ATA 1ª RAE 2021

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ATA 1ª RAE 2021.1pdf.html — HTML, 554Kb
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qfp1BJdwpuARL+GSnEcFHzZLr/D8BiO/SfQfmGh1QjmcQu6S97ob+9tLeDS6mOPID9F87v6+07SWpAFgyqNkKgBOMI4yaEIRj2yPgrEuSYr+A6v7T60jOxe5J+ZiJQXltXu5oblFiuvzK4VMDlmMHz3zYfCHBf/+Cm1yVoet9J1sYdQjboyi+NCcvkNfJWvF3YLm21HZD+KInTHU3epuD08FzHPO+84NywWENq+EqpUhtHxvGjpXptq/Qn8jr/ivSKdpR8xL8rvas5dH/ET/ydfYeMAqc36d8iamF7iZ3YDdiyb0Fc6EgDi9lgrvuIEoi+8/LFHrfRLncn2uiXKgtKpXCZz+vQBT4vFzn0qkpfLi/wDj0Hl5dVVlU69EGYlL23bN36pe+9b/4Ay/JGbyjZUJ5uuEOb9prNZsv+DXgc3oJ/tX/DFyOm/tSEz0vGiKk3gEjJSyNANr8GwcaABxKabkjXk1vJPcBYthMX7WnmMNdJrjogShxGqoSewzOBZ5ikDI1DbJiNsDtZlg3IB/FW3IHSIqydeKa2t9ZifU+qGxQOpYqwgxcclflV5UzMPPnInxdgUnqCzVs/GvXlv77K0o9yhFgV+hDCdUbzPv/+YFfWG+xr/sP+w4HDQXFk1sjskaHpgUfZh/zb2S3ZIh+MoEK+KjiWHekfGRgZFPP9+YH8IOONsdPZNf7Hsh7Lfiy0PXt7SHSikB6KhAaHbgqtDK0PvR8SQ1QyXrcnGSK6ag9RRSZUDw1QJfhpD0gJdZIn9hCs2jvxdCMvrJaoRKXSU7e4OOmI14sboMvBsP2IvpQEcvpF2GPJsLZ2IrX43kTbibra3kSqrdbhrMGO8kRq5E9mdqFQ36Hdjhrah912qzFseg0r6jWc6IDWUZOwPk27eDJy6kxDkbICWSTLhVkXQnAh+E81Ud2YMHnmCyir7zjKhm+o73h1dXUTbkuBxjiilc4q0I6KZCwP1KWgMr+8zOtxg+KwvMCq5+N6x9e/SwyZ3TRznmieCmDx1aNnx0wsN8+M8WLOPPcglj7aVTdj2lWz59+afeqNL3977Z5rRvQ0xtJ2PBHsJQvkVISOGmWrPa97yK3Z92STLczT3Fb3fuYgt9/9of+TgOh14194f+EjUVlDLPa5vNGwpqtyJ8431AYNG9o6jWga9nZiYtjDrhIXcVEGu7ZkcRiYvk8H3QIdBPaUwW52S1zbqR4CKahe/ciK8Lrw5vCO8IthLnxcONKQj/ODCe8R31J8BAWKLxhUT8akQAsdNSWpjEjogm62dWPKzpoMUylfga3AQJRyFVj2ZfFPqPJeYORwUg7WCH47ByIJysvNn4h1bfHkGUsXX1E5Ibx42cxxY+coZm/WT39/81vL575z+0bz87dfM3/Ad0fnLVi5aP5tns+Y1hnjZ17XMuDuzVeuvGHNSz/Lev7ul8zTn4FNAXvZUcBXGWnomFGjRrQaSQ2oCXWKer36qcp3a5hnvWwBW6iN1a7UtmoHtFc1CRMRqbwmcLKiCUhVNa0T/9YIMqybASdNVFZjNMLKSDC0Q9ph2HgOFyIREbx3P2JZOAF14pl7uXUylqkgnLqwWXhRYISgvY6sIIQEbAfx5XisZdkn2iC8TgT7psZdp/fU9qZqKQudNRYPnTXU0bLgae12e7/yDlSHqRPVN9VPVA6l1RbYm4DYX4HLHeWePAd2YHJ77zZy29f795unzR04fob5zfmrvjOPkhz8T1OxdO5K0LkKbgv4Bt0oEm0Rtco52jku8LD2K9tG54c2yelwOaOOPOfdTnBKWJOBD06Ho5N0GF6b5rbZNKfsjmAaxJhGvB7c3o8U7IClX1kahO1ZhhaWS2QiU1WUt7ip+ilubzLiLnUbbsbdiZ8x3A5HWC/RSYlepzfojE4P1em9XHa7jbXroJCHfdjwYV8wbOvEUcOpLcXPH0bYQJvRDhowc97pwmMyzpKq5wlQU2uFOk3d8hiwI3FBW1NtjjRzbcBcfEFjLW39karGXcBZobK8DIGOQsTIvxL71Zsmzrzl5qtvbjmxnpzs/WbAVdc8h9nWdeaf+hC+OdS8cN361auvj5Jz5vffl5inj+677+UPrbg4A3heDProQ3noBWPofGWJuFrcGNjKbRWftm13ddn2O15wHXK85dI8XKVjlH6Ldx95Wz/sFp5Db8HpLBb8Tj0rAq6LMjEHmJS1xa6FoyVREqUsi26pk7AhHZb6JEbqxA17dmCMKbtyw2wJCMawpOLhwKSX5hxpULEaLPAfcQby/yVe9qRdbU8KWJiJnFQpUcaeQd0wNwhT8wW+OC2zhUCKwCNit7efczxrN0/LU0c23aq3PrbznHn2rb+Yn+Lib7Z+1PvE7ZMnzVs0dfIidkrO1MaO3tvMnnf/ap7GTXgt/iW+7rnzX6x96JZ71t29AvR0BtiwH/RUQau6ENt33BhsdyRlJagMYavlsdx0ZbvyO+VN5agiRxWsMAIKKyUKKVHqlAaFUSjFykEKufCzBwjBrCCqIpjnnhIBC52kxbCRBgYzQQ0DvstwoZbGG7DJXivc6t2W8uB+2hOAwzy8jH3RIK6awby09Mwd2Pyb0P0q+wTm/t8Sc7zpehmXkmXfg1ZO6fuc9YG8/SgflWJtX6kYCidjnX1njRtg5TXHa64PuA8Edol+k3ulzsRQsVqJhqr16HJ1AXutCOjIszS+Or5R2+R/Unva/3RwS87W+JYBT5d2BQ/k+Ja6VrlWuVfH2Y0gx43AqexBm2AtIdH1AmYQJb1uUMMgMugguQ8C2iFD9/qTi7Lbs0lHNs7O5p2FVIskOKy00CgkhZ3kPkNzanW5Dbkkl56dS/cEeS58RFqaONJgx/ZgWeAIs7TgiDcw+N8jggWzUnW9qYRuxYJEdyphsY1+Ld3JRAPUlkok8CBckazMBFHq+9m83HgMdrkuUSHmknU89qfXfvbOn0/Ob7llhdn7wR/vfvymruaGxpbmSZNbgkubZiy+sWnubMY36ImWJ99//8k5m4sHP3/rn8zW244sfQ1PnnpV89SG5pbeYTfeufymucvvS+PUESAfd8YeDxszhzomOGYrt4hrxae5p8Utti2ufaiL2WfrdOx1/QG94TjkciRd05UmrdlxhavFxQe4pd6HfZ/ox9zcPBdOm2c4qwTM00ibJqdHI2CalM26ZZ6lEm6QjkmnM+bZkTbPS+JyVtpCNf+RBid2BgvSlqpeYqE9FzDt/2Ch/SzOeLEq8FmkIgnGSU00LzeGLW56LM6msC5PHT3jFsf8zf9xDktvHsM55vvfPvsuuWr5FZPmgoUuxFNypjR2nL8VK+8fww5zq7nEXGA+doDJXrPh1nvvu7vd4uPrEFA+ZWPpvNXIYqoxz1ezsrSDIYSP4QhXyhFuh/jmM1Y2CbFOrz0DylLXnc5qAFw5XqdZCQ4wGm3P/6M/RyF0wb3IHYQry3hEFxL6jhhSVU2SL4SFYClwYUWSN2ABW0eMxmgcfoNFESoGX1sol6jVqIqrU+ej+WQ2M4ebJ86VTzH28TymSTAjSxIrSBhHkADJi8BLLBvheDfH8aJsBEPDZStcBUNJuYAwDM+C3J43bLxAOJbFSFR9viDg2qsNJQzXgHDYDtlQJ8k3pLCES6V2iUgHST5i4QgpArg/oFx1bX9SFgDZQbDy904aPXvU5+BsgC11tRO7QYYlgHETVpK1evkrqwf5aSPotbWrX3kljQL2SklJS6IEDf8TdipTJuzMmTwLgDDTZ+4WWflgnwmcOr+LZ6urMxg2jYCLMBNlojjqUjD3ovm79t79N5uvkqG4pviNV/FEcw938PzPSaT3eBqXXt13krsK8sMget+YtEpa617r3Yw28a9J7zLvKv9kpAKpUC3UitxF3iXcEmkVJwouwedz+XxFpJgp4IRC7mFuo/Q68weFq8MNgBGu0BE+jk6DWGlO4PAnrVYGSjrxLMPnH8iKNsPmTNomNNsxdTiGx5+EfKHQyHUOlBn7t7bp6FtkXSpYCk7ME+8QsF0IC6WArzrJvXuybp9yAQNM0sE6MsGsB3z4iQRt6UqK5k+YwnqOZ/Mi1DCiEZ/Xlw5qDp2aBluHw5eZb35tfmyuwbfgJNa2XVdmfhR86qbf/OmPHTdtJ1lXnv4Cr8Oz8AL80OardtYvXvml+YP55dcb0nr7IOjt1aC3OiTkK4zyQlDFMb7Z7GyVK/bV+MZ6m7zzvFyNrzJrddbD3AaFCzsKMCIuZ4FdFwPxHTQ8AWskJUnpMlztURyJloIzcTgjKKKX6gTw0T17IoOn9CeIvZAipdrOJCzfADZGv5TONpxyRct8OZgOjvD0Ly8KmVNZ1XBwC4NwPJb3IAkdaLmjs2Vg1ZyJd13zZO87uPCT26rGNtfW3jBl+D7uYHbsZfPkf+67q+PaCcVh9uXzFTbn9D9s375/jtOW1pOHIEZ/A7QqaL0xTOQgyBbwzjCHS7kdYPicxLAFkBbLUoGCRIGfwJCxMoJgHYxopZoBAJqVIpgmi6AWQJN6KU2WECEa11pALk2VFV2svI+DhC9Uw3X2te8OWs0uF031muAghgN7scY8PNHM9yF22PkvybHeKFPGHTxrPved2fad1f+N0P87of8SWmzUQf95rkCIiKXii+IxkS0R14tEFFGaCAkoqOMbeMJfwQDkJ8GIUqoQ5ccUyP8dBal0+t5b66Td/+96uJH5qreWXNv7OO3dU2d776d9uwZs8DmwwQg6YtRX50zImS7cJN6k3i2uVO/2rcySeB+f5fQ5swodhf7CYGGOOFa5kp0qzVLms7eyt/hvDO637ddf017VP9BP6jYmm49QmzPCwZowxQkEY2/2QF5yUrNzTmhwYRe1ORe1uWLvQDuDwK8FmmF33DmdhCMRBkjOLQWEEIh3yNguh+VSmZGp7UVv3/wj26PE6z3dbZY/S9sgmCBNG2t72xK1VqiyzBBXRB1gh7n5oJCQZJdH2IwlenQnjWAVzHCyPGV27PvcfObZQ52/eBsSnLIB5kfhZ9pf/uzU86nnRpKs73o7Z619Cc995zN8XfO4z96oumH5mb+b58xz45IHLRmDWXLFlo7+xiiQWE5miCQXsM4dAP8YxHMcCFMQRdBQTozwb1nw8B4j19AatRaNWaS1a4SqawfkfKxGlLS4D9HRDUtll/zYDBefsVb7nTosqNQtnWUsnWXoWEXQav5FZ/uV4sLfBlxIRuFC80jv89zB3hfJiB/qyR29FBvfC4TtBpoYtNCyhT1lySRH3UZegdUadW5fEnEG18i1c8c5Lsy1cIu40xzbztFxKgaJhDmKEdqJjiPmEPXLlKjDsMWiBezgfnEuzpBSZw22ti2G3tL+3Ytj3MEf6qEfeX0nmTehH040y8hvFbdqZKo0R2rVWvVWxy36Wl2Qxyp32AdCnAUDcUYwoax1LnLjUjd2K9+GIVMOuHozLJzYPVFvazvTf8/enhNpNcFRh1uwgVrE4gVen4ULyRYcjyQ+7Tr6JcY+LlJ6zbVXQABr2X9N+6P/+Cpye7Khbbcl+8fBvn/D/RZxaJgRbBQo7SzEJySyXFAgzKWmyw/uutR0TdqHib0Z0i2peB7HcXKM++25cd/Ra4ORAhA8iFTiNxSFiYkxhWFBp8AZGVL2kKQcGTI0KXX2Hd+TaY0nswfBXljwkij/l/S1zLKSLLtINqtLYTmPDGAjUok8l8xjZ0vz5aVkGfuktF3eJx2Uz0g/yN7N7Hpps/yq9Lr8ATnCvi8dlU+SU+xn0peytlRaJt9F7mXvku6V1xNhpjKbzGfnSvPkm8jNrDCKTGBHSRPkGeIMaaYs+OUSW5IMYZPSULnOJtCBDV6SZA8Jsj5JyAw2hIFRssSpglDG29Qya7CaiI2illTowqLSpmhJ0bDFkwpdwK7HDJ2uKCJDQTERZCRSQ6gDk/dlRuJSuKRbf7eb7oBcdqgxEO4SYUVJKksPsxBFlssYAqsELsOoLCGqDFhNEMM2bOvE2h6B59iDpNpS+ytTaXX3TZma5MoEQ1ghYvGFFSCFF5SIooK6VRtO0HMDDkQGHITKwpAq0cto1HL1HgDRCb32G702GNB723rbaoN+HSAY7NBPtNERBMuMobc/xmQZ/OWaAnYt9h3fpUQo2EpZH8tOEijRRtVGwtSSMQTe+/FzWMYCft7sNj8x/8v8C2isnzn1Qz1757nb6Rd0ahP4qjwaj/B/GjaJ4cUA4xNZJ1grcBftcSp11G9QsmlrFANFTJkgugVBZERCBEYCfgGvGJZSzFKK2TL+LWvc+R4jYCiNSovCLFLaFdKhHFJIOoaJUuaikjWAOmVKUir7kZeTL/FyAE/Bz/U7Otiy/APNQWoQfFcPosQDh9J6RL3ecUMCrRAjaR05dECiWmOBWOr9BpeOtI5q369UiO1KhUXYsOCgpDgFFhzjZcoYg2HrmbshHHeIu8UTDP8K85b4ochEmBIxyQwVG8QHmM1iB7ND3Mm8KCrp5KC8IkmMcis5OG5oJWVJEqELwV0BezYaUnRQkkyFhXV0fU4EtmAhEkHwE8YnDCBxYSgpFyYRQ/gJmS5IbpIlTCSjhUeEZ4Q/kaPkFDkpfE+UOCkUxgvLhDXCs4SnPnJxov+D+lWhCVFNoMkOLDbhCJmJXeYHvbtAAQYy7/xQzzx/flQaOzZBzP8MYr4dZaFfG9M2chvFTeomGytiwSbaBX/cv0xa6hSWOpZ5VrFrxbXqKtvdzrXuNZ41vjX+VUFVcIIuBD3OoDvo9wQF10BNCgwUGG98h4yRrMuRdMQ2IqUhI9QSWhRqD3WE+EjodIiE9HgHwrSKVGpJ/d492bf//kJYtxBmKl1RodkbqHobSrmSVcMxjdtpII2wG8K202HlmU0jy/5jzto9eBReaa4wXzC7zBV48Ge7dn368YEDx8i7xzct2p0YAinlI+bj5kKA0/O+N/sQ/J0/ey7NC4otz4AtUF4sNQp4rsvd5WfGcHgu9z5HnI4CzWZDWTrFZnYkev8NOXvDodIMjVxIt1/q67N/DJ4vYOcMSLuIn0FsER8do7BhgU/gACkvG44rkjHAzg/hD7HtiuXbr9kwaf7rL/16x00jrxpb0cEd9EY/2bG6s9Xh6f2AfdlsGXTNiMZ5mgw3pjgE4jjyoCg6a9xZYx9nnyHMV+artDrWkbffdkSSeZGXfaJXrrTV2+rtgqhLDrfNbXfrlbZK+xj7EtvN+juyskxaFrgptEZaE1gV4iWvW1Lttim2JbaVtgdtv7FxtoimujVNtasezectcOlu3OLucBO3G0WilF3AOA8SbTShjSNN14j2bla8g9/JH+IP8yy/elEejuSV5pG8qOdSruUOvvYi1yx9oMWAfqRzEd5avgD8QOqSEVYrkrelKEPLKD/pyI/PFWUGEeAqvsDVBN5AFn71XvvLL7Usn7/H/NX7i6deNaf2o/fm1zaMzd97kjvY8MadT32QXb3qGfNTXPdMU7T3MWZS/szLxl+pcjQmj+/7nD0N9jMAHzaGdTk6Q/sLXx3AQnLqgeTU40/M5mYX3sgv024sPKq+n6c2ydNs03Kb8uapc5xzo62FcwcsDa0KbYiqzjwat3PCSdoaswPB5OTcyXkv5b6Ux7bltuXdkXtH3l9z/5rHJ+RiLT83P69GS+ZNkCdoo3JH5s3XZufdrN2Su1b7ee4Weau2LdclyZLG5/J5ATmgeXOF3DxZY7Fvut8IRJIL/Xihf7Of+A+S2SgLfJEKAD0LZw10M2gsps5pXDCSpMPtjbgFr8cdeCc+hEX8DWsEa3QWswOLJf+3fT7sM1y+pG+CEI8FB4XjHfpOyBQn4G8daQEGBr6d0fkJU2buQkZ1k1XKsQq7PYnFNFVuS/SkEifS7eLECYh5aQdmgddc4EdWaDjw43Cm/a/drppcYA80sPX6bifdOmzYnTVaxFkjW1873XfKsKmwT6uR/fTrqklc+ukvzXmGyEO0itwK4OM4bWRufd4W+elc2apzpFPZC2PzceuvIjkcX0gYBN7j9nnZtKVCXj8eh4ObV6+7f9jlya5vmlev+OZp7MZewTzqWr78jnElA6rxzv9ccm/fi+aX5gf4k+z719w8OTkuyzlo6PSbf7vo93P+/obWdm1Fbk2yoGTOT1+45/aPr8fYwpMDwCcdsMakFht5JVIpW8o1Soukdmm9JPCYIwUsQwQkSj5fkF1Boy4eaMi8EMGlaAW1Ith0MLZGsoi0k/WEJQGx99mMVCbP3EVAKrXpmhAsRs8edSLjk2otEEoLPTRbxH8xJ7H3mA3sy2fPnhtu1fP7wLcAAkY8tu1BDBZpXuyssUDa1OCQ5CHxffw+Ocoe5TgKCJdxG8HOHmY3cZtFkUEKXyJS0NkiLsVCAHn5IhTjx6Ex/AygkyEkgpEb6OeZCyNkTCe5xlB4yJhYwBuYcAfJ1YgFVQXhKyxewbazx9jjLMt2YsWQVzDtzDHmOIBj0OZ9cATAs4NYQYSOjZVijAPCJWNjoIOpnlQq4e++gL66f4y9LiKLQ3v0NKbYB3BiKoDOlAUorMItSmCIwFFMERgmcu8/8Qi8GM/BQ3p7uIPnfs8OgwTGijPj+k6xg9jhKA+V4TZjnhAUs7mQNzg+a2z2uIKP9GMOqTJQH5gRmxOYG1sVeyDwy+CWYFfWa8E/Zqk8r3m8fMAb54s8TYGlZBXZwu/jX+XVF5NHdRLKLxvsGKDlG4lByXwjtxAWgVByYf75fJJfb9WqS2325LAQpjX1naHvQ2woNACXIwP20jhM0LSoke2oixpZOiz8wWS0k9y4jxVUTR5AIx38ZrXws9XCEQPgCMNwKzmDY2KRVKg1hdXNKgHM2wew17B5k2qwIYmTLaDL91HWlxdFm334mA83+Jp9C32ML1DeOqI/+wPP0Nadohl9Ir11gmZmAJgTND2DhvoLy+sn0jLZXRLCbU3d/QLKB7CXFUpOzb8un6QSTXQkEkIBY9PTCt2WooYdBzOmIYFxe31RatlWpketu6qyKlMAoNHXGre2CvF4dl/i7bee75zAZBWYXyq6wIx9MvXkC9MffeAPlzcunDAVX1X5ZX7VzFGXjy7XFfLpoEcebFp7wOy89+7Ls6sCYn397jWzfjEhuyCSPXn0UPNtZ5k/Xjt0elmsKn+2pQ+rQR8esHBHNnq8Czn7zhqDlZqqrDFZxDmdny5P9073N2V/J/AV7FBtqKsiazQ7QZvgGp31oPCwJKs2SDJREMSwmxPcVBouRbEj2RcVg4tycI5eRJiYvRMXGSpehNqpZw7VpTneVjuxu7f280mAR9JoBJAWTT9RGyTBI2cayhx+jjzHO8ffms2lAFNauTitw6WH9+Mel9t3sWqyGvvv3P1yr2l2XbnLcCbH3Zy6a+Xc2au4g72nHzRPmt+bp80Pr2x6jBQ/1bBo8zP7n3ic+rdpQHsd2EIA/dWYPNPe5GzyzrO3Olu9y/03BzaSjeqr+qv+D/T3/V/wX4hfuL7wnOVd1a5qz3jneG+9v0ltVYUhzipvlZ9Zyi21r+ZW2dcGtjm3eruc+72SzdLRrKTNcgPupK1co3sCOUmrtTuS2kHMIhl45nQoyIBDkQHHofL1oKkHwQWx8FPEJ2C6F0dRiUZXtGgDZIbBLCHqDgRnjrhYz0xN7E70dCfoAFTqRCI9BgxtOp609Vcy0/WQKo6qXaaWyQ42v7Jd29C6fMX1jXM82J3oefML8yvs7X75M/J12ZSp929/4bErF5b87mUcwyxkdAVbqd5MBd41Z/RmvTHQ2cQ3yU3OtLZsAtU4K0mLctpzyBAmqQ7xJAPjmVHqeM+owMOS5LbURaFaA0m1YLODKGRfkU2LYaopdjsKrqO6ExUDoZm1FyikYyVUY6wokcblFsoCXdFa+Va51ZnWFj7VVIQrMgQCQvdBHnKpqrDN5vkRu2YdMM/3vrz7TuzvdZWMuuXqNSvnXrf6sSubcBzQhg0HHiT6+UXbL1/w1JMHnths1dBOsXHQFTfKxr/pQjrYSb1S87D0iLZB38ZtlZ+TntM6g6LoxmPJGL5ebsjZpu3n9wdfk/+ovi8fUc8K32latj3bY4CP8Bg2R9LuedHzlofxWNqQU2e1Nh+05BcGQFxno63FRmx+J0VF+wNZSVzutMoIoUi6nJBblG4TA9OtP9tqDTs4VMhtENKh281OJ7B5D6s4/ZTd+YqAorjEk1aikpzmnIU5m3PYHHtUNDR7Ehie8YeJH9UVugEUGW6/Ueiu8xs5dliAE/ZTb21hmrpeCzQ5oRNwhJN2Bg5yZpw1bXf3HwqO1sJB1gkIfnDW0E7v9tFm5x5JHm5tjojWJWjC3HSC+tCUdXubAVyy0Zva6O1tBjArnVRbZSSAboDFy62hO/AWmKp4BIAT1XHERC045UqjJx/5Afsrv9hhfnV3K3a/042dfK/B3Hn1ZbPizLLpP6mtxfiKkkee2Hf/J6ALCfM184Xl94zFN9yyYuTIn1G/4QcD+Bxwtxd1GmWVLC5mI3rE0cS2+zmRfdFPPF4HcTu9DpvLjnSbCyOduCXRruBmpU8hChWEzGOH3Yv7vNhLN3N0uO5puDTvcstSeR0k+Y0iIxbqJY5mB3F0YtbQbK4YcTejDu8hL/FSnZDUpDfgW9ZFWtMTQhLgUs8DfjqfAkAVOIH8YCY0RYFvHSxqyuzwyUQiV7mFKMt8AjWJEKbzaaKOPP9jNQ8vWfaz2Mjhwyrefts8+Rgba1y1ckr+K3rN5AmfnD/AjLNs35zMXmVhiBI8ybhmaWh1iDhVbdHgVVr7YDaCIZdiSnE5KWcMPJKMZK60N7mbCqYXTQdRXW8/6zjrcg7Vyr1DC8sHQBLhnVA4asBptdcn3wdRW1E1pVjV4javzzNQUwHm+vOpBeyzLMBSdJvDUpI9ippuC4vTBpBXkG4HJ9OGIHmyrNDfzFGHE7bHaWOTB1KGKx7BH+CLi5RY0E+djhQIBIPrBuPB4II6DRmV50edgdIL3qcn43/0br33RH+w6u3JjH70IwBkdc66+W4QjqW+mI790ZyQTrupgRy3P8S1WX7L3upuLZhbNCfRWsLTKOfjrDFfGvmHYd6aKkAV2FcRhdSY5EUAKlw6ceBmbIihwukLqgpc2u2H3lt+DUYv/qEd88MXHVxn/v2v5+5qmXvfmnmz76qPV3tyot7BeVc9+uy+de9hBQf/46HzY54/OL+26z4buevpx5/41VMdj6fn2rIzwK970W4jYcdhXEMFqV+GL3P8BX+PJYHzcvlkpmOeg8OYuNwOp4txE2ynTA0xgiTLbo/sRUiRY6JkRPKTOyTcJ2EpaM1p9ebmJ9f7O/xkkf+0n3zrx37kjnk9ltuCYzs8+LQHewK+ujTjIR/LlJZg7Uxmy/L/FCl3A099FsASazPTdShAyCEeUOUkNXUbpqt4+5oXrn60IWSeikweVr+g3DwFsOCzzWMXrVnXez8ZvHVWxai1q3q/BqJBt625xlatQUBLu5BEqwsOuc6QGiXSLu2UDkmHpW8lLiy1SCukDtjBMbyAOJax01latKbAoBRgIp7jBVYmAsRMSxej+Uk2IGboukhHnWWeFwsiYJyLE/2TBR7AfvMU9rP7MWuePzeejZ2z5lf1/dqcjJ+y+uhB9xgTvUJMiPgqhf0i1+7DDMshj1vTVV361z6xHr5Zx/p9kh27Y0SHjC24jmJh7NPKdbC9gNfrO0iuR1Eyfxd01MLFgYkn/JOs4Y90n7tT/Z2mM8nKf9Rz2m+Pw50uXlTlpAc6HL/A/oqNNxZfXT3YnWdPVDnT5Kw/d+5PW6+y20+zXEHyTuafF+Z5W3RNseo8RhHlPNfIkXZuJ3eIO8x9my7urOA6YAeXnsANCBOjfh6jAPtvPM5wNTMtPFPLuR0hfhP4sDge2oWK4OwU3IvjedXDe9UkkxST/mTeKDJaHO0fladGmJKiKVJLUXvR5qIn+a3CFnUfv0/dWXS46HiRDRWVFDXCDy8WHSvii4xgdrIOttutHzkhygrBEHXyu2Uhavl6VtAdjnhWdnYsLoOi2PWY02HMqmhx4IUg9k5Sb9iDWbFQNuxbmI1bsnE27NtbEIvFKT7ajVDcggxSHW2NSuh3HA6NGyPgWwvf/HgybgwZliyJvxU/Fmfs8XC8Pc6geCReGu+Ls/FA4X/V9ic9mWGJtGerPQPRGQLImbZUovaioVlpKTi8S2beLE7QIIITrqiHzm3y0VACjssyvHis3/Au2uDtmLnn0JwNpfW//smSXxeGzJOh+OSh8waZJ3PqKkfMG2ieZGP3Pz112rSpzT8Ztam3iTT/alDt2Hs2mITUPzprQP3Kh3vPp2tQ7AyQmRdtNvyCy+eaJc4T2U4Wg7T0UeIo+xc6x1uOyCHYNF5VFACWBMe8yHJECPfRmdf/gyOSlZhqo/zVNPWCP1LxaWoXP/JHFqf+zSVZqfsFTFqEL3VAFpPALbEzzFP5k2vG3ZgAs2bveSf1cEOY5Dw7u7px5W4zzMYe2zty3spb03n6FYA3qX5qkJ1sNMaewifF71zfedjXyCmOOANcQCJN+nTXdG+TfyPZxG8SN6qd0nvkI+5j6T31JHeSP6XpW8U/kf/H/158VeWWiGv5lSLjsPRQ8VEmuVnBXSMEW7IWZZEsWxT9KJ1IJ2VpkN0fraRWfQ5g7FY/i2mowilX0pmeMErnM5OCS+LSFT8//9jfcLn5xtcPmGd/jsMbFix46KEFCzaQ3Hsx/3PztW//Zv5+Jerb9qtt2zoe27YN6L3HvIF9COjVIZ94xBhU7RrrIs4kU6PVuJJZo5hx2jjXqKzvsySak/bnGWeE77NEsKBL80+vouh2W3/+6Siy2ewxXbcSC+VfM9CJ3bUgSv3Ev+WgViyh8ZnmoJfkFYCboh6q65k5ZnGaWlyk+h7Mlf92fhfGZm/XzHUNIGTPfXOuuXPVtXPXgHAbrzP/YvaaZ8yj9dN6v2C69jzz+J6tv6a5xZVAewvQ7kAh9LhR5awlSS3prs0eT0Zpo9zjs8VFYRwSPb5kE9ckz9Cmu5p8TcHpoS3yluyz0hntO7fqQLYsygRW8aSTcMGu835IoHKcRZBJxhwOKwmX1oH7D4bTsObMJfT3/Av5ibYMA1q5VnmOq9XXGpgTAgZgB3Xu8Vg6c6So5NJpdszYqieb9934c0wOzX+0FhPzb3dfN2ftyquvfsC8gXjHTFmzGesY4fCsKx//oZ7Z+5vNv96549HfpufWrEaIqbLkv80o3MhhyYancHO4JRxT4pxpm2db5GRlya6GVbJO7VNJndqgErWTLDWKBAGsnCG8XIgkXSqVFkmsFFzh3Owkzc4Vzh3Ow07WqaMYZiwdIKQdd2CCA466LpyN+ociLhj1GRrxLOgM7AAbrylLq0MbmrDTN2XCzorJs2buksuqm6wnU9LaYIFoG3bgDvMk5kZeP6qlacaYYUOvKGFjG68fVfHPQSO2m38DGkvBpnWgsZi8bBziHXyeGPc5fHmbnJvcG+MPFUuCu95NnM9pXbbXop/lndXO5PJF2jRttvaQstG5NbdLFUbkGfmjYnNzr4utdq52r8q9K1+qio3m65XxWoO9PnpZrpCbH49VqRVROrZckS/wMueQon4trubm5uYJ+bnGgJ+py9w3e24qWlK8xrOy+BHPQ8V7c/fmae14ne9e/8PFTxfvHMD7ol4jmpf0GtnhZNiLj0GaUi5GGwvWFZACwx9KFgQHWIVoiD2NA3DpAFwyAA/IiZaCepXjKMrEp/TsN7kuHZ1pDTSQWNZJWX4eYo413pbxo7QiRb1rohtlBsgreIx57MWx3MpofXQqbvJdh1t9Z7CMfYQNRnNJoUtTSWGwmcVsfaHSGMTBepcAeQ78U8jd/021ZdHh/D/RLCHamW5zrXJHPt0+viecn94OBK1tIwtWrtdwZW597ibtwdxXct/N5aO5qsayQZTJQ1A5zUj2+AbW4UzSam3nFiStCkYIEADC6RoG24Lb8WnMINB8WtFgrSNdXjgSY2MiYnEze5ollASvAZf2lvsMuK7PgIv6jIqqpI+Op/qMgiJYwHXtvrA1dMn6pgUNiGH2IG4M9gVJhnirqGF96CzAVBudD7g4vZlmRqYKkZk8C59UerZOft/rhqQ46+yFsAA+fL1fq1Hdag1d3a3SusaXu5QaK93GtMTbP++WPikUj8XzrSnN1CVcWqCgz7tADhMrxUHngmt/WlXg9owzn73y9g8/+/DdQvM7R/PMhaWR7Bh+qWlmz7dHe3FJ4opphdklEY/bMWH49Id//vx99wweflnYm5fjyZ4zfsKqB97eafmKcN8pcj/3OETGN42iCIKEUy6yD7GNtzXZhYAH+RmvB/mcLjf2OYkb+xlJkAXVTxluR74O304f0wLNIR/jg8R6twfTwLEHeXjBGpFSFalELkGQ2zZbj3uwRqGfifmc0zx17s3uHW6mxd3uXu8+7D7t5pBbd9MHPFh3ILisox9UTdhZBZ5iqDVT1d13iJY5zqerHHqPlZd30zIHPfSEBaIzeXkKQxLutrjqA7bROYsVjryK8ooCB7nlkBLPjo/3X3Pb5bfUKNIdd+AgGztuTr0zkZ31YXH55NGDH8JvHX/nSXMt8OcX4GcmszHASY8ZvhmOuY4NHCPxAb6W1DomkAmOk0Sw8jUHq3iR7HG7ZYl3uWMeD6Iu0ua10FJ6cOJ/QUuSeAEmifi0iMX/OW1LB5p/QUmpqDVINwhShGia7OHWKjNxyAut1z99OfaHr6gbu7gY+zdPu+aq7RtIh+k/Pntow5IT+BBNhDBSAA/OAjoVnGV4uMJgSVKgC54uRLpgOvuO7IHWSsEiwSHJR1jMM4ooyqoCeSZxMkEpKOeigcprigrWfdrwhiJJGXGKGwWUAlSsJNEQZTWSMrORZayp1rUUyZdkMZIwj2RUR2f81FjPANRkGU4FyawiSxIhmId1qYaO9xr+7MKkooWtmaCs5vMFdblObrAmKJQaCktqFLaObWAZ9iApBaDabtjVCoQj9LkjHFBfAd0KUOVK+Cd2pyBWpQLWbGprO/38hjX3DkMXLONO0GelsGXsdBq0r7KqssoVxfiAORXH/zjEx9v0N3DUBO71frpvtHfgQJKT5qkKPG2xeLrJuKdQ+CNLNgld+GP8nnBa40QhyPr5Qr4KVYtjcRO+DS8R5BhOCJV4iFCPxwublLP8WUEqYGNCsZxkh8gj2Uny71nxcnkq2yRfx/5UXoaXyw+yG4SD8nvsx/J5WWNYQZBkLxthi+Vytk6uZyUPG5CHyJPk6+Wt7AH2dfkMKwkgnD1OP5XkkT2AhFjqqj2qI4lZWWARsRoRSSKdOnR8f9HAZJ81Oe24YffmJ5kYkdyESByvKJmfTyuYrho++FmJIc6NEMdzHOAIUZIUxHWSn+7myyVoDEWc3aBt1o5rjMbQ3aRcobudp9ODrOnHkGdflFGbnw4YBSbqqTPWGiq5MDuSlvYSbf3VvfRa/wiRryatZfvkiBS1CNwNLbK8NXW8qba2xZguyiUczbIqfQpW8Qrzfjzj+VfxeHMTXmtuPfIhySOM+THON6XeP+Nx5oE0vsoFfPU+yFXHE/c6X2cxxKE+Y7DuSMoYFgIWZfIdPiuTKmWMPEadiWeSVtxKVjjFY+xh9Vv2uMrKJewTwnPkRiQiGU+FeC6JPC5Rn7BciV3XkbyO3QyhLBIbBL3Hib2SXK7bM1DAbj3RTLGAXbdH7KV2w77CztuDhhMfAoRGnIJYjtrV9RTU0SlUcA1B9dEtnNiN8f+AKFRAFI5lt/YjCgrjUonFeg+4Hjpji+7pqe1OLLaejfvnCfqUE21xW/+IHe47bNgkfxLbkVwKrSyINMOlg85WkKTADyJeehY2Af8gKzWKrsJXs4JhEyqvwJVVvMBVRD1YqCyPenLxfdeUDG401zILzPnrlmTjPR/h1xeVMJh88Zo54FGBTsXu60PzIckrEWqcMch3kENADX078ByUvx8LhtOTnqal+LNBMHeOTWAsdJEkKkKWRVdY51t1XO4dOD+ePh/9HS4cNhykoRJHKjdXkkoWjU0QXNlFKtKnptoq0H97biP6HH7wGBKpZgPz4JyqC+dUXDx+74XjJ6Fv4fhCQyf2cnysvK+clJTvLCfloLPD9tJ7jrp4T+umcI1pZorW2uAaRdY1JmIvXKN4P9ajzelnh/ZYJV+gW9Pdyagcp3QXiRmiUxVwDasGY/U7kaH5FFxjMNB8PHI6QiKRhkhmzWKfzZGMKIW0P5EL/aFWZNH0r9dqRB/DtbyGTFAooigGwdGLTIDjl4O8RsDxc9BkhOpeNZCjHjX83lr736RWcUFqcA0rp7fumUzfE0csvssEh1k8L05wzoUz0IXj9144fhIG3qFKI4usD+K+IH4r+G2Q2IOLguRQ8FiQwJ4giOAySwSJS0UAToPe38IF1v2HpPmHQZ6oxAjjhcEVQdIQbA4eDzI7gi8GSWOwBUClvZKSEbz0Uosr0u9UOI+3swvJbYhB0X3pVzx0kuWGhEiQQwHrTQon9M9RyUT6SgcGjINlf4a3v/22NbaxkpnHrOX+CPHbh9oMGy8LTq/LrmK12veli76aQnLSmmC18qX1ooo83ol4JOQjeTHBCsIx9FvNla96F9s0nxZTWwJz/2y9LgP8a7d+Qj/TS2PhRFiljxr3nulOWQt84cnXqFVu99mwUP6j9cfNk4kbZ1VNHUfW4PdgfUmTtc7My7zc4rop5snXb703vUrpaGWamDZrrr0P3W7IGTp4zFs0CF8q1cjuxE66lXB96auG2KpeQkf1pXRUR9RS9VtIbVnIaofu8T91U/qVJP9noi6+mOPSdTITB9KE4NVmIQ4UL5lVNW0sWcMdfOOWe9siS4ASHLiwCnGUPocGf9b492V7CTYpKq4zXIhjTQZBkDUxCog8ZxLmeZCEhHdiP6JdraWAryczGgbo9rw1rzCaeV8LhhB5PsIcOm9w6ByKsIdoTIqZKTKmrwe412hocXeVe4ybibmSLjoB75dGnvfTCMTwdfKndlm42hkMWNm/WkGf5wj4Ax9FfzOSjlHT95SkMm/s6O5J9Z5ID0VXeNPJifUYfvr5S/pYc2zu9KZEdPgIY2Rw0qzld469et8d5k9vUiL+WG6Z+9qsBQ0zqyZY+v0Pdh/Zyu1FftRsOBeKs923iDe52SZxmht4lHDQZMLWP8e0grdpCS/d5eORNtpuC9uILRhEo3EgEHw6OuwGq5/9VXraTQr+e3usoZaUKy+dO6UfYyy3BlisWv2N7XhOY17t5oGRBH8nvnZSbtTXWRzJZ/f5tNY2+5jCktU3Cnx9PB3fn2O3kXbrHScjDReOgDfCEUhxGxlszWVnOnGTIcH6Z0gn9MGEqw/gBSjAfn5b/+snUvTFE90p+u6QRALgBX7u53io2c1uwwnzvfQ9GPZZsg3uwaMxNBr2GHGsbsRbMWH5Ndxi+P0rdhW3iv9qBcLr0DFEmqmkhMxrVcAL0flOPX7rOTVrUL66Gu7jyosLzNuYfevTG29gn8Vx8+hDD8F5v4QbPms9aznWyKMD/5kaANMCDQlbJQAGEPb/tQCQno3p+CUOZMoo/x/34BGQeJxjYGRgYGBnYAh4Mu1FPL/NVwZ5DgYQeBCdYQKj/y/6F8g2g90SyOVgYAKJAgBX0gwHAHicY2BkYGC3/BcIJGX/L/p/hG0GA1AEBQQBAIshBgoAeJxFkL1qAkEUha/7Z6EPYLMICltZBFIslqJNhDS6KsEq6RLLJWWsBAu1WKPRxsZyX8EHCHkMeztbZfLNuODCx7lz7z1nhrVO0hI+K4XQ6Aia1J9ojC6tUF2dWPqwh0d4hgCGMMjoQgPPn/srAq+wciNZO0fZeKG8cf4hb85eld7OSyWht2X2ovf0HG0zq7mRUuw9UU/RHhpl+SVTH/W7zNv2WvO+jOkl0IEZDG3feB/wlDkvqAtQdEQqeD5M/p2ezjd31OUry+ncfOqCZwLvnuT0PwqsVJ3RA9jsf/8Dya5QdwAAAAAALAAsACwALAByALgA8AEYATgBZAHmAigC/AOoBDYE8AWKBegGuAdcB4oISAjmCVwJvAoKCq4LGAtcC6wL2g0EDgQOig7yD6QQ1BEgEb4SxhNEE+IUWhVgFeAWzhdOF6AYDBhCGRwZkhoKGogbCht8HSAdsB4kHs4fuiCCIKIgwCDYIPohHCFCIVohfCGUIbwh4iIAImQiziMEI1IjqiPcJBIkRAAAAAEAAABSADMAAwBMAAMAAgAQAC8AVgAAB0sCwgACAAF4nLVZzY8jRxWviXu/ht0QkiUJmfFsSUHZGeTMRyKxyS5E9NjtsbMe27Q9Mxk4RO3u8rh3erpb3e21RhwBgcgJ8QfkwAHlEKGIM+KChMTekhOnALcIbkgIhBC896q63e3xDNmVYNj2q1ev3sfvvXrVXWGM7ZS+wxYY/W/hi09xRS+wS6VvKPopppVaii6xW6WfKlpji6XfKfoSu176q6Ivs2vaDUVfYVva9xR9lb2ofaroa8y49ANF37iy+NwfQfOCVgJbT7/0F0Vr7KWX/kX0JeAvLr2gaI09v/Qy0ZeBf3npnqI19uxSlegrwL+6dKBojd1csoi+CvzrSxNFa+zFpR8SfQ2CXKHokF6AuDYVDXpK24ousbdK31Y06Cx9pOhL7MXSx4q+zJ4t/VPRV9hAe0HRV9mm9qGir7GfaP9Q9I2nb176PdGLGPvS+4qG2Jd+SfQXgP/s0iNFa2xl6VOir1OM/1E0+LN8jeingf/M8i1Fa2x5eYvoZ1DPckfRoGfZJvo5xHD5+4oGDJffI/om+rP8vqLBn2Xpz5eBf3P5kaI1xpf/RPTzKF8uKRrky88R/RWUL28oGuTLBtFLmNPykaIhp+WY6DL6U35P0eBP+WdE3yL5Xyga5X9F9Fcxp+VHioaclv9A9NcQn/LfFA34lP9N9KuoZ4V8u0qYr9xSNPi8Qn5epVhW7isa+d9F+rqUnyga+T8imnKx8nNFg62VD9kHjLPX2CbbYneA6rMRE/C7ywLmw7+EnbKQOFUYRUDj0wK+SxLrMKMzD/44M4F3BOsTFtNIwK8A6YfwdEjyBlukfw3gDGBGsAlwO2TBB9uprRZYOAX9Y9DFQXcAel1mA20DHcJclNniWQSb7HWgXslGd1iF/LBAQwiyHOxaYAd12OxYyb4NoxFwcXYMfsZZXIiFS7F45/ozJDw424bxAGaQaxEaxRilnkBFysnKGGZtihdHQ9A9gbURccYg5RB6HPhpTprgE6Lj0jqf8L1H6wVJCHYCNhFth55ceZTKcuLHwEH8wiyL0zhwPgEvXFgZAwrsA/7a5tYd3h8Jvhv4QXIaCl4NojCIrMQN/HWuex433aNREnNTxCJ6KJx1fmPxxmJDDCIx4Z1Q+H1c1bJOg3HCveDItbkdhKcRruJoYPN1/gr+3Klw0/LCEW9Yvh3Yx8B9Oxj5vDF2YrTVH7kx9/J6hkHEt92B59qWx5VFkAnAKI+DcWQL+BkmEysSfOw7IuIJRtLs85ZrCz8W93gsBBcnA+E4wuGe5HJHxHbkhhgi2XBEYrleDIDohB3mmOmRa8HPNmDnAXJsO/DgObt17uaW8EyYs1WQdCkVQVYAa7BcoXyXtHPUyVd3XTsKMJA1Nlcbmwoztk91E2e5vQN5xP3A9kUUY0B31jc383qKWqSSvBVZvBaVIm5+hwoNS/WYinr4RI1D+QzZsngSWY44saJjHgzPrzX22FbYebrOponn+k+NlExAiQ87HTvUEP5ctVtfpa4SwE5zCd82zYwIRAugwq7TJScimnEJuh48p7saAd1ib7I3oFdlKee0T2qRNXH9I94ZDqEY+avcDAauz9uuPQo8K67wrpVEru1avGdRScd86803UM2ZcsLOMIaYQuoDsiMMKe6EOtwhdSFOyTylriO7RJJ1vlQaeQH1X+xPGJugOB2SC1WHrFCZ+GQnpOjlWltpEWpske6QkDgBqYTmcNWA/Eg73mz3StQK2UujM5xhFkMlG0+751l0Qho7sMaGcUV1UjyxpN1KZmc2Apn5CeFk09kyD7OJitSlU8ej8yU9C2exxzUeUasgv1bo5vO1Sx+eFNv8WZHWeUSnQ1q36SaaF0Fq/axf93I1gJHIWBKyl27PiM6XU6qfAFDy6Uy1zo1U1p5VqCp5NgbqKaOSNJ7SoTqr0ds0m6kelMQ3gotqVL7X+CozU+3pDnEVyhG9PbjUCxKV2/QtJ21WQ+oMHkWaIl2s7AplxyLaUbVw9tyf3Q2r9P6Dsd5lG/AnqK2ijWM63QVl1gIeonQEEunchtL57sy7xJrawdOOEWeopd48ztva53w74sszOlqpDl7OKvoB8GSu0soR9GbpqbeqaYVf9MaXVub5b31p9rrZDopzZ6nMu6wGoewdUU37Kv8VijtSb2SyB2GHsCgHMtdpPcv6CtWJIC3guSLfwPysWiw2ffOd7Wv/h3xkKFkUe6DOsLSPOMQZAzZyr0yPW06npKfqZjX18fz8MjwXC+++kPG1HEYOnTZeod+cjfECfdSFXVqXSs/vcpWZLpdiP7saUZN9NR936tf0u2S6c6YnUprDCvX9gKwMs7HIVQj2L5mhGLRNT1rp9YB8EerEGme5zPcTmcMNlfGYdoqX+ZDu7WItfX5U8ye9jDJ/4hRreorEhHA8ecI8pqcCfjf5ChmR88ChJ9qc4vIAJOzcGZJc0JPlCeBQBOnJd/dMN7dAa0CdZ/7XqHynTE+cKUbpqTbFKd9Xiqti6hcyXwMV+/zz1zonq1GGQEyV6pN2uZPkKZw/3Z+0CvJnXYMZJNFhdRgdwOlpEqcJPHwfNmFmH0Y14NaAcxskemr+NmXsgM6kBsjt0XkndZjwbMP4kHpdnXEa4+g+yLdBF6412DtkwwBtPZI0SfcucFvwayg5XFEFzh6Mkd6hbijttWGV/L5uqvNRetoHPs8iLHrVJIupZ7swMkF/Q83qoLtJ+tB/tF8nup35WVee6oQRakadVfCoRSPk7sFvF+R6ZF+nmKW3bYqhDvMyFoM8QMvrKlYph/jsqxnMEfrXgr9pVDph0CBvpvhV4bcLnqP+HZjt00nRgZU1irRH6BkKM4y2RaNpVDJTVYoGUUUMakDvwr+dDDuTntIXM6etiN0BzU+lZHy6elYJuQ6NZDaqNOpTrnC2onJpUhyzVg+oEg2S0iniXlYhdape6X1andJGJ+eJtIe5zfuSVjW/YI9ILen8nsr0WVwQdZ0wQb96meXzNMMXc3ZzwONxGHqucPgw8JN1fhiM+Yl1ysex4AneqyCbJwG3I2ElosIdNw4967TCLd/hYeTCrA0iAn6tmIciOnGTBNQNTulOJb05SWAi5kGUEkO0UMFfunnJ3AmjwBnbSYXjnRGsreCa1AB8705G8MGb82wCRl3f9sYOXjCl3ge+d8pX3TV5g5MTBw0XeSsvfPAzOxIxfk7jpcDUAC7PdN0jBFZdsJKIE7xBiFyw6gQT3wssp4ieJaESEYYTgCl4jpNwnHBHYJgoMxJeWER0nev+qRLHhIBCwGfkDlzweR1v0/AiYxh4XkB3AwrsCh9YMXgb+Nm1VpqG1VGShHc3NoS/PnGP3VA4rrUeREcbONoAyXfVBdgaJJgKI0bXUM38G7t5N20fK4kWSnyCQD8IICoERzwUXhBKwIt3eghm4VYPw+tigmK6nYLYAQYB644iC9BxKnwYCYEVZI+s6AiiRpwBL8gqKODBILFcH2Gx6F4xrbXPHwe6ZMVxYLsW1ogT2OMTyIolr/9cD7BZRY2FeHlPXSx+skYeOQJvs2Qm5srxiZuMkJ0ruYoqOfQ+nfZcqFVpG3VF8nIVLNBGwggr/CRw3CH+CgIkHENA8Yg2LagejHEDx8hUdQIRbkDgsfA81IDZVijNdVVuejApN45CmpyYjIKTC2LErTCOfHBGkAIn4HFAvjwQdpKW2LSSYQM4Lm2+u2mZW4PgocjdEPtBghuHPMKtFk5rRU3FIwviGojC/rVyoUboQJxAOeGVI2xhud0vgkDuuobBe516/0A3Dd7s8a7Z2W/WjBq/rfdgfLvCD5r9Rmevz0HC1Nv9Q96pc719yO8327UKN97pmkavxzsmb+52W00DeM12tbVXa7Z3+Dasa3f6vNWE/QhK+x2OBpWqptFDZbuGWW3AUN9utpr9wwqvN/tt1FkHpTrv6ma/Wd1r6Sbv7pndTs8A8zVQ22626yZYMXaNdn8drAKPG/sw4L2G3mqRKX0PvDfJv2qne2g2dxp93ui0agYwtw3wTN9uGdIUBFVt6c3dCq/pu/qOQas6oMUkMeXdQcMgFtjT4f/VfrPTxjCqnXbfhGEFojT72dKDZs+ocN1s9hCQutkB9QgnrOiQEljXNqQWhJoXMgIiON7rGVNfaobeAl09XJwXhrOwDa+sR/Tiiq/ExTvu2bmEjRduwOvxZzNyef6QXsWL8ymvTpqSmdmMW/px6del35Z+A8+PijIzM6lf7gU+p3N4mYMfDg/pqgQ8nZGfN79DlxfxjOSUW4dIPXbM/g6rPgPubDyzs+nKWEUanKM5P79PdFEu5TVo/JBwnZWZnevSp0pEnz3y4+Z0ZsV8iTyOs/7OzGm3tLe0e1pV+7r2hvYt7Zvafe3N4opzJPrn1FOeX58TY8q7j+OFLfxvGoX5PP8+1W8I+ZiNojCz8CX259LL8AlakMlxW+pqwnrM+nsMHB9L7/+o0f8CTWn0rQAAeJxtzckuQ2EABeDvvzWGxDyzE1QHvRdt7M3UPEYsLLoQaYjYNTyU8Bb2nkaiEe7KSU7y5WyOyE++Gj79l6Nmg0hGl249evXpN2DQkGEjRo0ZN2HSlGkzZs3JmpeTV7CgJJZYtKysYsWqNes2bNqybceuqn0HDptPx06cOnPuwqUr1z7culN378GjJw3PXrx68x6ikAktoTW0hfaOvZt6rVorljp/ESeplv6UpFs5TlX5BnSqJqMAAHicpZdtTFvXHcbPi+NrSIwNIcSFkHOJY5PguhgH6nSJ4F4KqVZrihNoZfdFddIitZrUWMJutr4A7RSpSdSUttu0rlpxUoVFoymXe9fUFKLQsUrVpi5o0zQ6aao/ZJ+WKv0w7dvEnnNskk7jSzXDc55zz/n/zv/cc46vbXMLGeaz8o/1kFYi+Af8MjkIv+y4W8WE6eXvk1mIET9KHSpCnBj8fUfzxo0SvKFRud0Uic+vLaHynX2qPfrj+MQinyFPkH1onrEfks0zjjEQV77vQMU7u5Tbnkq31hgXZjOwTogRX7V2GHodmoKuQW5MaIZ8Ca1BnF/iF+xDAiNcxEA+s5FfJBSzvEiuQ2sQx+wv4l4uklvVFhdm9Z5Ts0Wmf09RLfw9UD6UfmgCmoWuQ5vICZRT0BrEUbuAvguE8Qv8vO0XfrOWv0vGIcZ/TnyUEoHRf+b41dq87fi2xg3Tz39CUhAjFv8eWYIYhn0D2BuEITxpR7vUEiad2rq4H/FnMemzmMhZpCyipOragGT8WWdrkxz+R7avXnEv2LHuSsXxB+IprMIPCOUj/FkSxJaOwXfCn4TLrT7OnyJeNU/D8fnjE8jXh/A+vo3sRbfJm0gcPsCbSYsKK9h1lTwFe09HHHd8Pw+oEB/3km64h2t2XOgL3FCL/6pTs1nO71Xbvy1+lZ/iGmlE1ASitgvfVV6Lna1VdzLs1Hjjk+YWPozbHMayCMyRYpWfVQM9a2Mgs54P8h2kCX3f561kG/wQ36n8l/w8OQT/hRPeIZYW+FuKelMOivS9laPV63jr4ktmDe9Fr8XPYQPOqeSTTnh/nJhhvofEIIY1HkdtXB36M6idwa6dwU6dwU6dwaTO4PQRfho9pxHTyZ8nOX6STEJTqMtjtc3Ggs6ryu498Xl+Fw9gYfwLWEqK1manpk7OLGA3bFVhAWdLXbzvKh/FOR/FmAbPO9sD8RMLvEPdyt1OoEUCORvH9SrfXtkagE1yS67yHVgIuTCtfKe9TVimwLU8yIJQ9ju2IheJ/Yn9WW43u45r6b+v+udV/0PF15bYSuVNwf4ovWzuYH/HYE+wv5Ep1BhbYMskBuCvrCRnwb5g86QPvorrp+Dz8H3wj+22z0SJlRwY5v6O7W2SN8uW7UhntSJC1cr2lmqloSluhthv2CdkB4b4C3w3/BO2RHbBr8ED8CWWJ5/BP8RT6wD811X/LVuUR5x9xK6Q/XDHrpNTsGxN2qztlvaBTSpXqU6xyD5gM6QZoZftcDNaLznh3cK3gPEou8jydqtoMGvZeZqm/0RQkaxKJw3sgp2Qg0zai7qYZ5Ns0ggkjJARNaZ5LBSLxqa5HtKjekKf1k0/O4cHyBTD+5edRZkgOsPpgQxokp22XQnL/DfuSd4XIxMoi6qWRZlTNYLSf7v3a1XrY6fIYYhhjDFoHJqAXiYulM9DL0AvQi+pljxUgE7iaZIDkQORA5FTRA5EDkQORE4ROZW9AEkiCyILIgsiq4gsiCyILIisIuR8syCyikiBSIFIgUgpIgUiBSIFIqWIFIgUiJQiDBAGCAOEoQgDhAHCAGEowgBhgDAUEQMRAxEDEVNEDEQMRAxETBExEDEQMUXoIHQQOghdEToIHYQOQleEDkIHoSvCD8IPwg/Crwg/CD8IPwi/IvxqfwqQJMogyiDKIMqKKIMogyiDKCuiDKIMosxOzvEV81MgK0BWgKwoZAXICpAVICsKWQGyAmSleut5tRgMx2YMGocmIMkugV0CuwR2SbFL6ngVIMlaICwQFghLERYIC4QFwlKEBcICYSmiCKIIogiiqIgiiCKIIoiiIorq4BYgSXz7Q/mtt4a9TNMefNayCbpX+Ti5qXyMrCp/icwpf5FMK3+BvKL8eZJQfpKElWM85XkiPNQWCZ/ZhEfAYegJ6AQ0BckvSdcgTdWuQ19Ca6zH2OXyaYe1KW1Wu6ZtmtXKGvO5D7un3LPua+5Ns+6ym+lmC/Oq5ygeLeR1VY6jvAXhQwRln6r1sW7k7cZztgd/3azbqP9Kv9VBr3fQax10toO+3kHNGvYAdaknnU4SDBOnaWNLuFesQolwey+eTOeu3N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')format("woff");}.ff8{font-family:ff8;line-height:0.689941;font-style:normal;font-weight:normal;visibility:visible;}
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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}
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"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-=
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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;
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"","#"+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;})();
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<title></title>
</head>
<body>
<div id="sidebar">
<div id="outline">
<ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",42.65,645,null]'>Identificação da Reunião</a><ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",144.65,623.9,null]'>Horário</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",304.8,623.9,null]'>Local</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",422.9,623.9,null]'>Coordenador da reunião</a></li></ul></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",42.65,555.4,null]'>Objetivos da Reunião</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.65,471.4,null]'>1. Participantes</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.65,415.8,null]'>2. Discussão da Pauta</a></li><li><a class="l" href="#pf4" data-dest-detail='[4,"XYZ",42.65,563,null]'>Pendência identificada</a></li><li><a class="l" href="#pf4" data-dest-detail='[4,"XYZ",42.65,494.7,null]'>Fechamento da Ata</a></li></ul></div>
</div>
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"/><div class="c x0 y1 w1 h2"><div class="t m0 x1 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIB<span class="_ _0"></span>UNAL REGION<span class="_ _0"></span>AL DO TRABALHO</div><div class="t m0 x2 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">ASSESSORIA DE GESTÃO ESTRATÉGICA</div><div class="t m0 x4 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">PEI 2021-2026</div><div class="t m0 x5 h5 y6 ff2 fs2 fc0 sc0 ls0 ws0"> 3ª Reunião do Comitê de Governança Institucional - Análise da</div><div class="t m0 x6 h5 y7 ff2 fs2 fc0 sc0 ls0 ws0">Estratégica – RAE nº 001 2021</div><div class="t m0 x7 h6 y8 ff3 fs3 fc0 sc0 ls0 ws0"> Identificação da Reunião</div><div class="t m0 x8 h7 y9 ff3 fs4 fc0 sc0 ls0 ws0">Data</div><div class="t m0 x9 h7 ya ff3 fs4 fc0 sc0 ls0 ws0">Horário<span class="_ _1"> </span>Local<span class="_ _2"> </span>Coordenador da reunião</div><div class="t m0 xa h8 yb ff4 fs4 fc0 sc0 ls0 ws0">18/08/2021</div><div class="t m0 xb h8 yc ff4 fs4 fc0 sc0 ls0 ws0">(João Pessoa)</div><div class="t m0 x9 h8 yd ff4 fs4 fc0 sc0 ls0 ws0">Início<span class="_ _3"> </span>14h30<span class="_ _4"> </span>Término<span class="_ _5"> </span>15h30<span class="_ _4"> </span><span class="fc1">Platafo<span class="_ _6"></span>rma Google Meet</span></div><div class="t m0 xc h7 ye ff3 fs4 fc0 sc0 ls0 ws0">Leonardo José V<span class="_ _0"></span>ideres </div><div class="t m0 xc h7 yf ff3 fs4 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>rajano</div><div class="t m0 xc h8 y10 ff4 fs4 fc0 sc0 ls0 ws0">Desembargador Presidente </div><div class="t m0 x7 h6 y11 ff3 fs3 fc0 sc0 ls0 ws0">     Objetivos da Reunião</div><div class="t m0 x7 h8 y12 ff4 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h9 y13 ff5 fs5 fc0 sc0 ls0 ws0">a.<span class="ff4 fs4"> <span class="_ _0"></span>Acompanham<span class="_ _0"></span>en<span class="_ _6"></span>to do Planejamento Estratégico Institucional (ciclo 202<span class="_ _0"></span>1-2026) </span></div><div class="t m0 x7 h9 y14 ff5 fs5 fc0 sc0 ls0 ws0">b.<span class="ff4 fs4"> Identificar possíveis necessidades de realinhamentos e ajust<span class="_ _0"></span>es;</span></div><div class="t m0 x7 h9 y15 ff5 fs5 fc0 sc0 ls0 ws0">c.<span class="ff4 fs4"> <span class="_ _0"></span>Antecipar estr<span class="_ _0"></span>at<span class="_ _6"></span>égias de atuação para o alcance dos objetivos es<span class="_ _0"></span>tratégicos</span></div><div class="t m0 x7 h6 y16 ff3 fs3 fc0 sc0 ls0 ws0">1.<span class="_ _7"> </span> Participantes</div><div class="t m0 xd h7 y17 ff3 fs4 fc0 sc0 ls0 ws0">Nome<span class="_ _8"> </span>Lotação<span class="_ _9"> </span>Cargo</div><div class="t m0 xe h7 y18 ff4 fs4 fc0 sc0 ls0 ws0">Conforme lista de presença <span class="ff6">in fine  <span class="_ _a"> </span><span class="ff3">-<span class="_ _b"> </span>-</span></span></div><div class="t m0 x7 h6 y19 ff3 fs3 fc0 sc0 ls0 ws0">2.<span class="_ _7"> </span> Discussão da Pauta</div><div class="t m0 xf h7 y1a ff3 fs4 fc0 sc0 ls0 ws0">Assunto<span class="_ _c"> </span>Responsável</div><div class="t m0 x7 h7 y1b ff4 fs4 fc0 sc0 ls0 ws0">a.<span class="_ _d"> </span><span class="ff3">Abertura da reunião</span>.</div><div class="t m0 xb h8 y1c ff4 fs4 fc0 sc0 ls0 ws0">-O Presidente do<span class="_ _6"></span> T<span class="_ _0"></span>ribunal, Des.<span class="_ _6"></span> <span class="_ _6"></span>Leonardo <span class="_ _6"></span>José Videres T<span class="_ _0"></span>rajano abriu <span class="_ _6"></span>a</div><div class="t m0 xb h8 y1d ff4 fs4 fc0 sc0 ls0 ws0">reunião,<span class="_ _e"></span> <span class="_ _e"></span>dando<span class="_ _e"></span> <span class="_ _e"></span>as<span class="_ _e"> </span> <span class="_ _e"> </span>boas<span class="_ _f"> </span> <span class="_ _e"></span>vindas<span class="_ _e"></span> <span class="_ _e"></span>aos<span class="_ _e"></span> <span class="_ _e"> </span>presentes;<span class="_ _e"> </span> <span class="_ _e"> </span>a<span class="_ _f"> </span> <span class="_ _e"></span>seguir<span class="_ _e"></span> <span class="_ _e"> </span>falou<span class="_ _e"> </span> <span class="_ _e"> </span>desta</div><div class="t m0 xb h8 y1e ff4 fs4 fc0 sc0 ls0 ws0">primeira <span class="_ _6"></span>Reunião <span class="_ _6"></span>de <span class="_ _0"></span>Análise<span class="_ _6"></span> d<span class="_ _6"></span>a E<span class="_ _6"></span>stratégia <span class="_ _6"></span>e d<span class="_ _6"></span>e <span class="_ _6"></span>sua <span class="_ _6"></span>importância <span class="_ _6"></span>para <span class="_ _6"></span>o</div><div class="t m0 xb h8 y1f ff4 fs4 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>ribunal,<span class="_ _f"> </span> <span class="_ _f"> </span>no<span class="_ _f"> </span> <span class="_ _10"> </span>que<span class="_ _f"> </span> <span class="_ _f"> </span>tange<span class="_ _f"> </span> <span class="_ _f"> </span>o<span class="_ _f"> </span> <span class="_ _f"> </span>Planejamento<span class="_ _10"> </span> <span class="_ _f"> </span>Estratégico<span class="_ _f"> </span> <span class="_ _f"> </span>Institucional<span class="_ _f"> </span> <span class="_ _f"> </span>do</div><div class="t m0 xb h8 y20 ff4 fs4 fc0 sc0 ls0 ws0">ciclo 2021-2026 (PEI 2021-2026), não ape<span class="_ _0"></span>na<span class="_ _6"></span>s no sentido de se cumprir</div><div class="t m0 xb h8 y21 ff4 fs4 fc0 sc0 ls0 ws0">normativos, <span class="_ _6"></span>mas <span class="_ _6"></span>também<span class="_ _6"></span> da<span class="_ _6"></span> necessidade<span class="_ _6"></span> de<span class="_ _6"></span> <span class="_ _6"></span>se <span class="_ _6"></span>monitorar <span class="_ _6"></span>o<span class="_ _6"></span> P<span class="_ _6"></span>EI <span class="_ _6"></span>2021-</div><div class="t m0 xb h8 y22 ff4 fs4 fc0 sc0 ls0 ws0">2026;<span class="_ _e"></span> <span class="_ _e"></span>lembro<span class="_ _0"></span>u<span class="_ _e"> </span> <span class="_ _e"> </span>ainda<span class="_ _e"></span> <span class="_ _e"></span>da<span class="_ _e"></span> <span class="_ _e"></span>rec<span class="_ _0"></span>ente<span class="_ _e"> </span> <span class="_ _e"> </span>aprovação<span class="_ _e"></span> <span class="_ _e"></span>da<span class="_ _e"></span> <span class="_ _e"></span>ces<span class="_ _0"></span>ta<span class="_ _e"></span> <span class="_ _e"></span>de<span class="_ _e"></span> <span class="_ _e"></span>indicadores</div><div class="t m0 xb h8 y23 ff4 fs4 fc0 sc0 ls0 ws0">pelo<span class="_ _6"></span> <span class="_ _11"></span>CSJT<span class="_ _12"></span>,<span class="_ _11"></span> <span class="_ _6"></span>o<span class="_ _11"></span> <span class="_ _6"></span>que<span class="_ _11"></span> <span class="_ _6"></span>servirá<span class="_ _11"></span> <span class="_ _6"></span>para<span class="_ _11"></span> <span class="_ _6"></span>dar<span class="_ _11"></span> <span class="_ _6"></span>continuidade<span class="_ _11"></span> <span class="_ _6"></span>ao<span class="_ _11"></span> <span class="_ _6"></span>aprimoramento<span class="_ _11"></span> <span class="_ _6"></span>do</div><div class="t m0 xb h8 y24 ff4 fs4 fc0 sc0 ls0 ws0">PEI<span class="_ _6"></span> <span class="_ _6"></span>2021-2026,<span class="_ _6"></span> <span class="_ _6"></span>no<span class="_ _6"></span> <span class="_ _11"></span>toc<span class="_ _0"></span>ante<span class="_ _6"></span> <span class="_ _11"></span>aos <span class="_ _6"></span>objetivos<span class="_ _11"></span> estratégicos<span class="_ _6"></span> <span class="_ _6"></span>que<span class="_ _6"></span> <span class="_ _6"></span>a<span class="_ _6"></span>inda<span class="_ _6"></span> <span class="_ _6"></span>estão</div><div class="t m0 xb h8 y25 ff4 fs4 fc0 sc0 ls0 ws0">pendentes<span class="_ _13"> </span> <span class="_ _13"> </span>de<span class="_ _13"> </span> <span class="_ _13"> </span>definição<span class="_ _13"> </span> <span class="_ _14"> </span>dos<span class="_ _13"> </span> <span class="_ _13"> </span>respectivos<span class="_ _13"> </span> <span class="_ _13"> </span>indicadores;<span class="_ _13"> </span> <span class="_ _14"> </span>em<span class="_ _13"> </span> <span class="_ _13"> </span>seguida</div><div class="t m0 xb h8 y26 ff4 fs4 fc0 sc0 ls0 ws0">passou<span class="_ _13"> </span> <span class="_ _10"> </span>a<span class="_ _13"> </span> <span class="_ _13"> </span>palavra<span class="_ _13"> </span> <span class="_ _10"> </span>a<span class="_ _13"> </span> <span class="_ _13"> </span>Max<span class="_ _10"> </span> <span class="_ _13"> </span>Frederico<span class="_ _13"> </span> <span class="_ _13"> </span>Feitosa,<span class="_ _10"> </span> <span class="_ _f"> </span>Assessor<span class="_ _13"> </span> <span class="_ _13"> </span>de<span class="_ _13"> </span> <span class="_ _10"> </span>Gestão</div><div class="t m0 xb h8 y27 ff4 fs4 fc0 sc0 ls0 ws0">Estratégica, para dar continuidade à reuni<span class="_ _0"></span>ão;</div><div class="t m0 xb h8 y28 ff4 fs4 fc0 sc0 ls0 ws0">Max<span class="_ _11"></span> <span class="_ _11"></span>Feitosa<span class="_ _6"></span> <span class="_ _11"></span>saudou<span class="_ _11"></span> <span class="_ _11"></span>a<span class="_ _11"></span> <span class="_ _11"></span>todos<span class="_ _0"></span>,<span class="_ _11"></span> <span class="_ _11"></span>e<span class="_ _f"> </span> <span class="_ _6"></span>falou<span class="_ _11"></span> <span class="_ _11"></span>que<span class="_ _11"></span> <span class="_ _11"></span>esta<span class="_ _6"></span> <span class="_ _11"></span>reunião<span class="_ _11"></span> <span class="_ _11"></span>de<span class="_ _11"></span> <span class="_ _11"></span>anális<span class="_ _0"></span>e<span class="_ _11"></span> <span class="_ _11"></span>da</div><div class="t m0 xb h8 y29 ff4 fs4 fc0 sc0 ls0 ws0">estratégia<span class="_ _14"> </span>  se<span class="_ _14"> </span> <span class="_ _14"> </span>verifica,  <span class="_ _14"> </span>a<span class="_ _14"> </span>  esta<span class="_ _14"> </span>  a<span class="_ _0"></span>ltura,  <span class="_ _14"> </span>em  <span class="_ _14"> </span>face<span class="_ _14"> </span>  dos<span class="_ _13"> </span>  regramentos</div><div class="t m0 xb h8 y2a ff4 fs4 fc0 sc0 ls0 ws0">estabelecidos<span class="_ _11"></span> <span class="_ _e"></span>pelos<span class="_ _11"></span> <span class="_ _11"></span>Art.<span class="_ _11"></span> <span class="_ _11"></span>9<span class="_ _6"></span>º<span class="_ _11"></span> <span class="_ _e"></span>da<span class="_ _e"></span> <span class="_ _11"></span>Resolução<span class="_ _e"></span> <span class="_ _11"></span>CNJ<span class="_ _e"> </span> <span class="_ _e"></span>nº<span class="_ _e"></span> <span class="_ _11"></span>325/2020;<span class="_ _e"></span> <span class="_ _6"></span>Art.<span class="_ _e"></span> <span class="_ _11"></span>4<span class="_ _6"></span>1,</div><div class="t m0 xb h8 y2b ff4 fs4 fc0 sc0 ls0 ws0">inciso<span class="_ _f"> </span> <span class="_ _f"> </span>II,<span class="_ _10"> </span> <span class="_ _f"> </span>da<span class="_ _f"> </span> <span class="_ _10"> </span>Resolução<span class="_ _f"> </span> <span class="_ _f"> </span>CSJT<span class="_ _f"> </span> <span class="_ _f"> </span>nº<span class="_ _10"> </span> <span class="_ _f"> </span>259/2020;<span class="_ _f"> </span> <span class="_ _f"> </span>e<span class="_ _10"> </span> <span class="_ _11"></span>Art.<span class="_ _10"> </span> <span class="_ _f"> </span>9º,<span class="_ _f"> </span> <span class="_ _10"> </span>inciso<span class="_ _f"> </span> <span class="_ _f"> </span>II,<span class="_ _10"> </span> <span class="_ _f"> </span>da</div><div class="t m0 xb h8 y2c ff4 fs4 fc0 sc0 ls0 ws0">Resolução<span class="_ _6"></span> Administrativa <span class="_ _6"></span>TRT13<span class="_ _6"></span> <span class="_ _6"></span>nº<span class="_ _11"></span> 36/2021;<span class="_ _6"></span> <span class="_ _11"></span>em <span class="_ _11"></span>seguida <span class="_ _11"></span>Max <span class="_ _11"></span>Feitosa</div><div class="t m0 xb h8 y2d ff4 fs4 fc0 sc0 ls0 ws0">fez<span class="_ _11"></span> <span class="_ _6"></span>uma<span class="_ _11"></span> <span class="_ _11"></span>leitura<span class="_ _6"></span> <span class="_ _11"></span>da<span class="_ _11"></span> <span class="_ _11"></span>Missão,<span class="_ _11"></span> <span class="_ _6"></span>Visão<span class="_ _11"></span> <span class="_ _6"></span>e<span class="_ _11"></span> <span class="_ _11"></span>V<span class="_ _15"></span>alores<span class="_ _11"></span> <span class="_ _6"></span>d<span class="_ _6"></span>o<span class="_ _11"></span> <span class="_ _6"></span>TRT<span class="_ _6"></span> <span class="_ _11"></span>13ª<span class="_ _11"></span> <span class="_ _6"></span>Região,<span class="_ _11"></span> <span class="_ _11"></span>para</div><div class="t m0 xb h8 y2e ff4 fs4 fc0 sc0 ls0 ws0">dar <span class="_ _11"></span>iníci<span class="_ _0"></span>o<span class="_ _11"></span> à<span class="_ _6"></span> <span class="_ _6"></span>parte<span class="_ _6"></span> <span class="_ _6"></span>técnica<span class="_ _11"></span> da<span class="_ _6"></span> <span class="_ _6"></span>reunião,<span class="_ _6"></span> <span class="_ _6"></span>explicando<span class="_ _6"></span> <span class="_ _6"></span>a<span class="_ _6"></span> <span class="_ _11"></span>s<span class="_ _0"></span>ua<span class="_ _11"></span> <span class="_ _6"></span> <span class="_ _6"></span>dinâmica;<span class="_ _6"></span> <span class="_ _6"></span>Max</div><div class="t m0 xb h8 y2f ff4 fs4 fc0 sc0 ls0 ws0">ainda<span class="_ _e"></span> <span class="_ _e"></span>mencionou<span class="_ _e"></span> <span class="_ _e"></span>a<span class="_ _e"> </span> <span class="_ _e"> </span>boa<span class="_ _f"> </span> <span class="_ _e"></span>notícia<span class="_ _e"></span> <span class="_ _e"></span>de<span class="_ _e"></span> <span class="_ _e"> </span>que<span class="_ _f"> </span> <span class="_ _11"></span>o<span class="_ _f"> </span> <span class="_ _11"></span>TRT<span class="_ _11"></span> <span class="_ _f"> </span>13<span class="_ _e"></span> <span class="_ _e"></span>está<span class="_ _e"></span> <span class="_ _e"> </span>entre<span class="_ _e"> </span> <span class="_ _f"> </span>os<span class="_ _e"></span> <span class="_ _e"></span>03</div><div class="t m0 xb h8 y30 ff4 fs4 fc0 sc0 ls0 ws0">tribunais<span class="_ _11"></span> <span class="_ _e"></span>do<span class="_ _11"></span> <span class="_ _e"></span>trabalho<span class="_ _e"></span> <span class="_ _11"></span>do<span class="_ _e"></span> <span class="_ _e"></span>país<span class="_ _11"></span> <span class="_ _e"></span>que<span class="_ _e"></span> <span class="_ _11"></span>obtiveram<span class="_ _e"></span> <span class="_ _11"></span>o<span class="_ _e"> </span> <span class="_ _e"></span>maior<span class="_ _11"></span> <span class="_ _e"></span>IAM<span class="_ _e"></span> <span class="_ _e"></span>(índice<span class="_ _11"></span> <span class="_ _e"></span>de</div><div class="t m0 xb h8 y31 ff4 fs4 fc0 sc0 ls0 ws0">alcance das metas) <span class="_ _6"></span>médio entre<span class="_ _6"></span> 2015-2020; na <span class="_ _6"></span>sequência Max <span class="_ _6"></span>Feitosa</div><div class="t m0 xb h8 y32 ff4 fs4 fc0 sc0 ls0 ws0">iniciou<span class="_ _11"></span> <span class="_ _e"></span>a<span class="_ _11"></span> <span class="_ _11"></span>Reunião<span class="_ _11"></span> <span class="_ _e"></span>de<span class="_ _11"></span> <span class="_ _11"></span>A<span class="_ _0"></span>ná<span class="_ _6"></span>lise<span class="_ _11"></span> <span class="_ _11"></span>d<span class="_ _6"></span>a<span class="_ _11"></span> <span class="_ _e"></span>Estratégia<span class="_ _11"></span> <span class="_ _11"></span>(RAE)<span class="_ _e"></span> <span class="_ _11"></span>propriamente<span class="_ _11"></span> <span class="_ _e"></span>dita,</div><div class="t m0 xb h8 y33 ff4 fs4 fc0 sc0 ls0 ws0">mostrando<span class="_ _6"></span> <span class="_ _6"></span>a<span class="_ _11"></span> <span class="_ _6"></span>performance<span class="_ _6"></span> <span class="_ _11"></span>do<span class="_ _6"></span> Tribunal,<span class="_ _6"></span> <span class="_ _6"></span>até<span class="_ _11"></span> <span class="_ _6"></span>a<span class="_ _6"></span> <span class="_ _11"></span>presente <span class="_ _11"></span>data,<span class="_ _6"></span> <span class="_ _11"></span>q<span class="_ _0"></span>uanto<span class="_ _11"></span> <span class="_ _6"></span>às</div><div class="t m0 xb h8 y34 ff4 fs4 fc0 sc0 ls0 ws0">Metas <span class="_ _11"></span>Nacionais <span class="_ _6"></span>do<span class="_ _11"></span> Poder<span class="_ _6"></span> <span class="_ _6"></span>Judiciário<span class="_ _6"></span> <span class="_ _11"></span>(CNJ), <span class="_ _6"></span>quanto<span class="_ _11"></span> ao<span class="_ _6"></span> <span class="_ _6"></span>PEI<span class="_ _6"></span> <span class="_ _11"></span>2021-2026</div><div class="t m0 xb h8 y35 ff4 fs4 fc0 sc0 ls0 ws0">do<span class="_ _11"></span> <span class="_ _11"></span>Conselho<span class="_ _11"></span> <span class="_ _11"></span>Superior<span class="_ _11"></span> <span class="_ _11"></span>da<span class="_ _11"></span> <span class="_ _11"></span>Justiça<span class="_ _11"></span> <span class="_ _11"></span>do<span class="_ _11"></span> <span class="_ _11"></span>T<span class="_ _0"></span>rabalho<span class="_ _11"></span> <span class="_ _11"></span>´-<span class="_ _11"></span> <span class="_ _e"></span>CSJT<span class="_ _12"></span>,<span class="_ _11"></span> <span class="_ _11"></span>e<span class="_ _11"></span> <span class="_ _11"></span>quanto<span class="_ _11"></span> <span class="_ _11"></span>aos</div><div class="t m0 xb h8 y36 ff4 fs4 fc0 sc0 ls0 ws0">indicadores<span class="_ _f"> </span> <span class="_ _10"> </span>e<span class="_ _10"> </span> <span class="_ _10"> </span>metas<span class="_ _10"> </span> <span class="_ _10"> </span>do<span class="_ _10"> </span> <span class="_ _10"> </span>PEI<span class="_ _10"> </span> <span class="_ _10"> </span>2021-2026<span class="_ _f"> </span> <span class="_ _13"> </span>do<span class="_ _f"> </span> <span class="_ _f"> </span>TRT<span class="_ _f"> </span> <span class="_ _10"> </span>13,<span class="_ _10"> </span> <span class="_ _10"> </span>por<span class="_ _10"> </span> <span class="_ _10"> </span>meio<span class="_ _10"> </span> <span class="_ _10"> </span>da</div><div class="t m0 xb ha y37 ff4 fs4 fc0 sc0 ls0 ws0">plataforma d<span class="_ _6"></span>o <span class="_ _6"></span>Sistema <span class="_ _6"></span>Hórus <span class="_ _6"></span>(<span class="_ _11"></span><span class="ff7 fs2">f<span class="_ _0"></span>err<span class="_ _0"></span>amenta <span class="_ _6"></span>de <span class="_ _6"></span>BI <span class="_ _6"></span>que<span class="_ _6"></span> extrai dados<span class="_ _6"></span> do<span class="_ _6"></span> <span class="_ _6"></span>e-</span></div><div class="t m0 x10 h8 y21 ff4 fs4 fc0 sc0 ls0 ws0">Desembargador<span class="_ _13"> </span> <span class="_ _13"> </span>Presidente<span class="_ _13"> </span> <span class="_ _13"> </span>Leonardo</div><div class="t m0 x10 h8 y22 ff4 fs4 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>rajano</div><div class="t m0 x7 h9 y38 ff5 fs5 fc0 sc0 ls0 ws0">Ata 1ª RAE 2021.odt</div></div><div class="c x11 y39 w2 hb"><div class="t m0 x0 hc y3a ff8 fs4 fc0 sc0 ls0 ws0">1</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf2" class="pf w0 h0" data-page-no="2"><div class="pc pc2 w0 h0"><img class="bi x0 y0 w0 h1" alt="" 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class="c x0 y1 w1 h2"><div class="t m0 x1 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIB<span class="_ _0"></span>UNAL REGION<span class="_ _0"></span>AL DO TRABALHO</div><div class="t m0 x2 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">ASSESSORIA DE GESTÃO ESTRATÉGICA</div><div class="t m0 x4 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">PEI 2021-2026</div><div class="t m0 x5 h5 y6 ff2 fs2 fc0 sc0 ls0 ws0"> 3ª Reunião do Comitê de Governança Institucional - Análise da</div><div class="t m0 x6 h5 y7 ff2 fs2 fc0 sc0 ls0 ws0">Estratégica – RAE nº 001 2021</div><div class="t m0 xb ha y3b ff7 fs2 fc0 sc0 ls0 ws0">Gest<span class="_ _0"></span>ão)<span class="_ _6"></span><span class="ff4 fs4">;<span class="_ _e"></span> <span class="_ _11"></span>Max<span class="_ _e"> </span> <span class="_ _e"></span>abordou<span class="_ _e"></span> <span class="_ _11"></span>ainda<span class="_ _e"></span> <span class="_ _e"></span>a<span class="_ _11"></span> <span class="_ _e"> </span>razão<span class="_ _e"></span> <span class="_ _e"></span>pela<span class="_ _11"></span> <span class="_ _e"> </span>qual<span class="_ _e"></span> <span class="_ _e"></span>apenas<span class="_ _11"></span> <span class="_ _e"></span>05<span class="_ _e"></span> <span class="_ _e"></span>objetivos</span></div><div class="t m0 xb h8 y3c ff4 fs4 fc0 sc0 ls0 ws0">estratégicos<span class="_ _13"> </span> <span class="_ _13"> </span>serão<span class="_ _13"> </span> <span class="_ _13"> </span>objeto<span class="_ _13"> </span> <span class="_ _13"> </span>de<span class="_ _13"> </span> <span class="_ _13"> </span>análise<span class="_ _13"> </span> <span class="_ _13"> </span>nesta<span class="_ _13"> </span> <span class="_ _13"> </span>RAE,<span class="_ _13"> </span> <span class="_ _13"> </span>explicando<span class="_ _13"> </span> <span class="_ _13"> </span>que</div><div class="t m0 xb h8 y3d ff4 fs4 fc0 sc0 ls0 ws0">somente<span class="_ _e"></span> <span class="_ _e"> </span>há<span class="_ _f"> </span> <span class="_ _e"></span>poucos<span class="_ _e"> </span> <span class="_ _e"> </span>d<span class="_ _6"></span>ias<span class="_ _e"></span> <span class="_ _e"> </span>passados<span class="_ _f"> </span> <span class="_ _e"></span>o<span class="_ _e"></span> <span class="_ _e"> </span>CSJT<span class="_ _e"> </span> <span class="_ _f"> </span>aprovou<span class="_ _e"></span> <span class="_ _e"></span>o<span class="_ _e"> </span> <span class="_ _f"> </span>glossário<span class="_ _e"></span> <span class="_ _e"> </span>da</div><div class="t m0 xb h8 y3e ff4 fs4 fc0 sc0 ls0 ws0">cesta<span class="_ _11"></span> <span class="_ _6"></span>de<span class="_ _11"></span> <span class="_ _11"></span>indicadores<span class="_ _11"></span> <span class="_ _6"></span>d<span class="_ _6"></span>os<span class="_ _11"></span> <span class="_ _6"></span>o<span class="_ _6"></span>bjetivos<span class="_ _11"></span> <span class="_ _11"></span>e<span class="_ _0"></span>stratégicos<span class="_ _11"></span> <span class="_ _11"></span>restantes;<span class="_ _11"></span> <span class="_ _6"></span>a<span class="_ _6"></span>o<span class="_ _11"></span> <span class="_ _11"></span>fin<span class="_ _0"></span>al<span class="_ _11"></span> <span class="_ _11"></span>da</div><div class="t m0 xb h8 y3f ff4 fs4 fc0 sc0 ls0 ws0">apresentação  <span class="_ _14"> </span>de   todos   os<span class="_ _14"> </span>  dados,   disponibilizou<span class="_ _14"> </span>  a   palavra   a<span class="_ _0"></span>os</div><div class="t m0 xb h8 y40 ff4 fs4 fc0 sc0 ls0 ws0">presentes,<span class="_ _11"></span> <span class="_ _6"></span>com<span class="_ _11"></span> <span class="_ _11"></span>vistas<span class="_ _11"></span> <span class="_ _11"></span>a<span class="_ _6"></span> <span class="_ _11"></span>eventuais<span class="_ _11"></span> <span class="_ _11"></span>deliberações<span class="_ _6"></span> <span class="_ _11"></span>do<span class="_ _11"></span> <span class="_ _11"></span>Comitê<span class="_ _11"></span> <span class="_ _6"></span>Gestor<span class="_ _11"></span> <span class="_ _11"></span>do</div><div class="t m0 xb h8 y41 ff4 fs4 fc0 sc0 ls0 ws0">PEI 2021-2026:</div><div class="t m0 x7 h7 y42 ff4 fs4 fc0 sc0 ls0 ws0">b.<span class="_ _d"> </span><span class="ff3">Objetivo Estratégico 01</span></div><div class="t m0 xb h7 y43 ff3 fs4 fc0 sc0 ls0 ws0">“Fortalecer a comunicação e as parcerias institucionais.”</div><div class="t m0 xb h8 y44 ff4 fs4 fc0 sc0 ls0 ws0">Indicadores:</div><div class="t m0 xb h8 y45 ff4 fs4 fc0 sc0 ls0 ws0">A<span class="_ _11"></span> <span class="_ _10"> </span>definir<span class="_ _0"></span>,<span class="_ _f"> </span> <span class="_ _10"> </span>aguardando<span class="_ _f"> </span> <span class="_ _10"> </span>publicação<span class="_ _f"> </span> <span class="_ _10"> </span>do<span class="_ _f"> </span> <span class="_ _10"> </span>glossário<span class="_ _10"> </span> <span class="_ _f"> </span>da<span class="_ _10"> </span> <span class="_ _f"> </span>CIE<span class="_ _10"> </span> <span class="_ _10"> </span>–<span class="_ _f"> </span> <span class="_ _10"> </span>Cesta<span class="_ _f"> </span> <span class="_ _10"> </span>de</div><div class="t m0 xb h8 y46 ff4 fs4 fc0 sc0 ls0 ws0">Indicadores Estratéticos (Ato CSJT<span class="_ _12"></span>.GP<span class="_ _12"></span>.SG 034/2021).</div><div class="t m0 x10 h8 y42 ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico  - <span class="_ _15"></span>A<span class="_ _6"></span>GE</div><div class="t m0 x7 h7 y47 ff4 fs4 fc0 sc0 ls0 ws0">c.<span class="_ _16"> </span><span class="ff3">Objetivo Estratégico 02</span></div><div class="t m0 xb h7 y48 ff3 fs4 fc0 sc0 ls0 ws0">“Promover o trabalho decente e  a sustentabilidade.”</div><div class="t m0 xb h8 y49 ff4 fs4 fc0 sc0 ls0 ws0">Indicadores:</div><div class="t m0 xb h7 y4a ff3 fs4 fc0 sc0 ls0 ws0">Índice<span class="_ _6"></span> <span class="_ _6"></span>de<span class="_ _6"></span> <span class="_ _6"></span>Integração<span class="_ _6"></span> <span class="_ _6"></span>da<span class="_ _6"></span> Agenda<span class="_ _6"></span> <span class="_ _6"></span>2030<span class="_ _11"></span> ao<span class="_ _6"></span> <span class="_ _6"></span>Poder<span class="_ _6"></span> <span class="_ _6"></span>Judiciário<span class="_ _6"></span> <span class="_ _6"></span>(Meta<span class="_ _6"></span> <span class="_ _11"></span>9/</div><div class="t m0 xb h7 y4b ff3 fs4 fc0 sc0 ls0 ws0">CNJ)</div><div class="t m0 xb h8 y4c ff4 fs4 fc0 sc0 ls0 ws0">Previsto:100%</div><div class="t m0 xb h8 y4d ff4 fs4 fc0 sc0 ls0 ws0">Realizado: 0%</div><div class="t m0 xb h7 y4e ff3 fs4 fc0 sc0 ls0 ws0">Deliberação: </div><div class="t m0 xb h8 y4f ff4 fs4 fc0 sc0 ls0 ws0">Sem deliberação.</div><div class="t m0 x10 h8 y47 ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico  - <span class="_ _15"></span>A<span class="_ _6"></span>GE</div><div class="t m0 x7 h7 y50 ff4 fs4 fc0 sc0 ls0 ws0">d.<span class="_ _d"> </span><span class="ff3">Objetivo Estratégico 03</span></div><div class="t m0 xb h7 y51 ff3 fs4 fc0 sc0 ls0 ws0">“Fortalecer a governança e a gestão estratégica”</div><div class="t m0 xb h8 y52 ff4 fs4 fc0 sc0 ls0 ws0">Indicadores:</div><div class="t m0 xb h8 y53 ff4 fs4 fc0 sc0 ls0 ws0">A<span class="_ _11"></span> <span class="_ _10"> </span>definir<span class="_ _0"></span>,<span class="_ _f"> </span> <span class="_ _10"> </span>aguardando<span class="_ _f"> </span> <span class="_ _10"> </span>publicação<span class="_ _f"> </span> <span class="_ _10"> </span>do<span class="_ _f"> </span> <span class="_ _10"> </span>glossário<span class="_ _10"> </span> <span class="_ _f"> </span>da<span class="_ _10"> </span> <span class="_ _f"> </span>CIE<span class="_ _10"> </span> <span class="_ _10"> </span>–<span class="_ _f"> </span> <span class="_ _10"> </span>Cesta<span class="_ _f"> </span> <span class="_ _10"> </span>de</div><div class="t m0 xb h8 y54 ff4 fs4 fc0 sc0 ls0 ws0">Indicadores Estratéticos (Ato CSJT<span class="_ _12"></span>.GP<span class="_ _12"></span>.SG 034/2021).</div><div class="t m0 x10 h8 y50 ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico  - <span class="_ _15"></span>A<span class="_ _6"></span>GE</div><div class="t m0 x7 h7 y55 ff4 fs4 fc0 sc0 ls0 ws0">e.<span class="_ _d"> </span><span class="ff3">Objetivo Estratégico 04</span></div><div class="t m0 xb h7 y56 ff3 fs4 fc0 sc0 ls0 ws0">“Promover a <span class="_ _6"></span>integridade e<span class="_ _6"></span> a<span class="_ _6"></span> transparência em<span class="_ _6"></span> relação<span class="_ _6"></span> aos atos<span class="_ _6"></span> de</div><div class="t m0 xb h7 y57 ff3 fs4 fc0 sc0 ls0 ws0">gestão praticados.”</div><div class="t m0 xb h8 y58 ff4 fs4 fc0 sc0 ls0 ws0">Indicadores:</div><div class="t m0 xb h8 y59 ff4 fs4 fc0 sc0 ls0 ws0">A<span class="_ _11"></span> <span class="_ _10"> </span>definir<span class="_ _0"></span>,<span class="_ _f"> </span> <span class="_ _10"> </span>aguardando<span class="_ _f"> </span> <span class="_ _10"> </span>publicação<span class="_ _f"> </span> <span class="_ _10"> </span>do<span class="_ _f"> </span> <span class="_ _10"> </span>glossário<span class="_ _10"> </span> <span class="_ _f"> </span>da<span class="_ _10"> </span> <span class="_ _f"> </span>CIE<span class="_ _10"> </span> <span class="_ _10"> </span>–<span class="_ _f"> </span> <span class="_ _10"> </span>Cesta<span class="_ _f"> </span> <span class="_ _10"> </span>de</div><div class="t m0 xb h8 y5a ff4 fs4 fc0 sc0 ls0 ws0">Indicadores Estratéticos (Ato CSJT<span class="_ _12"></span>.GP<span class="_ _12"></span>.SG 034/2021).</div><div class="t m0 x10 h8 y55 ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico  - <span class="_ _15"></span>A<span class="_ _6"></span>GE</div><div class="t m0 x7 h7 y5b ff4 fs4 fc0 sc0 ls0 ws0">f.<span class="_ _17"> </span><span class="ff3">Objetivo Estratégico 05</span></div><div class="t m0 xb h7 y5c ff3 fs4 fc0 sc0 ls0 ws0">“Garantir a duração razoável do processo.”</div><div class="t m0 xb h8 y5d ff4 fs4 fc0 sc0 ls0 ws0">Indicadores:</div><div class="t m0 xb h7 y5e ff3 fs4 fc0 sc0 ls0 ws0">Índice de Processos Julgados (Meta 1/CNJ)</div><div class="t m0 xb h8 y5f ff4 fs4 fc0 sc0 ls0 ws0">Previsto: 100%</div><div class="t m0 xb h8 y60 ff4 fs4 fc0 sc0 ls0 ws0">Realizado: 99,46% (quanto maior<span class="_ _15"></span>, melhor)</div><div class="t m0 xb h7 y61 ff3 fs4 fc0 sc0 ls0 ws0">Índice de Processos <span class="_ _0"></span>Antigos (Meta 2/CNJ)</div><div class="t m0 xb h8 y62 ff4 fs4 fc0 sc0 ls0 ws0">Previsto: 100%</div><div class="t m0 xb h8 y63 ff4 fs4 fc0 sc0 ls0 ws0">Realizado: 103,18% (quanto maior<span class="_ _15"></span>, melhor)</div><div class="t m0 xb h7 y64 ff3 fs4 fc0 sc0 ls0 ws0">T<span class="_ _15"></span>axa<span class="_ _13"> </span> <span class="_ _13"> </span>de<span class="_ _10"> </span> <span class="_ _13"> </span>Congestionamento<span class="_ _13"> </span> <span class="_ _13"> </span>Líquida,<span class="_ _10"> </span> <span class="_ _13"> </span>exceto<span class="_ _13"> </span> <span class="_ _10"> </span>e<span class="_ _6"></span>xecuções<span class="_ _13"> </span> <span class="_ _10"> </span>fiscais</div><div class="t m0 xb h7 y65 ff3 fs4 fc0 sc0 ls0 ws0">(Meta 5/CNJ)</div><div class="t m0 xb h8 y66 ff4 fs4 fc0 sc0 ls0 ws0">Previsto: 39,95%</div><div class="t m0 xb h8 y67 ff4 fs4 fc0 sc0 ls0 ws0">Realizado:44,95% (quanto menor<span class="_ _15"></span>, melhor)</div><div class="t m0 xb h7 y68 ff3 fs4 fc0 sc0 ls0 ws0">Deliberação:</div><div class="t m0 xb h8 y69 ff4 fs4 fc0 sc0 ls0 ws0">Sem deliberação.</div><div class="t m0 x10 h8 y5b ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico  - <span class="_ _15"></span>A<span class="_ _6"></span>GE</div><div class="t m0 x7 h9 y38 ff5 fs5 fc0 sc0 ls0 ws0">Ata 1ª RAE 2021.odt</div></div><div class="c x11 y39 w2 hb"><div class="t m0 x0 hc y3a ff8 fs4 fc0 sc0 ls0 ws0">2</div></div></div><div class="pi" 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"/><div class="c x0 y1 w1 h2"><div class="t m0 x1 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIB<span class="_ _0"></span>UNAL REGION<span class="_ _0"></span>AL DO TRABALHO</div><div class="t m0 x2 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">ASSESSORIA DE GESTÃO ESTRATÉGICA</div><div class="t m0 x4 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">PEI 2021-2026</div><div class="t m0 x5 h5 y6 ff2 fs2 fc0 sc0 ls0 ws0"> 3ª Reunião do Comitê de Governança Institucional - Análise da</div><div class="t m0 x6 h5 y7 ff2 fs2 fc0 sc0 ls0 ws0">Estratégica – RAE nº 001 2021</div><div class="t m0 x7 h7 y6a ff4 fs4 fc0 sc0 ls0 ws0">g.<span class="_ _d"> </span><span class="ff3">Objetivo Estratégico 06</span></div><div class="t m0 xb h7 y6b ff3 fs4 fc0 sc0 ls0 ws0">“Garantir a efetividade do tratamento das demandas repetiti<span class="_ _0"></span>va<span class="_ _6"></span>s.<span class="_ _6"></span>”</div><div class="t m0 xb h8 y6c ff4 fs4 fc0 sc0 ls0 ws0">Indicadores:</div><div class="t m0 xb h8 y6d ff4 fs4 fc0 sc0 ls0 ws0">A<span class="_ _11"></span> <span class="_ _10"> </span>definir<span class="_ _0"></span>,<span class="_ _f"> </span> <span class="_ _10"> </span>aguardando<span class="_ _f"> </span> <span class="_ _10"> </span>publicação<span class="_ _f"> </span> <span class="_ _10"> </span>do<span class="_ _f"> </span> <span class="_ _10"> </span>glossário<span class="_ _10"> </span> <span class="_ _f"> </span>da<span class="_ _10"> </span> <span class="_ _f"> </span>CIE<span class="_ _10"> </span> <span class="_ _10"> </span>–<span class="_ _f"> </span> <span class="_ _10"> </span>Cesta<span class="_ _f"> </span> <span class="_ _10"> </span>de</div><div class="t m0 xb h8 y6e ff4 fs4 fc0 sc0 ls0 ws0">Indicadores Estratéticos (Ato CSJT<span class="_ _12"></span>.GP<span class="_ _12"></span>.SG 034<span class="_ _0"></span>/2021<span class="_ _6"></span>).</div><div class="t m0 x10 h8 y6a ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico  - <span class="_ _15"></span>A<span class="_ _6"></span>GE</div><div class="t m0 x7 h7 y6f ff4 fs4 fc0 sc0 ls0 ws0">h.<span class="_ _d"> </span><span class="ff3">Objetivo Estratégico 07</span></div><div class="t m0 xb h7 y70 ff3 fs4 fc0 sc0 ls0 ws0">“Assegurar o tratamento adequado dos conflitos trabalhistas.<span class="_ _6"></span>”</div><div class="t m0 xb h8 y71 ff4 fs4 fc0 sc0 ls0 ws0">Indicadores:</div><div class="t m0 xb h7 y72 ff3 fs4 fc0 sc0 ls0 ws0">Índice de Conciliação (Meta 3/CNJ)</div><div class="t m0 xb h8 y73 ff4 fs4 fc0 sc0 ls0 ws0">Previsto:38,5%</div><div class="t m0 xb h8 y74 ff4 fs4 fc0 sc0 ls0 ws0">Realizado:39,47%</div><div class="t m0 xb h7 y75 ff3 fs4 fc0 sc0 ls0 ws0">Deliberação:</div><div class="t m0 xb h8 y76 ff4 fs4 fc0 sc0 ls0 ws0">Sem deliberação.</div><div class="t m0 x10 h8 y6f ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico  - <span class="_ _15"></span>A<span class="_ _6"></span>GE</div><div class="t m0 x7 h7 y77 ff4 fs4 fc0 sc0 ls0 ws0">i.<span class="_ _18"> </span><span class="ff3">Objetivo Estratégico 08</span></div><div class="t m0 xb h7 y78 ff3 fs4 fc0 sc0 ls0 ws0">“Incrementar modelo de Gestão de Pessoas em âmbito nacional.<span class="_ _6"></span>”</div><div class="t m0 xb h8 y79 ff4 fs4 fc0 sc0 ls0 ws0">Indicadores:</div><div class="t m0 xb h7 y7a ff3 fs4 fc0 sc0 ls0 ws0">Índice<span class="_ _10"> </span> <span class="_ _10"> </span>de<span class="_ _10"> </span> <span class="_ _f"> </span>promoção<span class="_ _10"> </span> <span class="_ _13"> </span>d<span class="_ _0"></span>a<span class="_ _10"> </span> <span class="_ _13"> </span>saúd<span class="_ _0"></span>e<span class="_ _10"> </span> <span class="_ _13"> </span>de<span class="_ _f"> </span> <span class="_ _10"> </span>magistrados<span class="_ _10"> </span> <span class="_ _10"> </span>e<span class="_ _10"> </span> <span class="_ _10"> </span>servidores<span class="_ _10"> </span> <span class="_ _f"> </span>–</div><div class="t m0 xb h7 y7b ff3 fs4 fc0 sc0 ls0 ws0">IPSMS (Meta 10/CNJ)</div><div class="t m0 xb hd y7c ff4 fs4 fc0 sc0 ls0 ws0">Previsto: <span class="ff9 fs6">Suspensão dos exames periódicos de saúde para aferição da</span></div><div class="t m0 xb hd y7d ff9 fs6 fc0 sc0 ls0 ws0">Meta 10, em 22/06/2021 (CNJ)<span class="ff4 fs4"> </span></div><div class="t m0 xb h8 y7e ff4 fs4 fc0 sc0 ls0 ws0">Realizado:0%</div><div class="t m0 xb h7 y7f ff3 fs4 fc0 sc0 ls0 ws0">Deliberação:</div><div class="t m0 xb h8 y80 ff4 fs4 fc0 sc0 ls0 ws0">Sem deliberação.</div><div class="t m0 x10 h8 y77 ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico  - <span class="_ _15"></span>A<span class="_ _6"></span>GE</div><div class="t m0 x7 h7 y81 ff4 fs4 fc0 sc0 ls0 ws0">j.<span class="_ _18"> </span><span class="ff3">Objetivo Estratégico 09</span></div><div class="t m0 xb h7 y82 ff3 fs4 fc0 sc0 ls0 ws0">“Aprimorar<span class="_ _f"> </span> <span class="_ _10"> </span>a<span class="_ _10"> </span> <span class="_ _10"> </span>governança<span class="_ _f"> </span> <span class="_ _10"> </span>de<span class="_ _10"> </span> <span class="_ _10"> </span>TIC<span class="_ _f"> </span> <span class="_ _10"> </span>(T<span class="_ _0"></span>ecnologia<span class="_ _f"> </span> <span class="_ _10"> </span>da<span class="_ _10"> </span> <span class="_ _10"> </span>Informação<span class="_ _f"> </span> <span class="_ _10"> </span>e</div><div class="t m0 xb h7 y83 ff3 fs4 fc0 sc0 ls0 ws0">Comunicação) e a proteção de dados.”</div><div class="t m0 xb h8 y84 ff4 fs4 fc0 sc0 ls0 ws0">Indicadores:</div><div class="t m0 xb h7 y85 ff3 fs4 fc0 sc0 ls0 ws0">Índice de Processos Judiciais Eletrônicos – IPJE(Meta 1<span class="_ _0"></span>1/CNJ)</div><div class="t m0 xb h8 y86 ff4 fs4 fc0 sc0 ls0 ws0">Previsto:100%</div><div class="t m0 xb h8 y87 ff4 fs4 fc0 sc0 ls0 ws0">Realizado:100%</div><div class="t m0 xb h7 y88 ff3 fs4 fc0 sc0 ls0 ws0">Deliberação:</div><div class="t m0 xb h8 y89 ff4 fs4 fc0 sc0 ls0 ws0">Sem deliberação.</div><div class="t m0 x10 h8 y81 ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico  - <span class="_ _15"></span>A<span class="_ _6"></span>GE</div><div class="t m0 x7 h7 y8a ff4 fs4 fc0 sc0 ls0 ws0">k.<span class="_ _16"> </span><span class="ff3">Objetivo Estratégico 10</span></div><div class="t m0 xb h7 y8b ff3 fs4 fc0 sc0 ls0 ws0">“Aperfeiçoar a gestão orçamentária e financeira.”</div><div class="t m0 xb h8 y8c ff4 fs4 fc0 sc0 ls0 ws0">Indicadores:</div><div class="t m0 xb h8 y8d ff4 fs4 fc0 sc0 ls0 ws0">A<span class="_ _11"></span> <span class="_ _10"> </span>definir<span class="_ _0"></span>,<span class="_ _f"> </span> <span class="_ _10"> </span>aguardando<span class="_ _f"> </span> <span class="_ _10"> </span>publicação<span class="_ _f"> </span> <span class="_ _10"> </span>do<span class="_ _f"> </span> <span class="_ _10"> </span>glossário<span class="_ _10"> </span> <span class="_ _f"> </span>da<span class="_ _10"> </span> <span class="_ _f"> </span>CIE<span class="_ _10"> </span> <span class="_ _10"> </span>–<span class="_ _f"> </span> <span class="_ _10"> </span>Cesta<span class="_ _f"> </span> <span class="_ _10"> </span>de</div><div class="t m0 xb h8 y8e ff4 fs4 fc0 sc0 ls0 ws0">Indicadores Estratéticos (Ato CSJT<span class="_ _12"></span>.GP<span class="_ _12"></span>.SG 034<span class="_ _0"></span>/2021<span class="_ _6"></span>).</div><div class="t m0 x10 h8 y8a ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico  - <span class="_ _15"></span>A<span class="_ _6"></span>GE</div><div class="t m0 x7 h8 y8f ff4 fs4 fc0 sc0 ls0 ws0">l.<span class="_ _19"> </span>Considerações:</div><div class="t m0 x12 h8 y90 ff4 fs4 fc0 sc0 ls0 ws0">-<span class="_ _f"> </span> <span class="_ _10"> </span>o<span class="_ _f"> </span> <span class="_ _10"> </span>des.<span class="_ _f"> </span> <span class="_ _10"> </span>Leonardo<span class="_ _f"> </span> <span class="_ _f"> </span>T<span class="_ _0"></span>rajano<span class="_ _10"> </span> <span class="_ _f"> </span>concitou<span class="_ _10"> </span> <span class="_ _f"> </span>aos<span class="_ _10"> </span> <span class="_ _f"> </span>presentes<span class="_ _f"> </span> <span class="_ _10"> </span>no<span class="_ _f"> </span> <span class="_ _10"> </span>sentido<span class="_ _f"> </span> <span class="_ _10"> </span>de</div><div class="t m0 x12 h8 y91 ff4 fs4 fc0 sc0 ls0 ws0">envidar<span class="_ _e"> </span> <span class="_ _e"> </span>esforços,<span class="_ _f"> </span> <span class="_ _f"> </span>neste<span class="_ _e"></span> <span class="_ _e"> </span>iní<span class="_ _6"></span>cio<span class="_ _e"></span> <span class="_ _f"> </span>de<span class="_ _e"></span> <span class="_ _f"> </span>ciclo,<span class="_ _e"></span> <span class="_ _f"> </span>para<span class="_ _e"> </span> <span class="_ _f"> </span>buscar<span class="_ _e"> </span> <span class="_ _e"> </span>o<span class="_ _f"> </span> <span class="_ _f"> </span>alcance<span class="_ _e"></span> <span class="_ _e"> </span>d<span class="_ _6"></span>as</div><div class="t m0 x12 h8 y92 ff4 fs4 fc0 sc0 ls0 ws0">metas,<span class="_ _13"> </span> <span class="_ _14"> </span>intencionando,<span class="_ _13"> </span>  i<span class="_ _0"></span>nclusive,<span class="_ _14"> </span> <span class="_ _14"> </span>os<span class="_ _13"> </span> <span class="_ _14"> </span>padrões<span class="_ _13"> </span> <span class="_ _14"> </span>necessários<span class="_ _13"> </span>  par<span class="_ _0"></span>a<span class="_ _14"> </span> <span class="_ _14"> </span>o</div><div class="t m0 x12 h8 y93 ff4 fs4 fc0 sc0 ls0 ws0">sucesso institucional no prêmio CNJ de Qualidade do an<span class="_ _0"></span>o de 2022; </div><div class="t m0 x12 h8 y94 ff4 fs4 fc0 sc0 ls0 ws0">-o<span class="_ _1a"> </span> <span class="_ _1a"> </span>juiz<span class="_ _1a"> </span> <span class="_ _1a"> </span>Lindinaldo<span class="_ _1a"> </span> <span class="_ _1a"> </span>Marinho,<span class="_ _1a"> </span> <span class="_ _1b"> </span>Auxiliar<span class="_ _1a"> </span> <span class="_ _1a"> </span>da<span class="_ _1a"> </span> <span class="_ _1a"> </span>Vic<span class="_ _0"></span>e-<span class="_ _6"></span>Presidência<span class="_ _1a"> </span> <span class="_ _1a"> </span>e</div><div class="t m0 x12 h8 y95 ff4 fs4 fc0 sc0 ls0 ws0">Corregedoria,<span class="_ _6"></span> <span class="_ _6"></span>pontuou<span class="_ _6"></span> <span class="_ _11"></span>que, <span class="_ _11"></span>nas <span class="_ _11"></span>correiçõ<span class="_ _0"></span>es<span class="_ _11"></span> <span class="_ _6"></span>tem-se<span class="_ _6"></span> <span class="_ _6"></span>buscado<span class="_ _11"></span> o<span class="_ _11"></span> diálogo</div><div class="t m0 x12 h8 y96 ff4 fs4 fc0 sc0 ls0 ws0">com<span class="_ _11"></span> <span class="_ _11"></span>as<span class="_ _11"></span> <span class="_ _11"></span>varas<span class="_ _11"></span> <span class="_ _11"></span>no<span class="_ _11"></span> <span class="_ _11"></span>tocante<span class="_ _11"></span> <span class="_ _11"></span>ao<span class="_ _11"></span> <span class="_ _11"></span>cumprimento<span class="_ _11"></span> <span class="_ _e"></span>das<span class="_ _11"></span> <span class="_ _11"></span>metas,<span class="_ _11"></span> <span class="_ _11"></span>ressaltando<span class="_ _11"></span> <span class="_ _11"></span>o</div><div class="t m0 x12 h8 y97 ff4 fs4 fc0 sc0 ls0 ws0">empenho<span class="_ _1c"> </span> <span class="_ _1c"> </span>da<span class="_ _1c"> </span> <span class="_ _1c"> </span>presidência,<span class="_ _1d"> </span> <span class="_ _1c"> </span>que<span class="_ _1c"> </span> <span class="_ _1d"> </span>tem<span class="_ _1c"> </span> <span class="_ _1c"> </span>subsidiado<span class="_ _1c"> </span> <span class="_ _1c"> </span>o<span class="_ _1d"> </span> <span class="_ _1c"> </span>trabalho<span class="_ _1c"> </span> <span class="_ _1c"> </span>da</div><div class="t m0 x12 h8 y98 ff4 fs4 fc0 sc0 ls0 ws0">Corregedoria<span class="_ _6"></span> <span class="_ _6"></span>no<span class="_ _11"></span> t<span class="_ _6"></span>ocante<span class="_ _6"></span> <span class="_ _11"></span>à <span class="_ _11"></span>lo<span class="_ _0"></span>gística<span class="_ _11"></span> d<span class="_ _6"></span>e<span class="_ _6"></span> <span class="_ _6"></span>p<span class="_ _6"></span>essoas<span class="_ _6"></span> <span class="_ _6"></span>e<span class="_ _11"></span> <span class="_ _6"></span>de<span class="_ _6"></span> <span class="_ _11"></span>s<span class="_ _0"></span>uporte<span class="_ _11"></span> <span class="_ _6"></span>técnico,</div><div class="t m0 x10 h8 y8f ff4 fs4 fc0 sc0 ls0 ws0">Des. Leonardo T<span class="_ _15"></span>rajano</div><div class="t m0 x7 h9 y38 ff5 fs5 fc0 sc0 ls0 ws0">Ata 1ª RAE 2021.odt</div></div><div class="c x11 y39 w2 hb"><div class="t m0 x0 hc y3a ff8 fs4 fc0 sc0 ls0 ws0">3</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf4" class="pf w0 h0" data-page-no="4"><div class="pc pc4 w0 h0"><img class="bi x0 y0 w0 h1" alt="" 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"/><div class="c x0 y1 w1 h2"><div class="t m0 x1 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIB<span class="_ _0"></span>UNAL REGION<span class="_ _0"></span>AL DO TRABALHO</div><div class="t m0 x2 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">ASSESSORIA DE GESTÃO ESTRATÉGICA</div><div class="t m0 x4 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">PEI 2021-2026</div><div class="t m0 x5 h5 y6 ff2 fs2 fc0 sc0 ls0 ws0"> 3ª Reunião do Comitê de Governança Institucional - Análise da</div><div class="t m0 x6 h5 y7 ff2 fs2 fc0 sc0 ls0 ws0">Estratégica – RAE nº 001 2021</div><div class="t m0 x12 h8 y6a ff4 fs4 fc0 sc0 ls0 ws0">frisando<span class="_ _11"></span> <span class="_ _6"></span>que<span class="_ _11"></span> <span class="_ _6"></span>o<span class="_ _11"></span> <span class="_ _11"></span>resultado<span class="_ _6"></span> <span class="_ _11"></span>positivo<span class="_ _11"></span> <span class="_ _6"></span>de<span class="_ _11"></span> <span class="_ _6"></span>a<span class="_ _6"></span>lgumas<span class="_ _6"></span> <span class="_ _11"></span>unidades<span class="_ _11"></span> <span class="_ _6"></span>judiciárias<span class="_ _11"></span> <span class="_ _11"></span>d<span class="_ _0"></span>o</div><div class="t m0 x12 h8 y6b ff4 fs4 fc0 sc0 ls0 ws0">1º<span class="_ _6"></span> <span class="_ _11"></span>grau<span class="_ _6"></span> <span class="_ _6"></span>refletem<span class="_ _11"></span> <span class="_ _6"></span>esse<span class="_ _6"></span> <span class="_ _11"></span>trabalho<span class="_ _6"></span> <span class="_ _6"></span>d<span class="_ _6"></span>e<span class="_ _6"></span> <span class="_ _11"></span>apoio<span class="_ _6"></span> <span class="_ _11"></span>d<span class="_ _0"></span>esenvolvido<span class="_ _11"></span> <span class="_ _6"></span>ao<span class="_ _11"></span> longo<span class="_ _11"></span> <span class="_ _6"></span>deste</div><div class="t m0 x12 h8 y6c ff4 fs4 fc0 sc0 ls0 ws0">ano;</div><div class="t m0 x7 h8 y99 ff4 fs4 fc0 sc0 ls0 ws0">m.<span class="_ _16"> </span>Considerações finais:</div><div class="t m0 x12 h8 y9a ff4 fs4 fc0 sc0 ls0 ws0">Não<span class="_ _e"></span> <span class="_ _e"></span>havendo<span class="_ _11"></span> <span class="_ _f"> </span>outras<span class="_ _e"></span> <span class="_ _e"></span>manifestações<span class="_ _e"></span> <span class="_ _e"></span>nem<span class="_ _e"></span> <span class="_ _e"></span>deliberações<span class="_ _e"></span> <span class="_ _e"></span>a<span class="_ _e"></span> <span class="_ _e"> </span>tratar<span class="_ _0"></span>,<span class="_ _e"></span> <span class="_ _13"> </span> <span class="_ _e"> </span>Dr<span class="_ _0"></span>.</div><div class="t m0 x12 h8 y6f ff4 fs4 fc0 sc0 ls0 ws0">Leonardo<span class="_ _14"> </span>  T<span class="_ _0"></span>rajano  <span class="_ _14"> </span>agradeceu  <span class="_ _14"> </span>a   pr<span class="_ _0"></span>esença   de<span class="_ _14"> </span>  todos<span class="_ _14"> </span>  e  <span class="_ _14"> </span>declarou</div><div class="t m0 x12 h8 y70 ff4 fs4 fc0 sc0 ls0 ws0">encerrada a reunião.</div><div class="t m0 x10 h8 y99 ff4 fs4 fc0 sc0 ls0 ws0">Des. Leonardo T<span class="_ _15"></span>rajano</div><div class="t m0 x7 h6 y9b ff3 fs3 fc0 sc0 ls0 ws0"> Pendência identificada</div><div class="t m0 x13 h7 y9c ff3 fs4 fc0 sc0 ls0 ws0">Decisão<span class="_ _1e"> </span>Responsável pela ação<span class="_ _1f"> </span>Data limite</div><div class="t m0 x14 h8 y9d ff4 fs4 fc0 sc0 ls0 ws0">-<span class="_ _20"> </span> -<span class="_ _21"> </span> -</div><div class="t m0 x7 h6 y9e ff3 fs3 fc0 sc0 ls0 ws0"> Fechamento da <span class="_ _0"></span>Ata</div><div class="t m0 x15 h7 y9f ff3 fs4 fc0 sc0 ls0 ws0">Data da ata<span class="_ _22"> </span>Assinaturas do Coordenador e do <span class="_ _0"></span>Assessor de Gestão Estratégica</div><div class="t m0 x16 h8 ya0 ff4 fs4 fc0 sc0 ls0 ws0">João Pessoa, 18 de agosto de </div><div class="t m0 x16 h8 ya1 ff4 fs4 fc0 sc0 ls0 ws0">2021.</div><div class="t m0 xf h7 ya2 ff3 fs4 fc0 sc0 ls0 ws0">Des. Leonardo José V<span class="_ _0"></span>ideres T<span class="_ _0"></span>rajano</div><div class="t m0 xf h8 ya3 ff4 fs4 fc0 sc0 ls0 ws0">Desembargador Presidente</div><div class="t m0 xf h7 ya4 ff3 fs4 fc0 sc0 ls0 ws0">Max Frederico Feitosa Guedes Pereira</div><div class="t m0 xf h8 ya5 ff4 fs4 fc0 sc0 ls0 ws0">(CPF 425.022.764-20)</div><div class="t m0 xf he ya6 ff6 fs4 fc0 sc0 ls0 ws0">Assessor de Gestão Estratégica</div><div class="t m0 x7 h9 y38 ff5 fs5 fc0 sc0 ls0 ws0">Ata 1ª RAE 2021.odt</div></div><div class="c x11 y39 w2 hb"><div class="t m0 x0 hc y3a ff8 fs4 fc0 sc0 ls0 ws0">4</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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