5"></span>a</div><div class="t m1 x1b h5 ycb ff2 fs1 fc0 sc0 ls0 ws0">comprometerem-se<span class="_ _2d"> </span> <span class="_ _2e"> </span>com<span class="_ _2d"> </span> <span class="_ _2d"> </span>o<span class="_ _30"> </span> <span class="_ _30"> </span>alcance<span class="_ _30"> </span> <span class="_ _2d"> </span>dos</div><div class="t m1 x1b h5 ycc ff2 fs1 fc0 sc0 ls0 ws0">resultados esperados.</div><div class="t m1 x17 h5 ycd ff2 fs1 fc0 sc0 ls0 ws0">Execução da </div><div class="t m1 x17 h5 yce ff2 fs1 fc0 sc0 ls0 ws0">Estratégia</div><div class="t m1 x17 h5 ycf ff2 fs1 fc0 sc0 ls0 ws0">(Governança </div><div class="t m1 x17 h5 yd0 ff2 fs1 fc0 sc0 ls0 ws0">Institucional)</div><div class="t m1 x18 h5 ycd ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Projetos executados alinhados à </span></div><div class="t m1 x18 h5 yd1 ff2 fs1 fc0 sc0 ls0 ws0">estratégia</div><div class="t m1 x18 h5 yd2 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Processos de trabalho </span></div><div class="t m1 x18 h5 yd3 ff2 fs1 fc0 sc0 ls0 ws0">monitorados e melhorados </div><div class="t m1 x18 h5 yd4 ff2 fs1 fc0 sc0 ls0 ws0">continuamente</div><div class="t m1 x18 h5 yd5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Planos de ação</span></div><div class="t m1 x18 h5 yd6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Metas e indicadores monitorados</span></div><div class="t m1 x19 h5 ycd ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Alta <span class="_ _3"></span>Administração</span></div><div class="t m1 x19 h5 yd1 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores de Nível </span></div><div class="t m1 x19 h5 yd2 ff2 fs1 fc0 sc0 ls0 ws0">Estratégico, T<span class="_ _0"></span>ático e </div><div class="t m1 x19 h5 yd3 ff2 fs1 fc0 sc0 ls0 ws0">Operacional</div><div class="t m1 x19 h5 yd4 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x1c h5 ycd ff2 fs1 fc0 sc0 ls0 ws0">Assegurar<span class="_ _1b"> </span> <span class="_ _19"> </span>que<span class="_ _1b"> </span> <span class="_ _19"> </span>os<span class="_ _1b"> </span> <span class="_ _19"> </span>instrumentos<span class="_ _1b"> </span> <span class="_ _19"> </span>de<span class="_ _19"> </span> <span class="_ _1b"> </span>governança</div><div class="t m1 x1c h5 yce ff2 fs1 fc0 sc0 ls0 ws0">promovam<span class="_ _17"></span> <span class="_ _5"></span>resu<span class="_ _5"></span>ltados<span class="_ _17"></span> <span class="_ _17"></span>s<span class="_ _0"></span>atisfatórios<span class="_ _17"></span> <span class="_ _17"></span>no<span class="_ _17"></span> <span class="_ _17"></span>alc<span class="_ _0"></span>ance<span class="_ _17"></span> <span class="_ _17"></span>da</div><div class="t m1 x1c h5 ycf ff2 fs1 fc0 sc0 ls0 ws0">estratégia do <span class="_ _0"></span>T<span class="_ _3"></span>ribunal.</div><div class="t m1 x17 h5 yd7 ff2 fs1 fc0 sc0 ls0 ws0">Monitoramento, </div><div class="t m1 x17 h5 yd8 ff2 fs1 fc0 sc0 ls0 ws0">Avaliaç<span class="_ _0"></span>ão e </div><div class="t m1 x17 h5 yd9 ff2 fs1 fc0 sc0 ls0 ws0">Revisão da </div><div class="t m1 x17 h5 yda ff2 fs1 fc0 sc0 ls0 ws0">estratégia</div><div class="t m1 x18 h5 yd7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Relatórios  <span class="_ _1c"> </span>de   acompanhamento</span></div><div class="t m1 x18 h5 yd8 ff2 fs1 fc0 sc0 ls0 ws0">da estratégia</div><div class="t m1 x18 h5 yd9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Atas de Reuniões</span></div><div class="t m1 x18 h5 ydb ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Plano Estratégico atualizado</span></div><div class="t m1 x19 h5 yd7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Alta <span class="_ _3"></span>Administração</span></div><div class="t m1 x19 h5 yd8 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores<span class="_ _2c"> </span> <span class="_ _2d"> </span>de<span class="_ _2c"> </span> <span class="_ _2c"> </span>Nível</span></div><div class="t m1 x19 h5 ydc ff2 fs1 fc0 sc0 ls0 ws0">Estratégico,<span class="_ _2e"> </span> <span class="_ _2e"> </span>Tático<span class="_ _2e"> </span> <span class="_ _2e"> </span>e</div><div class="t m1 x19 h5 ydb ff2 fs1 fc0 sc0 ls0 ws0">Operacional</div><div class="t m1 x19 h5 ydd ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR1<span class="_ _0"></span>3</span></div><div class="t m1 x1d h5 yd7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Prover<span class="_ _17"></span> as<span class="_ _17"></span> <span class="_ _5"></span>unidades<span class="_ _5"></span> <span class="_ _17"></span>de<span class="_ _5"></span> <span class="_ _17"></span>f<span class="_ _0"></span>erramentas,<span class="_ _5"></span> <span class="_ _17"></span>técnicas,</span></div><div class="t m1 x1d h5 yd8 ff2 fs1 fc0 sc0 ls0 ws0">informações<span class="_ _17"></span> <span class="_ _17"></span>e<span class="_ _18"></span> <span class="_ _17"></span>conhecimentos<span class="_ _17"></span> <span class="_ _18"></span>adequad<span class="_ _0"></span>os<span class="_ _18"></span> <span class="_ _17"></span>para</div><div class="t m1 x1d h5 yd9 ff2 fs1 fc0 sc0 ls0 ws0">o<span class="_ _2f"> </span> <span class="_ _2f"> </span>efetivo<span class="_ _2f"> </span> <span class="_ _2f"> </span>controle<span class="_ _2f"> </span> <span class="_ _2f"> </span>e<span class="_ _2f"> </span> <span class="_ _2f"> </span>monitoramento<span class="_ _2f"> </span> <span class="_ _2f"> </span>das</div><div class="t m1 x1d h5 yda ff2 fs1 fc0 sc0 ls0 ws0">iniciativas<span class="_ _31"> </span> <span class="_ _31"> </span>constantes<span class="_ _32"> </span> <span class="_ _31"> </span>do<span class="_ _32"> </span> <span class="_ _31"> </span>planejamento</div><div class="t m1 x1d h5 yde ff2 fs1 fc0 sc0 ls0 ws0">estratégico institucional.</div><div class="t m1 x1d hf ydf ff3 fs1 fc0 sc0 ls0 ws0">• </div><div class="t m1 x1d h5 ye0 ff2 fs1 fc0 sc0 ls0 ws0">Avaliar<span class="_ _1b"> </span> <span class="_ _19"> </span>e<span class="_ _1b"> </span> <span class="_ _19"> </span>revisar<span class="_ _19"> </span> <span class="_ _19"> </span>as<span class="_ _1b"> </span> <span class="_ _19"> </span>informações<span class="_ _1b"> </span> <span class="_ _19"> </span>obtidas<span class="_ _19"> </span> <span class="_ _1b"> </span>por</div><div class="t m1 x1d h5 ye1 ff2 fs1 fc0 sc0 ls0 ws0">meio<span class="_ _33"> </span> <span class="_ _33"> </span>do<span class="_ _33"> </span> <span class="_ _33"> </span>monitoramento<span class="_ _33"> </span> <span class="_ _33"> </span>da<span class="_ _33"> </span> <span class="_ _33"> </span>execução<span class="_ _33"> </span> <span class="_ _33"> </span>da</div><div class="t m1 x1d h5 ye2 ff2 fs1 fc0 sc0 ls0 ws0">estratégia<span class="_ _19"> </span> <span class="_ _1b"> </span>com<span class="_ _19"> </span> <span class="_ _19"> </span>a<span class="_ _19"> </span> <span class="_ _1b"> </span>fina<span class="_ _5"></span>lidade<span class="_ _1b"> </span> <span class="_ _19"> </span>de<span class="_ _19"> </span> <span class="_ _19"> </span>assegurar<span class="_ _1b"> </span> <span class="_ _19"> </span>os</div><div class="t m1 x1d h5 ye3 ff2 fs1 fc0 sc0 ls0 ws0">resultados<span class="_ _34"> </span> <span class="_ _34"> </span>pretendidos  <span class="_ _34"> </span>e<span class="_ _34"> </span> <span class="_ _34"> </span>realizar<span class="_ _34"> </span>  possíveis</div><div class="t m1 x1d h5 ye4 ff2 fs1 fc0 sc0 ls0 ws0">ajustes,<span class="_ _35"> </span> <span class="_ _35"> </span>comunicando<span class="_ _35"> </span> <span class="_ _35"> </span>os<span class="_ _35"> </span> <span class="_ _35"> </span>r<span class="_ _0"></span>esultados<span class="_ _35"> </span> <span class="_ _35"> </span>à</div><div class="t m1 x1d h5 ye5 ff2 fs1 fc0 sc0 ls0 ws0">sociedade.</div></div><div class="pi" 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class="t m1 x17 h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">Conhecimento</div><div class="t m1 x17 h5 ya7 ff2 fs1 fc0 sc0 ls0 ws0">estatístico</div><div class="t m1 x18 h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estudos analíticos e </span></div><div class="t m1 x18 h5 yc5 ff2 fs1 fc0 sc0 ls0 ws0">demonstrativos das atividades </div><div class="t m1 x18 h5 yc6 ff2 fs1 fc0 sc0 ls0 ws0">judicantes e de apoio</div><div class="t m1 x19 h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Alta <span class="_ _3"></span>Administração</span></div><div class="t m1 x19 h5 yc5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores<span class="_ _2c"> </span> <span class="_ _2d"> </span>de<span class="_ _2c"> </span> <span class="_ _2c"> </span>Nível</span></div><div class="t m1 x19 h5 yc6 ff2 fs1 fc0 sc0 ls0 ws0">Estratégico e T<span class="_ _0"></span>ático</div><div class="t m1 x19 h5 yc8 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CNJ</span></div><div class="t m1 x19 h5 ye7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CSJT</span></div><div class="t m1 x19 h5 ye8 ff2 fs1 fc0 sc0 ls0 ws0">• TST</div><div class="t m1 x19 h5 ye9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x19 h5 yea ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">OAB-PB</span></div><div class="t m1 x19 h5 yeb ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Sociedade</span></div><div class="t m1 x1c h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">Disponibilizar<span class="_ _36"> </span> <span class="_ _36"> </span>informações<span class="_ _35"> </span> <span class="_ _36"> </span>estatísticas<span class="_ _36"> </span> <span class="_ _36"> </span>q<span class="_ _5"></span>ue</div><div class="t m1 x1c h5 ya7 ff2 fs1 fc0 sc0 ls0 ws0">subsidiem<span class="_ _37"> </span> <span class="_ _37"> </span>a<span class="_ _37"> </span> <span class="_ _37"> </span>tomada<span class="_ _37"> </span> <span class="_ _37"> </span>de<span class="_ _37"> </span> <span class="_ _37"> </span>decisão,</div><div class="t m1 x1c h5 ya8 ff2 fs1 fc0 sc0 ls0 ws0">acompanhamento<span class="_ _17"></span> <span class="_ _18"></span>do<span class="_ _18"></span> <span class="_ _17"></span>d<span class="_ _5"></span>esempenho<span class="_ _17"></span> <span class="_ _18"></span>estatístico<span class="_ _18"></span> <span class="_ _18"></span>do</div><div class="t m1 x1c h5 ya9 ff2 fs1 fc0 sc0 ls0 ws0">Regional<span class="_ _38"> </span> <span class="_ _38"> </span>e<span class="_ _32"> </span> <span class="_ _38"> </span>promovam<span class="_ _38"> </span> <span class="_ _38"> </span>a<span class="_ _32"> </span> <span class="_ _38"> </span>transparência</div><div class="t m1 x1c h5 yca ff2 fs1 fc0 sc0 ls0 ws0">institucional.</div><div class="t m1 x17 h5 yec ff2 fs1 fc0 sc0 ls0 ws0">Gestão de Riscos<span class="_ _39"> </span><span class="ff3">• </span>Planos de gerenciamento de </div><div class="t m1 x18 h5 yed ff2 fs1 fc0 sc0 ls0 ws0">risco.</div><div class="t m1 x18 h5 yee ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Plano de continuidade do </span></div><div class="t m1 x18 h5 yef ff2 fs1 fc0 sc0 ls0 ws0">negócio, envolvendo os aspectos </div><div class="t m1 x18 h5 yf0 ff2 fs1 fc0 sc0 ls0 ws0">de tecnologia da informação, </div><div class="t m1 x18 h5 y9f ff2 fs1 fc0 sc0 ls0 ws0">pessoas e infraestrutura e logística</div><div class="t m1 x19 h5 yec ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Alta <span class="_ _3"></span>Administração</span></div><div class="t m1 x19 h5 yed ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores<span class="_ _2c"> </span> <span class="_ _2d"> </span>de<span class="_ _2c"> </span> <span class="_ _2c"> </span>Nível</span></div><div class="t m1 x19 h5 yee ff2 fs1 fc0 sc0 ls0 ws0">Estratégico e T<span class="_ _0"></span>ático</div><div class="t m1 x19 h5 yef ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x1c h5 yec ff2 fs1 fc0 sc0 ls0 ws0">Direcionar<span class="_ _18"></span> <span class="_ _1d"></span>os<span class="_ _1d"></span> <span class="_ _1d"></span>recursos<span class="_ _18"></span> <span class="_ _1b"></span>humanos<span class="_ _18"></span> <span class="_ _1d"></span>e<span class="_ _1d"></span> <span class="_ _18"></span>mate<span class="_ _5"></span>riais<span class="_ _18"></span> <span class="_ _1d"></span>da</div><div class="t m1 x1c h5 yf1 ff2 fs1 fc0 sc0 ls0 ws0">organização,<span class="_ _2e"> </span> <span class="_ _2f"> </span>no<span class="_ _2e"> </span> <span class="_ _2e"> </span>sentido<span class="_ _2f"> </span> <span class="_ _2e"> </span>de<span class="_ _2e"> </span> <span class="_ _2e"> </span>m<span class="_ _0"></span>inimizar<span class="_ _2e"> </span> <span class="_ _2e"> </span>o<span class="_ _0"></span>u</div><div class="t m1 x1c h5 yf2 ff2 fs1 fc0 sc0 ls0 ws0">aproveitar  <span class="_ _34"> </span>os<span class="_ _34"> </span> <span class="_ _34"> </span>riscos  <span class="_ _34"> </span>e<span class="_ _34"> </span>  in<span class="_ _5"></span>certezas,  <span class="_ _34"> </span>além<span class="_ _34"> </span>  d<span class="_ _5"></span>e,</div><div class="t m1 x1c h5 yf3 ff2 fs1 fc0 sc0 ls0 ws0">proteger e criar valor para a organização.</div><div class="t m1 x17 h5 yf4 ff2 fs1 fc0 sc0 ls0 ws0">Sustentabilidade<span class="_ _3a"> </span><span class="ff3">• </span>Plano de Logística Sustentável<span class="_ _3b"> </span><span class="ff3">• </span>Sociedade</div><div class="t m1 x19 h5 yf5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x19 h5 yf6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x19 h5 yf7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">T<span class="_ _11"></span>e<span class="_ _5"></span>rceirizados</span></div><div class="t m1 x19 h5 yf8 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estagiários</span></div><div class="t m1 x1e h5 yf4 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Prover<span class="_ _17"></span> <span class="_ _17"></span>o<span class="_ _17"></span> <span class="_ _17"></span>T<span class="_ _3"></span>ribunal<span class="_ _17"></span> <span class="_ _17"></span>de<span class="_ _17"></span> <span class="_ _17"></span>um<span class="_ _17"></span> <span class="_ _17"></span>Plano<span class="_ _5"></span> <span class="_ _18"></span>de<span class="_ _17"></span> <span class="_ _17"></span>Logística</span></div><div class="t m1 x1e h5 yf5 ff2 fs1 fc0 sc0 ls0 ws0">Sustentável<span class="_ _17"></span> <span class="_ _18"></span>capaz<span class="_ _17"></span> <span class="_ _18"></span>de<span class="_ _17"></span> <span class="_ _18"></span>garantir<span class="_ _17"></span> <span class="_ _18"></span>um<span class="_ _0"></span>a<span class="_ _18"></span> <span class="_ _17"></span>prestação</div><div class="t m1 x1e h5 yf9 ff2 fs1 fc0 sc0 ls0 ws0">jurisdicional<span class="_ _34"> </span>  célere,<span class="_ _34"> </span> <span class="_ _34"> </span>eficaz<span class="_ _34"> </span>  e<span class="_ _34"> </span> <span class="_ _34"> </span>efetiva,<span class="_ _34"> </span>  sem</div><div class="t m1 x1e h5 yfa ff2 fs1 fc0 sc0 ls0 ws0">comprometer o meio ambiente;</div><div class="t m1 x1e h5 yfb ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Promover  <span class="_ _34"> </span>a<span class="_ _34"> </span>  cultura<span class="_ _34"> </span>  d<span class="_ _5"></span>e  <span class="_ _34"> </span>responsabilidade</span></div><div class="t m1 x1e h5 yfc ff2 fs1 fc0 sc0 ls0 ws0">socioambiental<span class="_ _2d"> </span> <span class="_ _2c"> </span>no<span class="_ _2d"> </span> <span class="_ _2c"> </span>âmbito<span class="_ _2c"> </span> <span class="_ _2d"> </span>do<span class="_ _2c"> </span> <span class="_ _2d"> </span>T<span class="_ _0"></span>ribunal,</div><div class="t m1 x1e h5 yfd ff2 fs1 fc0 sc0 ls0 ws0">incentivando<span class="_ _1a"> </span> <span class="_ _1c"> </span>práticas<span class="_ _1a"> </span> <span class="_ _1c"> </span>de<span class="_ _1c"> </span> <span class="_ _1a"> </span>sustentabilidade<span class="_ _1a"> </span> <span class="_ _1c"> </span>e</div><div class="t m1 x1e h5 yfe ff2 fs1 fc0 sc0 ls0 ws0">racionalização de gastos;</div><div class="t m1 x1e h5 yff ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estimular   à  <span class="_ _1c"> </span>reflexão   e   à<span class="_ _1c"> </span>  mudança   dos</span></div><div class="t m1 x1e h5 y100 ff2 fs1 fc0 sc0 ls0 ws0">padrões de compra, consumo e gestão;</div><div class="t m1 x1e h5 y101 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Buscar<span class="_ _33"> </span> <span class="_ _33"> </span>o<span class="_ _3c"> </span> <span class="_ _33"> </span>aperfeiçoamento<span class="_ _33"> </span> <span class="_ _33"> </span>contínuo<span class="_ _33"> </span> <span class="_ _33"> </span>da</span></div><div class="t m1 x1e h5 y102 ff2 fs1 fc0 sc0 ls0 ws0">qualidade do gasto público;</div><div class="t m1 x1e h5 y103 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Reduzir<span class="_ _17"></span> <span class="_ _18"></span>do<span class="_ _17"></span> <span class="_ _17"></span>impacto<span class="_ _17"></span> <span class="_ _17"></span>negativo<span class="_ _17"></span> <span class="_ _18"></span>das<span class="_ _17"></span> <span class="_ _17"></span>atividades</span></div><div class="t m1 x1e h5 y7d ff2 fs1 fc0 sc0 ls0 ws0">do<span class="_ _17"></span> <span class="_ _17"></span>órgão<span class="_ _18"></span> <span class="_ _17"></span>no<span class="_ _17"></span> <span class="_ _17"></span>meio<span class="_ _17"></span> <span class="_ _18"></span>ambiente<span class="_ _17"></span> <span class="_ _17"></span>com<span class="_ _17"></span> <span class="_ _17"></span>a<span class="_ _18"></span> <span class="_ _17"></span>adequada</div><div class="t m1 x1e h5 y7e ff2 fs1 fc0 sc0 ls0 ws0">gestão dos resíduos gerados;</div><div class="t m1 x1e h5 y7f ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Promover contratações sustentáveis;</span></div><div class="t m1 x1e h5 y80 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Sensibilizar<span class="_ _1b"> </span> <span class="_ _19"> </span>e<span class="_ _19"> </span> <span class="_ _1b"> </span>capacitar<span class="_ _19"> </span> <span class="_ _1b"> </span>o<span class="_ _19"> </span> <span class="_ _1b"> </span>corpo<span class="_ _19"> </span> <span class="_ _1b"> </span>funcional,</span></div><div class="t m1 x1e h5 y104 ff2 fs1 fc0 sc0 ls0 ws0">força<span class="_ _1d"></span> <span class="_ _18"></span>d<span class="_ _5"></span>e<span class="_ _18"></span> <span class="_ _1d"></span>t<span class="_ _5"></span>rabalho<span class="_ _18"></span> <span class="_ _1d"></span>auxiliar<span class="_ _1d"></span> <span class="_ _1d"></span>e<span class="_ _1d"></span> <span class="_ _1d"></span>de<span class="_ _1d"></span> <span class="_ _18"></span>o<span class="_ _5"></span>utras<span class="_ _18"></span> <span class="_ _1d"></span>pa<span class="_ _5"></span>rtes</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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"/><div class="t m1 x1e h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">interessadas;</div><div class="t m1 x1e h5 ya7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Promover<span class="_ _18"></span> <span class="_ _17"></span>a<span class="_ _18"></span> <span class="_ _17"></span>qualidade<span class="_ _18"></span> <span class="_ _17"></span>de<span class="_ _18"></span> <span class="_ _17"></span>vida<span class="_ _18"></span> <span class="_ _17"></span>no<span class="_ _18"></span> <span class="_ _17"></span>ambiente</span></div><div class="t m1 x1e h5 yc6 ff2 fs1 fc0 sc0 ls0 ws0">de trabalho;</div><div class="t m1 x7 h4 y105 ff1 fs1 fc0 sc0 ls0 ws0">7.2 COMUNICAÇÃO INSTITUCIONAL</div><div class="t m1 x7 h5 yab ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _11"></span>em<span class="_ _17"></span> <span class="_ _5"></span>por<span class="_ _5"></span> <span class="_ _17"></span>objetivo<span class="_ _5"></span> <span class="_ _5"></span>divulgar<span class="_ _3"></span>,<span class="_ _17"></span> <span class="_ _5"></span>para<span class="_ _5"></span> <span class="_ _17"></span>os<span class="_ _5"></span> <span class="_ _5"></span>públicos<span class="_ _17"></span> <span class="_ _5"></span>interno<span class="_ _17"></span> e<span class="_ _17"></span> <span class="_ _5"></span>externo,<span class="_ _5"></span> <span class="_ _17"></span>por<span class="_ _5"></span> <span class="_ _17"></span>m<span class="_ _0"></span>eio<span class="_ _5"></span> <span class="_ _17"></span>de<span class="_ _5"></span> <span class="_ _5"></span>diferente<span class="_ _5"></span>s<span class="_ _5"></span> <span class="_ _17"></span>ca<span class="_ _0"></span>nais<span class="_ _5"></span> <span class="_ _17"></span>de<span class="_ _5"></span> <span class="_ _5"></span>comunicação,<span class="_ _17"></span> <span class="_ _5"></span>decisões,<span class="_ _5"></span> <span class="_ _17"></span>informações<span class="_ _5"></span> <span class="_ _5"></span>e</div><div class="t m1 x7 h5 y106 ff2 fs1 fc0 sc0 ls0 ws0">serviços prestados pelo <span class="_ _0"></span>T<span class="_ _3"></span>ribunal.</div><div class="t m1 x7 h5 y107 ff2 fs1 fc0 sc0 ls0 ws0">7.2.1 Comunicação com a sociedade</div><div class="t m1 x7 h5 y108 ff2 fs1 fc0 sc0 ls0 ws0">7.2.2 Comunicação interna</div><div class="t m1 x7 h5 y109 ff2 fs1 fc0 sc0 ls0 ws0">7.2.3 Programação visual</div><div class="t m1 x7 h5 y10a ff2 fs1 fc0 sc0 ls0 ws0">7.2.4 Gestão de mídias sociais</div><div class="t m1 x7 h5 y10b ff2 fs1 fc0 sc0 ls0 ws0">7.2.5 Gestão da Segurança da Informação</div><div class="t m1 x7 h5 y10c ff2 fs1 fc0 sc0 ls0 ws0">7.2.6 Ouvidoria</div><div class="t m1 x1f h4 y10d ff1 fs1 fc0 sc0 ls0 ws0">PROCESSO<span class="_ _26"> </span>R<span class="_ _0"></span>ESUL<span class="_ _3"></span>T<span class="_ _1"></span>ADOS<span class="_ _3d"> </span>CLIENTES<span class="_ _3e"> </span>OBJETIVOS</div><div class="t m1 x20 h5 y10e ff2 fs1 fc0 sc0 ls0 ws0">Comunicação com</div><div class="t m1 x20 h5 y10f ff2 fs1 fc0 sc0 ls0 ws0">a sociedade</div><div class="t m1 x18 h5 y110 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">M<span class="_ _0"></span>atérias jornalísticas</span></div><div class="t m1 x18 h5 y111 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Inf<span class="_ _0"></span>ormações</span></div><div class="t m1 x18 h5 y112 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Cam<span class="_ _0"></span>panhas de comunicação</span></div><div class="t m1 x18 h5 y113 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Clipping</span></div><div class="t m1 x18 h5 y114 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">M<span class="_ _0"></span>ídias sociais</span></div><div class="t m1 x18 h5 y115 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Divulgação d<span class="_ _0"></span>e decisões</span></div><div class="t m1 x18 h5 y116 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Relacionam<span class="_ _0"></span>ento com a imprensa</span></div><div class="t m1 x18 h5 y117 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Documen<span class="_ _0"></span>tação<span class="_ _2e"> </span> <span class="_ _2e"> </span>em<span class="_ _2e"> </span> <span class="_ _2f"> </span>vídeo<span class="_ _2e"> </span> <span class="_ _2e"> </span>das</span></div><div class="t m1 x18 h5 y5a ff2 fs1 fc0 sc0 ls0 ws0">sessões do TR<span class="_ _3"></span>T13</div><div class="t m1 x18 h5 y118 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Cobert<span class="_ _0"></span>ura fotográfica</span></div><div class="t m1 x18 h5 y119 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Divulgação d<span class="_ _0"></span>e eventos</span></div><div class="t m1 x21 h5 y110 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Sociedade</span></div><div class="t m1 x21 h5 y111 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Unidades T<span class="_ _0"></span>R<span class="_ _0"></span>T13</span></div><div class="t m1 x21 h5 y112 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Jurisdicionados</span></div><div class="t m1 x21 h5 y113 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Imprensa</span></div><div class="t m1 x21 h5 y114 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">OAB-PB</span></div><div class="t m1 x22 h5 y10e ff2 fs1 fc0 sc0 ls0 ws0">Manter   bem   i<span class="_ _0"></span>nformado   o  <span class="_ _1c"> </span>p<span class="_ _5"></span>úblico  <span class="_ _1c"> </span>i<span class="_ _5"></span>nterno   e<span class="_ _1c"> </span>  a</div><div class="t m1 x22 h5 y10f ff2 fs1 fc0 sc0 ls0 ws0">sociedade<span class="_ _19"> </span> <span class="_ _19"> </span>acerca<span class="_ _1b"> </span> <span class="_ _19"> </span>das<span class="_ _19"> </span> <span class="_ _19"> </span>atividades<span class="_ _19"> </span> <span class="_ _1b"> </span>e<span class="_ _19"> </span> <span class="_ _19"> </span>dos<span class="_ _19"> </span> <span class="_ _19"> </span>serviços</div><div class="t m1 x22 h5 y11a ff2 fs1 fc0 sc0 ls0 ws0">prestados<span class="_ _19"> </span> <span class="_ _1a"> </span>pelo<span class="_ _1a"> </span> <span class="_ _19"> </span>T<span class="_ _0"></span>rib<span class="_ _0"></span>unal,<span class="_ _1a"> </span> <span class="_ _19"> </span>bem<span class="_ _1a"> </span> <span class="_ _1a"> </span>com<span class="_ _0"></span>o<span class="_ _1a"> </span> <span class="_ _19"> </span>fortalecer<span class="_ _1a"> </span> <span class="_ _1a"> </span>a</div><div class="t m1 x22 h5 y11b ff2 fs1 fc0 sc0 ls0 ws0">imagem da Justiça do T<span class="_ _3"></span>rabalho.</div><div class="t m1 x20 h5 y11c ff2 fs1 fc0 sc0 ls0 ws0">Comunicação </div><div class="t m1 x20 h5 y11d ff2 fs1 fc0 sc0 ls0 ws0">interna</div><div class="t m1 x18 h5 ya2 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">T<span class="_ _0"></span>V TR<span class="_ _0"></span>T<span class="_ _0"></span> e mural</span></div><div class="t m1 x18 h5 y11e ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Intra<span class="_ _0"></span>net</span></div><div class="t m1 x18 h5 y11f ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Cam<span class="_ _0"></span>panhas de Comunicação</span></div><div class="t m1 x21 h5 ya2 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y11e ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y11f ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Estagiários</span></div><div class="t m1 x22 h5 y11c ff2 fs1 fc0 sc0 ls0 ws0">Prestar  <span class="_ _34"> </span>informações  <span class="_ _34"> </span>para  <span class="_ _34"> </span>o  <span class="_ _34"> </span>público  <span class="_ _34"> </span>interno  <span class="_ _34"> </span>e</div><div class="t m1 x22 h5 y11d ff2 fs1 fc0 sc0 ls0 ws0">divulgar as atividades de interesse do T<span class="_ _3"></span>ribunal.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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class="t m1 x18 h5 y121 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Divulgação d<span class="_ _0"></span>e eventos</span></div><div class="t m1 x18 h5 y122 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Lista de <span class="_ _0"></span>T<span class="_ _3"></span>ransmissão WhatsApp</span></div><div class="t m1 x21 h5 y121 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">T<span class="_ _11"></span>erceirizados</span></div><div class="t m1 x21 h5 y122 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Unidades T<span class="_ _0"></span>R<span class="_ _0"></span>T13</span></div><div class="t m1 x20 h5 y123 ff2 fs1 fc0 sc0 ls0 ws0">Programação </div><div class="t m1 x20 h5 y124 ff2 fs1 fc0 sc0 ls0 ws0">visual</div><div class="t m1 x18 h5 y125 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Desenv<span class="_ _0"></span>olvimento e aplicação de </span></div><div class="t m1 x18 h5 y126 ff2 fs1 fc0 sc0 ls0 ws0">identidades visuais para peças de </div><div class="t m1 x18 h5 y127 ff2 fs1 fc0 sc0 ls0 ws0">comunicação (vídeos, cartazes, </div><div class="t m1 x18 h5 y128 ff2 fs1 fc0 sc0 ls0 ws0">banners, folders certificados </div><div class="t m1 x18 h5 y129 ff2 fs1 fc0 sc0 ls0 ws0">filipetas)</div><div class="t m1 x18 h5 y12a ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Criaç<span class="_ _0"></span>ão, desenvolvimento e </span></div><div class="t m1 x18 h5 y12b ff2 fs1 fc0 sc0 ls0 ws0">aplicação de projeto gráfico (revista </div><div class="t m1 x18 h5 y12c ff2 fs1 fc0 sc0 ls0 ws0">de gestão e jornais)</div><div class="t m1 x21 h5 y125 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Unidades T<span class="_ _0"></span>R<span class="_ _0"></span>T13</span></div><div class="t m1 x21 h5 y12d ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">CNJ</span></div><div class="t m1 x21 h5 y12e ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">CJST</span></div><div class="t m1 x21 h5 y12f ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">TR<span class="_ _0"></span>T<span class="_ _11"></span>s</span></div><div class="t m1 x21 h5 y130 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Parceiros</span></div><div class="t m1 x21 h5 y106 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Sociedade</span></div><div class="t m1 x22 h5 y123 ff2 fs1 fc0 sc0 ls0 ws0">Contribuir<span class="_ _17"></span> <span class="_ _17"></span>para<span class="_ _17"></span> <span class="_ _17"></span>o<span class="_ _17"></span> <span class="_ _5"></span>pla<span class="_ _5"></span>nejamento<span class="_ _17"></span> <span class="_ _5"></span>e<span class="_ _18"></span> <span class="_ _5"></span>a<span class="_ _17"></span> <span class="_ _17"></span>implementação</div><div class="t m1 x22 h5 y124 ff2 fs1 fc0 sc0 ls0 ws0">de<span class="_ _2e"> </span> <span class="_ _2e"> </span>camp<span class="_ _0"></span>anhas<span class="_ _2e"> </span> <span class="_ _2e"> </span>de<span class="_ _2f"> </span> <span class="_ _2e"> </span>comunicação<span class="_ _2e"> </span> <span class="_ _2e"> </span>i<span class="_ _0"></span>nternas<span class="_ _2e"> </span> <span class="_ _2e"> </span>e</div><div class="t m1 x22 h5 y131 ff2 fs1 fc0 sc0 ls0 ws0">externas,  <span class="_ _1c"> </span>objetivando  <span class="_ _1c"> </span>ap<span class="_ _5"></span>rimorar<span class="_ _1c"> </span>  a  <span class="_ _1c"> </span>comunicação</div><div class="t m1 x22 h5 y132 ff2 fs1 fc0 sc0 ls0 ws0">institucional<span class="_ _17"></span> <span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _17"></span>transmitir<span class="_ _17"></span> <span class="_ _17"></span>as<span class="_ _17"></span> <span class="_ _5"></span>mensagens<span class="_ _17"></span> <span class="_ _17"></span>de<span class="_ _17"></span> <span class="_ _5"></span>maneira</div><div class="t m1 x22 h5 y133 ff2 fs1 fc0 sc0 ls0 ws0">eficaz e objetiva.</div><div class="t m1 x20 h5 y134 ff2 fs1 fc0 sc0 ls0 ws0">Gestão de mídias </div><div class="t m1 x20 h5 y135 ff2 fs1 fc0 sc0 ls0 ws0">sociais</div><div class="t m1 x18 h5 y136 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Posts</span></div><div class="t m1 x18 h5 y137 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Víd<span class="_ _0"></span>eos</span></div><div class="t m1 x18 h5 y138 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Áudi<span class="_ _0"></span>os</span></div><div class="t m1 x18 h5 y139 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Im<span class="_ _0"></span>agens</span></div><div class="t m1 x18 h5 y13a ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">F<span class="_ _0"></span>acebook</span></div><div class="t m1 x18 h5 y13b ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Inst<span class="_ _0"></span>agran</span></div><div class="t m1 x18 h5 y13c ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">T<span class="_ _3"></span>witter</span></div><div class="t m1 x18 h5 yfa ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Y<span class="_ _11"></span>o<span class="_ _5"></span>uT<span class="_ _3"></span>ube</span></div><div class="t m1 x21 h5 y136 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Unidades T<span class="_ _0"></span>R<span class="_ _0"></span>T13</span></div><div class="t m1 x21 h5 y137 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">CNJ</span></div><div class="t m1 x21 h5 y138 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">CJST</span></div><div class="t m1 x21 h5 y139 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Jurisdicionados</span></div><div class="t m1 x21 h5 y13a ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Imprensa</span></div><div class="t m1 x21 h5 y13b ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Sociedade</span></div><div class="t m1 x22 h5 y134 ff2 fs1 fc0 sc0 ls0 ws0">Construir<span class="_ _5"></span> <span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _17"></span>r<span class="_ _0"></span>eforçar<span class="_ _5"></span> <span class="_ _17"></span>o<span class="_ _5"></span> <span class="_ _5"></span>re<span class="_ _5"></span>lacionamento<span class="_ _5"></span> <span class="_ _17"></span>e <span class="_ _17"></span>a<span class="_ _5"></span> <span class="_ _5"></span>inte<span class="_ _5"></span>ração</div><div class="t m1 x22 h5 y135 ff2 fs1 fc0 sc0 ls0 ws0">com a<span class="_ _5"></span> imprensa, instituições <span class="_ _5"></span>públicas e <span class="_ _5"></span>a sociedade</div><div class="t m1 x22 h5 y13d ff2 fs1 fc0 sc0 ls0 ws0">por<span class="_ _19"> </span> <span class="_ _19"> </span>meio<span class="_ _1a"> </span> <span class="_ _19"> </span>das<span class="_ _19"> </span> <span class="_ _19"> </span>mídias<span class="_ _1a"> </span> <span class="_ _19"> </span>sociais<span class="_ _19"> </span> <span class="_ _19"> </span>(Facebook,<span class="_ _19"> </span> <span class="_ _19"> </span>T<span class="_ _3"></span>witter<span class="_ _3"></span>,</div><div class="t m1 x22 h5 y13e ff2 fs1 fc0 sc0 ls0 ws0">Y<span class="_ _1"></span>ouT<span class="_ _3"></span>u<span class="_ _5"></span>be, Google+, SoundCloud e Flickr).</div><div class="t m1 x20 h5 y13f ff2 fs1 fc0 sc0 ls0 ws0">Gestão da</div><div class="t m1 x20 h5 y140 ff2 fs1 fc0 sc0 ls0 ws0">Segurança da</div><div class="t m1 x20 h5 y141 ff2 fs1 fc0 sc0 ls0 ws0">Informação</div><div class="t m1 x18 h5 y142 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Nor<span class="_ _0"></span>matização<span class="_ _36"> </span> <span class="_ _2c"> </span>da<span class="_ _36"> </span> <span class="_ _3f"> </span>política<span class="_ _3f"> </span> <span class="_ _3f"> </span>de</span></div><div class="t m1 x18 h5 y143 ff2 fs1 fc0 sc0 ls0 ws0">segurança da informação</div><div class="t m1 x21 h5 y142 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Alta administração</span></div><div class="t m1 x21 h5 y144 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Gestores<span class="_ _1a"> </span> <span class="_ _1c"> </span>de<span class="_ _1a"> </span> <span class="_ _1c"> </span>níveis</span></div><div class="t m1 x21 h5 y145 ff2 fs1 fc0 sc0 ls0 ws0">estratégico e tático</div><div class="t m1 x21 h5 y146 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Unidades do <span class="_ _0"></span>TRT1<span class="_ _0"></span>3</span></div><div class="t m1 x22 h5 y13f ff2 fs1 fc0 sc0 ls0 ws0">Classificar<span class="_ _18"></span> <span class="_ _18"></span>e<span class="_ _18"></span> <span class="_ _1d"></span>proteger<span class="_ _18"></span> <span class="_ _18"></span>as<span class="_ _18"></span> <span class="_ _1d"></span>informações<span class="_ _18"></span> <span class="_ _18"></span>estratégicas</div><div class="t m1 x22 h5 y140 ff2 fs1 fc0 sc0 ls0 ws0">de interesse do T<span class="_ _3"></span>ribunal.</div><div class="t m1 x20 h5 y147 ff2 fs1 fc0 sc0 ls0 ws0">Ouvidoria</div><div class="t m1 x18 h5 y148 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Esclarecim<span class="_ _0"></span>entos<span class="_ _2f"> </span> <span class="_ _2e"> </span>e<span class="_ _2f"> </span> <span class="_ _2e"> </span>Informações</span></div><div class="t m1 x18 h5 y149 ff2 fs1 fc0 sc0 ls0 ws0">prestadas</div><div class="t m1 x18 h5 y14a ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Aperf<span class="_ _0"></span>eiçoamento<span class="_ _19"> </span> <span class="_ _19"> </span>d<span class="_ _5"></span>e<span class="_ _19"> </span> <span class="_ _19"> </span>atividades<span class="_ _19"> </span> <span class="_ _1a"> </span>e</span></div><div class="t m1 x18 h5 y14b ff2 fs1 fc0 sc0 ls0 ws0">serviços do <span class="_ _0"></span>TRT</div><div class="t m1 x21 h5 y148 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2"> Sociedade</span></div><div class="t m1 x21 h5 y14c ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Jurisdicionados</span></div><div class="t m1 x21 h5 y14d ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Advogados</span></div><div class="t m1 x21 h5 y14e ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y14f ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y150 ff4 fs1 fc0 sc0 ls0 ws0"><span class="ff2">Estagiários</span></div><div class="t m1 x22 h5 y151 ff2 fs1 fc0 sc0 ls0 ws0">Receber<span class="_ _3"></span>, registrar<span class="_ _3"></span>, co<span class="_ _5"></span>ntrolar e responder pedidos<span class="_ _5"></span> de</div><div class="t m1 x22 h5 y152 ff2 fs1 fc0 sc0 ls0 ws0">informações,<span class="_ _34"> </span>  solicitações,<span class="_ _34"> </span> <span class="_ _34"> </span>reclamações,  <span class="_ _34"> </span>críticas,</div><div class="t m1 x22 h5 y147 ff2 fs1 fc0 sc0 ls0 ws0">elogios<span class="_ _33"> </span> <span class="_ _3c"> </span>e<span class="_ _33"> </span> <span class="_ _3c"> </span>sugestões,<span class="_ _33"> </span> <span class="_ _3c"> </span>a<span class="_ _5"></span>ssegurando<span class="_ _33"> </span> <span class="_ _33"> </span>u<span class="_ _5"></span>m<span class="_ _33"> </span> <span class="_ _3c"> </span>canal</div><div class="t m1 x22 h5 y153 ff2 fs1 fc0 sc0 ls0 ws0">eficiente,<span class="_ _1d"></span> <span class="_ _1b"> </span>ágil<span class="_ _1d"></span> <span class="_ _1b"> </span>e<span class="_ _1d"></span> <span class="_ _1b"> </span>transparente<span class="_ _1b"> </span> <span class="_ _1d"></span>entre<span class="_ _1b"> </span> <span class="_ _1d"></span>o<span class="_ _1b"> </span> <span class="_ _1d"></span>cidadão,<span class="_ _1b"> </span> <span class="_ _1d"></span>os</div><div class="t m1 x22 h5 y154 ff2 fs1 fc0 sc0 ls0 ws0">magistrados,<span class="_ _34"> </span> <span class="_ _34"> </span>servidores  <span class="_ _34"> </span>e<span class="_ _34"> </span> <span class="_ _34"> </span>a<span class="_ _34"> </span> <span class="_ _34"> </span>administração<span class="_ _34"> </span>  do</div><div class="t m1 x22 h5 y155 ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>rib<span class="_ _0"></span>unal,<span class="_ _17"></span> <span class="_ _17"></span>visando<span class="_ _5"></span> <span class="_ _17"></span>ao<span class="_ _17"></span> <span class="_ _5"></span>a<span class="_ _5"></span>primoramento<span class="_ _17"></span> <span class="_ _17"></span>d<span class="_ _0"></span>as<span class="_ _17"></span> <span class="_ _5"></span>atividades</div><div class="t m1 x22 h5 y156 ff2 fs1 fc0 sc0 ls0 ws0">jurisdicionais e a garantia do acesso à informação.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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class="t m1 x7 h4 y8 ff1 fs1 fc0 sc0 ls0 ws0">7.3 GESTÃO DOCUMENT<span class="_ _1"></span>AL E PRESER<span class="_ _0"></span>V<span class="_ _1"></span>AÇÃO DA<span class="_ _0"></span> MEMÓRIA<span class="_ _3"></span> INSTITUCIONAL (<span class="_ _0"></span>EJUD)</div><div class="t m1 x7 h5 y4a ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _11"></span>em como objetivo promover ações voltadas à gestão documental e à preservação da memória institucional.</div><div class="t m1 x7 h5 y15 ff2 fs1 fc0 sc0 ls0 ws0">7.3.1 Gestão do acervo bibliográfico</div><div class="t m1 x7 h5 y4c ff2 fs1 fc0 sc0 ls0 ws0">7.3.2 Gestão da Memória</div><div class="t m1 x7 h5 y4d ff2 fs1 fc0 sc0 ls0 ws0">7.3.3 Gestão de Documental</div><div class="t m1 x24 h4 y157 ff1 fs1 fc0 sc0 ls0 ws0">PROCESSO<span class="_ _40"> </span>RESUL<span class="_ _1"></span>T<span class="_ _3"></span>ADOS<span class="_ _3d"> </span>CLIENTES<span class="_ _41"> </span>OBJETIVOS</div><div class="t m1 x25 h5 yd0 ff2 fs1 fc0 sc0 ls0 ws0">Gestão do acervo </div><div class="t m1 x25 h5 y136 ff2 fs1 fc0 sc0 ls0 ws0">bibliográfico.</div><div class="t m1 x18 h5 yd0 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Biblioteca Digital;</span></div><div class="t m1 x18 h5 yd4 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Pesquisa doutrinária e legislativa;</span></div><div class="t m1 x18 h5 yd5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Produção intelectual de </span></div><div class="t m1 x18 h5 yd6 ff2 fs1 fc0 sc0 ls0 ws0">magistrado e servidores;</div><div class="t m1 x18 h5 y158 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Sumários correntes;</span></div><div class="t m1 x18 h5 y159 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Organização do acervo.</span></div><div class="t m1 x21 h5 yd0 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados;</span></div><div class="t m1 x21 h5 yd4 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores;</span></div><div class="t m1 x21 h5 yd5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidor<span class="_ _0"></span>es;</span></div><div class="t m1 x21 h5 yd6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estagiários;</span></div><div class="t m1 x21 h5 y15a ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">T<span class="_ _11"></span>erceirizados;</span></div><div class="t m1 x21 h5 y159 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Jurisdicionados;</span></div><div class="t m1 x21 h5 y15b ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Instituições </span></div><div class="t m1 x21 h5 y15c ff2 fs1 fc0 sc0 ls0 ws0">públicas;</div><div class="t m1 x21 h5 y15d ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Advogados;</span></div><div class="t m1 x21 h5 y15e ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Outras bibliot<span class="_ _0"></span>ecas.</span></div><div class="t m1 x22 h5 yd0 ff2 fs1 fc0 sc0 ls0 ws0">Oferecer<span class="_ _1b"> </span> <span class="_ _1b"> </span>recu<span class="_ _5"></span>rsos<span class="_ _1b"> </span> <span class="_ _19"> </span>bibliogr<span class="_ _0"></span>áficos<span class="_ _1b"> </span> <span class="_ _19"> </span>e<span class="_ _1b"> </span> <span class="_ _19"> </span>legislativos<span class="_ _1b"> </span> <span class="_ _1b"> </span>no</div><div class="t m1 x22 h5 y136 ff2 fs1 fc0 sc0 ls0 ws0">formato<span class="_ _19"> </span> <span class="_ _1a"> </span>impresso<span class="_ _1a"> </span> <span class="_ _19"> </span>ou<span class="_ _1a"> </span> <span class="_ _1a"> </span>digital<span class="_ _19"> </span> <span class="_ _1a"> </span>visando<span class="_ _19"> </span> <span class="_ _1a"> </span>atender<span class="_ _1a"> </span> <span class="_ _19"> </span>às</div><div class="t m1 x22 h5 y15f ff2 fs1 fc0 sc0 ls0 ws0">necessidades<span class="_ _19"> </span> <span class="_ _19"> </span>institucionais<span class="_ _19"> </span> <span class="_ _19"> </span>e<span class="_ _19"> </span> <span class="_ _19"> </span>à<span class="_ _19"> </span> <span class="_ _19"> </span>capacitação<span class="_ _19"> </span> <span class="_ _19"> </span>dos</div><div class="t m1 x22 h5 y160 ff2 fs1 fc0 sc0 ls0 ws0">nossos clientes.</div><div class="t m1 x25 h5 y161 ff2 fs1 fc0 sc0 ls0 ws0">Gestão da </div><div class="t m1 x25 h5 y162 ff2 fs1 fc0 sc0 ls0 ws0">Memória</div><div class="t m1 x18 h5 y161 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Difusão da Memória Institucional.<span class="_ _42"> </span></span>• <span class="ff2">Usuários Intern<span class="_ _0"></span>os</span></div><div class="t m1 x21 h5 y162 ff2 fs1 fc0 sc0 ls0 ws0">Magistrados, </div><div class="t m1 x21 h5 y163 ff2 fs1 fc0 sc0 ls0 ws0">Servidores, </div><div class="t m1 x21 h5 y164 ff2 fs1 fc0 sc0 ls0 ws0">Estagiários, </div><div class="t m1 x21 h5 y165 ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _11"></span>erceirizados.</div><div class="t m1 x21 h5 y166 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Usuários Externos</span></div><div class="t m1 x21 h5 y167 ff2 fs1 fc0 sc0 ls0 ws0">Jurisdicionados,</div><div class="t m1 x21 h5 y168 ff2 fs1 fc0 sc0 ls0 ws0">Instituições Públicas,</div><div class="t m1 x21 h5 y169 ff2 fs1 fc0 sc0 ls0 ws0">Sociedade em Geral.</div><div class="t m1 x22 h5 y161 ff2 fs1 fc0 sc0 ls0 ws0">Preservar<span class="_ _1b"> </span> <span class="_ _19"> </span>e<span class="_ _1b"> </span> <span class="_ _19"> </span>divulgar<span class="_ _1b"> </span> <span class="_ _19"> </span>a<span class="_ _1d"></span> <span class="_ _19"> </span>memória<span class="_ _1b"> </span> <span class="_ _19"> </span>institucional<span class="_ _1b"> </span> <span class="_ _1b"> </span>p<span class="_ _5"></span>or</div><div class="t m1 x22 h5 y162 ff2 fs1 fc0 sc0 ls0 ws0">meio de atividades culturais, educativas e técnicas.</div><div class="t m1 x22 h5 y163 ff2 fs1 fc0 sc0 ls0 ws0">Recuperar<span class="_ _19"> </span> <span class="_ _1a"> </span>e<span class="_ _19"> </span> <span class="_ _1a"> </span>preservar<span class="_ _19"> </span> <span class="_ _1a"> </span>o<span class="_ _19"> </span> <span class="_ _1a"> </span>acervo<span class="_ _19"> </span> <span class="_ _1a"> </span>físico<span class="_ _19"> </span> <span class="_ _1a"> </span>(móveis,</div><div class="t m1 x22 h5 y164 ff2 fs1 fc0 sc0 ls0 ws0">documentos<span class="_ _17"></span> <span class="_ _17"></span>e<span class="_ _17"></span> <span class="_ _17"></span>fotografias),<span class="_ _17"></span> <span class="_ _17"></span>referentes<span class="_ _17"></span> <span class="_ _17"></span>à<span class="_ _17"></span> <span class="_ _18"></span>Justiça<span class="_ _17"></span> <span class="_ _17"></span>do</div><div class="t m1 x22 h5 y165 ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>rabalh<span class="_ _0"></span>o na Paraíba.</div><div class="t m1 x25 h5 y150 ff2 fs1 fc0 sc0 ls0 ws0">Gestão</div><div class="t m1 x25 h5 y16a ff2 fs1 fc0 sc0 ls0 ws0">Documental</div><div class="t m1 x18 h5 y150 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestão<span class="_ _5"></span> <span class="_ _17"></span>do<span class="_ _5"></span> <span class="_ _17"></span>acervo<span class="_ _5"></span> <span class="_ _5"></span>admin<span class="_ _5"></span>istrativo<span class="_ _5"></span> <span class="_ _17"></span>e</span></div><div class="t m1 x18 h5 y16a ff2 fs1 fc0 sc0 ls0 ws0">judicial</div><div class="t m1 x18 h5 y16b ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Preservação e restauração</span></div><div class="t m1 x21 h5 y150 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Socieda<span class="_ _0"></span>de</span></div><div class="t m1 x21 h5 y16a ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y16b ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidor<span class="_ _0"></span>es</span></div><div class="t m1 x21 h5 y16c ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estagiários</span></div><div class="t m1 x22 h5 y150 ff2 fs1 fc0 sc0 ls0 ws0">Preservar<span class="_ _1a"> </span> <span class="_ _19"> </span>e<span class="_ _1a"> </span> <span class="_ _1a"> </span>permitir<span class="_ _1a"> </span> <span class="_ _19"> </span>o<span class="_ _1a"> </span> <span class="_ _1a"> </span>acesso<span class="_ _1a"> </span> <span class="_ _19"> </span>ao<span class="_ _5"></span>s<span class="_ _19"> </span> <span class="_ _1a"> </span>documentos</div><div class="t m1 x22 h5 y16a ff2 fs1 fc0 sc0 ls0 ws0">produzidos<span class="_ _33"> </span> <span class="_ _3c"> </span>e<span class="_ _33"> </span> <span class="_ _33"> </span>recebidos<span class="_ _3c"> </span> <span class="_ _33"> </span>em<span class="_ _33"> </span> <span class="_ _3c"> </span>decorrência<span class="_ _33"> </span> <span class="_ _3c"> </span>das</div><div class="t m1 x22 h5 y16b ff2 fs1 fc0 sc0 ls0 ws0">atividades<span class="_ _43"> </span> <span class="_ _43"> </span>admi<span class="_ _0"></span>nistrativas<span class="_ _43"> </span> <span class="_ _43"> </span>e<span class="_ _43"> </span> <span class="_ _44"> </span>jurisdicionais</div><div class="t m1 x22 h5 y16d ff2 fs1 fc0 sc0 ls0 ws0">trabalhistas,<span class="_ _1c"> </span> <span class="_ _1a"> </span>visando<span class="_ _1c"> </span> <span class="_ _1c"> </span>assegurar<span class="_ _1a"> </span> <span class="_ _1c"> </span>a<span class="_ _1c"> </span> <span class="_ _1a"> </span>me<span class="_ _5"></span>mória<span class="_ _1a"> </span> <span class="_ _1c"> </span>das</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
<div id="pf11" class="pf w0 h0" data-page-no="11"><div class="pc pc11 w0 h0"><img class="bi x20 y16e wa h14" alt="" src="data:image/png;base64,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"/><div class="t m1 x21 h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Pesquisa<span class="_ _0"></span>dores</span></div><div class="t m1 x21 h5 yc5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Advogados</span></div><div class="t m1 x21 h5 yc6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Órgãos públicos</span></div><div class="t m1 x22 h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">relações<span class="_ _17"></span> <span class="_ _17"></span>institucionais,<span class="_ _17"></span> <span class="_ _17"></span>b<span class="_ _5"></span>em<span class="_ _17"></span> <span class="_ _17"></span>como<span class="_ _17"></span> <span class="_ _17"></span>o<span class="_ _17"></span> <span class="_ _17"></span>co<span class="_ _5"></span>nhecimento</div><div class="t m1 x22 h5 ya7 ff2 fs1 fc0 sc0 ls0 ws0">histórico às futuras gerações.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
<div id="pf12" class="pf w0 h0" data-page-no="12"><div class="pc pc12 w0 h0"><img class="bi x17 y16f wb h15" alt="" 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class="t m1 x7 h4 y8 ff1 fs1 fc0 sc0 ls0 ws0">7.4 GESTÃO DE LOGÍSTICA<span class="_ _3"></span> E INFRAESTRUTURA</div><div class="t m1 x7 h16 y4a ff5 fs1 fc0 sc0 ls0 ws0">Realizar<span class="_ _5"></span> <span class="_ _5"></span>a<span class="_ _5"></span> <span class="_ _5"></span>G<span class="_ _5"></span>estão<span class="_ _5"></span> <span class="_ _5"></span>de<span class="_ _5"></span> <span class="_ _17"></span>recursos <span class="_ _17"></span>m<span class="_ _0"></span>ateriais<span class="_ _5"></span> <span class="_ _5"></span>e<span class="_ _17"></span> d<span class="_ _5"></span>e<span class="_ _5"></span> <span class="_ _5"></span>serviços<span class="_ _17"></span> <span class="_ _5"></span>ne<span class="_ _5"></span>cessários<span class="_ _5"></span> <span class="_ _5"></span>ao<span class="_ _5"></span> <span class="_ _5"></span>bo<span class="_ _5"></span>m<span class="_ _5"></span> <span class="_ _5"></span>desempenho<span class="_ _5"></span> <span class="_ _17"></span>das <span class="_ _17"></span>unida<span class="_ _0"></span>des<span class="_ _5"></span> <span class="_ _17"></span>d<span class="_ _0"></span>o<span class="_ _5"></span> TRT <span class="_ _17"></span>13</div><div class="t m2 x26 h17 y170 ff5 fs3 fc0 sc0 ls0 ws0">a</div><div class="t m3 x27 h18 y4a ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m1 x28 h16 y4a ff5 fs1 fc0 sc0 ls0 ws0">Região,<span class="_ _5"></span> <span class="_ _5"></span>garantindo</div><div class="t m1 x7 h16 y4b ff5 fs1 fc0 sc0 ls0 ws0">aos magistrados e servidores condições de trabalho com saúde e segur<span class="_ _0"></span>ança, além da proteção e manutenção dos bens materiais.</div><div class="t m1 x7 h5 y4c ff2 fs1 fc0 sc0 ls0 ws0">7.4.1 Governança e Gestão de Contratações</div><div class="t m1 x7 h5 y4d ff2 fs1 fc0 sc0 ls0 ws0">7.4.2 <span class="_ _3"></span>Aquisição de Bens e Contratação de Serviços</div><div class="t m1 x7 h5 y16 ff2 fs1 fc0 sc0 ls0 ws0">7.4.3 Gestão de Material Permanente e de Consumo</div><div class="t m1 x7 h5 y4e ff2 fs1 fc0 sc0 ls0 ws0">7.4.4 Gestão da Infraestrutura</div><div class="t m1 x29 h4 y171 ff1 fs1 fc0 sc0 ls0 ws0">PROCESSO<span class="_ _45"> </span>RESUL<span class="_ _1"></span>T<span class="_ _3"></span>ADOS<span class="_ _46"> </span>CLIENTES<span class="_ _47"> </span>OBJETIVOS</div><div class="t m1 x29 h5 y136 ff2 fs1 fc0 sc0 ls0 ws0">Governança e </div><div class="t m1 x29 h5 y15f ff2 fs1 fc0 sc0 ls0 ws0">Gestão de </div><div class="t m1 x29 h5 y160 ff2 fs1 fc0 sc0 ls0 ws0">Contratações</div><div class="t m1 x18 h5 y136 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Atendimento ao PEI;</span></div><div class="t m1 x18 h5 yd5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Cumprimento   do  <span class="_ _1c"> </span>P<span class="_ _3"></span>AC   –<span class="_ _1c"> </span>  Plano</span></div><div class="t m1 x18 h5 yd6 ff2 fs1 fc0 sc0 ls0 ws0">Anual de Contratações;</div><div class="t m1 x18 h5 y158 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Otimização<span class="_ _48"> </span> <span class="_ _48"> </span>dos<span class="_ _48"> </span> <span class="_ _48"> </span>recursos</span></div><div class="t m1 x18 h5 y172 ff2 fs1 fc0 sc0 ls0 ws0">orçamentários;</div><div class="t m1 x18 h5 y173 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestão de risco eficaz</span></div><div class="t m1 x18 h5 y174 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">T<span class="_ _3"></span>ran<span class="_ _5"></span>sparência pública;</span></div><div class="t m1 x21 h5 y136 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Sociedade</span></div><div class="t m1 x21 h5 yd5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 yd6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y158 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x22 h5 y136 ff2 fs1 fc0 sc0 ls0 ws0">Promover<span class="_ _1d"></span> <span class="_ _1b"> </span>o<span class="_ _1b"> </span> <span class="_ _1b"> </span>aperfeiçoamento<span class="_ _1b"> </span> <span class="_ _1b"> </span>da<span class="_ _1b"> </span> <span class="_ _1b"> </span>governança<span class="_ _1d"></span> <span class="_ _1b"> </span>e<span class="_ _1b"> </span> <span class="_ _1b"> </span>da</div><div class="t m1 x22 h5 y15f ff2 fs1 fc0 sc0 ls0 ws0">gestão<span class="_ _49"> </span> <span class="_ _49"> </span>das<span class="_ _49"> </span> <span class="_ _49"> </span>contratações,<span class="_ _49"> </span> <span class="_ _49"> </span>mediante<span class="_ _49"> </span> <span class="_ _49"> </span>o</div><div class="t m1 x22 h5 y160 ff2 fs1 fc0 sc0 ls0 ws0">desenvolvimento<span class="_ _1d"></span> <span class="_ _1b"></span>de<span class="_ _1d"></span> <span class="_ _1b"> </span>políticas,<span class="_ _1d"></span> <span class="_ _1b"> </span>estratégias<span class="_ _1b"> </span> <span class="_ _1b"></span>e<span class="_ _1d"></span> <span class="_ _1b"> </span>ações,</div><div class="t m1 x22 h5 y6a ff2 fs1 fc0 sc0 ls0 ws0">que<span class="_ _34"> </span> <span class="_ _34"> </span>resultem<span class="_ _4a"> </span> <span class="_ _34"> </span>na<span class="_ _34"> </span> <span class="_ _34"> </span>o<span class="_ _5"></span>timização<span class="_ _34"> </span> <span class="_ _34"> </span>dos<span class="_ _4a"> </span> <span class="_ _34"> </span>recursos,<span class="_ _34"> </span> <span class="_ _4a"> </span>na</div><div class="t m1 x22 h5 y175 ff2 fs1 fc0 sc0 ls0 ws0">minimização<span class="_ _34"> </span> <span class="_ _4a"> </span>dos<span class="_ _4a"> </span> <span class="_ _4a"> </span>riscos<span class="_ _4a"> </span> <span class="_ _4a"> </span>e<span class="_ _4a"> </span> <span class="_ _4a"> </span>no<span class="_ _4a"> </span> <span class="_ _4a"> </span>atendimento<span class="_ _4a"> </span> <span class="_ _4a"> </span>do</div><div class="t m1 x22 h5 y176 ff2 fs1 fc0 sc0 ls0 ws0">interesse da sociedade.</div><div class="t m1 x29 h5 y177 ff2 fs1 fc0 sc0 ls0 ws0">Aquisição de Bens </div><div class="t m1 x29 h5 y178 ff2 fs1 fc0 sc0 ls0 ws0">e Contratação de</div><div class="t m1 x29 h5 y179 ff2 fs1 fc0 sc0 ls0 ws0">Serviços</div><div class="t m1 x18 h5 y177 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2"> Contratações de bens, serviços e </span></div><div class="t m1 x18 h5 y178 ff2 fs1 fc0 sc0 ls0 ws0">obras eficientes;</div><div class="t m1 x18 h5 y179 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estrita observância do PEI, P<span class="_ _1"></span>AC, </span></div><div class="t m1 x18 h5 y17a ff2 fs1 fc0 sc0 ls0 ws0">Plano de Obras e da legislação;</div><div class="t m1 x18 h5 y17b ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Observância aos critérios de </span></div><div class="t m1 x18 h5 y17c ff2 fs1 fc0 sc0 ls0 ws0">sustentabilidade;</div><div class="t m1 x18 h5 y17d ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Qualidade nas contratações;</span></div><div class="t m1 x21 h5 y177 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Sociedade</span></div><div class="t m1 x21 h5 y178 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y17e ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y17a ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x22 h5 y177 ff2 fs1 fc0 sc0 ls0 ws0">Assegurar<span class="_ _17"></span> <span class="_ _5"></span>que<span class="_ _17"></span> <span class="_ _17"></span>a<span class="_ _5"></span> <span class="_ _17"></span>aquisição<span class="_ _17"></span> <span class="_ _5"></span>de<span class="_ _17"></span> <span class="_ _17"></span>bens<span class="_ _5"></span> <span class="_ _17"></span>e<span class="_ _17"></span> <span class="_ _5"></span>a<span class="_ _17"></span> <span class="_ _17"></span>contratação</div><div class="t m1 x22 h5 y17f ff2 fs1 fc0 sc0 ls0 ws0">de<span class="_ _17"></span> <span class="_ _17"></span>serviços<span class="_ _17"></span> <span class="_ _17"></span>sejam<span class="_ _17"></span> <span class="_ _17"></span>realizadas<span class="_ _17"></span> <span class="_ _18"></span>em<span class="_ _17"></span> <span class="_ _17"></span>tempo<span class="_ _17"></span> <span class="_ _17"></span>hábil,<span class="_ _17"></span> <span class="_ _17"></span>à<span class="_ _17"></span> <span class="_ _17"></span>luz</div><div class="t m1 x22 h5 y180 ff2 fs1 fc0 sc0 ls0 ws0">da<span class="_ _17"></span> <span class="_ _18"></span>legislação<span class="_ _17"></span> <span class="_ _18"></span>vigente,<span class="_ _17"></span> <span class="_ _18"></span>de<span class="_ _17"></span> <span class="_ _17"></span>maneira<span class="_ _18"></span> <span class="_ _17"></span>sustentável,<span class="_ _18"></span> <span class="_ _17"></span>bem</div><div class="t m1 x22 h5 y181 ff2 fs1 fc0 sc0 ls0 ws0">como garantir a qualidade do objeto contratado.</div><div class="t m1 x29 h5 y182 ff2 fs1 fc0 sc0 ls0 ws0">Gestão de Material </div><div class="t m1 x29 h5 y183 ff2 fs1 fc0 sc0 ls0 ws0">Permanente e de</div><div class="t m1 x29 h5 y184 ff2 fs1 fc0 sc0 ls0 ws0">Consumo</div><div class="t m1 x18 h5 y182 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Eficiência no controle patrimonial</span></div><div class="t m1 x18 h5 y185 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Agilidade<span class="_ _3c"> </span> <span class="_ _2f"> </span>no<span class="_ _3c"> </span> <span class="_ _3c"> </span>atendimen<span class="_ _5"></span>to<span class="_ _3c"> </span> <span class="_ _3c"> </span>das</span></div><div class="t m1 x18 h5 y5b ff2 fs1 fc0 sc0 ls0 ws0">demandas;</div><div class="t m1 x18 h5 y186 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Controle e estatística de consumo;</span></div><div class="t m1 x18 h5 y187 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Racionalização<span class="_ _38"> </span> <span class="_ _32"> </span>dos<span class="_ _38"> </span> <span class="_ _32"> </span>recursos</span></div><div class="t m1 x18 h5 y188 ff2 fs1 fc0 sc0 ls0 ws0">orçamentários;</div><div class="t m1 x21 h5 y182 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Sociedade</span></div><div class="t m1 x21 h5 y185 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y5b ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y189 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x22 h5 y182 ff2 fs1 fc0 sc0 ls0 ws0">Garantir<span class="_ _18"></span> <span class="_ _18"></span>a<span class="_ _1d"></span> <span class="_ _1d"></span>gestão<span class="_ _18"></span> <span class="_ _1d"></span>e<span class="_ _18"></span> <span class="_ _1d"></span>o<span class="_ _18"></span> <span class="_ _1d"></span>controle<span class="_ _18"></span> <span class="_ _1d"></span>dos<span class="_ _18"></span> <span class="_ _1d"></span>materiais,<span class="_ _18"></span> <span class="_ _1d"></span>bem</div><div class="t m1 x22 h5 y18a ff2 fs1 fc0 sc0 ls0 ws0">como o suprimento das unidades.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
<div id="pf13" class="pf w0 h0" data-page-no="13"><div class="pc pc13 w0 h0"><img class="bi x17 y18b wb h19" alt="" src="data:image/png;base64,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"/><div class="t m1 x29 h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">Gestão da </div><div class="t m1 x29 h5 ya7 ff2 fs1 fc0 sc0 ls0 ws0">Infraestrutura</div><div class="t m1 x18 h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Infraestrutura<span class="_ _1b"> </span> <span class="_ _1b"> </span>apropriada<span class="_ _19"> </span> <span class="_ _1d"></span>a<span class="_ _5"></span>o<span class="_ _1b"> </span> <span class="_ _1b"> </span>bom</span></div><div class="t m1 x18 h5 yc5 ff2 fs1 fc0 sc0 ls0 ws0">desempenho<span class="_ _4b"> </span> <span class="_ _4b"> </span>das<span class="_ _4b"> </span> <span class="_ _4b"> </span>atividades</div><div class="t m1 x18 h5 yc6 ff2 fs1 fc0 sc0 ls0 ws0">institucionais</div><div class="t m1 x18 h5 yc8 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Segurança<span class="_ _3c"> </span> <span class="_ _3c"> </span>de<span class="_ _2f"> </span> <span class="_ _33"> </span>pessoas<span class="_ _3c"> </span> <span class="_ _2f"> </span>e<span class="_ _33"> </span> <span class="_ _3c"> </span>d<span class="_ _5"></span>e</span></div><div class="t m1 x18 h5 yc9 ff2 fs1 fc0 sc0 ls0 ws0">patrimônio</div><div class="t m1 x18 h5 y18c ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Atendimento<span class="_ _18"></span> <span class="_ _17"></span>às<span class="_ _18"></span> <span class="_ _17"></span>diretrizes<span class="_ _18"></span> <span class="_ _17"></span>do<span class="_ _18"></span> <span class="_ _17"></span>P<span class="_ _5"></span>EI,</span></div><div class="t m1 x18 h5 ye9 ff2 fs1 fc0 sc0 ls0 ws0">Plano<span class="_ _19"> </span> <span class="_ _19"> </span>de<span class="_ _19"> </span> <span class="_ _19"> </span>Obras<span class="_ _19"> </span> <span class="_ _19"> </span>e<span class="_ _19"> </span> <span class="_ _19"> </span>as<span class="_ _19"> </span> <span class="_ _19"> </span>Normas<span class="_ _19"> </span> <span class="_ _19"> </span>de</div><div class="t m1 x18 h5 yea ff2 fs1 fc0 sc0 ls0 ws0">Saúde e Segurança do <span class="_ _0"></span>T<span class="_ _0"></span>ra<span class="_ _0"></span>balho;</div><div class="t m1 x21 h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Sociedade</span></div><div class="t m1 x21 h5 yc5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 yc6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 yc7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x22 h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">Garantir<span class="_ _18"></span> <span class="_ _18"></span>infraestrutura<span class="_ _18"></span> <span class="_ _18"></span>física<span class="_ _18"></span> <span class="_ _18"></span>ap<span class="_ _5"></span>ropriada,<span class="_ _18"></span> <span class="_ _18"></span>bem<span class="_ _18"></span> <span class="_ _18"></span>como</div><div class="t m1 x22 h5 ya7 ff2 fs1 fc0 sc0 ls0 ws0">disponibilizar  <span class="_ _34"> </span>serviços   de<span class="_ _34"> </span>  limpeza,  <span class="_ _34"> </span>conservação,</div><div class="t m1 x22 h5 ya8 ff2 fs1 fc0 sc0 ls0 ws0">manutenção, segurança e transporte satisfatórios.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
<div id="pf14" class="pf w0 h0" data-page-no="14"><div class="pc pc14 w0 h0"><img class="bi x20 y18d wa h1a" alt="" 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class="t m1 x7 h4 y8 ff1 fs1 fc0 sc0 ls0 ws0">7.5 <span class="_ _3"></span>AUDITORIA<span class="_ _3"></span> E CONTROLE</div><div class="t m1 x7 h5 y4a ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _11"></span>em<span class="_ _5"></span> como<span class="_ _5"></span> objetivo<span class="_ _5"></span> adicionar<span class="_ _5"></span> valor<span class="_ _5"></span> à<span class="_ _5"></span> instituição,<span class="_ _5"></span> contribuindo<span class="_ _5"></span> para<span class="_ _5"></span> a <span class="_ _5"></span>melhoria <span class="_ _5"></span>da<span class="_ _5"></span> eficácia<span class="_ _5"></span> dos<span class="_ _5"></span> processos<span class="_ _5"></span> de<span class="_ _5"></span> controles<span class="_ _5"></span> <span class="_ _5"></span>internos, ge<span class="_ _5"></span>stão d<span class="_ _5"></span>e</div><div class="t m1 x7 h5 y4b ff2 fs1 fc0 sc0 ls0 ws0">riscos e governança, de modo a auxiliá-la no alcance de seus objetivos.</div><div class="t m1 x7 h5 y4c ff2 fs1 fc0 sc0 ls0 ws0">7.5.1 <span class="_ _3"></span>Auditoria, Fiscalização e Inspeção <span class="_ _3"></span>Administrativa</div><div class="t m1 x7 h5 y4d ff2 fs1 fc0 sc0 ls0 ws0">7.5.2 Monitoramento/Acompanhamento das recome<span class="_ _0"></span>ndações</div><div class="t m1 x7 h5 y16 ff2 fs1 fc0 sc0 ls0 ws0">7.5.3 Relatório de <span class="_ _3"></span>Auditoria de Gestão</div><div class="t m1 x24 h4 y157 ff1 fs1 fc0 sc0 ls0 ws0">PROCESSO<span class="_ _40"> </span>RESUL<span class="_ _1"></span>T<span class="_ _3"></span>ADOS<span class="_ _46"> </span>CLIENTES<span class="_ _4c"> </span>OBJETIVOS</div><div class="t m1 x25 h5 yd0 ff2 fs1 fc0 sc0 ls0 ws0">Auditoria,</div><div class="t m1 x25 h5 y136 ff2 fs1 fc0 sc0 ls0 ws0">Fiscalização e</div><div class="t m1 x25 h5 y15f ff2 fs1 fc0 sc0 ls0 ws0">Inspeção</div><div class="t m1 x25 h5 y160 ff2 fs1 fc0 sc0 ls0 ws0">Administrativa</div><div class="t m1 x18 h5 yd0 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Av<span class="_ _0"></span>aliação do sistema do controle </span></div><div class="t m1 x18 h5 yd4 ff2 fs1 fc0 sc0 ls0 ws0">interno</div><div class="t m1 x18 h5 yd5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Recomendações de melhorias</span></div><div class="t m1 x21 h5 yd0 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Socieda<span class="_ _0"></span>de</span></div><div class="t m1 x21 h5 yd4 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Alta administraç<span class="_ _0"></span>ão</span></div><div class="t m1 x21 h5 yd5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades <span class="_ _0"></span>TR<span class="_ _0"></span>T13</span></div><div class="t m1 x21 h5 yd6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CNJ</span></div><div class="t m1 x21 h5 y15a ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CSJT</span></div><div class="t m1 x21 h5 y159 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">TCU</span></div><div class="t m1 x22 h5 yd0 ff2 fs1 fc0 sc0 ls0 ws0">Examinar<span class="_ _19"> </span> <span class="_ _1b"> </span>at<span class="_ _5"></span>os<span class="_ _1b"> </span> <span class="_ _19"> </span>e<span class="_ _19"> </span> <span class="_ _1b"> </span>f<span class="_ _5"></span>atos<span class="_ _1b"> </span> <span class="_ _19"> </span>administrativos,<span class="_ _19"> </span> <span class="_ _19"> </span>a<span class="_ _1b"> </span> <span class="_ _19"> </span>fim<span class="_ _19"> </span> <span class="_ _19"> </span>de</div><div class="t m1 x22 h5 y136 ff2 fs1 fc0 sc0 ls0 ws0">comprovar<span class="_ _17"></span> <span class="_ _18"></span>a<span class="_ _17"></span> <span class="_ _18"></span>legalidade<span class="_ _17"></span> <span class="_ _18"></span>e<span class="_ _17"></span> <span class="_ _18"></span>legitimidade,<span class="_ _17"></span> <span class="_ _18"></span>bem<span class="_ _17"></span> <span class="_ _17"></span>como</div><div class="t m1 x22 h5 y15f ff2 fs1 fc0 sc0 ls0 ws0">avaliar<span class="_ _34"> </span> <span class="_ _34"> </span>os  <span class="_ _34"> </span>resultados<span class="_ _34"> </span> <span class="_ _34"> </span>alcançados,<span class="_ _34"> </span>  quanto<span class="_ _34"> </span> <span class="_ _34"> </span>aos</div><div class="t m1 x22 h5 y160 ff2 fs1 fc0 sc0 ls0 ws0">aspectos<span class="_ _1b"> </span> <span class="_ _1b"></span>de<span class="_ _1d"></span> <span class="_ _1b"> </span>eficiência,<span class="_ _1b"> </span> <span class="_ _1b"> </span>eficácia<span class="_ _1b"> </span> <span class="_ _1b"> </span>e<span class="_ _1b"> </span> <span class="_ _1b"> </span>economicidade</div><div class="t m1 x22 h5 y6a ff2 fs1 fc0 sc0 ls0 ws0">da<span class="_ _1c"> </span> <span class="_ _1c"> </span>gestão<span class="_ _1c"> </span> <span class="_ _1c"> </span>estratégica<span class="_ _0"></span>,<span class="_ _1c"> </span> <span class="_ _1c"> </span>orçamentária,<span class="_ _1c"> </span> <span class="_ _1c"> </span>financeira,</div><div class="t m1 x22 h5 y175 ff2 fs1 fc0 sc0 ls0 ws0">patrimonial,<span class="_ _17"></span> <span class="_ _17"></span>operacional,<span class="_ _17"></span> <span class="_ _17"></span>contábil,<span class="_ _17"></span> <span class="_ _17"></span>de<span class="_ _18"></span> <span class="_ _17"></span>pesso<span class="_ _0"></span>al<span class="_ _17"></span> <span class="_ _17"></span>e<span class="_ _17"></span> <span class="_ _18"></span>de</div><div class="t m1 x22 h5 y176 ff2 fs1 fc0 sc0 ls0 ws0">benefícios.</div><div class="t m1 x25 h5 y71 ff2 fs1 fc0 sc0 ls0 ws0">Monitoramento/</div><div class="t m1 x25 h5 y72 ff2 fs1 fc0 sc0 ls0 ws0">Acompanhamento</div><div class="t m1 x25 h5 y73 ff2 fs1 fc0 sc0 ls0 ws0">das </div><div class="t m1 x25 h5 y18e ff2 fs1 fc0 sc0 ls0 ws0">Recomendações</div><div class="t m1 x18 h5 y71 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">V<span class="_ _3"></span>erificação<span class="_ _4d"> </span> <span class="_ _49"> </span>do<span class="_ _4d"> </span> <span class="_ _4d"> </span>grau<span class="_ _4d"> </span> <span class="_ _49"> </span>de</span></div><div class="t m1 x18 h5 y18f ff2 fs1 fc0 sc0 ls0 ws0">atendimento<span class="_ _1d"></span> <span class="_ _1d"></span>das<span class="_ _1d"></span> <span class="_ _1b"> </span>recomendações<span class="_ _1d"></span> <span class="_ _1d"></span>e</div><div class="t m1 x18 h5 y190 ff2 fs1 fc0 sc0 ls0 ws0">determinações</div><div class="t m1 x18 h5 y191 ff2 fs1 fc0 sc0 ls0 ws0">.<span class="_ _1d"></span> <span class="_ _1d"></span>Monitoramento<span class="_ _1d"></span> <span class="_ _1d"></span>e<span class="_ _1d"></span> <span class="_ _1d"></span>fiscalização<span class="_ _1d"></span> <span class="_ _1b"></span>das</div><div class="t m1 x18 h5 y192 ff2 fs1 fc0 sc0 ls0 ws0">auditorias</div><div class="t m1 x21 h5 y71 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Socieda<span class="_ _0"></span>de</span></div><div class="t m1 x21 h5 y18f ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Alta administraç<span class="_ _0"></span>ão</span></div><div class="t m1 x21 h5 y190 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades auditadas</span></div><div class="t m1 x21 h5 y191 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CNJ</span></div><div class="t m1 x21 h5 y193 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CSJT</span></div><div class="t m1 x22 h5 y71 ff2 fs1 fc0 sc0 ls0 ws0">Averigu<span class="_ _0"></span>ar <span class="_ _5"></span>as <span class="_ _5"></span>providências <span class="_ _5"></span>adotadas <span class="_ _5"></span>pelas <span class="_ _5"></span>unidades</div><div class="t m1 x22 h5 y72 ff2 fs1 fc0 sc0 ls0 ws0">auditadas<span class="_ _1a"> </span> <span class="_ _19"> </span>em<span class="_ _1a"> </span> <span class="_ _19"> </span>decorrência<span class="_ _1a"> </span> <span class="_ _19"> </span>de<span class="_ _1a"> </span> <span class="_ _19"> </span>recomendações<span class="_ _1a"> </span> <span class="_ _19"> </span>e</div><div class="t m1 x22 h5 y73 ff2 fs1 fc0 sc0 ls0 ws0">determinações<span class="_ _19"> </span> <span class="_ _1a"> </span>do<span class="_ _19"> </span> <span class="_ _19"> </span>TCU,<span class="_ _1a"> </span> <span class="_ _19"> </span>CNJ,<span class="_ _19"> </span> <span class="_ _1a"> </span>CSJT<span class="_ _1b"> </span> <span class="_ _1a"> </span>e<span class="_ _19"> </span> <span class="_ _1b"> </span>Auditoria</div><div class="t m1 x22 h5 y18e ff2 fs1 fc0 sc0 ls0 ws0">Interna.</div><div class="t m1 x25 h5 y194 ff2 fs1 fc0 sc0 ls0 ws0">Relatório de </div><div class="t m1 x25 h5 y148 ff2 fs1 fc0 sc0 ls0 ws0">Auditoria de </div><div class="t m1 x25 h5 y195 ff2 fs1 fc0 sc0 ls0 ws0">Gestão</div><div class="t m1 x18 h5 y194 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Relatório<span class="_ _1d"></span> <span class="_ _1b"> </span>de<span class="_ _1d"></span> <span class="_ _18"></span>Auditoria<span class="_ _1d"></span> <span class="_ _1b"> </span>de<span class="_ _1b"> </span> <span class="_ _1d"></span>Ge<span class="_ _5"></span>stão</span></div><div class="t m1 x18 h5 y196 ff2 fs1 fc0 sc0 ls0 ws0">TCA/TCU</div><div class="t m1 x18 h5 y149 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Relatório de Gestão Fiscal – LRF</span></div><div class="t m1 x21 h5 y194 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades <span class="_ _0"></span>TR<span class="_ _0"></span>T13</span></div><div class="t m1 x21 h5 y196 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">TCU</span></div><div class="t m1 x21 h5 y149 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Socieda<span class="_ _0"></span>de</span></div><div class="t m1 x22 h5 y194 ff2 fs1 fc0 sc0 ls0 ws0">Assegurar a transparência dos atos de gestão.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
<div id="pf15" class="pf w0 h0" data-page-no="15"><div class="pc pc15 w0 h0"><img class="bi x17 y197 w9 h1b" alt="" 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class="t m1 x7 h4 y8 ff1 fs1 fc0 sc0 ls0 ws0">7.6 GESTÃO DE PESSOAS</div><div class="t m1 x7 h5 y4a ff2 fs1 fc0 sc0 ls0 ws0">Implementar<span class="_ _5"></span> <span class="_ _17"></span>u<span class="_ _0"></span>ma<span class="_ _5"></span> <span class="_ _17"></span>política<span class="_ _5"></span> <span class="_ _5"></span>de<span class="_ _17"></span> <span class="_ _5"></span>gestão<span class="_ _5"></span> <span class="_ _17"></span>de<span class="_ _5"></span> <span class="_ _5"></span>pe<span class="_ _5"></span>ssoas<span class="_ _5"></span> <span class="_ _5"></span>visando<span class="_ _17"></span> <span class="_ _5"></span>propiciar<span class="_ _5"></span> <span class="_ _17"></span>um<span class="_ _5"></span> <span class="_ _5"></span>ambiente<span class="_ _17"></span> <span class="_ _5"></span>de<span class="_ _5"></span> <span class="_ _17"></span>trabalho<span class="_ _5"></span> <span class="_ _5"></span>saudável,<span class="_ _17"></span> <span class="_ _5"></span>levando-se<span class="_ _5"></span> <span class="_ _17"></span>em<span class="_ _5"></span> <span class="_ _17"></span>c<span class="_ _0"></span>onsideração<span class="_ _5"></span> <span class="_ _17"></span>os</div><div class="t m1 x7 h5 y4b ff2 fs1 fc0 sc0 ls0 ws0">aspectos <span class="_ _5"></span>físicos <span class="_ _5"></span>e <span class="_ _5"></span>psicossociais <span class="_ _5"></span>que <span class="_ _5"></span>envolvam<span class="_ _5"></span> a<span class="_ _5"></span> o<span class="_ _5"></span>rganização <span class="_ _5"></span>do <span class="_ _5"></span>trabalho,<span class="_ _5"></span> a<span class="_ _5"></span> gestão<span class="_ _5"></span> por<span class="_ _5"></span> <span class="_ _5"></span>competências e<span class="_ _5"></span> <span class="_ _5"></span>a<span class="_ _5"></span> qualidade<span class="_ _5"></span> de<span class="_ _5"></span> <span class="_ _5"></span>vida, <span class="_ _5"></span>com <span class="_ _5"></span>vistas</div><div class="t m1 x7 h5 y15 ff2 fs1 fc0 sc0 ls0 ws0">a<span class="_ _17"></span> <span class="_ _17"></span>favorecer<span class="_ _17"></span> <span class="_ _18"></span>um<span class="_ _17"></span> <span class="_ _17"></span>clima<span class="_ _18"></span> <span class="_ _17"></span>organizacional<span class="_ _17"></span> <span class="_ _17"></span>satisfatório.<span class="_ _1b"> </span> O<span class="_ _5"></span>bjetiva,<span class="_ _17"></span> <span class="_ _17"></span>também,<span class="_ _18"></span> <span class="_ _17"></span>realizar<span class="_ _17"></span> <span class="_ _17"></span>a<span class="_ _18"></span> <span class="_ _17"></span>gestão<span class="_ _17"></span> <span class="_ _18"></span>dos<span class="_ _17"></span> <span class="_ _17"></span>atos<span class="_ _17"></span> <span class="_ _18"></span>de<span class="_ _17"></span> <span class="_ _17"></span>pessoal,<span class="_ _17"></span> <span class="_ _18"></span>no<span class="_ _17"></span> <span class="_ _17"></span>tocante<span class="_ _17"></span> <span class="_ _18"></span>à<span class="_ _17"></span> <span class="_ _17"></span>garantia<span class="_ _17"></span> <span class="_ _18"></span>de</div><div class="t m1 x7 h5 y4c ff2 fs1 fc0 sc0 ls0 ws0">direitos e ao cumprimento de deveres, à luz da legislação vigente</div><div class="t m1 x7 h5 y16 ff2 fs1 fc0 sc0 ls0 ws0">7.6.1 Governança e Gestão de Pessoas</div><div class="t m1 x7 h5 y4e ff2 fs1 fc0 sc0 ls0 ws0">7.6.2 <span class="_ _3"></span>Administração de Pessoal</div><div class="t m1 x7 h5 y5e ff2 fs1 fc0 sc0 ls0 ws0">7.6.3 Gestão de Competências</div><div class="t m1 x7 h5 y17 ff2 fs1 fc0 sc0 ls0 ws0">7.6.4 Gestão do Desenvolvimento de Competê<span class="_ _0"></span>ncias</div><div class="t m1 x7 h5 y198 ff2 fs1 fc0 sc0 ls0 ws0">7.6.5 Gestão de Desempenho</div><div class="t m1 x7 h5 y4f ff2 fs1 fc0 sc0 ls0 ws0">7.6.6 Gestão do Conhecimento</div><div class="t m1 x7 h5 y18 ff2 fs1 fc0 sc0 ls0 ws0">7.6.7 Gestão do Clima Organizacional</div><div class="t m1 x7 h5 y199 ff2 fs1 fc0 sc0 ls0 ws0">7.6.8 Recrutamento, Seleção e Lotação</div><div class="t m1 x7 h5 y19a ff2 fs1 fc0 sc0 ls0 ws0">7.6.9 Qualidade de V<span class="_ _0"></span>ida e Saúde Ocupacional</div><div class="t m1 x1f h4 y19b ff1 fs1 fc0 sc0 ls0 ws0">PROCESSO<span class="_ _28"> </span>RESUL<span class="_ _1"></span>T<span class="_ _3"></span>ADOS<span class="_ _46"> </span>CLIENTES<span class="_ _41"> </span>OBJETIVOS</div><div class="t m1 x29 h5 y19c ff2 fs1 fc0 sc0 ls0 ws0">Governança e </div><div class="t m1 x29 h5 y19d ff2 fs1 fc0 sc0 ls0 ws0">Gestão de</div><div class="t m1 x29 h5 y19e ff2 fs1 fc0 sc0 ls0 ws0">Pessoas</div><div class="t m1 x18 h5 y19c ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Normas, políticas, diretrizes, </span></div><div class="t m1 x18 h5 y19f ff2 fs1 fc0 sc0 ls0 ws0">estratégias</div><div class="t m1 x18 h5 y1a0 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Planos táticos, planos de ação, </span></div><div class="t m1 x18 h5 y1a1 ff2 fs1 fc0 sc0 ls0 ws0">projetos</div><div class="t m1 x18 h5 y145 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Processos e mecanismos de </span></div><div class="t m1 x18 h5 y1a2 ff2 fs1 fc0 sc0 ls0 ws0">controle em riscos, segurança da </div><div class="t m1 x18 h5 y1a3 ff2 fs1 fc0 sc0 ls0 ws0">informação e indicadores em gestão</div><div class="t m1 x18 h5 y1a4 ff2 fs1 fc0 sc0 ls0 ws0">de pessoas</div><div class="t m1 x21 h5 y19c ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Sociedade</span></div><div class="t m1 x21 h5 y19f ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y1a0 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y1a1 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x22 h5 y19c ff2 fs1 fc0 sc0 ls0 ws0">Desenvolver e aprimorar mecanismos de avaliação,</div><div class="t m1 x22 h5 y1a5 ff2 fs1 fc0 sc0 ls0 ws0">direcionamento<span class="_ _1c"> </span> <span class="_ _1c"> </span>e<span class="_ _1c"> </span> <span class="_ _1a"> </span>mon<span class="_ _5"></span>itoramento<span class="_ _1a"> </span>  da<span class="_ _1a"> </span> <span class="_ _1c"> </span>gestão<span class="_ _1c"> </span> <span class="_ _1c"> </span>de</div><div class="t m1 x22 h5 y1a6 ff2 fs1 fc0 sc0 ls0 ws0">pessoas,<span class="_ _18"></span> <span class="_ _18"></span>com<span class="_ _18"></span> <span class="_ _1d"></span>vistas<span class="_ _18"></span> <span class="_ _18"></span>a<span class="_ _1d"></span> <span class="_ _18"></span>reduzir<span class="_ _18"></span> <span class="_ _1d"></span>riscos<span class="_ _18"></span> <span class="_ _1d"></span>e<span class="_ _18"></span> <span class="_ _18"></span>garantir<span class="_ _18"></span> <span class="_ _1d"></span>a</div><div class="t m1 x22 h5 y1a7 ff2 fs1 fc0 sc0 ls0 ws0">realização<span class="_ _18"></span> <span class="_ _1d"></span>da<span class="_ _18"></span> <span class="_ _1d"></span>missão<span class="_ _1d"></span> <span class="_ _18"></span>institucional<span class="_ _1d"></span> <span class="_ _18"></span>com<span class="_ _1d"></span> <span class="_ _1d"></span>qualidade,</div><div class="t m1 x22 h5 y1a8 ff2 fs1 fc0 sc0 ls0 ws0">ética, eficiência, efetividade.</div><div class="t m1 x29 h5 y1a9 ff2 fs1 fc0 sc0 ls0 ws0">Administração de</div><div class="t m1 x29 h5 y1aa ff2 fs1 fc0 sc0 ls0 ws0">Pessoal</div><div class="t m1 x18 h5 y1a9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Controle de cargos e funções</span></div><div class="t m1 x18 h5 y1ab ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Provimento de cargos</span></div><div class="t m1 x18 h5 y1ac ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Cadastro e controle funcional</span></div><div class="t m1 x18 h5 y1ad ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Frequência</span></div><div class="t m1 x18 h5 y1ae ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Férias</span></div><div class="t m1 x18 h5 y1af ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Remuneração</span></div><div class="t m1 x18 h5 y1b0 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Licenças</span></div><div class="t m1 x21 h5 y1a9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Sociedade</span></div><div class="t m1 x21 h5 y1ab ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y1ac ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores</span></div><div class="t m1 x21 h5 y1ad ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y1ae ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estagiários</span></div><div class="t m1 x22 h5 y1a9 ff2 fs1 fc0 sc0 ls0 ws0">Assegurar<span class="_ _17"></span> <span class="_ _17"></span>a<span class="_ _18"></span> <span class="_ _17"></span>boa<span class="_ _17"></span> <span class="_ _18"></span>gestão<span class="_ _17"></span> <span class="_ _17"></span>dos<span class="_ _18"></span> <span class="_ _17"></span>direitos<span class="_ _17"></span> <span class="_ _18"></span>e<span class="_ _17"></span> <span class="_ _17"></span>obrigações</div><div class="t m1 x22 h5 y1b1 ff2 fs1 fc0 sc0 ls0 ws0">dos<span class="_ _17"></span> <span class="_ _18"></span>magistrados<span class="_ _18"></span> <span class="_ _18"></span>e<span class="_ _17"></span> <span class="_ _18"></span>servidores,<span class="_ _18"></span> <span class="_ _17"></span>em<span class="_ _18"></span> <span class="_ _18"></span>observância<span class="_ _18"></span> <span class="_ _17"></span>às</div><div class="t m1 x22 h5 y1b2 ff2 fs1 fc0 sc0 ls0 ws0">normas<span class="_ _33"> </span> <span class="_ _33"> </span>pertinentes,<span class="_ _4a"> </span> <span class="_ _33"> </span>ga<span class="_ _5"></span>rantindo<span class="_ _4a"> </span> <span class="_ _33"> </span>o<span class="_ _33"> </span> <span class="_ _33"> </span>a<span class="_ _5"></span>cesso<span class="_ _4a"> </span> <span class="_ _33"> </span>de</div><div class="t m1 x22 h5 y1b3 ff2 fs1 fc0 sc0 ls0 ws0">informações à sociedade.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
<div id="pf16" class="pf w0 h0" data-page-no="16"><div class="pc pc16 w0 h0"><img class="bi x17 y60 w9 h11" alt="" 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class="t m1 x18 h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Benefícios</span></div><div class="t m1 x18 h5 yc5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Aposentadorias</span></div><div class="t m1 x18 h5 yc6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Pensões</span></div><div class="t m1 x18 h5 yc7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Movimentação funcional</span></div><div class="t m1 x18 h5 ye7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">V<span class="_ _1"></span>a<span class="_ _5"></span>cância</span></div><div class="t m1 x18 h5 ye8 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Contratação de Estagiários</span></div><div class="t m1 x18 h5 y1b4 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Publicação de atos administrativos</span></div><div class="t m1 x18 h5 y1b5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Apuração de faltas administrativas</span></div><div class="t m1 x29 h5 y1b6 ff2 fs1 fc0 sc0 ls0 ws0">Gestão de</div><div class="t m1 x29 h5 y1b7 ff2 fs1 fc0 sc0 ls0 ws0">Competências</div><div class="t m1 x18 h5 y1b6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Mapeamento das Competências</span></div><div class="t m1 x18 h5 y1b7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Aval<span class="_ _0"></span>iação<span class="_ _1c"> </span> <span class="_ _1c"> </span>de<span class="_ _1c"> </span> <span class="_ _1c"> </span>competências  <span class="_ _1a"> </span>dos</span></div><div class="t m1 x18 h5 yed ff2 fs1 fc0 sc0 ls0 ws0">servidores</div><div class="t m1 x18 h5 yee ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Identificação<span class="_ _36"> </span> <span class="_ _36"> </span>de<span class="_ _36"> </span> <span class="_ _36"> </span>lacunas<span class="_ _36"> </span> <span class="_ _36"> </span>de</span></div><div class="t m1 x18 h5 y1b8 ff2 fs1 fc0 sc0 ls0 ws0">competências</div><div class="t m1 x18 h5 y1b9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Identificação de talentos</span></div><div class="t m1 x18 h5 y1ba ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Plano<span class="_ _4d"> </span> <span class="_ _4b"> </span>d<span class="_ _0"></span>e<span class="_ _4d"> </span> <span class="_ _4e"> </span>desenvolvimento</span></div><div class="t m1 x18 h5 y1bb ff2 fs1 fc0 sc0 ls0 ws0">individual e gerencial</div><div class="t m1 x21 h5 y1b6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores</span></div><div class="t m1 x21 h5 y1b7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x2a h5 y1b6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Identificar<span class="_ _35"> </span> <span class="_ _4f"> </span>a<span class="_ _4f"> </span> <span class="_ _35"> </span>formação,<span class="_ _4f"> </span> <span class="_ _4f"> </span>exp<span class="_ _0"></span>eriência<span class="_ _50"> </span> <span class="_ _50"> </span>e</span></div><div class="t m1 x2a h5 y1b7 ff2 fs1 fc0 sc0 ls0 ws0">competências<span class="_ _5"></span> <span class="_ _17"></span>necessárias<span class="_ _5"></span> <span class="_ _17"></span>ao<span class="_ _17"></span> <span class="_ _5"></span>ocupante<span class="_ _17"></span> <span class="_ _5"></span>de<span class="_ _17"></span> <span class="_ _5"></span>cada</div><div class="t m1 x2a h5 yed ff2 fs1 fc0 sc0 ls0 ws0">posto <span class="_ _5"></span>de<span class="_ _5"></span> <span class="_ _5"></span>t<span class="_ _5"></span>rabalho, <span class="_ _5"></span>considerando<span class="_ _5"></span> <span class="_ _5"></span>as<span class="_ _5"></span> <span class="_ _5"></span>atribuições<span class="_ _5"></span> <span class="_ _5"></span>e</div><div class="t m1 x2a h5 yee ff2 fs1 fc0 sc0 ls0 ws0">processos pertinentes.</div><div class="t m1 x2a h5 yef ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Comparar o <span class="_ _5"></span>perfil profissional<span class="_ _5"></span> de co<span class="_ _5"></span>mpetências</span></div><div class="t m1 x2a h5 yf0 ff2 fs1 fc0 sc0 ls0 ws0">do<span class="_ _1d"></span> <span class="_ _1d"></span>servidor<span class="_ _1d"></span> <span class="_ _1d"></span>co<span class="_ _5"></span>m<span class="_ _1d"></span> <span class="_ _1d"></span>aquele<span class="_ _1d"></span> <span class="_ _1b"> </span>exigido<span class="_ _1d"></span> <span class="_ _1d"></span>pelo<span class="_ _1d"></span> <span class="_ _1b"> </span>posto<span class="_ _1d"></span> <span class="_ _1b"> </span>de</div><div class="t m1 x2a h5 y9f ff2 fs1 fc0 sc0 ls0 ws0">trabalho,<span class="_ _4a"> </span> <span class="_ _4a"> </span>buscando<span class="_ _34"> </span> <span class="_ _33"> </span>o<span class="_ _4a"> </span> <span class="_ _4a"> </span>alinhamento<span class="_ _4a"> </span> <span class="_ _4a"> </span>com<span class="_ _4a"> </span> <span class="_ _34"> </span>a<span class="_ _5"></span>s</div><div class="t m1 x2a h5 y1bc ff2 fs1 fc0 sc0 ls0 ws0">necessidades institucionais.</div><div class="t m1 x2a h5 y1bd ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Utilizar<span class="_ _19"> </span> <span class="_ _19"> </span>o<span class="_ _19"> </span> <span class="_ _19"> </span>potencial<span class="_ _19"> </span> <span class="_ _1a"> </span>dos<span class="_ _1b"> </span> <span class="_ _1a"> </span>colaboradores,<span class="_ _19"> </span> <span class="_ _19"> </span>para</span></div><div class="t m1 x2a h5 y1be ff2 fs1 fc0 sc0 ls0 ws0">elevar<span class="_ _32"> </span> <span class="_ _32"> </span>o<span class="_ _38"> </span> <span class="_ _31"> </span>desempenho<span class="_ _32"> </span> <span class="_ _32"> </span>dos<span class="_ _32"> </span> <span class="_ _32"> </span>processos</div><div class="t m1 x2a h5 y1bf ff2 fs1 fc0 sc0 ls0 ws0">organizacionais,<span class="_ _1a"> </span> <span class="_ _1a"> </span>bem<span class="_ _1a"> </span> <span class="_ _1a"> </span>como<span class="_ _1a"> </span> <span class="_ _1c"> </span>p<span class="_ _0"></span>ara<span class="_ _1a"> </span> <span class="_ _1a"> </span>promover<span class="_ _1a"> </span> <span class="_ _1c"> </span>a</div><div class="t m1 x2a h5 y1c0 ff2 fs1 fc0 sc0 ls0 ws0">retenção<span class="_ _19"> </span> <span class="_ _19"> </span>e<span class="_ _19"> </span> <span class="_ _19"> </span>disseminação<span class="_ _19"> </span> <span class="_ _19"> </span>do<span class="_ _19"> </span> <span class="_ _1a"> </span>conhecim<span class="_ _0"></span>ento,<span class="_ _19"> </span> <span class="_ _19"> </span>a</div><div class="t m1 x2a h5 y1c1 ff2 fs1 fc0 sc0 ls0 ws0">efetividade<span class="_ _2e"> </span> <span class="_ _2e"> </span>do<span class="_ _2e"> </span> <span class="_ _30"> </span>processo<span class="_ _2e"> </span> <span class="_ _30"> </span>sucessório<span class="_ _2e"> </span> <span class="_ _30"> </span>e<span class="_ _2e"> </span> <span class="_ _2e"> </span>a</div><div class="t m1 x2a h5 y1c2 ff2 fs1 fc0 sc0 ls0 ws0">valorização dos servidores.</div><div class="t m1 x29 h5 yfe ff2 fs1 fc0 sc0 ls0 ws0">Gestão do </div><div class="t m1 x29 h5 yff ff2 fs1 fc0 sc0 ls0 ws0">Desenvolvimento </div><div class="t m1 x29 h5 y100 ff2 fs1 fc0 sc0 ls0 ws0">de Competências</div><div class="t m1 x18 h5 yfe ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Plano de capacitação</span></div><div class="t m1 x18 h5 yff ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Execução das ações de </span></div><div class="t m1 x18 h5 y1c3 ff2 fs1 fc0 sc0 ls0 ws0">capacitação</div><div class="t m1 x21 h5 yfe ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores</span></div><div class="t m1 x21 h5 yff ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x22 h5 yfe ff2 fs1 fc0 sc0 ls0 ws0">Promover<span class="_ _2d"> </span> <span class="_ _2c"> </span>o<span class="_ _2c"> </span> <span class="_ _2c"> </span>desenvolvimento<span class="_ _2d"> </span> <span class="_ _2c"> </span>contínuo<span class="_ _2c"> </span> <span class="_ _2c"> </span>das</div><div class="t m1 x22 h5 yff ff2 fs1 fc0 sc0 ls0 ws0">competências<span class="_ _34"> </span> <span class="_ _4a"> </span>humanas<span class="_ _34"> </span> <span class="_ _34"> </span>e<span class="_ _4a"> </span> <span class="_ _34"> </span>organizacionais<span class="_ _34"> </span> <span class="_ _4a"> </span>dos</div><div class="t m1 x22 h5 y100 ff2 fs1 fc0 sc0 ls0 ws0">servidores<span class="_ _19"> </span> <span class="_ _19"> </span>para<span class="_ _19"> </span> <span class="_ _1a"> </span>o<span class="_ _19"> </span> <span class="_ _19"> </span>melhor<span class="_ _19"> </span> <span class="_ _1a"> </span>desempenho<span class="_ _19"> </span> <span class="_ _19"> </span>de<span class="_ _19"> </span> <span class="_ _1a"> </span>suas</div><div class="t m1 x22 h5 y101 ff2 fs1 fc0 sc0 ls0 ws0">funções,<span class="_ _2e"> </span> <span class="_ _2e"> </span>bem<span class="_ _2e"> </span> <span class="_ _2e"> </span>como<span class="_ _2e"> </span> <span class="_ _2e"> </span>fortalecer<span class="_ _2e"> </span> <span class="_ _2e"> </span>a<span class="_ _2e"> </span> <span class="_ _2f"> </span>cidada<span class="_ _5"></span>nia</div><div class="t m1 x22 h5 y167 ff2 fs1 fc0 sc0 ls0 ws0">organizacional<span class="_ _5"></span> <span class="_ _5"></span>contribuindo<span class="_ _5"></span> <span class="_ _5"></span>para<span class="_ _5"></span> <span class="_ _17"></span>o <span class="_ _5"></span>cu<span class="_ _5"></span>mprimento<span class="_ _5"></span> <span class="_ _5"></span>da</div><div class="t m1 x22 h5 y168 ff2 fs1 fc0 sc0 ls0 ws0">missão e o alcance da visão institucional.</div><div class="t m1 x29 h5 y1c4 ff2 fs1 fc0 sc0 ls0 ws0">Gestão de</div><div class="t m1 x29 h5 y150 ff2 fs1 fc0 sc0 ls0 ws0">Desempenho</div><div class="t m1 x18 h5 y1c4 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Aval<span class="_ _0"></span>iação,<span class="_ _2e"> </span> <span class="_ _2e"> </span>acompanhamento<span class="_ _2e"> </span> <span class="_ _2e"> </span>e</span></div><div class="t m1 x18 h5 y150 ff2 fs1 fc0 sc0 ls0 ws0">desenvolvimento<span class="_ _18"></span> <span class="_ _1d"></span>dos<span class="_ _1d"></span> <span class="_ _1d"></span>servidores<span class="_ _18"></span> <span class="_ _1d"></span>na</div><div class="t m1 x18 h5 y16a ff2 fs1 fc0 sc0 ls0 ws0">carreira</div><div class="t m1 x21 h5 y1c4 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores</span></div><div class="t m1 x21 h5 y150 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x22 h5 y1c4 ff2 fs1 fc0 sc0 ls0 ws0">Mensurar<span class="_ _18"></span> <span class="_ _18"></span>de<span class="_ _18"></span> <span class="_ _18"></span>fo<span class="_ _5"></span>rma<span class="_ _18"></span> <span class="_ _18"></span>objetiva<span class="_ _18"></span> <span class="_ _18"></span>as<span class="_ _18"></span> <span class="_ _1d"></span>competências<span class="_ _18"></span> <span class="_ _18"></span>e<span class="_ _18"></span> <span class="_ _1d"></span>a</div><div class="t m1 x22 h5 y150 ff2 fs1 fc0 sc0 ls0 ws0">produtividade dos servidores.</div><div class="t m1 x29 h5 y1c5 ff2 fs1 fc0 sc0 ls0 ws0">Gestão do<span class="_ _51"> </span><span class="ff3">• </span>Padrões de identificação, <span class="_ _52"> </span><span class="ff3">• </span>Magistrados<span class="_ _53"> </span>Estabelecer<span class="_ _32"> </span> <span class="_ _32"> </span>condições<span class="_ _32"> </span> <span class="_ _32"> </span>propícias<span class="_ _38"> </span> <span class="_ _32"> </span>pa<span class="_ _5"></span>ra<span class="_ _38"> </span> <span class="_ _32"> </span>a</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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class="t m1 x29 h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">Conhecimento<span class="_ _54"> </span>desenvolvimento, proteção e </div><div class="t m1 x18 h5 ya7 ff2 fs1 fc0 sc0 ls0 ws0">compartilhamento de conhecimento </div><div class="t m1 x18 h5 ya8 ff2 fs1 fc0 sc0 ls0 ws0">e de boas práticas de gestão</div><div class="t m1 x18 h5 ya9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Parcerias Institucionais</span></div><div class="t m1 x21 h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores</span></div><div class="t m1 x21 h5 yc5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 yc6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estagiários</span></div><div class="t m1 x22 h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">identificação,<span class="_ _18"></span> <span class="_ _1d"></span>o<span class="_ _1d"></span> <span class="_ _1d"></span>desenvolvimento<span class="_ _1d"></span> <span class="_ _18"></span>e<span class="_ _1d"></span> <span class="_ _1d"></span>a<span class="_ _1d"></span> <span class="_ _18"></span>man<span class="_ _5"></span>utenção</div><div class="t m1 x22 h5 ya7 ff2 fs1 fc0 sc0 ls0 ws0">do<span class="_ _1a"> </span> <span class="_ _1a"> </span>conhecimento<span class="_ _1a"> </span> <span class="_ _1c"> </span>organizacional,<span class="_ _1a"> </span> <span class="_ _1a"> </span>incentivando<span class="_ _1a"> </span> <span class="_ _1c"> </span>o</div><div class="t m1 x22 h5 ya8 ff2 fs1 fc0 sc0 ls0 ws0">pensamento<span class="_ _34"> </span> <span class="_ _4a"> </span>criativo<span class="_ _4a"> </span> <span class="_ _4a"> </span>e<span class="_ _4a"> </span> <span class="_ _4a"> </span>inovador<span class="_ _3"></span>,<span class="_ _34"> </span> <span class="_ _4a"> </span>de<span class="_ _4a"> </span> <span class="_ _4a"> </span>modo<span class="_ _4a"> </span> <span class="_ _4a"> </span>a</div><div class="t m1 x22 h5 ya9 ff2 fs1 fc0 sc0 ls0 ws0">assegurar<span class="_ _4a"> </span> <span class="_ _34"> </span>a<span class="_ _5"></span>tração<span class="_ _4a"> </span> <span class="_ _4a"> </span>e<span class="_ _4a"> </span> <span class="_ _4a"> </span>retenção<span class="_ _4a"> </span> <span class="_ _4a"> </span>de<span class="_ _4a"> </span> <span class="_ _34"> </span>t<span class="_ _5"></span>alentos<span class="_ _4a"> </span> <span class="_ _4a"> </span>e</div><div class="t m1 x22 h5 yca ff2 fs1 fc0 sc0 ls0 ws0">competências.</div><div class="t m1 x29 h5 y87 ff2 fs1 fc0 sc0 ls0 ws0">Gestão<span class="_ _34"> </span> <span class="_ _4a"> </span>do<span class="_ _4a"> </span> <span class="_ _34"> </span>Cli<span class="_ _5"></span>ma</div><div class="t m1 x29 h5 y1c7 ff2 fs1 fc0 sc0 ls0 ws0">Organizacional</div><div class="t m1 x18 h5 y87 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Ambiente<span class="_ _1c"> </span> <span class="_ _1a"> </span>de<span class="_ _1c"> </span> <span class="_ _1c"> </span>trabalho<span class="_ _1a"> </span> <span class="_ _1c"> </span>seguro<span class="_ _1c"> </span> <span class="_ _1a"> </span>e</span></div><div class="t m1 x18 h5 y1c8 ff2 fs1 fc0 sc0 ls0 ws0">saudável</div><div class="t m1 x21 h5 y87 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y1c8 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores</span></div><div class="t m1 x21 h5 y1c9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 yd1 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estagiários</span></div><div class="t m1 x22 h5 y87 ff2 fs1 fc0 sc0 ls0 ws0">Adotar<span class="_ _1b"> </span> <span class="_ _1b"> </span>medidas<span class="_ _19"> </span> <span class="_ _1b"> </span>para<span class="_ _1b"> </span> <span class="_ _19"> </span>promover<span class="_ _1b"> </span> <span class="_ _19"> </span>um<span class="_ _1d"></span> <span class="_ _19"> </span>ambiente<span class="_ _1b"> </span> <span class="_ _1b"> </span>de</div><div class="t m1 x22 h5 y1c7 ff2 fs1 fc0 sc0 ls0 ws0">trabalho   s<span class="_ _0"></span>eguro  <span class="_ _1c"> </span>e   saudável,   c<span class="_ _0"></span>ontribuindo   p<span class="_ _0"></span>ara</div><div class="t m1 x22 h5 ycd ff2 fs1 fc0 sc0 ls0 ws0">melhoria<span class="_ _17"></span> <span class="_ _17"></span>do<span class="_ _18"></span> <span class="_ _17"></span>desempenho<span class="_ _17"></span> <span class="_ _17"></span>p<span class="_ _5"></span>essoal<span class="_ _17"></span> <span class="_ _17"></span>e<span class="_ _17"></span> <span class="_ _18"></span>institucional<span class="_ _17"></span> <span class="_ _17"></span>e</div><div class="t m1 x22 h5 yce ff2 fs1 fc0 sc0 ls0 ws0">valorização das pessoas.</div><div class="t m1 x29 h5 y1ca ff2 fs1 fc0 sc0 ls0 ws0">Recrutamento,</div><div class="t m1 x29 h5 y1cb ff2 fs1 fc0 sc0 ls0 ws0">Seleção e</div><div class="t m1 x29 h5 y1cc ff2 fs1 fc0 sc0 ls0 ws0">Lotação</div><div class="t m1 x18 h5 y1ca ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Alocação adequada de servidores<span class="_ _55"> </span></span>• <span class="ff2">Gestores</span></div><div class="t m1 x21 h5 y1cb ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x22 h5 y1ca ff2 fs1 fc0 sc0 ls0 ws0">Desenvolver<span class="_ _17"></span> <span class="_ _5"></span>métodos<span class="_ _17"></span> <span class="_ _17"></span>de<span class="_ _5"></span> <span class="_ _17"></span>seleção<span class="_ _17"></span> <span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _17"></span>preenchimento</div><div class="t m1 x22 h5 y1cb ff2 fs1 fc0 sc0 ls0 ws0">de<span class="_ _19"> </span> <span class="_ _1a"> </span>cargos<span class="_ _19"> </span> <span class="_ _19"> </span>e<span class="_ _1a"> </span> <span class="_ _19"> </span>funções<span class="_ _1a"> </span> <span class="_ _19"> </span>alinhados<span class="_ _1a"> </span> <span class="_ _19"> </span>à<span class="_ _19"> </span> <span class="_ _1a"> </span>estratégia<span class="_ _19"> </span> <span class="_ _1a"> </span>do</div><div class="t m1 x22 h5 y1cc ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _3"></span>ribunal.</div><div class="t m1 x29 h5 y1cd ff2 fs1 fc0 sc0 ls0 ws0">Qualidade de Vida </div><div class="t m1 x29 h5 y1ce ff2 fs1 fc0 sc0 ls0 ws0">e Saúde </div><div class="t m1 x29 h5 y1cf ff2 fs1 fc0 sc0 ls0 ws0">ocupacional</div><div class="t m1 x18 h5 y1cd ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Práticas<span class="_ _1d"></span> <span class="_ _1b"> </span>relativas<span class="_ _1d"></span> <span class="_ _1b"> </span>à<span class="_ _1b"> </span> <span class="_ _1d"></span>qualidade<span class="_ _1b"></span> <span class="_ _1d"></span>de</span></div><div class="t m1 x18 h5 y1ce ff2 fs1 fc0 sc0 ls0 ws0">vida<span class="_ _17"></span> <span class="_ _17"></span>dos<span class="_ _5"></span> <span class="_ _17"></span>colaboradores<span class="_ _17"></span> <span class="_ _17"></span>à<span class="_ _17"></span> <span class="_ _17"></span>promoção</div><div class="t m1 x18 h5 y1cf ff2 fs1 fc0 sc0 ls0 ws0">da saúde ocupacional</div><div class="t m1 x21 h5 y1cd ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y1ce ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores</span></div><div class="t m1 x21 h5 y1d0 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y1d1 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estagiários</span></div><div class="t m1 x22 h5 y1cd ff2 fs1 fc0 sc0 ls0 ws0">Promover<span class="_ _1a"> </span> <span class="_ _1a"> </span>o<span class="_ _1c"> </span> <span class="_ _1a"> </span>bem-estar<span class="_ _1a"> </span> <span class="_ _1a"> </span>e<span class="_ _1a"> </span> <span class="_ _1c"> </span>a<span class="_ _1a"> </span> <span class="_ _1a"> </span>saúde<span class="_ _1a"> </span> <span class="_ _1c"> </span>oc<span class="_ _0"></span>upacional,</div><div class="t m1 x22 h5 y1ce ff2 fs1 fc0 sc0 ls0 ws0">contribuindo <span class="_ _17"></span>para <span class="_ _5"></span>a<span class="_ _5"></span> <span class="_ _5"></span>motivação<span class="_ _5"></span> <span class="_ _5"></span>dos<span class="_ _5"></span> <span class="_ _5"></span>colaboradores<span class="_ _5"></span> <span class="_ _5"></span>e</div><div class="t m1 x22 h5 y1cf ff2 fs1 fc0 sc0 ls0 ws0">melhor desempenho profissional.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
<div id="pf18" class="pf w0 h0" data-page-no="18"><div class="pc pc18 w0 h0"><img class="bi x17 y1d2 wc h1d" alt="" 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class="t m1 x7 h4 y8 ff1 fs1 fc0 sc0 ls0 ws0">7.7 GESTÃO DE TECNOLOGIA<span class="_ _3"></span> DA<span class="_ _0"></span> INFORMAÇÃO E COM<span class="_ _0"></span>UNICAÇÃO</div><div class="t m1 x7 h16 y4a ff5 fs1 fc0 sc0 ls0 ws0">Aprimorar a infraestrutura e governança de tecnologia da informação e comunicação, de form<span class="_ _0"></span>a a garantir o desenvolvimento, </div><div class="t m1 x7 h16 y4b ff5 fs1 fc0 sc0 ls0 ws0">aperfeiçoamento e disponibilidade dos sistemas com qualidade e essenciais à execu<span class="_ _0"></span>ção da estratégia.</div><div class="t m1 x7 h5 y4c ff2 fs1 fc0 sc0 ls0 ws0">7.7.1 Governança de <span class="_ _0"></span>TIC</div><div class="t m1 x7 h5 y4d ff2 fs1 fc0 sc0 ls0 ws0">7.7.2 Gestão de <span class="_ _0"></span>TIC</div><div class="t m1 x7 h5 y16 ff2 fs1 fc0 sc0 ls0 ws0">7.7.3 Software</div><div class="t m1 x7 h5 y4e ff2 fs1 fc0 sc0 ls0 ws0">7.7.4 Segurança da Informação </div><div class="t m1 x7 h5 y5e ff2 fs1 fc0 sc0 ls0 ws0">7.7.5 Infraestrutura de <span class="_ _0"></span>TIC</div><div class="t m1 x7 h5 y17 ff2 fs1 fc0 sc0 ls0 ws0">7.7.6 Serviços de <span class="_ _0"></span>TIC</div><div class="t m1 x1f h4 y1d3 ff1 fs1 fc0 sc0 ls0 ws0">PROCESSO<span class="_ _28"> </span>RESUL<span class="_ _1"></span>T<span class="_ _3"></span>ADOS<span class="_ _46"> </span>CLIENTES<span class="_ _3e"> </span>OBJETIVOS</div><div class="t m1 x29 h5 y160 ff2 fs1 fc0 sc0 ls0 ws0">Governança de TIC<span class="_ _2e"> </span><span class="ff3">• </span> Diretrizes</div><div class="t m1 x18 h5 y158 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estruturas organizacionais</span></div><div class="t m1 x18 h5 y172 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Políticas</span></div><div class="t m1 x18 h5 y173 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Processos<span class="_ _2e"> </span> <span class="_ _2e"> </span>e<span class="_ _2e"> </span> <span class="_ _30"> </span>mecanismos<span class="_ _2e"> </span> <span class="_ _2e"> </span>de</span></div><div class="t m1 x18 h5 y174 ff2 fs1 fc0 sc0 ls0 ws0">controle em nível estratégico</div><div class="t m1 x18 h5 y1d4 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">PETIC</span></div><div class="t m1 x21 h5 y160 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Sociedade</span></div><div class="t m1 x21 h5 y158 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y172 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y173 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x22 h5 y160 ff2 fs1 fc0 sc0 ls0 ws0">Av<span class="_ _0"></span>aliar<span class="_ _3"></span>,<span class="_ _18"></span> <span class="_ _17"></span>d<span class="_ _5"></span>irigir<span class="_ _17"></span> <span class="_ _18"></span>e<span class="_ _18"></span> <span class="_ _18"></span>monitorar<span class="_ _18"></span> <span class="_ _17"></span>a<span class="_ _18"></span> <span class="_ _18"></span>estratégia<span class="_ _18"></span> <span class="_ _17"></span>de<span class="_ _18"></span> <span class="_ _17"></span>TIC<span class="_ _18"></span> <span class="_ _18"></span>em</div><div class="t m1 x22 h5 y1d5 ff2 fs1 fc0 sc0 ls0 ws0">linha<span class="_ _1b"> </span> <span class="_ _19"> </span>com<span class="_ _1b"> </span> <span class="_ _19"> </span>a<span class="_ _19"> </span> <span class="_ _1b"> </span>e<span class="_ _5"></span>stratégia<span class="_ _1b"> </span> <span class="_ _19"> </span>institucional,<span class="_ _1b"> </span> <span class="_ _19"> </span>buscando-se</div><div class="t m1 x22 h5 y1d6 ff2 fs1 fc0 sc0 ls0 ws0">garantir<span class="_ _1c"> </span> <span class="_ _1c"> </span>e<span class="_ _1a"> </span> <span class="_ _1c"> </span>disponibilizar<span class="_ _1c"> </span> <span class="_ _1c"> </span>soluções<span class="_ _1c"> </span> <span class="_ _1c"> </span>informatizadas</div><div class="t m1 x22 h5 y1d7 ff2 fs1 fc0 sc0 ls0 ws0">eficientes,<span class="_ _18"></span> <span class="_ _17"></span>dotadas<span class="_ _18"></span> <span class="_ _18"></span>de<span class="_ _18"></span> <span class="_ _17"></span>infraestrutura<span class="_ _18"></span> <span class="_ _18"></span>apropriada<span class="_ _18"></span> <span class="_ _17"></span>às</div><div class="t m1 x22 h5 y1d8 ff2 fs1 fc0 sc0 ls0 ws0">atividades administrativas e judiciais</div><div class="t m1 x29 h5 y1d9 ff2 fs1 fc0 sc0 ls0 ws0">Gestão de T<span class="_ _0"></span>IC<span class="_ _56"> </span><span class="ff3">• </span>PDTIC</div><div class="t m1 x18 h5 y1da ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Projetos</span></div><div class="t m1 x18 h5 y1db ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Processos<span class="_ _19"> </span> <span class="_ _1b"> </span>ge<span class="_ _5"></span>ridos<span class="_ _1b"> </span> <span class="_ _19"> </span>e<span class="_ _19"> </span> <span class="_ _19"> </span>controlados</span></div><div class="t m1 x18 h5 y2b ff2 fs1 fc0 sc0 ls0 ws0">em nível tático e operacional</div><div class="t m1 x18 h5 y1dc ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Indicadores medidos</span></div><div class="t m1 x21 h5 y1d9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Jurisdicionados</span></div><div class="t m1 x21 h5 y1da ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y1db ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y2b ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x22 h5 y1d9 ff2 fs1 fc0 sc0 ls0 ws0">Realizar<span class="_ _3c"> </span> <span class="_ _2f"> </span>as<span class="_ _2f"> </span> <span class="_ _3c"> </span>ações<span class="_ _2f"> </span> <span class="_ _2f"> </span>gerenciai<span class="_ _0"></span>s<span class="_ _2f"> </span> <span class="_ _3c"> </span>necessárias<span class="_ _2f"> </span> <span class="_ _2f"> </span>à</div><div class="t m1 x22 h5 y1dd ff2 fs1 fc0 sc0 ls0 ws0">execução<span class="_ _2d"> </span> <span class="_ _2d"> </span>da<span class="_ _2d"> </span> <span class="_ _2c"> </span>estratégia<span class="_ _2d"> </span> <span class="_ _2d"> </span>de<span class="_ _2c"> </span> <span class="_ _30"> </span>T<span class="_ _1"></span>ecnologia<span class="_ _2d"> </span> <span class="_ _2d"> </span>da</div><div class="t m1 x22 h5 y1de ff2 fs1 fc0 sc0 ls0 ws0">Informação<span class="_ _18"></span> <span class="_ _18"></span>e<span class="_ _17"></span> <span class="_ _18"></span>Comun<span class="_ _5"></span>icação,<span class="_ _18"></span> <span class="_ _18"></span>em<span class="_ _17"></span> <span class="_ _18"></span>consonância<span class="_ _18"></span> <span class="_ _18"></span>com</div><div class="t m1 x22 h5 y1df ff2 fs1 fc0 sc0 ls0 ws0">as<span class="_ _4a"> </span> <span class="_ _4a"> </span>d<span class="_ _5"></span>iretrizes<span class="_ _4a"> </span> <span class="_ _4a"> </span>estabelecidas<span class="_ _4a"> </span> <span class="_ _33"> </span>por<span class="_ _4a"> </span> <span class="_ _33"> </span>este<span class="_ _4a"> </span> <span class="_ _34"> </span>T<span class="_ _0"></span>ribunal,</div><div class="t m1 x22 h5 y1e0 ff2 fs1 fc0 sc0 ls0 ws0">visando   ao   alcance   dos   o<span class="_ _5"></span>bjetivos   estratégicos</div><div class="t m1 x22 h5 y1e1 ff2 fs1 fc0 sc0 ls0 ws0">institucionais.</div><div class="t m1 x29 h5 y1e2 ff2 fs1 fc0 sc0 ls0 ws0">Software<span class="_ _57"> </span><span class="ff3">• </span>Sistemas de informação portáveis,</div><div class="t m1 x18 h5 y1e3 ff2 fs1 fc0 sc0 ls0 ws0">interoperáveis, responsivos, </div><div class="t m1 x18 h5 y1e4 ff2 fs1 fc0 sc0 ls0 ws0">seguros, acessíveis e com </div><div class="t m1 x18 h5 y1e5 ff2 fs1 fc0 sc0 ls0 ws0">documentação atualizada.</div><div class="t m1 x21 h5 y1e2 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Jurisdicionados</span></div><div class="t m1 x21 h5 y1e6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y1e7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y1e8 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x22 h5 y1e2 ff2 fs1 fc0 sc0 ls0 ws0">Desenvolver <span class="_ _5"></span>e<span class="_ _5"></span> <span class="_ _5"></span>sustentar<span class="_ _5"></span> <span class="_ _5"></span>os<span class="_ _5"></span> s<span class="_ _5"></span>istem<span class="_ _0"></span>as<span class="_ _5"></span> <span class="_ _5"></span>desenvolvidos</div><div class="t m1 x22 h5 y1e3 ff2 fs1 fc0 sc0 ls0 ws0">internamente<span class="_ _1b"> </span> <span class="_ _1b"> </span>e<span class="_ _1d"></span> <span class="_ _19"> </span>gerenciar<span class="_ _1b"> </span> <span class="_ _1b"> </span>os<span class="_ _1b"></span> <span class="_ _1b"> </span>adquiridos,<span class="_ _1b"> </span> <span class="_ _1b"> </span>além<span class="_ _1b"> </span> <span class="_ _1b"> </span>de</div><div class="t m1 x22 h5 y1e4 ff2 fs1 fc0 sc0 ls0 ws0">organizar<span class="_ _1a"> </span> <span class="_ _1c"> </span>e<span class="_ _1c"> </span> <span class="_ _1a"> </span>ge<span class="_ _5"></span>rir<span class="_ _1a"> </span> <span class="_ _1c"> </span>a<span class="_ _1c"> </span> <span class="_ _1a"> </span>arquitetura<span class="_ _1c"> </span> <span class="_ _1a"> </span>de<span class="_ _1c"> </span> <span class="_ _1c"> </span>software<span class="_ _1a"> </span> <span class="_ _1c"> </span>da</div><div class="t m1 x22 h5 y1e5 ff2 fs1 fc0 sc0 ls0 ws0">Instituição.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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class="t m1 x29 h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">Segurança<span class="_ _58"> </span> <span class="_ _58"> </span>da</div><div class="t m1 x29 h5 y1ea ff2 fs1 fc0 sc0 ls0 ws0">Informação</div><div class="t m1 x0 h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Política de segurança da </span></div><div class="t m1 x0 h5 yc5 ff2 fs1 fc0 sc0 ls0 ws0">informação em <span class="_ _0"></span>TI</div><div class="t m1 x18 h5 yc6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestão de risco de <span class="_ _0"></span>TI</span></div><div class="t m1 x18 h5 yc8 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Plano de TI <span class="_ _0"></span>para continuidade do </span></div><div class="t m1 x18 h5 ye7 ff2 fs1 fc0 sc0 ls0 ws0">negócio</div><div class="t m1 x21 h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Jurisdicionados</span></div><div class="t m1 x21 h5 yc5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 yc6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 yc7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x22 h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">Estabelecer<span class="_ _1d"></span> <span class="_ _1d"></span>programa<span class="_ _1d"></span> <span class="_ _1b"> </span>de<span class="_ _1d"></span> <span class="_ _1d"></span>gestão<span class="_ _1d"></span> <span class="_ _1b"> </span>de<span class="_ _1d"></span> <span class="_ _1d"></span>segurança<span class="_ _1b"></span> <span class="_ _1d"></span>e</div><div class="t m1 x22 h5 y1ea ff2 fs1 fc0 sc0 ls0 ws0">gestão<span class="_ _18"></span> <span class="_ _18"></span>de<span class="_ _18"></span> <span class="_ _18"></span>riscos<span class="_ _18"></span> <span class="_ _18"></span>de<span class="_ _18"></span> <span class="_ _18"></span>TI,<span class="_ _17"></span> <span class="_ _1d"></span>em<span class="_ _18"></span> <span class="_ _18"></span>conformidade<span class="_ _18"></span> <span class="_ _18"></span>com<span class="_ _18"></span> <span class="_ _18"></span>as</div><div class="t m1 x22 h5 y1eb ff2 fs1 fc0 sc0 ls0 ws0">normas<span class="_ _34"> </span> <span class="_ _34"> </span>e<span class="_ _34"> </span> <span class="_ _34"> </span>padrões<span class="_ _34"> </span> <span class="_ _34"> </span>nacionais  <span class="_ _34"> </span>e<span class="_ _4a"> </span> <span class="_ _34"> </span>internacionais,</div><div class="t m1 x22 h5 y1ec ff2 fs1 fc0 sc0 ls0 ws0">visando<span class="_ _19"> </span> <span class="_ _1a"> </span>assegurar<span class="_ _19"> </span> <span class="_ _1a"> </span>a<span class="_ _19"> </span> <span class="_ _19"> </span>d<span class="_ _5"></span>isponibilidade,<span class="_ _19"> </span> <span class="_ _1a"> </span>integridade,</div><div class="t m1 x22 h5 y1ed ff2 fs1 fc0 sc0 ls0 ws0">confidencialidade<span class="_ _18"></span> <span class="_ _18"></span>e<span class="_ _18"></span> <span class="_ _18"></span>autenticidade<span class="_ _18"></span> <span class="_ _17"></span>d<span class="_ _5"></span>as<span class="_ _18"></span> <span class="_ _18"></span>informações</div><div class="t m1 x22 h5 ycc ff2 fs1 fc0 sc0 ls0 ws0">criadas, <span class="_ _5"></span>manuseadas, <span class="_ _5"></span>armazenadas,<span class="_ _5"></span> <span class="_ _5"></span>transportadas,</div><div class="t m1 x22 h5 y1ee ff2 fs1 fc0 sc0 ls0 ws0">descartadas ou custodiadas por este <span class="_ _0"></span>T<span class="_ _3"></span>ribunal.</div><div class="t m1 x29 h5 y23 ff2 fs1 fc0 sc0 ls0 ws0">Infraestrutura<span class="_ _32"> </span> <span class="_ _32"> </span>de</div><div class="t m1 x29 h5 y1ef ff2 fs1 fc0 sc0 ls0 ws0">TIC</div><div class="t m1 x18 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Infraestrutura de TIC a<span class="_ _0"></span>propriada </span></div><div class="t m1 x18 h5 y1ef ff2 fs1 fc0 sc0 ls0 ws0">às atividades judiciais e </div><div class="t m1 x18 h5 y1f0 ff2 fs1 fc0 sc0 ls0 ws0">administrativas</div><div class="t m1 x21 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Jurisdicionados</span></div><div class="t m1 x21 h5 y1f1 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y1f2 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y1f3 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x22 h5 y23 ff2 fs1 fc0 sc0 ls0 ws0">Definir a<span class="_ _5"></span> <span class="_ _5"></span>arquitetura <span class="_ _5"></span>e a<span class="_ _5"></span> g<span class="_ _5"></span>estão <span class="_ _5"></span>técnica d<span class="_ _5"></span>o a<span class="_ _5"></span>mbiente</div><div class="t m1 x22 h5 y1ef ff2 fs1 fc0 sc0 ls0 ws0">computacional <span class="_ _5"></span>da<span class="_ _5"></span> I<span class="_ _5"></span>nstituição, <span class="_ _5"></span>de<span class="_ _5"></span> <span class="_ _5"></span>modo <span class="_ _5"></span>a<span class="_ _5"></span> e<span class="_ _5"></span>nglobar <span class="_ _5"></span>a</div><div class="t m1 x22 h5 y1f0 ff2 fs1 fc0 sc0 ls0 ws0">aquisição,<span class="_ _18"></span> <span class="_ _18"></span>o<span class="_ _18"></span> <span class="_ _1d"></span>gerenciamento,<span class="_ _18"></span> <span class="_ _18"></span>o<span class="_ _18"></span> <span class="_ _18"></span>monitoramento<span class="_ _18"></span> <span class="_ _1d"></span>e<span class="_ _18"></span> <span class="_ _18"></span>o</div><div class="t m1 x22 h5 y1f4 ff2 fs1 fc0 sc0 ls0 ws0">suporte<span class="_ _34"> </span> <span class="_ _34"> </span>especializados<span class="_ _34"> </span> <span class="_ _34"> </span>aos<span class="_ _34"> </span> <span class="_ _34"> </span>recursos<span class="_ _34"> </span> <span class="_ _34"> </span>físicos<span class="_ _34"> </span> <span class="_ _34"> </span>e</div><div class="t m1 x22 h5 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">serviços<span class="_ _1a"> </span> <span class="_ _19"> </span>de<span class="_ _1a"> </span> <span class="_ _19"> </span>TI<span class="_ _1a"> </span> <span class="_ _19"> </span>p<span class="_ _5"></span>ostos<span class="_ _1a"> </span> <span class="_ _19"> </span>e<span class="_ _5"></span>m<span class="_ _19"> </span> <span class="_ _1a"> </span>produção,<span class="_ _1a"> </span> <span class="_ _1a"> </span>garantindo</div><div class="t m1 x22 h5 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">ampla<span class="_ _17"></span> <span class="_ _18"></span>disponibilidade<span class="_ _17"></span> <span class="_ _18"></span>dos<span class="_ _18"></span> <span class="_ _17"></span>sistemas<span class="_ _18"></span> <span class="_ _17"></span>de<span class="_ _18"></span> <span class="_ _17"></span>in<span class="_ _5"></span>formação</div><div class="t m1 x22 h5 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">e<span class="_ _3c"> </span> <span class="_ _3c"> </span>provendo<span class="_ _3c"> </span> <span class="_ _3c"> </span>ambiente<span class="_ _3c"> </span> <span class="_ _3c"> </span>computacional<span class="_ _3c"> </span> <span class="_ _3c"> </span>de<span class="_ _3c"> </span> <span class="_ _3c"> </span>alto</div><div class="t m1 x22 h5 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">desempenho.</div><div class="t m1 x29 h5 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">Serviços de TIC<span class="_ _7"> </span><span class="ff3">• </span>Aten<span class="_ _0"></span>dimento   às  <span class="_ _34"> </span>demandas  <span class="_ _34"> </span>dos</div><div class="t m1 x18 h5 y1fa ff2 fs1 fc0 sc0 ls0 ws0">clientes<span class="_ _1d"></span> <span class="_ _18"></span>d<span class="_ _5"></span>e<span class="_ _18"></span> <span class="_ _18"></span>TI<span class="_ _1d"></span> <span class="_ _18"></span>d<span class="_ _5"></span>e<span class="_ _18"></span> <span class="_ _1d"></span>forma<span class="_ _1d"></span> <span class="_ _1d"></span>eficiente<span class="_ _1d"></span> <span class="_ _18"></span>e</div><div class="t m1 x18 h5 y192 ff2 fs1 fc0 sc0 ls0 ws0">efetiva</div><div class="t m1 x21 h5 y1f9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Jurisdicionados</span></div><div class="t m1 x21 h5 y1fb ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y1fc ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y1fd ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x22 h5 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">Receber<span class="_ _3"></span>, analisar<span class="_ _5"></span> e<span class="_ _5"></span> solucionar <span class="_ _5"></span>as <span class="_ _5"></span>demandas <span class="_ _5"></span>de TIC</div><div class="t m1 x22 h5 y1fa ff2 fs1 fc0 sc0 ls0 ws0">que<span class="_ _5"></span> <span class="_ _17"></span>env<span class="_ _0"></span>olvam<span class="_ _5"></span> <span class="_ _5"></span>req<span class="_ _5"></span>uisições<span class="_ _5"></span> <span class="_ _5"></span>d<span class="_ _5"></span>e<span class="_ _5"></span> <span class="_ _17"></span>s<span class="_ _0"></span>erviços,<span class="_ _5"></span> <span class="_ _17"></span>c<span class="_ _0"></span>ontorno<span class="_ _5"></span> <span class="_ _17"></span>de</div><div class="t m1 x22 h5 y192 ff2 fs1 fc0 sc0 ls0 ws0">incidentes<span class="_ _17"></span> <span class="_ _18"></span>e<span class="_ _18"></span> <span class="_ _17"></span>resolução<span class="_ _18"></span> <span class="_ _17"></span>de<span class="_ _18"></span> <span class="_ _17"></span>p<span class="_ _5"></span>roblemas<span class="_ _17"></span> <span class="_ _18"></span>relativos<span class="_ _17"></span> <span class="_ _18"></span>aos</div><div class="t m1 x22 h5 y1fe ff2 fs1 fc0 sc0 ls0 ws0">sistemas ou ativos de microinformática.</div><div class="t m1 x7 h4 y1ff ff1 fs1 fc0 sc0 ls0 ws0">7.8 GESTÃO ORÇAMENTÁRIA, FINANCEIR<span class="_ _0"></span>A<span class="_ _0"></span> E CONTÁBIL</div><div class="t m1 x7 h16 y200 ff5 fs1 fc0 sc0 ls0 ws0">Promover a gestão orçamentária e financeira visando efici<span class="_ _0"></span>ência da execução orçamentária e financeira, de forma a assegurar recursos </div><div class="t m1 x7 h16 y1d ff5 fs1 fc0 sc0 ls0 ws0">que viabilizem as ações e metas necessárias a execução da estra<span class="_ _0"></span>tégia,</div><div class="t m1 x7 h5 y201 ff2 fs1 fc0 sc0 ls0 ws0">7.8.1 Gestão Orçamentária</div><div class="t m1 x7 h5 y1e ff2 fs1 fc0 sc0 ls0 ws0">7.8.2 Gestão Financeira</div><div class="t m1 x7 h5 y202 ff2 fs1 fc0 sc0 ls0 ws0">7.8.3 Gestão Contábil</div><div class="t m1 x7 h5 y203 ff2 fs1 fc0 sc0 ls0 ws0">7.8.4 Gestão de Folha de Pagamento de Pessoal</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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class="t m1 x1f h4 ya7 ff1 fs1 fc0 sc0 ls0 ws0">PROCESSO<span class="_ _28"> </span>RESUL<span class="_ _1"></span>T<span class="_ _3"></span>ADOS<span class="_ _46"> </span>CLIENTES<span class="_ _3e"> </span>OBJETIVOS</div><div class="t m1 x29 h5 y84 ff2 fs1 fc0 sc0 ls0 ws0">Gestão </div><div class="t m1 x29 h5 y85 ff2 fs1 fc0 sc0 ls0 ws0">Orçamentária</div><div class="t m1 x18 h5 y84 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2"> Orçamento</span></div><div class="t m1 x18 h5 y205 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Proposta prévia e proposta </span></div><div class="t m1 x18 h5 y206 ff2 fs1 fc0 sc0 ls0 ws0">orçamentária</div><div class="t m1 x18 h5 y207 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Solicitação de créditos adicionais</span></div><div class="t m1 x18 h5 y1c8 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Ações incluídas no Plano </span></div><div class="t m1 x18 h5 y208 ff2 fs1 fc0 sc0 ls0 ws0">Plurianual – PP<span class="_ _1"></span>A</div><div class="t m1 x18 h5 y209 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Empenho e liquidação de despesa</span></div><div class="t m1 x18 h5 y20a ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Ações e créditos orçamentários </span></div><div class="t m1 x18 h5 yf1 ff2 fs1 fc0 sc0 ls0 ws0">monitorados</div><div class="t m1 x18 h5 yf2 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Acompanhamento SEGEO</span></div><div class="t m1 x18 h5 yf3 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Disponibilização na T<span class="_ _3"></span>ransparência</span></div><div class="t m1 x18 h5 yf0 ff2 fs1 fc0 sc0 ls0 ws0">da Resolução 102 <span class="_ _3"></span>Anexo I e II e </div><div class="t m1 x18 h5 y9f ff2 fs1 fc0 sc0 ls0 ws0">Resolução 195 QDD</div><div class="t m1 x21 h5 y84 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades TR<span class="_ _0"></span>T1<span class="_ _0"></span>3</span></div><div class="t m1 x21 h5 y205 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores</span></div><div class="t m1 x21 h5 y206 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Fornecedores</span></div><div class="t m1 x21 h5 y207 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">TCU</span></div><div class="t m1 x21 h5 y20b ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CNJ</span></div><div class="t m1 x21 h5 y208 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CSJT</span></div><div class="t m1 x2b h5 y84 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Realizar<span class="_ _44"> </span> <span class="_ _31"> </span>o<span class="_ _44"> </span> <span class="_ _31"> </span>planejamento<span class="_ _44"> </span> <span class="_ _31"> </span>orçamentário</span></div><div class="t m1 x2b h5 y205 ff2 fs1 fc0 sc0 ls0 ws0">institucional,<span class="_ _49"> </span> <span class="_ _4d"> </span>alinhando-o<span class="_ _4d"> </span> <span class="_ _49"> </span>às<span class="_ _4d"> </span> <span class="_ _4d"> </span>diretrizes</div><div class="t m1 x2b h5 y206 ff2 fs1 fc0 sc0 ls0 ws0">estratégicas.</div><div class="t m1 x2b h5 y207 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Elaborar<span class="_ _2e"> </span> <span class="_ _2f"> </span>proposta<span class="_ _2e"> </span> <span class="_ _2e"> </span>or<span class="_ _0"></span>çamentária<span class="_ _2f"> </span> <span class="_ _2e"> </span>prévia<span class="_ _2e"> </span> <span class="_ _2f"> </span>e</span></div><div class="t m1 x2b h5 y1c8 ff2 fs1 fc0 sc0 ls0 ws0">proposta orçamentária anual.</div><div class="t m1 x2b h5 y1c9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Realizar<span class="_ _18"></span> <span class="_ _17"></span>e<span class="_ _18"></span> <span class="_ _18"></span>monitorar<span class="_ _17"></span> <span class="_ _18"></span>a<span class="_ _18"></span> <span class="_ _18"></span>execução<span class="_ _17"></span> <span class="_ _18"></span>orçamentária</span></div><div class="t m1 x2b h5 yd1 ff2 fs1 fc0 sc0 ls0 ws0">do T<span class="_ _3"></span>ribunal.</div><div class="t m1 x2b h5 yd2 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Solicitar<span class="_ _5"></span> <span class="_ _5"></span>os<span class="_ _5"></span> <span class="_ _5"></span>recursos <span class="_ _5"></span>financeiros<span class="_ _5"></span> <span class="_ _5"></span>necessários<span class="_ _5"></span> <span class="_ _5"></span>ao</span></div><div class="t m1 x2b h5 y20c ff2 fs1 fc0 sc0 ls0 ws0">custeio da folha de pagamento deste T<span class="_ _3"></span>ribunal.</div><div class="t m1 x29 h5 y20d ff2 fs1 fc0 sc0 ls0 ws0">Gestão Financeira<span class="_ _37"> </span><span class="ff3">•<span class="_ _5"></span> </span>Receitas próprias controladas</div><div class="t m1 x18 h5 yf5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Despesas controladas e pagas</span></div><div class="t m1 x18 h5 yf9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Pagamento e transmissão de </span></div><div class="t m1 x18 h5 yf7 ff2 fs1 fc0 sc0 ls0 ws0">tributos e contribuições</div><div class="t m1 x21 h5 y20d ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x21 h5 yf5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 yf9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Gestores</span></div><div class="t m1 x21 h5 yf7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y20e ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estagiários</span></div><div class="t m1 x21 h5 y20f ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Fornecedores</span></div><div class="t m1 x21 h5 y210 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Jurisdicionados</span></div><div class="t m1 x21 h5 y114 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">TCU</span></div><div class="t m1 x21 h5 y211 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CNJ</span></div><div class="t m1 x21 h5 y212 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CSJT</span></div><div class="t m1 x21 h5 y152 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Sociedade</span></div><div class="t m1 x2b h5 y20d ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Promover<span class="_ _19"> </span> <span class="_ _19"> </span>a<span class="_ _1a"> </span> <span class="_ _19"> </span>gestão<span class="_ _19"> </span> <span class="_ _1a"> </span>dos<span class="_ _19"> </span> <span class="_ _19"> </span>recursos<span class="_ _1a"> </span> <span class="_ _19"> </span>financeiros</span></div><div class="t m1 x2b h5 yf5 ff2 fs1 fc0 sc0 ls0 ws0">próprios.</div><div class="t m1 x2b h5 yf9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Realizar pagamento.</span></div><div class="t m1 x2b h5 yfa ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Efetuar<span class="_ _1b"></span> <span class="_ _1d"></span>as<span class="_ _1b"></span> <span class="_ _1b"> </span>retenções<span class="_ _1d"></span> <span class="_ _1b"> </span>e<span class="_ _1d"></span> <span class="_ _1b"> </span>os<span class="_ _1d"></span> <span class="_ _1b"> </span>recolhimentos<span class="_ _1d"></span> <span class="_ _19"> </span>das</span></div><div class="t m1 x2b h5 y20e ff2 fs1 fc0 sc0 ls0 ws0">obrigações tributárias e contributivas.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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class="t m1 x29 h5 ya6 ff2 fs1 fc2 sc0 ls0 ws0">Gestão Contábil<span class="_ _59"> </span><span class="ff3 fc0">• <span class="ff2">Conformidade dos registros </span></span></div><div class="t m1 x18 h5 yc5 ff2 fs1 fc0 sc0 ls0 ws0">contábeis</div><div class="t m1 x18 h5 yc6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Classificação da despesa e da </span></div><div class="t m1 x18 h5 yc8 ff2 fs1 fc0 sc0 ls0 ws0">receita</div><div class="t m1 x18 h5 yc9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Demonstrações contábeis aferidas</span></div><div class="t m1 x18 h5 ye8 ff2 fs1 fc0 sc0 ls0 ws0">e publicadas</div><div class="t m1 x18 h5 ye9 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Notas explicativas às </span></div><div class="t m1 x18 h5 yea ff2 fs1 fc0 sc0 ls0 ws0">demonstrações contábeis</div><div class="t m1 x18 h5 y214 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Solicitação de recursos</span></div><div class="t m1 x21 h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x21 h5 yc5 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">TCU</span></div><div class="t m1 x21 h5 yc6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CNJ</span></div><div class="t m1 x21 h5 yc7 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CSJ</span></div><div class="t m1 x2b h5 ya6 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Efetuar a conformidade contábil dos atos e </span></div><div class="t m1 x2b h5 yc5 ff2 fs1 fc0 sc0 ls0 ws0">fatos da gestão orçamentária, financeira e </div><div class="t m1 x2b h5 yc6 ff2 fs1 fc0 sc0 ls0 ws0">patrimonial.</div><div class="t m1 x2b h5 yc8 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Realizar a classificação da despesa e receita </span></div><div class="t m1 x2b h5 yc9 ff2 fs1 fc0 sc0 ls0 ws0">do T<span class="_ _3"></span>ribunal.</div><div class="t m1 x2b h5 y18c ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Atestar a adequação das informações contidas </span></div><div class="t m1 x2b h5 ye9 ff2 fs1 fc0 sc0 ls0 ws0">nos demonstrativos contábeis.</div><div class="t m1 x2b h5 yea ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Efetuar notas explicativas às demonstrações </span></div><div class="t m1 x2b h5 y214 ff2 fs1 fc0 sc0 ls0 ws0">contábeis.</div><div class="t m1 x29 h5 y215 ff2 fs1 fc0 sc0 ls0 ws0">Gestão de Folha </div><div class="t m1 x29 h5 y216 ff2 fs1 fc0 sc0 ls0 ws0">de Pagamento de</div><div class="t m1 x29 h5 y217 ff2 fs1 fc0 sc0 ls0 ws0">Pessoal</div><div class="t m1 x18 h5 y215 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Folha de pagamento de pessoal</span></div><div class="t m1 x18 h5 y218 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Projeção<span class="_ _5"></span> <span class="_ _5"></span>da<span class="_ _5"></span> <span class="_ _5"></span>despesa<span class="_ _5"></span> <span class="_ _5"></span>com<span class="_ _5"></span> <span class="_ _5"></span>pessoal</span></div><div class="t m1 x18 h5 y219 ff2 fs1 fc0 sc0 ls0 ws0">(mensal e anual)</div><div class="t m1 x18 h5 y50 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">GEFIP<span class="_ _11"></span>, <span class="_ _5"></span>DIRF<span class="_ _5"></span> <span class="_ _5"></span>e<span class="_ _5"></span> <span class="_ _5"></span>RAIS<span class="_ _5"></span> <span class="_ _5"></span>elaboradas<span class="_ _5"></span> <span class="_ _5"></span>e</span></div><div class="t m1 x18 h5 y21a ff2 fs1 fc0 sc0 ls0 ws0">enviadas</div><div class="t m1 x21 h5 y215 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Unidades do TR<span class="_ _3"></span>T1<span class="_ _5"></span>3</span></div><div class="t m1 x21 h5 y218 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Magistrados</span></div><div class="t m1 x21 h5 y219 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Servidores</span></div><div class="t m1 x21 h5 y21b ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Requisitados</span></div><div class="t m1 x21 h5 y21a ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Estagiários</span></div><div class="t m1 x21 h5 y21c ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Consignatários</span></div><div class="t m1 x21 h5 y21d ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">TCU</span></div><div class="t m1 x21 h5 y19b ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">AGU</span></div><div class="t m1 x21 h5 y21e ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Receita Federal</span></div><div class="t m1 x21 h5 y21f ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Caixa<span class="_ _4f"> </span> <span class="_ _38"> </span>Econômica</span></div><div class="t m1 x21 h5 y220 ff2 fs1 fc0 sc0 ls0 ws0">Federal,<span class="_ _17"></span> <span class="_ _18"></span>Ministério<span class="_ _17"></span> <span class="_ _18"></span>do</div><div class="t m1 x21 h5 y221 ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>rabalh<span class="_ _0"></span>o<span class="_ _5a"> </span> <span class="_ _5a"> </span>e</div><div class="t m1 x21 h5 y1a7 ff2 fs1 fc0 sc0 ls0 ws0">Previdência Social</div><div class="t m1 x21 h5 y222 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CNJ</span></div><div class="t m1 x21 h5 y223 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">CSJT</span></div><div class="t m1 x2b h5 y215 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Apropriar a folha de pagamento.</span></div><div class="t m1 x2b h5 y218 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Realizar<span class="_ _1d"></span> <span class="_ _1d"></span>a<span class="_ _1d"></span> <span class="_ _1d"></span>projeção<span class="_ _1d"></span> <span class="_ _1d"></span>da<span class="_ _1d"></span> <span class="_ _1d"></span>despesa<span class="_ _1d"></span> <span class="_ _1d"></span>com<span class="_ _1d"></span> <span class="_ _1d"></span>pessoal</span></div><div class="t m1 x2b h5 y219 ff2 fs1 fc0 sc0 ls0 ws0">(mensal e anual).</div><div class="t m1 x2b h5 y50 ff3 fs1 fc0 sc0 ls0 ws0">• <span class="ff2">Elaborar e enviar a GEFIP<span class="_ _11"></span>,DIRF e RAIS.</span></div><div class="t m1 x7 h4 y224 ff1 fs1 fc0 sc0 ls0 ws0">8. GLOSSÁRIO</div><div class="t m1 xf h5 y225 ff2 fs1 fc0 sc0 ls0 ws0">SIGLA/NOME<span class="_ _5b"> </span>CONCEIT<span class="_ _0"></span>O</div><div class="t m1 x10 h5 y226 ff2 fs1 fc0 sc0 ls0 ws0">Macroprocesso<span class="_ _5c"> </span>É um <span class="_ _5"></span>conjunto de p<span class="_ _5"></span>rocessos executados <span class="_ _5"></span>de forma <span class="_ _5"></span>ordenada para realização<span class="_ _5"></span> de o<span class="_ _5"></span>bjetivos e metas<span class="_ _5"></span> da</div><div class="t m1 x2c h5 y227 ff2 fs1 fc0 sc0 ls0 ws0">organização</div><div class="t m1 x10 h5 y228 ff2 fs1 fc0 sc0 ls0 ws0">Processo<span class="_ _5d"> </span>Processo<span class="_ _1d"></span> <span class="_ _1d"></span>é<span class="_ _18"></span> <span class="_ _1d"></span>um<span class="_ _1d"></span> <span class="_ _1b"> </span>conjunto<span class="_ _18"></span> <span class="_ _1d"></span>de<span class="_ _1b"></span> <span class="_ _18"></span>at<span class="_ _5"></span>ividades<span class="_ _18"></span> <span class="_ _1d"></span>inter-relacionadas<span class="_ _1d"></span> <span class="_ _1d"></span>ou<span class="_ _1d"></span> <span class="_ _1d"></span>inte<span class="_ _5"></span>rativas<span class="_ _18"></span> <span class="_ _1d"></span>que<span class="_ _1d"></span> <span class="_ _1d"></span>transforma<span class="_ _1d"></span> <span class="_ _1d"></span>insumos</div><div class="t m1 x2c h5 y229 ff2 fs1 fc0 sc0 ls0 ws0">(entradas) em serviços/produtos (saídas) com valor agregado para atender necessidades do cli<span class="_ _0"></span>ente.</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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SMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHQpIwAAAECXMgIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHR922w26/XaEMCVzufzGGOaJlMAAAA34Xg87vf7xTRNb29v5gCu9P7+PsZ4eXkxBQAAcBNeX18fHx8X9/f3z8/P5gCutFwuxxjuCQAAcCseHh7u7u68MwIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHQpIwAAAECXMgIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHQpIwAAAECXMgIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHQpIwAAAECXMgIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHQpIwAAAECXMgIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHQpIwAAAECXMgIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHQpIwAAAEDX4nK57HY7QwBXOh6PRgAAAG7I+Xz++fOnb0YAAACArsVyuZzn2RDAf8I9AQAAbsWPHz++f//umxEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6FpfLZbfbGQK40vF4NAIAAHBDzufzz58/fTMCAAAAdC2Wy+U8z4YA/hPuCQAAcCt+/Pjx/ft334wAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQtfj8/DydToYArnS5XMYY7gkAAHArPj4+vr6+vm02m/V6bQ7gSufzeYwxTZMpAACAm3A8Hvf7/WK9Xu92O3MAV/p1SeZ5NgUAAHAT5nl+enryzggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdi8/Pz9PpZAjgSpfLZYzhngAAALfi4+Pj6+vr22azWa/X5gCudD6fxxjTNJkCAAC4Ccfjcb/fL9br9W63MwdwpV+XZJ5nUwAAADdhnuenpyfvjAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABh0zQZAQAAAAg6HA6L7XZ7Op1sAVxpt9uNMeZ5NgUAAHAT5nlerVb+pgEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALoWn5+fp9PJEMCVLpfLGMM9AQAAbsXHx8fX19e3zWazXq/NAVzpfD6PMaZpMgUAAHATjsfjfr9frNfr3W5nDuBKvy7JPM+mAAAAbsI8z09PT94ZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAALqUEQAAAKBLGQEAAAC6lBEAAACgSxkBAAAAupQRAAAAoEsZAQAAAMKmaTICAAAAEHQ4HBbb7fZ0OtkCuNJutxtjzPNsCgAA4CbM87xarfxNAwAAAHQpIwAAAECXMgIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHQpIwAAAECXMgIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHQpIwAAAECXMgIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHQpIwAAAECXMgIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHQpIwAAAECXMgIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAHQpIwAAAECXMgIAAAB0KSMAAABAlzICAAAAdCkjAAAAQJcyAgAAAIRN02QEAAAAIOhwOCy22+3pdLIFcKXdbjfGmOfZFAAAwE2Y53m1WvmbBgAAAOhSRgAAAIAuZQQAAADoUkYAAACALmUEAAAA6FJGAAAAgC5lBAAAAOhSRgAAAIAuZQQAAADoUkYAAACALmUEAAAA6FJGAAAAgC5lBAAAAOhSRgAAAIAuZQQAAADoUkYAAACALmUEAAAA6FJGAAAAgC5lBAAAAOhSRgAAAIAuZQQAAADoUkYAAACALmUEAAAA6FJGAAAAgC5lBAAAAOhSRgAAAIAuZQQAAADoUkYAAACALmUEAAAA6FJGAAAAgC5lBAAAAOhSRgAAAIAuZQQAAADoUkYAAACALmUEAAAA6FJGAAAAgC5lBAAAAOj6ttls1uu1IYArnc/nMcY0TaYAAABuwvF43O/3i2ma3t7ezAFc6f39fYzx8vJiCgAA4Ca8vr4+Pj4u7u/vn5+fzQFcablcjjHcEwAA4FY8PDzc3d15ZwQAAADoUkYAAACALmUEAAAA6FJGAAAAgC5lBAAAAOhSRgAAAIAuZQQAAADoUkYAAACALmUEAAAA6FJGAAAAgC5lBAAAAOhSRgAAAIAuZQQAAADoUkYAAACALmUEAAAA6FJGAAAAgC5lBAAAAOhSRgAAAIAuZQQAAADoUkYAAACALmUEAAAA6FJGAAAAgC5lBAAAAOhSRgAAAIAuZQQAAADoUkYAAACALmUEAAAA6FJGAAAAgC5lBAAAAOhSRgAAAIAuZQQAAADoUkYAAACALmUEAAAA6FJGAAAAgC5lBAAAAOhSRgAAAICwaZqMAAAAAAQdDofFdrs9nU62AK602+3GGPM8mwIAALgJ8zyvVit/0wAAAABdyggAAADQpYwAAAAAXcoIAAAA0KWMAAAAAF3KCAAAANCljAAAAABdyggAAADQpYwAAAD/b8eOiSCEAQAIgg9m6DCAb2TEB2369Ij46ud2JVx5AF3OCAAAANDljAAAAABdzggAAADQ5YwAAAAAXc4IAAAA0OWMAAAAAF3OCAAAANDljAAAAABdzggAAADQ5YwAAAAAXc4IAAAA0OWMAAAAAF3OCAAAANDljAAAAABdzggAAADQ5YwAAAAAXc4IAAAA0OWMAAAAAF3OCAAAANDljAAAAABdzggAAADQ5YwAAAAAXc4IAAAA0OWMAAAAAF3OCAAAANDljAAAAABdzggAAADQ5YwAAAAAXft939d1CQH86H3fbdvO85QCAAD4C2OM53n2OedaSw4AAACg5jiODwk2ZoR/5X0xAAAAAElFTkSuQmCC"/><div class="t m1 x10 h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">Macroprocesso Finalístico<span class="_ _5e"> </span>São<span class="_ _19"> </span> <span class="_ _1a"> </span>p<span class="_ _5"></span>rocessos<span class="_ _3c"> </span> <span class="ff6">que<span class="_ _1a"> </span> <span class="_ _1a"> </span>impactam<span class="_ _1a"> </span> <span class="_ _19"> </span>dir<span class="_ _5"></span>etamente<span class="_ _19"> </span> <span class="_ _1a"> </span>no<span class="_ _1a"> </span> <span class="_ _1a"> </span>cliente<span class="_ _1a"> </span> <span class="_ _19"> </span>e<span class="_ _1a"> </span> <span class="_ _1a"> </span>estão<span class="_ _1a"> </span> <span class="_ _19"> </span>dire<span class="_ _5"></span>tamente<span class="_ _19"> </span> <span class="_ _1a"> </span>relacionados<span class="_ _1a"> </span> <span class="_ _1a"> </span>à<span class="_ _1a"> </span> <span class="_ _19"> </span>missão<span class="_ _1a"> </span> <span class="_ _1a"> </span>da</span></div><div class="t m1 x2c h21 ya7 ff6 fs1 fc0 sc0 ls0 ws0">or<span class="_ _0"></span>ganização. Recebem apoio de outros processos internos, gera<span class="_ _0"></span>ndo produtos ou serviços para o cliente externo</div><div class="t m1 x10 h5 y22a ff2 fs1 fc0 sc0 ls0 ws0">Macroprocesso de <span class="_ _3"></span>Apoio:<span class="_ _22"> </span>São<span class="_ _18"></span> <span class="_ _18"></span>processos<span class="_ _18"></span> <span class="_ _18"></span>que<span class="_ _1d"></span> <span class="_ _18"></span>oferecem<span class="_ _18"></span> <span class="_ _1d"></span>as<span class="_ _18"></span> <span class="_ _18"></span>condições<span class="_ _18"></span> <span class="_ _1d"></span>para<span class="_ _18"></span> <span class="_ _1d"></span>realização<span class="_ _18"></span> <span class="_ _18"></span>do<span class="_ _5"></span>s<span class="_ _18"></span> <span class="_ _18"></span>finalísticos,<span class="_ _18"></span> <span class="_ _18"></span>e<span class="_ _1d"></span> <span class="_ _18"></span>estão<span class="_ _1d"></span> <span class="_ _18"></span>diretamente</div><div class="t m1 x2c h5 y205 ff2 fs1 fc0 sc0 ls0 ws0">relacionados<span class="_ _18"></span> <span class="_ _1d"></span>à<span class="_ _18"></span> <span class="_ _1d"></span>gestão<span class="_ _1d"></span> <span class="_ _1d"></span>dos<span class="_ _18"></span> <span class="_ _1d"></span>recursos<span class="_ _1d"></span> <span class="_ _1d"></span>necessários<span class="_ _18"></span> <span class="_ _1d"></span>ao<span class="_ _1d"></span> <span class="_ _1d"></span>desenvolvimento<span class="_ _18"></span> <span class="_ _1d"></span>de<span class="_ _1d"></span> <span class="_ _18"></span>todos<span class="_ _1d"></span> <span class="_ _1d"></span>os<span class="_ _18"></span> <span class="_ _1d"></span>proce<span class="_ _5"></span>ssos<span class="_ _18"></span> <span class="_ _1d"></span>da</div><div class="t m1 x2c h5 y206 ff2 fs1 fc0 sc0 ls0 ws0">instituição.<span class="_ _17"></span> <span class="_ _17"></span>Os<span class="_ _18"></span> <span class="_ _17"></span>seus<span class="_ _17"></span> <span class="_ _17"></span>produtos<span class="_ _18"></span> <span class="_ _17"></span>e<span class="_ _17"></span> <span class="_ _17"></span>serviços<span class="_ _18"></span> <span class="_ _17"></span>se<span class="_ _17"></span> <span class="_ _17"></span>caracte<span class="_ _5"></span>rizam<span class="_ _17"></span> <span class="_ _17"></span>po<span class="_ _5"></span>r<span class="_ _17"></span> <span class="_ _17"></span>terem<span class="_ _17"></span> <span class="_ _18"></span>como<span class="_ _17"></span> <span class="_ _17"></span>clientes,<span class="_ _17"></span> <span class="_ _17"></span>p<span class="_ _5"></span>rincipalmente,</div><div class="t m1 x2c h5 y207 ff2 fs1 fc0 sc0 ls0 ws0">elementos pertinentes ao ambiente da organização.</div><div class="t m1 x10 h5 y22b ff2 fs1 fc0 sc0 ls0 ws0">Entrada/Insumo:<span class="_ _5f"> </span>É<span class="_ _5"></span> <span class="_ _5"></span>a<span class="_ _5"></span> <span class="_ _5"></span>informação/documento/material<span class="_ _5"></span> <span class="_ _17"></span>q<span class="_ _0"></span>ue<span class="_ _5"></span> <span class="_ _5"></span>p<span class="_ _5"></span>rovoca <span class="_ _17"></span>o <span class="_ _5"></span>in<span class="_ _5"></span>ício <span class="_ _17"></span>do <span class="_ _17"></span>processo <span class="_ _5"></span>e<span class="_ _17"></span> será<span class="_ _5"></span> <span class="_ _17"></span>transformado <span class="_ _17"></span>por <span class="_ _5"></span>meio</div><div class="t m1 x2c h5 y22c ff2 fs1 fc0 sc0 ls0 ws0">do conjunto de atividades.</div><div class="t m1 x10 h5 y22d ff2 fs1 fc0 sc0 ls0 ws0">Saída/Resultado:<span class="_ _60"> </span>É<span class="_ _1c"> </span> <span class="_ _1c"> </span>a  <span class="_ _1c"> </span>informação/documento/material<span class="_ _1c"> </span> <span class="_ _1c"> </span>resultado<span class="_ _1c"> </span>  da<span class="_ _1c"> </span> <span class="_ _1c"> </span>transformação<span class="_ _1c"> </span>  gera<span class="_ _0"></span>da<span class="_ _1c"> </span>  pe<span class="_ _0"></span>las<span class="_ _1c"> </span> <span class="_ _1c"> </span>at<span class="_ _5"></span>ividades<span class="_ _1c"> </span> <span class="_ _1c"> </span>do</div><div class="t m1 x2c h5 y22e ff2 fs1 fc0 sc0 ls0 ws0">processo, visando atender às necessidades do cliente.</div><div class="t m1 x10 h5 y22f ff2 fs1 fc0 sc0 ls0 ws0">Cliente<span class="_ _61"> </span>É<span class="_ _17"></span> <span class="_ _17"></span>a<span class="_ _5"></span> <span class="_ _17"></span>p<span class="_ _5"></span>essoa/área<span class="_ _17"></span> <span class="_ _17"></span>a<span class="_ _5"></span> <span class="_ _17"></span>q<span class="_ _5"></span>ue<span class="_ _17"></span> <span class="_ _5"></span>se<span class="_ _18"></span> <span class="_ _5"></span>de<span class="_ _5"></span>stina<span class="_ _17"></span> <span class="_ _17"></span>o<span class="_ _17"></span> <span class="_ _5"></span>re<span class="_ _5"></span>sultado<span class="_ _17"></span> <span class="_ _17"></span>do<span class="_ _5"></span> <span class="_ _17"></span>trabalho.<span class="_ _17"></span> Aq<span class="_ _5"></span>uele<span class="_ _17"></span> <span class="_ _17"></span>(aq<span class="_ _0"></span>uilo)<span class="_ _17"></span> <span class="_ _17"></span>que<span class="_ _17"></span> <span class="_ _17"></span>receberá<span class="_ _17"></span> <span class="_ _17"></span>o<span class="_ _5"></span> <span class="_ _17"></span>que<span class="_ _17"></span> <span class="_ _17"></span>foi</div><div class="t m1 x2c h5 y230 ff2 fs1 fc0 sc0 ls0 ws0">gerado pelo processo.</div><div class="t m1 x10 h5 y231 ff2 fs1 fc0 sc0 ls0 ws0">Jurisdicionados<span class="_ _62"> </span>Pessoas sujeitas à jurisdição do <span class="_ _0"></span>TR<span class="_ _0"></span>T13</div><div class="t m1 x10 h5 y232 ff2 fs1 fc0 sc0 ls0 ws0">T<span class="_ _11"></span>erceirizados<span class="_ _63"> </span>Pessoas contratadas sem vínculo com o TR<span class="_ _3"></span>T13</div><div class="t m1 x10 h5 y233 ff2 fs1 fc0 sc0 ls0 ws0">Parceiros<span class="_ _64"> </span>Instituições que matem relação de parceria com o TR<span class="_ _3"></span>T13</div><div class="t m1 x10 h5 y234 ff2 fs1 fc0 sc0 ls0 ws0">TR<span class="_ _0"></span>T<span class="_ _11"></span>s<span class="_ _65"> </span>T<span class="_ _3"></span>ribunais Regionais do T<span class="_ _3"></span>rabalho</div><div class="t m1 x10 h5 yb4 ff2 fs1 fc0 sc0 ls0 ws0">MPT<span class="_ _66"> </span> Ministério Público do T<span class="_ _3"></span>rabalho</div><div class="t m1 x10 h5 yb5 ff2 fs1 fc0 sc0 ls0 ws0">TST<span class="_ _67"> </span>T<span class="_ _3"></span>ribunal Superior do T<span class="_ _3"></span>rabalho</div><div class="t m1 x10 h5 y235 ff2 fs1 fc0 sc0 ls0 ws0">STF<span class="_ _67"> </span>Supremo T<span class="_ _3"></span>ribunal Federal</div><div class="t m1 x10 h5 y236 ff2 fs1 fc0 sc0 ls0 ws0">AGU<span class="_ _68"> </span>Advocacia Geral da União</div><div class="t m1 x10 h5 y1a4 ff2 fs1 fc0 sc0 ls0 ws0">STJ<span class="_ _69"> </span>Superior T<span class="_ _3"></span>ribunal de Justiça</div><div class="t m1 x10 h5 y237 ff2 fs1 fc0 sc0 ls0 ws0">TCU<span class="_ _6a"> </span>T<span class="_ _3"></span>ribunal de Contas da União</div><div class="t m1 x10 h5 y238 ff2 fs1 fc0 sc0 ls0 ws0">TCA<span class="_ _6b"> </span>T<span class="_ _11"></span>omada de Contas <span class="_ _3"></span>Anual</div><div class="t m1 x10 h5 y239 ff2 fs1 fc0 sc0 ls0 ws0">TR<span class="_ _0"></span>T13<span class="_ _6c"> </span>T<span class="_ _3"></span>ribunal Regional do T<span class="_ _3"></span>rabalho da 13ª Região</div><div class="t m1 x10 h5 y23a ff2 fs1 fc0 sc0 ls0 ws0">CNJ<span class="_ _6d"> </span>Conselho Nacional da Justiça</div><div class="t m1 x10 h5 y23b ff2 fs1 fc0 sc0 ls0 ws0">CSJT<span class="_ _6e"> </span>Conselho Superior da Justiça do T<span class="_ _3"></span>rabalho</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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class="t m1 x10 h5 ya6 ff2 fs1 fc0 sc0 ls0 ws0">PGFN<span class="_ _6f"> </span>Procuradoria-Geral da Fazenda Nacional</div><div class="t m1 x10 h5 y83 ff2 fs1 fc0 sc0 ls0 ws0">PGT<span class="_ _6a"> </span>Procuradoria-Geral do <span class="_ _0"></span>T<span class="_ _3"></span>rabalho</div><div class="t m1 x10 h5 y23d ff2 fs1 fc0 sc0 ls0 ws0">OAB<span class="_ _66"> </span>Ordem dos <span class="_ _3"></span>Advogados do Brasil</div><div class="t m1 x10 h5 y23e ff2 fs1 fc0 sc0 ls0 ws0">Unidades do <span class="_ _0"></span>TR<span class="_ _0"></span>T13<span class="_ _70"> </span>Unidades administrativas e judiciárias do <span class="_ _0"></span>TR<span class="_ _0"></span>T13</div><div class="t m1 x10 h5 y23f ff2 fs1 fc0 sc0 ls0 ws0">AMA<span class="_ _1"></span>TRA13<span class="_ _71"> </span>Associação dos Magistrados da Justiça do <span class="_ _0"></span>T<span class="_ _3"></span>rabalho da 13ª Região</div><div class="t m1 x10 h5 y240 ff2 fs1 fc0 sc0 ls0 ws0">ASTRA13<span class="_ _72"> </span>Associação dos Servidores da Justiça do <span class="_ _0"></span>T<span class="_ _3"></span>rabalho da 13ª Região</div><div class="t m1 x10 h5 y241 ff2 fs1 fc0 sc0 ls0 ws0">SINDJUF/PB<span class="_ _73"> </span>Sindicato dos <span class="_ _0"></span>T<span class="_ _3"></span>rabalhado<span class="_ _5"></span>res do Poder Judiciário Federal na Paraíb<span class="_ _0"></span>a</div><div class="t m1 x10 h5 y242 ff2 fs1 fc0 sc0 ls0 ws0">MPT13<span class="_ _74"> </span>Ministério Público do T<span class="_ _3"></span>rabalho da 13ª Região</div><div class="t m1 x10 h5 y243 ff2 fs1 fc0 sc0 ls0 ws0">DIRF<span class="_ _75"> </span>Declaração do Imposto de Renda Retido na Fonte</div><div class="t m1 x10 h5 y244 ff2 fs1 fc0 sc0 ls0 ws0">GEFIP<span class="_ _76"> </span>Guia de Recolhimento do Fundo de Garantia por <span class="_ _0"></span>T<span class="_ _11"></span>empo de Serviço</div><div class="t m1 x10 h5 y245 ff2 fs1 fc0 sc0 ls0 ws0">RAIS<span class="_ _75"> </span>Relação <span class="_ _3"></span>Anual de Informações Sociais</div></div><div class="pi" data-data='{"ctm":[0.000000,-1.000000,1.000000,0.000000,0.000000,595.000000]}'></div></div>
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