PE 2019-2021

text/html PlanodeEquidadeGeneroeRaca2019.2021.html — 1.6 MB
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r1AHicY2DAAkyBUJ9Bn2kPAwPTHsYfDAz/LZj2/P8BZP/5//u/BQCE0wwWAAAAeJxjYGDQgMI7jDyMNoxxjE2Mkxi3Mf5g0mJqYvrC7MN8jMWMpYtVgrWHdQnrEzYBthS2Q+wS7BHs89hvcRhxlHBM47jAKcfpxTmH8w6XElcG1w5uHu487kXcd3hEeMJ4ZvHM4tXg3cAnxzeDn4k/hP+BgIZAisAagT+CcoJTBN8IOQjtEDYRrhK+I6IlUieyQ1RANEF0jegn0U9iFUDYBITvxBnEhcRVxA3EbcQ9xEMkmCT4JKQk1CSMJOwkvCTCMGCVxDyJW5JikjaSu0bhIIF3RuEoHGLwk5SElI1UChDOgcJXxEMAZsM9qwB4nLV7CXRkV3nm3d52tZZUi7aqkmpXlVQq1atFUi162rpbS0m9qdXqxT1yu91uN/ExmNisdkOwgQGPF8bBmBhPQsCGCR43XjAzxpg5Nk7CEiDJZMacDA6DSeAcDlkGhoBVmv/eVyWV1I1DzpnRkeptt+799//7/3eFCBpACMfJQ4giDcWtKEKIEkTPI4IxWUOE4DMMzvAKQpqqMBhGHYrqSZiOAUfUdAQHsPF3L79MHtq8foAcR0hBJ7d+Tl4hX0VtyIsG0TiaQw8uPpE+eNwym7DCMVYVfAGpSDdU/UaYvrWCGEMbsCycUdpWacGGoW00Y01zacu91ig8YQpiF37dt6/4zroVmZiIx30+hCbmJmatcnw8PpZO+QZ9sVDA2+t2AmmtkVbNk+hI4mymjM20D7ucrThIInmcK+C0W8NqAnfksplIMKC6nG4T7RlZxjvPvjwZDk9GwuUw/HYpFL+VGi5FodUPw7E4MTEYL0wk8D57kPgMDxYKg4kJuHk5bEXCVhh+I1a4uqIp5DOapmyuafgvi4l4sRgfKlQHYExksjYmVEwkCoVEoojw1q+2HkD3kNdRF3JYraBDdCfC+NahGNG6Eu6ooDeXt5lpBZrdHrfLmcCnWNzMxpnuBwLDIyNhrA9c1Bb+1zve/aMlWLny2ttv+/4ioZqYbgnm/972/BjhO0ETtfk7PEIOqgZSCkTyUhjRSDZTwHewQTOTEPMzEk6lYP4AeV1b+MHbb//RIiyw9MP6AhiNbT2DPoIeQi276A+HJP2RSVsRbUIRJQXHiOFVFJIihnNBVb5liD/4SgQH8Rg+jJqQz+qFOTBaAyLxGbBdJCwWHhgmFZouYaAu7cUggwivcl7FQd7L4RehrS1kIYb+EN3g0Mjd6LHNR5FxGeFnNx99IptAYj4EpoSd5DmgtdNqt00V4za8bFObjuQ7bUlToDao4Beo3q/YBxV0qqugUx0hgma2fo6fJC/BPL1oyBoEA65ZvoIpxRvgaNiFl1tBHK29rT2uThjYHFaBfnck68jkzLTb5XCqwvoctvk5wP4eve66I0euv/5I8cCBYmH//gI/dxRfc+TcuSPVPzh6LjVfxNcX5+eL1YeK85KXCHz+FfDiQT2Wp7OJgKSWGlgyU1LBwA5MDuoVK7WRwAjoeBL/gRbifIBTcp6phKk3k+f45nHOyc0QJoaw7iE6LYk1MvDxCHkRxdGYlW3GcgmIKoSiS8Az2wCXFzwLVdmrMhQc8Pa4nRxiEIurmjuRc5sDQl/BgQDoLg+2bHucR5gx3BLOCCatqW34Nli9B1T6Wc5u2Dg4JQjlAY6vWahcczR3sztNhaa9qvaRe29dHJubGwtwHlk6daZy/N0H/4NfyiS19Qt8F8ikiCasvImZksOUEaCZYUbxJYQJw+R2oFo5gxQFRFVTnAstm+uRcDakan0JJKgJBmqekHY5wUnMtKA7CoSLRyNY2HXEZslmDwzcbfqwB9/VEnjX1LEWDcSr8MLQaldTe2+l3SBMoe0KewQTUgWzxWXOfhfOU7MO3LdQiv32/lIgBirpS2aORs2p+AIQ7NC0VzETPPt05b9hhtPDgkeI7PhR4DGJ8lYmATw6MQIeNVCksAGGLkAoBdbAcDdspQCDSZTMzEamM0EdGAxJ9wnYn8BBTTXbtu+G47afFTB+lIcYsMOqP+PkGaoHwYEvA+1/KW+G/jfv4+wZzp9hvFtT8Fd0TanOE8oe4/wxBvROgU4+CvSW0aw1lQU9NEMWAp2AQkAtQidU6EQDJWkUcoJ6pW5iQdOMhXNhXfNJ7UDgBvUkcVTQ6HFL/UjDgntgWjKcgb3bmoFzF3W689LQPPijeusxa2q1FeQJ5AMbxsTwUMHQdGNiKFFsFhbHcZzzXzFMiXMyOrHSitsmcgFrbv+k2tHEebs2ksmO9KRiiaHhWNjg+N0i/IBwgKvu3om8iA+C5wfBb2JgieA5/SLdLYHbMErYJYhRisoUoSapIWBVVbdZjcZCmWhY07wNnNaDxrbGhAPBRVoy5VF3GK8Zay6PH9TbDk+Vj7Q3n146sA6cFlPmFDBUitwWHDT4eCIxznWVjw8nihy7rDH/1NxUMZbHMyvXnF4CLo387NzE71Pi97/t/pGcL54aHfJmh/qTmcwo6FRgDeFnvWjN4i6MiAGxgSwtPuEBfNAFAyjCbwGGyBmZ20GUtI0CCOi2H9FLVzxbt5rhXi/qNjMuRetOpMEcI41GaitTRuY76NdANz9nHIIFPsTJn1Ij1ETeDeJNcH6Ucz/TN98DcZqiMujhAYjTUVRAFZS10sE24SWgCsAihDWqQFHqKlicn7by2eFEb7cM2Y1qkPErap/Z9iRDl6aCEYauNENXRz1m7OjlAbezks0sO12d7hFFCTt7u52LI6Pzru5eV0hRku7qz1yto/6BdGtHR2s60J9uc/y4rW9psa/N0WqGQplWjMqTyeFUOjlcKiRHPZR2DgwVxuPhwVg4XigOBjoo8aSeDvT0ensHhod9vb7+Pn+8ekcmHZmbC2Uy4YFgcEBIX8bKD9RstGwVnLaNgmDBHS8BcEIUq+CPilIL8w3+ODg4WBwsDAtTDYiAEnaKeLkdMtzAKFwEpNh2yUrdLR4pFPyBa5b2nwALLY1krJqFNhvSeNua7xhr0lTw0ESBaxys9lNXmmfIygaE8YYKT4wO+c1h/3A2M+pPmAPxlMQEhwA8PI2/0h4FTPDFLSSxwRc3H0cdAhtsIcAGlzGAhMdtkEDQwtZ/Rk/gr8O3um0cLWAzArRKKCXrIAW6ATmQHkKo29PRDsN4SBHIBPiUiR1kQXbBnvNev9Pp97mGVNyDDR/E5QDmTnzW73b7/C63v7qmsZcBCb1s1PL6OH4SvwZ5XX2yDeF0Ii9Fmw/nomFxkvMoIhBoyjAETFxRlOqTgMjwOzStete4wgZ09jClDzOBXOgXmA7XX5B8dcHk3wGf7UZhNGolB7BwBBXyhcgZ56UvKpTIhOHtQagn7A3DWE82lNbAH/sh54EjSoYCNZzk6fSAc4ZEushFaSSgUfwJEsLsdQYQ3AgAo88RI26Q5yDSVv87Jd8H07oFU/wW432Uvs+QkErfXKP6l8EN8eOQGQ+Dz54Egr4HdDohyiSFzzpxg8ueFy57RrqsisFnzwBvbWg5EAgkA4lw6ICZ07TeBALD8jhraUAoQoBcAkBIkAr4o1YUiNQg7uFbWSqDz68+z/kXjp8bTf6YfXByfn7yg19fWLQ+xNjd+EbqWiuvX8fJY/zMsbFlJ+5n1V+y/WVrfvOTyzMzK6z6mpAj2gc+9Q3bp6xxLsqtJYE5CBZRH2I/vX0HKgIjyobgwaWIDB1D0Uw4lA0L8t0NAV8NavWIL1GidC3Tk5aPLl+8eHz9osoG+IplLS9bU8vgRxfX9QvH8MqxG25YNRSV8NbJSmWy+h+tSsVq5oTrx26Q9iDk/IrEwjaGpVQKU+C5WrEoTMEBGLbL3drr6IWBTaYIiOm6TB1CwjkpUkdNmCf5l1bPnl39UoLdU9g3V7yHCZFdd6z67LHrRipTeGpmiW1+1sbiYv1vw/pBNGhF4FrEnfPwpJ7+KWVnIPC0sWXTnAnO9EtoBlDF1mItsTuc2+iynvDxt3n1G4x9h/PvMIZNwJOfgDRxLSd3s+o/MJmq/16iKqCM9+7Q8i2gxYuCVn8DLZICuzaly2YGqFCEdV1JRQPgwN/i1W8y9m3Ovy0AEscbjUu/vGtdYS9fB3tJCpQAlqIQrFyC2ptRhZ3fZSrqBoRk1aXaYG7YnBG2ImJv3VZ8eBc62LEV+55NrG0xE8dHgbBlsBiwmgoD/PJH/OJx/fwqPrp6fuRozgsou7xUKVcfK1cWS++Qefbja+drcvqu1NmA5QM6gVwoIbCgkdr2kjYzaTMlddVYetgS2/ZHW29ZB/60kJCAlv/Iame4ldWqETzOtuVV/WPQ5VhdV+heoAHis+WW4iG4DnPrZWJ6e5kEPmlPLGaBWW2599UwaTeKWWFwBhHgL9ltCIzphsAkLiom7EZdmVBGABL37vy2vYAa/J3zMP1iqbQEhwur+rkjRwCFlBYXS4TCktUj53Zs7J9gzSiKWMEBX6fOYNElLIUHsYGQNiJWjKJwPGpKCLS9hrvezqCqp1PW/wGItxCLpcpPSrHhdmZEVMa+jiF6GhFN+Rqhx0iN8eofwvz4WhWg+T9SWr2ZEVXDNyrKRYb/D6/R9lWgzYH8Vl+9iCRnwAtqVDlQ27TJRI3cqEDpePbyULxUP2ML+T1MluOC5xMg2xaYd1DIOexqooJliD3gYfjSLrsJ5vNmSjrXropV4j3BrNpoPiAEwIf4f2hB22TuoQZUHfdiaUMBTXkEwP3D9Zp2CuqMalXTAHliuvkVaU9a9YewbE+dRvwToNEveg+9dh1NcYNdmUAZ03oaKIviPfRgNxgEflYsHzJo9W9A8/Yp9hNqE6KRMoH1bXvWNl+ECyJrBRED/hxiQDvyvUEvweEAJfgc3i43DGyLbPcSar0sR62Z1dBO+PybRk9MFE6m0ycL04cOTU+tHLT031rH1sSJdPrERPWFwonRkcPTeHbmyJGZ6nPThwUta9K/n0cdII2UNbyDDgD6nBF5od5d6OxEqNPf2dftgbHtmZAGpoFElm0Mh4U9WfZdZ85UHpE6+qYJ5ftDjD1Enr9wbPV6Vv1TEMtnefXzy9b0Mqv+mAEt5a0PAH54EfVAakxYsXaNgAKhlBe4/pzoZ0rRtArzjIT8XhjXXRBADElxqFpDfZvEtqQ8jaExi7NrqbUFWcTOw9nYv62UyktL5VKFvDi6Pl794soNnJ3l/DrGz6/g/eProy9MHTw4VX1KfNby59+A3fhQQtDngSocyKsLDGpku76p2XdoJg6RUcTFfrDm3VKy4YlqwynUiFLw4/R3ML1XyuxrlTOzBUbuxEag+gr76NjsXP6jOi5RVv2qtKkbju4700po9UWmi3zzU1aZnFwG+zbBvoQcsyhnmVBkQ3JBlySVWHRCyEY97jWikSyCsDcUythoZHfky0DhnSTZKytSlxNQl48IBPzIm7ifH5qdWgxMFa3Z+NmjJ28UKWemNOcvlGYWBy+s69cehBzcVVyYmwjnk/3B0TlzZf3s4S7O3eWFyYlwOjYQzs2NHrpW+GgcPp6XvS7IO+ChiJ4RMbpujUCwB7mmM0ERNtGepFwvH/Hz/NNS2Q9DarkETgnpePM9ILo7duLVUZDVq7Kura1zRULoRT2ZUFYmBGlVtQDdmBHAE793QmTYlempg3AYPVHQzdMl/BMIkW1zq6tz+B/grLN02pRrhmu4XPJm4J2ksBN9gbloRkbfKI3uBMCdXuWr5FnMgwZ5GBDnJ4gxAND7WWKEDfIY1Y3Nz0DwXwO4vXlc9FpjsN5/kXYLWKerhdCrrehDfbFYPd6DwWavXFUK+K/w57Ae1Ol9WERhPagw8keyr5IF53wToVCU/Am4ah4qlOq/x6z6NY7q+vykxFsj1pADIq6IhmQJ1RqJsti0Vdwmpe5FvXPmnEyKohTCucbWGwCjei6KUzxBWPXPQMPnOK2+TBhOgaw/zv0A/w8rAvX5FX3zcUVq3K6B308E+M6i91m8G7C6gTVVdDK8B49bMQHaKSMADRBMoJ6XmF0HL/FUYJyGNoTcoPzotYbeYKgoUeR42WuAYL5uuQcHERrMDmZSQwL5B8OhaIaL7Oe27VZ4lN11AD+z23ERWTMHo7JRb3bUoJ18c4HTq7Kb6z6QKB+7bu0sG8slJlQMhamCtZPTvhX2b8qLE0mCTlSqlzkfBLzj800vrhxiybHpBNiNyvIz1Wghdw0r5EdTSNYHFZCN6DMGUA69xZZHU7dBFNaCkUKWerevAAMurdsDeusvgkSNTD12V0XIyCVk5N/7FJy3sfGybhmxWNTMRSR8dNf6LtGIDXNqsVJEoVo/4ap9r99XWzsWJ48GcA1QUtyeHZo93DbkbhuNhIZaOh0tyUg81YZX9/WMFw9YZUAFCRtk/hROff65hW+sH88FQ5HQyKm1dCQajdmxoSx7eghl0JRV7mwBGY7YzeWrF3ievQVeBpmuWCQSs0PqTlvEj13ONsAUV2Emm/NjEWPhFkjisZO6puknZ2dP69QYMAjRrGRqUoGfydToFAO3ZwrG2uk5fcVK7ZsoTK4s5DuIRoihMD1kFkZGiuXh1EQ+qnKoNBjTMR2bt3U9BrzdL3WdRevP+JrgMV6qq1RGwUaV4o0aMhIq3fO0plKZVVxEqDQ6NBjZWxFI86732HP19hCYNKlJoVGjp+uVQeDo5EJnq6q0H5wbyrZDxOhsTYTmvW5H62g8kmypAb4EaLE8OV8c79nXuzjr98HlTzf/ae3USCiyP3d8PRmNRSOC58maPsOgGZEZmejPkvMarjXOPRUV4k/dNiPwnUgmYg7H4Quh8GBch2AUyuVBQz683ZBubAuKkkfyQKRKgXebN+wuNVPDp4BhrpXm1g1GGCh1/pRKOQAfolhpc1Ih7G+hBrRS0UQInAxrLDtZmeyaHDg8YB06OjuwylnJnZrAny2MuMcYGx4YKUgbFX3ZVvICIJKslR7ASMVLomxUNmRJLaAI2hCw2yECrB3pExCGgpA6Z0Qx2aHKjv/euna7hBTtp/rjL4cFOjorU2qO8xwrV5ycd5D7xsp+xruhppuBMPwleTqwulzLsQSVtkbwfQTJnuxFqyWKFVRIBNuZqtTDbr+MCTU6VVWaVldFQj7QS6ewuxCSD2vNSc/Vh61bPDYUiwWDKdlOt60vGsjmM6awtXqEbexQwu32q0WVU8DlaxzzU0cY7ihHLdFZ0Y9YsXInBv2VRkbKGmOgr5Eiw7/g1d5XDO7l9NDRIbA+b//SVLRyKDK53O+Fy3j1u6Y5liwWk2PpsXSyUBy24wukCVmTBtCwFe+DnCjArg1x2IaCBZfEzjYwPIAGTEBoqihL3Dvlko1ur4iVeL/AIcV0plyPiU4rhreOL1YfBxUtjM/MjVef3Y6BxNcv32HAMp8iX4Ga2iPqEiaNx3Z3QhyyOoHk3NyMULOn2dXRJjuh6t5OaEMhfrqvz+2Gvz5JBDltX7n7Nj/J8Q8gS/cJAyFbP9waQQ/Jdb3ItFJKw7qUSsNlEFUZ62T24t7mvi6Xw15e27u8AAlQFtF6sa4drhHxXp5MCaAyV9kh5PXvgJHisTQJQxX73aUK3tbLx0EvMdENDsi6He+8aXU01u4xFLmydt9pBe/U7klcL94rMrK9pGiidr+Z4PdjPaTTWwBOnd8u3tdhgR9B7f4BSqqfA0yl4xHIPu9g+D+J2n0BFr7jX9EPWbhKPwR4JA/iLZRHx55JDxJhe4tPDIArukXMAByjqVRRgFdIbjbe6UHiWjxV4SlRVc/2w3X5aj2PclFhoqGMIZzv1xjpr7NY4YviSBYrvJ9PpNJFcRiRB/hl2DkZGZ5qJ7TzwDAYcqX6BBjy/MTM9Hj16V1nYFhxkdZ9iaiiDsbqfga8BtDS07ab2ax2SqQPAFZYGanjOo9tdFf44LrV8v/LDQXNiZobyjr4F/ghkGwnRMyG/oBnd3/A6UTIGXVGfH0wsCNm9wf2vKeSLYIrX8A8elJXVf3kvrmTuqLop+ZSUwogl6lUyhJHK6UvTw0uVWJTyytW4MiRwNTyyETKu7zsTU3Uj5LOo1tF/DmgcwDy6fozEhvuYAhRZ4rqwrGD9yr1WO6X8WQPaGwYIWFhxMyH6y/na1E7cAUszF0dFebx55raDs1KzFCTPAkdnlzoiHW0jg4CcugAIBHe78dT5QPmwpzfR+hP7WgIpkPK1oG/OL6WErAhd2Q9HQ7vr2OmImAmJDHTNVYTAE4kgRNpYBptUFxLVDYiamBa3m9ketcIAZwSg9GrAqc9aGMXcLK5djcCJ4mA5w62K2pr54JExkRi4NFWh9s7H0q0QsYSwMmGv7OLvQIYz09KYFz9/KljZgR4TwIm3h8O1/wng19HftG3796uV7ddZxtZ+JHPzDg80jk8Iv5FI0Gxh2m3Z8h32LjbqRGD8nZHU6pch3uOQhS/3kSNAGcaxgcL1T+3fWOG0khtP09261f47UDLG/U2PDu9ja7/J72Ne09CBCqPjhb6k/FkaXBt/4E17uOl0dS4bzg2Whpam1fmxwzOAXObMW/I3dbuy8fLBxYnKOcskk5Fe0PuVodvLFFeFDwE4EMntwEQg1q4095jozDlTmE5dqaT8UfyAoIFqOY2s/0S0dgYzb0N2CJ7sFp9B4d4K6EDVIsNOTjvmbSYybnJRBw9y/E3WPUFMwqZL7sfVxj3cPZmzt8MJ/L9xD/je/EvgMbZp5uEVGuxsqNm1ow11ALu2k1ZAtSEL0qAL4Qy0b293e3Xw5E9PZR6u56SjvLg7BE4mzCzZYGp+kRUJD7/oUW8DknxqQlrdgIf2NnX9R6gc08PxbG7hxILXaWHYnpqPZQn6X2Yh3X6Vsi9b2VaWFHJfVSP6vg1quvVswArf8/AqlLt07fXJIdgzQSKWqFQpwG1Al4SbxJgWekKdutC4OtoXqaIK7s3e2kI2K9R4ez3yDuxKPKuxQRfSww/x9fB2VnZ2yHvwjxgEHFjQ5zhHzDNqF4P2eAhw6ieh+PHJKVew8B3U1q9xRD0dsPHeyW9/ZY31N1K2RViisVjg6LTnRbvr0ew3fXxY3d6B8PAlcQw8NR+Gexl9H5C7idGSFNuA9HdKqEMvR9DcDTCmnIr3LtN0eDsJ5T+RLx4eAnjl7SGS0JeEvsIPVtj+J1AX0i8K3AaEoQI23KI/ondguuUEg2hQGxQoiy3tPEyyecio1dpjLWSBE5yEoj0OjD+XcyDOn0bpvg2YgShxvu0M2Qm1T/mPRx7ylNYwT8Wej4Jev6U2Oj36lTZvd2fuwh0+YV/dlzRq3Ls7VX5kXfVXG3oVUV2bWDBas1fgwNhkbsJ+RmEtREol16H81+CZf8Z71d0/CHMoIQQp9Xflqei792FDWyQFwEJZJCFNqxrKNDdJztWQKmCxNtDqjGNMtGHAlLRBQ71FWBH9UIT1hDTNXYB6YahryFdN84gQzdWYjGEyoWxbCwTM0cS4v1UJBN2hpvV3kTnTuNpxN4huisuyhJeBEt3YzdK3Y5HJfwXLBTqiSiYdzIVq4VEdoJ3gm/3FhLjMxPtaVaKpkK+G/lfc/glaeYNJXqccndwMF5Mv8K5ExwqlEhnMp+KBvMsHPD7T3GoMp1bW6ifFND95Ll2Su5BYoeDkI8fc+wC+QisZCLLKolMTRG5oGGqYrEH8AJiUDSuyS2AOoY4C+wL7BQzY6PJRAOCMlRRSvxmCEpt2JV6U0FjVC0mh4sA6JXSsDcGuJhFfb6ofXwX/z7n38c3mQl/cmggYZoJbyrpj2eCYV9nOt3pC9eP75eM2vta5d4Neqk9IM4cGrkHX49eRPplgp94Ue5b2R5z1/aYD+Nb7DFkZ4x85y7n6avNc6ccgxvmsXuiz8GYUYRAuv8O/fKq9+/Bq1e9fx9+c8P9Z7fvP4DfWuuj7ZN9l0X0XqsNii0Gxq6iFkxUCtklCNklITaKK0xkchWM93akEgjGtwNEqoMl8TKzjqRiv2Y0EZ56/faXFFGXzO+fLOWzI8O+PldnhygWw40dNrGNSy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ETPtWj8+bLliruqFQohvinCW0w9j2aPqDi1d7h+LFufgFEkwFEAHicY/DewXAiKGIjI2Nf5AbGnRwMHAzJBRsZ2J02iTMyaIEYm3k4GLkgLBE2MIvDaRezAwMjAzeQzem0iwHC3snAzMDgslGFsSMwYoNDRwSIn+KyUQPE38HBABFgcImU3qgOEtrF0cDAyOLQkRwCkwCBzXxsjHxaOxj/t25g6d3IxOCymTWFjcHFBQCrRir1AHicY2DAAkqAMIUhhWkPAwPTHsb/DAz/nZmO/P/BdJmJ/f+P/5YAm48MOQAAeJxjYGDQwAKD4HARIxtjAuMixn9Mfkw7mHmYTZirmM+xsLDEsaxiZWBNY73GJsbmw7YIAtl92C9xWHBs4pTjXMfFxBXCtYrrEncE9y4ePp4OXibeBN5TfFp8HXx7+Dn4Q0iECfw5/BX8LXjhOv51AixgqCfgQhDmURV+GoWjcBSOQggEALQ6UfoAAAB4nL1aeWwbV3p/5wzJoQ5K5FASKVLDY3iKlHhK1jWSD9mxLttxbPmITFuJzxZINskudtvAibE9gPzRFtjWSRYpWmywRdFN7TTJNlknTbJdZIN0u0kLZ4ukxwI9chRttm1QZJua6vfekBIlOylaFP1Dc7x5nPf77t/3RoggAyGcJo8hilSUthIIIUoQPY0IxuQQIgSvMLjCiwipCmcwjXq44s8UPYYnUfREDex8/7XXyGM37jbIYXgVCqFP8SJeQR0obAU1SjDCczCO0SF4NYzD/aIZJ2pPpmJO4FKlaBT0fuxVokZcVTnu5XCsv/epyufEFRwQQV6ESBe5hnpQDGWt1ABmBF7K4H0MnQGM7fMcFsIdeAGhYB9M04slr6L2Zgby2MzgSAdW4Fjtrozhgr/b781gU4fLSoKaEZXir9M+zP6U4V6qrbTR56h2r0afw9qJDxh5gjC8HzO85DrP2HlXG3nS5bpxlDl/RCnFuymt/yHoC1mA5GPA5wVt5tB2y1IxxX6dENoJUDNpwhmbAzkYJ+w0gl+CGnD7vII5Ryuglg60EIlEcpHBeGywYqhqIBMTgM2ypyQg6z6vqvh1HwI9CdjlEgjVZZ8icgx/fP+d14W+Xr/rnn2cHa2/zI/ny+X88V8rV3KnOF89dUrl5BtcXbnzdIbS4QfwZf4CL+bypXrbSKEwyt/gwnbDa5/gD8gfo0FUsYoIE1Azu4gYJYw+CGpGNcDqnQcBeE1g93HQN0zOxuKxSkLA1nMYME/iYiGEpVHVCNjYjEYUn8erFwsVuCv6pcHbcfRPVqvV1enp1arKj7tHc/nR0Xxu1H2cqzDqKJ+YwubUSql4fFLhDuZ257dty9d/ICa1aUzlbHKlCG4hdf8voPsO1C/8l2KK+oOgeTIHOKV22+elGyPpIPFIvMzUvkxhQ7keLyi7UqwWKlWPVKnPMwuq/GHt/vtrPzzDT2VKpJw9xW0FXjhSf/PIhVU8VsR6cZzXdaE3geFdwJBBM9ZUJkoQVzg4fhvEjbcboAQwo3wOJhKKyWmAxFcQ5+1Ck2wFMdbBFkzTZ/oMRQ1mEISCbVU7MGwbb4SJ7Rb2PX4XguVDzp8Wtn+ac6zL8Pl5ccSXuEpWVH6NyzDiL/NGTAkxVAlH4H4HcMfQiFWOBcFBN+NmrZglUom5gy6YcUDLweK3QGsrdBPMdwDUP67DVPkxCfDhzQDrf9uKrumP74M/ltEua3sbpKE0ZjyKKaMAjABUfhFx8E8OUdXqnkpNxYriU4R7llHJ9MVNM+EA3W71TwHzJgdtDFaaIkXfOFWtnrL9FIALJx3L56r8qAD6fa5+adVRWpnE6Ulw1mNjfjHqHxwdG6r/2dBYObcIku0RY18/dU/TV34ifWXYymXS8X7Gkc/boTJMwGU55F1OTjMs3JZi6bK6GddN2zVaHFbqd4u2G0/hVPbgn2uoGQ78Jb7phjwLlzdsIwQ5r//dhuLr74EX9do40TMyrvos/3oeF8EkQdkpfGsUzarNdZrvE6tIW3rBli/D+0KoYOW7pFvBAV5JMEH4oszi8GpaY5hSHxWmC6H+uBnnkMf1VoMIM7UsC4nkl+6Ty5az2RFVmKVycsrxs0d3ifVnB6vVQfwTKZpn/GgBNWwg60kWRaxwMm7oGlUAxBxuqJ2QDrKQ2ZaK35QpdLuI6CpV/N2Ql0HzoohAgbHdqaEARn7AnXdBknoR4zeI624XfwIKwQhpUUz9xxRUYDqcSv09yuoPMeJw4jQl84xclypr+MpfAE4dxSxD2qALQpOs24GcQBKqqccpaGkT0o2E0cDEcbdc9+K6aZ63A89eaxJ0Uoa1cmjQSsd62oEFBBUinZKILIAvbnLKSnLUHJAJYItLmnaxhcKrbHHNMNanMH7VdZw3lXSOubpd7BxhTa9xsUuUPkSurXvnO+ANv+9wPEUxqyeaXup4S1HeEpinAHMbYI4LO8aNvq52VRF+SiVS0kRaMYQdNwUPGE3xdW+CB/aslCl+tIGl5uTvQPFv3J1wsXfhbj1wnPhlAWlnE5KzPgn3+EWhS4LGAdy/kReRHzKrZU10Y0qMASiimgtMSOcUbFMXQQXICscN1wesPT0I9cR6oqEg/BaylgoxhkLYB05+U6hvJgBnl4eHl0e/0ozz9wLlcvYs52fJi6WVifFjRV7/SGJ9kqv1V8eGC+P8TY6a9fMT0GEUDaFpa7IT0g/ENuP9GDGHCnhZk2mdhppFVmSgKut0ayiXTsJvjUrcqwrCBYq9OSkJCRS1GTGklcbgS/QCoXes4x49PDRe4uQB7DrxDj+bLpXSZ104zFpyVPH4+PQJL+F1MI+DHOav8dH80Kj0YRNyzF9CvRgTWo9AnWB2jqEMigS6KKXAD0IZIzUQwyuU3spkxtA208yaZoPJbE05pRxO5EgZitotqoc3hP0hAmJGXxF14ghXx4v5QrBYnrit+IU7p1crcmzbcKbQV67s3pF/4JQjf2i0TwjlzVSGEoGEERwoLIzcsTp8ZJtPDHdnRgaTATMSSOX2lA+fEfKF4fD3YKt+lLTivYKnd7mcVIgIdkJ0BfxpPT/rcZm90C2qcrPAFQ3817DQ47by+ddkxD0lom8ebm+8IDUOWVTcSv32g8MQmY8MKyTz9uaUCZN05K2WmCgNCVou2WFVsJMm5MwMfote1U656AMQLF+grlobvUq1VRd5kjlddSfY69+1thtHXbBWL6z1T7BWGiWsWNRJgMzhObEmLMcZkSwE1kujZLFaLSkiUd+04pa1Izbfh6sX6BPaCY0cBxR3YPch++ow0Y61068R7YhGjsH9IXgikWn1vZThZzQ4A8JnAeExTcPfBfY/ockYCoPfXSHQP6Eqet7q6APmnMOq4mYEqXRu7xV96TB0VsCjKbsXpisqUc5KFu0A3/PPO7GqoprQJDQCgb1XQjA9aU8nF//b+Vb2c6aK5kLOxzXwCx9eWF629EwGoUw1UykMAeJUNB5Lmi6RySFMPRterSpR8BYZAg0nh5FExKwCfepq8CTwe72IE4eHGwk9vThz7PydizwV649zqtU48LDzi95tfHu2mAgTNTM3XP+WcCtwXjI0u3T7ft4bzwT8mqIya6m+OBgvcTM2YIAkVdDp92ReKqIv2Tpp90IiDQKXdmDE6VygdQDDwLI9LWBzCcZoDTQBOoAuS2rLJ7QV3voUwsWeguSMZctpmkkzEZeECzov4BeRhKk0A75ZYkVWqEIq8CvlUgK0o4Iu/JAnqvh7Wtfc5Ky5UdWEZqK7LoUvuH2lUqfm8pRHuvD42ERpbm4ILNe3wb6uQ/syePnK9HRibDy6YyY6Zcm4y4AuvgP+VUQlazgPvSUW/BdyML3Y5L1+2UzUOGbMx0RgFFEhGU8lRWDoZgIMKexW0P0ydXUImUqJHJZWBeAheFaZwpMYirRPiPzkac3h0M4szZ/TMNGOEichPGMYGQ6tTdqIZCCzOvgRN3GeW3Ic2J3aOZXbdWDRYm4nzHRqqiMQTxpmaTRqJBJBF7iBg2ieHfvBroNSlmsoggropNUBWRr8jtEOKDVcxIptQUlwWi2Ia41yLiy45WnDgjKp+4i0YBpMeAvK3PRrqQ9hPB0cmWw14Gyr4czZL0c0Z/jh3RGo/1pnqext07pGyp4WDt0HRhy6nNs+k72cg8vr9faZHdHxMXNmImEJioKyIPNLYL84KqFtVjWfhvqq2qWpUVpFEdoQpymJaZols9ibSplRUZOQT/VCt+UTRixO4moFjCXd0wRLrhvYlBYVPYAYjuKXsLv+MQfz5aKhlMZd+93MW9t1YLWDU+46s3TovPJ+Bi5/E6awrAFhnXHzYJuRxMFejXqYNrl9aTYwXigF9hw6ubSQMHToGCIdRhLkSq9V8PMgVxZYxBnLlcQc+TFQ6YYZB2RYCdromUeKIuXrkM24SEa9wpYxJB9yzmpgUP+tpy3DqzPJhCm2RvpbLCrtWC35G32bnbHWXV3atrN8k5dX8U5p2ge/2B5y0zaXd68FVt4+fURTHK7bZ3YmCWMsPTCQBk/n2QEjxfAngjcn77uHYPeSG+PJnU4wc3Z+NrRwILxjaRDi0F//q+FRYyCZHIiXh01xFnFbgcPz4OsJsZ/SB14ewZh1Qd3GdK5Zq+2Y9c8TO52DPhLIhPY6rsjq3cqs7S71VlkIn94vZUpFY5lW503uIuqxfXXZd+PJ1NBwqv7djWzzI+G3wj/zsOo18udIQwG08Jy/Q6QWsGEEbKhDoGOZYXRhEk+j/w9YXoTExiDCZ1uGl612hAK93R54lSvGVX+my5SESRfMiGzpFu9IJMIDiWS4uN41kp3JcDiZGAgnb3wHEL8vG5YeYB+2LkU9GEQpyxS9Y8qM+DXe2g55Nlq30Vu0blNYXEKvjdd7N+hSNnq3iabWflFx3uWi9xHyC8BCNXoUioy1qXV7DNa5oqqUPw6d28tAQ10fUbKPkd9o8KQSHH/nf9o7j3127wyykxcgzqbQnVb76HCKYm50CULUjDRddGVQ81WFcu6BFpI0uEEfEvfiqQJPiaL41x8uW53w8ik0mRTeZsadIrY+x98+x/0g6wDRgqAjPzMvG/CkEU1JaewLuVNyVKg2tStrdUEi9e9MgGfur/+B9MyJ9NBQqv7qTdfv2VQBk3wcsm/M2IgpFaLkgOWO9EHsyYBqaqJb7iFIguhpxlTA8iNxe3O0LVtt/z8BZ4siCwXEW0ruhaioG5bOWqmNGs4xpbgmQg6omhdCzJvwmtAMdqMuqOT+zZVct8mJKARbs9w3zojqfW5pEc6qdmafMcgZ44NGJCvO2Yjj0G1D1dGhPQcP7i5UxzN7D61mY6UBoxRLp2PRQtGIZSWvHVvbjl8HnIKDQa0OdBNGVOBeGhZtbLNWi3ZKBJ5ng0YJVXfjBtvybOViLTNErU4A24o12ZbyuWRLv5ltve4MX9oV3Uy2zNnJec85V9dIpdMFJbvkw+OT24qPDgK7ur6R/qQ15uauTk9Hp63ozPboxJjkJ9sl1xL8pGa1AzdBHZiIck1aRUY1ihuly67WLSLL8VaRN834v6Unkd0Ph52a8RXBN7GrszLSpbV5y6VOWbNsenId5Mw9mp3eMXhZ0s3669tnota0OTljjk3I/FJGorfiYOdFSwvpBJF2yU72XjFB3C7hCzXoMaQpGyRMtw0LXafcsPM3HixbbhiLooiZ9IuNO+TXIb9K/O34s2Ip73MQD25r86jtkcEN4SiJTRPuZtpRN6iQjqTr/7ARSkBA6ZTAHlv7D/xbgH0EjVujIej58Wf1+/6t/f4IqprxjBmX/f5NO4wlM48FrRJu99nd/iNnVH6Iq7mIkUpl+nbsX91/8C6V387VdMRIBqPZ/HTu9CFlYcohQNOe6EBPT1+HU98+s2vfgZ1YDLJeI9zT3dve0RkZz+1cFDL519ZwkjwMHjhmjWSiEcp4QezO+7jcP0Kc8a8K92MgDGPSKOSkvRWox02fGbeJUuPTgV61JVCjm7p/u69rimyfcFLl+3h/uIur7vRtt/GcAAgHfpiLByp+SuWfxsNY5XMaKe3GCRi24O9eMe9ecdPYt/8pfgavQXbba7kTPQRCCOg9Iw1O0dUIHWimT66zer0xKMk8WOxkg8x/24xDrMidxlvGyqYSL3eGsbUpQPbsOCIvE/F42mZy8htjAJJBft8ClrWp/mo6P5zG40L3IMC3idjICFg9WGK69e5GomWvoei3dxi+SR/BGnCHRczwAnXd3UYfodoZF/5AbG88C/LeppG2eq/Y3+haG8W/R0SsJKyYExiC2N0QHEbE1EkRU71ygyOKjMRIbH0TvDhJqpWbFtdV2k4yOMu0eLoPmuFfxWKTZUl8uKSumsLx4/rg4h7lNZXvduOOTApyxUfM5ar/LkA6qGFVufGvs7tC0nZ9cHgIbBdHGSupt0NpNSBpEMmy5Ec0j+CBcq9JfAfqM3ttpgXYAIu5sbdk+xxV9PXvKIah8regML8iw1hsLL0Nb3pTGuCqyg+qDjwgEvk+MXLQodZ/3LhDa2uNPZZrnRFkItRJ0V34i2hj/JX18dP411vG314fP49/RY7bvZh4T7rxni8LydYmyNTa3wBna0MDV5XVHZZv46N1TXy03hePCdZ2VUE7iGlTSV1udf8Ro6PctRcCeZY7J8mUQzntcCp3OxCuf5/sXftP8grosiLfmRkQG+liQ52SZSS27DAS9FnmUEL3wWJxFIsn5TcPe6VEjojcD0S12b8TqAGQk0SjLuv//X0exdvuCHY7HIaDdwz1dwd9rLvTEfBAS8nCjLQXQmSvy0VdTHc5Qg5nMKS5icb9KgsxmBLol/JfIDvXfip7AFNiDUj5l6X84JigALgUrJ4CD7GxbTD7C0ng7YlkyObv4k/ouv4S2Q2l4+1OE51TqUdF59b2I4o6ryJ8hV4pZ65i+4zs/xv4EP8yXvjf/t/AAelF3/qw5f8GqPyw8dtgUw0q3DQ6bB10cfD8IOh6GHOqie058V2eUaCLFxHljPIHYSHx2fss4khRuXLWgYGDq8sOsee2AldosVKpTFcsUTjyPo9T6c8MARbIQqI199jgwFZlWSkkwkQjJKSuwGR2NdFb9MfxZc7rZ/g31XCor3egLxhR+RhX909bc9GI3wc3an+/rgeDOidPc35j4Z+BvkTSPfpAb9CIBjUolip3TM7vmRgsBrr7un1cfTSo6/I3/wWBL5eceJy9ksFOwkAQhv8W1Hjx6HmNicEYW5CDBk+UiFEvBggHbxSWtqR0m3aL8eJDGB/AswcfxUfw7GP4t2yMvgA0ZL+Z+Wd2NjMA9vABC+vfDV4NWzi0jgzb2LEeDNfofzdcx6G9b3gLB/az4W36v6m06ru0Xqqski308WXYxp51a7iGvuUbrpM/DW/BszuGt9G339CDQoonZIgQIISGwBmaaOGcNKJH8vQwoSKm9pHWPVlhwci00ndR8Azpy5DTblR1NOvm6MDlF7B6qSjgw2GWwpLeBRWap/+n+jHQU+lTFgWhFmfN1rkYhVJ4kyxWj+I+Uws51aJb6FBluWiEWqd5x3WDSIeF70zV0l2k2vUrOUtdYYwB7nDNHk/+vWLI7pfsqnx/ghmthN1K0ulvzGMspgdX48Hddfdk3cVQLqOeSmYyyeXstLQ8FVM0YFbAF8bVLRjIoIgn2WZ72ORdY2aV846qioIb43BvLknl7Oe8u9wKxalHjOtqL1aV6oL/djnpsczySCWi5TQvhdbzSaFVGCVaNFYt58Jpb3aCP2HovpR4nG2WZXRWRxeFz94XCwVK3QsU97wzZ16pE6Be6q4BUqAFQiFQd3d3d/dSd3d3d3f3fl0hmc2PLz8yZ+Xm3fvcrPU8E6O1fv0714L9ny9e9d83GK2wjtbZuliddbUe1tN6WW/rY32tn/W3ATbQBtlgG2JDbZgNtxE20uqtZNGSla1iNVvRRlmDjbYxNtbWsDVtLVvH1rX1bJxtYBvaRraxbWKb2ma2uW1hW9pWtq1tZztYI2gH2yF2t51qn9mhdqwdZVfYxXakvWEH2Ul2jJ1mh9s7dqV9Z1Nsmk21GXabXYoCHew1ex8d7U17y9629+x1exed0BldUIeuWADd0B09sCB6YiEsjEWwKBbD4lgCS2IpLI1lsCyWsxvtJrvFbrWH7Gabaw/bgfaAPYLl0cvusXvtV/RGH6yAvna0nYd+drpdbmfaGfYt+mOAXWIn2tl2mR1nJ9spdjsGYhAGYwiGYhiGYwRGoh4lBEQ4EsqooIoaVsRKWBmrYFWshtUxCg0YjTEYizWwJtbC2lgH62I9rI9x2AAbYiNsjE2wKTbD5tgCW2IrbI1tsC22w/bYATuiEeMxARPRhJ0wCZMxBTtjF0zFNExHM2ZgV8zELLRgNuZgN+yOPbAn9sLe2Af7Yj/sjwNwIA7CwTgEh+IwHI4jcCSOwtE4BsfiOByPE3AiTsLJOAWn4jScjjNwJs7C2TgH5+I8nI8LcCEuwsW4BJfiMlyOK3AlrsLVuAbX4jpcjxtwI27CzZiLW3ArbsPtuAN34i7cjXtwL+7D/XgAD+IhPIxH8Cgew+N4Ak/iKTyNZ/AsnsPzeAEv4iW8jFfwKl7D63gDb+ItvI138C7ew/v4AB/iI3yMT/ApPsPn+AJf4it8jW/wLb7D9/gBP+In/Ixf8Ct+w+/4A3/iL/yNf/AvjSBZsAM7shM7swvr2JULsBu7swcXZE8uxIW5CBflYlycS3BJLsWluQyX5XJcnr3Ym324AvuyH/tzAAdyEAdzCIdyGIdzBEeyniUGRjoTy6ywyhpX5EpcmatwVa7G1TmKDRzNMRzLNbgm1+LaXIfrcj2uz3HcgBtyI27MTbgpN+Pm3IJbcituzW24Lbfj9tyBO7KR4zmBE9nEnTiJkzmFO3MXTuU0TmczZ3BXzuQstnA253A37s49uCf34t7ch/tyP+7PA3ggD+LBPISH8jAeziN4JI/i0TyGx/I4Hs8TeCJP4sk8hafyNJ7OM3gmz+LZPIfn8jyezwt4IS/ixbyEl/IyXs4reCWv4tW8htfyOl7PG3gjb+LNnMtbeCtv4+28g3fyLt7Ne3gv7+P9fIAP8iE+zEf4KB/j43yCT/IpPs1n+Cyf4/N8gS/yJb7MV/gqX+PrfINv8i2+zXf4Lt/j+/yAH/IjfsxP+Ck/4+f8gl/yK37Nb/gtv+P3/IE/8if+zF/4K3/j7/yDf/Iv/s1/+G9hBQoWRdGh6Fh0KjoXXYq6omuxQNGt6F70KBYsehYLFQsXixSLFosVixdLFEsWSxVLF8sUyxbLFcsXvYreRZ9ihaJv0a/oXwwoBhaDisHFkGJoMawYXowoRnaePX1Kff2o+tYzNDS0naPnnaNrdZNmNs5pmtA8bXxd44TZLa1T67NYH+papkydOP9PvO0st52VtrPafXJz8y6N45vnzP/bo9rOhrZzXmcshbYztp0N3SY2t4xvmtq8mz4c2ipCW0Wozjtjajvbnse257H1eagv1XeaNmX6f+/RadZ/q0yf2GHs7JnN8x41jGo7x7SepVKsa5rVMmVaY0vTxNafhFJqO2utZ2Vsrcu4xmlN6zeNqG8fSu1DaB9S+1BuHyrtQ7V9qNW1f7w+T6U8hTzFPHmeUp7KearkqZqn3BFyR8gdIXeE3BFyR8gdIXeE3BFzXsx5MefFnBdzXswpUSl5U895nvM853nO85zneT/PyZ6TXcn5b5ByR8odKXek3JFyR8odKXeknFfOeeWcV84p5ZxSzp8t5/3Keb9yzqvkvErOq+T9Kjm5kpMreb9KTq7mlGpOqeaUak6p5q2q+mzeqpq3quW8Ws6r5bxazqvlrWp5q1ruqOWOWu6o1bpmAuo1ljQGjVGja0wayxorGqsa1VZSW0ltJbWVVFFSRUm5JeUGhQWFBYUFrR6UG7RvUG6YL1f7RlVEVURVRFVEVUStHtUW1RbVFtXmanO1udpcba42V5urzZWblJuUm5SblJuUm5SblJv0FklvkdRWVltZbWW1ldVWVl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"/></div><div 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Mesa Dir<span class="_ _0"></span>et<span class="_ _0"></span>ora</div><div class="t m0 x2 h3 y2 ff2 fs1 fc0 sc0 ls0 ws0">Biênio 2019/2020</div><div class="t m0 x3 h4 y3 ff2 fs2 fc0 sc0 ls0 ws0">PRESIDENTE</div><div class="t m0 x4 h4 y4 ff3 fs2 fc0 sc0 ls0 ws0">Senador Davi Alcolumbre<span class="ff2"> (D<span class="_ _0"></span>EM-AP)</span></div><div class="t m0 x5 h4 y5 ff2 fs2 fc0 sc0 ls0 ws0">1º VICE-PRESIDENTE</div><div class="t m0 x6 h4 y6 ff3 fs2 fc0 sc0 ls0 ws0">Senador Antonio Anastasia<span class="ff2"> (PSDB-MG)</span></div><div class="t m0 x2 h4 y7 ff2 fs2 fc0 sc0 ls0 ws0">2º VICE-PRESIDENTE</div><div class="t m0 x7 h4 y8 ff3 fs2 fc0 sc0 ls0 ws0">Senador Lasier Martins <span class="ff2">(PODE-RS)</span></div><div class="t m0 x8 h4 y9 ff2 fs2 fc0 sc0 ls0 ws0">1º SECRET<span class="_ _0"></span>ÁRIO</div><div class="t m0 x9 h4 ya ff3 fs2 fc0 sc0 ls0 ws0">Senador Sérgio Pe<span class="_ _0"></span>tecão<span class="ff2"> (PSD-AC)</span></div><div class="t m0 xa h4 yb ff2 fs2 fc0 sc0 ls0 ws0">2º SECRET<span class="_ _0"></span>ÁRIO</div><div class="t m0 x7 h4 yc ff3 fs2 fc0 sc0 ls0 ws0">Senador Eduardo Gomes<span class="ff2"> (MDB-<span class="_ _0"></span>T<span class="_ _0"></span>O)</span></div><div class="t m0 xa h4 yd ff2 fs2 fc0 sc0 ls0 ws0">3º SECRET<span class="_ _0"></span>ÁRIO</div><div class="t m0 x4 h4 ye ff3 fs2 fc0 sc0 ls0 ws0">Senador Flávio Bolsonaro<span class="ff2"> (PSL-RJ)</span></div><div class="t m0 xa h4 yf ff2 fs2 fc0 sc0 ls0 ws0">4º SECRET<span class="_ _0"></span>ÁRIO</div><div class="t m0 xb h4 y10 ff3 fs2 fc0 sc0 ls0 ws0">Senador Luis Carlos Heinze <span class="ff2">(PP-RS)</span></div><div class="t m0 xc h4 y11 ff2 fs2 fc0 sc0 ls0 ws0">SUPLENTES DE SECRET<span class="_ _0"></span>ÁRIO</div><div class="t m0 xb h4 y12 ff2 fs2 fc0 sc0 ls0 ws0">1º - <span class="ff3">Senador Marcos do V<span class="_ _0"></span>al<span class="ff2"> (PPS-ES)</span></span></div><div class="t m0 xd h4 y13 ff2 fs2 fc0 sc0 ls0 ws0">2º - <span class="ff3">Senador W<span class="_ _0"></span>e<span class="_ _0"></span>verton<span class="ff2"> (PDT<span class="_ _1"></span>-MA)</span></span></div><div class="t m0 xe h4 y14 ff2 fs2 fc0 sc0 ls0 ws0">3º – <span class="ff3">Senador Jaques W<span class="_ _1"></span>agner<span class="ff2"> (PT<span class="_ _0"></span>-BA)</span></span></div><div class="t m0 xb h4 y15 ff2 fs2 fc0 sc0 ls0 ws0">4º – <span class="ff3">Senadora Leila Barros</span> (PSB-DF)</div><div class="t m0 xf h4 y16 ff2 fs2 fc0 sc0 ls0 ws0">DIRET<span class="_ _1"></span>OR<span class="_ _2"></span>A-GERAL</div><div class="t m0 x8 h5 y17 ff3 fs2 fc0 sc0 ls0 ws0">Ilana T<span class="_ _0"></span>rombka</div><div class="t m0 x10 h4 y18 ff2 fs2 fc0 sc0 ls0 ws0">SECRET<span class="_ _1"></span>ÁRIO-GER<span class="_ _2"></span>AL D<span class="_ _0"></span>A MESAL</div><div class="t m0 x6 h5 y19 ff3 fs2 fc0 sc0 ls0 ws0">Luiz F<span class="_ _1"></span>ernando Bandeira de Mello Filho</div><div class="t m0 x11 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Crédit<span class="_ _0"></span>os</div><div class="t m0 x12 h4 y1a ff2 fs2 fc0 sc0 ls0 ws0">Diretora-Geral</div><div class="t m0 x13 h5 y1b ff3 fs2 fc0 sc0 ls0 ws0">Ilana T<span class="_ _0"></span>rombka</div><div class="t m0 x14 h4 y1c ff2 fs2 fc0 sc0 ls0 ws0">Diretor Executiv<span class="_ _0"></span>o de Gestão</div><div class="t m0 x15 h5 y1d ff3 fs2 fc0 sc0 ls0 ws0">Márcio T<span class="_ _1"></span>ancredi</div><div class="t m0 x16 h4 y1e ff2 fs2 fc0 sc0 ls0 ws0">Gestora do Núcleo de C<span class="_ _0"></span>oordenação </div><div class="t m0 x17 h4 y1f ff2 fs2 fc0 sc0 ls0 ws0">de Ações Socioambientais</div><div class="t m0 x18 h5 y20 ff3 fs2 fc0 sc0 ls0 ws0">Karin Kässmay<span class="_ _1"></span>er</div><div class="t m0 x19 h4 y21 ff2 fs2 fc0 sc0 ls0 ws0">Equipe T<span class="_ _1"></span>écnica </div><div class="t m0 x1a h5 y22 ff3 fs2 fc0 sc0 ls0 ws0">Dalva Maria Sousa Moura - DGER</div><div class="t m0 x1b h5 y23 ff3 fs2 fc0 sc0 ls0 ws0">Danielle Abud Pereira - NC<span class="_ _0"></span>A<span class="_ _0"></span>S</div><div class="t m0 x14 h5 y24 ff3 fs2 fc0 sc0 ls0 ws0">F<span class="_ _1"></span>ernanda Campello – NCAS</div><div class="t m0 x1c h4 y25 ff2 fs2 fc0 sc0 ls0 ws0">Comitê Permanent<span class="_ _0"></span>e pela Promoção da Igualdade de  </div><div class="t m0 x1a h4 y26 ff2 fs2 fc0 sc0 ls0 ws0">Gênero e Raça do Senado F<span class="_ _1"></span>ederal</div><div class="t m0 x1d h4 y27 ff2 fs2 fc0 sc0 ls0 ws0">Programa Pró-Equidade de Gênero e Raça</div><div class="t m0 x1e h6 y28 ff4 fs3 fc1 sc0 ls0 ws0">Brasil. Congresso Nacional. Senado Federal. Diretoria-Geral.</div><div class="t m0 x1f h6 y29 ff4 fs3 fc1 sc0 ls0 ws1">Plano de equidade de gênero e raça<span class="_"> </span><span class="ws0">:<span class="_ _3"> </span></span>PEGR : <span class="ws0">2019-</span>2021 / Senado </div><div class="t m0 x1e h6 y2a ff4 fs3 fc1 sc0 ls0 ws0">Federal<span class="ws2">, Diretoria</span>-<span class="ls1 ws3">Geral<span class="_ _2"></span></span>.<span class="_"> </span><span class="ls2 ws4">--<span class="_ _4"> </span></span><span class="ws5">Brasília : Senado Federal, </span>Secretaria <span class="_ _2"></span><span class="ls3 ws6">de </span></div><div class="t m0 x1e h6 y2b ff4 fs3 fc1 sc0 ls0 ws0">Editoração e Publicações, 2019.</div><div class="t m0 x20 h6 y2c ff4 fs3 fc1 sc0 ls0 ws0"> 2<span class="ff5">8</span> p. </div><div class="t m0 x21 h6 y2d ff4 fs3 fc1 sc0 ls0 ws0">1.<span class="_ _5"> </span>Equidade, <span class="_ _6"> </span>Brasil.<span class="_ _7"> </span>2.<span class="_ _7"> </span><span class="ws7">Igualdade de gê<span class="_ _0"></span>nero, <span class="_ _2"></span><span class="ws0">B<span class="_ _0"></span>rasil. <span class="_ _6"> </span>3.</span></span></div><div class="t m0 x1e h6 y2e ff4 fs3 fc1 sc0 ls0 ws0">Igualdade de oportunidades, Brasil. I. Título.  </div><div class="t m0 x22 h6 y2f ff4 fs3 fc1 sc0 ls4 ws8">CDD <span class="ls0 ws0">353.53</span></div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
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class="t m0 x23 h7 y1 ff6 fs0 fc2 sc0 ls0 ws0">GRUPO DE TR<span class="_ _2"></span>AB<span class="_ _1"></span>ALHO P<span class="_ _1"></span>AR<span class="_ _2"></span>A A EL<span class="_ _8"></span>ABOR<span class="_ _2"></span>A<span class="_ _0"></span>ÇÃO DO PEGR</div><div class="t m0 x24 h8 y30 ff7 fs4 fc3 sc0 ls0 ws0">SERVIDOR(A)<span class="_ _9"> </span>SECRET<span class="_ _1"></span>ARIA</div><div class="t m0 x24 h9 y31 ff2 fs4 fc0 sc0 ls0 ws0">K<span class="_ _2"></span>ARIN KÄSSMA<span class="_ _1"></span>Y<span class="_ _0"></span>ER<span class="_ _a"> </span>NCA<span class="_ _0"></span>S</div><div class="t m0 x24 h9 y32 ff2 fs4 fc0 sc0 ls0 ws0">FERNAND<span class="_ _0"></span>A CAMPELLO<span class="_ _b"> </span>NCA<span class="_ _0"></span>S</div><div class="t m0 x24 h9 y33 ff2 fs4 fc0 sc0 ls0 ws0">DANIELLE ABU<span class="_ _0"></span>D PEREIR<span class="_ _2"></span>A<span class="_ _c"> </span>NCA<span class="_ _0"></span>S</div><div class="t m0 x24 h9 y34 ff2 fs4 fc0 sc0 ls0 ws0">DAL<span class="_ _0"></span>V<span class="_ _1"></span>A MARIA SOUSA MOURA<span class="_ _d"> </span>DGER</div><div class="t m0 x24 h9 y35 ff2 fs4 fc0 sc0 ls0 ws0">MARIA TEREZINHA NUNES<span class="_ _e"> </span>SEGP</div><div class="t m0 x24 h9 y36 ff2 fs4 fc0 sc0 ls0 ws0">ROBERT<span class="_ _1"></span>A VIEGAS E SIL<span class="_ _0"></span>V<span class="_ _1"></span>A<span class="_ _f"> </span>CONLEG</div><div class="t m0 x24 h9 y37 ff2 fs4 fc0 sc0 ls0 ws0">PERSIO HENRIQUE B<span class="_ _0"></span>ARROSO<span class="_ _10"> </span>SGM</div><div class="t m0 x24 h9 y38 ff2 fs4 fc0 sc0 ls0 ws0">ESTER MONTEIRO D<span class="_ _1"></span>A SILV<span class="_ _1"></span>A<span class="_ _11"> </span>SECOM</div><div class="t m0 x24 h9 y39 ff2 fs4 fc0 sc0 ls0 ws0">MARINA DE ANDRADE V<span class="_ _1"></span>AHLE<span class="_ _12"> </span>SESOQVT</div><div class="t m0 x24 h9 y3a ff2 fs4 fc0 sc0 ls0 ws0">SIDNEY D<span class="_ _0"></span>A SILV<span class="_ _1"></span>A PEREIRA BISSOLI<span class="_ _13"> </span>SESOQVT</div><div class="t m0 x23 h7 y3b ff6 fs0 fc2 sc0 ls0 ws0">LIS<span class="_ _0"></span>T<span class="_ _1"></span>A DE SIGL<span class="_ _2"></span>A<span class="_ _1"></span>S </div><div class="t m0 x23 h9 y3c ff2 fs4 fc0 sc0 ls0 ws0">Advocacia do Senado F<span class="_ _1"></span>ederal – ADVOSF </div><div class="t m0 x23 h9 y3d ff2 fs4 fc0 sc0 ls0 ws0">Comitê Perman<span class="_ _0"></span>ente de Igualdade de Gênero e Raça – Comit<span class="_ _0"></span>ê</div><div class="t m0 x23 h9 y3e ff2 fs4 fc0 sc0 ls0 ws0">Coordenação de Bibliot<span class="_ _0"></span>eca – COBIB</div><div class="t m0 x23 h9 y3f ff2 fs4 fc0 sc0 ls0 ws0">Diretoria-Ger<span class="_ _0"></span>al – DGER </div><div class="t m0 x23 h9 y40 ff2 fs4 fc0 sc0 ls0 ws0">Instituto Legislativo Brasileiro – ILB </div><div class="t m0 x23 h9 y41 ff2 fs4 fc0 sc0 ls0 ws0">Núcleo de Coordenação de Açõe<span class="_ _0"></span>s Socioambientais – NCAS </div><div class="t m0 x23 h9 y42 ff2 fs4 fc0 sc0 ls0 ws0">Núcleo de Gestão de C<span class="_ _0"></span>ontratos de T<span class="_ _1"></span>erceirização – NGCOT</div><div class="t m0 x23 h9 y43 ff2 fs4 fc0 sc0 ls0 ws0">Programa Pró-Equidade de Gênero e Raça – Pr<span class="_ _0"></span>ó-Equidade</div><div class="t m0 x23 h9 y44 ff2 fs4 fc0 sc0 ls0 ws0">Procuradoria Especial da Mulher – PROMUL</div><div class="t m0 x23 h9 y45 ff2 fs4 fc0 sc0 ls0 ws0">Secretaria de T<span class="_ _1"></span>ecnologia da Inf<span class="_ _0"></span>ormação PRODA<span class="_ _1"></span>SEN – PRDSTI</div><div class="t m0 x23 h9 y46 ff2 fs4 fc0 sc0 ls0 ws0">Secretaria de Comunicação Social – SECOM </div><div class="t m0 x23 h9 y47 ff2 fs4 fc0 sc0 ls0 ws0">Secretaria de Gestã<span class="_ _0"></span>o de Pes<span class="_ _0"></span>soas – SGEP</div><div class="t m0 x23 h9 y48 ff2 fs4 fc0 sc0 ls0 ws0">Secretaria de Editoraçã<span class="_ _0"></span>o e Publicações – SEGR<span class="_ _2"></span>AF </div><div class="t m0 x23 h9 y49 ff2 fs4 fc0 sc0 ls0 ws0">Ser<span class="_ _2"></span>viço de S<span class="_ _0"></span>aúde Ocupacional e Qualidade de Vida no T<span class="_ _1"></span>rabalho – SESOQVT</div><div class="t m0 x23 h9 y4a ff2 fs4 fc0 sc0 ls0 ws0">Secretaria de Infraestrutura – SIN<span class="_ _0"></span>FR<span class="_ _2"></span>A</div><div class="t m0 x23 h9 y4b ff2 fs4 fc0 sc0 ls0 ws0">Secretaria de Polícia Legislativa – SPOL</div><div class="t m0 x23 h9 y4c ff2 fs4 fc0 sc0 ls0 ws0">Secretaria TV Senado – S<span class="_ _0"></span>TVSEN </div><div class="t m0 x23 h9 y4d ff2 fs4 fc0 sc0 ls0 ws0">Ser<span class="_ _2"></span>viço de Dir<span class="_ _0"></span>eitos e Devere<span class="_ _0"></span>s Funcionais – SEDDEV</div><div class="t m0 x23 h9 y4e ff2 fs4 fc0 sc0 ls0 ws0">Secretaria de Patrimônio – SP<span class="_ _1"></span>A<span class="_ _1"></span>TR</div></div><div class="pi" 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class="t m0 x25 ha y4f ff7 fs5 fc4 sc0 ls0 ws0">Sumário</div><div class="t m0 x23 hb y50 ff8 fs6 fc0 sc0 ls0 ws0">EQUIDADE DE GÊNERO E RAÇA NO SENADO FEDERAL <span class="ws9"> ...........................................................<span class="_ _14"> </span></span> 7</div><div class="t m0 x23 hb y51 ff8 fs6 fc0 sc0 ls0 ws0">APRESENTAÇÃO DO PLANO DE EQUIDADE DE GÊNERO E RAÇA <span class="wsa"> ..............................................<span class="_ _15"> </span></span> 9</div><div class="t m0 x23 hb y52 ff8 fs6 fc0 sc0 ls0 ws0">EIXO TEMÁTICO 1 – COMUNICAÇÃO <span class="wsb"> ..................................................................................<span class="_ _8"></span></span> 14</div><div class="t m0 x23 hb y53 ff8 fs6 fc0 sc0 ls0 ws0">EIXO TEMÁTICO 2 – EDUCAÇÃO <span class="wsc"> ........................................................................................<span class="_ _15"> </span></span> 17</div><div class="t m0 x23 hb y54 ff8 fs6 fc0 sc0 ls0 ws0">EIXO TEMÁTICO 3 – CULTURA ORGANIZACIONAL <span class="wsd"> ................................................................<span class="_ _8"></span></span> 19</div><div class="t m0 x23 hb y55 ff8 fs6 fc0 sc0 ls0 ws0">EIXO TEMÁTICO 4 – GESTÃO <span class="wse"> .............................................................................................<span class="_ _16"></span></span> 21</div><div class="t m0 x23 hb y56 ff8 fs6 fc0 sc0 ls0 ws0">EIXO TEMÁTICO 5 – SAÚDE <span class="wsf"> .............................................................................................<span class="_ _3"> </span></span> 26</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 x26 y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x27 he y59 ff9 fs2 fc2 sc0 ls0 ws0">7</div><div class="t m0 x28 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x29 h10 y4f ffa fs5 fc2 sc0 ls0 ws0">Equidade de Gêner<span class="_ _1"></span>o e Raça </div><div class="t m0 x2a h10 y5b ffa fs5 fc2 sc0 ls0 ws0">no Senado F<span class="_ _17"></span>ederal</div><div class="t m0 x2b h9 y5c ff2 fs4 fc0 sc0 ls5 ws11">Em 1822, o Brasil vivia uma grande crise, a elit<span class="_ _0"></span>e da época temia que o país perdes<span class="_ _1"></span>se o status de Reino Unido, e voltas<span class="_ _0"></span>se à </div><div class="t m1 x23 h9 y5d ff2 fs4 fc0 sc0 ls6 ws12">condição de Colônia<span class="_ _0"></span>. São Paulo, juntamente com outr<span class="_ _0"></span>as províncias, ame<span class="_ _0"></span>açavam iniciar um movim<span class="_ _0"></span>ento separatista que levaria à </div><div class="t m0 x23 h9 y5e ff2 fs4 fc0 sc0 ls5 ws13">desintegração do t<span class="_ _0"></span>erritório nacional. Nes<span class="_ _0"></span>se momento de atribulação<span class="_ _0"></span>,  Dom Pedro I vai a São Paulo em busca de apoio<span class="_ _0"></span>, e, em 13 </div><div class="t m2 x23 h11 y5f ffb fs4 fc0 sc0 ls7 ws14">de <span class="_ _1"></span>agosto <span class="_ _1"></span>de <span class="_ _1"></span>1822, <span class="_ _1"></span>Dona <span class="_ _1"></span>Leopoldina <span class="_ _1"></span>assumiu <span class="_ _1"></span>a <span class="_ _1"></span>cheﬁ<span class="_ _18"></span> <span class="_ _2"></span>a <span class="_ _0"></span>do <span class="_ _1"></span>Conselho <span class="_ _1"></span>de <span class="_ _1"></span>Estado <span class="_ _1"></span>e <span class="_ _1"></span>se <span class="_ _1"></span>tornou <span class="_ _1"></span>a <span class="_ _1"></span>primeira <span class="_ _1"></span>mulher <span class="_ _1"></span>governante <span class="_ _1"></span>do <span class="_ _1"></span>Brasil.</div><div class="t m0 x2b h9 y60 ff2 fs4 fc0 sc0 ls0 ws15">Por conta das notícias vindas de P<span class="_ _0"></span>ortugal, D. Leopoldina precisou tomar uma decisão ur<span class="_ _0"></span>gente: reuniu o Conselho de </div><div class="t m0 x23 h9 y61 ff2 fs4 fc0 sc0 ls0 ws16">Estado e as<span class="_ _0"></span>sinou o Decreto da Indepen<span class="_ _0"></span>dência, em 2 de setembro de 1822. F<span class="_ _1"></span>eito isso<span class="_ _0"></span>,  enviou uma carta a D. Pedro, p<span class="_ _0"></span>edin-</div><div class="t m0 x23 h9 y62 ff2 fs4 fc0 sc0 ls0 ws17">do-lhe que proclamas<span class="_ _0"></span>se a Independência do Brasil, ao que ele prontament<span class="_ _0"></span>e acedeu, no dia 7 de setembro daquele me<span class="_ _0"></span>smo </div><div class="t m0 x23 h9 y63 ff2 fs4 fc0 sc0 ls0 ws0">ano, às margens do Ipiranga.</div><div class="t m0 x2b h9 y64 ff2 fs4 fc0 sc0 ls0 ws18">O fato de a imensa maioria simple<span class="_ _0"></span>smente ignorar o destacado papel de D<span class="_ _1"></span>. Leopoldina no processo de Indep<span class="_ _0"></span>endência </div><div class="t m0 x23 h9 y65 ff2 fs4 fc0 sc0 ls0 ws19">do Brasil demonstra como nos<span class="_ _1"></span>so passado tem sido narrado majoritariament<span class="_ _0"></span>e do ponto de vista masculino. D<span class="_ _0"></span>. Leopoldina </div><div class="t m3 x23 h9 y66 ff2 fs4 fc0 sc0 ls8 ws12">ajudou a escrev<span class="_ _0"></span>er nossa hist<span class="_ _0"></span>ória política, mas é comum mencioná-la apenas com<span class="_ _0"></span>o a mãe de D. Pedr<span class="_ _0"></span>o II e esposa de D. P<span class="_ _0"></span>edro I.</div><div class="t m0 x2b h9 y67 ff2 fs4 fc0 sc0 ls0 ws1a">Com a independência do Br<span class="_ _0"></span>asil e o advento da Constituição de 1824, criou-se o P<span class="_ _0"></span>oder Legislativo e o Brasil começa </div><div class="t m0 x23 h9 y68 ff2 fs4 fc0 sc0 ls0 ws0">a colher avanços em div<span class="_ _0"></span>ersas áreas.</div><div class="t m0 x2b h9 y69 ff2 fs4 fc0 sc0 ls0 ws1b">Em 15 de outubro de 1827<span class="_ _1"></span>, o Poder Legislativo apro<span class="_ _0"></span>va a lei de ensino elementar no país que permite mulher<span class="_ _0"></span>es estu-</div><div class="t m0 x23 h9 y6a ff2 fs4 fc0 sc0 ls0 ws16">darem. O sur<span class="_ _0"></span>gimento do Poder Legislativo permitiu, de<span class="_ _0"></span>sde o primeiro momento,  um am<span class="_ _0"></span>biente institucional que avançou, </div><div class="t m0 x23 h9 y6b ff2 fs4 fc0 sc0 ls0 ws0">ainda que timidamente<span class="_ _0"></span>, nas pautas de direitos das mulheres, negr<span class="_ _0"></span>os e de outras minorias.</div><div class="t m4 x2b h9 y6c ff2 fs4 fc0 sc0 ls5 ws1c">As ações das mulheres por dir<span class="_ _0"></span>eitos nunca se limitaram a pautas f<span class="_ _0"></span>eministas. Nísia Floresta, que f<span class="_ _0"></span>oi uma das primeiras </div><div class="t m0 x23 h11 y6d ffb fs4 fc0 sc0 ls5 ws1d">mulheres <span class="_ _1"></span>a <span class="_ _1"></span>publicar artigos <span class="_ _1"></span>em <span class="_ _1"></span>jornais <span class="_ _0"></span>de <span class="_ _0"></span>grande <span class="_ _1"></span>circulação, <span class="_ _1"></span>era <span class="_ _0"></span>grande <span class="_ _1"></span>defensora <span class="_ _1"></span>da <span class="_ _1"></span>educação <span class="_ _0"></span>feminina <span class="_ _1"></span>e <span class="_ _1"></span>também <span class="_ _0"></span>do <span class="_ _1"></span>ﬁ<span class="_ _18"></span> <span class="_ _8"></span>m <span class="_ _1"></span>da </div><div class="t m5 x23 h9 y6e ff2 fs4 fc0 sc0 ls9 ws1e">escravidão. T<span class="_ _0"></span>ambém Maria Firmina dos Reis tev<span class="_ _0"></span>e papel preponderante ao denunciar a pé<span class="_ _0"></span>ssima condiçã<span class="_ _0"></span>o de vida dos escravos. </div><div class="t m6 x23 h9 y6f ff2 fs4 fc0 sc0 lsa ws1c">Chiquinha Gonzaga vendia c<span class="_ _0"></span>omposições de sua autoria, bat<span class="_ _0"></span>endo de porta em porta, para comprar alf<span class="_ _0"></span>orrias de escravos e </div><div class="t m0 x23 h9 y70 ff2 fs4 fc0 sc0 ls5 ws0">deixava estampado em sua música o que negros, mulh<span class="_ _0"></span>eres e excluídos queriam dizer ´´Abre alas, que eu quer<span class="_ _0"></span>o passar”.</div><div class="t m0 x2b h9 y71 ff2 fs4 fc0 sc0 ls0 ws14">D. Leopoldina tamb<span class="_ _0"></span>ém atuou para abolir a escravidão. Numa t<span class="_ _0"></span>entativa de mudar o tipo de mão de obra, a Imperatriz </div><div class="t m7 x23 h11 y72 ffb fs4 fc0 sc0 lsb ws1f">incentivou <span class="_ _1"></span>a <span class="_ _1"></span>imigração eur<span class="_ _0"></span>opeia <span class="_ _0"></span>para <span class="_ _1"></span>o <span class="_ _0"></span>Brasil <span class="_ _0"></span>. <span class="_ _1"></span>Primeiro <span class="_ _0"></span>vieram <span class="_ _0"></span>os <span class="_ _1"></span>suíços, ﬁ<span class="_ _19"></span> <span class="_ _2"></span>xando-se n<span class="_ _0"></span>o <span class="_ _0"></span>Rio <span class="_ _1"></span>de Janeir<span class="_ _0"></span>o <span class="_ _0"></span>e <span class="_ _1"></span>fundando <span class="_ _0"></span>a <span class="_ _0"></span>cidade </div><div class="t m0 x23 h11 y73 ffb fs4 fc0 sc0 ls0 ws0">de Nova F<span class="_ _1"></span>riburgo. Depois, a ﬁ<span class="_ _18"></span> <span class="_ _8"></span>m de po<span class="_ _1"></span>voar o sul brasileiro, a Imperatriz incentivou a vinda dos alemã<span class="_ _0"></span>es.</div><div class="t m0 x2b h11 y74 ffb fs4 fc0 sc0 ls0 ws0">Es<span class="_ _0"></span>se sentim<span class="_ _0"></span>ento <span class="_ _0"></span>abolicionista <span class="_ _0"></span>avançou <span class="_ _1"></span>no tempo <span class="_ _1"></span>e  <span class="_ _1"></span>o P<span class="_ _0"></span>oder Legislativ<span class="_ _0"></span>o emp<span class="_ _0"></span>enhou-se <span class="_ _0"></span>em buscar <span class="_ _1"></span>o ﬁ<span class="_ _19"></span> <span class="_ _8"></span>m <span class="_ _1"></span>da escra<span class="_ _0"></span>vidão. </div><div class="t m8 x23 h9 y75 ff2 fs4 fc0 sc0 lsc ws1c">A Lei Eusébio de Queiroz, editada em 1850, proibiu a entrada de no<span class="_ _0"></span>vos escravos n<span class="_ _0"></span>o Brasil. Em 1871, novam<span class="_ _0"></span>ente o Poder </div><div class="t m0 x23 h9 y76 ff2 fs4 fc0 sc0 ls0 ws0">Legislativo consegue um no<span class="_ _0"></span>vo avanço e é apro<span class="_ _0"></span>vada a Lei do V<span class="_ _1"></span>entre Livre.</div><div class="t m9 x2b h9 y77 ff2 fs4 fc0 sc0 lsb ws1e">T<span class="_ _1"></span>odavia, o absurdo da escravidão ainda r<span class="_ _0"></span>emanescia e nov<span class="_ _0"></span>amente o protagonismo das mulheres e do P<span class="_ _0"></span>oder Legislativo </div><div class="t m0 x23 h11 y78 ffb fs4 fc0 sc0 ls0 ws0">enfrentava o retroce<span class="_ _0"></span>sso. Em 13 de maio de 1888, f<span class="_ _1"></span>oi, <span class="_ _2"></span>enﬁ<span class="_ _19"></span> <span class="_ _2"></span>m, aprovada a  Lei Áurea<span class="_ _0"></span>, prontamente sancionada pela Princesa </div><div class="t m0 x23 h9 y79 ff2 fs4 fc0 sc0 ls0 ws0">Isabel.  D. Leop<span class="_ _0"></span>oldina fora a Matriarca da Indep<span class="_ _0"></span>endência e a Princesa Isabel a Matriarca da Lib<span class="_ _0"></span>erdade.</div><div class="t ma x2b h9 y7a ff2 fs4 fc0 sc0 lsd ws20">Duas mulheres br<span class="_ _0"></span>ancas, da nobreza, que comungavam de um me<span class="_ _0"></span>smo ideal de liberdade<span class="_ _0"></span>, não se encastelaram em </div><div class="t mb x23 h9 y7b ff2 fs4 fc0 sc0 lse ws1c">palácios. Sabiam que não existiria um País ver<span class="_ _0"></span>dadeiramente independente enquant<span class="_ _0"></span>o mulheres e negros não pudes<span class="_ _1"></span>sem </div><div class="t m0 x23 h9 y7c ff2 fs4 fc0 sc0 ls0 ws0">decidir seus próprios destinos.</div><div class="t mc x2b h9 y7d ff2 fs4 fc0 sc0 lsb ws1e">Da mesma f<span class="_ _1"></span>orma que a luta das mulheres buscava incluir a todos que f<span class="_ _1"></span>oram marginalizados, a luta dos negros também </div><div class="t m0 x23 h9 y7e ff2 fs4 fc0 sc0 ls0 ws0">ultrapas<span class="_ _0"></span>sava a discussã<span class="_ _0"></span>o racial.</div><div class="t md x2b h11 y7f ffb fs4 fc0 sc0 lsf ws21">Em <span class="_ _2"></span>19<span class="_ _0"></span>10, <span class="_ _2"></span>João <span class="_ _2"></span>Cândido<span class="_ _0"></span>, <span class="_ _2"></span>almirante <span class="_ _2"></span>negro<span class="_ _0"></span>, <span class="_ _2"></span>liderou <span class="_ _2"></span>a <span class="_ _2"></span>rev<span class="_ _0"></span>olta <span class="_ _2"></span>da <span class="_ _2"></span>chibata, <span class="_ _2"></span>pondo <span class="_ _2"></span>ﬁ<span class="_ _19"></span> <span class="_ _8"></span>m <span class="_ _2"></span>ao castigo <span class="_ _2"></span>físico <span class="_ _2"></span>contra <span class="_ _2"></span>todos <span class="_ _2"></span>os </div><div class="t m0 x23 h9 y80 ff2 fs4 fc0 sc0 ls0 ws0">marinheiros.</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 x2c y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x2d he y59 ff9 fs2 fc2 sc0 ls0 ws0">8</div><div class="t m0 x13 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t me x28 h9 y81 ff2 fs4 fc0 sc0 ls10 ws1e">Em 193<span class="_ _0"></span>1, Hermenegildo Rodrigues de Barros, o primeir<span class="_ _0"></span>o juiz negro eleito President<span class="_ _0"></span>e do Supremo T<span class="_ _1"></span>ribunal Federal, sabia </div><div class="t mf x2e h9 y82 ff2 fs4 fc0 sc0 ls8 ws1e">que a luta dos excluídos soment<span class="_ _0"></span>e teria a ganhar com o f<span class="_ _0"></span>ortalecimento das instituições que, in<span class="_ _0"></span>dependentemente do mom<span class="_ _0"></span>ento </div><div class="t m10 x2e h9 y83 ff2 fs4 fc0 sc0 ls0 ws1c">em que o país vivia, seria importante para a democracia. Nes<span class="_ _1"></span>se contexto, o Ministro Hermen<span class="_ _0"></span>egildo Rodrigues de Barros </div><div class="t m11 x2e h9 y84 ff2 fs4 fc0 sc0 ls0 ws1e">participou ativamente da consolidação da justiça eleit<span class="_ _0"></span>oral e tornou-se o primeiro pre<span class="_ _0"></span>sidente do T<span class="_ _1"></span>ribunal Superior Eleitoral.</div><div class="t m12 x28 h9 y85 ff2 fs4 fc0 sc0 lse ws1c">É motivo de or<span class="_ _0"></span>gulho realçar que as principais conquistas pa<span class="_ _0"></span>ra equidade de gênero e de raça tenham pas<span class="_ _1"></span>sado pelo </div><div class="t m0 x2e h9 y86 ff2 fs4 fc0 sc0 ls0 ws0">Congres<span class="_ _1"></span>so Nacional. O Poder Legislativo sempre estev<span class="_ _0"></span>e atento às demandas vanguardistas da sociedade<span class="_ _0"></span>.</div><div class="t m0 x28 h9 y87 ff2 fs4 fc0 sc0 ls0 ws22">A luta por direitos, aliada ao trabalho dos <span class="_ _0"></span>parlamentares, pos<span class="_ _0"></span>sibilitou à mulher estudar<span class="_ _0"></span>, trabalhar, v<span class="_ _0"></span>otar, ser eleita, se </div><div class="t m0 x2e h9 y88 ff2 fs4 fc0 sc0 ls0 ws23">divorciar<span class="_ _0"></span>, ter seus direitos reprodutiv<span class="_ _0"></span>os respeitados, denunciar a violência de gênero<span class="_ _0"></span>, buscar a igualdade salarial e muitas </div><div class="t m0 x2e h9 y89 ff2 fs4 fc0 sc0 ls0 ws0">outras pautas caminharam juntas, como a política de cotas.</div><div class="t m0 x28 h9 y8a ff2 fs4 fc0 sc0 ls0 ws24">Na busca de garantias básicas, como do próprio direito de viv<span class="_ _0"></span>er sem sofrer violência e ser discriminado, dev<span class="_ _0"></span>o desta-</div><div class="t m0 x2e h9 y8b ff2 fs4 fc0 sc0 ls0 ws1a">car duas leis de extrema importância: a Lei da Maria da Penha<span class="_ _0"></span>, aprovada em 2006 e considerada pela ONU uma das tr<span class="_ _0"></span>ês </div><div class="t m0 x2e h9 y8c ff2 fs4 fc0 sc0 ls0 ws22">melhores legislações do mun<span class="_ _0"></span>do no enfrentamento da violência contra as mulhere<span class="_ _0"></span>s; e a Lei Caó, que criminaliza o racismo </div><div class="t m0 x2e h9 y8d ff2 fs4 fc0 sc0 ls0 ws0">e completou recent<span class="_ _0"></span>emente 30 anos.</div><div class="t m0 x28 h9 y8e ff2 fs4 fc0 sc0 ls0 ws25">Muito mais precisa ser f<span class="_ _1"></span>eito, não somente para apro<span class="_ _0"></span>vação de nov<span class="_ _0"></span>as leis, mas também para dar ef<span class="_ _0"></span>etivo cumprimento </div><div class="t m0 x2e h9 y8f ff2 fs4 fc0 sc0 ls0 ws0">àquelas atualmente vigente<span class="_ _0"></span>s.</div><div class="t m0 x28 h9 y90 ff2 fs4 fc0 sc0 ls0 ws26">O Senado F<span class="_ _0"></span>ederal, a casa do equilíbrio federa<span class="_ _0"></span>tivo, tem f<span class="_ _1"></span>eito sua parte não somente sob o viés legislativo<span class="_ _0"></span>, mas também </div><div class="t m0 x2e h9 y91 ff2 fs4 fc0 sc0 ls0 ws0">com a implementação de medidas administrativas in<span class="_ _0"></span>ovadoras.</div><div class="t m0 x28 h9 y92 ff2 fs4 fc0 sc0 ls0 ws0">Nos últimos anos, f<span class="_ _0"></span>oram criados em nos<span class="_ _0"></span>sa estrutura administrativa:</div><div class="t m0 x2f h9 y93 ff2 fs4 fc0 sc0 ls0 ws0">• </div><div class="t m13 x30 h9 y94 ff2 fs4 fc0 sc0 ls0 ws0">O <span class="_ _2"></span><span class="ff7 ws1c">Observat<span class="_ _0"></span>ório da Mulher contra a Violência<span class="ff2">, em funcionamento desde 20<span class="_ _0"></span>16, cuja missã<span class="_ _0"></span>o é buscar, reunir<span class="_ _0"></span>, </span></span></div><div class="t m0 x30 h9 y95 ff2 fs4 fc0 sc0 ls0 ws17">sistematizar e interpre<span class="_ _0"></span>tar as estatísticas ref<span class="_ _0"></span>erentes à violência de gêner<span class="_ _0"></span>o, para subsidiar os nos<span class="_ _0"></span>sos trabalhos, </div><div class="t m0 x30 h9 y96 ff2 fs4 fc0 sc0 ls0 ws0">tanto na elaboração de proje<span class="_ _0"></span>tos de lei, quanto na avaliação de progr<span class="_ _0"></span>amas do governo<span class="_ _0"></span>.</div><div class="t m0 x2f h9 y97 ff2 fs4 fc0 sc0 ls0 ws0">• <span class="_ _1a"> </span>A <span class="_ _0"></span><span class="ff7 ws27">Procuradoria Especial da Mulher<span class="_ _0"></span>,<span class="ff2"> criada em 2013, com o objetiv<span class="_ _0"></span>o de municiar as parlamentares da bancada </span></span></div><div class="t m0 x30 h9 y98 ff2 fs4 fc0 sc0 ls0 ws28">f<span class="_ _0"></span>eminina com informaçõe<span class="_ _0"></span>s necessárias par<span class="_ _0"></span>a a apresentação de projetos de leis v<span class="_ _0"></span>oltados para a promoção dos </div><div class="t m0 x30 h9 y99 ff2 fs4 fc0 sc0 ls0 ws0">direitos das mulhere<span class="_ _0"></span>s.</div><div class="t m0 x2f h9 y9a ff2 fs4 fc0 sc0 ls0 ws0">• </div><div class="t m14 x30 h9 y9b ff2 fs4 fc0 sc0 ls11 ws18">O <span class="_ _2"></span><span class="ff7 ws20">Programa Pr<span class="_ _0"></span>ó-Equidade <span class="ff2">desde 201<span class="_ _0"></span>1 promove campan<span class="_ _0"></span>has educativas dentro da instituição, de modo a<span class="_ _0"></span> </span></span></div><div class="t m0 x30 h9 y9c ff2 fs4 fc0 sc0 ls0 ws11">combater o machismo na gestã<span class="_ _0"></span>o de pes<span class="_ _0"></span>soal e na cultura organizacional. Uma das ações de maior repercus<span class="_ _1"></span>são </div><div class="t m0 x30 h9 y9d ff2 fs4 fc0 sc0 ls0 ws29">deste programa t<span class="_ _0"></span>eve início em 2017<span class="_ _1"></span>, quando o Senado, de f<span class="_ _1"></span>orma vanguardista, estabeleceu a obrigação de que </div><div class="t m0 x30 h9 y9e ff2 fs4 fc0 sc0 ls0 ws26">as empresas que lhe prestam serviços terceirizados reservem pelo menos 2% das vagas para mulh<span class="_ _0"></span>eres que se </div><div class="t m0 x30 h9 y9f ff2 fs4 fc0 sc0 ls0 ws0">encontram em situação de vulnerabilidade econômica ap<span class="_ _0"></span>ós sofrerem violência doméstica.</div><div class="t m0 x2f h9 ya0 ff2 fs4 fc0 sc0 ls0 ws0">• </div><div class="t m15 x30 h9 ya1 ff2 fs4 fc0 sc0 ls0 ws0">O<span class="ff7 lsd ws1c"> Comitê pela Promoção da Igualdade de Gêner<span class="_ _0"></span>o e Raça <span class="ff2">organiza cursos, debates e ev<span class="_ _0"></span>entos destinados </span></span></div><div class="t m0 x30 h9 ya2 ff2 fs4 fc0 sc0 ls0 ws2a">aos funcionários do Senado, com vistas à conscientização e à reduçã<span class="_ _0"></span>o da desigualdade de gênero e de raça </div><div class="t m0 x30 h9 ya3 ff2 fs4 fc0 sc0 ls0 ws0">dentro da instituição.</div><div class="t m0 x28 h9 ya4 ff2 fs4 fc0 sc0 ls0 ws23">F<span class="_ _0"></span>elizmente, as açõe<span class="_ _0"></span>s do Senado têm servido de modelo para outras instituições. O Comitê inspirou a Escola Nacional </div><div class="t m0 x2e h9 ya5 ff2 fs4 fc0 sc0 ls0 ws2b">de Administração Pública (Enap) a criar um departamento semelhant<span class="_ _0"></span>e, e o Observatório da Mulher contra a Violência está </div><div class="t m0 x2e h9 ya6 ff2 fs4 fc0 sc0 ls0 ws19">ajudando a pref<span class="_ _1"></span>eitura de T<span class="_ _1"></span>eresina, no Piauí, a montar o seu próprio observatório, para permitir a criação de políticas mu-</div><div class="t m0 x2e h11 ya7 ffb fs4 fc0 sc0 ls0 ws0">nicipais mais eﬁ<span class="_ _19"></span> <span class="_ _8"></span>cazes contra a violência de gênero.</div><div class="t m0 x28 h9 ya8 ff2 fs4 fc0 sc0 ls0 ws2c">No tempo em que vivem<span class="_ _0"></span>os, marcado por constantes avan<span class="_ _0"></span>ços de natureza material e tecnológica, combat<span class="_ _0"></span>er a chaga </div><div class="t m0 x2e h9 ya9 ff2 fs4 fc0 sc0 ls0 ws2d">da desigualdade de gênero e de raça constitui não apenas um imp<span class="_ _0"></span>erativo constitucional, mas, sobretudo, um de<span class="_ _0"></span>ver moral </div><div class="t m0 x2e h9 yaa ff2 fs4 fc0 sc0 ls0 ws0">e ético de nos<span class="_ _0"></span>sas consciências.</div><div class="t m0 x28 h9 yab ff2 fs4 fc0 sc0 ls0 ws19">Por is<span class="_ _0"></span>so, encerro com uma frase do grande líder negr<span class="_ _0"></span>o sul-africano, Nelson Mandela: “Ninguém nasce odiando outra </div><div class="t m16 x2e h9 yac ff2 fs4 fc0 sc0 ls10 ws1e">pes<span class="_ _0"></span>soa pela cor da sua pele<span class="_ _0"></span>, por sua origem ou ainda por sua religião. Para odiar<span class="_ _1"></span>, as pessoas precisam aprender<span class="_ _1"></span>. E se podem </div><div class="t m0 x2e h9 yad ff2 fs4 fc0 sc0 ls0 ws0">aprender a odiar, elas p<span class="_ _0"></span>odem ser ensinadas a amar ”.</div><div class="t m0 x31 h12 yae ffc fs4 fc0 sc0 ls0 ws0">Senador Sérgio Pet<span class="_ _0"></span>ecão</div><div class="t m0 x32 h13 yaf ff6 fs4 fc0 sc0 ls0 ws0">Primeiro-secretário do Senado F<span class="_ _1"></span>ederal</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 x26 y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x27 he y59 ff9 fs2 fc2 sc0 ls0 ws0">9</div><div class="t m0 x28 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x33 h10 yb0 ffa fs5 fc2 sc0 ls0 ws0">Apr<span class="_ _1"></span>esentação do Plano de </div><div class="t m0 x29 h10 yb1 ffa fs5 fc2 sc0 ls0 ws0">Equidade de Gêner<span class="_ _1"></span>o e Raça</div><div class="t m17 x2b h9 yb2 ff2 fs4 fc0 sc0 ls0 ws12">O Plano de Equidade de Gên<span class="_ _0"></span>ero e Raça é o instrumento de ge<span class="_ _0"></span>stão adotado pelo Senado F<span class="_ _1"></span>ederal para promov<span class="_ _0"></span>er ativida-</div><div class="t m0 x23 h11 yb3 ffb fs4 fc0 sc0 ls0 ws0">des relacionadas <span class="_ _0"></span>à igualdade de <span class="_ _0"></span>gênero e raça. <span class="_ _0"></span>Ele permite <span class="_ _0"></span>à direção quantiﬁ<span class="_ _19"></span> <span class="_ _2"></span>car, acompanhar, <span class="_ _0"></span>orientar e av<span class="_ _0"></span>aliar as ações </div><div class="t m0 x23 h9 yb4 ff2 fs4 fc0 sc0 ls0 ws2e">implementadas, de modo que estejam alinhadas c<span class="_ _0"></span>om as melhores práticas e dentro da perspectiv<span class="_ _0"></span>a de que o Parlamento </div><div class="t m0 x23 h9 yb5 ff2 fs4 fc0 sc0 ls0 ws0">deve ser visto c<span class="_ _0"></span>omo ref<span class="_ _0"></span>erência em todas as suas iniciativas. </div><div class="t m0 x2b h9 yb6 ff2 fs4 fc0 sc0 ls0 ws2f">A inclusão da perspectiva de gên<span class="_ _0"></span>ero e raça foi intr<span class="_ _0"></span>oduzida nas práticas administrativas do Senado em 201<span class="_ _0"></span>1, quando </div><div class="t m0 x23 h9 yb7 ff2 fs4 fc0 sc0 ls0 ws24">da adesão ao Programa Pró-Equidade<span class="_ _0"></span>, vinculado à Secretaria de Políticas para as Mulh<span class="_ _0"></span>eres do Ministério das Mulhere<span class="_ _0"></span>s, da </div><div class="t m0 x23 h9 yb8 ff2 fs4 fc0 sc0 ls0 ws30">Igualdade Racial e dos Direitos Humanos, do Ex<span class="_ _0"></span>ecutivo F<span class="_ _0"></span>ederal. A iniciativa logo gerou bons resultados, t<span class="_ _0"></span>endo em vista a </div><div class="t m0 x23 h9 yb9 ff2 fs4 fc0 sc0 ls0 ws31">obtenção do Selo Pró-Equidade<span class="_ _0"></span>, nas edições de 201<span class="_ _0"></span>1-2013 e de 20<span class="_ _0"></span>13-2015.  Aguar<span class="_ _0"></span>damos, agora, o resultado da edição do </div><div class="t m0 x23 h9 yba ff2 fs4 fc0 sc0 ls0 ws0">biênio 2015-20<span class="_ _0"></span>18. </div><div class="t m0 x2b h9 ybb ff2 fs4 fc0 sc0 ls0 ws2d">A adesão do Senado ao ref<span class="_ _1"></span>erido Programa evidencia o compromis<span class="_ _0"></span>so da Administração da Casa em promo<span class="_ _0"></span>ver a igual-</div><div class="t m0 x23 h9 ybc ff2 fs4 fc0 sc0 ls0 ws15">dade de oportunidades para servidoras e ser<span class="_ _2"></span>vidores no âmbit<span class="_ _0"></span>o interno, ao mesm<span class="_ _0"></span>o tempo em que projeta o Senado como </div><div class="t m0 x23 h9 ybd ff2 fs4 fc0 sc0 ls0 ws0">instituição modelo na equidade de gênero e raça para outros ent<span class="_ _0"></span>es da Administração Pública nas três e<span class="_ _0"></span>sferas de poder<span class="_ _1"></span>.  </div><div class="t m18 x2b h9 ybe ff2 fs4 fc0 sc0 ls12 ws1e">Em 2015 f<span class="_ _1"></span>oi criado o Comitê Permanente pela Prom<span class="_ _0"></span>oção da Igualdade de Gênero e Raça, por meio da P<span class="_ _0"></span>ortaria da Direto-</div><div class="t m19 x23 h9 ybf ff2 fs4 fc0 sc0 ls13 ws1e">ria-Geral nº 25<span class="_ _0"></span>11 de 20<span class="_ _0"></span>15, alterada pela Portaria da Diretoria G<span class="_ _0"></span>eral nº 92 de 2019. Com a criação do C<span class="_ _0"></span>omitê, o comprometim<span class="_ _0"></span>ento </div><div class="t m0 x23 h11 yc0 ffb fs4 fc0 sc0 ls0 ws0">com <span class="_ _0"></span>a <span class="_ _0"></span>equidade de <span class="_ _1"></span>gênero <span class="_ _0"></span>e raça <span class="_ _1"></span>foi <span class="_ _1"></span>reiterado <span class="_ _0"></span>e, <span class="_ _1"></span>como é <span class="_ _1"></span>permanente, <span class="_ _1"></span>solidiﬁ<span class="_ _18"></span> <span class="_ _8"></span>ca <span class="_ _1"></span>as diversas <span class="_ _1"></span>ações implantadas <span class="_ _1"></span>nes<span class="_ _0"></span>sa ár<span class="_ _0"></span>ea.</div><div class="t m0 x2b h9 yc1 ff2 fs4 fc0 sc0 ls0 ws32">Cabe destacar e agradecer a parceria com a Pr<span class="_ _0"></span>ocuradoria Especial da Mulher do Senado F<span class="_ _0"></span>ederal, com a Procuradoria </div><div class="t m0 x23 h9 yc2 ff2 fs4 fc0 sc0 ls0 ws33">da Mulher e com a Secretaria da Mulher da Câmara dos Deputados que n<span class="_ _0"></span>os renderam grandes conquistas e ref<span class="_ _1"></span>erência na </div><div class="t m0 x23 h9 yc3 ff2 fs4 fc0 sc0 ls0 ws0">condução dos as<span class="_ _0"></span>suntos relativos a e<span class="_ _0"></span>sse tema n<span class="_ _0"></span>o Brasil.</div><div class="t m1a x2b h9 yc4 ff2 fs4 fc0 sc0 ls10 ws1e">O Plano de Equidade de Gênero e Raça, n<span class="_ _0"></span>o formato em que se apr<span class="_ _0"></span>esenta hoje, f<span class="_ _1"></span>oi organizado pelos membros do Comitê </div><div class="t m1b x23 h9 yc5 ff2 fs4 fc0 sc0 ls0 ws1e">Permanente<span class="_ _0"></span>, com a coordenação do Núcleo de Coordenaçã<span class="_ _0"></span>o de Ações Socioambientais (NCA<span class="_ _0"></span>S) e será adotado pelo Senado </div><div class="t m1c x23 h9 yc6 ff2 fs4 fc0 sc0 lsd ws1c">F<span class="_ _0"></span>ederal no período entre 20<span class="_ _0"></span>19 e 2021. As açõe<span class="_ _0"></span>s nele contidas f<span class="_ _0"></span>oram construídas de forma compartilhada com diversos<span class="_ _0"></span> </div><div class="t m0 x23 h9 yc7 ff2 fs4 fc0 sc0 ls0 ws16">setores da C<span class="_ _0"></span>asa e levaram em consideração o objetivo<span class="_ _0"></span>, a meta, o prazo para ex<span class="_ _0"></span>ecução (meses), os indicadore<span class="_ _0"></span>s, a unidade </div><div class="t m0 x23 h9 yc8 ff2 fs4 fc0 sc0 ls0 ws0">responsáv<span class="_ _0"></span>el e as unidades envolvidas e o detalhament<span class="_ _0"></span>o de cada ação.</div><div class="t m1d x2b h9 yc9 ff2 fs4 fc0 sc0 ls12 ws1e">O Plano pos<span class="_ _0"></span>sui cinco eixos temáticos: C<span class="_ _0"></span>omunicação, Educação, Cultura Or<span class="_ _0"></span>ganizacional, Gestão e Saúde, para e<span class="_ _0"></span>xecução </div><div class="t m1e x23 h9 yca ff2 fs4 fc0 sc0 lsc ws1c">das ações em até 24 me<span class="_ _0"></span>ses. Es<span class="_ _0"></span>sa divisão permite o planejamento de m<span class="_ _0"></span>etas mais ambiciosas, pois considera ações de </div><div class="t m0 x23 h9 ycb ff2 fs4 fc0 sc0 ls0 ws0">curto e de médio prazos. No total, o document<span class="_ _0"></span>o possui 28 obje<span class="_ _0"></span>tivos e 18 unidades setoriais env<span class="_ _0"></span>olvidas em sua execução<span class="_ _0"></span>.</div><div class="t m1f x2b h9 ycc ff2 fs4 fc0 sc0 ls14 ws12">O Comitê Perman<span class="_ _0"></span>ente pela Promoção da Igualdade de G<span class="_ _0"></span>ênero e Raça do Senado F<span class="_ _0"></span>ederal será um importante instrumento </div><div class="t m20 x23 h9 ycd ff2 fs4 fc0 sc0 lsb ws1e">de apoio e de interligação com div<span class="_ _0"></span>ersos setores no cumpriment<span class="_ _0"></span>o de ações, de modo a construir uma cultura organizacional </div><div class="t m0 x23 h9 yce ff2 fs4 fc0 sc0 ls0 ws0">que expres<span class="_ _1"></span>se valores de igualdade, equidade e respeit<span class="_ _0"></span>o. </div><div class="t m21 x2b h9 ycf ff2 fs4 fc0 sc0 ls10 ws1e">Esperamos que est<span class="_ _0"></span>e Plano dê continuidade às ações articuladas pela ef<span class="_ _0"></span>etiva conquista da igualdade de oportunidades </div><div class="t m0 x23 h9 yd0 ff2 fs4 fc0 sc0 ls0 ws11">para as servidoras e ser<span class="_ _2"></span>vidores da Casa. Que seja a bús<span class="_ _1"></span>sola orientadora para construção de um futuro onde a equidade de </div><div class="t m0 x23 h9 yd1 ff2 fs4 fc0 sc0 ls0 ws0">gênero será realidade<span class="_ _0"></span>, não só no Senado, mas em todo o País.</div><div class="t m0 x2b h9 yd2 ff2 fs4 fc0 sc0 ls0 ws34">  <span class="_ _1b"> </span><span class="ffc ws0">Ilana T<span class="_ _1"></span>rombka</span></div><div class="t m0 x2b h9 yd3 ff2 fs4 fc0 sc0 ls0 ws0"> <span class="_ _1c"> </span> <span class="_ _1d"> </span>Diretora-G<span class="_ _0"></span>eral do Senado Federal</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 x26 y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x34 he y59 ff9 fs2 fc2 sc0 ls0 ws0">11</div><div class="t m0 x28 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x23 h7 y1 ff6 fs0 fc2 sc0 ls0 ws0">MET<span class="_ _1"></span>ODOLOGIA </div><div class="t m0 x23 h14 yd4 ff7 fs3 fc2 sc0 ls0 ws0">1. <span class="_ _1e"> </span>ELABOR<span class="_ _2"></span>A<span class="_ _1"></span>ÇÃO</div><div class="t m22 x2b h9 yd5 ff2 fs4 fc0 sc0 ls15 ws20">Este document<span class="_ _0"></span>o foi construído de f<span class="_ _1"></span>orma colaborativa por um grupo de </div><div class="t m0 x23 h9 yd6 ff2 fs4 fc0 sc0 ls0 ws35">trabalho interdisciplinar compost<span class="_ _0"></span>o por diversos setor<span class="_ _0"></span>es do Senado F<span class="_ _0"></span>ederal, com </div><div class="t m0 x23 h11 yd7 ffb fs4 fc0 sc0 ls0 ws0">intuito <span class="_ _1"></span>de abranger <span class="_ _1"></span>ações que <span class="_ _1"></span>contemplem a <span class="_ _1"></span>diversidade <span class="_ _0"></span>e ap<span class="_ _0"></span>ontem <span class="_ _0"></span>os de<span class="_ _0"></span>saﬁ<span class="_ _18"></span> <span class="_ _8"></span>os </div><div class="t m0 x23 h9 yd8 ff2 fs4 fc0 sc0 ls0 ws0">a serem alcançados no âmbito da equidade de gên<span class="_ _0"></span>ero e raça. </div><div class="t m23 x2b h9 yd9 ff2 fs4 fc0 sc0 ls16 ws12">A elaboração deste Plan<span class="_ _0"></span>o foi alcançada p<span class="_ _0"></span>or meio de 17 reuniões com dif<span class="_ _0"></span>erentes </div><div class="t m0 x23 h9 yda ff2 fs4 fc0 sc0 ls0 ws36">secretarias endereçando a e<span class="_ _0"></span>xecução e o monitoram<span class="_ _0"></span>ento a 18 unidades setoriais </div><div class="t m0 x23 h9 ydb ff2 fs4 fc0 sc0 ls0 ws0">pelo período de vigência do Plano (24 me<span class="_ _0"></span>ses). </div><div class="t m24 x2b h9 ydc ff2 fs4 fc0 sc0 ls13 ws1e">O Plano tem como base os instrument<span class="_ _0"></span>os legais, tendências corporativ<span class="_ _0"></span>as para </div><div class="t m0 x23 h9 ydd ff2 fs4 fc0 sc0 ls0 ws37">a promoção da equidade nas instituições públicas, e f<span class="_ _1"></span>oi organizado em 5 eixos </div><div class="t m25 x23 h9 yde ff2 fs4 fc0 sc0 ls17 ws1c">temáticos: Comunicação<span class="_ _0"></span>, Educação, Cultura Organizacional, Ge<span class="_ _0"></span>stão e Saúde, </div><div class="t m0 x23 h11 ydf ffb fs4 fc0 sc0 ls0 ws0">contabilizando <span class="_ _2"></span>28 <span class="_ _2"></span>obje<span class="_ _0"></span>tivos, <span class="_ _2"></span>descritos com <span class="_ _2"></span>a <span class="_ _2"></span>deﬁ<span class="_ _18"></span> <span class="_ _8"></span>nição de <span class="_ _2"></span>prazos <span class="_ _2"></span>de <span class="_ _2"></span>execução<span class="_ _0"></span>, </div><div class="t m0 x23 h9 ye0 ff2 fs4 fc0 sc0 ls0 ws0">metas e indicadores. </div><div class="t m0 x2b h9 ye1 ff2 fs4 fc0 sc0 ls0 ws38">Além disso<span class="_ _0"></span>, o documento pos<span class="_ _1"></span>sui alinhamento institucional com os Objetivos do Desenvolvim<span class="_ _0"></span>ento Sustentável (ODS), </div><div class="t m0 x23 h9 ye2 ff2 fs4 fc0 sc0 ls0 ws3">conf<span class="_ _0"></span>orme agenda das Nações Unidas para o Desenv<span class="_ _0"></span>olvimento, que orienta a igualdade de gênero e o empoder<span class="_ _0"></span>amento de </div><div class="t m0 x23 h9 ye3 ff2 fs4 fc0 sc0 ls0 ws0">todas as mulheres e m<span class="_ _0"></span>eninas, nos termos do ODS 5.</div><div class="t m0 x23 h14 ye4 ff7 fs3 fc2 sc0 ls0 ws0">2. <span class="_ _1f"> </span>MONIT<span class="_ _0"></span>ORAMENTO</div><div class="t m0 x2b h9 ye5 ff2 fs4 fc0 sc0 ls0 ws39">O monitorament<span class="_ _0"></span>o do Plano será realizado com a colaboração das áre<span class="_ _0"></span>as responsáveis indicadas <span class="_ _0"></span>em cada ação para </div><div class="t m0 x23 h9 ye6 ff2 fs4 fc0 sc0 ls0 ws0">prov<span class="_ _0"></span>er os dados ref<span class="_ _0"></span>erentes ao andament<span class="_ _0"></span>o das metas estipuladas.</div><div class="t m0 x23 h14 ye7 ff7 fs3 fc2 sc0 ls0 ws0">3. <span class="_ _1f"> </span>PUBLICA<span class="_ _0"></span>ÇÃ<span class="_ _0"></span>O DO RELA<span class="_ _1"></span>T<span class="_ _0"></span>ÓRIO</div><div class="t m26 x2b h11 ye8 ffb fs4 fc0 sc0 lsb ws1f">Ao <span class="_ _1"></span>ﬁ<span class="_ _18"></span> <span class="_ _8"></span>nal <span class="_ _1"></span>do <span class="_ _0"></span>período <span class="_ _1"></span>de <span class="_ _0"></span>vigência <span class="_ _1"></span>do Plan<span class="_ _0"></span>o, <span class="_ _1"></span>os r<span class="_ _0"></span>esultados <span class="_ _1"></span>das m<span class="_ _0"></span>etas <span class="_ _1"></span>serão <span class="_ _0"></span>compilados <span class="_ _0"></span>e <span class="_ _1"></span>organizados <span class="_ _0"></span>em <span class="_ _1"></span>um relat<span class="_ _0"></span>ório <span class="_ _1"></span>que </div><div class="t m0 x23 h9 ye9 ff2 fs4 fc0 sc0 ls0 ws35">deverá ser publicado<span class="_ _0"></span>, tornando-se documento base para avaliaçã<span class="_ _0"></span>o dos resultados alcançados e elaboração de document<span class="_ _0"></span>o </div><div class="t m0 x23 h11 yea ffb fs4 fc0 sc0 ls0 ws0">futuro, a ﬁ<span class="_ _19"></span> <span class="_ _8"></span>m de dar continuidade às ações até entã<span class="_ _0"></span>o empreendidas.</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 x2c y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x2d he y59 ff9 fs2 fc2 sc0 ls0 ws0">12</div><div class="t m0 x13 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x2e h15 y1 ff7 fs0 fc2 sc0 ls0 ws0">Quadro Ger<span class="_ _0"></span>al do Plano</div><div class="t m0 x28 h16 yeb ff1 fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _0"></span>O </div><div class="t m0 x35 h16 yec ff1 fs9 fc3 sc0 ls0 ws0">TEMÁ<span class="_ _1"></span>TICO</div><div class="t m0 x36 h17 yed ff1 fs8 fc3 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O</div><div class="t m0 x37 h17 yee ff1 fs8 fc3 sc0 ls0 ws0">UNID<span class="_ _0"></span>ADE   </div><div class="t m0 x38 h17 yef ff1 fs8 fc3 sc0 ls0 ws0">RESPONSÁVEL</div><div class="t m0 x39 h17 yed ff1 fs8 fc3 sc0 ls0 ws0">PRAZO</div><div class="t m27 x3a h17 yf0 ff1 fs8 fc0 sc0 ls0 ws0">1. COMUNICA<span class="_ _0"></span>ÇÃO</div><div class="t m0 x3b h4 yf1 ff2 fs2 fc0 sc0 ls0 ws3a">1.1 Ref<span class="_ _0"></span>ormular a página do Senado Federal sobre as açõe<span class="_ _0"></span>s de equidade </div><div class="t m0 x3b h4 yf2 ff2 fs2 fc0 sc0 ls0 ws3b">de gênero e raça e manter atualizadas as inf<span class="_ _1"></span>ormações do Programa Pró-</div><div class="t m0 x3b h4 yf3 ff2 fs2 fc0 sc0 ls0 ws0">Equidade e do Comitê<span class="_ _0"></span>.</div><div class="t m0 x3c h4 yf4 ff2 fs2 fc0 sc0 ls0 ws0">Comitê </div><div class="t m0 x3d h4 yf5 ff2 fs2 fc0 sc0 ls0 ws0">PRODA<span class="_ _1"></span>SEN</div><div class="t m0 x3e h4 yf6 ff2 fs2 fc0 sc0 ls0 ws0">Pró-Equidade</div><div class="t m0 x3f h4 yf7 ff2 fs2 fc0 sc0 ls0 ws0">DGER</div><div class="t m0 x40 h4 yf2 ff2 fs2 fc0 sc0 ls18 ws3c">8 meses</div><div class="t m0 xc h4 yf8 ff2 fs2 fc0 sc0 ls0 ws3d">1.2 Elaborar e divulgar calendário anual de ev<span class="_ _0"></span>entos e datas comemorativas </div><div class="t m0 xc h4 yf9 ff2 fs2 fc0 sc0 ls0 ws0">e o plano de comunicação das ações.</div><div class="t m0 x3c h4 yfa ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x3f h4 yfb ff2 fs2 fc0 sc0 ls0 ws0">DGER</div><div class="t m0 x3e h4 yfc ff2 fs2 fc0 sc0 ls0 ws0">Pró-Equidade</div><div class="t m0 x41 h4 yfb ff2 fs2 fc0 sc0 ls0 ws0">19 meses</div><div class="t m0 xc h4 yfd ff2 fs2 fc0 sc0 ls0 ws3e">1.3 Incluir, nas ações de c<span class="_ _0"></span>omunicação, a diversidade sexual, étnica-racial, </div><div class="t m0 xc h18 yfe ffb fs2 fc0 sc0 ls0 ws0">a inclusão de pes<span class="_ _0"></span>soas com deﬁ<span class="_ _20"></span> <span class="_ _2"></span>ciência, pessoas idosas, entr<span class="_ _0"></span>e outros.</div><div class="t m0 x3c h4 yff ff2 fs2 fc0 sc0 ls0 ws0">SECOM<span class="_ _21"> </span>24 meses</div><div class="t m0 xc h4 y100 ff2 fs2 fc0 sc0 ls0 ws3f">1.4 Incluir, na programaçã<span class="_ _0"></span>o da Rádio Senado, o tema da equidade de </div><div class="t m0 xc h4 y101 ff2 fs2 fc0 sc0 ls0 ws0">gênero e raça.</div><div class="t m0 x42 h4 y100 ff2 fs2 fc0 sc0 ls0 ws0">SECOM/ Radio </div><div class="t m0 x3c h4 y101 ff2 fs2 fc0 sc0 ls0 ws0">Senado</div><div class="t m0 x43 h4 y102 ff2 fs2 fc0 sc0 ls0 ws0">24 meses</div><div class="t m0 xc h4 y103 ff2 fs2 fc0 sc0 ls0 ws0">1.5 Produzir programa na TV Senado sobre equidade de gênero e raça.<span class="_ _22"> </span>SECOM/ STV<span class="_ _0"></span>SEN<span class="_ _23"> </span>24 meses</div><div class="t m0 xc h4 y104 ff2 fs2 fc0 sc0 ls0 ws0">1.6 Produzir vídeos institucionais sobre equidade de gênero e raça.</div><div class="t m0 x3c h4 y105 ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x3c h4 y104 ff2 fs2 fc0 sc0 ls0 ws0">SECOM </div><div class="t m0 x3e h4 y106 ff2 fs2 fc0 sc0 ls0 ws0">Pró-Equidade</div><div class="t m0 x43 h4 y104 ff2 fs2 fc0 sc0 ls0 ws0">24 meses</div><div class="t m0 xc h18 y107 ffb fs2 fc0 sc0 ls0 ws0">1.7 Publicar Boletim Eletrônico de <span class="_ _2"></span>Bibliograﬁ<span class="_ _18"></span> <span class="_ _8"></span>as Especializadas sobre a <span class="_ _2"></span>t<span class="_ _0"></span>e-</div><div class="t m0 xc h4 y108 ff2 fs2 fc0 sc0 ls0 ws0">mática de equidade de gênero e raça.</div><div class="t m0 x44 h4 y109 ff2 fs2 fc0 sc0 ls0 ws0">COBIB<span class="_ _24"> </span>24 meses</div><div class="t m27 x3a h17 y10a ff1 fs8 fc0 sc0 ls0 ws0">2. EDUCA<span class="_ _0"></span>ÇÃ<span class="_ _0"></span>O</div><div class="t m0 x3b h4 y10b ff2 fs2 fc0 sc0 ls0 ws40">2.1 Incluir no projeto p<span class="_ _0"></span>edagógico do PFG conteúdo sobre equidade de gê-</div><div class="t m0 x3b h4 y10c ff2 fs2 fc0 sc0 ls0 ws0">nero e raça.</div><div class="t m0 x45 h4 y10d ff2 fs2 fc0 sc0 ls0 ws0">ILB<span class="_ _25"> </span><span class="ls18 ws3c">3 meses</span></div><div class="t m0 xc h4 y10e ff2 fs2 fc0 sc0 ls0 ws29">2.2 Prospectar em outras instituições/<span class="_ _1"></span>entidades, curso EaD sobre as<span class="_ _0"></span>sédio </div><div class="t m0 xc h4 y10f ff2 fs2 fc0 sc0 ls0 ws41">moral e sexual a ser amplamente divulgado para o público <span class="_ _0"></span>interno para </div><div class="t m0 xc h4 y110 ff2 fs2 fc0 sc0 ls0 ws0">capacitação, se neces<span class="_ _1"></span>sário, mediante termo de cooperação.</div><div class="t m0 x45 h4 y111 ff2 fs2 fc0 sc0 ls0 ws0">ILB</div><div class="t m0 x3c h4 y112 ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x40 h4 y10f ff2 fs2 fc0 sc0 ls18 ws3c">5 meses</div><div class="t m0 xc h4 y113 ff2 fs2 fc0 sc0 ls0 ws42">2.3 Ofertar curso de def<span class="_ _1"></span>esa pessoal com 12h/<span class="_ _1"></span>aula, com teoria sobre a vio-</div><div class="t m0 xc h4 y114 ff2 fs2 fc0 sc0 ls0 ws24">lência contra as mulheres e aulas práticas para t<span class="_ _0"></span>odas as colaboradoras do </div><div class="t m0 xc h4 y115 ff2 fs2 fc0 sc0 ls0 ws0">Senado F<span class="_ _0"></span>ederal.</div><div class="t m0 x3f h4 y114 ff2 fs2 fc0 sc0 ls0 ws0">SPOL<span class="_ _26"> </span>24 meses</div><div class="t m0 xc h4 y116 ff2 fs2 fc0 sc0 ls0 ws0">2.4 Realizar Rodas de leitura na temática de gênero e raça.</div><div class="t m0 x44 h4 y117 ff2 fs2 fc0 sc0 ls0 ws0">COBIB</div><div class="t m0 x3c h4 y118 ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x43 h4 y117 ff2 fs2 fc0 sc0 ls0 ws0">24 meses</div><div class="t m0 xc h4 y119 ff2 fs2 fc0 sc0 ls0 ws0">2.5 Publicar obras da Coleção Escritoras do Brasil.</div><div class="t m0 x44 h4 y11a ff2 fs2 fc0 sc0 ls0 ws0">COBIB</div><div class="t m0 x46 h4 y119 ff2 fs2 fc0 sc0 ls0 ws0">SEGRAF</div><div class="t m0 x3f h4 y11b ff2 fs2 fc0 sc0 ls0 ws0">DGER</div><div class="t m0 x43 h4 y119 ff2 fs2 fc0 sc0 ls0 ws0">24 meses</div><div class="t m27 x47 h17 y11c ff1 fs8 fc0 sc0 ls0 ws0">3. CUL<span class="_ _1"></span>TURA </div><div class="t m27 x48 h17 y11d ff1 fs8 fc0 sc0 ls0 ws0">ORGANIZA<span class="_ _0"></span>CIONAL</div><div class="t m0 x3b h4 y11e ffb fs2 fc0 sc0 ls0 ws0">3.1 Constituir grupos de aﬁ<span class="_ _20"></span> <span class="_ _2"></span>nidade de raça e LGBTI+.<span class="_ _27"> </span><span class="ff2">Comitê<span class="_ _28"> </span>16 meses</span></div><div class="t m0 x3b h4 y11f ff2 fs2 fc0 sc0 ls0 ws43">3.2 Sensibilizar gestores e prom<span class="_ _0"></span>over encontros com seus colab<span class="_ _0"></span>oradores </div><div class="t m0 x3b h4 y120 ff2 fs2 fc0 sc0 ls0 ws44">para discutir temas relativos à equidade de gên<span class="_ _0"></span>ero e raça e inclusão de </div><div class="t m0 x3b h18 y121 ffb fs2 fc0 sc0 ls0 ws0">pes<span class="_ _0"></span>soas com deﬁ<span class="_ _20"></span> <span class="_ _2"></span>ciência.</div><div class="t m0 x3c h4 y120 ff2 fs2 fc0 sc0 ls0 ws0">Comitê<span class="_ _29"> </span>24 meses</div><div class="t m0 x3b h4 y122 ff2 fs2 fc0 sc0 ls0 ws45">3.3 Realizar rodas de conversa para prom<span class="_ _0"></span>over a discus<span class="_ _0"></span>são e a escuta em-</div><div class="t m0 x3b h4 y123 ff2 fs2 fc0 sc0 ls0 ws46">pática sobre o racismo e a valorização da pes<span class="_ _1"></span>soa negra no Senado Federal.</div><div class="t m0 x3c h4 y124 ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x3f h4 y125 ff2 fs2 fc0 sc0 ls0 ws0">DGER</div><div class="t m0 x41 h4 y126 ff2 fs2 fc0 sc0 ls0 ws0">18 meses</div><div class="t m0 x3b h4 y127 ff2 fs2 fc0 sc0 ls0 ws47">3.4 Realizar event<span class="_ _0"></span>os de sensibilização para os ser<span class="_ _2"></span>vidore<span class="_ _0"></span>s sobre assédio e </div><div class="t m0 x3b h4 y128 ff2 fs2 fc0 sc0 ls0 ws0">outras violências no ambiente de trabalho<span class="_ _0"></span>.</div><div class="t m0 x37 h4 y129 ff2 fs2 fc0 sc0 ls0 ws0">SESOQVT<span class="_ _2a"> </span>24 meses</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 x26 y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x49 he y59 ff9 fs2 fc2 sc0 ls0 ws0">13</div><div class="t m0 x28 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x2b h16 y12a ff1 fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _0"></span>O </div><div class="t m0 x4a h16 y12b ff1 fs9 fc3 sc0 ls0 ws0">TEMÁ<span class="_ _1"></span>TICO</div><div class="t m0 x4b h17 y12c ff1 fs8 fc3 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O</div><div class="t m0 x4c h17 y12d ff1 fs8 fc3 sc0 ls0 ws0">UNID<span class="_ _0"></span>ADE   </div><div class="t m0 x37 h17 y12e ff1 fs8 fc3 sc0 ls0 ws0">RESPONSÁVEL</div><div class="t m0 x4d h17 y12c ff1 fs8 fc3 sc0 ls0 ws0">PRAZO</div><div class="t m27 x4e h17 y12f ff1 fs8 fc0 sc0 ls0 ws0">4. GEST<span class="_ _1"></span>ÃO</div><div class="t m0 x4f h4 y130 ff2 fs2 fc0 sc0 ls0 ws4">4.1 Realizar levantament<span class="_ _0"></span>o de possíveis instrum<span class="_ _0"></span>entos de estímulo à ocupa-</div><div class="t m0 x4f h18 y131 ffb fs2 fc0 sc0 ls0 ws0">ção de cargos de cheﬁ<span class="_ _18"></span> <span class="_ _8"></span>a por mulheres (incluin<span class="_ _0"></span>do raça e etnia).</div><div class="t m0 x3c h4 y132 ff2 fs2 fc0 sc0 ls0 ws0">Pró-Equidade</div><div class="t m0 x50 h4 y133 ff2 fs2 fc0 sc0 ls0 ws0">SEGP</div><div class="t m0 x51 h4 y134 ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x52 h4 y133 ff2 fs2 fc0 sc0 ls0 ws0">15 meses</div><div class="t m0 x4f h4 y135 ff2 fs2 fc0 sc0 ls0 ws48">4.2 Rever o At<span class="_ _0"></span>o da Comissão Dire<span class="_ _0"></span>tora nº 3, de 2016, para ampliar o Programa </div><div class="t m0 x4f h18 y136 ffb fs2 fc0 sc0 ls0 ws0">de <span class="_ _2"></span>As<span class="_ _0"></span>sistência à <span class="_ _2"></span>Mãe <span class="_ _2"></span>Nutriz <span class="_ _2"></span>para as <span class="_ _2"></span>servidoras <span class="_ _2"></span>que <span class="_ _2"></span>tiveram ﬁ<span class="_ _20"></span> <span class="_ _8"></span>lhos, esten-</div><div class="t m0 x4f h4 y137 ff2 fs2 fc0 sc0 ls0 ws0">dendo o período de jornada reduzida de 6h de 15 para 24 mese<span class="_ _0"></span>s.</div><div class="t m0 x51 h4 y138 ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x50 h4 y136 ff2 fs2 fc0 sc0 ls0 ws0">SEGP</div><div class="t m0 x53 h4 y139 ff2 fs2 fc0 sc0 ls0 ws0">ADV<span class="_ _0"></span>OSF</div><div class="t m0 x54 h4 y136 ff2 fs2 fc0 sc0 ls18 ws3c">6 meses</div><div class="t m0 x4f h4 y13a ff2 fs2 fc0 sc0 ls0 ws49">4.3 Realizar estudo de viabilidade para redução de jornada de trabalho </div><div class="t m0 x4f h18 y13b ffb fs2 fc0 sc0 ls0 ws0">para <span class="_ _0"></span>ser<span class="_ _2"></span>vidore<span class="_ _0"></span>s pais <span class="_ _1"></span>ou que <span class="_ _1"></span>detenham a <span class="_ _1"></span>guarda de <span class="_ _1"></span>ﬁ<span class="_ _20"></span> <span class="_ _8"></span>lhos <span class="_ _1"></span>ou a <span class="_ _1"></span>guarda com-</div><div class="t m0 x4f h4 y13c ff2 fs2 fc0 sc0 ls0 ws0">partilhada com base no modelo do Programa Mãe Nutriz.</div><div class="t m0 x51 h4 y13d ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x50 h4 y13b ff2 fs2 fc0 sc0 ls0 ws0">SEGP</div><div class="t m0 x53 h4 y13e ff2 fs2 fc0 sc0 ls0 ws0">ADV<span class="_ _0"></span>OSF</div><div class="t m0 x54 h4 y13b ff2 fs2 fc0 sc0 ls18 ws3c">6 meses</div><div class="t m0 x4f h4 y13f ff2 fs2 fc0 sc0 ls0 ws4a">4.4 Promov<span class="_ _0"></span>er atividades de sensibilização para redução do percentual </div><div class="t m0 x4f h4 y140 ff2 fs2 fc0 sc0 ls0 ws4b">de preenchimento de raça como “<span class="_ _1"></span>não informado<span class="_ _0"></span>” no cadastro dos Jovens </div><div class="t m0 x4f h4 y141 ff2 fs2 fc0 sc0 ls0 ws0">Aprendizes.</div><div class="t m0 x51 h4 y142 ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x44 h4 y140 ff2 fs2 fc0 sc0 ls0 ws0">SEGP/<span class="_ _0"></span>SGEST</div><div class="t m0 x51 h4 y143 ff2 fs2 fc0 sc0 ls0 ws0">NGCOT</div><div class="t m0 x55 h4 y140 ff2 fs2 fc0 sc0 ls0 ws0">24 meses</div><div class="t m0 x4f h4 y144 ff2 fs2 fc0 sc0 ls0 ws4c">4.5 Criar rede de cooperação técnica na t<span class="_ _0"></span>emática de equidade de gênero </div><div class="t m0 x4f h4 y145 ff2 fs2 fc0 sc0 ls0 ws0">e raça.</div><div class="t m0 x51 h4 y146 ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x50 h4 y147 ff2 fs2 fc0 sc0 ls0 ws0">DGER</div><div class="t m0 x52 h4 y148 ff2 fs2 fc0 sc0 ls0 ws0">18 meses</div><div class="t m0 x4f h4 y149 ff2 fs2 fc0 sc0 ls0 ws4d">4.6 Participar do Programa Pró-Equidade instituído pela Secretaria de </div><div class="t m0 x4f h4 y14a ff2 fs2 fc0 sc0 ls0 ws0">Políticas para as Mulheres (SPM) do Ex<span class="_ _0"></span>ecutivo F<span class="_ _0"></span>ederal.</div><div class="t m0 x51 h4 y14b ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x3c h4 y14c ff2 fs2 fc0 sc0 ls0 ws0">Pró-Equidade</div><div class="t m0 x56 h4 y14d ff2 fs2 fc0 sc0 ls0 ws0">Não se aplica</div><div class="t m0 x4f h4 y14e ff2 fs2 fc0 sc0 ls0 ws0">4.7 Divulgar o Programa Mulher em Situação de V<span class="_ _0"></span>ulnerabilidade.</div><div class="t m0 x51 h4 y14f ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x50 h4 y150 ff2 fs2 fc0 sc0 ls0 ws0">DGER</div><div class="t m0 x55 h4 y14e ff2 fs2 fc0 sc0 ls0 ws0">24 meses</div><div class="t m0 x4f h4 y151 ff2 fs2 fc0 sc0 ls0 ws41">4.8 Realizar a alteração contratual de modo que os disp<span class="_ _0"></span>ositivos do APS </div><div class="t m0 x4f h4 y152 ff2 fs2 fc0 sc0 ls0 ws0">n</div><div class="t m0 x57 h19 y153 ff2 fsa fc0 sc0 ls0 ws0">o</div><div class="t m0 xf h4 y154 ff2 fs2 fc0 sc0 ls0 ws4e">01/20<span class="_ _0"></span>18 relacionados aos contratos e convênios administrativ<span class="_ _0"></span>os que </div><div class="t m0 x4f h18 y155 ffb fs2 fc0 sc0 ls0 ws0">envolvam <span class="_ _2"></span>mão <span class="_ _8"></span>de <span class="_ _2"></span>obra, <span class="_ _2"></span>ﬁ<span class="_ _20"></span> <span class="_ _8"></span>rmados <span class="_ _2"></span>pelo <span class="_ _8"></span>Senado <span class="_ _2"></span>Federal <span class="_ _2"></span>com <span class="_ _8"></span>as <span class="_ _2"></span>empresas </div><div class="t m0 x4f h4 y156 ff2 fs2 fc0 sc0 ls0 ws0">contratadas, órgãos e entidades parceiros, sejam cumpridos.</div><div class="t m0 x4c h4 y157 ff2 fs2 fc0 sc0 ls0 ws0">DIRECON</div><div class="t m0 x45 h4 y158 ff2 fs2 fc0 sc0 ls0 ws0"> SESOQVT</div><div class="t m0 x55 h4 y159 ff2 fs2 fc0 sc0 ls0 ws0">24 meses</div><div class="t m0 x4f h4 y15a ff2 fs2 fc0 sc0 ls0 ws4f">4.9 Realizar levantament<span class="_ _0"></span>o dos casos de assédio moral e sexual e dos re<span class="_ _0"></span>sul-</div><div class="t m0 x4f h4 y15b ff2 fs2 fc0 sc0 ls0 ws0">tados dos proces<span class="_ _0"></span>sos no Senado Feder<span class="_ _0"></span>al.</div><div class="t m0 x50 h4 y15c ff2 fs2 fc0 sc0 ls0 ws0">DGER</div><div class="t m0 x4c h4 y15d ff2 fs2 fc0 sc0 ls0 ws0">SESOQVT</div><div class="t m0 x50 h4 y15e ff2 fs2 fc0 sc0 ls0 ws0">SPOL</div><div class="t m0 x55 h4 y15d ff2 fs2 fc0 sc0 ls0 ws0">24 meses</div><div class="t m0 x4f h4 y15f ff2 fs2 fc0 sc0 ls0 ws50">4.10 Instalar trocadores de fraldas em banheiros f<span class="_ _1"></span>emininos, masculinos e </div><div class="t m0 x4f h4 y160 ff2 fs2 fc0 sc0 ls0 ws0">unisse<span class="_ _0"></span>x do Senado Federal.</div><div class="t m0 x50 h4 y161 ff2 fs2 fc0 sc0 ls0 ws0">NCAS</div><div class="t m0 x58 h4 y162 ff2 fs2 fc0 sc0 ls19 ws51">S<span class="_ _2"></span>P<span class="_ _2"></span>AT<span class="_ _2"></span>R</div><div class="t m0 x52 h4 y163 ff2 fs2 fc0 sc0 ls0 ws0">18 meses</div><div class="t m27 x4e h17 y164 ff1 fs8 fc0 sc0 ls0 ws0">5. SAÚDE</div><div class="t m0 x4f h4 y165 ff2 fs2 fc0 sc0 ls0 ws52">5.1 Elaborar relatório anual sobre alguns indicadore<span class="_ _0"></span>s de saúde dos (as) </div><div class="t m0 x4f h4 y166 ff2 fs2 fc0 sc0 ls0 wsb">servidores (as) efetiv<span class="_ _0"></span>os (as) e comissionados (as) do Senado F<span class="_ _1"></span>ederal, por </div><div class="t m0 x4f h4 y167 ff2 fs2 fc0 sc0 ls0 ws0">gênero e raça.</div><div class="t m0 x4c h4 y168 ff2 fs2 fc0 sc0 ls0 ws0">SESOQVT</div><div class="t m0 x59 h4 y169 ff2 fs2 fc0 sc0 ls0 ws0">4 meses do </div><div class="t m0 x5a h4 y16a ff2 fs2 fc0 sc0 ls0 ws0">ano poste-</div><div class="t m0 x5a h4 y16b ff2 fs2 fc0 sc0 ls0 ws0">rior ao ano </div><div class="t m0 x59 h4 y16c ff2 fs2 fc0 sc0 ls0 ws0">pesquisado</div><div class="t m0 x4f h4 y16d ff2 fs2 fc0 sc0 ls0 ws53">5.2 Aprovar a in<span class="_ _0"></span>clusão na Pesquisa de Clima Organizacional de perguntas </div><div class="t m0 x4f h4 y16e ff2 fs2 fc0 sc0 ls0 ws0">sobre racismo/<span class="_ _1"></span>discriminação no ambiente de trabalho.</div><div class="t m0 x4c h4 y16f ff2 fs2 fc0 sc0 ls0 ws0">SESOQVT<span class="_ _2b"> </span>12 meses</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 x2c y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x2d he y59 ff9 fs2 fc2 sc0 ls0 ws0">14</div><div class="t m0 x13 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x5b h10 y4f ffa fs5 fc2 sc0 ls0 ws0">EIX<span class="_ _2c"></span>O TEMÁ<span class="_ _20"></span>TICO 1 – COMUNIC<span class="_ _1"></span>A<span class="_ _2c"></span>Ç<span class="_ _1"></span>Ã<span class="_ _1"></span>O</div><div class="t m0 x5c h16 y170 ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 1. COMUNICA<span class="_ _1"></span>ÇÃ<span class="_ _0"></span>O</div><div class="t m0 x5c h17 y171 ff1 fs8 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _2d"> </span>Meta<span class="_ _2e"> </span>Prazo (meses)<span class="_ _2f"> </span>Indicador<span class="_ _22"> </span>Unidade Re<span class="_ _0"></span>sponsáv<span class="_ _1"></span>el</div><div class="t m0 x5c h4 y172 ff2 fs2 fc0 sc0 ls0 ws54">1.1 Ref<span class="_ _0"></span>ormular a página do Senado Federal </div><div class="t m0 x5c h4 y173 ff2 fs2 fc0 sc0 ls0 ws55">sobre as ações de equidade de gênero e </div><div class="t m0 x5c h4 y174 ff2 fs2 fc0 sc0 ls0 ws56">raça e manter atualizadas as inf<span class="_ _0"></span>ormações do </div><div class="t m0 x5c h4 y175 ff2 fs2 fc0 sc0 ls0 ws0">Programa Pró-Equidade e do Comitê<span class="_ _0"></span>. </div><div class="t m0 x5d h4 y176 ff2 fs2 fc0 sc0 ls0 ws0">-<span class="_ _30"> </span><span class="ls18 ws3c">8 meses</span></div><div class="t m0 x1a h4 y177 ff2 fs2 fc0 sc0 ls0 ws0">Página reestrutu-</div><div class="t m0 x5e h4 y176 ff2 fs2 fc0 sc0 ls0 ws0">rada com informa-</div><div class="t m0 x5f h4 y178 ff2 fs2 fc0 sc0 ls0 ws0">ções atualizadas</div><div class="t m0 x25 h4 y179 ff2 fs2 fc0 sc0 ls0 ws0">Comitê / PROD<span class="_ _0"></span>ASEN/  </div><div class="t m0 x60 h4 y17a ff2 fs2 fc0 sc0 ls0 ws0">Pró-Equidade/DGER</div><div class="t m0 x5c h17 y17b ff1 fs8 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _31"> </span>Prazo<span class="_ _29"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x5c h4 y17c ff2 fs2 fc0 sc0 ls0 ws0">1.1.1Ref<span class="_ _0"></span>ormular e aprovar o lay<span class="_ _0"></span>out da página.<span class="_ _32"> </span><span class="ls18 ws3c">8 meses</span></div><div class="t m0 x61 h4 y17d ff2 fs2 fc0 sc0 ls0 ws0">PRODA<span class="_ _1"></span>SEN/DGER/</div><div class="t m0 x62 h4 y17e ff2 fs2 fc0 sc0 ls0 ws0">Comitê Pró-Equidade</div><div class="t m0 x5c h4 y17f ff2 fs2 fc0 sc0 ls0 ws57">1.1.2 Elaborar conteúdo da página com inf<span class="_ _0"></span>ormações sobre as ações já realizadas pelo </div><div class="t m0 x5c h4 y180 ff2 fs2 fc0 sc0 ls0 ws58">Senado F<span class="_ _0"></span>ederal nos temas de equidade de gênero e raça e atualizar inf<span class="_ _1"></span>ormações do </div><div class="t m0 x5c h4 y181 ff2 fs2 fc0 sc0 ls0 ws0">Programa Pró-Equidade e Comitê<span class="_ _0"></span>.</div><div class="t m0 x32 h4 y180 ff2 fs2 fc0 sc0 ls18 ws3c">4 meses<span class="_ _33"> </span><span class="ls0 ws0">Comitê/Pró-Equidade</span></div><div class="t m0 x5c h4 y182 ff2 fs2 fc0 sc0 ls0 ws0">1.1.3 Página atualizada em funcionamento.<span class="_ _34"> </span><span class="ls18 ws3c">8 meses<span class="_ _35"> </span></span>PRODA<span class="_ _1"></span>SEN/ DGER</div><div class="t m0 x5c h17 y183 ff1 fs8 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h4 y184 ff2 fs2 fc0 sc0 ls0 ws0">Atualmente o Portal do Senado F<span class="_ _1"></span>ederal possui página sobre o Programa Pró-Equidade:  </div><div class="t m0 x5c h4 y185 ff6 fs2 fc0 sc0 ls0 ws0">https://&lt;www12.senado.leg.br/institucional/programas/pro-equidade/<span class="ff2">&gt; </span></div><div class="t m0 x5c h16 y186 ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 1: COMUNICA<span class="_ _1"></span>ÇÃ<span class="_ _0"></span>O </div><div class="t m0 x5c h17 y187 ff1 fs8 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _37"> </span>Prazo (meses)<span class="_ _2f"> </span>Indicador<span class="_ _38"> </span>Unidade Responsá<span class="_ _0"></span>vel</div><div class="t m0 x5c h4 y188 ff2 fs2 fc0 sc0 ls0 ws59">1.2 Elaborar e divulgar calendário anual de </div><div class="t m0 x5c h4 y189 ff2 fs2 fc0 sc0 ls0 ws5a">eventos e datas com<span class="_ _0"></span>emorativas e o plano de </div><div class="t m0 x5c h4 y18a ff2 fs2 fc0 sc0 ls0 ws0">comunicação das ações.</div><div class="t m0 x36 h4 y188 ff2 fs2 fc0 sc0 ls0 ws0">2 calendários </div><div class="t m0 x63 h4 y189 ff2 fs2 fc0 sc0 ls0 ws0">elaborados e divul-</div><div class="t m0 x64 h4 y18a ff2 fs2 fc0 sc0 ls0 ws0">gados (2020 e 202<span class="_ _0"></span>1)</div><div class="t m0 x65 h4 y189 ff2 fs2 fc0 sc0 ls0 ws0">19 meses</div><div class="t m0 x5f h4 y18b ff2 fs2 fc0 sc0 ls0 ws0">Calendário anual </div><div class="t m0 x66 h4 y18c ff2 fs2 fc0 sc0 ls0 ws0">divulgado</div><div class="t m0 x67 h4 y18d ff2 fs2 fc0 sc0 ls0 ws0">Comitê/DGER/Pr<span class="_ _0"></span>ó-Equidade</div><div class="t m0 x5c h17 y18e ff1 fs8 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _31"> </span>Prazo<span class="_ _29"> </span>Unidade En<span class="_ _0"></span>v<span class="_ _0"></span>olvida</div><div class="t m0 x5c h4 y18f ff2 fs2 fc0 sc0 ls0 ws0">1.2.1 Elaborar o calendário 2020 e o plano de comunicação das ações.<span class="_ _39"> </span><span class="ls18 ws3c">5 meses</span></div><div class="t m0 x62 h1a y190 ff2 fs8 fc0 sc0 ls0 ws0">Comitê/DGER/PROMUL/</div><div class="t m0 x68 h1a y191 ff2 fs8 fc0 sc0 ls0 ws0">Pró-Equidade/SECOM</div><div class="t m0 x5c h4 y192 ff2 fs2 fc0 sc0 ls0 ws0">1.2.2 Divulgar calendário 2020 no site e nos meios de comunicaçã<span class="_ _0"></span>o institucional.<span class="_ _3a"> </span><span class="ls18 ws3c">7 meses</span></div><div class="t m0 x62 h1a y193 ff2 fs8 fc0 sc0 ls0 ws0">Comitê/DGER/PROMUL/</div><div class="t m0 x68 h1a y194 ff2 fs8 fc0 sc0 ls0 ws0">Pró-Equidade/SECOM</div><div class="t m0 x5c h4 y195 ff2 fs2 fc0 sc0 ls0 ws0">1.2.3 Elaborar calendário 202<span class="_ _0"></span>1 e plano de comunicação das ações.<span class="_ _3b"> </span>17 meses</div><div class="t m0 x62 h1a y196 ff2 fs8 fc0 sc0 ls0 ws0">Comitê/DGER/PROMUL/</div><div class="t m0 x68 h1a y197 ff2 fs8 fc0 sc0 ls0 ws0">Pró-Equidade/SECOM</div><div class="t m0 x5c h4 y198 ff2 fs2 fc0 sc0 ls0 ws0">1.2.4 Divulgar calendário 202<span class="_ _0"></span>1 no site e meios de comunicação institucional.<span class="_ _3c"> </span>19 meses</div><div class="t m0 x69 h1a y199 ff2 fs8 fc0 sc0 ls1a ws5b">Comi<span class="_ _2"></span>tê/DGER<span class="_ _2"></span>/PROMUL<span class="_ _2"></span>/</div><div class="t m0 x60 h1a y19a ff2 fs8 fc0 sc0 ls1a ws5b">Pr<span class="_ _2"></span>ó-Equida<span class="_ _2"></span>de/SEC<span class="_ _2"></span>OM</div><div class="t m0 x5c h17 y19b ff1 fs8 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h4 y19c ff2 fs2 fc0 sc0 ls0 ws5c">O calendário vem sendo elaborado de<span class="_ _0"></span>sde 2015 a partir da criação do Comitê pela Promoçã<span class="_ _0"></span>o da Igualdade de Gênero e Raça e divulgado no </div><div class="t m0 x5c h4 y19d ff2 fs2 fc0 sc0 ls0 ws0">Drive “V”, com amplo aces<span class="_ _0"></span>so a consultas.</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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/34YISN8HYKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAABAHqqUkhXK0LRdRBz2O1MAAMBC/XiPiHkaTLE6b6cAAACsz9tpOT7fTv3XBwrw/PgUEbe3V1NkenzOzkHgvHCL5g94OwUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAIGdVSskKZWjaLiIO+50pAABgoX68R8Q8DaZYXW2CwrycjkYAgOv54m+i84JldfpghI3wZS8AAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAAB5qFJKVihD03YRcdjvTAEAAAv14z0i5mkwxeq8nQIAALA+b6fl+Hw79V8fAIiI58en29urHZwXuEVnxNspAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAALmoUkpWKEPTdhFx2O9MAQAAC/XjPSLmaTCFOuWL69TvCgAi4vnx6fb2agfnBW7RGfFlLwAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAAC5qFJKVihD03YRcdjvTAEAAAv14z0i5mkwxepqExTm5XQ0AgAALK7TByNshC97AQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACwTG2CwlzPFyMAAADZqVJKVihD03YRMU+DKQAAwC06O77sBQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAADA76tNUJim7YwAAABkp0opWQEAAIB1+bIXAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAACAratNUIym7YwAAAC/a54GI2yBt1MAAADW5+20NO33H0YAAICFpo93I2yEt1MAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADyUJugMD+//TICAAAsNH3YYCu8nQIAALA+b6eleTkdjQC5u54vfs5ZH5+zcwo4MjLSjw9G2AhvpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAOShSilZoQxN20XEYb8zBQAALNSP93ka7KBO+fo69dOCAjw/PkXE7e3VFJken7NzCjgy8rpFu0JvhC97AQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAPi3XTu2bRAIwzB8SJQs4Z4pGIAtXFlKFMuewpajpGULBmAKepag/7PCFZaAy/OM8CHEvToA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAAjqaKCCuUoWn7lNK5O5kCAAAyDdOyzqMd9qA2QWGu95sRAPjnXo+nD6JHBtl1ejHCTvizFwAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAAeaqIsEIZmrZPKZ27kykAACDTMC3rPNpBnfL+OvVqAcDXx+f3748dPDLIPEU7Qu+EP3sBAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAAA4hioirFCGpu1TSufuZAoAAMg0TMs6j3bYA3enAAAAbK82QWGu95sRAAAg0zBdjLAT7k4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAAA4htoEhXk9nkYAAAAOx90pAAAA26siwgplaNo+pbTOoykAACD/FO0IvRPuTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgT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class="c x26 y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x49 he y59 ff9 fs2 fc2 sc0 ls1b ws5d">15</div><div class="t m0 x28 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x6a h16 y19e ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 1:  COMUNICA<span class="_ _1"></span>ÇÃ<span class="_ _0"></span>O</div><div class="t m0 x6a h17 y19f ff1 fs8 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _2e"> </span>Prazo (meses)<span class="_ _2f"> </span>Indicador<span class="_ _38"> </span>Unidade Responsá<span class="_ _0"></span>vel</div><div class="t m0 x6a h4 y1a0 ff2 fs2 fc0 sc0 ls0 ws5e">1.3 Incluir nas ações de comunicação a di-</div><div class="t m0 x6a h4 y1a1 ff2 fs2 fc0 sc0 ls0 ws5f">versidade sexual, étnica-racial, a inclusã<span class="_ _0"></span>o </div><div class="t m0 x6a h18 y1a2 ffb fs2 fc0 sc0 ls0 ws0">de <span class="_ _2"></span>pes<span class="_ _0"></span>soas <span class="_ _2"></span>com <span class="_ _2"></span>deﬁ<span class="_ _20"></span> <span class="_ _2"></span>ciência, <span class="_ _2"></span>pessoas <span class="_ _2"></span>idosas, </div><div class="t m0 x6a h4 y1a3 ff2 fs2 fc0 sc0 ls0 ws0">entre outros. </div><div class="t m0 x6b h4 y1a1 ff2 fs2 fc0 sc0 ls0 ws0">100% </div><div class="t m0 x4b h4 y1a2 ff2 fs2 fc0 sc0 ls0 ws0">(onde couber)</div><div class="t m0 x6c h4 y1a4 ff2 fs2 fc0 sc0 ls0 ws0">24 meses <span class="_ _3d"> </span>SECOM</div><div class="t m0 x6a h17 y1a5 ff1 fs8 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _29"> </span>Unidade En<span class="_ _1"></span>volvida</div><div class="t m0 x6a h4 y1a6 ff2 fs2 fc0 sc0 ls0 ws0">1.3.1 Promov<span class="_ _0"></span>er a ampla divulgação desta diretriz em todas as unidades da S<span class="_ _0"></span>ECOM.<span class="_ _3f"> </span><span class="ls18 ws3c">4 meses<span class="_ _40"> </span></span>SECOM</div><div class="t m0 x6a h4 y1a7 ff2 fs2 fc0 sc0 ls0 ws60">1.3.2 Ao desenvolv<span class="_ _0"></span>er/<span class="_ _1"></span>criar ações de comunicação, obser<span class="_ _2"></span>v<span class="_ _0"></span>ar a inclusão da diversidade </div><div class="t m0 x6a h18 y1a8 ffb fs2 fc0 sc0 ls0 ws0">sexual, <span class="_ _8"></span> <span class="_ _8"></span>étnica-racial, <span class="_ _8"></span>a <span class="_ _8"></span>inclusão <span class="_ _8"></span>de <span class="_ _8"></span>pes<span class="_ _0"></span>soas <span class="_ _8"></span>com <span class="_ _8"></span>deﬁ<span class="_ _20"></span> <span class="_ _8"></span>ciência, <span class="_ _2"></span>pessoas <span class="_ _8"></span>idosas, <span class="_ _8"></span>entre </div><div class="t m0 x6a h4 y1a9 ff2 fs2 fc0 sc0 ls0 ws0">outros.</div><div class="t m0 x22 h4 y1a8 ff2 fs2 fc0 sc0 ls0 ws0">24 meses<span class="_ _3c"> </span>SECOM</div><div class="t m0 x6a h17 y1aa ff1 fs8 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA</div><div class="t m0 x6d h4 y1ab ff2 fs2 fc0 sc0 ls0 ws0">As ações de comunicação produzidas pela SECOM já cont<span class="_ _0"></span>emplam a diversidade.</div><div class="t m0 x6a h16 y1ac ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 1: COMUNICA<span class="_ _1"></span>ÇÃ<span class="_ _0"></span>O </div><div class="t m0 x6a h17 y1ad ff1 fs8 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _37"> </span>Prazo (meses)<span class="_ _2f"> </span>Indicador<span class="_ _38"> </span>Unidade Resp<span class="_ _0"></span>onsáv<span class="_ _0"></span>el</div><div class="t m0 x6a h4 y1ae ff2 fs2 fc0 sc0 ls0 ws61">1.4 Incluir, na programaçã<span class="_ _0"></span>o da Rádio Senado, </div><div class="t m0 x6a h4 y1af ff2 fs2 fc0 sc0 ls0 ws0">o tema da equidade de gênero e raça. </div><div class="t m0 x6e h4 y1ae ff2 fs2 fc0 sc0 ls0 ws0">1 programa </div><div class="t m0 x6f h4 y1af ff2 fs2 fc0 sc0 ls0 ws0">semanal</div><div class="t m0 x6c h4 y1b0 ff2 fs2 fc0 sc0 ls0 ws0">24 meses</div><div class="t m0 x12 h4 y1b1 ff2 fs2 fc0 sc0 ls0 ws0">T<span class="_ _1"></span>ema </div><div class="t m0 x11 h4 y1b0 ff2 fs2 fc0 sc0 ls0 ws0">incluído na </div><div class="t m0 x70 h4 y1b2 ff2 fs2 fc0 sc0 ls0 ws0">programação</div><div class="t m0 x71 h4 y1b0 ff2 fs2 fc0 sc0 ls0 ws0">SECOM/ Radio Senado</div><div class="t m0 x6a h17 y1b3 ff1 fs8 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _31"> </span>Prazo<span class="_ _41"> </span>Unidade Env<span class="_ _1"></span>olvida</div><div class="t m0 x6a h4 y1b4 ff2 fs2 fc0 sc0 ls0 ws0">1.4.1 Produzir o programa “Pautas F<span class="_ _0"></span>emininas” na Rádio Senado.<span class="_ _42"> </span>Semanal</div><div class="t m0 x72 h4 y1b5 ff2 fs2 fc0 sc0 ls0 ws0">SECOM/ Radio </div><div class="t m0 x73 h4 y1b6 ff2 fs2 fc0 sc0 ls0 ws0">Senado /Comit<span class="_ _0"></span>ê</div><div class="t m0 x6a h4 y1b7 ff2 fs2 fc0 sc0 ls0 ws0">1.4.2 Divulgar o programa “Pautas F<span class="_ _0"></span>emininas” na Rádio Senado e na internet.<span class="_ _43"> </span>Semanal</div><div class="t m0 x72 h4 y1b8 ff2 fs2 fc0 sc0 ls0 ws0">SECOM/ Radio </div><div class="t m0 x74 h4 y1b9 ff2 fs2 fc0 sc0 ls0 ws0">Senado/Comit<span class="_ _0"></span>ê</div><div class="t m0 x6a h17 y1ba ff1 fs8 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x6a h4 y1bb ff2 fs2 fc0 sc0 ls0 ws62">A Rádio Senado pos<span class="_ _0"></span>sui programa “Pautas Femininas” r<span class="_ _0"></span>ealizado em parceria com a Procuradoria da Mulher da Câmara dos Deputados e do </div><div class="t m0 x6a h4 y1bc ff2 fs2 fc0 sc0 ls0 ws0">Senado F<span class="_ _0"></span>ederal. Atualmente, o programa ab<span class="_ _0"></span>orda temas que afe<span class="_ _0"></span>tam a vida das mulheres.</div><div class="t m0 x6a h16 y1bd ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 1: COMUNICA<span class="_ _1"></span>ÇÃ<span class="_ _0"></span>O </div><div class="t m0 x6a h17 y1be ff1 fs8 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _2e"> </span>Prazo (meses)<span class="_ _2f"> </span>Indicador<span class="_ _38"> </span>Unidade Responsá<span class="_ _0"></span>vel</div><div class="t m0 x6a h4 y1bf ff2 fs2 fc0 sc0 ls0 ws63">1.5 Produzir programa na TV Senado sobre </div><div class="t m0 x6a h4 y1c0 ff2 fs2 fc0 sc0 ls0 ws0">equidade de gênero e raça. </div><div class="t m0 x2c h4 y1c1 ff2 fs2 fc0 sc0 ls0 ws0"> 1 programa mensal<span class="_ _44"> </span>24 meses</div><div class="t m0 x75 h4 y1c2 ff2 fs2 fc0 sc0 ls0 ws0">Programa </div><div class="t m0 x76 h4 y1c3 ff2 fs2 fc0 sc0 ls0 ws0">apresentado</div><div class="t m0 x77 h4 y1c4 ff2 fs2 fc0 sc0 ls0 ws0">SECOM /S<span class="_ _0"></span>TVSEN</div><div class="t m0 x6a h17 y1c5 ff1 fs8 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _41"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x6a h4 y1c6 ff2 fs2 fc0 sc0 ls0 ws0">1.5.1 Produzir a pauta “Cidadania Mulher” no Programa Cidadania da TV Senado.<span class="_ _30"> </span>Mensal<span class="_ _45"> </span>SECOM /S<span class="_ _0"></span>TVSEN</div><div class="t m0 x6a h17 y1c7 ff1 fs8 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x6a h4 y1c8 ff2 fs2 fc0 sc0 ls0 ws64">A TV Senado possui o pr<span class="_ _0"></span>ograma “Cidadania” e possui em sua gr<span class="_ _0"></span>ade programação, o “Cidadania Mulher”, programa de entrevistas sobre a </div><div class="t m0 x6a h4 y1c9 ff2 fs2 fc0 sc0 ls0 ws0">temática da mulher<span class="_ _0"></span>. No ano de 2019, já f<span class="_ _0"></span>oram ao ar 8 programas e outros 8 estão pautados.</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 x2c y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x2d he y59 ff9 fs2 fc2 sc0 ls0 ws0">16</div><div class="t m0 x13 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x5c h16 y19e ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 1: COMUNICA<span class="_ _1"></span>ÇÃ<span class="_ _0"></span>O</div><div class="t m0 x5c h1b y1ca ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _2d"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _47"> </span>Unidade Responsáv<span class="_ _1"></span>el</div><div class="t m0 x5c h4 y1cb ff2 fs2 fc0 sc0 ls0 ws65">1.6 Produzir vídeos institucionais sobre equi-</div><div class="t m0 x5c h4 y1cc ff2 fs2 fc0 sc0 ls0 ws0">dade de gênero e raça. </div><div class="t m0 x78 h4 y1cb ff2 fs2 fc0 sc0 ls0 ws0">5 vídeos </div><div class="t m0 x79 h4 y1cc ff2 fs2 fc0 sc0 ls0 ws0">produzidos</div><div class="t m0 x65 h4 y1cd ff2 fs2 fc0 sc0 ls0 ws0">24 meses<span class="_ _1f"> </span>Vídeo produzido</div><div class="t m0 x7a h4 y1ce ff2 fs2 fc0 sc0 ls0 ws0">Comitê/SECOM/</div><div class="t m0 x7b h4 y1cf ff2 fs2 fc0 sc0 ls0 ws0">Pró- Equidade</div><div class="t m0 x5c h1b y1d0 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _31"> </span>Prazo<span class="_ _3a"> </span>Unidade En<span class="_ _0"></span>volvida</div><div class="t m0 x5c h4 y1d1 ff2 fs2 fc0 sc0 ls0 ws66">1.6.1 Produzir vídeos institucionais sobre violência contra a mulher<span class="_ _0"></span>, racismo, aces<span class="_ _0"></span>sibili-</div><div class="t m0 x5c h4 y1d2 ff2 fs2 fc0 sc0 ls0 ws0">dade, respeit<span class="_ _0"></span>o à diversidade e homof<span class="_ _0"></span>obia e transfobia<span class="_ _0"></span>.</div><div class="t m0 x66 h4 y1d3 ff2 fs2 fc0 sc0 ls0 ws0">24 meses </div><div class="t m0 x7a h4 y1d4 ff2 fs2 fc0 sc0 ls0 ws0">Comitê/SECOM/</div><div class="t m0 x7b h4 y1d5 ff2 fs2 fc0 sc0 ls0 ws0">Pró- Equidade</div><div class="t m0 x5c h1b y1d6 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h4 y1d7 ff2 fs2 fc0 sc0 ls0 ws0">2<span class="_ _0"></span>1 vídeos sobre “T<span class="_ _1"></span>emas Contemporâneos de Gênero e Raça” 20<span class="_ _1"></span>15</div><div class="t m0 x5c h4 y1d8 ff2 fs2 fc0 sc0 ls0 ws0">Um vídeo produzido pela SECOM sobre equidade no Senado, r<span class="_ _0"></span>eeditado em 2017<span class="_ _1"></span>.</div><div class="t m0 x5c h4 y1d9 ff2 fs2 fc0 sc0 ls0 ws0">Um vídeo sobre Corresponsabilidade em 20<span class="_ _0"></span>18.</div><div class="t m0 x5c h4 y1da ff2 fs2 fc0 sc0 ls0 ws0">Dois vídeos produzidos em 2019: As<span class="_ _1"></span>sédio Sexual e Assédio Moral. </div><div class="t m0 x5c h16 y1db ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 1:  COMUNICA<span class="_ _1"></span>ÇÃ<span class="_ _0"></span>O </div><div class="t m0 x5c h1b y1dc ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _2d"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _47"> </span>Unidade Responsáv<span class="_ _1"></span>el</div><div class="t m0 x5c h4 y1dd ff2 fs2 fc0 sc0 ls0 ws67">1.7 Publicar boletim eletr<span class="_ _0"></span>ônico de bibliogra-</div><div class="t m0 x5c h18 y1de ffb fs2 fc0 sc0 ls0 ws0">ﬁ<span class="_ _20"></span> <span class="_ _2"></span>as <span class="_ _2"></span>e<span class="_ _0"></span>specializadas sobre <span class="_ _2"></span>a temática de equi-</div><div class="t m0 x5c h4 y1df ff2 fs2 fc0 sc0 ls0 ws0">dade de gênero e raça. </div><div class="t m0 x7c h4 y1e0 ff2 fs2 fc0 sc0 ls0 ws0">4 boletins </div><div class="t m0 x79 h4 y1e1 ff2 fs2 fc0 sc0 ls0 ws0">publicados</div><div class="t m0 x65 h4 y1e2 ff2 fs2 fc0 sc0 ls0 ws0">24 meses<span class="_ _48"> </span>Boletim Publicado<span class="_ _21"> </span>COBIB</div><div class="t m0 x5c h1b y1e3 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _31"> </span>Prazo<span class="_ _3a"> </span>Unidade En<span class="_ _0"></span>volvida</div><div class="t m0 x5c h4 y1e4 ff2 fs2 fc0 sc0 ls0 ws0">1.7<span class="_ _1"></span>.1 Elaborar e publicar boletim eletrônico <span class="_ _49"> </span>Semestral<span class="_ _4a"> </span>COBIB/ Comitê/S<span class="_ _0"></span>ECOM</div><div class="t m0 x5c h1b y1e5 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h18 y1e6 ffb fs2 fc0 sc0 ls0 ws0">A Biblioteca produziu Boletim Eletrônico de Bibliogr<span class="_ _0"></span>aﬁ<span class="_ _20"></span> <span class="_ _8"></span>as Especializadas n<span class="_ _0"></span>o ano de 2003.</div></div><div class="pi" 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class="c x26 y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x49 he y59 ff9 fs2 fc2 sc0 ls0 ws0">17</div><div class="t m0 x28 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x7d h10 y4f ffa fs5 fc2 sc0 ls0 ws0">EIX<span class="_ _2c"></span>O TEMÁ<span class="_ _20"></span>TICO 2 – EDUC<span class="_ _1"></span>A<span class="_ _2c"></span>Ç<span class="_ _1"></span>Ã<span class="_ _1"></span>O</div><div class="t m0 x6a h16 y1e7 ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 2: EDUCA<span class="_ _1"></span>ÇÃ<span class="_ _0"></span>O</div><div class="t m0 x6a h1b y1e8 ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _4b"> </span>Unidade Responsáv<span class="_ _1"></span>el</div><div class="t m0 x6a h4 y1e9 ff2 fs2 fc0 sc0 ls0 ws68">2.1 Incluir, no proje<span class="_ _0"></span>to pedagógico do PFG, </div><div class="t m0 x6a h4 y1ea ff2 fs2 fc0 sc0 ls0 ws0">conteúdo sobre equidade de gênero e raça.</div><div class="t m0 x79 h4 y1eb ff2 fs2 fc0 sc0 ls0 ws0">Conteúdo incluído<span class="_ _1f"> </span><span class="ls18 ws3c">3 meses<span class="_ _4c"> </span></span>Conteúdo incluído<span class="_ _4d"> </span>ILB</div><div class="t m0 x6a h1b y1ec ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _3a"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x6a h4 y1ed ffb fs2 fc0 sc0 ls0 ws0">2.1.1 Deﬁ<span class="_ _20"></span> <span class="_ _2"></span>nir, com o ILB, o f<span class="_ _0"></span>ormato para inclusão do tema com<span class="_ _0"></span>o painel.<span class="_ _4e"> </span><span class="ff2 ls18 ws3c">1 mês<span class="_ _4f"> </span></span><span class="ff2">ILB/ Comitê</span></div><div class="t m0 x6a h18 y1ee ffb fs2 fc0 sc0 ls0 ws0">2.1.2 <span class="_ _2"></span>Deﬁ<span class="_ _18"></span> <span class="_ _8"></span>nir os <span class="_ _2"></span>pontos que <span class="_ _2"></span>devem ser <span class="_ _2"></span>abordados, incluindo <span class="_ _2"></span>uma prescrição <span class="_ _2"></span>objetiva e </div><div class="t m0 x6a h4 y1ef ff2 fs2 fc0 sc0 ls0 ws69">formal de com<span class="_ _0"></span>o o gestor deve encaminhar denún<span class="_ _0"></span>cias e suspeitas de forma a resguar<span class="_ _0"></span>-</div><div class="t m0 x6a h4 y1f0 ff2 fs2 fc0 sc0 ls0 ws0">dar a suposta vítima, o denunciado, a si me<span class="_ _0"></span>smo como gestor e a instituição.</div><div class="t m0 x13 h4 y1ef ff2 fs2 fc0 sc0 ls18 ws3c">1 mês<span class="_ _4f"> </span><span class="ls0 ws0">ILB/ Comitê</span></div><div class="t m0 x6a h4 y1f1 ffb fs2 fc0 sc0 ls0 ws0">2.1.3 Deﬁ<span class="_ _20"></span> <span class="_ _2"></span>nir facilitadores que ministrarão o painel.<span class="_ _50"> </span><span class="ff2 ls18 ws3c">2 meses<span class="_ _51"> </span></span><span class="ff2">ILB/ Comitê </span></div><div class="t m0 x6a h4 y1f2 ff2 fs2 fc0 sc0 ls0 ws0">2.1.4 Incluir no calendário do próximo PFG<span class="_ _0"></span>.<span class="_ _34"> </span><span class="ls18 ws3c">3 meses<span class="_ _51"> </span></span>ILB/ Comitê</div><div class="t m0 x6a h1b y1f3 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x6a h4 y1f4 ff2 fs2 fc0 sc0 ls0 ws0">O PFG já vem contemplando pain<span class="_ _0"></span>éis sobre o tema equidade de gênero e raça.</div><div class="t m0 x6a h16 y1f5 ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 2: EDUCA<span class="_ _1"></span>ÇÃ<span class="_ _0"></span>O</div><div class="t m0 x6a h1b y1f6 ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _4b"> </span>Unidade Responsáv<span class="_ _1"></span>el</div><div class="t m0 x6a h4 y1f7 ff2 fs2 fc0 sc0 ls0 ws0">2.2<span class="_ _14"> </span><span class="ws6a">Prospectar, em outras instituições/<span class="_ _1"></span>enti-</span></div><div class="t m0 x6a h4 y1f8 ff2 fs2 fc0 sc0 ls0 ws6b">dades, curso EAD sobre assédio moral e se-</div><div class="t m0 x6a h4 y1f9 ff2 fs2 fc0 sc0 ls0 ws6c">xual a ser amplamente divulgado para o pú-</div><div class="t m0 x6a h4 y1fa ff2 fs2 fc0 sc0 ls0 ws4f">blico interno para capacitação, se n<span class="_ _0"></span>ecessário<span class="_ _0"></span>, </div><div class="t m0 x6a h4 y1fb ff2 fs2 fc0 sc0 ls0 ws0">mediante termo de coop<span class="_ _0"></span>eração.</div><div class="t m0 x7e h4 y1f9 ff2 fs2 fc0 sc0 ls0 ws0">-<span class="_ _30"> </span><span class="ls18 ws3c">5 meses</span></div><div class="t m0 x7f h18 y1fc ffb fs2 fc0 sc0 ls0 ws0">Cursos identiﬁ<span class="_ _20"></span> <span class="_ _2"></span>ca-</div><div class="t m0 x80 h4 y1fd ff2 fs2 fc0 sc0 ls0 ws0">dos e divulgados</div><div class="t m0 x81 h4 y1fe ff2 fs2 fc0 sc0 ls0 ws0">ILB/ Comitê </div><div class="t m0 x6a h1b y1ff ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _3a"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x6a h4 y200 ff2 fs2 fc0 sc0 ls0 ws0">2.2.1. Prospectar em outras instituições curso EAD sobre as<span class="_ _0"></span>sédio moral e sexual.<span class="_ _35"> </span><span class="ls18 ws3c">2 meses<span class="_ _51"> </span></span>ILB/ Comitê</div><div class="t m0 x6a h4 y201 ff2 fs2 fc0 sc0 ls0 ws0">2.2.2 Avaliar os cursos prosp<span class="_ _0"></span>ectados.<span class="_ _52"> </span><span class="ls18 ws3c">3 meses<span class="_ _51"> </span></span>ILB/ Comitê</div><div class="t m0 x6a h18 y202 ffb fs2 fc0 sc0 ls0 ws0">2.2.3 Adotar <span class="_ _0"></span>medidas para que seja <span class="_ _0"></span>ﬁ<span class="_ _20"></span> <span class="_ _2"></span>rmado termo de cooperação <span class="_ _0"></span>ou utilização do <span class="_ _0"></span>cur-</div><div class="t m0 x6a h4 y203 ff2 fs2 fc0 sc0 ls0 ws0">so para capacitar público interno, se nece<span class="_ _0"></span>ssário</div><div class="t m0 x2c h3 y204 ff2 fs1 fc0 sc0 ls0 ws0">.</div><div class="t m0 x18 h4 y205 ff2 fs2 fc0 sc0 ls18 ws3c">4 meses<span class="_ _53"> </span><span class="ls0 ws0">ILB</span></div><div class="t m0 x6a h4 y206 ff2 fs2 fc0 sc0 ls0 ws6d">2.2.4 Desenvolv<span class="_ _0"></span>er, com os parceiros da Casa, campanha de divulgaçã<span class="_ _0"></span>o do curso e in-</div><div class="t m0 x6a h4 y207 ff2 fs2 fc0 sc0 ls0 ws0">centivo a sua realização<span class="_ _0"></span>.</div><div class="t m0 x82 h4 y208 ff2 fs2 fc0 sc0 ls18 ws3c">5 meses</div><div class="t m0 x83 h4 y209 ff2 fs2 fc0 sc0 ls0 ws0">ILB/ Comitê/ </div><div class="t m0 x84 h4 y20a ff2 fs2 fc0 sc0 ls0 ws0">SECOM/DGER</div><div class="t m0 x6a h1b y20b ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x6a h4 y20c ff2 fs2 fc0 sc0 ls0 ws0">O Senado F<span class="_ _0"></span>ederal já disponibiliza na sua plataforma de cursos <span class="ffc">online </span>o Cur<span class="_ _0"></span>so EAD sobre a Lei Maria da Penha.</div><div class="t m0 x6a h4 y20d ff2 fs2 fc0 sc0 ls0 ws0">Link aces<span class="_ _0"></span>so: saberes.senado.leg.br</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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AAAmG54+mGEYnizFwAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAgDzUJliOrx9/GwEAAKYbnmxQDnenAAAAzM/d6YLc3G6NAAXY3+38OOd7dn4bOwicF3k5HC+MUAx3pwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAOShSilZYXZN20XEZr0yBQAATHc4nsaht0MZ3J0CAAAwP3eni/Byd+pbHyjD9eXV/eODHTI9u4hwfA4C50VeD9Keoovh7hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAACAvFQpJSvMrmm7iNisV6YAAIDpDsfTOPR2KENtguW4ud0aAQD2dzt/LTovmFynF0Yohjd7AQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAAAwTZVSssLsmraLiM16ZQoAAJjucDyNQ28Hdco716mfKwCIiOvLq4i4f3wwhfOCKQ/SnqKL4c1eAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA8lCllKwwu6btImKzXpkCAACmOxxP49DboQzuTgEAAJifu9NFeLk79a0PAETE9eVVRNw/PpjCecGUB2lP0cVwdwoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAEAeqpSSFWbXtF1EbNYrUwAAwHSH42kcejuUoTbBctzcbo0AAACvqdMLIxTDm70AAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAJimNsFy7O92RgAAAM5TlVKywuyatouIcehNAQAAr3qQ9hRdDG/2AgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACQv9oEy9G0nREAAIDz5O4UAACA+VUpJSsAAAAwL3enAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAFCnAAAAqFMAAABQpwAAAKhTAAAAUKcAAACoUwAAAPiz2gRL0LSdEQAA4A3GoTdCGdydAgAAMD93pwvSfvpiBAAAmG54+mGEYrg7BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAIA+1CZbj68ffRgAAgOmGJxuoU/6Bm9utEaAA+7udH+d8z85vYweB8yIvh+OFEYrhzV4AAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADUKQAAAKhTAAAA1CkAAACoUwAAANQpAAAAqFMAAADyUKWUrDC7pu0iYrNemQIAAKY7HE/j0NuhDO5OAQAAmJ+700V4uTv1rQ+U4fry6v7xwQ6Znl1EOD4HgfMirwdpT9HFcHcKAACAOgUAAAB1CgAAgDoFAOD/du3gRGEoCsPoDbhME+5ThQWkC1eCooxVKIpu7SIFWEX2NpH9ncU08ISBxHhOCX8Y5n2+B4A6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAADgU1SZaYXR1U0bEevV0hQAAFDu8XwNfWeHeViYYDoOxx8jAMDldPZv0feC4jrdGGE2vOwFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAIA6BQAAQJ0CAACAOgUAAECdAgAAgDoFAABAnQIAAECZKjOtMLq6aSNivVqaAgAAyj2er6Hv7KBO+ec69XcFABGx3+4i4nq/mcL3gpKDtFP0bHjZCwAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAgDoFAAAAdQoAAIA6BQAAAHUKAACAOgUAAAB1CgAAwGeoMtMKo6ubNiLWq6UpAACg3OP5GvrODvPg7hQAAIDxuTudhL+7U7/6AEBE7Le7iLjeb6bwvaDkIO0UPRvuTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAFCnAAAAoE4BAABQpwAAAKBOAQAAUKcAAACgTgEAAPgMVWZaYXR100bEerU0BQAAlHs8X0Pf2WEeFiaYjsPxxwgAAPBOnW6MMBte9gIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAQJ0CAACgTgEAAECdAgAAoE4BAABAnQIAAKBOAQAAoMzCBNNxOZ2NAAAAfKcqM60wurppI2LoO1MAAMBbB2mn6NnwshcAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA71qYYDrqpjUCAADwnarMtAIAAADj8rIXAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAACu5iHUAAAPvSURBVOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAAHUKAAAA6hQAAAB1CgAAAOoUAAAAdQoAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADqFAAAANQpAAAA6hQAAADUKQAAAOoUAAAA1CkAAADf7RcILBXBjgYpWgAAAABJRU5ErkJggg=="/><div class="c x2c y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x2d he y59 ff9 fs2 fc2 sc0 ls0 ws0">18</div><div class="t m0 x13 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x85 h16 y20e ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 2: EDUCA<span class="_ _1"></span>ÇÃ<span class="_ _0"></span>O </div><div class="t m0 x86 h1b y20f ff7 fs2 fc0 sc0 ls0 ws0"> OBJETIV<span class="_ _0"></span>O</div><div class="t m0 x87 h1b y210 ff7 fs2 fc0 sc0 ls0 ws0">Meta</div><div class="t m0 x88 h1b y211 ff7 fs2 fc0 sc0 ls0 ws0">Prazo (me-</div><div class="t m0 x89 h1b y212 ff7 fs2 fc0 sc0 ls0 ws0">ses)</div><div class="t m0 x80 h1b y210 ff7 fs2 fc0 sc0 ls0 ws0">Indicador</div><div class="t m0 x69 h1b y213 ff7 fs2 fc0 sc0 ls0 ws0">Unidade Responsáv<span class="_ _1"></span>el </div><div class="t m0 x35 h4 y214 ff2 fs2 fc0 sc0 ls0 ws54">2.3 Ofertar curso de def<span class="_ _1"></span>esa pessoal com </div><div class="t m0 x35 h4 y215 ff2 fs2 fc0 sc0 ls0 ws6e">12h/<span class="_ _1"></span>aula, com teoria sobre a violência con-</div><div class="t m0 x35 h4 y216 ff2 fs2 fc0 sc0 ls0 ws50">tra as mulheres e aulas práticas para todas </div><div class="t m0 x35 h4 y217 ff2 fs2 fc0 sc0 ls0 ws0">as colaboradoras do Senado F<span class="_ _0"></span>ederal.</div><div class="t m0 x8a h4 y218 ff2 fs2 fc0 sc0 ls0 ws0">2 cursos </div><div class="t m0 x7c h4 y219 ff2 fs2 fc0 sc0 ls0 ws0">ofertados</div><div class="t m0 x8b h4 y21a ff2 fs2 fc0 sc0 ls0 ws0">24 meses<span class="_ _54"> </span>Curso realizado</div><div class="t m0 x81 h4 y21b ff2 fs2 fc0 sc0 ls0 ws0">SPOL</div><div class="t m0 x35 h1b y21c ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _55"> </span>Prazo<span class="_ _56"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x35 h4 y21d ff2 fs2 fc0 sc0 ls0 ws0">2.3.1 Ofertar e ministrar o primeiro curso<span class="_ _0"></span>.<span class="_ _57"> </span>12 meses<span class="_ _2a"> </span>SPOL/ILB/Comitê </div><div class="t m0 x35 h4 y21e ff2 fs2 fc0 sc0 ls0 ws0">2.3.2 Ofertar e ministrar o segundo curso<span class="_ _0"></span>.<span class="_ _58"> </span>24 meses<span class="_ _59"> </span>SPOL/ILB/Comit<span class="_ _0"></span>ê</div><div class="t m0 x35 h1b y21f ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x23 h1c y220 ffe fs2 fc0 sc0 ls0 ws0">Ano<span class="_ _45"> </span>2014<span class="_ _5a"> </span>2015<span class="_ _5b"> </span>2016<span class="_ _5b"> </span>2017<span class="_ _5b"> </span>2018</div><div class="t m0 x23 h1c y221 ffe fs2 fc0 sc0 ls0 ws0">Nº de cursos<span class="_ _5c"> </span>2<span class="_ _4b"> </span>1<span class="_ _2e"> </span>2<span class="_ _2e"> </span>1<span class="_ _22"> </span>3</div><div class="t m0 x8c h16 y222 ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 2: EDUCA<span class="_ _1"></span>ÇÃ<span class="_ _0"></span>O</div><div class="t m0 x8c h1b y223 ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="fc6">  <span class="_ _5d"> </span></span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador</div><div class="t m0 x69 h1b y224 ff7 fs2 fc0 sc0 ls0 ws0">Unidade Responsáv<span class="_ _1"></span>el </div><div class="t m0 x8d h4 y225 ff2 fs2 fc0 sc0 ls0 ws41">2.4 Realizar rodas de leitura na temática </div><div class="t m0 x8d h4 y226 ff2 fs2 fc0 sc0 ls0 ws0">de gênero e raça.</div><div class="t m0 x36 h4 y227 ff2 fs2 fc0 sc0 ls0 ws0">2 rodas de lei-</div><div class="t m0 x8e h4 y228 ff2 fs2 fc0 sc0 ls0 ws0">tura realizadas</div><div class="t m0 x8b h4 y229 ff2 fs2 fc0 sc0 ls0 ws0">24 meses </div><div class="t m0 x8f h4 y22a ff2 fs2 fc0 sc0 ls0 ws0">Roda de leitu-</div><div class="t m0 x7f h4 y22b ff2 fs2 fc0 sc0 ls0 ws0">ra realizada</div><div class="t m0 x90 h4 y22c ff2 fs2 fc0 sc0 ls0 ws0">COBIB/ Comitê</div><div class="t m0 x5c h1b y22d ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _56"> </span>Unidade Envolvida</div><div class="t m0 x8d h4 y22e ff2 fs2 fc0 sc0 ls0 ws0">2.4.1 Promov<span class="_ _0"></span>er a primeira roda de leitura no ano de 2020.<span class="_ _5e"> </span>12 meses<span class="_ _5f"> </span>COBIB/ Comitê</div><div class="t m0 x8d h4 y22f ff2 fs2 fc0 sc0 ls0 ws0">2.4.2  Promov<span class="_ _0"></span>er a segunda roda de leitura no ano de 202<span class="_ _0"></span>1.<span class="_ _60"> </span>24 meses<span class="_ _21"> </span>COBIB/ Comitê</div><div class="t m0 x5c h1b y230 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x8d h4 y231 ff2 fs2 fc0 sc0 ls0 ws0">Uma roda de leitura sobre “Racismo e Preconceit<span class="_ _0"></span>o”, a partir da leitura do Livro “<span class="_ _0"></span>Americanah” de Chimamanda Ngozi, em 20<span class="_ _0"></span>17;</div><div class="t m0 x8d h4 y232 ff2 fs2 fc0 sc0 ls0 ws0">Uma roda de leitura sobre “Direitos Humanos das P<span class="_ _0"></span>essoas T<span class="_ _1"></span>ransgênero no T<span class="_ _0"></span>rabalho”, em dezembro de 20<span class="_ _0"></span>18;</div><div class="t m0 x8d h4 y233 ff2 fs2 fc0 sc0 ls0 ws0">Uma roda de leitura realizada no ano de 20<span class="_ _0"></span>19 sobre o tema As<span class="_ _0"></span>sédio Moral.</div><div class="t m0 x5c h16 y234 ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 2: EDUCA<span class="_ _1"></span>ÇÃ<span class="_ _0"></span>O </div><div class="t m0 x5c h1b y235 ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _2d"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _47"> </span>Unidade Responsáv<span class="_ _1"></span>el </div><div class="t m0 x5c h4 y236 ff2 fs2 fc0 sc0 ls0 ws6f">2.5 Publicar obras da Coleção Escritoras do </div><div class="t m0 x5c h4 y237 ff2 fs2 fc0 sc0 ls0 ws0">Brasil.</div><div class="t m0 x4b h4 y238 ff2 fs2 fc0 sc0 ls0 ws0">2 obras <span class="_ _61"> </span>24 meses<span class="_ _2f"> </span>Obra publicada<span class="_ _1e"> </span>COBIB/SEGRAF/DGER</div><div class="t m0 x5c h1b y239 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _31"> </span>Prazo<span class="_ _56"> </span>Unidade Envolvida</div><div class="t m0 x5c h4 y23a ff2 fs2 fc0 sc0 ls0 ws0">2.5.1 Publicar uma obra da Coleção Escritoras do Brasil em 2020.<span class="_ _62"> </span>12 meses<span class="_ _63"> </span>COBIB/SEGRAF/DGER</div><div class="t m0 x5c h4 y23b ff2 fs2 fc0 sc0 ls0 ws0">2.5.2 Publicar uma obra da Coleção Escritoras do Brasil em 202<span class="_ _1"></span>1.<span class="_ _62"> </span>24 meses<span class="_ _37"> </span>COBIB/SEGR<span class="_ _2"></span>AF<span class="_ _0"></span>/DGER</div><div class="t m0 x5c h1b y23c ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h18 y23d ffb fs2 fc0 sc0 ls0 ws0">Em <span class="_ _2"></span>2018 <span class="_ _2"></span>houve <span class="_ _2"></span>a <span class="_ _8"></span>publicação <span class="_ _2"></span>do <span class="_ _2"></span>1º <span class="_ _2"></span>Volume <span class="_ _2"></span>da <span class="_ _2"></span>Coleção <span class="_ _2"></span>Escritoras <span class="_ _2"></span>do <span class="_ _8"></span>Brasil, <span class="_ _2"></span>intitulada <span class="_ _2"></span>A <span class="_ _8"></span>Mulher <span class="_ _2"></span>Moderna, <span class="_ _2"></span>de <span class="_ _2"></span>Joseﬁ<span class="_ _20"></span> <span class="_ _8"></span>na <span class="_ _2"></span>Álvares <span class="_ _2"></span>de <span class="_ _2"></span>Azevedo. </div><div class="t m0 x5c h4 y23e ff2 fs2 fc0 sc0 ls0 ws0">Disponível em:  http://<span class="_ _0"></span>www2.senado.leg.br/bdsf/bitstream/handle/id/552778/001<span class="_ _0"></span>139208.pdf.</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 x26 y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x49 he y59 ff9 fs2 fc2 sc0 ls0 ws0">19</div><div class="t m0 x28 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x91 h10 y4f ffa fs5 fc2 sc0 ls0 ws0">EIX<span class="_ _2c"></span>O TEMÁ<span class="_ _20"></span>TICO 3 – CUL<span class="_ _20"></span>TURA </div><div class="t m0 x92 h10 y23f ffa fs5 fc2 sc0 ls0 ws0">ORG<span class="_ _1"></span>ANIZA<span class="_ _2c"></span>CIONAL</div><div class="t m0 x6a h16 y240 ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 3: CUL<span class="_ _1"></span>TURA ORG<span class="_ _0"></span>ANIZACIONAL </div><div class="t m0 x6a h1b y241 ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _64"> </span>  Indicador<span class="_ _56"> </span>Unidade Re<span class="_ _0"></span>sponsáv<span class="_ _0"></span>el</div><div class="t m0 x6a h18 y242 ffb fs2 fc0 sc0 ls0 ws0">3.1 <span class="_ _2"></span>Constituir <span class="_ _8"></span>Grupos <span class="_ _2"></span>de <span class="_ _8"></span>Aﬁ<span class="_ _18"></span> <span class="_ _8"></span>nidade <span class="_ _2"></span>de <span class="_ _8"></span>Raça <span class="_ _2"></span>e </div><div class="t m0 x6a h18 y243 ffb fs2 fc0 sc0 ls0 ws0">LGBTI+.</div><div class="t m0 x93 h4 y242 ff2 fs2 fc0 sc0 ls0 ws0">1 Grupo de </div><div class="t m0 x7c h18 y243 ffb fs2 fc0 sc0 ls0 ws0">Aﬁ<span class="_ _20"></span> <span class="_ _2"></span>nidade criado</div><div class="t m0 x2a h4 y244 ff2 fs2 fc0 sc0 ls0 ws0">16 meses<span class="_ _23"> </span>Grupo criado<span class="_ _51"> </span>C<span class="_ _0"></span>omitê</div><div class="t m0 x6a h1b y245 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _3a"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x6a h4 y246 ffb fs2 fc0 sc0 ls0 ws0">3.1.1 Estimular a f<span class="_ _0"></span>ormação de Grupos de Aﬁ<span class="_ _20"></span> <span class="_ _2"></span>nidade de Raça<span class="_ _65"> </span><span class="ff2 ls18 ws3c">4 meses<span class="_ _40"> </span></span><span class="ff2">Comitê</span></div><div class="t m0 x6a h18 y247 ffb fs2 fc0 sc0 ls0 ws0">3.1.2 Reunir o Grupo de Aﬁ<span class="_ _20"></span> <span class="_ _2"></span>nidade de Raça</div><div class="t m0 x94 h4 y248 ff2 fs2 fc0 sc0 ls0 ws0">2 meses após a </div><div class="t m0 x14 h4 y249 ff2 fs2 fc0 sc0 ls0 ws70">formaçã<span class="_ _0"></span>o do Grupo </div><div class="t m0 x84 h4 y24a ff2 fs2 fc0 sc0 ls0 ws0">Comitê/DGER</div><div class="t m0 x6a h4 y24b ffb fs2 fc0 sc0 ls0 ws0">3.1.3 Estimular a f<span class="_ _0"></span>ormação de Grupos de Aﬁ<span class="_ _20"></span> <span class="_ _2"></span>nidade de LGBTI+<span class="_ _66"> </span><span class="ff2">12 meses<span class="_ _67"> </span>Comitê</span></div><div class="t m0 x6a h18 y24c ffb fs2 fc0 sc0 ls0 ws0">3.1.4 Reunir o Grupo de Aﬁ<span class="_ _20"></span> <span class="_ _2"></span>nidade de LGBTI+</div><div class="t m0 x94 h4 y24d ff2 fs2 fc0 sc0 ls0 ws0">2 meses após a </div><div class="t m0 x14 h4 y24e ff2 fs2 fc0 sc0 ls0 ws70">formaçã<span class="_ _0"></span>o do Grupo</div><div class="t m0 x84 h4 y24f ff2 fs2 fc0 sc0 ls0 ws0">Comitê/DGER</div><div class="t m0 x6a h1b y250 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x6a h4 y251 ff2 fs2 fc0 sc0 ls0 ws0">Não há registro de atividades anteriore<span class="_ _0"></span>s.</div><div class="t m0 x6a h16 y252 ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 3: CUL<span class="_ _1"></span>TURA ORG<span class="_ _0"></span>ANIZACIONAL </div><div class="t m0 x6a h1b y253 ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _64"> </span>  Indicador<span class="_ _56"> </span>Unidade Re<span class="_ _0"></span>sponsáv<span class="_ _0"></span>el</div><div class="t m0 x6a h4 y254 ff2 fs2 fc0 sc0 ls0 ws71">3.2 Sensibilizar gestores e prom<span class="_ _0"></span>over encon-</div><div class="t m0 x6a h4 y255 ff2 fs2 fc0 sc0 ls0 ws72">tros com seus colaboradores para discutir </div><div class="t m0 x6a h4 y256 ff2 fs2 fc0 sc0 ls0 ws3d">temas relativos à equidade de gêner<span class="_ _0"></span>o e raça e </div><div class="t m0 x6a h18 y257 ffb fs2 fc0 sc0 ls0 ws0">inclusão de pes<span class="_ _0"></span>soas com deﬁ<span class="_ _20"></span> <span class="_ _2"></span>ciência. </div><div class="t m0 x7c h4 y255 ff2 fs2 fc0 sc0 ls0 ws0">2 Campanhas de </div><div class="t m0 x4b h4 y256 ff2 fs2 fc0 sc0 ls0 ws0">sensibilização </div><div class="t m0 x6c h4 y258 ff2 fs2 fc0 sc0 ls0 ws0">24 meses</div><div class="t m0 x11 h4 y259 ff2 fs2 fc0 sc0 ls0 ws0">Campanha </div><div class="t m0 x22 h4 y25a ff2 fs2 fc0 sc0 ls0 ws0">realizada</div><div class="t m0 x95 h4 y25b ff2 fs2 fc0 sc0 ls0 ws0">Comitê</div><div class="t m0 x6a h1b y25c ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _3a"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x6a h4 y25d ff2 fs2 fc0 sc0 ls0 ws0">3.2.1 Realizar a 1ª campanha de sensibilização com gestor<span class="_ _0"></span>es e fornecer mat<span class="_ _0"></span>erial.<span class="_ _35"> </span>12 meses<span class="_ _29"> </span>Comitê/ SECOM</div><div class="t m0 x6a h4 y25e ff2 fs2 fc0 sc0 ls0 ws0">3.2.2 Realizar a 2ª campanha de sensibilização com gestor<span class="_ _0"></span>es e fornecer mat<span class="_ _0"></span>erial.<span class="_ _68"> </span>24 meses<span class="_ _3a"> </span>Comitê/ SECOM</div><div class="t m0 x6a h1b y25f ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x6a h18 y260 ffb fs2 fc0 sc0 ls0 ws0">Realização de duas oﬁ<span class="_ _20"></span> <span class="_ _2"></span>cinas para os colaboradores terceirizados e che<span class="_ _0"></span>fes de gabine<span class="_ _0"></span>te sobre racismo e sexismo (20<span class="_ _0"></span>12);</div><div class="t m0 x6a h4 y261 ff2 fs2 fc0 sc0 ls0 ws0">Mesa Redonda: Dialogando sobre Gên<span class="_ _0"></span>ero e Raça nas instituições públicas (2012);</div><div class="t m0 x6a h4 y262 ff2 fs2 fc0 sc0 ls0 ws0">Encontro de Discus<span class="_ _0"></span>são com os encarregados terceirizados sobre o sistema de co<span class="_ _0"></span>tas e autodeclaração (2014).</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 w0 h0" data-page-no="14"><div class="pc pc14 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x2c y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x2d he y59 ff9 fs2 fc2 sc0 ls1c ws73">20</div><div class="t m0 x13 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x5c h16 y19e ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 3: CUL<span class="_ _1"></span>TURA ORG<span class="_ _0"></span>ANIZACIONAL</div><div class="t m0 x5c h1b y1ca ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _4b"> </span>Unidade Responsáv<span class="_ _1"></span>el</div><div class="t m0 x5c h4 y263 ff2 fs2 fc0 sc0 ls0 ws74">3.3 Realizar rodas de conversa para prom<span class="_ _0"></span>o-</div><div class="t m0 x5c h4 y264 ff2 fs2 fc0 sc0 ls0 ws75">ver a discus<span class="_ _0"></span>são e a escuta empática sobre o </div><div class="t m0 x5c h4 y265 ff2 fs2 fc0 sc0 ls0 ws76">racismo e a valorização da pes<span class="_ _1"></span>soa negra no </div><div class="t m0 x5c h4 y266 ff2 fs2 fc0 sc0 ls0 ws0">Senado F<span class="_ _0"></span>ederal.</div><div class="t m0 x96 h4 y264 ff2 fs2 fc0 sc0 ls0 ws0">2 rodas de </div><div class="t m0 x97 h4 y265 ff2 fs2 fc0 sc0 ls0 ws0">conversa </div><div class="t m0 x8b h4 y267 ff2 fs2 fc0 sc0 ls0 ws0">18 meses</div><div class="t m0 x1b h4 y268 ff2 fs2 fc0 sc0 ls0 ws0">Rodas de con-</div><div class="t m0 x98 h4 y269 ff2 fs2 fc0 sc0 ls0 ws0">versa  realizada</div><div class="t m0 x99 h4 y26a ff2 fs2 fc0 sc0 ls0 ws0">Comitê/DGER</div><div class="t m0 x5c h1b y26b ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _3a"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x5c h4 y26c ff2 fs2 fc0 sc0 ls0 ws0">3.3.1 Realizar a primeira rodas de conver<span class="_ _0"></span>sa.<span class="_ _69"> </span><span class="ls18 ws3c">4 meses</span></div><div class="t m0 x90 h4 y26d ff2 fs2 fc0 sc0 ls0 ws0">Comitê/DGER/</div><div class="t m0 x73 h4 y26e ff2 fs2 fc0 sc0 ls0 ws0">SESOQVT</div><div class="t m0 x5c h4 y26f ff2 fs2 fc0 sc0 ls0 ws0">3.3.2 Compilar sugestões sobr<span class="_ _0"></span>e o tema realizados na primeira roda.</div><div class="t m0 x98 h4 y270 ff2 fs2 fc0 sc0 ls0 ws0">2 meses após a </div><div class="t m0 x8f h4 y271 ff2 fs2 fc0 sc0 ls0 ws0">primeira roda</div><div class="t m0 x99 h4 y272 ff2 fs2 fc0 sc0 ls0 ws0">Comitê/DGER</div><div class="t m0 x5c h4 y273 ff2 fs2 fc0 sc0 ls0 ws0">3.3.3 Realizar a segunda rodas de conversa<span class="_ _0"></span>.<span class="_ _6a"> </span>16 meses</div><div class="t m0 x90 h4 y274 ff2 fs2 fc0 sc0 ls0 ws0">Comitê/DGER/</div><div class="t m0 x73 h4 y275 ff2 fs2 fc0 sc0 ls0 ws0">SESOQVT</div><div class="t m0 x5c h18 y276 ffb fs2 fc0 sc0 ls0 ws0">3.3.4 Compilar sugestões do grup<span class="_ _0"></span>o de aﬁ<span class="_ _20"></span> <span class="_ _2"></span>nidade.</div><div class="t m0 x98 h4 y277 ff2 fs2 fc0 sc0 ls0 ws0">2 meses após a </div><div class="t m0 x8f h4 y278 ff2 fs2 fc0 sc0 ls0 ws0">segunda roda</div><div class="t m0 x99 h4 y279 ff2 fs2 fc0 sc0 ls0 ws0">Comitê/DGER</div><div class="t m0 x5c h1b y27a ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h4 y27b ff2 fs2 fc0 sc0 ls0 ws0">Não há registro de atividades anteriore<span class="_ _0"></span>s.</div><div class="t m0 x5c h16 y27c ffd fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 3: CUL<span class="_ _1"></span>TURA ORG<span class="_ _0"></span>ANIZACIONAL</div><div class="t m0 x5c h1b y27d ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _2d"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _47"> </span>Unidade Responsáv<span class="_ _1"></span>el</div><div class="t m0 x5c h4 y27e ff2 fs2 fc0 sc0 ls0 ws66">3.4 Realizar event<span class="_ _0"></span>os de sensibilização para os </div><div class="t m0 x5c h4 y27f ff2 fs2 fc0 sc0 ls0 ws77">servidores sobre assédio e outras violências </div><div class="t m0 x5c h4 y280 ff2 fs2 fc0 sc0 ls0 ws0">no ambiente de trabalho. </div><div class="t m0 x9a h4 y27e ff2 fs2 fc0 sc0 ls0 ws0"> 8 eventos de </div><div class="t m0 x36 h4 y27f ff2 fs2 fc0 sc0 ls0 ws0">sensibilização </div><div class="t m0 x96 h4 y280 ff2 fs2 fc0 sc0 ls0 ws0">realizados</div><div class="t m0 x8b h4 y27f ff2 fs2 fc0 sc0 ls0 ws0">24 meses<span class="_ _48"> </span>Evento promo<span class="_ _0"></span>vido<span class="_ _3f"> </span>SESOQVT</div><div class="t m0 x5c h1b y281 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _31"> </span>Prazo<span class="_ _56"> </span>Unidade Envolvida</div><div class="t m0 x5c h4 y282 ff2 fs2 fc0 sc0 ls0 ws78">3.4.1 Realizar 8 event<span class="_ _0"></span>os de sensibilização do corpo funcional sobre assédio e outr<span class="_ _0"></span>as </div><div class="t m0 x5c h4 y283 ff2 fs2 fc0 sc0 ls0 ws0">violências no ambiente de trabalho por sem<span class="_ _0"></span>estre.</div><div class="t m0 x9b h4 y284 ff2 fs2 fc0 sc0 ls0 ws0">Não se aplica<span class="_ _2e"> </span>SESOQVT/ Comitê</div><div class="t m0 x5c h1b y285 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h4 y286 ff2 fs2 fc0 sc0 ls0 ws0">Palestra sobre As<span class="_ _0"></span>sédio Sexual, transmitida pela Rádio Senado em 2014;</div><div class="t m0 x5c h4 y287 ff2 fs2 fc0 sc0 ls0 ws0">Mesa Redonda sobre As<span class="_ _0"></span>sédio no Ambiente do T<span class="_ _1"></span>rabalho em 2015;</div><div class="t m0 x5c h4 y288 ff2 fs2 fc0 sc0 ls0 ws0">Palestra sobre Práticas de Violência no Ambient<span class="_ _0"></span>e de Trabalh<span class="_ _0"></span>o no PFG em 2015;</div><div class="t m0 x5c h18 y289 ffb fs2 fc0 sc0 ls0 ws0">Realizados <span class="_ _8"></span>24 <span class="_ _8"></span>event<span class="_ _0"></span>os <span class="_ _8"></span>em <span class="_ _8"></span>2018: <span class="_ _8"></span>oﬁ<span class="_ _18"></span> <span class="_ _8"></span>cinas <span class="_ _8"></span>de <span class="_ _8"></span>conviv<span class="_ _0"></span>ência <span class="_ _8"></span>na <span class="_ _8"></span>SECOM, <span class="_ _8"></span>oﬁ<span class="_ _20"></span> <span class="_ _2"></span>cinas <span class="_ _8"></span>com <span class="_ _8"></span>terceirizados, <span class="_ _8"></span>palestras <span class="_ _8"></span>na <span class="_ _2"></span>TV <span class="_ _8"></span>Senado, <span class="_ _8"></span>palestras <span class="_ _8"></span>para </div><div class="t m0 x5c h4 y28a ff2 fs2 fc0 sc0 ls0 ws0">estagiários e jovens apr<span class="_ _0"></span>endizes, palestras em outras instituições.</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 x26 y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x49 he y59 ff9 fs2 fc2 sc0 ls0 ws0">21</div><div class="t m0 x28 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x9c h10 y4f ffa fs5 fc2 sc0 ls0 ws0">EIX<span class="_ _2c"></span>O TEMÁ<span class="_ _20"></span>TICO 4 – GEST<span class="_ _6b"></span>Ã<span class="_ _2c"></span>O</div><div class="t m0 x6a h16 y1e7 fff fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 4: GEST<span class="_ _1"></span>ÃO </div><div class="t m0 x6a h1b y1e8 ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _4b"> </span>Unidade Responsáv<span class="_ _1"></span>el</div><div class="t m0 x6a h4 y28b ff2 fs2 fc0 sc0 ls0 ws79">4.1 Realizar levantament<span class="_ _0"></span>o de possíveis instru-</div><div class="t m0 x6a h4 y28c ff2 fs2 fc0 sc0 ls0 ws7a">mentos de estímulo à ocupação de car<span class="_ _0"></span>gos de </div><div class="t m0 x6a h18 y28d ffb fs2 fc0 sc0 ls0 ws0">cheﬁ<span class="_ _20"></span> <span class="_ _2"></span>a por mulheres (incluindo raça e etnia).</div><div class="t m0 x7e h4 y28c ff2 fs2 fc0 sc0 ls0 ws0">- </div><div class="t m0 x89 h3 y28e ff2 fs1 fc0 sc0 ls0 ws0">15 meses</div><div class="t m0 x80 h1d y28f ffe fs9 fc0 sc0 ls0 ws0">Levan<span class="_ _0"></span>tamento </div><div class="t m0 x32 h1d y290 ffe fs9 fc0 sc0 ls0 ws0">apresent<span class="_ _0"></span>ado</div><div class="t m0 x69 h4 y291 ff2 fs2 fc0 sc0 ls0 ws7b">Pró-Equidade /SEGP<span class="_ _0"></span>/ Comitê</div><div class="t m0 x6a h1b y292 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _3a"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x6a h4 y293 ff2 fs2 fc0 sc0 ls0 ws0">4.1.1 Realizar pesquisa pelo Data Senado e <span class="ffc">b<span class="_ _0"></span>enchmarking<span class="ff2"> com outras instituições.<span class="_ _6c"> </span>12 meses<span class="_ _6d"> </span><span class="ws7b">Pró-Equidade /SEGP<span class="_ _0"></span>/ Comitê</span></span></span></div><div class="t m0 x6a h4 y294 ff2 fs2 fc0 sc0 ls0 ws0">4.1.2 Apresentar à DGER a pesquisa.<span class="_ _6e"> </span>15 meses</div><div class="t m0 x90 h4 y295 ff2 fs2 fc0 sc0 ls0 ws0">Pró-Equidade /SEGP<span class="_ _0"></span>/ </div><div class="t m0 x84 h18 y296 ffb fs2 fc0 sc0 ls0 ws0">Comitê/DGER</div><div class="t m0 x6a h1b y297 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x6d h4 y298 ff2 fs2 fc0 sc0 ls0 ws0"> Não há registro de atividades anteriore<span class="_ _0"></span>s.</div><div class="t m0 x6a h16 y299 fff fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 4: GEST<span class="_ _1"></span>ÃO</div><div class="t m0 x6a h1b y29a ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _47"> </span>Unidade Responsáv<span class="_ _0"></span>el</div><div class="t m0 x6a h4 y29b ff2 fs2 fc0 sc0 ls0 ws7c">4.2 Rever o At<span class="_ _0"></span>o da Comissão Dire<span class="_ _0"></span>tora nº 3, de </div><div class="t m0 x6a h4 y29c ff2 fs2 fc0 sc0 ls0 ws3c">2016, para ampliar o Programa de As<span class="_ _1"></span>sistência </div><div class="t m0 x6a h4 y29d ff2 fs2 fc0 sc0 ls0 ws7d">à Mãe Nutriz para as servidoras que tiveram </div><div class="t m0 x6a h18 y29e ffb fs2 fc0 sc0 ls0 ws0">ﬁ<span class="_ _20"></span> <span class="_ _2"></span>lhos, estendendo o período <span class="_ _0"></span>de jornada redu-</div><div class="t m0 x6a h4 y29f ff2 fs2 fc0 sc0 ls0 ws0">zida de 6h de 15 para 24 meses.</div><div class="t m0 x7e h4 y29d ff2 fs2 fc0 sc0 ls0 ws0">-<span class="_ _30"> </span><span class="ls18 ws3c">6 meses<span class="_ _23"> </span></span>Ato publicado</div><div class="t m0 x9d h4 y2a0 ff2 fs2 fc0 sc0 ls0 ws0">Comitê / SEDDEV<span class="_ _0"></span>/</div><div class="t m0 x72 h4 y2a1 ff2 fs2 fc0 sc0 ls0 ws0">SEGP/<span class="_ _2c"></span>ADVOSF</div><div class="t m0 x6a h1b y2a2 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _3a"> </span>Unidade En<span class="_ _0"></span>volvida</div><div class="t m0 x6a h4 y2a3 ff2 fs2 fc0 sc0 ls0 ws29">4.2.1 Propor a alteração do At<span class="_ _0"></span>o da Comissão Dir<span class="_ _0"></span>etoria nº 3, de 2016, de f<span class="_ _1"></span>orma a estender </div><div class="t m0 x6a h4 y2a4 ff2 fs2 fc0 sc0 ls0 ws7e">de 15 para 24 meses o bene<span class="_ _0"></span>fício da jornada de trabalho de seis horas diárias para a </div><div class="t m0 x6a h18 y2a5 ffb fs2 fc0 sc0 ls0 ws0">servidora, inclusive para as detentoras de função de conﬁ<span class="_ _18"></span> <span class="_ _8"></span>ança.</div><div class="t m0 x18 h4 y2a4 ff2 fs2 fc0 sc0 ls18 ws3c">6 meses</div><div class="t m0 x9d h4 y2a6 ff2 fs2 fc0 sc0 ls0 ws0">Comitê / SEDDEV<span class="_ _0"></span>/</div><div class="t m0 x9e h4 y2a7 ff2 fs2 fc0 sc0 ls0 ws0">ADV<span class="_ _0"></span>OSF</div><div class="t m0 x6a h1b y2a8 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x6a h18 y2a9 ffb fs2 fc0 sc0 ls0 ws0">  Número de servidoras que se beneﬁ<span class="_ _20"></span> <span class="_ _2"></span>ciaram do Programa de Assistência à Mãe Nutriz:</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 x2c y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x2d he y59 ff9 fs2 fc2 sc0 ls0 ws0">22</div><div class="t m0 x13 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x5c h16 y19e fff fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 4: GEST<span class="_ _1"></span>ÃO </div><div class="t m0 x5c h1b y1ca ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _2d"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _47"> </span>Unidade Responsáv<span class="_ _1"></span>el</div><div class="t m0 x5c h4 y2aa ff2 fs2 fc0 sc0 ls0 ws75">4.3 Realizar estudo de viabilidade para redu-</div><div class="t m0 x5c h4 y2ab ff2 fs2 fc0 sc0 ls0 ws7f">ção de jornada de trabalho para servidores </div><div class="t m0 x5c h18 y2ac ffb fs2 fc0 sc0 ls0 ws0">pais <span class="_ _8"></span>ou <span class="_ _2"></span>que <span class="_ _8"></span>detenham <span class="_ _8"></span>a <span class="_ _2"></span>guarda <span class="_ _8"></span>de <span class="_ _8"></span>ﬁ<span class="_ _20"></span> <span class="_ _2"></span>lhos <span class="_ _8"></span>ou </div><div class="t m0 x5c h4 y2ad ff2 fs2 fc0 sc0 ls0 ws47">a guarda compartilhada com base no modelo </div><div class="t m0 x5c h4 y2ae ff2 fs2 fc0 sc0 ls0 ws0">do Programa Mãe Nutriz.</div><div class="t m0 x5d h4 y2ac ff2 fs2 fc0 sc0 ls0 ws0">-<span class="_ _30"> </span><span class="ls18 ws3c">6 mes<span class="_ _2"></span>es<span class="_ _54"> </span></span>Estudo realizado</div><div class="t m0 x61 h4 y2af ff2 fs2 fc0 sc0 ls0 ws0">Comitê / SEDDEV<span class="_ _0"></span>/</div><div class="t m0 x7b h4 y2b0 ff2 fs2 fc0 sc0 ls0 ws0">SEGP/<span class="_ _2c"></span>ADVOSF</div><div class="t m0 x5c h1b y2b1 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _31"> </span>Prazo<span class="_ _56"> </span>Unidade Envolvida</div><div class="t m0 x5c h4 y2b2 ff2 fs2 fc0 sc0 ls0 ws80">4.3.1 Realizar estudo de viabilidade da extensã<span class="_ _0"></span>o do benefício da jornada de trabalho </div><div class="t m0 x5c h4 y2b3 ff2 fs2 fc0 sc0 ls0 ws81">de seis horas diárias para servidores pais, inclusive para os detentor<span class="_ _0"></span>es de função de </div><div class="t m0 x5c h18 y2b4 ffb fs2 fc0 sc0 ls0 ws0">conﬁ<span class="_ _20"></span> <span class="_ _2"></span>ança, ou que detenham a guarda dos ﬁ<span class="_ _18"></span> <span class="_ _8"></span>lhos ou a guarda compartilhada com prazo </div><div class="t m0 x5c h18 y2b5 ffb fs2 fc0 sc0 ls0 ws0">a deﬁ<span class="_ _20"></span> <span class="_ _2"></span>nir.</div><div class="t m0 x32 h4 y2b6 ff2 fs2 fc0 sc0 ls18 ws3c">6 meses</div><div class="t m0 x9f h4 y2b7 ff2 fs2 fc0 sc0 ls0 ws0">Comitê/SED<span class="_ _0"></span>DEV/</div><div class="t m0 x7b h4 y2b8 ff2 fs2 fc0 sc0 ls0 ws0">SEGP/<span class="_ _2c"></span>ADVOSF</div><div class="t m0 x5c h1b y2b9 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h4 y2ba ff2 fs2 fc0 sc0 ls0 ws0">Não se aplica.</div><div class="t m0 x5c h16 y2bb fff fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 4: GEST<span class="_ _1"></span>ÃO  </div><div class="t m0 x5c h1b y2bc ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _2d"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _47"> </span>Unidade Responsáv<span class="_ _1"></span>el </div><div class="t m0 x5c h4 y2bd ff2 fs2 fc0 sc0 ls0 ws82">4.4 Promov<span class="_ _0"></span>er atividades de sensibilização </div><div class="t m0 x5c h4 y2be ff2 fs2 fc0 sc0 ls0 ws83">para redução do percentual de preenchimen<span class="_ _0"></span>-</div><div class="t m0 x5c h4 y2bf ff2 fs2 fc0 sc0 ls0 ws37">to de raça como “<span class="_ _0"></span>não inf<span class="_ _0"></span>ormado” no cadastro </div><div class="t m0 x5c h4 y2c0 ff2 fs2 fc0 sc0 ls0 ws0">dos Jovens Apr<span class="_ _0"></span>endizes.</div><div class="t m0 xa0 h4 y2c1 ff2 fs2 fc0 sc0 ls0 ws0">100%<span class="_ _6f"> </span>24 meses</div><div class="t m0 x94 h4 y2c2 ff2 fs2 fc0 sc0 ls0 ws0">Cadastro </div><div class="t m0 x7f h4 y2c3 ff2 fs2 fc0 sc0 ls0 ws0">preenchido</div><div class="t m0 x25 h4 y2c4 ff2 fs2 fc0 sc0 ls0 ws0">SGEST<span class="_ _0"></span>/SEGP/<span class="_ _0"></span>NGCOT</div><div class="t m0 x5c h1b y2c5 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _31"> </span>Prazo<span class="_ _6c"> </span>Unidade       Envolvida</div><div class="t m0 x5c h4 y2c6 ff2 fs2 fc0 sc0 ls0 ws84">4.4.1 Encaminhar f<span class="_ _0"></span>ormulário aos jovens aprendize<span class="_ _0"></span>s já contratados para atualização das </div><div class="t m0 x5c h4 y2c7 ff2 fs2 fc0 sc0 ls0 ws0">informaçõe<span class="_ _0"></span>s.</div><div class="t m0 x32 h4 y2c8 ff2 fs2 fc0 sc0 ls18 ws3c">2 meses<span class="_ _70"> </span><span class="ls0 ws0">SGEST<span class="_ _0"></span>/SEGP</span></div><div class="t m0 x5c h18 y2c9 ffb fs2 fc0 sc0 ls0 ws0">4.4.2 <span class="_ _2"></span>V<span class="_ _1"></span>eriﬁ<span class="_ _20"></span> <span class="_ _8"></span>car <span class="_ _2"></span>no momento <span class="_ _2"></span>da <span class="_ _2"></span>contratação e <span class="_ _2"></span>do <span class="_ _2"></span>cadastro <span class="_ _2"></span>o <span class="_ _2"></span>preenchiment<span class="_ _0"></span>o <span class="_ _2"></span>das <span class="_ _2"></span>inf<span class="_ _0"></span>or-</div><div class="t m0 x5c h4 y2ca ff2 fs2 fc0 sc0 ls0 ws0">mações de gênero e raça.</div><div class="t m0 x5f h4 y2c9 ff2 fs2 fc0 sc0 ls0 ws0">A partir da publi-</div><div class="t m0 xa1 h4 y2ca ff2 fs2 fc0 sc0 ls0 ws0">cação do Plano </div><div class="t m0 x84 h4 y2cb ff2 fs2 fc0 sc0 ls0 ws0">NGCOT</div><div class="t m0 x5c h1b y2cc ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h4 y2cd ff2 fs2 fc0 sc0 ls0 ws0">O cadastro do colaborador terceirizado já pos<span class="_ _1"></span>sui campo de preenchimento para inf<span class="_ _0"></span>ormação de cor/raça.</div><div class="t m0 x5c h16 y2ce fff fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 4: GEST<span class="_ _1"></span>ÃO </div><div class="t m0 x5c h1b y2cf ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _2d"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _47"> </span>Unidade Responsáv<span class="_ _1"></span>el </div><div class="t m0 x5c h4 y2d0 ff2 fs2 fc0 sc0 ls0 ws85">4.5 Criar Rede de Cooperação T<span class="_ _1"></span>écnica na te-</div><div class="t m0 x5c h4 y2d1 ff2 fs2 fc0 sc0 ls0 ws0">mática de Equidade de Gênero e Raça. </div><div class="t m0 x5d h4 y2d2 ff2 fs2 fc0 sc0 ls0 ws0">-<span class="_ _71"> </span>18 meses<span class="_ _6d"> </span>Rede constituída<span class="_ _72"> </span>Comitê/DGER</div><div class="t m0 x5c h1b y2d3 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _31"> </span>Prazo<span class="_ _56"> </span>Unidade Envolvida</div><div class="t m0 x5c h18 y2d4 ffb fs2 fc0 sc0 ls0 ws0">4.5.1 <span class="_ _2"></span>Realizar <span class="_ _8"></span>contato <span class="_ _2"></span>interinstitucional <span class="_ _8"></span>para <span class="_ _2"></span>identiﬁ<span class="_ _20"></span> <span class="_ _2"></span>car <span class="_ _8"></span>interes<span class="_ _0"></span>sados <span class="_ _2"></span>na <span class="_ _8"></span>participação </div><div class="t m0 x5c h4 y2d5 ff2 fs2 fc0 sc0 ls0 ws0">da Rede. </div><div class="t m0 x32 h4 y2d6 ff2 fs2 fc0 sc0 ls18 ws3c">6 meses<span class="_ _73"> </span><span class="ls0 ws0">Comitê/Pró-Equidade</span></div><div class="t m0 x5c h4 y2d7 ff2 fs2 fc0 sc0 ls0 ws0">4.5.2 Elaborar o Acordo de Cooperaçã<span class="_ _0"></span>o T<span class="_ _1"></span>écnica e submeter à aprovação<span class="_ _0"></span>.<span class="_ _74"> </span>12 meses</div><div class="t m0 xa2 h4 y2d8 ff2 fs2 fc0 sc0 ls0 ws0">Comitê/Pró-Equidade/</div><div class="t m0 x7b h4 y2d9 ff2 fs2 fc0 sc0 ls0 ws0">DGER/<span class="_ _1"></span>ADVOS<span class="_ _0"></span>F</div><div class="t m0 x5c h4 y2da ff2 fs2 fc0 sc0 ls0 ws0">4.5.3 Assinar o A<span class="_ _0"></span>cordo de Cooperação T<span class="_ _1"></span>écnica.<span class="_ _75"> </span>18 meses<span class="_ _76"> </span>DGER</div><div class="t m0 x5c h4 y2db ff2 fs2 fc0 sc0 ls0 ws0">4.5.4 Publicar o Acordo de Cooperação T<span class="_ _2c"></span>écnica.<span class="_ _77"> </span>18 meses<span class="_ _76"> </span>DGER</div><div class="t m0 x5c h1b y2dc ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x8c h4 y2dd ff2 fs2 fc0 sc0 ls0 ws0">O SF é parte em acordos de cooperação técnica em ace<span class="_ _0"></span>ssibilidade e sustentabilidade<span class="_ _0"></span>. </div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,0.000000,0.000000]}'></div></div>
<div id="pf17" class="pf w0 h0" data-page-no="17"><div class="pc pc17 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x26 y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 xa3 he y59 ff9 fs2 fc2 sc0 ls0 ws0">23</div><div class="t m0 x28 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x6a h16 y19e fff fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 4: GEST<span class="_ _1"></span>ÃO </div><div class="t m0 x6a h1b y1ca ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _4b"> </span>Unidade Responsáv<span class="_ _1"></span>el </div><div class="t m0 x6a h4 y2de ff2 fs2 fc0 sc0 ls0 ws86">4.6 Participar do Programa Pró-Equidade </div><div class="t m0 x6a h4 y2df ff2 fs2 fc0 sc0 ls0 ws87">instituído pela Secretaria de Políticas para as </div><div class="t m0 x6a h4 y2e0 ff2 fs2 fc0 sc0 ls0 ws0">Mulheres (SPM) do Ex<span class="_ _0"></span>ecutivo Feder<span class="_ _0"></span>al.</div><div class="t m0 xa4 h4 y2de ff2 fs2 fc0 sc0 ls0 ws0">Aderir ao </div><div class="t m0 xa5 h4 y2df ff2 fs2 fc0 sc0 ls0 ws0">Programa, se </div><div class="t m0 xa4 h4 y2e0 ff2 fs2 fc0 sc0 ls0 ws0">aplicável</div><div class="t m0 xa6 h4 y2df ff2 fs2 fc0 sc0 ls0 ws0">Não se aplica</div><div class="t m0 xa7 h4 y2e1 ff2 fs2 fc0 sc0 ls0 ws0">Adesão ao </div><div class="t m0 x75 h4 y2e2 ff2 fs2 fc0 sc0 ls0 ws0">Programa</div><div class="t m0 x7a h4 y2e3 ff2 fs2 fc0 sc0 ls0 ws0">Comitê/ Pró-Equidade</div><div class="t m0 x6a h1b y2e4 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _3a"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x6a h4 y2e5 ff2 fs2 fc0 sc0 ls0 ws0">4.6.1 Acompanhar a evolução do Pr<span class="_ _0"></span>ograma junto a SPM.<span class="_ _78"> </span>Contínuo<span class="_ _79"> </span>Pró-Equidade</div><div class="t m0 x6a h4 y2e6 ff2 fs2 fc0 sc0 ls0 ws0">4.6.2 Aderir ao Programa.<span class="_ _7a"> </span>Não se aplica<span class="_ _7b"> </span>Pró-Equidade</div><div class="t m0 x6a h4 y2e7 ff2 fs2 fc0 sc0 ls0 ws0">4.6.3 Elaborar Plano de Ação.<span class="_ _7c"> </span>Não se aplica<span class="_ _7b"> </span>Pró-Equidade</div><div class="t m0 x6a h1b y2e8 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x6a h4 y2e9 ff2 fs2 fc0 sc0 ls0 ws0">O Senado F<span class="_ _0"></span>ederal participou das edições 2011—20<span class="_ _0"></span>13 e 2013—20<span class="_ _0"></span>15 do Programa Pró-Equidade.</div><div class="t m0 x6a h16 y2ea fff fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 4: GEST<span class="_ _1"></span>ÃO</div><div class="t m0 x6a h1b y2eb ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _36"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _4b"> </span>Unidade Responsáv<span class="_ _1"></span>el </div><div class="t m0 x6a h4 y2ec ff2 fs2 fc0 sc0 ls0 ws88">4.7 Divulgar o Programa Mulher em Situação </div><div class="t m0 x6a h4 y2ed ff2 fs2 fc0 sc0 ls0 ws0">de Vulnerabilidade. </div><div class="t m0 x7e h4 y2ee ff2 fs2 fc0 sc0 ls0 ws0">-<span class="_ _7d"> </span>24 meses</div><div class="t m0 x11 h4 y2ef ff2 fs2 fc0 sc0 ls0 ws0">Divulgação </div><div class="t m0 x22 h4 y2f0 ff2 fs2 fc0 sc0 ls0 ws0">realizada</div><div class="t m0 x84 h4 y2f1 ff2 fs2 fc0 sc0 ls0 ws0">Comitê/DGER</div><div class="t m0 x6a h1b y2f2 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _3a"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x6a h4 y2f3 ff2 fs2 fc0 sc0 ls0 ws0">4.7<span class="_ _1"></span>.1 Divulgar o Programa nas Assembleias Legislativas e Câmaras Municipais.<span class="_ _56"> </span>Não se aplica<span class="_ _7e"> </span>Comitê/Pró-Equidade</div><div class="t m0 x6a h4 y2f4 ff2 fs2 fc0 sc0 ls0 ws0">4.7<span class="_ _1"></span>.2 Divulgar o Programa em outras instituições.<span class="_ _7f"> </span>Não se aplica<span class="_ _80"> </span>Comitê/Pró-Equidade/<span class="_ _0"></span>DGER</div><div class="t m0 x6a h4 y2f5 ff2 fs2 fc0 sc0 ls0 ws0">4.7<span class="_ _1"></span>.3 Produzir relatório de acompanhamento da ação<span class="_ _0"></span>.<span class="_ _81"> </span>Anual<span class="_ _82"> </span>DGER/Comitê </div><div class="t m0 x6a h1b y2f6 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x6a h4 y2f7 ff2 fs2 fc0 sc0 ls0 ws0">O Programa Mulher em Situação de Vulnerabilidade f<span class="_ _1"></span>oi instituído por Ato da Comissã<span class="_ _0"></span>o Diretora nº 4, de 2016.</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 x2c y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x2d he y59 ff9 fs2 fc2 sc0 ls1c ws73">24</div><div class="t m0 x13 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x5c h16 y19e fff fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 4: GEST<span class="_ _1"></span>ÃO</div><div class="t m0 x5c h1b y1ca ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O <span class="_ _83"> </span>Meta<span class="_ _38"> </span>Prazo (me<span class="_ _0"></span>ses)<span class="_ _48"> </span>Indicadores<span class="_ _84"> </span>Unidade Responsáv<span class="_ _1"></span>el </div><div class="t m0 x5c h4 y2f8 ff2 fs2 fc0 sc0 ls0 ws89">4.8 Realizar a alteração contratual de modo </div><div class="t m0 x5c h4 y2f9 ff2 fs2 fc0 sc0 ls0 ws8a">que os dispositivos do APS n</div><div class="t m0 xa8 h19 y2fa ff2 fsa fc0 sc0 ls0 ws0">o</div><div class="t m0 xa9 h4 y2fb ff2 fs2 fc0 sc0 ls0 ws8a">1/2018 relacio-</div><div class="t m0 x5c h4 y2fc ff2 fs2 fc0 sc0 ls0 ws8b">nados aos contratos e convênios adminis-</div><div class="t m0 x5c h18 y2fd ffb fs2 fc0 sc0 ls0 ws0">trativos que <span class="_ _2"></span>en<span class="_ _0"></span>volvam mão <span class="_ _2"></span>de obra, ﬁ<span class="_ _20"></span> <span class="_ _8"></span>rmados </div><div class="t m0 x5c h4 y2fe ff2 fs2 fc0 sc0 ls0 ws8c">pelo Senado F<span class="_ _0"></span>ederal com as empresas con-</div><div class="t m0 x5c h4 y2ff ff2 fs2 fc0 sc0 ls0 ws8d">tratadas, órgãos e entidades parceiros, sejam </div><div class="t m0 x5c h4 y300 ff2 fs2 fc0 sc0 ls0 ws0">cumpridos.</div><div class="t m0 x8e h4 y301 ff2 fs2 fc0 sc0 ls0 ws0">100% dos con-</div><div class="t m0 xaa h4 y302 ff2 fs2 fc0 sc0 ls0 ws0">tratos que con-</div><div class="t m0 xab h4 y303 ff2 fs2 fc0 sc0 ls0 ws0">cordarem com os </div><div class="t m0 xab h4 y304 ff2 fs2 fc0 sc0 ls0 ws0">termos do APS nº </div><div class="t m0 xaa h4 y305 ff2 fs2 fc0 sc0 ls0 ws0">1/18 e 100% das </div><div class="t m0 xac h4 y306 ff2 fs2 fc0 sc0 ls0 ws0">novas empr<span class="_ _0"></span>esas </div><div class="t m0 xad h4 y307 ff2 fs2 fc0 sc0 ls0 ws0">contratadas</div><div class="t m0 x8b h4 y304 ff2 fs2 fc0 sc0 ls0 ws0">24 meses</div><div class="t m0 xae h4 y301 ff2 fs2 fc0 sc0 ls0 ws0">Inserção de cláu-</div><div class="t m0 x1b h4 y302 ff2 fs2 fc0 sc0 ls0 ws0">sulas nos con-</div><div class="t m0 xaf h4 y303 ff2 fs2 fc0 sc0 ls0 ws0">tratos; contatos </div><div class="t m0 x1a h4 y304 ff2 fs2 fc0 sc0 ls0 ws0">com as empresas </div><div class="t m0 x14 h4 y305 ff2 fs2 fc0 sc0 ls0 ws0">prestadoras </div><div class="t m0 x1b h4 y306 ff2 fs2 fc0 sc0 ls0 ws0">de serviços de </div><div class="t m0 x9b h4 y307 ff2 fs2 fc0 sc0 ls0 ws0">terceirização</div><div class="t m0 x68 h4 y304 ff2 fs2 fc0 sc0 ls0 ws0">DIRECON SESOQVT</div><div class="t m0 x5c h1b y308 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _3e"> </span>Prazo<span class="_ _3a"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x5c h4 y309 ff2 fs2 fc0 sc0 ls0 ws8e">4.8.1 Inserção de cláusula de observância às práticas de prevenção e apuraçã<span class="_ _0"></span>o de </div><div class="t m0 x5c h4 y30a ff2 fs2 fc0 sc0 ls0 ws8f">denúncias de assédio m<span class="_ _0"></span>oral ou sexual nos contratos (no<span class="_ _0"></span>vos e em andamento) de </div><div class="t m0 x5c h4 y30b ff2 fs2 fc0 sc0 ls0 ws0">terceirização.</div><div class="t m0 x32 h4 y30a ff2 fs2 fc0 sc0 ls18 ws3c">6 meses<span class="_ _85"> </span><span class="ls0 ws0">DIRECON/SESOQVT<span class="_ _0"></span>/<span class="_ _1"></span>ADVOSF</span></div><div class="t m0 x5c h4 y30c ff2 fs2 fc0 sc0 ls0 ws87">4.8.2 Sensibilização das empresas prestadoras de serviços de terceirização, para que </div><div class="t m0 x5c h4 y30d ff2 fs2 fc0 sc0 ls0 ws45">adotem em suas relações com o Senado boas práticas e m<span class="_ _0"></span>edidas legais de prevenção </div><div class="t m0 x5c h4 y30e ff2 fs2 fc0 sc0 ls0 ws0">e apuração de denúncias de as<span class="_ _0"></span>sédio moral ou sexual.</div><div class="t m0 x94 h4 y30d ff2 fs2 fc0 sc0 ls0 ws0">Contínuo<span class="_ _2f"> </span>DIRECON/SESOQVT/<span class="_ _2c"></span>ADVOSF</div><div class="t m0 x5c h1b y30f ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h4 y310 ff2 fs2 fc0 sc0 ls0 ws0">Não há registro de atividades anteriore<span class="_ _0"></span>s.</div><div class="t m0 x5c h16 y311 fff fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 4: GEST<span class="_ _1"></span>ÃO </div><div class="t m0 x5c h1b y312 ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _2d"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _86"> </span>Indicador<span class="_ _47"> </span>Unidade Responsáv<span class="_ _1"></span>el </div><div class="t m0 x5c h4 y313 ff2 fs2 fc0 sc0 ls0 ws90">4.9 Realizar levantament<span class="_ _0"></span>o dos casos de assé-</div><div class="t m0 x5c h4 y314 ff2 fs2 fc0 sc0 ls0 ws91">dio moral e sexual e dos resultados dos pro-</div><div class="t m0 x5c h4 y315 ff2 fs2 fc0 sc0 ls0 ws0">ces<span class="_ _0"></span>sos no Senado Federal.</div><div class="t m0 xac h4 y313 ff2 fs2 fc0 sc0 ls0 ws0">100% dos casos </div><div class="t m0 x2c h4 y314 ff2 fs2 fc0 sc0 ls0 ws0">levantados e </div><div class="t m0 x9a h18 y315 ffb fs2 fc0 sc0 ls0 ws0">classiﬁ<span class="_ _18"></span> <span class="_ _8"></span>cados</div><div class="t m0 xb0 h4 y313 ff2 fs2 fc0 sc0 ls0 ws0">Anual, com </div><div class="t m0 xb1 h4 y314 ff2 fs2 fc0 sc0 ls0 ws0">início em mar-</div><div class="t m0 xb0 h4 y315 ff2 fs2 fc0 sc0 ls0 ws0">ço de 2020</div><div class="t m0 x98 h4 y316 ff2 fs2 fc0 sc0 ls0 ws0">Relatório anual com </div><div class="t m0 x1b h4 y317 ff2 fs2 fc0 sc0 ls0 ws0">os dados apresen-</div><div class="t m0 x9b h4 y318 ff2 fs2 fc0 sc0 ls0 ws0">tados no detalha-</div><div class="t m0 x80 h4 y319 ff2 fs2 fc0 sc0 ls0 ws0">mento da ação</div><div class="t m0 x61 h4 y31a ff2 fs2 fc0 sc0 ls0 ws0">DGER/SESOQVT/<span class="_ _0"></span>SPOL</div><div class="t m0 x5c h1b y31b ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _87"> </span>Prazo<span class="_ _56"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x5c h4 y31c ff2 fs2 fc0 sc0 ls0 ws92">4.9.1 Conhecer de que f<span class="_ _0"></span>orma as demandas de comunicação ou denúncia de as<span class="_ _0"></span>sédio </div><div class="t m0 x5c h18 y31d ffb fs2 fc0 sc0 ls0 ws0">moral e sexual f<span class="_ _0"></span>oram ﬁ<span class="_ _20"></span> <span class="_ _2"></span>nalizadas.</div><div class="t m0 x14 h4 y31c ff2 fs2 fc0 sc0 ls0 ws0">Anual, com início </div><div class="t m0 x1b h4 y31d ff2 fs2 fc0 sc0 ls0 ws0">em março de 2020</div><div class="t m0 x61 h4 y31e ff2 fs2 fc0 sc0 ls0 ws0">DGER/SESOQVT/<span class="_ _0"></span>SPOL</div><div class="t m0 x5c h4 y31f ff2 fs2 fc0 sc0 ls0 ws0">4.9.2 Discriminar o percentual de of<span class="_ _0"></span>endidos e ofensor<span class="_ _0"></span>es atendidos no SESOQVT<span class="_ _1"></span>.</div><div class="t m0 x14 h4 y320 ff2 fs2 fc0 sc0 ls0 ws0">Anual, com início </div><div class="t m0 x1b h4 y321 ff2 fs2 fc0 sc0 ls0 ws0">em março de 2020</div><div class="t m0 x81 h4 y322 ff2 fs2 fc0 sc0 ls0 ws0">SESOQVT</div><div class="t m0 x5c h4 y323 ff2 fs2 fc0 sc0 ls0 ws93">4.9.3 Discriminar o percentual de casos que geraram registros de ocorrências na SPOL.</div><div class="t m0 x14 h4 y324 ff2 fs2 fc0 sc0 ls0 ws0">Anual, com início </div><div class="t m0 x1b h4 y325 ff2 fs2 fc0 sc0 ls0 ws0">em março de 2020</div><div class="t m0 x61 h4 y326 ff2 fs2 fc0 sc0 ls0 ws0">DGER/SESOQVT/<span class="_ _0"></span>SPOL</div><div class="t m0 x5c h4 y327 ff2 fs2 fc0 sc0 ls0 ws94">4.9.4 Discriminar o percentual de casos que geraram abertura de sindicância, proce<span class="_ _0"></span>sso </div><div class="t m0 x5c h4 y328 ff2 fs2 fc0 sc0 ls0 ws95">administrativo disciplinar, pr<span class="_ _0"></span>ocedimento apuratório preliminar<span class="_ _0"></span>, termo circunstanciado </div><div class="t m0 x5c h4 y329 ff2 fs2 fc0 sc0 ls0 ws0">e/<span class="_ _1"></span>ou inquérito policial.</div><div class="t m0 x14 h4 y32a ff2 fs2 fc0 sc0 ls0 ws0">Anual, com início </div><div class="t m0 x1b h4 y32b ff2 fs2 fc0 sc0 ls0 ws0">em março de 2020</div><div class="t m0 x61 h4 y32c ff2 fs2 fc0 sc0 ls0 ws0">DGER/SESOQVT/<span class="_ _0"></span>SPOL</div><div class="t m0 x5c h4 y32d ff2 fs2 fc0 sc0 ls0 ws0">4.9.5 Discriminar o percentual de casos que geraram punição ao of<span class="_ _1"></span>ensor.</div><div class="t m0 x14 h4 y32e ff2 fs2 fc0 sc0 ls0 ws0">Anual, com início </div><div class="t m0 x1b h4 y32f ff2 fs2 fc0 sc0 ls0 ws0">em março de 2020</div><div class="t m0 x61 h4 y330 ff2 fs2 fc0 sc0 ls0 ws0">DGER/SESOQVT/<span class="_ _0"></span>SPOL</div><div class="t m0 x5c h1b y331 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h4 y332 ff2 fs2 fc0 sc0 ls0 ws0">Não há registro de atividades anteriore<span class="_ _0"></span>s.</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 x26 y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 xa3 he y59 ff9 fs2 fc2 sc0 ls0 ws0">25</div><div class="t m0 x28 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x6a h16 y19e fff fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 4:  GEST<span class="_ _1"></span>ÃO </div><div class="t m0 xb2 h1b y1ca ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _88"> </span>Meta<span class="_ _38"> </span>Prazo (meses)<span class="_ _46"> </span>Indicador<span class="_ _47"> </span>Unidade Responsáv<span class="_ _0"></span>el </div><div class="t m0 x6a h4 y333 ff2 fs2 fc0 sc0 ls0 ws96">4.10 Instalar trocadores de fraldas em ba-</div><div class="t m0 x6a h4 y334 ff2 fs2 fc0 sc0 ls0 ws97">nheiros f<span class="_ _0"></span>emininos, masculinos e unisse<span class="_ _0"></span>x do </div><div class="t m0 x6a h4 y335 ff2 fs2 fc0 sc0 ls0 ws0">Senado F<span class="_ _0"></span>ederal.</div><div class="t m0 x97 h4 y336 ff2 fs2 fc0 sc0 ls0 ws0">8 trocadores de </div><div class="t m0 x96 h4 y337 ff2 fs2 fc0 sc0 ls0 ws0">fralda instalados</div><div class="t m0 x2a h4 y338 ff2 fs2 fc0 sc0 ls0 ws0">18 meses</div><div class="t m0 xb3 h4 y339 ff2 fs2 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>rocador de </div><div class="t m0 x94 h4 y33a ff2 fs2 fc0 sc0 ls0 ws0">fralda instalado</div><div class="t m0 x83 h4 y33b ff2 fs2 fc0 sc0 ls0 ws0">NCAS/<span class="_ _0"></span>SPA<span class="_ _2c"></span>TR</div><div class="t m0 x6a h1b y33c ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _31"> </span>Prazo<span class="_ _56"> </span>Unidade Envolvida</div><div class="t m0 x6a h4 y33d ff2 fs2 fc0 sc0 ls0 ws98">4.11.1 Elaborar proposta de instalação de fr<span class="_ _0"></span>aldários/trocadores de fralda no Senado </div><div class="t m0 x6a h4 y33e ff2 fs2 fc0 sc0 ls0 ws0">F<span class="_ _0"></span>ederal.</div><div class="t m0 x82 h4 y33f ff2 fs2 fc0 sc0 ls18 ws3c">2 meses<span class="_ _89"> </span><span class="ls0 ws0">NCAS</span></div><div class="t m0 x6a h4 y340 ff2 fs2 fc0 sc0 ls0 ws0">4.11.2 Adquirir 8 trocadore<span class="_ _0"></span>s de fraldas.<span class="_ _8a"> </span><span class="ls18 ws3c">8 meses<span class="_ _76"> </span><span class="ls19 ws51">S<span class="_ _8"></span>PAT<span class="_ _8"></span>R</span></span></div><div class="t m0 x6a h4 y341 ff2 fs2 fc0 sc0 ls0 ws99">4.11.3 Instalar 8 trocadores de fraldas n<span class="_ _0"></span>os seguintes banheiros:  banheiro ex<span class="_ _0"></span>clusivo </div><div class="t m0 x6a h4 y342 ff2 fs2 fc0 sc0 ls0 ws65">unisse<span class="_ _0"></span>x DGER; banheiro feminin<span class="_ _0"></span>o Espaço do Ser<span class="_ _2"></span>vidor; banh<span class="_ _0"></span>eiro masculino Espaço do </div><div class="t m0 x6a h4 y343 ff2 fs2 fc0 sc0 ls0 ws6c">servidor; banheiro acessível Int<span class="_ _0"></span>erlegis; banheiro feminino P<span class="_ _0"></span>etrônio Portela; banheiro </div><div class="t m0 x6a h4 y344 ff2 fs2 fc0 sc0 ls0 wsb">masculino Petrônio P<span class="_ _0"></span>ortela; banheiro acessív<span class="_ _0"></span>el Salão Negro; banheiro f<span class="_ _0"></span>eminino Salão </div><div class="t m0 x6a h4 y345 ff2 fs2 fc0 sc0 ls0 ws0">Negro.</div><div class="t m0 x18 h4 y343 ff2 fs2 fc0 sc0 ls0 ws0">14 meses<span class="_ _5f"> </span>SPA<span class="_ _1"></span>TR/SINFRA</div><div class="t m0 x6a h1b y346 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x6a h4 y347 ff2 fs2 fc0 sc0 ls0 ws0">Não há registro de atividades anteriore<span class="_ _0"></span>s.</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 x2c y57 w2 hc"><div class="t m0 x0 hd y58 ff9 fs7 fc5 sc0 ls3 ws10">PLANO DE EQUIDADE DE GÊNER<span class="_ _0"></span>O E RAÇA</div></div><div class="t m0 x2d he y59 ff9 fs2 fc2 sc0 ls1d ws9a">26</div><div class="t m0 x13 hf y5a ff9 fs8 fc2 sc0 ls0 ws0"> Plano de Equidade de Gênero e Raça</div><div class="t m0 x64 h10 y4f ffa fs5 fc2 sc0 ls0 ws0">EIX<span class="_ _2c"></span>O TEMÁ<span class="_ _20"></span>TICO 5 – SAÚDE</div><div class="t m0 x5c h16 y1e7 fff fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 5: SAÚDE</div><div class="t m0 x5c h1b y1e8 ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O <span class="_ _83"> </span>Meta<span class="_ _68"> </span>Prazo (m<span class="_ _0"></span>eses)<span class="_ _8b"> </span>Indicador<span class="_ _8c"> </span>Unidade Responsáv<span class="_ _1"></span>el </div><div class="t m0 x5c h4 y348 ff2 fs2 fc0 sc0 ls0 ws9b">5.1 Elaborar relatório anual sobre alguns in-</div><div class="t m0 x5c h4 y349 ff2 fs2 fc0 sc0 ls0 ws9c">dicadores de saúde dos (as) servidores (as) </div><div class="t m0 x5c h4 y34a ff2 fs2 fc0 sc0 ls0 ws64">ef<span class="_ _0"></span>etivos (as) e comis<span class="_ _0"></span>sionados (as) do Senado </div><div class="t m0 x5c h4 y34b ff2 fs2 fc0 sc0 ls0 ws0">F<span class="_ _0"></span>ederal, por gênero e raça.</div><div class="t m0 x33 h4 y34c ff2 fs2 fc0 sc0 ls0 ws0">2 relatórios anuais </div><div class="t m0 x9a h4 y34d ff2 fs2 fc0 sc0 ls0 ws0">elaborados e </div><div class="t m0 x36 h4 y34e ff2 fs2 fc0 sc0 ls0 ws0">apresentados</div><div class="t m0 x88 h4 y34c ff2 fs2 fc0 sc0 ls0 ws0">4 meses do ano </div><div class="t m0 xb4 h4 y34d ff2 fs2 fc0 sc0 ls0 ws0">posterior ao ano </div><div class="t m0 xb5 h4 y34e ff2 fs2 fc0 sc0 ls0 ws0">pesquisado</div><div class="t m0 x15 h4 y34f ff2 fs2 fc0 sc0 ls0 ws0">Relatórios </div><div class="t m0 x11 h4 y350 ff2 fs2 fc0 sc0 ls0 ws0">apresentados </div><div class="t m0 xb6 h4 y351 ff2 fs2 fc0 sc0 ls0 ws0">SESOQVT</div><div class="t m0 x5c h1b y352 ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _8d"> </span>Prazo<span class="_ _8e"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x5c h4 y353 ff2 fs2 fc0 sc0 ls0 ws0">5.1.1 Levantar os dados de absenteísmo-doença dos/<span class="_ _2c"></span>as ser<span class="_ _2"></span>vidores/<span class="_ _1"></span>as, por gênero e raça.<span class="_ _86"> </span>Contínuo<span class="_ _7d"> </span>SESOQVT</div><div class="t m0 x5c h4 y354 ff2 fs2 fc0 sc0 ls0 ws9d">5.1.2 Levantar os dados de saúde do exame médico p<span class="_ _0"></span>eriódico dos/<span class="_ _1"></span>as ser<span class="_ _2"></span>vidores/<span class="_ _1"></span>as, por </div><div class="t m0 x5c h4 y355 ff2 fs2 fc0 sc0 ls0 ws0">gênero e raça (peso, nív<span class="_ _0"></span>el de atividade física e estres<span class="_ _0"></span>se, se aplicável).</div><div class="t m0 x19 h4 y356 ff2 fs2 fc0 sc0 ls0 ws0">Contínuo<span class="_ _7d"> </span>SESOQVT</div><div class="t m0 x5c h4 y357 ff2 fs2 fc0 sc0 ls0 ws0">5.1.3 Elaborar o relatório sobre os dados colhidos.</div><div class="t m0 x70 h4 y358 ff2 fs2 fc0 sc0 ls0 ws0">3 meses do ano </div><div class="t m0 xb7 h4 y357 ff2 fs2 fc0 sc0 ls0 ws0">posterior ao ano </div><div class="t m0 x22 h4 y359 ff2 fs2 fc0 sc0 ls0 ws0">pesquisado</div><div class="t m0 xb6 h4 y357 ff2 fs2 fc0 sc0 ls0 ws0">SESOQVT</div><div class="t m0 x5c h4 y35a ff2 fs2 fc0 sc0 ls0 ws0">5.1.4 Apresentar o relatório à DGER e ao C<span class="_ _0"></span>omitê.</div><div class="t m0 x70 h4 y35b ff2 fs2 fc0 sc0 ls0 ws0">4 meses do ano </div><div class="t m0 xb7 h4 y35a ff2 fs2 fc0 sc0 ls0 ws0">posterior ao ano </div><div class="t m0 x22 h4 y35c ff2 fs2 fc0 sc0 ls0 ws0">pesquisado</div><div class="t m0 xb6 h4 y35a ff2 fs2 fc0 sc0 ls0 ws0">SESOQVT</div><div class="t m0 x5c h1b y35d ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h4 y35e ff2 fs2 fc0 sc0 ls0 ws0">Há dados de Absenteísmo-doença a partir de 2012; e P<span class="_ _0"></span>eso/Sedentarismo/Estr<span class="_ _0"></span>esse a partir de 2016.</div><div class="t m0 x5c h16 y35f fff fs9 fc3 sc0 ls0 ws0">EIX<span class="_ _1"></span>O TEMÁ<span class="_ _2c"></span>TICO 5: SAÚDE </div><div class="t m0 x5c h1b y360 ff7 fs2 fc0 sc0 ls0 ws0">OBJETIV<span class="_ _0"></span>O<span class="_ _2d"> </span>Meta<span class="_ _8f"> </span>Prazo (meses)<span class="_ _47"> </span>Indicador<span class="_ _90"> </span>Unidade Responsáv<span class="_ _1"></span>el </div><div class="t m0 x5c h4 y361 ff2 fs2 fc0 sc0 ls0 ws9e">5.2 Aprovar a in<span class="_ _0"></span>clusão na Pesquisa de Clima </div><div class="t m0 x5c h4 y362 ff2 fs2 fc0 sc0 ls0 ws41">Organizacional de perguntas sobre racismo/</div><div class="t m0 x5c h4 y363 ff2 fs2 fc0 sc0 ls0 ws0">discriminação no ambiente de trabalho<span class="_ _0"></span>.</div><div class="t m0 x5d h4 y362 ff2 fs2 fc0 sc0 ls0 ws0">-</div><div class="t m0 xb8 h4 y364 ff2 fs2 fc0 sc0 ls0 ws0">12 </div><div class="t m0 x6c h4 y365 ff2 fs2 fc0 sc0 ls18 ws3c">meses</div><div class="t m0 x18 h4 y366 ff2 fs2 fc0 sc0 ls0 ws0">Assertivas </div><div class="t m0 xa7 h4 y367 ff2 fs2 fc0 sc0 ls0 ws0">incluídas na </div><div class="t m0 x80 h4 y368 ff2 fs2 fc0 sc0 ls0 ws0">Pesquisa de Clima </div><div class="t m0 x76 h4 y369 ff2 fs2 fc0 sc0 ls0 ws0">organizacional</div><div class="t m0 xb6 h4 y36a ff2 fs2 fc0 sc0 ls0 ws0">SESOQVT</div><div class="t m0 x5c h1b y36b ff7 fs2 fc0 sc0 ls0 ws0">DET<span class="_ _1"></span>ALHAMENTO <span class="_ _91"> </span>Prazo<span class="_ _92"> </span>Unidade Env<span class="_ _0"></span>olvida</div><div class="t m0 x5c h4 y36c ff2 fs2 fc0 sc0 ls0 ws73">5.2.1 Construir e validar proposta de as<span class="_ _1"></span>ser<span class="_ _2"></span>tivas sobre r<span class="_ _0"></span>acismo/<span class="_ _1"></span>discriminação no ambiente </div><div class="t m0 x5c h4 y36d ff2 fs2 fc0 sc0 ls0 ws0">de trabalho.</div><div class="t m0 x19 h4 y36e ff2 fs2 fc0 sc0 ls18 ws3c">3 meses<span class="_ _70"> </span><span class="ls0 ws0">SESOQVT</span></div><div class="t m0 x5c h18 y36f ffb fs2 fc0 sc0 ls0 ws0">5.2.2 <span class="_ _2"></span>Discutir <span class="_ _2"></span>as propostas <span class="_ _2"></span>de <span class="_ _2"></span>as<span class="_ _0"></span>sertivas <span class="_ _2"></span>com <span class="_ _2"></span>o Comitê <span class="_ _2"></span>e <span class="_ _2"></span>Grupo de <span class="_ _2"></span>Aﬁ<span class="_ _20"></span> <span class="_ _8"></span>nidade de <span class="_ _2"></span>Raça, <span class="_ _2"></span>se </div><div class="t m0 x5c h4 y370 ff2 fs2 fc0 sc0 ls0 ws0">aplicável.</div><div class="t m0 x19 h4 y371 ff2 fs2 fc0 sc0 ls18 ws3c">9 meses</div><div class="t m0 xb6 h4 y372 ff2 fs2 fc0 sc0 ls0 ws9f">SESOQVT                    </div><div class="t m0 x99 h4 y371 ff2 fs2 fc0 sc0 ls0 ws0">Comitê e Grupo de </div><div class="t m0 x99 h18 y373 ffb fs2 fc0 sc0 ls0 ws0">Aﬁ<span class="_ _20"></span> <span class="_ _2"></span>nidade de Raça</div><div class="t m0 x5c h4 y374 ff2 fs2 fc0 sc0 ls0 ws0">5.2.3 Aprovar as prop<span class="_ _0"></span>ostas de assertivas junto à DGER.<span class="_ _93"> </span>12 meses</div><div class="t m0 xb6 h4 y375 ff2 fs2 fc0 sc0 ls0 wsa0">SESOQVT                   </div><div class="t m0 x95 h4 y376 ff2 fs2 fc0 sc0 ls0 ws0">DGER</div><div class="t m0 x5c h1b y377 ff7 fs2 fc0 sc0 ls0 ws0">SÉRIE HIST<span class="_ _0"></span>ÓRICA </div><div class="t m0 x5c h4 y378 ff2 fs2 fc0 sc0 ls0 ws0">Não há registro de atividades anteriore<span class="_ _0"></span>s.</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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