Relatório Geral 2019

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Fb25BlNMHQC3Wkv+7K1ZH0+I/q6S4GVl1pEv/W+vw+r4m6V2DiFJ1VesOKXZPH7MteCA/Cv+za8fBdk39/svvAP7L/yoqYnyF4JftneAvYC2QwdquMheU1vgOOs5OQaUQIyrARyIjBHwA/SBjcDKaBBWA5WIflYJ3yzKO4Lscyx7rMI5j9MC9SJjQdLhxQXVtfi+ktlA6FDVv3jrukJj2Q2bu39e7kmOBlU/B7z4YdaC66CstnpR1ciBYyaAwcg19ZDFCIW4i/EGQX3htIjTW7MuYhUDXmyIBq0IqbWR/3no3KYcfWrYDWfwfercT1Z0DCDiBS3UankhsAuw5fX8fSeh7PZIi4ONXasXfvXnIv6PkKNWAaMWD8DsD0/HmzJ406ev5sxzzpRxiImLXMBgYxSwH04G8jiL8nM4cBOoxp9wp+PbvlBvzkRhNLo0OHVVz/VIbKHcQk8sJaCF9enW0Jct+ewE9AYELPV6zFdWKeKIATNiF07sWTbDkUZTlPVNP8UkfPYUp/UrCDhAEkC6jkDPCpKt6r5ByowsTfi3d7cXtIi8Kb+J8+6Rh+Ek+edAhzEi38ww4qCk8eaZIzwFRVsifneh95+pntfCxoRjBrbkYx5Zc9B4EPby68GT0H7ctZfhW6Q7nDeEfnJEEJoOHuC7znB88NX+ye6p0avCg8T5inXOGe750XnB6+Hl3LL1VuMFbxjwoPm+8EDqCP+Y+Vz4xQb3UXS3a8uK5agkAyJSStKbQWg46eTlvHZ2PAxh23Jvr23Q7jY57PtKaO5KoJM60gAwaRH4i3lha36cJAE4UuLAAYa0qTbpMgjWUmi4sEfsK8D9ct3bzknLkfPvPR9ffveGXZsldeuXnZ+Rn0IWThWa9P25LtOZDNZn+9/tHt8KnsI98dhbPh3H/MWUl45QtMwJOYdjLYYMcYW7Pq5rHL0Wr0mMi+zkIJ8BxiJA6qCL4r09rLpE0AEizo6DlIJRwXvrEtStAIJahOCYp72Q4ScuVpQukTUjlbM+q4fE9UczDG2RzigspO2AhvB45wtKZwv+RAGH9oHNONRbHJn4ZWmvQPyKTixZYOhXosh7XoZPvZH178yF+rlrA3Dl1W+POR704jbWvEvCzgtkXh2zlekixTC7jd/ASNsJJl0cI/bMk0cSnq4aKERf3kC9EouRqN6PhKVCU1j3agN2wVyX5/rNC0EIoVYjyo+mgv2e8FVUdITZvIfncNYV7U+0LV5UL0hbZkWCj/noO24nKjCVEPOUeevRk/moiKoqAJfoKQtBf/u7cRfibvI2+jL7MHDuGG8G9wb/JvCG+L70SEUWqLerE+T52h3+C6wX2na5fry9CX4aMh9U1luxuFzYhZYEZN/pc9R4GAmV/ERwlTKxSVTZHn342EPJFISIyEMFqIoQijRc0O9PyWZgtaHTCwlbQA0O4wIFLlxf4PcW8TXodvoBUgBkw4yFatrU1oGlqAliMW7UQl2CJYvclhdqLlUwReMLh0N2Jdn+myXISyeLdK75/SMdQ4WAvyEjAIZGBmUUtLwhtPNmCKD4VYyRYXURimChhzAv5jhVMNyJ947vHvXn7sxluehDvc33/w4fHzXnrr2anR9evPbryi8+bdX86a9+CTd7n3ffrN+kmv7nr+jssGULyd2HOI9WFeScGWHOmUYMAmFAhEACTMmlLxB1heLGuGakRludwbjbDR8ghXrhVraiCIlWDMJOwfE5KEjuTrySqCP3uryC9wpZuasCI5gil4ZI+5x5U2d6dqyEYoWMZpPm24tlJjh1uXWEvDzEW++eZczwzfNdr1npXaXZ47wy9oMhdjKOcoqqazAsTvhYQwNm7AGzAAyoEG69tV1csGdqLnQRDNtktxLTlcTc21eFpsQQzFAoSXY23C4iRFpyQESTOJcI2PbSdXkmv6BTrgoM3BD+FOOAirkk5bOY1XlR3wgU15yKJ0JKh1LJVxkKu7i7An1pWEog5BsbBiEmJ5ha0t7oYodOwjjFoNvnwxR8UoJHqV7AG2pia2Fz40b/mGZ2+qvcDjUhZ3rJw75x5Pe/ybn1/37rxZM25Zkz388a964K2Bx1ZtvGXZM56n0XU3XXHLbbfFtr595eYZ057sH/3FfZ3Z/zoEiH4KYRwwuZ0Y4zSYtAe6Jqmz1cfVV9R3VO4C5gLtZyzjwnwOVJ4ROFlhBKBigX+XYT0MwzIaQKrGCswb6A0gAgTX2TJgWfwV8K7MdqBZ2zlOtgsK6+Q8GsqOcqKFf1AtJXfABlsT7KLiOqEtXi+sMRBhKEXz1AFkohhiELmZ3IMLXdvIPWir3gHvoX39LUZACobHCMQ0modMioXmscbjjVY6DXOGMYvFxjAM3OHnTp20A2hY77vSGHY+spXaNFPUL82wBQWN5BEtmBz4O7ZHtZW02jYurdrJtFoUwcd+aYq4LdhNqIe1Vq232GIsiB7uvg099eCePe3ZejjtBWbbqfNfyD6DBfuh7nmY9Yj+j3MvYpyd6MjODgBx+zTSIBjR5ajXG3ERuFAMlo1GNB0CIYB1BrUKaIHKGcE1IieEkzAbde/GskFEo9xF8deg+9Gh6wvuKnjY/ZL71+rH6mdhUXIH9IoQI1Vz1cpOjGUMlg/TLXtdbve7uuHR3R7d0LCQ2G5SEVtfhw1O3bC9MFep7QYLPyQChJHNjpHqWdPMBeZyc7XJmlhMAlRMAhAEzAAK5MUksCbm2gXrgQEfwkw1aLO+9b8Tl8IzxeW0wGSIXYmlhDY0Y+ENA0PXKrF/isNUBBT8KO7BVmxxnSE4WFrccW+cwfYA8HoE4nlM+IX3sfm3tK+/55J7yl65D33avb35tvs7objk3mO/7YZt5l1373728c3NTT70z9ezS6dmj3/w9v2bDwIqG2Mw7bwY9wpABWzOIV+hAQvhNIjdubKorUFNwworzBVFPZochSBhElVG7Tgz6jcJDf0U9/zUjvPnjK69H+01f5OnZeaIuTtDaNlvXhAOE2zvsOCw2GTXxbF5zAxhhjjXNSO2RLwmcru4MvKx+JHPEmKkk0sdqeAnFFPQI6U4vSCQC6Wx4licXLBILcdpCNczDD+cRkiJgU/K1xlbtYNsF9iaWGxSUmJvxcRyiltxdDuxS8w1lTKhXRSmbV+Tf5p/gX+5n/X7yDW/j7zO34FKtqQcUw3L4pFeMuZQj6IdbmOOZtSBxCLWAgXst2Cow5qJAJyLqKniImCZDcRrhJ4+RGVObglUjpo38ewJl6Ozd13Z3n3t/tv+ku166s7D6z/vbmi+b+yi55+98YZX2fH63Oox1UP/8acrpmf/8/u7jtwMR8Nl8JVfvfzWqc8zr7Z0PP3ohg1Un12GMc/HvQQ0sNDWd2uQxX9IZCWMZ0QSqxFkJVVbzDCIdEozVdUMChniYunvoBlTfxpimvBhAVyOjcignuPksdgzam0cc+zIWPM4scqIh0C0eNpKOyobMyzxZXjA8ELxwBBsuIzZek/2yOiBxg7mln/fyZ5Yf89DWVf2ZMdn6+E38O0nAfFSMA8GMQ/6QTGoRsDhwnYVhKP9CU5iewxN6N/fFY/yXFnUpUUllbAb8Qa2UW8iZRBfkzCikTegSIFeNAJM3hFl8t9iehmYKfGq5Ote+kQvZWDvaa/hTJeEWF5H0ulez2Q7rQifrwjvVKSLeihGHsdz7yfncOGUXUROkteSO70U0ry0pafbl38ZfhesylUgvxEZaqj3wXLfKN+o5CH162pOqoY3gZvgMnaJ2KosUq/RbvDfDe6C97ArxRXKbepK7V7/+9Yet6sIy8rmSCxEDrFYFTn0iyWJAEXLYyqIBoCKq7GuP+zT04vflKDUga60zdRiw45h6TEgMEwDGR3w/m01gcUbsRONr28uWeztdW28thd51wzodW2OYek/5sDekVzbMrRxRHHlZIZiXWZRK2htaYH9sXWXi6vk7QGAz7g9p00Gpq/wwLkL5x96s/ObeVetujd7/NNPs8fvv3zlvNm33znryjsGj1ozfsXL629Z/hITLn907roDX6yb9Uh55e47dvUACDtX/wpePPu2W6ddseq2Uz1j1jS/2HbLqy/nfVrCk1GMiz/P0VspxGogYWElcJwSlGgDik8B4uqUEYoGLEpSi3o8VsCqTCllURLlaNYZXfeAcRBSY1IzsXcBibYpIsY06ZXdqUwNhZEa2jGY2oT9TIKjn/+m16PoU4nT+tOuoArUolz8P7z1zHf96FVVfV9k1w0OXeCzi6f4Limexcz3XRW6sviG0E3Re0J3Rx/3vRLaFfrGdyh2POY+y/e0b72PGVw+g0elRPcWY2YKxGN8rCzarE8jijZCXgk/HOeAcjupROFOmAYKxmTrTNW6ppIgdTsBaquXlyzbQtaa1Nt9bU7CSkf66s888IJMK8y05LTlUFRfV0rwFh8BZiaXRV3nJKQs40TqFq73Lbts/E3jBsKBb1y17RQU9qw+cuMN/3z29QPovReWXLf5lWU3PQPHmzdcfcHyTxaqgYnzoPjJF9B8PPu37L+yX2W3/PxNpu6JbbufvIeALgIdGHhvZ5M0NjsI2xIc4AUJ8Y0s0wh5VkaN2LYBiHjOz4i5KFMrwU/sE1A6UHFw19d6Gbx17N27l2nZu/fUS3v34mfTeBZ9tg5ut6sWK7cqDyrPKUcVDvdlUm6QR8gT5ZnyVvmvsqDIukDeKTTyPKezymsyiX0Vc40srcYKADheaGTlQcpgroptYlGMhewzRr5Kjce6sIVJgl7Eyux2QrFmrpLAfIeAPFjUmq9obzBsby4clq91PihG7YxF8Bl2EMvTvhlpl3I8ZAUJJBiYYJCQYFk+gVXSWrQPIfQmB0ISDIokKjzW7HLCZLinSB0aaTXSWN0Q5IjXEzs1zg46NZjZQzbm0pe7n6DyOxnrP5X7EMtvEbjNrsK8G0bLQsvC6PLQzDCap16mo8nYRUYD9WE6CgdFgQVmqWUBrdwDo5hXN9jF8aJ4Y6Fc2FhUFGuMx6Pg0ujV8qX+uSXmpTHsCM8tzketacya9FCj2U3DhccbKV92WdT9yeAfkMnAZD2JtxK2PO3zsKT3dCSQfoSfwKhvQMkbg56/dvHjgR3B/7z3Rwgm3zppYAh17IVzSlxzxwweknrh8sFz1q55zLf3wDcvTn92ydjzp8/PPkLCfgD1dGPCXoL9HAHo8MptUDdM6lD8qz1X+J6CFSLar4UqLqqEOLqvMqvNK8XZ0nTzDmaN+Q63h+80j5qKyLXAiWicOVvZaP5b/bf2b11iVVZjdUaRJY5lsR8q8oKg4rLIqwIEAL/GNmgUKCaoHnwJMQw55yXnmBirevBdUpTjxCjP8B1ooS0BUf3aRhChnVDBoKzYLjUGZgrMRePYfewXLLMGs2cHhLYyTu0UvlCZNSpUyWfTEPYJaLnQJiDhQePjPzrsG8Qb/gtgTgkFTYwUgabG0JGmLkqgIySWScYQVvUP0KMztIAdKHP3bn337lWcc8R0G71RGT96Y/TCyZPaWYMRhZ09R7F9/z0Bmha4qDXjxKaKYS0sZuKMO84kS3mBQTUfoEs+f7X7iXWfwH8+NqIoUsvtPDEC7soOQ5PhwzuuvfduJ747q+crbinmzwLw4dYr0NwCBB3ThSdxs8P2NFKKgRrtCrAQLCloA7cVrAGPc68xL2g7mHbtbW0/6Cr4d4GluwqsggKmgi+zKiKxwpHaRM8l3onB2dy8ghtdd7seZx7TH4+8DJ9HL1t/0N3AA0KmxwyxJBy8uSxNVVG/srRpAMiG3VGVCUdZyUwa54NkDOuMUKE/GROhqJLaiMHoFVOpBZjKjCH2H97nLGCH0bFpTOKW2PhdBP08W1xUgnndVYK53C/0x0DMI6/HRWCXbX/rrOyvvzyS/eMTG+C5b/0JVg55s/atB1/529SrDq187q8IDfju5K/g1b//Ek7YdPC9fuseeDb73f1vZL++a5eDJU9jPp+M+dzAvfelXRUrhOeKkYIo5iDLjBpAxJWWYCEN3kgxYvlJMo0/B+gZwv5eyv6hwgIzRiOZsVwY8zhVqbSQC2GeaKe83NHzn3YaxCSsLNNAZiY6ZGqgN0iZwUZwrpzJBbbwNqD63OvtgUxYEHmRE1mR5YOBUADxiqzKmszwXp/H5/YxfJjxx6FLx7uAGIlDn2zFAR2FqsA/K2Cm1orX+H1+H3YhkI6KE/GagU4MDPsX8afhD69NvrllyeKxN9y/9/bsJpi+/4UBw8c8Mn/s+uz73E5vwQWXZ/ftfimbfeWymvUDBwz/+sVD/6mI4lY/izHyEO5HBTxke3kuKoqCABiWdKQsRRUgCoQ/CkxXnXAxc35MjmlIDmms9L/usxP5Pjua7zN1yBSHhXKdNqa7kXLSsa5Ub6dh6MRIivsOt9obz23PskWn1jIVpz5mbuV2rs82vZ7V1hM5wmDP4jNAAvfaKdqG1QLsbQZuwpMxFFMQCin/i3rbijMekRPD7E+qLw+Z2qf6ferf5bhBxBr5cd1fZj47dQht6L6Q1Hvw+u5ZVP6vwvK/Hct/ArrtUNgT9qLppfBS0Q1dTEkJiLv8KAGiiApojNQCQt4f1RlsmUsQJksTJTGGwS0rnU6DR120LRTrc1GkA5QGFOvD5H60qK0UlhYkYzKUqXEqB5NXTOkV5zFm5niuRbj6xJ3tdXka6WcnnpcmLh5m6WFscTgSigQjDK8mzYQ3WZgUE2yyOBHQCuLAZ7jj+Msed0zAn4q4RBxGFMzbHgvvolI8DkoYvAO5kVZiXuTHW1OE20EG1iesMxDEhyEEFRdhTxqbbi4Wg0iDxYxG81dnP1j3SXZd+xbY/NlaCB5Ibohftm3B7W8tjQ9aCdH9N383FDW9DrsPLlq8A176ycdwcfuVHT+rXtg25sLbmu9Yuzv7fdtlDdDC9HgeY0oRlYVPSOys0w65vXUsE5XkdfJ+GckcQoqIZTgmCDyJ65H+xoV/kbAELtEACE+cqQBhHh6SLuYzbRrUkBLLjZZ02jJ+6P+CAcUcA/bBHF9OfmIajGnjtOnaQo0d0hJIZVp7h0kcDHLomGqkQUIsT9jXokAEU7UWyQCotYrx/vm30Im33urmuZ3dL6LJJ0agLd1jKF/+Eu/acD8w4P2tRH4QGajZMugsOmCzpbbOOfardo5l5c6xOOEcC6LOMRByBngqNLMuxq3hNnCYW7FxsBqsAxsBWwVsMA58AY4CzhXDJ9cAhnMioqQfArn++TbfP//I989x23QsC9o/z7Ift/QB4HOnTtrchs2HTEvrosbuTL5TSKiUiGOt9cu3iCrGbXwUAN7AbTRRVz5eKeJn074Xdc2icoNfigscGR4qIyXVRS5zhspIACJRUnQgSkhWeFJbxSQ1VDAFt5FvKSYgQeBcO77Pt+NU+xkDnSSs0NTZae7f30ki5akU1aEpkB/4LBRoO3m6Z+iepXuO7kXCfcWkhChgYVEkcq6ftuxkuhfyhp9I+KiQBvk5qMZkV51Bd5zKAKhjuBcx7pOGk6fRAn3IG2gicOG+mmhrOWTk81xJHwtIkCJ1rAqDImW4RqcxGac19MfJqwjbywEyRA8Ki+xSdaX6W9yV6ih1lMGUswmtUp/ETGGXatfpqzRRQZyY1gbqzWg0M0ywxTHaObr8KHqMeVh4WHyZeUngXcjQ9WoOeTgOidjnruZEXBTVi4yLoI1NSVGUZAXzk66bhE7TXW0u5NqJXgYaHLCZi4kdcIAtq5Ics9XlClR24kbqUMFXUAc2QCUD6wljoQnNDjRxe4ybzrVxmEXRy1ssInRBkh+QaQxgcaM2Ji6Hej90ZbDFibvB7PMbwnYosTxX3UQNT3wYUA1OG5i/AGrPScyDH2Mj/mNqX47eqOJrZfgaQaPvN+kyOZsL7H+0LZ7WK+M0uL+tIa3XNNDi1n74bC6An2rBFipozRB/GEs99PkHNsA4Fn1YDK1HYQmcUu0L1sNpkHsjO3FDdhK38+S/7j9v3BPMqRMj2PdO1rMHT8YoHjyJcbGQ6Fd40yaXkscwMaD6aBztsB0nJREb+TFBxOa+iJ0ZRpRYhCRBZJkY9kDzksz1wiXnyBIGODtEGToTU2BMGadMVxYqbQqniFhXU8DU8Mv+d0qb/Slm9irtPjCRyqQoSrYeOwMlXSQchb0AltLIEUCSO3Fwu2rViTG8wzzcMqCaKCxMhXbRHpHGze/cNiIt2jVOsSYtFAVppsW2IC7WOEVyttjJv1CK04LuwZubfD62zY2LBU6xABe9pPj9Jm/6zCQkKjyYiLWQYDe0nnybQTvfPpXFJFvBLsfkajvZ5tjFV2Cb4jPuI6CDMHjXHhcyoMf0eML+cJhlTdaj+JUw+4p/m75HZ/z+QBjFCmyr2d3st0OTuEnSJeYEa5p7sn9aYGLokvDd/seQGYwyjCuqSN5kDBtVxEEhZBDyiCyQyCbpfIEEo0j/C/mImEAIE6fwE2orgAVGklCR7wMfwUjem3DciUwex8eckQWBXQq3CeI1LDF9qUXQYILaGmDVIexGgyvgKjjwPTj8tfbs9jf3Zd94+bcw8sfPYOi6r+//XfYT9C68Cj71VvaFP32RXbf1t3DyL7P/ye6DdTC8BSoPZr90fAn2JOZvDQTAZrtypjXPg0aboz1TzCkeVlGjGGWAP+DYkq6kKJN2i2YOf3O2lRiKhSD+CwW0/68m5k8t5GBfr4Kq9LFmK+2cMUd6jUxHo2NDiToGUexYoXIYhHEaEaU+ASp7YMy8B1r+kX03ewe8cddTUy8YcFv2Tm6n7pq57ao3st3drzPwnuVTb/VqDu88g+V8Pe6HACiCp+y4S9Gha2BkcuEs8apC7BJS/UH3At2XYIanpKeJFKSg5gtKvuDq6PnrFleoDh+PbikqrbPI54LSOjN3NHJHfP2TLQVJ5zr+vpk7kuv2KFxI6OdHzo+NV6ZGrooskq7Trzdul+8wHtFeMTqMw/pXhol1XswyPJZlWIYqucIoHvLJvIvkXnABSfL5Q8Gon8AJTRXy+0G8iFI0EDAMXYwm9Sf5fJISnycWNeaKqFnHkxbzmVjJwpK2EqakKPC/pTL/P2JS8ZCXf+JI5EQg2BUgDqST/0ipnSLRuHQVzZFwUiS43mysPj8gZwXZsmgbacMcbLkGE+iArVRv6BiBQsG0hTHKhTfdjqTNIg/eCvHWCzpEW+SG4rG/6YfFTH9UmkxR5nKyLuLPoLt2v3/Dux+OKZtwAeg59taEqy/pFx/9F/jM7Q+PfeS5bDW3s/m31z/5cUGiZOw12VY44LZ7BilC9zVMbcP1I2evxB03tecr9mvs+1Qjr116BXMFu5hZwrKJ0nomHTmXGSVcUDC8cFjJiNLxTIswteCSsjvdejFxbUh/l+QLiXwhmS+U5gvFlBTOl51CIl9I5gulxJocQUplWrIElTCliYFGXfGwxPCqybGJxRMS85W52jx9lmdm4HrlBu0G4ybzmpLFiZXMXcqd2l3GvebtJbcmHtAeNh72RnP2Wr940hVOhqRkOUwCUB5ysTUDkmAmFi6t3/XhO8MonPBp/aKlCZjgfBxBDyf+Fu0nRaM+hqJeCvtYGcfdIocMzaGoOuL8hu1+iRJdU7h4pCAaFgWeZRAPEyVF+Bx2fcP9QjZhu9UYiY74QD/qPFJNa8IYHAenw4VwDeRhB9xou/uRV5JX4xqfLyVBOSwnIK7raEI5qZpG7isP1eA2waSLqHByyZVncldvmM91MZGF4ICcM4ldYcxFR0wSIKJgngsRmdgi7yK7Y6RFmI1J3A3iIlaqgGR75X8w6rsboqi2JhffKCklw0FOgkgujuT1+H2snzApie+XJKdu1y797U0LXr2oeeqQ7PwLZ1958z9/9tz3KzHYrX9l47pBg+Cnk5bfsPLEU29njz0G/2hefe8l5yweNvzKYv9lqYbnZi741Yw576/Q775vxZTm2tp5ZUO2Lr1m3+IlXztxumqsHzpoTPVOW+NQFHc5wD3PsVIHWrwl5kQmt/MxiKrIUBiEW2HO2ztsKxQgxBw6/CsfFflrHiZO5WEh6xjS5Initsf6BpVwh2IbpStzyKS5qE5MiQa9vXELubJR9o5shNPWrz/xb6e+z2AbgPixHvCpLSeNSewk8R2R9RFW8GFbqo4dIo5gzxeXGi9yhw1BBcjqQG+085InifJ2Guq105CZCyIctCPU0cjEfDDmG+dD030LfW0+xqfRgELeLJRjuQQYBxLlPLfIvZAosznnwoFEuRcS5YyXmGmnITGVIUGJTCvtCscmoDovBTKw1srZAvXYJHJGAi12+lszsic/+l32xMK3Rq6/6eNt3M5Tmz7PnnruPqh9zTSf2vzm1svfohmvgMe6bhjuIxXO3SZKgxl2iNTR89UWl78O6/SvbB0X2CDeMWQnEe0UiJNLn9hDcIEtwztXki0XK+QqnZ0NZ/OzlT/zLMcyDC8KEs9LPCPJKok7xmTFI2MfkeElhgCOj5xlYgh6EIK8qvAQsxNUOlDQlmRZYhBmLr0DBWxJlS6y5TYZO2Rwq60pihoDzEXNaDVCiJyRIASevP6xFcpiao6t/ppjNBTYpulvxadjTZM67li7ZCi22zkcItyEvZRj1F+DLpJClBKxXuFoaJyUVpGAuIl3ozf6sTcSIaFwUZVUdmfPMWwbH6ODblR+IdU7koT1iog3Flu7m4JEpbT0ynXcgrWOG4INWTS4+/1vYWzc8HMuheG/dnegq5gx2RHLli1eAzec2tL9oGOTnN9zmI2wQ0EZaED97EpJkyqCWqiiXKuowM6htyE8uGJURUbLVMzV5lRMr75LW1n+uO+J0CuatywfTC+lOcek9GLw1bJtwTfKdgf3lf3e+3mZOMwHowTpLMKILtfpoZB6wu8TSKnQXxhIVVbUpdl05Sj2vMqJYktqljgntVRdpb6j/qD9kLIa6nTImlUldf6auCcwrXxBOSqPVOlN+mp9rd6jc2v1Dfp3OqOruQz4b/I58cdsL8k61el4sc6T8WRdjzD+DvTqtsBDnkhEAORLIQoRw0vlmgijlF9mXgZ4SuZEvITIa04lfuvIawlLKF9C4oEkq6GEWGKk7bjwJ4JGuERfVJLHnpIONMXWS22SAxhLVic3JLk0sewI1mNV+fE2WhiQpq5YtLiuOt2ZRuvSMO0ndTubPNGfCBRVlbzJ7+NRId/EI16nZhRlRj5A7SeaYsFTk5fXqS1FI5D8gEF9UnyxokhhtyxFM2x6QaCxO/Xll0T2u1L59ML891sdNZlPMwTUGKL5UqA1QRRDkqiNhoHkt76uNDfohqge8RVAj89fnGTI6JszFoy/xDTO2DF3w66Ri8+rn3fgSlg7/I7l1xdsDFy9/847Xh1nSv6iXRH/5bsXTK25as7sZ5MFt04Y8drtY1eM9ehaqCQhX93vrJbWQOvdo+3Lzu9/3dGTt581CH5eFjHLxlSdN31K81nXUp5eiXma+NMkV77NfgJyqlHC1XPDOa6pcGMhKiwsitRGzoksLFxTyA92N/oaQxf4LghlxIw2ycj4Lg3NFedrs42rfVeHOgs/VQ/4DwT/6v7W/23wbwUHC3sKgzGuyqjyVHNNhs1dYIzjZnEHCv6LPWGqpldneQTCEV6AsjeiK4GS/Qo0FRv73G0K64yWKJRLlUAumHU8b88fpVyk5NPvFZJ+RShIzthVhKLKEuydAtbxxKkyq2USCHVCbHGsgxvhUcgWwibYDBlI1B1hW0jSYQoIg0HKLJAqG+gizAIps0ASYiI8Rr/qI6+GARoM95BXwGB0ZMMZKoPwxSISwcZnsLFx+iRVH/jPSjt5xRiwWheB1ngx1h8ksR55TVBcVMpgw+J0Vkm/l9oXbbp8Q6ud/dcvds1DdRPuX/r6C9csfZ3b2f1fq5tXv7s4+13246fgw29OuHvve/v37KX6d1zPYeYIxqwQnJzLpqvTlxvQUCAJeS4EDGBdEUUIRFgF6l5BJO0XaPsFmr0hmKT9AuXyvR/tcWyn3ZkaspHcjJGSCgsj57rP9Y93j/dPd0/3P4GeYB7XnjefD6miFpTnojnMXO4adaHWpr2obpW2yVtV1aeuVP+GGL1omrHAWG4wBsQwY19fTeOw03G11oB14CA4CiRgGAo4XccIrnqJLlKMKgrj9pUoqUKseyAZjiUksil9zqNUCVGqjIp4S/YJsFBoEpCg06iATL4kUIgVBoTrducsHEwXBwAyi0aPLx5Ng12wp3NQy5FFx1JHFuVHIKx0lZnpwn/UUsSUa4F+J5GujsyK8PVahYR2TOOmgu9+fiD7n0Vf37n+T4Ubgssn3/Hq87fNvQ/e7t++DxZA+XWIVmx4Jjxv/q8//PitW4hMjsA0+wLLpEXmr9jPy4jVElqdNkzj6j31kUvQxfJFnvGRK9EMbqZ0hWd6pLPwI+4P7s+DX7q/9Hzn/3vwSyp7vsLCVIgI7OgQkV6hPyrR+vsGo3ptNBqujfCMilwiT9Su1L7kv/KdgMd0E3oZXTENLJOKYAEslIwSqCW5PUbCNPdb0LRsa7rVZmHhJDzhiKjlIrJjUcVFhNXiCQdZVGQtariRHrd00uNWPoZrETPrHJqYtMRV8qawT/hC6BFYQqJmgRGilOUoVgtRhxUp2ahqEqgGEoLRunF9R+5axxzp7it2dIpUYxc108h2WtJIHDJezxcXETveIRiWOtg3mWvQzN3L/3DN3I9unf5w1Zbu2OvXLH3h5Ruve2bl0/ecfG4tZO668GyknxiBXO+/+6s9B97fTWg2GuNoFMuZF9NsvO0vBBEvtqwyXEaaoMxk5nELpJmK6HVmnNEO6LIvIqWCCM0sdX3KnfAcD7EDXIODAyJnu8aEzo5c6JoavChymeuq0GWR6/jrvMfR8YAJfNDQ/P5xPmLxMr6IscZcZyLTZMMRWQA70auEY/N41omlAfe7iaXjITeWHr+tYc1LTWAtnwyuERuAdKlGvi+VVtRt1KAWKiTDJolkHTnaZxNVWwgLfbVmiWCXVNTlKRXrQ6kIpZQjYBFKIzpGRCjVFxUzqTHdXWNN7GEdb+01pcnwSC55qrG7tTGXfZSbWEO06KK8iDnBNo8Qp1Y2jNOMVp65dGflP3Z8nf0Oev70B6jDU4flzbdfcU/3AXShOmjinctegRP9z7XDQgz3KizL/jn7gxnbsHM2fGjlubNfpDjpxkS8mfsQ+KFmRz0SNIJVweqgHVwYfEJ9UntFE0NambYx2Blkg6RHykKFdQWixqhGRIZelPK4WYYH8loP9PS4bdafYAGDHoA0aLxlwKA6GjxORQrr1gAYtImgBG0NC0rOaC6jBnMRER1QmTOb/5UL2nhyQZtvqOqhAzl0EhP2YWi+MHguENwFd4I4OA5lkLet84JArexGmqd0JOOY2GSOS9pyBk49psVLAi9iO8mUXGFg8UYYpmCqYsUKmMKSsqjWKq6vra9rIA6vXyB9XQBJFv6mp592h2695oKp4UE1Fw773e+Yx+9pnVc34hLXU/KI6Zffc2oWlolzshcy32CZIDmLC+zpisJ5KpWE5wJluIeXCoIFlUrSU1mcVgZ6zldGeCYKk5TZygn5v7x6/+LK0qHFQ0svKF1Tua5SGBgfWN5UOUIZER9efnH84vI5whXxK8qnV7ZVHig9HP9H8Xellt/HezvQpvayiFugusSMYVeZaJI20An2Y3e5A91k13CRiCEPL4qoss9bm6iVE4HAfj80/bZ/ur/Nz1biLkcTKimw+Smw+XuBzU+BjSRg07PfOMBGvkUSsnPA5ieGwfk0R3uJAROgqLDkTWOf8YXRY7CFRpPRjFUdlRkjRGhrFNGUYOrLOtMJDIpuRjBVuSROAC41tg/AHTti/gjjuruOk8z9rlzyYZfjkrZitVSIfRvHjCzlac4hQTp/PXZPqSnaN3d11gal5twlN90R0OHSjZ8dvfqDe3fd8OLMz9b98pvHXrxp2cvrb7ju5UmhCxM1MyY3bLwbNn7+KIT3PNp2au73+657jan4oPPN93+959dEhlYBwBwmvj68bAfwYcb3Yp+VOC/UyE6w9cxwZqfG0lOD/cE6v2iplofhIDAinOBRZDUh2bUD63ok2ClBH9UyPpsmzJTRvYeQQCLuhUVTZ6h9J4XI9yTqd9KZlx5CEomoGJqiT5Jt6Ofj2+hQ5FgafPDXDazb6DvqQwt963wbfT0+1oc8CWeQx8R1OErmrcYw5xwELI2L55zbE7afSimbHxjvM9RzwrEJAaJiiajZOdY7clyf+DmdO0jHe1J9rER6ms5tpSYh8X6pdOq8LiR0Xg1DTcRyCcgQzAqAhdoZPKdTML1WsUXIqOPSqvabO5f+fHT7NfPG3duIzcJ/PZB5/snuaeiZVTeOv++m7jewTN6BCdVIx9MFsNe+VBpIWtAsrZHWSRulTukL6agkAKlQWii1SWtzpw5KPZJcKGErS2ARI/HMzRDwHM/KvJDgALuWXcduZDvZgyzfyR5lEWBj7H78iWUdexlNYHv7jaX9xsrkrSxFNjaPbGw+7sQSIZJJH7JjxR/33qJGOtkI91TvJHzC8otaUzT/E/fKHe3t7ezf9+076WWTJw+QPMRnsxfCwbTNLvAHezjLJbghbC23kuP8IscJLItYzg2gpiDGo7IWpwikhQovRCxjDUZ0vx9LpZaQ5TUKLFSalGaFIUPrdgNpUW6onToLCvUslSj1TlTSKEWkfgmVbSXo9qyPj+wr1VSKSYbLWHP4zGGHWkHTGOIX0MSW3vZZtbWrTNHJ3dJF00iKphyGki6EgcMRZLp2rRc6M9hIBIrMwlnZnp1dNLCwYWB77dmPjGK//uCDH258TB/1ADv15LrdY2YQecW8wHxPckzQZXaYd6wrfiI/WWIM7d/ccZ6RVEI9Pj+AIucLUr5AR1zpAMwE5loZufiYm0amjm5xlZJI1dF2fHRx9EScnrBvw2d4luVYvkEaiUnB95Mnydcy18gHmL/xwos8LOaTQkJM84OkJq1Za2Fb+ElCi3QTez33mLSH/z37Md/Ffy38h/9B9LpkmWMYFvG8IEki/iCJYkLgPYLAMyyb4GQPx8kyZlhWhJgtOV4QscQCme2Ahi1xLI2xFInkUzxG/QPTGSJcg00gJQFQAvuLADaBZpJN3ZO1B1DZpxQHTuoH5WTgoghAHQpAnRMQVLW/xEfO6ktrSmoaiW49TiPRqdPjKthA9afJiDyZNYePATrrVMBkFxsZus8F9bXREiyUbmOQFNDIIDD2PpwZdrYsVRakJbGgoJEn2ZQFaXz4aHOMHjbFc/Po6Bh8K0il6BAM39O5OU4Hizf7yOHPm8007xzoJ5UeNin5MXwyAkxe5fqchaLHh9/m8TTSHRmm2hwgN3+7Kex8HWZanBgICaFTvCILVBRDAUsofPXr7Fz45p+zzyzndp7aBTdml3bPQIU3ZKcQvrwV7xqovP5tG0cBiibxNAxyknnq6p1j9QDnWOQk+9gJrG4MrpBby33Bsc14d5RjCrmFXBvXw7EYzWXEOABPnkSB3ostm7UAdmJHE/VF++9Po31BH7R3aO3YY2LOGMuHynt68sHzHHaBseyZ2EXAiwSQnAQgSD+RH9Izt7bTVCBHh/JJbDMVw7dJasWxfKbMsfz6Ap/YYxStLsF2sV3SX/xfxrg/cMdjyC/GiqVAOCYxTHE0wnuJSSFAvjgUNOX9CbgmsS6BEhjH9MQaC1os9dkC1F+jwTrqs3nobA0645w01ELUc6MwZtEwnZUfH7byuTZWB8zYaiCxJgzD9HHh3seF6ePCJF/JIo8LUy0Zpq53mMgSVc5hlTw4nI//hcnzfADVFifgfgBJFAAVAiJ/DJW/gp/IH0Vc4Mtp4FN5G/mY7aGq2CGF7ohkSaIDXrflxwjsxGi6u/qEbfoE/PCH7rEUm7H/j41nrHqoEFv+vvmHuupxJz2qFYYuzZtX1DnnhcxapbPC/XQOEVHXTnygr+J+pubFuUsfKbz53adf3VI8dejCn7VPmnHBisFs8qGx0y6ftHPDtu5S9NT8aYMfer77EbT5uuvGPX5/96d5m+sQ5hcfvMl2cwzvRi+bHebfmK/cR5njbp4lkNuIGeZ6Ez5q7g8cDPQE2Jjo0T0+F7a5IO/TZE1X9ZIAtbMC1OZSqLWlUGtL6bW2FCoEShH9Bulham0p1NrCn39wCKrIuYjccZvCoUINOgXiP2VsgAhdiFhegaMBtDCwLrAx0BlgAwyq9fqobB5vt6xcqu5/a3DJPzK4rD4GF5uTxE7b9WMDbqyfTtPp/cFSeIwaYWecxT/OEiuNRAf3WmE+3pJkURZkhjeTFq+HoSG7ckQm6aGtBIUJlQc6sdy+JF717DWfT39mnCm3V8w7b/FLbPKRDcMXjqm5qXsxWnn1VWc/8H53Lod8WM9hthTTUQNBOG+bl86Kd5NRA+oVEKFcTEpBesElyEF1JH+eOJFvEa/k54hinTnYNdhXHxhujnaN9g0PTOWmSheZGVfGd1HgKu4qaYZ5lesq34zAtdAr8Zw2hbmYu1ieos5nZnIz5fmq7I+wgoVBw1MSpt5PmDKC0LuQhkADOrlgYD4ASwu57BpnSmEuA4cWOm13SaKuWoBAMIWYwAgDvsAoQc6PIuEEXNZLgKoTx9dFBZrGG0GEUpiGEXJySxEI0PmvwMaPJICAwIAQCSvkFulxaGe2pjLHM32SEHozd0jMh44IjefGS5dzl0ss0U7kK246+RXkpsL2dYuGPX/nbz6Dvhv/fvcX2SM7Nq9auXnL7as2IzcsvW9p9i/de/9+C4xC7f333v/gN++9S2m4KjuHjWMaukAUXm7fp5r9zLPM0SbbFNsYQ4WxcrW4oMZbU3BOwcLYmpg42D84fL7//HCLOEWd6p8anivOU+eYV/nnhTtjH3o+D3we+jDa5emKHoz1xHzFbMpMeevZweYI9nxzsvml8veCrKlYOuOLkBA674voCtCDJftlaMq2PF1uk9kYJWLMzg15HnLG5eRAfgg0b9T1Zlg64XSZcFsxHQ5dAt21qNaVAOC/j5znA+Zmn4C5eUbA/PiPA+Z0SAvDJA2YF45sCMAzIub5gPmPw+U0Xm6l+0bL3TlgJQPvdCpdqcX0od+q5wc/MPuO/XOv+eLGyav7Wy8uve61l5Ys3pSdw/3irgsvvKfn0eeyJ+++YHD3Seb5vbvf+8N77/6R0PC87BzmIKahCSJwoH2fglKoIjAEjUbXq3yTtyk4Orgmui7K1bnrwk3RYe5h4fHu8eEr3FeEp0fboh/xf3Ad4r9WvwmY5ahITXnTqF4dhUaok9Ec9Kn6WeBvvq+Dh8KnkAFZzROKKILOeyIsJpxfrwUkympA07CN6UabwUZpMCJKqWfQYITRG4wwaDDCoMEIgypTGk7wkb6mc45pFIF8vYnixxLrp1HWEirLNA4h0DiE4HOMXydqVxA9MwLx30RYu481/pQwoBVauWg4jRnV/yi2WlnxyIRfZL9b8OHNv2l9tjv++nWLX9yw9JrnsnOQOGQs7A+FddlbX7zvxLnM+r17f/32Rx+/7eQR3I6JswfTxQLv2EOq3NBkYTFbx57LjmdnsUtYXrJESZQ0tyVpgBGhQoUCyFLZGhGKRTE3dKMi63/273stvu9tq4+64SkYnWFXOC4+38fUH+saufsnLn6XmTm2iMzCIJ2Tzi+LAcx3Vuk02TaziMyicRjYiasJWF3c/uzQOU1TLh16zjlDLvVE2eQzrecNfql0ZNP0Rd0fOf3Q1HOY2YT7oZrx2zeyRZ6iwdL50rCSiUUzi5ZJ90m3lbzofq3yLUaT/KGAv3p05cd+LowmIGTWQDkwVZwqTZWnKlPVqdpcca40V56rzFXnau3J9lKDpLaUlA8smSy3KDOSM8qWFC8paSt5UH5SfaDskcqHqp+XX1GfK32+bEvyN0lfWd4iLcoXivOFknyhzPESc98hheJ8oSRfKCB5qK5oerJYmlBlNhRLelmlf0GIhPCKgpV0nCHYFGwOTgtuCO4L8kawMLgg+EWQLQyuDqLgLzB1vJgzaNTb9pCvmyTd2oT7scMHTUhnrGzx+OqcaLhu1UHYf2rB/AJUEPEKrDMgTQMUh/JBiEO2m5CYjfRXCkMwVBK03YG6GnJ7FY3bBpw9kZggXS8sGCN3BmPkriB1IIM08h3sQFM2CyUV+NatkfT+ClhB3kLuqMhn91XkZRUXvqHz8ytC9FXx0oq66TWdNaippq0G1ZAIfgkIOHYvZbqY08sY3kmBVCBGVxEglYiVGBSEDVo9I5ZDiRN2jGIHzcjPhRuLvsi7t8EBuTA9FvQcHJPFo0x8WDQ2NxCeSrWmxvSxjemYWIos/NRKB8KJT0OSqsihd46O37Gi7NJ+0WLOU5m0TJfpNhm+SIuFgVQmhCHXD++iHvwxrheHQVGxporlchiWlUoyn2LDoNAsIPaWMzOH7mguckVqxYoVoA8kkThQpndxktJkaX9UXzew4SfJWviX5KjSSGjTZuPOG5ddV594cM9jzWcPqrh//E2/mGxtVBfPWTbX56sK3/bmIxPn7Llp36fwrMi8RTOHnVUcSNSMWjF25PVlhanzbrwycNHUixqKIwVuuaT27GVTJ6+95HUipyU9/0Jl3GPAT+bvyGRKSpLEPzrts3GhLQgBVDUZMsBnSilDxuqbUQyzCBRBzZVQYY8gDpeGTxcWCm3CGoEF2H5aJ2wUOoX9Ak/TnXN5z8coFwkkmYsO3Dp+Wa6Qy4Q+QbmDWGZE/5MQT85Ac2xLYSeaCwJw4KZZP3JW6YKD3Y1mF0H5IyTTi6C8VVtLZ1xjKyvhdwbRyAiB1UDX5qG5T0gPXTDk8vmVt966pb3dnSqNPrPWHDrzWXTFPVCYn733nu4Hx1SGqJ+Psewgm8Rvb94BQmT0CXvwKOb2kVTbo3aty1OXcsMS0e1TodunYDi3cDeBWl8i4CduRYj6LH7qrfhdNDzfm3ripwDu7/VT/J5coD4XFfZTx9NP/BSN9EePH3b6oX9siMYFiIsSOhpCC0PrQhtDPSE2pCakXtVBVtCLSfulgxIr5VWH1Ks6clFpmcaiaZIVjT9TH0WiQWFpbPCM0AAJ/v7UGcE6hGYJNKZzS5lgIQqxpq4ZGuKdCZzYIWHVMNBEywkFVlSswDoY35sb3yxN0nCgn64/AEmZaVr2h0ufazaVdsW6+sIL7xvS/mT7eVc11y9GD3RvuXfAyAvHr74DpUnYFNMnROL5mD4y/CaXO+DnRCCLPORlwEkiBxFXQmdSVKU+32t+vhczB9F4pLLh7fUcBEVWWiYIr1lpCTucdSLZIYx1W/AR5o4yCWpI0XgdKMM7an1KRYk64MM7/OmAfXNZ/zoQwztDLQdlUlJOg3r5PDBSnggnohZxkjQLzkJzxDnSdeBaeC26XrxOulZeBVehlcydwh3iXdJT4FHpfvl18Kz8C7Bd2CS/A34jHwB/kL8Ff5NPgmNyJW6OHAA+uQyQpQuagS1LnO3y1XGYWerya/Xh9pCmA2Io2wZNEgQURUlfkHPUqCW9Qs8ijlMVkiD0eQr3Dd72pvamQFVTEyVm2G6QBVFMSLJHkmTAIISNEw+EuCIyNltEkSTkCbLEAMhVqVAtEm3bltokJHXA8Faba+MQh0u2FEM2LFK++T3hpyOhYHemOxMKHOnK5BZw6I0wWukzJ/yQPLlcftLpH5BpicNaN0mLc9dC+PPs/F92JQoDqW93ZK9mk923Xbng4qXoDsoeubzF7Zg/XGxBft6ai1ioFIGctDA+52t8RJefY2kWKilZMdW50NmuOwMEWL2SkmXTz7LFQKBimwjyBu4PTeVpTr8FESuzlpyLVDlgZ5GFaPaaH+81P6JT2JpIF9MULKdRRCDCWAo9sIItl9H51hTrPouxYs5SaLklndh8wSLQIxXG68xIgRPDtrcXltSxvCq5+bAUdHEsYHlFUnTRZQI34xEiYlgpwL5sQqgQU3odqBcGi0P0YcxI3hbGiKOVc42R1vmuKcZFrnnCDPFK1/X8DcIScQe/09jm+i/+pFSmWGWgTCvVy4xSV5VnEGhwXSuuFB9lHlFfgi+jl5UX1a1gG79T/y37Mf+pdJg9bHzlOsafkCIKnQmg0r3JO4l7VK3TvSvHuGFZN1gXsERBTAhGQifunC4wGlQTWkfPx3YDQSoN818F9dk06HHzsmIl5ZR1MXuRPNWaby2z7rJkS2YxNxJyOIQ53dWZ3LItx6qcdGqzi/w6FgD+C9sehuMwaAmcJMsi9lVk07Iwxo/ewgEXtltG2bNkQ4/92hLEmGC5XClO8HCcoGM6JzTdo2m6iN2elCx68O2A65UVgKDgYkXDUnWNVs+FsZzMGifC4zLIXBnZc9zUIJme2qYxWgd8yZZjzTJcIC8nuaxogi01W3CBtdwiiccTbMXk4HQaM2aweL20FR53H59FzaLgmGOZTADbNviPiFkmcKhXtvLT6pxVI6ncWXS/akxfkTvzgLlylW7uFnSzkWykTLbRGwvHT2rXYmoM7eo5iO3ag0Dv2d8Oqo2YC/No7+pELaM31o2nM0X3bxLIejP4RHz86I21NG1J7Dm4SYg5Z125WX1kysX+bdgcxM/GeLV/s1BNnrgZDEI7nTf1Prz3Pj+9z+o5uEWOsTFAF3/Nr+in93y0zZUGlXgjQwzu0/m1TmybiB+d8UcghSKK209gpZgpZeDo7Bs7X2lia1/Zsbb+rG0bsu1vvFL+RwwxT3RZ76Krux99by+adfIAWrb11D6KNQbWRf/EWGPCP+V0kdeACs8iiUe8hnnSoHa5UZWibElXgAhvN1zQKArSMQ17XDA92XiYfVh8TH/c6OQ6+U7hPUMybF86xLglrxYy6+FgZQW8TxGrXJewLUKLMkl/BD4qP6psRx3qb5V39ffNA8wfpA+0z8wvZVdevBQVuCwjoGHzgszasXVSMniANCDLiKfT+QhTYCAih7A9i+cZQZQkyPMSSdLGVhnW6ho0DM1UsGmBNIVRTZk3kCGbe8AeCZkJIHkAkBik7dGgllAZj6oysiQxDOKxP6CqQG52Qdco7Wa1SDYu46WbbRlrh+02P45vo8uanGvrMeZmVNSM+3KUtWx3buVTqjCwvjC/NI8dOZQ5g6PpMss5fs3klgFMG8YqkfKps8cHwryNYmOOLdr1QEFaobMLC9JqkT/N4I183hxPmzQv35uGRfG0ZEfyU3xSLTSESkeMaiVYi63zgU10rIgphQa8LfvYX57rH6lMbPlj9n549+cHBme/RmUw+8PI6nNqT2bV7t/B81uyGdyuMswjH2Ee0eEGW3N1oHdE5II1Thr972wJF+DQKB2ffMs+HxfKUZlUZaZhWh4FR6AR4iip2ZwKL0YXi5OlceZ8eAW6AjvJN8Il4o3S3fB28U7pB3iMLM6ThOViSkqLL4h/hAJp1XbTW4ewIEhkecti7PagwZKMRFlOQISBCkGyLA26jEsJPC9fpgFn9V2KuyldRh3QaMewxfFvILI8kUDCDDTAWqSt0yHQbX263qYf1Tmap11CLulLgHwzhBsAbAYLQA9gAJ3oD4KGuSROyEviNrkRx25S6ErRPCC6JFCq0fwSG/Rf0qS4nFlg6rtzE75bM1RxYmJuLYdJkbjQTu+JpC/xp7e2k14kXeksmdDaQvPtCer8ebNBOiF3OLw9nJZEX/gsokY3+9PUSJZ9aeTBW8h3mgFq6yFfTCaRQGFgbdxbhp5fPCnbzMzo/tWC6+fCvz/AiPwD13ZfeqP0BInRVaFv0O+4D0ExGADutnUQVZIlFUrS1S8eR/12omVYLRRuC3pLm3zQtxN1ABdaZtcHob68pKDkcPUP0UFFP8TiMD5nTS1sq+2sRdNrF9Yiu3ZcLar1HiY3lVaUc3NqnqCLwNPl4siaSfT/ARxpJBMVuo9lsJt7xGxszCV8p2k+FeR7k7yb4MAGskBEbl0lkuAteJwEbxLoyWV4o5IbVrbeFmuqKbYfPC8AQyOHNI+V7lQfvff5YefC8p95rPq7J4cjw4aOmu8SmAnzbpxefd4gS5F9Oj+iuvjsxqKWa88aeu3Rs1bWlMFK3acHQ8nywWPTHtDTA+7BoHlKqHTNAhMAaNpjA2skGN+zAc4lZZDaRKbPdm7xB+topF7HpnaVAAU4+bwUhMIOFAflxKHAQlmPGRI/j8594N5yJUEFAJYALgYn8IWwraO16e/SKB2Rz0shmN6BinJ3/g/3jQf/zN1XNaRpCBoSAeS+Ib33tZ5x36u9910E/owvDLKjaJRNjJtRtiyTfTBUN4oY6ctHrR6FRkWwWmsnDxx5uiKEwerpM8dlF5BcaPzMcfSZF4JfAw9o2AQjdFzK4+EnFEaqIsiMwO8iPeRYHVkeYSIYvh7dRjomIjqPJPotV0+a90nb1z/Xvn/n2ncwfjSO4jJtX/wn/bILM3Ilvm8WmJijzwgw/gtaAjXboWDnBlj+X2jUp4FO++gYEq3LoFxdjuXrUnC0ABWwtC4FP6mLc9+rvfddBMhirNW2H1WlmlJoeaonhZpTq1POxxRLJnqQJ5WffhLukno6BjKe+TeanPu/HZ/YU9cGNwTRd8J3bvSF8IUb7RP2udGbwptutEHY4EZrhbVutFpY7UY3Cze70UnxpAfNF+d70GRxsgepoupBHrcoYF9dAYzxg878gHQNQbVRA41kHdVxdpV7gbBcWC0wAnQP8jTqmtqIzT7bH6rTr4HCILERQdDIMKsRRMFA60tOgItm3JjdXXTZb1oCTWRi8xHzjKXlnNXlSLQDLGptbYWtuR+Ygd5iuniaX4dCvE8Zen4Vq5hS2VDHwJ/lS+zuD15Y2TiufIR/yiWnS7SvRjJfo7HcO7SvPrPH0r46Kh71IChCDzooHHSj/cJ+N+oUOt1oo7DRjZ4VnnWjB4QH3OgW4RY3WigsdKOZ4kwPGi+Oz/WVoSoM8LzmJr2jarjTdNxdUHxNICeqIe5CBBoh1I1GFfdYqeYfqqoa6TDtGoSYRoA7rRSQxbbm0v7CVkJu/T3SWV0mLdNV5ci/oMgfz+yu3p5qJevyOdlJHsFZlq+2T/mSXxWmplQOrGc+yRfY73EXDbmwfKRv2vjTJWLn038KwwGatwbiuf8cAwELTsWYzlM2B06CGNsJ/u+ch/9fznmAYF52CopgOfCCs9sVSR0sdaCtW/Unm+lCnZNtA0FZHay8wC91jYHoSSz7Q7f4LrmeNKIbW67HushqXa1YWZuNA6r9DbV0nVbynylIUhyZb9UfflK3Mj5h4pr7Lxqq2NFLkwX+oY9vmidPqBu9WL2GDXkKXBEPiWmwv0bPc6/imjxiW6t0aGMvX+BYxQ8GG01iB+rY7G5iO1C7HVRBkCQGLlVWmGOsp/xLwfJA8GCc/K+S1PHu413HnLQR0DTm0LenurtOB8IrPT5Jh4w3gZIexlcDvD4EPYy/Bki6UgO9yF0DfRDvZE2soWtSnV6SasUKkuuXJCPWTnJvLaEBXdOZ9wtwcLpl6LwhxbEi4Rbmqoubrjy3sMjrg+yvZw8dOjBaXLdo0aCSQKDKkZE/s6+iZu4tLAszCcF/S9QMyqkbkhBmJ3FhOWxDX0BmAbMcLGeYBWABRM1wHAYQ8t98ELMKspiHp29GK5kONH4rCLKfOgg7pvsYNjO7M4255SZJAAbWMn++/ds/sa/CQPawU4cW/OEDWofptsIMIjWwDYumZvVWI+QL1o2D4xhkM+MAYvCr6ajOKlzA79wMyaunb0FBtnUHrALO2+kcb/x203k/tVGLmVr4wf1f/ZO8n7z7Tbxb8X/mulJv5teV2oPbeANdo3XuVkQClxyZdkJXSOeeo8lwIEYTG7vae6uiOVU5enrJvPwQqO3815QCWqfnWCfimKsTVp6HiOPd6NRgT7uTevv/AIqhNdZ4nGNgZGBgYDU2Pvem5F08v81XBnkOBhB4UDl7Noz+v+hfINt8dh0gl4OBCSQKAJ9NDj8AeJxjYGRgYNf5FwgkZf8v+r+TbT4DUAQFhAEAiTAF/QB4nC2PP0tCYRTGn3u59210aLvQ1uBm20UQwrhUKEHgHyhcRGgRFxtc3MRs6AM4hKA01P0EBmGb91sU7c5tYr833ws/nuec55zzcv2NEvH5KcTSwZEG+OE/sd7QMvpus+BeDfiGEjQhcr0raEPN1swu7W6Qqk99G9Z32zDTHczCuhbBj15NrB71C3Mrk2qKf6bXIZ/h52iLuRPnDXcq8BBI1+g5VNk9RM9g4mV69LLdghzViJsT24fE6SX/MiY/Ze+YeoSPuG/QHOT9XxX8op7cW3v271Xpf7hbCXdqcGHkyeb4Lhj4ghtmP7X+AzJIS6oAAAAsACwALAAsAQABQAGUAdAB9AISAkoDKAOWBKwFmgZKBygIFAhqCbQKzgr8C1wLlAwODOQNgg4mDogO5A+sEDAQohI4Ew4TqBQsFWIWuBcQF6IYdhngGtAbqhyEHWQeDh8GH9ggUiDeIioiqCPAJKQlhiZoJzQnuCmMKh4q7iv+LjQvRjA6MMww9DEQMSwxVjGAMZwxxjHiMggynjM0M0o0JDRoNNw1HjVcNc42EAABAAAAVwA4AAUAUAADAAIAEAAvAFYAAASsBB0AAgABeJylVk1vG0UYftfrxE6aRBUUVMTXHDgkKDVx1FZNSg9RizhA0ioJlYqqSuPdcTzpeme1H7GM+AFV71wqLuUCRagCCSGBQFx6RPwCLhzhJ3DimXfHiePaQS2WduaZ933neb9mRiaiRqVBHpW/CxQ57NEUPXa4QjV64rBP73jLDldpyus4PEVz3j2HpyF/6HCNmpVTDtfpbMU4PEPv+Wccnvc+mp4Gs1f14WuudpvxFPDp2j7jaZZ/yrjG8vuM64w/ZzwDpn2O0GKPZukLhyu0QN877NMd+s3hKs16tx2eorNe7PA05J85XKOW96XDdVqpXHF4hu5X7jk8X/na/5jxLMf5mPEpju1nxnMs/53xAuM/GJ+2sdX+Zvwi8Au1fxifsTb1BcYvWZ76a4xfZnmD8St2b/1dxq+yzYeMX2ebO4zfZBwxfovtP2H8NmOuYZ1jrj9gXPJ/ZfFcKf+BMcdff0KPSNAqrVCTzgPtUocU5k0yFOPLqU8JS65ilQLbUUKu2aIBzQZOWIR5G7I97M8p45XCrGB9gDGEJT0SqyvN82K3o8SmiU3eT5S4atLEpDLXJm6IjSgS23qvk2diW2UqPVAhtm2AQ8NnBJhqicly71EBiYSOttVeEUmA0ajXh/aKkV3rdJOjy1wmAjelgSpcBFoEk6YAWgO9oTYYl0Dvgl7nMIRzu35TpRnCFxcazYticVMHqclMO18aF/k4n7b6dESyujJu43Aimgss8eXcjBCkXU7qLmQ23OdpZOlJ6ExIkacyVF2Z3hWmPblf9MxeaBLX072zKQzQNSbpgSRGBwVdR4pt7pDVnuPeGmqxXtAWazqQ2E5ntAzZDQ4iZY3m0u1gLGAfuo4I9H6NLqEbh30Wu3a4lsqejvfE9XZbB0qcE9umpWOxpYOOiWS2LG7IPNWBlmJHFnGIPorm2iXQ3EIEBXhta/qYC74Ptmkd18I255yzzGAMWZ5w3H1usY1PQJJybtYycHuUW0tmSjiLLqxy1tldLebIXYsiV6/4MIpyxyCOdMg24ZMfIuKAfZR17XHctrLjcyjX1jaAt4IrG/ILMVoJuyNitAj7Jcz2ALdc3OO54/+R+xF7eHiGUn6fBmdicEDHZTDw/nRcl4d6ZDMpc8nZ3+DoW/4y1xCSHmdu+NKedBLksa4r7o5xY5lViQusEh4FR3tweCtKHmsZweKkM4R7fMsUoiv7osiUyDt4AtomzkVuRKizJIJCxqFIUg1hAI3CLDORqLSr81yFotXHNiUiXJDYUkBhOVKWJqkJiyAXuDS9Dm7NkAfMOg6iIsRDLwZBmDjqi0W9JFS3Be4h6/hE72we2quaqsxeSfuwHDmw2w+5LnNGixpectW1r1Cq4TU0vTgyMjxeBFmmrlKBjAxcYSzypMhFqA7smwCbjoqS4xVCWbe4Z93yIecXqu/No+r7qPtfkMTH9DvoRXma7KkJ8bfngf+d/4v/K74f/Z/8b2iU8Wgl+X5P0v85Yh0hhuP+nMeJ/BHs+qP66hvVZvWD6vvVKxjXRvzF7GMyn11JnFd7E2wdyJ5r71vvoU98Q/9r78TVv8LMI/QAAAB4nG3Nt0qDYQCF4edLLAkK9l4QETuSaiI42jWxdxwcMigEHVwcvA0370LvwjsSwSD+/+QLB57tSPjt+8ur/zpvLEhISmnTrkOnLt169OrTb8CgIcNGjBozbsKkKdNmzJozb8GijKycvKJlJWWr1qzbsGnLth279lRU7Ttw6MixE6fOGt8XLl25duPNp3t36h48evLsxbuPkAjJ0BSaQ0toDamQTlVv67VKbSmT/kO2EKsYqxQpV45UyMdaiVTO/gCDQyyPeJyNln9sE+cZx9/3Pde+kAY7HjihufgucXw0OSDUpDMQGp+DvdBaUwLJmJ1lJBAiUVopSE6INGlwSEMa6kqqTmIbkxbUP6ZqVcXlPGWXBCmZsnVr1g20MSbRX2m3P9Y/upT+sY6/vO/7noGhMWl3+TzP8z7P9/1x7722M08GpCdLer1645rUStYAk1odo1Gdl7ZKjU6narpSrBTenAimt0saoaRdWA12HFwFS8BHhqUo8iHYs8ACV8ESuAH8hMDyqgbGwQxY4xWpUVIcTQ2lt0pb0HcLYSQo1ZF1UAYSUWHbQS8YBtNgBviFjmfGwVmwBD4TFVOqc17dhbXXOS8JVzr5YkI0j3rNoW+KZunrBc9/9aDnM896sr2e7KkOL72j2/Nbt3k+HE9Y3G+oSSynI1IEDxnBwk/BUvYrEqSUqOSKtJnYgEn+SsaUwqUWPTGzJPkIlZhEyXGilpcl6tTUJtIbWJmtkzBR2T/Yp16FfVraWJuYST/HPiZXwRKQ2Me4P2IfkbNsje85bArMgCVwHawDP1vD/SHuD9gHJMjeJ+0gBYbBDFgC6yDA3ocNsfcwGhGWxynA2HuwIfYuHutd2CC7jeg2u42l/clJ7knMi8BorwRqvBLUNVSCcCThsj86d1txonS8aZyoRamZdJFdUrMTf0p1pXpn3/Oqy/5a0gz1Snonu0lswLCSm5j5JtFAHxgBp4Af0S1Et4gFXgFXgA1wymBDQGOr4B1wi+wEJugDMrvhYBqXXXf0bjUdYX9gvyF12PHfs98K/w57S/jfsV8L/zZ8FH6VveVEVZKuRp2gTwg+BN+O+mPsl6WWsFpO17Il7J0K2w5SoBcMg2ngZ0us2TmuhjHIIlmVCZQO+UT4n5LXZGKeVE19Pw6gxo2+9xlEMDPajM5M/dKP0ORGv/gqIm7073wPETf6t84h4kZ/8TQibvTjJxFxow8OI+JG7x1ABOOyn/yiZaua7H2Baukgm8IuTWGXprBLU8THpvhN7vr42n7stLVhxy6bRmubai1Q6xq1DlHrNWqNUesMtc5Rax+1jlDLoJZCrSi1TGot0t3YCouaP3+oucesp9Yqtd6kVpFaOrXi1GqhlkaTpsuanGd3CZcVrpTmHzr4Z7rw7RNkTdjRJpz5JnwnLMFeB2XRMiHSmj3xlij3zaW2lNfesTcxnj7AVtBxBa9hhXwIfHhBKzhGKxhkBQMEYVNgGCyDdVAGfqibsfBpYYOw7SAFhsFZsA78YjnrgJHxyhKvioW1Vxbdy1tsBXcz7ibWZDaGlJAROiBNKzQYpb3RcpQlSSRCCAnXyrUurZn7ouZfX9SQqnQVu8imSSNexCsVP+3cbVRd+kNHX1TTm+kPSNSHU0f3EJ3G4XeTomg/TRSZ+w6isDfgE45yGN2Cjr5NXaAbea859a7yN/UTxWUI/64sqn/RXB911D8j88acelO5oL7d7srIXNNdCregCem8slt9c1VIz6Fw2VHPcDenflvpUV9QRGHMKxwpomUG1UP6oHoA42WUY6pZxJhzako5ou7zVE/zPnPqTizB8MI2LLZVEZPGomLAryVdesLcFrgUyAd6A18OJALbAk0BNdAYaAhsksNySN4oPy5vkGXZL/tkJhN5k1teMw2CV7fJH+LO7+PWJ+IQ4xZGfOlRmZHniP0lKcdy/d00Zy+Pktwxzf5nf8ylGw4O2o/FuqkdzpHcQLe928i5gfIhO2nk7EDfN/KzlF4sIGuz77qUDORdWuap8w12eH9+nlBae/7lBu6fPP9yoUDqI6dT9alwV+2er2QeYUYq1nhw1T8UN9qXcv15+2eNBTvBg3JjIWd/v18bys/Tz+ln2cw8vcNdIT8vddHPs4d4XurKFAo5lx4WOqLRO9DhxNwROhk/zFxHNDnq6S57ujj6Q9fCHXRVVSQudPGqKqHzUa6bLbZkM7MtLUJTp5Gi0BTrtP/UrMahiceFJmKRVaFZjVhcY3cJiaJAElWEhD5BFCFR6BNCcviBpL0iuXBfckHMJNEHGsXT1Kzd09SsQWP8v9dYt2HQUmdhdCg7FsuOxLJjYMR+6fSJets6pmmzowVe0GxJHzk2eoL7o2N2ITaWsUdjGW22c+gR5SFe7oxlZslQdiA/O2SOZZxOszMbO5oplHr6OpIPzXXh/lwdfY8YrI8P1sHn6kk+opzk5R4+V5LPleRz9Zg9Yi4iznhfflYm3YX9Q54vseoNOK8jDU2F7kjoVJc4vJ1N9WcaFvDfyuuk2ijYj8e67RrAS9vT29O8hM8UL21EOlgp1Z/pbGpYoK9XSiGka2PdxJiYLE6S+uzzGe+viAupiUm+4Z41iv/rQi1rm0czxQlCcnZbf85OHRzMzwYCyI7wR7L33stVV2fd8rKX3IHkXp6UpPtCntvHc1VVFeF/v//Jit/PPwUWWyxRM0onSLEg2dHcAMNXwcAgnnVoML+A/6X4z0OxgAcsUoMW741RWbZhEK9N+DPfY2KyElX2YqLivZ7oUry3JfcvvlnG/R2bMIx/A8W9JdMA')format("woff");}.ff2{font-family:ff2;line-height:1.106934;font-style:normal;font-weight:normal;visibility:visible;}
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"/><div class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">ASSESSORIA<span class="_ _0"></span> DE GESTÃO ESTRA<span class="_ _1"></span>TÉGICA</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">Pesquisa de satisfação com os magistrados, servidores e usuários – 2019</div><div class="t m0 x4 h4 y4 ff2 fs0 fc0 sc0 ls0 ws0">A<span class="_ _0"></span> pesquisa de <span class="_ _2"></span>satisfação realizada <span class="_ _2"></span>com os <span class="_ _2"></span>magistrados, servidores e <span class="_ _2"></span>usuários do T<span class="_ _0"></span>ribunal</div><div class="t m0 x4 h4 y5 ff2 fs0 fc0 sc0 ls0 ws0">Regional<span class="_ _3"> </span> <span class="_ _3"> </span>do<span class="_ _3"> </span> <span class="_ _3"></span>T<span class="_ _0"></span>ra<span class="_ _0"></span>balho<span class="_ _3"> </span> <span class="_ _3"> </span>da<span class="_ _3"> </span> <span class="_ _3"> </span>13ª<span class="_ _3"> </span> <span class="_ _3"> </span>Região<span class="_ _3"> </span> <span class="_ _3"> </span>foi<span class="_ _3"> </span> <span class="_ _3"> </span>disponibilizada<span class="_ _3"> </span> <span class="_ _3"> </span>entre<span class="_ _3"> </span> <span class="_ _3"> </span>os<span class="_ _3"> </span> <span class="_ _3"> </span>dias<span class="_ _3"> </span> <span class="_ _3"> </span>25/09/2019<span class="_ _3"> </span> <span class="_ _3"> </span>à</div><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0">05/1<span class="_ _1"></span>1/2019.</div><div class="t m0 x4 h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">O<span class="_ _4"></span> <span class="_ _4"></span>acesso,<span class="_ _4"></span> <span class="_ _4"></span>feito<span class="_ _4"></span> <span class="_ _4"></span>eletronicamente<span class="_ _4"></span> <span class="_ _4"></span>via<span class="_ _4"></span> <span class="_ _4"></span>internet,<span class="_ _4"></span> <span class="_ _4"></span>intranet<span class="_ _4"></span> <span class="_ _4"></span>solicitou<span class="_ _4"></span> <span class="_ _4"></span>o<span class="_ _4"></span> <span class="_ _4"></span>preenchimento<span class="_ _4"></span> <span class="_ _4"></span>de<span class="_ _4"></span> <span class="_ _4"></span>um</div><div class="t m0 x4 h4 y8 ff2 fs0 fc0 sc0 ls0 ws0">questionário contendo seis perguntas, com <span class="_ _2"></span>o objetivo de popular os indicadores “Índice<span class="_ _2"></span> de</div><div class="t m0 x4 h4 y9 ff2 fs0 fc0 sc0 ls0 ws0">Satisfação <span class="_ _2"></span>dos Magistrados, <span class="_ _2"></span>Servidores <span class="_ _2"></span>e Usuários <span class="_ _2"></span>com <span class="_ _2"></span>a Comunicação<span class="_ _2"></span> interna <span class="_ _2"></span>e externa</div><div class="t m0 x4 h4 ya ff2 fs0 fc0 sc0 ls0 ws0">do<span class="_ _5"> </span> <span class="_ _5"> </span>Objetivo<span class="_ _5"> </span> <span class="_ _5"> </span>Estratégico<span class="_ _5"> </span> <span class="_ _5"> </span>“Aprimorar<span class="_ _5"> </span> <span class="_ _5"> </span>a<span class="_ _5"> </span> <span class="_ _5"> </span>Comunicaç<span class="_ _0"></span>ão  <span class="_ _5"> </span>Instituci<span class="_ _0"></span>onal<span class="_ _2"></span>”<span class="_ _5"> </span> <span class="_ _5"> </span>do<span class="_ _5"> </span> <span class="_ _5"> </span>P<span class="_ _0"></span>lanejamento</div><div class="t m0 x4 h4 yb ff2 fs0 fc0 sc0 ls0 ws0">Estratégico 2015-2020. Eis as perguntas:</div><div class="t m0 x4 h4 yc ff2 fs0 fc0 sc0 ls0 ws0">1) O Portal de serviços do <span class="_ _0"></span>TRT 13ª<span class="_ _0"></span> Região atende às minhas necessidades?</div><div class="t m0 x4 h4 yd ff2 fs0 fc0 sc0 ls0 ws0">2) Há facilidade no acesso às informações dispon<span class="_ _0"></span>ibi<span class="_ _2"></span>lizadas pelo tribu<span class="_ _0"></span>nal?</div><div class="t m0 x4 h4 ye ff2 fs0 fc0 sc0 ls0 ws0">3) <span class="_ _0"></span>As inform<span class="_ _0"></span>ações disponibilizadas pelo tribunal são fornecidas de maneira frequente?</div><div class="t m0 x4 h4 yf ff2 fs0 fc0 sc0 ls0 ws0">4) Os servidores do tribunal prestam informações com clareza?</div><div class="t m0 x4 h4 y10 ff2 fs0 fc0 sc0 ls0 ws0">5) Os meios de comunicação disponibilizados pelo tribuna<span class="_ _0"></span>l <span class="_ _2"></span>são suf<span class="_ _0"></span>icie<span class="_ _2"></span>ntes?</div><div class="t m0 x4 h4 y11 ff2 fs0 fc0 sc0 ls0 ws0">6)<span class="_ _2"></span> <span class="_ _0"></span>As<span class="_ _2"></span> <span class="_ _2"></span>informações<span class="_ _2"></span> <span class="_ _2"></span>postadas<span class="_ _2"></span> <span class="_ _2"></span>nas<span class="_ _2"></span> redes<span class="_ _2"></span> <span class="_ _2"></span>sociais<span class="_ _2"></span> <span class="_ _2"></span>do<span class="_ _2"></span> <span class="_ _2"></span>tribunal<span class="_ _2"></span> <span class="_ _2"></span>(Facebook, <span class="_ _2"></span>Y<span class="_ _6"></span>outube,<span class="_ _2"></span> <span class="_ _2"></span>Instagram</div><div class="t m0 x4 h4 y12 ff2 fs0 fc0 sc0 ls0 ws0">e T<span class="_ _1"></span>witter) são uteis?</div><div class="t m0 x4 h4 y13 ff2 fs0 fc0 sc0 ls0 ws0">Para cada pergunta foram disponibilizadas 5 alternativas de r<span class="_ _0"></span>esposta:</div><div class="t m0 x5 h4 y14 ff2 fs0 fc0 sc0 ls0 ws0">1.<span class="_ _7"> </span>Discordo completamente.</div><div class="t m0 x5 h4 y15 ff2 fs0 fc0 sc0 ls0 ws0">2.<span class="_ _7"> </span>Discordo;</div><div class="t m0 x5 h4 y16 ff2 fs0 fc0 sc0 ls0 ws0">3.<span class="_ _7"> </span>Não tenho opinião formada;</div><div class="t m0 x5 h4 y17 ff2 fs0 fc0 sc0 ls0 ws0">4.<span class="_ _7"> </span>Concordo;</div><div class="t m0 x5 h4 y18 ff2 fs0 fc0 sc0 ls0 ws0">5.<span class="_ _7"> </span>Concordo plenamente;</div><div class="t m0 x4 h4 y19 ff2 fs0 fc0 sc0 ls0 ws0">Para<span class="_ _5"> </span> <span class="_ _5"> </span>compilação<span class="_ _8"> </span> <span class="_ _5"> </span>dos<span class="_ _8"> </span> <span class="_ _5"> </span>dados<span class="_ _8"> </span>  e<span class="_ _8"> </span> <span class="_ _8"> </span>construção<span class="_ _5"> </span> <span class="_ _5"> </span>dos<span class="_ _8"> </span>  g<span class="_ _0"></span>ráficos,  <span class="_ _8"> </span>foi<span class="_ _8"> </span> <span class="_ _5"> </span>realizada<span class="_ _8"> </span> <span class="_ _5"> </span>a<span class="_ _5"> </span> <span class="_ _5"> </span>seguinte</div><div class="t m0 x4 h4 y1a ff2 fs0 fc0 sc0 ls0 ws0">reclassificação:</div><div class="t m0 x4 h4 y1b ff2 fs0 fc0 sc0 ls0 ws0">1e 2 = Discordo.</div><div class="t m0 x4 h4 y1c ff2 fs0 fc0 sc0 ls0 ws0">3 = Sem opinião;</div><div class="t m0 x4 h4 y1d ff2 fs0 fc0 sc0 ls0 ws0">4 e 5 = Concordo.</div><div class="t m0 x4 h4 y1e ff2 fs0 fc0 sc0 ls0 ws0">A <span class="_ _2"></span>Assessoria<span class="_ _9"></span> <span class="_ _9"></span>de<span class="_ _9"></span> <span class="_ _a"></span>Gestão<span class="_ _9"></span> <span class="_ _9"></span>Estratégica<span class="_ _9"></span> <span class="_ _a"></span>recebeu<span class="_ _9"></span> <span class="_ _9"></span>135<span class="_ _9"></span> <span class="_ _3"> </span>questio<span class="_ _0"></span>nários<span class="_ _a"></span> <span class="_ _9"></span>(96<span class="_ _9"></span> <span class="_ _a"></span>de<span class="_ _9"></span> <span class="_ _9"></span>servidores,<span class="_ _9"></span> <span class="_ _a"></span>2<span class="_ _9"></span> <span class="_ _9"></span>de</div><div class="t m0 x4 h4 y1f ff2 fs0 fc0 sc0 ls0 ws0">magistrados<span class="_ _2"></span> <span class="_ _2"></span>e<span class="_ _2"></span> <span class="_ _2"></span>37<span class="_ _2"></span> <span class="_ _2"></span>de<span class="_ _9"></span> <span class="_ _2"></span>usuários<span class="_ _2"></span> <span class="_ _2"></span>externos<span class="_ _2"></span> <span class="_ _2"></span>do<span class="_ _2"></span> <span class="_ _2"></span>T<span class="_ _0"></span>ribunal<span class="_ _2"></span> <span class="_ _2"></span>Regional<span class="_ _2"></span> <span class="_ _2"></span>do<span class="_ _2"></span> <span class="_ _2"></span>T<span class="_ _0"></span>rabalho<span class="_ _2"></span> <span class="_ _2"></span>da<span class="_ _2"></span> <span class="_ _2"></span>13ª<span class="_ _2"></span> <span class="_ _2"></span>Região)</div><div class="t m0 x4 h4 y20 ff2 fs0 fc0 sc0 ls0 ws0">preenchidos,<span class="_ _4"></span> <span class="_ _4"></span>após<span class="_ _4"></span> <span class="_ _b"></span>a<span class="_ _4"></span> <span class="_ _b"></span>compilação<span class="_ _4"></span> <span class="_ _4"></span>e<span class="_ _4"></span> <span class="_ _b"></span>reclassificação<span class="_ _4"></span> <span class="_ _4"></span>dos<span class="_ _4"></span> <span class="_ _b"></span>mesmos,<span class="_ _4"></span> <span class="_ _4"></span>apurou<span class="_ _b"></span> <span class="_ _4"></span>um<span class="_ _4"></span> <span class="_ _b"></span>índice<span class="_ _4"></span> <span class="_ _4"></span>de</div><div class="t m0 x4 h4 y21 ff2 fs0 fc0 sc0 ls0 ws0">100% <span class="_ _c"> </span>de<span class="_ _d"> </span> <span class="_ _3"> </span>satisfação<span class="_ _d"> </span> <span class="_ _d"> </span>para<span class="_ _d"> </span> <span class="_ _d"> </span>magistrados,<span class="_ _d"> </span> <span class="_ _d"> </span>93%<span class="_ _d"> </span> <span class="_ _d"> </span>para<span class="_ _d"> </span> <span class="_ _d"> </span>servidores<span class="_ _d"> </span> <span class="_ _d"> </span>e<span class="_ _3"> </span> <span class="_ _e"> </span>89%<span class="_ _d"> </span> <span class="_ _d"> </span>para<span class="_ _d"> </span> <span class="_ _3"> </span>u<span class="_ _2"></span>suários.</div><div class="t m0 x4 h4 y22 ff2 fs0 fc0 sc0 ls0 ws0">Podemos visualizar os resultados nos gráficos esboçad<span class="_ _0"></span>os <span class="_ _2"></span>abaix<span class="_ _0"></span>o:</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x6 y24 w4 h6"><div class="t m0 x7 h7 y25 ff3 fs1 fc0 sc0 ls0 ws0">1<span class="_ _0"></span>00<span class="_ _0"></span>%</div><div class="t m0 x8 h8 y26 ff4 fs2 fc0 sc0 ls0 ws0">Índ<span class="_ _1"></span>i<span class="_ _2"></span>c<span class="_ _0"></span>e<span class="_ _0"></span> s<span class="_ _0"></span>a<span class="_ _0"></span>tis<span class="_ _0"></span>f<span class="_ _2"></span>a<span class="_ _0"></span>ç<span class="_ _0"></span>ã<span class="_ _1"></span>o m<span class="_ _0"></span>a<span class="_ _0"></span>g<span class="_ _0"></span>istra<span class="_ _0"></span>d<span class="_ _0"></span>o<span class="_ _0"></span>s</div><div class="t m0 x9 h7 y27 ff3 fs1 fc0 sc0 ls0 ws0">C<span class="_ _0"></span>o<span class="_ _0"></span>n<span class="_ _0"></span>c<span class="_ _2"></span>o<span class="_ _0"></span>rd<span class="_ _0"></span>o</div><div class="t m0 x9 h7 y28 ff3 fs1 fc0 sc0 ls0 ws0">N<span class="_ _0"></span>ã<span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _2"></span>ten<span class="_ _0"></span>ho<span class="_ _0"></span> op<span class="_ _0"></span>in<span class="_ _0"></span>ião<span class="_ _0"></span> f<span class="_ _2"></span>o<span class="_ _0"></span>rm<span class="_ _0"></span>ad<span class="_ _0"></span>a<span class="_ _0"></span> </div><div class="t m0 x9 h7 y29 ff3 fs1 fc0 sc0 ls0 ws0">D<span class="_ _0"></span>isc<span class="_ _2"></span>o<span class="_ _0"></span>rd<span class="_ _0"></span>o<span class="_ _0"></span> </div></div><div class="c x6 y2a w4 h6"><div class="t m0 x0 h9 y2b ff3 fs3 fc0 sc0 ls0 ws0">93%</div><div class="t m0 xa h9 y2c ff3 fs3 fc0 sc0 ls0 ws0">3%</div><div class="t m0 xb h9 y2d ff3 fs3 fc0 sc0 ls0 ws0">4%</div><div class="t m0 xc h8 y2e ff4 fs2 fc0 sc0 ls0 ws0">Índ<span class="_ _1"></span>i<span class="_ _2"></span>c<span class="_ _0"></span>e<span class="_ _0"></span> s<span class="_ _0"></span>a<span class="_ _0"></span>tis<span class="_ _0"></span>f<span class="_ _2"></span>a<span class="_ _0"></span>ç<span class="_ _0"></span>ã<span class="_ _1"></span>o s<span class="_ _0"></span>e<span class="_ _0"></span>rv<span class="_ _0"></span>id<span class="_ _0"></span>o<span class="_ _0"></span>r<span class="_ _2"></span>e<span class="_ _0"></span>s</div><div class="t m0 x9 h7 y2f ff3 fs1 fc0 sc0 ls0 ws0">C<span class="_ _0"></span>o<span class="_ _0"></span>n<span class="_ _0"></span>c<span class="_ _2"></span>o<span class="_ _0"></span>rd<span class="_ _0"></span>o</div><div class="t m0 x9 h7 y30 ff3 fs1 fc0 sc0 ls0 ws0">N<span class="_ _0"></span>ã<span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _2"></span>ten<span class="_ _0"></span>ho<span class="_ _0"></span> op<span class="_ _0"></span>in<span class="_ _0"></span>ião<span class="_ _0"></span> f<span class="_ _2"></span>o<span class="_ _0"></span>rm<span class="_ _0"></span>ad<span class="_ _0"></span>a<span class="_ _0"></span> </div><div class="t m0 x9 h7 y31 ff3 fs1 fc0 sc0 ls0 ws0">D<span class="_ _0"></span>isc<span class="_ _2"></span>o<span class="_ _0"></span>rd<span class="_ _0"></span>o<span class="_ _0"></span> </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h2"><div class="t m0 x4 h4 y33 ff2 fs0 fc0 sc0 ls0 ws0">A<span class="_ _0"></span> apuração d<span class="_ _0"></span>os indicadores se deu conforme critérios abaixo:</div><div class="t m0 x4 h4 y34 ff2 fs0 fc0 sc0 ls0 ws0">a)<span class="_ _3"> </span> <span class="_ _b"> </span>Índi<span class="_ _2"></span>ce<span class="_ _b"> </span> <span class="_ _3"> </span>de<span class="_ _3"> </span> <span class="_ _3"> </span>Satisfação<span class="_ _3"> </span> <span class="_ _b"> </span>do<span class="_ _2"></span>s<span class="_ _b"></span> <span class="_ _3"> </span>Magistrados<span class="_ _3"> </span> <span class="_ _b"> </span>e<span class="_ _d"> </span> <span class="_ _b"> </span>Servidores<span class="_ _3"> </span> <span class="_ _3"> </span>com<span class="_ _3"> </span> <span class="_ _3"> </span>a<span class="_ _3"> </span> <span class="_ _3"> </span>Comunicação<span class="_ _3"> </span> <span class="_ _3"> </span>Interna:</div><div class="t m0 x4 h4 y35 ff2 fs0 fc0 sc0 ls0 ws0">medido<span class="_ _3"> </span> <span class="_ _d"> </span>pela<span class="_ _d"> </span> <span class="_ _d"> </span>média<span class="_ _d"> </span> <span class="_ _d"> </span>do<span class="_ _d"> </span> <span class="_ _d"> </span>percentual<span class="_ _3"> </span> <span class="_ _d"> </span>de<span class="_ _d"> </span> <span class="_ _d"> </span>satisfação<span class="_ _d"> </span> <span class="_ _d"> </span>(Magistrados<span class="_ _3"> </span> <span class="_ _d"> </span>e<span class="_ _d"> </span> <span class="_ _d"> </span>Servidores)<span class="_ _d"> </span> <span class="_ _d"> </span>com<span class="_ _3"> </span> <span class="_ _d"> </span>a</div><div class="t m0 x4 h4 y36 ff2 fs0 fc0 sc0 ls0 ws0">comunicação institucional ficou em 96%.</div><div class="t m0 x4 h4 y37 ff2 fs0 fc0 sc0 ls0 ws0">b)<span class="_ _8"> </span> <span class="_ _e"> </span>Índice<span class="_ _8"> </span> <span class="_ _8"> </span>de<span class="_ _8"> </span> <span class="_ _8"> </span>Satisfação<span class="_ _8"> </span> <span class="_ _e"> </span>dos<span class="_ _8"> </span> <span class="_ _8"> </span>Usuários<span class="_ _8"> </span> <span class="_ _8"> </span>com<span class="_ _8"> </span> <span class="_ _e"> </span>a<span class="_ _5"> </span> <span class="_ _e"> </span>Comunicação<span class="_ _8"> </span> <span class="_ _8"> </span>externa:<span class="_ _8"> </span> <span class="_ _8"> </span>medido<span class="_ _8"> </span> <span class="_ _e"> </span>pelo</div><div class="t m0 x4 h4 y38 ff2 fs0 fc0 sc0 ls0 ws0">percentual de satisfação dos usuários com a comunicação instituc<span class="_ _0"></span>ional ficou em 89%.</div><div class="t m0 xd h4 y39 ff2 fs0 fc0 sc0 ls0 ws0">Max Frederico Feitosa Guedes Pereira</div><div class="t m0 xe h4 y3a ff2 fs0 fc0 sc0 ls0 ws0">Assessor de Gestão Estratégica</div></div><div class="c x5 y3b w4 h6"><div class="t m0 xf h9 y3c ff3 fs3 fc0 sc0 ls0 ws0">89%</div><div class="t m0 x10 h9 y3d ff3 fs3 fc0 sc0 ls0 ws0">3%</div><div class="t m0 x11 h9 y3e ff3 fs3 fc0 sc0 ls0 ws0">8%</div><div class="t m0 x12 h8 y3f ff4 fs2 fc0 sc0 ls0 ws0">Ín<span class="_ _0"></span>d<span class="_ _0"></span>i<span class="_ _2"></span>c<span class="_ _0"></span>e<span class="_ _0"></span> s<span class="_ _0"></span>a<span class="_ _0"></span>tis<span class="_ _0"></span>f<span class="_ _2"></span>a<span class="_ _0"></span>ç<span class="_ _1"></span>ão<span class="_ _1"></span> <span class="_ _2"></span>u<span class="_ _0"></span>s<span class="_ _0"></span>u<span class="_ _0"></span>á<span class="_ _0"></span>rios</div><div class="t m0 x9 h7 y2f ff3 fs1 fc0 sc0 ls0 ws0">C<span class="_ _0"></span>o<span class="_ _0"></span>ncor<span class="_ _0"></span>d<span class="_ _0"></span>o</div><div class="t m0 x9 h7 y30 ff3 fs1 fc0 sc0 ls0 ws0">N<span class="_ _0"></span>ã<span class="_ _0"></span>o t<span class="_ _2"></span>e<span class="_ _0"></span>n<span class="_ _0"></span>ho<span class="_ _0"></span> op<span class="_ _0"></span>in<span class="_ _0"></span>ião<span class="_ _0"></span> f<span class="_ _2"></span>or<span class="_ _1"></span>mad<span class="_ _0"></span>a<span class="_ _0"></span> </div><div class="t m0 x9 h7 y31 ff3 fs1 fc0 sc0 ls0 ws0">D<span class="_ _0"></span>is<span class="_ _2"></span>cor<span class="_ _0"></span>d<span class="_ _0"></span>o </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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