PA 2018

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yH7+3e7HEs+3yk5Wtn3nyDwnMj3o6Ad/whfxvH1nQMPxz397c0Do9dBc/EXZdenNxH6f07rmxLxQPtqzd+9bU92/jGH20JVJT5unZU2288tijQti8bdKfC41uSAczlNbk3+e38S8RF6shQUlMLHPPqKHAUUbIrKDGOTREOucLBVookUGGwKPPyWCYRpg83iKSE9QQ4WDaY1AHxVZeXFWpEnrjApUDhRihUNqg5ZHDLmBj0MjFMeoOCigAKV6Ju7q3evoi768lzt/vHazPRVSe1lBs6dukPzWMuo69llVjrXCndnjlUN7yjoqySPbNrWqPRFI39vDPdHAJPlTlg/gjmwd6pO1+T3pSOWkYGfM0Zjjv4q/mCyE3KGpbIvc2VCA7kRi3ZlNTqgIEDfadAOYauW9D1cswMoISjowIwNkuGvP/l8kMOfoYFk8Wt0kKI22mprazFF5h9blEs84HdI+iMiuu6sEEf1ZtaQcmJYpkKgqgwYzb+cE7XJnQ1NaWNBoAT9nsGXnjqe688/bI1qAOqC+ke3jK2ZQP1i0ekf4p0d0fA9GUIQOQscJqCgvuOvZojZ6boh0Drh7e/M6+rd3JFKikvN5a7zKU5I6p2HRlPz/jRR02tlcpeow/d5psjOfyDqoEJWU6zWCiKejC+JAs3GWC+5YrifHEPn08HmQA1Xqd9wXyBIxaw5HNBCw471YVJXgu0IMu7GvdwY9SPV1HwEQQkAHvRv/GOI8H334eNv1977xnTfI2Z+Tz90tWCAmOV5tCr69a1bg9WpjbW1mH5gvdhZeNtA06zd0//924vWDuwILKEXrIuD80vuH7k4APV3ndl/1fnXuNGBQ/qfx05lZ6pQfcMGHhagoF3OSjPIQ48hzh8ehZwdlC9oQId1vaIwHEsiwCg7zyPqAizqNg+eQkra1axV4yEWWxMNisQr9taZ6tbaCrW8oxUQdU8FSE1NRqRIlGlwgglujxNjCpNBIOMj6IRtx3Z74o09ghWb9edYteh1ndOPHDu/EuhQysA/nr9/sfbltQEXZ2NZRvKuG2dsY67C5sKpfurqy+c/++3H32CDSUSa6Vvxy9MTq5YhTnszP0zu8Z5iJPEkzGsijyj/ASiwXhuP8lzO0+BvB9Aqios5Ua9rggLuBOcYl7uIuE5rVdKxGwRb1RKpSjQhp+dPnf0/LWRw1+3O5t8e/b0rB7o7tzVdqW8secbZxfde+D1l699EFu8OuiuHjpzcutoomlzpiGTWaz0HsHcv3ObhGaMYYAcTmKPwLF6KwbJoKXAy5lrxSCZ0VQrL3YuRpDFMEIxyAIv61rVp01k9qKdErBiipGsuuUiyao3zFmg5Bc4nS6HzyGIFh/oo6p/tKRYIbRDZTviUYx0LzXMkVspl252W6FetzPeWWdifZEuZ/vJnjdPnYHA77p2mWxbO0+dOr+122u+TVdM2W9gxeSu7uiJG1dOSI/cU1wY7UhVVx8/+QsohLRVemJR64ULn5vWLwhrdQGiYFSPGPm5ElJB3KQtmXTZKLZg3bLEpVG15QyfECCfsugcpSSbz9uqSiCV7ir3QlOJAaNaARWfFVWRrwTZDZmfKikVj+jwe2efnDr18aW7zuyNfV36ZuDQqoNDyxtGvnbkO0MHvDt3PNDX5h/f/z83vnkl1vXw2ApP+nQ4HA1uGu9MsP59+4KBlrBbXf/h3C/gl/xPiYY4yGI1XEa5rhAGZFQNSD5Gn5imVA2W3FwWydw06LD2aEDDowegJJXaqhmManhwBr/62XkKSxcNDy9KDg2ViJl4IiMa5X8j9/cDra0D8u+Go+n/mprT6WY8DMKCQfl0UPqtXP9y12FaWEwKiVddreaWUqGZpY+c/E+7bRSLgcuo1gGVNDD9YCJT443Hu794uTvBb2l22Tua1Z61Pfcsx3HtJE4eSs+U4bPn1wIwVFeQBVsecFgSQNFr+bIBX8awK5FRulmt0zNOJSvyXOaySG0VxFnBluV87kJe2OfkXNHzgN9XbSkvKiRxiN/sbRSxkr8Ou1LZSz6Nrgp8FSjsqYC8AduzV6vVFomc746ZBioKhb2JRGaBReyPf6EATj76fGcAfH0de7aMjGXL95eLTfrl//GELVrns+y0NKXTTXhYBwPrKndXxJae03zxka1XO/yGzEc9sS6ZP87ci+xDrpAUYQb0pGe8t/RzRX9eP4c1oBgIynOFrgIzoQiK5lyONtpmBdk9K26YAHpKn506KYoTZ6HoB7u27jt8aW9Hor2xc2VyKV8Yv+/w2z+/+Or5h66//fgzLAk71953TzIUX7wLUkqcw7kX2DTnIzVkq9p9OFFmMWPJuLx/YijCWIWyKD+KCM+plCtvxib+lB26A9iQlJeZSnRFWG9qoEZU0sKD+jxbg8V8846MRH/CanBnfWXuDUZvzfsnXlpy4vz9z02NfWm3/1L9K3D0R81Hr99LchsDKfqz5WLKk1oTGj3w1GBHdWzbxuZlodY13g3Hfrikutwx/LSS2xPYmE8Im//S/egEIzcmKJGIsPkP0xP8ZuWZfbnLcDfmn55YSUOyHtGEKWXPOYUPp2xQ4bMcZNqP7RRu7QxWoxV7dD3oBaHUZ/iUFGCTxhQg8oInfBBbyvPypm1pPBGuXxZOhOr7oXpJxPNlz4PU+2CkoyPy8RuRJdLpZDwUXpKMN4Q6lXV1s/PMI4RxXW7iTNpsxfNxywXdDJQFouySXUaDpdzgNro9Dl7AFpGpJSPqNshFX+mL7GqCqaN88tgKoDMWdbkBFoipRLRLuPEPhwR5gcL8Pn679HgwZbM2HIH57W2poDYsVT8XfyceTKWCTf/VVBTXBhchQp25i8I7vESa5SjUL6SIOm6GgU7Jiir3+9wUURFku2pqqn0uXjD7QGDCLEuiWPCiamti0ONHLQ/Yx+tVJtUDbmqY2uzXY/Lp6voN+uqxxV774i3zKirrRvvW+Lz+2pXj62ONO7dFShc2rxqsr41ui8QCsbqRhMsbWTvcEMuw0sekZ3fuOFbvjT72vzDknp6+dvSOldKH0sfSVaiGDb88/rdtz0gD0o+lV8xxr/PhD56G/oPSW9/ZtmRo+3dB1dDluefZRa4S1SCUDJShKOIeUMQYpLHPkek3ITPmoELEQUUEZM/77dUeGyeUo9MOewQ3Lgaj6rkuHw8T/nRG9lTB5H7+rSxkEq12K9fWur3k717/Af23v5nc5Py+VNCU9jpj9HjV3qpYevyA9FGI/D8mCV/6AAAAeJytVktsG1UUvRNP0vjbqrSIgto+qkCTqnXcllalEZ9+CEVNEFXToizHM8/2E+OZ0XxsuVK3CMSCFYiuWLHosotKsEBV+SxZgAQL2MEqQixAAokd9955diaJY6cqmcz4+L1z//e+MQAs5T4GA9K/U9DQ2IAy3Nd4Akz4TuMcHDCmNDZhr7Go8SQcMT7VeAp2G79qPA37Jw5pnIfdEysaF+Dz3E8aF+Ep86HGJZiZnNG4bCzt+k3jChzLv4vWDTOH/lTy9zQ2cf0h40lcL+T/0NiE5/P/Mp7C9anCsxqbcKQwx3gXrk8XljU2YabwNuNpXC8VbmtswmzhA8Z59MLhDBA24Gm4ozHqga81zmEOf9AYdRpC40m4bKxqPAWHjK80noZjxl8a5+HQxAsaF4xgwtG4CDXzQ41LcMX8WePyxCeTb2hcgZV8jXGB8lO4rzHmp/At4yKu7y38qbEJ1eIk4xL5XzyjMfpcfIVxBdf3FKXGJhwvdhnvIT3FzzQmPV8wfoLyXFzTGPNcTG3tI39K+zVGf0rPMd6P6/tK1zQ2oVZqMn6S+Xc0Jv5dxgeY/6PGxP+d8TNU9/JBjbHu5bS+B8mf8jWN0Z9ymv/DzL+tMfHfZzxDdS/f0xjrXn7A+ATz1zQm/t+EpznPlYMao5+VE4zZ/8qqxrSuCJdS/kca0zrnsMT5r3yvMea/8gvcBYF9VMPrLKJlUGBDCD5EeDcgxrVLiEII+GnhikLkQRV3LoCLl8B1BU1o4V7E3yR+Svzs4NNBJtwVp2q1s2JZ2aEf+Y1YXPLDwA+tWPleVVxwXRGqZiuORCgjGXakgzJkts3uCLiOhj1WvowYLvltZYvrlheJZfx6EZkuDcxF38XndjFsVTYQzDo2UJ1q296NjPwGh7TgTU5BpNMl4AwmgtK8gDjGq4HKEvz0MXEKGeTmLKbsJPLO4X0a5lCJDCPMkThTrdUWRBw3rCT2W8qLxWznZPVc9fRc1sO+f+TdRt/IteXro/OztcYwtGAUGjlsY4DeQNrDy+Law03l2dIjGc+zQly4zB1BPeJxRwioQ29otx3l7I7Wf5wTSEkjbvq08KaEkgxpt7gDyVKafOLTjotPSr7knvXQI5ILOYMCpddr3UYdTbxvMY/8p45fGdi12UaCT5ctJuwp6W8io84o61OL+QJzTNY62rsOe9LjdR/vBOUoSgFd1EJep7HRN4f1dHhfcRw9jq/B0pLlySrOzmUZqaYnHVHvrQ/d0UhsqsxxEbdUJPDfEg3LlqJuRSiE/Ra3pHBlHMtQeU3RCP22sLnH21bTuqU8GVXFCsnaVpRYrqgnMfKbqu7KVFPLikQQ+jjKoiPDngj8IHGtUHRV3EJrXeVI0bFCJeOe8BsikH7gSvS8xeUJ4DzM49Xlq6qLkm2Uqi4WtOI4OD8/3+12q+1+pFX09dFVzXNGqQ5NnoIANfRwdVsT83Ev8JuhFbR6yFpFwUQ3DhUm4RbMtmqDmzHmkka6aCE7lLbk+mD02/U1uAFLeMymsmFmJ20jB63YrFFxm3fZls1tM8xuf2RouFyUdbRVOoUEItoPuAV77KXHu4EelliPiMfeepw6sSVu2ncZzaLUHH5K3KsPLA3zytuieec5WtfuDEY6fQXF7Lc9OM6Gx64GB8RGvxYyGaBI0lhittc/KEl/GquDK12O3Mf17SJN82xtyKnkuvr6mUaV4oTbNz1YyNsORyMHeojpImN0hWDVT3BseyKJZDrvDR+PAJpPGb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')format("woff");}.ff4{font-family:ff4;line-height:1.106934;font-style:normal;font-weight:normal;visibility:visible;}
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vWZ2ciMDV7LXo4mJm9FhFoLY/WeC26QbU8Wk2t8lokQzU8WkmtoJZTy7y8XtBSL68PtIRaTFXzWhWPKqkKnlzk5fWGFlILqPm8ZR41l5rj5faDZlOzqJnUDGq6l9sXmsajcmoqNYWaTE2iJlJlfG4Cj8ZT46hSqoQaS42hRlMuVUyNokZSI6jh1DBqKDWEGkwVUYO8nIHQQGqAlzMI6k8VejlFUD8vZzDUl+pD9ea1XnwuRvXkcz2os6gzeWd3qhsfP4OKUl2pLlRnvux06jS+5VSqE9WRLzuF6sDn2lPtqALqZKotdRLVhq9uTbXiO0+kWlIn8NXHU/l8zqFaUHlULpVDNfeaD4WyqSyv+TAok8rgyQiVzpPNqKZUGq+lUmGeTKFCVDKvBakkqgmvNaaOoxp52cOhhl72CKgBFeBJP4+M8h2T1VN/H7vF/uLRn9Qf1O+89huPfqV+oX6mfvKyiqGjXtYo6Ece/UB9Tx3htcM8+o76lvqG176mvuLJL6kvqM+pz3jLpzz6hEcf8+gj6kPqEK8dpD7gyfep96gD1Lu85R0evU295WWOgd70MkdDb1Cv8+Rr1KvUK9TLvGU/9RJPvki9QD1PPcdbnqWe4cmnqaeoJ6knqMd552M8epTaR+3ltUeoh3lyD/UQ9SD1ALWbd97Po/uoe6ld1E4voyfkeRnjoB1UHXUPdTd1F3UnFafu8DKwX9vtfMtt1HZeu5XaRt1C3UzdRN1IbaVu4Muu51uuo67ltWuoq6mrqCv5wBU8upy6jLqU1y7hWy6mLuK1LdRmahO1kbqQd17Ao/Op86gN1LnUOV5kMrTei0yBzqbWeZHp0FpqjRdxoVovgs3YVnuRLtAqqoaPr+RzK6jlXqQcWsbHl1JLqMVUNVVFVfLVFXx8EbXQi0yFFvBl83nnPGouNYeaTc3iczOpGfxk0/n4NKqcd06lplCTqUnURKqMv/QEfrLx1Dj+0qV8dQl/0FhqDD/uaP4gl28ppkZRI6kRXnoMGu6lJ37CMC898c97qJe+DhripbeHBvOWImqQl465wAbyaADVnycLvfRVUD8v/Vyor5e+GurjpddCvb2mhVAvKkb1pHp4TfH/dzuLR2d6aSVQd6qbl5b4p3EGFfXS+kNdvbSxUBcvrRTqzGunU6d5ae2gU3lnJy8t8Yt19NISa/MUqgMfb8+f0I4q4MtOptryZSdRbajWVCsvLfG3dCLVku88ge88ni/L51scqgWfy6NyqRyqOZXtpU6AsrzUMijTS50IZVARKp1qRjXlA2l8IJUnw1QKFaKSeWeQdybxZBOqMXUc1Yh3NuSdDXgyQPkpo3yx+vAUJ8Hf4anOX+Fy50/0H+B38BvO/Ypzv4CfwU/gKM7/CH7Ate9xfAQcBt+Bb3H+G/A1rn2F4y/BF+Bz8FnKDOfTlJnOJ+Bj8BH4EOcOwQfBB+B9HL8HHwDvgnfA26E5zluhTs6b8Buhuc7rodbOa+BV9CuhAudlsB+8hOsv4twLoXnO8+jn0M+inwnNdp4OzXKeCs10ngzNcJ7As4/jfY+BR0Gsfh++7wWPgIeTFzl7kiuch5IrnQeTq5wHwG5wP87fB+7FtV24thPnPLAD1IF7gsucu4PLnbuCK507gzVOPLjKuQPcDm4D28GtYFuwvXMLfDO4Cc/cCG8NznFuQF+Pvg5ci74G77oa77oK77oS564Al4PLwKXgEnAxnrsI79uSNNTZnDTM2ZQ0w9mYtM25MGm7sz7Qyjk7EHXWWdRZ69a6a+K17mq3xl0Vr3GDNRasyakpqllRE685UBMb0ihppbvcXRFf7i5zl7hL40vcxfFqt0F1enVVdeBotcWrrW+1daw2v686tTq/OpBc5Va4lfEK11cxvKK2oq6iQfe6ikMVfl+FJe2u37ezIqdFIRxbWRFKLVzkLnAXxhe486fPc2fjY82KznBnxme406Pl7rR4uTs1OsWdHJ3kToxOcMviE9zx0VJ3XLzULYmOdcfg/tHRYteNF7ujoiPckfER7rDoUHcozg+JFrmD40XuoOgAd2B8gNs/Wuj2w6/sy03Nzc8NpCY+wNBcfBJfjvXumBPLOZRzJKeBL6cuZ19OoGm4udPc3zacbX2GZduC7NXZm7MD4az9Wf5YVtt2heHM/ZkHMw9nNmgWy2zbodCXkZqRnxGIJH63jCHFhcfcsy/dqfOx33VIRsvWheGIhSNOxN/PiZgv7VDakbRAZG/q/lR/OGzhcH3YHwvj9nCKk+JPfKtPCcRSOnUtDIeckD/xrT4UyIiFcCbxxjbJw4sLw0En6Hd7BocF/bFgzz6FsWD7joW+gOWb+SwVCjTGvbss4hQG9uCUz9fQZ7ZlR/GogoKi3Y19I4vqGg8fV2cb6lqNSnyPjSita7ShzueWjhu7w2xTyQ7z9ymuSy8aUcrj9Rs3+vJ6F9XljRrrBbZuzetdUlRXm+hY7FjXJ9qHW0oKyiqrKwsKqsrwrayyquDYHxxZdeKoIHEy8aeyCseJ/6qPHfsK/ucXb4MmVuKr6r/nqv73Q//vX/ZPf4B//9cOH/6Zju1V7z/bV+5fB9aCNaAWrAarQA1YCVaA5WAZWAqWgMWgGlSBSrAILAQLwHwwD8wFc8BsMAvMBDPAdDANlIOpYAqYDCaBiaAMTADjwThQCkrAWDAGjAYuKAajwEgwAgwHw8BQMAQMBkVgEBgIBoD+oBD0A31BH9Ab9AIx0BP0AGeBM0F30A2cAaKgK+gCOoPTwWngVNAJdASngA6gPWgHCsDJoC04CbQBrUErcCJoCU4Ax4N84IAWIA/kghzQHGSDLJAJMkAEpINmoClIA6kgDFJACCSDIEgCTUBjcBxoBBqCBr3q8T0A/MCAz1duOGd/g7/An+AP8Dv4DfwKfgE/g5/AUfAj+AF8D46Aw+A78C34BnwNvgJfgi/A5+Az8Cn4BHwMPgIfgkPgIPgAvA/eAwfAu+Ad8DZ4C7wJ3gCvg9fAq+AV8DLYD14CL4IXwPPgOfAseAY8DZ4CT4InwOPgMfAo2Af2gkfAw2APeAg8CB4Au8H94D5wL9gFdgIP7AB14B5wN7gL3Ani4A5wO7gNbAe3gm3gFnAzuAncCLaCG8D14DpwLbgGXA2uAleCK8Dl4DJwKbgEXAwuAlvAZrAJbAQXggvA+eA8sAGcC84B633lvWoN69+w/g3r37D+DevfsP4N69+w/g3r37D+DevfsP4N69+w/g3r37D+DevfsP6tAmAPMOwBhj3AsAcY9gDDHmDYAwx7gGEPMOwBhj3AsAcY9gDDHmDYAwx7gGEPMOwBhj3AsAcY9gDDHmDYAwx7gGEPMOwBhj3AsAcY9gDDHmDYAwx7gGH9G9a/Yf0b1r5h7RvWvmHtG9a+Ye0b1r5h7RvWvmHt/9P78L/8q+Sf/gD/8q+siWX/AZK0+TAAAAB4nK2UWU8UQRSFP0YHEiOK8gf8Fb764g/QV5e4YHAFUWR1QGVUBEXREVzAATdwBQQFXFFUXOOCDzz4C3yQxPhGQrenqmZpJzJP9k1Vn3PqVqfvudUNeXHwYgSvVeygnIOKo7QQY4zvbCYqdIFuerjJAC94xxT/8fJqwiUsnDdCLoXgz/g/vR6N0fCigBITK5y/LK34Bf50hjbtxfwCbzR3KQvs3vzQpNTfObP+TGiF4f5yw0ONwovtjl95ca/f683wYDVrWMs61rORTap/C9vYLmd2sosSSi0r1dpWzcViG5RVpCyD01m7KdPYyz4qqFSUCZcnmFnbY3kFVYpqaqhlPxHqEnOVVSJaqbW8WqOeA+rMIRosSt6dEuUwR9S1Ro7RlJU1pVAzxzmhPp/k1Jy45S/WqjjNGZ2Hs7TRznmdiw46M9RzVr9InC6dGbPWJqXLIrP6hAke0Ec/w9bLIrnmHEn6Umw9LJMHEVUYDbyx868q5Va9aje1NScqrZbeENhRmfDRZEaV6Z7i+mCeUpfhRKtqcDhdkWNttv60GnQlm5r0ozPgTIdlBmWqc+F2LukLvKzZuGrQFWGHuiwO6vFUbrflV7nGdfWi16Lk3Sk9wr3c0Ld9i9vcUaRxELl7H3dt5wa4xyBD3Fcnhxlh1OrZ1v6lDyX0wZTykEc81gl5xnP9acYVSeWptLGE+spqjo/zUtxkOTbBG/2h3vOBj3zmtdgnO78V+8Ik35jKyRf6yg/Nsxorw0v+AJWNawIAAAB4nO3BW0haYQAAYNdcOWfW7KJr5jZzrm3mqrmyZnYzKzVnZjczc+Uxs/onEhExQmTE6GGExBjhQ0RIjAiJkIiQiBgxIiJ6iOhhjCER0UPEkCGykx71aLUN1mPfh8FgWEg55iTwmuWiMdwYZ/h1BnLibCweOxfVd94bWuRceKwm1hse13fBo7gj3MjNvEA8DtWI9OK9t3BnDhL+zEQYIowQPhImo8eT4geCicnEBqQDvkRcQ09ITfgQeng6kQJnoGb7D8APEw9v01E/kbCocriaZCD1R90gbSTxkxYCk/moZuQmfC96CjtlPjiVkzoc+i2QPEq2kafJ8+Tl6BQlxR18x5ymuMulUtKZ6a5AmgbeQxuI6L23ef/ggZUuy1Bk7MNP0Bnah3y4KKKP6WA6Hk1lmh6bn+CQ208tgSxjcBYm9J2/L8vHxkfMg7ufgdPZOH9JeA47Zxk9VwpX5upyTZGf4+FTHBryR/gLZJ4mMJ+YnwZnRrRxpQWCAhlchV5ILZyBL0R/aUT18bShq8FFNPhYkY+v4C8W04rNJYKSyRJ3Ka/UXrpVJi+bLjsuV5evCaiCMcFRRVXFRMWEkCQ0CF3Cn5XZSF2lrXLrdFVmlfmcO9XsSyiv7r969RIuoYvwSJ7IKtoVef+tmCGWhBrFg2LLmesSaqhWMuvvlLguXoP9z/Yau1QvdUp/vTLJSLI+2X6ttnZGzpF/lnvqFHUrCrViuZ5b725gNcobN5toTe1N282geVspVX5tSWyZVNHODVSO1szWL2qWelrtUHvaMG1AQ9fsvh5sBx2cjoOOY61VOw4pIDWkh0zQW2gYGoXGoSloFlpArkDrOopOpXN1Sjpn9VT9mH6vq71rN9BANxgMToOnW9Pt6VH2rPXyei0AD4bAe2AFNmAHDrAIVsEG2AHf31D/mg0/uLy/AeK7GaAAAHictL0HgFtXlT987yt66tLTU++9jEZlpGmaJk3XdM+MezzuYzsu8Th24iQ26XESQkhzEkJN/ssCy7IkHo/jcRJI9vsMSwCzgTWwtGy8LBCKQgILpNjyd+97TxpNcwL8P8vWe7oznrmn/865954HCNAFALGdXgVIwID4CQgSLdMMdVchdUJC/7RlmiTQLThB4mEaD08zkmMXW6YhHk+zHjbgYT1dhLvohx8r7qJXvfvPXdQ5AAC8/GdYoAjiZqAB7DRgFGegHVAgUYCJczVJqJf4PN5gXW192pNyEhTBcReznE7Hkf8q08hooj7o8wUDPhlrQz8K0AAUD5Lfo9X8HDNgCAyDq14AKjgGjKAJnjpl6OqSxpivwk5AADdcCaQAws6chiJUp63WrO90neR+ku2bhbGZLHM/QYDspVcvfSdx6dWCLoMn9LMLr17QvvUdNpNIXzh/Ac0OkcX/06sJDZ6qN07UhYL1zTDVRtTVBn1eNcGP1dY3tJFpRACpL420EfgzJL93cT05cklC3OzLrk7TTqtGr5LQhN2si7UEtONXBVriDoZkJCQtZcINHd6Bvd3eHzOsw2B06KRSncNocLDMpZ/Q6nf/QKvf66T2vneclDRvyPrJj8mlBCWRzDrNlqpmT99qDaelFJyWNUoZHasMd224dMxgxz/DbjAIP+vSEOIhAXyX36VupvXAC4LgU2eA//LrM0otHPTNijfB2ctvzijQjaJ0I0c3OSu+C2jxu4p/V/LvuTAM4C9XK+CQH8nqf5UKpdnr8MlV0EgpgVKrJJ72vej7dx/pU/qUOseYbhXSsWw2q8tkEomJCdaUYdEtm9YWUmwa8Tw6EeX/gGg04IRqiNkZIj2kmkR3sL4BCpw2MT7SQ10nhdqAyxXgZNT+S7/cTco5n90R0EApnKZUlpDTXWVVU0fgf8H/p9VoU1Mko5TB5uLLMpWMotU2IzWtUEtJUqpR3H/pCEBa9SUAKIj0ywmioBF8I2d1mbVwyKXV4DcVejMr0Zsb0eqaJeK5sNWQQ1835NDXDQZFNf7mavzN1fibq/E3V+Nvrn6OSAFw+aVT6B4E04jTJ9F3ouubJzXiVcVf/3xSyV9fP6nAV0KbUz2peElBKKyh/62pYfyzUDatHa2dhYoTzEqQLWR5zc3AxMQFnmmp81HhBg1HoxnhHpuZmuLtjBUNzYD0lHGSsDZORCGbRurMzd1S0NU4su1AX/HLpkjEBIOHjm9LGaPtVXUbusPFS9bG9f3TZzvH6i3Dgd49o995t3ltZxAebN051lZlcIWo20Ou6pU3DcVX9jbq5HVj1xAwMVhnL074mkcu/axpbYur2GhvGAMQbLn8JqWknciOt560g+aoyJWoyBV0/R3mCrq+gbkSFbkS/SqRBmpghgngAUFYPc2NU8/DKlAHkjB+QrYaGfX5Av4HEwL52h+crUkG9GpJhWFKDKKhYhM26J0EphurFaUkaKk+t+lI383femBo/LHv3tK4e32PTUqTlFQhVadGDoysvn97Q922B68aOjhaq2HkEvK01qxT6yMh28rPvvWppy4+vcHgrrKpOatOb+dkoUSo+9i/Hj3ylVvag4mghHXyNoj17AGkZzrgAodzjqwHclh3OKw7nB5RzekQyZwZ0cs9j3UHWAXuWEXuWEWdsYo6YxW5Y32eYIEMcUc5rR61zcLgCVrQkxI3zpd0YgJ7tXlKwVSowAOr//HNzxXf4BUg8IXXPzV6qnb/F489feLoF6/NEB//wnv/OCaIes0/vP7E1afu7L/Itt36r9hHQ0wbeRTRVg2uP2ENiVINifMOifMOifMOifMOzRJsTibj3JwbTd86C6U51a1B+FIQvhKEwaDEMosoUo2G0OWEpKz5EweuRYQleFeiFS2AlzWxSNt9KDzNvyWPUnKV9NIjmEZih1QlpWn0VpTAaSlyD5QM3Q8TUKqSU706m04q0CvV2fQ6Gyst7pZp7ZzOqmWKNVIcnRDdl98lVyK6Q2DDCYYT6eZEujmRbk6kmxPp5hDdp1QO4HQwiLSTHGeRzMLwSe+oBTtJMS4lzrKZMnVwETGlmFMil1yJCGOKiHsMmjx/n5Pq3VazVy9FpPbwo2c5O6Iiz2htBs7Gyi79glExNI3eqC9jKh2CLK+6/AZ1A+0GWfB/cg67XWPGWmrGWmrGHs4sV+I7RIcZy08FXgxBdygX2hwiQxqRAxqRAxrRnjWiPWtEDmhmidRMohbWmmehfMbrzSTanodyFOvlMDKdGdfPwuoTidVY4simWYEhorc7PzFxtuzuRM7Ms+n6BpZHF8i2eX6x2A/OeQGKuoGSKhll48Y71u/54vXZ7pv+abLlSF3xPMtSMhQpPqEw6uS6pg1bt9c89rt/WD3xT4UH+2+f7LbKqY2cg5MG48HhD391/9GX7uxyOOCNXj9ipFSqteuKnDXo8JqVE1968/jH331mi9UXsXqBqCNwLYq9BrDidNY0YnraRAKRT0DkExA1BYiaAkQ+geeQZcsvv3TaAIfk2jE+iMJEtGzOgTk1EFyZAa6V6j0WLHWZwWOyePRSK6IWCVkppX5cuhPkzFx+A/4PmlcYrD2DAtUHn5ADTYiFQw61b0z2PEwBDrme+Ala9MJIdaMVMQjPT1KCRtjNVMz1f+xd+8fsDXGvgqEJEvlaqcUXd3mTbq1ABCeDPUO3rq+RaVilkrXojAgXaXQaNj7aTn4aU4QlWfY/A4gWK8ifAQaBFoNIi0GkxSDSYhBpMSD1nQEyzZhhFkZFB4MAamnuFR5FnK/gQQaQl5BdOmuKSPVeM2YwfAVDiwG9jZMhf/HlEpPfe0rG2kX5S6LIR7SAL+W0m9um2ghVMmlKJORxs9k6+wFdPDY1p79GqZRja5Rja5Rja5Rja5TjmCHHokF4I2fBcvLXjyrMJlXCXBOXuMKjrlUlCJbVIfCVRoSWUANCYNryHZtpTaTTGJNV6JYP8jiMCEFfpd9BiBhBMphG4Iy/NUiiUr3LYvJwUqKYJhUGh97g1CuIYi9EnshidnNMtW2XO+k3y+BhGh5TWF1Byz6NjVPOqejO944zcoakUIhFsPeJ8vjnqvxKa9h2cQ35OWeVRSHjHIaSbSFcy4JWcNfJkEajF9nJXzXiVcVf38Ts1Ivs1PPsdMrj8RRmZ8qswW/oG1NaJb5D35LC36IFzsYxeVwToizYO2Md4RmI2beIe4m0oDRRyPMqDkM+JzQswTEnaUrH4ZxeUTerDFZVgzXk8xmKu9ztdoIgpJzLbHbppNXWMUfI5WBhk6M+VWOGKDhxLovRrZP26hHSVzhSIeK1zIea84/1X/xj2Z1/MeyVmyKuS9+o3bZ5IjHyzyPEVxEKRvGNNxeERbZdLlCv0x5kuiFwNGfVYy7osVLpMRDRYyCiNwuMSudkbpAEtyKk7BTZ6xS11Sm6d6fo3p0ie53PI7gmBxbkzDXjPmxd9Or5gGRigYcoJ08Yj1TiM+r1/kdePf7w9+/r6j/+6vEHzt/ffSp01cempj62KRJc//i1Bz6+MUw89qmLJzat+dyfn3zi3ac3rf7HP/7TNV+5b3jlR57fee1L9w2tfOAFjL1QnP43ZIN2EAE3nPBLREIkIiES0ewkotlJREIkWAlMrAOzx4HZ49AqVXDQgfG9A8WwacAGUAQ7KZEoEZmKk4ZRZUUIF1REOy+KI6y1IHRTFRCM/Lfc4X+54REZ57Fgz1JlhYaqoav3DUZONa+ZqP7MJ4Z39vjJR7Z88pqWYrxsG0jYjCm74cY1I7tr1ZfeCfduK8m4nb4byTgEmsFHcw65RxfGdIQxHWEs5jAWcxiLOYxoycmB256032on7SmRPSmRPSlRzilRzimRPchG0jM6j1wVm4WRGdN4gGrAwlZhYZ8/h9mQmZN4OWpnapK0yIOQkOqVhC9kKDRcoAOICrlSol936M62mse2lXThvv94IM9F2qr6rsmH9dLilxaqxbUmFyvxZNe3OKtXf+4vT378Hawbf/jU6PE7p2ItnV4N5yNeu+aF+4bH739u17UvfgQpylcEvmGfokC6Ug+6wEM5pzbONkgRsQ2Ybw28/BswHxsw4xoQB05HcD4YybKYW+iOFbnGikrFikrFilxjkVJN2+NahHefncrBXM7UinTnlGfUJLpoHuUWyqyryO8yYlji0+M4uUiZjCYnKaZ5Js4JYW0wFIcleK+Q6P1Oq0evoA4bYm0rmw+W1AzBfa6m3TpwcDjk69iQcdfGwvpDamnxUtcKSzb90Be6tnW4kItG4VaG3GNN7Zqs79KPyuqHoCNNqhpX7+9s3znSpFdHW4Zrij/3O8i7Bq82MZLioKd5Be+rey8XyG1IH/vAr86A9suvz2i0cLBdZFK7yLx20VO3i8xqnyWqc9FUjtPDwVQOoQ5/yp9S2sz4/9pwALRptfgN/RcbFojtOaIGR8GTNh60vHTSIl71wvVZDQsHgTL+PAyBBgQ3gzkF626ADTmFEg4iCb2Uk+O7BraBNbYgdH6q3UZHxo1Iv0UfhoRQYHHuEY1OaAtabOZYNmUJ4S8scG7UPPhTW4ZDCxNSCbmt8/BTE+371zSbFAjaSNXpFQf6Gyc6/amxq6/ZNZZuvvqhldE1Qy2chCJIiYJRJLommupX1FpT47uv2T2ehnuu+ihK291ec8BldOgYb9jnbFiRbhhurkm3rTwwMnrL6pjG4uIUrJnToTzV7nM4kh2B+uGWVLp1/ACSkQb5yR8i3feCydPmHEb7LObaDIaCH9hpYiDCXn7pFNZ9iQ6nNg7RL6YQeH2LZ87Xotqz0XJiU9ZiT8kb8FDrh3xCdryEaNGdmLCRd/LpGp/PvPfpsipulbJ2jhMKXwLG/SKKczciXBgFT+Qcm2PQjS3XjS3ZjZXHjdGTG+uNG9ddWJBDQBvkOPyGdA0YRZKNIslGkWSjSLJRJNn4HKHFOP0kxulYiWToR8iDY9ox25zmYOQuqsb56JySTMBFIJ7VL4TK1I3dt85et+eZm7uEpI6TVo9f1zdw3WiUZ44HIeVXrz9za0fbjc8eJn0lhlz8w/pj62LVa29fQ5oqsP/lywJfJE/ogmAfAFoGvgO/xPPLi3zfLsQvP7gm5/Bjtxf2Qyu+Bq0wbIJBFay2wGoztMyKBszfYKdoLo3gm5wOD1nMFnMw4Boz0zohd9FlsqwOCkaCaQcTE3BiYiI6EQ3wEJPCsKkNpsvAEt1BCUOcptSWkMPoMbNKhiyuk0Jd2Gv36GQUPAjh1aQUOTaXX0VKnbi0BykapRLUNF/8Q6n8ey9SWTyOi3+YxlaEx19DNLaAnSeDLRAFs7dzndjoA0g9pfgmnIABLT8SgF4zvol4odmNb2I1MJaEMT+M+WDDWNWYL6kgKwucCBtmkUzRH1zUFF+BMn4mS3eLyJxHMH0HpbVHnK6oXU0V3yLeJdXWiNtTbdeQxS9KIBt0u/wcQ0AfhHpSpg847R69jIQRAjpICedzOH1aSAfVLEZ8rJr87sVE6Z76Z5MVc0WteO8s1aTQ4BRKo3jv61SzHN3TaqtJiIFa5Af+hwoiPQiDgVNmU0gZVM0SMCczBd1oTBGUzxLNCB4HA46q0NtKpc4xqdtF7xJqvAmcskNLwnz+AvKUuoxV+zPhBkWvUnU3AT3M/OouxVd3yR8zpDbo8QT0UnJNMTdGyTm/3eFTE1J4NaU0h5wWn1mnkJIfIp6GO1uMmBiJUlb4rUyJBWw3kF9TqBkSkjRyn7cW5VjXeVro7yFdvwfpugT+sUuwgfnjDHwbVi8xLoGX2iu//6nSOCGtxrwiwVPo7R8ot1g/bj0RTD9PkEABXITxJC4QzxKtiFMKa+i/a2qYwC+129N/YnZW1nHPX0A3F7QXUssXbckli7bkP9jT3au2tRf/X73fr4fhTTevrub89b7oUMb7e0Osu+WfTmXaw4ZmW8N411dfretKO2C6dnV3yqt1eMjPehzerm3toa6mmFpa1bkWftzXFDYWX7TFWooD0Y64ufhZY7QN2cu+y2+Sd1BJUAeap80gNEu05eRK43sJR9ZBOLyzUIdC6A7ibXdNsoaoqZ6FdSeYq3EpYKLAvyEYc14oxs4rwyxXjCXvkFpr+yYa9k7f0tN768m9iTX9zVYZSggZRTA7kes5OFqdWH24r3VNa1glkdLkxxweq8fO9d778u23ffuj/Vq7x+rz6Kys1OV3Nux8bGLrY9vTTp9TIuTi+4qP8LQMg10z9mFXH3gefhHYgAl+LifXUjb0aor2NfEkuiLvJZLZJJGswyRq/Dv035ftHnjb3ZXsIrqys5CdtgFEZ4ontIJUoTB5DsmTFbCuCWWBZSCAc8D6utpgAr4/K9A4SdxhNers6XzM1xbXMqRKc8TjV8qT159Y/0GYI7VmNqhaY83WYEvEKJNLlTqNy2CzqULGq3Uf/fmD78MwA2Kt38v7A6zjF5GO49q19wXAERlcnib0OZnM/I56u+0demcpweMX0YQ0eMkyM3mx78PfuP89XmPZD//rHV3PhFfdvfehB3ccW1dNuD7y7WPtgnJ23/nizWMf2dl08Y2aycex7PAc1GgO1aAG15jRL9fL3JybAzLrX3C1+G3V9tDbkjnLgolzQo34rygPqylGIbn0Kzw5QscoGAp9Zoqb4U5GgdeM0P0T8PMIeVFdiGOMMFFGa9PpLBpp8duM1sqxFi1T/EdGa+F9Bj9n3pc8KfgY8Gt+3D1vHPkYt4BXnrr8LvEmotEH4idoFtOosysUNmC30e+wrIl6z73dtGt+kTghOg7JlQrERuJNjaZ4I5ySKDFNSknxQSmHgYNeisTwjkZD/sTvLs5ItRZOZ0WkrJQKtEvJb3ocHmFuey+/Qb5BpUAOZE86nRrzLMFNg7BmlmjMyet8f7LQ6JWUz0LtdNMOPbKZE8mrRVlgKQjGgeLAckVb3xz0MyIEJBHCQ9lIyDdoRkZpagb3Da7+8Jbahm33jsa3hH5XkhHcZHRrWc+Klasjt7z8kb6RB18+0nntqga9nPwIZ9NKHQFHy+5H1219bGed0QCdSDxYZIzDVdymdzA6K6cY/MjXb7rlOw+OGFwuzlWSBUKgQZAAtSd8SiSLaZNfgS4zwFQ16cdOQbYo8PGFodScygmgll2M8DzlW/KHUgOShFvPFJ18nQzJBIE6s8Wtl8L/ZvRus8VjkJrKhH692FS6J/9QVtFt8FOle3HucADN3QC4M8h+9TNy7SQ/SySFyqmVS7EDpV8tw78Q/eryLyT/KBHuJEhvLUg/lbzenuT19m2LEBtZ9Ps20HeVxokoK+gMuPwm/AyaRxjYhHk41L5JM44R9NVCvTVx4X3LxJ+xNm7qtSYjDjQZlPfIGKne5rc6wyY54o7V6uakML76muFqRqFWKLUmjdHJMkqNivU354gflSZfti/yfjSfRpA7A3zE5plYzNiY/irRijIeBaEHRiAntuVUwBie9CpY+yRblq1Q89O+lbqQwNG6IhGHS4hXxHR89JZBFL/vl3I+i91vUtHFmxdJeb9EY3SbrV5OhrI6WfHz8LBEKiHNDLJVEkF2gr30e+kiaRTr4DfRKIlHJQo1qygeLMqkapVc9JXEjxCdZsx3Dusso5pERqk+Qe0s1bkxCZIlKtzEj7Saokvvn5sezq26/cgRkN8u/faLtzHC/gyep/Qk8lmNoHem2hALIfFezsm8qoQ8FvPWyvEnFnjrtseMCtIR3O7YpRWZWq6kpnSZVrygh+yGraxx8KVn+L6lZ6OBnmQ4t8ni1jFE8T7KFzbYdTKy+ATB6NwWi0vHBM17XdUeswxGKJhSWjwR+w6Lf07DD1+8U6lEiiUhj168tzz6b143rjlfqiW+4ayyKtxeUX/eRHxtRv7Zg1Lbb0/bqeQs/BZSGXv9pKLKhP0zubNSZUreQIIDolAW1gvLUgvI4ZzQlI6Tc9Ig3/RaD7qC2uLr4ZEQhARkWLvR7MDkHGVtelZajK5CmB/9kejsJrODlXR43S4PoRj4+KC3f6Dfe+mrlcRINWZt0T/61Fh41arVYfgnqbCAIsXxfcflN6guKsXXg0MvAj3RjETrRO+4iquZ1uzwzUKNaLOVQf6Kpduu9lteuOmm00daOm594abrTh3NTXv6b1i79sYBn3sAXW8a9BDO2//9oeGuu7957OZzDw53Hfv6A2sf2duS2//I6FWP7WvumHoU+xZ+brzP+XcRp98Elhq/BL5QMf5UaZyQgmMChkGy24301IFwevWJoOR5ZO8sIrIFCY8N/YmmlYE/G7Yrd1UWcEugfHHdFpfamMr6Grm7dtsDk8dLxh00Q5Wvy910Vc57sqPNkDA+/OnmvhoL8Yvx269KFB+qFIyEUaaHJ/vzW1maLu5zNQwIOdiOyxuoF5FMAiADGk7K3GwQ5VzTwJZElxnWLVNGkUymjTvq8IVSItmcLZRqrijSlgqtcNlCKzThEuECob0oUSvYG7eNeCO3Dt10+say7HSBem/dDe1qdfE/ylLsQ9cjg94NBqch3pr1mfxd93zr2M3fQpK8+9/u7DyyZ70/3m6QBIiBtcf3Iak+vGLD43tbOqYeAWV5fBLJI40QResZ5HgNMzXaKFs7S7RMB5t58KOxR9lfNjebMn/GdiV4jVLWdCGF86bMDypcMQLVi2ui5RzKBZ2wIo8iPyk1BOw2j0FOrtb4k+21O0uiQ4jIuvmuq5KOusEaWyzg0a6TM78zJAdyj360bThl4RjkKEiZWvGHqq6EtThSFuW3PI5gz852nGFpFZ5kLvxrq4V41dcStRS/bEnksK/su/wGcRHJdAAMnAEdhO5UsDZYq3bMEvXTQI0ciSony7S94+ikozuQ42SfdXNJjuCQR1XxxsfnGohofqcLT/7y8fMKdUbiYvOOj46nNw3WaRmaIBDMU8R6trTEBhtc0Z71E+t7q2o3HM1XjXXWqPmvyxhZpHUsHcpVm6t7129c31sNQ/2HRqp1NrtWoTVo9Q69zOFzGCPNwUhrIlCV7t7Snru6P6I1WjQK1qzlUHZhdVgNgbQj2hYPhVNdGxEv7Ej+bUj+buA6ASgk7pNGDaVFMeqkbbt8l1guPPvW10rgdpkiYZtGXbwg03ksVpdeWrxQAurE61gu5E8Cnou3lyV0s5RFWN3GMkLwguAzPKYNIo/gfwG4CQ4NGgn9KXlwUjtpm3N52YUu7wqlOvKN1ms+vXXTJ/c3IX0yWz2c1Ne9KZPZ2OWRcm6zw8Ux8OOHHr+6MT356C3EVCmeXvrklskuL0rI1xL7K/AWPz/ex/1O9H138/P2IN79FM3bC9LTwIT04/envCa33GRAoDwnV5gck0ZaRHw6FIb4WoxQiOGrMMtWoXCx7RpKbgq6vFVmJVX8hITS+N0un54hYYpA4VOm9zocHhXFOIVddGol+TWjTcXvsrv4FLlBrhILbRA0XH5XwqA5toDVOVlCrgQtyaQyNQvfzMlblCazKuDzKb2zhDHHmpUNk1WTSR8upc3BaVxKK83cksD1I7NWuNdlhKUQkQxyibIal+bEslrpDpFG/ZJSWcNOb9SsIF8jz1NKc9jljloRnf/JQF3Q7fRwDPm/xO9Iqc7jsHt1DPk2/Dkp5TDJakIikqxVEu9eopWaBeTLL36RHFeo8KhKdvGfhXtKbTNhedUjeT2CeJEGa14AfqIRWEGYADl5ypJOWdELqGcJ3bRZyZfVWKB0B4PK2GRQybkmuUoIakmkE1YzEiMvyUxCQE3aCxWVtRAZYsobJ2UVHDE1lBkByds0pC7icgWNcvoXCsUvKIXeZ3WFdaQaVhd/rqR1YZ/Da5DTP9Ioz1NyDkG/oEaiKP68zWpW0SQCDfBDJlPxDimuuqnMZvgz+C2+FoeQYvFJqxVuxPU4idqqL2Z4fcW1s4N8PTFxBphQ4qhSWmcJOO03A+znZUrXpFmim5SUFDbxVub7mEa8H7dsc4uli9XVIuO8Jgsys+KMktEEvc6AQUZdJP4XqarP7g2oaQV8tFh2AfBmYkSoGiKgnYSvSBUSitJYsL52oZw8gPxRBNSdAVpiy7NuPXoBFHV3TMvdvGOybJcHea+AQXSKd1AXxCLDXI2hFSJX0AArNyE5sONgIEIN6DegWVw6aHZRUq0K/nfRo9ViEEbsVXJKCSnVKIseAqg13TqUtbqcHo3RZOOIcx68z4hhNHpVRGMwWLhLNUJdZsPlApklv8nH0Gdybk2HqyPRQSpkplqlEg7V4jWOWry8UavFlfnaWfiXnBqEQhoAlQCvgoAmcb2tSdwp0SSuaDSVqvlNs4Q0p2dNXwO12lqi+aVaCGphbW28vWoW2nKaV7zQ66Ucv4n3t/5UOUSBRGmXHr9ta+LAxonSov/Z6MaJjLhjL4WsdyPeYYI1FrbCOXTSDOtERCKOULxTZYTQZcSVAjKrtdusLnXzQ6O9B0djbYe+cPVRY81wpnVLX41SqpRRjK1j9Y7aLfesDH72/q7tHa51K9r3t5qVSolEqVyf7Qn07GgfnOoP9NSuqLOhsCXVWjQWh9Xn4KpX3bzyrCmWjfSMd3TxWJLnL32TLggZPt/9wz6wxDgD/wKtS37/xQnh+538+EBpHMERAQM9gca/Tx8AVXgHyynk7+SeenFtqV5ca6oXJYI/8xKpn4Vv52yGKF69j7rxblks4She2Ypq+U20hDwnAwZ5fZ2HohGooJ8N9tt6tIMZdHuCHuIDGhKSKVPexTInlfJqVMiwONYJHrWE8xnWCXkg9f30tgcnon09PSGpzmbQ23USlI2h1FEnDQ/k8+Gt960Jf9lQuzrnbst1h7qOdratbbDAX133/J09bLApco1UKElJ6cZSRnLpF5FGn3b4jmeu6759e6uuqiNVfGJ8Tcu2I7wvWY945iZfBnXg3hN2fm1X2Lj2mrhh7fUZvAFqiU2ob8zffHr5N8KmVEKRUyXUUG35lSsnV+Vd/llIzHD95G9r8MqnTJXHRW3JCdkQxl/RAv9W3o54trz9dMFWY4kAuCTzattugmYsLQNrE1sem6xrP/DEuuhoV51ZJiF0Kk2oZVXT4Vs8uYmWzOpsVIm3Qf0f1sKqLAGHLnfk5HV3vXhTs9bqNas5sy7k8oQ9p7+85o61UX/UJ+UcPF+Kj/B8GQaTLwApPA58wAUfyqnMSrwLPxj0M3Ugh6llQ9nGkUYi2Z/rJxr7G/u7WxHFz1b327/JjnTPQnLaJ0W0pnFVW1jqnphANnw2lcmk2XJxm6eZZt6vuH1FTmQ3NlsNnL02H/NmYyyubh91+5XyxI57uj4oc0I+pmmp+vYu7sjX73oflgm6JPkJfQO4Dtx4cuem0d2z8M8zyYZRYJ+F75wMhTbpn4fvAClC6oqcdVO0sL832zTSRCQHc4NE02DTYG/29dT2fC9Sj5x8/RCwk95B9aAFawvZz5sZDtoFxEqRjWLujAtIqVfPn8crBCjCCUGtsiLA84uZG4hDEbpTS7PTME/9jKY4FNlPGqgbeh8YWH9kwCvToezGpWdMyd6atiPdUr5gwkkVPk3rmkabP8YzWhXIjGZERq/KVvGMxpJqHljD62xu70eHDdWcSV+z4+NXR7rrvSqyfqCvdce9Wy79FC+64g3zhGZoY5d/7apL95VGqO8RhKs+H8kOJdWslQ25nH6XIAofLwqD1qJTWgJ2Xs/v/MoNGYaxd1Z3XLuyhmYUapUop1NITofBPSdXD+fWYTm5gjnjoa8SITAJlEhKRrCD2PvslBG9huXPE6NIvjVIbK7hSQW9p89a2NibjYxEiGRzrpmINEea6+Ove8bzyJlKTvUNsYP0IJ9cVsoqK+bSF8S95tq3Uq9py2Jbqv73d8hprmQowRVDNCtG77HZfGa1pHjnAmF5E3PCuu62v0JYcBWjs3jNFgTt1Jric3C/Us5v7CEZlQz+oahaKLDGVYm/RWAXfwavl6tkJMkoZEqztvhcMcAaSvZGv0jvBzeDW2fA4atHSCzIfMOIGqUw7+QU6db0CHod1gfXY0dlPJwdGxkjkttz24mx7WPbN635Vf/R/CZsbrJrh9Lmgro1jyyVOhUb6ixIe/jiFBJgqlKMc2tyeKdmSvv18xe0Z1lsdmXmI3gmch4XD4wVwqLEKqQA5eawyQeWMNFg1Mevun18/ENj0V9ibMJqf9nQY/LbDVJaKiEZtT2UsvVuyzkPa3SUTMUctsQ6IuGOuMWZlNGETqkKNJbtseT4KmMIEvGIIUrO2LqiHfvH4vHVt63ayLBWzu8uOg9skslltNqsc3pVKgUTGDi4Fb7r9qNknOlvWdNgs6d6qhpHU2qdpVLAgnPUV0YeJOBGsX6OYgwvv4+BT5wB2+HDOfnEioODu8g9nZHrsSi9bOS2+7Ao1SqTakVEpYqsIPfcDWqxNJ17HIUjPdnqkWoi2ZZrI6rbqtsyNb/yT+W3fHPVCAInMCffNTikuq9wmyn/ABLrCYbHKlig6cJiN3oWIZjEfLGaMlqhrv03Sm4unAVDcXJeQIOLbHYZtaFfXF6qntiVpGqra+vw2oWA6OvyyFXCeq9Prkg89ilB0vorqtNVV5L0WM3ykkYxUku1lOMoISkF0qBpl+2tc7wCMFfSMYxlNyNc9kl6HwiCDLgv58o2Q4UtgzOQDN5llcH79DIYn2YwXM3gwApAQkBtCRGsJUSwlhCzkoQI1hIY0qI0tEeRCdkoNUo96GlzP0pnqJPqId5zF3hAm11w4olHtCVHXZlmYEHOVWzKbptXhgbykwxr1+ODlL1PXLXtI2vCqa0PbRq5I8foXRjVyj7X+aGuLMKwCNO2e1pzPSFLCcIeHlo9dMeJrYeev7O3u5NQlPZjX+pG6HXr0VzX7ZMIzXbWCNh/AvHrCZS7RUEt+HKuKlGfrd9fT3IY0XNufHyI81TjfY3VmF/C4UI+i0No9J1TXdHPRgl8bO4URvy1lAh/KRHl8p8V/FVI4yjMQY+n+t9upR6kiJco+AoFKcqe+Gmw3/ybzeopNaGW/cY+JJYY585ZCYnBz6IC3OVPGPJJgsTnWdbroc+hev6gLEM+EbJcmnb2TI3mtvcllIxCQhIoKtSvPpDb//lrm1oOPLlt96ObY58jbzzcuqHNSxBEyDNww+q4wWpg1BaditMoFRYz13bT7E2HztzW3XXwE2u524/HBycbhLyK5yGfb/nEPCy9xDjKww4I/itw+V3iGMIRLWD7tFGLkwY+WbCJuZatlGPZxCTMJiqgDfF8OlkVmL38Sk6nZeFgQF6o77UGC8m8e1Cb56FDCrul6Nn0W0JekD47f6F7nrcor2/N+SdhmZs4RiFLZgzOiC1Q61a/LFXIaJ3mZVw6NCMAcItQLbjFl9/X7+vw4/KLhjOpaZlCZk6PNm0V7PLib0uBnDQIbmBi492rIyqNkrMJuhdAeKoJ8WES3AD2zlRVGfwJjHgz8g1T6DozajBkdmCfrQBdbRn5gakNFL0HGV1Ov6V/dY+z0N8bbyp05WsH/Xnt4KHKtJJnQym7PJvmsW76QkpY2qtY+q9ILwWr/OAsMolAaZl0VNKEzBWno91hqQ6bMctQMoksnawxta2Is2cEt3lmIUer1hybsDamIyY1CRnWbcVfi/Tn+0JbP7wm/CUjTl9b27tDnUe72tY2LpW+Ul8jScR1S+1Yw7Ji2DxxbFWEYhhGLpUr5e+b6/Jykl5H3wh04Enw2Mzx4/ufxPI5dXTTpv512/Ddfm5/NqrAEVfW7+7fj15HwSxhz7nqjt169Mn8Jwsf6ZnadrRwLH/94NWD6/Ldg1mFPEol1diDNg3R6HI62R/oGS9YenkBin5UkGRKWClOiwiYj7QZ/l3YdiJIdAH/5+S0oG5g+KtF71lWC4SN7qUw7oDMN0oSCnbyBQbre/VYojYkUaOa4teBkUDDvEDvWxNO8yrS3RtiOFyx4FVEjlTEiFRE9xwyOorVPFdSkeLehcriz+/pre4wyJH9yVVSgzts7W+B5xcIkPBumbhrtSBu2SJxby0rkEwoTcqorwsKVDfasG2xAi1WplX4p2tkFDJqzu1AHmDH1BrRx1EvIZ3ZAsZmenu9437su+JKI1YS10qvzqsDmXRcWljfO54fKWR7fMZEIZOPDNoHlbwjEwWPvdnZ9Fks+DS/iC3a7xzT/y6JeeaGqZcwE12Iia0vC9b58l/J+uMBNBrtNCCsRdJat12KmfE3M3HL3JjIT4kE+cp9YONMOt2At1G8M7Pe6ezEZje9L9aALs8O9XZOchYtTk0Mu/o39YQK470NnYWhfOtgLG8Rs8s574gTy3NpYQkTs5c/yxpYvgDwt/tI4dslEoGPesZYTv95tv6trrH3gYF1RwY9lisk/X+rPxTqCeV4Lc0hXX4U3D1zzz3bjm/HPm9qfLxtaA2OV9se3VbL+742Zds29JqK4tqow3XToanj+QcLt/ZsXzNVuCm/e3BicChvsmYGA4NJJKLT1n62p7dAl1weXnJYzuEtdneLvNv7lm/+r7k5D1Fcwqv1PtC/7uiAR6oTiq7meF+y7UgXkiI+i8kHv1jD3+XZjlPmpTzZByj8IJcml/29Lo2Pg++SzyI94MAq0HmiGzxPXAPkwIXsb9WoG2uAoT5ZPZofKrT0uqsL9Rq6Ph8ctPBGd/6ctlCS64XUz946f+E7i/eukB9AGJW1TAdeyzGQz8qMIacjZJLLTSGHM2SU6a7A2d6ru4zVfptcQhGIvaw1YO9uIhirhfq2PYh/QtBuD1hkMkvgvZor8UgIKlKZXKE1s247I2WQq7OZBTyMff8ofSPCvS0CHiZuQaO8HZGfRT4si9e2FIht2WYlZhuX8NrNzfmGQrhXaS5487pSHazEsbOIZReW2cy4yOss4s9nr6xooQ4vAk8ozzW6wpb+FswMy5VI34xJ51EsJ/r4rTzhvH7Qb/H6cRQcmFmxInYD1oqZ6onqvQgO7X9WXo1eGRd22Ec3xPhI2NmauSGvoenOQ4VtvRvyawt9PTF3ptCZTw+WVKccCZF7PldSoFI18Du8Z5jXhOCK2vSBGbecttFvyUyV2mbitY238eKe97NoV8mgIxY+XvYgZYz5kDLSBOK/zhK0dTcj/ls/sDIuZ7yqRZH0CroquY/X1R5BV6kzJV2l/wvJcgfYnJO1tFjMq1fv2Iq1dabPbA7wQXdH3oJlaEtEAlvzGwsjvfl8V6Gux6IMFBJ512BJi8vyq5AdjrbIkbMLIu7fIahFak//1weVS1WXaxGO6a7qdiAYg6RicEUsfa1YKstYxTIyUKsXoxlVhdHwEkA2U3xE9Kk7wZoTa0SfWoMC7E6vd+e2FOawOd/RltRfvQ0bSn5TYbg31VbI5xsHo7g8ZxkR4mdKNBA2nRb4fA6FS+Rnv76sZZR2JkFh68zf6XMtbbtG9BG/XUGTBCWRS2SWiMsRc2j+Hh/87sUNh8bj6D/JFFqtVmfTMjI5F+vrI1v+Co/M81j0Sw+AG2duv33jRzdh/d3jRdzej7g9ij6k4mOY1e4HNrZvbE9dt3/PivRDH81/uHCkZ9PYnsJ1Gvq6/OTg2sEBxPLTjSPxfNVcriZGN6zkIvPPlfA65v/CpLskBXoZ3rJL7sP+W0xjsa+6pMI+x1ztt/DMVzGsBTGf9zlYfsawID+SQfLTmDxWR8yp+SvcmohTForxlaVFc3EwX5KuRqfB0pUwEiTeOnLFX+3jSjiVvoDi634wNdPVlWjLfxW+A1YCAxEEEuBHSDWxJ8HMEnufZRPotdI3S4zl7JaNa1c2Frb35lcWNuaHB9vyVYMSv9I5qOwDPaUdP+XCUhmU8pD0rdSFsnDnbzgXVo/KuTb8u3IIchSzHK8amb0Ws9eIV43OwCmlXMrxa1MaSfGukmAIKaNI1iWN759J1IXETII+gEcvfm+J1SLZkstSf31KIeYQdmSDj4FHzoC7iL2nHti0qXlPC84k8tGoMcBXvpr3Nj/yPJLWnRgd5WTGG43N6JWXY0EFwNhg/k4F/eG+m3tchWt79+R3Ftb2tCTyhbF8x2DdYCDPlhO8uZCTFZO8uVwCCW1+NrHcMYK/OV9YJkDN5SoL1ERql3Je65wg+aCFBKlMCIL8wAnDAjsUkpS6kFFDlpIUuBIvPSIlMsjVaqRE+5WKpZce/6YqyDyLRCqwMFlZUscqcPEK0Dbjcvl65Ng7r7D4sEPWZ9KJgR6ukO31CQUSS74MK8qQ4rxohYG/O1WfA8t/gyXxObnl77AT/iDAHPY6DCZzsvHxZMLlUvDcOLU5kWjZx4Ovw5uSmD2OnlzLtYg9O3o35a8qDPYkfS2Fnnz9YAWfFuIv/qTHMgDs/zedn0NjpKDYhr9TsRHbwxXZt+X/ouYuUTAs1UF+T32Jr9evO5Hrx0UO5aTPB2onJ5U9a9MAezCjVjmMIELOsGkol0/nm5qMsYK9tx8oC8a8hF8iSwlALZsV4gmSx1ksDl3pCOEVWVy5kFFi8vsunMPdixYuevf1B3qcSoYkJVJaqsfrHGm3Bj4mxdtT3DrpL3GPB53mV/V5Y8BuYNA3UTKtM5Iw9m7POcj4MksbAhsrV0J+UGp49ANxrVI+UVoPd3i1apkkMHBwmMBdZesQDr6X/AZoA8NgE3glZ9DFevE6Za9Uid7cWg4O9qazs5ffxgtCWXGFEl1fexZ/KcuMoNucSqODgyM2SpMk0wyDV9+0/OrRSzkVuomlGZuNSccovOKUq8VLTmvxr1jr1qL/trYqkFOga0CTZMjG/h8rx183GDY3kr9uyVe5O37U2H/Vj9wj4lHKrNAO7wfCAks0fQ4vNfHr4IlolNXhBfAo+hstvfEV2yicW9ZWozujCwp9YkqgsAEvatc3zC1yIzQIhV63BkGuHF4EV5PiJ/JeTnObz56auHW4YZtNZ2qv/23n1Fi8ds/nDux7Ymu11lPjrkmkAi5/7YbbBiO9Lqhl2WJxciLZmzBNXlWTT5jGN43+2h0xy+68fmCyzUYe8rn8axLDN4xXO4y6uNMXJ+SEp3Vdc9vUqppAbl2tp60xbbEMVrduDgYmOoZuWhmTST3FtzbsdDf2hdftcDXkL21syhJSSywSNrR3OpJtwjrXZiTbT5LfBK3Iw/dPp5wrcBoJ1GrQg9dDVWEHGGvsS7WtcFK+drzzLdaPYDZ5yjdo/i0tsFxYD+HR9YWzvKXM7f2ZB5Rb4bwDq4SpvBi6eH25Ye9Te2u2jdfrpThjwQW6vqu7cls63JH+3t5Qack50tvdGymtYS1adA7se2JztUJnUGm0eiVewuAsnLV1cnAykvFrhu54euvB5+7oZQPNkX0y4UiErPgXfhk623379hZdpLMG+ZUnUPx7kj4AUig7ydbCqrkWleJCaEXvSrGXJfI9JqcCL+kr8Jq0Aq9OK/iFaQX+mhzkcL9AZxVfDD8d6/f3lMvfSH/L3QGFLaeZ+U0MFxZOF9ZYySfnFTmPdgleg2NKG057H+xbf+WydOUu01KlmQB3XX4XjtIJYAAe8JHTWd+Ib7+PNIp7oud1e+H462sLusIIXWCeJw4AOzAs125QZKkBselZuQv3D3bNwrYZi7aP588PClFxvV3cvbB0h0cORzu+ezay0baFDOCqm5ui+N9cyeDOUqdEmGyqimTQP6H+okE0X+DXyPfwa+R/0QixBukEgokviGeH4dszcnGCy50dXjSJit+N1I4kkQIiP3sPssXHEY/7wCqwBUycAf3E1PSK8IZZdFntbENc4S2TL+grkGVua3P6uvo2jWMerRuK92UWWuYPUgiI8X2k54zz/AXt+QvvY6CLDu80zNFSwVy64p68r3bXp3fVbBypMTEEQdEoSY10b+/Kbmh1ert7+oPrDvc68VFtHOr00Y6ELdPaFSqFtEvfQAKpijY3VxFd+B1/EqyX1bMatV7N2pD1mnjr3Rqo97PNO+4ZItIl1l36edOmTj8bySaJQ6WxsihL/wBx+fvFR+B2xF8/SIJjJ0dSuEc3v8UZXf+ANTFQ2gyCm3djlQxg1keVQPy+imafgqaWu35ikcgtFpCKY62NI4mcDLv69LgIJAgD6a4gBX7vg6C/SHvpeQ2wjPMPSs1T5FFnbnuvO2aWUZBkZIzEZ/IknOoSeuBKDNRsP7IyKpWrWJ0K9+Gl9bF8H/nPSym44NuOIt9WCx7NKbP1MFIDa3I6OFQze/kVnrwacdNMDaZfyV/5TTM1zxMh4AVKkQtK0fUpRfYoRa4osbuzGmMxgJkiuD2jV0GH++w95YSQTwLPIkeX0PL7QlKvlSx74oMdIBcSNfLoXKJ250Jzgyul4q5OmQrv6rxGtXRqNef6lk6HSraPeGYAOb5X7X6+V+3SrWDntIT3ET0lH7F8b9rlHcXc1Mo+iH4Fxe0V4Dc5mw43G+b7Ygf5rkwhviXT1BjsWdxZWegiV9GB+TflqOV0GnGvSmdK6JnKd0/lG6fywQtnfqdX4K5fK9oWN6oWfuyihtbPw7dR6NRCyfRAvx+v/ara+9t6Yo19sUFLhQZUtr7MiN38UAoktgDDMRDgmysFwmUio6N0IkpUF/oVIUAiL1TdFc8c5Nd5ce5jrO6MZw6V4yU+MG50aJnBB/oa13UltbHRgV7/muv7XHOR05dZEDkXj8y598OrRqyJ9nBNVxWHQupg2f6eRDJMgeM5jSBD/CbCjIVyWqZTNj7q4lTgvYMC2sCoWQAfPO5AXz8tAg5+7V0e66+y+PtKzMd4ea4fsXYev98fdpSYuzzsKLPx8aH3gR3zWIVYtFnAp/gsy6uIR/jc/Rdy9mwEhnUwwuI+a0ElDEphkIFVfGevJXqvvrZk71UMbJ0JOZRXNHV1z2/q+hwhxz0ST2vA0BQSlGUWwmlNP0rzCXEfFz7fIjItUW7VOlH6834H/8lXmw7+y7X7//Ga+szBLx1E14Yv29p2jyCI67Fld4/kd3e54S+uOXNsoOPmmWvRtR9dj/bdvjVTu+n2of7bt2RqN96O8AnPGx6f3C7u7VvB45aF4xdxPy40PsKPD4jjEoIZEc9YFY+T30c8xmesbsVnrDz1clHf5KK+yUu+TC5yUc7DXINwvIo/aMV3nBROWi15vqpPO7Ls+aqljlctpW3LHq96eGO4qz3nr1A7vcGmYyKDQ6MxvD/ty4Y0f7yqJ9R1U2fbugYr/PX1L9zRq/XW+optJc9K/bqUCNxY1RYxDN759HXdt21v4VAmUPz4+NqW7UdLOdNxPmfC/DqWsyGGuRRRbHxRubJ02Ix3mVG8h7cKpAUFrHiyxW/EJ1uUnnhRerKFPCc3BPoUrVEXpY3jHWjW/ka8h1c7hFHE0nt453Gtjv3gOZYMm6xLz5Q38aW2PbQp3NPdW4Ufj6JfKqUqzpR4Bc9FMj5NaS/v/CzqT8JmXmG3F7+Zl/d1xOf5c5jbZqbqYFAjKtZcw3tRwTSi5mmwgukqWk1iTQNWpHeBnCzaH9QY3H2GQSCGDx5CRMsZU+W20iXdFlYkCfF5QiKTSk0Ov8GSrGvyLXRagfamjEPl8TuUFAnJrUYnK5PJpPr4YMOlZxa7rTvqu0IaUiqXy9Ri35fRywXiO4jmPvCdnDIxkB0YGbhl4OkBuqKl65/FVq68YrTjo3rcglavfItX+NOcS+jrynd0xWomtnXFW2+xB7M9B//MNzeXY6ilzPHwC30Mop+XVT6tJJTxnzXIf8uuYDezUywptG/9Ce7d2m98XTDJcuNWsW3rBG7DWdG2dS7n+mvbthLfSW+8fTi5pjtplFO4LWs0u7qxqitlC+VWrBrNhSJjR8b8+aaIgSFJfn3LW9+XqMpFDOHc2KrxXAiqu/ciiZsser+LQ6jW5rbpfPWBYG3Y5Y22rW6p29JXrdQZtEqNUYvbixktRs6XtIfqwm5vVctKURb0Pno/eBg8/CJohD8Fk2AD4lg7mIKvzfgj3JG7MIRv0lg0+9on2zmNhmufpIZuA0NH8q7CdT2NG3b3DPx2bMXY5rGpMTI+Fh9bk345uLt/zes9Q3dpCpb8vRjqy4TYUHm8RovLURm+wFs6j5HQCVtEta/i9iniQUHJ8scxiIXsNFyR/R/gAMY+gmKUrjBfMnQe0ehwx9ibLPGOSLgzafU5pDjBkHnr+itlcGUJxlbsabNEdUZTcsMdK8eOrqz6Je4/W6pS6hmJVEJdxRpZhUJTKixWHr+o6Ynk+u1u5xLCa7qy6Ju2dAclEnM+2LF/dN7Ji3I1E4j9IH5P7KP+BTSBDTMRwPpios3FRFuMibYYE51yTPRLMb6UbFLFCr68Q1Uw5Wvmzt0UzmHHkxZPUpw7m1rmYM2VZEHsk2rdkbipZ3vOcbMgiQ+VwP+v8NIG4mFDr8lv10tpGU1dVVmaFTi4fB1XpJt6j74BbAfrTo21t6e2pzFBlmF7MAVSXvRSrR3ent+4UZIODhfW5htwgVyeH6oetOeNBUmvGKpxaRwXxhG1Z8W1unPijle8wLqgCA6vtEhx5dNjJVaRTb78vj5vJ97Az9fBo0m83V/zslD8/mbJVRejFcxZnpPk6bn9/XwRXKdY5jRAZRXcwy7Lah5PId6Sv6cTCE/9C99HqYr4dGmcup3HX/8i7jF7pqSD5E+RDraD1ulEuxZnhVGnM6rBnkdJ1kXb89poobkuj8sGJwNDMuHYzjnkT2BC2JqDWM4vaBsNfwtPv+A0ls5JFhMfkG8268XH/3ruCHr3Xeo/kZvdjGhVI1qno8Nr+X1lqg6VHb1AXXQlGM6355ub3flknsivVUcLdXkdIn46MLShwsyw9p2dwOsyKMzj5ZjyWUWeHXM2t4AVi31qiRVzzQXZpYyS+q6UFVZUss5iewWnCJLROMNL8wq+WCrG8AfPdOpf1feWV2iucni0arnIrgousnpWpVItx0cIS02pi5cXGTfPY2Yzsu2Pgluntx7qxDzeeFsIF/A7ruvQWjGzg8Hbg6MddUGjMVjXMUqDXRuPXHPkml3ywj29t+UP5TtD1o2FXfh8NjW9dgjvWTrVMlQ+ryNwPiXUpRHPsfULEUxgf4UM3vccz9Ja+oF1t0Jg5QVMZjNFyySMwYFPArk05ZNAOo+wYFldwX+G9YSWkKdU63lfacLz+CxRoN2rev+zRMvYxwc0m0px8/6K36cGSj5FMs77mjOCr6GJ8viveF9zRvA1tKHkayTtyP52g93TrrYR3sXsTu1W756Y2K0mbcN4nbqjBlempgO2cez1TduH8oNt+Zp8NOpuTDYSjSPAVgjkKWyIBhHYiGaYFeIe9klzJ0wT/ALpXy/OD+DM4GSlzFjXMt5qTmZEp8PEL2rjpqGJCj2Ys2syvsyC55Wksrw3rFwxxfw/js96ki+AFHg458rWQkUII/cQRu4h3C0+xCeIIS1fPIPvPCvkOC4RjbhENIKub/NZEb45yT9gUUyTXGJu4OJ393OxvpCCtvT5Uc44d+BTaLAowvbzFcW0RQc+FxT86+fq/eQnGZ3DYHKwkqHH+BJOqYhvSuSTbUe6Gb0Ll/Bl5crO4VXDLTvv3Up4y9X5/x3Z1BlYu4q4rrzUgfSW5w+vt8+JtYvhUn998gjiWzX4+Rngu/x2zoRLmS6+63zABZ3CjRMaRfoN4lU/V+Dkr7rys0Quv5lrwA8iYWGQhSEtDNPQG0YDrV7o90IPvs16oN8D3fyoG/rdMKSB13ugBx9mlLGGvMeNsigP7tovQ9DQg8+e4k9YQh7885XoP3rCfR6FtU8xWGrQxHMbRCf4ulBU+It7+YtP8sR976NC16Nyb665tL3ci4ogj0CCJIrn+MZczrBFTRW/Q9H4IUcmh4+TUUWKfI+Qcx6bycky5GcomVzJXPwn3IiLkqrl5BqlTkYiBSbQm+ySVakkfok7TxFShYCLI4jfA4jfCXBbjnXX4P7+cCiO1bI5Ds2IuGdxcyQzNIkKaCwNGaEMk16FC934/7QA2OiD9QqocONapBtXIBU1yUifT8E6+thyvVF4wEGi/HADzAmBGRMBY6kZowIu0Z/LBue6c3VKuZDL6TMoqP/8IaUweO2OAAtl0Fz8ixRyIbfDp5dT516h5KzL5gjoCFnxnWo1p6RJ3OBqsvgJ3OqOVnJqeBp+Xs2pKFIiZ4on4IgEP1pLodcUN/K6WDxOHkW88YOxM8CGiK3DemSDERs088V2Mwyq69VESAatOOFuskJLI+acBbr6LHKuTz5AjYABsciNn3oQFVQAq4KHFGht4OIwBIO15T5znLDxV88Q6RskNSmrmyUkR2VasviiVOt3Or16GQ0h+baE9brtflZSPKVlaSViXIbSyckNBrOaJqUa1aU48QNOQWPfxMt5HQDED8nTIAqazwAtosWInz8R5J/Wk0Bfr5V1yQhZgJ2FxElLXhPiS50D5SZeE+eQHosl4ffp4IVymh9KpGrppR8YbFgF4f3FW7QcfiYcQSlYJYPHitfBz6EEUdKDm3bZPV610WjRErs9Adx6UKI2sm612WTVXnqM0dqEZwhsh+uId2gn4IAH1AFLTmX+jrPm3H/RkA59W3MAP05povCDwlL7qSuepWwkFxRiiXeqx4+uWPWh0VDV+M2rVtw0WhVgdZfeZXU6xHQde5QNtddU5yJ6bagjGclFjeTXRu6YqE2su218+LaJ2pp1t166w2u3e312O0HFx7MBT/N4qma81WdrWAUI0EV8jcjRNhBDWefANGNomoWrZwDelTQL1+UcmsCjbrfN8JA7DpPxXJyIx+W2R8MHGh6RHyIPitU+fMq8wPK9Vuc2VwhrsMs1BQuWS36VPcGInM3psQYmmqoH6l3hgb2dK1WudDDQEnNKVTp18/bWromM9dhYuDmoS1VXZ/3Ez5VKhSoZiBirs1Xx7pjRZ6uyq3QG1mfn9E6zo34ocavS6DaGQv4QronuRbR+SsKBIGgAtdNyV/J5uAYX7eGHcyzgXHJ19TPeA5Z96oPpE/ShUgE4kxFbyGbmnXuWLLm3gRFXIQxC1Zf4FO4OYU/FY2abV2tU0xKtVa+3aunUunRufaP1oypXyh/oSYR7I76US0v+pefAiqjc6DO3KFV4Rwlpp3HrTvRWfDkWSKzY3RXoqnNH6r8Sj7lqO3mbwfIz0xaQBOFpMwjMIlo0csPjDu/HNAfIJ6rDn2QOVT5X9/xZ8fEUZRFUFMIkwsYgnhLCTFCMd33zsQ9HB3a16aPhoEkhIbEPYuThrKd3cKA/2h5UMAzKN2pVOpXc7Hns/pGDA36JgmXlap1aodfJKY9p85bNVzl8MtaM+J9Hc71JwiJfVQdS0zJL3fNwLSIiBu/NaVnXPouMDD9jPJD6hLJCtzJC186ySn3QDhBIm26yeFijRpLY0tJxVcbqbt+UrRkLMxpeApJ7wr1hP0LkSmcq6O+LE/8jcLw9UZMYubql5+BINBiEcVpKkShG0cXxeNxd2+nz99R5onVYl3oRLdcguwmAOOg4EUcI9O4ZG8vagrNwTc4EbNxxtVoWf8iNGzSYIw+7D8geNR8qPdXgQPmx5brKzv/lXgxGwzwRzXViIK6xcsWHdJGOmmA25ZHLpWpvtKbB/eijof49XT0IMd5NdXf5av0cQQGrJdRaZVRolJzVblErZfTDj/YcGK4K92ysZ3sGTOFaJ9YfP/Et+JzEDupBYkanA2rjLFybY6uCXuljyWu8jxsfr9pvP6jez+daBWHL4Vups3PnEYKlbMq41BbZ+rnNh/A5gpKQkqgJ493rlGqV4rBEbdMbkCyGFciOh001/SlTjUFGE/R/qHVyQqW0VTkazXaHuZhFkqGweOC/mh12c33DWJ1VKpOq9ILfrYJ/ISaRDbSAQXAVuPdFMAq7QBjo4BgKJd1w/HRNFL0CttZZOD7NgCFs9jawEq7OhQPU8cz+8OjxnGGFgTDkH9LEGbIe4QKl0p17qP6Aew1c81DODd24iZxUkXdfD7LRicIBQYoosSj8YKKQERuCnf8p/7AQvsnUBb7r5ftu2qtftGcP/WOW2LMHxU/EpEo2oFN72lbXuRp1clXQ/Uh8sNbu69s/kN/R7qwO2d0+q9HibVuTticMzyoUX2lqsEVsqqZae9Smitcl7vaZB7qiTT4N9ROLkYua4/mUVaWUm7Q6MyEhDMFGb7iz1oEycXe43alKWH3NJmMmmsinbRLa/JlkA+sI6ZO1Woe/uNvpJChbyOhza8xu4dkSxLeIm5F/TYLEibAOc9kOFEidNMDOhk3qE9ED3n2mg/TB0jayzLzm3KJDDV558xhxMwq3eg750IZGXz5CCw5VUnKs8fXJptGUkfifssY05nsTseKjpc+VLrUq7G8bzwjrZVuQHRD0e/zeMd+LwAh/DPCzZtbwB1StMxbtFD/vV0t907lFM2yo2AnzJ1pjNZTmZbBqaJU3Gfd440nP3MwIs0QqIQj0drrK6YxUuZA9Epf/E2UZSjQPL/IrYZRdwB9PR5QAO0oTqIbWZ4OOKf0T9PXYk/BzOVvR0Zjifznv/ZaeFgS6WL7eGDei366QSmQaAxvwMxobh6eq9CYSHl884SFeTg7XOyUMo+S0dhNJk7EMUbt4roK8tyB514LmdgWogffh5y8glhnRtE8hRCGHs/gpDHg3zZR9H1uSvCh44TkMFUGVXELqDeUdNBrIOSGxhdHZjUY7K6O/t1D0M5RcZ+VXVGXqz35LIa3QgVjxP5aQv/dHErmExERJ9bpnir/VaQSawB8RTeK+uTUzcu0+ft78vrnFUv/jwmnM/dq5XyX8XPI3KF70gNyJeh8KEtPxFhaL1Q56UMTQy9Un2g+4T2QOtNRHUlORg6YKbok7TxIXMujvFY1l4WcsdGEDhLF8QuE3aKa8wGvr3J1hicbKGWwaJlXn7Shbk8XnM6U21vStMtvSiYS5abhGv7xFLfxMmJXoT0c63pCwBy0Kf+tYo6grRxD91SB2ws/O+QY1sKufCR3wm9xTJZKF/R7YM1yZ2DnisF84ggXAIUrqG3294RKNFp/Hktqcbh6rmecT+vCMjy+aMT9XAnSj2P4UmiuHorv3BaCH9+LnKCCUIpNbHtMc8H1MQIcf7BEK9cRTkZFr8yNTfd7Q4HXD/df0Be7XBFrjVa1hPb4OryL/0jk1FgsN7uvt3D9aHRnY1xfurXPaa3urq3pqHRsF/7QXvk18Cs0JY9eGaVdSjllo4LGrHhgwcJUnEy6Ktk1pryvDV7wQX1gCvi4wtDIXF8PX7MZWa3VV2FTSDFpt1Hqt6S0tc/A1Hwv3hP1pDF97D4xEZZxDX7xE4+76EhTLC9gQEHNrkomRPTx8jdZ+JRYX4CvGhIium0S66qYdigYBEybgPTmOUzSEHJTaN1X1jPlA7SfUh+jrBFiY5bdllGHh/NMnC7YVGA3MQlwomCrS+bV1uXWNVk/75jZLrDpul2iMrMciIEOPWoFyD4wMNSVaoBRhcBEc8iBdIO1L86GhoOvwu3xOFTzptQINhoRKq/xs6IBXY3BOGQ7O7Qh466wuM78yvYSG8w/Wg99FgJyWKpDP1qAgb6y0VXNV0MepPUYGoc3vsWY1Q0tohTnsKH5hvor3usImKSWVqE38PDuIr8ECmmcWP289A1eecle7q5WWWbgq5wDKqodeq3mzhqipf9iSoQMH5A+9xL7CEqzxYfpQ5TMMJpZ6iEHFsm89yvqoBYtvQq6BaCr4s+vq3M1xl1JC0gwld4TrA7G2qra+bMSdGU050yGrgkZfoSVGf8KVikaz/dkq8nC0I2ZWaDRKk0HFKWmtTuMN2T0mUzhXF2qJGmVKlRx9hVXSKq0qYnX6zMZAG6bXh+h9mn4KpED1SeBzhbBctJxG4dofetyieJzbH32CESz7HH/Y6exbX/t+Rb60ENLOg704gcVj8GmJ3Oj0aDavHFYoFMohiZhv3Ic+Ke5zV1mDEkpCE6TWaEYRmNqwEQYxpP0QLaUpCr19iAe8b9SkNJRCx+vS14ibaT1CA7ETMp9gHA7sN1mfjIxMmabcz5TTpXKr0yWSpYrqqXFe8ZS42eLTmVR0cjLdPFpjlCB0pbdoJQ0ZTz5Scqnl7CjFu0g4KBFMQlL8Rm9fIgb3lj4L9ToX8W2Ex/UgBNLTOo9rFt4zw3mkHhT11ucUjNvjUVmnVAfB1P/X23kAxlWci/rMKVvOOXvq9t6LVlsk7apLu6pWtVVcZcmW3Bsu2BRTXMCmE7i0JCS5EAgQqpELyJQEbrjhJeC8Gy4hCY+EENIuN7w0bkgAr97M2aJ1BW55COvsjrbMmfnnn2/+f+b/88oeWBJWM1oJFfIaoKOwepW6mA0ArupONTjiLr2N1xDkMwSt99rtPgNNPEtRWsGuN9olFXEbTlyHawQbpYczO8vrcpwGnVPSMBrwZ1ZkNRSuVHylLIOvqzUqAtY3DOemRbC+CWzRc5gXHMXMmB/qVW3cDH8wE8POgJuOGpkEQ8+ApyHNun1MZLuPoRzbxdKUpYT1/+eyGymtBOAdGfNSnwCFbJmpOjkUzN+UCxQQhwf4EAUEt9XslDX4pVcSWkg6Vregevx+FeDdVotD1BC7dhIa3mawunhcdQ/+71oWLr+h0LzyChwiyr4mwOY0OlioUlPPf4tEq1e1Tvsx6hO4RloH79GDtSKueeqIRkObZsD1xzxGt9aonwE3ZlnaaN9u0PLbtRcSFxcm4lOTTigjPC9QGUDMBfIvy0kwn4hWmBw8IAffUgPOaTVDViPvwK/BVaLDbHbygMJ5HUNqdPQ0buT1LImrWSZ3EQ5uVtOwUxlZwAq66YfgA4qDMpQ8jgngJ0859fAH886An2YZrUf8smUb77ubuhCqohfg/+Uh/MEpBkDZVzIAQl2KBEsZph+gFGS5G3goJbT6/XcZTgGDlYJI8+/9XckNo+H1OrXRYKZ5XmDAgNXGweeSySLb9bmjVH7ticPl59PgNeoyOBUbMRuk3SyzV3hbwIV9lLEHy/zcemICJKzoANdcztS5fB3gZTXJWIx6q8ypj2lwzmc3e4yCJvc9cisjQDZVs/S/aUUdMkcyuVX57yPd4M/Ua8r3edDeM+X7/iAQwr6VFKCMa+CX7viUb/2NmqJtRr3NIGheoUne77B4zLIm9yL5g/y36rRvayWdBrYAk9t55j3SWcNe6m24TN8nnHaPBSngS5ZxNXCqBJPXbPdxuOaYRifa9EYrQ6hvphYxnIZU60Ttv9FweKpogXm6dH9/KdyfI8sXvusPcBKA37bm076tVouOJzt8HEl/XyvAOzTaaEp9C/U4AzWGRifBG9Plv+0J9F0Uh0uqL5fdF7VvgbAS9p5xGMu8AZvx3N80yBisfovTy1Had2nR6DCYrDSpvVW1U8dpCC0n0a/TyH7PCMytRTnBH4Rt6IFrpIbDBo97Bqw6avQwHgw+gPcJtWJBcGyUF7VqNbzRM3VjoQKZwjZTV1kHAyCpWNEi2xy0hn2A4gwuo8Gu11EPMBqt02qwCLT6qtwWcopmUBcb+F9rkJSrtepf8wbUKKz2aO6+Yh/gb8E+QHVtOuwQpRnwwFG7SInCDLgvK6rcorgXexv7A0Zg+xiTd805a3taDdVltQfgmMEOv/d5WsXYzRaXzKpv+gc1rLTJYmfU2u+oeaMzN0W9hmto9bucxKhQTJDpJzQQFFSMrHsXFuO5+aUxSFipfqgrwljdEdpl8j4LxuFfdGAiK5sC1jfpLG/qoV1vSv9CACKMWnei+v3Xo0rmj9fzObby8yWpgEnJOlMiGGXxTFg3LAs0JsOhoDHsJnUWWTDqVGsmaudn6tz+gMEXMH/yG8q7abvs9DrlxqSaUeEEHL2rL45UVaRTAsPnLseK7Ut4IYcEEPUeEXwWuL7fiakwGezMyhbC+Sshy1t6BN+7xl8wgAmuOWt9lTqdwlOqMoshrDXAH3O4/QZrdW8iPdjW4I56vPaAbK/pqUzPzza6/eGTC6kbWEYwJwbrXMF4sLFCp4VP5tc5Q/FgVe57c/oNnaljMBbTo+yPO46qtASKMfjzEyBPfGX2BTBcPLmWO0SeKJzjyU0XxnU/dXDucy5RPmfNOT6nv7KhviLaUB/NHaMCddFIXT38nJcwHNCzfwVvUSvgmI1gHPybbVBAYTZ+Vh4OjAiWDiedujIDz6slu8Fgl9Qi0Bh8dpvPoOG0lrDLFTFrteaIyxW2aMFFxf3DxDOsxFJwULEfN3iiNoaxRT2emIVhLDGlbd6ffR8cIlcqdXE/hxnxNZgbM+ANTzFCBazZRgxWS3jptFViiEidq3Z3qnmksQQVEFWy327zymqt1uh32IMmrdYUtDv8Ri1IozjTBPyFz7ICTVEMz37idoTMDGMOORxhC01bwnD+rMj9HMrULzAbRh9mTHZMeP1E/kBdQYnBibH0vTvhgkC8ntLJFlk00YA8yJj9VovfxNziSsVjlh+gmRklBQLyPpsbWTrchbVb7m1wM3EnXCcnMM+0X/8svgBKNIZffox2RZMUjyVOwK9V7v8sUYTEs1fmZtQf7jDqj7Ab9YdKZxKvo3SSRVIqdzVr8lvMsHKE212J+qTS7Y2ha+zkoFLdV6FqIBUWEkvVxbFnZz8s1DWE2aYx/Qx++dO002cZoHgoyycyJ5TNImev5SmddEb9Tn9+Zr3CnnwBFB4ry1pjiG++COuzFfYPg5mmMdXM7AtPsWAQjogBDFUl+mI+r2dpQGxNtDbH0b8L5iXiXfAf+gyQ+y1BU9+C8qeZFigMbXM0FdqzeAzhm6RO7zBYPBKpwidInew0WNwSSf1Jx6PZV9apLtfxWti3epSfwTWbwo+QPzrf571AMPDzzG6RJMAfIa3Z4WeLBPUIyhimQkuuBUruMDhu4Od1gaM4XIJgPMYdxdTM+ySm5HMueDuKDk8njsclMbdCgv+B+zQ6uND+e8jpCgadKjGfj6cL74Sfc0JSE5dAubsVlc3+FV9G4vh7kgojsS3wuw7mHoLccCPmw7xZA4H2BhBoyzmhOI8Jg4s5iGXQ5jBlczhQ4Qa9ZCol20JR4iEq5u8R/GHlxMrlFOAcFskqs0TtSL3d1TBSA+ASw2iyCzi16nu5ZW/8ODf2CisyFFxlUOt++JOf7djx1k9fW0+qVAgv8gx7GazTb2GdPFjNcUzK7wGRCnt60fUYqpuEkt+g3QqYlc7XMVqdryTyVReBo1ZKp/DimsFklMBv7fXDtQQrWyWrQweo8RUrVpC4YDcZ7KIGX38Rbtnxs5/8cB2lUeEUI7LfBw/9+A3w0Pe0iO9UKvJEbgGs34FZHnyXPArbzPNtyNj3winICn9DnY8Th2GTYWg73Z/eeAdlZyw0WWn3w6lN9uJA30AvqXOaJYvMEJXtMaM53l6Bq0WrAS4GSPIL9+e+eWg69+gDtEhTaHGy8LFDR8Ynjj756EK47CcomlPaC9bnGaU+vuNwwXLlYQOPPYtLmIRR8AlvpZUKweoIb7xz3vZxEuAZU2V7Jc5ArWF16gDZ19szQBK8wwTX4hq8oj1uBu+MHzn0GPx62EKwVt8Ai6cPgaX3azmaIkhYwUefPIpk7+AsCeXqd3BheRU2AZ9fBp//Vnl+NTYB9cqNxDr8buqi4nxkC84T5sH56ES5KilqfPVpJUYDfjXEY0ky8yoTrfeYzB69FuSuPaUsGSSuKR1o+d/FR7mqU8sEAdbFj3JdwzXeMlizhqxjaGRxS+/bY2nVWEq9/G1nhegcgz/+jhH/ItOiwqoV7YurQcHHCpdMMVEqUaAL+Kiooj2lR6XdcnLRJCIXrcuewiO0zDJS8CmsEWTuq8O7eFkFl6YHK4AKiqnJCWe5itx7FTjF201m9CyivILVXBPZzcsyf10EqEWnyWznyQpgDAGN4DSbHBwFwjt5+eR0GBgqiItFM6/OHXV6lesjaMeMsntmcfljB/qrBgw43T4naFMXEy9/q/yxazJ3FAygOc0B2/ADMogtwEaxLz5lHR5qI7O2GfDK04FgPFFHBupnwKtPZ3UUOUD2c6jcbBkZbSfNHSh/cKy/JpA192u1/eZsoEaFVXSvHahr+9VQghyKU8O/sgZ11iH4425a694gbzhXF4BEcQcrChNmajjtV8GvSBRtT4UU6xngKT0q9UrxQV2eZXngqcuvAnlQ7J4PJP4O70HU4ne5gEpEXSOpgDP3W/hMcOSfua7hJYn/ovcG9LK7nZ4EVIOwFFgcuCthcggksB/gpZN3e4HVg//ca8/90e7xej4q9sFHc488EEKBgP76HseRkGLee0/HK1fPytwfgaBwxcrZ98k0WTOXx7hbyWPcreQxNh7mx30zwDhNrfxceYzTzZc/u+eqpy+uQ9f9MxfXHfYPXDo6uHNB2D9wyejgrgVhXL7g5S+Njdz+8kVb0PW2l/cu+eL2bPPm25YsuWsHvN6u2BBnP8JVZBjqdNe0iZnBrUcwkWVmQPsR+3KIpZnMyRNKvujyGAtqrpB5pC5QGCa4ija4TUa3gfkIbdZFeQxBBcmKUH+6JLVFyyrNRRPL7mCQVhUtIqv6Nk7hAIGfMresglr6ethGrVj7cUieG5+qCcAfrGEGP3CUcbsboMw2ZLX1opFQxceFhhnQOK2aULZKIa+12JA4S9LDQhgZWMnT0vepCltdkQCh/UrXUzSvPdmgM8I1vJbXAcO8sRrZXNVf07qmL8moGA1U6RqxacmF7YsOLE9YO3cu/Xe8SsPTVI9kk7RwWJsNbousfa95cqjLE8rGre6QG2oFI2cUdILfaw4NbOtOrdp4cfe3tXLxnFouR+yG9zuGLT6O1eC9Wd3QovBQe3hoKNxOoNy7G5/GOLlFbjHDEWrO0v2L4rNeL9U/bp4BlmlqKn94LPF+g5A/9KQYrfMbg+F69RzBJtJKouHS/qVCydkaRm1wEsTupgsf2da1c0k9q4ZziEqrYlIj27raV3d6K0d3D1zG8lqS0vDM9vaNvSFreijdtKqvmlZp1SROagxNiy7IjF03FnO3Lm/MbB1N7Bm+cUOz0eVidAanUbbwKk/Q7W1dXFO7NONVC1aDbBFUvsyy2khvrcsX8VGCzcgbRU4f8JniCy/qbtk4Us/iVPXI1jyre2dpshrqtQosjjUcjnuEGVx1NESSWGwGp542RgXP8rgtNANMx4QJepKcwAqBv1CwFygoCI6LCdCLi84WUBKZYqADEbGqD3jIall6FWXONXtk9ckZRtKpUJxG8DdK74m5fFVO7lXemNuA52LgR/O8gTdQ4kBKw6rfQHOD3mW3C0SbFoGkhtd+cpOPCHySU87HYUru71aUaboO/PhYuDpczdpm8HmHMdY9A7AjjY1U7QxoOlw5Zpzr9lIe8KKTInD2s2mlvWlzKadRxuK8wiQ2dV35+PqGdcNpPU2hw2WB9rV9mc0LYt7+Sxe7EiG/bDe7HLhTyzGUXs41e3r82+7bWHNs8/3b6nmDWR/yCBZBa7ab3J0bezMTrU6CIq0BXHC7NbJd9odzd5JE7dR1Sl/tmX2feJNyY9VYN9Y4HWmZwTuPslYrWzODdz2NsfHZ+nrKD2/3sLysfQYYippw7jYT5Zsq0G2SNaeF/1Kfdky5eOj7zfTWh3aMXDGRCYpyYsHuB7eGBtoSogaoWC0dbJhfs+KaxVHC2j5/aXLTbctDT5rrx9oDA/MyVk92ZbZtstUJ7l30tUt7w31bbvjGitFH/vHG9c1aThIdkFIFDSdwg/u+Oc47zXzD2hsnW1a2+3Qml7TviU2xqqG1sH/TszSxB/avC4ug3K0bjqhUJnEG7zuCmShxBjQfsY4xk4WU0iVz9NzuZIiBBYnMdx+xh6C0qlyVijP7bJ6gAFTgdyfv1PJaSi/hf+AMjIp4Q3JYrdzHJ9DQVKNNtn20bJdCAZVkxwhsNeyH1ygPnIXSWBfW+xwWxy2YHgvjlizt5H2KRZqufRbvhL2WxTuzLF3TREVPWpZ1nCx1SVnuuVKW3/K5qi4P0iU9AtWI4uhG85apFcgplPY9H7Grlnit5cIHN62+Z0dLZPCC7uaJrKdq7ZfXrbplIu5pW9E0b3t/+M2dmzbvtDUsaVm7NerrWt+Vmcy4rj249xowsOjqsVhk+NIFLesW93tdXUPjtR2XjNUkhi9orV25sMfl61u0Ep9aOLVqUaijpcFZs+/k1+P92VaPu6W9t3Jq06ZCnlqMmIE6OIm1Y/XTjioklyjYTxOUy6dC2ZzXq65FYlmJlK5hWl0++go7Q4vetFMHX92pB8JPc6ATM/qq0csf2R4Z6qySaVLFarTh1tH01E1jMdzaNrA4ecEdY6HUlgd37r53VfiQt2Mq27ai2W5pXN4+cDN4dfSxe25a10wLsuywoY0Ogiz073lwnHcYdY3rbhpe/NVLusfue3fXvkNbEskFa1NNUx2BGLJtwL5/uZxBuhQG6VIYxJRnENPnZBDi5aotj+/Z//CaSPKCx/fse3ht5Elzy8bhvg1tDnOzcnXi0pYCg1zwXcQg/2vP0i9uyzRuun1p4Yrmwifg3H8PGYGaPHkci+DWLC86RQb+YGZZ8i2PwLGiL872P4M4UjwOefpMX+M5C5ooh82Ie1S0Tn1yXM0yKhVUxIA7hVMks2R2S6r3NJyW6kQnXuGEJEtWUYv/uwIsJtEsMqoXisDyyRVauJIH2IWw3l+FbdqINSBm2fxUwgd/sPQMvvsoY0yoLJBZjlSMC+kyWikMofOhSvCMRMNzpPJVCo73k2nOwKsJmmeBuW+sSpha3bK6v1pHMVqKNmbGdmaWHVxWaencNfY+noLz8+mUkpka6vYPjrnDHo1ol60eo99nCfdvaa9bu6lIKABbD/nkNnhvSxGfVOF9Wd380eD8bHD+/GCW4OActQnySZPYJBprFT7pHa2cdbup3nHj5+aT2v8kntzWuuuRzW07ljbyGhXB6bTp0W2d7Ws6vdHR3YOXw/tWqxhOu0OBk9RwunFqoJpWuJ1Sc40Ld3aMXbccwslYU8e2odiBpbeurzM4nTyndxj8NlfQ5W1dVFO7bA5NvNlldZGeWpcXoglvM4omieX8ftscmqhTw5vhOHNDnf/LApfU57nEVOAS8B+QS2jP8pAtDsfaURKBCdT+Nf95LCF+qZdu08geJQHcyVcZSNXIAQLeJ/XumMuTdPG3CcbcvSDXDP75NCxxmvROq1lHDMAydGpF88n1eSyBfb8W6sW7FC7pmuMSxKQ9xyCTyubaZ0ETVok1AuwYRNLKsdOQVMjj+Bl8cgaKwmnhnHhyV/e+6S3NWxamBbS7QMOo6Yp5G3s6tg/HQ8NXLG5ZGlTwpAVBuF7KOXy9yW0Pbms4vOHr2xoli1mnE62iZBM1FqfF1b6hr3VlxsWeiicUnp66Ic+Sm6FufB7ySQrrwb58HOubfSFr4vHByT4QvSgD1mVARwakMsCfAZkZvCOrZ+129rI02JQG/WnQmAbRNIBjvuOp7Rhww+ZDMXD4fEiqp+HHYEkWsDOzH2Vp+IRtnE0mqWAedjrPgJ3oxOvR6MTEO0pEG4V7lEfV6BjLafij+iz48zycRnYMXzHeEhCk+IJLHtwaGMhWchDQgZrRMsHawRoUcJewtg0urtp467LgE6ZaCEB9XRCAMisy2RWtDnD/ont2nwpAvMToeJlTEEjkBvY9XECg6ycbV7b7EQLtf2JjLDm8FsnSajgeDkFZcswxkAEy0PojmIGSEAOZPwMDlSyrxCEFgeIUb/JbvUERV4H3Tt4uyxCA/nwOAAr7gwr+QP4Zgf38jMI/ddg8cNVxrBYd7BNR8nL4ABkv0zOFknSxJFUsSRVLlJAy4lxomV5k70Ti0guSxdcki0cGy0uUMG7JGUhbFn1YseOGlQOJhcdu+NfwDG7OWhGLwRZFgZHQL0Rl9cpr6tHhOIMDDNYrbywUojfWP4N3YNjs60eQwM0J4AtH9IWrULjmY6a9oCQYbEeHyWj0Ge1J+KHtxUq3FyvdXqh0OxJ7kUbnreh0CxWDSNh1ChIWzjm+nj9mVxa/RLkIZfGGkCRj0cJ/nwaOxY1VZ5LjM807Hty85h+3Nob7t3Y1j0NyXK2QYyU6oDJvW3/oJ4760fSWbZAdm9duqfB2re/MrGxxHTyw72owsPDqsXjFyKWDBXYcHq/tvGQpZMetmZoVC3vdCjuurOhMWhA9Nje4UntO3hfvb2vxuFoVekR6fgTqyAcVduzE2k5lx46jAaQk4RjPaiuycFZUV5QDZJmK/BSILN/+R54BXw/qk8OXPwwpsj2h10CS0dAVmeGqqRuXVuLpOya33L4sVL3pGxcOXzmeDYmHvO2TmbbxJrsFLnCCfR0t4NWFj+Y5Uq/36CHqaASJ79v7wLgr2bT+ppHFX7m4GzL5DV/vhhyZTCxYk2pe1RFgjE5FX66H4+itcpasU1iyTmFJ7jC/DrIkN01t/Fws+VbDhY9su+D+LenG7Y9sR9cnwvNWNXau7fCG5q1qQlfcvP8Htw60HXjlpv0/uGUge+DVO3Z9bTLcuOmucXiNNG26C+kby+xH4C0yVLJnyUc8ij2r7Yh9LYVMlCe/ixTN2e1ZxW0IBvAWDRf7JpdB8yvBwFIESWv+zsgmm2R2iWqzsgELzZuT+2lc5zCJJpElv6LW5rdi5e0741DhRMlqrBnLIDacmrNnXVW0Z6WeqjGq4uuQMSs9rVqfN2Y1nN+YhWp4PmOWEX6pRqc5eR1n0KkoWtK91rm0Rm+KdcRrFmaiWnTWEic1Yu38qfTiK0ci1rZdyx8Cb0lit2iVtCoINganxaT7Yee2sQGPt6nSbPNaUdpZnV7UCU6HobJ/TUNqzc7rl9wXQucboRwEFEYcQoxYfwYjZrPGIiT+HQLiuwgQ1xn/npeM89Ih+C/TYaBxy91TdSt6q3g43bEMU9E+0dK4rNnp7tzYfSECfZLWabaklmS8ckV7omZpVwwFzEGtI9TB1pl/yXDEmR6INU+2+0FFz8UjMcFkRaFM9G4LhAproj1c0RW3qDiLXrJwlDXZFXHXRcxWr5XiLDJvEHS80673daxqrV7UEaMJqqIdHQfFgrOfEAdJP8SnJNZwOOnhZ8Ds0RBFYYkZ8HCWN4ZsyQ/JmEcQaM9aeoOysRYutBEjlgMi+HRAdOIKIR6U+K+p9S4jOqufq4RLBgqtYMD1Kr0r6vTGnbqvQUFW5e7Bc18Cm0CTx/tO0R//DiU4zJLdbOLwYYajFYk/eYlasOBDJ3+hyPjU7B8IM5zb27Es2m/7YIkTG/OcWD8DhCxb2fpr2O+Va8xl/X4GIoKzImLwTAsWGguF1J2EuWvn3YuTiztiOhWpDD061DBU0z6Zdd10jTXscwkmvdUKfo+iIpFaVpvboTNZHdL4ravTYPGSg+MJRtTTjGiVBROnFo2iu35BbHKMoAizCxy32zTKGlDW5n4PCACiC7Yrum/r7P8lNsBxXQ31fst0BKp7fdGWpc/KGFv7m3hcplyurP9DeV32rwUlWEgt8PnNWcFTcG5D9epbxnt3jDb6BDHavfGWlc62xqigwVW0hvZUtVfM3zbPhxvqOvpCS/eOhB6ZWu9oaUoZnHXDqdT8ajNYOHBgZZ0nM7b9mr55X7hq+2hSzfCCxYy2x9Is3Ti1p5M1inRiZNfQ+HqtaORWHxz2epvyMQISsx8R3BzHtRU4rgVxHFyfp4+Y1zAbzsNxqVM5jkMBhnIXkZzRZ/GERAo8cPJDUZQE/FbkgybelOwWE/vJ44zifBcYYmPQ70c2YeV8XD/sg42wDxDH9WPzn8OSOK7YsfAyO1b9sziKytGOGyG51Le3pJNhFRX9kWXdvB8VOqW46f5zG7Pys1Y5kxT6Z2Pthi+tWnXbqqQru7IN8oclNn7jyrEDS6Lm1GhTFsrlK5NrqvuSJn1yQdOqJW5L3Vh7+6IqyAqLWzqWpQ2AadvUFw50TTbHh3qyLktDtr+yfnVfNNA+Xh/ta2+y25u7F4D/mxk0BFIuZ3VlpSW2PCcE66uSVkddKmV314dN9sq0IqcjsI0GYBulsG6sadoF1yfyUUwQsAySUyliMFgb/yPe/hu/Xx1fZ/1QffrIPJ1MVOc2b5WRST4M/wAX6th4+5qK+a0hTqXCSTVNaYMNg8n+C/oCuLG+vTewbN9oKDl562T3ttHmgPiws2GoOjWYsqxa62xpTuENmWuvvmhpmhUEhuYlncHKkTpRVze5b54Oimd8ZFd3z1WrGlzNS3ZcV7vq2hGfr2l+dGIdzRtLvjbI+FAcsMhzmAFPwOZw4YnDGG2dAfRhHmWepaepxQU4eemdxFnoxHCmuy2z5/krrzh2cX3Lnuf2XgmvhysW7OpbemmfJzK0s3/Jpf0efP+dHzy2cvHDH379Sx8eWrn4kQ/vZW/9/v6mweuf31G4lvxtlAnyif045sHFrNYkMixjH6GQCxtZt07UvPPf4GxjtWT3HQzBOk2S4myDag2gIHIlXxtsI2V9b8SXz7HJvqcZsb4hjydxBU9GEZ6Ep1ULy/HkvDYs+TO425ARq77obvto6cY60Q6VVONkT4KG1adwlVZsXLy1dcXNE3HjvAMXnMATyI7VJ9llrVpwGvVOk0kH6PHbLl0VjQ42er0hj0Z0GDiTyAkBvzU9fllX6xW3PrHjDa1ky8chJHbD+y3YslJncMpYmS2LUWxZf0GoMmqETwui8j9MK7sbdjy6o237kgZRQxE6jkkNbe0uOtp2F21Z20qOtqm+Gl2BVuT0km1ty6+fc7SBTcM3rG/SO92cTu80+myu0/1svNqbXVqH/GzeiAed59CZJF7y+G2JhbvmtWwcbmBwqnphyc/2EUlSesWe1Zy3Z+mK9qyPjxgVWxZsMjKqIMsIvei8yFIWdOicrjZSL31fo1dsWpqTvym52r5P6T1xp6/KxX1flpGrbTl4COwPu3JvF3OdAw9y8Msuu03E/wNO+nlv2089+Bsn+4uxQYlNFAd5pQPxykvHKlIVKcQr1SVeqcxq461/8Xqp+LD51M7/jMhyTq8bMed1y2xakODQNiE4Hulwx9p55/G7iS53wIw8b+D+zfdvaxBMJoaV7XrBImhMdrO3Y1Nf64oWF6k433iPWysp1q27cByA9Krr8nGsCv43SUW8pLRDGs7le2A7FPxSiwp+qTTyS0kzIHbEOsws+u/0S5EvSQ6bhfv4B6yAttUhs4xWtsvBoEqyw/oV/FKwft8t+GV+T8zA8Yr8MoGsYnH8oDL7Z69XXTkKe0U7rT61V/5/O2HwZ0Yfu/em9c2MYJAcVoNNUClOmIfGBTtywtw4ojhh7n93594n806Y5qkOf6ywxxT5YeC9yVgUey9rOS2wdqAYWDuG4sgGkFUpBspCZqNY8XoUz0qPjD56M3r0LI4+2p0PoekuGKXchXjH7kJQK3j9HdqR6Udn//FYVku7YfNmMQIFmc5q4TsS9AIax5ToS7wSfl4xJL2gWC3hwp6OVdry82egbP5EYYUUKw+KJiS8M1Ee0Vwx9ZwnOjdZNr+SxMuJC57cf9lD66LJLU/uuxxen+Rs0ebB5KJNLUZn29qe+kUtYbMWv+HOv05PLXn4w3vv+FC5PjZ198WL6ixDNz235R9e2dfo71hx4UGs5FOC82wc+3XW73cCvwP47cBnA34r8FsACiNkAhGl9SUUPCmpZEVCDZ4EGGpcLFKIShopNGmkECcsUmjSSCE6U2QGzuKc04zeZGbQb0YsWODgVbHIiQULXFn5C+gjlEBZWviOe0UgynDoZY74RiLCDFAXJ1y0+6YQvOpE9KVojZKuIfrPBTMaKEU/n/gfdoQRP7mTzjvCBAQTJAnQRrOPb0GOMKW9FV+YwhR3ZHWRWhB1gogDBJ0gO1M0p2eBEUmyUbFaGt1KYCs8VoKPfGs3PIPvxZh88zAoLxWDYut/ZihBxscClxSNjRPg9Ob5DIhymp/t4yUbGyR7eijVMtVbxaJ9djilMTct29yUR5Rrtp3Aa86PKGGvRnIaeKPAGfw+s4Iol99y6EIFUZC/DeqF2xCjAOo4NgabzI6abAxUaWCjVKHBX6W0WxVqtyqorLM0gpj5ZhkMZlGUtCB8SRBFSStxjUYoxqlW3mlD77QVhBZCT+yYEkMMU/KvwDHOFYSTK8g7hzpOht3ANaFUIk1ZJWxVE1CEtyDEeevx50AnJfKYEqft9ZKdWCEplHxCapizEf/Xkeo/6R7EVRq5cdG2bLl7EFy47JZ1dQaHi1P8g3Z3ACLVouq6pdkypFpWF0Zbl8KKf5CHKCrDfo4vvKiAVOr0ELIbJ+Hc+68Fnvo42xiIg2AMhCqBPwT8QRCwg6AN+BQVFTCDgAkEjSBoAEE9gPMq7GI/BfwkiNqAoq+kvL6KGc3wgdEtFLJA5bM//eJplB3KHo8LM7OfZB3wFQIafgKSCAEFRhTQRCKgreXCs7gIV9NkXluRcBJAw49Ew4+GfybJZOL8oFcILxctxGWOVosoBxy8zo3A0/77rDhI/CtycerzkYdPvscKOgqdcASvUbKz0umpcgq3iYbc1/M4uN0TzP2xGBQRwGnZaZaRPZOQ0OkXCjLhJ9/14f92sjGvs9bCMXcX5KBW7MWsLlQHQrVKcgtC0VlP5VVWXUEv1SGfCAOFve4Z2FZh2PhhWBpGIyPMLajeVr23mqh2oAZ2oAZ2KEPOgYac4xm8BmLY7wqumReOKXl55BmU6gLlMlNcBZVZtrLxA7cXIIfqaeg5kaecKBDeKIyZlyZezw+ffPOi9j03jX66j7WW/zw+VnDvhvu2NYoWM8eKVklETlaH1d25vuRkncPQopMVMl7BxwoZ7wdY3i/4EXFIYdAfH8dEqL9o0QMGRCE/S/6uoGCUCVcshH2E178p8rhLCSspzBTfJaB3CYV3CYV3KX9mUOTKiwQ0eFSFoJWeYt96QJlj7CeKQ8xQmJfLsqMpnwmvvzgG36OYuk7B4/zErPRDtBBlshhs8mxezELcvnO5MSma0+YdmXPEzGsLxByGSwNZq7gyYXsWfJmwPf+lYO95n3iwwMzPZ+VIHFRQIEKCCAEqgiBIg06kMNzoxjvhpKIrzieOy6pAQ1Vv1cYqIloF4MQCV0AYx7mx7RiedyTmHYpHkdQ2odkDvrUJcYuE3n5RE6ht6m5a10T4m0DTDB7NcokACGT/7Haraz+oQLiuKeB6wcWtOLdRfsjoRMG/XV0ux4okfz5fWG3RFRYdbqvUa5ErjAm3jNR8BldY/034Mwsfu+fGDU2MIEkuq9HKUbzEow1VrmTTuptGz3CEpZtWdQZi+XVVD/4S/ib1W0lNaiH9fEUp8+GvgIuoX8EyulTWj/8QX6+8jimVtcH3LlPK2FJZAH8FP0a9Dct0pbIu+LqF1JuwjCuVLYdldyvv5Utl1fC9k8rrhLLvfQn/kvI6sVTWCcsOKGVSqWwS7wOrVdthmbFUthSWjStlpnyZsnaJ4G/iA4rfT4kjc0SJI3MYxZH5Dr/b9x3qinKXX+BM5j81EOSboZErFy+6fCgYHkbXBaHbrYnOyuquCtmW7IxWd0al58bv2NSQXn/nyrE7NzXWrr9z7ei2DkeoZ0MbvNqDPRvyetw3mwQX4b3I53cc84AnjiomtRkgH7FfSl1e2MOumNWo8/n8LtJINhTbQn0nJ9EUTmnVzxAMBDa9RUfOqLUURAOtGt81pMZptDFZR1PbAIkDdLomX4/+2Vp8PWyfWqzyOGydD47FPDEPVjODt2dprekn4d1s6jvEZVghd3refqZUSnWaf++cO8CM+HqWy1UwyEau0dFfrm7x0tmmQFPMrSG1KkIlVTT1hDMrW126+JLeTWA+y9/icJKsURSMssjclZyfrTUnmvVGvYo3CUabZDFw7vr5MV/Xog2da5UYWG2wj5fBe5iPfHox8FpW193r7673d3f76wnOMgP+krViXF9F1mjtqTj0L85fOHGnk0q+2Lbb+E+F7lemrGjDp+/4qj2d6GrLXD4lnEPhewh8WXTBzu7EQJ0bWb1oVuWu7ogMjJirepI96HwkOnLRNbq0ucWfqfLAxQxOUGxlU0+wdaLFMX8w3JWyG+qXNrtZUVQzvEky2iW92FznSLgFFQeRXM+q2pvitbJJNjt0kk7LmvScPTUv2rNGwAlHVTa/dg/MJvFjeGfZnnPwaNEWdhXy3ZnjLxb46FL68nMZwj7b5i6iBj/G6i7WCIpIqnKPo4OEOKVWAQfsBr/FHrawFzNc7jf4R5+YrPYvFyOWfJmEdectBj0NnlaplQPxqlzYDb6Sy6+Lu2D/LsQzkHnSaG/X/qLPDvwwy2Oc91tox/mPY5eYX5zrzLPtNf9MnGEohN5cGBvd2e1rSwdZkiRQ/DC1JZJJhNriZn10Xk0wZZV42Qh2QqwjOV3u/8hxc/eGLm9VdlWHT8OJNA1XYXAGVPMSx3trw+6ki9NIRjBo0ms4E+dwH8WBqwnFfl0O7+1uKLtxLItlpkN1M+DJo7TZTCdmwKGsCaOxlJDC/5gCqScqKijvC+Lu5m+X3eXEjnLvXJnyOot37pToUkV1dre/b0vPwq1ZG+tMLdjeb0pUuFkN0hkaiz/pqF9QYwbusabulc3WWzh3KhgbdMr+ukAo7eXjdSvnhetWXzeUXDu1qC1AaVjWaBANOkqjUQfallTpHf7sshZv2ieb9V1jtSYjXDDDvqyG8jgJ+9KFhVBMkT/nfXLgA5QHjJB+bL2EufwzeOQKTIJPEoSGzP2CQIdq7W6eAPHczTqWUNEq8AfIJRROcgZJYk5+UaNVQeWo0+C7XHaoHjWUzoQV/HIR/Euw/V1YJdaMTTyHoWQcAuYGj2dpK+OwCvBHE3sWTMNX14HprF0TrSYwn+DD/+gDvscMu/lGVyM+2wgaHyNQv0zsQP/Ovuc8UIhYi4JNljnpVGonKNtwXnvKriH8S/d8oX1zf3jZ0kBdUO/tXN/ZuTrjHOhdNPFIaybbynuqA7sscqglHEh7hd7BgV6w+QIUxXPe6ogYSdR7KvvTTmtVV0Vmyh+ZAh3xymTE6HM7hfrc85aQzyvLbn/IlKpKIF3RCdviAGwLxGMtaH8QlEXkf2uCD7LGEJ91ZfHZLMg+gTaZv1C52/xt9amiWPLABUoeuNpzmTbjRHl8tgOsKzW0rd9ZF/dAkMQZVmWJ1AfqhlNWQgjGahzdU822QO9WJKrWW3F9IO0PpH0850kFowM/Ta6bXNTmh0tjmmZ5xmtkWDqQXVytFXUaX9uSmrrJeZH61dc1to3VW4yhGrsn5ZNNSBYnc4fAavxH6LwyOnu7Rzl7uw+JBXj0iMHFHMAyL80dvlXif5oKYYROO3s72dTYXE8CxmzgDbwW96V9ouRPeYBGZxIlC0vgT1/80VVXf7wbrfNwkiJb9+y/urPzwP69GRxO0YQSZB1gS2F9xpX6+NHZ2z3K2Vsojujs7b4jvJXOVwgdvi2ySimYUSsEg2D54dtxyZf2ElreyBnNDNHU0NCE46xZFo2cCnjTfvmfOq/ev6cV1gVHC8/L/n7gqo8uRtkK4CyEZ/buPwDloX72T/ha/K48O2UlPeakBQuwHOL3uqDsH6Kugp0PxR12/Iuvv/jp26Xwtd7uzT29G9pdns7NvQs2Z603CZ7agC/lEWRY13CNSwfmDe5ZVh1fcuVQ7xVjqdrll/XWL2l02OtH6zuXpw3OplGlnapmPwJX47dBdnIgdjqUpRV4+sS+l9pfTk7n3S11tUa0GVBYcUROJIDT0LOkVmcQDBaeElG0NhwFI/rbfDWh1YuwnCa3AhwA2HsUqkMzHDBW2Da1WC3iptefQtwUQ+BEZgWtYAKmQ+G9OhdU3IeIfaidqpWGKndAfg6Csuro3GqWR+e2GeZgoNqpq4170yGrmtRQBMWF0m0+2EY2MdJbtxI4OF3aboEEJfMGidde5kvFKy2hakFG3CDq9YJeYm3VnRFPpmMwNuTMc2AM9rUA72cYW4EY6khW1zPo72n09/T4GwkUj+5HWTfGptMRIQmSj3S4IiDyTRfP610uqmOvSw/0jxbEQeGHhPD+Dvh/0ft0FqIiz2Mkqz21LeZMZJCphHDPulZvJhXgVVqtxl7RXOGrcvFSqLWyXU3n4+y1zetLNThSEYeKhOAFCIr213YE60fqbLKvxhluiRiPx/pSDi0nCharTeJFTrB4RLiq1aH4+LzMkDUxX0KQeZKVOYZnNbQs6izRloCjOuLQkNZwGo4N/exHeAt+s8JVLXmuuqbIVXuzkjFkc8VB/JECWu2h98+h1Y7PxlZyGVsRiK1aWKa/EHhXnfsl8iACUq36PcGZfGZ7yEL307rf4y9/b8Zq34H8rAT8tYOEQ14wSgINNpHqfAjF3C4T6Mq9pszFf8Jl/FqsHms7jlWBvcf8lf5K1jYDe9+MsUh2H4KcLMA+fCJypcsIjI+UhjzS+Ds+/Txf8BTEMp5CWHKkf2O2oi1uh8OMUqm0pmBjzJUKGnt64w0mkZf1YCGjY9nc3+WE0DzR5v1harTRpdXpaJMZBc1geVZnq3BUpzS8Hlhl0exw2G4EwJLsUbg3Ce8tBuUZzept04EahL200UjD7nkU3h2NxPjBcJgS3MD9EFRo9aD+4bPd3RlkhZ+TrILlYBXztq9s7pxscTh7L1uujwYdLHJ8o3VBxFrVUSED1/wYXO+bbkw0u9rsvDNmd0Rt3I9io5lAdGhX7+DBVQ2UmmFEQdCzpFqtcqa6gpLele6rSjfIfHVfwiS5o/k8KDgP+9CBRRFP/WuBp97IspiBEiQgPWG+kkHCB8XuNKYqhhIo3+QEPwvXUB8SjIxO2Qg4Cajcy4xOx4BjKGoXPqrTixKdY5GCJLWsBsxaHU4zwRgQSwVgm1fDNvdhVVgHNvwcVgEOYHrMDw6gPU6e/B6n6mfBo7CHmsFjWYmO1VFCCIQesOx1tYG2B8s64Oz8dI5tTuUEhYLsnrLHqRavdrev6WyfyroNwXqfM+mVbE0rOtqW11t7mrtGvxpvbqxKN+sDNkEUvDVeU9glau3V4fb0Y+Guarsxmq2wJyuCAu8KxR3eTNJhjjb6UvMdrhFA+ioiPlfMQhssttz3ZafVyrFmm0sSnSYuCmXQB9vDDdujAu2onbZEZ8BjRzGWxdJIBk0eF4TGB+12ConiN4OKEv3m6SJYvqfpdLV5qoHpjJC3blfPpUvtqQo7C9lca/Yl3LG2Chl3D1a2jNaYvG2TmY6VLfabBFfUbq1w8Iwl7HR2gBV9B9Y2qhlWJ3JuC83QUO5Ckt6R7qmI50Wzoa4voRfdUast4tCJit2lHr8UX0s5JDVphkPvWqWsCt8PrqYssMxSKmvGr8WtyuuspbIYfK+glNlKZXp8P95C6WGZvVRWDV8nUxwsc5TKkrAsprzXWSrzwvfyyutcpbIAfF218jp3qcwHy9xKmSdfhoHZ/tm3iK1UGsUROY7Jsy8oBwvkwskDWYPs4AIY1ChheUAiquSmKUU/KSWd8VKc3q432hhCQxygOIPNYLCxhEaj1aoJDYqVqtWg6G+cnlHscbNvUduptBCCbSfg16IrwaBMR2QlUNIIYxQ2PvtLyktmlfgmLXCGXostfw7W9364OmTAA08ZaPjjHmmjwQNwiTwOy3vgyLsfM2IpcH9WdC/5xuDUNzo2NnzDlviGEFgHa5956f3XIbbns1G8Uxpo+VFGnXFH1KeA3aeBH1iuQk1icuhgkwypeIMDNo8OV598ztO+tqN/TZPZ076mo3d1i/ULkqfS6o7bOREqRF8MKs15no41HQOrm81ueO1d02y7VYQv8cTsnOCqdPhidhZFpyPUrEiTBrQNWMWK2r+1r+8JVvSua27f0BMK923I1HaFOWNlR2VVe0Q0x7M5Ibuh/AXrs7VdIb7sBbDZ/x9KUqdMAAB4nK1WS4tURxSunlHbxygJieAqnEXAGSO3R0EX40rEiDBCGFEwu+p7q7uLvi+q6k7bQv5HsssmCxdZ5CdkmWV+RP6ESSDfOVW3p+cVDGSa6f7qdd7nq1JKfTGo1UDFv/tqkvBADdX7hDeAf014U91SfyZ8QQ0HXyZ8UW0Nvk74EubzhIfqu41pwpfVzc1PE76iPtl8nvDVwTcX/0r4mvpq+FPCW+rm8O+Erw/2r/6c8A31cGsGSwYXrmBUiFWMB1j5IeEN4F8S3lS76reEL6gbg88TvqhuDe4mfAnzLxMeqg+DecKX1Z2NPxK+omjzdsJXN37c/Dbha+r18EXCW+rO8PeEr298f/mzhG+o8toHRJQQ4118HgK9UFblyqlGefxPVMDcEyCnWvnWmLFAtcqw8liV+JA6wNxUzbDmZWTwa7D7EN8Fdqr3dH939yG9sLlrfDMJ9KRxbeN0sE2d0eOypAM7nQVPB8Ybd2gKnHkCZSUEjyHIYqhLO3YALH6qOqxprKgDM+1KDXDa9D0xfl3K3srZBzjQW7NHSfgem/ngfNWvxSufIkDqHnzbhUD12jgPV+hetnv//OPH5wn/HC6D34DgsWjCDsIve8irQWY5iATM4S8wqsTzOeaa1ZmzVyf/KaVsUS2y2BpSrzCyYgPrfwmkZeRFZ43ZUbKgWfMgx6jDahAveXe2igFZT8aGmXGkyZmp9cE4U1BwujCVdnNqeGVtODm7aMjWBDH0qrYB518GHYwnXRcjCGhEQd50dXDW+Oys2jgvBupMdUrtw6dcbWOnVzs4XUiEnolM9l7td/m29jtUGHrmmiacl25OVoUjhYSLw+0lmF6Qkb2ctglmK+BSLTFapCLhPR0kBswbKZUY7EJSNxUpTZIapBiOkhVTwzpjFXMHP5dQTDDDIeik2HwqQS29bSXtpQTQq7siuZKZUiRqhDDO91oqaU4OaJusrDFTidYok/0MaxawxlZ8ienokxFtZ00NIkDwP/IMW1Vhr4b+sFa2PQvFmEUtJLbXya/YEmPZeWTxukcctbdyLno9xzg7RSS3RVolEpYShy7x3Xq8+0Zi7QuJql41tU3Zjho51wQZ7cqbaOM07WHOeZekB3gRM3S4ypKWGuHGr4751Rd7Dku06M+T/uNNqalqCuNq8rr2BA62E5roypZLWqBfyXfjUBpy6KnC1lNPaEH0biU9h1ZzNRgwo+eBJkaHzqEZndEl2QAdub9LvtJg+Vy3wHyk6spgW4isu8o47PQmiABPrWvQd9x2kF6WzYJmuBzIVq3OgzQ+3xWwDEeotDV0gSbGdiqCo6Jg3gYctnOT9eR+21Ol6yXlHS6YaDczSG0W5DTzkIXbOKgr6lpWA4lTzHj7DttDA4cO2SVNC+2qqItpIp9pB8OMQ0S5+AKSuAdmHCEh/MmkjY+zTyatWGFPQPlw0U8lOS0kLDHLSZpIC3BzqFkI7d5otFgssqqnpyxvqlFYts3U6Xa2HOVh0tTBn7Shl8J0Ekt3vtLey+WDE40QzVmoUm+EVGJ5L6UsvZRxkAb0QhhRKklBc/MaKT0ruuN9MZazfQs8xW2yjwdDPOvWVmLjF8KvR828EF25NPtZeuOY9+ZogE7otFg1RyHrrbwRlmsN0UoE6tQSUZaRb27xk37zeqSSbZzakbu6gl9m1dynrapPSf74GB1J7+mcEiHHuzQ/RoynfT+6vY/b9WgtAuxJ9CVeD/3951ZXTSFkWwvp6nM9jXHWx2Jq0lvg5IuAo8oV2cnJQoiLvTErObyzFPL7twypN02HHl5S5w16F7TFlUsalGFcZQO/BMZL6eqnr/YfY9XJAIRSdJE6FjObz9bO4tfWedkV/AhpqLC+LaGAm7t1Fhty7DJ1yKjX3dRgnm27Q6Ya86EjUXW/+UyLZDtzJ3jE412SR4JbaZcHTZL1SAzYttACjuVHiGMmLppFXTZ6XSls1tFSMNXq6dN0oe0CniKHNje8Z2bK9oRD/x9ZHRHVSJLLVBNfAJmUfov79KMoTAhsVJiJxuWQad++Vf8A8osiCnicbdZVFG9Vvbfx/YtFd3d37v/sSXd3dwkiKIogFioGZQcooWDQ2KigYAuoKAiIYoOAhIpgi8V5xzvOXs+6OPNije/Veq7mZ8w5Ouf/n+dXmHP+nP/j+En/7yNzdI7NuUlUTFwGmU/mlwVkQVlIFpZFZFFZTBaXJWRJWUqWlmVkWVlOlpcVZEVZSVaWVWRVWU1WlzVkTVlL1pZ1ZF1ZT9aXDWRD2Ug2lk1kU9lMNpe5MpMgUZJkKVKlSZctZEvZSraWbWRb2U62lx1kR9lJdpZdZFfZTXaXPWRP2Uv2ln1kX9lP9pcD5EA5SA6WQ+RQOUwOlyPkSDlKjpZj5Fg5To6XE+QFcqKcJC+Uk+VFcoqcKi+Wl8hp8lJ5mZwuL5cz5Ex5hZwlr5RXyavlNfJaOVteJ6+XN8g58kZ5k7xZ3iLnynlyvlwgF8pb5W3ydnmHvFPeJe+W98h75X1ykVws75cPyCVyqVwml8sH5UNyhVwpH5aPyEflY3KVXC3XyLVynVwvN8iN8nH5hHxSPiWfls/IZ+Um+Zx8Xr4gN8st8kX5ktwqt8mX5SvyVfmafF2+Id+Ub8ntcofcKd+W78h35S75nnxf7pZ75Adyr9wn98sP5QH5kfxYHpSfyE/lZ/Jz+YX8Un4lD8nD8mt5RB6Vx+Q38rg8IU/KU/Jb+Z38Xp6WP8gz8qz8Uf4kf5a/yF/lb/J3+Yc8J/+Uf8m/5T/yX3le56ioqqnroPPp/LqALqgL6cK6iC6qi+niuoQuqUvp0rqMLqvL6fK6gq6oK+nKuoquqqvp6rqGrqlr6dq6jq6r6+n6uoFuqBvpxrqJbqqb6eY6V2caNGrSrEWrNu26hW6pW+nWuo1uq9vp9rqD7qg76c66i+6qu+nuuofuqXvp3rqP7qv76f56gB6oB+nBeogeqofp4XqEHqlH6dF6jB6rx+nxeoK+QE/Uk/SFerK+SE/RU/XF+hI9TV+qL9PT9eV6hp6pr9Cz9JX6Kn21vkZfq2fr6/T1+gY9R9+ob9I361v0XD1Pz9cL9EJ9q75N367v0Hfqu/Td+h59r75PL9KL9f36Ab1EL9XL9HL9oH5Ir9Ar9cP6Ef2ofkyv0qv1Gr1Wr9Pr9Qa9UT+un9BP6qf00/oZ/azepJ/Tz+sX9Ga9Rb+oX9Jb9Tb9sn5Fv6pf06/rN/Sb+i29Xe/QO/Xb+h39rt6l39Pv6916j/5A79X79H79oT6gP9If64P6E/2p/kx/rr/QX+qv9CF9WH+tj+ij+pj+Rh/XJ/RJfUp/q7/T3+vT+gd9Rp/VP+qf9M/6F/2r/k3/rv/Q5/Sf+i/9t/5H/6vP2xwTUzNzG2w+m98WsAVtIVvYFrFFbTFb3JawJW0pW9qWsWVtOVveVrAVbSVb2VaxVW01W93WsDVtLVvb1rF1bT1b3zawDW0j29g2sU1tM9vc5trMgkVLlq1YtWbdtrAtbSvb2raxbW072952sB1tJ9vZdrFdbTfb3fawPW0v29v2sX1tP9vfDrAD7SA72A6xQ+0wO9yOsCPtKDvajrFj7Tg73k6wF9iJdpK90E62F9kpdqq92F5ip9lL7WV2ur3czrAz7RV2lr3SXmWvttfYa+1se5293t5g59gb7U32ZnuLnWvn2fl2gV1ob7W32dvtHfZOe5e9295j77X32UV2sb3fPmCX2KV2mV1uH7QP2RV2pX3YPmIftY/ZVXa1XWPX2nV2vd1gN9rH7RP2SfuUfdo+Y5+1m+xz9nn7gt1st9gX7Ut2q91mX7av2Ffta/Z1+4Z9075lt9sddqd9275j37W77Hv2fbvb7rEf2L12n91vP7QH7Ef2Y3vQfmI/tZ/Zz+0X9kv7lT1kD9uv7RF71B6z39jj9oQ9aU/Zb+139nt72v5gz9iz9kf7k/3Z/mJ/tb/Z3+0f9pz90/5l/7b/2H/teZ/j4urm7oPP5/P7Ar6gL+QL+yK+qC/mi/sSvqQv5Uv7Mr6sL+fL+wq+oq/kK/sqvqqv5qv7Gr6mr+Vr+zq+rq/n6/sGvqFv5Bv7Jr6pb+ab+1yfefDoybMXr968+xa+pW/lW/s2vq1v59v7Dr6j7+Q7+y6+q+/mu/sevqfv5Xv7Pr6v7+f7+wF+oB/kB/shfqgf5of7EX6kH+VH+zF+rB/nx/sJ/gI/0U/yF/rJ/iI/xU/1F/tL/DR/qb/MT/eX+xl+pr/Cz/JX+qv81f4af62f7a/z1/sb/Bx/o7/J3+xv8XP9PD/fL/AL/a3+Nn+7v8Pf6e/yd/t7/L3+Pr/IL/b3+wf8Er/UL/PL/YP+Ib/Cr/QP+0f8o/4xv8qv9mv8Wr/Or/cb/Eb/uH/CP+mf8k/7Z/yzfpN/zj/vX/Cb/Rb/on/Jb/Xb/Mv+Ff+qf82/7t/wb/q3/Ha/w+/0b/t3/Lt+l3/Pv+93+z3+A7/X7/P7/Yf+gP/If+wP+k/8p/4z/7n/wn/pv/KH/GH/tT/ij/pj/ht/3J/wJ/0p/63/zn/vT/sf/Bl/1v/of/I/+1/8r/43/7v/w5/zf/q//N/+H/+vPz/MGWTQwQYfhmG+Yf5hgWHBYaFh4WGRYdFhsWHxYYlhyWGpYelhmWHZYblh+WGFYcVhpWHlYZVh1WG1YfVhjWHNYa1h7WGdYd1hvWH9YYNhw2GjYeNhk2HTYbNh82HuMBvCEIc05KEMdWhDH7YYthy2GrYethm2HbYbth92GHYcdhp2HnYZdh12G3Yf9hj2HPYa9h72GfYd9hv2Hw4YDhwOGg4eDhkOHQ4bDh+OGI4cjhqOHo4Zjh2OG45fYJ/jTztp75M2mztvzOaNMG/EeSPNG3neKPNGnTfavNEXnPfDueOajSuMK44rjSuPq4yrjquNa2yEsRHGRhgbYWyEsRHGRhgbYWyEsRHGRhwbcWzEsRHHRhwbcWzEsRHHRhwbcWyksZHGRhobaWyksZHGRhobaWyksZHGRh4beWzksZHHRh4beWzksZHHRh4beWyUsVHGRhkbZWyUsVHGRhkbZWyUsVHGRh0bdWzUsVHHRh0bdWzUsVHHRh0bdWy0sdHGRhsbbWy0sdHGRhsbbWy0sdHGRh8bfWz0sdHHRh8bfWz0sdHHRh8bvS803sG5zBkzMCMzMTOzMCuzManNqM2ozajNqM2ozajNqM2ozajNqAVqgVqgFqgFaoFaoBaoBWqBWqQWqUVqkVqkFqlFapFapBapJWqJWqKWqCVqiVqilqglaolappapZWqZWqaWqWVqmVqmlqkVaoVaoVaoFWqFWqFWqBVqhVqlVqlVapVapVapVWqVWqVWqTVqjVqj1qg1ao1ao9aoNWqNWqfWqXVqnVqn1ql1ap1ap4YlAUsClgQsCVgSsCRgScCSgCUBSwKWBCwJWBKwJGBJwJKAJQFLApYELAlYErAkYEnAkoAlAUsClgQsCVgSsCRgScCSgCUBSwKWBCwJWBKwJGBJwJKAJQFLApYELAlYErAkYEnAkoAlAUsClgQsCVgSsCRgScCSgCUBSwKWBCwJWBKwJGBJwJKAJQFLApYELAlYErAkYEnAkoAlAUsClgQsCVgSsCRgScCSgCUBSwKWBCwJWBKwJGBJwJKAJQFLApYELAlYErAkYEnAkoAlAUsClgQsCVgSsSRiScSSiCURSyKWRCyJWBKxJGJJxJKIJRFLIpZELIlYErEkYknEkoglEUsilkQsiVgSsSRiScSSiCURSyKWRCyJWBKxJGJJxJKIJRFLIpZELIlYErEkYknEkoglEUsilkQsiVgSsSRiScSSiCURSyKWRCyJWBKxJGJJxJKIJRFLIpZELIlYErEkYknEkoglEUsilkQsiVgSsSRiScSSiCURSyKWRCyJWBKxJGJJxJKIJRFLIpZELIlYErEkYknEkoglEUsilkQsiVgSsSRiScSSiCUJSxKWJCxJWJKwJGFJwpKEJQlLEpYkLElYkrAkYUnCkoQlCUsSliQsSViSsCRhScKShCUJSxKWJCxJWJKwJGFJwpKEJQlLEpYkLElYkrAkYUnCkoQlCUsSliQsSViSsCRhScKShCUJSxKWJCxJWJKwJGFJwpKEJQlLEpYkLElYkrAkYUnCkoQlCUsSliQsSViSsCRhScKShCUJSxKWJCxJWJKwJGFJwpKEJQlLEpYkLElYkrAkYUnCkoQlCU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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c x1 y3 w2 h3"><div class="t m0 x2 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">Plano de Acessibilida<span class="_ _0"></span>de<span class="_ _0"></span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="ls1">2018 </span><span class="fc1 sc0"> </span></div></div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 ye ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h5 yf ff3 fs2 fc0 sc0 ls0 ws0">Plano de Acessibil<span class="_ _1"></span>idade </div><div class="t m0 x6 h6 y10 ff3 fs3 fc0 sc0 ls0 ws0">2018 </div><div class="t m0 x7 h5 y11 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y12 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y13 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y14 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y15 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y16 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x8 h5 y17 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h5 y18 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h7 y19 ff3 fs4 fc0 sc0 ls0 ws0">Secretário-Geral d<span class="_ _0"></span>a Mesa                    <span class="_ _0"></span>                                 <span class="_ _0"></span>      <span class="fc1 sc0"> </span><span class="fc1 sc0">   </span><span class="fc1 sc0">       </span><span class="fc1 sc0">       </span></div><div class="t m0 xa h5 y1a ff1 fs4 fc0 sc0 ls0 ws0">Luiz Fernando Ban<span class="_ _0"></span>deira de Mello Filh<span class="_ _0"></span>o<span class="ff3 fs2"> </span></div><div class="t m0 x7 h7 y1b ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y1c ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h7 y1d ff3 fs4 fc0 sc0 ls0 ws0">Diretora-Geral<span class="ff1"> </span></div><div class="t m0 xc h7 y1e ff1 fs4 fc0 sc0 ls0 ws0">Ilana Trombka<span class="_ _0"></span> </div><div class="t m0 x7 h7 y1f ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y20 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y21 ff3 fs4 fc0 sc0 ls0 ws0">Diretor Executivo de Gestão    <span class="_ _0"></span>                                   <span class="_ _0"></span>                  <span class="fc1 sc0"> </span><span class="fc1 sc0">       </span><span class="fc1 sc0"> </span></div><div class="t m0 xe h7 y22 ff1 fs4 fc0 sc0 ls0 ws0">Márcio Tancredi<span class="_ _0"></span> </div><div class="t m0 x7 h7 y23 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y24 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h7 y25 ff3 fs4 fc0 sc0 ls0 ws0">Diretor Executivo de Co<span class="_ _0"></span>ntratações                     <span class="_ _0"></span>                        </div><div class="t m0 x10 h7 y26 ff1 fs4 fc0 sc0 ls0 ws0">Wanderley Rabelo da Sil<span class="_ _0"></span>va </div><div class="t m0 x7 h7 y27 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y28 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h7 y29 ff3 fs4 fc0 sc0 ls0 ws0">Gestora do Núcleo de Coor<span class="_ _0"></span>denação de Açõ<span class="_ _0"></span>es Socioambientais               <span class="_ _0"></span>           <span class="fc1 sc0">      </span><span class="fc1 sc0">       </span><span class="fc1 sc0">      </span><span class="fc1 sc0">   </span><span class="_ _0"></span><span class="fc1 sc0">       </span><span class="fc1 sc0">   </span><span class="fc1 sc0">       </span><span class="fc1 sc0">       </span><span class="fc1 sc0">      </span><span class="fc1 sc0">   </span><span class="_ _0"></span><span class="fc1 sc0">     </span></div><div class="t m0 x12 h7 y2a ff1 fs4 fc0 sc0 ls0 ws0">Francis Lobo Botelho Vil<span class="_ _0"></span>as Monzo<span class="_ _0"></span> </div><div class="t m0 x7 h7 y2b ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x13 h7 y2c ff3 fs4 fc0 sc0 ls0 ws0">Equipe Técnica do Núcl<span class="_ _0"></span>eo de Coordenação de Açõ<span class="_ _0"></span>es </div><div class="t m0 x14 h7 y2d ff3 fs4 fc0 sc0 ls0 ws0">Socioambientais </div><div class="t m0 x3 h8 y2e ff4 fs5 fc0 sc0 ls0 ws0">Danielle Abud Pere<span class="_ _1"></span>ira      </div><div class="t m0 x7 h8 y2f ff4 fs5 fc0 sc0 ls0 ws0">       </div><div class="t m0 x15 h7 y30 ff3 fs4 fc0 sc0 ls0 ws0">Grupo de Monitor<span class="_ _0"></span>amento do Plano de Acessibili<span class="_ _0"></span>dade<span class="_ _0"></span> </div><div class="t m0 x1 h7 y15 ff3 fs4 fc0 sc0 ls0 ws0"> <span class="_ _2"> </span> </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x1 h7 y31 ff3 fs4 fc0 sc0 ls0 ws0">LISTA DE SIGLAS <span class="_ _0"></span> </div><div class="t m0 x1 h9 y32 ff1 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h9 y33 ff1 fs5 fc0 sc0 ls0 ws0">Advocacia do Senad<span class="_ _1"></span>o Federal <span class="ff5">–</span> ADVOSF  </div><div class="t m0 x1 h9 y34 ff1 fs5 fc0 sc0 ls0 ws0">Coordenação Adm<span class="_ _1"></span>inistrativa da <span class="_ _1"></span>TV Senado - COADTV <span class="_ _1"></span> </div><div class="t m0 x1 h9 y35 ff1 fs5 fc0 sc0 ls0 ws0">Coordenação de <span class="_ _1"></span>Edições Técnicas <span class="ff5">–</span> <span class="_ _1"></span>COEDIT  </div><div class="t m0 x1 h9 y36 ff1 fs5 fc0 sc0 ls0 ws0">Coordenação de <span class="_ _1"></span>Programação da <span class="_ _1"></span>TV Senado <span class="ff5">–</span> COPRTV  </div><div class="t m0 x1 h9 y37 ff1 fs5 fc0 sc0 ls0 ws0">Diretoria-Execu<span class="_ _1"></span>tiva de Contrata<span class="_ _1"></span>ções - DIRECON  </div><div class="t m0 x1 h9 y38 ff1 fs5 fc0 sc0 ls0 ws0">Diretoria-Execu<span class="_ _1"></span>tiva de Gestão - DI<span class="_ _1"></span>REG  </div><div class="t m0 x1 h9 y39 ff1 fs5 fc0 sc0 ls0 ws0">Diretoria-Geral <span class="ff5">–</span> <span class="_ _1"></span>DGER  </div><div class="t m0 x1 h9 y3a ff1 fs5 fc0 sc0 ls0 ws0">Secretaria de <span class="_ _1"></span>Tecnologia da I<span class="_ _1"></span>nformação PRODASEN - PRD<span class="_ _1"></span>STI  </div><div class="t m0 x1 h9 y3b ff1 fs5 fc0 sc0 ls0 ws0">Secretaria de <span class="_ _1"></span>Administração de <span class="_ _1"></span>Contratações - SADCO<span class="_ _1"></span>N  </div><div class="t m0 x1 h9 y3c ff1 fs5 fc0 sc0 ls0 ws0">Secretaria de <span class="_ _1"></span>Comunicaç<span class="_ _1"></span>ão Social <span class="ff5">–</span> SECOM  </div><div class="t m0 x1 h9 y3d ff1 fs5 fc0 sc0 ls0 ws0">Secretaria de <span class="_ _1"></span>Gestão de <span class="_ _1"></span>Pessoas - SEGP  </div><div class="t m0 x1 h9 y3e ff1 fs5 fc0 sc0 ls0 ws0">Secretaria de <span class="_ _1"></span>Editoração e <span class="_ _1"></span>Publicações <span class="ff5">–</span> SEGRAF <span class="_ _1"></span> </div><div class="t m0 x1 h9 y3f ff1 fs5 fc0 sc0 ls0 ws0">Serviço de Saúde <span class="_ _1"></span>Ocupacional <span class="_ _1"></span>e Qualidade de <span class="_ _1"></span>Vida no Trabalho - SESOQVT  </div><div class="t m0 x1 h9 y40 ff1 fs5 fc0 sc0 ls0 ws0">Secretaria de <span class="_ _1"></span>Infraestrutura - SINFRA  </div><div class="t m0 x1 h9 y41 ff1 fs5 fc0 sc0 ls0 ws0">Secretaria de <span class="_ _1"></span>Polícia Legislativa - SPS<span class="_ _1"></span>F  </div><div class="t m0 x1 h9 y42 ff1 fs5 fc0 sc0 ls0 ws0">Secretaria TV Sen<span class="_ _1"></span>ado <span class="ff5">–</span> STVSEN  </div><div class="t m0 x1 h9 y43 ff1 fs5 fc0 sc0 ls0 ws0">Secretaria de <span class="_ _1"></span>Relações Pú<span class="_ _1"></span>blicas <span class="ff5">–</span> SRPSF  </div><div class="t m0 x1 h9 y44 ff1 fs5 fc0 sc0 ls0 ws0">Núcleo de C<span class="_ _1"></span>oordenação de <span class="_ _1"></span>Ações Socioambien<span class="_ _1"></span>tais - NCAS  </div><div class="t m0 x1 h9 y45 ff1 fs5 fc0 sc0 ls0 ws0">Secretaria de <span class="_ _1"></span>Editoração e <span class="_ _1"></span>Publicações <span class="ff5">–</span> SEGRAF <span class="_ _1"></span> </div><div class="t m0 x1 h9 y46 ff1 fs5 fc0 sc0 ls0 ws0">Instituto Leg<span class="_ _1"></span>islativo Brasileiro <span class="ff5">–</span> ILB  </div><div class="t m0 x1 h9 y47 ff1 fs5 fc0 sc0 ls0 ws0">Serviço de Gestão de <span class="_ _1"></span>Estágios - SEGST  </div><div class="t m0 x1 h9 y48 ff1 fs5 fc0 sc0 ls0 ws0">Coordenação de <span class="_ _1"></span>Pessoal Ativo <span class="ff5">–</span> <span class="ls2">CO</span>APES  </div><div class="t m0 x1 h9 y49 ff1 fs5 fc0 sc0 ls0 ws0">Coordenação de <span class="_ _1"></span>Biblioteca - C<span class="_ _1"></span>OBIB  </div><div class="t m0 x1 h5 y4a ff1 fs5 fc0 sc0 ls0 ws0">Secretaria de <span class="_ _1"></span>Gestão de <span class="_ _1"></span>Informação e Docum<span class="_ _1"></span>entação <span class="ff5">–</span> SGIDOC<span class="ff3 fs2"> </span></div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x1 h7 y4b ff3 fs4 fc0 sc0 ls0 ws0">Apresentação </div><div class="t m0 x1 ha y4c ff4 fs6 fc0 sc0 ls0 ws0">O <span class="_ _3"> </span>Plano <span class="_ _3"> </span>de <span class="_ _3"> </span>Acessibili<span class="_ _1"></span>dade <span class="_ _3"> </span>do <span class="_ _3"> </span>Senado <span class="_ _3"> </span>Fed<span class="_ _1"></span>eral <span class="_ _3"> </span>é <span class="_ _3"> </span>o <span class="_ _3"> </span>resultado <span class="_ _4"> </span>de <span class="_ _4"> </span>u<span class="_ _0"></span>ma <span class="_ _4"> </span>ação </div><div class="t m0 x1 ha y4d ff4 fs6 fc0 sc0 ls0 ws0">colaborativa <span class="_ _1"></span>entre <span class="_ _1"></span>os <span class="_ _1"></span>diferentes <span class="_ _1"></span>setores <span class="_ _1"></span>da <span class="_ _1"></span>Casa <span class="_ _1"></span>para pr<span class="_ _1"></span>omover <span class="_ _1"></span>a <span class="_ _1"></span>acessibilidade </div><div class="t m0 x1 ha y4e ff4 fs6 fc0 sc0 ls0 ws0">e <span class="_ _5"></span>a <span class="_ _5"></span>inclusão <span class="_ _5"></span>de <span class="_ _5"></span>pessoas <span class="_ _5"></span>com <span class="_ _5"></span>deficiência <span class="_ _5"></span>e <span class="_ _5"></span>garantir <span class="_ _5"></span>a <span class="_ _5"></span>sua <span class="_ _6"></span>participação <span class="_ _5"></span>plena <span class="_ _6"></span>e </div><div class="t m0 x1 ha y4f ff4 fs6 fc0 sc0 ls0 ws0">efetiva no convívio diário com a atividade pública do Senado Federal<span class="ls3">. </span> </div><div class="t m0 x1 ha y50 ff4 fs6 fc0 sc0 ls0 ws0">Os <span class="_ _7"> </span>resultados <span class="_ _7"> </span>alcançados<span class="_ _1"></span> <span class="_ _7"> </span>no <span class="_ _7"> </span>primeiro <span class="_ _7"> </span>ano <span class="_ _8"> </span>de <span class="_ _8"> </span>execução <span class="_ _7"> </span>deste <span class="_ _8"> </span>Plano </div><div class="t m0 x1 ha y51 ff4 fs6 fc0 sc0 ls0 ws0">(2016/2017), representam o avanço do tema e contribuem para tornar realidade </div><div class="t m0 x1 ha y52 ff4 fs6 fc0 sc0 ls0 ws0">os <span class="_ _0"></span>direitos <span class="_ _6"></span>garantidos pela<span class="_ _0"></span> <span class="_ _0"></span>legislação, <span class="_ _6"></span>c<span class="_ _1"></span>om <span class="_ _0"></span>desta<span class="_ _0"></span>que <span class="_ _0"></span>para <span class="_ _0"></span>a<span class="_ _0"></span> <span class="_ _0"></span>Lei <span class="_ _0"></span>nº<span class="_ _0"></span> 1<span class="_ _0"></span>3.146, <span class="_ _0"></span>de <span class="_ _0"></span>6 </div><div class="t m0 x1 ha y53 ff4 fs6 fc0 sc0 ls0 ws0">de <span class="_ _9"></span>julho <span class="_ _5"></span>de <span class="_ _5"></span>2015, <span class="_ _9"></span>a <span class="_ _5"></span>Lei <span class="_ _9"></span>Brasileira <span class="_ _5"></span>de <span class="_ _9"></span>Inclusão <span class="_ _9"></span>(<span class="_ _0"></span>LBI) <span class="_ _5"></span>/ <span class="_ _9"></span>Estatuto <span class="_ _5"></span>da <span class="_ _5"></span>Pesso<span class="_ _0"></span>a <span class="_ _5"></span>com </div><div class="t m0 x1 ha y54 ff4 fs6 fc0 sc0 ls0 ws0">Deficiência. <span class="_ _5"></span>Entre <span class="_ _5"></span>as<span class="_ _0"></span> <span class="_ _5"></span>ações <span class="_ _5"></span>que <span class="_ _5"></span>tiveram <span class="_ _5"></span>suas <span class="_ _5"></span>metas <span class="_ _5"></span>alcan<span class="_ _0"></span>çadas <span class="_ _6"></span>desta<span class="_ _0"></span>cam<span class="_ _0"></span>-se: </div><div class="t m0 x1 ha y55 ff4 fs6 fc0 sc0 ls0 ws0">construção <span class="_ _1"></span>d<span class="_ _1"></span>e <span class="_ _a"></span>banheiros <span class="_ _a"></span>e <span class="_ _a"></span>calçad <span class="_ _a"></span>acessíveis, <span class="_ _a"></span>de <span class="_ _a"></span>acordo <span class="_ _a"></span>com <span class="_ _a"></span>as <span class="_ _a"></span>normas <span class="_ _a"></span>técnicas<span class="_ _a"></span> </div><div class="t m0 x1 ha y56 ff4 fs6 fc0 sc0 ls0 ws0">e <span class="_ _4"> </span>adequação <span class="_ _4"> </span>dos <span class="_ _4"> </span>n<span class="_ _1"></span>ovos <span class="_ _4"> </span>conteúdos <span class="_ _4"> </span>dos <span class="_ _4"> </span>c<span class="_ _a"></span>ursos <span class="_ _4"> </span>ofe<span class="_ _0"></span>recidos <span class="_ _4"> </span>pelo <span class="_ _b"> </span>Senado <span class="_ _b"> </span>aos </div><div class="t m0 x1 ha y57 ff4 fs6 fc0 sc0 ls0 ws0">padrões de acessibilidade<span class="_ _0"></span>. </div><div class="t m0 x1 ha y58 ff4 fs6 fc0 sc0 ls0 ws0">A <span class="_ _c"></span>consolidação <span class="_ _c"></span>dessas <span class="_ _9"></span>ações<span class="_ _0"></span>, <span class="_ _c"></span>no <span class="_ _c"></span>entanto <span class="_ _9"></span>ensejam <span class="_ _c"> </span>continuidade, <span class="_ _9"></span>p<span class="_ _0"></span>ois <span class="_ _c"></span>não <span class="_ _9"></span>se </div><div class="t m0 x1 ha y59 ff4 fs6 fc0 sc0 ls0 ws0">encerram <span class="_ _a"></span>em <span class="_ _a"></span>seu <span class="_ _1"></span>primeiro <span class="_ _a"></span>ano, <span class="_ _a"></span>uma <span class="_ _a"></span>vez <span class="_ _a"></span>que alg<span class="_ _1"></span>umas <span class="_ _a"></span>dessas <span class="_ _a"></span>p<span class="_ _0"></span>ossuem <span class="_ _a"></span>prazo <span class="_ _a"></span>de </div><div class="t m0 x1 ha y5a ff4 fs6 fc0 sc0 ls0 ws0">execução <span class="_"> </span>em <span class="_ _3"> </span>andamento <span class="_"> </span>e <span class="_ _3"> </span>outras <span class="_"> </span>necessitam <span class="_ _3"> </span>ser <span class="_"> </span>ajustadas, <span class="_ _3"> </span>em <span class="_"> </span>razão <span class="_ _3"> </span>da </div><div class="t m0 x1 ha y5b ff4 fs6 fc0 sc0 ls0 ws0">abrangência e inovação do tema.  </div><div class="t m0 x1 ha y5c ff4 fs6 fc0 sc0 ls0 ws0">Para <span class="_ _d"> </span>consecução <span class="_ _d"> </span>d<span class="_ _1"></span>essa <span class="_ _d"> </span>nov<span class="_ _1"></span>a <span class="_ _d"> </span>versão <span class="_ _d"> </span>(2018/2019), <span class="_ _d"> </span>permanecem <span class="_ _d"> </span>os <span class="_ _d"> </span>eix<span class="_ _a"></span>os </div><div class="t m0 x1 ha y5d ff4 fs6 fc0 sc0 ls0 ws0">temáticos <span class="_ _a"></span>estabelecidos, <span class="_ _a"></span>a<span class="_ _0"></span>crescidos <span class="_ _a"></span>às <span class="_ _a"></span>açõe<span class="_ _0"></span>s <span class="_ _a"></span>que <span class="_ _a"></span>se <span class="_ _a"></span>refe<span class="_ _0"></span>rem <span class="_ _a"></span>à <span class="_ _a"></span>manutenção <span class="_ _1"></span>dos<span class="_ _1"></span> </div><div class="t m0 x1 ha y5e ff4 fs6 fc0 sc0 ls0 ws0">processos <span class="_ _e"> </span>já <span class="_ _e"> </span>ex<span class="_ _1"></span>istentes <span class="_ _e"> </span>e <span class="_ _e"> </span>consolidados, <span class="_ _f"> </span>a <span class="_ _f"> </span>e<span class="_ _0"></span>xemplo: <span class="_ _e"> </span>Programa <span class="_ _e"> </span>de </div><div class="t m0 x1 ha y5f ff4 fs6 fc0 sc0 ls0 ws0">acompanhamento <span class="_ _10"> </span>dos <span class="_ _10"> </span>serv<span class="_ _1"></span>idores <span class="_ _10"> </span>com <span class="_ _10"> </span>deficiência<span class="_ _0"></span> <span class="_ _10"> </span>e <span class="_ _10"> </span>sensibilização <span class="_ _10"> </span>da </div><div class="t m0 x1 ha y60 ff4 fs6 fc0 sc0 ls0 ws0">comunidade interna. </div><div class="t m0 x1 ha y61 ff4 fs6 fc0 sc0 ls0 ws0">De <span class="_ _11"> </span>forma <span class="_ _11"> </span>geral, <span class="_ _11"> </span>como <span class="_ _12"> </span>pode <span class="_ _11"> </span>ser <span class="_ _11"> </span>visto <span class="_ _11"> </span>nas <span class="_ _11"> </span>páginas <span class="_ _11"> </span>seguintes, <span class="_ _11"> </span>a <span class="_ _12"> </span>versão<span class="_ _a"></span> </div><div class="t m0 x1 ha y62 ff4 fs6 fc0 sc0 ls0 ws0">apresentada <span class="_ _13"> </span>contribui <span class="_ _13"> </span>para <span class="_ _14"> </span>o <span class="_ _13"> </span>processo <span class="_ _14"> </span>de <span class="_ _13"> </span>institucionalização <span class="_ _13"> </span>do <span class="_ _14"> </span>Plano <span class="_ _13"> </span>de </div><div class="t m0 x1 ha y63 ff4 fs6 fc0 sc0 ls0 ws0">Acessibilidade <span class="_"> </span>respaldando-se <span class="_"> </span>no <span class="_"> </span>comprometimento <span class="_"> </span>dessa <span class="_"> </span>C<span class="_ _a"></span>asa <span class="_"> </span>Legislativa </div><div class="t m0 x1 ha y64 ff4 fs6 fc0 sc0 ls0 ws0">com os avanços normativos, alinhado com recomendações internacionais.  </div><div class="t m0 x1 ha y65 ff4 fs6 fc0 sc0 ls0 ws0">Espera-se, <span class="_ _6"></span>com <span class="_ _6"></span>e<span class="_ _0"></span>sse <span class="_ _0"></span>Plan<span class="_ _0"></span>o <span class="_ _6"></span>de <span class="_ _6"></span>Acessibilidade <span class="_ _6"></span>romper <span class="_ _6"></span>padrões <span class="_ _6"></span>estabelecidos <span class="_ _6"></span>e </div><div class="t m0 x1 ha y66 ff4 fs6 fc0 sc0 ls0 ws0">eliminar <span class="_"> </span>barreiras, <span class="_"> </span>sejam <span class="_"> </span>elas <span class="_"> </span>arquitetônicas, <span class="_"> </span>urbanísticas, <span class="_"> </span>comunicacionais, </div><div class="t m0 x1 ha y67 ff4 fs6 fc0 sc0 ls0 ws0">tecnológicas <span class="_ _15"> </span>ou <span class="_ _15"> </span>atitudinais. <span class="_ _15"> </span>Os <span class="_ _d"> </span>resultados <span class="_ _13"> </span>obtido<span class="_ _0"></span>s <span class="_ _15"> </span>serão <span class="_ _13"> </span>impo<span class="_ _0"></span>rtantes <span class="_ _13"> </span>pa<span class="_ _6"></span>ra </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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class="t m0 x1 ha y68 ff4 fs6 fc0 sc0 ls0 ws0">promover <span class="_ _a"></span>acessibilidad<span class="_ _1"></span>e <span class="_ _a"></span>a <span class="_ _16"></span>todas <span class="_ _16"></span>as <span class="_ _16"></span>pessoas <span class="_ _16"></span>que <span class="_ _a"></span>utilizam <span class="_ _16"></span>os <span class="_ _16"></span>e<span class="_ _0"></span>spaços <span class="_ _16"></span>ou <span class="_ _16"></span>recursos </div><div class="t m0 x1 ha y69 ff4 fs6 fc0 sc0 ls0 ws0">do <span class="_ _b"> </span>Senado <span class="_ _b"> </span>Federal <span class="_ _17"> </span>e <span class="_ _b"> </span>para <span class="_ _b"> </span>incentivar <span class="_ _17"> </span>outros <span class="_ _17"> </span>órgãos <span class="_ _b"> </span>a <span class="_ _17"> </span>a<span class="_ _0"></span>dotarem <span class="_ _17"> </span>modelos <span class="_ _17"> </span>de </div><div class="t m0 x1 ha y6a ff4 fs6 fc0 sc0 ls0 ws0">gestão <span class="_ _14"> </span>semelhante, <span class="_ _13"> </span>especialmente, <span class="_ _14"> </span>amparados <span class="_ _14"> </span>no <span class="_ _13"> </span>compromisso <span class="_ _14"> </span>ético <span class="_ _14"> </span>pela </div><div class="t m0 x1 h7 y6b ff4 fs6 fc0 sc0 ls0 ws0">igualdade e inclusão social.<span class="ff3 fs4"> </span></div><div class="t m0 x1 h7 y6c ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y6d ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y6e ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y6f ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y70 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y71 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y72 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y73 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y74 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y75 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y76 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"/><div class="t m0 x1 h7 y31 ff3 fs4 fc0 sc0 ls0 ws0">Quadro Geral das <span class="_ _0"></span>Ações  </div><div class="t m0 x1 h9 y7d ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h9 y7e ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="c x1 y7f w3 hb"><div class="t m0 x16 hc y80 ff6 fs0 fc0 sc1 ls0 ws0">TE<span class="_ _1"></span>MA<span class="_ _a"></span> </div></div><div class="c x17 y7f w4 hb"><div class="t m0 x18 h2 y80 ff3 fs0 fc0 sc0 ls0 ws0">ITEM </div></div><div class="c x19 y7f w5 hb"><div class="t m0 x1a h2 y81 ff3 fs0 fc0 sc0 ls0 ws0">UNIDADE </div><div class="t m0 x1b h2 y82 ff3 fs0 fc0 sc0 ls0 ws0">RESPONSÁVEL<span class="_ _1"></span> </div></div><div class="c x1c y7f w6 hb"><div class="t m0 x1b hc y80 ff6 fs0 fc0 sc1 ls0 ws0">PRA<span class="_ _1"></span>ZO<span class="_ _a"></span> </div></div><div class="c x1 y83 w3 hd"><div class="t m0 x1d h2 y84 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x17 y85 w4 he"><div class="t m0 x1e hf y86 ff1 fs7 fc0 sc0 ls0 ws0">1.1<span class="ls4">  </span>Promoção de acessibilida<span class="_ _0"></span>de arquitetôn<span class="_ _0"></span>ica nas </div><div class="t m0 x1e hf y87 ff1 fs7 fc0 sc0 ls0 ws0">portarias do Senad<span class="_ _0"></span>o Federal </div><div class="t m0 x1e hf y88 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y85 w5 he"><div class="t m0 x1f hf y87 ff1 fs7 fc0 sc0 ls0 ws0">SINFRA </div></div><div class="c x1c y85 w6 he"><div class="t m0 x20 hf y89 ff1 fs7 fc0 sc0 ls0 ws0">6 meses </div></div><div class="c x17 y8a w4 h10"><div class="t m0 x1e hf y8b ff1 fs7 fc0 sc0 ls0 ws0">1.2  Promoção de aces<span class="_ _0"></span>sibilidade nos b<span class="_ _0"></span>anheiros do </div><div class="t m0 x1e hf y8c ff1 fs7 fc0 sc0 ls0 ws0">Senado Federal </div><div class="t m0 x1e hf y8d ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y8a w5 h10"><div class="t m0 x1f hf y8c ff1 fs7 fc0 sc0 ls0 ws0">SINFRA<span class="ff3"> </span></div></div><div class="c x1c y8a w6 h10"><div class="t m0 x20 hf y89 ff1 fs7 fc0 sc0 ls0 ws0">6 meses </div></div><div class="c x17 y8e w4 h11"><div class="t m0 x1e hf y8f ff1 fs7 fc0 sc0 ls0 ws0">1.3 <span class="ff3"> </span>Promoção de aces<span class="_ _0"></span>sibilidade arq<span class="_ _0"></span>uitetônica nas </div><div class="t m0 x1e hf y86 ff1 fs7 fc0 sc0 ls0 ws0">áreas externas e entorn<span class="_ _0"></span>o às edificações do Sena<span class="_ _0"></span>do </div><div class="t m0 x1e hf y87 ff1 fs7 fc0 sc0 ls0 ws0">Federal </div><div class="t m0 x1e hf y88 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y8e w5 h11"><div class="t m0 x1f hf y90 ff1 fs7 fc0 sc0 ls0 ws0">SINFRA </div></div><div class="c x1c y8e w6 h11"><div class="t m0 x21 hf y91 ff1 fs7 fc0 sc0 ls0 ws0">18 meses </div></div><div class="c x17 y83 w4 h12"><div class="t m0 x1e hf y92 ff1 fs7 fc0 sc0 ls0 ws0">1.4 <span class="ff3"> </span>Proposição de pro<span class="_ _0"></span>jeto arquitetôn<span class="_ _0"></span>ico para </div><div class="t m0 x1e hf y86 ff1 fs7 fc0 sc0 ls0 ws0">acessibilidade das áreas d<span class="_ _0"></span>e grande circulação d<span class="_ _0"></span>o </div><div class="t m0 x1e hf y87 ff1 fs7 fc0 sc0 ls0 ws0">senado federal </div><div class="t m0 x1e hf y88 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y83 w5 h12"><div class="t m0 x1f hf y86 ff1 fs7 fc0 sc0 ls0 ws0">SINFRA </div><div class="t m0 x22 hf y87 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x1c y83 w6 h12"><div class="t m0 x21 hf y91 ff1 fs7 fc0 sc0 ls0 ws0">12 meses </div></div><div class="c x1 y93 w3 h13"><div class="t m0 x1d hc y94 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d hc y95 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d hc y96 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d hc y97 ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x17 y93 w4 h13"><div class="t m0 x1e hf y98 ff1 fs7 fc0 sc0 ls0 ws0">2.1 <span class="ff3"> </span>Garantia de ace<span class="_ _0"></span>ssibilidade nos sítios de in<span class="_ _0"></span>ternet e </div><div class="t m0 x1e hf y99 ff1 fs7 fc0 sc0 ls0 ws0">intranet, mídias sociais e <span class="_ _0"></span>sistemas corporati<span class="_ _0"></span>vos </div><div class="t m0 x1e hf y9a ff1 fs7 fc0 sc0 ls0 ws0">mantidos pelo Senado Fed<span class="_ _0"></span>eral  <span class="_ _0"></span> </div><div class="t m0 x1e hf y81 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y93 w5 h13"><div class="t m0 x23 hf y99 ff1 fs7 fc0 sc0 ls0 ws0">Comitê Gestor de </div><div class="t m0 x24 hf y9a ff1 fs7 fc0 sc0 ls0 ws0">Internet e Intranet<span class="_ _0"></span> </div></div><div class="c x1c y93 w6 h13"><div class="t m0 x21 hf y9b ff1 fs7 fc0 sc0 ls0 ws0">12 meses </div></div><div class="c x1 y9c w3 h14"><div class="t m0 x1d hc y9d ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x17 y9c w4 h14"><div class="t m0 x1e hf y9e ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e hf y9f ff1 fs7 fc0 sc0 ls0 ws0">3.1 Sinalização em po<span class="_ _0"></span>rtuguês e em Braille para </div><div class="t m0 x1e hf ya0 ff1 fs7 fc0 sc0 ls0 ws0">identificação dos espaço<span class="_ _0"></span>s do Senado Federal<span class="_ _0"></span> </div><div class="t m0 x1e hf y92 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e hf y86 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e hf y8c ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e hf y8d ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y9c w5 h14"><div class="t m0 x25 hf y92 ff1 fs7 fc0 sc0 ls0 ws0">SPATR </div></div><div class="c x1c y9c w6 h14"><div class="t m0 x20 hf ya1 ff1 fs7 fc0 sc0 ls0 ws0">6 meses </div></div><div class="c x1 ya2 w3 h15"><div class="t m0 x1d hc ya3 ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x17 ya4 w4 he"><div class="t m0 x1e hf y86 ff1 fs7 fc0 sc0 ls0 ws0">4.1 Preenchimento da cot<span class="_ _0"></span>a estabelecida no ato<span class="_ _0"></span> da </div><div class="t m0 x1e hf y87 ff1 fs7 fc0 sc0 ls0 ws0">comissão diretora nº 11/<span class="_ _0"></span>2015 para con<span class="_ _0"></span>tratação de </div><div class="t m0 x1e hf y8d ff1 fs7 fc0 sc0 ls0 ws0">estagiários com d<span class="_ _0"></span>eficiência </div></div><div class="c x19 ya4 w5 he"><div class="t m0 x26 hf y87 ff1 fs7 fc0 sc0 ls0 ws0">SEGP </div></div><div class="c x1c ya4 w6 he"><div class="t m0 x21 hf y89 ff1 fs7 fc0 sc0 ls0 ws0">12 meses </div></div><div class="c x17 ya2 w4 h12"><div class="t m0 x1e hf y92 ff1 fs7 fc0 sc0 ls0 ws0">4.2 <span class="_ _4"> </span>Preenchi<span class="_ _0"></span>mento <span class="_ _4"> </span>da <span class="_ _3"> </span>cota <span class="_ _3"> </span>estabelecida <span class="_ _3"> </span>no <span class="_ _4"> </span>at<span class="_ _0"></span>o <span class="_ _4"> </span>da </div><div class="t m0 x1e hf y86 ff1 fs7 fc0 sc0 ls0 ws0">comissão <span class="_ _14"> </span>diretora <span class="_ _13"> </span>nº <span class="_ _14"> </span>2/201<span class="_ _0"></span>4 <span class="_ _14"> </span>para <span class="_ _13"> </span>contratação <span class="_ _13"> </span>de </div><div class="t m0 x1e hf y8c ff1 fs7 fc0 sc0 ls0 ws0">jovens aprendizes co<span class="_ _0"></span>m deficiência <span class="_ _0"></span> </div><div class="t m0 x1e hf y8d ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 ya2 w5 h12"><div class="t m0 x26 hf y90 ff1 fs7 fc0 sc0 ls0 ws0">SEGP </div></div><div class="c x1c ya2 w6 h12"><div class="t m0 x21 hf ya5 ff1 fs7 fc0 sc0 ls0 ws0">12 meses </div></div><div class="c x1 ya6 w3 h16"><div class="t m0 x1d hc ya7 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d hc ya8 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d hc ya9 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d hc y97 ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x17 yaa w4 h17"><div class="t m0 x1e hf yab ff1 fs7 fc0 sc0 ls0 ws0">5.1<span class="ff3"> </span>Formação de servidore<span class="_ _0"></span>s para in<span class="_ _0"></span>serção de conteúd<span class="_ _0"></span>o </div><div class="t m0 x1e hf y87 ff1 fs7 fc0 sc0 ls0 ws0">de forma acessível nos <span class="_ _0"></span>sítios do Senado<span class="_ _0"></span> Federal<span class="_ _0"></span> </div><div class="t m0 x1e hf y8d ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yaa w5 h17"><div class="t m0 x26 hf y87 ff1 fs7 fc0 sc0 ls0 ws0">NCAS </div></div><div class="c x1c yaa w6 h17"><div class="t m0 x21 hf yac ff1 fs7 fc0 sc0 ls0 ws0">12 meses </div></div><div class="c x17 ya6 w4 h18"><div class="t m0 x1e hf yad ff1 fs7 fc0 sc0 ls0 ws0">5.2  Capacitações <span class="_ _0"></span>de servidores para o aten<span class="_ _0"></span>dimento de </div><div class="t m0 x1e hf yae ff1 fs7 fc0 sc0 ls0 ws0">pessoas com deficiência<span class="_ _0"></span> </div></div><div class="c x19 ya6 w5 h18"><div class="t m0 x26 hf yaf ff1 fs7 fc0 sc0 ls0 ws0">NCAS </div></div><div class="c x1c ya6 w6 h18"><div class="t m0 x21 hf yb0 ff1 fs7 fc0 sc0 ls0 ws0">10 meses </div></div><div class="c x27 yb1 w7 h19"><div class="t m1 x23 hf yb2 ff3 fs7 fc0 sc0 ls0 ws0">INFRAESTRUTURA</div><div class="t m1 x23 hf yb3 ff3 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x15 yb4 w8 h1a"><div class="t m1 x23 hf yb5 ff3 fs7 fc0 sc0 ls0 ws0">MOBILIDADE</div><div class="t m1 x23 hf yb6 ff3 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m1 x25 h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x28 h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x29 h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x2a h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x2b h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x2c h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x2d h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x2e h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div></div><div class="c x27 yb8 w9 h1b"><div class="t m1 x23 hf yb9 ff3 fs7 fc0 sc0 ls0 ws0">GESTÃO DE </div><div class="t m1 x1a hf yba ff3 fs7 fc0 sc0 ls0 ws0">PESSOAS</div><div class="t m1 x1a hf ybb ff3 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m1 x2f h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x30 h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x31 h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x32 h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x33 h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x34 h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x35 h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x36 h2 yb7 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div></div><div class="c x37 ybc wa h1c"><div class="t m1 x23 h1d ybd ff3 fs8 fc0 sc0 ls0 ws0">EDUCAÇÃO </div><div class="t m1 x38 h1d ybe ff3 fs8 fc0 sc0 ls0 ws0">ACESSIBILIDADE</div><div class="t m1 x38 h1d ybf ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m1 x39 h2 yc0 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x3a h2 yc0 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x3b h2 yc0 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x37 h2 yc0 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x3c h2 yc0 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x3d h2 yc0 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x3e h2 yc0 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div><div class="t m1 x3f h2 yc0 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc1 sc0"> </span></div></div><div class="c x37 yc1 wb h1e"><div class="t m1 x23 hf yc2 ff3 fs7 fc0 sc0 ls0 ws0">ACESSO À </div><div class="t m1 x1a hf yc3 ff3 fs7 fc0 sc0 ls0 ws0">INFORMAÇAÕ</div><div class="t m1 x1a hf yc4 ff3 fs7 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x1 h9 yc5 ff3 fs5 fc0 sc0 ls0 ws0">TEMA 1 <span class="ff7">–</span> <span class="_ _1"></span>INFRAESTRUTURA </div><div class="c x1 yc6 wc h1f"><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">TEMA 1. INFRAESTRUTURA  </div></div><div class="c x1 yc8 wc h21"><div class="t m0 x1d h20 yc9 ff3 fs6 fc0 sc0 ls0 ws0">AÇÃO <span class="_"> </span>1.1 <span class="_ _17"> </span>PROMOÇÃO <span class="_ _b"> </span>DE <span class="_"> </span>ACESS<span class="_ _1"></span>IBILIDADE <span class="_ _b"> </span>ARQUITETÔNICA <span class="_"> </span>N<span class="_ _a"></span>AS <span class="_"> </span>PORTARIAS <span class="_"> </span>D<span class="_ _1"></span>O </div><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">SENADO FEDERAL </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 ycb wd h22"><div class="t m0 x1d h20 ycc ff3 fs6 fc0 sc0 ls0 ws0">DETALHAMENTO DAS </div><div class="t m0 x1d h20 ycd ff3 fs6 fc0 sc0 ls0 ws0">AÇÕES </div><div class="t m0 x1d h20 yce ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 ycb we h22"><div class="t m0 x1d h20 ycc ff1 fs6 fc0 sc0 ls0 ws0">a) <span class="_ _a"></span>Elab<span class="_ _0"></span>orar <span class="_ _a"></span>e a<span class="_ _1"></span>presentar <span class="_ _a"></span>projeto arquitetônico <span class="_ _a"></span>para <span class="_ _a"></span>balcão </div><div class="t m0 x1d h20 ycd ff1 fs6 fc0 sc0 ls0 ws0">acessível <span class="_ _6"></span>no <span class="_ _6"></span>Salão <span class="_ _6"></span>Azul <span class="_ _5"></span>- <span class="_ _6"></span>Edifício <span class="_ _6"></span>Principal; <span class="_ _6"></span>na <span class="_ _6"></span>Portaria <span class="_ _6"></span>do </div><div class="t m0 x1d h20 yce ff1 fs6 fc0 sc0 ls0 ws0">Anexo I; na Portaria do Anexo II; </div><div class="t m0 x41 h20 yc9 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">b) Executar balcão acessível nas portarias selecionadas.  </div><div class="t m0 x1d h20 yc7 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 ycf wd h23"><div class="t m0 x1d h20 yd0 ff3 fs6 fc0 sc0 ls0 ws0">OBJETIVOS </div><div class="t m0 x1d h20 yd1 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 ycf we h23"><div class="t m0 x1d h20 yd0 ff1 fs6 fc0 sc0 ls0 ws0">Garantir <span class="_ _12"> </span>acessibilidade <span class="_ _12"> </span>arquitetônica <span class="_ _12"> </span>às <span class="_ _12"> </span>pessoas <span class="_ _12"> </span>que </div><div class="t m0 x1d h20 yd1 ff1 fs6 fc0 sc0 ls0 ws0">utilizam os edifícios do Senado Federal.  </div><div class="t m0 x1d h20 yc7 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yd2 wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADES ENVOLVIDAS </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 yd2 wf h24"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">NCAS </div></div><div class="c x42 yd2 w10 h24"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yd3 wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADE RESPONSÁVEL </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 yd3 wf h24"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">SINFRA </div></div><div class="c x42 yd3 w10 h24"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yd4 wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">META A SER ALCANÇADA </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 yd4 we h24"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">Portarias selecionadas acessíveis </div></div><div class="c x1 yd5 wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">PRAZO  </div></div><div class="c x40 yd5 wf h24"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">a) 2 meses </div><div class="t m0 x1d h20 yc7 ff1 fs6 fc0 sc0 ls0 ws0">b) 4 meses  </div></div><div class="c x42 yd5 w10 h24"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yd6 wc h25"><div class="t m0 x1d h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">INDICADORES </div></div><div class="c x1 yd8 w11 h25"><div class="t m0 x1d h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">NOME DO INDICADOR </div></div><div class="c x43 yd8 w12 h25"><div class="t m0 x44 h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">APURAÇÃO </div></div><div class="c x1 yd9 w11 h26"><div class="t m0 x1f h20 yda ff1 fs6 fc0 sc0 ls0 ws0"> Portarias selecionadas com acessibilidade implantada  </div></div><div class="c x43 yd9 w13 h26"><div class="t m0 x1d h20 yda ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do </div><div class="t m0 x45 h20 ydb ff1 fs6 fc0 sc0 ls0 ws0">prazo </div></div><div class="c x42 yd9 w10 h26"><div class="t m0 x21 h20 yda ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h7 ydc ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 ydd ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 yde ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 ydf ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 ye0 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 ye1 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h20 ye2 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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class="c x1 ye3 wc h27"><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">TEMA 1. INFRAESTRUTURA  </div></div><div class="c x1 y2 wc h28"><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">AÇÃO <span class="ls5">1.2 </span>PROMOÇÃO DE ACESSIBILIDADE NOS BANHEIROS DO SENADO FEDERAL </div></div><div class="c x1 ye4 wd h21"><div class="t m0 x1d h20 yc9 ff3 fs6 fc0 sc0 ls0 ws0">DETALHAMENTO DAS </div><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">AÇÕES </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 ye4 we h21"><div class="t m0 x1d h20 yc9 ff1 fs6 fc0 sc0 ls0 ws0">Elaborar <span class="_ _18"> </span>e <span class="_ _18"> </span>aprese<span class="_ _1"></span>ntar <span class="_ _18"> </span>projeto <span class="_ _18"> </span>arquitetônico <span class="_ _18"> </span>para<span class="_ _a"></span> </div><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">sanitários destinado às pessoas ostomizadas. </div><div class="t m0 x1d h20 yc7 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 ye5 wd h29"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">OBJETIVOS </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 ye5 we h29"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">Tornar banheiros acessíveis às pessoas ostomizadas. </div></div><div class="c x1 ye6 wd h29"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADES ENVOLVIDAS </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 ye6 wf h29"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">SINFRA </div></div><div class="c x42 ye6 w10 h29"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 ye7 wd h29"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADE RESPONSÁVEL </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 ye7 wf h29"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">SINFRA </div></div><div class="c x42 ye7 w10 h29"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 ye8 wd h29"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">META A SER ALCANÇADA </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 ye8 we h29"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">Banheiro para pessoas ostomizadas </div></div><div class="c x1 ye9 wd h2a"><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">PRAZO  </div></div><div class="c x40 ye9 wf h2a"><div class="t m0 x1d h20 yc7 ff1 fs6 fc0 sc0 ls0 ws0">6 meses </div></div><div class="c x42 ye9 w10 h2a"><div class="t m0 x1d h20 yc7 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yea wc h25"><div class="t m0 x1d h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">INDICADORES </div></div><div class="c x1 yeb w11 h2b"><div class="t m0 x1d h20 yec ff3 fs6 fc0 sc0 ls0 ws0">NOME DO INDICADOR </div></div><div class="c x43 yeb w12 h2b"><div class="t m0 x44 h20 yec ff3 fs6 fc0 sc0 ls0 ws0">APURAÇÃO </div></div><div class="c x1 yed w11 h2c"><div class="t m0 x1d h20 yda ff1 fs6 fc0 sc0 ls0 ws0">Banheiro acessível para pessoas ostomizadas </div></div><div class="c x43 yed w13 h2c"><div class="t m0 x1d h20 yda ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do </div><div class="t m0 x45 h20 yee ff1 fs6 fc0 sc0 ls0 ws0">prazo </div></div><div class="c x42 yed w10 h2c"><div class="t m0 x21 h20 yda ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h20 yef ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h20 yf0 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h20 yf1 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 yf2 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 yf3 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 yf4 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 yf5 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 yf6 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 yf7 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 yf8 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yf9 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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class="c x1 ye3 wc h27"><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">TEMA 1. INFRAESTRUTURA  </div></div><div class="c x1 yfa wc h2d"><div class="t m0 x1d h20 yc9 ff3 fs6 fc0 sc0 ls0 ws0">AÇÃO <span class="ls5">1.<span class="ls6">3 </span></span>PROMOÇÃO DE ACESSIBILID<span class="_ _1"></span>ADE ARQUITETÔNICA N<span class="_ _a"></span>A<span class="_ _0"></span>S ÁREAS E<span class="_ _1"></span>XTERNAS E </div><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">ENTORNO ÀS EDIFICAÇÕES DO SENADO FEDERAL.  </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 yfb wd h2e"><div class="t m0 x1d h20 yfc ff3 fs6 fc0 sc0 ls0 ws0">DETALHAMENTO DAS </div><div class="t m0 x1d h20 yfd ff3 fs6 fc0 sc0 ls0 ws0">AÇÕES </div><div class="t m0 x1d h20 yfe ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 yfb we h2e"><div class="t m0 x1d h2 yff ff1 fs0 fc0 sc0 ls0 ws0">a) <span class="_ _5"></span>Elaborar <span class="_ _5"></span>projeto <span class="_ _5"></span>arquitetônico <span class="_ _5"></span>para <span class="_ _5"></span>rampa <span class="_ _5"></span>de <span class="_ _5"></span>acesso <span class="_ _5"></span>à <span class="_ _5"></span>Ala </div><div class="t m0 x1d h2 y100 ff1 fs0 fc0 sc0 ls0 ws0">Filinto Muller; Gu<span class="_ _1"></span>arita de acess<span class="_ _a"></span>o<span class="_ _0"></span> da Gráfica Via N<span class="_ _a"></span>2<span class="_ _0"></span>;  </div><div class="t m0 x1d h2 y101 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h20 y102 ff1 fs0 fc0 sc0 ls0 ws0">b) <span class="_ _9"> </span>Elaborar <span class="_ _c"> </span>projeto <span class="_ _9"></span>arquitetônico<span class="fs6"> <span class="_ _9"></span>de <span class="_ _c"> </span></span>calçadas <span class="_ _9"> </span>no <span class="_ _9"> </span>entorno <span class="_ _c"> </span>do </div><div class="t m0 x1d h20 y103 ff1 fs0 fc0 sc0 ls0 ws0">Bloco 16; entorno<span class="_ _1"></span> do Bloco 13 e <span class="_ _1"></span>14.<span class="fs6"> </span></div><div class="t m0 x1d h2 y104 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h2 y105 ff1 fs0 fc0 sc0 ls0 ws0">c) <span class="_ _17"> </span>Implantar <span class="_ _17"> </span>projeto<span class="_ _1"></span> <span class="_ _17"> </span>de <span class="_ _17"> </span>rampa <span class="_ _17"> </span>de <span class="_ _17"> </span>acesso <span class="_ _17"> </span>Ala<span class="_ _1"></span> <span class="_ _17"> </span>Filinto <span class="_ _17"> </span>Muller; </div><div class="t m0 x1d h2 y106 ff1 fs0 fc0 sc0 ls0 ws0">Guarita de acess<span class="_ _1"></span>o da Gráfica Via N<span class="_ _1"></span>2;  </div><div class="t m0 x1d h2 y107 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h20 y108 ff1 fs6 fc0 sc0 ls0 ws0">d) <span class="_ _13"> </span>Implantar <span class="_ _13"> </span>projeto <span class="_ _13"> </span><span class="fs0">calçadas <span class="_ _14"> </span>no <span class="_ _13"> </span>entorno <span class="_ _14"> </span>do <span class="_ _14"> </span>Blo<span class="_ _0"></span>co <span class="_ _14"> </span>16; </span></div><div class="t m0 x1d h20 y109 ff1 fs0 fc0 sc0 ls0 ws0">entorno do Bloco 1<span class="_ _1"></span>3 e 14; em frente ao Blo<span class="_ _1"></span>co 17 e 18<span class="_ _1"></span>.<span class="fs6"> </span></div><div class="t m0 x1d h20 yc7 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y10a wd h2f"><div class="t m0 x1d h20 y89 ff3 fs6 fc0 sc0 ls0 ws0">OBJETIVOS </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y10a we h2f"><div class="t m0 x1d h2 y10b ff1 fs0 fc0 sc0 ls0 ws0">Garantir <span class="_ _a"></span>acessibilidade <span class="_ _a"></span>arquitetônica <span class="_ _a"></span>nos ac<span class="_ _1"></span>essos <span class="_ _a"></span>e entorno <span class="_ _a"></span>dos<span class="_ _1"></span> </div><div class="t m0 x1d h2 y10c ff1 fs0 fc0 sc0 ls0 ws0">edifícios do Complex<span class="_ _a"></span>o<span class="_ _0"></span> Arquitet<span class="_ _1"></span>ônico do Senado Feder<span class="_ _a"></span>al. <span class="_ _0"></span> </div></div><div class="c x1 y10d wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADES ENVOLVIDAS </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y10d wf h24"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">SINFRA </div></div><div class="c x42 y10d w10 h24"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y10e wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADE RESPONSÁVEL </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y10e wf h24"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">SINFRA </div></div><div class="c x42 y10e w10 h24"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y10f wd h30"><div class="t m0 x1d h20 y110 ff3 fs6 fc0 sc0 ls0 ws0">META A SER ALCANÇADA </div><div class="t m0 x1d h20 y111 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y10f we h30"><div class="t m0 x1d h20 y110 ff1 fs6 fc0 sc0 ls0 ws0">Duas rampas de acesso  </div><div class="t m0 x1d h20 yee ff1 fs6 fc0 sc0 ls5 ws0">1257<span class="ls0"> m</span></div><div class="t m0 x46 h31 y112 ff1 fs9 fc0 sc0 ls0 ws0">2</div><div class="t m0 x2f h20 yee ff1 fs6 fc0 sc0 ls0 ws0"> de calçadas </div></div><div class="c x1 y113 wd h32"><div class="t m0 x1d h20 y114 ff3 fs6 fc0 sc0 ls0 ws0">PRAZO  </div></div><div class="c x40 y113 wf h32"><div class="t m0 x1d h20 y114 ff1 fs6 fc0 sc0 ls0 ws0">a) 12 meses </div><div class="t m0 x1d h20 y115 ff1 fs6 fc0 sc0 ls0 ws0">b) 8 meses </div><div class="t m0 x1d h20 y116 ff1 fs6 fc0 sc0 ls0 ws0">c) 12 meses                 </div><div class="t m0 x1d h20 y117 ff1 fs6 fc0 sc0 ls0 ws0">d) 10 meses  </div></div><div class="c x42 y113 w10 h32"><div class="t m0 x1d h20 y114 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y118 wc h33"><div class="t m0 x1d h20 y119 ff3 fs6 fc0 sc0 ls0 ws0">INDICADORES </div></div><div class="c x1 y11a w11 h33"><div class="t m0 x1d h20 y119 ff3 fs6 fc0 sc0 ls0 ws0">NOME DO INDICADOR </div></div><div class="c x43 y11a w12 h33"><div class="t m0 x44 h20 y119 ff3 fs6 fc0 sc0 ls0 ws0">APURAÇÃO </div></div><div class="c x1 y44 w11 h34"><div class="t m0 x1d h20 y11b ff1 fs6 fc0 sc0 ls0 ws0">Projetos concluídos e aprovados </div><div class="t m0 x1d h20 yd7 ff1 fs6 fc0 sc0 ls0 ws0">(Metas a/b) </div></div><div class="c x43 y44 w13 h34"><div class="t m0 x1d h20 y11b ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do </div><div class="t m0 x45 h20 yd7 ff1 fs6 fc0 sc0 ls0 ws0">prazo  </div></div><div class="c x42 y44 w10 h34"><div class="t m0 x21 h20 y11b ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y11c w11 h34"><div class="t m0 x1d h20 y11b ff1 fs6 fc0 sc0 ls0 ws0">Obras concluídas </div><div class="t m0 x1d h20 yd7 ff1 fs6 fc0 sc0 ls0 ws0">(Metas (c/d) </div></div><div class="c x43 y11c w13 h34"><div class="t m0 x1d h20 y11b ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do </div><div class="t m0 x45 h20 yd7 ff1 fs6 fc0 sc0 ls0 ws0">prazo </div></div><div class="c x42 y11c w10 h34"><div class="t m0 x21 h20 y11b ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h9 y11d ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h9 y11e ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h9 y11f ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y120 ff3 fs0 fc0 sc0 ls0 ws0"> <span class="_ _19"> </span><span class="ff1"> </span></div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 ye3 wc h27"><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">TEMA 1. INFRAESTRUTURA  </div></div><div class="c x1 y121 wc h35"><div class="t m0 x1d h20 y122 ff3 fs6 fc0 sc0 ls0 ws0">AÇÃO <span class="_ _17"> </span>1.<span class="_ _1"></span>4 <span class="_ _17"> </span>PROPOSIÇ<span class="_ _1"></span>ÃO <span class="_ _c"> </span>DE <span class="_ _17"> </span>PROJETO <span class="_ _c"> </span>ARQUITETÔNICO <span class="_ _17"> </span>PAR<span class="_ _1"></span>A <span class="_ _17"> </span>A<span class="_ _1"></span>CESSIBILIDADE <span class="_ _c"> </span>DAS<span class="_ _0"></span> </div><div class="t m0 x1d h20 y123 ff3 fs6 fc0 sc0 ls0 ws0">ÁREAS DE GRANDE CIRCULAÇÃO DO SENADO FEDERAL </div><div class="t m0 x1d h2 y124 ff3 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y125 wd h36"><div class="t m0 x1d h20 y126 ff3 fs6 fc0 sc0 ls0 ws0">DETALHAMENTO DAS </div><div class="t m0 x1d h20 y127 ff3 fs6 fc0 sc0 ls0 ws0">AÇÕES </div><div class="t m0 x1d h20 y128 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y125 we h36"><div class="t m0 x1d h2 y129 ff1 fs0 fc0 sc0 ls0 ws0">a) <span class="_ _6"></span>Elaboração <span class="_ _6"></span>de <span class="_ _6"></span>estudo <span class="_ _6"></span>contendo <span class="_ _6"></span>diagnóstic<span class="_ _1"></span>o <span class="_ _6"></span>das <span class="_ _6"></span>instalações </div><div class="t m0 x1d h2 y12a ff1 fs0 fc0 sc0 ls0 ws0">físicas <span class="_ _a"></span>do <span class="_ _a"></span>Edifício <span class="_ _a"></span>Principal <span class="_ _16"></span>e <span class="_ _1"></span>Anexo <span class="_ _a"></span>I; <span class="_ _a"></span>Anexo <span class="_ _a"></span>II, <span class="_ _a"></span>PRODASEN, <span class="_ _16"></span>áreas </div><div class="t m0 x1d h2 y12b ff1 fs0 fc0 sc0 ls0 ws0">ao norte da Via N2<span class="_ _1"></span>; </div><div class="t m0 x1d h2 y12c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h20 y12d ff1 fs6 fc0 sc0 ls0 ws0">b) <span class="_ _1"></span>Elaboração <span class="_ _a"></span>de <span class="_ _a"></span>p<span class="_ _0"></span>rojeto <span class="_ _a"></span>arquitetônico <span class="_ _1"></span>para <span class="_ _a"></span>acessibilidade </div><div class="t m0 x1d h20 y122 ff1 fs6 fc0 sc0 ls0 ws0">das <span class="_ _1"></span>instalações <span class="_ _a"></span>físicas <span class="_ _1"></span>do <span class="_ _a"></span><span class="fs0">Edifício <span class="_ _a"></span>P<span class="_ _0"></span>rincipal <span class="_ _a"></span>e An<span class="_ _1"></span>exo <span class="_ _a"></span>I; <span class="_ _a"></span>Anexo II,<span class="_ _1"></span> </span></div><div class="t m0 x1d h2 y12e ff1 fs0 fc0 sc0 ls0 ws0">PRODASEN, áreas a<span class="_ _a"></span>o<span class="_ _0"></span> norte da Via N<span class="_ _1"></span>2. </div><div class="t m0 x1d h20 y12f ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y130 wd h29"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">OBJETIVOS </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y130 we h29"><div class="t m0 x1d h2 y131 ff1 fs0 fc0 sc0 ls0 ws0">Propor <span class="_ _5"></span>projeto <span class="_ _9"> </span>arquitetônico <span class="_ _5"></span>para <span class="_ _9"> </span>assegurar <span class="_ _5"></span>acessibilidade <span class="_ _5"></span>às </div><div class="t m0 x1d h2 y132 ff1 fs0 fc0 sc0 ls0 ws0">áreas de grande circulaç<span class="_ _a"></span>ão do Senado Federal. </div></div><div class="c x1 y133 wd h37"><div class="t m0 x1d h20 y89 ff3 fs6 fc0 sc0 ls0 ws0">UNIDADES ENVOLVIDAS </div><div class="t m0 x1d h20 y12f ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y133 wf h37"><div class="t m0 x1d h20 y89 ff1 fs6 fc0 sc0 ls0 ws0">SINFRA </div></div><div class="c x42 y133 w10 h37"><div class="t m0 x21 h20 y89 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y134 wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADE RESPONSÁVEL </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y134 wf h24"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">SINFRA </div></div><div class="c x42 y134 w10 h24"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y135 wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">META A SER ALCANÇADA </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y135 we h24"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">Projeto arquitetônico elaborado e aprovado pela DGER </div></div><div class="c x1 y136 wd h38"><div class="t m0 x1d h20 y116 ff3 fs6 fc0 sc0 ls0 ws0">PRAZO  </div></div><div class="c x40 y136 wf h38"><div class="t m0 x1d h20 y116 ff1 fs6 fc0 sc0 ls0 ws0">a) 6 meses </div><div class="t m0 x1d h20 y117 ff1 fs6 fc0 sc0 ls0 ws0">b) 12 meses </div></div><div class="c x42 y136 w10 h38"><div class="t m0 x1d h20 y116 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y137 wc h39"><div class="t m0 x1d h20 y119 ff3 fs6 fc0 sc0 ls0 ws0">INDICADORES </div></div><div class="c x1 y138 w11 h25"><div class="t m0 x1d h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">NOME DO INDICADOR </div></div><div class="c x43 y138 w12 h25"><div class="t m0 x44 h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">APURAÇÃO </div></div><div class="c x1 y139 w11 h3a"><div class="t m0 x1d h20 y13a ff1 fs6 fc0 sc0 ls0 ws0">Projeto aprovado pela DGER </div></div><div class="c x43 y139 w13 h3a"><div class="t m0 x1d h20 y13a ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do </div><div class="t m0 x45 h20 yee ff1 fs6 fc0 sc0 ls0 ws0">prazo </div></div><div class="c x42 y139 w10 h3a"><div class="t m0 x21 h20 y13a ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h5 y13b ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y13c ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y13d ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y13e ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y13f ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y140 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y141 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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class="t m0 x1 h9 yc5 ff3 fs5 fc0 sc0 ls0 ws0">TEMA 2. ACESS<span class="_ _1"></span>O À INFORMAÇÃO </div><div class="c x1 yc6 wc h1f"><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">TEMA 2. ACESSO À INFORMAÇÃO  </div></div><div class="c x1 y142 wc h3b"><div class="t m0 x1d h20 y122 ff3 fs6 fc0 sc0 ls0 ws0">AÇÃO <span class="_ _b"> </span>2.1 <span class="_"> </span>GARANTIA <span class="_ _17"> </span>DE <span class="_"> </span>ACESSIBILID<span class="_ _1"></span>ADE <span class="_"> </span>N<span class="_ _a"></span>O<span class="_ _0"></span>S <span class="_ _17"> </span>SÍTIOS <span class="_"> </span>DE <span class="_ _17"> </span>INTERNET <span class="_ _b"> </span>E <span class="_ _b"> </span>INTRANET, </div><div class="t m0 x1d h20 y123 ff3 fs6 fc0 sc0 ls0 ws0">MÍDIAS SOCIAIS E SISTEMAS CORPORATIVOS MANTIDOS PELO SENADO FEDERAL.<span class="_ _0"></span>  </div><div class="t m0 x1d h2 y124 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y143 wd h3c"><div class="t m0 x1d h20 y144 ff3 fs6 fc0 sc0 ls0 ws0">DETALHAMENTO DAS </div><div class="t m0 x1d h20 y145 ff3 fs6 fc0 sc0 ls0 ws0">AÇÕES </div><div class="t m0 x1d h20 y146 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y143 we h3c"><div class="t m0 x47 h3d y147 ff1 fs0 fc0 sc0 ls7 ws0">a)<span class="ff4 ls0"> <span class="_ _1a"> </span><span class="ff1">Avaliação <span class="_ _6"></span>e <span class="_ _5"></span>medição <span class="_ _6"></span>do <span class="_ _5"></span>grau <span class="_ _6"></span>de <span class="_ _5"></span>acessibilidade <span class="_ _6"></span>dos <span class="_ _5"></span>portais </span></span></div><div class="t m0 x38 h2 y148 ff1 fs0 fc0 sc0 ls0 ws0">do Senado Federal; <span class="_ _1"></span> </div><div class="t m0 x47 h3d y149 ff1 fs0 fc0 sc0 ls8 ws0">b)<span class="ff4 ls0"> <span class="_ _1b"> </span><span class="ff1">Apresentação <span class="_ _14"> </span>de <span class="_ _13"> </span>soluções <span class="_ _14"> </span>para <span class="_ _13"> </span>problemas <span class="_ _14"> </span>técnicos <span class="_ _14"> </span>de </span></span></div><div class="t m0 x38 h2 y14a ff1 fs0 fc0 sc0 ls0 ws0">acessibilidade nas págin<span class="_ _1"></span>as do Senado<span class="_ _1"></span> Federal  </div><div class="t m0 x47 h3d y14b ff1 fs0 fc0 sc0 ls9 ws0">c)<span class="ff4 ls0"> <span class="_ _8"> </span><span class="ff1">Inclusão <span class="_ _5"></span>de <span class="_ _6"></span>descrição <span class="_ _6"></span>de <span class="_ _6"></span>imagens <span class="_ _6"></span>no <span class="_ _6"></span>Portal <span class="_ _6"></span>de <span class="_ _5"></span>Notícias <span class="_ _6"></span>do </span></span></div><div class="t m0 x38 h2 y9a ff1 fs0 fc0 sc0 ls0 ws0">Senado Federal;  </div><div class="t m0 x47 ha y14c ff1 fs6 fc0 sc0 lsa ws0">d)<span class="ff4 ls0"> <span class="_ _d"> </span><span class="ff1 fs0">Adoção <span class="_ _13"> </span>da <span class="_ _13"> </span>#pracegover <span class="_ _13"> </span>nas <span class="_ _13"> </span>mídias <span class="_ _15"> </span>sociais <span class="_ _13"> </span>do <span class="_ _15"> </span>Senado </span></span></div><div class="t m0 x38 h20 y124 ff1 fs0 fc0 sc0 ls0 ws0">Federal. <span class="fs6"> </span></div></div><div class="c x1 y14d wd h3e"><div class="t m0 x1d h20 y14e ff3 fs6 fc0 sc0 ls0 ws0">OBJETIVOS </div><div class="t m0 x1d h20 y14f ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y14d we h3e"><div class="t m0 x1d h2 y150 ff1 fs0 fc0 sc0 ls0 ws0">Promover <span class="_ _1c"> </span>acesso <span class="_ _3"> </span>à <span class="_ _1d"> </span>infor<span class="_ _1"></span>mação <span class="_ _1c"> </span>disponibilizad<span class="_ _1"></span>a <span class="_ _1c"> </span>em <span class="_ _1c"> </span>formato </div><div class="t m0 x1d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">eletrônico pel<span class="_ _1"></span>o Senado Federal à pes<span class="_ _1"></span>soa com deficiênc<span class="_ _a"></span>ia;  </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y152 wd h3f"><div class="t m0 x1d h20 y153 ff3 fs6 fc0 sc0 ls0 ws0">UNIDADES ENVOLVIDAS </div><div class="t m0 x1d h20 y154 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y152 wf h3f"><div class="t m0 x1d h2 y96 ff1 fs0 fc0 sc0 ls0 ws0">NCAS, <span class="_ _9"> </span>PRODASEN, <span class="_ _9"> </span>Comitê <span class="_ _c"> </span>Gestor <span class="_ _9"> </span>de <span class="_ _c"> </span>Internet <span class="_ _9"> </span>e <span class="_ _c"> </span>Intranet <span class="_ _9"></span>e </div><div class="t m0 x1d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">unidades <span class="_"> </span>responsáveis <span class="_"> </span>por <span class="_ _3"> </span>alimentaçã<span class="_ _1"></span>o <span class="_ _4"> </span>de <span class="_ _4"> </span>co<span class="_ _0"></span>nteúd<span class="_ _1"></span>o <span class="_ _4"> </span>em </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">sítios e sistemas d<span class="_ _a"></span>o<span class="_ _0"></span> Senado Federal<span class="_ _1"></span>.  </div></div><div class="c x42 y152 w10 h3f"><div class="t m0 x21 h20 y153 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y155 wd h3f"><div class="t m0 x1d h20 y153 ff3 fs6 fc0 sc0 ls0 ws0">UNIDADE RESPONSÁVEL </div><div class="t m0 x1d h20 y154 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y155 wf h3f"><div class="t m0 x1d h2 y96 ff1 fs0 fc0 sc0 ls0 ws0">Comitê <span class="_ _1e"> </span>Gestor <span class="_ _1e"> </span>de <span class="_ _1e"> </span>Internet <span class="_ _1e"> </span>e <span class="_ _1e"> </span>Intran<span class="_ _1"></span>et <span class="_ _1e"> </span>e <span class="_ _1e"> </span>unidades </div><div class="t m0 x1d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">responsáveis <span class="_ _1d"> </span>por <span class="_ _14"> </span>alimentação <span class="_ _1d"> </span>de <span class="_ _14"> </span>conteúdo <span class="_ _14"> </span>em <span class="_ _1d"> </span>sítios <span class="_ _14"> </span>e </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">sistemas do Senad<span class="_ _1"></span>o Federal.<span class="_ _1"></span>   </div></div><div class="c x42 y155 w10 h3f"><div class="t m0 x21 h20 y153 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y156 wd h40"><div class="t m0 x1d h20 yce ff3 fs6 fc0 sc0 ls0 ws0">META A SER ALCANÇADA </div><div class="t m0 x1d h20 yc9 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y156 we h40"><div class="t m0 x48 ha yce ff1 fs6 fc0 sc0 lsb ws0"><span class="fc1 sc0">a)</span><span class="ff4 ls0"> <span class="_"> </span><span class="ff1">a) Grau de acessi<span class="_ _1"></span>bilidade dos portais avaliados                       <span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span></span></span></div><div class="t m0 x1d h20 yc9 ff1 fs6 fc0 sc0 ls0 ws0">b) Proposta para revisão dos sítios  </div><div class="t m0 x48 ha yca ff1 fs6 fc0 sc0 lsa ws0"><span class="fc1 sc0">b)</span><span class="ff4 ls0"> <span class="_ _b"> </span></span><span class="ls8">c) <span class="ls0">Descrição d<span class="_ _0"></span>e imagens incluídas no Portal de Notícias      </span></span></div><div class="t m0 x1d h20 yc7 ff1 fs6 fc0 sc0 ls0 ws0">d) #pracegover incluída nas mídias do Senado Federal          <span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span></div></div><div class="c x1 y157 wd h32"><div class="t m0 x1d h20 y114 ff3 fs6 fc0 sc0 ls0 ws0">PRAZO  </div></div><div class="c x40 y157 wf h32"><div class="t m0 x1d h20 y114 ff1 fs6 fc0 sc0 lsb ws0">a)<span class="ls0"> 3 meses </span></div><div class="t m0 x1d h20 y158 ff1 fs6 fc0 sc0 lsa ws0">b)<span class="ls0"> 6 meses </span></div><div class="t m0 x1d h20 y116 ff1 fs6 fc0 sc0 ls8 ws0">c)<span class="ls0"> <span class="ls5">12</span> meses </span></div><div class="t m0 x1d h20 y117 ff1 fs6 fc0 sc0 lsa ws0">d)<span class="ls0"> <span class="ls5">12</span> meses </span></div></div><div class="c x42 y157 w10 h32"><div class="t m0 x1d h20 y114 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5d wc h2b"><div class="t m0 x1d h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">INDICADORES </div></div><div class="c x1 y159 w11 h2b"><div class="t m0 x1d h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">NOME DO INDICADOR </div></div><div class="c x43 y159 w12 h2b"><div class="t m0 x44 h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">APURAÇÃO </div></div><div class="c x1 y15a w11 h41"><div class="t m0 x1d h20 y15b ff1 fs6 fc0 sc0 ls0 ws0">a) Avaliação do portal entregue e aprovada </div></div><div class="c x43 y15a w13 h41"><div class="t m0 x1d h20 y15b ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do </div><div class="t m0 x45 h20 yee ff1 fs6 fc0 sc0 ls0 ws0">prazo </div></div><div class="c x42 y15a w10 h41"><div class="t m0 x21 h20 y15b ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 ydf w11 h41"><div class="t m0 x1d h20 y15b ff1 fs6 fc0 sc0 ls0 ws0">b) Proposta apresentada </div></div><div class="c x43 ydf w13 h41"><div class="t m0 x1d h20 y15b ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do </div><div class="t m0 x45 h20 yee ff1 fs6 fc0 sc0 ls0 ws0">prazo </div></div><div class="c x42 ydf w10 h41"><div class="t m0 x21 h20 y15b ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y15c w11 h42"><div class="t m0 x1d h20 y15d ff1 fs6 fc0 sc0 ls0 ws0">c) Imagens descritas no portal de notícias  </div></div><div class="c x43 y15c w13 h42"><div class="t m0 x1d h20 y15d ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do </div><div class="t m0 x45 h20 y15e ff1 fs6 fc0 sc0 ls0 ws0">prazo </div></div><div class="c x42 y15c w10 h42"><div class="t m0 x21 h20 y15d ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y15f w11 h41"><div class="t m0 x1d h20 y160 ff1 fs6 fc0 sc0 ls0 ws0">d) #pracegover acessível </div></div><div class="c x43 y15f w13 h41"><div class="t m0 x1d h20 y160 ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do  </div><div class="t m0 x45 h20 y161 ff1 fs6 fc0 sc0 ls0 ws0">prazo </div></div><div class="c x42 y15f w10 h41"><div class="t m0 x21 h20 y160 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h2 y120 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _19"> </span> </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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class="c x1 ye3 wc h27"><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">TEMA 3. MOBILIDADE </div></div><div class="c x1 yfa wc h2d"><div class="t m0 x1d h20 yc9 ff3 fs6 fc0 sc0 ls0 ws0">AÇÃO <span class="_ _9"></span>3.1 <span class="_ _9"></span>SINALIZAÇÃO <span class="_ _5"></span>EM <span class="_ _c"> </span>PORTUGUÊS <span class="_ _5"></span>E <span class="_ _9"></span>EM <span class="_ _5"></span>BRAI<span class="_ _0"></span>LLE <span class="_ _9"></span>PARA <span class="_ _9"></span>IDENTIFICAÇÃO <span class="_ _5"></span>DOS </div><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">ESPAÇOS DO SENADO FEDERAL  </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y162 wd h43"><div class="t m0 x1d h20 y163 ff3 fs6 fc0 sc0 ls0 ws0">DETALHAMENTO DAS </div><div class="t m0 x1d h20 y164 ff3 fs6 fc0 sc0 ls0 ws0">AÇÕES </div><div class="t m0 x1d h20 y165 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y162 we h43"><div class="t m0 x24 h3d y166 ff1 fs0 fc0 sc0 ls7 ws0">a)<span class="ff4 ls0"> <span class="_ _b"> </span><span class="ff1">Levantamento das áreas pr<span class="_ _a"></span>io<span class="_ _0"></span>ritárias a sere<span class="_ _1"></span>m sinalizadas em </span></span></div><div class="t m0 x38 h2 y167 ff1 fs0 fc0 sc0 ls0 ws0">Português <span class="_ _0"></span>ou <span class="_ _6"></span>com <span class="_ _0"></span>símbolos <span class="_ _0"></span>de <span class="_ _0"></span>acessibilidade <span class="_ _6"></span>definid<span class="_ _a"></span>os <span class="_ _6"></span>em </div><div class="t m0 x38 h2 y96 ff1 fs0 fc0 sc0 ls0 ws0">normas técnicas.  </div><div class="t m0 x1d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 h3d y124 ff1 fs0 fc0 sc0 ls8 ws0">b)<span class="ff4 ls0"> <span class="_ _1b"> </span><span class="ff1">Sinalização das ár<span class="_ _1"></span>eas definidas no levanta<span class="_ _a"></span>mento. </span></span></div></div><div class="c x1 y168 wd h44"><div class="t m0 x1d h20 y169 ff3 fs6 fc0 sc0 ls0 ws0">OBJETIVOS </div><div class="t m0 x1d h20 y14f ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y168 we h44"><div class="t m0 x1d h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0">Facilitar <span class="_ _a"></span>o acesso<span class="_ _1"></span> a<span class="_ _a"></span>o<span class="_ _0"></span>s <span class="_ _a"></span>v<span class="_ _0"></span>ários<span class="_ _1"></span> set<span class="_ _1"></span>ores d<span class="_ _1"></span>a <span class="_ _a"></span>Casa, tan<span class="_ _1"></span>to para<span class="_ _a"></span> pessoas </div><div class="t m0 x1d h2 y14c ff1 fs0 fc0 sc0 ls0 ws0">com deficiência <span class="_ _1"></span>visual, como para pe<span class="_ _a"></span>ssoas sem deficiência.  </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y8a wd h29"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADES ENVOLVIDAS </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y8a wf h29"><div class="t m0 x1d h2 y131 ff1 fs0 fc0 sc0 ls0 ws0">SINFRA/SPATR/NCA<span class="_ _1"></span>S                    <span class="_ _1"></span>                                <span class="_ _1"></span>                     <span class="fc1 sc0"> </span><span class="fc1 sc0">  </span><span class="fc1 sc0">  </span><span class="fc1 sc0">  </span><span class="fc1 sc0">  </span><span class="fc1 sc0"> </span><span class="fc1 sc0">  </span><span class="fc1 sc0">  </span><span class="_ _1"></span><span class="fc1 sc0">  </span><span class="fc1 sc0"> </span></div></div><div class="c x42 y8a w10 h29"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y16a wd h45"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADE RESPONSÁVEL </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y16a wf h45"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">SPATR </div></div><div class="c x42 y16a w10 h45"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y16b wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">META A SER ALCANÇADA </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y16b we h24"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">100% das áreas definidas no levantamento sinalizadas.  </div></div><div class="c x1 y16c wd h38"><div class="t m0 x1d h20 y116 ff3 fs6 fc0 sc0 ls0 ws0">PRAZO  </div></div><div class="c x40 y16c wf h38"><div class="t m0 x1d ha y116 ff1 fs6 fc0 sc0 lsb ws0">a)<span class="ff4 ls0"> <span class="_ _e"> </span><span class="ff1">4 <span class="_ _0"></span>meses                              <span class="_ _1"></span>                   <span class="_ _0"></span> </span></span></div><div class="t m0 x1d ha y117 ff1 fs6 fc0 sc0 lsa ws0">b)<span class="ff4 ls0"> <span class="_ _f"> </span></span><span class="ls5">8 <span class="ls0">meses </span></span></div></div><div class="c x42 y16c w10 h38"><div class="t m0 x1d h20 y116 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y16d wc h25"><div class="t m0 x1d h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">INDICADORES </div></div><div class="c x1 y16e w11 h25"><div class="t m0 x1d h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">NOME DO INDICADOR </div></div><div class="c x43 y16e w12 h25"><div class="t m0 x44 h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">APURAÇÃO </div></div><div class="c x1 y16f w11 h2c"><div class="t m0 x1d h20 yda ff1 fs6 fc0 sc0 ls0 ws0">Percentual de áreas sinalizadas considerando o levantamento </div><div class="t m0 x1d h20 ydb ff1 fs6 fc0 sc0 ls0 ws0">apresentado. </div></div><div class="c x43 y16f w13 h2c"><div class="t m0 x1d h20 yda ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do </div><div class="t m0 x45 h20 ydb ff1 fs6 fc0 sc0 ls0 ws0">prazo </div></div><div class="c x42 y16f w10 h2c"><div class="t m0 x21 h20 yda ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7 h5 y170 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y171 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y172 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y173 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y174 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y175 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y176 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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class="c x1 ye3 wc h27"><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">TEMA 4. GESTÃO DE PESSOAS  </div></div><div class="c x1 yfa wc h2d"><div class="t m0 x1d h20 yc9 ff3 fs6 fc0 sc0 ls0 ws0">AÇÃO <span class="_ _15"> </span>4.1 <span class="_ _15"> </span>PREENCHIMENTO <span class="_ _15"> </span>DA <span class="_ _d"> </span>COTA <span class="_ _13"> </span>EST<span class="_ _0"></span>ABELECIDA <span class="_ _15"> </span>NO <span class="_ _15"> </span>ATO <span class="_ _15"> </span>DA <span class="_ _15"> </span>COMISSÃO </div><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">DIRETORA Nº 11/2015 PARA CONTRATAÇÃO DE <span class="_ _1"></span>ESTAGIÁRIOS COM DEFICIÊNCIA <span class="_ _0"></span> </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y177 wd h46"><div class="t m0 x1d h20 y178 ff3 fs6 fc0 sc0 ls0 ws0">DETALHAMENTO DAS </div><div class="t m0 x1d h20 y179 ff3 fs6 fc0 sc0 ls0 ws0">AÇÕES </div><div class="t m0 x1d h20 y17a ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y177 we h46"><div class="t m0 x1d h2 y17b ff1 fs0 fc0 sc0 ls0 ws0">Divulgação do <span class="_ _0"></span>processo seletivo junto <span class="_ _0"></span>às instituições de <span class="_ _0"></span>ensino </div><div class="t m0 x1d h2 y17c ff1 fs0 fc0 sc0 ls0 ws0">com <span class="_ _a"></span>ênfase <span class="_ _16"></span>na <span class="_ _a"></span>contratação <span class="_ _16"></span>de <span class="_ _a"></span>pessoas <span class="_ _16"></span>com <span class="_ _a"></span>deficiência<span class="_ _1"></span> <span class="_ _16"></span>e <span class="_ _a"></span>no <span class="_ _a"></span>sítio </div><div class="t m0 x1d h2 y17d ff1 fs0 fc0 sc0 ls0 ws0">do <span class="_ _0"></span>programa <span class="_ _0"></span>de <span class="_ _6"></span>estági<span class="_ _1"></span>o <span class="_ _0"></span>do <span class="_ _0"></span>Senado <span class="_ _0"></span>Federal <span class="_ _0"></span>e <span class="_ _6"></span>em outros <span class="_ _0"></span>meios </div><div class="t m0 x1d h2 y17e ff1 fs0 fc0 sc0 ls0 ws0">de comunicação d<span class="_ _1"></span>o Senado Federal;<span class="_ _1"></span>  </div><div class="t m0 x1d h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h2 y14c ff1 fs0 fc0 sc0 ls0 ws0">Sensibilização <span class="_ _c"> </span>das <span class="_ _9"> </span>áreas <span class="_ _c"> </span>demandantes <span class="_ _c"> </span>para <span class="_ _9"> </span>a <span class="_ _17"> </span>i<span class="_ _a"></span>m<span class="_ _0"></span>por<span class="_ _1"></span>tância <span class="_ _c"> </span>da </div><div class="t m0 x1d h20 y124 ff1 fs0 fc0 sc0 ls0 ws0">contratação de estagiár<span class="_ _1"></span>ios com defici<span class="_ _a"></span>ência. <span class="fs6"> </span></div></div><div class="c x1 y17f wd h47"><div class="t m0 x1d h20 y180 ff3 fs6 fc0 sc0 ls0 ws0">OBJETIVOS </div><div class="t m0 x1d h20 y181 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y17f we h47"><div class="t m0 x1d h2 y167 ff1 fs0 fc0 sc0 ls0 ws0">Possibilitar <span class="_ _17"> </span>às<span class="_ _1"></span> <span class="_ _17"> </span>pessoas <span class="_ _c"> </span>com <span class="_ _17"> </span>deficiência <span class="_ _c"> </span>o <span class="_ _17"> </span>primeiro <span class="_ _c"> </span>acesso <span class="_"> </span>a<span class="_ _a"></span>o </div><div class="t m0 x1d h2 y96 ff1 fs0 fc0 sc0 ls0 ws0">ambiente de trabalh<span class="_ _a"></span>o, de forma a contrib<span class="_ _1"></span>uir com sua <span class="_ _1"></span>formação </div><div class="t m0 x1d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">profissional.  </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y182 wd h45"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADES ENVOLVIDAS </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y182 wf h45"><div class="t m0 x1d h2 y131 ff1 fs0 fc0 sc0 ls0 ws0">SGEST/COOPA/SEG<span class="_ _1"></span>P  </div></div><div class="c x42 y182 w10 h45"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y183 wd h29"><div class="t m0 x1d h20 y184 ff3 fs6 fc0 sc0 ls0 ws0">UNIDADE RESPONSÁVEL </div><div class="t m0 x1d h20 y185 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y183 wf h29"><div class="t m0 x1d h2 y186 ff1 fs0 fc0 sc0 ls0 ws0">SEGP </div></div><div class="c x42 y183 w10 h29"><div class="t m0 x21 h20 y184 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y187 wd h48"><div class="t m0 x1d h20 y188 ff3 fs6 fc0 sc0 ls0 ws0">META A SER ALCANÇADA </div><div class="t m0 x1d h20 y189 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y187 we h48"><div class="t m0 x1d h2 y164 ff1 fs0 fc0 sc0 ls0 ws0">6% <span class="_"> </span>d<span class="_ _1"></span>e <span class="_"> </span>e<span class="_ _1"></span>stagiários <span class="_ _17"> </span>com <span class="_ _17"> </span>deficiência <span class="_ _17"> </span>dentro <span class="_ _17"> </span>do <span class="_"> </span>total <span class="_ _17"> </span>de <span class="_ _17"> </span>vagas </div><div class="t m0 x1d h2 y18a ff1 fs0 fc0 sc0 ls0 ws0">oferecidas para estági<span class="_ _a"></span>o no Senado Federal.  </div><div class="t m0 x1d h20 yee ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y18b wd h49"><div class="t m0 x1d h20 y132 ff3 fs6 fc0 sc0 ls0 ws0">PRAZO  </div></div><div class="c x40 y18b wf h49"><div class="t m0 x1d h20 y132 ff1 fs6 fc0 sc0 ls0 ws0">12 meses </div></div><div class="c x42 y18b w10 h49"><div class="t m0 x1d h20 y132 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y18c wc h39"><div class="t m0 x1d h20 y119 ff3 fs6 fc0 sc0 ls0 ws0">INDICADORES </div></div><div class="c x1 y18d w11 h39"><div class="t m0 x1d h20 y119 ff3 fs6 fc0 sc0 ls0 ws0">NOME DO INDICADOR </div></div><div class="c x43 y18d w12 h39"><div class="t m0 x44 h20 y119 ff3 fs6 fc0 sc0 ls0 ws0">APURAÇÃO </div></div><div class="c x1 y18e w11 h4a"><div class="t m0 x1d h2 y18f ff1 fs0 fc0 sc0 ls0 ws0">Percentual de estagiári<span class="_ _a"></span>os com deficiência contratad<span class="_ _a"></span>os  </div><div class="t m0 x49 h20 y190 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x43 y18e w13 h4a"><div class="t m0 x1d h20 ya1 ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do </div><div class="t m0 x44 h20 y15b ff1 fs6 fc0 sc0 ls0 ws0">processo </div><div class="t m0 x4a h20 yee ff1 fs6 fc0 sc0 ls0 ws0">seletivo </div></div><div class="c x42 y18e w10 h4a"><div class="t m0 x21 h20 ya1 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7 h5 y191 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y192 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y193 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y194 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y195 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y196 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 ye3 wc h27"><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">TEMA 4. GESTÃO DE PESSOAS  </div></div><div class="c x1 y197 wc h4b"><div class="t m0 x1d h20 yce ff3 fs6 fc0 sc0 ls0 ws0">AÇÃO <span class="_ _15"> </span>4.2 <span class="_ _15"> </span>PREENCHIMENTO <span class="_ _15"> </span>DA <span class="_ _d"> </span>COTA <span class="_ _13"> </span>ESTABELECIDA <span class="_ _d"> </span>NO <span class="_ _15"> </span>ATO <span class="_ _15"> </span>DA <span class="_ _15"> </span>COMISSÃO </div><div class="t m0 x1d h20 yc9 ff3 fs6 fc0 sc0 ls0 ws0">DIRETORA <span class="_ _8"> </span>Nº <span class="_ _1a"> </span>2/2014 <span class="_ _8"> </span>PARA <span class="_ _8"> </span>CONTRATAÇÃ<span class="_ _1"></span>O <span class="_ _8"> </span>DE <span class="_ _1a"> </span>JOVENS <span class="_ _8"> </span>APRENDIZES <span class="_ _1a"> </span>COM </div><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">DEFICIÊNCIA  </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y198 wd h43"><div class="t m0 x1d h20 y163 ff3 fs6 fc0 sc0 ls0 ws0">DETALHAMENTO DAS </div><div class="t m0 x1d h20 y164 ff3 fs6 fc0 sc0 ls0 ws0">AÇÕES </div><div class="t m0 x1d h20 y165 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y198 we h43"><div class="t m0 x1d h2 y166 ff1 fs0 fc0 sc0 ls0 ws0">Solicitação <span class="_ _11"> </span>de <span class="_ _12"> </span>jovens <span class="_ _11"> </span>com <span class="_ _12"> </span>deficiência <span class="_ _11"> </span>para <span class="_ _11"> </span>a <span class="_ _12"> </span>instituição </div><div class="t m0 x1d h2 y167 ff1 fs0 fc0 sc0 ls0 ws0">responsável. </div><div class="t m0 x1d h2 y96 ff1 fs0 fc0 sc0 ls0 ws0">Sensibilização <span class="_ _c"> </span>das <span class="_ _9"> </span>áreas <span class="_ _c"> </span>demandantes <span class="_ _c"> </span>para <span class="_ _9"> </span>a <span class="_ _17"> </span>i<span class="_ _a"></span>m<span class="_ _0"></span>por<span class="_ _1"></span>tância <span class="_ _c"> </span>da </div><div class="t m0 x1d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">contratação de jovens aprendizes com deficiência como jovens<span class="_ _1"></span> </div><div class="t m0 x1d h20 y124 ff1 fs0 fc0 sc0 ls0 ws0">aprendizes. <span class="fs6"> </span></div></div><div class="c x1 y199 wd h4c"><div class="t m0 x1d h20 y19a ff3 fs6 fc0 sc0 ls0 ws0">OBJETIVOS </div><div class="t m0 x1d h20 y19b ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y199 we h4c"><div class="t m0 x1d h2 ya7 ff1 fs0 fc0 sc0 ls0 ws0">Possibilitar aos jovens <span class="_ _1"></span>com deficiência a obtençã<span class="_ _a"></span>o<span class="_ _0"></span> de formação<span class="_ _1"></span> </div><div class="t m0 x1d h2 y19c ff1 fs0 fc0 sc0 ls0 ws0">técnico-profissional <span class="_ _0"></span>e <span class="_ _0"></span>aquisição <span class="_ _0"></span>de <span class="_ _0"></span>experiências <span class="_ _0"></span>e <span class="_ _6"></span>atit<span class="_ _1"></span>udes <span class="_ _0"></span>que </div><div class="t m0 x1d h2 y19d ff1 fs0 fc0 sc0 ls0 ws0">estimulem e<span class="_ _1"></span> favoreçam su<span class="_ _1"></span>a inserção, reinserçã<span class="_ _a"></span>o<span class="_ _0"></span> e ma<span class="_ _1"></span>nutenção </div><div class="t m0 x1d h2 y19e ff1 fs0 fc0 sc0 ls0 ws0">no <span class="_ _0"></span>sistema <span class="_ _6"></span>educacional e <span class="_ _6"></span>auxiliem <span class="_ _0"></span>a <span class="_ _6"></span>c<span class="_ _1"></span>apacitação <span class="_ _0"></span>para <span class="_ _0"></span>ingresso </div><div class="t m0 x1d h2 y19f ff1 fs0 fc0 sc0 ls0 ws0">no mercado de trabalh<span class="_ _1"></span>o.  </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y39 wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADES ENVOLVIDAS </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y39 wf h24"><div class="t m0 x1d h2 y131 ff1 fs0 fc0 sc0 ls0 ws0">SGEST/COOPA </div><div class="t m0 x1d h2 y132 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y39 w10 h24"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yb1 wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADE RESPONSÁVEL </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 yb1 wf h24"><div class="t m0 x1d h2 y131 ff1 fs0 fc0 sc0 ls0 ws0">SEGP </div><div class="t m0 x1d h2 y132 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 yb1 w10 h24"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1a0 wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">META A SER ALCANÇADA </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y1a0 we h24"><div class="t m0 x1d h2 y131 ff1 fs0 fc0 sc0 ls0 ws0">5% <span class="_ _17"> </span>d<span class="_ _a"></span>e <span class="_ _17"> </span>jovens <span class="_ _c"> </span>aprendiz<span class="_ _1"></span>es <span class="_ _c"> </span>com <span class="_ _17"> </span>defi<span class="_ _a"></span>ciência <span class="_ _17"> </span>dentr<span class="_ _a"></span>o<span class="_ _0"></span> <span class="_ _c"> </span>do <span class="_ _17"> </span>total <span class="_ _c"> </span>de<span class="_ _1"></span> </div><div class="t m0 x1d h2 y132 ff1 fs0 fc0 sc0 ls0 ws0">vagas oferecidas para <span class="_ _a"></span>est<span class="_ _0"></span>ágio no Senad<span class="_ _1"></span>o Federal.  </div></div><div class="c x1 y1a1 wd h49"><div class="t m0 x1d h20 y132 ff3 fs6 fc0 sc0 ls0 ws0">PRAZO  </div></div><div class="c x40 y1a1 wf h49"><div class="t m0 x1d h20 y132 ff1 fs6 fc0 sc0 ls0 ws0">12 meses </div></div><div class="c x42 y1a1 w10 h49"><div class="t m0 x1d h20 y132 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1a2 wc h39"><div class="t m0 x1d h20 y119 ff3 fs6 fc0 sc0 ls0 ws0">INDICADORES </div></div><div class="c x1 y1a3 w11 h39"><div class="t m0 x1d h20 y119 ff3 fs6 fc0 sc0 ls0 ws0">NOME DO INDICADOR </div></div><div class="c x43 y1a3 w12 h39"><div class="t m0 x44 h20 y119 ff3 fs6 fc0 sc0 ls0 ws0">APURAÇÃO </div></div><div class="c x1 y1a4 w11 h4a"><div class="t m0 x1d h2 y1a5 ff1 fs0 fc0 sc0 ls0 ws0">Percentual de jovens <span class="_ _a"></span>co<span class="_ _0"></span>ntratados  </div><div class="t m0 x41 h20 y190 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x43 y1a4 w13 h4a"><div class="t m0 x1d h20 y1a6 ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do </div><div class="t m0 x44 h20 y15b ff1 fs6 fc0 sc0 ls0 ws0">processo </div><div class="t m0 x4a h20 yee ff1 fs6 fc0 sc0 ls0 ws0">seletivo </div></div><div class="c x42 y1a4 w10 h4a"><div class="t m0 x21 h20 y1a6 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7 h20 y1a7 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1a8 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1a9 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1aa ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1ab ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1ac ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1ad ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1ae ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1af ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1b0 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1b1 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 ye3 wc h27"><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">TEMA 5<span class="ls5">. </span>EDUCAÇÃO PARA ACESSIBILIDADE  </div></div><div class="c x1 y1b2 wc h4d"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">AÇÃO <span class="_ _5"></span>5.1 <span class="_ _5"></span>FORMAÇÃO <span class="_ _6"></span>DE <span class="_ _5"></span>SERVIDORES <span class="_ _5"></span>PARA <span class="_ _9"></span>INSERÇÃO <span class="_ _5"></span>DE <span class="_ _5"></span>CONTEÚDO <span class="_ _6"></span>DE <span class="_ _5"></span>FORMA </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">ACESSÍVEL NOS SÍTIOS DO SENADO FEDEAL </div></div><div class="c x1 y1b3 wd h21"><div class="t m0 x1d h20 yc9 ff3 fs6 fc0 sc0 ls0 ws0">DETALHAMENTO DAS </div><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">AÇÕES </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y1b3 we h21"><div class="t m0 x1d h20 yc9 ff1 fs6 fc0 sc0 ls0 ws0">Realização <span class="_ _b"> </span>de <span class="_"> </span>ações<span class="_ _1"></span> <span class="_ _b"> </span>de <span class="_"> </span>c<span class="_ _1"></span>apacitação <span class="_"> </span>de <span class="_ _b"> </span>servidores <span class="_ _17"> </span>p<span class="_ _0"></span>ara </div><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">descrição <span class="_ _a"></span>de <span class="_ _a"></span>imagens <span class="_ _a"></span>e <span class="_ _a"></span>vídeos <span class="_ _16"></span>e <span class="_ _1"></span>inserção <span class="_ _16"></span>de co<span class="_ _a"></span>n<span class="_ _0"></span>teúdos <span class="_ _a"></span>em </div><div class="t m0 x1d h20 yc7 ff1 fs6 fc0 sc0 ls0 ws0">sítios e mídias sociais. </div></div><div class="c x1 y1b4 wd h29"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">OBJETIVOS </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y1b4 we h29"><div class="t m0 x1d h2 y131 ff1 fs0 fc0 sc0 ls0 ws0">Promover <span class="_"> </span>f<span class="_ _a"></span>o<span class="_ _0"></span>rmação <span class="_ _17"> </span>de <span class="_"> </span>servid<span class="_ _1"></span>ores <span class="_"> </span>da<span class="_ _1"></span> <span class="_"> </span>SECOM<span class="_ _1"></span> <span class="_"> </span>e <span class="_"> </span>g<span class="_ _1"></span>estores <span class="_"> </span>d<span class="_ _a"></span>e </div><div class="t m0 x1d h2 y132 ff1 fs0 fc0 sc0 ls0 ws0">conteúdo </div></div><div class="c x1 y1b5 wd h29"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADES ENVOLVIDAS </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y1b5 wf h29"><div class="t m0 x23 h20 yca ff1 fs6 fc0 sc0 ls0 ws0">ILB </div></div><div class="c x42 y1b5 w10 h29"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1b6 wd h29"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADE RESPONSÁVEL </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y1b6 wf h29"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">NCAS </div></div><div class="c x42 y1b6 w10 h29"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1b7 wd h29"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">META A SER ALCANÇADA </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y1b7 we h29"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">80 servidores capacitados                                           <span class="_ _1"></span>                 <span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="fc1 sc0"> </span><span class="_ _0"></span><span class="fc1 sc0"> </span></div></div><div class="c x1 y1b8 wd h4e"><div class="t m0 x1d h20 y117 ff3 fs6 fc0 sc0 ls0 ws0">PRAZO  </div></div><div class="c x40 y1b8 wf h4e"><div class="t m0 x1d h20 y117 ff1 fs6 fc0 sc0 ls0 ws0">12 meses </div></div><div class="c x42 y1b8 w10 h4e"><div class="t m0 x1d h20 y117 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1b9 wc h25"><div class="t m0 x1d h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">INDICADORES </div></div><div class="c x1 y1ba w11 h2b"><div class="t m0 x1d h20 yec ff3 fs6 fc0 sc0 ls0 ws0">NOME DO INDICADOR </div></div><div class="c x43 y1ba w12 h2b"><div class="t m0 x44 h20 yec ff3 fs6 fc0 sc0 ls0 ws0">APURAÇÃO </div></div><div class="c x1 y1bb w11 h4f"><div class="t m0 x1d h20 y15b ff1 fs6 fc0 sc0 ls0 ws0">Servidores capacitados </div></div><div class="c x43 y1bb w13 h4f"><div class="t m0 x1d h20 y15b ff1 fs6 fc0 sc0 ls0 ws0">Única ao final do </div><div class="t m0 x45 h20 yee ff1 fs6 fc0 sc0 ls0 ws0">prazo </div></div><div class="c x42 y1bb w10 h4f"><div class="t m0 x21 h20 y15b ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7 h20 y1bc ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1bd ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1be ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1bf ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1c0 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1c1 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1c2 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1c3 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1c4 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1c5 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1c6 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1c7 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y11e ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1c8 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1c9 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1ca ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 ye3 wc h27"><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0">TEMA 5. EDUCAÇÃO PARA ACESSIBILDIADE  </div></div><div class="c x1 yfa wc h2d"><div class="t m0 x1d h20 yc9 ff3 fs6 fc0 sc0 ls0 ws0">AÇÃO <span class="_ _b"> </span>5.2 <span class="_"> </span>C<span class="_ _1"></span>APACITAÇÃO <span class="_"> </span>DE <span class="_ _17"> </span>SERVIDORES <span class="_ _b"> </span>PARA <span class="_"> </span>ATENDIMENTO <span class="_ _17"> </span>A <span class="_"> </span>PE<span class="_ _1"></span>SSOAS <span class="_ _b"> </span>COM </div><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">DEFICIÊNCIA </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1cb wd h50"><div class="t m0 x1d h20 y18f ff3 fs6 fc0 sc0 ls0 ws0">DETALHAMENTO DAS </div><div class="t m0 x1d h20 y153 ff3 fs6 fc0 sc0 ls0 ws0">AÇÕES </div><div class="t m0 x1d h20 y154 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y1cb we h50"><div class="t m0 x1d h2 y1cc ff1 fs0 fc0 sc0 ls0 ws0">Realização <span class="_ _14"> </span>de <span class="_ _14"> </span>ações <span class="_ _14"> </span>de <span class="_ _14"> </span>capacitação <span class="_ _14"> </span>de <span class="_ _14"> </span>servidores <span class="_ _1d"> </span>para <span class="_ _13"> </span>o </div><div class="t m0 x1d h2 y1cd ff1 fs0 fc0 sc0 ls0 ws0">atendimento <span class="_ _1d"> </span>de <span class="_ _14"> </span>pessoas <span class="_ _1d"> </span>com <span class="_ _14"> </span>deficiência, <span class="_ _1d"> </span>incluindo <span class="_ _14"> </span>Língua </div><div class="t m0 x1d h2 y12e ff1 fs0 fc0 sc0 ls0 ws0">Brasileira de Sinais (Lib<span class="_ _1"></span>ras).  </div><div class="t m0 x1d h20 yc7 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1ce wd h47"><div class="t m0 x1d h20 y180 ff3 fs6 fc0 sc0 ls0 ws0">OBJETIVOS </div><div class="t m0 x1d h20 y18a ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y1ce we h47"><div class="t m0 x1d h2 y167 ff1 fs0 fc0 sc0 ls0 ws0">Capacitar <span class="_ _15"> </span>servidores <span class="_ _15"> </span>que <span class="_ _d"> </span>trabalha<span class="_ _1"></span>m <span class="_ _15"> </span>com <span class="_ _d"> </span>atendiment<span class="_ _1"></span>o <span class="_ _15"> </span>ao </div><div class="t m0 x1d h2 y96 ff1 fs0 fc0 sc0 ls0 ws0">público <span class="_"> </span>para <span class="_"> </span>lidarem <span class="_"> </span>com <span class="_"> </span>pessoas <span class="_"> </span>com <span class="_"> </span>deficiência, <span class="_"> </span>visando </div><div class="t m0 x1d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">melhorar a qualidade<span class="_ _a"></span> da prestação de serviç<span class="_ _1"></span>os.  </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1cf wd h29"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADES ENVOLVIDAS </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y1cf wf h29"><div class="t m0 x1d h2 y131 ff1 fs0 fc0 sc0 ls0 ws0">NCAS e ILB  </div><div class="t m0 x1d h2 y132 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y1cf w10 h29"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1d0 wd h45"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">UNIDADE RESPONSÁVEL </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y1d0 wf h45"><div class="t m0 x1d h2 y131 ff1 fs0 fc0 sc0 ls0 ws0">NCAS  </div><div class="t m0 x1d h2 y132 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y1d0 w10 h45"><div class="t m0 x21 h20 yca ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1d1 wd h24"><div class="t m0 x1d h20 yca ff3 fs6 fc0 sc0 ls0 ws0">META A SER ALCANÇADA </div><div class="t m0 x1d h20 yc7 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y1d1 we h24"><div class="t m0 x1d h2 y131 ff1 fs0 fc0 sc0 lsc ws0">60 <span class="ls0">servid<span class="_ _1"></span>ores capacitados </span></div></div><div class="c x1 y1d2 wd h51"><div class="t m0 x1d h20 y117 ff3 fs6 fc0 sc0 ls0 ws0">PRAZO  </div></div><div class="c x40 y1d2 wf h51"><div class="t m0 x1d h20 y117 ff1 fs6 fc0 sc0 ls0 ws0">10 meses </div></div><div class="c x42 y1d2 w10 h51"><div class="t m0 x1d h20 y117 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1d3 wc h25"><div class="t m0 x1d h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">INDICADORES </div></div><div class="c x1 y1d4 w11 h25"><div class="t m0 x1d h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">NOME DO INDICADOR </div></div><div class="c x43 y1d4 w12 h25"><div class="t m0 x44 h20 yd7 ff3 fs6 fc0 sc0 ls0 ws0">APURAÇÃO </div></div><div class="c x1 yd6 w11 h4f"><div class="t m0 x1d h20 y15b ff1 fs6 fc0 sc0 ls0 ws0">Servidores capacitados </div></div><div class="c x43 yd6 w13 h4f"><div class="t m0 x1d h20 y15b ff1 fs6 fc0 sc0 ls0 ws0">Única ao final da </div><div class="t m0 x4b h20 yee ff1 fs6 fc0 sc0 ls0 ws0">capacitação </div></div><div class="c x42 yd6 w10 h4f"><div class="t m0 x21 h20 y15b ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7 h20 y1d5 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1d6 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1d7 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1d8 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1d9 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1da ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1db ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1dc ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1dd ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1de ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1df ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1e0 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1e1 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h20 y1e2 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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class="c x1 y1e3 w14 h52"><div class="t m0 x2d h2 y124 ff3 fs0 fc0 sc0 ls0 ws0">MONITORAMENTO D<span class="_ _a"></span>E <span class="_ _0"></span>AÇÕES<span class="ff1"> </span></div></div><div class="c x1 y1e4 w14 h53"><div class="t m0 x4c h2 y124 ff3 fs0 fc0 sc0 ls0 ws0">MANUTENÇÃO DE<span class="_ _a"></span> AÇÕES CONTÍNUAS<span class="ff1"> </span></div></div><div class="c x1 y1e5 w15 h54"><div class="t m0 x1d h20 y123 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">1. Publicação de <span class="_ _1"></span>obras em Braille;  </div></div><div class="c x4d y1e5 w16 h54"><div class="t m0 x22 h2 y112 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4a h2 y1e6 ff1 fs0 fc0 sc0 ls0 ws0">SEGRAF </div></div><div class="c x1 y1e7 w15 h54"><div class="t m0 x1d h20 y123 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">2. Serviços de interpr<span class="_ _1"></span>etação em <span class="_ _1"></span>Libras para event<span class="_ _a"></span>o<span class="_ _0"></span>s;  </div></div><div class="c x4d y1e7 w16 h54"><div class="t m0 x4e h2 y1e8 ff1 fs0 fc0 sc0 ls0 ws0">SECOM </div></div><div class="c x1 y1e9 w15 h54"><div class="t m0 x1d h20 y123 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">3. Serviços de legend<span class="_ _1"></span>a em temp<span class="_ _a"></span>o<span class="_ _0"></span> real e audi<span class="_ _1"></span>odescrição para <span class="_ _a"></span>eventos;  </div></div><div class="c x4d y1e9 w16 h54"><div class="t m0 x4e h2 y1e8 ff1 fs0 fc0 sc0 ls0 ws0">SECOM </div></div><div class="c x1 y1ea w15 h34"><div class="t m0 x1d h20 y11b ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">4. Contrato co<span class="_ _1"></span>m a APAE-DF para higieniz<span class="_ _1"></span>ação do acerv<span class="_ _1"></span>o da biblioteca do Senad<span class="_ _1"></span>o </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">Federal;  </div></div><div class="c x4d y1ea w16 h34"><div class="t m0 x25 h2 y112 ff1 fs0 fc0 sc0 ls0 ws0">COBIB </div></div><div class="c x1 y1eb w15 h54"><div class="t m0 x1d h20 y123 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">5. Programa de<span class="_ _1"></span> acompanhament<span class="_ _1"></span>o dos servidores<span class="_ _1"></span> com deficiência;<span class="_ _a"></span> <span class="_ _0"></span> </div></div><div class="c x4d y1eb w16 h54"><div class="t m0 x20 h2 y1e8 ff1 fs0 fc0 sc0 ls0 ws0">SESOQVT/SEGP </div></div><div class="c x1 y70 w15 h55"><div class="t m0 x1d h20 y1ec ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h2 y1ed ff1 fs0 fc0 sc0 ls0 ws0">6. Mapeament<span class="_ _1"></span>o das pessoas co<span class="_ _1"></span>m deficiência no S<span class="_ _1"></span>enado Federal;  </div></div><div class="c x4d y70 w16 h55"><div class="t m0 x26 h2 y1ee ff1 fs0 fc0 sc0 ls0 ws0">SEGP </div></div><div class="c x1 y1ef w15 h56"><div class="t m0 x1d h20 y11b ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">7. Adequação dos no<span class="_ _1"></span>vos conteúdos d<span class="_ _1"></span>os cursos ofereci<span class="_ _a"></span>dos pelo Senado Federal aos </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">padrões de acessibil<span class="_ _1"></span>idade;  </div></div><div class="c x4d y1ef w16 h56"><div class="t m0 x4f h2 y112 ff1 fs0 fc0 sc0 ls0 ws0">ILB </div></div><div class="c x1 y1f0 w15 h57"><div class="t m0 x1d h20 y123 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">8. Sensibilização da c<span class="_ _a"></span>omunidade interna sobre acessibi<span class="_ _1"></span>lidade.  </div></div><div class="c x4d y1f0 w16 h57"><div class="t m0 x45 h2 y1e8 ff1 fs0 fc0 sc0 ls0 ws0">NCAS </div></div><div class="c x1 y1f1 w15 h58"><div class="t m0 x1d h20 y167 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0">9. Manutenção de <span class="_ _1"></span>vagas reservadas<span class="_ _a"></span> no<span class="_ _0"></span>s estaciona<span class="_ _1"></span>mentos para uso p<span class="_ _1"></span>or pessoas </div><div class="t m0 x1d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">com deficiência <span class="_ _1"></span>ou mobilidade redu<span class="_ _1"></span>zida e idos<span class="_ _1"></span>os.  </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y1f1 w16 h58"><div class="t m0 x4e h2 y1f2 ff1 fs0 fc0 sc0 ls0 ws0">SINFRA </div></div><div class="c x1 y1f3 w15 h24"><div class="t m0 x1d h20 yca ff1 fs6 fc0 sc0 ls0 ws0">10. Acessibilidade dos documentos funcionais dos servidores com </div><div class="t m0 x1d h20 yc7 ff1 fs6 fc0 sc0 ls0 ws0">deficiência visual </div></div><div class="c x4d y1f3 w16 h24"><div class="t m0 x26 h2 y1f4 ff1 fs0 fc0 sc0 ls0 ws0">SEGP </div></div><div class="c x1 y1f5 w15 h4d"><div class="t m0 x1d h20 y1f6 ff1 fs6 fc0 sc0 ls0 ws0">11. Disponibilização de transporte interno para os servidores com </div><div class="t m0 x1d h20 yc7 ff1 fs6 fc0 sc0 ls0 ws0">deficiência </div></div><div class="c x4d y1f5 w16 h4d"><div class="t m0 x23 h2 y1f4 ff1 fs0 fc0 sc0 ls0 ws0">COTRAN/SPATR </div></div><div class="c x1 y1d7 w14 h59"><div class="t m0 x17 h2 y124 ff3 fs0 fc0 sc0 ls0 ws0">ACOMPANHAMEN<span class="_ _1"></span>TO DE AÇÕES<span class="_ _1"></span> <span class="ff1"> </span></div></div><div class="c x1 y1f7 w15 h5a"><div class="t m0 x1d h20 y166 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h2 y17e ff1 fs0 fc0 sc0 ls0 ws0">1. Acompanhament<span class="_ _a"></span>o<span class="_ _0"></span> da solicitaçã<span class="_ _a"></span>o<span class="_ _0"></span> realizada ao <span class="_ _1"></span>Detran-DF para instalação d<span class="_ _a"></span>e </div><div class="t m0 x1d h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0">sinalização sonora nas fai<span class="_ _1"></span>xas de pedestres<span class="_ _a"></span> na via N2 nas imediações das </div><div class="t m0 x1d h2 y14c ff1 fs0 fc0 sc0 ls0 ws0">dependências d<span class="_ _1"></span>o Senado Federa  </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y1f7 w16 h5a"><div class="t m0 x22 h2 y1f8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x45 h2 y1f9 ff1 fs0 fc0 sc0 ls0 ws0">NCAS </div></div><div class="c x1 y1fa w15 h2b"><div class="t m0 x1d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">2. Acessibilidad<span class="_ _1"></span>e no Espaço do Ser<span class="_ _1"></span>vidor;  </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y1fa w16 h2b"><div class="t m0 x4e h2 y97 ff1 fs0 fc0 sc0 ls0 ws0">SINFRA </div></div><div class="c x1 y1fb w15 h44"><div class="t m0 x1d h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0">3. Contratação de ser<span class="_ _a"></span>v<span class="_ _0"></span>iços de manut<span class="_ _a"></span>enção de equipamentos de i<span class="_ _1"></span>mpressão em </div><div class="t m0 x1d h2 y14c ff1 fs0 fc0 sc0 ls0 ws0">Braille  </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y1fb w16 h44"><div class="t m0 x4a h2 y14c ff1 fs0 fc0 sc0 ls0 ws0">SEGRAF </div></div><div class="c x1 y1fc w15 h59"><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">4<span class="lsd">. </span>Adaptação dos colet<span class="_ _1"></span>ores de ponto a<span class="_ _1"></span>os servidores c<span class="_ _1"></span>om deficiência <span class="_ _1"></span>visual </div></div><div class="c x4d y1fc w16 h59"><div class="t m0 x26 h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">SEGP </div></div><div class="c x1 y1fd w15 h5b"><div class="t m0 x1d h2 y1fe ff1 fs0 fc0 sc0 ls0 ws0">5<span class="lsd">. </span>Implementação de<span class="_ _1"></span> ações em c<span class="_ _1"></span>onjunto com a Câmar<span class="_ _a"></span>a dos Deputados para </div><div class="t m0 x1d h2 y1ff ff1 fs0 fc0 sc0 ls0 ws0">garantia de acessibili<span class="_ _1"></span>dade no Progra<span class="_ _a"></span>m<span class="_ _0"></span>a de Visitaçã<span class="_ _1"></span>o do Senado.  </div><div class="t m0 x1d h2 y200 ff1 fs0 fc0 sc0 ls0 ws0">a. Produção de áudio<span class="_ _a"></span> guias com audiodescrição;<span class="_ _1"></span>  </div><div class="t m0 x1d h2 y201 ff1 fs0 fc0 sc0 ls0 ws0">b. Garantia de acess<span class="_ _1"></span>o a pessoas co<span class="_ _1"></span>m deficiência ao pl<span class="_ _a"></span>enário pelo térreo;  </div><div class="t m0 x1d h2 y202 ff1 fs0 fc0 sc0 ls0 ws0">c. Funcionament<span class="_ _1"></span>o do elevador de p<span class="_ _1"></span>essoas com deficiê<span class="_ _a"></span>ncia durante os fins de </div><div class="t m0 x1d h2 y203 ff1 fs0 fc0 sc0 ls0 ws0">semana;  </div><div class="t m0 x1d h2 y204 ff1 fs0 fc0 sc0 ls0 ws0">d. Capacitação dos <span class="_ _1"></span>monitores em ques<span class="_ _1"></span>tões ligadas à a<span class="_ _a"></span>cessibilidade.  </div></div><div class="c x4d y1fd w16 h5b"><div class="t m0 x4e h2 y201 ff1 fs0 fc0 sc0 ls0 ws0">SECOM </div></div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
<div id="pf13" class="pf w0 h0" data-page-no="13"><div class="pc pc13 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x1 y205 w15 h5c"><div class="t m0 x1d h2 y206 ff1 fs0 fc0 sc0 ls0 ws0">6. Execução de contr<span class="_ _1"></span>atos de prom<span class="_ _1"></span>oção de acessibilida<span class="_ _a"></span>de na TV Senado: </div><div class="t m0 x1a h3d y96 ff1 fs0 fc0 sc0 ls7 ws0">a.<span class="ff4 ls0"> <span class="_ _8"> </span><span class="ff1">Closed caption (24 horas di<span class="_ _1"></span>árias); </span></span></div><div class="t m0 x1a h3d y151 ff1 fs0 fc0 sc0 ls8 ws0">b.<span class="ff4 ls0"> <span class="_ _1a"> </span><span class="ff1">Audiodescrição (6 horas se<span class="_ _a"></span>m<span class="_ _0"></span>anais); </span></span></div><div class="t m0 x1a h3d y124 ff1 fs0 fc0 sc0 ls9 ws0">c.<span class="ff4 ls0"> <span class="_ _1e"> </span><span class="ff1">Janela de Libras.<span class="_ _a"></span> </span></span></div></div><div class="c x4d y205 w16 h5c"><div class="t m0 x4e h2 y111 ff1 fs0 fc0 sc0 ls0 ws0">SECOM </div></div><div class="c x1 y207 w15 h44"><div class="t m0 x1d h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0">7. Garantia de atend<span class="_ _1"></span>imento priori<span class="_ _1"></span>tário ao servidor<span class="_ _1"></span> com deficiência n<span class="_ _1"></span>a tramitaçã<span class="_ _1"></span>o </div><div class="t m0 x1d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">dos processos administra<span class="_ _a"></span>tivos (art. 9º, VII da Lei nº <span class="_ _a"></span>1<span class="_ _0"></span>3.146/2015)<span class="_ _1"></span>;  </div><div class="t m0 x1d h2 y124 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y207 w16 h44"><div class="t m0 x49 h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">SGIDOC/ SEGP </div></div><div class="t m0 x1 h20 y208 ff3 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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