RELATÓRIO PA 2018

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')format("woff");}.ff3{font-family:ff3;line-height:1.107000;font-style:normal;font-weight:normal;visibility:visible;}
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U0Cgh0g8dCvUBoMsKG06poy34SKlVyuteTlyqheEQFaL8nezZOWpN7r/0x9yhQBuh25w95SuIG4tJ21/+RE2pGdRPpc3f84Rl0mPVzaP0FmGsqzgAAAHicY2DAAkqAMIUhhWkPAwPTkf8/AB8iBSwAAAB4nGNgYNDAArMY5jH8YeyCw1tMdkwzmG4xmzHHMU9hvsOiwlLF8op6kFWC1Ym1jvUSBLIJ4YQ2VIL7yIfsAuw1YHgFHXLIcOTB4RH8kFMHCebhgEs4fxAPuSZxLYHCbVwnoPAW1y1uF+41IMhjA4TLIJBXhFcNDC2Q4AI+GTAsAcJdfA/4PqFCfhf+Gfz7YFDAQmACHD5Dgz8EfggmAeEZIQUwXAKDwixgGEEA9qDAOzAoojUKoXCFKJ/oJDE2sSSxG1SE/3BBcSXcEAB4gSbBeJzFWnlwG9d5f8e+XWAXPADiIA7ixuIiABInb65IStTBU5YtUZRE0ZQs0UcaObbSNq0rO5E76aTtJNO0rp1J2iauJ23jyq6dxI7t+EocT+I6acdNm2sy06ROnU6S5qgdTwX2e28BkBRlT/JX/yAWu1ju+87f9/u+t4igCEI4Q+5FFCkoYyQRQpQgegYRjMlhRAhekeAbnkdIkZkEt1E7kz3Zkj1iT5bssQi2/uCFF8i9l2+IkCMIEZTZ+AV+kXwRtSE/6jXS8AS0Cg/tnGWYUrwKD8N2PNfejlC7v93n6oIbbQlZ8WTdesVerpaKbpfdKcfGMJzpsagMZ+7SfefOnVg5d24lUyxm0sViWjt3ApdPvPOdJ+pfOXHudDWHjXy1mq8/navCUhhWRugN8gTyIp/haZcJRngGLrXPIow78JxuJ0p31jGMzbWyOMqX1jtIdBSXx/Fd6kmmKOwYUyRynWS1LpEnFHb5GL9GRgjF3VibUKUsrKPDYl8kz6N+VDL6OjFGOUokSmbgJ4owvQBrklWwQOcsolRaQZLUIc3pAT2RZYo/W9RhuVq1Vq0IRXuwKcooHsOlYhC7nLIid2DZzeXkP8YifQq75diBvJ7IK+w4iPfO60aO9idT6Xc4CKFvcAHr71HYrGJ532+fGUz396Ui/Fp24fr+66r5k7XB97uJpLAZpoB46Y038GPkSyiJhtAcqhjFWAeRCNiJIIkRaR1xb4G9QHbGhAvtaG5m/4QxUC3k/F7hMuRyKu04FtWTekVokjS/cQXcHjf8Cip43J64y+kJwjWuajIP/yArjtY3ufFjtYYfc3pOGGPHu53OrhiTIg63t3t5aOxYt8vtDkpSrKv+yzY17i15NE3Vfb6E+lHVqgd8ulXV1ITXm1AxG63likOD5Xy1Vkh5qOSKpisj6Uyhvy9ZKycTXRJ1pf8rFPa5PAVXLOJy+3zu+vlkOODr6fH5YnrA6/d3gwEgfogX4qcbxXkMh7EwjATeltBZ8Gf7LKNEhBJCAR/c5i6VwVvebLiAdfAheA0+a11VcJ2ny+PMYp17sZqkelSh+OPUi6V/lLCPaitt9FGqvUujn8bayVcl8hEi4Xks4UX1Jkm6SW0j96vq5WXJ+nUK7piitP4E5CcyQJKfg3xOyN48mjQMBVPscUMQdIKo2QxhktR05BnuyBVwZPusjMGTK+DJDjQXjUbz0VwinqtGFIjFeDMLqiIrnNxtLgRRx8WG+Mxih3mIimv457efeIXH1ounzy0yabn+NDteqFQKxz9UqebXGDu1tgbJ8gmmrJw4k6W0/zy+hz3OSvlCud42UCwOsi8znqf9EIP/CfmTQ1WjhDCPP+kCkngS3bEJHKAAW+Wy2xnYG27uLSd0PcnFduc5TJj5IlJE4fmziRvFKpyVPEX4DeL0K6dqtVO7dp2qiewZzBcGBwv5QdtxG1y1VE6OY318pVw6PiYzC6SJrTA0VKi/xG9q0ySLZWylxPGN2/6/wfYdqIfjJcUU9QTA8pD1lArrAsxw2DSxJhFNVCTFB8neMq6AnGqpBhFvFyZ12afBlC+v3n776stn2Vq2TCq9a8w04M1H6189evMpPFzC7tIIq7u53bgM3wQZsmjCGM/GCGIyA5BrA5x2doEofixRxlEI0IqcAZHYCiRx+zYU0l26KyIrgSwCYDG9asKM6eNSpAk6ZliY5/ibADGvMfYw9/3DjGG3AJ3f5Z/4vUwhKwp7ggmIYU+bR1MNRYgDcqNHhO0AlzW6A5cTHJevtNS0icXw0XwUx2LUtMO/wvPcKG5ExPMcYALSeiY5CZ7oIHO6O0EhO7c9eVPBxgIMdwllLrSWeczUADXXIiqslUBhoyfibqcSAekB82EpsDJfJlVNbfe1p8td3a5MFCBAdnW19FKlb2JYZVnoZ2XfwgzDmSmBtT4rART8fVNlK34UzuvzXCICufM6/jHkjh2F3qbOOhwIOUKOoNcDN3YmRZ3dkjMgFOTF9lr70ula7fTE5OmBgdOT/cPD/X1DQ33W6tou7DPWqtU1o/4fu9aqp8aLOFoaHy/Vv1Mc52UOjYCRfkaeRB7ATMMY7cKURMKQyJoKbqEzMjbhk8MRWWGYg6jp9e5uhLrj3bFgAP7XldAViAHEy187Frnh3AJN20Fofam/f2nwPawRH6/6K5XedcbWyZPlldGRYyVW/7GIv/uZUn92uL84wr7KhC8zgDvfAdsNc0mjmEpgLcQTWALwQReEoPgOSJRm9cZ4KwINoyFd79X1BgIBxFQbycMRp1LO42SeVDiXMVHJrOqmhZ1B7AkSqO2x509VFXaUKSPFfClQqo7uL956QmATBMNgMdvvq1T2ThXOr1kKhwd9XA9nttqX9CcjgVBpbuC6U/1Hh1z8cld2IJfy61F/Or+vcngdhN9YIOMbb0KstiP9IfnUlOG3QKZhnoEIH4ZvHKYwmtf7eb49JKMpCiUqCrWrUgZFQljW9lrZNFGvVdkQmbZYbqCAf2dEHmyMwLNfg2e3obB4tgvxBx7mvwHkITyfiDefSvRxLCwj6uFTsjTE1GsVJk0z614ybpHPWKzyDRaE698nwxtvkMfA/ynxzB4Nm9DQfPIq4RcWdb3M85g/GzWeHcJQrUzhxSqATvz5K1a2n2pTqpSmNC2pU2TYCstZzkjUYjFk2bDwp9b/mUxvvE4+h2KoKtbNBiEMBAWiZIlbi2K0DhFAIZ0ooYvwTzEUjacTrCEF0cHTgsTA+g3aYxIdIRcnR7f7O2lXm9LWZbVYw1apPee3BxwdXZq3Q1YjTLIXusm0TSUaU9s0pVuxhsI2TbV6NMVNgT31cCpS/xaZhMPnkQYWKgpJkxw7MVoi3KWrjEqU28dmQ8jmsbkdnXCrGufZbtqqYhJriLrilu/1jVjM749E/H8UjQT80aifTMb8gWg04I81jyb2BdFr+P1AdjpQyAi0cHu7203wrvJAr25ia4IXhmsErn7qtUY9MPkn/8+/gjjSUBmw9ZCxqAJZwX2YUQ2QVaHgBQkwFkg0ZVDN7oBFOD1YRwzJCpPXLRhgUFmCg8LDWUHzlUrFqIwnsrqr4LJb5Z5sH8gBuAElzGU3BQMXtch2wczKhjHAVWaqurcYiAFtYfWz7AElGPT5wr5AzDbElIO7jJl4xONS2LDWE3K5QiE3I1AML8/9SGG+aNrrjHoDkVjAZsNUZtax2X2jubKvy9cF6Xpv0O0KBl3uYKt+fQNsEEejxlA8AIRtex0HEgdhdzdqQiegpshfsgJhSsDkUMKZ7L9aCd+Km43a/Q1wwg9btbsBmviu7VW7/u9bS3aDo/0AsLKC9hl72mDtDJZYDDATPIQJiMtEmwOJw10DnuKMU5bpEgC9vKpgmco8byqorLs4bbPIgR20bStAtmhb42K11f58ea1WWzPpG4jOqdtwIV8za+eXmPKbpyzllTGcGQMOd2zYw696coPDffV/6huu5KFqsn382kfWzrVs/xPBoQaMSjaT6JEYtDMdigRGnpEw6HKR8sb3bsQIYYeBP3GrMzLv1hNuPSKDGqh6RQu5o16JX+FQsePfabIYEOQptu2EPKo0G0wcgID73qYL6q8CyfJyeZ3gh+dA3hAqG/1dYO5GzSKIXOS/X0S87gNqYYFWWKBVCAXB5kz2Xq1ObUoIMPW3q1UhTjWXM+1bvd6wFJdHhrgUw7laLYd/IgSyjywXm3zIAfL0cj6USkTcGpUbjIhw0xFyPjuUTkjyFdzXbbZFboXKQI8EdvO2CMDbjITpZuv9ErOehmLxJMZfJuoNKvsotDYDZAsNrH8XkgPrUETqr1KpfqdELFacoWRWIq9wjoQRMBOSBxnzKGUkAir0UCjjFFwd8w79Is+ui9zh51ODul7hqdSSFQC8Ub22zQhEZwdgL5tX94Acy6r0e5ReYNblpkvxiqRGrGyFU7uGuNbXJel1a8vNzwGT+4zV+llO6EZAWLOveAP4Uwz1oT3GZCdmBCBVYj2AexYF8kuakQXy3g03M4mwMxwWpMPAUjj+SWgeob58JgUPiFQT0MBBNwqG3RmSjclCw/hka4+H30tvIfTaFqEaPNI3UmbkPFZPfoOtZ8rlzLqKw1ITJIBXlY6PTJxwEVb/NyJZyBJ7gQ0U+oa47UPw8X2wfQ/KGRkvnyk5VCsVISuUgApAD4uWifNDICPuhAgWdBUEa0JBKYK/AwvfZwrIPixM+SAfz8zC6eXHhVR7mDjlMvSA/4noD6BuAWJuD0/IDzdy1sqSDE1HkgruA1YpmgEK8ZnFX6MPaWsqPQ80/F1UXW2jD1HtlErul6xq3Qqs8X+0tsvLqsATaMzID2GtDEoY0ZiVgGZ4hq8JcQbuopSvl0GpUq1WlnlS7FjxirWj5rQAvn2Wfkw7qZHjIMV12HZEI8fg2xGiHW+nf0q0JfOXw9h2nZBMqx+gEn5EgyNI+ChIeEzT8HOU1kc10D0IOHKJKCiNquheo8MHXXcOK7LNLLoHLrkXjhhF3oNT6VYoq1Bl8QULZsCNGQUuBMWXyOtWfllZgoPCh0QKXvRDAy/+iVz4Nf5ryXBnMmCWaqbSXwCRUrFEPKWrvKSJ5qRVGRQ5FuWFGYzTKBRwJSkol6NRLIBbu0s4eaS/gR+98xPLN63Ms3SiJ8Gw7fo2oty44BxiU72lZJgo2Zn++qd4wHghGArTC4cOMm8i6/doMrEaC/X5XKLM9Hg4gjY2GjZ7vjOKvoeQXUGT+DZkQZaHCL5kuVTJos17Xmjdsw/fad5Drrxn8zkTOPIWz3mudc9u/OHt94A1a3DPFyDWYqiExo0RJ5DTALT8FmhTOG+iUBHA9gxDK0MReICzJqhoS41JHkPApFN6MiGKWGOGl9RbE8gmWvNCUQMu5JEr5STYXIzqoHTU8Bc0+8z4tM6nic06JpHY9F2hm9qclXKnpjrKAw48OTGZn5npg6jwbVa0V+A0f8/fjU7owyOxqYnYuGFyzCzo9DmIyxKqGeUCFDDer4AqjTGq4BfQqAleIa0yUFfiFa6EiqlEOsUzyr11+CiIRQfXa8eccRyPYU7Pudr3n9EsFu3swuyNGibaMrFCrc9GIlnGZJaJRLNQZC3sqI1Yb1ywXLM3vXs8v+eaeUOyWeFOq6ZY/IlURC8PxiLJZEBlCrYQzT510NRnj9DnAJ/PQe9IVfCO6DE5nb0ADpEY9JhEjLvWRWvGizf3D0aL+6bHRwequWyP3+mQZXc20RJZTOaaLoMK5TF7zgKGrvNXUr+Gp02dLIvjspShlr6w16VihttVqcOZl8fmrG9vkk829Bya04iUKdhskR5F0hI2Srq6wr1Umxt9ezshEcN8/vyZRgxDFw6MEoXAqR1Q6ngQi/IMBmOYbA1iIoKYt+WMLOqZZOpqTKwFGOZYGgLYDRhBrgziya3Bq0+Pz9g1a+iuvVFgVlpnueJs0xwDZccWcuaD0O2bmclPTvTek4fvr9TbJ6ZiI8P6xGjSGAedekGnp8DnMVREu42JXArqdxCSk9c8BTMJs3Uo1Bwkz8iYF8AlOFDucooW43GE4sV4fzbDm8xEKm2BEh6vilZyy5S9NVvnbY1wKRHO5SxT577G/iw0k/tt1LG6b2atvZ1Zzx5cvt7CbPWfMcr645kMk9jHOKnNxI4FvRrtoraR3bMT5X2j8f1HTh4eLNuY1xlJ4716OOBgLNgWTQIumbpx7HqzgYG/tQO7zHuead0zhd97BXZhxMlsAXrZMs+LNBilP0Qo20IQpAZBkBD4nK1vNVSDKriqOmcLCrR4b8cWzFoxhj2lZlckerxhjFPgzEVz7Mb6uGf7WGx2l5imdCaCbBFvKGyKN0PvEAzjQ8w8dY9Ph7DCdkP8xzIdzIzjzEYVPwY+7wUGB1icAuD1QN/Hh5CQ6QgyHT5kUATJQDdlXg2hrVjiI2KogQQvprKppF6NCG1aYcyTu1Irexq90JZw5v4X8dx5tR2U3SKc73h3e9BG21TnAQMie3LXUU22qIcmdkM8SlImHM5AKrPecCQt4Tc4kU7ddo5g24IN47HdVgjs3tnp4Nw1oamFHMCvp/7t/sFIOJUKJyr9Oj8KP1bh4zHI3yTvXX2QuVGMJYed0x7KUY5e5GQV3Q04Bz8swUHiCkuYo3YS6dC8JmTB97bya66O/apVCJ85KHRLx8OZbWUntYcoxxbroq3FY+m+VLT+D5vl5us8Z7mf8rDs58nLSEN+vtvl6eC1BYolVBoxZKDvExONJTFuksS4CSG/t8suRil8y9OxZTJArhhSH06nw9w0pdawmoynxJVw6vIzINiromPxmry0BIs8gDdQB+o2XJvzFI54+DywfnnnFHxoyxR882GQc1yvb3HegTUzL9FPQWLLQxhf0hp8YePljSJ6QugeNvkC9E3gI4g+yukag54RYQhMSRKBKa3K0GtJ5jgpbAt1u+0dwgrKlVbguytXdJLJa9K9PT296fAnOvsyQubo8rVkLBMKZjLBUOZ/f2E7YOvNATByWL28ezGFUSueOKfJoaQRh+qP0nrUozFznC9MQ3CzrRy8SltpNmvQweNWXwlt2mZfOdqMl9+XradVehshd0Nbo9FlsIGxra28F1a5pCiU3Qdd5dPQ16g/pmRRIn8GzsOoAtJ+Uuxh/Mq+G7n6DobQmTwO2DHOq8Vgf5piFnHwDAKdmYxlhi9IhPAsgg4QzuQlfpTxKthHFok0jsZSPJP0hFWg4RW59Nan2wge1JMiBxZyy6wAxVQklhYim19EX7vMbZfe02s4oD56dich6Q6aiYZHM3196fqzO76/2qLXCSiq8cgW3FBM3Ij6IARN0BDUCGAEX2jhBv1/wQ1TbF8TNzgvfR7k7YLF+4wczycKXJRxhkqXWpstFC86nQg5k049GICbHUBJPdspaYO2jeEt2+AN6H5gndPQ9YPzZzWrFbhXuBcAmuUiEX6UcxHLoX19wyN904cO7ekbGenbd+hUKhatDYRjqVQsm+vNxVKi/pqyQu8AfYXZO3x0R+8wvDGJXxQcRfAufxeRiALNAR+5i+aB89ELzR69wbvQ9uYBaFcy3mwe5LftHdw7m4cXgWVNx7b3DoJ+rQvCpQryhXe1WNYmmDcI2MMTY7oxHhPcq8ElJ4FLKs1+CHgk6gCqqEChFVRSAkUuIDHMa6lEfi0qub30vj2VjO69K2RtNkhYtEKaaItEsTWppNkF9W42SPUviV5IH+N9UTNP5gkDnQaNatBNEGlvDPwof0PH9BDflgByJG2ySHOLQk95+NAPefjWixC1Hb9F8gNmWogdt3U4WHsst6kHJfFJwmyStmwDK0m1dP37m9mRhxUnTNxObLyJ/xLkrKFbHwWuK+GZA5fsC0eMpLmbdmtzM63V6DAmGh2xoYbZot9IXbnv9la3LhntsGQNVeOVrA70zw/5tWPzTeedkFmiGjG5c+vtD88q7DBTcrFIKp31TR08dc2hGxR2yJaNRlKBWG9hV/7MdfLcuAW8SS3dsXB3t6/D6p6c2LN4aAozxWLxRkLdXd72js7oSH73vLCDBwRNkbuA+Y8Zw9lYFLhrkU/0XUzsfyIg3RdlLPZpmqN8rhuPP0wW3QndpSdMEtjYgW++96PErsJqmzqbByC0wGd7Qg6m2DL797O88BEw1iNMEF38oMLeTAQVdkAj5b04AVcN+LuV33YrPxFz/l/iR4CTJDk7SnYTSCFoxSQywyk5r27ACHgvBh/SUmNrVILESUDeiD2Iq7dgW0u0oArY2JYr+6aOiq/JRCJjklEv/9FPMS0szmFReurPZgr9GTzSsDPCnwE53chruN96mpfcMlsrecyJ2gP0A1iD2s9fsJmn6uk2+gGqnVXxD/g47xGoMzMqbqt7zXmeY2MQfwrWiXPUVzFHD8D9GbEReRHxwSWnimLWjsSsPY6iyYGymLU3HMSRfrsk5uC7nWRxSiIskfFaMf4g1q7X6ALINEfVNVkm97lzC/vkF2x7mdKZyYDVfySpav1hkG9OtciXfza9Jwjy+UDIO0G+BMobWXc7sIQI4IhoNcW45AwABRVv8NEVPuee132616RN/LWzrqq+OVU144xufdUsorCvwQOeETnPR6r/Ag/6qvDGQwq7VrHgMEfwRX7lWotS/27jTNgu0tirmEC7jLEiltgoAEMMiiRtFXn+tg8md7S2jAgIvdR4iYFAielNJSrb5lNQSYUlXe5Gr9MsojzMxNY1MMArVOJcEJIeP9duv+HA/M3tCrEdt2HJko9G8hbFYs2F7U5GKcCZ9BGm/FTo+ltMke+ict+kDdvL/bnxvYtT/rTN5vZEkvFQT6rgD8U0ykoylaQH5MaO5rxV/hOGLVP9oHsADPA90L3E383pSyUBB3hzK5nNLTcAoxcFGggEF+9FSIfhIKFVPuVHgAXOgSvb2y27ZPyNHNOD5qT4SkDA3waJ4o0ReR2Uoh+n2vUd7M8x++PG1TgOKWwBvvw1lx4+2C7Ziv/C2l5/t8zu5NfuFO9n5QATnhR+XDBmixmgoANYkQcxVTRIB2jUwZPgT+5MajqTb82eQQp4WRFz321OTel6LJWoJixycJtbzbcOyHa3Ajfavn/ZtIO7Qafwk17P0fH9pztlbDuuQjm36IEgdPaKkgr60yo13+LEN/DPXzKJOKs95ZkunJ7bUyzV9u/2tRNVs7UHgrGwOx73B4PebhVu/4PGDjV7HDSyO3K9XHJuh6fI8yiLhpv9UwzDI7fSJT6pXN/S6yN5Ccky11zmjCkJQGm6tKk4j1m6tU41t0Dfhjo95bCfmN59oot04luOHLpReDMTjuUkEh8avsZx3NZVqXapFvvQkB37xquFUcMYkeMDeHhxdXVebIm2JQqF5M2AE/GRygdj6Uil2pNPBkbGRN7ydzk+KfYYjxiaHbDVauGD18augN98rfVW0Stz13Jw4XtPBM37jUDrpder/Lz0aehSXCb6QOBuCehKbSsAZfFvMPIMkS+BA6ahboFD3sMU8iwAo6KQKZmluA4X+ceCVb78mGrOYHoAbx4kz0HvOMr948ZUVswXwfhrG6Jqbc5gsLwzMgFuwEFR7p8EH75cSSt2jmCAzoNPXDs89ODV/NLdcBvGnbcJ51iFo/7mql4pNvwGLYVeKwnnhOLcUSbf6gee/xK6B/rxIHhkc2RBGiML0ahT0XtsNuoncoVQqJCL4Fw4lMuFwjnUqqW3iHd57JxaNZrYRNxsYjc3arM4wMh3qXpMNg/gi0+oinL5GLf//wH20EkleJy9ksFOwkAQhv8W1Hjx6HkNicEYW8CDBk4tCUFPRI0HbhSWtqR0SbuFcPEhjA/g2YOP4iN49jH8WzdGX4Bumv1m5p/Z2cwCOMI7LPx8N3gxbKFhnRq2cWCNDdfofzNcR8M+NryHE/vJ8D79X1Ra9UNaz1VWyRYG+DRs48i6NVzDwAoM18kfhvfg213D+xjYr+hDYYUtMsQIEUFDoIMW2rgiPdAjufuYUJFQu6E1IissGJlWeg8F94i+DDntZlVHs26OLlyukNVLRYEADrMUlvQuqNDcgz/Vz4C+Wm2zOIy06LTaV+IhksKfZInaiFGmFnKqhVfoSGW5aEZar/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')format("woff");}.ff6{font-family:ff6;line-height:1.101000;font-style:normal;font-weight:normal;visibility:visible;}
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')format("woff");}.ff7{font-family:ff7;line-height:1.093000;font-style:normal;font-weight:normal;visibility:visible;}
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vDaRezAwMjAzeQzem0iwHC3snAzMDgslGFsSMwYoNDRwSIn+KyUQPE38HBABFgcImU3qgOEtrF0cDAyOLQkRwCkwCBzXxsjHxaOxj/t25g6d3IxOCymTWFjcHFBQCrRir1AHicY2DAAhKBMJghmGkPAwPTHsa/DAz/HZmO/P/BdJyJ9f+P/2YAkwoL3AAAeJxjYGDQwAJ9GArg8AijAmMZ4zbGX0xBTCVMG5juMMswpzCvYv7DEsCyheUFqxIUrmHTYutjZ2LPYv/F4cBRwzGPU4Qzi3MflxFXB9crbivuHu5DPBwkQymc0IWu8NAoHIWjEBMCAJ7Ua/YAeJy1WHtsW9d5P+fcc+8ljyjRFB9XFilKJC/vpUiJIi/vJWVLoi4lWZKthx+RYyuyLNNO7MRL7DZxsXYbAv+RFNiAYa+iKLL9saFr4GxZF69Nsy7OUmwZMqB7FGu3Jnsk2VBkbYMGWzeg3QZR+865pCIrj2J/DLCv7uPwnO/7/X7f4xxEUAohnCdPIQmpKO+aCCGJIOkKIhiTM4gQvEXhDh9HSFVkCsOkkKxohUooFTIroUwK+7/76qvkqe3LKXIWpkJD2IcX8AbqQkk3Di8wOgNz4i2YD/FZ4IO/IqlaoXcK25WUNYAjmdQQw2HGWj/APjbN4B/Mo8GPTpE7MPygG4Of9azADDiIV/dMYdXC1QlsqZJSwJr0d5J/qcu7kmd8XdtnfAgRNAgXH8xzEGVR2S2mMCV4WcEUpqfoQXCwZ0WWiJh5oB+h/uxAFsZqjm6p6sHC0Bi2CzgdxLBC2vCW08JapICNGNxWTclIqxJ+mgzI/0RxErNVWcZfJf7zfvJHmB3/H4l8mUh4AwDc9N+QpBt+RSa3/P7ts5LvryUJ4wcJaX2OY44WwaB3wc4wGkKjyHGtHmEpeEBlQq8gGL0FaPasKFiW0Rb8JohWU6nUaCqf1ZcrZVWNF3RupROywbJYNKIqWhJHEQDMLXVso4B7vT9p8Q6/+7Fz32Dsz5rXzspysdx6kT5sT0zYDz89MWl/nNJH77+fkVtsa+On8hLpW5vEz9Bv0kOWM7H9znSt1qBvU84rqu38GL9FXkF5VHUrCBMwmt5EVCJUehzQRU0YFVkB8+UmtzwqcwLzaNjO6o7BjY4VMZhcrVgxsErJqGnQhZFJK9FQJFaxqlwlGldJD878ZdP5xIULNxS6zFzbbjRs22XLzLkw7atsTuHK5vVrGz5ZoSxou67d+hN+7WHU5588ZyGuBY7x9wDjbhRHI+4wGCWABAXgttC5DEI9CPXFeuKhOAzsqihcaB1QQxGAuFqpWdVaSCAZDS2yr29ev7759XvpY6VD+HD5Ucphu3q29ednr96DGzWsjzfo9g85Vnz912D9DBp2DXgGaZArYIC8hWS5h4NEtxClQbpaqcxmZocUNVFAmZRHF8fAo64TNZxqcY9fY603KH2ZsZcpxWmIpCcYwz/HyEP0NQrhRP+BX7lZbJrbMQ6cvQmcFdG46wBnMsHyTSQDazIobS9pSlPFihJVOGlFNFqZBdayPjArZnikJbFn1vtI8955ZiuZZ2/c2Jq+4ABb047tNhy7Th9i7E/ZY03f9Q08vnG9fN+hOGNxa7pht16xG5OVTcrqjP1G85qHG7r1k3KBRxEYUMCLsA784/5un2VI6DQGPj8Pc8RRzs2CGDBB+KYIf4gqqUmxJEUlPmEc9du6I0PwgzJ3XeBe7a4AUrx13oYVpiyrDn/s83Vfef0wQOxa9bqFfwQMsMPr5Q7nfwPrhtCgmxC2w3rkAjBPgoSvF0LBmQpV+/Z40CGY+0FxAmb7Bc+ZL3AePX8WhQ93IL/pbqrPB6ThZUixMD/EXmfuQTRQqVW4L+3JtXBsL1Bpnr+iYQHZkl/6TyKxJUDOL/0HSNNDUG0Nw/03BZIqfp1IrQLjsVTb+RF+GzQEfolY2lWNDEjiJo+lKF7t7UWod7A3eVCDgQdMHktevNcx146HZZ2/2FXPXzWr1abrXqxWL7rVmZmqMzPj+CHGsVG/4DgX6q2/ByGtzY3jkfH5+fHWt2pHRGzDFb9DXkK9YE/JHe1keJ44yRaPbwE8aCYcRig8GE6ASb3ogK2rAD2CdKmIaI50MujdqfKJK1dOf5pyWb2VnpgofZLST5KXrm+sP0Jb/wyB9QxrvdSo1mbodym3xdr5NeD8FdSPcqjg5g74oaJCKpd4nr/Ea6qAJ8IpMvTBARh3cEIGaJBARFGV3ZgyO2Bpe8PLwe55e22R20MX1+ytqY/VLS48q05e4Qh9+/gjQUw3GNugOPjIcTwMyP1FdXa22hLX3Vz474BXEhW4jRpGFEzsgCbLZEsEh+QFmj6br9gWz0dDIJm7keK1Bmz2yiLZW27wr0qfwNJVD7e1y/WahH8W+1d/SD9VPDQ+9ikfHpFo69sCv2vrs1thTFvfoD5ylb5Fp23HFTovQdz+LWBZFfVFopCk0E1hJX4cciVpgpkRTu3e+lJFju6M6LaoL8bdQWwXsVkkzgclr0gSa0kC3mR++wY7xmZq9kTyUG1qsXTtPheS1xJzx0vjiVrtyOLoo1u+K2sQmVppqjaaHDEGhqzl6tqF0plDGmPRct0qJvP6gGktVu69LPxIw+V1iFcNpdwkgUCVtnjO6agSxmgoOmNneLAiz6xdjD0TKyn8OvstQfpTkN4/T+4wl9HtpwG/+yjcenlhBvD6gchz7XU+OsHtJoP9Ce61Js/WDdtp8BLbdH3wH38HUlFs/MiRcfx9uEu4TUdoSYc1P09kZKAKesJlGnQBfoxUsrz0XPLEWTfH2wGJEki3SFGJckV0Az5gS1vxY1VFTZ64oJ2JuyMfMZS3PGI8biKRXNbdmAkNq1kxrWIeFs9msnrWZsA5innYAWqqkkkbwDY41qYZ3pjQy0FQ9bYLFTAfq+D6A+CpXDzpblw9d5qO5tMFGbOTVMHKA0tag65YE6M6kTeXWr/H2IAsledPnDpNEwUrlfDLMq2vtI5YeZeO5LO8vKA6YPKiyM8l9KiHQ1cfplLAR5BMluO7Txie1r0Bca8eUSo1wW/wGDo9gU2UYzO4/ysIxxuCxIh112+YRqWaFW0D9H/AYto02snE45YHQQ2UrykOzy2ZtAq+a8B9Db8YCC1PHzMw9YonxZmjTw6cCbJ88nCkOxCZdCN4anraPnbUgfKS8rqJNyUsVT77lfnFfDIzm1tcyB2Z5xosg++3QQ9j6JBbPdAN9QMSg0QgA0IjLAG54BM3GnwghDZlTGmUcmmOoWI2N5pT1H4IWxNo4yxZsUEcCYKtY4RbrAiTk/C+Oo2rg6BX7ujTl7pUtev+5WOXGWVLRIHaKFuGUZZlRS4ZpgUJF+JX8l1e9p2cH52bsOdOrU71+Ymi0sBgoWjknQnDGC0MQWDJXSH3hNB1Efz43TaHmy6LA2FdmPPVoUtE1166cLPdmXC69n1t0yUyVpRwusw88FUSdO1WZC5SoVnhPqcqBio9AHQZHd8FXUsdmoxj08uhABt48mgG0+7I4WSeBQMRdzIC+QFqNksBXc7RY/b0tPXZCvD1ZktZWMzNZpL5xfnc/BGvXv0Y/wHwlUGWyLIU8Ri8omLuENitwaYDeuW2znQdId3Sy4Uc/CCdzQ37IJXo1RpwEROa28OcBrUBGtVojBNGhPngqWNw7eH+ckDyTzEptDl/bKurW/ZfWjlzQaWwD6SEyNXcaEmm9A/5vWUuZQb8Ukhih2aWGs7CnDm/tnmqNMOoecAo4isj+pBGqR40ioK30k4VPwv+5NAk+rgbzkHYokmsyGEsKQHovmibwCERPRQCLLSCFEUQFeSaxBfB64OcRR2JjxDgTaBS++Bh6y7LFXJAUElVBzpc8thzanZV8LeXUw7MLqn7FF3Dy0Dqu9EuRhR6flUi5nxjnSmq/3RjEfowiZayehkkLVvZbInibdZKvQHKngWi6MzxMFBdWjkytHJPavb4GDzEW98ZHjf1sTHdHLdz2WJRFzViCi5fBF2n0KibT2DMK3+7FHnRqK0QLyPD8BQaqti6zWOyk1bfa9f2JxZ87hTYP5YbLnvyBAeWCL3veOv3IbBmi9VasfXHXup4A6RYBq5sWOJL5FXo4zXeR/LGSAgtxgEOiW4yKK0GAggFtEC0NwgDmc77yF5D1HDefGTInp72rK4nEplMoiQsIEcz4imR2X6B4e9B1dKYwGACrr/+f9hTTHzAngJwJF8kFNqNe79SHoZMjkFYaRBWjLdNULdURZLl0ApIuF3f+hF/5l8V+EoURdv9uO4e8DoXg8Ot234upQ8B/EPQ5/HG5UWaK5DsRk1zDP4UDfGHZz8yfHTEDUlSbCEHpJxoPQekzIxVnWLrzl13AFMS1FPWM1TW02iPZijIYfl5kIzUcTUsuguZgjhDHdXEXQ3xx/frad3t/v+RFLd5UEgKNMXrz1ch5sPI3Ls30e7em0QisF0xI0YyAQN7c2Jvsi91qWJ3UqvuD9TfeaDL7+t6YGXpUsDvD1xa0i1FkZVKNluB0FQqhu/E/OFa3Tpy8uTchFObmD9xD1SYqjVqFIvGqFUZbeep2Z0G/hrY2a4vGqZExWhPfeH9Ld8pht6r8xzUMG63A6H9zcKeEZ12QO+0A8qHdgMx0Q4Y73UDkIe+1q4od5WZ06KwBLwqg+u7JcUL6XaluSPqSs4rMrvamSf8LO7o8/0Y9q3gYBEc7OUoNMV+NdTug+MQjOIJGmTRs2rtD+tuQGxok5WqKXpkLRbEijC6B3+QbAoRlQRxV3eUKWalLR2cXSCki/phhwsVrV5s/aOnHNiYkEVP5/md/8afAVudj9hvaPv3Gw4COf/k/Ubsw7Ybv3iJLbKKaRTjpjHWKG4dP9lk86xkZov9pmE1ShfvUZYnGfP5EqaRiCVC3cHU1Njs6okGYVBxDD0Rjfd2h4Ym4R33gZ+7JsnjsLMbc0fC/OB1GclUflKCIKRgNqUCbnIRiYMC2HXEKs6QqF3etiPm2Z9R08bu9sNroL0P4oqTbJ2mMmHGzPkFWmasTNlRRtcZ/hJt/dtwmk0z7Cxii7Iqo48x9hjceBiP7/wXvoW3IQ/MPd8lyo+XS3olrxRTii/u9lGx9kvRPgEBF9vt0wu6Dc2TzLv99zdP+7Y1nRMhiWSW5tZ5bswPl3n1hM3aIKjPOrGMz0NtuDNm18Zwg9vYB5cvgI0airt9ftw5XgmteJhlTVvixyqmZHbOVWrhakWzYuI0+lnplzFbY/gcNLwbxL8G9fmXJN+9Pvx9yedvfQ5ahwf90JC0NB9fawAuPwNrDXK+eoEu3iVDu8zPzcFvsaa3XQxK7WOd05XT4lgHPIZ1jc4OkZMDBnT4Sw3Qf4H08S1QeYPRt+H2LfDyBTbvk/EsxPYcYws+ufUS3M7ymraz097LvXogjaBXCKnoHL6KfMh3m+DnfM85BW7TzhJxd/6VvIy60dBt5f45N/reOT+0iwifzOpE7SvcVtAcMaBJ52cE4gj9NpUmJf+CQqVF6psgrio/rKryIwo/GoEf/4qox2XIF6fdU4hQaEKlm0iSqSQ/DvPyo+WH/FiGnaGsPMSwipAKaoMN5JYPtpvouGUFAtDNTlmT49VAOTCWzQwm+mI+GXWRri4lVigBQKAM3pCGeFNWhUzviFjkYJkcwnZHATlFxGpsT5NB8c9T2vpp+puJgXh/ZmBQZ1CR6pMLmSEtykq+eCLcm4iHKfkypdvL77ChlHlQ0+NDhjl0gEmse/LowsSo3R+OhwfYZ+LhcCIRDvMdxP8C3/ywAAAAAHicvZJPTsJAFMa/ImDceIbRFcbYgi4gsrK4caEhQHDjhj9jO6TtkHYq4RIujAfwBB7CI3gAz+LXYRZ6Ado07/fefP3mTd4AOMYnPOyeO7w79nDinTqu4dCbOD5g/cNxHSe1puMGOXHcJH9T6dWPmL3Zvyr2EOLHcQ3H3q3jA4Tek+M6+ctxA2Gt5bhJfsUAGmtskUMhQgwDgUu00UGXNGFFMoaYUZFQu2E2JGusuLKw+huUjDFrOQrmLetj6FvgGgHfiO6VosQcPv/SSFldUWEY53/cz4CBXm9zFcVGXLY7XTGJpQhneaI3YpjrlVwYcVOaWOeFaMXGrIvrIIiUicu5v9BpsFqbYG7ltHrg+R7Z/ZR0/u8UY3afsqvq/BmWzDJ2K0kXuLdRsduUFoPHcPpwvutgLFM10NlSZoVcXtzLpSopGVEfUZ1Yf4xkVCazfF+772eXKfXVdJX1ErwfPm9Jn1RN+pm7VndAc8aK68begher6vG7quY6lXmhdCY6frsvjHmelUbHKjOi9dLxe/7Vvub1C567uPQAAAB4nG2VZ5iV1RWF99qAMKiI2CsgVaTcu/f5mn3o0os0FXGAEUYZQBhQ7NJEqtJBFAtd01QsSdTEqOm92UuqqZpqujHDnbP4kfkxZ8+9z3nX/u4z672i0vjz0UEx+T8/2uHjXxCVZtJCWkorqZLW0kbaSjtpLx2ko3SSztJFuko36S49pKf0kj5S/pjlEiSRVDLJpVr6Sj/pLwNkoAySwTJEhsowGSmjZLSMkbEyTsbLBJkok2SyTJEaqCyVZfKsbJb3ZLmslVWyX3ahmayU12SJbJA1skVWyFtyQD6QOnla9sgr8i6ay+vyhrwp78ir8jZa4Ai0RCtUoTWOxFE4Gm1wDNriWLTDcTgeJ+BEnIST5TF5XJ6Up+RFeUIOykuyWF6Ql+U5eV4+xCk4FafhdFktO3GGbJV9sl22yfs4E+1lt6yXHbJX1slG2STPoAM64ix0Qmd0QVd0Q3ecjR44Bz3RC73RByWUYXAEJEiRIUeBc3EezscFuBAX4WJUoy/6oT8GYCAGYTAuwRAMxTAMxwiMxCiMxhiMxaUYh/GYgImYhMtwOa7AZFyJKbgKNZiKaZiOWlyNGZiJOlyDazEL9ZiNOZiL6zAP89GABViI63EDFuFG3ISbcQtuxW24HXdgMZZgKZZhOe7ECtyFlViF1ViDtViHu3EP1mMDNmITNmMLtmIbtuNe7MB9uB878QAexEN4GLuwG3uwF/uwHwfwCB7FJ/BJfAqfxmfwGB7HEziIJ/EUnsYz+Cw+h8/jWTyH5/EFfBEv4Et4ES/hZXwZX8FX8TV8Hd/AN/EtfBvfwXfxPXwfP8AP8SP8GK/gVbyG1/EG3sRbeBvv4F38BD/Fz/Bz/AK/xHv4FX6N3+C3+B1+j/fxAf6AP+JP+DP+gr/iQ/wNf8c/8E/8C//Gf/CRikJVm2lzbaFHaEttpVXaWo/Uo/RobaPHaFs9VtvpcXq8nqAn6kl6sp6ip+pperqeoWdqe+2gHfUs7aSdtYt21W7aXc/WHnqO9tRe2lv7aEnLauoaNNFUM8210HP1PD1fL9AL9SK9WKu1r/bT/jpAB+ogHayX6BAdqsN0uI7QkTpKR+sYHauX6jgdrxN0ok7Sy/RyvUIn65U6Ra/SGp2q03S61urVOkNnap1eo9fqLK3X2TpH5+p1Ok/na4Mu0IV6vd6gi/RGvUlv1lv0Vr1Nb9c7dLEu0aW6TJfrnbpC79KVukpX6xpdq+v0br1H1+sG3aibdLNu0a26TbfrvbpD79P7dac+oA/qQ/qw7tLdukf36j7drwf0EX205YLZdaVSdaly9m88rV9RNWNezcLaaXPqp1bVTFvQ0Dg1vuclq2qomzX98FdC5UwrZ1Y588pZXTn7Vs5+h86yVU4/dFrlvlXuW+W+J5Wz8r5X3ve8+YAF8+b87w8r9a2unI2PYOWyV9XOb6irr2mond74ipWTylm0GlFTXzu8tnepaSg3DdY0JE1D2jRkTUPeNBRVTddLcSrHyeLkcQpxSuKUxynyLPIs8ixSLFIsUiyLU+RZ5HnkeeR53M8j2SPZI9nTOEWyR3KI5BDJIfJC5IXIC5EX4s4hkkMkJ5GXRF4SeUnkJZGXRF4SKWncL428ND55Gnlp5KWRl0ZeGvdLIzmL5CySs0jOIjmLlCxS8ng3j3fzeDePd/O4VR4pOSlxlyLyisgrIq+In18RyUUkF/F5i5hRxIyiaB3/x0scyxyNo3MMHBOOKceMY86RaWWmlZlWZlqZaWWmlZlWZlqZaUaukWvkGrlGrpFr5NphXD6F8SmcXCfXyXVynTAnzAkL3DeQG8gN5AZyA/cNjAiMCIxI+OkkjEgYkZCbEJYQlhCWEpZy9ZTclNyUq6eMSLl6yrSUERkjMkZkjMgIywjLCMu4ek5YTlhOWM59c+6bMyJnRM6InBEFIwpGFOQW5BaEFYQVh8Hi52AspLGQxhYaW2hsobGFxhYaW2hsobGFxhYaW2hsobGFxhYaW2hlprGQxkIaC2kspLGQxkIaC2kspNlhEXwgZxq7aeymsZvGbpozgjU11tRYUwuMYGONjTU21thYY2ONjTU21thYY2ONjbWEaSyvsbyWMI09toRprLSx0sZKGyttrLSx0sZKGyttrLSx0sZKW8o0ttvYbmO7je22jGkZ09h5Y+eNnTd23jKmsf7G+hvrb6y/sf7G+hvrb6y/sf6WM40mMJrACqZRCkYpWME0+sHoB6MfjH5wfnc7VeFUhfO722kNpzWc1nBaw2kNpzWc1nBaw2kNpzWc1nBaw2kNpzWc1vAy0ygQp0CcAnEKxCkQp0CcAnEKxCkQp0CcAnFnGl3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XOF3idInTJU6XBLok0CWBLgl0SaBLAl0S6JJAlwS6JNAlgS4JdEmgSwJdEuiSQJcEuiTQJYEuCXRJoEsCXRLokkCXBAokUCCBAgkUSKBAAgUSvNxqxqxFc2eGUBwaklKoDN70Sij9F/PX1kMAAQAB//8AD3icY2BkYGDgAWIBIGYCYhYIDQACOwAmAAAAAAEAAAAA4o4ZkwAAAADUpdJCAAAAANYXsHQ=')format("woff");}.ff8{font-family:ff8;line-height:0.913000;font-style:normal;font-weight:normal;visibility:visible;}
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TjzODs4jzC+YHLiauF6xS3AHcC9xYeMR4vnhaePbwMvGa8Gbzf+Gr4XvGn8J8RkBNYJfBF0ECwQvCE4CuhBKEdwjzCbSIsIl4i60T+iQaJ9og+ETMRaxA7JnZDvEN8lvga8X3iF8QfiX+RWCSxReKYxA2JVxJ/JPkkpSTtJKskt0kekjwk5TACYNIoHIU0gm1Sq4DwAQRKG5EOAciI/sUAAAB4nLV7e3RjR5lnVd26r/JTth6WbUm23pZkSdbDsmVJvn71w7bsdrvdbncnbUyn4zQ9MEPIJkuGhIYTwkAYCI+d5CSE5wAhzDAdJgR2TxICk5DskDAk7B+7sOeQZSYzwFnObnYnHJjE8n5V90qW3Z0M88f2Ueu+SlXf+/t9X10jggYRwjFyH5KQimJGBCEkESRtI4IxWUeE4E0KZ3gZIVWRKQyTbLLiimdtg7ZI1hYYxPovnnmG3Ldz/SA5hRBBh1A7CZA/R+voHPrawmXXsVNGpBUznX2gQyVYoYRImGy3awQhfbOthei6rSpjSeqQlvoWLgdgeMgczp/xYVhHb2v+aX2wkTTHwTWR7jw4Ggjf4EdMNvkPMVne2DB6z73l2tNrK9WFw7NGpTg2E5gN5oKBmYFO1RdHcex3qPYJnPFguzhXAhF/eBLnDl6UcQ5G5QvN56NZV8bZge0HLzxYMQeKqUmAzcm90iRjh+U+rA9SBfdKD+6dVtj+57LceC5OK+zPe6WvwIiv4EfoX1HWx+hf61iRL9P6kd8yHzyiE4U+TOtH1vddeAAfhGR0Zvc35Cfk+6gDedAQGkdz6N6FyxkQfbYFywzDTPgCUpCmK9rbwATaq4hStAWmAWcg/Gob1nV1qxWrqkMFRYzAEyojeuGNfn3FbzaMcLEYi3m9CBXniqCM2HhsLJP2DnmjQb+nz2kH0trD7aor3pXE+VwFZzNe7LC34wAJF/AoCNapYiWOu0bzuXDArzjsziw6MLKC9559ZzIUmgyHKiH49MgSvknSHbIs1T4Cx/LERCxeKsXxIXMQ/w7F+M2JiTh+OGSEQ0YIPmEjVFtWZfJVVZV31lX843KC/yxRrgVgTHjSGhMox+PlUiJRQnj3td3/gD5GXkc9yGa0g5+hDyCMb05EidoTd0Y4vaMFk5l2oNnpcjrA8q6hsWw+RjUfEBhKpUJYG7yozv/9rbf9chFWrr787lt+vkAklU+3CPP/rDE/RvgDoImbEwNifjC6cEEIIYVzfBUXF4yi3q4NypTwmYlMfRqN5bOxi6q88PNb3v1yVZaouvjL2279+3k+/9juo+iT6D7Uto/+UFDMD94gaO/giijLOEp0jyyTNNHt84r8I53/h5+EcQCP4eOoBXmNPpgDQ2SAwya4JuJRBR7oWYlr2vQl4X1hVmOshgNgyPDh49EUoujL6O0w3G04+Z0tmAF34CUxBQvyKUbDINFsBsSoBM56vHaH1+ugPqfD53U6fTAHmBu2k8eAn26j0zRnMYXJUSZc6Da1IQFHARk/KWkDsnlQQO+aAnrXeIwr7v4GP0Sehnn6UMIYAiO3vIPHJrwFARM78FI7iKy9r73X0Q0DW0MKEOgM520mhTYgEZRjM03UBjb6meuuW129/vrV0pEjpYnDhyfY+RP47Or586u1L5w4nz5awteXjh4t1e4rHRXyiMH3j4EXF+o1XPYWAtJcbGIpO8hZ6gJ2YHIwBb4SaCrAI9YkfkALMjbIJHIOLEndJo+xnVOMkZsgUKaw5lLlslgjB1+fJU9BjMgZIwRTCZbAkAKwdAmek626d9NNGVPaQbkuhlDkZDAXU9TeeAbWKoCFm37o4sYNy3MXBQ2piqo4s4Nc34HBPL1h69hUHihjfobPzlfPnpj/Ix7De8AMHmIeRf3k3TcvjM3NjfkZCy9es1k9ddsffo5IwjgwSu3+Fn8YZFFBRaOQx1QewxIli0iinOZLCBOKye0QxORNJMtAsqUwB1rKbkRCedBNfxwBTRA2/OFIOMIN0eEEh8lmBP0RYABSgD+FudWHA4NcjCbxIFRn1otd+MNttuPlqZPtKgHJElkvDcfGWls6+pZtOqGy1CnTzwNHtdcYw1OM/hmcZ2ZtuH9+IjZemit7UoxFnMlcYshfmIwtAuE2VX0J81DOvJr8XzDF2STnNSJ08hhKooIBiYXKdoyAV1UhlNsARRdAIcAiGO4WqjtIEiVzs+HpXEADRoNmgjO/gQ+Tmz3bd8Kx4YsTGH+WBSmwRGs7jDwqaUFw8m8A9c+Lm8F/Zv2MPsrYo5S5VRl/V1Pl2lEi0QcZe5ByvwXd3CN0M2tMgW6kVkAToBtQDKiH60biulFBWaoEeUO5UkfRQDYbDY2GNNXbpKUkFmpyNaspCU/Arkx7N/XDc69kdxaE2bnwPW2doKW1dpAnkA9s6MXhxISuanoRwnkrtz+GY4y9RgFW2CcjY4sd2GEUoxPG4Umlq4WxTjWVy6d609F4Yjga0hm+jYcoWnsVuHL3FXI8PnCe7wW/iaISGjPyAzwlLiIQikToJYhjskJlriahIWBVURqsRiPBXCSkqp5me7SCRkNj3J3gwlngd13KHuMOuyUMfG9L57HJympn67WLRzaA01I6OyWR0PGJBVtYZ+Px+DjTFDY+HC8x7J4tDVRmpkrRAp5ZPnvtInCpF2bnil8AzRilwj2pUW8sPZLw5BMDyVwug0Rs4LjxTtBrH1o3mAMjokNAJ4sm4usxw8SNPEpsiihB66jN3RxB9j3bMFrhXh9yZ3MOWXXHM2CS4WZDNRUqovN7pR+Afn5DWS+oa4WRv5X0YAu5DUQcZ+wEYz6q7bwPYrWESqCLT0GsjqAJtITyRibSzT0F1AGYhdBmNchyXQ2L8zNT+Wx8yOcZ4mEbuURubqhDRLWIeWbalRnQws4Dhgj66LKumpVTlOMOu8O+lM8twcExTGnI0e92LGayC86ePmfwa9mBQK69u6szG/DnOmz2/9belo8s9HfY2nPBYLYd3yw50sNGOTWcziSHy6XhEZck2QdjpfFYaGgoHBsfj/vtw33ePl8yCV++/oFEeqD2o/xI0B887M9mI4P+wCC30xzI5i7LTivGhNO0U46nMbkEAAtJWAGflGW6BcFzn08ODQ2Vhibi3FyDmoiePKP5w43AwUXBTZWHzWZJkYMCApngu6600g7LgG/aM1SFGy7xFWqPm1aqsyYrDc+YRlx7hVvqsI9bqjvNLZfbK0ErgBK+hZ+BbxdaXrg8DFbqANgKBQICuAqlxVajsOhtui9JZKP+lEgrG0ZXK1hpq6vV2dUpcAe3j64m3EGazt/h8dntPq/DaR3xWa/L6fU5nL7aX9bPOG3zu/8JXcbPcWxj1mBXLo/46gi5Xday8hXLNsOxbWvBBFQVWPdCLvBjZsfnfE5r+XWVPgMI7RldyCYEvvwz8GU3nI0YyUHMHUSBXMLzybbwUVkiIpl4QDi9IU8IxrrywYwKfjoAWREcVCzstzCUq9sFThvkqWQ0IoX9qoS/RoKYvk4Bwut+IOgxosd08hhE4dp/lcjPweTeBYnhXfodknSHLuCWtrMuad8B98R/AXnzBPjyGYtOO0SfJPdlO25y5W3uypvClRUMvrwJvHWgJb/fn/THQ8Ej2VFV7QNfhmRtt1IEFxjHxASsl5MKSMUqKnja4PfwzTSdw9trTzD2rVPnR5K/oh+aPHp08kPPzS8Yd1H6p/htkmO9snEdIw+yzZNjS3Y8QGv/Qg9XjKM7X1yamVmmtZe5HNEh8LXnBZYqGeOMl9SLHJcAqoKMAHlBun0PRgIj8hbnwSGbkCoaDAXzIU6+sykZKAG1ng0EghQOx2tP8ezhixdPbVxU6CBbNoylJWNqiUGVeXFDu3ASL5+84YY1XVYIa5+sVidrXzOqVaMVUAvVT95g+guX9U8EVjYxriQJgXKMazUFuDnYAOP2ONv7bH0wsCXLnSFTl6uNS3lUiNVmCfQMe3zt3Lm1x+P0YxOH5kofo1xs152sffvkdanqFJ6aWaQ7D5n5ha//AqwfQENGGK5F7Q9P6vCAo04kQGc2OwM1vIBwAGVMTVqJ32avI8wGIMAvsNrzlL7I2IsUMBXgy89ACnkrI39Ka6+Iyrn2vwXqAspY3x4tPwJaPChgDDTRIigw61tpKZsDKmRuYVdS0QRI8I9Y7YeUvsDYCxxAMbzVvPQz+9blNvMc2EySowiwFplg+RLU71SS6fY+c1G2IFwrDsUEe8PZGW4vPC7X7cWL96GHPXtpNDEaRlM8NQKELYHRgOFUKeCbv2AXT2nba/jE2nbqxKiHMU9lsVqpPVipLpRvFTn4/vVtS04/FTobNLxAJ5BLtinmNEqmvWSyuUw2LXTVXJqYEmv4pKm3vA1/mUuIQ8//Q60z3E6tagWP04a8as+CLsfqukJ3Aw31OrG92lwnmqVmprFMHJ8xJ+azwKym3PstzOpGUQNiI+HB+JJZ7GAsbXG84pD4hG7UkwvmOFhx7s98jQWUwB03wPQL5coiG2A3nNTOr84xdqi8sFCG8oXt1FbP79nY92FNG/IZ/fVCjmyCpZEOwteyoY7pLOV1arOQhHGfEZKJghy+ajLyPmqWzTDvaaCfwbxDKGnE/T0a+DFEHgk8XCKXsNCNTEl9EajeCtlCVlRv5jKubmfGjOkNDfkFBPPzuC7unWYBXfo0IOoHJN1v1pUfkvQOXfoIsChEq9aeg6CRU80yc0witf+rqridSDvPMIv3/wk0+lDQGOzRwLDxokkaRMY6aT7kAcoEMLQow85mRfojOKzUVapLeBAWH2DMr0u1l8Qpp2PnWSKRnFC1SsYIlnaeZ2a84772Y/C1TuR9k5reZgNFeG2eHicM7Ag3anqr72SzGk9NZf03/mDkdHHiTCZzZmJ6ZWV6avmYob19AxvF05nM6WLtyYnTI6nj03h2ZnV1pvbY9HFOy7rwoydQFzCdNob3MjHAgU0ef+tVfnc3Qt2+7n63C8Z25oIqmAfiGa057EwcyGjv2dysflb40w+zUFHfR+l95IkLJ9eup7W/Be08xGrfWDKml2jtVxRoqez+CeTqp1AvoMS4Ee1UwXCEAcHnPO8PC9G0cxWFgz4PjHNPcHCChDgUtanOTGJTUq7mEJTH+fX0+rwoJo/C2diHq+Ari5VylTw1sjFe+4/LNzB6jrHrKNtexofHN0aenDp2bKr2CP+28tT/AFl5UZzT54JqGMirCwxqVbPGsOJPcCYGEYjHnwEw3/1SMqGAYkIX1IwI8NelO7D0MSGzH1Q35yYouRPr/tpP6D1js7Nj92h4UqK1p4Twbjhx6C1tRKp9j2rkozyXVCsGaAtNgH19D+SYR6NGFopdCOLokqAS885EvZmCcXPmzyMIL4lgzsz8+yNMDgrgJMlfWRk67IBwvISjwi9fZD62MjM1758qGbOxc2tnLoAjLM2WDvkmyjMLQxc2tK2Vfsbcpfm5YqiQHAiMzGWXN84d72HMWZmfLIYy0cHQ6NzIylutnhN+QvScIL4TcFBpk8fCujUCwS7kmM4FuJOiA8mvXsLhJ9iXhbIfgBB+CWI5pL2d94Ho3rsXs06ArF4StaW1zhWBtw/15oJ5EXiFVZlBYF/kBU/82WmeyZanp47BYeT0hJa9tox/DWGyY25tbQ6/Amfd5WuzYk2OgV+s86bjvRC0F4GBuUhOROCIFNkfG82e4Uvk2xhiIXkA0N1niGjaf5voIZ08KGn6zlchlK0DtN05pVuy/KLAFCkjYcOQ3aHAIIuiN2qWowD7N63SGO56UN9cdk6EP96twaPNTShI/vVcEJNwkdDa34F0zzOp9gyhOA183s98AHOPyxzZ+GRt5+uy1Tvz7H4UvShx5kSuQ5zzbVF4rNcpINKyyf1MQMRfpynjhoLr5x72ecZupPRGxj5/I5POMt4aev3VPb2+e/ejOCnW8hs+noNgbo4bEF7njeFNPmYZ0FyaQv6he9srtj2U4rDhZNMy7EZuP1ILhaXY61+AeMB7gR8kCKJVHt1hMDdgbB2rCu9MeKDmi3KwLVEC6RyBQJRtgbU18DhXFcapaItrHcqGPiPxJkN5aSHGi94BJIYNwzk0BPkzP5RLJ2DxSCAUjOQYh4NO0wdEMSw6CHnRjre81dxZ4sVxlwXHxI4FzqyJROo6Eq+cPL9+jo4VYhMKWBfYlHp62rdM31JZKCYJOl2tPczYEGAUr3d6YXmFJsem4wG+6VOYqUUmRs/SicKIVQNXQTafA5vzo1F0oymPll6O+tsxksliX+MKcNvihjmgr74BxGtQyWV2SbiMHFxGvoNPIRA0N1I2DD0aDWcLYavDqtR7KFZaaFjSm/WyPkdoy0plqNIl4IQQS+j41HGWVtVSMjEGY5Xx4WRZwUurA2X39ILfR6SkCQxfAe+dWpz5XvVoLDFaSMSOzCWGC4VhsLOK6NEhlENTRqW7DeSXMpvGVy/KXAeLshzKOqLhcNQMzXsNDh922DsAjFyFkfyoD/NYDbdACg+e0VRVOzM7e60m6YM6IaqRTE/K8G8yPTJFIXxQGWP12jlt2UgfKk5MLs8XuohKiC5TLZidSKVKleF0sRBRGFQGlGpYGjtq6rkMvN1t6XnjUW8LPMaLdXWKaNqszsZOClfngaeWOkV2chChzvhQ5CCCB7v1N7qyliBcTjDnzqup80xdiV2g05UWSmQG2gwRSVXGEsmSCuosJ4fHFQvnJyXi8y9Mu8sDq4GZxSmIGa/U5LkjsURhNBE7Wg0KfRI0aekziLIiw1LebyXbKrYa4a6qArG0bpchCHWhbCiTGIIfBELRmAZxLThaAA15cVOfr9Hd4xWK4IAAL2Kb2GQN95RbJb1PlnD7ycnZDV2loNL506rEar+EMm0qk6vIhNBfwLkxEokHdQL+S/OTi5XYyorfOLZ6yH+M0WwgXcQPFVM9eUqHfakJq7/aTp4EVJM3MoMYKXiRl3jylih/OZxBW7y0svFEYeanOISfAKTfGV74dSkefJUatBFIy+amoHj8nRBHWOdEWh5lbJRWqnbGusjHxyo+ytxQf81AOnlcnA6uLVnxnNtZCn8cZM57qxeNtgiW0UQ80EkVuR5uB0QssOhUFGFWPVUBG0En3dzmgkg8tJqMrqsP2zBYNBGNBgJp0Ro3LS/izxdyWefoXmRt1tkbmd81wOXLDLNrVinuqkQM3gfRVo1opRtTQsupVEWlVDbSqRLFv2W1vp/ozMOklRMJCUuegcWpSHUlPLk04IHLWO2n2exYslRKjmXGMsmJ0rCZ5yA9iPrRz2uu/g7IqBwxmziJbvG9MleVmGkGxvvRYBZgHq+56rnCKiBU24EYCazhwxzMlDKpimz5EbYbUbx7aqH2dVDS/PhMcaT2JTP6/S+Ift4BU1fT8H0veUT0P6G+ocKATHcnpPEKhtXcdHR1XL252Vw4u93d3S5Xd58gg1wLVz093d3unS8y/A+AOPq5kZDdf9xNoU+JdT0oa6TlpnUlSRgvhahKaTc1F/e09vc4bOby6sHlOeCp7OE9RV3rcXd1u3vs72fJNNBxqFqnw97z+otgp3gsQ0JQ7v10sYr3dHM/6CbKO61+b7cG0X5v59TWXHFGUTgWaa44OcTca7MC+hNbmhEpCdFTEZ5UFZX407IaVij9I4I/iLWgJr0LauNtYnUZahuwwC8VVf4TKIP/EqKehlOQfW6l+K94LTwPC7/339C/mL9K/wJ4JPfiXVRAJx/NDAnzW7g8CO7o5HEDMIyqSLIMvEJyM7FOL+LX/KkCT4miuBoPN8RWeQGNRriVBnM6d8D9dnr1iyaj5f7Ij2ShCvVHMZ0p8UNKHOBDsX0yPDzVSaTuI8NgytXaZTDlo8WZ6fHaN/edgWEBwJW83nhEVoaidV8DXv2o+qjlaiav3aJkkCnhZkbqoM5lWt0VfrhhtP1/c0VOddx0RSJwx/0g2W6Imk19Btf+PoPdjpA9Yg97+2FgV9TsMxzYbxKthis3Ux48oyuKds3c7DUaHM/MpQ0ZkMtUun7Ulqay07MjxvKSEVtcHJpaShXTnqUlT7pYP4p4cWK3hL9CkIUh3Po+DMHrVV4X2fawXrUez30inhwAjE0jBCSMZEdNSFjfVouElQOIMGOxelVI+KUGaNgPJlIWdlAsLIFPN8EGMyhaeOJJCzrED5lQwsxnJcBNJs9njRY/FOcCPJEmxhEwbiUsExU1MS7uNzO+bwRnPDEUvgp42tskG63rN/OvgSeBgOU9ZGxhYMXCxJC6OHiy8G+gCRjXvn/kUJxzHrRA8V5czOHXkY/3292N+rfhQWivD+fN5mwu4SMuHgcj4QB/f8l2pfaw264SXWKdttZUpd7AtU1E8OstvFNIVYyPFWsvmh4yI0nhuEnL6O5r+N1Ay+ib9Epce72SHgHIR1E+mEuEg829Eue/pVly92nmo0olk54YSMaS5aH1w0fWmZeVRtJF73B0pJxYPyofHdOZTPVgNhv1BJ0dnd5CrHJkoSgxVQ1n0pG+oLPd5h2LVxYEH3740sgtAMygxu/G4hUdmcof4BZkZj0RigQ/IFyAbs5gfkAgHBOzOQtZUd7zonE/dqu/ncF3FDSAbtGEjbHeyhTNMpalPKaeY/h5WvtuNop5HswfxlXKXIy+k7F3wom1v/A7fDf+LdA5+80WLl0rdHZZJk5pU23gtG6KksBSAi8JvhXMQUEgNj6uUhAc6M3sA/+zq3BWzOYrHGf18xhJvL6VBbwBSfKRojFbxEdMe+Dvbb0P6DzQm7Ht781Eg1fpzfDtMNGb+Wvp45iFNOkmyMU3UTUkK+TjkhbR8MuSptXOAdT8NH+FstavNdYkK7BmHEWMYLBbF31zvhMAywqXMNsyHHNHCiJjXNkVOkiD39wKhbNPkz/GvOjbwgSfI7pPJ9eZZ4MQNN6Dmd+8scXP8D9QVa+9BbLD53S9tgXHzwpKPbqOPyJJtZt0Tq8bvt4v6B0wPEF3OxQ/B8UUjUWHeGclw/eKUxjCDdDow87MHqaBK4Fp4Km5oeuh0icI+QTRg6p8C4juZgFtpE9gDPdCqnwz3LtFVuHs15L0awrV0dMYP602XRLytAr0uXbH8K1AX5D3mey6SNTctmy8l2K29rqFRIPIHx0y+0zCziukMBoeuUrDrZ3EcVJR/OHeLoz/DLOAJv17TqGk8f3lL9mD2aTyLOtl2FWexjL+FdfzWdDzF/iLfC9NVZyNvt9FoMvHfbTrij6c7WAfzoc8a9m1pj5ceN/LKVi8PiU6cSGeywl5FcJbCkqo1+H8X8Cy/44NyBq+C1MoK/hp7d+JU7S7a+7DS2/v9KMeUBvAMPwp9BTSHib48lOX83HLZw+LfWQDXf6mgU240wI+y18OAw+VLiGJc3A7PFG3kKq2mxAbPNbBSytRP3bL/F3rwd/rVz37fmXED/5AQbIin7/K7+jSxobRkoiEncFQcES8u/WmG9aq3yVAPkABsEeXGbYht4j+rhm38fMHt7OvOyFLyeFAGxiUhFtaZUdfHtNDq3znG//uatvbq9tUjo0kQDctbRCF3H2JNGk9v2DtiIMOxD6QdBfoICR0gPAfo2dNHTwrdNAY887GGAU/cMUYsw/5AxiT5mMAob6GNHOM9gZjYK0TbzDm8cYYgk++wZiHG2MUfPP+MaLfdVj0RxbQ+40OqIooGKGC2jBRJCvqx/lL3DLlmVaRkQKqJRAkbwfN1wENLP7WOtqJvsFowj3o+saPZF4/HD08WS7kU8Pefkd3Fy/qQs2dMFV5I8X/Xl01/NZ6q+xYSZH3G0MO07Gjb9pmu6vRPMseUogUzzSZxlCGaIvjb9p7Q0L+Zu+J6zFn6fH0FToyxzzeGEPwNVeM4cj7MnkOxrxgzgNHHcZgfFmvjzHrB75WxVrrynnMMY83xhB89g3GPNwYowC0OjhG4APyNzBmFqFOSayFxDvdEn4nzvx+73TXNybCDBcg/P1nLFlvdfMU8Cr6J6h1WyF7BY1BWaIQWvCdYscHLbVBRdbmbuNvPLUiFhC9iOaXnDLNF1ialnQnxP0CIMu3NV/gV1segYj/iGYdYF0C6/5ib13+3iy6U6yO2/FV17VebjJXbL54V/NSl5ovyGP71wV58p7eD8mTIM88lycaw6M8+QnA8XZR84+gMlozjiNCIX/zICtTSYaojHhP+oKOwdNUWbnAsIqQusH4hsWmhpGKljOZ1laCMuVMaWy0daQ1FQr4+nucmoxaSEuL4oynxRsV5psWPOyOFup/IMG1E+Fx2WqzAHATEFlp6rxQfJ7S2v300729/f2xQCDOuthULlsZ9DrtzE7s9o52h7Odkkco3Vl8iSU84R53zB9JpSMOhpm9MDM9lsj3OfrtMfYhZ0eHw9HR4TRx1mH4fg/k33q/w/av9DsOmwByr8WE8O4HyfTua+RvoI5v/juIsJ8oPXFSxzMW2pF1tyrPEn1Ao2UyDwDlHRylvEPMcwHm+RnMY/59ADdFJCzR/PuA/a/YfZJKZUkfACw0C2CATKvyO1T+n88zQIq7vyPfBOsCnrpM3M//eoJzdnO0Jygp7sZsAnEpzZDrv1M6T7WQRhcJpf0aHQNQM061flLU6AVFuUAoocoqIasKTFr7Z7IGvH8VMlHSiA8IQMB31MCmm18fFLt4K8BNCAVDsaAsCKiHUli5kDP3X7xEvMEqiOIA/lxvZ0d3a4ezRdFaVYn0pjvcXVJ3l9buapH1Vko7hrrJWmtLC2vp1BX+QhlJtraQNrXNxhRNkmXV5fx/EFvc4AAAeJy9kk1Kw0AYht/EqrjpFRx3FTHpz0LRTX+IIIioLQW7a9IxSWkzIZlUPIAXEHfewRO49xYeRXyTDqIXaIZhnvnm/X4m3wCo4x0W1t8lXg1bEJYwbGPXujW8Rfub4Rr52/A2DuzA8A6E/UmlVdvj7qXyKtlCF1+GbdStnuEtdK17wzXyh+Ft9O19wzvo2s8YQCHFEzLECBFBQ6CNJlo4IY1okVz7mFKxoPaRuxuywpwnQaXvoeAa0ZYh575RxdGMm+MMLkfI6KWigA+HXgpLWudUaK7+n+iHwEClT1kcRlq0m60TMYqk6E+zhXoUN5may0CLXqEjleWiEWmd5meuG8Y6KnwnUEt3nmrXr+QM5XFcc05wgaN/txiy+iWrKu+fYMZdwmol6RhXv/8CnnftTS6O1vmHchkPVDKTSS5nx1dlicAdnUJebFEFx50Mi8U020jqDaQY06lsalwFEnwWDh/HOals8ANTlq1XDBfzXFfNX1WqU85O2c6xzPJYJaLlNM+F1g/TQqsoTrRorFrOqdPZSJt+AF4OtdMAAHicfZVl1JbVEob3faNSKiUdotL5vXtmP6GCKN3doKKgAhIiqIhgd3d3FyiC3Xq6PN3d3d3rrPXtm1+HHzBrseaaed61r3sCw//9w77//QuBoUU4ILQKbcOBoV1oHzqEjqFTOCR0Dl1C19AtdA89Qs/QK/QOfUK/0D8MCAPDoDA4DAlDw7AwPIwMTaERYrDgIYUilKEKdRgVRocxYVwYHyaEiWFSmBymhKlhWpgeZoSZYVaYHeaEuWFemB8WhIVhUVgcloSlYVlYHnaGleGDsCusCavD2rAubAgbw6awOWwN28L2sCPsDnvCXhAtsB/2xwFoiVZojTZoiwNxEA5GO7RHB3REJxyCzuiCruiG7uiBnuiF3uiDQ9EXh+FwHIF+6I8BGIhBGIwhGIphGI4RGIkmNBBhcCQUKFGhxpE4CkdjFEbjGIzBsTgOYzEO4zEBEzEJkzEFUzEN0zEDMzELszEHczEP87EAC7EIi7EES7EMy3E8TsCJWIGTcDJWYhVOwak4DauxBmtxOtZhPTZgI87AJpyJzdiCs3A2zsFWnIttOA/bsQPn4wJciItwMS7BpbgMl+MKXImrcDWuwbW4DtfjBtyIm3AzbsGtuA234w7cibtwN+7BvbgP9+MBPIiH8DAewaN4DI/jCTyJp/A0nsGz2IldeA7PYzdewB7sxYt4CS/jFbyK1/A63sCbeAtv4x28i/fwPj6ED+Mj+Cg+ho/jE/gkPoVP4zP4AJ/F5/B5fAFfxJfwZXwFX8XX8HV8A9/Et/BtfAffxffwffwAP8SP8GP8BD/Fz/Bz/AK/xK/wa/wGv8Xv8Hv8AX/En/Bn/AV/xd/wd/wD/8S/8G8GgmQL7sf9eQBbshVbsw3b8kAexIPZju3ZgR3ZiYewM7uwK7uxO3uwJ3uxN/vwUPblYTycR7Af+3MAB3IQB3MIh3IYh3MER7KJDUYanYkFS1aseSSP4tEcxdE8hmN4LI/jWI7jeE7gRE7iZE7hVE7jdM7gTM7ibM7hXM7jfC7gQi7iYi7hUi7jch7PE3giV/AknsyVXMVTeCpP42qu4VqeznVczw3cyDO4iWdyM7fwLJ7Nc7iV53Ibz+N27uD5vIAX8iJezEt4KS/j5byCV/IqXs1reC2v4/W8gTfyJt7MW3grb+PtvIN38i7ezXt4L+/j/XyAD/IhPsxH+Cgf4+N8gk/yKT7NZ/gsd3IXn+Pz3M0XuId7+SJf4st8ha/yNb7ON/gm3+LbfIfv8j2+33LL+tXji/ET/vdvOTa2mrFi3arpq0Y0NReN5iL/V2ouiuaibC6q5qJu3dzelKtGrmKuLFcpV1WuMiXm3pg7oucq98YyV5kSM8XyLpZ5lnexTLZMtky2zLPM80zx3Ou513OvF7nK+3nmeealzEuZlzIvZV7KvJR7i/xtRaYU+duK3Fvk3iLvUuRdiswrM6/MlDLvUubeMvdWuaPKG1S5t8q9Vd6lypRKlLxBnXl15tWZV+dfqM7kOn9bncl1Jtd1m/wmm1Q2VEaVptJVJpWFykqlRjQ0oqERDY1oaERDIxoa0dCIRpnLKG4UNwoWRYgixH0IWtK0jolgIpjaTJ9pIrgILoKL4NrBBXPBXLAkWBIsCZZESGor9JMU+kkKwQrBCv3UhbiFYKVgpWClYKXaSn1bqc1KfVultko7VNqhEqwSrBKh1jq1CLUItdpq7VDvQ8jfFvXWo9561KuOetWxqVRZqRRMDzzqgUc98KgHHvXAox541AOPeuCxoWl64DGKq7ceo7h64DHuQ9C+pn317KOefTTBZEA0LSkZomSILq5rX3kR5UV0jZAiUYpEKRJ9nxH6iqRpSdMkTpQ4MWmaHIpJ06RTTJoms6LMijIryqwos6LMijIrFppWaFqhaVIvSr0o9aLUi6WmlZomIaOEjBIySshYalqlaZWmydgoY6OMjTI2ythYaZrkjZWmyeNYa1qtabI7yu5Ya5pEjxI9SvQo0U33zeS8yXnTfTPdN1MSmJLAlASmJDAlgSkJTElgSgJTEpiSwJQEpiQwJYEpCayhaTqApnww5YMpH0z5YDqLprNoSg1TaphSw5QaZpqmADEFiClATAFiChBTgJgCxHRNTVliyhJTlpiyxJQlpiwxZYkpS0xZYsoSU5aYssSUJaYsMWWJKUtMWWLKElOWmLLElCWmLDFliSlLTHab7DbZbbLbZLfJbpPdJrtNdpvsNtltsttkt8luk90mu012m+w22W2y22S3yW6T3Sa7TXab7HbZ7bLbZbfLbpfdLrtddrvsdtntsttlt8tYl7EuY13Guox1Gesy1mWsy02XhS4LXZK5zHKZ5TLLZZbLIZdDLodcDrkccjnkcsh9H642kzgucVziuMRxieMSxyWOSxyXOC5xXOK4xHGJ4zrCriPsOsKuI+w6wq4j7DrCriPsOsKuI+zS1KWpS1OXpi5NXZq6NHVp6tLUpalLU5emLjddbrrcdLnpctPlpstNl5suN11uutx0uelyM8nNJDeT3ExyM8nNJDeT3ExyM8nNJDeT3Ey6vEmXN+nyJl3eJI+TPE7yOMnjJI+TPE7yOMnjpMubdHmT7E66vEmXN8n5JOeTLm/S5U26vEmhkHR5k/IhKR+S8iEpH5Iub/Km/wCWrCkaAAABAAH//wAPeJxjYGRgYOABYgEgZgJiFggNAAI7ACYAAAAAAQAAAADijhmTAAAAANSl0kIAAAAA1hewbA==')format("woff");}.ff9{font-family:ff9;line-height:1.116000;font-style:normal;font-weight:normal;visibility:visible;}
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')format("woff");}.ffc{font-family:ffc;line-height:1.101000;font-style:normal;font-weight:normal;visibility:visible;}
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uAHsHFhEXPArJQTuCttEh80++9h1PE+2I80bN1NAoIdIPHQr1AaDLChtOqaMt+EipVcrrXk5cqoXhEBWi/J3s2TlqTe6/9MfcoUAboducPeUriBuLSdtf/kRNqRnUT6XN3/OEZdJj1c2j9BZhrKs4AAAB4nGNgwAJ6gbCSoZLpyP/vIAwALoYHhQB4nGNgYNBAg7dAkFGA0QEM0xgnMG5ivMYkweTDdIA5inkPSxjLE1Yb1lNsIWyLUOAndgv2BvZrHDYcRVSDzwhDThFOB84aznNEwx+0hlxVUNgDhvOAcAMUHuI6xK3B3QSCPCxwmASFJUjwGK8RGHYB4QbeQ8iQjwsIneBwBt8DJPgJAflZwDAGDC9AoIAQGEYIZOGEOxBQkAUrnCe4AQMeEjwkpCO0DgaFpaCwAxsUYQHDGCBchAOegEFRF9E5cPhJjAUFgkATGF4DQfEIONwFghJ8ZMKoUUg8BAByzyvQAHicxVp5cBvndf/O/RYHT9wAAQJYYAECJEHi5CVqJVKSJVEHZcsSLdsySUmUfCWWfMSR48hx5V6TTJI2M23axs4kTiY9FafHxE1a53JST+2MnbqdummSHtNpkibttEl8NAL7vm8XIETJ7vFPNdQCWHzYfcfvvfd771tEUAohXCAfRhQJVLByCCFKEF1DBGNyBBGCjzN4hw8gJDTOYBnt41qoWOlL9eUqfUYKu/75q18lH758KkWOIsRRbf1V8j3yFdSD4mgITaId6IN7L8UOHrWKHszdGGscn0Ea0l2afjtiDC0TjFD3vi7sctFlryCU9tD9MatyjdWEdO9TP0HyFwhWqp+JZS8WokfsX7LMqalCIZFAaGrH1Lw1W5gsTJTHEkOJfCYdjwX9IFS32S1Cxf5RXKvO4ko5gQP+bmwQs4Hr07gcFFgr4v56rWoaaS3gD1bQppWzeOO7T15XKFxXLKpjiVF8lrv3Ckab74PXPWNj6fRYycAHOxalWyd/vrAbTqm/3YXmA7pGPqHr2uWbdPxS2TDGx43MeDNb3O38DN7saZ0G1cFe609iTl5FQZSxUj6MEV6A0xgdkd8eJ/IE+Au+DuQpaBvMSSXqDVtDED0UDPiL+CFW3769wdxnBacnVon73DGx8NJ7Hn15QejaM9985RlGBdxrHu61W90rbAXkvfEReavjUo4DU0kiwsVgEafNBhgtZ9aqcI+QtJUmnnefE5ytniCes27W2L69fgyu+8o3n2FEFwsvP/qel6TQKL3+EfSn6CPIgxJWbEOLZaXFIrz1IFdFabFVuahHeihNBrDnZDedpJ6dK13/7On6rlteK4q+j4/iE+DmQWvAQ8kmwyBpFzMrRa6bW3C1XkmVg3Hs14xUSgiOTQ7H5ivfF3xZvoMD/KK4/lP0TfQpECNiBVuS4R68X4nmzijRQO96pQxW1YxbyvW0US/nWCVjVCpGpgLX8MHP3k8+h7qQz+q1wasukc1IWcpmw2e7hoJqEY38K3Wf0zTyQ+q+VwjycbcQl28G/Qgy1n+M/5I8C9eJoWFrCALCiQWOKcXLzBasuxtOxbqjAR8s9GY1W8A+W8I+EBEw3GeDuA9Q/Kv337+6+sADq0ahYBhDQ4bnvlWcXrnvvpXmt1bve7CUx+P50dF88+v5ksJeAA4a6BJBUSvUrTk2bqtkKkT0S3XkvSQy5M16SBoMvhW/UzwoTXsfF5QcYi7XDeRzgl++WZ4jOcJwL/YcdrMM3CcJ9/lL8mVURscsTy/4cJQSRsnC3kseSCYDsIIifBbuTJbtxEApOw7ZoYdB9ojbX9ML1/x+6Y/MuJktchED24NYjXrDiXgJBinyFtwKeU10g1paUCpkQ6UotAcPXmcmB3OCP8AFf8exrcerZi5+MN9NCP2BwtApQI+u/eKpW+pg0VRKnisdWi3fNFE6Vs0dH+klzIYXiDmw/hp+Aew5h+61/NMVwvhsnlBmYEx7Ie8yUNgLChuIMgw55gLCkJPfDorw44hz0AtAsAJq9iDQO9OximHy8DWXLVkuM5HP1gAZA0UU8IOGRtrMmTkZu4EgRG+lrCwCacNIC81IlzAAHMLPtG3TDhwwDKwO4Rf8gbXrDt3TLYj3Pi9hmhmLZoWu69mIL0CZxqYZ+xDY5tvSDvhnudAeYtrw1i4cbsyMTW+/YWe04PVG+mLJRCSRMeOxRA9h2xln7AOOnQQ/IfRHGRHTowqDITisg80qaMpqjOVzlPEIVC3W73ZRcPyChpnEJUO3g9dBd85l8Et4BrP+iWA2K0S8iIKOtzecXjVS6sWORwhHOEp1HedPY/wayJLhCsC8+X1A8W9Qz7t6+Psxf4dzNoPHBV+DNx+VcsOBL2ou/CFXd/PnNX5WnjvLpQ7m+uv4edDBQo9YPeNDROMNLLQJTAUFl/fKgonAk+DPlssFOFdQKIfatVw/3LGaSte/1fIly5MzzXQ+W8/qInEFCOwMfjUKnEhu50z4HBD+YENmlRB+fjByi7X/9n6BPQ94QVyRDIfToCy8lvqoWwU9flgeX+PgnPxEZW8Qlw7tnhirLOwKBInb62XRWDwSGIQfhnNuWP0BJwfzXwckDxYg26GsstmX0Qjagu6y3EHQNIs5k0mhCwyWQRA4lJxFDHGN8TNIJkXwO6iuaSpTKktl7WXswluuW7LcZi5nZgs2WNoWglA3a1Ql0w7gOMnDMYcmS6E0miy1lXIDPz8QvHV+260hTKL47K03vV1BxYjGs4xkGrX9/rvcvcPFXrfoHiv14qGFHeXaRKOKKRnehicPrawsxqUtegZz+cEV8G2qMvJ4Mh8rFCLFdKRcQSomoK7gPwI8DaKDlqcPI+LSIQakaYJgmlBHvjzeyoeKaIU7U2XnV0t/mDezASaidoHqCJRaow0DVbJOcfInRPsQuOoYFxhc9z4uyJ9S97ugepU0npfCf1geTrq0yy+4pbwU6v5r+Gvkz1AOTaP9qGaVDYh6ArUE4pgT1ukUzltOWdgzt22yURqJRVRZ68BtTWXxnP1OJu+gJDlCExpgOQN+uBLPmuhvI7v9Jf6aP3xifvuJiM/fl+Y82RuIRG+b3b4SCQR9g4wZfc2fukUyEEjpLl1PBYNJ/aKuJ0OjvbpbHwwEBnVMJ+rF2paZRqExVcyGKA2mcrWZoeFytVKolHPpAKNB82/DCb8vGPL7B6K+QCjkb74/PRAORcbDscFYIBz2gwH6wTZPky+hIthG4ZxqAmrBBs4BGgScqSGKNQhxztkypPpNGSErlwFcLrzlOonzQh6AnpY4z0KFs1O8k/MAvnWJb1kGOow7iIOBq1D+9LWgnXagT2LvVfAWCuq/fU1U1x3k85FtFQXtmIK5RCbaDdH6On4NOFcIHdh7yQQ7ABWRvQmCFgGqy7IkQQrS0Y7zlJKl1reELi5Z/V4vQt6QN9jfq/ibxFF/B38jHe/PA5dL18um6bziveWsTeqan229k7JBPSLjEHthlJG8LIkVkBmSJei0CikOZNQmjQNRWBasVIFZRIpJqKwQUTantatOyBcCbm5KwlHPUVMTFH+UhjD7Y4ZD1PNgF/196vmAh/4B9px/gZGfgTI/hxne4V5hbMXdRZ50uy8fY67vUAifAYZp8x9BvhpI8gbI1wfZAXo8qBNoMAFGIQsQZZLKIwWJVpHMpnM1O+5lwgdBgAj1QfNTxPVKA+IE+JzM/n0z4L6/mlubmFib+6tH+KHsKB41D0EWIB/nonzzluYrW24uP4hrw1gbqfGmhZQfh9ZfBVm+rGR5cw7b349Q/2B/IhKChb05xWFHJW11eFmf04t18Ng/PzM1dWbHjtunpm7fUSiXC0Pl8pBr4tQ8ds+dmpg4Ndf8yfypiQcbw9g/0miMNP9luKHkKYNtfko+Dz7MIMva4gOYpJLAND1u4lAJ5cY1sBQ5zrHKj0rEcBihcCZsJAbgt4GsKYD3IrtLVNZpk1+woOoo7QwKJOLOWyqVW2butAmD4P/eWyrlDnN+mHy+vrJ19niVN3+qCPGTXDS/VikOV/nvcyUr+BGc9nlkoDG0zZrthSYQ2hnG4xgxXYC8rIW6NYh1J5trbeiNjRby8NtUPesXEnwAr6skdUivFvKpHpEoicu2+PgcPUno1pbcP5q+uTxZYeQs9rzzc/xIdnQ0e8SN/Yw3/7Ulfu22Wet4iPDm3xHqInP8N/l4vmD3sBHQJQCYDKKUlSAyWhewmgRAKiA9ZL/qX/2NKpMdUo7atMQXLLe5WRE/R3/X824POQn4hybzfDe9RD3vdpMnmcvTLDGGX/R0XT7mhloTQP+GK4A5H1SbBtpuba0UCWeqbyEUkTMCEiyWvPkM1B7Ojji0mfEDfj9CjVppxJ/zm+BoH+rP65pMGJvqjEJjR3Vxioq2qc28a6dLaPquRhVehWtHrTfE4F+4tzcMLzTS97OSJmmqhXgDn26MDxSKA2ONRimbTmfHG/sDvlAqBUYI2q+BZwUvy8Vl2UoAJZ4ks+tvkM+ibmR+Wjsxb8V0YMGg5qau3RyXPdqnNTRPwcU2uwebDmLNc7OL76buu9x8kuzUxUlOhX5S8Yv1Ilz7h+raSXXtwObGOlttXZWYdqse8KvE9nWNTXK4Jt3NXTeTWV07qQvKTwp13ebzZHr9NfI0xFBeXTfuufY8wzSrFEArr4+c68si5CigbtR8ibNd3PWAi++hnsMeZlBqMM9hMu3STuv6aUZ1fVrTpnV132fJtvWfkC+iFKqr+xYHgC0p+iErBlgMOgm7rjBVOeBHKZTM5IH921KQ3CiR1Q/u7gBBsohGXUklAfFYmvV7RahbuAsu1j0W7xvw9fjc4S7NXeSsrxoh2wLEw4NuLSFchuHxulwBj4hT4CyDCZvTRdF38Afx0v91nnGbAtIT3+mYZ1B1YckTPagKvccN1qIb2BYew5x6GEHQfCBIfowAH6ScUf4w3ASqGfAxjjTBtTM6BseJJXgREk4CHajValZta7ZoZkqBPpcWL46BHJBNoJkK9NmCNVpjM5DOyDk9pKqxYCibVnbOUDj+Hc6b1/NPiWQyGh4IRxLefVwc3TV/vZkKBQVf6E8bobBhhDl5ivPL+38suC9TjPjjgdBAIqx7QHKxbXHf7Egt3Bf1dXHxRCocSqdD4RRov75u12t6rjcNOR/1CbSMn0JPI/3TBF96+lKt2LHm3vaaFfzMm6zZuM5teOVN1jzUXrOKv3HlGvCJrM+XwSd+gNgo2mXNQ0LCoSCArxeoRLEAyYrJKAYEyMmsIshrGoaiwI/AC5eO4OhAOp0eTY9kMyP1lNBixUxnWldkGFIV6kzoV5aly+eXvyNx8uId9+/j7GjzK3whPzoytPDQyEj+Bs5vWF21S/vx5dVhSsvn8CP8N/hwLj/cbJSKxXH+26qvHQLu+h+Qa4fRpFWXYwgAD3RacnjzsMy3EGXA7TmnS1BR+TKIT7kMrmFUrGYz9ZyUvLPUKzyLtNNjqUqvGGklVIavIMyeOz05eXp+/vQklCXvWD4/Jv977/PCSb1+YjsOblut126zONe5p0uSgubfDI2PD3V5uNCtlZot804l8w40Z1m1VJxyogJNDhMuKKtDP02g+EM4aLBeg0IBLuFLDqPmbHE0PwLijwuAP3oLeVU/4nQtOUhjs1hSZ9WXlPAVWuP/2KTPiRs1lmf6eCoRcWNos4TOvL0El7SFo7b++B+0qzU8co+XsKERvT8dd1HvmMYI8XqpljJp/9uvb9lGB52kIb4NGCyiHdb2okGgNQYroC7oO/w+YB0xqI98AUkfc6AX4EYo1MCKoG4dcWZrlEGWDpiBlKYNSCukbGCVOwYtGxmqc5qAvw156kecf1LC75OcY6/KXHerqcEHoZncI/ivc3sa8FHupDMJRXgrY0zJTi9AjH3BidUn0bMQYxhfetaOMVu/b4F+GbTFmsoMQBBdqR8EGKT5x9r8Sc5cZM2ULAoTSLOgFwdsXkOvTgblKPQtEP/HnH9CiviJFmGSI41OVZo/6NSjI3ZqaLe1swvuXcCMG5gyyMoAPoL5hXYIcbA3Z+AATVOhpC0L6PE0GUo1VDWBkJo5HfywOZY6BhYb4GzN9dpTTjuo5s5MKtEBgeOVoVyJ75eifoOLd53W66vbcGTbSr12fCYozwbMcrXQ/PtCdTQ/a08CBH/8xP1t27+usDVh1YqFbJxxaN17BAMjLzAMulykcpPpMcQJ4Ucc7srJgaCZDZo2nOqbRspXM1f5LbzU+vCdjsHlPO4JfsUH8geiNXDG/VBkfrjhgua/A/K6HXnRF0HeHrnnsVF30UXAw/1QcLXwRm/kyDQjWrdpXU7eBLBZhWu9St8N2HzRqTWuq7DZC37/CzW7qVrjPnAvdEGISC5CLjr3hd4IWAlWbAQrNjKIEuBjrkWkizd17B2yQab5vVO2G0umOSb4vVxMnprTq7fO1qWYDXNszMTfVQYIz95aRR25IIiGLFPp36/GD44smyIjmKUgxBUG2Qhzxy7tkG5b5wXujMDt+5EZuN+ovJ854AbAo4JfNahYTqcuytC8KNFyf37SNGsyDtv3A75l08FOdDgtNXAzbcM/59z8LKXnuPucgwdGFrk77WEH5ZzZcZz+ImMv6m2MPMXoL+v6hyhmzf1qP0jKGgRZsyhpxVPxYLebak7zQiSMpYz1fI1pHf0zUPa6nBl2CClb+4CvJdn9bvYMOF05R3AgsPCJwCdbJFfzHrg//oUWqlz4g1Kecwpfqp+m5wFfppP7fgeyoOIXX2hxEHvNo+01q8BlrlgDopvrH8Hfg9wzgAqobJXkKB0o8IJCImh1RlJHlWgk2aDoAEJ5MzUIy2PDcj8YqaYcyltHjsm1Uk+oM93U8J61ycVdzPbAzkVozW8s5bKlUjZXIl+eXJtvvnrwHj9m10t1r2fYf89B7Jpfm/zrYq1WbP6TPErMZCBmvgvyzsianYYc6cQMZZAY0QWVxfHDkixROU0ElqQCSDEOrBjHDJo2zWHTdBjH5hCqjmJg+IqUXp05/Qk8iBNEktUvrU0AtLioFnJD0dL4zEL9HStzp6fUuXIhMxQul4NT24YfOqWPL03FpFJ+o5QfDKXikUT10NTR05WbZ/zydH9mLJsKpQcj3lRpV+WmO1s9AMI/ArzF0YhVkLsc1N7lIJIQQsaUbjmi3CLnFUiGY1aCD12jOm1s3+AfwA1/xdmy+CWF9C/KrbgV+Hj56yonjnP1UcowBrZ+Q+UnkMGn9lYW5OF/kJg6ksLVienF0+36MqbeSM42cXI7/muVLJLFKoisOGkzt/3khMKykkXl0zecfPqxq/Ip2Iz0gLxDaMCKhCnZFJ/mlDlpx2fDJ2dsTvfbSiOCtqYf7c5ykNMnMX6SeM672SqlK8x9XnD6cYw/TjzvVKdW5SmB94E59jGiu76had+AHr/5GUqbn5EnXtK0l1yOP58F2Qw0ahUDXSDaICQ3otwpS/uamlnKJy/ocZn2Dph5M2dLK3emcN3Zo2pP4LHW2fYxDOyuua48+ssQX80fydGGMiFUxTO6wJ/VHAIFH5q77A9gmjDY9RniBpvV0Yetnggw9xEsNK/dFO69FD141CrLYKLsLLR90AXiCzpQQco4hT4ZmkOinXHJ02IJXoQc3gu8GLMq9o/Ihf/Fr5asoBz7FuqF2ngJRMobWSNvuiX9svNMKxbVWFr5z4lMOAH9pWzI+x1iox7VwCO31pyUnz84d9Of7+HGYCjJqOdBLjC/50bfGJ/MFJJR4i7uG2/+ljRPDKQe33noYzyUyAR9bqHxHYebS+ZggScT0QGFRdtmX+hN44iDxXcj3c6reiv32muea69ZxU9cuQasMAprXlKYqKKt1oycQUq6LcBxsh+nwALAZhxDWqPQbVDZjQNrWnJ2RjhazJlDZi6jiJJs9GRz0c7ErZhT+1OSCLb2p7SN0f1LntT5HVnCNrgSI76y8cjgRVfvSCjBddFVKvXgmfrWsceLYJjABm16AT6GfL/2RGUmXo9HE1NT8alpwLIBOj0HeKqi05a7G9hCCfIDcbY2k3KTktjbUXZDCG2ELC5smYPiDGCTspfQC2+6Zsnqgu+qqJLP5fIaREjwiqlcyN8jmyzQ9MqZXLku2672lObJu7p0vevu6xff1gWt0TniAk5DtHQkluYQG6lY3AApoBR7iPtth/XDe4bmyhPXHT405/J7iMcjqK75o8mBVLkxGEsmw8BysJt4tO7dN6jnNV7DX3X8allbDDl3B9F7BFGOVcwGc9lYdjqWKMfKxxY4WYQClb8WA26B3975UgoD3knnppZy7FSnR7M7zqc8rsFHjLIP2IbOE6GRXpfoKZW6OmhxAPxZfHxsa73ya74QvH+hGZ6aSkTBuTMVY3oKqX3Y1/DzxAN6jctucThHGE9gO4lBODHMz0AfJYN+TcOKN8ALlVClaDGTQSgznhkrDMHv09n8kA6VIlNXg7OO3bz2bFWOkZTjiNCEIvhKR5zIuLn7uJf61xYO3N7bzdx33HTbmot7mz/hlBcGt3uglXgPdOnp+D1RIPF+6t2+d3GuvLecPHTryVtqZS8P9AykcGrKHeXcGxxI2vsT6fU6/jPA7TCy5KQ4jzUUxExI8gsdMdIutAZhSCDgaOwMoBrQvSQri8xeBC/mi/lcKmCmdC3R4TXlq0a1osrg+OYdNeW+3s3zY7kpOaOcd/GhWMJLu3piczPgx23bbvIKl+eGue1gesbT0YgBwnEjFk0z/J8y2Y+84z6KvSc9ZHJW+nNhb/TgweSugyMyWJt/U64kY8lUNFMazgJqZUlCI3CQWM2hGWsyCihNY8z6gW9gKkkVvagK/mMQenB+CV6Y1JapR7RyyIT+OKsp2tH52I/N+q7OQvUKvvd6pVc6njA6IEqzO4j7luubT6kCNmXkh4zmVzdyzctAMcZsPwGTRS+QV5AHxeTucahHZgtIljLLyKEN/Rk1KV1Sj2wx52GyWMTXp3b9uHbVrt8V7dxhoKPZ0qhptds6UoEzo6Nw9vLzINr3VEkN2vxoGG7y2f9dv1i5Zr9o+4HIvGnJyJoaH6KYp/oheGT7xTX5QOQFJgkNekyH2smxtiRfNbwMHbSmvGGhrUPSHWZWDmPfyiFv6h8n+OTctkLetU/1JamBeFq9SbfeqAMjgYnkyLZ+zEhwPgfOu6H5GeW8SWNoKN189qr3ynJRwGEklDXAXdkU2sCf28ZfOgpfKPApRq8eaWrjj/5/4M8WO7aBP5nbXwR55Z7SmDXS2krigD9Ml9qbmRQvyj2kjv0jTQttqlRvvn/0sbs9QnjvPnL4bo8uPHcfGcjIsWNmAF4542ZMP7p/vDKb23v06J7RRnn8wNKDmUSyVBpMGEbCzA+OJTKKg9iySp5yo8NTfu4qnmKvea69ZhV/6iqeMr6+E78MOjv1bMAPXaoORMQru/SF9mM1Tl/i1DO0iajkzXwnUTHfjKnUN4hKOx028Mut8rW5rj2q6piwixqe3ihfG9nDrmyfVGUsbtc01MbeEnGBXpNWPREkiHQ7Axgqn4a2NZLbQFDJ2EYlg99CBTNzOdnroFAQWgUlbTd+M9Bt8evEh7t6u73d8dyGBpQYs8Tl5e57vRyYzVjaHkvZmMvBHWdsORPrr+OnQM4JdPveS37gUabd7p5Vqe7tVze7K6rZPRSz8v9tX+wsXbK64VYTqGEaw2ZWtcabHwepyUeg7EeKVfa8oi+Wu2D287/Ge98m+Nu4yMVjqUwu7pvZe/uRm+7w3sGFAWfyQ64+MX/ormPi0JwuA08EByI+X8Cr6/55a/eNS3s8nIqAekbGSzkNbbOuOyRt0A/C1sljqIJmrenhjAGdRCUO2gS52q+Xu7YXNZkkNsa4Uj9JpzBZDGbNwI5syh7T2yPpYMN+lMtQrURf5yz0imf/1Fy3Lvg+HolCv+7tSx3Yx0elh+AgFYVvBH5c8G8PxoAwLntx9ToMBYLLRyLUxOmc/GDPeV/HX4IknpOVKxcmDElKyMgCSM1k1WDy6c0LCA5sCTEmhWfABbNABdUM+p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"/><div class="t m0 x1 h3 y1 ff1 fs0 fc0 sc0 ls0 ws0">maio – 2019</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 x2 h4 y2 ff2 fs1 fc0 sc0 ls0 ws0">Mesa Dire<span class="_ _0"></span>tora</div><div class="t m0 x2 h5 y3 ff2 fs2 fc0 sc0 ls0 ws0">Biênio 2019/2020</div><div class="t m0 x2 h6 y4 ff3 fs3 fc0 sc0 ls0 ws0">PRESIDENTE</div><div class="t m0 x2 h6 y5 ff2 fs3 fc0 sc0 ls0 ws0">Senador Davi Alcolumbr<span class="_ _0"></span>e<span class="ff3"> (DEM-AP)</span></div><div class="t m0 x2 h6 y6 ff3 fs3 fc0 sc0 ls0 ws0">1º VICE-PRESIDENTE</div><div class="t m0 x2 h6 y7 ff2 fs3 fc0 sc0 ls0 ws0">Senador Antonio Anastasia<span class="ff3"> (PSDB-MG)</span></div><div class="t m0 x2 h6 y8 ff3 fs3 fc0 sc0 ls0 ws0">2º VICE-PRESIDENTE</div><div class="t m0 x2 h6 y9 ff2 fs3 fc0 sc0 ls0 ws0">Senador Lasier Martins <span class="ff3">(Podemos-RS)</span></div><div class="t m0 x2 h6 ya ff3 fs3 fc0 sc0 ls0 ws0">1º SECRET<span class="_ _0"></span>ÁRIO</div><div class="t m0 x2 h6 yb ff2 fs3 fc0 sc0 ls0 ws0">Senador Sérgio P<span class="_ _0"></span>etecão<span class="ff3"> (PSD-A<span class="_ _0"></span>C)</span></div><div class="t m0 x2 h6 yc ff3 fs3 fc0 sc0 ls0 ws0">2º SECRET<span class="_ _0"></span>ÁRIO</div><div class="t m0 x2 h6 yd ff2 fs3 fc0 sc0 ls0 ws0">Senador Eduardo Gomes<span class="ff3"> (M<span class="_ _0"></span>DB-<span class="_ _0"></span>T<span class="_ _0"></span>O)</span></div><div class="t m0 x2 h6 ye ff3 fs3 fc0 sc0 ls0 ws0">3º SECRET<span class="_ _0"></span>ÁRIO</div><div class="t m0 x2 h6 yf ff2 fs3 fc0 sc0 ls0 ws0">Senador Flávio Bolsonaro<span class="ff3"> (PSL-RJ)</span></div><div class="t m0 x2 h6 y10 ff3 fs3 fc0 sc0 ls0 ws0">4º SECRET<span class="_ _0"></span>ÁRIO</div><div class="t m0 x2 h6 y11 ff2 fs3 fc0 sc0 ls0 ws0">Senador Luis Carlos Heinze <span class="ff3">(PP-RS)</span></div><div class="t m0 x2 h7 y12 ff3 fs0 fc0 sc0 ls0 ws0">SUPLENTES DE SECRET<span class="_ _1"></span>ÁRIO</div><div class="t m0 x2 h6 y13 ff3 fs3 fc0 sc0 ls0 ws0">1º - <span class="ff2">Senador Marcos do V<span class="_ _1"></span>al<span class="ff3"> (Cidadania-ES)</span></span></div><div class="t m0 x2 h6 y14 ff3 fs3 fc0 sc0 ls0 ws0">2º - <span class="ff2">Senador W<span class="_ _1"></span>everton<span class="ff3"> (PD<span class="_ _0"></span>T<span class="_ _1"></span>-MA)</span></span></div><div class="t m0 x2 h6 y15 ff3 fs3 fc0 sc0 ls0 ws0">3º – <span class="ff2">Senador Jaques W<span class="_ _0"></span>agner<span class="ff3"> (PT<span class="_ _1"></span>-B<span class="_ _0"></span>A)</span></span></div><div class="t m0 x2 h6 y16 ff3 fs3 fc0 sc0 ls0 ws0">4º – <span class="ff2">Senadora Leila Barros</span> (PSB-DF)</div><div class="t m0 x2 h6 y17 ff3 fs3 fc0 sc0 ls0 ws0">Secretário-Geral da Mesa</div><div class="t m0 x2 h8 y18 ff2 fs3 fc0 sc0 ls0 ws0">Luiz F<span class="_ _0"></span>ernando Bandeira de Mello Filho</div><div class="t m0 x2 h6 y19 ff3 fs3 fc0 sc0 ls0 ws0">Diretora-G<span class="_ _0"></span>eral</div><div class="t m0 x2 h8 y1a ff2 fs3 fc0 sc0 ls0 ws0">Ilana T<span class="_ _0"></span>rombk<span class="_ _0"></span>a</div><div class="t m0 x2 h6 y1b ff3 fs3 fc0 sc0 ls0 ws0">Diretor Ex<span class="_ _0"></span>ecutivo de G<span class="_ _0"></span>estão</div><div class="t m0 x2 h8 y1c ff2 fs3 fc0 sc0 ls0 ws0">Márcio T<span class="_ _0"></span>ancr<span class="_ _0"></span>edi</div><div class="t m0 x2 h6 y1d ff3 fs3 fc0 sc0 ls0 ws0">Gestora do Núcleo de Coor<span class="_ _0"></span>denação de Ações Socioambientais</div><div class="t m0 x2 h8 y1e ff2 fs3 fc0 sc0 ls0 ws0">Karin Kässmay<span class="_ _0"></span>er</div><div class="t m0 x2 h6 y1f ff3 fs3 fc0 sc0 ls0 ws0">Asses<span class="_ _0"></span>soria Técnica do Núcleo de Coor<span class="_ _0"></span>denação de Ações Socioambientais</div><div class="t m0 x2 h8 y20 ff2 fs3 fc0 sc0 ls0 ws0">F<span class="_ _0"></span>rancis Lobo Botelho Vilas Monzo</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 x2 h9 y21 ff4 fs4 fc1 sc0 ls0 ws0">Sumário</div><div class="t m0 x2 ha y22 ff2 fs5 fc0 sc0 ls0 ws0">Apresentação<span class="ws1"> ...............................................................................<span class="_ _2"></span></span> 5</div><div class="t m0 x2 ha y23 ff2 fs5 fc0 sc0 ls0 ws0">TEMA 1. Infraestrutura</div><div class="t m0 x3 ha y24 ff2 fs5 fc0 sc0 ls0 ws2"> .................................................................<span class="_ _3"></span><span class="ws0"> 13</span></div><div class="t m0 x2 ha y25 ff2 fs5 fc0 sc0 ls0 ws0">TEMA 2. Aces<span class="_ _0"></span>so à Informação</div><div class="t m0 x4 ha y26 ff2 fs5 fc0 sc0 ls0 ws3"> ......................................................<span class="_ _3"></span><span class="ws0"> 15</span></div><div class="t m0 x2 ha y27 ff2 fs5 fc0 sc0 ls0 ws0">TEMA 3. Mobilidade</div><div class="t m0 x5 ha y28 ff2 fs5 fc0 sc0 ls0 ws4"> ......................................................................<span class="_ _3"></span><span class="ws0"> 16</span></div><div class="t m0 x2 ha y29 ff2 fs5 fc0 sc0 ls0 ws0">TEMA 4. Gestão de Pes<span class="_ _0"></span>soas</div><div class="t m0 x6 ha y2a ff2 fs5 fc0 sc0 ls0 ws5"> ..........................................................<span class="_ _2"></span><span class="ws0"> 17</span></div><div class="t m0 x2 ha y2b ff2 fs5 fc0 sc0 ls0 ws0">TEMA 5. Educação para Aces<span class="_ _0"></span>sibilidade</div><div class="t m0 x7 ha y2c ff2 fs5 fc0 sc0 ls0 ws6"> .........................................<span class="_ _4"></span><span class="ws0"> 19</span></div><div class="t m0 x2 ha y2d ff2 fs5 fc0 sc0 ls0 ws0">Monitoramento de Ações</div><div class="t m0 x8 ha y2e ff2 fs5 fc0 sc0 ls0 ws7"> ............................................................<span class="_ _2"></span><span class="ws0"> 20</span></div><div class="t m0 x2 ha y2f ff2 fs5 fc0 sc0 ls0 ws0">Outras Ações</div><div class="t m0 x9 ha y30 ff2 fs5 fc0 sc0 ls0 ws8"> ..............................................................................<span class="_"> </span><span class="ws0"> 25</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 xa y31 w3 hb"><div class="t m0 xb hc y32 ff5 fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 xc hd y33 ff4 fs7 fc2 sc0 ls0 ws0">5</div><div class="t m0 x2 he y34 ff6 fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x2 hf y21 ff7 fs4 fc2 sc0 ls0 ws0">Apr<span class="_ _0"></span>esentação</div><div class="t m0 xd h10 y35 ff8 fs9 fc0 sc0 ls0 ws0">E</div><div class="t m1 xe h11 y36 ff1 fs3 fc0 sc0 ls1 ws9">ste relatório apresenta os resultados do monit<span class="_ _0"></span>oramento </div><div class="t m0 xe h11 y37 ff1 fs3 fc0 sc0 ls0 wsa">do Plano de Aces<span class="_ _0"></span>sibilidade 2018, instituído pelo A<span class="_ _0"></span>to da </div><div class="t m2 xe h11 y35 ff1 fs3 fc0 sc0 ls2 wsb">Diretoria-Geral n</div><div class="t m2 xf h12 y38 ff1 fsa fc0 sc0 ls0 ws0">o</div><div class="t m2 x10 h11 y35 ff1 fs3 fc0 sc0 ls2 wsb"> 4, de 2018, com vigência de janeiro </div><div class="t m3 x2 h11 y39 ff1 fs3 fc0 sc0 ls3 wsb">de 2018 a janeiro de 20<span class="_ _0"></span>19. O monitorament<span class="_ _0"></span>o das ações f<span class="_ _0"></span>oi </div><div class="t m4 x2 h11 y3a ff1 fs3 fc0 sc0 ls4 wsc">realizado pelo Grupo de T<span class="_ _0"></span>rabalho (GT) instituído pela P<span class="_ _0"></span>or<span class="ls0 ws0">-</span></div><div class="t m5 x2 h11 y3b ff1 fs3 fc0 sc0 ls5 wsb">taria da Diretoria-Geral n</div><div class="t m6 x11 h12 y3c ff1 fsa fc0 sc0 ls0 ws0">o</div><div class="t m5 x12 h11 y3b ff1 fs3 fc0 sc0 ls5 wsb"> 295, de 2018, cujas atividades<span class="_ _0"></span> </div><div class="t m0 x2 h11 y3d ff1 fs3 fc0 sc0 ls0 wsd">f<span class="_ _0"></span>oram coordenadas pelo Núcleo de Coordenação de Ações </div><div class="t m7 x2 h11 y3e ff1 fs3 fc0 sc0 ls6 wse">Socioambientais (NCA<span class="_ _0"></span>S). É importante destacar a participa<span class="ls0 ws0">-</span></div><div class="t m8 x2 h13 y3f ff9 fs3 fc0 sc0 ls0 ws0">ção <span class="_ _0"></span>de <span class="_ _1"></span>ser<span class="_ _3"></span>vidores <span class="_ _0"></span>com <span class="_ _1"></span>deciência no <span class="_ _1"></span>GT<span class="_ _0"></span>, <span class="_ _0"></span>que <span class="_ _1"></span>é <span class="_ _0"></span>responsável </div><div class="t m9 x2 h13 y40 ff9 fs3 fc0 sc0 ls7 wsa">também <span class="_ _4"></span>pelo <span class="_ _4"></span>acompanhamento <span class="_ _3"></span>e <span class="_ _4"></span>revisão <span class="_ _4"></span>da <span class="_ _4"></span>Política <span class="_ _4"></span>de </div><div class="t m0 x2 h11 y41 ff1 fs3 fc0 sc0 ls0 ws0">Aces<span class="_ _0"></span>sibilidade da Casa. </div><div class="t ma x13 h13 y42 ff9 fs3 fc0 sc0 ls8 wsf">O <span class="_ _1"></span>Senado <span class="_ _0"></span>F<span class="_ _0"></span>ederal <span class="_ _1"></span>atua <span class="_ _0"></span>de <span class="_ _1"></span>forma <span class="_ _1"></span>incisiva <span class="_ _0"></span>nas <span class="_ _1"></span>questões </div><div class="t mb x2 h13 y43 ff9 fs3 fc0 sc0 ls9 ws10">de <span class="_ _0"></span>aces<span class="_ _0"></span>sibilidade <span class="_ _1"></span>desde <span class="_ _0"></span>2005, <span class="_ _1"></span>quando f<span class="_ _0"></span>oi <span class="_ _1"></span>criado <span class="_ _0"></span>o <span class="_ _1"></span>Programa </div><div class="t m0 x2 h13 y44 ff9 fs3 fc0 sc0 ls0 ws0">de <span class="_ _0"></span>Aces<span class="_ _0"></span>sibilidade <span class="_ _0"></span>e <span class="_ _0"></span>V<span class="_ _0"></span>alorização <span class="_ _0"></span>da <span class="_ _0"></span>Pes<span class="_ _0"></span>soa <span class="_ _0"></span>com <span class="_ _0"></span>Deciência. </div><div class="t m0 x2 h11 y45 ff1 fs3 fc0 sc0 ls0 ws11">Desde então, diversas ações f<span class="_ _0"></span>oram realizadas para a elimi<span class="ws0">-</span></div><div class="t mc x2 h13 y46 ff9 fs3 fc0 sc0 ls3 ws12">nação <span class="_ _3"></span>de <span class="_ _4"></span>barreiras, <span class="_ _3"></span>como <span class="_ _4"></span>as <span class="_ _3"></span>arquitetônicas, <span class="_ _3"></span>urbanísticas, </div><div class="t md x2 h11 y47 ff1 fs3 fc0 sc0 lsa wsc">comunicacionais, atitudinais. A instituição da<span class="_ _0"></span> Política de </div><div class="t me x2 h11 y48 ff1 fs3 fc0 sc0 lsa wsb">Aces<span class="_ _0"></span>sibilidade (Ato da Comis<span class="_ _1"></span>são Diretora 15, de 2013) e a </div><div class="t m0 x2 h11 y49 ff1 fs3 fc0 sc0 ls0 ws13">inclusão do compromis<span class="_ _0"></span>so com a aces<span class="_ _0"></span>sibilidade na Carta de </div><div class="t mf x2 h11 y4a ff1 fs3 fc0 sc0 lsb wsb">Compromis<span class="_ _0"></span>sos da Diretoria-G<span class="_ _0"></span>eral, as<span class="_ _0"></span>sinada em 2015, são </div><div class="t m10 x2 h11 y4b ff1 fs3 fc0 sc0 ls5 wsb">exemplos do respeit<span class="_ _0"></span>o e da determinação de promo<span class="_ _0"></span>ver a<span class="_ _0"></span> </div><div class="t m0 x2 h13 y4c ff9 fs3 fc0 sc0 ls0 ws0">inclusão <span class="_ _0"></span>de <span class="_ _0"></span>pessoas <span class="_ _1"></span>com deciência <span class="_ _0"></span>e <span class="_ _0"></span>mobilidade <span class="_ _0"></span>reduzida </div><div class="t m0 x2 h11 y4d ff1 fs3 fc0 sc0 ls0 ws0">na Casa, sejam colaboradores ou visitantes.</div><div class="t m0 x13 h11 y4e ff1 fs3 fc0 sc0 ls0 ws14">Em 2016, o Senado adot<span class="_ _0"></span>ou o Plano de Aces<span class="_ _0"></span>sibilidade </div><div class="t m11 x2 h11 y4f ff9 fs3 fc0 sc0 ls8 wsf">como <span class="_ _1"></span>instrumento <span class="_ _0"></span>de <span class="_ _1"></span>gestão, <span class="_ _0"></span>o <span class="_ _1"></span>que <span class="_ _0"></span>pos<span class="_ _0"></span>sibilitou <span class="_ _1"></span>o <span class="_ _0"></span>melhor <span class="_ _1"></span>pla<span class="ff1 ls0 ws0">-</span></div><div class="t m12 x2 h11 y50 ff1 fs3 fc0 sc0 ls6 wse">nejamento e acompanhamento das ações de aces<span class="_ _0"></span>sibilidade </div><div class="t m0 x2 h11 y51 ff1 fs3 fc0 sc0 ls0 ws11">executadas na Casa<span class="_ _0"></span>.  Por se tratar de um tema trans<span class="_ _0"></span>versal, </div><div class="t m13 x2 h13 y52 ff9 fs3 fc0 sc0 ls9 ws10">a <span class="_ _0"></span>promoção <span class="_ _1"></span>de <span class="_ _0"></span>aces<span class="_ _0"></span>sibilidade <span class="_ _1"></span>depende <span class="_ _0"></span>da <span class="_ _0"></span>atuação <span class="_ _1"></span>de <span class="_ _0"></span>vários </div><div class="t m14 x2 h11 y53 ff1 fs3 fc0 sc0 lsc wse">setores do Senado, como a Secr<span class="_ _0"></span>etaria de Infraestrutura (Sin<span class="ls0 ws0">-</span></div><div class="t m15 x2 h13 y54 ff9 fs3 fc0 sc0 lsc ws15">fra), <span class="_ _1"></span>a <span class="_ _0"></span>Secretaria <span class="_ _1"></span>de <span class="_ _0"></span>Patrimônio <span class="_ _1"></span>(Spatr), <span class="_ _1"></span>o <span class="_ _0"></span>Instituto <span class="_ _1"></span>Legislativo </div><div class="t m16 x2 h13 y55 ff9 fs3 fc0 sc0 lsd ws16">Brasileiro <span class="_ _1"></span>(ILB), a <span class="_ _1"></span>Secretaria <span class="_ _1"></span>de C<span class="_ _0"></span>omunicação <span class="_ _0"></span>Social <span class="_ _1"></span>(Secom) </div><div class="t m0 x2 h11 y56 ff1 fs3 fc0 sc0 ls0 ws0">e a Secretaria de Gestão de Pes<span class="_ _1"></span>soas (SEGP).</div><div class="t m17 x13 h13 y57 ff9 fs3 fc0 sc0 lse ws17">Como <span class="_ _1"></span>poderá <span class="_ _0"></span>ser <span class="_ _1"></span>visto <span class="_ _1"></span>neste <span class="_ _0"></span>relatório, <span class="_ _1"></span>muitos <span class="_ _1"></span>avanços </div><div class="t m18 x2 h13 y58 ff9 fs3 fc0 sc0 lsa ws18">f<span class="_ _0"></span>oram <span class="_ _3"></span>obtidos <span class="_ _4"></span>por <span class="_ _4"></span>meio <span class="_ _3"></span>do <span class="_ _4"></span>comprometimento <span class="_ _3"></span>das <span class="_ _3"></span>várias </div><div class="t m0 x2 h13 y59 ff9 fs3 fc0 sc0 ls0 ws0">secretarias <span class="_ _3"></span>envolvidas. No <span class="_ _3"></span>entanto, <span class="_ _3"></span>ainda <span class="_ _3"></span>há <span class="_ _3"></span>barreiras <span class="_ _4"></span>que </div><div class="t m19 x2 h11 y5a ff1 fs3 fc0 sc0 ls6 wse">precisam ser eliminadas para a promoção da plena inclusão </div><div class="t m1a x2 h13 y5b ff9 fs3 fc0 sc0 lsf ws19">das <span class="_ _1"></span>pessoas <span class="_ _1"></span>com <span class="_ _0"></span>deciência <span class="_ _1"></span>no <span class="_ _1"></span>Senado <span class="_ _0"></span>F<span class="_ _0"></span>ederal. <span class="_ _1"></span>Sendo <span class="_ _1"></span>assim, </div><div class="t m1b x2 h11 y5c ff1 fs3 fc0 sc0 lsf ws9">com base nos resultados alcançados em 2018 e das demandas </div><div class="t m1c x2 h13 y5d ff9 fs3 fc0 sc0 ls6 ws1a">identicadas <span class="_ _0"></span>pelo <span class="_ _1"></span>NCAS <span class="_ _1"></span>e <span class="_ _0"></span>pelo <span class="_ _0"></span>Grupo <span class="_ _1"></span>de <span class="_ _0"></span>T<span class="_ _0"></span>rabalho<span class="_ _0"></span>, <span class="_ _0"></span>uma <span class="_ _1"></span>nova </div><div class="t m1d x2 h13 y5e ff9 fs3 fc0 sc0 ls9 ws10">versão <span class="_ _1"></span>do <span class="_ _0"></span>Plano <span class="_ _0"></span>de <span class="_ _1"></span>Acessibilidade <span class="_ _1"></span>está <span class="_ _0"></span>sendo <span class="_ _1"></span>construída <span class="_ _0"></span>em </div><div class="t m0 x2 h11 y5f ff1 fs3 fc0 sc0 ls0 ws1b">parceria com os setores en<span class="_ _0"></span>volvidos na ex<span class="_ _0"></span>ecução das ações </div><div class="t m0 x2 h13 y60 ff9 fs3 fc0 sc0 ls0 ws0">que serão implementadas nos próximos 24 meses.</div><div class="t m0 x14 h7 y36 ff4 fs0 fc2 sc0 ls0 ws0">MET<span class="_ _0"></span>ODOLOGIA</div><div class="t m0 x15 h11 y35 ff1 fs3 fc0 sc0 ls0 ws13">A atual versão do Plano de Aces<span class="_ _0"></span>sibilidade<span class="_ _0"></span>, de obser<span class="ws0">-</span></div><div class="t m1e x14 h13 y39 ff9 fs3 fc0 sc0 ls1 ws1c">vância <span class="_ _1"></span>obrigatória, <span class="_ _0"></span>é <span class="_ _1"></span>composta <span class="_ _0"></span>por <span class="_ _1"></span>10 <span class="_ _0"></span>ações <span class="_ _1"></span>distribuídas <span class="_ _0"></span>em <span class="_ _1"></span>5 </div><div class="t m1f x14 h13 y3a ff9 fs3 fc0 sc0 ls9 ws10">eixos <span class="_ _1"></span>temáticos: <span class="_ _0"></span>[1] <span class="_ _1"></span>infraestrutura, <span class="_ _0"></span>[2] <span class="_ _1"></span>acesso <span class="_ _1"></span>à inf<span class="_ _1"></span>ormação, </div><div class="t m0 x14 h13 y3b ff9 fs3 fc0 sc0 ls0 ws0">[3] mobilidade, <span class="_ _3"></span>[4] gestão <span class="_ _3"></span>de <span class="_ _3"></span>pessoas e <span class="_ _3"></span>[5] educação <span class="_ _3"></span>para </div><div class="t m0 x14 h11 y3d ff1 fs3 fc0 sc0 ls0 ws0">aces<span class="_ _0"></span>sibilidade. </div><div class="t m1a x15 h11 y3e ff1 fs3 fc0 sc0 lsf ws1d">As ações f<span class="_ _0"></span>oram avaliadas considerando os indicadores </div><div class="t m20 x14 h11 y3f ff1 fs3 fc0 sc0 ls1 wse">de desempenho das metas. De modo ilustrativo<span class="_ _0"></span>, uma legenda </div><div class="t m0 x14 h13 y40 ff9 fs3 fc0 sc0 ls0 ws0">f<span class="_ _0"></span>oi atribuída para <span class="_ _0"></span>clas<span class="_ _0"></span>sicar os <span class="_ _0"></span>resultados: meta <span class="_ _0"></span>cumprida, </div><div class="t m21 x14 h11 y41 ff1 fs3 fc0 sc0 ls1 ws9">meta não cumprida e meta parcialmente cumprida<span class="_ _0"></span>. Os ícones </div><div class="t m22 x14 h13 y42 ff9 fs3 fc0 sc0 lsd ws16">apresentados <span class="_ _1"></span>abaixo <span class="_ _0"></span>representam <span class="_ _1"></span>o <span class="_ _0"></span>padrão <span class="_ _1"></span>de <span class="_ _0"></span>clas<span class="_ _0"></span>sicação </div><div class="t m0 x14 h13 y43 ff9 fs3 fc0 sc0 ls0 ws0">adotado: </div><div class="t m0 x16 h14 y61 ffa fs0 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span><span class="ff4">Meta Cumprida</span></div><div class="t m0 x16 h7 y62 ff4 fs0 fc3 sc0 ls0 ws0"> <span class="_ _6"> </span><span class="fc0">Meta Par<span class="_ _0"></span>cialmente Cumprida</span></div><div class="t m0 x16 h7 y63 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span>Meta Não Cumprida</div><div class="t m23 x15 h11 y4d ff1 fs3 fc0 sc0 ls10 ws9">Após a sistematização dos dados e<span class="_ _0"></span> a consolidação do </div><div class="t m24 x14 h11 y4e ff1 fs3 fc0 sc0 ls9 wse">Relatório, o NCA<span class="_ _0"></span>S procedeu a sua apresentação ao Grupo de </div><div class="t m0 x14 h13 y4f ff9 fs3 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>rabalho <span class="_ _1"></span>e à <span class="_ _1"></span>Diretoria <span class="_ _0"></span>Geral <span class="_ _1"></span> para <span class="_ _1"></span>considerações, apro<span class="_ _0"></span>vação </div><div class="t m25 x14 h11 y50 ff1 fs3 fc0 sc0 lsd wse">e publicação. A Figura 1 ilustra a sistematização do proces<span class="_ _1"></span>so<span class="_ _3"></span> </div><div class="t m26 x14 h13 y51 ff9 fs3 fc0 sc0 ls3 ws12">de <span class="_ _3"></span>monitoramento <span class="_ _3"></span>dos <span class="_ _4"></span>dados <span class="_ _3"></span>até <span class="_ _4"></span>a <span class="_ _3"></span>fase <span class="_ _4"></span>de <span class="_ _3"></span>publicação <span class="_ _4"></span>da </div><div class="t m0 x14 h13 y52 ff9 fs3 fc0 sc0 ls0 ws0">versão nal do Relatório. </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
<div id="pf7" class="pf w2 h2" data-page-no="7"><div class="pc pc7 w2 h2"><img class="bi x0 y0 w1 h1" alt="" 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puXlpz3zZKqzxkLEKR38P5hddBYnz4s/vD0AdN+aCwAfZore4Heq/XVn2cftvzuK6lkwliAIL2D9/tpGgRB69olyR21xgKgTgG6RMuy+Tln3D8GSEu8/LPcnw+bVxkLgDoF6BLhqpm5P7OGnmgsQBAE4VP+Pvfnw/AqYwFQpwBd8+7zjGtzYtU2SEBa8dgp2YfuMQNQAOyKBPQurZteCJUentl+MxVvTLy8OLV9vT05gRzpPb1b1/+xODa1eMSE7JNFx37EP2YBqFOAPCXrat57fHaqviYIglA0NmDq3XIUOCQtq37S8rs9t0K1iy9An+PKXqC3iP/+lnSaBkGQqq9pWb7ATID2S8UbM2kaBEHr2iWtm14wFgB1CnCIbyubtiY3LMs+07p2SSreaDJAOyVeyF0pba153FgA1CnAITpscBCJ7nMmEvWxMeAQ3tOMnJRzJjSw3FgA1CnAoQkVhUvGfyb7TMlZXzIW4BDe0wwbn/OPXOEJnzcWgL70htCuSEAPSjVtDQ4bHCoKB+/vtBn/4zeDICid/JWiUZPT5wHa/yMlsfq+ltX/Ho5NC59xbeYeM6l4YxAe4EcKgDoF2I9kXU3L8gWta5cEkWjJWV8Kj7/GG0eg83/U7Khtefpbe37UjP9M+Kwb/KgBUKcA+2j6wclBY33mcMBVj2duVwjQWZrv/XhmM/AgCEqn3h0+8RJjAeidfO4U6AGtm17ITtMgCOJP3mgsQOdK7qjNTtMgCFqW32ksAOoUAAAA1CnQmxSPmJCztWbpJ75jLEAnv8sZfGwoGss+U/KR640FQJ0C7OOwy/+j+MPTgyAIItGS875ZNGy8mQCdbsCn7tv7o2bS3OLYVDMB6LXsigR0h+SO2tZXf96ybH7JpLnFJ1269zYPWXeUAegi2XeUSSUTyS2r0591d/MqAHUK9LP3hclE83dGZJ8ZOOfNUGnEZIDul/jTI/HHZ2cOSybNLZk4x1gAegNX9gJdrrXm8dwzrz9lLECPiP/+f2Yftiybn0omjAVAnQL9Qmr7+pwzyS2rjQXogR9H8cac21kFQRDs3mEyAOoU6BeKT7o050z4jGuNBeh+odJIuGrmPmeisVDZEJMBUKdA//hBM/jY7LeD4aqZmV2RALpZyUe/tPc2M5HogKl3mwlAL2FXJKCbpOKNybo/FQ090X5IQI9L1tWk4u8Wj5hgFADqFAAAAPZyZS8AAADqFAAAANQpAAAA6hQAAACCIAjCRkCv1djYaAjQQZGIHZL90AM/8YC+wdopAAAA6hQAAADUKQAAAOoUAAAA1CkAAAC9gz176Uv+24wHDAEO4P8uusoQ/NCDQvX8w5/PPrTNNRQea6cAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAABSuUCqVMgV6p8bGRkOADopEIobghx74iQf0CdZOAQAAUKcAAACgTgEAAFCnAAAAoE4BAADoHezZCwAAQM+zdgoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAACAjggbAYXk+RUrDAEA+rqSkpLxp59uDqBOoW87s7raEACgT/PPzdA/ubIXAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAACAwhQ2AgpJSUnJ8ytWmAMA9PW/0A0B+qFQKpUyBQAADuz5FSvOrK42B6DruLIXAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAgL4ibAQUsOdXrDAEAOgUJSUlhgCoU8jfmdXVhgAAAL2fK3sBAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAA6CtCqVTKFLrI8ytWGAIcQElJyfjTT/daBi9kr2XwWoYgCMJG0KXOrK42hB6USqVCoZA5eKfotQxeyF7LUEivZQqVK3spZNIUAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAAD6Fvc77RfcWKW/SaVShgAAQN9i7RQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAAC5wkYAANAnhEIhQygkqVTKECCbtVMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAAB6C/c7BaDXaW1qijdsb93V2PhfrwdB0LD06ba/p6TiqCPGnZz++oiq04IgGHjMcKMDAHUKAPlr3rj5nVUvvrPmlaZ1b25/dkU7/1eb25yJxCojlaMrzj07csLYgX87oriszGwBQJ0CwIHEG7Ztf2Z5w9Kn6x57orMes7FmXWPNuswDRmKVH7rik4OrqwbFKg0cANQpAOwTpXWPP/mXn/6ysWZdV3+vxpp1b3z12+mvh8+4cuhFUw4fd3JR2N99AKBOAeivkolE/a+eqr170aFGafpi3f3H57o32/9omxc9tHnRQ6XRimFXXzbs6stKK47yhwIA6hSAfqR54+a3f/H4hjvubk+IDv7IGUeMOzlywtjiQZHSivJ2fnA0vYvSO6tebN5Qu/P51Qf45Gq8vmHDHXdvuOPuSKxy1Lwbys8+y1IqAKhTAAq/S9ffvuDAHyvNfDS0I5sYFZeVDSwry96zN73N0l8fXvJBpdpYs+6Va64rjVaMvmVu9KIpGhUA1CkA/bFLyydWj5h11eGnndRFV9gOPGb4wGOGH33xhclE4t01r2x/dsV+F2/j9Q01189789b5GhUA1CkABaW1qemt23+wedFD+/3V0mjFsV+8dujUT3Tbxz6LwuEjzxh35Bnjjr1+1rtrXtlwx91tV1MzjXrKT39sd18AUKcA9HlvP/rrN2+dH69vaPtL5ROrR86ZfeQZ43rqvy2dqacuXhhv2Lbl/ofbLqXG6xtWnffJodPOP37+19woFQB64C9rIwCg4+IN2166fFbN9fPapunQaeefufzJUxcv7ME0zVZacdTIL39h0rrnR86Z3fZX6x574vmPXvD2o7/2ZwoA6hSAPubtR3/93Klnt71itnxi9ZnLn/zwXf8re7+iXqK4rOyDGjV9oe9Ll8+KN2zzhwsA6hSAPqC1qSm9ZJpzvjRaMe7R+09dvLAXdul+G3X4jCtzfmn7sytWnXvJzpVr/CkDgDoFoFfbVbPu+Y9e0HbJdMw3bqpeubSXXMfbzkYde+u8qt/9sjRakX0+Xt+w5uKrN/3bT/1ZA4A6BaCXavj9M6vO+2TOp0wjscozlz854rNX9MVbswyKVVavXDrmGzflnH/jq99+6fJZrU1N/tABQJ0C0Lts+N49r1xzXc7JMd+46fQnHu7ll/Ie5C/FcHjEZ684c/mTOYuo259d8fxHL/AxVABQpwD0FslEYu11/5xzO5bSaEXV737ZR5dM2xp4zPDqlUvLJ1Znn4zXN6w69xKBCgDqFIBekaavfPoLdY89kX2yfGJ11dJHBsUqC+pvx3D41MULc67yFagAoE4B6C1pmrMH0vAZV5784D2lFUcV5P/lEZ+9Ytyj9+cG6pRLm97ckH1y/XfvembshPXfvcuTBADUKQA9kKYj58wee+u8wria94Mceca4zF6+oeLiodMvOP03D5eNHpndpX/+/g+Tzc0bf3Sf5wkAdETYCAA4qNo7F7ZN05Ff/kJ/+P8+KFZZtfSRDXfc9bdf+sKAoUMyXbrxR/clm5v3Bnxz8/rv3nXcP13n2QIA+bF2CsBBbPjePTnbIPWfNE0rrTiq8ltfTadp9nppzm+zfAoA6hSArvL2o7/u52macYAuTUsvn3rOAEB+XNkLwAfaVbOu5vp5PZKmzRs3v7PqxZYdO99Z9WJLw/ac64qDICifWF1SUV5ScdQR406OnDB24N+OKC4r67ouzbmO94Ns/NF9Lu4FAHUKQGdqbWp6+YpruzNN4w3b6h5/suGpP7Rt0bYyv2fz+2dKoxXDrr6sfGL14eNO7qy9mtrfpWk+fQoA6hSAzpRMJF6dcUO8viFzpnxi9bHXz+qiKN1y/8Nb7n84+9vl8zj1DRvuuDt9HfLwGVd+6O8v6chdWA+1SzMsnwKAOgWg0+Rs0lsarYjd9Z1Ov3nMrpp1tf96b91jT3T6f//mRQ9tXvRQabRi9C1zoxdNOaT/8ry7dE/YWz4FAHUKQKdo3rg5ZyekU37649KKozq3S2u+eFNjzboD/7ZIrLLEMtEAACAASURBVDJSObpszHEDRx7b9lcblj6934+kZsTrG2qun/fmrfPb2agd7NIMy6cAoE4B6KhkIvHqjC9mnxnzjZs6colsbjE2bHvjltsPsF5aPrH6by6bHjlhbNnYUQfuyaMvvjCT003r3tz29HObFz10gEY98cffO/KMcV3apXtmaPkUANQpAB1U/6unspc0h047f8Rnr+isB9/0bz9946vf3u8vRWKVo+bdMPgjVXlsvTvwmOEDjxlecc7Hxt46b1fNur/87JG2mRqvb1hz8dVDL77whO9+vWjAgC7q0gzLpwCgTgHIX7xhW84tZMbcOq/THvm6G/d7Fe7wGVeOmHXVwGOGd8o3GhSrHHvrvFHzvrj1qT+8eev8zE5LoeLi6EVTRn/1nzJp2kVdmmb5FADUKQD5q7nuxuzD2J23d8rHTXeuXLPm4qvbnh867fzj53+tK+5TWlxWdvTFF0YvmlL/q6fe/Ob/HlxdNfqWuQOGDumGLs2wfAoA6hSAPBsye20zEquMXjSl4w+736t5I7HKkxb9oLPWSz9IUTh89MUXDp1+QSgU6s4uTbN8CgDqFIB8rLv5tuzDkxb9oOO3kNnwvXtytv8NgmDMN27qxM+yHlQ6TbuzSzMsnwJA+xUZAQBBEOxcuSZ7M6SRc2Z3fGGzbZpGYpVnLn+yO9M03aXPjJ3w5+//sJvTNHh/+dSzCwDUKQDtlbNwesw/XNPpaVo+sfr0Jx7u6qt5e0mXZmz80X2eXQCgTgFol7YLpx3cqahtmg6fceXJD97T8UuF+1CXplk+BQB1CkC7Y3LfkuzgwunOlWtyHnDknNljb53XPWnae7o0w/IpAKhTAA4u3rAte6veDi6cxhu25dw8ZuSc2SO//IX+2aVplk8BQJ0CcHBb7n84+3DY1Zfln2GJxEuXz8o+Uz6x+tjrZ/XbLs2wfAoA6hSAQ6jTSKyytOKovB+q9s6F2Z9fjcQqu/qzpr2/S/d0u+VTAFCnABzAzpVr4vUNmcNR827I+6GaN27O+bjpqYsXdl2a9pUuzbB8CgDqFIAPVPerp7IPy88+K++HenXGF7MPT77vro4swxZSl6ZZPgUAdQrAB/RSIrF50UOZw5FzZue91JlzT5ryidUV53xMl+awfAoA6hSA/Wh6/a3swyGfOCfvh1p3823Zh7G7vqNL9/PPAZZPAUCdAtDW1id/n31YNnZUfo/T8PtnshdOR86Z3YnX9BZGl2ZYPgUAdQpArvrfLM18PXTa+Xlf1vvW7QuyD4/5h2t06QexfAoA6hSAfcQbtmUveB59yf/I73F21azLWTgtLivTpQdg+RQA9itsBAD907svvpp9ePhpJ+X3OH/52SPZhx1cOF3/3bs2/ui+gozStCOqTqv81r94+gGAOgXg/Tp9+U+ZryOxyvw+Kdra1JS96+/wGVfmvXDaT7p00IeP99wDAHUKwF5Nb6zfW6eVo/N7kF1/ei37cOhFU3SpLgUAdQrAIah77InM1xXnnp3ng/zqqczXpdGKI88Yp0t1KQCoUwDaK96wLfswcsLY/B6n/ldPZr6OXvQJXfpBXZp4d1f48EGeeABwAPbsBeiPmt/6c/Zh6dAh+TzIxs3x+obMYTsv6317yW8KeD/edJdW/fYX45c8kE7TXWtfWz39qoalT3vWAcCBWTsF6I92b9qyT53mtSVS07o3sw8HnXj8Qbt0/e0Lcr51gXVp9nrp7s1/WXvdP7+z6sUgCI46+yzPOgBQpwAcSPnE6vz+h821m/b2bbTiALv19rcuTXvrW99Lp2mw7x5UAIA6BWCP7AtNSyrK83uQTHoFQTD4rAm6tO0vZbaeamnY7lkHAOoUgC6x47kX9pZYm916+3OX7sn+wUdmvt7+7ApPGABQpwAcpLLy+x+mt0QKFRdHL5ryocsv1qUAgDoF4NBk3+w0e4nvkKS7dPQtcwe8v+WvLs122IhhnmkAoE6BvuH5FS537KviDduqVy7VpQdQ+jdDvZABQJ0CfcOZ1dW9/z/SO+/9p9f7N6HRpfSJF7LXMoA6BaBg6VIAQJ0CoEu7r0uT8Zai0hJ/7gDQpYqMAIBD6tIV1VNq/vHGQk3TI6pOq/rtL8YveSCdprvWvrZ6+lXvvV2Xx0PF/1rnCQMA7WftFID2dmm/Wi/dtfa1dTff9s6qF4MgKC4bmMcDFvCsAECdAtA5IrHKxpp16a9bduzUpTmfL9256sU106/KHGa2gMpbabTCsw4A1CkAbeq0cnSmTt9Z9WLw2St0abZ3X1nb8Qdv3lCb+XrwWRM86wBAnQKQq+Rgi4H9fD/e9AW9aUOnnZ/ft2h6Y71nGgCoUwAO2GbjTt4cBEEQhIqLg1BIl+bY8dwL2b8/v2/U0rC9/f8cAACoU4B+KlRcHL1oyuhb5g4YOkSXZos3bIvXN2QODz8plt+32/7siux/DvCUAwB1CkCu8o99pHrlUl26/6p8Znn24aATj8/jO8YbtmUfRk4Y61kHAOoUgFyZTWh1aVsNS5/eW5WxyuKysjy+b/Nbf95n4O//QwAAoE4B2Icu3a/Wpqa6x57IHEYvODe/754z2FKfOwUAdQqALm2/rU/9IftwyCfOye+/IXsBNu9dfwFAnQKgS/tdl6bV3r0o83UkVjkoVpnf42Tv+ls25jjPPQBQpwDo0vbauXJNY826zOGHrvhkfo/TvHFz9q6/5ROrPQMBQJ0C6FJd2l7rbr4t+/BDl03P73GyL+sN8t31FwDUKQAFpYDTtBO7NGizcDp02vn57dYbBEFD1odXyydW5/04ANCvFBkBQGE7bt4NBdmlVb/9xfglD3RWmgZtFk7znltrU9P2Z1dkDiumfNyTEADUKQDB0dMvOGzEMF16YG8/+uuchdOBxwzP76F2LF+VfVhx7tmehACgTgEIgkJZPu2iLg2CIN6wreb6edlnxtw6L+9H27TwgczXpdGKvCsXANQpAIWmry+fdl2XBkGQTCRqrrsx+0zszttLK47KO3SzL+sddvVlnn4AoE4B2KuPLp92aZem1d65MLsnI7HK6EVT8n60Lfc/nH2oTgFAnQKwjz63fNoNXRoEwc6VazbccXf2mZMW/aAonOeG9slEIrtOyydW570GCwDqFICC1VeWT7unS9Npuubiq7PPxO68vSMfE313zSvx+obM4YhZV3nWAYA6BSBX718+7bYu3W+aDp12/tEXX9iRx8y5J0352Wd51gGAOgVgP3rt8ml3dmk6Tf907Zezz0RilScs+FYHHzP7njQj58zO+wphAFCnABS4Xrh82s1dGgRBw++fWXPx1dmX4JZGK05dvLCDMZmzcHrMP1zj+QYA6hSAD9R7lk+7v0uTicSG793zyjXXZZ8sjVZULX2kg9sXtV04LS4r82QDgEPioiOA/uXo6Resv33B7k1berZLK7/1L90WpWnxhm0vXT4ruyE7K02TiUTOdcIWTgEgD9ZOAfqdHlw+7f710nQ9vv3or5879eycNC2fWH3m//tNx2/6suWB/8i+TtjCKQCoUwDapUc+fZrTpbvWvvb6Lbc3b9zc1d9358o1/3n+ZTXXz8s5Xz6x+uQH7+l4RjZv3PzGV7+dOSyNVlg4BYD8uLIXoD86bt4NNf94Y7d1afZ1vLvWvrbu5tveWfViEASbFz00dNr5x827oSN3GT1Al667+bac9dK02J23d/DmMRnr5n4t+3D0LXMtnAKAOgWgvbrn06c5Xdq6+721n5/TsPTp7N9T99gTdY89EYlVHjt7xpApH+942rU2NW196g9v3jo/+2rbjEis8tTFCzt+Ne//b+/eg6u6D8SO/yRdyehKgGQtQrKEEAEEwrwEEmAbg20gfiWxsdt1hjbJuDPZjN1JM66nHaed3els/lhP2p1tJnXStdPd5rFpnElC/MA4sWOMzUsgzMs8BTJ6GQQIvdD7SuofN6uqehBsy4HA5zP+Q/fo3HPPOffekb/8ziOuYeOmpm27Bh9mrlwxXtELAOoUgBvFpzp8Oup1j5Im3HTrD/77hz/++dBDYePaj56IH3yb/dD9WWtXZ6667aMGZGdtfWvF/rMv/npoLg5T/N1np3z+3vG6DWlP48VhBwwX/df/4nMFAOoUgI/mUxo+vfz1eBMjkfzHN2StXf3Bs98599LmkTPEh1LjP2c/dP+k0sWpBfnRopkj5+y71N5+rLK3uaW1Yv+oixqq8Oknp33tK+N4zG1/LFax9pGhU2Z965ufxvHJAKBOAbj+je/w6ZXfJyZ1Wt68574945lvjNWoI0v1Yyt8+slbvvzYeB3KO+jYN/7T0COH04qLbvnSn/tEAcAn4Zq9ADeu8bp478e7T0y8Ue88UT7rW99MmZI1vpuWVlxU/N1n7zxRXvjUE+Oepg0bNw3L5kU/e2G8DhgGgBuWP6UAN7RPOHx65eOlY0mKRvMf35D/+IZLR09ceP135197c9Sr7F55lOZueDT7C/eNe5EOatmzb9jppiUbf/TpvRwAqFMAbggf++zTT96lw6QXF6UXFxU+9URfR8elw8fb3j/aWrG/ecfuUS+9OyhlSlbG7csmlS7OWFGaOj3/076by6WjJ/at//LQKYVPPzm5rMQHCQDUKQCf1EcdPh33Lh0mKRqdXFYyuawkPL4hPqWvo6OnsWl4l2Zl/pHvLNrTePHghr8YOiVz5YqCr3/VRwgA1CkA4+DKh08/7S69TK+m/nFDdNQ0rVj7yNCB3JQpWfP/4TtONwWA8eKqSACEGc984w926dDrHnVUne5tab1x9s+oaVr65q+SrnYzA4A6BeC6cpmL9w7r0ktHjr/38Jd2r/r8nru+0NN48UZOU1dCAgB1CsD4Gzl8OqxL+zo633v4SxWf/RetFftDCD3nGyvWPnLdB2rLnn07Fq2WpgCgTgH4Ixk6fDrq/UuToqkz//O/H/qUeKC27Nl3ve6Tho2bhl2hN4Sw8KfPS1MAUKcAfIpmPPONUbt00OSykpKNPxoWqPvWf/n0332/Pxa7nnZFfyxW+VfPDruvacqUrNsPbE0vLvJRAQB1CsCnaOrDD4zVpUMDtfSNX6ZMyRo68fTffu/Qv36ir6Pj+tgPPY0X997/WP0//NOwNHVALwCoUwCuIenFRaVv/mpYoDZt21V+xwPXwVG+DRs37Vi0uv3oiaETM1euWL79NWkKAOoUgGtLStbNK/a8mf3Q/UMnxo/yPfJv/+Of6CBqZ239gS9+ddjRvCGEwqefXPCT77t5DACoUwCuyb8fkci8575d/N1nh00/99Lmd4uWN2zc9Ce0Lf2x2Om/+375bfc1bds17FcLfvhc4VNPJEYi3nEAUKcAXLumrn9w5GmoIYSjX39mz7pHr/0DfftjsYaNm3aVrT39t98b9qu04qLbD2zNWrPKuwwA6hSAPwHpxUXLt7+W92/+1bDp7UdP7Fv/5Wu2UftjsZY9+/be/9jRrz8z9HamcbO+9c2lm190oikAqFMA/pQkRaOz//qZ0jd+mTbibivXYKMOjpfuW//lYVc/CvELIO18Pf/xDY7mBYA/Mn96ARgf6cVFSze/+OGPf37yL/9m1EZNmZJV8O/+IvsL912tMcnO2vqGX7w88iDeuJQpWXP+2187lBcArhZjpwCM3x+VSCT/8Q13nigvfPrJkb/tOd948i//Zsei1Qe++NWWPfv+aJf27evoaNi4ac+6R8tvu2+sNC3+7rMr9rwpTQHgKjJ2CsA4S4pGC596YtrXvlL79z8ctQabtu2KXx03c+WKrHvvzlhRmj7ikOBPqD8W66isat5Vceanvxx5+O5QhU8/Oe1rX3HDGABQpwDcoI06NFNDCNkP3T+pdPHE+cUpOdmp0/I+xit21tb3nD3X9v7Rxt9sGXlvmGFSpmTN/Kv/8Gf33q1LAUCdAnCjNGrB17/atHVH1bPfucww5rmXNp97afPgw7TiorSimSGESaWLkzMmj/qU3uaW1or98ede+SplrlxR+PSTE0sWuO4RAKhTAG4siZFI1ppVWWtW9TRe/PBHL374oxdH3sRlmPajJ+Ip+5HK8zLSiotyNzx6Fa/JBACoUwCuFSlZNxc+9UThU0901tY3vrn1Sg7B/YQyV67IeezhzFW3iVIAUKcAMFzqtLz8xzfkP76hPxZr23eo7f2jrRX7x2uYNH4Ka8aK0ujszzh8FwDUKQD8YYmRyOSyksllJeHxDfOe+3ZfR0dPY1P8bNLGN7fG5xmrWuPnpkZnzUgtLIhMmhgtmpmSlekqRwCgTgHgk0qKRlOj0fg1e6eufzA+cd5z37ZnAOC6l2gXAAAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAcE2J2AUAAH8SBgYG7ATgOmbsFAAAAHUKAAAA6hQAAIBrgfNObwhOUwEAAK5xxk4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAMFTELvj0JCcnl+/aZT/AZb4jvsvgi+y7DL7LEJcwMDBgLwAAAHB1ObIXAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAMJ4idgHA9aqtre2Vl1+O/5wciRRMn15aVpaUlLTp1VdTJ6Tes3bNyKfs2b3n1MmTt86fv2DhgsEpVadO3XvfvRmZmSGEN3772/7+/nvvuy+EUF9fv3tXeXNL88SJE5eWls6YMWPooja9+mpba1sIITklOTc3t7SsLCUlpfp09c4dO4bOVrZ82cyZM4dOic+TnZ09dA0PHjh4+PD7XV1d2dnZd9xxR0Zm5liLOnPmTPnOXU3NTenp6UuWLJk5a1YI4dKlS9u3bTt75mwkOTJnztwlS5ckJibGN+3Pv/hYTXVNfFEJCQnpE9NvvXV+4YzCwW0fnOGeNfdkT506bD3jE0fd2LF26agzd3Z2vrTx10M3Z3rh9Ntuv/0Pvsu9vb07tm+vqa5JTEpcsGDhwkULQwh9sdjOnbtOnTyZkJAwLHlt0QAADAVJREFUa/as5StWxGKxvRUVNdU1t+Tdsmr16u7u7re3bKk+XR2JJM279dblK1YkJCT4ygBwdRk7BbhuxXpjF86fT0pMysnJTYpEynft2rF9ewjhwvkLjRcbR33KkcOHz51rOHbs6OCU1paWhoazu3fvjj9svNDY2NgYQmhuavr1rza2tLQUFc3p7u5+5aWXz545O3RRF85fuHTpUvbUqdHU6N6Kva++8koIobOr89y5hmhaNHvq1Ph/qampw9bhZGXluXMNR44cicVi8SnvHzr09pa3Uiekzp49u7a29pe/+EUsFht1Ue3t7b/+1a9aW1vnzJkTi8U2vbqprq4uhPDKyy9/UFU1c9bMSZMm7di+rWLPnsFNGxgYGFzUlClTGi80vvzSS3W1tSNn6O7uHrqeQyeOurFj7dJRZ+7r6zt3rmEgDAxuzuTJk6/kXX57y5aDBw7mT8uPpkbf3vLWqVOnQgi7dpW/t7ciLz8vJzenYs+ePbt3V506deTwkQsXLjRdbAohvPvOO8ePHZszd86fTZmyu7z82NGjvi8AXHXGTgGuczNnzSotKw0hvPh/fnb82PE7V60aa87W1taWluZJkyafPXO2p6dncPQvhHD82PFly5bFh0/jKisr+/piD3zuwezs7CVLSl54/oUjhw/n5OYMXeDkjMn3rLknhLD17bcP7N/f1tYWn15SUjKtoGCs1aiprZk0aXJra0t9Xf30wukhhOPHj0ejaV94+KHExMTJkzO2vPW7+rr6URd1srKyt7d39V13TS+cXlJS8sLzz5+srMzKyjp/7tzS0rI7Vt4RQvinH/+48sSJZcuXD3vd+KI6Oztf+Pvnq6qq8qdN+0j7eeTGTpw4caxdOnLm+NBlYWHhlYyXDlV1qqqgoODue+7p7e39/nPPVX9weubMmR9UncrOnrp23boQwsXGi1VVVY899tjc4uL/9cIP4s+qr6vPycldfdddfbHY9577Xl1dXfG8eb4sAFxdxk4BbhQTUifE+mKXmaG2piaEsGz5soGB/vr6+qG/SkpKLC8vHzqls7MzhBAf30uNRlNuSuno7BhryfGs7ezo+IMr2dzc3NbaWrKkJDk5uba2Jj6xu7s7mhZNTEwMIcyaPevh9eun5kwd9elp6ekhhBMnjvf396dGo59/6KFb589PSU5OSUk5ffqD+DqvWbtu1erVY63AQP9ACCES+fj/ejt0Yy+zSz/qnhnLmrVrlq1YHkJoaWkJIaRGU0MIXV3dg4PSqampXZ2dSZHI0GN309LTOjs7+/v7Ozo7Bwb609LSfEEAuOqMnQJc586fO3fs2LGW5uaa6pqiOUWXmbOmuiYaTZszd+7Wt9+uqa4ePI80ISFx4aJF+97bt2zZ8nFZpb0Ve48dO5aQkBAf3Bu2DiGEaQUFuVUfVFdXr7zzzmEzpKamFkyfPtaicnNzF5eU7N+378yHZ+64c+XgGa1r163b/NrmH/3vH5YtK1u0eHFSUtLItdq9e/f7h94/e/ZMRkbGosWLx2VLx9qlY6mqqrp06VIIoaysbOhI9WXMmj07/sP2d7clJCQWFxdfybNWrV7985+9+NOf/KSrqzsjI3NpaalvCgDqFIBPV1VVVXVNdSQpMrd47uXGDAcGamtrp02blpSUlJOTGx/0G7R06dKDBw6Ul+8al1Vqb7/UG+sd9TI8tbU10WjazTffnJeft3PHzo72jmha9CMtatXq1Xl5edu3bd/0yitFc+Z89t57ExMTZ82e/cUNGdveeXfbu+8ePXp0/fpHRi42khRJTkmORJK7urq6u7s/+XDi5XfpqLq7upqbm0MIvbH/b5T7yOHDpz84PfiwaE7RYJT+c6VXVFefLr3ipj3X0NDf35eTm9vW2lZXV9d0sWnYUdkAoE4BGGfLV6yIn3d6eefPn+/q6szLzw8h5E/L37ljx6VLl9LT0+OVlRqNLly0+L29eydMmJA+Mf0TrtKq1atHPe90YGCgrrauoKAghJCXnx/CQE1tzdy5c4fO09/fH4vFkpOTR11UXyzW3d3zmZkzZ3zmM7t27qzYsycrK6u0rKyzo/PmzMz1jz5ysrLyN6//5jevv77+0UeGvfqSpUumFRT09PT84Pnn91ZUrPvsZz/hZl5ml46leN68Uc877evr7+3tHfpw6G/ramt3bN9xS17eittuu8J1279vX1ZW1tp163p6ev7n975/9OgRdQqAOgXgmhAf2Xtn69Z333mnv78/PmXolXKWLl1y6OCBrq7OeJ3G+7Crq+umm27qi8VivbGhV1EapqO9PYRwmRnizjU0dHd3nTx58rnv/o+BgYH4OsydOzc5Emlv//2ZmZUnKn/z+ubPP/TQqEs4fvz4m2+88S8feyw3N/e2229/b+97Fy9ebG1t/eE//uNtt99Rtqxs1uzZhw4eamq6OObfxUgkMSkpfobqxzO4sfHL515ml175nlmwcMHgDWmGaWtr2/za5rS06AMPPBg/NTf+7gyeYxzriyUnD19+T09PevrEEEJiYmJCQkJPT4+vAADqFICroP1S+6GDh+I/T5hw0+yiotqa2gkTUtesWxtCCAMDr29+vbq6emhKpUajCxYuem9vRfxhwfTpe3bv3vK7t+YvmF95orK/v2/kSZXxV+nq6jqwf39GRubkjIyzDQ0hhKqqqubmlvg8+fn5mTf//mDUmpraEMJdd98dP+x2d3l5vJkLpk8v37Vr27vbsrOzd5eXJycn5+TkVFdXj1zU1JycEBLe3frOkqVLzp79/cGrEydOTEtLO7B/f3p6Wl9f35kzHxYWjnL+Z1VVVVNTc11tbU93d35+/qgzDL5WwfSCP7ixl9mlI2dub28PIZxrODf4vmRmZlzJdYNf37y5s7Nj3q23xmM4/m7m3pJ7/NjxgwcODoSBD+s/nDfiery35OVVnqjcv2/fxcaLAwP9o24vAKhTAMZH/GTMkWd3JiQktLQ0b3nrd/GHGRmZM2fN+vDD+hkzPjN4GaGc3Jy62rr4zINPXFq69P1DB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class="c x17 y31 w3 hb"><div class="t m0 xb hc y32 ffb fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x18 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">6</div><div class="t m0 x19 he y34 ffc fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x1a h11 y64 ff4 fs3 fc0 sc0 ls0 ws0">Figura 1.<span class="ff1"> Proces<span class="_ _0"></span>so de acompanhamento e publicação dos dados do Plano de Aces<span class="_ _1"></span>sibilidade</span></div><div class="t m0 x1b h15 y65 ffd fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h15 y66 ffd fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h15 y67 ffd fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1b h15 y68 ffd fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h16 y69 ffd fsc fc5 sc0 ls0 ws0">Monitoramento Me<span class="_ _0"></span>nsal dos </div><div class="t m0 x1e h16 y6a ffd fsc fc5 sc0 ls0 ws0">Dados<span class="_ _8"></span> </div><div class="c x1f y6b w4 h17"><div class="t m0 x20 h16 y6c ffd fsc fc5 sc0 ls0 ws0">DADOS </div></div><div class="t m0 x21 h16 y6d ffd fsc fc5 sc0 ls0 ws0">Q<span class="ls11 ws1e">UA</span>NTITATIVOS<span class="_ _9"> </span> <span class="_ _3"></span> </div><div class="c x22 y6e w5 h18"><div class="t m0 x20 h16 y6f ffd fsc fc5 sc0 ls0 ws0">DADOS </div></div><div class="t m0 x23 h16 y70 ffd fsc fc5 sc0 ls0 ws0">QUALITATIVOS</div><div class="t m0 x24 h16 y71 ffd fsc fc5 sc0 ls0 ws0"> </div><div class="t m0 x25 h19 y72 ffd fsd fc6 sc0 ls0 ws0">Publicação do Rela<span class="_ _0"></span>tório</div><div class="t m0 x26 h19 y73 ffd fsd fc6 sc0 ls0 ws0"> </div><div class="t m0 x27 h19 y72 ffd fsd fc6 sc0 ls0 ws0">Aprovação Diretoria-Geral<span class="_ _a"></span>Aprovação GT</div><div class="t m0 x28 h19 y74 ffd fsd fc6 sc0 ls0 ws0">Compilação dos dad<span class="_ _0"></span>os, organização e preenchi<span class="_ _0"></span>mento dos Planos d<span class="_ _0"></span>e  </div><div class="t m0 x1d h19 y75 ffd fsd fc6 sc0 ls0 ws0">Ação com Resultad<span class="_ _0"></span>os Parciais e Final.<span class="_ _0"></span> </div><div class="t m0 x29 h19 y76 ffd fsd fc6 sc0 ls0 ws0"> </div><div class="t m0 x1d h15 y77 ffd fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h15 y78 ffd fsb fc0 sc0 ls0 ws0"> </div><div class="t m27 x2a h1a y79 ffe fse fc0 sc0 ls0 ws0"> </div><div class="t m28 x2b h1b y7a fff fsf fc5 sc0 ls0 ws0">APRO<span class="_ _0"></span>V<span class="_ _b"></span>ADO</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 xa y31 w3 hb"><div class="t m0 xb hc y32 ff5 fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 xc hd y33 ff4 fs7 fc2 sc0 ls0 ws0">7</div><div class="t m0 x2 he y34 ff6 fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x2 h1c y2 ff8 fs1 fc2 sc0 ls0 ws0">Grupo de T<span class="_ _1"></span>rabalho</div><div class="t m0 x2 h1d y7b ff9 fs1 fc2 sc0 ls0 ws0">COMPOSIÇÃ<span class="_ _0"></span>O DO GRU<span class="_ _0"></span>PO DE TR<span class="_ _3"></span>ABALHO ORIGINAL</div><div class="t m0 x2c h6 y7c ff4 fs3 fc5 sc0 ls0 ws0">SERVIDOR (A)<span class="_ _c"> </span>SECRET<span class="_ _1"></span>ARIA</div><div class="t m0 x2c h11 y7d ff1 fs3 fc0 sc0 ls0 ws0">Karin Kässma<span class="_ _0"></span>yer<span class="_ _d"> </span>NCA<span class="_ _0"></span>S</div><div class="t m0 x2c h11 y7e ff9 fs3 fc0 sc0 ls0 ws0">Francis Lobo Bot<span class="_ _0"></span>elho Vilas Monzo<span class="_ _e"> </span><span class="ff1">NCA<span class="_ _0"></span>S</span></div><div class="t m0 x2c h11 y7f ff1 fs3 fc0 sc0 ls0 ws0">Eliane da Silva F<span class="_ _0"></span>erreira<span class="_ _f"> </span>NCA<span class="_ _0"></span>S</div><div class="t m0 x2c h11 y80 ff1 fs3 fc0 sc0 ls0 ws0">Fabiano Sant<span class="_ _0"></span>os Rezende de Araújo<span class="_ _10"> </span>Sinfra</div><div class="t m0 x2c h11 y81 ff1 fs3 fc0 sc0 ls0 ws0">Maria T<span class="_ _1"></span>erezinha Nunes<span class="_ _11"> </span>SEGP</div><div class="t m0 x2c h11 y82 ff1 fs3 fc0 sc0 ls0 ws0">Andrei Ramos Porto<span class="_ _12"> </span>Secom</div><div class="t m0 x2c h11 y83 ff9 fs3 fc0 sc0 ls0 ws0">Letícia T<span class="_ _1"></span>orres<span class="_ _13"> </span><span class="ff1">Representante dos servidores </span></div><div class="t m0 x2c h11 y84 ff1 fs3 fc0 sc0 ls0 ws0">Aurílio Johson Alves de Ribeiro<span class="_ _14"> </span>Representante dos servidores</div><div class="t m0 x2 h1d y85 ff9 fs1 fc2 sc0 ls0 ws0">COMPOSIÇÃ<span class="_ _0"></span>O DO GRU<span class="_ _0"></span>PO DE TR<span class="_ _3"></span>ABALHO D<span class="_ _0"></span>E APROV<span class="_ _b"></span>AÇÃO DO REL<span class="_ _4"></span>A<span class="_ _b"></span>T<span class="_ _1"></span>ÓRIO</div><div class="t m0 x2c h6 y86 ff4 fs3 fc5 sc0 ls0 ws0">SERVIDOR (A)<span class="_ _c"> </span>SECRET<span class="_ _1"></span>ARIA</div><div class="t m0 x2c h11 y87 ff1 fs3 fc0 sc0 ls0 ws0">Karin Kässma<span class="_ _0"></span>yer<span class="_ _d"> </span>NCA<span class="_ _0"></span>S</div><div class="t m0 x2c h11 y88 ff9 fs3 fc0 sc0 ls0 ws0">Francis Lobo Bot<span class="_ _0"></span>elho Vilas Monzo<span class="_ _e"> </span><span class="ff1">NCA<span class="_ _0"></span>S</span></div><div class="t m0 x2c h11 y89 ff1 fs3 fc0 sc0 ls0 ws0">Ronildo Pires de Almeida Júnior<span class="_ _15"> </span>Sinfra</div><div class="t m0 x2c h11 y8a ff1 fs3 fc0 sc0 ls0 ws0">Adriana Cristina Repelevicz de Albernaz<span class="_ _16"> </span>SEGP</div><div class="t m0 x2c h11 y8b ff1 fs3 fc0 sc0 ls0 ws0">Igor da Silva Brito<span class="_ _17"> </span>Secom</div><div class="t m0 x2c h11 y8c ff9 fs3 fc0 sc0 ls0 ws0">Letícia T<span class="_ _1"></span>orres<span class="_ _13"> </span><span class="ff1">Representante dos servidores </span></div><div class="t m0 x2 h1d y8d ff9 fs1 fc2 sc0 ls0 ws0">REUNIÕES REALIZAD<span class="_ _0"></span>A<span class="_ _0"></span>S</div><div class="t m0 x2c h6 y8e ff4 fs3 fc5 sc0 lsc ws15">Data<span class="_ _18"> </span><span class="ls0 ws0">Atas das r<span class="_ _0"></span>euniões – NUP (Sigad)<span class="_ _19"> </span>Participantes</span></div><div class="t m0 x2c h11 y8f ff1 fs3 fc0 sc0 ls0 ws0">8/3/2018<span class="_ _1a"> </span>00100.<span class="_ _1"></span>035789/2018-29<span class="_ _1b"> </span><span class="ls10 ws1f">GT</span></div><div class="t m0 x2c h11 y90 ff1 fs3 fc0 sc0 ls0 ws0">19/4/2018<span class="_ _1c"> </span>00100.<span class="_ _1"></span>053404/2018-13<span class="_ _1d"> </span><span class="ls10 ws1f">GT</span></div><div class="t m0 x2c h11 y91 ff1 fs3 fc0 sc0 ls0 ws0">5/7/2018<span class="_ _1e"> </span>00100.1<span class="_ _0"></span>17990/2018-23<span class="_ _1f"> </span><span class="ls10 ws1f">GT</span></div><div class="t m0 x2c h11 y92 ff1 fs3 fc0 sc0 ls0 ws0">3/9/2018<span class="_ _1a"> </span>00100.1349<span class="_ _0"></span>19/20<span class="_ _0"></span>18-13<span class="_ _20"> </span>NCA<span class="_ _0"></span>S e Sinfra</div><div class="t m0 x2c h11 y93 ff1 fs3 fc0 sc0 ls0 ws0">11/9/20<span class="_ _0"></span>18<span class="_ _21"> </span>00100.128693/20<span class="_ _0"></span>18-11<span class="_ _22"> </span><span class="ls10 ws1f">GT</span></div><div class="t m0 x2c h11 y94 ff1 fs3 fc0 sc0 ls0 ws0">25/4/2019<span class="_ _23"> </span>00100.<span class="_ _1"></span>065298/2019-93<span class="_ _24"> </span><span class="ls10 ws1f">GT</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 x17 y31 w3 hb"><div class="t m0 xb hc y32 ffb fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x18 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">8</div><div class="t m0 x19 he y34 ffc fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x18 h1c y2 ff8 fs1 fc2 sc0 ls0 ws0">Quadro-Resumo do Plano de A<span class="_ _0"></span>ces<span class="_ _0"></span>sibilidade </div><div class="t m0 x2d h1e y95 ff3 fs2 fc5 sc0 ls0 ws0">TEMA</div><div class="t m0 x2e h1e y96 ff3 fs2 fc5 sc0 ls0 ws0">AÇÃO DO PL<span class="_ _3"></span>ANO DE </div><div class="t m0 x2f h1e y97 ff3 fs2 fc5 sc0 ls0 ws0">ACESSIBILID<span class="_ _0"></span>ADE</div><div class="t m0 x30 h1e y98 ff3 fs2 fc5 sc0 ls0 ws0">SITUAÇÃO D<span class="_ _0"></span>A M<span class="_ _0"></span>ET<span class="_ _1"></span>A</div><div class="t m0 x31 h1e y99 ff3 fs2 fc5 sc0 ls0 ws0">Cumprida<span class="_ _25"> </span>Parcialmente cumprida<span class="_ _19"> </span>Não cumprida</div><div class="t m29 x32 h6 y9a ff4 fs3 fc0 sc0 ls0 ws0">1. INFRAESTRUTURA</div><div class="t m9 x33 h11 y9b ff1 fs3 fc0 sc0 ls12 ws20">1.1 Promoção de aces<span class="ls0 ws0">-</span></div><div class="t m9 x33 h13 y9c ff9 fs3 fc0 sc0 ls13 ws21">sibilidade <span class="_ _26"></span>arquitet<span class="_ _0"></span>ônica<span class="_ _0"></span> <span class="_ _3"></span></div><div class="t m9 x33 h11 y9d ff1 fs3 fc0 sc0 ls14 ws22">nas portarias do Senado </div><div class="t m0 x33 h11 y9e ff1 fs3 fc0 sc0 ls0 ws0">F<span class="_ _0"></span>ederal</div><div class="t m9 x33 h11 y9f ff1 fs3 fc0 sc0 ls15 ws23">1.2 Promoção de aces<span class="_ _0"></span>si<span class="ls0 ws0">-</span></div><div class="t m2a x33 h11 ya0 ff1 fs3 fc0 sc0 ls0 wsb">bilidade nos banheiros do </div><div class="t m0 x33 h11 ya1 ff1 fs3 fc0 sc0 ls0 ws0">Senado F<span class="_ _0"></span>ederal</div><div class="t m9 x33 h11 ya2 ff1 fs3 fc0 sc0 ls15 ws23">1.3 Promoção de aces<span class="_ _0"></span>si<span class="ls0 ws0">-</span></div><div class="t m0 x33 h13 ya3 ff9 fs3 fc0 sc0 ls0 ws0">bilidade arquite<span class="_ _0"></span>tônica nas </div><div class="t m2b x33 h13 ya4 ff9 fs3 fc0 sc0 ls4 ws24">áreas <span class="_ _3"></span>externas <span class="_ _3"></span>e <span class="_ _4"></span>entorno </div><div class="t m2c x33 h13 ya5 ff9 fs3 fc0 sc0 ls0 ws0">às <span class="_ _3"></span>edicações <span class="_ _4"></span>do <span class="_ _3"></span>Senado </div><div class="t m0 x33 h11 ya6 ff1 fs3 fc0 sc0 ls0 ws0">F<span class="_ _0"></span>ederal</div><div class="t m2d x33 h11 ya7 ff1 fs3 fc0 sc0 ls16 wsc">1.4 Proposição de projeto<span class="_ _0"></span> </div><div class="t m2e x33 h11 ya8 ff9 fs3 fc0 sc0 ls9 ws10">arquitet<span class="_ _0"></span>ônico <span class="_ _0"></span>para <span class="_ _1"></span>acessi<span class="ff1 ls0 ws0">-</span></div><div class="t m2f x33 h11 ya9 ff9 fs3 fc0 sc0 ls8 wsf">bilidade <span class="_ _1"></span>das <span class="_ _0"></span>áreas <span class="_ _1"></span>de <span class="_ _0"></span>gran<span class="ff1 ls0 ws0">-</span></div><div class="t m30 x33 h11 yaa ff1 fs3 fc0 sc0 ls5 wsb">de circulação do Senado </div><div class="t m0 x33 h11 yab ff1 fs3 fc0 sc0 ls0 ws0">F<span class="_ _0"></span>ederal</div><div class="t m29 x34 h6 yac ff4 fs3 fc0 sc0 ls0 ws0">2. ACESSO À </div><div class="t m29 x35 h6 yad ff4 fs3 fc0 sc0 ls0 ws0">INFORMAÇÃO</div><div class="t m31 x33 h11 yae ff1 fs3 fc0 sc0 ls17 wsb">2.1 Garantia de aces<span class="_ _0"></span>sibili<span class="ls0 ws0">-</span></div><div class="t m32 x33 h11 yaf ff1 fs3 fc0 sc0 ls9 wse">dade nos sítios de internet </div><div class="t m33 x33 h11 yb0 ff1 fs3 fc0 sc0 ls4 wsb">e intranet, mídias sociais </div><div class="t m9 x33 h11 yb1 ff1 fs3 fc0 sc0 ls18 ws25">e sistemas corporativos<span class="_ _0"></span> </div><div class="t m9 x33 h11 yb2 ff1 fs3 fc0 sc0 ls19 ws26">mantidos pelo Senado<span class="_ _0"></span> </div><div class="t m0 x33 h11 yb3 ff1 fs3 fc0 sc0 ls0 ws0">F<span class="_ _0"></span>ederal </div><div class="t m29 x32 h6 yb4 ff4 fs3 fc0 sc0 ls0 ws0">3. MOBILID<span class="_ _0"></span>ADE</div><div class="t m9 x33 h11 yb5 ff1 fs3 fc0 sc0 ls1a ws27">3.1 Sinalização em por<span class="ls0 ws0">-</span></div><div class="t m9 x33 h11 yb6 ff1 fs3 fc0 sc0 ls1b ws28">tuguês e em Braille para </div><div class="t m34 x33 h13 yb7 ff9 fs3 fc0 sc0 ls6 ws1a">identicação <span class="_ _0"></span>dos <span class="_ _1"></span>espaços </div><div class="t m0 x33 h11 yb8 ff1 fs3 fc0 sc0 ls0 ws0">do Senado F<span class="_ _0"></span>ederal</div><div class="t m29 x32 h6 yb9 ff4 fs3 fc0 sc0 ls0 ws0">4. GEST<span class="_ _1"></span>ÃO DE PESSO<span class="_ _0"></span>A<span class="_ _1"></span>S</div><div class="t m35 x33 h11 yba ff1 fs3 fc0 sc0 lsd wse">4.1 Preenchimento da cota </div><div class="t m9 x33 h11 ybb ff1 fs3 fc0 sc0 ls1c ws29">estabelecida no Ato da<span class="_ _0"></span> </div><div class="t m0 x33 h11 ybc ff1 fs3 fc0 sc0 ls0 wsb">Comis<span class="_ _0"></span>são Diretora 1<span class="_ _0"></span>1/2015 </div><div class="t m0 x33 h11 ybd ff1 fs3 fc0 sc0 ls0 ws21">para contratação de esta<span class="ws0">-</span></div><div class="t m0 x33 h13 ybe ff9 fs3 fc0 sc0 ls0 ws0">giários com deciência</div><div class="t m9 x33 h11 ybf ff1 fs3 fc0 sc0 ls1d ws2a">4.2 Preenchimento da<span class="_ _1"></span> </div><div class="t m36 x33 h11 yc0 ff1 fs3 fc0 sc0 lsa wsb">cota estabelecida no Ato </div><div class="t m9 x33 h11 yc1 ff1 fs3 fc0 sc0 ls1e ws2b">da Comis<span class="_ _0"></span>são Diretora<span class="_ _1"></span> </div><div class="t m9 x33 h11 yc2 ff1 fs3 fc0 sc0 ls1f ws2c">2/2014 para contratação<span class="_ _0"></span> </div><div class="t m0 x33 h11 yc3 ff1 fs3 fc0 sc0 ls0 ws2d">de jov<span class="_ _0"></span>ens aprendizes com </div><div class="t m0 x33 h13 yc4 ff9 fs3 fc0 sc0 ls0 ws0">deciência </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 xa y31 w3 hb"><div class="t m0 xb hc y32 ff5 fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 xc hd y33 ff4 fs7 fc2 sc0 ls0 ws0">9</div><div class="t m0 x2 he y34 ff6 fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x36 h1e yc5 ff3 fs2 fc5 sc0 ls0 ws0">TEMA</div><div class="t m0 x17 h1e yc6 ff3 fs2 fc5 sc0 ls0 ws0">AÇÃO DO PL<span class="_ _3"></span>ANO DE </div><div class="t m0 x37 h1e yc7 ff3 fs2 fc5 sc0 ls0 ws0">ACESSIBILID<span class="_ _0"></span>ADE</div><div class="t m0 x38 h1e yc8 ff3 fs2 fc5 sc0 ls0 ws0">SITUAÇÃO D<span class="_ _0"></span>A M<span class="_ _0"></span>ET<span class="_ _1"></span>A</div><div class="t m0 x1b h1e yc9 ff3 fs2 fc5 sc0 ls0 ws0">Cumprida<span class="_ _25"> </span>Parcialmente cumprida<span class="_ _19"> </span>Não cumprida</div><div class="t m29 x1a h6 yca ff4 fs3 fc0 sc0 ls0 ws0">5. EDUCAÇÃ<span class="_ _0"></span>O P<span class="_ _1"></span>ARA </div><div class="t m29 x39 h6 ycb ff4 fs3 fc0 sc0 ls0 ws0">ACESSIBILID<span class="_ _1"></span>ADE</div><div class="t m37 x3a h11 ycc ff1 fs3 fc0 sc0 lsf ws19">5.1<span class="ff4 ls0 ws0"> <span class="_ _1"></span><span class="ff1 lsf wse">Formação de servidores </span></span></div><div class="t m38 x3a h11 ycd ff1 fs3 fc0 sc0 lsc wse">para inserção de conteúdo </div><div class="t m0 x3a h11 yce ff1 fs3 fc0 sc0 ls0 ws0">de f<span class="_ _0"></span>orma acessív<span class="_ _0"></span>el nos sí-</div><div class="t m0 x3a h11 ycf ff1 fs3 fc0 sc0 ls0 ws0">tios do Senado F<span class="_ _0"></span>ederal</div><div class="t m39 x3a h11 yd0 ff1 fs3 fc0 sc0 ls2 wsb">5.2 Capacitação de servi<span class="_ _3"></span><span class="ls0 ws0">-</span></div><div class="t m0 x3a h11 yd1 ff1 fs3 fc0 sc0 ls0 ws17">dores para o atendimento </div><div class="t m0 x3a h11 yd2 ff9 fs3 fc0 sc0 ls0 ws0">de pessoas com <span class="_ _3"></span>deciên<span class="ff1">-</span></div><div class="t m0 x3a h11 yd3 ff1 fs3 fc0 sc0 ls0 ws0">cia</div><div class="t m29 x3b h6 yd4 ff4 fs3 fc0 sc0 ls0 ws0">AÇÃO DE MONIT<span class="_ _0"></span>ORAMENT<span class="_ _0"></span>O</div><div class="t m0 x3a h11 yd5 ff1 fs3 fc0 sc0 ls0 ws0">1. Publicação de obras em </div><div class="t m0 x3a h11 yd6 ff1 fs3 fc0 sc0 ls0 ws0">Braille</div><div class="t m0 x3a h11 yd7 ff1 fs3 fc0 sc0 ls0 ws0">2. Ser<span class="_ _3"></span>viços de </div><div class="t m0 x3a h13 yd8 ff9 fs3 fc0 sc0 ls0 ws0">interpretação em Libras </div><div class="t m0 x3a h11 yd9 ff1 fs3 fc0 sc0 ls0 ws0">para event<span class="_ _0"></span>os</div><div class="t m0 x3a h11 yda ff1 fs3 fc0 sc0 ls0 ws0">3. Ser<span class="_ _3"></span>viços de legenda </div><div class="t m0 x3a h11 ydb ff1 fs3 fc0 sc0 ls0 ws0">em tempo real e </div><div class="t m0 x3a h11 ydc ff1 fs3 fc0 sc0 ls0 ws0">audiodescrição para </div><div class="t m0 x3a h11 ydd ff1 fs3 fc0 sc0 ls0 ws0">eventos </div><div class="t m0 x3a h11 yde ff1 fs3 fc0 sc0 ls0 ws0">4. Contrato com a AP<span class="_ _0"></span>AE-</div><div class="t m0 x3a h11 ydf ff1 fs3 fc0 sc0 ls0 ws0">DF para higienização do </div><div class="t m0 x3a h11 ye0 ff1 fs3 fc0 sc0 ls0 ws0">acervo da biblioteca do </div><div class="t m0 x3a h11 ye1 ff1 fs3 fc0 sc0 ls0 ws0">Senado F<span class="_ _0"></span>ederal</div><div class="t m0 x3a h11 ye2 ff1 fs3 fc0 sc0 ls0 ws0">5. Programa de </div><div class="t m0 x3a h11 ye3 ff1 fs3 fc0 sc0 ls0 ws0">acompanhamento </div><div class="t m0 x3a h11 ye4 ff1 fs3 fc0 sc0 ls0 ws0">dos ser<span class="_ _3"></span>vidores com </div><div class="t m0 x3a h13 ye5 ff9 fs3 fc0 sc0 ls0 ws0">deciência  </div><div class="t m0 x3a h11 ye6 ff1 fs3 fc0 sc0 ls0 ws0">6. Mapeamento das </div><div class="t m0 x3a h13 ye7 ff9 fs3 fc0 sc0 ls0 ws0">pessoas c<span class="_ _0"></span>om deciência </div><div class="t m0 x3a h11 ye8 ff1 fs3 fc0 sc0 ls0 ws0">no Senado F<span class="_ _0"></span>ederal</div><div class="t m0 x3a h13 ye9 ff9 fs3 fc0 sc0 ls0 ws0">7<span class="_ _1"></span>. Adequação dos novos </div><div class="t m0 x3a h11 yea ff1 fs3 fc0 sc0 ls0 ws0">conteúdos dos cursos </div><div class="t m0 x3a h11 yeb ff1 fs3 fc0 sc0 ls0 ws0">of<span class="_ _0"></span>erecidos pelo Senado </div><div class="t m0 x3a h11 yec ff1 fs3 fc0 sc0 ls0 ws0">F<span class="_ _0"></span>ederal aos padrões de </div><div class="t m0 x3a h11 yed ff1 fs3 fc0 sc0 ls0 ws0">aces<span class="_ _0"></span>sibilidade.</div><div class="t m0 x3a h11 yee ff1 fs3 fc0 sc0 ls0 ws0">8. Sensibilização da </div><div class="t m0 x3a h11 yef ff1 fs3 fc0 sc0 ls0 ws0">comunidade interna </div><div class="t m0 x3a h11 yf0 ff1 fs3 fc0 sc0 ls0 ws0">sobre aces<span class="_ _0"></span>sibilidade</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 x17 y31 w3 hb"><div class="t m0 xb hc y32 ffb fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x18 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">10</div><div class="t m0 x19 he y34 ffc fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x2d h1e yc5 ff3 fs2 fc5 sc0 ls0 ws0">TEMA</div><div class="t m0 x2e h1e yc6 ff3 fs2 fc5 sc0 ls0 ws0">AÇÃO DO PL<span class="_ _3"></span>ANO DE </div><div class="t m0 x2f h1e yc7 ff3 fs2 fc5 sc0 ls0 ws0">ACESSIBILID<span class="_ _0"></span>ADE</div><div class="t m0 x30 h1e yc8 ff3 fs2 fc5 sc0 ls0 ws0">SITUAÇÃO D<span class="_ _0"></span>A M<span class="_ _0"></span>ET<span class="_ _1"></span>A</div><div class="t m0 x31 h1e yc9 ff3 fs2 fc5 sc0 ls0 ws0">Cumprida<span class="_ _25"> </span>Parcialmente cumprida<span class="_ _19"> </span>Não cumprida</div><div class="t m29 x32 h6 yf1 ff4 fs3 fc0 sc0 ls0 ws0">AÇÃO DE MONIT<span class="_ _0"></span>ORAMENT<span class="_ _0"></span>O</div><div class="t m0 x33 h11 ycc ff1 fs3 fc0 sc0 ls0 ws0">9. Manutenção de </div><div class="t m0 x33 h11 ycd ff1 fs3 fc0 sc0 ls0 ws0">vagas reservadas nos </div><div class="t m0 x33 h11 yce ff1 fs3 fc0 sc0 ls0 ws0">estacionamentos para </div><div class="t m0 x33 h11 ycf ff1 fs3 fc0 sc0 ls0 ws0">o uso das pessoas c<span class="_ _0"></span>om </div><div class="t m0 x33 h13 yf2 ff9 fs3 fc0 sc0 ls0 ws0">deciência ou mobilidade </div><div class="t m0 x33 h11 yf3 ff1 fs3 fc0 sc0 ls0 ws0">reduzida e idosos</div><div class="t m0 x33 h11 yd2 ff1 fs3 fc0 sc0 ls0 ws0">10. Aces<span class="_ _0"></span>sibilidade dos </div><div class="t m0 x33 h11 yd3 ff1 fs3 fc0 sc0 ls0 ws0">documentos funcionais </div><div class="t m0 x33 h11 yf4 ff1 fs3 fc0 sc0 ls0 ws0">dos ser<span class="_ _3"></span>vidores com </div><div class="t m0 x33 h13 yf5 ff9 fs3 fc0 sc0 ls0 ws0">deciência visual</div><div class="t m0 x33 h11 yf6 ff1 fs3 fc0 sc0 ls0 ws0">11. Disponibilização </div><div class="t m0 x33 h11 yf7 ff1 fs3 fc0 sc0 ls0 ws0">de transporte interno </div><div class="t m0 x33 h11 yf8 ff1 fs3 fc0 sc0 ls0 ws0">para os servidores com </div><div class="t m0 x33 h13 yf9 ff9 fs3 fc0 sc0 ls0 ws0">deciência</div><div class="t m0 x33 h11 yfa ff1 fs3 fc0 sc0 ls0 ws0">12. Acompanhamento </div><div class="t m0 x33 h11 yfb ff1 fs3 fc0 sc0 ls0 ws0">da solicitação realizada </div><div class="t m0 x33 h11 yfc ff1 fs3 fc0 sc0 ls0 ws0">ao Detran-DF para </div><div class="t m0 x33 h11 yfd ff1 fs3 fc0 sc0 ls0 ws0">instalação de sinalização </div><div class="t m0 x33 h11 yfe ff1 fs3 fc0 sc0 ls0 ws0">sonora nas faixas de </div><div class="t m0 x33 h11 yff ff1 fs3 fc0 sc0 ls0 ws0">pedestres na via N2 </div><div class="t m0 x33 h11 y100 ff1 fs3 fc0 sc0 ls0 ws0">nas imediações das </div><div class="t m0 x33 h11 y101 ff1 fs3 fc0 sc0 ls0 ws0">dependências do Senado </div><div class="t m0 x33 h11 y102 ff1 fs3 fc0 sc0 ls0 ws0">F<span class="_ _0"></span>ederal</div><div class="t m0 x33 h11 y103 ff1 fs3 fc0 sc0 ls0 ws0">13. Aces<span class="_ _0"></span>sibilidade no </div><div class="t m0 x33 h11 y104 ff1 fs3 fc0 sc0 ls0 ws0">Espaço do Servidor</div><div class="t m0 x33 h11 y105 ff1 fs3 fc0 sc0 ls0 ws0">14. Contratação de </div><div class="t m0 x33 h11 y106 ff1 fs3 fc0 sc0 ls0 ws0">ser<span class="_ _3"></span>viços de manutenção </div><div class="t m0 x33 h13 y107 ff9 fs3 fc0 sc0 ls0 ws0">de equipamentos de </div><div class="t m0 x33 h11 y108 ff1 fs3 fc0 sc0 ls0 ws0">impres<span class="_ _0"></span>são em Braille</div><div class="t m0 x33 h11 y109 ff1 fs3 fc0 sc0 ls0 ws0">15. Adaptação dos </div><div class="t m0 x33 h11 y10a ff1 fs3 fc0 sc0 ls0 ws0">coletores de pont<span class="_ _0"></span>o </div><div class="t m0 x33 h11 y10b ff1 fs3 fc0 sc0 ls0 ws0">aos ser<span class="_ _3"></span>vidores com </div><div class="t m0 x33 h13 y10c ff9 fs3 fc0 sc0 ls0 ws0">deciência visual</div><div class="t m0 x33 h11 y10d ff1 fs3 fc0 sc0 ls0 ws0">16. Implementação de </div><div class="t m0 x33 h11 y10e ff1 fs3 fc0 sc0 ls0 ws0">ações em conjunto </div><div class="t m0 x33 h11 y10f ff1 fs3 fc0 sc0 ls0 ws0">com a Câmara dos </div><div class="t m0 x33 h11 y110 ff1 fs3 fc0 sc0 ls0 ws0">Deputados para garantia </div><div class="t m0 x33 h11 y111 ff1 fs3 fc0 sc0 ls0 ws0">de aces<span class="_ _0"></span>sibilidade no </div><div class="t m0 x33 h11 y112 ff1 fs3 fc0 sc0 ls0 ws0">Programa de Visitação do </div><div class="t m0 x33 h11 y113 ff1 fs3 fc0 sc0 ls0 ws0">Senado</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 xa y31 w3 hb"><div class="t m0 xb hc y32 ff5 fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x3c hd y33 ff4 fs7 fc2 sc0 ls20 ws2e">11</div><div class="t m0 x2 he y34 ff6 fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x36 h1e yc5 ff3 fs2 fc5 sc0 ls0 ws0">TEMA</div><div class="t m0 x17 h1e yc6 ff3 fs2 fc5 sc0 ls0 ws0">AÇÃO DO PL<span class="_ _3"></span>ANO DE </div><div class="t m0 x37 h1e yc7 ff3 fs2 fc5 sc0 ls0 ws0">ACESSIBILID<span class="_ _0"></span>ADE</div><div class="t m0 x38 h1e yc8 ff3 fs2 fc5 sc0 ls0 ws0">SITUAÇÃO D<span class="_ _0"></span>A M<span class="_ _0"></span>ET<span class="_ _1"></span>A</div><div class="t m0 x1b h1e yc9 ff3 fs2 fc5 sc0 ls0 ws0">Cumprida<span class="_ _25"> </span>Parcialmente cumprida<span class="_ _19"> </span>Não cumprida</div><div class="t m29 x3b h6 y114 ff4 fs3 fc0 sc0 ls0 ws0">AÇÃO DE MONIT<span class="_ _0"></span>ORAMENT<span class="_ _0"></span>O</div><div class="t m0 x3a h11 y115 ff1 fs3 fc0 sc0 ls0 ws0">17<span class="_ _1"></span>. Execução de </div><div class="t m0 x3a h11 y116 ff1 fs3 fc0 sc0 ls0 ws0">contratos de promoção </div><div class="t m0 x3a h11 y117 ff1 fs3 fc0 sc0 ls0 ws0">de aces<span class="_ _0"></span>sibilidade na TV </div><div class="t m0 x3a h11 y118 ff1 fs3 fc0 sc0 ls0 ws0">Senado</div><div class="t m0 x3a h11 yd0 ff1 fs3 fc0 sc0 ls0 ws0">18. Garantia de </div><div class="t m0 x3a h13 yd1 ff9 fs3 fc0 sc0 ls0 ws0">atendimento prioritário </div><div class="t m0 x3a h11 yd2 ff1 fs3 fc0 sc0 ls0 ws0">ao ser<span class="_ _3"></span>vidor com </div><div class="t m0 x3a h13 yd3 ff9 fs3 fc0 sc0 ls0 ws0">deciência na tramitação </div><div class="t m0 x3a h11 yf4 ff1 fs3 fc0 sc0 ls0 ws0">dos proces<span class="_ _0"></span>sos </div><div class="t m0 x3a h11 yf5 ff1 fs3 fc0 sc0 ls0 ws0">administrativos (art. 9º, </div><div class="t m0 x3a h13 y119 ff9 fs3 fc0 sc0 ls0 ws0">VII da Lei 13.146/2015)</div><div class="t m0 x13 h13 y41 ff9 fs3 fc0 sc0 ls0 ws0">A gura abaixo ilustra o percentual de resultados alcançados no Plano de A<span class="_ _0"></span>ces<span class="_ _0"></span>sibilidade.</div><div class="t m0 x3d h1f y11a ff10 fs10 fc7 sc0 ls0 ws0">61%</div><div class="t m0 x3e h1f y11b ff10 fs10 fc7 sc0 ls0 ws0">36%</div><div class="t m0 x3f h1f y11c ff10 fs10 fc7 sc0 ls0 ws0">3%</div><div class="c x40 y11d w6 h20"><div class="t m0 x41 h21 y11e ff10 fs11 fc8 sc0 ls0 ws0">Ações <span class="_ _0"></span>de Acessib<span class="ls21 ws2f">ili</span>dade</div><div class="t m0 x42 h22 y11f ff10 fs12 fc8 sc0 ls0 ws0">Cumpridas<span class="_ _27"> </span>Parcialmente Cumpridas*<span class="_ _28"> </span>Não cumpridas</div></div><div class="t m0 x43 h23 y120 ff1 fs7 fc0 sc0 ls0 ws0">*As ações cujas metas f<span class="_ _0"></span>oram parcialmente cumpridas ou não cumpridas estarão no Plano de Aces<span class="_ _0"></span>sibilidade 20<span class="_ _0"></span>19/2020.</div><div class="t m0 x44 h11 y121 ff4 fs3 fc0 sc0 ls0 ws0">Figura 2.<span class="ff1"> Percentual de resultados alcançados no Plano de A<span class="_ _0"></span>ces<span class="_ _0"></span>sibilidade</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><div 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"/><div class="c xa y31 w3 hb"><div class="t m0 xb hc y32 ff5 fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x45 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">13</div><div class="t m0 x2 he y34 ff6 fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x2 hf y21 ff7 fs4 fc2 sc0 ls0 ws0">TEMA 1. INFRAESTRUTURA</div><div class="t m0 x39 h7 y39 ff4 fs0 fc2 sc0 ls0 ws0">AÇÃO 1.1 PROMOÇÃ<span class="_ _1"></span>O DE </div><div class="t m0 x39 h7 y3a ff4 fs0 fc2 sc0 ls0 ws0">ACESSIBILID<span class="_ _1"></span>ADE ARQUITETÔNIC<span class="_ _0"></span>A NA<span class="_ _0"></span>S </div><div class="t m0 x39 h7 y3b ff4 fs0 fc2 sc0 ls0 ws0">PORT<span class="_ _1"></span>ARIA<span class="_ _0"></span>S DO SENADO FEDERAL </div><div class="t m3a x2 h13 y3e ff9 fs3 fc0 sc0 ls5 ws30">Elaborar <span class="_ _3"></span>e <span class="_ _4"></span>apresentar <span class="_ _4"></span>projeto <span class="_ _3"></span>arquitetônico <span class="_ _3"></span>para <span class="_ _4"></span>balcão </div><div class="t m3b x2 h11 y3f ff1 fs3 fc0 sc0 ls3 wsc">aces<span class="_ _0"></span>sível no Salão Azul - Edifício Principal; na Portaria do </div><div class="t m0 x2 h11 y40 ff1 fs3 fc0 sc0 ls0 ws31">Anexo I; na P<span class="_ _0"></span>ortaria do Anexo II; Executar balcão aces<span class="_ _0"></span>sív<span class="_ _0"></span>el </div><div class="t m0 x2 h11 y41 ff1 fs3 fc0 sc0 ls0 ws0">nas portarias selecionadas. </div><div class="t m0 x2 h11 y42 ff4 fs3 fc0 sc0 ls0 ws0">MET<span class="_ _1"></span>A:<span class="ff1"> portarias selecionadas acessíveis.</span></div><div class="t m0 x2 h11 y43 ff4 fs3 fc0 sc0 ls0 ws0">INDICADOR<span class="ff9">: <span class="_ _1"></span>por<span class="_ _3"></span>tarias <span class="_ _0"></span>selecionadas <span class="_ _0"></span>com <span class="_ _1"></span>acessibilidade <span class="_ _0"></span>im<span class="ff1">-</span></span></div><div class="t m0 x2 h11 y44 ff1 fs3 fc0 sc0 ls0 ws0">plantada.</div><div class="t m0 x2 h13 y45 ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O D<span class="_ _0"></span>A MET<span class="_ _1"></span>A<span class="ff9">: parcialmente cumprida<span class="_ _0"></span>.</span></div><div class="t m1a x2 h13 y46 ff4 fs3 fc0 sc0 ls22 ws1d">INFORMAÇÕES ADICIONAIS:<span class="ff9 ws32"> <span class="_ _1"></span>os <span class="_ _0"></span>projetos <span class="_ _1"></span>arquite<span class="_ _0"></span>tônicos <span class="_ _1"></span>foram </span></div><div class="t m0 x2 h11 y47 ff1 fs3 fc0 sc0 ls0 ws33">elaborados e os balcões f<span class="_ _0"></span>oram executados no Salão Azul – </div><div class="t m3c x2 h11 y48 ff1 fs3 fc0 sc0 lse ws9">Edifício Principal e na Portaria do Anexo II. A P<span class="_ _0"></span>ortaria do Anexo </div><div class="t m0 x2 h11 y49 ff1 fs3 fc0 sc0 ls0 ws34">I f<span class="_ _0"></span>oi a única não concluída, devido a alterações recent<span class="_ _0"></span>es na </div><div class="t m0 x2 h13 y4a ff9 fs3 fc0 sc0 ls0 ws0">ocupação <span class="_ _3"></span>do <span class="_ _3"></span>pavimento térreo <span class="_ _3"></span>no <span class="_ _4"></span>Anexo I, <span class="_ _3"></span>o <span class="_ _3"></span>que <span class="_ _3"></span>provocou </div><div class="t m0 x2 h11 y4b ff1 fs3 fc0 sc0 ls0 ws0">a neces<span class="_ _0"></span>sidade de revisão do projeto elabor<span class="_ _0"></span>ado pela Sinfra. </div><div class="t m3d x2 h13 y4c ff4 fs3 fc0 sc0 ls0 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff9 ws0"> <span class="_ _0"></span>a <span class="_ _1"></span>ação será <span class="_ _1"></span>mantida </span></div><div class="t m3e x2 h11 y4d ff1 fs3 fc0 sc0 ls23 wsc">na próxima versão do Plano de A<span class="_ _0"></span>ces<span class="_ _0"></span>sibilidade, t<span class="_ _0"></span>endo em </div><div class="t m0 x2 h13 y4e ff9 fs3 fc0 sc0 ls0 ws0">vista a <span class="_ _3"></span>necessidade de <span class="_ _3"></span>adequação <span class="_ _3"></span>dos <span class="_ _3"></span>balcões localizados </div><div class="t m0 x2 h11 y4f ff1 fs3 fc0 sc0 ls0 ws0">nas portarias do Anexo I e do Interlegis.</div><div class="t m0 x39 h7 y53 ff4 fs0 fc2 sc0 ls0 ws0">AÇÃO 1.2 PROMOÇÃ<span class="_ _1"></span>O DE </div><div class="t m0 x39 h7 y54 ff4 fs0 fc2 sc0 ls0 ws0">ACESSIBILID<span class="_ _1"></span>ADE NOS BANHEIROS DO </div><div class="t m0 x39 h7 y55 ff4 fs0 fc2 sc0 ls0 ws0">SENADO FEDERAL </div><div class="t m0 x2 h13 y57 ff9 fs3 fc0 sc0 ls0 ws0">Elaborar e <span class="_ _0"></span>apresentar <span class="_ _0"></span>projeto <span class="_ _0"></span>arquite<span class="_ _0"></span>tônico par<span class="_ _0"></span>a sanitários </div><div class="t m0 x2 h13 y58 ff9 fs3 fc0 sc0 ls0 ws0">destinado às pessoas ost<span class="_ _0"></span>omizadas.</div><div class="t m0 x2 h11 y59 ff4 fs3 fc0 sc0 ls0 ws0">MET<span class="_ _1"></span>A:<span class="ff1"> banheiro para pessoas ost<span class="_ _0"></span>omizadas. </span></div><div class="t m0 x2 h11 y5a ff4 fs3 fc0 sc0 ls0 ws0">INDICADOR:<span class="ff1 ws35"> banheiro aces<span class="_ _0"></span>sív<span class="_ _0"></span>el para pes<span class="_ _0"></span>soas ostomizadas.</span></div><div class="t m0 x2 h11 y5b ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O D<span class="_ _0"></span>A MET<span class="_ _1"></span>A:<span class="ff1"> não cumprida e suspensa.</span></div><div class="t m3f x2 h11 y5c ff4 fs3 fc0 sc0 ls8 wse">INFORMAÇÕES ADICIONAIS:<span class="ff1"> devido ao desligamento do fun<span class="ls0 ws0">-</span></span></div><div class="t m0 x2 h13 y5d ff9 fs3 fc0 sc0 ls0 ws0">cionário <span class="_ _0"></span>que <span class="_ _1"></span>havia r<span class="_ _0"></span>ealizado <span class="_ _0"></span>a <span class="_ _1"></span>solicitação para <span class="_ _1"></span>atendimento </div><div class="t m40 x2 h11 y5e ff9 fs3 fc0 sc0 ls10 ws1f">de <span class="_ _0"></span>sua <span class="_ _1"></span>demanda <span class="_ _0"></span>especíca, <span class="_ _1"></span>o <span class="_ _0"></span>projet<span class="_ _0"></span>o <span class="_ _1"></span>foi <span class="_ _1"></span>suspenso. <span class="_ _0"></span>Indepen<span class="ff1 ls0 ws0">-</span></div><div class="t m0 x2 h13 y5f ff9 fs3 fc0 sc0 ls0 ws0">dente da demanda especíca, o Senado tem trabalhado na </div><div class="t m41 x2 h11 y60 ff1 fs3 fc0 sc0 lsc ws9">aces<span class="_ _0"></span>sibilidade dos banheiros, t<span class="_ _0"></span>endo concluído recente<span class="_ _0"></span>mente </div><div class="t m42 x2 h13 y122 ff9 fs3 fc0 sc0 ls0 ws0">a <span class="_ _0"></span>adequação <span class="_ _1"></span>dos <span class="_ _0"></span>banheiros <span class="_ _1"></span>próximos a <span class="_ _1"></span>biblioteca, <span class="_ _0"></span>no <span class="_ _1"></span>Anexo </div><div class="t m0 x14 h11 y39 ff1 fs3 fc0 sc0 ls0 ws36">II, em alguns banheiros da SAFIN, alvo de int<span class="_ _0"></span>er<span class="_ _3"></span>venções de<span class="ws0">-</span></div><div class="t m43 x14 h13 y3a ff9 fs3 fc0 sc0 ls8 wsf">correntes <span class="_ _1"></span>da <span class="_ _0"></span>substituição <span class="_ _1"></span>do <span class="_ _0"></span>sistema <span class="_ _1"></span>de <span class="_ _0"></span>esgot<span class="_ _0"></span>o <span class="_ _1"></span>a <span class="_ _0"></span>vácuo, <span class="_ _1"></span>bem </div><div class="t m44 x14 h13 y3b ff9 fs3 fc0 sc0 ls9 ws10">como <span class="_ _0"></span>no <span class="_ _1"></span>banheiro <span class="_ _0"></span>do <span class="_ _1"></span>Plenário, <span class="_ _0"></span>onde <span class="_ _1"></span>foi <span class="_ _1"></span>instalado sist<span class="_ _0"></span>ema <span class="_ _1"></span>de </div><div class="t m45 x14 h13 y3d ff9 fs3 fc0 sc0 ls3 ws12">emergência <span class="_ _3"></span>para <span class="_ _4"></span>usuários <span class="_ _3"></span>com <span class="_ _4"></span>deciência <span class="_ _4"></span>ou <span class="_ _3"></span>mobilidade </div><div class="t m0 x14 h11 y3e ff1 fs3 fc0 sc0 ls0 ws0">reduzida.</div><div class="t m46 x14 h11 y3f ff4 fs3 fc0 sc0 ls4 wsc">ENCAMINHAMENT<span class="_ _1"></span>O PARA 2019-20<span class="_ _0"></span>20:<span class="ff9 ws24"> <span class="_ _3"></span>a <span class="_ _4"></span>ação <span class="_ _4"></span>será <span class="_ _3"></span><span class="ff1 ls24 wsd">r<span class="_ _3"></span>e<span class="_ _3"></span>fo<span class="_ _3"></span>r<span class="ls0 ws0">-</span></span></span></div><div class="t m47 x14 h13 y40 ff9 fs3 fc0 sc0 lsb ws37">mulada <span class="_ _3"></span>e <span class="_ _4"></span>será <span class="_ _4"></span>voltada <span class="_ _3"></span>para <span class="_ _4"></span>implementação<span class="_ _3"></span>de <span class="_ _4"></span>banheiros </div><div class="t m0 x14 h13 y41 ff9 fs3 fc0 sc0 ls0 ws0">aces<span class="_ _0"></span>síveisconf<span class="_ _0"></span>orme os normativos da ABNT<span class="_ _1"></span>. </div><div class="t m0 x46 h7 y45 ff4 fs0 fc2 sc0 ls0 ws0">AÇÃO 1.3 PROMOÇÃ<span class="_ _1"></span>O DE </div><div class="t m0 x46 h7 y46 ff4 fs0 fc2 sc0 ls0 ws0">ACESSIBILID<span class="_ _1"></span>ADE ARQUITETÔNIC<span class="_ _0"></span>A </div><div class="t m0 x46 h7 y47 ff4 fs0 fc2 sc0 ls0 ws0">NA<span class="_ _0"></span>S ÁREA<span class="_ _0"></span>S EXTERNA<span class="_ _1"></span>S E ENTORNO À<span class="_ _1"></span>S </div><div class="t m0 x46 h7 y48 ff4 fs0 fc2 sc0 ls0 ws0">EDIFICAÇÕES DO SENADO FEDERAL</div><div class="t m0 x14 h11 y4a ff1 fs3 fc0 sc0 ls0 ws0">1. <span class="_ _29"> </span><span class="ff9">Elaborar proje<span class="_ _0"></span>to ar<span class="_ _0"></span>quitet<span class="_ _0"></span>ônico para <span class="_ _0"></span>rampa de <span class="_ _0"></span>aces<span class="_ _0"></span>so <span class="_ _0"></span>à </span></div><div class="t m0 x23 h13 y4b ff9 fs3 fc0 sc0 ls0 ws0">Ala Filinto Muller; Guarita de aces<span class="_ _0"></span>so da Gráca Via N2; </div><div class="t m0 x14 h11 y4c ff1 fs3 fc0 sc0 ls0 ws0">2. <span class="_ _2a"> </span><span class="ff9">Elaborar projeto arquitet<span class="_ _0"></span>ônico de calçadas <span class="_ _3"></span>no entorno </span></div><div class="t m0 x23 h11 y4d ff1 fs3 fc0 sc0 ls0 ws0">do Bloco 16; entorno do Bloco 13 e 14.</div><div class="t m0 x14 h11 y4e ff1 fs3 fc0 sc0 ls0 ws0">3. </div><div class="t m48 x23 h11 y4e ff1 fs3 fc0 sc0 ls9 wse">Implantar projeto de rampa de aces<span class="_ _0"></span>so Ala Filinto Muller; </div><div class="t m0 x23 h13 y4f ff9 fs3 fc0 sc0 ls0 ws0">Guarita de aces<span class="_ _0"></span>so da Gráca Via N2; </div><div class="t m0 x14 h11 y50 ff1 fs3 fc0 sc0 ls0 ws0">4. <span class="_ _2a"> </span><span class="ws33">Implantar projeto de calçadas no entorno do Bloco 16; </span></div><div class="t m0 x23 h11 y51 ff1 fs3 fc0 sc0 ls0 ws0">entorno do Bloco 13 e 14; em frente ao Bloco 17 e 18.</div><div class="t m0 x14 h11 y52 ff4 fs3 fc0 sc0 ls0 ws0">MET<span class="_ _1"></span>A: <span class="ff1">duas rampas de acesso .</span></div><div class="t m0 x14 h11 y53 ff1 fs3 fc0 sc0 ls0 ws0">1257m</div><div class="t m0 x47 h12 y123 ff1 fsa fc0 sc0 ls0 ws0">2</div><div class="t m0 x48 h11 y53 ff1 fs3 fc0 sc0 ls0 ws0"> de calçadas</div><div class="t m9 x14 h11 y54 ff4 fs3 fc0 sc0 ls1f ws38">INDICADORES:<span class="ff1 ws39"> pr<span class="_ _0"></span>ojetos concluídos e a<span class="_ _0"></span>prov<span class="_ _0"></span>ados/ Obras </span></div><div class="t m0 x14 h11 y55 ff1 fs3 fc0 sc0 ls0 ws0">concluídas.</div><div class="t m0 x14 h11 y56 ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O D<span class="_ _0"></span>A<span class="_ _1"></span>S MET<span class="_ _0"></span>A<span class="_ _1"></span>S:<span class="ff1"> parcialmente cumpridas.</span></div><div class="t m49 x14 h13 y57 ff4 fs3 fc0 sc0 ls6 wse">INFORMAÇÕES ADICIONAIS:<span class="ff9 ws1a"> <span class="_ _1"></span>a Ala <span class="_ _1"></span>Filinto <span class="_ _0"></span>Muller <span class="_ _1"></span>será <span class="_ _0"></span>alvo <span class="_ _1"></span>de </span></div><div class="t m4a x14 h13 y58 ff9 fs3 fc0 sc0 ls0 ws0">uma <span class="_ _3"></span>inter<span class="_ _3"></span>venção <span class="_ _3"></span>maior <span class="_ _3"></span>por <span class="_ _4"></span>parte <span class="_ _4"></span>da <span class="_ _3"></span>SINFR<span class="_ _3"></span>A, <span class="_ _3"></span>uma <span class="_ _4"></span>vez <span class="_ _3"></span>que </div><div class="t m4b x14 h13 y59 ff9 fs3 fc0 sc0 ls16 ws34">há <span class="_ _3"></span>necessidade <span class="_ _3"></span>de <span class="_ _4"></span>ref<span class="_ _0"></span>orma <span class="_ _3"></span>na <span class="_ _4"></span>entrada <span class="_ _3"></span>da <span class="_ _4"></span>Ala <span class="_ _4"></span>e <span class="_ _3"></span>em <span class="_ _4"></span>áreas </div><div class="t m4c x14 h11 y5a ff9 fs3 fc0 sc0 ls3 ws12">adjacentes. <span class="_ _3"></span>Sendo <span class="_ _4"></span>assim, o <span class="_ _4"></span>projeto <span class="_ _3"></span>arquitetônico <span class="_ _3"></span>será <span class="_ _3"></span>in<span class="_ _3"></span><span class="ff1 ls0 ws0">-</span></div><div class="t m4d x14 h13 y5b ff9 fs3 fc0 sc0 ls23 ws3a">corporado <span class="_ _3"></span>a <span class="_ _4"></span>este <span class="_ _4"></span>outro <span class="_ _3"></span>projeto, <span class="_ _3"></span>que <span class="_ _4"></span>tem <span class="_ _3"></span>previsão <span class="_ _4"></span>de <span class="_ _4"></span>ser </div><div class="t m4e x14 h11 y5c ff1 fs3 fc0 sc0 lsd wse">concluído em dezembro de 2019. Em at<span class="_ _0"></span>endimento ao projet<span class="_ _0"></span>o </div><div class="t m0 x14 h13 y5d ff9 fs3 fc0 sc0 ls0 ws0">de reformas das <span class="_ _3"></span>portarias, <span class="_ _3"></span>os <span class="_ _3"></span>projetos arquitetônicos para </div><div class="t m0 x14 h13 y5e ff9 fs3 fc0 sc0 ls0 ws0">promoção de aces<span class="_ _0"></span>sibilidade nas guaritas da Gráca, da Via </div><div class="t m0 x14 h11 y5f ff1 fs3 fc0 sc0 ls0 ws3b">N2 e da Via N3, f<span class="_ _0"></span>oram elaborados extrapolando a meta es<span class="ws0">-</span></div><div class="t m0 x14 h11 y60 ff1 fs3 fc0 sc0 ls0 ws0">tabelecida pelo Plano. </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
<div id="pff" class="pf w2 h2" data-page-no="f"><div class="pc pcf w2 h2"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x17 y31 w3 hb"><div class="t m0 xb hc y32 ffb fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x18 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">14</div><div class="t m0 x19 he y34 ffc fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x18 h13 y124 ff9 fs3 fc0 sc0 ls0 ws0">O projeto arquitetônico de calçadas <span class="_ _3"></span>no entorno <span class="_ _3"></span>dos Blocos </div><div class="t m4f x18 h13 y125 ff9 fs3 fc0 sc0 ls0 ws0">16, <span class="_ _3"></span>13 <span class="_ _4"></span>e <span class="_ _3"></span>14 <span class="_ _4"></span>foi suspenso <span class="_ _4"></span>e <span class="_ _3"></span>também <span class="_ _4"></span>será <span class="_ _3"></span>incorporado <span class="_ _4"></span>a <span class="_ _3"></span>uma </div><div class="t m50 x18 h13 y126 ff9 fs3 fc0 sc0 lsc ws15">intervenção <span class="_ _0"></span>maior <span class="_ _1"></span>a <span class="_ _0"></span>ser <span class="_ _1"></span>realizada <span class="_ _0"></span>no <span class="_ _1"></span>local. <span class="_ _0"></span>Ele <span class="_ _1"></span>será <span class="_ _0"></span>retomado </div><div class="t m51 x18 h11 y127 ff1 fs3 fc0 sc0 ls16 wsb">juntamente com a elaboração do projet<span class="_ _0"></span>o correspondente </div><div class="t m52 x18 h13 y128 ff9 fs3 fc0 sc0 ls23 ws3a">ao <span class="_ _3"></span>lote <span class="_ _4"></span>3 <span class="_ _4"></span>do <span class="_ _3"></span>item <span class="_ _4"></span>1.4 <span class="_ _4"></span>do <span class="_ _4"></span>Plano, <span class="_ _3"></span>que <span class="_ _4"></span>prevê <span class="_ _3"></span>a <span class="_ _4"></span>promoção <span class="_ _4"></span>de </div><div class="t m0 x18 h13 y129 ff9 fs3 fc0 sc0 ls0 ws0">aces<span class="_ _0"></span>sibilidade em <span class="_ _0"></span>toda <span class="_ _0"></span>a <span class="_ _0"></span>área ao <span class="_ _0"></span>norte <span class="_ _0"></span>da <span class="_ _0"></span>Via N2. <span class="_ _0"></span>A <span class="_ _0"></span>calçada </div><div class="t m0 x18 h11 y12a ff1 fs3 fc0 sc0 ls0 ws0">em frente aos blocos 17 e 18 f<span class="_ _0"></span>oi ex<span class="_ _0"></span>ecutada.</div><div class="t m3d x18 h13 y36 ff4 fs3 fc0 sc0 ls0 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff9 ws0"> <span class="_ _0"></span>a <span class="_ _1"></span>ação será <span class="_ _1"></span>mantida </span></div><div class="t m0 x18 h13 y37 ff9 fs3 fc0 sc0 ls0 ws0">na nova v<span class="_ _0"></span>ersão do plano, com adequação das metas.</div><div class="t m0 x35 h7 y3b ff4 fs0 fc2 sc0 ls0 ws0">AÇÃO 1.4 PROPOSIÇÃ<span class="_ _1"></span>O DE PROJETO </div><div class="t m0 x35 h7 y3d ff4 fs0 fc2 sc0 ls0 ws0">ARQUITET<span class="_ _0"></span>ÔNICO P<span class="_ _1"></span>AR<span class="_ _3"></span>A ACESSIBILID<span class="_ _1"></span>ADE </div><div class="t m0 x35 h7 y3e ff4 fs0 fc2 sc0 ls0 ws0">D<span class="_ _0"></span>A<span class="_ _1"></span>S ÁRE<span class="_ _3"></span>A<span class="_ _0"></span>S DE GRANDE CIRCULAÇÃO </div><div class="t m0 x35 h7 y3f ff4 fs0 fc2 sc0 ls0 ws0">DO SENADO FEDERAL </div><div class="t m53 x18 h13 y41 ff4 fs3 fc0 sc0 lse ws17">MET<span class="_ _1"></span>A: <span class="_ _0"></span><span class="ff9">proje<span class="_ _0"></span>to <span class="_ _1"></span>arquitetônico <span class="_ _1"></span>elaborado <span class="_ _1"></span>e <span class="_ _0"></span>aprov<span class="_ _0"></span>ado <span class="_ _1"></span>pela <span class="_ _0"></span>DGER.</span></div><div class="t m0 x18 h11 y42 ff4 fs3 fc0 sc0 ls0 ws0">INDICADOR: <span class="ff1">proje<span class="_ _0"></span>to apro<span class="_ _0"></span>vado pela DGER.<span class="ff4"> </span></span></div><div class="t m0 x18 h11 y43 ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O D<span class="_ _0"></span>A MET<span class="_ _1"></span>A: <span class="ff1">parcialmente cumprida<span class="_ _0"></span>.</span></div><div class="t m54 x18 h13 y44 ff4 fs3 fc0 sc0 lsb wsc">INFORMAÇÕES ADICIONAIS<span class="ff9 ws37">: <span class="_ _3"></span>para <span class="_ _4"></span>ns <span class="_ _3"></span>de <span class="_ _4"></span>contratação <span class="_ _4"></span>do </span></div><div class="t m0 x18 h11 y45 ff9 fs3 fc0 sc0 ls0 ws0">projeto<span class="_ _0"></span>, os espaços <span class="_ _3"></span>do Complexo Arquitetônico f<span class="_ _0"></span>oram divi<span class="ff1">-</span></div><div class="t m0 x18 h13 y46 ff9 fs3 fc0 sc0 ls0 ws0">didos da seguinte forma: Lot<span class="_ _0"></span>e 1 – Edifício Principal e Anexo </div><div class="t m0 x18 h13 y47 ff9 fs3 fc0 sc0 ls0 ws0">I; <span class="_ _0"></span>Lote <span class="_ _1"></span>2 <span class="_ _0"></span>– <span class="_ _1"></span>Anexo <span class="_ _0"></span>II; <span class="_ _1"></span>Lote <span class="_ _0"></span>3 <span class="_ _0"></span>– <span class="_ _1"></span>Prodasen <span class="_ _0"></span>e <span class="_ _0"></span>áreas <span class="_ _1"></span>ao <span class="_ _0"></span>norte <span class="_ _0"></span>da <span class="_ _1"></span>via </div><div class="t m0 x18 h13 y48 ff9 fs3 fc0 sc0 ls0 ws0">N2. F<span class="_ _0"></span>oram gerados os C<span class="_ _0"></span>ontratos 163/ 20<span class="_ _0"></span>16 (Lot<span class="_ _0"></span>e 1); 164/20<span class="_ _0"></span>16 </div><div class="t m0 x18 h13 y49 ff9 fs3 fc0 sc0 ls0 ws0">(Lote <span class="_ _0"></span>2) <span class="_ _0"></span>e <span class="_ _0"></span>54/2017 <span class="_ _0"></span>(Lote <span class="_ _1"></span>3). O C<span class="_ _0"></span>ontrato <span class="_ _0"></span>163/20<span class="_ _0"></span>16 está <span class="_ _1"></span>em fase </div><div class="t m55 x18 h13 y4a ff9 fs3 fc0 sc0 ls0 ws0">adiantada <span class="_ _3"></span>e <span class="_ _4"></span>será <span class="_ _3"></span>submetido <span class="_ _4"></span>ao <span class="_ _3"></span>IPHAN <span class="_ _4"></span>para <span class="_ _3"></span>aprovação <span class="_ _3"></span>das </div><div class="t m56 x18 h13 y4b ff9 fs3 fc0 sc0 ls2 ws2d">intervenções <span class="_ _3"></span>em <span class="_ _4"></span>áreas <span class="_ _3"></span>tombadas. <span class="_ _4"></span>No <span class="_ _3"></span>entanto, <span class="_ _3"></span>o <span class="_ _4"></span>processo<span class="_ _0"></span> </div><div class="t m0 x18 h13 y4c ff9 fs3 fc0 sc0 ls0 ws0">sofreu atrasos, devido, principalmente<span class="_ _0"></span>, à demora em obter </div><div class="t m57 x18 h13 y4d ff9 fs3 fc0 sc0 lsb ws37">respostas <span class="_ _3"></span>do <span class="_ _4"></span>Corpo <span class="_ _3"></span>de <span class="_ _4"></span>Bombeiros <span class="_ _4"></span>do <span class="_ _3"></span>Distrito <span class="_ _4"></span>F<span class="_ _0"></span>ederal <span class="_ _3"></span>e <span class="_ _4"></span>à </div><div class="t m0 x18 h11 y4e ff1 fs3 fc0 sc0 ls0 ws3c">neces<span class="_ _0"></span>sidade de negociações com a Câmara sobre algumas </div><div class="t m58 x18 h13 y4f ff9 fs3 fc0 sc0 lsf ws19">áreas <span class="_ _1"></span>compartilhadas. <span class="_ _0"></span>O <span class="_ _1"></span>Contrato <span class="_ _1"></span>164/2016 <span class="_ _1"></span>foi <span class="_ _1"></span>rescindido, <span class="_ _1"></span>uma<span class="_ _3"></span> </div><div class="t m59 x18 h13 y50 ff9 fs3 fc0 sc0 lse ws17">vez <span class="_ _1"></span>que <span class="_ _0"></span>a <span class="_ _1"></span>contratada <span class="_ _1"></span>não <span class="_ _0"></span>apresentou <span class="_ _1"></span>resultados <span class="_ _1"></span>satisfatórios. </div><div class="t m5a x18 h11 y51 ff1 fs3 fc0 sc0 ls9 wse">A empresa remanescente f<span class="_ _0"></span>oi contratada e os estudos f<span class="_ _0"></span>oram </div><div class="t m5b x18 h13 y52 ff9 fs3 fc0 sc0 ls0 ws0">reiniciados. <span class="_ _3"></span>O <span class="_ _4"></span>Contrato <span class="_ _3"></span>54/2017 está <span class="_ _4"></span>em <span class="_ _4"></span>andamento <span class="_ _3"></span>e <span class="_ _3"></span>terá </div><div class="t m1a x18 h13 y53 ff9 fs3 fc0 sc0 ls22 ws32">uma <span class="_ _1"></span>tramitação <span class="_ _0"></span>mais <span class="_ _1"></span>rápida <span class="_ _1"></span>por <span class="_ _0"></span>não <span class="_ _1"></span>envolv<span class="_ _0"></span>er <span class="_ _1"></span>áreas <span class="_ _1"></span>tombadas.<span class="_ _3"></span> </div><div class="t m5c x18 h11 y54 ff9 fs3 fc0 sc0 ls0 ws0">Simultaneamente <span class="_ _1"></span>à <span class="_ _0"></span>execução <span class="_ _1"></span>dos <span class="_ _0"></span>contrat<span class="_ _0"></span>os, <span class="_ _0"></span>a <span class="_ _1"></span>Sinfra <span class="_ _0"></span>traba<span class="ff1">-</span></div><div class="t m0 x18 h13 y55 ff9 fs3 fc0 sc0 ls0 ws0">lhou <span class="_ _0"></span>para <span class="_ _1"></span>adaptar as <span class="_ _1"></span>áreas mais <span class="_ _1"></span>críticas <span class="_ _0"></span>do <span class="_ _0"></span>Senado <span class="_ _1"></span>Federal, </div><div class="t m0 x18 h13 y56 ff9 fs3 fc0 sc0 ls0 ws0">como <span class="_ _0"></span>o <span class="_ _0"></span>Plenário <span class="_ _0"></span>e <span class="_ _0"></span>as <span class="_ _0"></span>Comis<span class="_ _0"></span>sões. <span class="_ _0"></span>O <span class="_ _0"></span>Plenário <span class="_ _0"></span>conta <span class="_ _0"></span>hoje <span class="_ _0"></span>com </div><div class="t m0 x18 h11 y57 ff1 fs3 fc0 sc0 ls0 wsa">uma rampa para aces<span class="_ _0"></span>so a tribuna, e as obras para constru<span class="ws0">-</span></div><div class="t m0 x18 h13 y58 ff9 fs3 fc0 sc0 ls0 ws0">ção <span class="_ _3"></span>da <span class="_ _3"></span>rampa <span class="_ _4"></span>de <span class="_ _3"></span>acesso <span class="_ _3"></span>à <span class="_ _3"></span>mesa <span class="_ _4"></span>estão <span class="_ _3"></span>sendo <span class="_ _4"></span>iniciadas. <span class="_ _3"></span>As </div><div class="t m5d x18 h11 y59 ff9 fs3 fc0 sc0 ls10 ws1f">Comis<span class="_ _0"></span>sões <span class="_ _1"></span>também r<span class="_ _0"></span>eceberam <span class="_ _1"></span>adequações, como <span class="_ _1"></span>ref<span class="_ _0"></span>ormu<span class="ff1 ls0 ws0">-</span></div><div class="t m5e x18 h13 y5a ff9 fs3 fc0 sc0 ls0 ws0">lação <span class="_ _0"></span>de <span class="_ _1"></span>rampas <span class="_ _0"></span>e <span class="_ _0"></span>adequações <span class="_ _1"></span>nas <span class="_ _0"></span>bancadas, <span class="_ _0"></span>com <span class="_ _1"></span>as <span class="_ _0"></span>obras </div><div class="t m0 x18 h11 y5b ff1 fs3 fc0 sc0 ls0 ws0">concluídas em f<span class="_ _0"></span>evereiro de 20<span class="_ _0"></span>19. </div><div class="t m3d x18 h13 y5c ff4 fs3 fc0 sc0 ls0 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff9 ws0"> <span class="_ _0"></span>a <span class="_ _1"></span>ação será <span class="_ _1"></span>mantida </span></div><div class="t m0 x18 h11 y5d ff1 fs3 fc0 sc0 ls0 ws0">na próxima versão do Plano<span class="ff9">, com adequação das me<span class="_ _0"></span>tas.</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 xa y31 w3 hb"><div class="t m0 xb hc y32 ff5 fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x45 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">15</div><div class="t m0 x2 he y34 ff6 fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x2 hf y21 ff7 fs4 fc2 sc0 ls0 ws0">TEMA 2. A<span class="_ _1"></span>CESSO À INFORMAÇÃ<span class="_ _1"></span>O</div><div class="t m0 x39 h7 y39 ff4 fs0 fc2 sc0 ls0 ws3d">AÇÃO 2.1 G<span class="_ _0"></span>ARANTIA DE A<span class="_ _0"></span>CESSIBILID<span class="_ _0"></span>ADE </div><div class="t m0 x39 h7 y3a ff4 fs0 fc2 sc0 ls0 ws0">NOS SÍTIOS DE INTERNET E INTRANET<span class="_ _1"></span>, </div><div class="t m0 x39 h7 y3b ff4 fs0 fc2 sc0 ls0 ws0">MÍDIA<span class="_ _0"></span>S SOCIAIS E SISTEMA<span class="_ _1"></span>S </div><div class="t m0 x39 h7 y3d ff4 fs0 fc2 sc0 ls0 ws0">CORPORA<span class="_ _1"></span>TIV<span class="_ _0"></span>OS MANTIDOS PELO </div><div class="t m0 x39 h7 y3e ff4 fs0 fc2 sc0 ls0 ws0">SENADO FEDERAL </div><div class="t m0 x2 h11 y40 ff1 fs3 fc0 sc0 ls0 ws0">1. </div><div class="t m5f x49 h11 y40 ff1 fs3 fc0 sc0 ls6 wse">Avaliação e medição do grau de aces<span class="_ _1"></span>sibilidade dos por<span class="ls0 ws0">-</span></div><div class="t m0 x49 h11 y41 ff1 fs3 fc0 sc0 ls0 ws0">tais do Senado F<span class="_ _0"></span>ederal; </div><div class="t m0 x2 h11 y42 ff1 fs3 fc0 sc0 ls0 ws0">2. <span class="_ _2a"> </span><span class="ff9">Apresentação <span class="_ _0"></span>de <span class="_ _1"></span>soluções para <span class="_ _1"></span>problemas <span class="_ _0"></span>técnicos <span class="_ _0"></span>de </span></div><div class="t m0 x49 h13 y43 ff9 fs3 fc0 sc0 ls0 ws0">aces<span class="_ _0"></span>sibilidade nas páginas do Senado F<span class="_ _0"></span>ederal;</div><div class="t m0 x2 h11 y44 ff1 fs3 fc0 sc0 ls0 ws0">3. <span class="_ _2a"> </span><span class="ws3e">Inclusão de descrição de imagens no portal de notícias </span></div><div class="t m0 x49 h11 y45 ff1 fs3 fc0 sc0 ls0 ws0">do Senado F<span class="_ _0"></span>ederal; </div><div class="t m0 x2 h11 y46 ff1 fs3 fc0 sc0 ls0 ws0">4. <span class="_ _2a"> </span><span class="ws3f">Adoção da #pracego<span class="_ _0"></span>ver nas mídias sociais do Senado </span></div><div class="t m0 x49 h11 y47 ff1 fs3 fc0 sc0 ls0 ws0">F<span class="_ _0"></span>ederal.</div><div class="t m0 x2 h6 y48 ff4 fs3 fc0 sc0 ls0 ws0">MET<span class="_ _1"></span>A<span class="_ _0"></span>S:</div><div class="t m0 x2 h11 y49 ff1 fs3 fc0 sc0 ls0 ws0">1. <span class="_ _29"> </span>Grau de aces<span class="_ _0"></span>sibilidade dos portais avaliados</div><div class="t m0 x2 h11 y4a ff1 fs3 fc0 sc0 ls0 ws0">2. <span class="_ _2a"> </span>Proposta para revisão dos sítios </div><div class="t m0 x2 h11 y4b ff1 fs3 fc0 sc0 ls0 ws0">3. <span class="_ _2a"> </span>Descrição de imagens incluídas no portal de notícias</div><div class="t m0 x2 h11 y4c ff1 fs3 fc0 sc0 ls0 ws0">4. <span class="_ _2a"> </span>#pracegov<span class="_ _0"></span>er incluída nas mídias do Senado F<span class="_ _0"></span>ederal</div><div class="t m0 x2 h6 y4d ff4 fs3 fc0 sc0 ls0 ws0">INDICADORES:</div><div class="t m0 x2 h11 y4e ff1 fs3 fc0 sc0 ls0 ws0">1. <span class="_ _29"> </span>Avaliação do portal entregue e apro<span class="_ _0"></span>vada</div><div class="t m0 x2 h11 y4f ff1 fs3 fc0 sc0 ls0 ws0">2. <span class="_ _2a"> </span>Proposta apresentada</div><div class="t m0 x2 h11 y50 ff1 fs3 fc0 sc0 ls0 ws0">3. <span class="_ _2a"> </span>Imagens descritas no portal de notícias</div><div class="t m0 x2 h11 y51 ff1 fs3 fc0 sc0 ls0 ws0">4. <span class="_ _2a"> </span>#pracegov<span class="_ _0"></span>er acessív<span class="_ _0"></span>el</div><div class="t m0 x2 h6 y52 ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O D<span class="_ _0"></span>A<span class="_ _1"></span>S MET<span class="_ _0"></span>A<span class="_ _1"></span>S </div><div class="t m0 x2 h11 y53 ff1 fs3 fc0 sc0 ls0 ws0">1. <span class="_ _29"> </span>Cumprida</div><div class="t m0 x2 h11 y54 ff1 fs3 fc0 sc0 ls0 ws0">2. <span class="_ _2a"> </span>Cumprida</div><div class="t m0 x2 h11 y55 ff1 fs3 fc0 sc0 ls0 ws0">3. <span class="_ _2a"> </span>Cumprida</div><div class="t m0 x2 h11 y56 ff1 fs3 fc0 sc0 ls0 ws0">4. <span class="_ _2a"> </span>Cumprida</div><div class="t m0 x2 h11 y57 ff4 fs3 fc0 sc0 ls24 ws34">INFORMAÇÕES ADICIONAIS:<span class="ff1"> a aces<span class="_ _0"></span>sibilidade do portal do Se<span class="ls0 ws0">-</span></span></div><div class="t m0 x2 h11 y58 ff9 fs3 fc0 sc0 ls24 wsd">nado <span class="_ _1"></span>foi <span class="_ _1"></span>avaliada. <span class="_ _1"></span>F<span class="_ _0"></span>oram <span class="_ _1"></span>analisadas <span class="_ _1"></span>47 <span class="_ _1"></span>páginas, <span class="_ _1"></span>as <span class="_ _0"></span>quais <span class="_ _1"></span>repre<span class="ff1 ls0 ws0">-</span></div><div class="t m60 x2 h13 y59 ff9 fs3 fc0 sc0 ls25 ws40">sentam <span class="_ _1"></span>71,2% <span class="_ _1"></span>dos <span class="_ _1"></span>acessos <span class="_ _1"></span>ao <span class="_ _1"></span>portal. <span class="_ _0"></span>A <span class="_ _1"></span>média <span class="_ _1"></span>de <span class="_ _1"></span>acessibilidade </div><div class="t m61 x2 h13 y5a ff9 fs3 fc0 sc0 ls26 ws41">das <span class="_ _1"></span>páginas <span class="_ _1"></span>avaliadas <span class="_ _1"></span>foi <span class="_ _1"></span>de <span class="_ _1"></span>79,8<span class="_ _0"></span>1%. <span class="_ _1"></span>As <span class="_ _1"></span>propostas <span class="_ _1"></span>apresentadas </div><div class="t m62 x2 h11 y5b ff1 fs3 fc0 sc0 ls27 ws9">para correção dos erros encontrados serão incluíd<span class="_ _0"></span>as como ações<span class="_ _3"></span> </div><div class="t m0 x2 h11 y5c ff1 fs3 fc0 sc0 ls24 ws0">na próxima versão do Plano de Aces<span class="_ _0"></span>sibilidade<span class="_ _0"></span>.</div><div class="t m63 x2 h11 y5d ff1 fs3 fc0 sc0 lsb wsb">As imagens do portal do Senado passaram a contar com </div><div class="t m64 x2 h13 y5e ff9 fs3 fc0 sc0 ls6 ws1a">breve <span class="_ _1"></span>descrição, <span class="_ _0"></span>de <span class="_ _1"></span>forma <span class="_ _1"></span>a <span class="_ _0"></span>permitir <span class="_ _0"></span>que <span class="_ _1"></span>os <span class="_ _0"></span>leitores <span class="_ _1"></span>de <span class="_ _0"></span>telas </div><div class="t m65 x2 h11 y5f ff1 fs3 fc0 sc0 lse wse">utilizados por pessoas <span class="_ _0"></span>cegas acessem <span class="_ _0"></span>todo o conteúdo visual. </div><div class="t m66 x2 h11 y60 ff1 fs3 fc0 sc0 lsd wse">Em relação a mídias sociais, o Senado pos<span class="_ _0"></span>sui Facebook, Ins<span class="ls0 ws0">-</span></div><div class="t m0 x2 h11 y122 ff1 fs3 fc0 sc0 ls0 ws1c">tagram e T<span class="_ _0"></span>witter<span class="_ _0"></span>. Apenas este último não pos<span class="_ _0"></span>sui descrição </div><div class="t m67 x14 h13 y39 ff9 fs3 fc0 sc0 ls23 ws3a">de <span class="_ _3"></span>imagens <span class="_ _4"></span>devido <span class="_ _4"></span>à <span class="_ _4"></span>limitação <span class="_ _3"></span>de <span class="_ _4"></span>caracteres <span class="_ _3"></span>permitidos </div><div class="t m0 x14 h11 y3a ff1 fs3 fc0 sc0 ls0 ws41">em cada postagem. O Instagram pos<span class="_ _0"></span>sui a descrição visível </div><div class="t m68 x14 h13 y3b ff9 fs3 fc0 sc0 ls0 ws0">para <span class="_ _3"></span>todos <span class="_ _3"></span>os <span class="_ _4"></span>usuários, <span class="_ _3"></span>com <span class="_ _4"></span>a <span class="_ _3"></span>inclusão <span class="_ _4"></span>da <span class="_ _3"></span>#pracegover; <span class="_ _3"></span>o </div><div class="t m69 x14 h13 y3d ff9 fs3 fc0 sc0 ls1 ws1c">Facebook <span class="_ _1"></span>possui <span class="_ _1"></span>a <span class="_ _1"></span>descrição <span class="_ _0"></span>oculta, <span class="_ _1"></span>para <span class="_ _0"></span>que <span class="_ _1"></span>apenas <span class="_ _0"></span>leitores </div><div class="t m0 x14 h11 y3e ff1 fs3 fc0 sc0 ls0 ws0">de tela aces<span class="_ _0"></span>sem a inf<span class="_ _0"></span>ormação.</div><div class="t m3d x14 h13 y3f ff4 fs3 fc0 sc0 ls0 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff9 ws0"> <span class="_ _0"></span>a <span class="_ _1"></span>ação será <span class="_ _1"></span>mantida </span></div><div class="t m0 x14 h11 y40 ff1 fs3 fc0 sc0 ls0 ws0">com novas me<span class="_ _0"></span>tas para promoção de aces<span class="_ _0"></span>sibilidade. </div><div class="t m0 x4a h24 y12b ff4 fs13 fc2 sc0 ls0 ws0">79,8%</div><div class="t m0 x4b h25 y12c ff3 fs14 fc0 sc0 ls0 ws0">Portal do  </div><div class="t m0 x4c h25 y12d ff3 fs14 fc0 sc0 ls0 ws0">Senado F<span class="_ _1"></span>ederal </div><div class="t m0 x4d h26 y12e ff2 fs14 fc0 sc0 ls0 ws0">aces<span class="_ _0"></span>sív<span class="_ _0"></span>el</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 x17 y31 w3 hb"><div class="t m0 xb hc y32 ffb fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x18 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">16</div><div class="t m0 x19 he y34 ffc fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x18 hf y21 ff7 fs4 fc2 sc0 ls0 ws0">TEMA 3. MOBILID<span class="_ _b"></span>ADE</div><div class="t m0 x35 h7 y39 ff4 fs0 fc2 sc0 ls0 ws0">AÇÃO 3.1 SINALIZAÇÃ<span class="_ _1"></span>O EM PORTUGUÊS </div><div class="t m0 x35 h7 y3a ff4 fs0 fc2 sc0 ls0 ws0">E EM BRAILLE P<span class="_ _0"></span>ARA IDENTIFICAÇÃ<span class="_ _0"></span>O </div><div class="t m0 x35 h7 y3b ff4 fs0 fc2 sc0 ls0 ws0">DOS ESP<span class="_ _1"></span>AÇOS DO SENADO FEDER<span class="_ _3"></span>AL</div><div class="t m0 x18 h11 y3e ff1 fs3 fc0 sc0 ls0 ws0">1. <span class="_ _29"> </span><span class="ff9">Levantamento das <span class="_ _3"></span>áreas prioritárias <span class="_ _3"></span>a <span class="_ _3"></span>serem <span class="_ _3"></span>sinaliza</span>-</div><div class="t m6a x4e h11 y3f ff1 fs3 fc0 sc0 ls2 wsb">das em Português ou com símbolos de aces<span class="_ _0"></span>sibilidade </div><div class="t m0 x4e h13 y40 ff9 fs3 fc0 sc0 ls0 ws0">denidos em normas técnicas;</div><div class="t m0 x18 h11 y41 ff1 fs3 fc0 sc0 ls0 ws0">2. <span class="_ _2a"> </span><span class="ff9">Sinalização das áreas denidas no levantamento<span class="_ _0"></span>.</span></div><div class="t m6b x18 h11 y42 ff4 fs3 fc0 sc0 ls4 ws24">MET<span class="_ _1"></span>A<span class="_ _0"></span>S:<span class="ff9"> <span class="_ _3"></span>100% <span class="_ _4"></span>das <span class="_ _3"></span>áreas <span class="_ _4"></span>denidas <span class="_ _4"></span>no <span class="_ _3"></span>levantamento <span class="_ _3"></span>sina<span class="ff1 ls0 ws0">-</span></span></div><div class="t m0 x18 h11 y43 ff1 fs3 fc0 sc0 ls0 ws0">lizadas.</div><div class="t m0 x18 h11 y44 ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O D<span class="_ _0"></span>A MET<span class="_ _1"></span>A:<span class="ff1"> parcialmente cumprida<span class="_ _0"></span>.</span></div><div class="t m6c x18 h11 y45 ff4 fs3 fc0 sc0 ls4 wsb">INFORMAÇÕES ADICIONAIS:<span class="ff1"> a ação não teve andamento<span class="_ _0"></span> </span></div><div class="t m6d x18 h11 y46 ff1 fs3 fc0 sc0 ls2 wsb">pois depende <span class="ff9 ws2d">de <span class="_ _3"></span>obras <span class="_ _4"></span>e <span class="_ _3"></span>adequações <span class="_ _4"></span>que <span class="_ _3"></span>serão <span class="_ _4"></span>resultado </span></div><div class="t m6e x18 h11 y47 ff1 fs3 fc0 sc0 ls0 wsb">da ação 1.4. Nessa ação<span class="_ _0"></span>, serão apontadas as intervenções </div><div class="t m6f x18 h13 y48 ff9 fs3 fc0 sc0 ls17 ws11">estruturais <span class="_ _3"></span>necessárias <span class="_ _3"></span>para <span class="_ _3"></span>promoção <span class="_ _4"></span>de <span class="_ _3"></span>acessibilidade, </div><div class="t m70 x18 h13 y49 ff9 fs3 fc0 sc0 ls16 ws34">o <span class="_ _3"></span>que <span class="_ _4"></span>pode <span class="_ _4"></span>modicar <span class="_ _3"></span>as <span class="_ _4"></span>rotas <span class="_ _3"></span>acessíveis. <span class="_ _3"></span>Sendo <span class="_ _3"></span>assim, <span class="_ _3"></span>o </div><div class="t m0 x18 h13 y4a ff9 fs3 fc0 sc0 ls0 ws0">NCA<span class="_ _0"></span>S <span class="_ _3"></span>selecionou <span class="_ _3"></span>algumas <span class="_ _3"></span>ações <span class="_ _3"></span>prioritárias <span class="_ _4"></span>em <span class="_ _3"></span>áreas <span class="_ _3"></span>que </div><div class="t m71 x18 h13 y4b ff9 fs3 fc0 sc0 lsa ws18">não <span class="_ _3"></span>serão <span class="_ _4"></span>modicadas <span class="_ _3"></span>para <span class="_ _4"></span>que <span class="_ _4"></span>o <span class="_ _3"></span>projeto <span class="_ _3"></span>de <span class="_ _4"></span>sinalização </div><div class="t m0 x18 h11 y4c ff1 fs3 fc0 sc0 ls0 ws0">seja iniciado em 2019.</div><div class="t m3d x18 h13 y4d ff4 fs3 fc0 sc0 ls0 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff9 ws0"> <span class="_ _0"></span>a <span class="_ _1"></span>ação será <span class="_ _1"></span>mantida </span></div><div class="t m23 x18 h11 y4e ff1 fs3 fc0 sc0 ls10 ws9">e serão determinados n<span class="_ _0"></span>ov<span class="_ _0"></span>os prazos e metas para elaboração </div><div class="t m0 x18 h11 y4f ff1 fs3 fc0 sc0 ls0 ws0">do projeto e para sua ex<span class="_ _0"></span>ecução.</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 xa y31 w3 hb"><div class="t m0 xb hc y32 ff5 fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x45 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">17</div><div class="t m0 x2 he y34 ff6 fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x2 hf y21 ff7 fs4 fc2 sc0 ls0 ws0">TEMA 4. GEST<span class="_ _2b"></span>Ã<span class="_ _1"></span>O DE PESSO<span class="_ _b"></span>A<span class="_ _b"></span>S</div><div class="t m0 x39 h7 y39 ff4 fs0 fc2 sc0 ls0 ws0">AÇÃO 4.1 PREENCHIM<span class="_ _0"></span>ENT<span class="_ _0"></span>O D<span class="_ _0"></span>A COT<span class="_ _b"></span>A </div><div class="t m0 x39 h7 y3a ff4 fs0 fc2 sc0 ls0 ws0">EST<span class="_ _1"></span>ABELECID<span class="_ _0"></span>A NO A<span class="_ _b"></span>TO D<span class="_ _1"></span>A COMISSÃO </div><div class="t m0 x39 h7 y3b ff4 fs0 fc2 sc0 ls0 ws0">DIRET<span class="_ _0"></span>ORA 11/2015 P<span class="_ _1"></span>AR<span class="_ _3"></span>A CONTRA<span class="_ _1"></span>T<span class="_ _1"></span>AÇÃO </div><div class="t m0 x39 h7 y3d ff4 fs0 fc2 sc0 ls0 ws0">DE EST<span class="_ _1"></span>A<span class="_ _0"></span>GIÁRIOS COM DEFICIÊNCIA</div><div class="t m72 x2 h11 y3f ff9 fs3 fc0 sc0 ls6 ws1a">Divulgação <span class="_ _0"></span>do <span class="_ _1"></span>processo <span class="_ _1"></span>seletivo <span class="_ _0"></span>junto <span class="_ _1"></span>às <span class="_ _0"></span>instituições <span class="_ _1"></span>de en<span class="ff1 ls0 ws0">-</span></div><div class="t m73 x2 h13 y40 ff9 fs3 fc0 sc0 lsd ws16">sino <span class="_ _0"></span>com <span class="_ _1"></span>ênfase <span class="_ _1"></span>na c<span class="_ _0"></span>ontratação <span class="_ _1"></span>de pes<span class="_ _0"></span>soas <span class="_ _1"></span>com <span class="_ _0"></span>deciência </div><div class="t m0 x2 h13 y41 ff9 fs3 fc0 sc0 ls0 ws0">e <span class="_ _3"></span>no <span class="_ _3"></span>sítio <span class="_ _3"></span>do <span class="_ _3"></span>programa <span class="_ _3"></span>de <span class="_ _3"></span>estágio <span class="_ _3"></span>do <span class="_ _4"></span>Senado <span class="_ _3"></span>F<span class="_ _0"></span>ederal <span class="_ _3"></span>e <span class="_ _3"></span>em </div><div class="t m0 x2 h11 y42 ff1 fs3 fc0 sc0 ls0 ws0">outros meios de comunicação do Senado F<span class="_ _0"></span>ederal; </div><div class="t m0 x2 h13 y43 ff9 fs3 fc0 sc0 ls0 ws0">Sensibilização <span class="_ _3"></span>das <span class="_ _3"></span>áreas <span class="_ _3"></span>demandantes <span class="_ _3"></span>para <span class="_ _3"></span>a <span class="_ _4"></span>importância </div><div class="t m0 x2 h13 y44 ff9 fs3 fc0 sc0 ls0 ws0">da contratação de estagiários com deciência.</div><div class="t m74 x2 h13 y45 ff4 fs3 fc0 sc0 ls6 ws1a">MET<span class="_ _1"></span>A:<span class="ff9"> <span class="_ _0"></span>6% <span class="_ _1"></span>de <span class="_ _0"></span>estagiários <span class="_ _0"></span>com <span class="_ _1"></span>deciência <span class="_ _0"></span>dentro <span class="_ _1"></span>do t<span class="_ _0"></span>otal <span class="_ _1"></span>de </span></div><div class="t m0 x2 h13 y46 ff9 fs3 fc0 sc0 ls0 ws0">vagas of<span class="_ _0"></span>erecidas para estágio no Senado F<span class="_ _0"></span>ederal. </div><div class="t m75 x2 h11 y47 ff4 fs3 fc0 sc0 lsd ws16">INDICADOR:<span class="ff9"> <span class="_ _1"></span>percentual <span class="_ _0"></span>de <span class="_ _1"></span>estagiários com <span class="_ _1"></span>deciência <span class="_ _0"></span>con<span class="ff1 ls0 ws0">-</span></span></div><div class="t m0 x2 h11 y48 ff1 fs3 fc0 sc0 ls0 ws0">tratados.</div><div class="t m0 x2 h11 y49 ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O D<span class="_ _0"></span>A MET<span class="_ _1"></span>A:<span class="ff1"> cumprida.</span></div><div class="t m0 x37 h24 y12f ff4 fs13 fc2 sc0 ls0 ws0">7<span class="_ _2b"></span>,3%</div><div class="t m0 x9 h25 y130 ff3 fs14 fc0 sc0 ls0 ws0">das <span class="ff2">v<span class="_ _0"></span>agas de </span></div><div class="t m0 x4f h25 y131 ff2 fs14 fc0 sc0 ls0 ws0">estágio <span class="ff3">são </span></div><div class="t m0 x3a h25 y132 ff3 fs14 fc0 sc0 ls0 ws0">ocupadas por </div><div class="t m0 x50 h25 y133 ff3 fs14 fc0 sc0 ls0 ws0">estudantes com </div><div class="t m0 x51 h27 y134 ff11 fs14 fc0 sc0 ls0 ws0">deciência</div><div class="t m76 x2 h11 y5d ff4 fs3 fc0 sc0 lsa wsb">INFORMAÇÕES ADICIONAIS:<span class="ff1"> o Ato da Comis<span class="_ _0"></span>são Diret<span class="_ _0"></span>ora </span></div><div class="t m77 x2 h13 y5e ff9 fs3 fc0 sc0 ls17 ws11">11/20<span class="_ _0"></span>15 <span class="_ _3"></span>estabelece <span class="_ _4"></span>a <span class="_ _3"></span>reser<span class="_ _3"></span>va <span class="_ _3"></span>de <span class="_ _4"></span>10% <span class="_ _4"></span>das <span class="_ _3"></span>vagas <span class="_ _4"></span>de <span class="_ _3"></span>estágio </div><div class="t m9 x2 h13 y5f ff9 fs3 fc0 sc0 ls1b ws13">para <span class="_ _4"></span>pessoas <span class="_ _3"></span>com <span class="_ _4"></span>deciência, <span class="_ _4"></span>em <span class="_ _4"></span>conformidade <span class="_ _4"></span>com <span class="_ _4"></span>o </div><div class="t m78 x2 h11 y60 ff9 fs3 fc0 sc0 ls17 ws11">disposto <span class="_ _3"></span>na <span class="_ _3"></span>Lei <span class="_ _4"></span>11.788, <span class="_ _3"></span>de <span class="_ _3"></span>2008. <span class="_ _4"></span>T<span class="_ _1"></span>endo <span class="_ _4"></span>em <span class="_ _3"></span>vista <span class="_ _4"></span>as <span class="_ _4"></span>dicul<span class="ff1 ls0 ws0">-</span></div><div class="t m79 x2 h13 y122 ff9 fs3 fc0 sc0 ls6 ws1a">dades <span class="_ _0"></span>encontradas <span class="_ _1"></span>para <span class="_ _0"></span>o <span class="_ _1"></span>total <span class="_ _0"></span>preenchimento <span class="_ _1"></span>da <span class="_ _0"></span>cota, <span class="_ _1"></span>que </div><div class="t m7a x14 h13 y39 ff9 fs3 fc0 sc0 lsa ws18">se <span class="_ _3"></span>relacionam <span class="_ _4"></span>principalmente <span class="_ _4"></span>à <span class="_ _3"></span>falta <span class="_ _4"></span>de <span class="_ _4"></span>candidatos <span class="_ _3"></span>com </div><div class="t m7b x14 h13 y3a ff9 fs3 fc0 sc0 ls17 ws11">deciência <span class="_ _3"></span>nas <span class="_ _4"></span>áreas <span class="_ _3"></span>em <span class="_ _4"></span>que <span class="_ _3"></span>o <span class="_ _4"></span>Senado <span class="_ _4"></span>of<span class="_ _0"></span>erece <span class="_ _3"></span>vagas, <span class="_ _3"></span>foi </div><div class="t m0 x14 h11 y3b ff1 fs3 fc0 sc0 ls0 ws42">estabelecida a meta de 6% para o Plano de Aces<span class="_ _0"></span>sibilidade </div><div class="t m7c x14 h11 y3d ff1 fs3 fc0 sc0 ls4 wsc">2018.   De acor<span class="_ _0"></span>do com levantamento realizado no mês de<span class="_ _0"></span> </div><div class="t m7d x14 h13 y3e ff9 fs3 fc0 sc0 ls17 ws11">julho <span class="_ _3"></span>de <span class="_ _4"></span>2018, <span class="_ _3"></span>o <span class="_ _3"></span>Senado <span class="_ _4"></span>possuía 532 <span class="_ _4"></span>estagiários, <span class="_ _3"></span>sendo <span class="_ _4"></span>39 </div><div class="t m0 x14 h13 y3f ff9 fs3 fc0 sc0 ls0 ws0">deles com deciência, o que corresponde a 7<span class="_ _1"></span>,3% do total. </div><div class="t m0 x52 h28 y135 ff12 fs15 fc7 sc0 ls0 ws0">3,8%</div><div class="t m0 x53 h28 y136 ff12 fs15 fc7 sc0 ls0 ws0">6,8%</div><div class="t m0 x54 h28 y137 ff12 fs15 fc7 sc0 ls0 ws0">7,3%</div><div class="t m0 x52 h28 y138 ff12 fs15 fc8 sc0 ls0 ws0">2016<span class="_ _2c"> </span>2017<span class="_ _2d"> </span>2018</div><div class="t m0 x55 h29 y139 ff12 fs16 fc8 sc0 ls0 ws0">Estagiários <span class="_ _1"></span>com de<span class="ff13"></span>ciência</div><div class="t m7e x14 h13 y4a ff4 fs3 fc0 sc0 ls9 ws9">ENCAMINHAMENT<span class="_ _1"></span>O PARA 2019-20<span class="_ _0"></span>20: <span class="ff9 ws10">a <span class="_ _0"></span>ação <span class="_ _1"></span>será <span class="_ _0"></span>mantida, </span></div><div class="t m0 x14 h11 y4b ff9 fs3 fc0 sc0 ls0 ws0">com aument<span class="_ _0"></span>o progres<span class="_ _0"></span>siv<span class="_ _0"></span>o da <span class="_ _0"></span>meta <span class="_ _0"></span>até atingir <span class="_ _0"></span>10% de <span class="_ _0"></span>esta<span class="ff1">-</span></div><div class="t m0 x14 h13 y4c ff9 fs3 fc0 sc0 ls0 ws0">giários com deciência, conf<span class="_ _0"></span>orme prevê o A<span class="_ _1"></span>T<span class="_ _1"></span>C 11, de 2015.</div><div class="t m0 x46 h7 y50 ff4 fs0 fc2 sc0 ls0 ws0">AÇÃO 4.2 PREENCHIM<span class="_ _0"></span>ENT<span class="_ _0"></span>O D<span class="_ _0"></span>A COT<span class="_ _b"></span>A </div><div class="t m0 x46 h7 y51 ff4 fs0 fc2 sc0 ls0 ws0">EST<span class="_ _1"></span>ABELECID<span class="_ _0"></span>A NO A<span class="_ _b"></span>TO D<span class="_ _1"></span>A COMISSÃO </div><div class="t m0 x46 h7 y52 ff4 fs0 fc2 sc0 ls0 ws0">DIRET<span class="_ _0"></span>ORA 2/2014 P<span class="_ _1"></span>AR<span class="_ _3"></span>A CONTRA<span class="_ _1"></span>T<span class="_ _1"></span>AÇÃO </div><div class="t m0 x46 h7 y53 ff4 fs0 fc2 sc0 ls0 ws0">DE JO<span class="_ _0"></span>VENS APRENDIZES COM </div><div class="t m0 x46 h7 y54 ff4 fs0 fc2 sc0 ls0 ws0">DEFICIÊNCIA </div><div class="t m7f x14 h13 y56 ff9 fs3 fc0 sc0 ls7 wsa">Solicitação <span class="_ _3"></span>de <span class="_ _4"></span>jovens <span class="_ _3"></span>com <span class="_ _4"></span>deciência <span class="_ _3"></span>para <span class="_ _4"></span>a <span class="_ _4"></span>instituição </div><div class="t m0 x14 h13 y57 ff9 fs3 fc0 sc0 ls0 ws0">responsável.</div><div class="t m0 x14 h13 y58 ff9 fs3 fc0 sc0 ls0 ws0">Sensibilização <span class="_ _3"></span>das <span class="_ _3"></span>áreas <span class="_ _3"></span>demandantes <span class="_ _3"></span>para <span class="_ _3"></span>a <span class="_ _4"></span>importância </div><div class="t m0 x14 h13 y59 ff9 fs3 fc0 sc0 ls0 ws0">da <span class="_ _0"></span>contratação <span class="_ _1"></span>de jo<span class="_ _0"></span>vens <span class="_ _1"></span>aprendizes <span class="_ _0"></span>com <span class="_ _0"></span>deciência <span class="_ _1"></span>como </div><div class="t m0 x14 h11 y5a ff1 fs3 fc0 sc0 ls0 ws0">jov<span class="_ _0"></span>ens aprendizes.</div><div class="t m0 x14 h13 y5b ff4 fs3 fc0 sc0 ls0 ws0">MET<span class="_ _1"></span>A:<span class="ff9"> 5% de jovens apr<span class="_ _0"></span>endizes com deciência dentro do </span></div><div class="t m0 x14 h13 y5c ff9 fs3 fc0 sc0 ls0 ws0">total de vagas of<span class="_ _0"></span>erecidas para estágio no Senado F<span class="_ _1"></span>ederal.</div><div class="t m0 x14 h11 y5d ff4 fs3 fc0 sc0 ls0 ws0">INDICADOR:<span class="ff1"> percentual de jo<span class="_ _0"></span>vens contratados.</span></div><div class="t m0 x14 h11 y5e ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O D<span class="_ _0"></span>A MET<span class="_ _1"></span>A: <span class="ff1">cumprida.</span></div><div class="t m76 x14 h11 y5f ff4 fs3 fc0 sc0 lsa wsb">INFORMAÇÕES ADICIONAIS: <span class="ff1">o Ato da Comis<span class="_ _0"></span>são Diret<span class="_ _0"></span>ora </span></div><div class="t m80 x14 h11 y60 ff1 fs3 fc0 sc0 lsa wsb">2/2014 estabelece a reserva de 10% das vagas de jo<span class="_ _0"></span>vens </div><div class="t m0 x14 h13 y122 ff9 fs3 fc0 sc0 ls0 ws0">aprendizes <span class="_ _3"></span>para <span class="_ _3"></span>pessoas com <span class="_ _4"></span>deciência. <span class="_ _3"></span>Para <span class="_ _3"></span>o <span class="_ _3"></span>prazo <span class="_ _4"></span>de </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 w2 h2" data-page-no="13"><div class="pc pc13 w2 h2"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x17 y31 w3 hb"><div class="t m0 xb hc y32 ffb fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x18 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">18</div><div class="t m0 x19 he y34 ffc fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x18 h13 y124 ff9 fs3 fc0 sc0 ls0 ws0">12 <span class="_ _0"></span>meses, <span class="_ _1"></span>equivalente <span class="_ _0"></span>à <span class="_ _1"></span>vigência do <span class="_ _1"></span>Plano <span class="_ _0"></span>de <span class="_ _0"></span>Aces<span class="_ _0"></span>sibilidade </div><div class="t m5a x18 h11 y125 ff1 fs3 fc0 sc0 ls9 wse">2018, f<span class="_ _0"></span>oi estabelecida a meta de 5%.De acor<span class="_ _0"></span>do com levanta<span class="ls0 ws0">-</span></div><div class="t m0 x18 h11 y126 ff1 fs3 fc0 sc0 ls0 ws37">mento realizado no mês de julho de 20<span class="_ _0"></span>18, o Senado pos<span class="_ _0"></span>suía </div><div class="t m81 x18 h13 y127 ff9 fs3 fc0 sc0 ls6 ws1a">137 <span class="_ _0"></span>jo<span class="_ _0"></span>vens-aprendizes, <span class="_ _1"></span>sendo <span class="_ _0"></span>7 <span class="_ _1"></span>deles com <span class="_ _1"></span>deciência, <span class="_ _0"></span>o <span class="_ _1"></span>que </div><div class="t m0 x18 h11 y128 ff1 fs3 fc0 sc0 ls0 ws0">corresponde a 5,2% do total. </div><div class="t m0 x56 h2a y13a ff14 fs17 fc7 sc0 ls0 ws0">1%</div><div class="t m0 x57 h2a y13b ff14 fs17 fc7 sc0 ls0 ws0">4,50%</div><div class="t m0 x58 h2a y13c ff14 fs17 fc7 sc0 ls0 ws0">5,20%</div><div class="t m0 x59 h2a y13d ff14 fs17 fc8 sc0 ls0 ws0">2016<span class="_ _2e"> </span>2017<span class="_ _2f"> </span>2018</div><div class="t m0 x36 h2b y13e ff14 fs18 fc8 sc0 ls0 ws0">Jovens ap<span class="_ _0"></span>rendiz<span class="_ _1"></span>es com de<span class="ff15"></span>ciência</div><div class="t m7e x18 h13 y40 ff4 fs3 fc0 sc0 ls9 ws9">ENCAMINHAMENT<span class="_ _1"></span>O PARA 2019-20<span class="_ _0"></span>20: <span class="ff9 ws10">a <span class="_ _0"></span>ação <span class="_ _1"></span>será <span class="_ _0"></span>mantida, </span></div><div class="t m82 x18 h13 y41 ff9 fs3 fc0 sc0 ls8 wsf">com <span class="_ _1"></span>aumento <span class="_ _0"></span>progres<span class="_ _0"></span>sivo <span class="_ _1"></span>da <span class="_ _0"></span>meta <span class="_ _1"></span>até <span class="_ _0"></span>atingir <span class="_ _1"></span>10%, <span class="_ _0"></span>conf<span class="_ _0"></span>orme </div><div class="t m0 x18 h11 y42 ff1 fs3 fc0 sc0 ls0 ws0">determina o A<span class="_ _1"></span>T<span class="_ _1"></span>C 2, de 2014.</div><div class="t m0 x5a h24 y13f ff4 fs13 fc2 sc0 ls0 ws0">5,2%</div><div class="t m0 x5b h25 y140 ff3 fs14 fc0 sc0 ls0 ws0">das <span class="ff2">v<span class="_ _0"></span>agas de </span></div><div class="t m0 xe h26 y141 ff2 fs14 fc0 sc0 ls0 ws0">jo<span class="_ _0"></span>v<span class="_ _1"></span>ens aprendizes </div><div class="t m0 x39 h25 y142 ff3 fs14 fc0 sc0 ls0 ws0">preenchidas </div><div class="t m0 x5c h25 y143 ff3 fs14 fc0 sc0 ls0 ws0">por jo<span class="_ _0"></span>v<span class="_ _0"></span>ens com </div><div class="t m0 x21 h27 y144 ff11 fs14 fc0 sc0 ls0 ws0">deciência</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
<div id="pf14" class="pf w2 h2" data-page-no="14"><div class="pc pc14 w2 h2"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c xa y31 w3 hb"><div class="t m0 xb hc y32 ff5 fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x45 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">19</div><div class="t m0 x2 he y34 ff6 fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x2 hf y21 ff7 fs4 fc2 sc0 ls0 ws0">TEMA 5. EDUC<span class="_ _1"></span>AÇÃ<span class="_ _1"></span>O P<span class="_ _30"></span>ARA </div><div class="t m0 x2 hf y145 ff7 fs4 fc2 sc0 ls0 ws0">A<span class="_ _1"></span>CESSIBILID<span class="_ _b"></span>ADE</div><div class="t m0 x39 h7 y3b ff4 fs0 fc2 sc0 ls0 ws0">AÇÃO 5.1 F<span class="_ _0"></span>ORMAÇÃO DE SER<span class="_ _0"></span>VIDORES </div><div class="t m0 x39 h7 y3d ff4 fs0 fc2 sc0 ls0 ws0">P<span class="_ _1"></span>AR<span class="_ _3"></span>A INSERÇÃO DE CONTEÚ<span class="_ _0"></span>DO DE </div><div class="t m0 x39 h7 y3e ff4 fs0 fc2 sc0 ls0 ws0">FORMA ACESSÍV<span class="_ _0"></span>EL NOS SÍTIOS DO </div><div class="t m0 x39 h7 y3f ff4 fs0 fc2 sc0 ls0 ws0">SENADO FEDERAL</div><div class="t m9 x2 h11 y41 ff1 fs3 fc0 sc0 ls1b ws43">Realização de ações de capacitação de servidores para </div><div class="t m0 x2 h11 y42 ff1 fs3 fc0 sc0 ls0 ws44">descrição de imagens e vídeos e inserção de conteúdos em </div><div class="t m0 x2 h11 y43 ff1 fs3 fc0 sc0 ls0 ws0">sítios e mídias sociais.</div><div class="t m0 x2 h11 y44 ff4 fs3 fc0 sc0 ls0 ws0">MET<span class="_ _1"></span>A: <span class="ff1">80 ser<span class="_ _3"></span>vidores capacitados.</span></div><div class="t m0 x2 h11 y45 ff4 fs3 fc0 sc0 ls0 ws0">INDICADOR: <span class="ff1">servidores capacitados.</span></div><div class="t m0 x2 h11 y46 ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O D<span class="_ _0"></span>A MET<span class="_ _1"></span>A: <span class="ff1">parcialmente cumprida<span class="_ _0"></span>.</span></div><div class="t m83 x2 h11 y47 ff4 fs3 fc0 sc0 ls1 ws9">INFORMAÇÕES ADICIONAIS :<span class="ff1"> a meta f<span class="_ _0"></span>oi estabelecida visando </span></div><div class="t m0 x2 h13 y48 ff9 fs3 fc0 sc0 ls0 ws0">a capacitação <span class="_ _0"></span>de <span class="_ _0"></span>colaboradores da <span class="_ _0"></span>Secom, <span class="_ _0"></span>que <span class="_ _0"></span>atuam com </div><div class="t m53 x2 h13 y49 ff9 fs3 fc0 sc0 lse ws17">f<span class="_ _0"></span>otograa, <span class="_ _1"></span>mídias <span class="_ _0"></span>sociais, <span class="_ _1"></span>vídeos <span class="_ _1"></span>e <span class="_ _0"></span>outros <span class="_ _1"></span>tipos <span class="_ _0"></span>de <span class="_ _1"></span>informação </div><div class="t m84 x2 h11 y4a ff9 fs3 fc0 sc0 lsc ws15">visual. <span class="_ _1"></span>Par<span class="_ _3"></span>te <span class="_ _1"></span>da <span class="_ _0"></span>equipe <span class="_ _1"></span>que <span class="_ _0"></span>havia <span class="_ _1"></span>passado <span class="_ _1"></span>por <span class="_ _0"></span>um <span class="_ _0"></span>treinamen<span class="_ _0"></span><span class="ff1 ls0 ws0">-</span></div><div class="t m85 x2 h13 y4b ff9 fs3 fc0 sc0 ls17 ws11">to <span class="_ _3"></span>básico <span class="_ _3"></span>de <span class="_ _4"></span>descrição <span class="_ _4"></span>de <span class="_ _3"></span>imagens <span class="_ _4"></span>em <span class="_ _3"></span>dezembro <span class="_ _4"></span>de <span class="_ _4"></span>2017<span class="_ _1"></span>. </div><div class="t m86 x2 h13 y4c ff9 fs3 fc0 sc0 ls2 ws2d">T<span class="_ _1"></span>endo <span class="_ _4"></span>em <span class="_ _3"></span>vista <span class="_ _4"></span>que, <span class="_ _3"></span>no <span class="_ _3"></span>decorrer <span class="_ _4"></span>de <span class="_ _3"></span>2018, <span class="_ _3"></span>o <span class="_ _4"></span>conhecimento </div><div class="t m0 x2 h13 y4d ff9 fs3 fc0 sc0 ls0 ws0">adquirido por eles f<span class="_ _0"></span>oi repas<span class="_ _0"></span>sado para o restante da equipe<span class="_ _0"></span>, </div><div class="t m0 x2 h13 y4e ff9 fs3 fc0 sc0 ls0 ws0">percebemos que não seria neces<span class="_ _0"></span>sário treinamento f<span class="_ _0"></span>ormal.</div><div class="t m9 x2 h13 y4f ff4 fs3 fc0 sc0 ls28 ws45">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ls0 ws0"> <span class="_ _31"> </span></span><span class="ff9 ws46">a <span class="_"> </span>ação <span class="_ _31"> </span>será<span class="_ _0"></span> <span class="_ _3"></span></span></div><div class="t m87 x2 h11 y50 ff1 fs3 fc0 sc0 ls4 wsb">ref<span class="_ _0"></span>ormulada com o objetiv<span class="_ _0"></span>o de atender colaboradores de </div><div class="t m0 x2 h13 y51 ff9 fs3 fc0 sc0 ls0 ws0">outras secretarias que atuam com conteúdo visual.</div><div class="t m0 x39 h7 y55 ff4 fs0 fc2 sc0 ls0 ws0">AÇÃO 5.2 C<span class="_ _0"></span>AP<span class="_ _1"></span>ACIT<span class="_ _b"></span>AÇÃO DE </div><div class="t m0 x39 h7 y56 ff4 fs0 fc2 sc0 ls0 ws0">SERVIDORES P<span class="_ _1"></span>ARA A<span class="_ _1"></span>TENDIMENT<span class="_ _0"></span>O A </div><div class="t m0 x39 h7 y57 ff4 fs0 fc2 sc0 ls0 ws0">PESSO<span class="_ _0"></span>A<span class="_ _0"></span>S COM DEFICIÊNCIA </div><div class="t m88 x2 h11 y59 ff1 fs3 fc0 sc0 ls3 wsb">Realização de ações de capacitação de servidores para o </div><div class="t m0 x2 h13 y5a ff9 fs3 fc0 sc0 ls0 ws0">atendimento de pessoas com deciência, incluindo Língua </div><div class="t m0 x2 h13 y5b ff9 fs3 fc0 sc0 ls0 ws0">Brasileira de Sinais (Libras). </div><div class="t m0 x2 h11 y5c ff4 fs3 fc0 sc0 ls0 ws0">MET<span class="_ _1"></span>A:<span class="ff1"> 60 ser<span class="_ _3"></span>vidores capacitados.</span></div><div class="t m0 x2 h11 y5d ff4 fs3 fc0 sc0 ls0 ws0">INDICADOR:<span class="ff1"> servidores capacitados.</span></div><div class="t m0 x2 h11 y5e ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O D<span class="_ _0"></span>A MET<span class="_ _1"></span>A:<span class="ff1"> cumprida.</span></div><div class="t m89 x2 h13 y5f ff4 fs3 fc0 sc0 lsb wsb">INFORMAÇÕES ADICIONAIS:<span class="ff9 ws37"> <span class="_ _4"></span>o <span class="_ _3"></span>NCAS <span class="_ _3"></span>realizou <span class="_ _4"></span>ocinas <span class="_ _3"></span>de </span></div><div class="t m0 x2 h11 y60 ff9 fs3 fc0 sc0 ls0 ws0">sensibilização <span class="_ _3"></span>e <span class="_ _3"></span>capacitação <span class="_ _4"></span>de <span class="_ _3"></span>funcionários <span class="_ _4"></span>para <span class="_ _3"></span>relacio<span class="ff1">-</span></div><div class="t m0 x2 h13 y122 ff9 fs3 fc0 sc0 ls0 ws0">namento e atendimento a pessoas com deciência. Foram </div><div class="t m0 x14 h13 y4a ff9 fs3 fc0 sc0 ls0 ws0">capacitados 22 <span class="_ _3"></span>recepcionistas e um <span class="_ _3"></span>super<span class="_ _3"></span>visor que <span class="_ _3"></span>atuam </div><div class="t m0 x14 h13 y4b ff9 fs3 fc0 sc0 ls0 ws0">nas portarias, e 54 motoristas que atuam no CO<span class="_ _0"></span>TR<span class="_ _3"></span>AN. </div><div class="t m8a x14 h11 y4c ff1 fs3 fc0 sc0 ls9 wse">Em nov<span class="_ _0"></span>embro de 2018, f<span class="_ _0"></span>oram realizados dois encontr<span class="_ _0"></span>os com </div><div class="t m8b x14 h11 y4d ff1 fs3 fc0 sc0 ls2 wsb">servidores da Secretaria Geral da Mesa e da Secretaria de </div><div class="t m8c x14 h11 y4e ff1 fs3 fc0 sc0 lsc wse">Comis<span class="_ _0"></span>sões para discutir o relacionamento com pes<span class="_ _0"></span>soas com </div><div class="t m8d x14 h13 y4f ff9 fs3 fc0 sc0 ls1 ws1c">deciência. <span class="_ _1"></span>Ao <span class="_ _0"></span>todo<span class="_ _0"></span>, <span class="_ _1"></span>49 <span class="_ _0"></span>ser<span class="_ _3"></span>vidores <span class="_ _1"></span>par<span class="_ _3"></span>ticiparam <span class="_ _1"></span>da <span class="_ _0"></span>atividade. </div><div class="t m0 x5d h2c y146 ff8 fs8 fc5 sc0 ls29 ws0">SET<span class="_ _0"></span>OR/ EQUIPE</div><div class="t m1a x5e h2c y146 ff8 fs8 fc5 sc0 ls2a ws47">COL<span class="_ _3"></span>ABORADORES<span class="_ _3"></span> </div><div class="t m0 x5e h2c y147 ff8 fs8 fc5 sc0 ls29 ws48">CAP<span class="_ _0"></span>ACIT<span class="_ _1"></span>ADOS</div><div class="t m0 x5f h2c y148 ff8 fs8 fc5 sc0 ls29 ws0">T<span class="_ _0"></span>OT<span class="_ _1"></span>AL DE </div><div class="t m1a x5f h2c y147 ff8 fs8 fc5 sc0 ls2a ws47">COL<span class="_ _3"></span>ABORADORES<span class="_ _3"></span> </div><div class="t m0 x5f h2c y149 ff8 fs8 fc5 sc0 ls29 ws0">NO SET<span class="_ _0"></span>OR</div><div class="t m0 x60 h2c y148 ff8 fs8 fc5 sc0 ls29 ws0">PERCENTUAL DE </div><div class="t m1a x60 h2c y147 ff8 fs8 fc5 sc0 ls2a ws47">COL<span class="_ _3"></span>ABORADORES<span class="_ _3"></span> </div><div class="t m0 x60 h2c y149 ff8 fs8 fc5 sc0 ls29 ws48">CAP<span class="_ _0"></span>ACIT<span class="_ _1"></span>ADOS </div><div class="t m0 x60 h2c y14a ff8 fs8 fc5 sc0 ls29 ws0">NO SET<span class="_ _0"></span>OR</div><div class="t m0 x5d h2d y14b ff2 fs8 fc0 sc0 ls0 ws0">Recepcionistas<span class="_ _32"> </span><span class="ff1 ls2b ws49">23<span class="_ _33"> </span>23<span class="_ _33"> </span></span><span class="ff1">100%</span></div><div class="t m0 x5d h2d y14c ff2 fs8 fc0 sc0 ls0 ws0">Motoristas<span class="_ _34"> </span><span class="ff1">54<span class="_ _33"> </span>60<span class="_ _33"> </span>90%</span></div><div class="t m0 x5d h2d y14d ff2 fs8 fc0 sc0 ls0 ws0">SGM/SCOM<span class="_ _35"> </span><span class="ff1">49<span class="_ _33"> </span>194<span class="_ _36"> </span>25%</span></div><div class="t m8e x14 h13 y58 ff4 fs3 fc0 sc0 lsd wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>AR<span class="_ _3"></span>A 2019-2020: <span class="ff9 ws16">a <span class="_ _0"></span>ação <span class="_ _1"></span>será <span class="_ _0"></span>mantida.</span></div><div class="t m0 x61 h24 y14e ff4 fs13 fc2 sc0 ls0 ws0">100%</div><div class="t m0 x24 h25 y14f ff3 fs14 fc0 sc0 ls0 ws0">dos </div><div class="t m0 x62 h25 y150 ff2 fs14 fc0 sc0 ls0 ws0">recepcionistas<span class="ff3"> </span></div><div class="t m0 x4a h25 y151 ff3 fs14 fc0 sc0 ls0 ws0">capacitados</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 x17 y31 w3 hb"><div class="t m0 xb hc y32 ffb fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x18 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">20</div><div class="t m0 x19 he y34 ffc fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x18 hf y21 ff7 fs4 fc2 sc0 ls0 ws0">MONIT<span class="_ _0"></span>ORAMENT<span class="_ _1"></span>O DE AÇÕES</div><div class="t m0 x35 h7 y39 ff4 fs0 fc2 sc0 ls0 ws0">1. PUBLICAÇÃ<span class="_ _0"></span>O DE OBRA<span class="_ _0"></span>S EM BRAILLE </div><div class="t m0 x18 h11 y3b ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O:<span class="ff1"> cumprida.</span></div><div class="t m0 x49 h2e y152 ff16 fs19 fc7 sc0 ls0 ws0">4.066</div><div class="t m0 x44 h2e y153 ff16 fs19 fc7 sc0 ls0 ws0">2.796</div><div class="t m0 x63 h2e y154 ff16 fs19 fc7 sc0 ls0 ws0">2.253</div><div class="t m0 x64 h2f y155 ff17 fs1a fc8 sc0 ls0 ws0">0</div><div class="c x18 y156 w7 h30"><div class="t m0 x0 h2f y157 ff17 fs1a fc8 sc0 ls0 ws0">1.000</div><div class="t m0 x0 h2f y158 ff17 fs1a fc8 sc0 ls0 ws0">2.000</div><div class="t m0 x0 h2f y159 ff17 fs1a fc8 sc0 ls0 ws0">3.000</div><div class="t m0 x0 h2f y15a ff17 fs1a fc8 sc0 ls0 ws0">4.000</div><div class="t m0 x0 h2f y15b ff17 fs1a fc8 sc0 ls0 ws0">5.000</div><div class="t m0 x65 h2e y15c ff17 fs19 fc8 sc0 ls0 ws0">2016<span class="_ _37"> </span>2017<span class="_ _38"> </span>2018</div><div class="t m0 x66 h31 y15d ff17 fs1b fc0 sc0 ls0 ws0">Tirag<span class="_ _0"></span>em em<span class="_ _0"></span> Braille <span class="_ _0"></span>(T<span class="_ _b"></span>exto)</div></div><div class="t m8f x18 h11 y46 ff4 fs3 fc0 sc0 lsa wsb">INFORMAÇÕES ADICIONAIS:<span class="ff1"> o Ser<span class="_ _3"></span>viço de Impres<span class="_ _0"></span>são em </span></div><div class="t m0 x18 h13 y47 ff9 fs3 fc0 sc0 ls0 ws0">Braille manteve-se em funcionamento<span class="_ _0"></span>, sendo que, durante </div><div class="t m0 x18 h11 y48 ff9 fs3 fc0 sc0 ls0 ws0">o ano <span class="_ _3"></span>de 2018, foram impressas 2.253 pág<span class="_ _3"></span>inas de <span class="_ _3"></span>texto (in<span class="ff1">-</span></div><div class="t m0 x18 h11 y49 ff1 fs3 fc0 sc0 ls0 ws1f">cluindo livros, f<span class="_ _0"></span>olders e o 1º convite em Braille para a pos<span class="_ _0"></span>se </div><div class="t m0 x18 h13 y4a ff9 fs3 fc0 sc0 ls0 ws0">presidencial), 1.<span class="_ _0"></span>050 cartões de visita e 44 etiquetas.</div><div class="t m90 x18 h11 y4b ff4 fs3 fc0 sc0 ls8 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff1"> manutenção da ação.</span></div><div class="t m0 x67 h25 y15e ff3 fs14 fc0 sc0 ls0 ws0">Convit<span class="_ _0"></span>es </div><div class="t m0 x21 h25 y15f ff3 fs14 fc0 sc0 ls0 ws0">para <span class="ff2">pos<span class="_ _0"></span>se </span></div><div class="t m0 x68 h26 y160 ff2 fs14 fc0 sc0 ls0 ws0">presidencial </div><div class="t m0 x69 h25 y161 ff3 fs14 fc0 sc0 ls0 ws0">em Braile</div><div class="t m0 x35 h7 y5a ff4 fs0 fc2 sc0 ls0 ws0">2. SERVIÇOS DE INTERPRET<span class="_ _b"></span>AÇÃO EM </div><div class="t m0 x35 h7 y5b ff4 fs0 fc2 sc0 ls0 ws0">LIBRA<span class="_ _0"></span>S P<span class="_ _1"></span>AR<span class="_ _3"></span>A EVENT<span class="_ _0"></span>OS</div><div class="t m91 x18 h11 y5d ff4 fs3 fc0 sc0 ls9 wse">INFORMAÇÕES ADICIONAIS:<span class="ff1"> por meio do Contrato 108/20<span class="_ _0"></span>17<span class="_ _1"></span>, </span></div><div class="t m92 x18 h11 y5e ff1 fs3 fc0 sc0 ls10 ws9">f<span class="_ _0"></span>oram prestadas 530,5 horas de serviços de intepretação em </div><div class="t m1a x18 h13 y5f ff9 fs3 fc0 sc0 ls22 ws32">Libras. <span class="_ _1"></span> <span class="_ _0"></span>A <span class="_ _1"></span>contratação, <span class="_ _1"></span>que <span class="_ _0"></span>pre<span class="_ _0"></span>via <span class="_ _1"></span>900 <span class="_ _0"></span>horas <span class="_ _1"></span>anuais, <span class="_ _1"></span>teve <span class="_ _1"></span>como<span class="_ _3"></span> </div><div class="t m0 x18 h11 y60 ff1 fs3 fc0 sc0 ls0 ws1b">gestor o Núcleo de Gestão de Contra<span class="_ _0"></span>tos de Infraestrutura e </div><div class="t m93 x18 h13 y122 ff9 fs3 fc0 sc0 ls1 ws1c">Comunicação <span class="_ _1"></span>(NGCIC) <span class="_ _0"></span>e <span class="_ _1"></span>como <span class="_ _0"></span>scal <span class="_ _1"></span>a <span class="_ _1"></span>Coordenação <span class="_ _0"></span>de <span class="_ _1"></span>Gestão </div><div class="t m1a x6a h13 y39 ff9 fs3 fc0 sc0 ls22 ws32">de <span class="_ _1"></span>Eventos, <span class="_ _1"></span>da <span class="_ _0"></span>SRP<span class="_ _1"></span>. <span class="_ _0"></span>A <span class="_ _1"></span>Secom <span class="_ _1"></span>está <span class="_ _0"></span>realizando <span class="_ _1"></span>estudos <span class="_ _1"></span>técnicos<span class="_ _3"></span> </div><div class="t m0 x6a h11 y3a ff1 fs3 fc0 sc0 ls0 ws0">para aprimorar as futuras contratações.</div><div class="t m0 x6a h11 y3b ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O:<span class="ff1"> cumprida.</span></div><div class="t m0 x6b h32 y162 ff18 fs1c fc7 sc0 ls0 ws0">276</div><div class="t m0 x6c h32 y163 ff18 fs1c fc7 sc0 ls0 ws0">321</div><div class="t m0 x6d h32 y164 ff18 fs1c fc7 sc0 ls0 ws0">530,5</div><div class="t m0 x6e h33 y165 ff19 fs1d fc8 sc0 ls0 ws0">0</div><div class="t m0 x6f h33 y166 ff19 fs1d fc8 sc0 ls0 ws0">100</div><div class="c x6a y167 w8 h34"><div class="t m0 x0 h33 y168 ff19 fs1d fc8 sc0 ls0 ws0">200</div><div class="t m0 x0 h33 y169 ff19 fs1d fc8 sc0 ls0 ws0">300</div><div class="t m0 x0 h33 y16a ff19 fs1d fc8 sc0 ls0 ws0">400</div><div class="t m0 x0 h33 y16b ff19 fs1d fc8 sc0 ls0 ws0">500</div><div class="t m0 x0 h33 y16c ff19 fs1d fc8 sc0 ls0 ws0">600</div><div class="t m0 x20 h33 y16d ff19 fs1d fc8 sc0 ls0 ws0">2016<span class="_ _39"> </span>2017<span class="_ _3a"> </span>2018</div><div class="t m0 x70 h35 y16e ff19 fs1e fc0 sc0 ls0 ws0">Quantidade<span class="_ _0"></span> de horas <span class="_ _0"></span>de ser<span class="ls2c ws4a">vi</span>ços </div></div><div class="t m90 x6a h11 y47 ff4 fs3 fc0 sc0 ls8 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff1"> manutenção da ação.</span></div><div class="t m0 x5e h24 y16f ff4 fs13 fc2 sc0 ls0 ws0">530</div><div class="t m0 x71 h25 y170 ff3 fs14 fc0 sc0 ls0 ws0">horas de ser<span class="_ _3"></span>viços </div><div class="t m0 x55 h25 y171 ff3 fs14 fc0 sc0 ls0 ws0">em <span class="ff2">Libras</span></div><div class="t m0 x72 h7 y56 ff4 fs0 fc2 sc0 ls0 ws0">3. SERVIÇOS DE LEGEND<span class="_ _1"></span>A EM TEMPO </div><div class="t m0 x72 h7 y57 ff4 fs0 fc2 sc0 ls0 ws0">REAL E AUDIODESCRIÇÃ<span class="_ _0"></span>O P<span class="_ _1"></span>AR<span class="_ _3"></span>A </div><div class="t m0 x72 h7 y58 ff4 fs0 fc2 sc0 ls0 ws0">EVENT<span class="_ _0"></span>OS </div><div class="t m94 x6a h11 y5a ff4 fs3 fc0 sc0 lsb wsb">INFORMAÇÕES ADICIONAIS:<span class="ff1"> o Contrato 102/20<span class="_ _0"></span>17 prevê a<span class="_ _0"></span> </span></div><div class="t m95 x6a h11 y5b ff1 fs3 fc0 sc0 lsc wse">prestação de 120 horas de serviços de audiodescrição anual<span class="ls0 ws0">-</span></div><div class="t m0 x6a h13 y5c ff9 fs3 fc0 sc0 ls0 ws0">mente, enquanto <span class="_ _3"></span>o <span class="_ _3"></span>Contrato <span class="_ _3"></span>103/2017 trata <span class="_ _4"></span>da <span class="_ _3"></span>contratação </div><div class="t m96 x6a h11 y5d ff1 fs3 fc0 sc0 lsa wsb">de serviços de legenda em tempo real, com alocação de </div><div class="t m0 x6a h13 y5e ff9 fs3 fc0 sc0 ls0 ws0">equipamento <span class="_ _1"></span>e softw<span class="_ _0"></span>are <span class="_ _0"></span>e <span class="_ _1"></span>prevê <span class="_ _0"></span>90 <span class="_ _1"></span>horas por <span class="_ _1"></span>ano. <span class="_ _0"></span>Por <span class="_ _1"></span>meio </div><div class="t m97 x6a h11 y5f ff1 fs3 fc0 sc0 ls2d wse">desses instrument<span class="_ _0"></span>os f<span class="_ _0"></span>oram prestadas 15 horas de serviços de </div><div class="t m0 x6a h11 y60 ff1 fs3 fc0 sc0 ls0 ws4b">audiodescrição e 4 horas de serviços de legenda em tempo </div><div class="t m0 x6a h11 y122 ff1 fs3 fc0 sc0 ls0 ws14">real. As contratações tiveram como gest<span class="_ _0"></span>or o NGCIC e como </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
<div id="pf16" class="pf w2 h2" data-page-no="16"><div class="pc pc16 w2 h2"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c xa y31 w3 hb"><div class="t m0 xb hc y32 ff5 fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x45 hd y33 ff4 fs7 fc2 sc0 ls2e ws4c">21</div><div class="t m0 x2 he y34 ff6 fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m98 x2 h13 y124 ff9 fs3 fc0 sc0 ls16 ws34">scal <span class="_ _3"></span>a <span class="_ _4"></span>Coordenação <span class="_ _3"></span>de <span class="_ _4"></span>Gestão <span class="_ _3"></span>de <span class="_ _4"></span>Eventos, <span class="_ _3"></span>da <span class="_ _4"></span>SRPPM. <span class="_ _3"></span>A </div><div class="t m0 x2 h13 y125 ff9 fs3 fc0 sc0 ls0 ws0">Secom está realizando estudos técnicos <span class="_ _0"></span>para aprimorar as </div><div class="t m0 x2 h11 y126 ff1 fs3 fc0 sc0 ls0 ws0">futuras contratações.</div><div class="t m0 x2 h11 y127 ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O:<span class="ff1"> cumprida.</span></div><div class="t m99 x2 h13 y128 ff4 fs3 fc0 sc0 ls16 wsb">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff9 ws34"> <span class="_ _4"></span>o <span class="_ _4"></span>NCAS se <span class="_ _4"></span>reunirá </span></div><div class="t m0 x2 h11 y129 ff9 fs3 fc0 sc0 ls0 ws0">com a <span class="_ _3"></span>SRPPM <span class="_ _3"></span>para <span class="_ _3"></span>denir <span class="_ _3"></span>a <span class="_ _3"></span>melhor <span class="_ _3"></span>forma de <span class="_ _3"></span>dar <span class="_ _3"></span>continui<span class="ff1">-</span></div><div class="t m0 x2 h13 y12a ff9 fs3 fc0 sc0 ls0 ws0">dade à ação.</div><div class="t m0 x68 h7 y39 ff4 fs0 fc2 sc0 ls0 ws0">4. CONTRA<span class="_ _1"></span>T<span class="_ _0"></span>O COM A AP<span class="_ _1"></span>AE-DF </div><div class="t m0 x68 h7 y3a ff4 fs0 fc2 sc0 ls0 ws0">P<span class="_ _1"></span>AR<span class="_ _3"></span>A HIGIENIZAÇÃO DO A<span class="_ _0"></span>CER<span class="_ _0"></span>V<span class="_ _0"></span>O D<span class="_ _0"></span>A </div><div class="t m0 x68 h7 y3b ff4 fs0 fc2 sc0 ls0 ws0">BIBLIOTEC<span class="_ _0"></span>A DO SENADO FEDERAL </div><div class="t m9a x2 h11 y3e ff4 fs3 fc0 sc0 ls6 wse">INFORMAÇÕES ADICIONAIS: <span class="ff1">o Contrato 134/20<span class="_ _0"></span>15 f<span class="_ _0"></span>oi prorro<span class="ls0 ws0">-</span></span></div><div class="t m0 x2 h13 y3f ff9 fs3 fc0 sc0 ls0 ws0">gado até <span class="_ _0"></span>8 de <span class="_ _0"></span>dezembro <span class="_ _0"></span>de 20<span class="_ _0"></span>19, <span class="_ _0"></span>por meio <span class="_ _0"></span>do Quarto <span class="_ _0"></span>T<span class="_ _1"></span>ermo </div><div class="t m0 x2 h11 y40 ff1 fs3 fc0 sc0 ls0 ws0">Aditivo (NU<span class="_ _0"></span>P 00100.123422/20<span class="_ _0"></span>18-6<span class="_ _0"></span>1). </div><div class="t m0 x2 h11 y41 ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O:<span class="ff1"> cumprida.</span></div><div class="t m3d x2 h13 y42 ff4 fs3 fc0 sc0 ls0 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020: <span class="ff9 ws0">a <span class="_ _0"></span>ação <span class="_ _1"></span>será mantida </span></div><div class="t m9b x2 h13 y43 ff9 fs3 fc0 sc0 ls9 ws10">e <span class="_ _0"></span>será <span class="_ _1"></span>realizado <span class="_ _0"></span>um <span class="_ _1"></span>estudo <span class="_ _0"></span>de <span class="_ _0"></span>viabilidade <span class="_ _1"></span>para <span class="_ _0"></span>ampliação <span class="_ _1"></span>do </div><div class="t m0 x2 h11 y44 ff1 fs3 fc0 sc0 ls0 ws0">escopo da contratação.</div><div class="t m0 x68 h7 y48 ff4 fs0 fc2 sc0 ls0 ws0">5. PROGRAMA DE ACOMP<span class="_ _1"></span>ANHAMENT<span class="_ _0"></span>O </div><div class="t m0 x68 h7 y49 ff4 fs0 fc2 sc0 ls0 ws0">DOS SERVIDORES COM DEFICIÊNCIA</div><div class="t m9c x2 h11 y4b ff4 fs3 fc0 sc0 ls2d ws9">INFORMAÇÕES ADICIONAIS: <span class="ff1">as demandas pontuais apresen<span class="ls0 ws0">-</span></span></div><div class="t m9d x2 h13 y4c ff9 fs3 fc0 sc0 ls2 ws2d">tadas <span class="_ _3"></span>por <span class="_ _4"></span>colaboradores <span class="_ _3"></span>com <span class="_ _4"></span>deciência <span class="_ _3"></span>foram <span class="_ _3"></span>atendidas </div><div class="t m22 x2 h13 y4d ff9 fs3 fc0 sc0 lsd ws16">pelo <span class="_ _0"></span>NCA<span class="_ _1"></span>S. <span class="_ _0"></span>O <span class="_ _1"></span>Programa <span class="_ _0"></span>de <span class="_ _1"></span>Acompanhamento <span class="_ _0"></span>será <span class="_ _1"></span>retomado </div><div class="t m0 x2 h11 y4e ff1 fs3 fc0 sc0 ls0 ws0">em 2019.</div><div class="t m0 x2 h11 y4f ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O:<span class="ff1"> parcialmente cumprida<span class="_ _0"></span>.</span></div><div class="t m9e x2 h11 y50 ff4 fs3 fc0 sc0 ls8 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>AR<span class="_ _3"></span>A 2019-2020:<span class="ff1"> manutenção da ação, </span></div><div class="t m0 x2 h11 y51 ff1 fs3 fc0 sc0 ls0 ws0">com estabelecimento de metas e prazos.</div><div class="t m0 x68 h7 y55 ff4 fs0 fc2 sc0 ls0 ws0">6. MAPEAMENTO D<span class="_ _1"></span>AS PESSO<span class="_ _1"></span>AS COM </div><div class="t m0 x68 h7 y56 ff4 fs0 fc2 sc0 ls0 ws0">DEFICIÊNCIA NO SENADO FEDERAL </div><div class="t m0 x2 h11 y58 ff4 fs3 fc0 sc0 ls7 ws14">INFORMAÇÕES ADICIONAIS:<span class="ff1"> o mapeamento f<span class="_ _0"></span>oi realizado,<span class="_ _0"></span> </span></div><div class="t m0 x2 h11 y59 ff9 fs3 fc0 sc0 ls7 wsa">com os <span class="_ _0"></span>dados <span class="_ _0"></span>se <span class="_ _0"></span>servidores, estagiários e <span class="_ _0"></span>jo<span class="_ _0"></span>vens <span class="_ _0"></span>aprendi<span class="ff1 ls0 ws0">-</span></div><div class="t m0 x2 h13 y5a ff9 fs3 fc0 sc0 ls7 wsa">zes com deciência fornecidos pela Secretaria de Gestão </div><div class="t m9f x2 h13 y5b ff9 fs3 fc0 sc0 ls2f ws4d">de <span class="_ _4"></span>Pes<span class="_ _0"></span>soas. <span class="_ _3"></span>Ressalta-se <span class="_ _3"></span>que <span class="_ _2"></span>no <span class="_ _3"></span>recadastramento <span class="_ _3"></span>anual </div><div class="t ma0 x2 h11 y5c ff1 fs3 fc0 sc0 ls7 wsb">dos ser<span class="_ _3"></span>vidores existe um campo de preenchiment<span class="_ _0"></span>o obri</div><div class="t m2a x73 h11 y5c ff1 fs3 fc0 sc0 ls0 ws0">-</div><div class="t m0 x2 h13 y5d ff9 fs3 fc0 sc0 ls7 wsa">gatório <span class="_ _3"></span>em <span class="_ _3"></span>que <span class="_ _3"></span>a <span class="_ _3"></span>pes<span class="_ _0"></span>soa <span class="_ _3"></span>informa se <span class="_ _3"></span>possui algum <span class="_ _3"></span>tipo <span class="_ _3"></span>de </div><div class="t m0 x2 h13 y5e ff9 fs3 fc0 sc0 ls7 wsa">deciência.</div><div class="t m0 x74 hd y172 ff4 fs7 fc5 sc0 ls0 ws0">Colaboradores do Senado</div><div class="t m0 x75 h36 y173 ff8 fs1f fc0 sc0 ls0 ws0">Servidores<span class="_ _9"> </span>T<span class="_ _1"></span>erceirizados<span class="_ _3b"> </span>Estagiários<span class="_ _3c"> </span>Jov<span class="_ _0"></span>ens </div><div class="t m0 x76 h36 y174 ff8 fs1f fc0 sc0 ls0 ws0">Aprendizes</div><div class="t m0 x5d h37 y175 ff4 fs1f fc0 sc0 ls0 ws0">Com </div><div class="t m0 x5d h38 y176 ff1a fs1f fc0 sc0 ls0 ws0">deciência</div><div class="t m0 x25 h39 y177 ff1 fs1f fc0 sc0 ls0 ws0">94<span class="_ _3d"> </span>37<span class="_ _3e"> </span>39<span class="_ _3f"> </span>7</div><div class="t m0 x5d h39 y178 ff4 fs1f fc0 sc0 ls0 ws0">T<span class="_ _1"></span>otal<span class="_ _3d"> </span><span class="ff1">6.095<span class="_ _40"> </span>1.640<span class="_ _41"> </span>532<span class="_ _42"> </span>134</span></div><div class="t m0 x5d h39 y179 ff4 fs1f fc0 sc0 ls0 ws0">Percentual<span class="_ _43"> </span><span class="ff1">1,5%<span class="_ _44"> </span>2,3%<span class="_ _45"> </span>7<span class="_ _0"></span>,3%<span class="_ _46"> </span>5,2%</span></div><div class="t m1a x77 h3a y17a ff1a fs3 fc5 sc0 lsf ws19">Colaboradore<span class="_ _0"></span>s <span class="_ _1"></span>com <span class="_ _0"></span>deciência <span class="_ _1"></span>por <span class="_ _1"></span>tipo <span class="_ _0"></span>de <span class="_ _1"></span>vínculo <span class="_ _1"></span>– <span class="_ _0"></span>2018</div><div class="t m0 x77 h23 y17b ff1a fs7 fc0 sc0 ls0 ws0">Efetiv<span class="_ _0"></span>os<span class="_ _2c"> </span><span class="ff1">68</span></div><div class="t m0 x77 h23 y17c ff4 fs7 fc0 sc0 ls0 ws0">Comissionados<span class="_ _47"> </span><span class="ff1">26</span></div><div class="t m0 x77 h23 y17d ff4 fs7 fc0 sc0 ls0 ws0">T<span class="_ _1"></span>erceirizados<span class="_ _48"> </span><span class="ff1">37</span></div><div class="t m0 x77 h23 y17e ff4 fs7 fc0 sc0 ls0 ws0">Estagiários<span class="_ _49"> </span><span class="ff1">39</span></div><div class="t m0 x77 h23 y17f ff1a fs7 fc0 sc0 ls0 ws0">Jov<span class="_ _0"></span>ens aprendizes<span class="_ _34"> </span><span class="ff1">7</span></div><div class="t m0 x77 h23 y180 ff4 fs7 fc0 sc0 ls0 ws0">T<span class="_ _1"></span>otal<span class="_ _4a"> </span><span class="ff1">177</span></div><div class="t m0 x14 h11 y42 ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O:<span class="ff1"> cumprida.</span></div><div class="t m90 x14 h11 y43 ff4 fs3 fc0 sc0 ls8 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020: <span class="ff1">manutenção da ação.</span></div><div class="t m0 x46 h7 y47 ff4 fs0 fc2 sc0 ls0 ws0">7<span class="_ _1"></span>. ADEQUAÇÃ<span class="_ _0"></span>O DOS NO<span class="_ _0"></span>V<span class="_ _0"></span>OS CONTEÚDOS </div><div class="t m0 x46 h7 y48 ff4 fs0 fc2 sc0 ls0 ws0">DOS CURSOS OFERECIDOS PELO </div><div class="t m0 x46 h7 y49 ff4 fs0 fc2 sc0 ls0 ws0">SENADO FEDERAL AOS P<span class="_ _1"></span>ADRÕES DE </div><div class="t m0 x46 h7 y4a ff4 fs0 fc2 sc0 ls0 ws0">ACESSIBILID<span class="_ _1"></span>ADE. </div><div class="t ma1 x14 h13 y4c ff4 fs3 fc0 sc0 ls17 wsb">INFORMAÇÕES ADICIONAIS: <span class="ff9 ws11">o <span class="_ _3"></span>software <span class="_ _3"></span>utilizado <span class="_ _4"></span>pelo <span class="_ _4"></span>ILB </span></div><div class="t ma2 x14 h13 y4d ff9 fs3 fc0 sc0 ls16 ws34">é <span class="_ _3"></span>compatível <span class="_ _3"></span>com <span class="_ _4"></span>leitores <span class="_ _3"></span>de <span class="_ _3"></span>tela <span class="_ _4"></span>e <span class="_ _3"></span>as <span class="_ _4"></span>imagens <span class="_ _3"></span>dos <span class="_ _4"></span>livros </div><div class="t m0 x14 h13 y4e ff9 fs3 fc0 sc0 ls0 ws0">digitais <span class="_ _3"></span>f<span class="_ _0"></span>oram descritas. <span class="_ _3"></span>O <span class="_ _3"></span>ILB <span class="_ _3"></span>está trabalhando <span class="_ _3"></span>no <span class="_ _3"></span>projeto </div><div class="t ma3 x14 h11 y4f ff1 fs3 fc0 sc0 ls2 wsb">de aces<span class="_ _0"></span>sibilidade das vídeo-aulas, com inclusão de audio<span class="ls0 ws0">-</span></div><div class="t m0 x14 h13 y50 ff9 fs3 fc0 sc0 ls0 ws0">descrição e janela de Libras.</div><div class="t m0 x14 h11 y51 ff4 fs3 fc0 sc0 ls0 ws0">SITUAÇÃ<span class="_ _0"></span>O:<span class="ff1"> cumprida.</span></div><div class="t m90 x14 h11 y52 ff4 fs3 fc0 sc0 ls8 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020: <span class="ff1">manutenção da ação.</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 x17 y31 w3 hb"><div class="t m0 xb hc y32 ffb fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x18 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">22</div><div class="t m0 x19 he y34 ffc fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x35 h7 y124 ff4 fs0 fc2 sc0 ls0 ws0">8. SENSIBILIZAÇÃ<span class="_ _0"></span>O D<span class="_ _0"></span>A COMUNID<span class="_ _0"></span>ADE </div><div class="t m0 x35 h7 y125 ff4 fs0 fc2 sc0 ls0 ws0">INTERNA SOBRE ACESSIBILID<span class="_ _1"></span>ADE </div><div class="t ma4 x18 h11 y127 ff4 fs3 fc0 sc0 ls5 wsc">INFORMAÇÕES ADICIONAIS:<span class="ff1"> f<span class="_ _0"></span>oram elaboradas cartilhas </span></div><div class="t ma5 x18 h13 y128 ff9 fs3 fc0 sc0 ls17 ws11">sobre <span class="_ _3"></span>como <span class="_ _4"></span>se <span class="_ _3"></span>relacionar <span class="_ _4"></span>com <span class="_ _3"></span>pessoas <span class="_ _3"></span>com <span class="_ _4"></span>deciência <span class="_ _3"></span>e </div><div class="t ma6 x18 h13 y129 ff9 fs3 fc0 sc0 ls0 ws0">sobre <span class="_ _0"></span>as <span class="_ _1"></span>ações <span class="_ _0"></span>de <span class="_ _0"></span>aces<span class="_ _0"></span>sibilidade <span class="_ _1"></span>no <span class="_ _0"></span>Senado, <span class="_ _1"></span>as quais <span class="_ _1"></span>foram </div><div class="t m0 x18 h13 y12a ff9 fs3 fc0 sc0 ls0 ws0">entregues em ocinas, ações <span class="_ _3"></span>de capacitação e <span class="_ _3"></span>eventos do </div><div class="t m0 x18 h11 y36 ff1 fs3 fc0 sc0 ls0 ws0">Senado Inclusivo. </div><div class="t ma7 x18 h11 y37 ff1 fs3 fc0 sc0 ls23 wsc">Em dezembro, f<span class="_ _0"></span>oi realizada a 12ª Semana de V<span class="_ _0"></span>alorização<span class="_ _0"></span> </div><div class="t m0 x18 h11 y35 ff9 fs3 fc0 sc0 ls0 ws0">da <span class="_ _3"></span>Pes<span class="_ _0"></span>soa <span class="_ _3"></span>com <span class="_ _3"></span>Deciência, <span class="_ _3"></span>que <span class="_ _3"></span>contou <span class="_ _3"></span>com <span class="_ _3"></span>ocina <span class="_ _3"></span>de <span class="_ _3"></span>fo<span class="ff1">-</span></div><div class="t ma8 x18 h13 y39 ff9 fs3 fc0 sc0 ls5 ws30">tograa <span class="_ _3"></span>inclusiva, <span class="_ _4"></span>encontro <span class="_ _3"></span>de <span class="_ _4"></span>pais, <span class="_ _4"></span>mães <span class="_ _4"></span>e <span class="_ _3"></span>educadores </div><div class="t ma9 x18 h13 y3a ff9 fs3 fc0 sc0 ls2 ws2d">de <span class="_ _3"></span>pessoas <span class="_ _3"></span>com <span class="_ _3"></span>deciência, <span class="_ _4"></span>visita <span class="_ _3"></span>institucional <span class="_ _4"></span>em <span class="_ _4"></span>Libras </div><div class="t maa x18 h11 y3b ff1 fs3 fc0 sc0 ls9 wse">realizada por alunos da Escola Bilíngue de Taguatinga, entr<span class="_ _0"></span>e </div><div class="t m0 x18 h11 y3d ff1 fs3 fc0 sc0 ls0 ws4e">outras atividades. A programação completa pode ser vista </div><div class="t mab x18 h13 y3e ff9 fs3 fc0 sc0 ls4 ws24">em:<span class="ff1b ws4f"> https://www12.senado.leg.br/institucional/progr<span class="_ _0"></span>amas/</span></div><div class="t m0 x18 h11 y3f ff1b fs3 fc0 sc0 ls0 ws0">senado-inclusivo/pdf/xxi-semana-de-<span class="_ _0"></span>v<span class="_ _0"></span>alorizacao-1<span class="ff1">.</span></div><div class="t m90 x18 h11 y40 ff4 fs3 fc0 sc0 ls8 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020: <span class="ff1">manutenção da ação.</span></div><div class="t m0 x78 h24 y181 ff4 fs13 fc2 sc0 ls0 ws0">133</div><div class="t m0 x67 h25 y182 ff3 fs14 fc0 sc0 ls0 ws0">vagas de </div><div class="t m0 x13 h25 y183 ff3 fs14 fc0 sc0 ls0 ws0">estacionamento </div><div class="t m0 x79 h25 y184 ff3 fs14 fc0 sc0 ls0 ws0">para <span class="ff2">idosos</span></div><div class="t m0 x7a h24 y185 ff4 fs13 fc2 sc0 ls0 ws0">76</div><div class="t m0 x67 h25 y186 ff3 fs14 fc0 sc0 ls0 ws0">vagas de </div><div class="t m0 x13 h25 y187 ff3 fs14 fc0 sc0 ls0 ws0">estacionamento </div><div class="t m0 x7b h25 y188 ff3 fs14 fc0 sc0 ls0 ws0">para <span class="ff2">PCDs</span></div><div class="t m0 x35 h7 y59 ff4 fs0 fc2 sc0 ls0 ws0">9. MANUTENÇÃO DE V<span class="_ _b"></span>A<span class="_ _0"></span>GA<span class="_ _1"></span>S </div><div class="t m0 x35 h7 y5a ff4 fs0 fc2 sc0 ls0 ws0">RESERV<span class="_ _b"></span>AD<span class="_ _0"></span>A<span class="_ _1"></span>S NOS EST<span class="_ _1"></span>ACIONAMENT<span class="_ _0"></span>OS </div><div class="t m0 x35 h7 y5b ff4 fs0 fc2 sc0 ls0 ws0">P<span class="_ _1"></span>AR<span class="_ _3"></span>A O USO D<span class="_ _0"></span>A<span class="_ _0"></span>S PESSO<span class="_ _0"></span>A<span class="_ _1"></span>S COM </div><div class="t m0 x35 h7 y5c ff4 fs0 fc2 sc0 ls0 ws0">DEFICIÊNCIA OU MOBILID<span class="_ _0"></span>ADE REDUZID<span class="_ _0"></span>A </div><div class="t m0 x35 h7 y5d ff4 fs0 fc2 sc0 ls0 ws0">E IDOSOS</div><div class="t m0 x18 h11 y5f ff4 fs3 fc0 sc0 ls0 ws1a">INFORMAÇÕES ADICIONAIS: <span class="ff1">o Senado mantev<span class="_ _0"></span>e a seguinte </span></div><div class="t mac x18 h13 y60 ff9 fs3 fc0 sc0 ls0 ws0">quantidade <span class="_ _0"></span>de <span class="_ _1"></span>vagas <span class="_ _0"></span>reservadas: <span class="_ _0"></span>133 <span class="_ _1"></span>vagas <span class="_ _0"></span>para <span class="_ _1"></span>idosos <span class="_ _0"></span>e <span class="_ _0"></span>76 </div><div class="t mad x6a h13 y124 ff9 fs3 fc0 sc0 ls2 ws2d">vagas <span class="_ _3"></span>para <span class="_ _3"></span>pessoas <span class="_ _3"></span>com <span class="_ _3"></span>deciência, <span class="_ _3"></span>o <span class="_ _4"></span>que <span class="_ _3"></span>corresponde <span class="_ _4"></span>a </div><div class="t m0 x6a h11 y125 ff1 fs3 fc0 sc0 ls0 ws0">4,6% e 2,6% do total de vagas, respectiv<span class="_ _0"></span>amente.</div><div class="t m90 x6a h11 y126 ff4 fs3 fc0 sc0 ls8 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff1"> manutenção da ação.</span></div><div class="t m0 x72 h7 y12a ff4 fs0 fc2 sc0 ls0 ws0">10. ACESSIBILID<span class="_ _1"></span>ADE DOS DOCUMENTOS </div><div class="t m0 x72 h7 y36 ff4 fs0 fc2 sc0 ls0 ws0">FUNCIONAIS DOS SERVIDORES COM </div><div class="t m0 x72 h7 y37 ff4 fs0 fc2 sc0 ls0 ws0">DEFICIÊNCIA VISUAL</div><div class="t m9 x6a h11 y39 ff4 fs3 fc0 sc0 ls1b ws50">INFORMAÇÕES ADICIONAIS:<span class="ff1"> os documentos funcionais </span></div><div class="t mae x6a h13 y3a ff9 fs3 fc0 sc0 ls6 ws1a">como <span class="_ _0"></span>contracheque <span class="_ _1"></span>podem <span class="_ _0"></span>ser <span class="_ _1"></span>acessados <span class="_ _1"></span>em f<span class="_ _0"></span>ormat<span class="_ _0"></span>o <span class="_ _0"></span>PDF<span class="_ _1"></span>, </div><div class="t m0 x6a h11 y3b ff1 fs3 fc0 sc0 ls0 ws0">aces<span class="_ _0"></span>sível aos leitores de t<span class="_ _0"></span>ela.</div><div class="t m90 x6a h11 y3d ff4 fs3 fc0 sc0 ls8 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff1"> manutenção da ação.</span></div><div class="t m0 x72 h7 y41 ff4 fs0 fc2 sc0 ls0 ws0">11. DISPONIBILIZAÇÃ<span class="_ _0"></span>O DE TRANSPORTE </div><div class="t m0 x72 h7 y42 ff4 fs0 fc2 sc0 ls0 ws0">INTERNO P<span class="_ _1"></span>AR<span class="_ _3"></span>A OS SERVIDORES COM </div><div class="t m0 x72 h7 y43 ff4 fs0 fc2 sc0 ls0 ws0">DEFICIÊNCIA </div><div class="t maf x6a h11 y45 ff4 fs3 fc0 sc0 ls17 wsb">INFORMAÇÕES ADICIONAIS: <span class="ff1">o Ser<span class="_ _3"></span>viço de T<span class="_ _0"></span>ransporte dis<span class="ls0 ws0">-</span></span></div><div class="t m0 x6a h11 y46 ff1 fs3 fc0 sc0 ls0 ws51">ponibilizou carro comum e carro adaptado, de acordo c<span class="_ _0"></span>om </div><div class="t mb0 x6a h11 y47 ff1 fs3 fc0 sc0 lsd wse">as demandas apresentadas pelos colaboradores do Senado. </div><div class="t mb1 x6a h11 y48 ff1 fs3 fc0 sc0 ls6 wse">As solicitações f<span class="_ _0"></span>oram encaminhadas por meio da Central de </div><div class="t m0 x6a h11 y49 ff1 fs3 fc0 sc0 ls0 ws52">Ser<span class="_ _3"></span>viços, onde f<span class="_ _0"></span>oi inserida a opção de solicitação do carro </div><div class="t m0 x6a h11 y4a ff1 fs3 fc0 sc0 ls0 ws0">adaptado.</div><div class="t m90 x6a h11 y4b ff4 fs3 fc0 sc0 ls8 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff1"> manutenção da ação.</span></div><div class="t m0 x7c h26 y189 ff2 fs14 fc0 sc0 ls0 ws0">Carro adap<span class="_ _0"></span>tado </div><div class="t m0 x7d h25 y18a ff3 fs14 fc0 sc0 ls0 ws0">para ser<span class="_ _3"></span>vidores </div><div class="t m0 x7c h27 y18b ff11 fs14 fc0 sc0 ls0 ws0">com deciência</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 xa y31 w3 hb"><div class="t m0 xb hc y32 ff5 fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x7e hd y33 ff4 fs7 fc2 sc0 ls8 wsf">23</div><div class="t m0 x2 he y34 ff6 fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x68 h7 y124 ff4 fs0 fc2 sc0 ls0 ws0">12. ACOM<span class="_ _0"></span>P<span class="_ _1"></span>ANHAMENTO D<span class="_ _0"></span>A SOLICIT<span class="_ _b"></span>AÇÃO </div><div class="t m0 x68 h7 y125 ff4 fs0 fc2 sc0 ls0 ws0">REALIZAD<span class="_ _0"></span>A AO DETRAN-DF P<span class="_ _1"></span>ARA </div><div class="t m0 x68 h7 y126 ff4 fs0 fc2 sc0 ls0 ws0">INST<span class="_ _1"></span>ALAÇÃO DE SINALIZAÇÃ<span class="_ _0"></span>O SONORA </div><div class="t m0 x68 h7 y127 ff4 fs0 fc2 sc0 ls0 ws0">NA<span class="_ _0"></span>S F<span class="_ _1"></span>AIXA<span class="_ _1"></span>S DE PEDESTRES NA VIA N2 </div><div class="t m0 x68 h7 y128 ff4 fs0 fc2 sc0 ls0 ws0">NA<span class="_ _0"></span>S IMEDIAÇÕES D<span class="_ _1"></span>AS DEPEN<span class="_ _0"></span>DÊNCIA<span class="_ _0"></span>S </div><div class="t m0 x68 h7 y129 ff4 fs0 fc2 sc0 ls0 ws0">DO SENADO FEDERAL </div><div class="t mb2 x2 h11 y36 ff4 fs3 fc0 sc0 ls4 ws24">OBSERV<span class="_ _b"></span>AÇÕES:<span class="ff1 wsb"> foi enviado no<span class="_ _0"></span>vo ofício ao diret<span class="_ _0"></span>or do De<span class="ls0 ws0">-</span></span></div><div class="t m0 x2 h11 y37 ff1 fs3 fc0 sc0 ls0 ws0">tran-DF<span class="_ _0"></span>.</div><div class="t mb3 x2 h11 y35 ff4 fs3 fc0 sc0 lsd ws9">ENCAMINHAMENT<span class="_ _1"></span>O PARA 2019-20<span class="_ _0"></span>20: <span class="ff1">manutenção da ação</span></div><div class="t m0 x68 h1e y3d ff4 fs2 fc2 sc0 ls0 ws0">13 ACESSIBILID<span class="_ _1"></span>ADE NO ESP<span class="_ _0"></span>AÇO DO </div><div class="t m0 x68 h1e y18c ff4 fs2 fc2 sc0 ls0 ws0">SERVIDOR </div><div class="t mb4 x2 h13 y40 ff4 fs3 fc0 sc0 ls23 ws3a">OBSERV<span class="_ _b"></span>AÇÕES: <span class="_ _4"></span><span class="ff9">o <span class="_ _4"></span>pavimento <span class="_ _3"></span>térreo, <span class="_ _4"></span>onde <span class="_ _3"></span>funcionam <span class="_ _4"></span>os </span></div><div class="t m0 x2 h11 y41 ff1 fs3 fc0 sc0 ls0 ws53">restaurantes atualmente<span class="_ _0"></span>, pos<span class="_ _0"></span>sui banheiros aces<span class="_ _0"></span>síveis, piso </div><div class="t m0 x2 h13 y42 ff9 fs3 fc0 sc0 ls0 ws0">tátil, <span class="_ _0"></span>espaço <span class="_ _0"></span>adequado <span class="_ _0"></span>para <span class="_ _1"></span>circulação e <span class="_ _0"></span>mesas <span class="_ _1"></span>reser<span class="_ _3"></span>vadas </div><div class="t mb5 x2 h13 y43 ff9 fs3 fc0 sc0 ls6 ws1a">para <span class="_ _0"></span>pes<span class="_ _0"></span>soas <span class="_ _1"></span>com <span class="_ _0"></span>deciência <span class="_ _0"></span>ou <span class="_ _1"></span>mobilidade <span class="_ _0"></span>reduzida. <span class="_ _1"></span>Após </div><div class="t mb6 x2 h13 y44 ff9 fs3 fc0 sc0 ls6 ws1a">avaliação, <span class="_ _1"></span>a <span class="_ _0"></span>SINFRA identicou <span class="_ _1"></span>a <span class="_ _0"></span>neces<span class="_ _0"></span>sidade <span class="_ _1"></span>de pr<span class="_ _0"></span>omoção </div><div class="t m6c x2 h11 y45 ff1 fs3 fc0 sc0 ls4 wsb">de ações para ref<span class="_ _0"></span>orço estrutural  do Espaço do Servidor, </div><div class="t mb7 x2 h11 y46 ff1 fs3 fc0 sc0 ls23 wsc">antes de realizar intervenções para promo<span class="_ _0"></span>ver aces<span class="_ _0"></span>so ao </div><div class="t m0 x2 h11 y47 ff1 fs3 fc0 sc0 ls0 ws51">piso superior. Para is<span class="_ _0"></span>so, estão sendo r<span class="_ _0"></span>ealizadas avaliações </div><div class="t m0 x2 h11 y48 ff1 fs3 fc0 sc0 ls0 ws0">t<span class="ff9">écnicas</span>.</div><div class="t mb8 x2 h11 y49 ff4 fs3 fc0 sc0 ls2 wsb">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff1"> o Espaço do Servi<span class="ls0 ws0">-</span></span></div><div class="t m6b x2 h13 y4a ff9 fs3 fc0 sc0 ls4 ws24">dor <span class="_ _3"></span>está <span class="_ _4"></span>contemplado <span class="_ _3"></span>no <span class="_ _4"></span>escopo <span class="_ _4"></span>da <span class="_ _3"></span>ação <span class="_ _4"></span>1.4 <span class="_ _4"></span>(Proposição </div><div class="t mb9 x2 h13 y4b ff9 fs3 fc0 sc0 ls3 ws12">de <span class="_ _3"></span>projeto <span class="_ _3"></span>arquitetônico <span class="_ _3"></span>para <span class="_ _3"></span>acessibilidade <span class="_ _3"></span>das <span class="_ _4"></span>áreas <span class="_ _3"></span>de </div><div class="t m0 x2 h13 y4c ff9 fs3 fc0 sc0 ls0 ws0">grande cir<span class="_ _0"></span>culação do <span class="_ _0"></span>Senado <span class="_ _0"></span>F<span class="_ _0"></span>ederal), <span class="_ _0"></span>que <span class="_ _0"></span>será <span class="_ _0"></span>mantida na </div><div class="t m0 x2 h11 y4d ff1 fs3 fc0 sc0 ls0 ws0">próxima versão do Plano. </div><div class="t m0 x68 h7 y51 ff4 fs0 fc2 sc0 ls0 ws0">14. CONTRA<span class="_ _1"></span>T<span class="_ _1"></span>AÇÃ<span class="_ _0"></span>O DE SERVIÇOS DE </div><div class="t m0 x68 h7 y52 ff4 fs0 fc2 sc0 ls0 ws0">MANUTENÇÃO DE EQUIP<span class="_ _1"></span>AMENT<span class="_ _0"></span>OS DE </div><div class="t m0 x68 h7 y53 ff4 fs0 fc2 sc0 ls0 ws0">IMPRESSÃ<span class="_ _0"></span>O EM BRAILLE</div><div class="t mba x2 h11 y55 ff4 fs3 fc0 sc0 ls1 ws1c">OBSERV<span class="_ _b"></span>AÇÕES: <span class="_ _0"></span><span class="ff9">a <span class="_ _1"></span>contratação <span class="_ _0"></span>da <span class="_ _1"></span>manutenção <span class="_ _0"></span>dos <span class="_ _1"></span>maquiná<span class="ff1 ls0 ws0">-</span></span></div><div class="t m0 x2 h11 y56 ff1 fs3 fc0 sc0 ls0 ws54">rios, inclusive Braille<span class="_ _0"></span>, foi c<span class="_ _0"></span>ompletamente atendida por meio </div><div class="t m0 x2 h11 y57 ff1 fs3 fc0 sc0 ls0 ws55">do Contrato 15/20<span class="_ _0"></span>18. T<span class="_ _0"></span>rata-se do contrat<span class="_ _0"></span>o de mão-de-obra </div><div class="t mbb x2 h13 y58 ff9 fs3 fc0 sc0 ls4 ws24">da <span class="_ _3"></span>SEGR<span class="_ _3"></span>AF <span class="_ _4"></span>que <span class="_ _4"></span>englobou <span class="_ _3"></span>4 <span class="_ _4"></span>mecânicos <span class="_ _4"></span>grácos. <span class="_ _3"></span>Assim, <span class="_ _3"></span>a </div><div class="t mbc x2 h11 y59 ff9 fs3 fc0 sc0 ls4 ws24">demanda <span class="_ _3"></span>de <span class="_ _4"></span>atendimento <span class="_ _3"></span>das <span class="_ _3"></span>máquinas <span class="_ _4"></span>Braille <span class="_ _3"></span>estão <span class="_ _4"></span>su<span class="ff1 ls0 ws0">-</span></div><div class="t m0 x2 h11 y5a ff1 fs3 fc0 sc0 ls0 ws38">pridas, sem a neces<span class="_ _0"></span>sidade de contratação especial para os </div><div class="t m0 x2 h13 y5b ff9 fs3 fc0 sc0 ls0 ws0">ref<span class="_ _0"></span>eridos equipamentos, mas sim com post<span class="_ _0"></span>o de trabalho. </div><div class="t m0 x2 h13 y5c ff4 fs3 fc0 sc0 ls0 ws21">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020: <span class="ff9 ws0">a ação <span class="_ _0"></span>será <span class="_ _0"></span>retirada </span></div><div class="t m0 x2 h11 y5d ff1 fs3 fc0 sc0 ls0 ws0">do Plano.</div><div class="t m0 x46 h7 y124 ff4 fs0 fc2 sc0 ls0 ws0">15. AD<span class="_ _0"></span>APT<span class="_ _1"></span>AÇÃ<span class="_ _0"></span>O DOS COLET<span class="_ _0"></span>ORES </div><div class="t m0 x46 h7 y125 ff4 fs0 fc2 sc0 ls0 ws0">DE PONT<span class="_ _0"></span>O A<span class="_ _0"></span>OS SERVIDORES COM </div><div class="t m0 x46 h7 y126 ff4 fs0 fc2 sc0 ls0 ws0">DEFICIÊNCIA VISUAL </div><div class="t m9 x14 h13 y128 ff4 fs3 fc0 sc0 ls7 wsa">OBSERV<span class="_ _b"></span>AÇÕES: <span class="_ _4"></span><span class="ff9">a <span class="_ _4"></span>empresa <span class="_ _4"></span>responsável <span class="_ _3"></span>pelos <span class="_ _4"></span>coletores </span></div><div class="t m0 x14 h11 y129 ff1 fs3 fc0 sc0 ls0 ws3b">apresentou algumas opções de ajustes; após contat<span class="_ _0"></span>o com </div><div class="t mbd x14 h11 y12a ff9 fs3 fc0 sc0 ls2 ws2d">todos <span class="_ _3"></span>os <span class="_ _3"></span>ser<span class="_ _3"></span>vidores <span class="_ _4"></span>cadastrados <span class="_ _3"></span>como <span class="_ _4"></span>pessoas com <span class="_ _4"></span>de<span class="ff1 ls0 ws0">-</span></div><div class="t mbe x14 h13 y36 ff9 fs3 fc0 sc0 lsa ws18">ciência <span class="_ _3"></span>visual <span class="_ _4"></span>no <span class="_ _4"></span>Ergon, <span class="_ _3"></span>a <span class="_ _3"></span>SEGP <span class="_ _4"></span>vericou <span class="_ _3"></span>que <span class="_ _4"></span>nem <span class="_ _4"></span>todos </div><div class="t mbf x14 h13 y37 ff9 fs3 fc0 sc0 ls3 ws12">realizam <span class="_ _3"></span>registro <span class="_ _4"></span>biométrico <span class="_ _3"></span>do <span class="_ _4"></span>ponto <span class="_ _3"></span>e, <span class="_ _3"></span>quando <span class="_ _4"></span>o <span class="_ _3"></span>fazem, </div><div class="t m0 x14 h13 y35 ff9 fs3 fc0 sc0 ls0 ws0">não possuem nen<span class="_ _0"></span>hum tipo de diculdade. </div><div class="t m7e x14 h13 y39 ff4 fs3 fc0 sc0 ls9 ws9">ENCAMINHAMENT<span class="_ _1"></span>O PARA 2019-20<span class="_ _0"></span>20: <span class="ff9 ws10">a <span class="_ _0"></span>ação <span class="_ _1"></span>será <span class="_ _0"></span>mantida, </span></div><div class="t mc0 x14 h11 y3a ff1 fs3 fc0 sc0 ls0 wsb">tendo em vista a neces<span class="_ _0"></span>sidade de adaptação dos coletores </div><div class="t mc1 x14 h13 y3b ff9 fs3 fc0 sc0 ls1 ws1c">das <span class="_ _1"></span>empresas <span class="_ _0"></span>terceirizadas <span class="_ _1"></span>que <span class="_ _1"></span>prestam <span class="_ _0"></span>serviços <span class="_ _0"></span>ao <span class="_ _1"></span>Senado.</div><div class="t m0 x46 h7 y40 ff4 fs0 fc2 sc0 ls0 ws0">16. IMPLEMENT<span class="_ _1"></span>AÇÃ<span class="_ _0"></span>O DE AÇÕES EM </div><div class="t m0 x46 h7 y41 ff4 fs0 fc2 sc0 ls0 ws0">CONJUNT<span class="_ _0"></span>O COM A CÂMARA DOS </div><div class="t m0 x46 h7 y42 ff4 fs0 fc2 sc0 ls0 ws0">DEPUT<span class="_ _1"></span>ADOS P<span class="_ _1"></span>AR<span class="_ _3"></span>A GARANTIA DE </div><div class="t m0 x46 h7 y43 ff4 fs0 fc2 sc0 ls0 ws0">ACESSIBILID<span class="_ _1"></span>ADE NO PROGRA<span class="_ _3"></span>MA DE </div><div class="t m0 x46 h7 y44 ff4 fs0 fc2 sc0 ls0 ws0">VISIT<span class="_ _1"></span>AÇÃO DO S<span class="_ _0"></span>ENADO </div><div class="t m0 x14 h11 y46 ff1 fs3 fc0 sc0 ls0 ws0">1. <span class="_ _29"> </span>Produção de audioguias com audiodescrição; </div><div class="t m0 x14 h11 y47 ff1 fs3 fc0 sc0 ls0 ws0">2. <span class="_ _2a"> </span><span class="ff9">Garantia <span class="_ _3"></span>de <span class="_ _3"></span>acesso a <span class="_ _4"></span>pessoas com <span class="_ _3"></span>deciência <span class="_ _4"></span>ao <span class="_ _3"></span>ple</span>-</div><div class="t m0 x23 h13 y48 ff9 fs3 fc0 sc0 ls0 ws0">nário pelo térreo; </div><div class="t m0 x14 h11 y49 ff1 fs3 fc0 sc0 ls0 ws0">3. </div><div class="t mc2 x23 h13 y49 ff9 fs3 fc0 sc0 lsc ws15">Funcionament<span class="_ _0"></span>o <span class="_ _0"></span>do <span class="_ _1"></span>elevador <span class="_ _1"></span>de <span class="_ _0"></span>pes<span class="_ _0"></span>soas <span class="_ _1"></span>com <span class="_ _0"></span>deciência </div><div class="t m0 x23 h13 y4a ff9 fs3 fc0 sc0 ls0 ws0">durante os ns de semana; </div><div class="t m0 x14 h11 y4b ff1 fs3 fc0 sc0 ls0 ws0">4. </div><div class="t mc3 x23 h11 y4b ff9 fs3 fc0 sc0 ls8 wsf">Capacitação <span class="_ _1"></span>dos <span class="_ _0"></span>monitores <span class="_ _1"></span>em <span class="_ _0"></span>questões <span class="_ _1"></span>ligadas <span class="_ _0"></span>à <span class="_ _1"></span>aces<span class="ff1 ls0 ws0">-</span></div><div class="t m0 x23 h11 y4c ff1 fs3 fc0 sc0 ls0 ws0">sibilidade. </div><div class="t m3d x14 h13 y4d ff4 fs3 fc0 sc0 ls0 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff9 ws0"> <span class="_ _0"></span>a <span class="_ _1"></span>ação será <span class="_ _1"></span>mantida </span></div><div class="t m0 x14 h13 y4e ff9 fs3 fc0 sc0 ls0 ws0">na no<span class="_ _0"></span>va <span class="_ _0"></span>versão do <span class="_ _0"></span>Plano <span class="_ _0"></span>de Aces<span class="_ _1"></span>sibilidade, com adequação </div><div class="t m0 x14 h11 y4f ff1 fs3 fc0 sc0 ls0 ws0">das metas.</div><div class="t m0 x46 h7 y53 ff4 fs0 fc2 sc0 ls0 ws0">17<span class="_ _1"></span>. EXECUÇÃO DE CONTRA<span class="_ _b"></span>TOS DE </div><div class="t m0 x46 h7 y54 ff4 fs0 fc2 sc0 ls0 ws0">PROMOÇÃO D<span class="_ _0"></span>E ACESSIBILID<span class="_ _1"></span>ADE NA TV </div><div class="t m0 x46 h7 y55 ff4 fs0 fc2 sc0 ls0 ws0">SENADO</div><div class="t m0 x14 h11 y57 ff1 fs3 fc0 sc0 ls0 ws0">1. <span class="_ _29"> </span><span class="ff9">Closed caption (24 horas diárias);</span></div><div class="t m0 x14 h11 y58 ff1 fs3 fc0 sc0 ls0 ws0">2. <span class="_ _2a"> </span>Audiodescrição (6 horas semanais);</div><div class="t m0 x14 h11 y59 ff1 fs3 fc0 sc0 ls0 ws0">3. <span class="_ _2a"> </span><span class="ff9">Janela de Libras.</span></div><div class="t m9 x14 h11 y5a ff4 fs3 fc0 sc0 ls14 ws3c">OBSERV<span class="_ _b"></span>AÇÕES:<span class="ff1 ws22"> foi as<span class="_ _0"></span>sinado com a empresa Sho<span class="_ _0"></span>wcase<span class="_ _0"></span> </span></div><div class="t m0 x14 h13 y5b ff9 fs3 fc0 sc0 ls0 ws0">Pro T<span class="_ _1"></span>ecnolog<span class="_ _3"></span>ia Ltda., o <span class="_ _3"></span>Contrato 34/2018, com vigência até </div><div class="t m0 x14 h13 y5c ff9 fs3 fc0 sc0 ls0 ws0">11/4/20<span class="_ _0"></span>19, que <span class="_ _3"></span>trata <span class="_ _3"></span>do <span class="_ _3"></span>forneciment<span class="_ _0"></span>o de <span class="_ _3"></span>ser<span class="_ _3"></span>viços <span class="_ _3"></span>de closed </div><div class="t mc4 x14 h11 y5d ff9 fs3 fc0 sc0 ls23 ws3a">caption <span class="_ _3"></span>na <span class="_ _4"></span>TV <span class="_ _4"></span>Senado, <span class="_ _3"></span>durante <span class="_ _4"></span>toda <span class="_ _3"></span>a <span class="_ _4"></span>programação <span class="_ _4"></span>diá<span class="ff1 ls0 ws0">-</span></div><div class="t mc5 x14 h13 y5e ff9 fs3 fc0 sc0 ls23 ws3a">ria. <span class="_ _3"></span>A <span class="_ _4"></span>TV <span class="_ _4"></span>está <span class="_ _4"></span>avaliando <span class="_ _3"></span>a <span class="_ _4"></span>melhor <span class="_ _4"></span>forma <span class="_ _3"></span>de <span class="_ _4"></span>inserir <span class="_ _3"></span>janela </div><div class="t mc6 x14 h13 y5f ff9 fs3 fc0 sc0 ls3 ws12">de <span class="_ _3"></span>Libras. <span class="_ _4"></span>Quanto <span class="_ _3"></span>à <span class="_ _3"></span>audiodescrição, <span class="_ _4"></span>em <span class="_ _3"></span>janeiro <span class="_ _4"></span>de <span class="_ _3"></span>2019, <span class="_ _3"></span>o </div><div class="t mc7 x14 h11 y60 ff1 fs3 fc0 sc0 lsb wsb">proces<span class="_ _0"></span>so (00200.<span class="_ _0"></span>027870/20<span class="_ _0"></span>13-01) encontrav<span class="_ _0"></span>a-se em fase </div><div class="t m0 x14 h13 y122 ff9 fs3 fc0 sc0 ls0 ws0">nal de tramitação.</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 x17 y31 w3 hb"><div class="t m0 xb hc y32 ffb fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x18 hd y33 ff4 fs7 fc2 sc0 ls0 ws0">24</div><div class="t m0 x19 he y34 ffc fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m3d x18 h13 y124 ff4 fs3 fc0 sc0 ls0 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020: <span class="ff9 ws0">a <span class="_ _0"></span>ação <span class="_ _1"></span>será mantida </span></div><div class="t mc8 x18 h11 y125 ff1 fs3 fc0 sc0 lsa wsc">na nova v<span class="_ _0"></span>ersão do Plano de Aces<span class="_ _0"></span>sibilidade<span class="_ _0"></span>, com metas e </div><div class="t m0 x18 h11 y126 ff1 fs3 fc0 sc0 ls0 ws0">prazos estabelecidos.</div><div class="t m0 x35 h7 y12a ff4 fs0 fc2 sc0 ls0 ws0">18. GARANTIA DE A<span class="_ _b"></span>TENDIMENTO </div><div class="t m0 x35 h7 y36 ff4 fs0 fc2 sc0 ls0 ws0">PRIORIT<span class="_ _1"></span>ÁRIO AO S<span class="_ _0"></span>ERVIDOR COM </div><div class="t m0 x35 h7 y37 ff4 fs0 fc2 sc0 ls0 ws0">DEFICIÊNCIA NA TRAMIT<span class="_ _1"></span>AÇÃO DOS </div><div class="t m0 x35 h7 y35 ff4 fs0 fc2 sc0 ls0 ws0">PROCESSOS ADMINISTRA<span class="_ _1"></span>TIV<span class="_ _0"></span>OS (ART<span class="_ _1"></span>. 9º, </div><div class="t m0 x35 h7 y39 ff4 fs0 fc2 sc0 ls0 ws0">VII D<span class="_ _0"></span>A LEI 13.146/2015) </div><div class="t mc9 x18 h13 y3b ff9 fs3 fc0 sc0 ls6 ws1a">O <span class="_ _0"></span>Sigad <span class="_ _1"></span>passou <span class="_ _1"></span>a c<span class="_ _0"></span>onter <span class="_ _1"></span>a funcionalidade <span class="_ _1"></span>“Prioridade <span class="_ _0"></span>Legal”, </div><div class="t mca x18 h13 y3d ff9 fs3 fc0 sc0 lsf ws19">que <span class="_ _1"></span>permite <span class="_ _0"></span>que <span class="_ _1"></span>os <span class="_ _1"></span>ser<span class="_ _3"></span>vidores <span class="_ _0"></span>cadastrados <span class="_ _1"></span>como <span class="_ _0"></span>pes<span class="_ _0"></span>soa <span class="_ _1"></span>com </div><div class="t m0 x18 h13 y3e ff9 fs3 fc0 sc0 ls0 ws0">deciência no <span class="_ _3"></span>sistema <span class="_ _3"></span>Ergon <span class="_ _3"></span>identiquem os <span class="_ _3"></span>documentos </div><div class="t m0 x18 h13 y3f ff9 fs3 fc0 sc0 ls0 ws0">administrativos que <span class="_ _4"></span>devem ter <span class="_ _3"></span>tramitação <span class="_ _4"></span>prioritária, <span class="_ _3"></span>para </div><div class="t m0 x18 h13 y40 ff9 fs3 fc0 sc0 ls0 ws0">atendimento à Lei Brasileira de Inclusão<span class="_ _0"></span>. </div><div class="t m90 x18 h11 y41 ff4 fs3 fc0 sc0 ls8 wse">ENCAMINHAMENT<span class="_ _0"></span>O P<span class="_ _1"></span>ARA 2019-2020:<span class="ff1"> manutenção da ação.</span></div><div class="t m0 x79 h26 y18d ff2 fs14 fc0 sc0 ls0 ws0">Garantia de </div><div class="t m0 x7f h26 y18e ff2 fs14 fc0 sc0 ls0 ws0">tramitação </div><div class="t m0 x7b h25 y18f ff2 fs14 fc0 sc0 ls0 ws0">prioritária<span class="ff3"> </span></div><div class="t m0 x80 h25 y190 ff3 fs14 fc0 sc0 ls0 ws0">dos proces<span class="_ _1"></span>sos </div><div class="t m0 x81 h25 y191 ff3 fs14 fc0 sc0 ls0 ws0">administrativ<span class="_ _0"></span>os</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 xa y31 w3 hb"><div class="t m0 xb hc y32 ff5 fs6 fc0 sc0 ls0 ws0"><span class="fc4 sc0">PL</span><span class="fc4 sc0">ANO D</span><span class="fc4 sc0">E A</span><span class="fc4 sc0">CESSIBILID</span><span class="fc4 sc0">AD</span><span class="fc4 sc0">E – 20</span><span class="fc4 sc0">18</span></div></div><div class="t m0 x7e hd y33 ff4 fs7 fc2 sc0 ls0 ws0">25</div><div class="t m0 x2 he y34 ff6 fs8 fc2 sc0 ls0 ws0">Relatório de desempenho de metas</div><div class="t m0 x2 hf y21 ff7 fs4 fc2 sc0 ls0 ws0">OUTRA<span class="_ _b"></span>S AÇÕES</div><div class="t mcb x2 h11 y36 ff9 fs3 fc0 sc0 ls16 ws34">Além <span class="_ _3"></span>das <span class="_ _4"></span>ações <span class="_ _3"></span>previstas <span class="_ _4"></span>no <span class="_ _3"></span>Plano <span class="_ _4"></span>de <span class="_ _3"></span>Acessibilidade<span class="_ _0"></span>, <span class="_ _3"></span>ou<span class="ff1 ls0 ws0">-</span></div><div class="t mcc x2 h11 y37 ff1 fs3 fc0 sc0 ls23 wsc">tras demandas para promoção de aces<span class="_ _1"></span>so e inclusão das </div><div class="t m0 x2 h13 y35 ff9 fs3 fc0 sc0 ls0 ws0">pessoas com deciência se apresentaram no decorrer dos </div><div class="t mcd x2 h11 y39 ff1 fs3 fc0 sc0 ls17 wsb">12 meses de vigência do instrumento. As seguint<span class="_ _0"></span>es ações </div><div class="t m0 x2 h13 y3a ff9 fs3 fc0 sc0 ls0 ws0">f<span class="_ _0"></span>oram realizadas:</div><div class="t m0 x2 h11 y3b ff1 fs3 fc0 sc0 ls0 ws0">1. <span class="_ _29"> </span>Ref<span class="_ _0"></span>orma de banheiro público na Ala Af<span class="_ _0"></span>onso Arinos;</div><div class="t m0 x2 h11 y3d ff1 fs3 fc0 sc0 ls0 ws0">2. </div><div class="t mce x49 h11 y3d ff1 fs3 fc0 sc0 ls10 wse">Instalação de banco de apoio em banheiro do Prodasen;</div><div class="t m0 x2 h11 y3e ff1 fs3 fc0 sc0 ls0 ws0">3. <span class="_ _2a"> </span><span class="ws56">Ref<span class="_ _0"></span>orma de calçada próxima ao Serviço de Impressão </span></div><div class="t m0 x49 h11 y3f ff1 fs3 fc0 sc0 ls0 ws0">em Braille;</div><div class="t m0 x2 h11 y40 ff1 fs3 fc0 sc0 ls0 ws0">4. </div><div class="t mcf x49 h11 y40 ff1 fs3 fc0 sc0 ls23 wsc">Elaboração de vídeo institucional sobre as aç<span class="_ _0"></span>ões de </div><div class="t m0 x49 h11 y41 ff1 fs3 fc0 sc0 ls0 ws0">aces<span class="_ _0"></span>sibilidade promovidas pelo Senado;</div><div class="t m0 x2 h11 y42 ff1 fs3 fc0 sc0 ls0 ws0">5. <span class="_ _2a"> </span><span class="ff9">Sensibilização de super<span class="_ _3"></span>visores de estágio;</span></div><div class="t m0 x2 h11 y43 ff1 fs3 fc0 sc0 ls0 ws0">6. </div><div class="t m79 x49 h11 y43 ff1 fs3 fc0 sc0 ls6 wse">Inclusão de texto aces<span class="_ _1"></span>sível em comunicações enviadas </div><div class="t m0 x49 h13 y44 ff9 fs3 fc0 sc0 ls0 ws0">pelo ILB por email institucional;</div><div class="t m0 x2 h11 y45 ff1 fs3 fc0 sc0 ls30 ws57">7.<span class="_ _3"></span> </div><div class="t m9 x49 h11 y45 ff1 fs3 fc0 sc0 ls1b ws43">Construção de instrument<span class="_ _0"></span>o de avaliação da aces<span class="_ _1"></span>si<span class="ls0 ws0">-</span></div><div class="t m9 x49 h11 y46 ff1 fs3 fc0 sc0 ls7 ws43">bilidade em órgãos públicos, em parceria com T<span class="_ _1"></span>CU, </div><div class="t md0 x49 h11 y47 ff1 fs3 fc0 sc0 ls2 wsb">Câmara dos Deputados, S<span class="_ _0"></span>TF<span class="_ _0"></span>, ST<span class="_ _0"></span>J e TJDFT (A<span class="_ _0"></span>cordo de </div><div class="t m0 x49 h13 y48 ff9 fs3 fc0 sc0 ls0 ws0">Cooperação Técnica);</div><div class="t m0 x2 h11 y49 ff1 fs3 fc0 sc0 ls0 ws0">8. </div><div class="t md1 x49 h13 y49 ff9 fs3 fc0 sc0 ls2 ws2d">Ref<span class="_ _0"></span>orma <span class="_ _3"></span>nos <span class="_ _3"></span>plenários <span class="_ _4"></span>das <span class="_ _3"></span>comissões: <span class="_ _3"></span>construção <span class="_ _3"></span>de </div><div class="t md2 x49 h13 y4a ff9 fs3 fc0 sc0 lsa ws18">rampa <span class="_ _3"></span>de <span class="_ _4"></span>acesso <span class="_ _3"></span>à <span class="_ _3"></span>mesa <span class="_ _4"></span>e <span class="_ _4"></span>rampa <span class="_ _3"></span>de <span class="_ _4"></span>acesso <span class="_ _3"></span>à <span class="_ _4"></span>parte </div><div class="t md3 x49 h11 y4b ff1 fs3 fc0 sc0 ls17 wsb">posterior da sala; retirada de cadeira e adaptação do </div><div class="t m0 x49 h13 y4c ff9 fs3 fc0 sc0 ls0 ws0">mobiliário da <span class="_ _0"></span>primeira <span class="_ _0"></span>bancada para <span class="_ _0"></span>aces<span class="_ _0"></span>so <span class="_ _0"></span>a cadeiras </div><div class="t m0 x49 h11 y4d ff1 fs3 fc0 sc0 ls0 ws0">de rodas;</div><div class="t m0 x2 h11 y4e ff1 fs3 fc0 sc0 ls0 ws0">9. </div><div class="t md4 x49 h13 y4e ff9 fs3 fc0 sc0 ls9 ws10">Ref<span class="_ _0"></span>orma <span class="_ _1"></span>no Plenário <span class="_ _1"></span>Ulys<span class="_ _0"></span>ses <span class="_ _1"></span>Guimarães: c<span class="_ _0"></span>onstrução <span class="_ _0"></span>de </div><div class="t m0 x49 h13 y4f ff9 fs3 fc0 sc0 ls0 ws0">rampa de <span class="_ _3"></span>acesso à tribuna; <span class="_ _3"></span>retirada de <span class="_ _3"></span>cadeira xa <span class="_ _3"></span>da </div><div class="t m0 x49 h11 y50 ff1 fs3 fc0 sc0 ls0 ws0">última bancada para aces<span class="_ _0"></span>so de cadeira de rodas; </div><div class="t m0 x2 h11 y51 ff1 fs3 fc0 sc0 ls0 ws0">10. <span class="_ _4b"> </span><span class="ff9">Instituição do Ato do President<span class="_ _0"></span>e 2, de 2019, que acres<span class="ff1">-</span></span></div><div class="t m0 x49 h13 y52 ff9 fs3 fc0 sc0 ls0 ws0">centa dispositivo que inclui medidas de acessibilidade </div><div class="t md5 x49 h13 y53 ff9 fs3 fc0 sc0 ls9 ws10">aos <span class="_ _0"></span>parlamentares <span class="_ _1"></span>com <span class="_ _0"></span>deciência <span class="_ _1"></span>no <span class="_ _0"></span>Ato <span class="_ _1"></span>da <span class="_ _0"></span>Comis<span class="_ _0"></span>são </div><div class="t m0 x49 h11 y54 ff1 fs3 fc0 sc0 ls0 ws0">Diretora 3, de 2003; </div><div class="t m0 x2 h11 y55 ff1 fs3 fc0 sc0 ls0 ws0">11. <span class="_ _4c"> </span>T<span class="_ _0"></span>roca de experiências com Parlament<span class="_ _0"></span>o de Israel;</div><div class="t m0 x2 h11 y56 ff1 fs3 fc0 sc0 ls0 ws0">12. <span class="_ _4b"> </span><span class="ff9">Par<span class="_ _3"></span>ticipação em seminários e congressos. </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><div 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