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Equidade_genero_SF

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m0iwHC3snAzMDgslGFsSMwYoNDRwSIn+KyUQPE38HBABFgcImU3qgOEtrF0cDAyOLQkRwCkwCBzXxsjHxaOxj/t25g6d3IxOCymTWFjcHFBQCrRir1AHicY2DAAlyB0JzBnGkPAwPTRcYvDAz/FZiO/f8GZP/7/+2/AgCLGAxBAAAAeJxjYGDQgMIIhm2MSYz3mBiYlJiimCYwHWK6w/SPWYw5iLmKeQuLAIsLyzSWZ6w8rCWsB1j/sLmxxbA1sN1g52CPYJ/Bfob9B4cCRw/HFo5THH84tTjdOMs4F3C+4JLjyuDaxM3GrcYdwF3CvYz7Evc3HiUeJ54knjqeb7xFvJv4dPiK+Nbxq/Hn8M/hfySgIBAjsEeQTdBD8JCQjVCP0C1hKeE04S7hPcJPRLREwkRyRF6J+oj2iZ4RvSf6QYxJTESsTmyC2CKxLWLHxG6IvRL7I84hLiKuIK4jbiG+S/yY+CXxe+KvxL9JMEnwSUhJqEk4SJRILJP4JukmGSOZIVkChPNG4TCAW0bhKBzU8J3kOykWKRBwgcK6wQ0BxcEoewAAAHiclXsLdFvVme7e+xxJtvzS0dt62JKOHpYl+SXLsh1bPrYlP+S3HdtxnNgoCRg7AScQEmKgDYSEZ3ksHnegDFBKZ3pLH4FMUqbNmraUR2+5dHHLZYBOW9p1Z1Eu60KZDqV33YWP77/3kRQ5cbpmIOdI2dpn7//9f/9/dhBBboRwLXkccUiDaqUAQogjiFtCBGMyiwjBizx8w2MIadQqHqZxgkptCUUFtxCICqIbF3/42mvk8fWr3GQHQgTFNz5H3yPnYWIF8kkehDFahEXLR2AtLsNjjjNxozzPV/DlPkGn0lSGDFFONPtjzS3RJrPJqBYHt5ckVB6PzQYXOb/+xUvuyko3vWAZjMIbZ/D7HEYRFJOaHJWEI67q4iJYV0UIwtwwkMBhwi3DVITnsttjNBZwBgy8xhbyqjUmMVaHA/EqHG1qiTX7A3UENo/HoqYqbNHUYdGjNhnhaxU24fevmOjetlRdV71YJ41J2wenxF1j3fE5c5NlPLKt35bq3z2+tLekL6lqCdcFGntaogNBb6cU7J8v6uzUxGtFb2hbozMY8dbt6UUq1Ljx71wXeRWVgGzsKICi6AdDpyvHd0g+dQlRFWkJLlbhFcTzKEOAfONIGS4u5jKlGsKkZh86bYfJwU2TCQHR0ifQFg9I9UiNirC6aKUEq7SYPrH8V5+Ym5P8NTUOh06HUE20pqku7Ag4/B6Xzq6zmY0V5WWlQLzWW66xhPQFKsNRLOqpLJnszFFU8FsCXxg/MTnRl5qcTOGn0vLUYEtDQ7C2oaEWfxWG6HAQBuiFu1bmdq7sn5tbwbesx/GtI93dI/SSb6NjK3Nz+1tyQ9ReUWDjc3I9yNWNwqgVDUipJr+llCdcnctOeJ64MeKpYXA8R/jjKjBBnAHDMI6ocVYMJjQaiXg8kdZI3BP2hOy1Xg0YpsofKAdrqMPUPC5wpDFbzJaWeFStsSDgyqIwqI/7A3Q+ZZMMOhLh1a6BA+2jyY6dg/07psZK8dAN4YrecmlOPtHc0SE1Bub67u0p1jXGd49qra2BYHRXInGgeudQzxQY2N7aCrxzRdp5aPswubKptnPWPeGvaVj/+87bRrVG+0RdzxjzhZqNl3AJ+QSVIUEqpwMnga0jZhPRWEMtlOB4lBFkEW8cH+8fHpiaGhgm73z5y+9I7e+dOPFeO30kAGsUX2YNM3OPKDgCcC1eOzXVP9QPCw3x7GmJrUQf8eEr8RPkDSSgsBQsLoJAocJpQVdRzqNBiCMwZRY+wBPBb8EVBbMgUFc0xDUxSyBuiVs0cVPAoglodi88+uhCVzKV2P3oo7sTqSS+e03bpV3znjrlZV98p07R/WIQaAKEmmL30GkTuISJw5jHSIURBC4ijCCVqkIF5r95XLWojM9JxQL9T6fWOEI+MRYF14+aRJOIy959t/u997o/av0I/iAm420bO9CL6BDw5pXcxUA/HlarCOML52wH7gLS2TnwihZmIYEEjqtFD7OZR8RYyGkVVXyx2elxHAr5mw763ZVJEbsrHaKyhw/9EddjH1iyVTIhGrNm6fgi/ITHBB1VhcFtcvuwVv4c+1rYM10QZ7+L9oMMKiUzHclQikyYEkNdlBJTGFUXqqsrK6uqKrVum83lstncCG/8YeNt/A3yNuxrkHR0M5Au0qFRZUvq1Hhvj3x7D3l7HdHYXrvxOf4Li18WqmkQaTaIKD7FKwSUliJUaik163WMEPVFhBTGg68dPXpw9ejR1fTkxNDQ5OSQ9twLL5yjV/vjDz/y2GOPPPIY4/V6uP0UcooWiZILnJijWoCrfISGSW4RcVwFNyoIRh01q3hU0MTgFjW5T67d+826NfmlTuKfSi2t39qpyLsRbp8CHxYUkLwlWprxYD0qQxYWaKbKrWny+dmaCaJQTVWbDQOgkd7Bh/b1dUR3VdZUr/YuXPv8Gh6Rp1Itj35zqGOg0R9pjF89e+jT5U66ZxRk90fYM4i6pI5KK2zhgbzK5ZMWhoy7DJvyGYjNRhrXVBk1VqlMKqrRIKrxed1en0ZjB2FeyF0hHFO+bCaNeiyErp9c5/BXLrb0zxzY7bCPZ3q3tczb/FXXpeb2j3SP72i7OqVtqY8EIiOdyZGu8US0Db7Xt8wNJjLGioWB9p1NVOdOemOyL0N1UqiUACRgLkDAmXmCrmZ6QDShj5aUlJSVlIFn6XWUUJ87hqkawLNiAsZXyd/HsYXx8bT8xc0SQety4uYf4O/JE4pOGkA+/wb7VKFeSTJhrKKiIQREA3ZJ0HFIn5jQ9MXzTDnlVETqjAar1SY1FVEVcoqws9dXBF5dKCMqGpH6jyYnH/FH1zn9tvl4enYsGUobEy68Kr9tNA8FFg8dvwZk0hCsW5gYnfe58A2J3xutN1197W3M/imNfyKvITPyoKjUUAK4aEiDUZr+yCGyvMkNLBaELB6L22mH+aYIcwOaSiA0WMoxoyWrpkKPePPq1qUz+zXLX3fqBxt6rmhq3tfbPTHR2zs1mdRKR8euefWUvt32cMbh6ViSupe2JeaH0jt3pofmmQxb4fYR01W15NDgnFUvKioipIKMGgQDB6ktQeLumNukFsSXxN0z8tP4hfeHj/38rasTvZ/Lt7CcmvN1CxJRPUpK3YKK8Bwe1mAO8SqOX77g/UVgphiMlbHt9VqtCHnrvXW1NVbR6qlywBLm2uJcFIizdFpgp+pNyKHw+7NrnR2R5oOLCwebIx2dawc6+/sSif6BzsGpqcH01PZB7cpCV8ZqmI1NXHHFRGyH3prpWljBT/S2tvX0tLX2ys+MJZMjI8nkmKK7P4PuXmW6C0k1ABjxkBmjQfhC2b2SQl3m/gQ0R/UW8vspOgXPj+dQQNZ+QHuFZF41+KWZckM60p2JteztOXDT3tMHf7d9Mtk7Md5TL4ytJmyebUvdPUvtD65d99JxPe7fBeqaH2IqA7q6Nj5D38XvsJjK8DeF24jBNC6jUuDyFhG1EH2Ri8K8tbraWpn9xHsh1rsoepYfdNsojra52b4JyGs/ZPs6KZI2QSzCw3qBkEFGAoRYZs4kA4SYiEKCs9RhtWxJggIRCtNejhCXtznstHrULP3ZL5Dzp5C/8WDAbevNJ0KMEkCYk1DMqj6jJrgpZIhhUxk2JfD78hF8N+ZqMC+9SzEHQf3oJDHiO1nd4pGq6fMgNkjzQPNsNoITboymeYY1wP/p//34DTnKrjvb72+HdXxg518lr4AUglQO5WWEuQ1UEbDU8YKkQEOzCgCjiR+tqqoKVtX4bL6gGpZuoVad8+GCIEyhl2VTZfP9YI3P19URGjAHHZmO+T3BmmCQ7yqGdFzpqradcYSHmxt6vB2JsD8Sado9FRpobBoIO4RvVtuoOitdlG893KLg4xrwcrDjYswTPAx0AaE8BGMK7gH04Ao8WlRUpC3SKjjHBsEYgmDUIAZKMATdPzSPf9z/8Xj/sbVnn4UaK/l7fKv8Zeb3M7C+AOuXg6dUo06pHZIQ7KAG6ap4oloCOWQLOg0Ig8UW2Mtq0VVUOSzV1mqTocKsM9e6iihoYXxrTMw6QtjQxDKWyZBNXcLMuRsOHxzsvf7GN195YGTimvvGhhdWMuT85PabvEQ/lb4yg+8/0Rr7VP5ub99wr/yhgpUA64vgx5U0G5lNJVqeKGAgG4wKy0wYqERWr5c5sjnvwRZNznWbaCgW/3RyYPDO+dRBZ7B19cDRG66+MRZ0XDeonX1m9dpndsQbwzNP3HfvkzPhxjiVP5VPO8inGDThl8QL4uAxLZYVcZRohQqtvkTvc6nyYijHIRzPc/7OXbd33rbyw9cP7Fu4+h5y/hvP3fr0UOLBv73/xPqPlXw4k43lJSgo+ak5Qj2zVFBN83wOzl7AsjkjF+CawQ/L53BAfg+n5QPkfOKTLvnjRHbdPzL6AUttuS4kcraiClK4IbuaIM7gx+TncZv8WhoWk/+ckF9HeX3EWe11UKqA+KHmqjDkB1ZyKcVtNeRosB01sx0WT4xK/UkrgwoEMF3cagb8Rqcx94O8MidVwJAbuQ1en18UaJLHghjYFJrz1TtoFgp6MUbidTr3fPPc7f3pO+bThx01tl0dK0ePLDdMOb6N98lPNDiqZr9+7TVfBy2HguEn773vyWrHP7UxvqZBzyNM/m6pClF2ML9E4WY5Q7sMb+blTrshUUGEuzidxvvSafkJEJP8Mu5YT+Ie+Z/g+WVY9Qzri1CszUTNTCUL7+Hp5XSauiLMLYKYNAlzK6juac1EwPuIgnhp8M5wmAVlKiNUbvDxtFbLIx6gBGLN/iGrw9Tu7GpL796rrTTGBdPsIv6lLB69DuX562H8gRVrNQSiB/gRrSHAlAEQU82wUqJELxio/7g5jUmEtXEU4su//5+r02ncMP0xLsH7b/oUeP0veFn+UN6VWxt/BmursrUJ45UsKggEZMaxrg+1K5DWtAwuv35b1jYJxfmlDJerwbUgJ0HUoWiPiiBLUykqFfR6gUY1MAGBEzm4R+2Y/HTgn5veHpj/l19TOZKu9Z+w6/z6N8h8nucxZvtQyxUBkxDYgFcaM7O2CNOKUbGgFyjHsDhdP4oFMjYkfzU9iRfZwsPr/wCfPyQppOQPsgL2XwHR8vI1Ee2n6Kp1VVYz1Zi/AAxeQIFQYVDzpWkDFPnp7f39t+/YcaK//8SOnj3NzXt6evbEYnt6tDueuRbCknLvHLxjfv6OQeWu4ImZPF43UDyhopkcUvsS9bh8Iw7UUFqi15UYSg2C16Vm6mApivJ8ITy/cvCGY4eOpP/7wOj46Bo5v3LVgcPyZ3hocjg9JL/BeP8bxrsReSnipJrCg9RaT+XFQEb9/nqqby/tm4B/sm5blm2eGizNnFm+ycrhpeGjZSMPJcYOdyncy6oY5TzL/5v/WOkSYiVRT9H8E0uKFPLswz3Hvw34N0JGb5LqAQXzNHvxoGueLEHEzEohmyTNJofN5DQ7BdHm0lCckE3etBcIybIOb5bIL1avSXebHdrl8Z2GWPP29OsjQyNjt5Dz87v7MjpS5q6Uv/igXpR/hm/o6+/qlP+Csj3Lz/H7IKcamrMsZo5QaobziJM1sQpyVg0K+EI+lrP8F7cpC6Oc0qOktvPS9WJBi3J1t3TAVtChjO/r1rY2FPYnx3a3NxT2Jltn6iidFFvoGLawS1Ya63KlQy7eKVBKhMpBFMSP/wXL76XJ8Y6O9eMKn9vBFzoZdoCYqcRKeL6QtXJUpvfoGWuVUBsao03ZcLU9/dy30jcd02In/q/y3O9/j/9env3KA1ma2mBNNV1TxfovHC1BWSRUPBbgIm0oWUMYQgGNA22fDH0y/vJPmbOeX3+GLMA6DpCxMR9biiC2UNzEQ77Z5P0QW/RCNrZwYglmC8IfzvjA8FNPDz84vv/x0cf3s5V3rv8dfJ4m4/TK9nEQqWExFbyhGOIXhZIYK+bGvE4PcYvJkC3LGegO/+/nM197evb1t6e//e0ZvATx8HfYJT8nP4bD8v9U5GqAdS2wbhFySjY1hwrWRdllBRZTlVUF8dPfTJ7+3tSvh7AZ/538FM7IO+WPsvRpWfyDvEJliTBHS+zCGjHf+dArTbo4poUiZu2nL0Gh+AP5BL5btofJZKJu/XSC0de9cT82MrtxSJUUUxBubx5S4AuGE6UJxCR2v3XPPW+R8y3rXS0Kf5aN+9FH+ecpCmXPs4xR8LwFkmQMLgs8/tY28pOWL95SnkfyRzi+4YbnXM+r9yUv10N7Xo2SFB7huPzf3o8DndQvf4xlVIVq0WGpBLA/wjasVpEscnHRLgwgE4qPGCyxQK2rVnMZDc1JFbTB7r10CpUfm8dnNEq9MCeZqqFCqa6tDvpE2qgw+URvMXDEioNtm0sHJ4aqwR8QWUrozOGZuxdW9x3s6owMWfyuhW3ze0s6NGri2N5Unwxe3zvY3qCd7k1P2RPdAV84VLdr+6e+NnNzTbjVFa+ebGkKxZTcIAG/fyYfALIX0X3nSghRQWwcOm0BVp1Av47irSwTGqjpUUadBQJ2RR5OGttPXnaS5L7od4bh6CQuo8a59wtG1hgRLR6lMeI1mIqUSCcaNSJDL9F8nZ1vjYBQzNF/mzMRLsGlSOVo9IpD0UWpc2yMltlJbXNtKCjOkRX5lWDtnddPHutpO5TZtTI/Mts/mcWo+Ceg52zNUFy0qWawbFUz+LxK/L0o5DJgSWuGJ48dO9C54Kg1p0PD09PDobS51rHQqb3rppvuqq8LeAP7r1g8AB919VmMgH8FcjchD8hdKNpK7llSqLQIFSnz6wtyR0yuW0+ict/0Ow0Kl8rdDFDM7DHThpQJGQ1Gb1Ehh1Eah8HwYszwcCfO9zceOXhdpmHUTpIge2KZjaYnJ3pTo6NJ7QO3HL6jNoi3rT86J9bWhqJt21OzI/PLu/ccBJ79wPO7IHMjRN4GKVKkoX28YYCECKsQRSNcBhzFMpLzG4Czep/X51Ga8m6W9ZikPbkCOqB4iRu/Kz+snuqPpK1BZ6Zj/7Gjy3tXpfFkckyFw7+d2hkQA5HGu9bW7jl1o2N0ftc0xdOw6Rh5A8wtKjVoIeZBDcxB3MsWGzrAajRUUKwmjCC1ukINMcfgFQWdRuOk+S6aMwPFFmkcE+enpsZTzmiFzRoMRB58MIV/FOvpmxAqwqZoXXdM7mZ6r8bvgAwcKIiOSBW2cqJWaYBfNQ282RjjRlRNLKBY6N6KMEZyxmmgfuWjcYS91cgJbat5c5KAADm4q2E/BxiwWMQAMiRXTxZFdOICeVqicU1ex4Aw8DvXX7t31BIYCE6Om6diew4dykQnLERbOtabGh/rS47iz2T7kbVQzCDszjQFIveD9sPBoXfHdq3s2rM6NQBy7gEp/m+wcyMaOEtYQ0kxcloD6GhcZHjHwkplZrhm5YXTxT/Mfd8oGkSlAI0KSjQAIE6pBZQoiD0p6+74joVU17a6dChFPpC/H44dvkb+X7hqcrZ+qln+I8i+G/Z8juXiCprx+dzrGpbkhCykgfiUe6WpuqijpYFEs+B0Wq1wiX19ZNphsTocVosjI5eCT2/880YKvcDWt6J2KV4O7JYBwqQNa0CbhL9SVbAjxwnZLp611GIyChVsS83FfbxA3Jwr4MSrqqqsFqfTcqeLlBrbw6m/oRTQAYvji09VLTjVhz+ShR+z/Efl/ibIvQQNSsVKLUdystcrAYbyzOcDtV4J1IWDc1LpluVePKox4OPfGkulPpr60euYGz8D8nZ//JL8CyX3DoGfY9i7FPVL2mJgWUur1ezmgqJ46uLZktVOx5SXjPmxOamEIa8SUc8qWSYA1pxRi0N9FqfRUeqNaG8h16/fV+MqCZlzvUIwGxn50di5UhXhWESlDmVS3uqyelEY0ahymZoCC4G98lVelVnyv8H+Ro9BNHh9+iJNVcjQHIiaTUoSsmwyPjX7kjNCPsFx5unmlpEy41x8clcq0d6aTh7ydvlS+MZkq6OzLtbW1Ni+f0F+HTcODE9L8ps49Hhtf0B+K0s/fh/ot6LkWVXWVyqZvgCastaIsMlPkHCpAzE/8emZnxQQvclXurkunjMvtM7uSLVviwwE+/CNO7yezoa26w7K/4qd01P1k1FwGIYPIGYDApLZ6YSCWtayRS3LzgNcvpYteKPx+v729v0DA+w+Mj8/Qi+tdGR09Iik3OOrCwur9Mr2w8vxn4EGilHuOmdQZXMlFY0j3zWieqQpUAmBHGfIH45wKZLK9o0sW8yDKYBPT112HqHJstxioRDFZ/T59JqLxWtkUTQAOQC1FMCTXr6LI8b55sy1zYtd0UkDl8KOidG+7qmJHnyj1OFtCMbuXgN+I375FVx9aHFhZaZ3dngXk3s5/nWe53J0Ec85e1UzuEVfOV/MM4tom3jZPI/yjLhTl52HCnj2GwCdstd3Yv70A0sXzfEodQDSUoAN8EOcebKxa6F5NRPbaSBga6mJianuvtGJZDoQ6T4yeuzu5mBNqDW5/iiu3jU82zuzsrB4iNp/Cm49wLMJzSuclpSpCQdhqxSjtF0qgQ/MRsjwnDJBYPaoqB9lndqkqDFbSVuy43PnjKJfz0oOqjdI2FRxFlPOJwY4iSeGiRZ9iU4IJgMpvDbtCzSWxtq4dtK0IyZ/kcWMh4E+r4IZL6rZLRfX7F4kemu3qNlxIXKgRzGUV173zxrq9B3+SHt9+1TvjsH6MUPYk6yJNiXT0hXj2rDX5XDGgu6IubqnsTVV63XF/VXOYKWzrzk5BbRpgbZu8gDYS6sUM0C0N2IVT4YpxkpzDMoQBcrwfOFLZEDbomAUDMpL5BgtpmJxdvQhH26/1bdzZzf/la/4gzV2tbtFO5HG4fgdpifi8m9ao6UxnRLze2D/D/FnyIKGzxowxXWKhgxEUQ6t+VX5EslC8iqjP+XfosxJZTS4ILMBoq9aqYYE1hOA8JFFo6wM+upc6kikP5gqThRj3ryrTbt6AIvyr56qm4xivXywriUYo715DNkL4ZeBrot7BcLlewX45fPd5wceeRjATSlcu/CzyjrkJKyzRa9A+A/0CsjJW6Tjt0o3D87e3H3zLFv5OXkaPq/Cj9ML5Wj9DuxxSa9AuLhXEA9ELZCFLWJAI7749OiRG8a/9p3xW28bkz9/+eXP5V/+UtEJ3mjCZ2E9HWCA0opSDafATJqJaYzQsz6nsBlXVrBDcuhK5TeSxQA6pDOIImuAcjQCBGKs6mHSOvu8b6nfbhLMsUHfD4bu+zIwVbS0V92sGs3g38rX4IcYLQ64PQW0XKbPIPz1PoMD18gf4P3yb3BEviWIH2oNywdblf7txhXosXwPPXtepRwV9NCnk0ly/otnIaY2bjyOf0teRU2oj74nS3Y0edyVRZoizNHKj7Gdf9nAjfq91U6fSO3CS93Tc8GH63A9pp23+MWlIO2+EZNR44Uv5moMdzY74A+oTfg3NywOrLrDrp2xzrSrpcOZ6Ao01q/OJldskcrJ+taUt6s30RsKyf/DHopESh1ah2Bzbkt1O6tuSoxOx+siwUhTY1XQaS+ze5sD22oD29Iz8UaPr7Yl5Ay6q+yB1mBL+Dsuq9GoLlOVFrvtdm9VlUPn8Cl5PIyX8TbyU9BDAI1KQ2WlYFuVrK+BODWv5vjj+QMnSvdiuQjDqHou37VQ8xNOJ0LOgNPvccE6dpNX9BarbQpezXYsNjcssmVjNjEsd/Z1D/uC7S6HsasmIWkaiFoX98Qa+sJ1gSq83FrX2KoL1jS5HK5E/Em7Tx2yO2tiVXWiy+lWeHDg17Aje9aolXV1IujCMQuIMHN5UMLhiS3ekNNuj/4y54729ve3tcHlra/3+iIRH36tv5X+vbU/VO/z19f7/XWsbgc57gE5Uhoa/lP7qzcj+8K916anBwdnZgab4vGmxni8ES8vjI0t0KtmoLNzgF5oY0N5z8t9SedB1RATNOQs9qCfoaLnCT79s9OxENpqzrnLzlnLz3nxsnMm83POXzyH5cMge+8aRuPSiFeEGkOjtmAO6QC7VgCY56l706PDy1CcqjJQq9KDIRoNO89kyqdoAzugFkYhr1+v93rNxVBge2mdX4EVUVHXg3gTa9YE4rlXBQVvbPErsWDlni5HbWNzxFijVes9HROCb/qW3k1vcJtnwqG4KuZ1++vUvFsVCmJ9D7/zqf0F73Mp3+wdK5OfmJWfj/GNC2SjzFnLz3lxizngRriUrRNQ1kH3XzKHvSdicyLZvQYu0YMyZyQ/50xuDrkwh/XY2TrR7DqDl+ylzBnJzzmTm1OwDut9knMwpwNCPkfOoi+2HD+3afyF/PiLm8bvzo+f3zR+Mj9+ho4rdsR6cSF0Qqr0uAFXqVVWjDbZkgqSVgk9Fq2BoAU5+7qsaa2AVTF7shTak13ys3kQyI7/1YnKK+QQqvUFqOnRV8jeFkA9W5oevqTzh+Npc23sWvsm0/Nn9m9qBNYHvIHtRZssr7fozusLuoIgG9YbYzKWFNnjIiazi8fPbRp/IT/+Ynacdrj/QufjPTBOyLk1lJtPEFsnnV3HUDD+Qn78xU3jd+fHz28aP5kfP5MdZ/iPrT+eXd+EcudY/+9/5BzrW3Ikd471AP4F+pD8AQn0bWUFw2ylJYBjlXPDc7ljthjRc4ICEtjBVn1WX/TkDT1M1xL9udNjd3iiYWelR81rSZ+r0iGG/E2rAbe9x4vZPudgnzcvOceLckdndZvO8eovOcf7qrK6ii82Od0O8iY9v1Tjtvd6sUs5v0QoL/hJxouIGqU6MG6KjaucAofStM8CrMyxfgvbEeEJgHiiXqz1mti/g2CMNBWwptQKhWx+yNgzMWabQ2edbrtDbA4pZJFXKasK49FV/9cKRNArYoW+HwN9v2L0NUn19mJK0rDVQv9hxyB735dRcTzHZKGHpADEeaqcTCbqLWXSdFkpcVoqpV/mNWJyuO3kV/TwcyAvs+zfkqIiQQyR4ihxkHmwn8Kz6GA4amo4grsD/052kXnZATZIe7r/St4AG+ymNoiSuI3ZZhHYbDv5ID/eT8eB931w20E+YefF6IkaJZcv8SyXz9JCjtoph8d4ntfwGr2gU6kr2a4+wS3sYyj+Z/I+8sm6PkieWN9HyaPW/beAc3NnOoRLznTM9vXRJxHZWCW16EFyMnfOj1oGWEOB0NGWKKbwbF9TwfcjdrvRaLMbTtNPuEitzWiw2QwGu91AP402qAjugD2dEMG3xstc1CIeSw+3kXP30rPgMPeWy841RDViNL07O/dLMPc28gIUUw1n+Wz91wTxupRZdfZBu6RlKqS+dWTurF459kE3hTrGFlvq6OvrIC/cOc/OQeKNw7Dm7eRukI5fEqlYeIz4ZUT1MqcUlKAcbkLv9Qiim74jICw807o1qvRjWKDWiPfUePRus7vCwYdxrUfvMZVai8v0OEImYuVlxmgwXlGmKa00o/8Pr0QjCAAAAHicpZGxTsMwFEWv0wJi6QS7WVAQatLCQEUnKF1K1VYtYnfTkARoXCVOJQZ+go9ATHwBP8H/MHATLCRYm8jyec/3XVvvAWjgHQI/3wxvlgX2xKFlBzvi2nKN+WfLdfKH5S0cOPuWt7HnKCpFfZfRa1VVsoCLL8sOGqJruQZXzCzXyS+Wt3ApPi1vw3XO0IPGCk/IkCBCDAOJE7TQRod0w0zIfQZFhcIcBVLGE0Ya9zwLqooL5g21mvmcsVs5GTrnOIfPP6J/qSjo4bFKY8lsQM8FNZquC7otGT8w//e+I6CnV09ZEsVGnrTaHXkTh3KmMjUvUjnJ9H0YGHlRmFhnuXRjY1b5ue9HiYmLuRfopR+oRa7TRbhUD76to+kV+hhwjTHC8b87mxj+dgRX/UF/PDq2lc1h+RBgygdHFD9WhZiGUfGoso1tNyy/5avKISRVUyUH6XGcXVI5kDtalaPStEh4bqphrStVh+u0bPZtmOWJTmXba3WlMXeqMDpOUiPdddvreKcbt+4bqYyWOnicfdZVtJ3VFcXxveYCkkBwd3cIOVvPwS14grtDAgQSgru7e4tThSq0eAWqUKClLW2pQxXqRStQox0dzf7nqXm4dz/cM9c+38hvzS8o/N9/Pv4/PywoeJgrjAljw7gwXxgf5g8LhAXDQmHhsEhYNCwWFg9LhCXDUmHpsExYNiwXlg8rhBXDSmGVsFpYPawR1gxrhbXDOmHdsF5YP0wIG4SJYRBiSCGHEmpoYRhGYcOwUdg4bBI2DZuHLcPWYVLYJmwbtgvbhx3CjmGnMDlMCTuHXcKuYbewe9gj7Bn2CnuHfcK+Yb+wfzggHBgODpeEO8OF4a5wb3gmPBXuC1PDtPB0eDY8F44Mz4ejwtFhejgmzAwzwqxwfDgunBBOCqeHM8PZ4axwTnggPBIeDQ+Fh03mNpfNbfPYGBtr42xem8/G2/y2gC1oC9nCtogtaovZ4raELWlL2dK2jC1ry9nytoKtaCvZyraKrWqr2eq2hq1pa9nato6ta+vZ+jbBNrCJNrBoybIVq9ZsaCPb0DayjW0T29Q2s81tC9vStrKtbZJtY9vadra97WA72k422abYzraL7Wq72e62h+1pe9neto/ta/vZ/naAHWgH2cF2iB1qh9nhNtWm2RF2pB1l0+1oO8Zm2Ew71mbZcXa8nWAn2kl2sp1ip9ppdrqdYWfaWXa2nWPn2nl2vl1gF9pFdrFdYpfaZXa5XWFX2lV2tV1j19p1dr3dYDfaTfYue7fdbLfYrXab3W532J12l73H3mvvs/fbB+yDdrfdYx+yD9tH7KP2Mfu43Wv32Sfsk3a/PWAP2kP2sD1ij9qn7NP2GfusPWaP2+fs8/YF+6J9yb5sT9iT9hV7yp62Z+yr9jV71r5u37Bv2nP2Lfu2fceet+/a9+z79gP7of3Ifmwv2Iv2E/up/cx+br+wX9pL9rL9yn5tv7Hf2u/s9/YH+6O9Yq/aa/a6vWFv2p/sz/YX+6u9ZW/b3+zv9g/7p/3L3lGQSXLNpbk1j8ZorMZpXs2n8ZpfC2hBLaSFtYgW1WJaXEtoSS2lpbWMltVyWl4raEWtpJW1ilbValpda2hNraW1tY7W1XpaXxO0gSZqoKikrKKqpqFG2lAbaWNtok21mTbXFtpSW2lrTdI22lbbaXvtoB21kyZrinbWLtpVu2l37aE9tZf21j7aV/tpfx2gA3WQDtYhOlSH6XBN1TQdoSN1lKbraB2jGZqpYzVLx+l4naATdZJO1ik6VafpdJ2hM3WWztY5Olfn6XxdoAt1kS7WJbpUl+lyXaErdZWu1jW6Vtfpet2gG3WT3qV362bdolt1m27XHbpTd+k9eq/ep/frA/qg7tY9+pA+rI/oo/qYPq57dZ8+oU/qfj2gB/WQHtYjelSf0qf1GX1Wj+lxfU6f1xf0RX1JX9YTelJf0VN6Ws/oq/qantXX9Q19U8/pW/q2vqPn9V19T9/XD/RD/Ug/1gt6UT/RT/Uz/Vy/0C/1kl7Wr/Rr/Ua/1e/0e/1Bf9QrelWv6XW9oTf1J/1Zf9Ff9Zbe1t/0d/1D/9S/9I4HN5e7z+Vz+zw+xsf6OJ/X5/PxPr8v4Av6Qr6wL+KL+mK+uC/hS/pSvrQv48v6cr68r+Ar+kq+sq/iq/pqvrqv4Wv6Wr62r+Pr+nq+vk/wDXyiDzx68uzFqzcf+sg39I18Y9/EN/XNfHPfwrf0rXxrn+Tb+La+nW/vO/iOvpNP9im+s+/iu/puvrvv4Xv6Xr637+P7+n6+vx/gB/pBfrAf4of6YX64T/VpfoQf6Uf5dD/aj/EZPtOP9Vl+nB/vJ/iJfpKf7Kf4qX6an+5n+Jl+lp/t5/i5fp6f7xf4hX6RX+yX+KV+mV/uV/iVfpVf7df4tX6dX+83jDti+owZ06YeNuu0MScfO31S26L97/fwv7+HpY6dcujMaZOnTZg4+zCYfYizD/1v2uzDcPZhNG72pyb206CfYj/lfir9VPup9dOwn3py7Mmx58XUTz059uTYk2PPiz0v9ZTUU1L/bOqfTf2zqX8297vk/i1zz8s9JfeU3FNyTyk9pfSU0lNKv1Xp36305NKTS39qpc8ofUbtM2rPqz2v9rza82rPqz2v9ZTWb9r6TVtPbj2v9ZRGSr/VsOcNe96w5w173rDfdNiTh/2mwz5j2JNHPW/UU0Y9ZdRTRj1l1FNG/aaj0bz9//NEjpFj5lg4Vo6N45AjuQNyBwOO5A7IHZA7IHdA7oDcSG4kNyaOjIiMiIyIjIiMiIxIjEiMSDydxLTEtMS0xLTEtMSITFgmLBOWCcuEZcIyYYX7Fu5bGFEYURhRGFEYURhRGFEZURlRGVEZURlRCas86kpuI6wR1ghrhDXu27hvY0RjRGPEkKsPmTZk2pBpQ6YNmTZk2pBpQ6aNyB2ROyJ3RO6IhNEcCf2+EZBx4oBj5Jg4Zo6VY+M45MgIbMYBYdiM2IzYjNiM2IzYjICMkftiM2IzYjMCMqIwojCiMKIwojCiMEIvQi9mwjJh0IvQi3iLeY4EvjH0IvQiyCLIIrIismIhDGQRZBFkEWQRZLHy+Coj8BbxFvEWQRZBFkEWQRZBFkEWkRWRFZEVkRXhFDEUMRQxFIfkjshFVkRWRFZEVhxx9RHTQBZBlpCVkJXglGi9hKyErISshKyErETrJZAlZCVkJWQlZCVkJVovgSyBLIEsUXUJWQlZCVkJWQlZCVmJUkvISshKifvSbwlvCW+J1kvQS9BLtF5CYUJhgl6i6hLeEqWWoJegl6CXoJfwlvCW8JYotQS9BL0EvQS91HgOVF1CYUJhQmFCYUJhgl6CXoJegl6i1BIKE6WWAJkAmQCZAJkAmQCZAJkAmQCZAJkAmSjAhM2EzUwBZqouYzNjM2MzozCjMKMwDyJHcmm9jM2MzQzIDMgMyAzIDMgMvcxbZkZhRmFGYUZhRmGm3zIgMyAzIDMgMyAzIDMgMyAzIDMgMyAzIDMgM7WYsZmpxQzTzBtppiwzeDN4M3gzeD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')format("woff");}.ff12{font-family:ff12;line-height:1.159000;font-style:normal;font-weight:normal;visibility:visible;}
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')format("woff");}.ff16{font-family:ff16;line-height:1.039000;font-style:normal;font-weight:normal;visibility:visible;}
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ine2pzzMwuZ83PDcXLOL7D5pcmpvzQjs+PQQt7xKwuZ/muckxN+YyETfmshE34H7p3Jeb83I0P/xEKm/8FCpv8RO3PCnyxkwp8tZMJfwH15ct5fzcjQ/2Yh0/9uIdP/gZ054Z8WMmFoIRM+1aPz5suWKu6oVCiG+KcJbTD2PZo+oOLV3uH4sW5+AUSTAUQAeJw1yT0OwiAcBfD3p6j4kcbd1UTTUxDC5qRxoHN7gB7BxYRFzwKyUE7grbRIfNPvvYdTxPtiPNGzdTQKCHSDx0K9QGgywobTqmjLfhIqVXK615OXKqF4RAVovyd7Nk5ak3uv/TH3KFAG6HbnD3lK4gbi0nbX/5ETakZ1E+lzd/zhGXSY9XNo/QWYayrOAAAAeJxjYMACFgJhPUM90x4GBqZj/78BACYuBbwAAHicY2Bg0MACoxhKGKYxXGL4xWjGOI3xFJMcUx7TFGYmZh/mDih8wPyAhY8lgWUJyw1WFlYt1kmsu1gvsL5hk2FzY+tg28fOxR7AvoL9BPs3DikOF44CMmATxxROCU4tThtOPyBMIBrWcS7g/EZ9yCUwoNBqFI7CUTgK6QUBw7v17wAAAHicjVgLbJtXFb7n/q/ETmL/fie2Ezu/Hcdxnn7EbdIkf1qnrzhOO9Yk3TrSVOkjox3pK2Wja72VPVC3MQ0N2BiDgEZLAa3bKAxWkAZdt2kTaA8hnpqEEGxCYg/KiqblD+fe30nN1knIuX8c595zz/3OOd/5rgklYUKghT5MBKKQFj1GCBEoEXYTCkDHCaUwKeI7GCVEkSURpwmqJHsTKTWsxlKqFobKN59/nj68sCtMJ9AUSS72EoOcIiqJ6OFKIAB5WaJkA9oDMoXmVVLgT7tfULyJbo/bJSuxfsjKWmNTJt2durii0K/XJqoEORhf2XZqIDV4b+sGZ58GbZFEBlfiHi7yB9ChB53x6W78AMg4+3wS/wWjqp0qvoQz7A67oNV4HXq28zWrFi+TS+RxYiW1uod9MsU8UoE5YyWWCHPGwx1IMpe02XS6OZ5KxSvNX81pQoln8X0aoRdxvpe06nFEh5/IPiKBIMCUaBqsqiKkylvlcdi5Yfkjhvshk27SGmW3y5P6xl13FYs40slkmg3L02fPPs3GwSPHjh1hg/uOJ4C36XliIZoeEgUqMFRx1IxQwHhtJ4JgEwqq6rKLSl0im1KVDD5S7vD+zxZ/cuNNxu1z8OXh+2YXfjZn4tdICPXhObws4lYLHoOAQGmew4J27SN4NGGyZNYdbeJm+6npOIuWeRYFQc4M3r0jEW3d7B+LHBvZX7ztMFQZwdm24w+uaWrrTGzty+2duubZ2Tm+b2zxMnXR50icDOmrfSCIXqBCI6aXgIGjIBEpjygD5t4M7i1OEVFEVwiRpmSQJFVisYqT5kgkHIkqih9hjWXr0ZdudCwBGfON1mg6WA/MQ/asAe3i0VAheG1TW1bvza1pXdmaGOvf2HR7fs2uFenUYP/AwXxlT2asIZZJtCdnU82N2trxVG/b5kxqU13dtX0D29MMN0rs+GjhcagmXXp7FfqMAUDgMMPZGURK9vCwoOM2sWC1Wqut1aqqOuzM22g4AywqmlvrAwUGjd9A4tT69fMPzeyFvxutx2fevHSpFB/MMx/u00DW6mtcAJLAdgGZCIgPg4oUiYS/JMRJFHmgahhO8pQCsqzKDKcGUq/hzpFIhRLgQHmW4JEVjVWHsgQSwvNcUcuNbEn3ptr9yeo7NDht/K2qujeoT3WvuXnU0pfcuSXXm+3XAvDA8bvsvp6ZofwhHfFgftbSl7EeQ6RHz1ZgIVpBAEwkIIIIwgwvDhlEke6QgFKVFtxYr+6Qu8Ffi6ucUY+Cteppx5JABvDWgGJWCbpUXia/PaTPvXSzbcMtMYdnttg/u6G5qysex2HJfX7zgZduq7jZMrhCOD67bm9vsS+Z7GOD4diC8VJ5vBr0gMy5qMQTLEaU2mjBpToEpTbR7ciGM2G3TN3amcIW48/w9x0z8z8G18Hj07uNZ59EpgniWYNYM34SIymS0wddMhUFyCsgEFESxJkrbFCByQqYspwNmpsDAUKaU83J9tZALNDUGEITda2VjBXYubuz5uk/krCO7ivHL3//yiF9IBlL9dw4NHRjTyqWHNAP5cPxeJiNRCaTYMOS2T7QPem0j7WtnOjsnFjZNmZ3TnYPbM/AU62a1sqG8XK2rS3LBuFxfAfj+BxxYzdAXsNsw4O5gWzAGCK/kJ0s+zgx0ILH4wl7Qq1NEQlhy5q8XX4CjGG5v5sKX2gMOdbtW4VRw6TZe6H4+2QyjvFrnqnJJcVVe9et3ds7dPSaWy/MWeGm1VkWvOxq9InzNVziXMv7EmtDBBjMwhTjW1W4GtM6ypiWXoXOm0u/YdXS38YzywzPsHAtvg8vYpyDyDQZPVlTjWEFRksCoUKxjCEZQUmY2qpYqK+vj9c3R+uicRmJspsFdSl9y8iyBtHxauWt4LGIFmpoiTbmfBuDh9fvOtwSb4rQO8NdXbEYjhdd8aFkYlVDNNEZH8/279jSsaGzbVW00nOhPRJpZ4P5W4OP2zHHFczyhN5cCSKFPPqFjorIRpTWjAiYiTYoVFRUWCosSEd25mVUQxpIObUOpKJn/tZw+tI9l06vzef37KHnF3Jvfvghi7uOtlejbRvGIET69B4FJLQuYyAkkUq7EQMyiZDUjCgIBK8r3KfWp9obgr5QbcjjsntVbyJUwRpyCQU3T3Mt7GRslAC3s8Tebv3dI8XWjv7skX3GXz7Q4pNrb4q1dfeN0vPbtnSsDdC6Tf3Te+FMIrL+q8Yr6dbOxDMmV9ZjXU5ivGpJWu9yWzFRIW8B8CDdDJOS5DD7GfZnnjX4QS3xRSJNLIPFpdz1eJWlnE0yJtJA+srmzV+ZnijWb0tPbxkf+9RMclt9ccIy8Z19+74zsaZvdPTwwQNzo6N9a3jeMKx2IVYVxEGadO0KNCIwEWVCY6lUbZUOiyMSkrhGCalYLwnIJnm6JEDVkT61wZMH3ryc6Q/0bZik543HTzy6sdi+a3z/diOH52X7NOA+VhLXm1haihTVGh7U3A37gTRJJMkmoR4wYx3gYmjppcMbxi8hYPwV+o0wPV+8t/h4kZTsRtBuJdMYV7WLHY1blLCXLVlUNR3+avwc2o1X59HYqaLxj1JMdvIaOqQ77SALdSCyHiYKeRsecHj4rG/ThN6AzQrzSOZ5RKcwRHa2DZnCTTHlCn5du9oM/B+bxssQ+XWrbsOPgiTo0KLRRpV1O1C1mKkmS4FtBx5ZDGxGy9CdR6tXj9/z0OYHpyduC27zFZLXjn+9t+sBuN04Fu04/wMzuE3xuQP/8p/cT5awuZljHtbrCTsHiLuZ9Krhyo9rr2WsscXjS2Mvff7yPP5gEN8C70IOosYfub0xfF5GewJx6nYTXp4eJemKq8fm51kdlvZuxrlSSbfyuXS72b1wT9a9cAWL7DysM1A2LFwolta9j+uqSEyPWGVMR+R0rFomFVC2cITRXBWpUh0OlTECwqYKmoDPlB/o+988ceDEN7977hzzAw4Y97GB79+ltmVMijxfUOdX4J0BiQGlKeObUvxwWiWpVB0qqzM0zuynQKXFB4z3vvUQKNzwD41PITzXw2OshljePIp5Y8MW+cn62o6Q2f32Oo8LJ9Y0yUudtEzPlIuHD+7P5++fnubPjVu2bGTDMvbt2dlvj5nP40f37TvKxnIdp7hmcLK+gzsTpk93s8wslQKHvsrqsFudVU41EpJ5CDi9IY9pVxjtvWMn7rgtP/+f9s5UchM9f3B27pa3YM+KTCr9OjHP+zl+XqafUE9S3nex8jDBCG81BHayFmOmvojiiUmn5rjqZPHCfudJKe00Vnb4iElgvAHTRw9/ZvxE7dDXTkRnDpoQGHMlAF79USC4j8b7G4NPnTSBeGsZBRODrYiBE+OQ1DuQ70XG+iLGWKQzyC4lJEqNxe2q87n8br+q1YYUdMwZTpaY3uvU0LtlUBgmAO9m0w6XvOtMwaq1Reff7srsydPzF3M7fLTaV2MsvBJwLMKxVOf1v+AI+DAnPIhRC0PIh3q7lt1/2GVlSZMwSign9xYSj7RFWdKV3Q/aIdZOP8L06F895fly4UT8hvANzS1JW8fK/Fhi1b51o0cCO7tyLW11g4MD6xsGDo1YVg9MxJKRoLcuGGzSRzLZsY6edL6nIeCoj9YHe4czfdcnmb+sHw/zfuzXfYwjluTmEk/wO5pTQ7WJDPGnX9O+X8/TdYcPL/zU7GfdeN4duF5lXGNyDK4Xdlw5H16dnZrTPF8GqcYMOHsja7+6d763p6d3/t4vWr50En5gjI2Mjo7AGePak18q+XY32paZbYnrYYE1TH55MCtWJrKqishCgFTAeODuf9//79MPPsiKFQtVhbdZTEp2rExXVyK3MIkEYKYErw4Hcgo/p5DyZlMCpoGi/evVc7fccu7VPz555x1PwS4Ye+0144zx8BtvmOdmNnXOJ9jXmG9XrqTLen35SupQufUsMNEOyH0+2Gy8BIvGU3Ddwu/y8E6xYDiwghYXTX0kPGJvxB5BVIXMwHryAql4gsLZF85mEmVzbl2ec+NH5/CepnCd0U5u1QNNePcS64BItXbkKBsSspiPMuUlUWxuVdjcwnhjxTqWWB3jlFl2r6Wwi13XpvAQWMx+vbF8DhbXsY9P2qqjb7hnWwT1nofdIiNMnNjAFJCNV+51Siz7sQT3pOCV5La6Peu0RDqX9a9QbdGw06kFQonx4tD/aBvUMZnBit5EpH1ltXVVjVpts9PIiGXbwzvLtA7HiusP4euIVZhjtQeSHCsow9Oc88jynJmrzMEeiNnH7ERNO+TUx+bwWuBzOkp75f93DoHFizRBHqOvYS8NPSFP5z7p+6AnZJJzphQtePdN++lrp3nOLQ7j2nP0dVYPfK0HOwwT+7juDvbt0JzD7K9sMSYyS+JY4b6jK1cepa9/b3iY2yigje/Tc6iQP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gfoC5a9QJ7H+AbaTl6xdb+28aahTny50dOoz9jMmq7gNsJfLtA58bQ9yEGoE+e4ko9xj6J/CdfxprqfuVaTk3WNi4+VfvxJNl7Hacw3utbGGTIowvxE0638YjuizQhjEr1j644xXXCJGHaUx5qgn8B/E0esvwhzGb2A6yE2hqwHzh/jncVnQX/ntwGsFfHzPqzzx1gzxz+CjRaDw4sv/kmdg2ie6pPoY9OZH5ssoJ/gOwpZu0fbPj7RYmvQvYw/81x48Wgre8dws757/B81QGbEt9n47OUkxi0xbdpcT/dEOK0Zrcr+HOWfv8f/j/co/IPcv7TTqP9cM/yWul6Fp5NzUZdBT/gJNQw2UEasa1hLy7KBikKGPmjrGLI0eqaGpeZjWNrsi+SfX9+O9CUO1far5fSvynVeDjlCu1mOvKdL9x99ebkfw/ez31bS+3v4Tl9qRryXQnwX5Dm7VY6Mee+vR/GhUK8yhvLPKDsf59A/4utYX/UP46mSV/AN1IV8SmJXxmrHlkfJDdhDdT/HP1AeMx67u+oWkd18Brk349nktdSbd7pmPzhtAPCt+H208T3lERKDJZ/K4ydPV84J2j631crIX79vQDvpm5VrArIx/U3tnrzdG5rbFZ8X+hdWsHPym/ddGQNk/gHGM8W7hk3sGjI95T2TXOGXyiCrM+jEBvRRA7wm213LGli/Da7BU8q6vbUna6K/6mrG7OQav3un+qruKxdfJXnT7nYOGZ1u7Zr9W/20X8xBSWiLvWZzeaeCsTa5D3ZpONiut1H/UrjeFTkz2ThFA/ZiA+1k0+wa67oBvZ3NL+v21l6R97IcUdiAbVDk1SwH1HN0Pit6ja/R7/WRopXt/VmQ5/ksD3zm2B3Xzrl9438jDtjKB9EO6fp9o5N2Os0xboe+8oWLtT3eZO1yPhY5bB2AHL4vdNTOLhVcUbsmMA7prYrsMYB64EO7fgGA/ZiBF2SxYTHkFnNhNrTrblxDl2Xg0S11R10ndSDPO5GHTdxjqerYghcMLbmBnOdcoL/ek/MJ4QXQPfEI5emBsTC0JTmRsHskvxc6WnKOYRdRDydH6Psy9hB+gn7zuwbmCtM3mudQAgnfm74f+nTZFmwX5mwR1EHM65O4yZKyPcm7e6kcM8a18hgckecCis7N8wGrcRnm5w2vgH5O5hQutv7Qh7qh9i/w+FsnMRL53oNjzvgRfRr0TdDvxtwy6j/akfQHnOckn445buI3+anTHCBwJskHxD2B8bEtlAel/+BKXz24FO108QvO1jaT8xSSN0eetVbZFuuEMy1uVYmhiK1qMivPtxM/RtXHn/ugmPtWzZFgrHc7J/kC0h/yuyOsbdri5+s9AfZ3YF4U19UDpvsY27xRx0RyFMn1HkK9U3WMPe1YjCf9weKf4Xi8hXfE8xLYhcLxmBNHPjtB6wb6wAabbmJbQxWUXZInSVt/X5OHvIe5icMrsn+kyeZ9FHluJXl/4YutyjvmCk2t4BndJ5IXOdbe/y7tX3KzrnnGjcM3AcaS2Db9tMfYusB+bbjyGP+bkxxr+kMYI41uxwX6HTWbBOX80M9ruXx+VGmrC/+6UH+LzT+V/AKYYXtrRfX7BbTduAznzM/DWgnMUVhT92EDx/AdbSdw7UOWiR+KOVifAPzeBGs4XKfP4fvL815U1G2qHIx3M46bnG3zwxwwtvGE7Wn261mdB8n9o50/RcdM9stPe9pPee4BbZd+V+JdoCsasAdS2Bsp+T/WYoq+hHvQz/E6R8zLZu5u4yrjsBcrkm2MT5BXNXR9MjeGcp57hbnK3N/ZITqOBffYzzgw1wplGmyVgA7TNy75o8yJHYT7ztO1xLoE1zXzx2ReZ5RzzDhIjP0c3Wf+tpnaN+ZgiJ9rXHnO8r7Q6k/iLjeZPM8xy2R+l/m8ukwn3KFjHLguH7e6l5tP57yyTebJFPfwyFwG5iAOrJQfYs94SvdakZ8zy95nhD5L8oYzu4f79zJ7LnO+6UO/yt7xwNb9q/4F6INAWfU7p/YqZKvYrv3bc712fKsp7t+GT3z+9/nf53/L9497uOrrkdyGXzcjj+N1IiOXJyT3iD6VS+z6WJVzOZp8gM+YzOtn+m2+8oyChw81zNb6tN/FZiMvRrspOEBG7nm72QVT7DhEOa/E+sBJJN/hK8C9VkbQZ/SG2hfy3dPvdQzDdOUwcpyu3MiTl73sNFeN/dvWyoh5yoUl3jfPOPRU43/kysz1PsWO+TcYZytfkry3i4zb5fyXsZfnlRNK3AxcPWNslPp3VoXjflWPGeNReU4M4zXkZSOdfJPif2XcAvfK9z7UDRgH5pdLXhD9HcyLoO+XsT/G6hgHxTqKniuPiXHrMNpJ/E/W3DV2JO9g2d16zrh/Y2Pl4Bnzz6FHM7xHuipwkLbRdKS/ZFPlFZJvdnbPI3NKmFNPPcS1LzYM3+dXyiUa/HZngfFBjg+5F/MZbtW4qOQU0nahPQS+JDGwzZUXiW3FuTtWc8okTnm78pWiPTuKncD45E4G5mkcpHyHoA8xoC6/58tG2znHmfbe9qr35d3pO95H6zX5T/L+DbHnWR3ahryX88C4seQlrqd8V3zNlj/F5wnXn6vrgb7XhDbfIF0bxXWwftn4SnsDdCwkDsh1MEhtbMmdZgz7FatvOZp+Iq6nKb8WfruKrjHuzcZTOqYSb6a/mn24wxV5WxKX+4HlYe1T4fn3KYS3Y875zawcH1cwh5d5HjFtbdoXxznJCaJ9xhh6lOcajHdlzJ9xu911L8jxYx2v4ri3ci/6AGiHEPxuQ9qhXwTjHGCzh630mDI+8Fq5pvI1k49l+rbaC/RXh/d0TiRnkzm0a9peQpsr8Jts5uFhjYotyG/nhqH+F1rrAD/sT9Eg/zf+aKPxj5y/KFujRb0X9Ch5JswVWKz2nsSdz1FEzP+hDKQ/YKKCZf4CA+UrbcJrDfatgdz3guol8X2sYRitYJ5iLtPFx4G2wuGKPEeG/o0c+XdrbJd/LBM9Qr2DvRSYowf5lPCbLXLy28w3sqzsX97HvJ95X6v9jYfpM+T9T9D+sqzob95n67fI52u0z0V/q/2c17N/VRR9vc3685DqBskzpE9nM9NflHvbqW4OA3SPBuoB2LEZ+ijfv62r+49+xXAjwLxyyE3mblMep6fheLvqJ9F5JgOl/FQdO/mWkbqa/jHm9kLeh+9q/zLY7eFnJltXLI8NcIaUuYZdOjcZdEK2mx7pw+j0j989RvTDpE58Y3m/M8iflP63RfiN37/Sb8bcGea/b62ykvkw+XsX13w/9muS6SXItvBIqcdy/SbfG59ve4G29z3WRn/jNyNd+X9PRrky33qhK/OoLdedkLqWSyZzabl2xTff41X2F7nap6gcF79j0Pur/6NEntkiP76ahy/foC905Xefeyu47wnJPT3PuJF9E8lcpeQPtm8e0XPxK9C3A7kdPjRdRt8PfQzgdxI3pT8S+1dytHFfwL4K4CLJPLvmvDBncwnOYWOHne13lt1rxxlan35G+d75I+sP1mnUbXhCx0JyRMbp/DAfS3QG/Txddr6SrlvpE+d7rJ4z10ryy5e4Uve9Yef2vXB0g5Vvb2vhNH0GZUQyprwvHVmeM59Err+s61++yWbuzK6qCxtDmrHCuzYPU3RuyJsasULyvTBGzMvjmqYfK+V32ifp+Io/kb4myhb6PX+kMk/mhfv3U5VRyVE4P0vHUmQe5Qn58Y/1KL505m4tMPlEWX2r3u93tN+Ptnve1Trif4TsE978iI1lnr/L79sP02cxdyy7FOeLdHzp3xMeRh/qabpehe/R/3q48gkpf9juIedJ7HyOcQj63ZljxnelHYH1w1yy+G1tL4Wsk7x4s4PEVoD9Fl9ovGJjK6evJY+9YB2JnwY8j9+Ui+/seZWbjSd0XjiX/P8topfmG28618m3NPQPZ+R4V6j/T3w/j9r+XKzzIf5hyssHndgWbJt7hj5sybeiXGDsZE8c+Ux+JzhX551+S/L0wHH9xEksIO8713jKHGdw6pR5V/fZOcvMZy57Y4Ki2CdD9Dzdw3ic7Zc831Pu297aiWy8VtZr0ZUn6TXfm8/1XJNfcu5/AL8AwYwAAAB4nJWPuzJDYRSFv5NE4n6LywnBEbckIoh7iEjcgxCXMTTGayi8ilql9RJmUKBQUKWiMRrNb58/MSNl1szae6/zr9lrH8BJgX4MbHyKMrR28Sg9gCWTgxBxkmQ45oQzLrjkg29+LG8+mr/KXyslXosICVJsa8+5eN75KvWoV+GLelZP6kHdqzs7Up2+pX1B89a8keSAfIjxH2HSJdqpq0tYoSc3Htqlm5ILO0VXVrjLnp5z7Es9AMNN8TelO6Q4KIWh17vszW4PVFZV19TW1Tc0NjV7W1rbkBwTX0env6u7x+oN0Nc/MDgUDIWHIyNRRvWGMcZjE5NT0zOzc/H5hcRicimVXl5ZXVvf2MzI89ZfUuHWrH1iztb6wkPKx1GZ/l+89j1EeJytV2tbG8cVntUNjAEDQtjNuu4oY1GXHckkcRxiKw7ZZVEcJanAuN11brtIuE2TXpLe6DW9X5Q/c1a0T51v+Wl5z8xKAQfcp89TPui8M/POnOucWUhoSeJ+FMZSdh+J+Z0uVe49iOiGS9fi5KEc3o+o0Eg/mxbTot9X+269TiImEaitkXBEkPhNcjTJ5GGTClrVVb1JRS0HR8XlmvADqgYySfyssBz4WaMYUCHYO5Q0qwCCdECl3uGoUCjgGKofXK7z7Gi+5viXJaDyR1WnijVFohcdxKMVp2AUljQVPaoFEeujlSDICa4cSPq8R6XVB6NrzlwQ9kOqhFGdio14960IZHcYSer1MLUJNm0w2ohjmVk2LLqGqXwkaZ3X15n5eS+SiMYwlTTTixLMSF6bYXST0c3ETeI4dhEtmg36JHYjEl0m1zF2u3SF0ZVu+mhB9JnxqCz243iQxuR4cZx7EMsB/FF+3KSylrCg1Ejh01TQi2hK+TStfGQAW5ImVUy4EQk5yKb2fcmL7K5rzedf8MI+ldfqWAzkUA6hK1svNxChnSjpueluHKm4HkvavBdhzeW45KY0aUrTucAbiYJN8zSGylcoF+WnVNh/SE4fCmhqrUnntGRr5+FWSexLPoE2k5gpyZaxdkaPzs2LIPTX6pPCOa9PFtKsPcXxYEIA1xMZDlXKSTXBFi4nhKQLI8dWIrUq3bIq5s7YTlexS7hfunZ807w2Dh3NzYpiCC2uqsdrKOILOisUQhqkW01a0KBKSReC1/gAAGSIFni0i9GCydciDlowQZGIQR+aaTFI5DCRtIiwNWlJd/eirDTYiq/S3IE6bFJVd3ei7j076dYxXzXzyzoTS8H9KFtaQgpTnxY9vnIoLT+7wD8L+CFnBbkoNnpRxuGDv/4QGYbahbW6wrYxdu06b8FN5pkYnnRgfwezJ5N1RgozIaoK8QpI3Bk5jmOyVdMiE4VwL6Il5cuQ5lF+c1Cc+DL5z6VLjlgUVeH7PkdgGWtOmi1Pe/Sp5z6NcK3Ax5rXpIs6c1heQrxZfk1nRZZP6azE0tVZmeVlnVVYfl1nUyyv6Gya5Td0do6lp9U4/lRJEGklW+S8w7elSfrY4spk8SO72Dy2uDpZ/NguSi3ognemn3Dq39ZV9vO4f3X4J2HX0/CPpYJ/LK/CP5YN+MdyFf6x/Cb8Y3kN/rH8FvxjuQb/WLa0bJuCva6h9lIiAzYhMCnFJWxxza5ruu7RddzHZ3AVOvKMbKp0Q3FjfyLDZe+fHac4m6+EXHH0zFpWdmphhKbIXj53LDxncW5o+byx/HmcZjnhV3Xi2p5qC8+LlX8J/tu6ozayG06Nfb2JeMCB0+3HZUk3mvSCbl1sN2njv1FR2H3QX0SKxEpDtmSHWwJCe3c47KgOekiEhw9dFy/ShuPUlhHhW+hdK3QRtBLaacPQslnh0/nAOxi2lJTtIc68fZImW/Y8qih/zJaUcE/Z3ImOSrIs3aPSavmp2OdOO4OmrcwOtZ1QJXj8uibc7eyrVAqSgaIyHlUsl4LUBU640z2+J4Vp6P9qGzlW0LDNL9ZMYLTgvFOUKNtTK2giSEYZBVf+yqk4kY1osBFF/Oad9EtdKIT2OBYSs+XVPBaqjTC9NFmiGbO+rTqslLN4ZxJCdsZGmsRe1JJtPOhsfT4p2a48FVRpYHT3+LeLTeJp1Z5nS3HJv3zMkmCcroQ/cB53eZziTfSPFkdxmy4GUc/FmyrbcStbd5Zxb185sbrr9k6s+qfufdKOQNMt70kKtzTd9oawjWsMTp1JRUJbtI4doXGZ63PVRj7FB5pvXecCVbg+Ldw8e/62zmbw1oy3/I8l3fl/VTH7xH2srdCqjtVLPc7t7KAB3/LGUXkVo9teXeVxyb2ZhOAuQlCz1x5fI7jh1RbdxC1/7Yz5Lo5zlqv0AvDrml6EeIOjGCLcchsP7zhab2ouaHoD8Nt6JMQ2QA/AYbCjR46Z2QUwM/eY0wHYYw6D+8xh8B3mMPiuPkIvDIAiIMegWB85du4BkJ17i3kOo7eZZ9A7zDPoXeYZ9B7rDAES1skgZZ0M9lkngz5zXgUYMIfBAXMYPGQOg+8Zu7aAvm/sYvS+sYvRD4xdjD4wdjH60NjF6IfGLkY/MnYx+jFi3J4k8CdmRJuAH1n4CuDHHHQz8jH6Kd7anPMzC5nzc8Nxcs4vsPmlyam/NCOz49BC3vErC5n+a5yTE35jIRN+ayETfgfuncl5vzcjQ//EQqb/wUKm/xE7c8KfLGTCny1kwl/AfXly3l/NyND/ZiHT/24h0/+BnTnhnxYyYWghEz7Vo/Pmy5Yq7qhUKIb4pwltMPY9mj6g4tXe4fixbn4BRJMBRAB4nGPw3sFwIihiIyNjX+QGxp0cDBwMyQUbGdidNokzMmiBGJt5OBi5ICwRNjCLw2kXswMDIwM3kM3ptIsBwt7JwMzA4LJRhbEjMGKDQ0cEiJ/islEDxN/BwQARYHCJlN6oDhLaxdHAwMji0JEcApMAgc18bIx8WjsY/7duYOndyMTgspk1hY3BxQUAq0Yq9QB4nGNgwALqgDCDIYOVj4GBtYh5EwPDv8ms8v/fA9mH/r//NxkAgzsLagAAAHic7cK9SwJhAAfg905P78u7V7vz4+7eNAORCIkQiZAjGqNJxD/AQaKhqSEcDqeGCHGQaGpwcmh2aAhpdBCHZnEQiYiQaHAUgraGNgd/PA8hZOdHgUzIgitxj9yY1/gif84PfGlfy5/yewIVmsIwUA68BnPBupgV6+JMOpXupbnsyj2FKq5yrfTVrNpWZyE31NN2ta72rh/qDf2DHtFL+h1uhCeRWmS0UTVUwzOGZtHsmKPoVXQeO44N4qX4c2Iv8WTlrVtbts/svmM5nnPj3LEM22cuO2EVVmUX7GGzlnxLTbfaACvyska+fqUP/tQBgLXz+T/bOQAAAAAAAAAAAAAAAAAAWLUlDcfRtQB4nJ18CXgcZ333vO+cOzszO7Oz966O1V7aQ6v7lqXVaVmXLVmyLF+ybMe2fMl27NixY8ckOPedQCGkDklI0xLax1CcECjtVygUPq4+LZSvTUtpv/ZrAk8bKIVCbK2//zuzl2QbEvw8id6dmZ35v//z9/u/7yyFqQGKwnvYGYqmeCqRiVEURWOK3kdhhPAshTGaZ2CE1lMUz7EMXEZrLOdONmpBLRLUggO4MhtGH8nuZ2fefXWA+RZ8H1HFf9wfw+eGZD0ZY6ry+rtMgnVQm6gt1PrMWBLui8YUHiOOwZhGeFFCoqiMqzaBpijLvGzFFos2ziKattETs7OzW2a3zG2e3jg+tm64v7erQ4tEIo7GmBbW+Iokcig4iejGBpfTHCkoVJXGrXqQVmhzFKpqburGnQgG0dyoG75Qjnk6qHcjcwQ3YOEjyGlVpYdPnpck1qpJj55gA1HdaUX4ZPabJzEnu3XdI9P45AUXLWrKoyc/KFt5SbU8uYQEzafrThGhJdR4BPuiutuK0eHzsnX5uZOo6ST9iOD1aNnnNMXqcyrZZ2URcxYO7c0+C3+wOS6zeD0q2mNXFa/DiqbgGE3D/7J/hKYkyRxps9nn0J7r16lj199kT7CtaozxUs/g+8lfmqUojWdq0F2gdcunKfw5fP/l5iRl2OaD2Vfxs+wDVITqHL2c2LA5Y6UQUsfhnE5N+Ecvp41DcOF95Dia8Gcs8AFdhAvumJu7UlWZxrw7iTgROx3l2O1ymHqORXFzkw+3GgpFDvzM0scWanibW6UtTk2yywKKpZO7Pn6CtmoezeYQ2X0vZv88+53sD+9tO3v+bJtFtjCY4dnjiH72HuRBCdT1e6zA0awgU+j6W9lXUXalzBQFMiOko6LMIOV95DhlyAwfL8IFJTLTLT6QkYjajYmt3S670yFi3nAP1KQXJEYWhx1E5nG0Nrn7+ROMIbIuZr/5IupBDaji3vaz54oiH8tee/be7NvZv83+RU5kCR5+/VL2n5CL+iLlprSMUtCg34V5TzLi4GzI0BtqadVNnWHkqkm8Zq0qk2wczX3ZwUh6uUv32rin6nY3fk+2MrxsQfpel19hGatq2nID+hpuwCnKSXkyThJ3aBamTM2Tc+vjUfIoCAsmFDT8nWkMNrhwA2I4iyxkt4oiGUkW9AmriFXWptpkQZMZWVVlwWbef+b6rxBPvQFz0DMqufMCHLZRE4moOQu4NZjeuDWZAM8Ish7yuQMqx1oke0UFjNgLcjAY0C28zanYqip9dlGwOYl+jmV/Rr/MXgHZS/UTD5M750zS0opMd+J4mbfpLpvuhmChX+UVu8emua2Ie0tSBJqzalbuaH5E8szM9XcYxFZQFVQ7VZEJkCy2AOI7ximaNubgpCaS0do4w/sMBfGmD5OJ5IzBN0VDVRyvsE6Hq7GhpbWbZZDoqe6YbOp88eDWe2eq4UPnhqaKdRu3NWy9d7r6wtKpwaV0zUBjldNy9I6hpZrUIBnSvxs/+9Sljz7c1Lm2YdcTO4wPDzVX1Ac1+LjziUdq0zV3PfL0A8cjTzxSV5M6R4ZE74chCQ+wLipNhTKVDpJ+x2AOyjiNTOsSG6SS0XA8yuTtUDCxzioojUh6a43ksxvkNHoAfFWUheUlqw2zvKhYUMVfZ78p260sI9oktJ2xyppod8s0+tH/yNYhzqYqEm+3MYpNlQSm7BWeYRWr6PG4+K9ihgbXEbmrB+ymn6RA3iug736qKlMBisYLIK6p7Zy0vZmmhspyENedF9dQNwYLsyQmQ1UKNrNy3gJOYhcWPJbuhJCyKpblQXBbBgt2G9o+e36mMSCoidHOzkOznaIgYZrjLZzYvflQx9Y7BvzWYPeeJ/Zk/wUPa/IIp6mqxLOiJAgur19GdWP3HV/Y0Ov19bREwsmwXRMUmyJLnBgOelsnd8SqZ+YPnn9q9n9c5tyuv0NfhrltoZoy9TMIytQYFEGMaLyPYhh2gWJZx3g+NsCvxkY62hpqo+GAL8qRRJkLkphhEyNOGhu6jTyUROaEO5FxIFrUAS7qAPPOcpo+6GueXHp0tnFuPOOTJUQUIvD16w8NbLs4m6gcODDyjKyZWjo+cd+u1s23dR3a1GUVRJI0xO4tS53rlkYidTMnBgZ2dPrRRxr27ZhaE5Jd5ZrgkVhVd6hisDrYseVIc814e1Cz85pNsXINs7f3rd8aSUYUhXd7vRYxHPKGB3atGT63sw/kqh/ekqvp9OtQ09NUAxXMlLOIwRDMDLUfrK8QxdjQhNNZ64yAOgKGOkhtzlXknNfm4jznqSEUpF83Z/NSBxJUj2Z3SQxuX/6uBlPneCuPP8bp3iqXOwQ54NWXVOl5vPwc+ja6wEMSs/LZN8E3GeKgKKIqnE2z2+0CvQa+RzO8xF97VadtywyxbSXY9m9YBfx2/5UuhDk0Nno5ArWknOIAjSAOL4J1mXmws1JqYn8mAiCJuMIFiqPA9W5x3VxGzXR3ttel4zHDH/hf7w+QcMD8rQSJBA0UA2FCm7CE/kB517azH9tRs3F4jRuilSEOIMYHbxva9+zehrLBoxtHd4V9dn4vG/HhmKJAhFttYlabCnfHj31sZwL9OHPu2M6hakn3SLxDYVW7ZrP4yn39Rx4frx5qLpe9YXQtUKFqnKpB+s/uZdi6DQcNzHYKcqmdLaMaqRGqMVOXQowZAQxLM4slmZVl89Me7O9oq0tXR1NgcU9hwjBbDqzrLkfO3BHi73wOduVSACRiI+F2M/RlcPljT8zN3jleJfrS6/Y+9MdH1+wJeTTTA8Rg80jjbS+cmfH0vLB39uz68AVP00xXYvP0eFCRlg507p7ojDnQLzvvun3veKplx4XR+N0ffeXFZ5b6dEV0aLyN+LdiV6YfeX13ZX1iZO/axFCDX/FVOYZP1z90JtQ1uWUe/OMvAa8OgH9UUN6Mi+S1eSMNmymt3Zmgea+BO3lUKFglpZYZIOG33CaoTr/u9lpYHv9w+ZAim8bBb/uszH9YfYEy5erzEiBeTlKtzBkdjKNpsgA1kqbawD//A3JPnFpDTVLJTHV/e0RjaLMc3FjSJsbq0uBmTImbGcmk6GpGQoF8klO3geC6jY8xhSafiC/Sz/haJo88PDP/0FyyYfdTOw/scKfX7jw7tnBuXaB29vz6/vmuQMRZP9k5cXS4SomP9aw7sSG51dexrffAIxurvJ27R0iBRMcaFjYNN5XFh7Y3DZ1e3J5ov2+2Zm5ysLGsbng60nd813QkNDSyHn8w0Jr01QxtTkQ6WtqqgsMbty2fCvd0d4dqZzZtbqjqqQvUjkE5oZKgix+CLpqpMeKHaUQzoAYgJFCNFvPeB+rIKcaJJtYOdnU01CWqTT/UiyrgbhKArTm6kNNBazcyMzLzStEPLb70yOLjnz9Z1tGUtrvznhhuHW849Ht3zfh7Pg6eOBG+4G6e7krObgRPVPKeSLtWeOLvv/T00T5OlHlRh4jL+eLUw5+7bZUv3ln30F2hNZNbwe2oOwGL/Rl9P6D0GNU1etkLacpJChSZrEa8wCi6NgzZSSdQkEbUYsnRudeqq6vDBuDJJV8z5dI59JsHoW+wNk/I662wIY5V3DCqVNGHGZsn7PVV2FjW5g55fJU2REf9EZcouiJ+f5T8jS57yAHBGS3LnSC5YwqN0N+jWw2ZCTLI181VSDUG+TEPxXJABpMA0ld9ph8EDEOQgN1qY612Bb8jSWM3HkLPcpDfFItmF/1QO9BhSGr2wkeQC9mu/4r+U3Yz1QpRdfpKzEhpo5erQaU1FIQXzeALIBdPIf4CzIJC2FClUeuBdfA8t0BxnI0DVSdvuJ6laEiNi4XvFa+ey1iTNclQdYfuEPhyM3EUWGo3nYMBpVgoZyTGuLSAUYlzGqb708YDnzjWiQMVNifUxxZacfpUbsc9k2F/63RHZs9ovSRCWhF5OTM9X9O5c7Q1rGUBmcuCHAo4AzaOAQojBwMEpTPejR89PcZmfy7LNA+FMwUIm+vccbKjfnpNVVm4THWKDrvGyxV+uyvesXbqWq9UVVUuyFZO0mVrMFQJt+JlncLXvwM5EwEeqKKiVCRTRZC9EaeIYpCJCQAfkPzpjkdcDpb3JyMuMl+ISDpH1QvAH7t5AgayNGMLuBS3zKHW5a9/EQi33+4MyFjAn2cVh1+z+3QL2o2y96D/jANPo8mc0Vz2FZgIzYiAYb8jWAmDtgqHl4dJXt0D/7sGeb2cSlItVHOmgS2tavuMrgeIrRhVLYdgG+tJTYuE/B5d5XiXab5y2pnz0VzZNkuZ0YeARNoUhVGQjK5Vds22JiAdlrdvPHBhY/bTZeXC23zajeiF81Ox+zzNGwe/se0fZ5fWVkXuue8Xe5A6e2a6hvF0L+1Y5xGSmU2N7Yd3buioLA8yT4T9VZmtE+GOuDtb17Hl0PJ3t+/J8o0zx0DD56//jLmT9VNtVEumMad5CkEmoC8QwELj83AoD1kxZhYAsTiZiUQqlAiFcvAM5Uozky8HZkdFKGV6zJ2SblVi/Qcn5545taWrPDl5x+jk6dl2TRQhGDjBMbj7rsFdl5bWVK8/8ZE/WRq5MJdg7tdTnlg61nf06ZdeGdv0wI76aDqq2FjFpqmKHo/6u09fPrbz61/8vXPDocYYRM9+imI+CTbyQO7IcbicTYqsIljdVp1LHJxBKYgVII5KrcAwn9TjmbkTT12+K/s/VsA+zNt80nf16T8933NPzfxTd37j+1+/9/J9UNLoNQNPPPbAmb0jcc7msRM99975qWPrL+5sufrNnkOPX3rZ5DpELhbkqqHimSh8Jn2rfXCGnQe1GtIZQNDGTLTFtbhWQL2A5YqorjDKyQyew7CEU9ksy+9sRf/bCoSGtyiWbMt+HBCl3JkXLXaZY37Ep+x42sX8hDXSWrZdAcigq5Jl+Zpi4zTIfEJ+AkTeXYDP3wJ5Y4RLlsibh6tGby0WAUlJLN4gaR6pm6CUfouIAg+17kL/YLVi+CBbspHjJkp3ywz+LyJdq2wB8QB42yxZF7AHVQVEs/zVPCxnvhD2a0S209d/yvwYsOUQVZtJ8YimSrgVaLTArQqOmmjXE8mCRlc4akuBTRBBSWI1uwh5p2WYH4O4gsjaGqbPzGx94cHD4/HWfU/NDT43MJ19zWqgMllAj3rd3C5G5oXBQw+NnfuzD/TXb7vv1W+cHDi5LePlmbtZG5lKtDbaunDfpU9v3fHU7saqEHrBJnN2ovhQIOu1OwUhHC0buHDl2IFvv3HpeK83knRrVM4WzN9BbqwlTCmfE0l7s5AUI854xBkmM4wUOFLRBsVmZW70AyyAqTWi+NPLZ04XzfAussBQI3T+EL7vELKYl9HIkTcC3rr8csEg/y8/Wv4XXJ4fU3mZEZHZmesB5eGv2alpXSXbD0pFEFWPqrlkpvjQ4oPIva9//vo7eBHuHSURrhX7HCUcKl4bNlD2CluaEC3/TPSyXLNu33DdSKMEYEAQOas7WFuV6EyUS39uqMFGKgeK9R6frle9TglMpSsW1a66mjZ2039BJCIVw4xt/AuQJ5DD+wrJkvlk40xEiSSRkrjN26PBhX9hxsLyty26wjH/lVO/xKC30E+s1imIUAgGIy6/kFfB1ZM2U7/cxyE+O4hP1DisNCC3MSbnE9h4crI9Hg8blbLQyTa6h9EYHSpxDiPxufVGlBvy7KewYHoBg36El92c3x9woV/ht3OHATT8lFYdTkuvNwjX/COLH5a8FWHXiMWusHTRaI9fPSBYrQLz4avHiiFMAILVWeG4mmWwXu6SyNxy/sJSrEp1kvmkbBjCeQxSDlgVmS7e2hwK+jxNRitIoZOIVH6URrEQRGxJujFng8qRu7EbFXTNSLRNd1hiznK3Q8z+NNDqw0ql9nFQtzc3Icg/dXqZS7ciu6/Ri9Ww9hEk2Nx21SOzqNOQ2hsrw++MPzu+8ZXpa2+WJiXBGS5b5tc+unb2i7P4HfAJmoAhc+3iHPDgXwL/cEP03qqnmKhOFIFsibvm6G2+pDLML309i7/7d48d+cThlkDfoUvfe/jwS4dbLlaNndty7JN3TdY5qibObTn6B2en6hz0trVvfPlPnt7aefwTi1Nf+srnHt/UfeKVpdG7tzVNffCVT15qg680bLjn5d+/RGQk+cVi8NVaI9uTJgdD7SM0YD4fWDY0EexsjRSyfUk3xlA6MHSab4oCPcrXT4u3acPRx3d/fbcR2za3woGWa3w/qR+papxsK7tncNjXHfzC0hcmDm1oC6n0vzUdPbhzXSKr5QOLaJYXpIbh7X2De3SeWf52Vfvo5CTIe9f1LeArRNq1VEOmNg6JXwGwgsd4OLnupiruy7Q0lQfsKgMQjDXVzMSK7dtC57CcpVcpnaVI39PKC+Gm3nVj0YEX9qxUv9WX7J5u79o1XCMzj93MFDOCbldlXvJEmzKx6uoVFjlQe+Luix841dQ+WK1LEv38zQxk2IfOgn3qqW6qPpNmAYxBxmMhali0CCWOni8FyJ3tbS3pZLiqzG8vQZzIrRstlBxkTtOrDbgSgmYTG06OtvbZm2hWUAO65pRY3CRUtG/tv++kYU8VkiP+GV/j+fn2+zcn7vO1bc18eecrOx+cjTPs2rN7xj32u/dm/9ZeKQuSwNAWm4Q6WrYPVi+/UWreyOCusUhP2puNNM0cNusGD3z9g2DbEYJFechkEbAuhvxOKjzgUUAgpKobxs0z9sH+hrqaZGV5ki1pYeQaFVxuzvSqthlnsEOo7/QHIQVbgJBHu2bae/cMhqt7p2ane6v7zv7hoY59Gzu8mOUsEq/WD+/qGzs9XVOd2TizMVPdduAjC7UzA3V2gfkUb7RefOW++NDW+rrhjoam9tGFzIbHD/Y4K4JeF6uRJF4ZrUyN7WmvX9dR3wine4fvva1Ldfu1XC/8VYjBA2DjKsqf8RBL5oxqhl7cGSmhuqv7oEbX6ICJ9rJ3v10s7m9lL8gWs4FPn5NE5h2C/WTL1dsL2etRTQHWqyqCBjK8BLkqC3UsSWQgiwZmIcuXVKgmpY2AQh3jVhVWZptn35Of3Xvwhd2Vno/nCzuNntfV/lPTkw8eHNWfh9RKKonCIPQ3p1+7c0332ddP06G8VNf+ef7xnXX1C49vpyuKhR9RXwMdvWVwxEDG67JiQlQwKmKLZNwo+rlyF6PzC3ZGbTMXhHCKUD+73aeJ6Cs0kjwOh9fG4T9E+AAjqn6nyy/RgivP+5jv5Hnh1UeZ2/O80LDXv19/l98LsnSRDkVdyGNlSMUCVl9SslK+9mRpAYa6i24l2wopmV8yNlfAbg84rGg7znpoVa/QHWVOK7oTI6vXpVYqLFpAWKEtqt+tAo1HuzGuJAxXd/okzBdnELv6d6tmA7F49RKzRGZjzOxJc2zMzNRxN8wrQZVlfH7pBh1Hwx0RmvRnC05Ip5HZWCAZxqi6RW3HdhWhxK5/YkB2t+5VLfRRR4WC41MpJHKy7nd6vbzAo2zWVejA/wj/u80uQuJQrNmLfWf7Mud60QcskkDzkl0kGHB79ml6b/YqOGblp7k9A7dax/w0Rw2sXsuk95KQkIRrLVYL4Utw169bpeybubVMiYB1RbCb9Xsr5KMv018CrNlJzbxWZsEsQ5o+qQ2bM27IQ3iBgBS32cfOmd1PWla0Nm6cpoyzcJxckk9YcxlLotqZSNhNxG6UoZ4VWNXlznVrbIBxSml1Ky3TvgqbDpglIg/Mn+ia3N/lcqSHFx+e236+0UmXldkADKIXWu4c7VoYaa5SpVB3Q9eZxUmHQ5GIvT8fnOivadt6rL3p4acfOza4rnsXHAcHeHN8vH37HWfvqIlOZOK9J19YMOc/CvO/wh4H3tpHbXm9vUqkiwrww+RUMk16ASZcogSnqYRVZyGTlfb7QQmxRDpWXOAhyNRoV0WLCzsKzZu9rHyr3wbQzmj0X3HWrlt8aHb7hUYdl5dVOGgkI54kPpdEoxlOIUs4a3ee6Foz2xnSufNisKcZ1DClR0Az7TtGWsN2fLH9sacfOdw/1D2vSIrEDuSRW3ZToLO9wR6eHEwHWwbW9lWVTQzW9d3x4sJr4+uaNx87e8ZY436HngK/aKbqMjW36Ja4S7sl1YlQdSicmysuklBXsVnC5ZYyjbI0xYqqKFc0T2WGDq5vrlT2LAzsGUzZeAsY0bNmw476j33UWTd25MkdsZHe1gqe7lMCbqUyVtm+9cSppfiJO0LJkCxbPF6XJ1rheP7SmieffuhgRnaHyrS8XzMB9jCVonqoudeCpX7tB3Oppd57g2+rv963q2Px1M18m8nXYHehduSd22X6toJzvh0yfNu0nWno9ESmxX0A2LnbZKTvgh07d4y2hLTR6VL/fi043pcMNg8OD/pbH3kSzOsI1fmxXmCqh8Y3tG45cfaOukMnM7d/fIHoYhZseRFsmYZsXpNJALKiEEstrnBdY7ZOPNHe2lifjFeURcK5VSqATPnVp5wZ8coOgrkpAI4awOpizwPf/dDtPHfwzp4962oEgScyS50bdqQ3XZhJeJunT3xkfv2RwYrzW6aGj21aoy+dvjQfwz/uPzgWjw5XHDmtu3RZ5HSnk5fcdik+dXYq8/STF29bE+8Zq2sfbJheWlPW0Av5sQXyYzV7mpqh1mQ66hGDE4hmAEdRFL9A8bw6ziLSGgOCi7RCkOr0xMT48No1Xa3NkbgzKZRwEjP2zAnmwX909WJIbocU04ly6wLuckRXIwKwWN5VEffVD9YHZfsPRLCUYLGy//QZrX1yf0+iniPtcJYXOF5WXVrtQF1QfvUBUSTk2CrcH1A7pvZ36+nqSo5j2XbaalNli0W0lPfs7N0l26w6fGSvPTBzZiIis6xVoGUbIBqapsu7d/bRm6w2QdNsVv6RyVPjEdYicWwutw+Djkhu76ImqZOvNVZgnsvHQDVENGl5XaA4jllgEcO4SQff0JKzgIrI1qdMqnApy4IqyfXULS+fy1hJ5k+GkmHSzGdvqkYooe+tFuB3bf37HpyefChms5r7c6TImq19bVsGkqIjajXy3+jeHn8uVa6uDztHWqpULdqVMuJnaGRpXSTsFXWF08hqrqfM46kfaVx8MBydHEzVz5zob3306UeX+ksrRts2qBi1tZOdVWbFQNQYcJWnoF70UrFMuMnsJRsJI9eOc+dpSjoeT63sTpC1s9x6bh5c3FAHANJzPG3HPFBzyPQMOs4KSkVDyEjt6+FwbtX/JsVgcOfJnu7ZNq/AF5tZbYFhX7Al5uo/9dLObAEVl1SCDYH2lnqjEoR7ZhtD/SHiNzBH9C3gKDoVNzh9bjnN4CTauLlwFr/pstlq7Iy+xsiuSre7TEYMqzhhFFBQ9pfFeXy2OA3mW+4KXRD0Cre7wiEIjoqrdXmB6QdLmg6YxD76oSFfJ+GLUYj8CoRpI/rzkjJMcfVPxxOtzakESMwWe2alEt8Y6Hn532RlJwgUsIH8sgtGZSD/W7bU2r3D4VxUCyIPBMShRTuSFdKXcsj/ZvN59z9H7tiYsrKsKJjbyTDCrsapLvobhdmZ/vUY+FcTFc4EEzpDlnKN9p9qaj9XpxLxRMokTBxvQSXMF93gWrkB/ZjkzG5AdSLP2by6w2OzMNkrt93co15B3xY0p0/TPApHPy9qWva5bFrROR5oLcnnGC9nb3Sma/8LXTRRt8XkfMSP/hrmku+RqjftkeYF/crNZXHc+KDcvdmvQ27bSq1/bWLAgPFmZnMSYscu8Bwm6YrBOFfXvUb6Iie5BR5xnLtwDnJWNZA/UKmRs1bEa3RFuN70EG2mrlxBKEYxuw4VJnSMFdoH2+9YnNQ3GLM0QvuYwHYMGAdLAvs1QAAum5HDAP9uP9revanVi+1D24+0925ucfOlwV3Z5h+Z6Tv54s7sUvFgsMc3NLXyYDF83gBwnAp2TtZXTfSlIplNDUbEF/Ia6LODGrhSj4rqtMOQXiCNVy2f2fwZl5kIVqe8udeJGqvNFhr3PrRGPyXwx0pyHs91Da3OeCsU0z9/ooeoA38PJrD8teLsQ93uoelfO/vqvpk8Jnod5ruqb+n+bfqW9OuB9k23PzG7/d7pWHF03tO6uafv4ExP3FEc4dtHn3383PaW9Oy5idFnHzu/DUZ3TbduXhOsGd9/6u5uYzSx/9R5IiML9fsKyJgADLvl9ZagtIKb5MmZViQd+a2/BjfRVjOXkisIN6lOuOPR0kWjWOmqVol1bkJN0iP7H9pcOw6Idc5ErGQ5I2uCW8Nx583CfF6LrEkVaEknFOSQii+2Pvb0o0f69aq0P5vJ24b5iQlvDRs1zJxYC0U32HviBeAkUIVP3nWKYPocnqmhMoDpwyq+mTrcRbCe3719I19ddQXB9IBa0iZ9Kfrob4IpJqrHXy267mCRmA3d1lvhqAHiumU1MOnZPdJUqUxOGLAk+4d5FaA5KMZ19tCGgZqajSeHGx9++vGV/LVr4czZY7GlIyVYBP8r6KOR6r1SDYUhrwyDAeV9w+iv+TNO0yMoqoStgh+85o3Hk8wqHHzL5ObC/4ohu0PB072VztD8/PrSCP0s1L5chIZcmdGNcXuk0sNx9DO06nDZJUEUMscv7bhZYF6Oj3dCbYYcb+Qi+fo7+B9gXkMEYyUQJuufRcGLO5l6e+rSZLeyp5RykqYoUyiHN2wnZHJ9UTKZf2BFmZcqavtr68cafS1T81MtzbsfnklP9tXJAo9ZwPCsVNU63d29pTNgnG7Ycm4kNNCeslrpvRavW3V4HWX1PcFUZ02iY7J74PbpWpsrIAuqVbCTnnggGKhoGoimO9KJ9smezKGJpNXutpL+DnXX9Z/izzKfpAapTaOXLWC0MoplGPYo8GyKWeCQgV+KtMwPKYpl2Iu3OD2XsfX3relsaapJVVVGo3xug6HxusetuFuBzuACnTEIEP4sZgWLxL97hOFrmgPJSrcgWAB8c3x5LKG3TDR5obLSh+8XrYyoWu+vMZaRjFKdelexQCpXbQrw0H90d+rtzaIkirLocmocL4mcG/C2VFZRqeCgVZN9TvkHeQ/4gcvYp/EO/RX6deArA1esiOzny9UgxnRlyMy7CjzdlTto0HOaRrty9Pz1eCq1Ylmw2HhqKfZ0iVpWYT1jadzwX4Oe7zje0b+11QOFyYR0RsUG/lZRHzbidtI4bF8BUQxuDkC6qXIghNvzc1v+y7I1lcHWuAvS2U70TOn6GaLuhbp7HuZcT3q+QZRvR2o5qJROpVJGOxLqKXCEfHfV3MluthqcYLz8rrXzLB3dceLhaU5WnYrdrfDoQwgJslPV3TKLzjO9i1s3prCgenWYD0u/bFH5w//3n/9+rwC1k2Rf+phgZS0ia3y49iOW3fFHb/zVBwxQx/CGvM8C7voQyDtK+sKdNTpdaAsXsOnwUCqVSLE5dFqQupnOG2KV+IUGcclM2A8xdHT70gdGONXhUTSvKkxkP8OQXU1awCHth0kpTtVOJjXDoCWal5yq6lI4NMs07tkxE8IWc4rMjVPEf7XcJEg8bU7XItGF6f475CqvYR3y6T85buzz3/r+/sLk0fXvga3OwNwNxBD2SHR+EbcIyxOJiJFN9cLmreIe2GJPvNBARv/9fzislrmcboWlP5X9Cme1+xzOgEyL6IFvckgJuJwemaNfRCk443U4yxRGQj/IrpM0K0uTPvLp7AMkk5J3sdAX0StwnDFehHoO7SGvRzGiJpt+5oLaeTfIXkf8LOTAKxwNSmBtTY25bdewWEFofYWtGnP2cdF3M3TV+OITe7P/zUp2n2b3KUjMfhhjVnZrukvm0D14cGnbhGmIKieYwc5v+erf//T+7HOchWcYIm8vfUZS2Vz3nrv2b/Nf+stvGOoWQV4bJHyW/gzEhYnOjOUiQ1hjvxPULl+5z5urXGQXII+Ku4fymwRX7DumWbI1nfO4lr+L/sJqxSwPSW75X+0aDbgAgwZlnM4uyHBCECUe/dxuo59iZJvCOSK+5e1kCYnsonfYON2h0awIpQ6/pNgEu2azcnZDxx/GWSbMbAH/6DN69q3VuZVMGsHDL1AY2BymLlA0RfbVLZIPzBygEgLNGGrSFYlGIwYEyXX1iQcxRkF25Fqnxoperodi7DgLhwZ293RPtSdrOlKxtrCDDngr1LLeveu6pjpT6dZ4tDXqwMjvtdmtDFPWsm+yPtLW1xapbB4Iaxar3LxvsiHSlmmLlDcNVisiuBR1/bq5JsCetkdB+5TKYxmBNXLH32QzueMcLovn3ocC3yK94mmqL9MziXgyZ4SBxjEXyD5Qhj6f7xAZ8NroHTsLG0Z1biJZ7Q1VhxJxo2VUKNmFKn5DI5nl3SWU1/TQ/OsiMdS+/67SzvGv6zMPnltjE8WypvE6T0M8wGCaEWTxglbptbGM1fY7T5Z0la237D+n4nR3tN6RHki5GF6gaYETnRoggHKXGLITvRn9V0OfzTl9Wqkbj3PYvosyjhNct44cR79jHJd/QhWuf924vid3n1Dh+PcMu/SYdgmZ1xv11Lh+MHd90FyDRtcYDz74ft6Pg+uNDcXXmmXRWHC10N+QJTzGqna7YtFlc9OdRuX7M0ycPU1toY5QC5kdw0jkQ4hBAUQzdNEzeEqw8MIiJVIWSrQsclYgPAiYJHmBCDLuXI69MPQkog4uLszPbOzt6WivTcdjbqdqEwVqC9oica4kMra1rdgV9p4at84Vnd9V27+vOEX6cpGqv5ztf6+t3M7J/d3OeMjHkqgnjWFB90c8tX21QdmOz5ntsICcbycFFER/xqtee7gAitt/c6P3wanTExEo0xyjClhSVBn0yBvNYuRf1XMy+sCANZntxp6DHej66GUrQKoExVkEljsOuhdYi7DII5a8z8yi/WSHNp4zAhbAJqYm/aOXJfhGA/mGhRMuwGnyKvSFm36VNr5K7IZp8k0FvpksfPM9Pcz2Wz9Me/8Ps//WD/O//4cFfsuHva/nzOX+ZRxb5ybXDw9B0LTV10XDUWdY5Lwr9k++P2pAto/qK6NkxowQssHs5az0vviCW6JxCg+4JXbjTWLCUQyH90sk3A40dEMQGHyLlZi/oU5RV65Ec1zZYphQFHjxKCXwvHDUasE8B1ZBPLWf6BejOfgDLIskJkxMaMaOKIgX39s3MvH8xcLF33AtmMx78sTS4f37du3cOjc1uXawudGgc26Je2907v2btMB9yOv9krkR7OphlgM7JirdFkGgC3Zc3+Qlb3AcyZa/f16I/qUp/4lBTe9CSnuPLPH9Gh/xecfJ/oq8p8pQbYAjv88qxu84dFIz1J7MwjpkEQkqY0SGFS9YwRmwQDZ/CxTPCfwixVEMyzFGYaKhMEmIhnvMwh9jgz1NrQfERk1uGOxva4mGA15NlSWGZ3iONX4FQubcSaQFNeM/Bykt+TViYxvaLd5lwbd4l+X71xbo6Wu/wOcrho5NxrDHaVEsDApxZU5ucLZeV0PtiUR/QxVv5cg790Kic7BqYK7Zlf0Dwg54AOYuIAQ8GTpVh5VmlXf/i1WutjH3XD1P9zfun25jPinwmGGZr7mdid6xKn865NAAvcisogLMctil6q6h5Qu80wXEQGBFRRCcDt0YyoUe/53AK/I9fu3X7oP+yk1Xfhw3XedBKMkM4znAEea9i7+94DXunecoPUU29WHOanPYbHae5j7G23S/Q3dZaJ65TQT1sKC5t0UFTlltFnN9lKI/Q9vh/kFzV5oVET5H3AEehLGKJ+IJc5d1ec6GtYhf+VDsRjQYnnfpNrtkYRY/x0uKLjtcnCh9Hzg4+X0ExcIu386ckXWJw5wofPWrhIiS14PeAiVizAlcdgNMq5wZpz/DZgBZj13xkw3wkJ8qINk4KPLiMEPdZvThyaZ4B2nn+VhUYBFUnkUYF07OZSzhSCJauu+EsAhu1b5/4/V90u8BJci+VG863JaORWLuVDWPGMlpl1UAHrIvaZyAu7ljtTxylFXa2DAbqmuuKXNWRiqdvU0GP+YlgQ3XNSXNgx2diqSAFl3Xf4Z78TOUm0qS3Va5tywWSzrs1dFbddijRdDP4F4p0DB2YKhpQ4tfKm8Y3T+4ZmOD80jjYHqgtkLj2ntqBurKNR69EVm4bWEsHWidaonvvm1+XU1Vx2Rr32B1Zv3EoGu4J9Y9sX4I3Cj78+tv0r9kyft3HcXf+nCM595iHr3ckP/djIv5F5tLf+vjs7HijzFEi3vBnmFlu8tWqejMOVbWXDbVwXMWSFgs9jtZNwe25mWytev/A3VF7oF4nLVUzU4bMRCekFBUJFBV9cShml4QqBAlgAQSJ+DAj4KQogi4OrtO1mKzXtm7oJx67LHP0YfosX2GHvso/Txx0qKqtzar3Xz+Zjx/njERvaJv1CD5NV4uvYm4QRvNQcRLtNL8EHET/JeIW7TRWo94md61JhG/AP814hU6Xr7HrkbrJQy9FgsBN+ig+TbiJVpv2oib4D9G3AL+HvEynba2I35BB61PEa/QY+sHfSamPepQl46ArslQQo4sebwjqsCdATkq5avAGKCC2pCcUI6HqQ9uTBlkXlYa/xraj/im0FyjVboAHoLT9ASdG9jTsDKgqSCmHmxPYbkWnznQWGJhvBY6U+yde+FF1B3aB9pcrA5pRyJQsFBCl+FXwU+wkdBD1L3CKgMbpDUi9IuMBuCNZJH/NZ6RVILpFOshJIFVUofnOc7s2Jgpi5ca0kTyndf3CXudMDW0Uqkbg8+Eu6ZLxBSqY2RfIZU9lv1aNDRN4DPUOZUvx4jmuiy8l1M1iGV+fr/yCPIKURjs9KgCfea9TveIr03irLejis+sK61TlbFFm0/ynPtmnFWe+9pr96jT9trqhR46/cQ3pS4G01JzT01tXXFuxybhxJZTF7ZwMN3Z583wd7jDfZWXGV+oIrHJA9grmxV8Uac+OBpkxnP+u52RdXxqhrlJVM7RI3QsnLK3tUs0h3iflNNcF6l2XGWary8H3DOJLrw+Zq8168lQp6lOOZ+xnGqfOFOG/MRHqitlco9S9Ogczy3d0T29xyQoqe5QarkrpzLryEup4Kzy1Ds/v727f3+mcjN0ZrcXMr+ssIIsDMcYR53LsVNfj+tcuf/g6J8bvJXW9Iv26aJVOtKKFZ4RjIRRsTJAhQzNFi6AoHWEd5+2YUI7H2rcbXeOuapGqq5sZoqKtx677aP2/vZ/CPu5iflUKgk73GepTFA4jAeZ1tGz6fvzNhzLusYkzbXD3TLBOtwzRmYNjRNjCe2puHIq1RPlHtiOZi25GK2xs3UZ6MROSlUYja77Cf9zU5kAeJx82lW0HQUWru1V7h4jWAhxX3OWBk2IQlyJAQECBAgJgeDu7u7uGtzd3d3d3e2cMc7fe35Xf1901w01F2P099S+eFtq6//3P5n3f/9LaaktrWW27JbX8ltRK24lrbSVtTq1Ore6tLq2urVWaXVvrdparbV6q0erZ6tXq3erT6tvq1+rf2tAa2BrUGtwa2hrWKvdoha38lbRKltVq241reGtdVsjW6Nao1tjWmNb41rjWxu3NmlNaE1sTWpNbk1pTW1Na01vzWjNbM1qzW5t2prTmtua15rfWtBa2FrcWtJa2lrWWt7atbVna9/Wfq2Viqpoiq4YiqlYiq04iqt4iq8ESqhESqwkSqpkSiels9JF6ap0U1ZRuiurKqspqytrKGsqPZS1lJ7K2kovpbfSR+mr9FP6KwOUgcogZbAyRBmqDFPaCims5EqhlEql1EqjDFfWUdZV1lPWVzZQNlRGKCOVjZRRymhljDJWGaeMVzZWNlEmKBOVScpkZYoyVZmmTFdmKDOVWcpsZVNljjJXmafMVxYomymbK1soC5Utla2UrZVFyjbKtsp2ymJle2UHZUdlibKTslRZpuysLFd2UXZVVii7Kbsreyh7Knspeyv7KPsq+yn7KwcoByoHKQcrhyiHKocphytHKEcqRylHK8coxyrHKccrJygnKicpJyunKKcqpymnK2coZypnKWcr5yjnKucp5ysXKBcqFykXK5colyqXKZcrVyhXKlcpVyvXKNcq1ynXKzcoNyorlZuUm5VblFuV25TblTuUO5W7lLuVe5R7lfuU+5UHlAeVh5SHlUeUR5XHlMeVJ5QnlaeUp5VnlGeV55TnlReUF5WXlJeVV5RXldeU15U3lDeVt5S3lXeUd5X3lPeVD5QPlY+Uj5VPlE+Vz5TPlS+UL5WvlK+Vb5Rvle+U75UflB+Vn5SflV+UX5XflN+VP5Q/lb+Uv5V/lH+V/9SWqqiqqqm6aqimaqm26qiu6qm+GqihGqmxmqipmqmd1M5qF7Wr2k1dRe2urqqupq6urqGuqfZQ11J7qmurvdTeah+1r9pP7a8OUAeqg9TB6hB1qDpMbaukspqrhVqqlVqrjTpcXUddV11PXV/dQN1QHaGOVDdSR6mj1THqWHWcOl7dWN1EnaBOVCepk9Up6lR1mjpdnaHOVGeps9VN1TnqXHWeOl9doG6mbq5uoS5Ut1S3UrdWF6nbqNuq26mL1e3VHdQd1SXqTupSdZm6s7pc3UXdVV2h7qburu6h7qnupe6t7qPuq+6n7q8eoB6oHqQerB6iHqoeph6uHqEeqR6lHq0eox6rHqcer56gnqiepJ6snqKeqp6mnq6eoZ6pnqWerZ6jnquep56vXqBeqF6kXqxeol6qXqZerl6hXqlepV6tXqNeq16nXq/eoN6orlRvUm9Wb1FvVW9Tb1fvUO9U71LvVu9R71XvU+9XH1AfVB9SH1YfUR9VH1MfV59Qn1SfUp9Wn1GfVZ9Tn1dfUF9UX1JfVl9RX1VfU19X31DfVN9S31bfUd9V31PfVz9QP1Q/Uj9WP1E/VT9TP1e/UL9Uv1K/Vr9Rv1W/U79Xf1B/VH9Sf1Z/UX9Vf1N/V/9Q/1T/Uv9W/1H/Vf/TWpqiqZqm6ZqhmZql2ZqjuZqn+VqghVqkxVqipVqmddI6a120rlo3bRWtu7aqtpq2uraGtqbWQ1tL66mtrfXSemt9tL5aP62/NkAbqA3SBmtDtKHaMK2tkcZarhVaqVVarTXacG0dbV1tPW19bQNtQ22ENlLbSBuljdbGaGO1cdp4bWNtE22CNlGbpE3WpmhTtWnadG2GNlObpc3WNtXmaHO1edp8bYG2mba5toW2UNtS20rbWlukbaNtq22nLda213bQdtSWaDtpS7Vl2s7acm0XbVdthbabtru2h7antpe2t7aPtq+2n7a/doB2oHaQdrB2iHaodph2uHaEdqR2lHa0dox2rHacdrx2gnaidpJ2snaKdqp2mna6doZ2pnaWdrZ2jnaudp52vnaBdqF2kXaxdol2qXaZdrl2hXaldpV2tXaNdq12nXa9doN2o7ZSu0m7WbtFu1W7Tbtdu0O7U7tLu1u7R7tXu0+7X3tAe1B7SHtYe0R7VHtMe1x7QntSe0p7WntGe1Z7Tntee0F7UXtJe1l7RXtVe017XXtDe1N7S3tbe0d7V3tPe1/7QPtQ+0j7WPtE+1T7TPtc+0L7UvtK+1r7RvtW+077XvtB+1H7SftZ+0X7VftN+137Q/tT+0v7W/tH+1f7T2/piq7qmq7rhm7qlm7rju7qnu7rgR7qkR7riZ7qmd5J76x30bvq3fRV9O76qvpq+ur6Gvqaeg99Lb2nvrbeS++t99H76v30/voAfaA+SB+sD9GH6sP0tk4667le6KVe6bXe6MP1dfR19fX09fUN9A31EfpIfSN9lD5aH6OP1cfp4/WN9U30CfpEfZI+WZ+iT9Wn6dP1GfpMfZY+W99Un6PP1efp8/UF+mb65voW+kJ9S30rfWt9kb6Nvq2+nb5Y317fQd9RX6LvpC/Vl+k768v1XfRd9RX6bvru+h76nvpe+t76Pvq++n76/voB+oH6QfrB+iH6ofph+uH6EfqR+lH60fox+rH6cfrx+gn6ifpJ+sn6Kfqp+mn66foZ+pn6WfrZ+jn6ufp5+vn6BfqF+kX6xfol+qX6Zfrl+hX6lfpV+tX6Nfq1+nX69foN+o36Sv0m/Wb9Fv1W/Tb9dv0O/U79Lv1u/R79Xv0+/X79Af1B/SH9Yf0R/VH9Mf1x/Qn9Sf0p/Wn9Gf1Z/Tn9ef0F/UX9Jf1l/RX9Vf01/XX9Df1N/S39bf0d/V39Pf19/QP9Q/0j/WP9E/1T/TP9c/0L/Uv9K/1r/Rv9W/07/Xv9B/1H/Sf9Z/0X/Vf9N/13/Q/9T/0v/W/9H/1f/T+jZSiGamiGbhiGaViGbTiGa3iGbwRGaERGbCRGamRGJ6Oz0cXoanQzVjG6G6saqxmrG2sYaxo9jLWMnsbaRi+jt9HH6Gv0M/obA4yBxiBjsDHEGGoMM9oGGWzkRmGURmXURmMMN9Yx1jXWM9Y3NjA2NEYYI42NjFHGaGOMMdYYZ4w3NjY2MSYYE41JxmRjijHVmGZMN2YYM41ZxmxjU2OOMdeYZ8w3FhibGZsbWxgLjS2NrYytjUXGNsa2xnbGYmN7YwdjR2OJsZOx1Fhm7GwsN3YxdjVWGLsZuxt7GHsaexl7G/sY+xr7GfsbBxgHGgcZBxuHGIcahxmHG0cYRxpHGUcbxxjHGscZxxsnGCcaJxknG6cYpxqnGacbZxhnGmcZZxvnGOca5xnnGxcYFxoXGRcblxiXGpcZlxtXGFcaVxlXG9cY1xrXGdcbNxg3GiuNm4ybjVuMW43bjNuNO4w7jbuMu417jHuN+4z7jQeMB42HjIeNR4xHjceMx40njCeNp4ynjWeMZ43njOeNF4wXjZeMl41XjFeN14zXjTeMN423jLeNd4x3jfeM940PjA+Nj4yPjU+MT43PjM+NL4wvja+Mr41vjG+N74zvjR+MH42fjJ+NX4xfjd+M340/jD+Nv4y/jX+Mf43/zJapmKqpmbppmKZpmbbpmK7pmb4ZmKEZmbGZmKmZmZ3MzmYXs6vZzVzF7G6uaq5mrm6uYa5p9jDXMnuaa5u9zN5mH7Ov2c/sbw4wB5qDzMHmEHOoOcxsm2SymZuFWZqVWZuNOdxcx1zXXM9c39zA3NAcYY40NzJHmaPNMeZYc5w53tzY3MScYE40J5mTzSnmVHOaOd2cYc40Z5mzzU3NOeZcc54531xgbmZubm5hLjS3NLcytzYXmduY25rbmYvN7c0dzB3NJeZO5lJzmbmzudzcxdzVXGHuZu5u7mHuae5l7m3uY+5r7mfubx5gHmgeZB5sHmIeah5mHm4eYR5pHmUebR5jHmseZx5vnmCeaJ5knmyeYp5qnmaebp5hnmmeZZ5tnmOea55nnm9eYF5oXmRebF5iXmpeZl5uXmFeaV5lXm1eY15rXmdeb95g3miuNG8ybzZvMW81bzNvN+8w7zTvMu827zHvNe8z7zcfMB80HzIfNh8xHzUfMx83nzCfNJ8ynzafMZ81nzOfN18wXzRfMl82XzFfNV8zXzffMN803zLfNt8x3zXfM983PzA/ND8yPzY/MT81PzM/N78wvzS/Mr82vzG/Nb8zvzd/MH80fzJ/Nn8xfzV/M383/zD/NP8y/zb/Mf81/7NalmKplmbplmGZlmXZlmO5lmf5VmCFVmTFVmKlVmZ1sjpbXayuVjdrFau7taq1mrW6tYa1ptXDWsvqaa1t9bJ6W32svlY/q781wBpoDbIGW0OsodYwq22RxVZuFVZpVVZtNdZwax1rXWs9a31rA2tDa4Q10trIGmWNtsZYY61x1nhrY2sTa4I10ZpkTbamWFOtadZ0a4Y105plzbY2teZYc6151nxrgbWZtbm1hbXQ2tLaytraWmRtY21rbWcttra3drB2tJZYO1lLrWXWztZyaxdrV2uFtZu1u7WHtae1l7W3tY+1r7Wftb91gHWgdZB1sHWIdah1mHW4dYR1pHWUdbR1jHWsdZx1vHWCdaJ1knWydYp1qnWadbp1hnWmdZZ1tnWOda51nnW+dYF1oXWRdbF1iXWpdZl1uXWFdaV1lXW1dY11rXWddb11g3WjtdK6ybrZusW61brNut26w7rTusu627rHute6z7rfesB60HrIeth6xHrUesx63HrCetJ6ynraesZ61nrOet56wXrResl62XrFetV6zXrdesN603rLett6x3rXes963/rA+tD6yPrY+sT61PrM+tz6wvrS+sr62vrG+tb6zvre+sH60frJ+tn6xfrV+s363frD+tP6y/rb+sf61/rPbtmKrdqarduGbdqWbduO7dqe7duBHdqRHduJndqZ3cnubHexu9rd7FXs7vaq9mr26vYa9pp2D3stu6e9tt3L7m33sfva/ez+9gB7oD3IHmwPsYfaw+y2TTbbuV3YpV3Ztd3Yw+117HXt9ez17Q3sDe0R9kh7I3uUPdoeY4+1x9nj7Y3tTewJ9kR7kj3ZnmJPtafZ0+0Z9kx7lj3b3tSeY8+159nz7QX2Zvbm9hb2QntLeyt7a3uRvY29rb2dvdje3t7B3tFeYu9kL7WX2Tvby+1d7F3tFfZu9u72Hvae9l723vY+9r72fvb+9gH2gfZB9sH2Ifah9mH24fYR9pH2UfbR9jH2sfZx9vH2CfaJ9kn2yfYp9qn2afbp9hn2mfZZ9tn2Ofa59nn2+fYF9oX2RfbF9iX2pfZl9uX2FfaV9lX21fY19rX2dfb19g32jfZK+yb7ZvsW+1b7Nvt2+w77Tvsu+277Hvte+z77fvsB+0H7Ifth+xH7Ufsx+3H7CftJ+yn7afsZ+1n7Oft5+wX7Rfsl+2X7FftV+zX7dfsN+037Lftt+x37Xfs9+337A/tD+yP7Y/sT+1P7M/tz+wv7S/sr+2v7G/tb+zv7e/sH+0f7J/tn+xf7V/s3+3f7D/tP+y/7b/sf+1/7P6flKI7qaI7uGI7pWI7tOI7reI7vBE7oRE7sJE7qZE4np7PTxenqdHNWcbo7qzqrOas7azhrOj2ctZyeztpOL6e308fp6/Rz+jsDnIHOIGewM8QZ6gxz2g457ORO4ZRO5dRO4wx31nHWddZz1nc2cDZ0RjgjnY2cUc5oZ4wz1hnnjHc2djZxJjgTnUnOZGeKM9WZ5kx3ZjgznVnObGdTZ44z15nnzHcWOJs5mztbOAudLZ2tnK2dRc42zrbOds5iZ3tnB2dHZ4mzk7PUWebs7Cx3dnF2dVY4uzm7O3s4ezp7OXs7+zj7Ovs5+zsHOAc6BzkHO4c4hzqHOYc7RzhHOkc5RzvHOMc6xznHOyc4JzonOSc7pzinOqc5pztnOGc6ZzlnO+c45zrnOec7FzgXOhc5FzuXOJc6lzmXO1c4VzpXOVc71zjXOtc51zs3ODc6K52bnJudW5xbnduc2507nDudu5y7nXuce537nPudB5wHnYech51HnEedx5zHnSecJ52nnKedZ5xnneec550XnBedl5yXnVecV53XnNedN5w3nbect513nHed95z3nQ+cD52PnI+dT5xPnc+cz50vnC+dr5yvnW+cb53vnO+dH5wfnZ+cn51fnF+d35zfnT+cP52/nL+df5x/nf/clqu4qqu5umu4pmu5tuu4ruu5vhu4oRu5sZu4qZu5ndzObhe3q9vNXcXt7q7qruau7q7hrun2cNdye7pru73c3m4ft6/bz+3vDnAHuoPcwe4Qd6g7zG275LKbu4VbupVbu4073F3HXdddz13f3cDd0B3hjnQ3cke5o90x7lh3nDve3djdxJ3gTnQnuZPdKe5Ud5o73Z3hznRnubPdTd057lx3njvfXeBu5m7ubuEudLd0t3K3dhe527jbutu5i93t3R3cHd0l7k7uUneZu7O73N3F3dVd4e7m7u7u4e7p7uXu7e7j7uvu5+7vHuAe6B7kHuwe4h7qHuYe7h7hHuke5R7tHuMe6x7nHu+e4J7onuSe7J7inuqe5p7unuGe6Z7lnu2e457rnuee717gXuhe5F7sXuJe6l7mXu5e4V7pXuVe7V7jXute517v3uDe6K50b3Jvdm9xb3Vvc29373DvdO9y73bvce9173Pvdx9wH3Qfch92H3EfdR9zH3efcJ90n3Kfdp9xn3Wfc593X3BfdF9yX3ZfcV91X3Nfd99w33Tfct9233Hfdd9z33c/cD90P3I/dj9xP3U/cz93v3C/dL9yv3a/cb91v3O/d39wf3R/cn92f3F/dX9zf3f/cP90/3L/dv9x/3X/81qe4qme5ume4Zme5dme47me5/le4IVe5MVe4qVe5nXyOntdvK5eN28Vr7u3qreat7q3hrem18Nby+vpre318np7fby+Xj+vvzfAG+gN8gZ7Q7yh3jCv7ZHHXu4VXulVXu013nBvHW9dbz1vfW8Db0NvhDfS28gb5Y32xnhjvXHeeG9jbxNvgjfRm+RN9qZ4U71p3nRvhjfTm+XN9jb15nhzvXnefG+Bt5m3ubeFt9Db0tvK29pb5G3jbett5y32tvd28Hb0lng7eUu9Zd7O3nJvF29Xb4W3m7e7t4e3p7eXt7e3j7evt5+3v3eAd6B3kHewd4h3qHeYd7h3hHekd5R3tHeMd6x3nHe8d4J3oneSd7J3ineqd5p3uneGd6Z3lne2d453rneed753gXehd5F3sXeJd6l3mXe5d4V3pXeVd7V3jXetd513vXeDd6O30rvJu9m7xbvVu8273bvDu9O7y7vbu8e717vPu997wHvQe8h72HvEe9R7zHvce8J70nvKe9p7xnvWe8573nvBe9F7yXvZe8V71XvNe917w3vTe8t723vHe9d7z3vf+8D70PvI+9j7xPvU+8z73PvC+9L7yvva+8b71vvO+977wfvR+8n72fvF+9X7zfvd+8P70/vL+9v7x/vX+89v+Yqv+pqv+4Zv+pZv+47v+p7v+4Ef+pEf+4mf+pnfye/sd/G7+t38Vfzu/qr+av7q/hr+mn4Pfy2/p7+238vv7ffx+/r9/P7+AH+gP8gf7A/xh/rD/LZPPvu5X/ilX/m13/jD/XX8df31/PX9DfwN/RH+SH8jf5Q/2h/jj/XH+eP9jf1N/An+RH+SP9mf4k/1p/nT/Rn+TH+WP9vf1J/jz/Xn+fP9Bf5m/ub+Fv5Cf0t/K39rf5G/jb+tv52/2N/e38Hf0V/i7+Qv9Zf5O/vL/V38Xf0V/m7+7v4e/p7+Xv7e/j7+vv5+/v7+Af6B/kH+wf4h/qH+Yf7h/hH+kf5R/tH+Mf6x/nH+8f4J/on+Sf7J/in+qf5p/un+Gf6Z/ln+2f45/rn+ef75/gX+hf5F/sX+Jf6l/mX+5f4V/pX+Vf7V/jX+tf51/vX+Df6N/kr/Jv9m/xb/Vv82/3b/Dv9O/y7/bv8e/17/Pv9+/wH/Qf8h/2H/Ef9R/zH/cf8J/0n/Kf9p/xn/Wf85/3n/Bf9F/yX/Zf8V/1X/Nf91/w3/Tf8t/23/Hf9d/z3/ff8D/0P/I/9j/xP/U/8z/3P/C/9L/yv/a/8b/1v/O/97/wf/R/8n/2f/F/9X/zf/d/8P/0//L/9v/x//X/+/oBUogRpogR4YgRlYgR04gRt4gR8EQRhEQRwkQRpkQaegc9Al6Bp0C1YJugerBqsFqwdrBGsGPYK1gp7B2kGvoHfQJ+gb9Av6BwOCgcGgYHAwJBgaDAvaAQUc5EERlEEV1EETDA/WCdYN1gvWDzYINgxGBCODjYJRwehgTDA2GBeMDzYONgkmBBODScHkYEowNZgWTA9mBDODWcHsYNNgTjA3mBfMDxYEmwWbB1sEC4Mtg62CrYNFwTbBtsF2weJg+2CHYMdgSbBTsDRYFuwcLA92CXYNVgS7BbsHewR7BnsFewf7BPsG+wX7BwcEBwYHBQcHhwSHBocFhwdHBEcGRwVHB8cExwbHBccHJwQnBicFJwenBKcGpwWnB2cEZwZnBWcH5wTnBucF5wcXBBcGFwUXB5cElwaXBZcHVwRXBlcFVwfXBNcG1wXXBzcENwYrg5uCm4NbgluD24LbgzuCO4O7gruDe4J7g/uC+4MHggeDh4KHg0eCR4PHgseDJ4Ing6eCp4NngmeD54LngxeCF4OXgpeDV4JXg9eC14M3gjeDt4K3g3eCd4P3gveDD4IPg4+Cj4NPgk+Dz4LPgy+CL4Ovgq+Db4Jvg++C74Mfgh+Dn4Kfg1+CX4Pfgt+DP4I/g7+Cv4N/gn+D/8JWqIRqqIV6aIRmaIV26IRu6IV+GIRhGIVxmIRpmIWdws5hl7Br2C1cJewerhquFq4erhGuGfYI1wp7hmuHvcLeYZ+wb9gv7B8OCAeGg8LB4ZBwaDgsbIcUcpiHRViGVViHTTg8XCdcN1wvXD/cINwwHBGODDcKR4WjwzHh2HBcOD7cONwknBBODCeFk8Mp4dRwWjg9nBHODGeFs8NNwznh3HBeOD9cEG4Wbh5uES4Mtwy3CrcOF4XbhNuG24WLw+3DHcIdwyXhTuHScFm4c7g83CXcNVwR7hbuHu4R7hnuFe4d7hPuG+4X7h8eEB4YHhQeHB4SHhoeFh4eHhEeGR4VHh0eEx4bHhceH54QnhieFJ4cnhKeGp4Wnh6eEZ4ZnhWeHZ4TnhueF54fXhBeGF4UXhxeEl4aXhZeHl4RXhleFV4dXhNeG14XXh/eEN4YrgxvCm8ObwlvDW8Lbw/vCO8M7wrvDu8J7w3vC+8PHwgfDB8KHw4fCR8NHwsfD58InwyfCp8OnwmfDZ8Lnw9fCF8MXwpfDl8JXw1fC18P3wjfDN8K3w7fCd8N3wvfDz8IPww/Cj8OPwk/DT8LPw+/CL8Mvwq/Dr8Jvw2/C78Pfwh/DH8Kfw5/CX8Nfwt/D/8I/wz/Cv8O/wn/Df+LWpESqZEW6ZERmZEV2ZETuZEX+VEQhVEUxVESpVEWdYo6R12irlG3aJWoe7RqtFq0erRGtGbUI1or6hmtHfWKekd9or5Rv6h/NCAaGA2KBkdDoqHRsKgdUcRRHhVRGVVRHTXR8GidaN1ovWj9aINow2hENDLaKBoVjY7GRGOjcdH4aONok2hCNDGaFE2OpkRTo2nR9GhGNDOaFc2ONo3mRHOjedH8aEG0WbR5tEW0MNoy2iraOloUbRNtG20XLY62j3aIdoyWRDtFS6Nl0c7R8miXaNdoRbRbtHu0R7RntFe0d7RPtG+0X7R/dEB0YHRQdHB0SHRodFh0eHREdGR0VHR0dEx0bHRcdHx0QnRidFJ0cnRKdGp0WnR6dEZ0ZnRWdHZ0TnRudF50fnRBdGF0UXRxdEl0aXRZdHl0RXRldFV0dXRNdG10XXR9dEN0Y7Qyuim6ObolujW6Lbo9uiO6M7oruju6J7o3ui+6P3ogejB6KHo4eiR6NHosejx6Inoyeip6OnomejZ6Lno+eiF6MXopejl6JXo1ei16PXojejN6K3o7eid6N3ovej/6IPow+ij6OPok+jT6LPo8+iL6Mvoq+jr6Jvo2+i76Pvoh+jH6Kfo5+iX6Nfot+j36I/oz+iv6O/on+jf6L27FSqzGWqzHRmzGVmzHTuzGXuzHQRzGURzHSZzGWdwp7hx3ibvG3eJV4u7xqvFq8erxGvGacY94rbhnvHbcK+4d94n7xv3i/vGAeGA8KB4cD4mHxsPidkwxx3lcxGVcxXXcxMPjdeJ14/Xi9eMN4g3jEfHIeKN4VDw6HhOPjcfF4+ON403iCfHEeFI8OZ4ST42nxdPjGfHMeFY8O940nhPPjefF8+MF8Wbx5vEW8cJ4y3ireOt4UbxNvG28Xbw43j7eId4xXhLvFC+Nl8U7x8vjXeJd4xXxbvHu8R7xnvFe8d7xPvG+8X7x/vEB8YHxQfHB8SHxofFh8eHxEfGR8VHx0fEx8bHxcfHx8QnxifFJ8cnxKfGp8Wnx6fEZ8ZnxWfHZ8TnxufF58fnxBfGF8UXxxfEl8aXxZfHl8RXxlfFV8dXxNfG18XXx9fEN8Y3xyvim+Ob4lvjW+Lb49viO+M74rvju+J743vi++P74gfjB+KH44fiR+NH4sfjx+In4yfip+On4mfjZ+Ln4+fiF+MX4pfjl+JX41fi1+PX4jfjN+K347fid+N34vfj9+IP4w/ij+OP4k/jT+LP48/iL+Mv4q/jr+Jv42/i7+Pv4h/jH+Kf45/iX+Nf4t/j3+I/4z/iv+O/4n/jf+L+klSiJmmiJnhiJmViJnTiJm3iJnwRJmERJnCRJmmRJp6Rz0iXpmnRLVkm6J6smqyWrJ2skayY9krWSnsnaSa+kd9In6Zv0S/onA5KByaBkcDIkGZoMS9oJJZzkSZGUSZXUSZMMT9ZJ1k3WS9ZPNkg2TEYkI5ONklHJ6GRMMjYZl4xPNk42SSYkE5NJyeRkSjI1mZZMT2YkM5NZyexk02ROMjeZl8xPFiSbJZsnWyQLky2TrZKtk0XJNsm2yXbJ4mT7ZIdkx2RJslOyNFmW7JwsT3ZJdk1WJLsluyd7JHsmeyV7J/sk+yb7JfsnByQHJgclByeHJIcmhyWHJ0ckRyZHJUcnxyTHJsclxycnJCcmJyUnJ6ckpyanJacnZyRnJmclZyfnJOcm5yXnJxckFyYXJRcnlySXJpcllydXJFcmVyVXJ9ck1ybXJdcnNyQ3JiuTm5Kbk1uSW5PbktuTO5I7k7uSu5N7knuT+5L7kweSB5OHkoeTR5JHk8eSx5MnkieTp5Knk2eSZ5PnkueTF5IXk5eSl5NXkleT15LXkzeSN5O3kreTd5J3k/eS95MPkg+Tj5KPk0+ST5PPks+TL5Ivk6+Sr5Nvkm+T75Lvkx+SH5Ofkp+TX5Jfk9+S35M/kj+Tv5K/k3+Sf5P/0laqpGqqpXpqpGZqpXbqpG7qpX4apGEapXGapGmapZ3SzmmXtGvaLV0l7Z6umq6Wrp6uka6Z9kjXSnuma6e90t5pn7Rv2i/tnw5IB6aD0sHpkHRoOixtp5RymqdFWqZVWqdNOjxdJ103XS9dP90g3TAdkY5MN0pHpaPTMenYdFw6Pt043SSdkE5MJ6WT0ynp1HRaOj2dkc5MZ6Wz003TOencdF46P12QbpZunm6RLky3TLdKt04Xpduk26bbpYvT7dMd0h3TJelO6dJ0WbpzujzdJd01XZHulu6e7pHume6V7p3uk+6b7pfunx6QHpgelB6cHpIemh6WHp4ekR6ZHpUenR6THpselx6fnpCemJ6Unpyekp6anpaenp6RnpmelZ6dnpOem56Xnp9ekF6YXpRenF6SXppell6eXpFemV6VXp1ek16bXpden96Q3piuTG9Kb05vSW9Nb0tvT+9I70zvSu9O70nvTe9L708fSB9MH0ofTh9JH00fSx9Pn0ifTJ9Kn06fSZ9Nn0ufT19IX0xfSl9OX0lfTV9LX0/fSN9M30rfTt9J303fS99PP0g/TD9KP04/ST9NP0s/T79Iv0y/Sr9Ov0m/Tb9Lv09/SH9Mf0p/Tn9Jf01/S39P/0j/TP9K/07/Sf9N/8tamZKpmZbpmZGZmZXZmZO5mZf5WZCFWZTFWZKlWZZ1yjpnXbKuWbdslax7tmq2WrZ6tka2ZtYjWyvrma2d9cp6Z32yvlm/rH82IBuYDcoGZ0OyodmwrJ1RxlmeFVmZVVmdNdnwbJ1s3Wy9bP1sg2zDbEQ2MtsoG5WNzsZkY7Nx2fhs42yTbEI2MZuUTc6mZFOzadn0bEY2M5uVzc42zeZkc7N52fxsQbZZtnm2RbYw2zLbKts6W5Rtk22bbZctzrbPdsh2zJZkO2VLs2XZztnybJds12xFtlu2e7ZHtme2V7Z3tk+2b7Zftn92QHZgdlB2cHZIdmh2WHZ4dkR2ZHZUdnR2THZsdlx2fHZCdmJ2UnZydkp2anZadnp2RnZmdlZ2dnZOdm52XnZ+dkF2YXZRdnF2SXZpdll2eXZFdmV2VXZ1dk12bXZddn12Q3ZjtjK7Kbs5uyW71Vqx0+LRFY3+f//bjPl//zuisSctXLJo4qIhw/730P7fA/3vofjfQ/m/h+p/D/X/Hhrnf//4sI6ndscTdTxxx1Pe8VR0PJUdTx3vo473Ucf7qON91PE+6ngLdbyFqo6njvdxx/u4433c8T7ueB93/D7ueDN3vJk73px3vC/veF/e8b684315x1vyjrfkdcdTx+8rOt5XdLyv6Hhf0fG+ouP3FR1vLjreXHT8vqLjzWXHm8uON5cd7ys73ld2vK/seF/Z8b6q4y1Vx1uqjt9Xdbyv6nhf1fGWSt7S8W9edfy+uuPNdceb64431x1vrjveXHf80rrjRt3x5qbjLU3HW5qOtzQd/2zT8c82Hb+vkbc0bsf/s9vySPLI8ljIYymPlTzW8ijvbQ+TRznRlhNtOdHO5VHe25b3tuW9JO8leS/Jy0heRvLTSX46yQmSEyQnWE6wnGD56SzXWK6xXGO5xnKN5RrLtVyu5XItl2u5XMvlWi7XcrmWy7VcruVyrZBrhVwr5Foh1wq5Vsi1Qq4Vcq2Qa4VcK+VaKddKuVbKtVKulXKtlGulXCvlWinXKrlWybVKrlVyrZJrlVyr5Fol1yq5Vsm1Wq7Vcq2Wa7Vcq+VaLddquVbLtVqu1XKtkWuNXGvkWiPXGrnWyLVGrjVyrZFrggINGyaPbXkkeWR5zOWxkMdSHit5rOVRrgkVJFSQUEFCBQkV1JZrbbkmgJAAQgIICSAkgBDJNbGExBISS0gsIbGExBISS0gsIbGExBISS0gsIbGExBISS0gsIbGExBISS0gsIbGExBISS0gsIbGExBISS0gsIbGExBISS0gsIbGExBISS0gAIVGDhAoSKkioIKGChAoSKkioIKGCBAUSFEhQIEGBRAISCUgkIJGAZP4k8yeZP8nmSdZNsm6SdZOsm2TdJOumBl4mP1ImzTJplkmz7Jhlxyw7Ztkxy45ZdsyyY5Yds+yYZccsO2bZMcuOWXbMsmOWHbPsmGXHLDtm2THLjll2zLJjlh2z7Jhlxyw7Ztkxy45ZdsyyY5Yds+yYZbws42UZL8t4WcbLMl6W8bKMl2W8LItlWSzLTFm2ybJNlm2ybJNlmyzb5ALeKz9dvvMsH3eWxbLMlGWmLNtk2SbLNlk+4yyfcZZtsmyT5YPNMlOWmbLMlOUrzbJNlu8xyzZZvscs32OWxbIslmWxLDNl2SbLNlm2mcsgc/nG5rLNXLaZyzZz2WYu28xlm7lsM5dB5jLIXAaZyyBzWWEuK8xlhbmsMJcV5rLCXFaYywpzWWEu08tlerlML5fp5TK9XKaXy/RymV4u08tlerl8QnOZXi57y2Vvuewtl73lsrdc9pbLxzKX6eWyt1w+i7lML5fp5TKyvIA3yI+UkeXyLcxlZLmMLJfPYi57y2VvuXwWc5leLtPLZXq5TC+X6eXysczlY5nLIHMZZC6DzGWQuQwyl0Hm8t3MZZu5fEJzmWkun9BcFpvLYnNZbC6LzWWxuSw2l8Xm8o3NZby5fGNz+Qs6l0nnMulcJl3I57aQdRey7kLWXci6C1l3IesuZN2FrLuQdRfy5S1k6IUMvZChFzL0Qr68hWy+kM0XsvlCNl/I5gvZfCGbL2TzhWy+kC9vIfMvZP6FzL+Q+Rcy/0LmX8j8C5l/IfMvZP6FzL+Qj3AhEhTyES4EhUJQKASFQlAoBIVCUCgEhUJQKOR7XMhf0IVQUQgVhVBRCBWFfKUL+UoXAkghgBQCSCGAFPKVLsSSQiwpxJJCLCnEkkIsKcSSQiwpxJJCLCnEkkIsKcSSQiwpxJJCLCnEkkIsKcSSQiwpxJJCLCnEkkIsKcSSQiwpxJJCLCnEkkIsKcSSQiwpxJJCLCnEkkIsKcSSQiwpxJJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSUiwpxZJSLCnFklIsKcWSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEkkosqcSSSiypxJJKLKnEklosqcWSWiypxZJaLKnFklosqcWSWiypxZJaLKnFklosqcWSWiypxZJaLKnFklosqcWSWiypxZJaLKnFklosqcWSWiypxZJaLKnFklosqcWSWiypxZJaLKnFklosqcWSWiypxZJaLKnFklosqcWSWiypBZBaAKkFkFoAqQWQWgCpBZBa1KjFh1p8qMWHWnyoxYdafKjFh1p8qMWHWnyoxYdafKjFh1p8qMWHWnyoxYdafKjFh1pQqAWFWlCoBYVaUKhFglrmX8v8a5l/LfOvZf61bL6Wzdey+VrWXcu6a1l3LetuZN2NrLuRdTey7kbW3ci6G1l3I+tuZN2NrLuRdTey7kbW3ci6G1l3I+tuZN2NTLqRSTcy6UYm3cikG5l0I5NuZNKNTLqRSTcy6UYm3cikG5l0I5NuZNKNTLqRSTcy6UYm3cikG5l0I5NuZNKNTLqRSTcy6Ub+PGhk3Y2su5F1N7LuRtbdyKQb+ZugkXU38jdBI38TNLL5RjbfyOYb2Xwjm29k841svpHNN7L5RjbfyOYb2Xwjm29k841svpHNN7L5RjbfyOYb+Zugkfk3Mv9G5t/I/BuZfyN/EzQiQSN/EzSCQiMoNIJCIyg0gkIjfxM04kMjPjTiQyN/EzTyN0EjajSiRiNqNE3j/X+P7WHDhsFzG54Jnlme2zk8F/BcwnMFzzU8w12CuwR3Ce4S3CW4S3CX4C7BXYK7BHcZ7jLcZbjLcJfhLsNdhrsMdxnuMtzN4W4Od3O4m8PdHO7mcDeHuznczeFuDncLuFvA3QLuFnC3gLsF3C3gbgF3C7hbwN0S7pZwt4S7Jdwt4W4Jd0u4W8LdEu6WcLeCuxXcreBuBXcruFvB3QruVnC3grsV3K3hbg23arhVw60abtVwq4ZbNdxq4P0N/Hs1cKuBWw3cauBWA7cauNXgLfn3aoMPbfChDT60wYf/+38+eC7guYTnCp5reIa7bbjbhrttuNuGu+BSG1xqg0ttcKkNLrXBpTa41AaX2uBSG1xqg0ttcKkNLrXBpTa41AaX2uBSG1xqg0ttcKkNLrXBpTa41AaX2uBSG1xqg0ttcKkNLrXBpTa41AaX2uBSG1xqg0ttcKkNLrXBpTa41AaX2uBSG1xqg0ttcKkNLrXBpTa41AaX2uBSG1xqg0ttcKkNLrXBpTa41AaX2uBSG1xqg0ttcKkNLrXBpTa41AaX2uBSG1xqg0vtGu6CUW0wqg1GtcGoNhjVBqPaYFS7hrvgVRu8aoNXbfCqDV61was2eNUGr9rgVRu8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8YvCKwSsGrxi8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAK+jJCXpygp6coCcn6Mn/73MOzwU8l/BcwXMNz3C3DXfbcLcNd9twtw1323C3DXfbcLcNd9twl+AuwV2CuwR3Ce4S3CW4S3CX4C7BXYa7DHcZ7jLcZbjLcJfhLsNdhrsMd3O4m8PdHO7mcDeHuznczeFuDndzuJvD3QLuFnC3gLsF3C3gbgF3C7hbwN0C7hZwt4S7Jdwt4W4Jd0u4W8LdEu6WcLeEuyXcreBuBXcruFvB3QruVnC3grsV3K3gbgV3a7hbw90a7tZwt4a7Ndyt4W4Nd2u4W8PdBu42cLeBuw3cbeBuA3cbuNvA3QbuglfQtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07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.m92c{transform:matrix(0.377430,0.000000,0.000000,0.375000,0,0);-ms-transform:matrix(0.377430,0.000000,0.000000,0.375000,0,0);-webkit-transform:matrix(0.377430,0.000000,0.000000,0.375000,0,0);}
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.m91d{transform:matrix(0.377822,0.000000,0.000000,0.375000,0,0);-ms-transform:matrix(0.377822,0.000000,0.000000,0.375000,0,0);-webkit-transform:matrix(0.377822,0.000000,0.000000,0.375000,0,0);}
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"px"},view_position:function(){var a=this.page,b=a.parentNode;return[b.scrollLeft-a.offsetLeft-a.clientLeft,b.scrollTop-a.offsetTop-a.clientTop]},height:function(){return this.page.clientHeight},width:function(){return this.page.clientWidth}};function Viewer(a){this.config=clone_and_extend_objs(DEFAULT_CONFIG,0<arguments.length?a:{});this.pages_loading=[];this.init_before_loading_content();var b=this;document.addEventListener("DOMContentLoaded",function(){b.init_after_loading_content()},!1)}
Viewer.prototype={scale:1,cur_page_idx:0,first_page_idx:0,init_before_loading_content:function(){this.pre_hide_pages()},initialize_radio_button:function(){for(var a=document.getElementsByClassName(CSS_CLASS_NAMES.input_radio),b=0;b<a.length;b++)a[b].addEventListener("click",function(){this.classList.toggle("checked")})},init_after_loading_content:function(){this.sidebar=document.getElementById(this.config.sidebar_id);this.outline=document.getElementById(this.config.outline_id);this.container=document.getElementById(this.config.container_id);
this.loading_indicator=document.getElementsByClassName(this.config.loading_indicator_cls)[0];for(var a=!0,b=this.outline.childNodes,c=0,e=b.length;c<e;++c)if("ul"===b[c].nodeName.toLowerCase()){a=!1;break}a||this.sidebar.classList.add("opened");this.find_pages();if(0!=this.pages.length){disable_dragstart(document.getElementsByClassName(CSS_CLASS_NAMES.background_image));this.config.key_handler&&this.register_key_handler();var h=this;this.config.hashchange_handler&&window.addEventListener("hashchange",
function(a){h.navigate_to_dest(document.location.hash.substring(1))},!1);this.config.view_history_handler&&window.addEventListener("popstate",function(a){a.state&&h.navigate_to_dest(a.state)},!1);this.container.addEventListener("scroll",function(){h.update_page_idx();h.schedule_render(!0)},!1);[this.outline].concat(Array.from(this.container.querySelectorAll("a.l"))).forEach(function(a){a.addEventListener("click",h.link_handler.bind(h),!1)});this.initialize_radio_button();this.render()}},find_pages:function(){for(var a=
[],b={},c=this.container.childNodes,e=0,h=c.length;e<h;++e){var d=c[e];d.nodeType===Node.ELEMENT_NODE&&d.classList.contains(CSS_CLASS_NAMES.page_frame)&&(d=new Page(d),a.push(d),b[d.num]=a.length-1)}this.pages=a;this.page_map=b},load_page:function(a,b,c){var e=this.pages;if(!(a>=e.length||(e=e[a],e.loaded||this.pages_loading[a]))){var e=e.page,h=e.getAttribute("data-page-url");if(h){this.pages_loading[a]=!0;var d=e.getElementsByClassName(this.config.loading_indicator_cls)[0];"undefined"===typeof d&&
(d=this.loading_indicator.cloneNode(!0),d.classList.add("active"),e.appendChild(d));var f=this,g=new XMLHttpRequest;g.open("GET",h,!0);g.onload=function(){if(200===g.status||0===g.status){var b=document.createElement("div");b.innerHTML=g.responseText;for(var d=null,b=b.childNodes,e=0,h=b.length;e<h;++e){var p=b[e];if(p.nodeType===Node.ELEMENT_NODE&&p.classList.contains(CSS_CLASS_NAMES.page_frame)){d=p;break}}b=f.pages[a];f.container.replaceChild(d,b.page);b=new Page(d);f.pages[a]=b;b.hide();b.rescale(f.scale);
disable_dragstart(d.getElementsByClassName(CSS_CLASS_NAMES.background_image));f.schedule_render(!1);c&&c(b)}delete f.pages_loading[a]};g.send(null)}void 0===b&&(b=this.config.preload_pages);0<--b&&(f=this,setTimeout(function(){f.load_page(a+1,b)},0))}},pre_hide_pages:function(){var a="@media screen{."+CSS_CLASS_NAMES.page_content_box+"{display:none;}}",b=document.createElement("style");b.styleSheet?b.styleSheet.cssText=a:b.appendChild(document.createTextNode(a));document.head.appendChild(b)},render:function(){for(var a=
this.container,b=a.scrollTop,c=a.clientHeight,a=b-c,b=b+c+c,c=this.pages,e=0,h=c.length;e<h;++e){var d=c[e],f=d.page,g=f.offsetTop+f.clientTop,f=g+f.clientHeight;g<=b&&f>=a?d.loaded?d.show():this.load_page(e):d.hide()}},update_page_idx:function(){var a=this.pages,b=a.length;if(!(2>b)){for(var c=this.container,e=c.scrollTop,c=e+c.clientHeight,h=-1,d=b,f=d-h;1<f;){var g=h+Math.floor(f/2),f=a[g].page;f.offsetTop+f.clientTop+f.clientHeight>=e?d=g:h=g;f=d-h}this.first_page_idx=d;for(var g=h=this.cur_page_idx,
k=0;d<b;++d){var f=a[d].page,l=f.offsetTop+f.clientTop,f=f.clientHeight;if(l>c)break;f=(Math.min(c,l+f)-Math.max(e,l))/f;if(d===h&&Math.abs(f-1)<=EPS){g=h;break}f>k&&(k=f,g=d)}this.cur_page_idx=g}},schedule_render:function(a){if(void 0!==this.render_timer){if(!a)return;clearTimeout(this.render_timer)}var b=this;this.render_timer=setTimeout(function(){delete b.render_timer;b.render()},this.config.render_timeout)},register_key_handler:function(){var a=this;window.addEventListener("DOMMouseScroll",function(b){if(b.ctrlKey){b.preventDefault();
var c=a.container,e=c.getBoundingClientRect(),c=[b.clientX-e.left-c.clientLeft,b.clientY-e.top-c.clientTop];a.rescale(Math.pow(a.config.scale_step,b.detail),!0,c)}},!1);window.addEventListener("keydown",function(b){var c=!1,e=b.ctrlKey||b.metaKey,h=b.altKey;switch(b.keyCode){case 61:case 107:case 187:e&&(a.rescale(1/a.config.scale_step,!0),c=!0);break;case 173:case 109:case 189:e&&(a.rescale(a.config.scale_step,!0),c=!0);break;case 48:e&&(a.rescale(0,!1),c=!0);break;case 33:h?a.scroll_to(a.cur_page_idx-
1):a.container.scrollTop-=a.container.clientHeight;c=!0;break;case 34:h?a.scroll_to(a.cur_page_idx+1):a.container.scrollTop+=a.container.clientHeight;c=!0;break;case 35:a.container.scrollTop=a.container.scrollHeight;c=!0;break;case 36:a.container.scrollTop=0,c=!0}c&&b.preventDefault()},!1)},rescale:function(a,b,c){var e=this.scale;this.scale=a=0===a?1:b?e*a:a;c||(c=[0,0]);b=this.container;c[0]+=b.scrollLeft;c[1]+=b.scrollTop;for(var h=this.pages,d=h.length,f=this.first_page_idx;f<d;++f){var g=h[f].page;
if(g.offsetTop+g.clientTop>=c[1])break}g=f-1;0>g&&(g=0);var g=h[g].page,k=g.clientWidth,f=g.clientHeight,l=g.offsetLeft+g.clientLeft,m=c[0]-l;0>m?m=0:m>k&&(m=k);k=g.offsetTop+g.clientTop;c=c[1]-k;0>c?c=0:c>f&&(c=f);for(f=0;f<d;++f)h[f].rescale(a);b.scrollLeft+=m/e*a+g.offsetLeft+g.clientLeft-m-l;b.scrollTop+=c/e*a+g.offsetTop+g.clientTop-c-k;this.schedule_render(!0)},fit_width:function(){var a=this.cur_page_idx;this.rescale(this.container.clientWidth/this.pages[a].width(),!0);this.scroll_to(a)},fit_height:function(){var a=
this.cur_page_idx;this.rescale(this.container.clientHeight/this.pages[a].height(),!0);this.scroll_to(a)},get_containing_page:function(a){for(;a;){if(a.nodeType===Node.ELEMENT_NODE&&a.classList.contains(CSS_CLASS_NAMES.page_frame)){a=get_page_number(a);var b=this.page_map;return a in b?this.pages[b[a]]:null}a=a.parentNode}return null},link_handler:function(a){var b=a.target,c=b.getAttribute("data-dest-detail");c||(b=a.currentTarget,c=b.getAttribute("data-dest-detail"));if(c){if(this.config.view_history_handler)try{var e=
this.get_current_view_hash();window.history.replaceState(e,"","#"+e);window.history.pushState(c,"","#"+c)}catch(h){}this.navigate_to_dest(c,this.get_containing_page(b));a.preventDefault()}},navigate_to_dest:function(a,b){try{var c=JSON.parse(a)}catch(e){return}if(c instanceof Array){var h=c[0],d=this.page_map;if(h in d){for(var f=d[h],h=this.pages[f],d=2,g=c.length;d<g;++d){var k=c[d];if(null!==k&&"number"!==typeof k)return}for(;6>c.length;)c.push(null);var g=b||this.pages[this.cur_page_idx],d=g.view_position(),
d=transform(g.ictm,[d[0],g.height()-d[1]]),g=this.scale,l=[0,0],m=!0,k=!1,n=this.scale;switch(c[1]){case "XYZ":l=[null===c[2]?d[0]:c[2]*n,null===c[3]?d[1]:c[3]*n];g=c[4];if(null===g||0===g)g=this.scale;k=!0;break;case "Fit":case "FitB":l=[0,0];k=!0;break;case "FitH":case "FitBH":l=[0,null===c[2]?d[1]:c[2]*n];k=!0;break;case "FitV":case "FitBV":l=[null===c[2]?d[0]:c[2]*n,0];k=!0;break;case "FitR":l=[c[2]*n,c[5]*n],m=!1,k=!0}if(k){this.rescale(g,!1);var p=this,c=function(a){l=transform(a.ctm,l);m&&
(l[1]=a.height()-l[1]);p.scroll_to(f,l)};h.loaded?c(h):(this.load_page(f,void 0,c),this.scroll_to(f))}}}},scroll_to:function(a,b){var c=this.pages;if(!(0>a||a>=c.length)){c=c[a].view_position();void 0===b&&(b=[0,0]);var e=this.container;e.scrollLeft+=b[0]-c[0];e.scrollTop+=b[1]-c[1]}},get_current_view_hash:function(){var a=[],b=this.pages[this.cur_page_idx];a.push(b.num);a.push("XYZ");var c=b.view_position(),c=transform(b.ictm,[c[0],b.height()-c[1]]);a.push(c[0]/this.scale);a.push(c[1]/this.scale);
a.push(this.scale);return JSON.stringify(a)}};pdf2htmlEX.Viewer=Viewer;})();
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<script>
try{
pdf2htmlEX.defaultViewer = new pdf2htmlEX.Viewer({});
}catch(e){}
</script>
<title></title>
</head>
<body>
<div id="sidebar">
<div id="outline">
</div>
</div>
<div id="page-container">
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"/><div class="c x0 y1 w0 h2"><div class="t m0 x1 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc3 sc0">FEDER</span><span class="_ _0"></span><span class="fc3 sc0">AL EQUID</span><span class="_ _1"></span><span class="fc3 sc0">ADE DE GÊNER</span><span class="fc3 sc0">O </span></div></div><div class="c x0 y3 w0 h4"><div class="t m0 x2 h3 y4 ff2 fs0 fc0 sc0 ls0 ws0"><span class="fc3 sc0">FEDER</span><span class="_ _0"></span><span class="fc3 sc0">AL EQUID</span><span class="_ _1"></span><span class="fc3 sc0">ADE DE GÊNER</span><span class="fc3 sc0">O NO SE </span></div></div><div class="t m0 x3 h3 y5 ff3 fs0 fc1 sc0 ls0 ws0">EQUID<span class="_ _1"></span>ADE </div><div class="c x0 y6 w2 h4"><div class="t m0 x4 h3 y7 ff4 fs0 fc0 sc0 ls0 ws0"><span class="fc3 sc0">SENADO FEDER</span><span class="_ _0"></span><span class="fc3 sc0">A </span></div></div><div class="c x5 y8 w3 h5"><div class="t m0 x6 h3 y9 ff5 fs0 fc0 sc0 ls0 ws0"><span class="fc3 sc0">DE</span></div></div><div class="t m0 x7 h3 ya ff3 fs0 fc1 sc0 ls0 ws0">DE GÊNERO </div><div class="c x0 yb w4 h4"><div class="t m0 x8 h3 yc ff6 fs0 fc0 sc0 ls0 ws0"><span class="fc3 sc0">FEDER</span><span class="_ _0"></span><span class="fc3 sc0">AL EQUID</span><span class="_ _1"></span><span class="fc3 sc0">ADE </span></div></div><div class="c x9 yd w5 h5"><div class="t m0 x6 h3 y9 ff7 fs0 fc0 sc0 ls0 ws0"><span class="fc3 sc0">NO</span></div></div><div class="t m0 x3 h3 ye ff3 fs0 fc1 sc0 ls0 ws0">FEDER<span class="_ _0"></span>AL </div><div class="c x0 yf w6 h4"><div class="t m0 xa h3 y4 ff8 fs0 fc0 sc0 ls0 ws1"><span class="fc3 sc0">GÊNER</span><span class="fc3 sc0">O </span><span class="_ _2"> </span><span class="fc3 sc0">NO </span><span class="_ _2"> </span><span class="fc3 sc0">SENADO    </span></div></div><div class="c xb y10 w7 h4"><div class="t m0 x6 h3 y11 ff9 fs0 fc0 sc0 ls0 ws0"><span class="fc3 sc0">EQUID</span><span class="_ _1"></span><span class="fc3 sc0">ADE DE GÊ</span><span class="fc3 sc0">-</span></div></div><div class="t m0 x7 h3 y12 ff3 fs0 fc1 sc0 ls0 ws0">NO SENADO </div><div class="c x0 y13 w8 h4"><div class="t m0 xc h3 yc ffa fs0 fc0 sc0 ls0 ws0"><span class="fc3 sc0"> EQUID</span><span class="_ _1"></span><span class="fc3 sc0">ADE DE GÊNER</span><span class="fc3 sc0">O </span></div></div><div class="c xd y14 w9 h4"><div class="t m0 x6 h3 y15 ffb fs0 fc0 sc0 ls0 ws0"><span class="fc3 sc0">F</span></div></div><div class="t m1 xe h6 y16 ff3 fs1 fc1 sc0 ls0 ws0"><span class="fc3 sc0">EQUID</span><span class="_ _3"></span><span class="fc3 sc0">ADE DE GÊNER</span><span class="fc3 sc0">O NO SENADO FEDER</span><span class="_ _3"></span><span class="fc3 sc0">AL</span></div><div class="t m2 xf h7 y17 ffc fs2 fc2 sc0 ls0 ws0"><span class="fc3 sc0">Baix</span><span class="fc3 sc0">e gra</span><span class="fc3 sc0">tuitamen</span><span class="fc3 sc0">t</span><span class="_ _4"></span><span class="fc3 sc0">e</span></div><div class="t m2 x10 h7 y18 ffc fs2 fc2 sc0 ls0 ws0"><span class="fc3 sc0">est</span><span class="fc3 sc0">e livr</span><span class="fc3 sc0">o em seu c</span><span class="fc3 sc0">elular</span></div><div class="t m3 x11 h8 y19 ffd fs3 fc0 sc0 ls0 ws0">Um rela<span class="_ _4"></span>t<span class="_ _3"></span>o da mudança da </div><div class="t m3 x11 h8 y1a ffd fs3 fc0 sc0 ls0 ws0">cultura or<span class="_ _3"></span>ganizacional </div><div class="t m3 x11 h8 y1b ffd fs3 fc0 sc0 ls0 ws0">por meio da ação gerencial</div><div class="t m3 x12 h9 y1c ffd fs4 fc0 sc0 ls0 ws0">Organizado por:</div><div class="t m3 x13 h9 y1d ffd fs4 fc0 sc0 ls0 ws0">Ilana T<span class="_ _5"></span>rombk<span class="_ _4"></span>a</div><div class="t m3 x14 h9 y1e ffd fs4 fc0 sc0 ls0 ws0">Maria T<span class="_ _6"></span>erezinha Nunes e</div><div class="t m3 x15 h9 y1f ffd fs4 fc0 sc0 ls0 ws0">Paulo Ricar<span class="_ _4"></span>do dos Sant<span class="_ _4"></span>os Meira</div></div><div class="pi" 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class="t m2 x19 hb y23 fff fs5 fc2 sc0 ls0 ws0">Ficha catal<span class="_ _4"></span>ográca elaborada por: Marcela Caldas CRB 1116</div><div class="t m2 x1a hc y24 fff fs2 fc2 sc0 ls0 ws0">Equidade de Gênero no Senado Federal. – [Brasília] : Senado Federal, [2022].</div><div class="t m2 x1a hc y25 fff fs2 fc2 sc0 ls0 ws0">     294 p. : il., f<span class="_ _3"></span>ots.</div><div class="t m2 x1a hc y26 ff10 fs2 fc2 sc0 ls0 ws0">       </div><div class="t m2 x1a hc y27 fff fs2 fc2 sc0 ls0 ws0">ISBN: 978-65-5676-277-7</div><div class="t m5 x1a hc y28 fff fs2 fc2 sc0 ls2 ws3"> <span class="_ _7"></span>  <span class="_ _7"></span> <span class="_ _7"></span>  <span class="_ _7"></span> <span class="_ _7"></span> 1. <span class="_ _7"></span>Brasil. <span class="_ _7"></span>Congresso <span class="_ _8"></span>Nacional. <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal. <span class="_ _8"></span> <span class="_ _7"></span>2. <span class="_ _8"></span>Igualdade <span class="_ _8"></span>de <span class="_ _8"></span>gênero. 3. <span class="_ _7"></span>Igualdade </div><div class="t m6 x1a hc y29 fff fs2 fc2 sc0 ls3 ws4">de oportunidade<span class="_ _8"></span>s. 4. Discriminação <span class="_ _8"></span>sexual. <span class="_ _8"></span> <span class="_ _8"></span>5. Discriminação <span class="_ _8"></span>racial. 6. <span class="_ _8"></span>Violência doméstica. <span class="_ _8"></span>7. </div><div class="t m2 x1a hc y2a fff fs2 fc2 sc0 ls0 ws0">Qualidade de vida no trabalho. 8. Cultura organizacional.</div><div class="t m2 x1a hc y2b ff10 fs2 fc2 sc0 ls0 ws0"> <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span>                 </div><div class="t m2 x1b hc y2c fff fs2 fc2 sc0 ls0 ws0">CDD  353.53</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m4 x16 ha y20 ffe fs3 fc4 sc0 ls1 ws0">EQUID<span class="_ _6"></span>ADE DE<span class="_ _5"></span> </div><div class="t m4 x17 ha y21 ffe fs3 fc4 sc0 ls1 ws2">GÊNERO <span class="_ _7"></span><span class="fc5 ls0 ws0">N<span class="_ _7"></span>O </span></div><div class="t m4 x18 ha y22 ffe fs3 fc5 sc0 ls1 ws0">SENADO FEDERAL</div><div class="t m2 x1c hb y2d fff fs5 fc2 sc0 ls0 ws0">Brasília, 2022</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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src="data:image/png;base64,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class="t m2 x1d hd y2e ff11 fs6 fc5 sc0 ls0 ws0">SENADO FEDERAL</div><div class="t m2 x1a he y2f ff12 fs7 fc2 sc0 ls0 ws0">Mesa Diretora </div><div class="t m2 x1a he y30 ff12 fs7 fc2 sc0 ls0 ws0">Biênio 2021/22</div><div class="t m2 x1a hf y31 ff13 fs8 fc2 sc0 ls0 ws0">Senador Rodrigo Pacheco (PSD-MG) </div><div class="t m2 x1a h10 y32 fff fs8 fc2 sc0 ls0 ws0">Presidente</div><div class="t m2 x1a hf y33 ff13 fs8 fc2 sc0 ls0 ws0">Senador V<span class="_ _3"></span>eneziano Vital do Rêgo </div><div class="t m2 x1a hf y34 ff13 fs8 fc2 sc0 ls0 ws0">(MDB-PB)</div><div class="t m2 x1e hf y35 ff13 fs8 fc2 sc0 ls0 ws0"> </div><div class="t m2 x1a h10 y36 fff fs8 fc2 sc0 ls0 ws0">Primeiro-Vice-Presidente</div><div class="t m2 x1a hf y37 ff13 fs8 fc2 sc0 ls0 ws0">Senador Romário (PL-RJ)</div><div class="t m2 x1f hf y38 ff13 fs8 fc2 sc0 ls0 ws0"> </div><div class="t m2 x1a h10 y39 fff fs8 fc2 sc0 ls0 ws0">Segundo-Vice-Presidente</div><div class="t m2 x1a hf y3a ff13 fs8 fc2 sc0 ls0 ws0">Senador Irajá (PSD-TO)</div><div class="t m2 x20 hf y3b ff13 fs8 fc2 sc0 ls0 ws0"> </div><div class="t m2 x1a h10 y3c fff fs8 fc2 sc0 ls0 ws0">Primeiro-Secretário</div><div class="t m2 x1a hf y3d ff13 fs8 fc2 sc0 ls0 ws0">Senador Elmano Férrer (PP-PI)</div><div class="t m2 x21 hf y3e ff13 fs8 fc2 sc0 ls0 ws0"> </div><div class="t m2 x1a h10 y3f fff fs8 fc2 sc0 ls0 ws0">Segundo-Secretário</div><div class="t m2 x1a hf y40 ff13 fs8 fc2 sc0 ls0 ws0">Senador Rogério Carvalho (PT-SE)</div><div class="t m2 x22 hf y41 ff13 fs8 fc2 sc0 ls0 ws0"> </div><div class="t m2 x1a h10 y42 fff fs8 fc2 sc0 ls0 ws0">T<span class="_ _3"></span>erceiro-Secretário</div><div class="t m2 x1a hf y43 ff13 fs8 fc2 sc0 ls0 ws0">Senador We<span class="_ _3"></span>verton Rocha (PDT-MA)</div><div class="t m2 x23 hf y44 ff13 fs8 fc2 sc0 ls0 ws0"> </div><div class="t m2 x1a h10 y45 fff fs8 fc2 sc0 ls0 ws0">Quarto-Secretário</div><div class="t m2 x1a hf y46 ff13 fs8 fc2 sc0 ls0 ws0">Suplentes de Secretário</div><div class="t m2 x24 hf y47 ff13 fs8 fc2 sc0 ls0 ws0"> </div><div class="t m2 x1a h10 y48 fff fs8 fc2 sc0 ls0 ws0">Senador Jorginho Mello (PL-SC)<span class="ff10"> </span></div><div class="t m2 x1a h10 y49 fff fs8 fc2 sc0 ls0 ws0">Senador Luiz Carlos do Carmo (PSC-GO)<span class="ff10"> </span></div><div class="t m2 x1a h10 y4a fff fs8 fc2 sc0 ls0 ws0">Senadora Eliziane Gama (CID<span class="_ _4"></span>AD<span class="_ _4"></span>ANIA-MA)<span class="ff10"> </span></div><div class="t m2 x1a h10 y4b fff fs8 fc2 sc0 ls0 ws0">Senador Zequinha Marinho (PL-P<span class="_ _5"></span>A)</div><div class="t m2 x1a hf y4c ff13 fs8 fc2 sc0 ls0 ws0">llana Trombk<span class="_ _3"></span>a</div><div class="t m2 x25 hf y4d ff13 fs8 fc2 sc0 ls0 ws0"> </div><div class="t m2 x1a h10 y4e fff fs8 fc2 sc0 ls0 ws0">Diretora-Geral</div><div class="t m2 x1a hf y4f ff13 fs8 fc2 sc0 ls0 ws0">Gustavo Af<span class="_ _3"></span>onso Sabóia Vieira</div><div class="t m2 x26 hf y50 ff13 fs8 fc2 sc0 ls0 ws0"> </div><div class="t m2 x1a h10 y51 fff fs8 fc2 sc0 ls0 ws0">Secretário-Geral da Mesa</div><div class="t m2 x12 h11 y52 ff14 fs8 fc2 sc0 ls0 ws0">Organização:</div><div class="t m2 x27 h12 y53 ff15 fs8 fc2 sc0 ls0 ws0">Ilana T<span class="_ _3"></span>rombka</div><div class="t m2 x28 h12 y54 ff15 fs8 fc2 sc0 ls0 ws0">Maria T<span class="_ _3"></span>erezinha Nunes</div><div class="t m2 x29 h12 y55 ff15 fs8 fc2 sc0 ls0 ws0">Paulo Ricardo dos Santos Meira</div><div class="t m2 x2a h11 y56 ff14 fs8 fc2 sc0 ls0 ws0">Autoras e autores:</div><div class="t m2 x2b h12 y57 ff15 fs8 fc2 sc0 ls0 ws0">Adriana Cristina Repelevicz de Albernaz</div><div class="t m2 x2c h12 y58 ff15 fs8 fc2 sc0 ls0 ws0">Benjamin Miranda T<span class="_ _3"></span>abak</div><div class="t m2 x2d h12 y59 ff15 fs8 fc2 sc0 ls0 ws0">Cláudia Lopes da Costa de Góes Nogueira</div><div class="t m2 x2e h12 y5a ff15 fs8 fc2 sc0 ls0 ws0">Dalva Maria Sousa Moura</div><div class="t m2 x2f h12 y5b ff15 fs8 fc2 sc0 ls0 ws0">Evandro Aparecido Baldutti</div><div class="t m2 x30 h12 y5c ff15 fs8 fc2 sc0 ls0 ws0">Gabrielle T<span class="_ _3"></span>atith Pereira</div><div class="t m2 x27 h12 y5d ff15 fs8 fc2 sc0 ls0 ws0">Ilana T<span class="_ _3"></span>rombka</div><div class="t m2 x31 h12 y5e ff15 fs8 fc2 sc0 ls0 ws0">Isabela do Rosário Lisboa Martins</div><div class="t m2 x32 h12 y5f ff15 fs8 fc2 sc0 ls0 ws0">Karin Kassmayer</div><div class="t m2 x33 h12 y60 ff15 fs8 fc2 sc0 ls0 ws0">Lucelena Ferreira</div><div class="t m2 x34 h12 y61 ff15 fs8 fc2 sc0 ls0 ws0">Maria Cristina Silva Monteiro</div><div class="t m2 x35 h12 y62 ff15 fs8 fc2 sc0 ls0 ws0">Maria Helena de Almeida Freitas</div><div class="t m2 x28 h12 y63 ff15 fs8 fc2 sc0 ls0 ws0">Maria T<span class="_ _3"></span>erezinha Nunes</div><div class="t m2 x30 h12 y64 ff15 fs8 fc2 sc0 ls0 ws0">Marina Andrade V<span class="_ _3"></span>ahle</div><div class="t m2 x36 h12 y65 ff15 fs8 fc2 sc0 ls0 ws0">Mônica Almeida Rizzo Soares</div><div class="t m2 x37 h12 y66 ff15 fs8 fc2 sc0 ls0 ws0">Paloma Cristina Rodrigues Pediani</div><div class="t m2 x29 h12 y67 ff15 fs8 fc2 sc0 ls0 ws0">Paulo Ricardo dos Santos Meira</div><div class="t m2 x30 h12 y68 ff15 fs8 fc2 sc0 ls0 ws0">Roberta Viegas e Silva</div><div class="t m2 x38 h12 y69 ff15 fs8 fc2 sc0 ls0 ws0">Rolf Regehr</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf6" class="pf wa h0" data-page-no="6"><div class="pc pc6 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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AAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAqjo+1RMpHBMEmgAAAABJRU5ErkJggg=="/><div class="t m2 x39 hd y6a ff11 fs6 fc6 sc0 ls0 ws0">PREF<span class="_ _6"></span>Á<span class="_ _5"></span>CIO</div><div class="t m7 x3a hb y6b fff fs5 fc2 sc0 ls4 ws5">É com <span class="_ _8"></span>grande <span class="_ _8"></span>satisf<span class="_ _3"></span>ação <span class="_ _8"></span>e s<span class="_ _8"></span>entiment<span class="_ _4"></span>o de <span class="_ _8"></span>dev<span class="_ _3"></span>er <span class="_ _8"></span>cumprido de <span class="_ _8"></span>um <span class="_ _8"></span>homem </div><div class="t m8 x3a hb y6c fff fs5 fc2 sc0 ls5 ws6">público <span class="_ _4"></span>comprometido <span class="_ _4"></span>com <span class="_ _4"></span>a <span class="_ _4"></span>saudável <span class="_ _3"></span>relação de <span class="_ _3"></span>gênero nas <span class="_ _3"></span>instituiçõe<span class="_ _8"></span>s, </div><div class="t m9 x3a hb y6d fff fs5 fc2 sc0 ls5 ws6">que <span class="_ _4"></span>pref<span class="_ _3"></span>acio a <span class="_ _4"></span>obra <span class="ff16 ws7">Equidade de Gêner<span class="_ _4"></span>o no Senado Federal: um relat<span class="_ _4"></span>o da </span></div><div class="t m2 x3a hb y6e ff16 fs5 fc2 sc0 ls0 ws0">mudança da cultura organizacional por meio da ação gerencial<span class="fff">.</span></div><div class="t m5 x19 hb y6f fff fs5 fc2 sc0 ls6 ws8">À <span class="_ _8"></span>frente <span class="_ _8"></span>do Senado <span class="_ _8"></span>Federal <span class="_ _8"></span>de<span class="_ _8"></span>sde <span class="_ _8"></span>2021, <span class="_ _8"></span>orgulha-me sobremaneira </div><div class="t m9 x3a hb y70 fff fs5 fc2 sc0 ls5 ws6">estar no <span class="_ _4"></span>comando <span class="_ _4"></span>de uma <span class="_ _3"></span>instituição que <span class="_ _3"></span>tanto <span class="_ _4"></span>zela <span class="_ _4"></span>pela <span class="_ _4"></span>equidade<span class="_ _4"></span>, sendo </div><div class="t ma x3a hb y71 fff fs5 fc2 sc0 ls7 ws9">esta <span class="_ _8"></span>um <span class="_ _8"></span>dos <span class="_ _8"></span>pilares <span class="_ _8"></span>da <span class="_ _8"></span>gestão <span class="_ _8"></span>e <span class="_ _8"></span>alta administração <span class="_ _8"></span>da <span class="_ _8"></span>Casa. <span class="_ _8"></span>O trabalho </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">realizado pela <span class="_ _3"></span>Diretoria-Geral, <span class="_ _3"></span>em dif<span class="_ _4"></span>erentes frentes relatadas <span class="_ _3"></span>ne<span class="_ _8"></span>sta obra, </div><div class="t mb x3a hb y73 fff fs5 fc2 sc0 ls5 ws6">t<span class="_ _4"></span>orna <span class="_ _4"></span>a instituição <span class="_ _3"></span>um poder<span class="_ _4"></span>oso <span class="_ _4"></span><span class="ff16">benchmarking<span class="fff"> <span class="_ _4"></span>para outr<span class="_ _4"></span>os <span class="_ _4"></span>entes públicos </span></span></div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">das três e<span class="_ _8"></span>sf<span class="_ _4"></span>eras de administração; dessa f<span class="_ _4"></span>orma, o Senado Federal av<span class="_ _3"></span>ança, </div><div class="t mc x3a hb y75 fff fs5 fc2 sc0 ls8 wsa">positiv<span class="_ _4"></span>amente<span class="_ _4"></span>, <span class="_ _4"></span>para <span class="_ _4"></span>al<span class="_ _4"></span>ém <span class="_ _4"></span>de <span class="_ _4"></span>seu papel <span class="_ _3"></span>constitucional visando <span class="_ _4"></span>à <span class="_ _4"></span>construção </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">de uma sociedade melhor e cada vez mais justa.</div><div class="t md x19 hb y77 fff fs5 fc2 sc0 ls9 wsb">Em <span class="_ _4"></span>2021, <span class="_ _4"></span>anunciei em <span class="_ _3"></span>Plenário <span class="_ _3"></span>que o <span class="_ _3"></span>Senado Federal <span class="_ _4"></span>recebia <span class="_ _4"></span>o <span class="_ _4"></span>Sel<span class="_ _4"></span>o <span class="_ _4"></span>da </div><div class="t me x3a hb y78 fff fs5 fc2 sc0 lsa wsc">6ª <span class="_ _4"></span>Edição <span class="_ _4"></span>do <span class="_ _4"></span>Programa <span class="_ _3"></span>Pró-Equidade de <span class="_ _3"></span>Gênero <span class="_ _4"></span>e <span class="_ _4"></span>Raça <span class="_ _3"></span>em reconheciment<span class="_ _4"></span>o </div><div class="t mf x3a hb y79 fff fs5 fc2 sc0 ls9 wsb">às <span class="_ _4"></span>ações de <span class="_ _4"></span>equidade <span class="_ _4"></span>impl<span class="_ _4"></span>ementadas <span class="_ _4"></span>na <span class="_ _4"></span>Casa. <span class="_ _4"></span>O <span class="_ _4"></span>programa <span class="_ _4"></span>do <span class="_ _4"></span>Gov<span class="_ _4"></span>erno <span class="_ _4"></span>Fe<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m10 x3a hb y7a fff fs5 fc2 sc0 lsb wsd">deral, <span class="_ _4"></span>vinculado <span class="_ _4"></span>ao <span class="_ _3"></span>Ministério da <span class="_ _3"></span>Mulher<span class="_ _3"></span>, da <span class="_ _3"></span>Família e <span class="_ _3"></span>dos Direit<span class="_ _3"></span>os Humanos, </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">tem por <span class="_ _4"></span>propósit<span class="_ _3"></span>o a redução <span class="_ _3"></span>das desigualdades entre homens <span class="_ _4"></span>e mulheres </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">no ambiente de trabalho<span class="_ _3"></span>, s<span class="_ _8"></span>em deixar de <span class="_ _4"></span>lado a questão racial. Foram 122 </div><div class="t m11 x3a hb y7d fff fs5 fc2 sc0 ls5 ws6">instituições públicas <span class="_ _4"></span>e <span class="_ _4"></span>priv<span class="_ _4"></span>adas inscritas <span class="_ _3"></span>e apenas <span class="_ _3"></span>65 premiadas<span class="_ _4"></span>. <span class="_ _4"></span>O Senado </div><div class="t m12 x3a hb y7e fff fs5 fc2 sc0 ls5 ws6">começou <span class="_ _4"></span>a participar <span class="_ _3"></span>do programa <span class="_ _3"></span>com aut<span class="_ _3"></span>orização da <span class="_ _3"></span>Comissão Diret<span class="_ _4"></span>ora, </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">em 2011. <span class="_ _4"></span>Recebeu dois <span class="_ _4"></span>selos <span class="_ _4"></span>de compr<span class="_ _4"></span>omisso<span class="_ _4"></span>, em <span class="_ _4"></span>2013 e <span class="_ _4"></span>em 2015 <span class="_ _4"></span>e<span class="_ _4"></span>, ano </div><div class="t m13 x3a hb y80 fff fs5 fc2 sc0 lsc wse">passado<span class="_ _4"></span>, <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>contemplado pela <span class="_ _8"></span>terceira <span class="_ _8"></span>vez. Bem <span class="_ _8"></span>sabemos que <span class="_ _8"></span>o <span class="_ _8"></span>desao </div><div class="t m14 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">de <span class="_ _4"></span>col<span class="_ _4"></span>ocar em <span class="_ _3"></span>prática os <span class="_ _3"></span>preceitos <span class="_ _4"></span>de <span class="_ _4"></span>igualdade <span class="_ _3"></span>da Constituição <span class="_ _4"></span>é <span class="_ _4"></span>imenso<span class="_ _4"></span>, </div><div class="t m15 x3a hb y82 fff fs5 fc2 sc0 lsd wsf">mas, <span class="_ _4"></span>se cada <span class="_ _3"></span>instituição zer <span class="_ _3"></span>a sua <span class="_ _3"></span>parte, <span class="_ _3"></span>e<span class="_ _8"></span>staremos <span class="_ _4"></span>cada <span class="_ _4"></span>v<span class="_ _4"></span>ez <span class="_ _4"></span>mais <span class="_ _4"></span>próximos </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">dess<span class="_ _8"></span>e objetivo<span class="_ _3"></span>.</div><div class="t m16 x19 hb y84 fff fs5 fc2 sc0 ls0 ws0">Na pre<span class="_ _8"></span>s<span class="_ _8"></span>ente obra, <span class="_ _8"></span>dif<span class="_ _4"></span>erentes <span class="_ _8"></span>capítulos abordam <span class="_ _8"></span>distint<span class="_ _3"></span>os <span class="_ _8"></span>aspect<span class="_ _4"></span>os <span class="_ _8"></span>da </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">equidade de gênero no Senado Federal.</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf7" class="pf wa h0" data-page-no="7"><div class="pc pc7 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA4sAAAUYCAIAAACOU9DjAAAACXBIWXMAABYlAAAWJQFJUiTwAAAUrklEQVR42u3ZsQ2AMBAEQYyoBkT/zSDhKkx45CRODcyEH1600pckEwAADGM2AQAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFBNAACAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQTAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAACtUEAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQCAX1lM8A1Xa/u6PY5HPS0DALxOSWIFAADG4csPAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAoO8GDIkWK+0K17cAAAAASUVORK5CYII="/><div class="t m17 x19 hb y6a fff fs5 fc2 sc0 ls5 ws6">No <span class="_ _4"></span>capítul<span class="_ _4"></span>o de <span class="_ _3"></span>abertura, Ilana <span class="_ _3"></span>Trombk<span class="_ _4"></span>a e <span class="_ _3"></span>Paul<span class="_ _3"></span>o Meira <span class="_ _4"></span>abordam <span class="_ _4"></span>a <span class="_ _4"></span>equi<span class="ls0 ws0">-</span></div><div class="t m18 x3a hb y86 fff fs5 fc2 sc0 lsc wse">dade <span class="_ _8"></span>como componente <span class="_ _8"></span>da <span class="_ _8"></span>cultura organizacional. <span class="_ _8"></span>Na <span class="_ _8"></span>sequência, <span class="_ _8"></span>A<span class="_ _4"></span>dria<span class="ls0 ws0">-</span></div><div class="t m19 x3a hb y87 fff fs5 fc2 sc0 lse ws10">na <span class="_ _8"></span>Albernaz apre<span class="_ _8"></span>senta <span class="_ _8"></span>o <span class="_ _8"></span>Programa Pró-Equidade <span class="_ _8"></span>de <span class="_ _8"></span>Gênero e <span class="_ _8"></span>Raça. <span class="_ _8"></span>No </div><div class="t m1a x3a hb y88 fff fs5 fc2 sc0 lsf ws11">terceiro capítulo<span class="_ _3"></span>, <span class="_ _8"></span>Roberta <span class="_ _8"></span>Viegas <span class="_ _8"></span>e <span class="_ _8"></span>Maria Cristina <span class="_ _8"></span>Monteiro <span class="_ _8"></span>detalham <span class="_ _8"></span>o </div><div class="t m1b x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">trabalho do <span class="_ _8"></span>Comitê <span class="_ _8"></span>de Equidade <span class="_ _8"></span>de <span class="_ _8"></span>Gênero e <span class="_ _8"></span>Raça. Em <span class="_ _8"></span>s<span class="_ _8"></span>eguida, Evandro </div><div class="t m1c x3a hb y6b fff fs5 fc2 sc0 ls7 ws9">Baldutti e <span class="_ _8"></span>Benjamin <span class="_ _8"></span>T<span class="_ _6"></span>abak <span class="_ _8"></span>apre<span class="_ _8"></span>sentam <span class="_ _8"></span>e<span class="_ _8"></span>studo cientíco <span class="_ _8"></span>comprobat<span class="_ _4"></span>ório </div><div class="t m1d x3a hb y6c fff fs5 fc2 sc0 ls10 ws12">de <span class="_ _8"></span>êxit<span class="_ _3"></span>o <span class="_ _8"></span>da <span class="_ _8"></span>iniciativa de <span class="_ _8"></span>cota <span class="_ _8"></span>para <span class="_ _8"></span>mulheres <span class="_ _8"></span>em <span class="_ _8"></span>situação <span class="_ _8"></span>de vulnerabi<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m1e x3a hb y6d fff fs5 fc2 sc0 ls7 ws9">lidade <span class="_ _8"></span>nos contratos de <span class="_ _8"></span>terceirização <span class="_ _8"></span>do <span class="_ _8"></span>Senado<span class="_ _3"></span>, <span class="_ _8"></span>ideia <span class="_ _8"></span>que <span class="_ _8"></span>l<span class="_ _3"></span>evou outras </div><div class="t m1f x3a hb y6e fff fs5 fc2 sc0 ls7 ws9">instituições <span class="_ _8"></span>públicas <span class="_ _8"></span>a <span class="_ _8"></span>aplicarem o <span class="_ _8"></span>me<span class="_ _8"></span>smo dispositivo <span class="_ _8"></span>em <span class="_ _8"></span>seus <span class="_ _8"></span>próprios </div><div class="t m20 x3a hb y6f fff fs5 fc2 sc0 ls4 ws5">contrat<span class="_ _4"></span>os e <span class="_ _8"></span>inspirou a <span class="_ _8"></span>inclusão <span class="_ _8"></span>da política <span class="_ _8"></span>na <span class="_ _8"></span>nov<span class="_ _3"></span>a <span class="_ _8"></span>Lei de <span class="_ _8"></span>Licitações <span class="_ _8"></span>– de </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">n</div><div class="t m2 x3b h13 y8a ff10 fs9 fc2 sc0 ls0 ws0">o</div><div class="t m2 x3c hb y70 fff fs5 fc2 sc0 ls0 ws0"> 14.133/2021. <span class="_ _8"></span>O quint<span class="_ _4"></span>o capítulo demonstra os <span class="_ _8"></span>resultados <span class="_ _8"></span>do Programa </div><div class="t m21 x3a hb y71 fff fs5 fc2 sc0 ls7 ws9">Mãe <span class="_ _8"></span>Nutriz implementado no <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal. Na <span class="_ _8"></span>continuidade, Isabela </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">Martins e <span class="_ _8"></span>Marina V<span class="_ _5"></span>ahle exploram as campanhas <span class="_ _8"></span>contra o ass<span class="_ _8"></span>édio moral <span class="_ _8"></span>e </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">sexual na <span class="_ _4"></span>instituição<span class="_ _4"></span>. Após, <span class="_ _3"></span>Mônica Rizzo <span class="_ _4"></span>e Maria <span class="_ _3"></span>Helena <span class="_ _4"></span>Freitas <span class="_ _4"></span>escrev<span class="_ _4"></span>em </div><div class="t m22 x3a hb y74 fff fs5 fc2 sc0 lsd wsf">sobre <span class="_ _4"></span>a <span class="_ _4"></span>iniciativ<span class="_ _4"></span>a <span class="_ _3"></span>Escritoras <span class="_ _3"></span>do Brasil, <span class="_ _3"></span>belo <span class="_ _3"></span>trabalho da <span class="_ _3"></span>Biblioteca do <span class="_ _3"></span>Senado. </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">No oitavo capítul<span class="_ _3"></span>o, temos dados sobre o curso de f<span class="_ _3"></span>ormação de lideranças </div><div class="t m23 x3a hb y76 fff fs5 fc2 sc0 ls4 ws5">f<span class="_ _4"></span>emininas, apre<span class="_ _8"></span>s<span class="_ _8"></span>entados pela <span class="_ _8"></span>ment<span class="_ _4"></span>ora do <span class="_ _8"></span>curso, Cláudia <span class="_ _8"></span>Nogueira. Dalv<span class="_ _3"></span>a </div><div class="t m24 x3a hb y77 fff fs5 fc2 sc0 lsb wsd">Moura <span class="_ _4"></span>e <span class="_ _4"></span>T<span class="_ _5"></span>erezinha <span class="_ _4"></span>Nunes nos <span class="_ _3"></span>brindam com <span class="_ _3"></span>a rel<span class="_ _3"></span>ev<span class="_ _3"></span>ante iniciativ<span class="_ _3"></span>a Dial<span class="_ _3"></span>ogando </div><div class="t m25 x3a hb y78 fff fs5 fc2 sc0 ls7 ws9">sobre <span class="_ _8"></span>a Lei <span class="_ _8"></span>Maria da <span class="_ _8"></span>Penha. <span class="_ _8"></span> <span class="_ _8"></span>No décimo <span class="_ _8"></span>capítulo<span class="_ _3"></span>, <span class="_ _8"></span>P<span class="_ _4"></span>al<span class="_ _4"></span>oma <span class="_ _8"></span>Pediani, Ilana </div><div class="t m26 x3a hb y79 fff fs5 fc2 sc0 lsc wse">Trombk<span class="_ _3"></span>a <span class="_ _8"></span>e T<span class="_ _3"></span>erezinha Nune<span class="_ _8"></span>s <span class="_ _8"></span>trazem os <span class="_ _8"></span>detalhes <span class="_ _8"></span>da <span class="_ _8"></span>Rede de <span class="_ _8"></span>Equidade de </div><div class="t m27 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">Gênero na <span class="_ _8"></span>administração <span class="_ _8"></span>pública, exitosa ação <span class="_ _8"></span>interinstitucional. Por sua </div><div class="t m28 x3a hb y7b fff fs5 fc2 sc0 ls4 ws5">vez, Karin K<span class="_ _4"></span>assmayer aporta <span class="_ _8"></span>el<span class="_ _4"></span>ement<span class="_ _4"></span>os <span class="_ _8"></span>do Plano <span class="_ _8"></span>de <span class="_ _8"></span>Equidade de <span class="_ _8"></span>Gênero </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">e Raça <span class="_ _3"></span>da instituição<span class="_ _4"></span>. No <span class="_ _3"></span>décimo segundo capítul<span class="_ _4"></span>o<span class="_ _3"></span>, Rolf Regehr <span class="_ _3"></span>nos traz o </div><div class="t m29 x3a hb y7d fff fs5 fc2 sc0 ls8 wsa">inov<span class="_ _3"></span>ador Grupo <span class="_ _3"></span>Reexivo sobre <span class="_ _3"></span>Masculinidade<span class="_ _8"></span>s, <span class="_ _4"></span>reunindo <span class="_ _4"></span>colaboradores da </div><div class="t m2a x3a hb y7e fff fs5 fc2 sc0 lsb wsd">Casa <span class="_ _4"></span>para <span class="_ _4"></span>(re)pensar <span class="_ _3"></span>importante<span class="_ _8"></span>s <span class="_ _4"></span>f<span class="_ _3"></span>acetas da <span class="_ _3"></span>existência masculina. <span class="_ _3"></span>Fechando </div><div class="t m2b x3a hb y7f fff fs5 fc2 sc0 ls5 ws6">a <span class="_ _4"></span>obra, a <span class="_ _3"></span>renomada Lucel<span class="_ _3"></span>ena Ferreira <span class="_ _3"></span>reforça <span class="_ _3"></span>a importância <span class="_ _3"></span>da alta <span class="_ _4"></span>gestão </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">na promoção da equidade de gênero<span class="_ _3"></span>.</div><div class="t m5 x19 hb y81 fff fs5 fc2 sc0 ls6 ws8">Des<span class="_ _8"></span>ejamos <span class="_ _8"></span>que <span class="_ _8"></span>seja <span class="_ _8"></span>uma <span class="_ _8"></span>l<span class="_ _4"></span>eitura <span class="_ _8"></span>mais <span class="_ _8"></span>que <span class="_ _8"></span>agradáv<span class="_ _4"></span>el. <span class="_ _8"></span>Que s<span class="_ _8"></span>eja <span class="_ _8"></span>uma </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">l<span class="_ _4"></span>eitura inspiradora a t<span class="_ _4"></span>odas e a t<span class="_ _4"></span>odos<span class="_ _4"></span>.</div><div class="t m2 x19 h14 y84 ff12 fs5 fc2 sc0 ls0 ws0">Senador Rodrigo P<span class="_ _4"></span>acheco</div><div class="t m2 x19 hb y85 fff fs5 fc2 sc0 ls0 ws0">Presidente do Senado Federal</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf8" class="pf wa h0" data-page-no="8"><div class="pc pc8 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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AAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAA2GECfCYTKU76m9sAAAAASUVORK5CYII="/><div class="t m2 x3d hd y8b ff11 fs6 fc6 sc0 ls0 ws0">Uma mensagem inicial</div><div class="t m2 x3a hb y8c fff fs5 fc2 sc0 ls0 ws0">É com grande satisf<span class="_ _3"></span>ação que apres<span class="_ _8"></span>entamos esta produção do <span class="_ _4"></span>Senado Fe-</div><div class="t m2c x3a hb y8d fff fs5 fc2 sc0 ls7 ws9">deral <span class="_ _8"></span>sobre um <span class="_ _8"></span>tema <span class="_ _8"></span>tão importante <span class="_ _8"></span>e <span class="_ _8"></span>atualíssimo <span class="_ _8"></span>como a <span class="_ _8"></span>equidade <span class="_ _8"></span>de </div><div class="t m2d x3a hb y8e fff fs5 fc2 sc0 lsd wsf">gênero<span class="_ _3"></span>. Nesta obra, <span class="_ _3"></span>são descritas <span class="_ _4"></span>as <span class="_ _4"></span>iniciativ<span class="_ _4"></span>as <span class="_ _4"></span>da <span class="_ _3"></span>ge<span class="_ _8"></span>stão <span class="_ _4"></span>do <span class="_ _4"></span>Senado <span class="_ _4"></span>Federal </div><div class="t m2 x3a hb y8f fff fs5 fc2 sc0 ls0 ws0">em prol de <span class="_ _8"></span>uma instituição <span class="_ _8"></span>l<span class="_ _3"></span>egislativa mais equalitária, <span class="_ _8"></span>na expectativa de </div><div class="t m2e x3a hb y90 fff fs5 fc2 sc0 lsf ws11">que <span class="_ _8"></span>as boas <span class="_ _8"></span>práticas <span class="_ _8"></span>da <span class="_ _8"></span>Casa <span class="_ _8"></span>sirv<span class="_ _3"></span>am <span class="_ _8"></span>de <span class="_ _8"></span>inspiração <span class="_ _8"></span>a <span class="_ _8"></span>outras instituiçõe<span class="_ _8"></span>s </div><div class="t m2 x3a hb y91 fff fs5 fc2 sc0 ls0 ws0">públicas<span class="_ _4"></span>. Como <span class="_ _8"></span>mulheres <span class="_ _8"></span>e s<span class="_ _8"></span>enadoras, e<span class="_ _8"></span>stamos em uma <span class="_ _8"></span>situação de <span class="_ _8"></span>em-</div><div class="t m2f x3a hb y92 fff fs5 fc2 sc0 ls7 ws9">poderament<span class="_ _4"></span>o <span class="_ _8"></span>na qual <span class="_ _8"></span>podemos <span class="_ _8"></span>ser <span class="_ _8"></span>exempl<span class="_ _4"></span>os <span class="_ _8"></span>para outras <span class="_ _8"></span>mulhere<span class="_ _8"></span>s que </div><div class="t m2 x3a hb y93 fff fs5 fc2 sc0 ls0 ws0">sonham em <span class="_ _8"></span>poder participar ativamente na construção <span class="_ _8"></span>de um Brasil <span class="_ _8"></span>com </div><div class="t m2 x3a hb y94 fff fs5 fc2 sc0 ls0 ws0">igual oportunidade <span class="_ _8"></span>para <span class="_ _8"></span>homens e <span class="_ _8"></span>mulheres. Não <span class="_ _8"></span>obstante<span class="_ _4"></span>, somos <span class="_ _8"></span>ainda </div><div class="t m30 x3a hb y95 fff fs5 fc2 sc0 ls8 wsa">minoria, <span class="_ _4"></span>mas <span class="_ _4"></span>uma <span class="_ _4"></span>minoria <span class="_ _4"></span>que <span class="_ _4"></span>sonha <span class="_ _4"></span>e <span class="_ _4"></span>acredita <span class="_ _4"></span>que <span class="_ _4"></span>é <span class="_ _4"></span>possível <span class="_ _3"></span>ter mais <span class="_ _3"></span>mu<span class="ls0 ws0">-</span></div><div class="t m31 x3a hb y96 fff fs5 fc2 sc0 lsd wsf">lheres nessa <span class="_ _4"></span>situação<span class="_ _4"></span>, <span class="_ _4"></span>em <span class="_ _4"></span>posição <span class="_ _3"></span>de protagonismo <span class="_ _3"></span>da Hist<span class="_ _3"></span>ória e <span class="_ _3"></span>da <span class="_ _4"></span>P<span class="_ _4"></span>olítica.</div><div class="t m2 x19 hb y97 fff fs5 fc2 sc0 ls0 ws0">Institucionalmente<span class="_ _4"></span>, <span class="_ _4"></span>o Senado <span class="_ _3"></span>Federal também <span class="_ _4"></span>o <span class="_ _4"></span>f<span class="_ _3"></span>az, a <span class="_ _4"></span>exempl<span class="_ _4"></span>o de <span class="_ _3"></span>ini-</div><div class="t m32 x3a hb y98 fff fs5 fc2 sc0 lsd wsf">ciativ<span class="_ _4"></span>as <span class="_ _4"></span>como <span class="_ _4"></span>a <span class="_ _3"></span>Comissão Sobre <span class="_ _3"></span>a Situação <span class="_ _3"></span>da Mulher <span class="_ _3"></span>(ONU), a <span class="_ _3"></span>Procuradoria </div><div class="t m33 x3a hb y99 fff fs5 fc2 sc0 lsa wsc">Especial <span class="_ _4"></span>da <span class="_ _4"></span>Mulher <span class="_ _4"></span>e <span class="_ _4"></span>a <span class="_ _4"></span>Liderança <span class="_ _4"></span>da <span class="_ _4"></span>Bancada <span class="_ _4"></span>Feminina. <span class="_ _3"></span>A Procuradoria <span class="_ _3"></span>tem </div><div class="t m2 x3a hb y9a fff fs5 fc2 sc0 ls0 ws0">como missão <span class="_ _8"></span>zelar<span class="_ _5"></span>, <span class="_ _8"></span>scalizar<span class="_ _5"></span>, <span class="_ _8"></span>controlar e incentivar os direitos da mulher<span class="_ _3"></span>, </div><div class="t m2 x3a hb y9b fff fs5 fc2 sc0 ls0 ws0">criando mecanismos de <span class="_ _4"></span>empoderament<span class="_ _4"></span>o<span class="_ _4"></span>, especialmente em situações de </div><div class="t m34 x3a hb y9c fff fs5 fc2 sc0 ls9 wsb">desigualdade <span class="_ _4"></span>de <span class="_ _4"></span>gênero<span class="_ _3"></span>.  <span class="_ _3"></span>T<span class="_ _3"></span>em c<span class="_ _4"></span>omo v<span class="_ _3"></span>alo<span class="_ _4"></span>r o <span class="_ _3"></span>re<span class="_ _8"></span>speit<span class="_ _3"></span>o à <span class="_ _4"></span>dignidade <span class="_ _3"></span>da pessoa </div><div class="t m35 x3a hb y9d fff fs5 fc2 sc0 ls4 ws5">humana <span class="_ _8"></span>e à <span class="_ _8"></span>diversidade em <span class="_ _8"></span>uma busca <span class="_ _8"></span>permanente <span class="_ _8"></span>pela universalização </div><div class="t m2 x3a hb y9e fff fs5 fc2 sc0 ls0 ws0">dos direit<span class="_ _3"></span>os humanos. E <span class="_ _4"></span>ess<span class="_ _8"></span>e é justamente o espírit<span class="_ _4"></span>o da obra <span class="_ _4"></span>que temos a </div><div class="t m1b x3a hb y9f fff fs5 fc2 sc0 ls0 ws0">honra <span class="_ _8"></span>de apre<span class="_ _8"></span>sentar <span class="_ _8"></span>à <span class="_ _8"></span>sociedade<span class="_ _3"></span>, <span class="_ _8"></span>s<span class="_ _8"></span>ejam s<span class="_ _8"></span>eus leit<span class="_ _3"></span>ore<span class="_ _8"></span>s <span class="_ _8"></span>técnicos e <span class="_ _8"></span>gestores </div><div class="t m2 x3a hb ya0 fff fs5 fc2 sc0 ls0 ws0">públicos, s<span class="_ _8"></span>ejam estudante<span class="_ _8"></span>s, pe<span class="_ _8"></span>squisadores, jornalistas, <span class="_ _8"></span>ativistas ou parla-</div><div class="t m2 x3a hb ya1 fff fs5 fc2 sc0 ls0 ws0">mentares das trê<span class="_ _8"></span>s esferas de poder<span class="_ _5"></span>.</div><div class="t m36 x19 hb ya2 fff fs5 fc2 sc0 lsf ws11">A <span class="_ _8"></span>obra e<span class="_ _8"></span>stá, <span class="_ _8"></span>igualmente<span class="_ _4"></span>, em <span class="_ _8"></span>consonância <span class="_ _8"></span>com <span class="_ _8"></span>o <span class="_ _8"></span>Compromisso com </div><div class="t m37 x3a hb ya3 fff fs5 fc2 sc0 lsf ws11">a <span class="_ _8"></span>Memória do <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal <span class="_ _8"></span>e <span class="_ _8"></span>com o <span class="_ _8"></span>Compromisso <span class="_ _8"></span>com a <span class="_ _8"></span>Igualdade<span class="_ _3"></span>, </div><div class="t m2 x3a hb ya4 fff fs5 fc2 sc0 ls0 ws0">que traz <span class="_ _3"></span>em seu bojo: <span class="_ _3"></span>“Ninguém será discriminado <span class="_ _4"></span>nem terá <span class="_ _3"></span>s<span class="_ _8"></span>eus <span class="_ _4"></span>direit<span class="_ _4"></span>os, </div><div class="t m38 x3a hb ya5 fff fs5 fc2 sc0 ls0 ws0">responsabilidade<span class="_ _8"></span>s <span class="_ _4"></span>ou <span class="_ _4"></span>oportunidades limitados <span class="_ _3"></span>em função <span class="_ _3"></span>de gênero<span class="_ _3"></span>, raça, </div><div class="t m28 x3a hb ya6 fff fs5 fc2 sc0 ls4 ws5">etnia, <span class="_ _8"></span>orientação s<span class="_ _8"></span>exual, credo, origem <span class="_ _8"></span>ou <span class="_ _8"></span>condição social”, <span class="_ _8"></span>compromis<span class="ls0 ws0">-</span></div><div class="t m39 x3a hb ya7 fff fs5 fc2 sc0 ls7 ws9">so <span class="_ _8"></span>ess<span class="_ _8"></span>e reconhecido <span class="_ _8"></span>publicamente <span class="_ _8"></span>pela conquista <span class="_ _8"></span>do <span class="_ _8"></span>Sel<span class="_ _4"></span>o do <span class="_ _8"></span>Programa </div><div class="t m2 x3a hb ya8 fff fs5 fc2 sc0 ls0 ws0">Pró-Equidade de <span class="_ _4"></span>Gênero e <span class="_ _4"></span>Raça, concedido pel<span class="_ _3"></span>o Ministério da Mulher<span class="_ _5"></span>, Fa-</div><div class="t m27 x3a hb ya9 fff fs5 fc2 sc0 ls0 ws0">mília e <span class="_ _8"></span>Direitos Humanos, <span class="_ _8"></span>ONU Mulhere<span class="_ _8"></span>s e <span class="_ _8"></span>Organização <span class="_ _8"></span>Internacional do </div><div class="t m2 x3a hb yaa fff fs5 fc2 sc0 ls0 ws0">Trabalho (OIT).</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m3a x19 hb y8b fff fs5 fc2 sc0 ls7 ws9">O <span class="_ _8"></span>Senado Federal <span class="_ _8"></span>é <span class="_ _8"></span>hoje <span class="_ _8"></span>uma referência para <span class="_ _8"></span>outras <span class="_ _8"></span>instituições <span class="_ _8"></span>em </div><div class="t m3b x3a hb yab fff fs5 fc2 sc0 ls5 ws6">v<span class="_ _3"></span>ários temas <span class="_ _4"></span>como <span class="_ _4"></span>contratações, inclusão<span class="_ _3"></span>, sustentabilidade <span class="_ _4"></span>e go<span class="_ _4"></span>v<span class="_ _4"></span>ernança, </div><div class="t m3c x3a hb yac fff fs5 fc2 sc0 ls10 ws12">e <span class="_ _8"></span>des<span class="_ _8"></span>ejamos que, <span class="_ _8"></span>cada vez <span class="_ _8"></span>mais, a <span class="_ _8"></span>equidade <span class="_ _8"></span>de <span class="_ _8"></span>gênero s<span class="_ _8"></span>eja <span class="_ _8"></span>um <span class="_ _8"></span>dess<span class="_ _8"></span>es </div><div class="t m3d x3a hb y8c fff fs5 fc2 sc0 lsc wse">pilares <span class="_ _8"></span>que <span class="_ _8"></span>orgulhosamente zelamos <span class="_ _8"></span>por <span class="_ _8"></span>manter<span class="_ _3"></span>, <span class="_ _8"></span>e a <span class="_ _8"></span>pres<span class="_ _8"></span>ente <span class="_ _8"></span>obra tem </div><div class="t m2 x3a hb y8d fff fs5 fc2 sc0 ls0 ws0">isso por missão<span class="_ _4"></span>.</div><div class="t m2 x19 hb y8e fff fs5 fc2 sc0 ls0 ws0">Des<span class="_ _8"></span>ejamos a t<span class="_ _4"></span>odos e a t<span class="_ _4"></span>odas uma excel<span class="_ _4"></span>ente l<span class="_ _4"></span>eitura!</div><div class="t m2 x19 h14 y90 ff12 fs5 fc2 sc0 ls0 ws0">Senadora Eliziane Gama</div><div class="t m2 x19 hb y91 fff fs5 fc2 sc0 ls0 ws0">Líder da Bancada Feminina do Senado Federal</div><div class="t m2 x19 h14 y92 ff12 fs5 fc2 sc0 ls0 ws0">Senadora Leila Barr<span class="_ _4"></span>os</div><div class="t m2 x19 hb yad fff fs5 fc2 sc0 ls0 ws0">Procuradora Especial da Mulher - Período de 2021 a 2023</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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src="data:image/png;base64,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class="t m2 x1c hd yae ff11 fs6 fc6 sc0 ls0 ws0">SUMÁRIO</div><div class="t m3e x3a h15 yaf ff17 fs7 fc4 sc0 ls11 ws13">15 <span class="_ _b"> </span>CAPÍTUL<span class="_ _3"></span>O 1 – CUL<span class="_ _6"></span>TURA ORGANIZA<span class="_ _4"></span>CIONAL DO SENADO </div><div class="t m2 x3e h15 yb0 ff17 fs7 fc4 sc0 ls0 ws0">FEDERAL: ENTENDENDO ONDE TUDO COMEÇA</div><div class="t m2 x3a h16 yb1 ff16 fsa fc7 sc0 ls0 ws0">15<span class="ff13"> <span class="_ _c"> </span></span>Introdução</div><div class="t m2 x3a h16 yb2 ff16 fsa fc7 sc0 ls0 ws0">16<span class="ff13"> <span class="_ _c"> </span></span><span class="ws14">1. <span class="_ _d"> </span> Cultura <span class="_ _e"> </span>organizacional</span></div><div class="t m2 x3a h16 yb3 ff16 fsa fc7 sc0 ls0 ws0">17<span class="ff13"> <span class="_ _c"> </span></span>2. <span class="_ _f"> </span> <span class="_ _0"></span>A importância da equidade no ambiente organizacional</div><div class="t m2 x3a h16 yb4 ff16 fsa fc7 sc0 ls0 ws0">20<span class="ff13"> <span class="_ _c"> </span></span>3. <span class="_ _f"> </span> <span class="_ _0"></span>A experiência do Senado Federal</div><div class="t m2 x3a h16 yb5 ff16 fsa fc7 sc0 ls0 ws0">27<span class="ff13"> <span class="_ _c"> </span></span>Ref<span class="_ _4"></span>erências</div><div class="t m3f x3a h15 yb6 ff17 fs7 fc4 sc0 ls12 ws15">31<span class="_ _8"></span> <span class="_ _10"> </span>CAPÍTUL<span class="_ _3"></span>O 2 – EQUID<span class="_ _3"></span>ADE DE GÊNERO E RAÇA NO SENADO </div><div class="t m2 x3e h15 yb7 ff17 fs7 fc4 sc0 ls0 ws0">FEDERAL </div><div class="t m2 x3a h16 yb8 ff16 fsa fc7 sc0 ls0 ws0">33<span class="ff13"> <span class="_ _c"> </span></span>Context<span class="_ _4"></span>o teórico</div><div class="t m2 x3a h16 yb9 ff16 fsa fc7 sc0 ls0 ws0">37<span class="ff13"> <span class="_ _c"> </span></span>A trajet<span class="_ _4"></span>ória da equidade de gênero e raça no SF</div><div class="t m2 x3a h16 yba ff16 fsa fc7 sc0 ls0 ws0">43<span class="ff13"> <span class="_ _c"> </span><span class="ff18">Conquistas, diculdades e superações</span></span></div><div class="t m2 x3a h16 ybb ff16 fsa fc7 sc0 ls0 ws0">49<span class="ff13"> <span class="_ _c"> </span></span>Análise dos re<span class="_ _8"></span>sultados</div><div class="t m2 x3a h16 ybc ff16 fsa fc7 sc0 ls0 ws0">52<span class="ff13"> <span class="_ _c"> </span><span class="ff18">Considerações nais</span></span></div><div class="t m2 x3a h16 ybd ff16 fsa fc7 sc0 ls0 ws0">53<span class="ff13"> <span class="_ _c"> </span><span class="ff18">Ref<span class="_ _4"></span>erências bibliográcas</span></span></div><div class="t m40 x3a h15 ybe ff17 fs7 fc4 sc0 ls13 ws13">59 <span class="_ _b"> </span>CAPÍTUL<span class="_ _5"></span>O 3 – COMITÊ PERMANENTE PELA PROMOÇÃ<span class="_ _4"></span>O </div><div class="t m2 x3e h15 ybf ff17 fs7 fc4 sc0 ls0 ws0">D<span class="_ _3"></span>A IGU<span class="_ _3"></span>ALD<span class="_ _4"></span>ADE DE GÊNERO E RA<span class="_ _4"></span>ÇA</div><div class="t m5 x3a h15 yc0 ff17 fs7 fc4 sc0 ls14 ws16">79<span class="_ _3"></span> <span class="_ _11"> </span>CAPÍTUL<span class="_ _3"></span>O 4 – VIOLÊNCIA DOMÉSTICA: UM DES<span class="_ _4"></span>AFIO </div><div class="t m2 x3e h15 yc1 ff17 fs7 fc4 sc0 ls0 ws0">P<span class="_ _5"></span>ARA OS FORMULADORES DE POLÍTICA<span class="_ _3"></span>S PÚBLICA<span class="_ _4"></span>S</div><div class="t m2 x3a h16 yc2 ff16 fsa fc7 sc0 ls0 ws0">79<span class="ff13"> <span class="_ _c"> </span></span><span class="ws14">1. <span class="_ _d"> </span> Introdução</span></div><div class="t m2 x3a h16 yc3 ff16 fsa fc7 sc0 ls0 ws0">82<span class="ff13"> <span class="_ _c"> </span></span>2. <span class="_ _f"> </span> <span class="_ _0"></span>Estudo de indicadore<span class="_ _8"></span>s relacionados à viol<span class="_ _3"></span>ência contra a mulher</div><div class="t m2 x3a h16 yc4 ff16 fsa fc7 sc0 ls0 ws0">82<span class="ff13"> <span class="_ _c"> </span></span><span class="ws14">2.1. <span class="_ _d"> </span> Objetivos</span></div><div class="t m2 x3a h16 yc5 ff16 fsa fc7 sc0 ls0 ws0">83<span class="ff13"> <span class="_ _c"> </span></span><span class="ws14">2.2. <span class="_ _d"> </span> Hipótes<span class="_ _8"></span>es</span></div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m2 x3a h16 yc6 ff16 fsa fc7 sc0 ls0 ws0">83<span class="ff13"> <span class="_ _c"> </span></span><span class="ws14">2.3. <span class="_ _d"> </span> P<span class="_ _4"></span>opulação <span class="_ _e"> </span>estudada</span></div><div class="t m2 x3a h16 yc7 ff16 fsa fc7 sc0 ls0 ws0">89<span class="ff13"> <span class="_ _c"> </span></span><span class="ws14">2.4. <span class="_ _d"> </span> Questionário</span></div><div class="t m2 x3a h16 yc8 ff16 fsa fc7 sc0 ls0 ws0">91<span class="ff13"> <span class="_ _c"> </span></span><span class="ws14">2.5. <span class="_ _d"> </span> Indicadores</span></div><div class="t m2 x3a h16 yc9 ff16 fsa fc7 sc0 ls0 ws0">97<span class="ff13"> <span class="_ _c"> </span></span>2.6. <span class="_ _f"> </span> <span class="_ _0"></span>Anális<span class="_ _8"></span>e dos dados</div><div class="t m2 x3a h16 yca ff16 fsa fc7 sc0 ls0 ws0">99<span class="ff13"> <span class="_ _c"> </span></span><span class="ws14">2.7. <span class="_ _d"> </span> Resultados</span></div><div class="t m2 x3a h16 ycb ff16 fsa fc7 sc0 ls0 ws0">104<span class="ff13"> <span class="_ _12"> </span><span class="ff18">3. <span class="_ _f"> </span> <span class="_ _0"></span>Conclusõe<span class="_ _8"></span>s e sugestões para futuras pesquisas</span></span></div><div class="t m2 x3a h16 ycc ff16 fsa fc7 sc0 ls0 ws0">105<span class="ff13"> <span class="_ _12"> </span><span class="ff18">Ref<span class="_ _4"></span>erências Bibliográcas</span></span></div><div class="t m2 x3a h15 y6e ff17 fs7 fc4 sc0 ls0 ws17">109 <span class="_ _f"> </span>CAPÍTUL<span class="_ _3"></span>O 5 – MA<span class="_ _3"></span>TERNID<span class="_ _3"></span>ADE, TRABALHO E EQUID<span class="_ _3"></span>ADE </div><div class="t m41 x3e h15 y6f ff17 fs7 fc4 sc0 ls0 ws18">DE GÊNERO: O QUE APRENDER COM O PROGRAMA MÃE </div><div class="t m2 x3e h15 y70 ff17 fs7 fc4 sc0 ls0 ws0">NUTRIZ DO SENADO FEDERAL?</div><div class="t m2 x3a h16 ycd ff16 fsa fc7 sc0 ls0 ws0">109<span class="ff13"> <span class="_ _12"> </span></span>Introdução</div><div class="t m2 x3a h16 yce ff16 fsa fc7 sc0 ls0 ws0">112<span class="ff13"> <span class="_ _12"> </span></span>As maternidades, suas complexidades e o trabalho </div><div class="t m42 x3a h16 ycf ff16 fsa fc7 sc0 ls15 ws19">120<span class="ff13 ls0 ws0"> <span class="_ _12"> </span></span><span class="ls16 ws1a"> <span class="_ _13"></span>A maternidade e a instituição social do trabalho: a experiência do </span></div><div class="t m2 x3f h16 yd0 ff16 fsa fc7 sc0 ls0 ws0">Senado Federal com o programa Mãe Nutriz</div><div class="t m43 x3a h16 yd1 ff16 fsa fc7 sc0 ls17 ws1b">126<span class="ff13 ls0 ws0"> <span class="_ _12"> </span></span><span class="ls16 ws1a">Dados do pr<span class="_ _4"></span>ograma Mãe Nutriz no Senado Federal e sua interf<span class="_ _3"></span>ace </span></div><div class="t m2 x3f h16 yd2 ff16 fsa fc7 sc0 ls0 ws0">com a pandemia da covid-19</div><div class="t m2 x3a h16 yd3 ff16 fsa fc7 sc0 ls0 ws0">129<span class="ff13"> <span class="_ _12"> </span><span class="ff18">Considerações nais e o que prospectar para o futuro </span></span></div><div class="t m2 x3a h16 yd4 ff16 fsa fc7 sc0 ls0 ws0">132<span class="ff13"> <span class="_ _12"> </span><span class="ff18">Ref<span class="_ _4"></span>erências bibliográcas</span></span></div><div class="t m44 x3a h15 y7a ff17 fs7 fc4 sc0 ls18 ws13">135 <span class="_ _14"> </span>CAPÍTUL<span class="_ _3"></span>O 6 – CAMP<span class="_ _5"></span>ANHA<span class="_ _4"></span>S CONTRA O A<span class="_ _3"></span>SSÉDIO MORAL </div><div class="t m2 x3e h15 y7b ff17 fs7 fc4 sc0 ls0 ws0">E SEXU<span class="_ _5"></span>AL</div><div class="t m2 x3a h16 yd5 ff16 fsa fc7 sc0 ls0 ws0">135<span class="ff13"> <span class="_ _12"> </span></span><span class="ws14">1. <span class="_ _d"> </span> Introdução</span></div><div class="t m2 x3a h16 yd6 ff16 fsa fc7 sc0 ls0 ws0">136<span class="ff13"> <span class="_ _12"> </span></span><span class="ws14">2. <span class="_ _d"> </span> Ref<span class="_ _4"></span>erencial <span class="_ _e"> </span>teórico</span></div><div class="t m2 x3a h16 yd7 ff16 fsa fc7 sc0 ls0 ws0">140<span class="ff13"> <span class="_ _12"> </span></span>3. <span class="_ _f"> </span> <span class="_ _0"></span>Campanha de combate ao ass<span class="_ _8"></span>édio – 2019 </div><div class="t m32 x3a h16 yd8 ff16 fsa fc7 sc0 ls19 ws1c">144<span class="ff13 ls0 ws0"> <span class="_ _15"> </span></span><span class="ls15 ws1d">4. <span class="_ _14"> </span> <span class="_ _16"></span>Normativo interno sobre o tratament<span class="_ _3"></span>o dos casos de ass<span class="_ _8"></span>édio – APS </span></div><div class="t m2 x40 h16 yd9 ff16 fsa fc7 sc0 ls0 ws0">nº 8/2018</div><div class="t m2 x3a h16 yda ff16 fsa fc7 sc0 ls0 ws0">145<span class="ff13"> <span class="_ _12"> </span></span>5. <span class="_ _f"> </span> <span class="_ _0"></span>Estatísticas dos casos </div><div class="t m2 x3a h16 ydb ff16 fsa fc7 sc0 ls0 ws0">150<span class="ff13"> <span class="_ _12"> </span><span class="ff18">6. <span class="_ _f"> </span> <span class="_ _0"></span>Conclusõe<span class="_ _8"></span>s </span></span></div><div class="t m2 x3a h16 ydc ff16 fsa fc7 sc0 ls0 ws0">152<span class="ff13"> <span class="_ _12"> </span><span class="ff18">7. <span class="_ _f"> </span> <span class="_ _0"></span>Referências bibliográcas </span></span></div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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src="data:image/png;base64,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"/><div class="t m45 x3a h15 y8b ff17 fs7 fc4 sc0 ls0 ws1e">155 <span class="_ _f"> </span>CAPÍTUL<span class="_ _3"></span>O 7 – COLEÇÃ<span class="_ _3"></span>O <span class="ff19 ws1f">ESCRITORA<span class="_ _3"></span>S DO BRASIL:<span class="ff17 ws1e"> UMA </span></span></div><div class="t m2 x3e h15 yab ff17 fs7 fc4 sc0 ls0 ws0">NO<span class="_ _4"></span>V<span class="_ _3"></span>A CONSPIRA<span class="_ _4"></span>ÇÃ<span class="_ _3"></span>O D<span class="_ _3"></span>AS S<span class="_ _3"></span>AIA<span class="_ _3"></span>S...</div><div class="t m2 x3a h16 ydd ff16 fsa fc7 sc0 ls0 ws0">156<span class="ff13"> <span class="_ _12"> </span></span>Hist<span class="_ _4"></span>órico do projet<span class="_ _4"></span>o</div><div class="t m2 x3a h16 yde ff16 fsa fc7 sc0 ls0 ws0">157<span class="ff13"> <span class="_ _12"> </span></span>Uma col<span class="_ _4"></span>eção só de escritoras</div><div class="t m2 x3a h16 ydf ff16 fsa fc7 sc0 ls0 ws0">160<span class="ff13"> <span class="_ _12"> </span></span>Re<span class="_ _4"></span>virando o cânone</div><div class="t m2 x3a h16 ye0 ff16 fsa fc7 sc0 ls0 ws0">163<span class="ff13"> <span class="_ _12"> </span></span>A seleção das escritoras e obras: v<span class="_ _4"></span>olumes publicados </div><div class="t m2 x3a h16 ye1 ff16 fsa fc7 sc0 ls0 ws0">166<span class="ff13"> <span class="_ _12"> </span></span>A seleção das escritoras e obras: pr<span class="_ _4"></span>óximos volumes </div><div class="t m2 x3a h16 ye2 ff16 fsa fc7 sc0 ls0 ws0">167<span class="ff13"> <span class="_ _12"> </span></span>O processo de edição das obras</div><div class="t m2 x3a h16 ye3 ff16 fsa fc7 sc0 ls0 ws0">170<span class="ff13"> <span class="_ _12"> </span></span>Ressonância</div><div class="t m2 x3a h16 ye4 ff16 fsa fc7 sc0 ls0 ws0">172<span class="ff13"> <span class="_ _12"> </span></span>Conclusão: a continuidade do projet<span class="_ _4"></span>o</div><div class="t m2 x3a h16 ye5 ff16 fsa fc7 sc0 ls0 ws0">172<span class="ff13"> <span class="_ _12"> </span><span class="ff18">Ref<span class="_ _4"></span>erências bibliográcas</span></span></div><div class="t m2 x3a h16 ye6 ff16 fsa fc7 sc0 ls0 ws0">175<span class="ff13"> <span class="_ _12"> </span></span>Arquivos</div><div class="t m3f x3a h15 y97 ff17 fs7 fc4 sc0 ls1a ws20">17<span class="_ _8"></span>7<span class="_ _8"></span> <span class="_ _14"> </span>CAPÍTUL<span class="_ _3"></span>O 8 – MENTORIA DE FORMAÇÃ<span class="_ _5"></span>O DE LIDERANÇA<span class="_ _4"></span>S </div><div class="t m2 x3e h15 y98 ff17 fs7 fc4 sc0 ls0 ws0">FEMININA<span class="_ _3"></span>S</div><div class="t m2 x3a h16 ye7 ff16 fsa fc7 sc0 ls0 ws0">177<span class="ff13"> <span class="_ _12"> </span></span>A busca de equidade </div><div class="t m2 x3a h16 ye8 ff16 fsa fc7 sc0 ls0 ws0">179<span class="ff13"> <span class="_ _12"> </span></span>Situação atual no Senado</div><div class="t m2 x3a h16 ye9 ff16 fsa fc7 sc0 ls0 ws0">181<span class="ff13"> <span class="_ _12"> </span></span>O surgiment<span class="_ _4"></span>o do programa</div><div class="t m2 x3a h16 yea ff16 fsa fc7 sc0 ls0 ws0">183<span class="ff13"> <span class="_ _12"> </span></span>Alinhament<span class="_ _4"></span>o estraté<span class="_ _8"></span>gico do programa </div><div class="t m2 x3a h16 yeb ff16 fsa fc7 sc0 ls0 ws0">183<span class="ff13"> <span class="_ _12"> </span></span>P<span class="_ _4"></span>or que ment<span class="_ _4"></span>oria? </div><div class="t m2 x3a h16 yec ff16 fsa fc7 sc0 ls0 ws0">185<span class="ff13"> <span class="_ _12"> </span></span>A Liderança Feminina</div><div class="t m2 x3a h16 yed ff16 fsa fc7 sc0 ls0 ws0">188<span class="ff13"> <span class="_ _12"> </span></span>Realização da ment<span class="_ _4"></span>oria</div><div class="t m2 x3a h16 yee ff16 fsa fc7 sc0 ls0 ws0">190<span class="ff13"> <span class="_ _12"> </span></span>O processo de mentoria </div><div class="t m2 x3a h16 yef ff16 fsa fc7 sc0 ls0 ws0">191<span class="ff13"> <span class="_ _12"> </span></span>Foco nas habilidades “não técnicas”</div><div class="t m2 x3a h16 yf0 ff16 fsa fc7 sc0 ls0 ws0">192<span class="ff13"> <span class="_ _12"> </span></span>Análise de re<span class="_ _8"></span>sultados</div><div class="t m2 x3a h16 yf1 ff16 fsa fc7 sc0 ls0 ws0">195<span class="ff13"> <span class="_ _12"> </span></span>Impact<span class="_ _4"></span>os gerados pel<span class="_ _4"></span>o programa</div><div class="t m2 x3a h16 yf2 ff16 fsa fc7 sc0 ls0 ws0">197<span class="ff13"> <span class="_ _12"> </span></span>A criação da comunidade</div><div class="t m2 x3a h16 yf3 ff16 fsa fc7 sc0 ls0 ws0">199<span class="ff13"> <span class="_ _12"> </span></span>Conclusão</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pfd" class="pf wa h0" data-page-no="d"><div class="pc pcd wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m5 x3a h15 y8b ff17 fs7 fc4 sc0 ls1b ws21">2<span class="_ _4"></span>01<span class="_ _3"></span> <span class="_ _17"> </span>CAPÍTUL<span class="_ _3"></span>O 9 – DIAL<span class="_ _3"></span>OGANDO SOBRE A LEI MARIA D<span class="_ _4"></span>A </div><div class="t m2 x3e h15 yab ff17 fs7 fc4 sc0 ls0 ws0">PENHA</div><div class="t m2 x3a h16 ydd ff16 fsa fc7 sc0 ls0 ws0">201<span class="ff13"> <span class="_ _12"> </span></span><span class="ws14">1. <span class="_ _d"> </span> Introdução</span></div><div class="t m46 x3a h16 yf4 ff16 fsa fc7 sc0 ls19 ws1c">203<span class="ff13 ls0 ws0"> <span class="_ _15"> </span></span><span class="ls15 ws1d">2. <span class="_ _14"> </span> <span class="_ _0"></span>Por que discutir viol<span class="_ _4"></span>ência doméstica e familiar contra as mulheres </span></div><div class="t m2 x40 h16 yf5 ff16 fsa fc7 sc0 ls0 ws0">no âmbit<span class="_ _4"></span>o de trabalho? O que tem a ver?</div><div class="t m47 x3a h16 yf6 ff16 fsa fc7 sc0 ls1c ws22">206<span class="ff13 ls0 ws0"> <span class="_ _12"> </span></span><span class="ls1d ws1a">3. <span class="_ _17"> </span> <span class="_ _0"></span>Da criação da l<span class="_ _4"></span>ei à prática no combate à viol<span class="_ _4"></span>ência doméstica e </span></div><div class="t m2 x40 h16 yf7 ff16 fsa fc7 sc0 ls0 ws0">f<span class="_ _4"></span>amiliar contra as mulheres</div><div class="t m2 x3a h16 yf8 ff16 fsa fc7 sc0 ls0 ws0">208<span class="ff13"> <span class="_ _12"> </span></span>3.1. A<span class="_ _4"></span>v<span class="_ _4"></span>aliação do curso</div><div class="t m2 x3a h16 yf9 ff16 fsa fc7 sc0 ls0 ws0">209<span class="ff13"> <span class="_ _12"> </span><span class="ff18">Sobre o perl </span></span></div><div class="t m2 x3a h16 yfa ff16 fsa fc7 sc0 ls0 ws0">211<span class="ff13"> <span class="_ _12"> </span></span>Funcionament<span class="_ _4"></span>o do curso</div><div class="t m2 x3a h16 yfb ff16 fsa fc7 sc0 ls0 ws0">211<span class="ff13"> <span class="_ _12"> </span></span>Conteúdo</div><div class="t m2 x3a h16 yfc ff16 fsa fc7 sc0 ls0 ws0">211<span class="ff13"> <span class="_ _12"> </span><span class="ff18">4. <span class="_ _f"> </span> <span class="_ _0"></span>Consideraçõe<span class="_ _8"></span>s nais</span></span></div><div class="t m2 x3a h16 yfd ff16 fsa fc7 sc0 ls0 ws0">212<span class="ff13"> <span class="_ _12"> </span><span class="ff18">5. <span class="_ _f"> </span> <span class="_ _0"></span>Referências bibliográcas</span></span></div><div class="t m2 x3a h15 y97 ff17 fs7 fc4 sc0 ls0 ws0">215 <span class="_ _f"> </span>CAPÍTUL<span class="_ _4"></span>O 10 – REDE EQUID<span class="_ _3"></span>ADE</div><div class="t m2 x3a h16 yfe ff16 fsa fc7 sc0 ls0 ws0">215<span class="ff13"> <span class="_ _12"> </span></span><span class="ws14">1. <span class="_ _d"> </span> Introdução</span></div><div class="t m2 x3a h16 yff ff16 fsa fc7 sc0 ls0 ws0">217<span class="ff13"> <span class="_ _12"> </span></span>2. <span class="_ _f"> </span> <span class="_ _0"></span>“Unir para sonhar<span class="_ _3"></span>. Trabalhar junto para al<span class="_ _4"></span>cançar”</div><div class="t m2 x3a h16 y100 ff16 fsa fc7 sc0 ls0 ws0">218<span class="ff13"> <span class="_ _12"> </span></span><span class="ws14">2.1. <span class="_ _d"> </span> Trilhando <span class="_ _e"> </span>caminhos</span></div><div class="t m2 x3a h16 y101 ff16 fsa fc7 sc0 ls0 ws0">225<span class="ff13"> <span class="_ _12"> </span></span>2.2. <span class="_ _f"> </span> <span class="_ _0"></span>Após a assinatura</div><div class="t m2 x3a h16 y102 ff16 fsa fc7 sc0 ls0 ws0">226<span class="ff13"> <span class="_ _12"> </span><span class="ff18">3. <span class="_ _f"> </span> <span class="_ _0"></span>Consideraçõe<span class="_ _8"></span>s nais</span></span></div><div class="t m2 x3a h16 y103 ff16 fsa fc7 sc0 ls0 ws0">227<span class="ff13"> <span class="_ _12"> </span><span class="ff18">4. <span class="_ _f"> </span> <span class="_ _0"></span>Referências bibliográcas</span></span></div><div class="t m48 x3a h15 ya0 ff17 fs7 fc4 sc0 ls1e ws13">23<span class="_ _8"></span>1 <span class="_ _14"> </span>CAPÍTUL<span class="_ _3"></span>O 11 – PLANO DE EQUIDADE DE GÊNERO E RA<span class="_ _3"></span>ÇA </div><div class="t m2 x3e h15 ya1 ff17 fs7 fc4 sc0 ls0 ws0">DO SENADO FEDERAL</div><div class="t m2 x3a h16 y104 ff16 fsa fc7 sc0 ls0 ws0">231<span class="ff13"> <span class="_ _12"> </span></span><span class="ws14">1. <span class="_ _d"> </span> Introdução</span></div><div class="t m49 x3a h16 y105 ff16 fsa fc7 sc0 ls0 ws0">233<span class="ff13"> <span class="_ _12"> </span></span><span class="ws23">2. <span class="_ _17"> </span> <span class="_ _0"></span>O Plano de Equidade de Gênero e Raça do Senado Federal: sua </span></div><div class="t m2 x40 h16 y106 ff16 fsa fc7 sc0 ls0 ws0">elaboração e conteúdo</div><div class="t m2 x3a h16 y107 ff16 fsa fc7 sc0 ls0 ws0">242<span class="ff13"> <span class="_ _12"> </span></span>3. <span class="_ _f"> </span> <span class="_ _0"></span>Os re<span class="_ _8"></span>sultados parciais al<span class="_ _4"></span>cançados e a segunda versão do PEGR</div><div class="t m2 x3a h16 y108 ff16 fsa fc7 sc0 ls0 ws0">249<span class="ff13"> <span class="_ _12"> </span><span class="ff18">4. <span class="_ _f"> </span> <span class="_ _0"></span>Conclusõe<span class="_ _8"></span>s</span></span></div><div class="t m2 x3a h16 y109 ff16 fsa fc7 sc0 ls0 ws0">250<span class="ff13"> <span class="_ _12"> </span><span class="ff18">5. <span class="_ _f"> </span> <span class="_ _0"></span>Referências bibliográcas</span></span></div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m2 x3a h15 y8b ff17 fs7 fc4 sc0 ls0 ws0">253 <span class="_ _f"> </span>CAPÍTUL<span class="_ _4"></span>O 12 – MA<span class="_ _3"></span>SCULINID<span class="_ _4"></span>ADES</div><div class="t m2 x3a h16 y10a ff16 fsa fc7 sc0 ls0 ws0">253<span class="ff13"> <span class="_ _12"> </span></span>Introdução</div><div class="t m2 x3a h16 y10b ff16 fsa fc7 sc0 ls0 ws0">258<span class="ff13"> <span class="_ _12"> </span></span>Experiências no Senado Federal</div><div class="t m2 x3a h16 y10c ff16 fsa fc7 sc0 ls0 ws0">261<span class="ff13"> <span class="_ _12"> </span><span class="ff18">Grupo Reexivo sobre Masculinidades</span></span></div><div class="t m2 x3a h16 y10d ff16 fsa fc7 sc0 ls0 ws0">263<span class="ff13"> <span class="_ _12"> </span><span class="ff18">Interpretações e futuro</span></span></div><div class="t m2 x3a h16 y10e ff16 fsa fc7 sc0 ls0 ws0">265<span class="ff13"> <span class="_ _12"> </span></span>Ref<span class="_ _4"></span>erências</div><div class="t m5 x3a h15 y91 ff17 fs7 fc4 sc0 ls1b ws24">2<span class="_ _4"></span>67<span class="_ _3"></span> <span class="_ _17"> </span>CONCL<span class="_ _4"></span>US<span class="_ _3"></span>Ã<span class="_ _4"></span>O - A IMPORT<span class="_ _5"></span>ÂNCIA DA <span class="_ _4"></span>AL<span class="_ _6"></span>T<span class="_ _5"></span>A GEST<span class="_ _3"></span>Ã<span class="_ _3"></span>O NA </div><div class="t m2 x3e h15 y92 ff17 fs7 fc4 sc0 ls0 ws0">PROMOÇÃ<span class="_ _3"></span>O D<span class="_ _3"></span>A EQUIDADE DE GÊNERO</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x41 hd y10f ff11 fs6 fc6 sc0 ls0 ws0">Capítul<span class="_ _3"></span>o 1 – CUL<span class="_ _6"></span>TURA ORGANIZA<span class="_ _3"></span>CIONAL </div><div class="t m2 x25 hd y110 ff11 fs6 fc6 sc0 ls0 ws0">DO SENADO FEDERAL: ENTENDENDO </div><div class="t m2 x42 hd y111 ff11 fs6 fc6 sc0 ls0 ws0">ONDE TUDO COMEÇA</div><div class="t m2 x30 h17 y112 ff1a fs5 fc2 sc0 ls0 ws0">Ilana Trombk<span class="_ _3"></span>a</div><div class="t m2 x43 h18 y113 ff1b fs9 fc2 sc0 ls0 ws0">1</div><div class="t m2 x44 h17 y114 ff1a fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>aul<span class="_ _4"></span>o Ricardo dos Sant<span class="_ _4"></span>os Meira</div><div class="t m2 x43 h18 y115 ff1b fs9 fc2 sc0 ls0 ws0">2</div><div class="t m2 x3a h19 y116 ff11 fs1 fc8 sc0 ls0 ws0">INTRODUÇÃ<span class="_ _3"></span>O</div><div class="t m4a x3a h1a y117 ff1c fs2 fc2 sc0 ls1f ws25">1 <span class="_ _18"> </span>Doutoranda em Adminis<span class="_ _4"></span>tração pela Escola de Adminis<span class="_ _4"></span>tração de Empr<span class="_ _4"></span>esas de São Paulo </div><div class="t m4b x1e h1a y118 ff1d fs2 fc2 sc0 ls0 ws0">da Fundação <span class="_ _8"></span>Getúlio V<span class="_ _4"></span>arg<span class="_ _4"></span>as (FGV<span class="_ _4"></span>-EAESP), mestre em Comunicação Soci<span class="_ _8"></span>al pela <span class="_ _8"></span>P<span class="_ _4"></span>oncia </div><div class="t m2 x1e h1a y119 ff1d fs2 fc2 sc0 ls0 ws0">Universidade Ca<span class="_ _4"></span>tólica do Rio Gr<span class="_ _4"></span>ande do Sul (PUCRS), especializ<span class="_ _4"></span>ada em Direito <span class="_ _4"></span>Legislavo </div><div class="t m4c x1e h1a y11a ff1c fs2 fc2 sc0 ls20 ws26">pela Universidade F<span class="_ _3"></span>ederal do Mato Grosso do Sul (UFMS), gr<span class="_ _3"></span>aduada em Relações Públicas </div><div class="t m2 x1e h1a y11b ff1c fs2 fc2 sc0 ls0 ws0">(PUCRS) e dire<span class="_ _4"></span>tora-g<span class="_ _4"></span>eral do Senado Feder<span class="_ _3"></span>al. E-mail: trombka@senado.leg.br<span class="_ _6"></span>.</div><div class="t m4d x3a h1a y11c ff1d fs2 fc2 sc0 ls21 ws27">2 <span class="_ _18"> </span>Mestre e <span class="_ _8"></span>doutor em <span class="_ _8"></span>Mark<span class="_ _3"></span>eng <span class="_ _8"></span>pelo Programa de <span class="_ _8"></span>Pós-Gr<span class="_ _4"></span>aduação em <span class="_ _8"></span>Administr<span class="_ _4"></span>ação da </div><div class="t m4e x1e h1a y11d ff1c fs2 fc2 sc0 ls20 ws28">Universidade F<span class="_ _4"></span>ederal do Rio Gr<span class="_ _4"></span>ande do Sul (PPGA/UFRGS), bacharel em Comunicação So<span class="ls0 ws0">-</span></div><div class="t m4f x1e h1a y11e ff1c fs2 fc2 sc0 ls0 ws26">cial – habilitação Publicidade e Pr<span class="_ _4"></span>opaganda – pela UFR<span class="_ _4"></span>GS e assessor técnico da Secr<span class="_ _4"></span>etaria </div><div class="t m2 x1e h1a y11f ff1c fs2 fc2 sc0 ls0 ws0">de Gestão de P<span class="_ _4"></span>essoas do Senado Feder<span class="_ _4"></span>al. E-mail: paulor<span class="_ _4"></span>sm@senado.leg.br<span class="_ _5"></span>.</div><div class="t m2 x3a h1a y120 ff1d fs2 fc2 sc0 ls0 ws0">3 <span class="_ _12"> </span>Disponív<span class="_ _4"></span>el em: hps://c<span class="_ _4"></span>onteudo.gptw<span class="_ _3"></span>.com.br/tendencias-de-ges<span class="_ _4"></span>tao-de-pessoas-2022.</div><div class="t m2 x3a h1a y121 ff1c fs2 fc2 sc0 ls0 ws29">4 <span class="_ _12"> </span>ROBBINS, S. P<span class="_ _6"></span>. JUDGE, T<span class="_ _5"></span>. A., &amp; SOBRAL, F<span class="_ _3"></span>. <span class="ff1e">Comportamento organiz<span class="_ _3"></span>acional<span class="ff1d ws0">: teoria e pr<span class="_ _3"></span>áca </span></span></div><div class="t m2 x1e h1a y122 ff1d fs2 fc2 sc0 ls0 ws0">no conte<span class="_ _4"></span>xto br<span class="_ _4"></span>asileiro. 14 ed. São P<span class="_ _4"></span>aulo: Pear<span class="_ _4"></span>son Prence Hall, 2011.</div><div class="t m2 x45 hb y123 ff1f fs5 fc2 sc0 ls0 ws0">“<span class="ff13">Gender Balance </span>é muit<span class="_ _4"></span>o mais do que repres<span class="_ _8"></span>entativi-</div><div class="t m2 x46 hb y124 ff1f fs5 fc2 sc0 ls0 ws0">dade numérica, é Cultura Organizacional. Isso se cons-</div><div class="t m2 x47 hb y125 ff1f fs5 fc2 sc0 ls0 ws0">trói. Números se esvaziam, cultura viv<span class="_ _4"></span>e<span class="_ _4"></span>.”</div><div class="t m2 x44 h1b y126 ff11 fs2 fc2 sc0 ls0 ws0">V<span class="_ _3"></span>era Regina Meinhard, consult<span class="_ _4"></span>ora (2020)</div><div class="t m50 x3a hb y127 fff fs5 fc2 sc0 ls0 ws0">“<span class="ff20">Diversid<span class="_ _4"></span>ade<span class="_ _4"></span>, <span class="_ _4"></span>inclusão <span class="_ _4"></span>e equi<span class="_ _4"></span>dade vi<span class="_ _4"></span>eram par<span class="_ _4"></span>a car<span class="fff ls5 ws6">”, <span class="_ _3"></span>ass<span class="_ _8"></span>e<span class="_ _3"></span>vera o <span class="_ _3"></span>Relatório </span></span></div><div class="t m51 x3a hb y128 fff fs5 fc2 sc0 ls4 ws5">de <span class="_ _8"></span>T<span class="_ _6"></span>endências <span class="_ _8"></span>de <span class="_ _8"></span>Gestão <span class="_ _8"></span>de <span class="_ _8"></span>Pessoas <span class="_ _8"></span>em 2022, <span class="_ _8"></span>da <span class="_ _8"></span>Great Place<span class="_ _8"></span>s <span class="_ _8"></span>t<span class="_ _3"></span>o <span class="_ _8"></span>Work</div><div class="t m52 x48 h18 y129 ff1b fs9 fc2 sc0 ls0 ws0">3</div><div class="t m51 x9 hb y128 fff fs5 fc2 sc0 ls0 ws0">, </div><div class="t m2 x3a hb y12a fff fs5 fc2 sc0 ls0 ws0">e no Senado <span class="_ _8"></span>Federal não é <span class="_ _8"></span>dif<span class="_ _3"></span>erente. A cultura organizacional <span class="_ _8"></span>do Senado </div><div class="t m2 x3a hb y12b fff fs5 fc2 sc0 ls0 ws0">vem sendo <span class="_ _8"></span>paulatinamente <span class="_ _8"></span>imbuída do <span class="_ _8"></span>paradigma <span class="_ _8"></span>de equidade <span class="_ _8"></span>de gêne-</div><div class="t m53 x3a hb y12c fff fs5 fc2 sc0 ls10 ws12">ro<span class="_ _3"></span>, <span class="_ _8"></span>em <span class="_ _8"></span>função <span class="_ _8"></span>de <span class="_ _8"></span>uma ação <span class="_ _8"></span>gerencial <span class="_ _8"></span>concatenada <span class="_ _8"></span>com <span class="_ _8"></span>iniciativ<span class="_ _3"></span>as <span class="_ _8"></span>que </div><div class="t m54 x3a hb y12d fff fs5 fc2 sc0 lsc wse">f<span class="_ _3"></span>avorecem <span class="_ _8"></span>e <span class="_ _8"></span>estimulam <span class="_ _8"></span>essa <span class="_ _8"></span>equidade<span class="_ _4"></span>. <span class="_ _8"></span>Isso é <span class="_ _8"></span>especialmente <span class="_ _8"></span>importante </div><div class="t m2 x3a hb y12e fff fs5 fc2 sc0 ls0 ws0">em relação à percepção de suporte organizacional, por <span class="_ _8"></span>parte dos colabo-</div><div class="t m2 x3a hb y12f fff fs5 fc2 sc0 ls0 ws0">radores da instituição</div><div class="t m2 x49 h18 y130 ff1b fs9 fc2 sc0 ls0 ws0">4</div><div class="t m2 x4a hb y12f fff fs5 fc2 sc0 ls0 ws0">. Não obstante<span class="_ _3"></span>, carece-se de um registro <span class="_ _4"></span>especíco </div><div class="t m55 x3a hb y131 fff fs5 fc2 sc0 ls4 ws5">e <span class="_ _8"></span>sistematizado das <span class="_ _8"></span>dif<span class="_ _4"></span>erentes <span class="_ _8"></span>iniciativ<span class="_ _4"></span>as <span class="_ _8"></span>da Casa, <span class="_ _8"></span>lacuna <span class="_ _8"></span>que a <span class="_ _8"></span>pres<span class="_ _8"></span>ente </div><div class="t m2 x4b h1c y132 ff17 fs6 fc4 sc0 ls0 ws0">15</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m56 x3a hb y6a fff fs5 fc2 sc0 lsa wsc">obra <span class="_ _4"></span>pretende <span class="_ _3"></span>preencher<span class="_ _3"></span>, tendo <span class="_ _3"></span>e<span class="_ _8"></span>ste <span class="_ _4"></span>capítul<span class="_ _3"></span>o a <span class="_ _3"></span>intenção de <span class="_ _3"></span>mostrar como <span class="_ _3"></span>a </div><div class="t m57 x3a hb y86 fff fs5 fc2 sc0 ls9 wsb">gestão contribuiu <span class="_ _4"></span>para <span class="_ _4"></span>essa construção <span class="_ _4"></span>col<span class="_ _3"></span>etiva. <span class="_ _4"></span>O <span class="_ _4"></span>pres<span class="_ _8"></span>ente <span class="_ _4"></span>text<span class="_ _4"></span>o <span class="_ _4"></span>introduz </div><div class="t m58 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">o tema <span class="_ _3"></span>– que <span class="_ _3"></span>s<span class="_ _8"></span>erá apr<span class="_ _4"></span>ofundado <span class="_ _4"></span>nos demais <span class="_ _3"></span>capítulos <span class="_ _3"></span>do livro <span class="_ _3"></span>–, iniciando-</div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">-se pela <span class="_ _4"></span>cultura organizacional, <span class="_ _3"></span>passando pela <span class="_ _4"></span>importância da <span class="_ _3"></span>equidade e </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">apres<span class="_ _8"></span>entando o context<span class="_ _4"></span>o especíco no Senado Federal.</div><div class="t m2 x3a h19 y6d ff11 fs1 fc8 sc0 ls0 ws2a">1. <span class="_ _19"> </span> CUL<span class="_ _6"></span>TURA <span class="_ _1a"> </span>ORGANIZA<span class="_ _4"></span>CIONAL</div><div class="t m59 x19 hb y6f fff fs5 fc2 sc0 ls8 wsa">Na <span class="_ _4"></span>ótica <span class="_ _4"></span>de <span class="_ _4"></span>Sri <span class="_ _4"></span>Wibowo <span class="_ _4"></span>(2022), <span class="_ _4"></span>cada <span class="_ _4"></span>organização <span class="_ _4"></span>tem <span class="_ _4"></span>sua <span class="_ _4"></span>própria <span class="_ _3"></span>cultu<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m5a x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">ra. <span class="_ _4"></span>Suas condições <span class="_ _4"></span>geralmente são <span class="_ _3"></span>f<span class="_ _4"></span>ormadas junt<span class="_ _3"></span>o com <span class="_ _3"></span>a gestão de <span class="_ _3"></span>um(a) </div><div class="t m5b x3a hb y71 fff fs5 fc2 sc0 ls22 ws2b">líder <span class="_ _4"></span>de <span class="_ _4"></span>uma <span class="_ _4"></span>organização<span class="_ _4"></span>. Quant<span class="_ _3"></span>o mais <span class="_ _3"></span>sábio o <span class="_ _3"></span>e<span class="_ _8"></span>stil<span class="_ _4"></span>o <span class="_ _4"></span>de <span class="_ _4"></span>liderança, <span class="_ _4"></span>pode-se<span class="_ _8"></span> </div><div class="t m5c x3a hb y72 fff fs5 fc2 sc0 ls8 wsa">garantir <span class="_ _4"></span>que <span class="_ _4"></span>o <span class="_ _4"></span>trabalho <span class="_ _4"></span>de <span class="_ _4"></span>uma <span class="_ _4"></span>organização <span class="_ _4"></span>terá <span class="_ _4"></span>uma <span class="_ _4"></span>cultura <span class="_ _4"></span>que <span class="_ _4"></span>traz <span class="_ _4"></span>uma </div><div class="t m5d x3a hb y73 fff fs5 fc2 sc0 ls9 wsb">atmosf<span class="_ _4"></span>era <span class="_ _4"></span>positiv<span class="_ _4"></span>a <span class="_ _4"></span>para <span class="_ _4"></span>qualquer <span class="_ _3"></span>pe<span class="_ _8"></span>ssoa <span class="_ _4"></span>conectada <span class="_ _4"></span>com a <span class="_ _3"></span>organização. <span class="_ _3"></span>Os </div><div class="t m5e x3a hb y74 fff fs5 fc2 sc0 ls5 ws6">membros <span class="_ _4"></span>da <span class="_ _4"></span>organização <span class="_ _4"></span>também <span class="_ _4"></span>se t<span class="_ _4"></span>ornarão <span class="_ _4"></span>membros <span class="_ _4"></span>l<span class="_ _3"></span>eais e <span class="_ _4"></span>terão bom </div><div class="t m5f x3a hb y75 fff fs5 fc2 sc0 ls9 wsb">des<span class="_ _8"></span>empenho<span class="_ _4"></span>, <span class="_ _4"></span>por causa <span class="_ _3"></span>da situação <span class="_ _3"></span>agradável <span class="_ _4"></span>e <span class="_ _4"></span>do f<span class="_ _3"></span>at<span class="_ _4"></span>o <span class="_ _4"></span>de <span class="_ _4"></span>se sentirem em </div><div class="t m60 x3a hb y76 fff fs5 fc2 sc0 ls22 ws2b">casa <span class="_ _4"></span>t<span class="_ _4"></span>ornando-se membros <span class="_ _3"></span>da organização<span class="_ _3"></span>. Com <span class="_ _4"></span>a <span class="_ _4"></span>existência <span class="_ _4"></span>de <span class="_ _4"></span>condições </div><div class="t m61 x3a hb y77 fff fs5 fc2 sc0 lsc wse">que <span class="_ _8"></span>sejam <span class="_ _8"></span>conf<span class="_ _3"></span>ortáveis  <span class="_ _0"></span> <span class="_ _0"></span>e propícias <span class="_ _8"></span>para uma <span class="_ _8"></span>organização, pode-se <span class="_ _8"></span>ass<span class="_ _8"></span>e<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">gurar que a cultura organizacional construída pel<span class="_ _3"></span>o líder da organização é </div><div class="t m62 x3a hb y79 fff fs5 fc2 sc0 ls9 wsb">muit<span class="_ _4"></span>o <span class="_ _4"></span>boa. <span class="_ _4"></span>Como pode <span class="_ _3"></span>haver <span class="_ _3"></span>microculturas nos <span class="_ _3"></span>diferentes departament<span class="_ _3"></span>os, </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">o papel da gestão, como <span class="_ _4"></span>condut<span class="_ _4"></span>or geral do processo<span class="_ _4"></span>, t<span class="_ _4"></span>orna-se ainda mais </div><div class="t m63 x3a hb y7b fff fs5 fc2 sc0 ls22 ws2b">rel<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>ante<span class="_ _3"></span>. A <span class="_ _4"></span>cultura <span class="_ _3"></span>corporativa <span class="_ _3"></span>pode ser denida <span class="_ _3"></span>como uma <span class="_ _3"></span>imagem orga<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">nizacional, que <span class="_ _8"></span>é um <span class="_ _8"></span>reexo do <span class="_ _8"></span>posicionament<span class="_ _4"></span>o adotado <span class="_ _8"></span>pela instituição </div><div class="t m64 x3a hb y7d fff fs5 fc2 sc0 ls23 ws2c">quant<span class="_ _4"></span>o <span class="_ _8"></span>ao que <span class="_ _8"></span>pode <span class="_ _8"></span>e não <span class="_ _8"></span>pode <span class="_ _8"></span>ser <span class="_ _8"></span>seu <span class="_ _8"></span>de<span class="_ _8"></span>senvol<span class="_ _4"></span>viment<span class="_ _4"></span>o <span class="_ _8"></span>posterior; que </div><div class="t m65 x3a hb y7e fff fs5 fc2 sc0 ls22 ws2b">v<span class="_ _4"></span>al<span class="_ _4"></span>ores proclamados <span class="_ _3"></span>são reais <span class="_ _3"></span>e o <span class="_ _3"></span>que não <span class="_ _4"></span>é<span class="_ _4"></span>, <span class="_ _4"></span>e <span class="_ _4"></span>que <span class="_ _4"></span>tipo <span class="_ _4"></span>de <span class="_ _4"></span>comportament<span class="_ _4"></span>o </div><div class="t m66 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">é aceitável <span class="_ _8"></span>na organização. A <span class="_ _8"></span>cultura corporativa dá <span class="_ _8"></span>o <span class="_ _8"></span>t<span class="_ _3"></span>om <span class="_ _8"></span>de <span class="_ _8"></span>inuenciar </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">tant<span class="_ _4"></span>o o humor quant<span class="_ _4"></span>o o estado de e<span class="_ _8"></span>spírit<span class="_ _4"></span>o do pessoal.</div><div class="t m67 x19 hb y81 fff fs5 fc2 sc0 lse ws10">P<span class="_ _4"></span>ara <span class="_ _8"></span>Endo<span class="_ _3"></span>, <span class="_ _8"></span>Lucion, <span class="_ _8"></span>K<span class="_ _4"></span>at<span class="_ _4"></span>o-Cruz, <span class="_ _8"></span>De Paula Cas<span class="_ _8"></span>emiro e <span class="_ _8"></span>França <span class="_ _8"></span>(2022), <span class="_ _8"></span>a </div><div class="t m35 x3a hb y82 fff fs5 fc2 sc0 ls4 ws5">cultura <span class="_ _8"></span>surge em <span class="_ _8"></span>qualquer grupo <span class="_ _8"></span>socialmente conectado <span class="_ _8"></span>e <span class="_ _8"></span>que promov<span class="_ _4"></span>e </div><div class="t m68 x3a hb y83 fff fs5 fc2 sc0 lsc wse">trocas de <span class="_ _8"></span>experiências entre <span class="_ _8"></span>si. <span class="_ _8"></span>A cultura <span class="_ _8"></span>organizacional pode <span class="_ _8"></span>ocorrer <span class="_ _8"></span>de </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">duas f<span class="_ _4"></span>ormas: uma naturalmente <span class="_ _8"></span>em um grupo <span class="_ _8"></span>que passa a construir <span class="_ _8"></span>uma </div><div class="t m69 x3a hb y85 fff fs5 fc2 sc0 lse ws10">ideia <span class="_ _8"></span>comum sobre <span class="_ _8"></span>sua <span class="_ _8"></span>conduta; outra, <span class="_ _8"></span>por <span class="_ _8"></span>meio da <span class="_ _8"></span>imposição <span class="_ _8"></span>do <span class="_ _8"></span>líder<span class="_ _5"></span>, </div><div class="t m6a x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">sendo aquel<span class="_ _4"></span>e <span class="_ _4"></span>que <span class="_ _4"></span>cria o <span class="_ _3"></span>negócio e <span class="_ _3"></span>transfere <span class="_ _4"></span>seus v<span class="_ _3"></span>alores, crenças <span class="_ _4"></span>e <span class="_ _4"></span>objeti-</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">16</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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src="data:image/png;base64,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"/><div class="t m6b x3a hb y6a fff fs5 fc2 sc0 ls9 wsb">vos <span class="_ _3"></span>para o <span class="_ _4"></span>grupo<span class="_ _3"></span>, gerando <span class="_ _4"></span>conança <span class="_ _3"></span>para realização <span class="_ _3"></span>das taref<span class="_ _3"></span>as (DRISKILL, </div><div class="t m6c x3a hb y86 fff fs5 fc2 sc0 ls23 ws2c">2018, <span class="_ _8"></span>apud ENDO; <span class="_ _8"></span>LUCION; KA<span class="_ _3"></span>TO-CRUZ; <span class="_ _8"></span>DE P<span class="_ _3"></span>A<span class="_ _3"></span>ULA <span class="_ _8"></span>CA<span class="_ _3"></span>SEMIRO; <span class="_ _8"></span>FRANÇA, </div><div class="t m5 x3a hb y87 fff fs5 fc2 sc0 ls6 ws8">2022). <span class="_ _8"></span>Nesta, <span class="_ _8"></span>a <span class="_ _8"></span>cultura <span class="_ _8"></span>é <span class="_ _8"></span>f<span class="_ _4"></span>ormalizada <span class="_ _8"></span>na <span class="_ _8"></span>medida em <span class="_ _8"></span>que <span class="_ _8"></span>os <span class="_ _8"></span>indivíduos </div><div class="t m6d x3a hb y88 fff fs5 fc2 sc0 lsf ws11">veem re<span class="_ _8"></span>sultados satisfat<span class="_ _3"></span>órios <span class="_ _8"></span>para <span class="_ _8"></span>si <span class="_ _8"></span>e para <span class="_ _8"></span>o <span class="_ _8"></span>grupo. A <span class="_ _8"></span>f<span class="_ _3"></span>orça <span class="_ _8"></span>da <span class="_ _8"></span>cultura </div><div class="t m6e x3a hb y89 fff fs5 fc2 sc0 ls4 ws5">organizacional <span class="_ _8"></span>v<span class="_ _3"></span>ai <span class="_ _8"></span>depender <span class="_ _8"></span>do quanto os <span class="_ _8"></span>participantes <span class="_ _8"></span>acreditam <span class="_ _8"></span>nessa </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">cultura e partilham dela (AL<span class="_ _6"></span>VESSON; SVENINGSSON, 2015).</div><div class="t m6f x19 hb y6c fff fs5 fc2 sc0 lse ws10">A <span class="_ _8"></span>cultura organizacional <span class="_ _8"></span>pode <span class="_ _8"></span>ser <span class="_ _8"></span>denida <span class="_ _8"></span>como <span class="_ _8"></span>“o <span class="_ _8"></span>conjunt<span class="_ _3"></span>o <span class="_ _8"></span>de <span class="_ _8"></span>ar<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">tef<span class="_ _3"></span>atos, val<span class="_ _3"></span>ore<span class="_ _8"></span>s, crenças <span class="_ _8"></span>e <span class="_ _8"></span>percepções <span class="_ _8"></span>compartilhadas por <span class="_ _8"></span>t<span class="_ _4"></span>odos em <span class="_ _8"></span>uma </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">organização<span class="_ _4"></span>, e que ocorre <span class="_ _8"></span>de maneira inconsciente<span class="_ _4"></span>, s<span class="_ _8"></span>egmentada em suas </div><div class="t m70 x3a hb y6f fff fs5 fc2 sc0 lsa wsc">atividades, e <span class="_ _3"></span>que se encontra <span class="_ _3"></span>‘abaixo da <span class="_ _3"></span>superfície’ da <span class="_ _3"></span>empre<span class="_ _8"></span>sa” <span class="_ _3"></span>(DRISKILL,<span class="_ _8"></span> </div><div class="t m71 x3a hb y70 fff fs5 fc2 sc0 lsb wsd">2018; <span class="_ _4"></span>JONES, <span class="_ _3"></span>2013, apud <span class="_ _3"></span>ENDO; L<span class="_ _3"></span>UCION; KA<span class="_ _5"></span>TO-CRUZ; DE <span class="_ _3"></span>P<span class="_ _5"></span>A<span class="_ _3"></span>ULA CA<span class="_ _3"></span>SEMIRO; </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">FRANÇA, 2022, <span class="_ _4"></span>p<span class="_ _4"></span>. 348), <span class="_ _4"></span>e a <span class="_ _4"></span>liderança da <span class="_ _4"></span>alta gestão é fundamental <span class="_ _3"></span>para o </div><div class="t m72 x3a hb y72 fff fs5 fc2 sc0 ls9 wsb">f<span class="_ _3"></span>omento <span class="_ _4"></span>dessa cultura, <span class="_ _3"></span>de acordo <span class="_ _4"></span>com <span class="_ _4"></span>Priore<span class="_ _4"></span>, <span class="_ _4"></span>Prado e <span class="_ _3"></span>Neto <span class="_ _3"></span>(2012), motivo </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">pel<span class="_ _4"></span>o qual veremos ne<span class="_ _8"></span>ste capítul<span class="_ _4"></span>o a mão <span class="_ _8"></span>da ge<span class="_ _8"></span>stão do Senado Federal <span class="_ _8"></span>na </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">construção da cultura da Casa.</div><div class="t m2 x3a h19 y77 ff11 fs1 fc8 sc0 ls0 ws0">2. <span class="_ _d"> </span> <span class="_ _13"></span>A IMPORT<span class="_ _5"></span>ÂNCIA D<span class="_ _3"></span>A EQUID<span class="_ _4"></span>ADE NO </div><div class="t m2 x4c h19 y78 ff11 fs1 fc8 sc0 ls0 ws0">AMBIENTE ORGANIZA<span class="_ _4"></span>CIONAL</div><div class="t m73 x19 hb y7a fff fs5 fc2 sc0 ls23 ws2c">Corrêa <span class="_ _8"></span>e Medeiros <span class="_ _8"></span>(2019, p. 15) <span class="_ _8"></span>entendem <span class="_ _8"></span>que <span class="_ _8"></span>“uma atuação <span class="_ _8"></span>de <span class="_ _8"></span>ex<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">cel<span class="_ _4"></span>ência e o <span class="_ _4"></span>alcance <span class="_ _4"></span>da missão institucional <span class="_ _4"></span>somente serão possíveis <span class="_ _4"></span>com </div><div class="t m74 x3a hb y7c fff fs5 fc2 sc0 lse ws10">a <span class="_ _8"></span>construção de <span class="_ _8"></span>um <span class="_ _8"></span>meio <span class="_ _8"></span>ambiente de <span class="_ _8"></span>trabalho <span class="_ _8"></span>saudável [e] <span class="_ _8"></span>permeado </div><div class="t m75 x3a hb y7d fff fs5 fc2 sc0 ls4 ws5">por <span class="_ _8"></span>respeito mútuo”, <span class="_ _8"></span>enquant<span class="_ _3"></span>o <span class="_ _8"></span>sua <span class="_ _8"></span>ausência <span class="_ _8"></span>pode <span class="_ _8"></span>des<span class="_ _8"></span>encadear e<span class="_ _8"></span>stress<span class="_ _8"></span>e </div><div class="t m76 x3a hb y7e fff fs5 fc2 sc0 lsf ws11">laboral <span class="_ _8"></span>com ev<span class="_ _4"></span>entual <span class="_ _8"></span>somatização de <span class="_ _8"></span>s<span class="_ _8"></span>eus <span class="_ _8"></span>ef<span class="_ _3"></span>eitos (SOARES; FERREIRA, </div><div class="t m77 x3a hb y7f fff fs5 fc2 sc0 ls24 ws2d">2017). <span class="_ _4"></span>Col<span class="_ _4"></span>omby <span class="_ _3"></span>(2019) <span class="_ _4"></span>al<span class="_ _4"></span>erta <span class="_ _4"></span>que <span class="_ _3"></span>uma situação <span class="_ _3"></span>ruim na <span class="_ _3"></span>e<span class="_ _8"></span>sf<span class="_ _4"></span>era <span class="_ _3"></span>vida-trabalho<span class="_ _8"></span> </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">(em uma perspectiva de indissociabilidade) pode <span class="_ _8"></span>ir al<span class="_ _4"></span>ém de um <span class="_ _8"></span>probl<span class="_ _3"></span>ema </div><div class="t m78 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">prossional e <span class="_ _8"></span>congurar-se <span class="_ _8"></span>em <span class="_ _8"></span>um dano <span class="_ _8"></span>existencial <span class="_ _8"></span>ao próprio <span class="_ _8"></span>indivíduo<span class="_ _4"></span>. </div><div class="t m79 x3a hb y82 fff fs5 fc2 sc0 ls5 ws6">Boas <span class="_ _4"></span>práticas de <span class="_ _3"></span>ge<span class="_ _8"></span>stão <span class="_ _4"></span>de <span class="_ _4"></span>pessoas no <span class="_ _4"></span>setor <span class="_ _4"></span>público<span class="_ _4"></span>, <span class="_ _4"></span>pontua <span class="_ _4"></span>Neiv<span class="_ _4"></span>a <span class="_ _4"></span>(2021), </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">podem gerar <span class="_ _4"></span>mais satisf<span class="_ _3"></span>ação nos <span class="_ _4"></span>servidore<span class="_ _8"></span>s, com <span class="_ _4"></span>consequente maior pro-</div><div class="t m7a x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">dutividade – <span class="_ _8"></span>e <span class="_ _8"></span>menos adoecimento – <span class="_ _8"></span>del<span class="_ _4"></span>es, <span class="_ _8"></span>como <span class="_ _8"></span>assev<span class="_ _4"></span>eram Paula et <span class="_ _8"></span>al. </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">(2021) e Fogaça <span class="_ _8"></span>et al. (2021). <span class="_ _8"></span>Da me<span class="_ _8"></span>sma f<span class="_ _3"></span>orma, <span class="_ _8"></span>o tema, ampliado <span class="_ _8"></span>para o </div><div class="t m7b x3a hb y23 fff fs5 fc2 sc0 ls9 wsb">conceit<span class="_ _4"></span>o <span class="_ _4"></span>de <span class="_ _4"></span>suporte organizacional, <span class="_ _3"></span>é pre<span class="_ _3"></span>ventivo <span class="_ _3"></span>de intenção <span class="_ _3"></span>de abandono </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">17</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m7c x3a hb y10f fff fs5 fc2 sc0 ls5 ws6">das <span class="_ _4"></span>organizações, quando <span class="_ _3"></span>os esf<span class="_ _4"></span>orços <span class="_ _4"></span>se dão <span class="_ _4"></span>para <span class="_ _4"></span>a <span class="_ _4"></span>retenção <span class="_ _4"></span>dos <span class="_ _4"></span>tal<span class="_ _4"></span>ent<span class="_ _3"></span>os, </div><div class="t m7d x3a hb y134 fff fs5 fc2 sc0 ls0 ws0">não só <span class="_ _8"></span>em <span class="_ _8"></span>função de <span class="_ _8"></span>de<span class="_ _8"></span>sempenho <span class="_ _8"></span>organizacional mas <span class="_ _8"></span>também <span class="_ _8"></span>de custo </div><div class="t m7e x3a hb y135 fff fs5 fc2 sc0 ls0 ws0">econômico <span class="_ _4"></span>para a <span class="_ _3"></span>devida <span class="_ _3"></span>substituição do <span class="_ _4"></span>servidor perdido <span class="_ _4"></span>e <span class="_ _4"></span>para a <span class="_ _3"></span>capaci-</div><div class="t m7f x3a hb y136 fff fs5 fc2 sc0 ls4 ws5">tação <span class="_ _8"></span>do novo colega (CARRARA; <span class="_ _8"></span>NUNES; <span class="_ _8"></span>S<span class="_ _3"></span>ARSUR, <span class="_ _8"></span>2014; <span class="_ _8"></span>CAPPELL<span class="_ _3"></span>OZZA; </div><div class="t m80 x3a hb y137 fff fs5 fc2 sc0 ls5 ws6">CRISPIM; <span class="_ _4"></span>S<span class="_ _4"></span>ANTOS-CLARO; VENELLI-COST<span class="_ _5"></span>A, 2020; <span class="_ _3"></span>FORMIGA et <span class="_ _3"></span>al., 2021a). </div><div class="t m81 x3a hb y138 fff fs5 fc2 sc0 ls0 ws0">O próprio <span class="_ _8"></span>envol<span class="_ _3"></span>vimento e <span class="_ _8"></span>des<span class="_ _8"></span>empenho <span class="_ _8"></span>do colaborador <span class="_ _8"></span>são <span class="_ _8"></span>inuenciados </div><div class="t m2 x3a hb y139 fff fs5 fc2 sc0 ls0 ws0">por uma <span class="_ _8"></span>percepção positiv<span class="_ _4"></span>a de <span class="_ _8"></span>suporte da organização <span class="_ _8"></span>(RAMAD<span class="_ _3"></span>AM; <span class="_ _8"></span>ESTI-</div><div class="t m2 x3a hb y13a fff fs5 fc2 sc0 ls0 ws0">V<span class="_ _3"></span>ALETE; WEGNER; P<span class="_ _5"></span>ARCIANELL<span class="_ _4"></span>O, 2022).</div><div class="t m2 x19 hb y13b fff fs5 fc2 sc0 ls0 ws0">A ausência de <span class="_ _4"></span>equidade no <span class="_ _4"></span>ambiente pr<span class="_ _4"></span>ossional é <span class="_ _4"></span>uma das <span class="_ _4"></span>causas de </div><div class="t m2 x3a hb y13c fff fs5 fc2 sc0 ls0 ws0">mal-estar no trabalho (FERREIRA, 2017), <span class="_ _4"></span>podendo l<span class="_ _3"></span>ev<span class="_ _3"></span>ar a essas perdas na </div><div class="t m82 x3a hb y116 fff fs5 fc2 sc0 ls5 ws6">equipe<span class="_ _4"></span>. <span class="_ _4"></span>Não obstante<span class="_ _3"></span>, Studart <span class="_ _3"></span>(2022) al<span class="_ _3"></span>erta que <span class="_ _4"></span>o <span class="_ _4"></span>Brasil ocupa <span class="_ _3"></span>o 93º <span class="_ _3"></span>lugar </div><div class="t m2 x3a hb y13d fff fs5 fc2 sc0 ls0 ws0">no ranking gl<span class="_ _4"></span>obal de igualdade de gênero (em um univ<span class="_ _4"></span>erso de 156 paíse<span class="_ _8"></span>s </div><div class="t m83 x3a hb y13e fff fs5 fc2 sc0 lsc wse">que <span class="_ _8"></span>participaram do <span class="_ _8"></span>estudo) <span class="_ _8"></span>e <span class="_ _8"></span>que o <span class="_ _8"></span>salário <span class="_ _8"></span>de uma <span class="_ _8"></span>mulher <span class="_ _8"></span>cai <span class="_ _8"></span>7% para </div><div class="t m2 x3a hb y13f fff fs5 fc2 sc0 ls0 ws0">cada nov<span class="_ _4"></span>o lho<span class="_ _3"></span>, enquant<span class="_ _4"></span>o para <span class="_ _4"></span>os homens há <span class="_ _3"></span>um aumento <span class="_ _4"></span>de 10%, <span class="_ _4"></span>agra-</div><div class="t m84 x3a hb y140 fff fs5 fc2 sc0 ls5 ws6">v<span class="_ _4"></span>ado <span class="_ _4"></span>pel<span class="_ _4"></span>o f<span class="_ _5"></span>ato <span class="_ _4"></span>de <span class="_ _4"></span>que<span class="_ _4"></span>, <span class="_ _4"></span>durante a <span class="_ _3"></span>pandemia do <span class="_ _3"></span>novo cor<span class="_ _4"></span>onavírus, <span class="_ _4"></span>o <span class="_ _4"></span>risco de </div><div class="t m2 x3a hb y141 fff fs5 fc2 sc0 ls0 ws0">demissão f<span class="_ _3"></span>oi 1,8 maior para as trabalhadoras do s<span class="_ _8"></span>exo f<span class="_ _4"></span>eminino<span class="_ _4"></span>.</div><div class="t m85 x19 hb y127 fff fs5 fc2 sc0 lsa wsc">Segundo <span class="_ _4"></span>Ferreira <span class="_ _4"></span>(2015), <span class="_ _4"></span>as <span class="_ _4"></span>mudanças <span class="_ _4"></span>no <span class="_ _4"></span>perl <span class="_ _4"></span>das <span class="_ _4"></span>organizações, intro<span class="ls0 ws0">-</span></div><div class="t m86 x3a hb y128 fff fs5 fc2 sc0 ls5 ws6">duzindo <span class="_ _4"></span>inov<span class="_ _3"></span>açõe<span class="_ _8"></span>s que <span class="_ _3"></span>alteram normas, <span class="_ _3"></span>papéis e <span class="_ _4"></span>atribuição<span class="_ _4"></span>, <span class="_ _4"></span>tal como <span class="_ _3"></span>aqui </div><div class="t m2 x3a hb y12a fff fs5 fc2 sc0 ls0 ws0">trazemos a que<span class="_ _8"></span>stão da <span class="_ _8"></span>equidade de gênero, concorrem para uma melhor </div><div class="t m87 x3a hb y12b fff fs5 fc2 sc0 ls7 ws9">qualidade <span class="_ _8"></span>de vida <span class="_ _8"></span>no <span class="_ _8"></span>trabalho<span class="_ _4"></span>, em <span class="_ _8"></span>suas <span class="_ _8"></span>diversas dimensõe<span class="_ _8"></span>s<span class="_ _3"></span>. <span class="_ _8"></span>Importante </div><div class="t m2 x3a hb y12c fff fs5 fc2 sc0 ls0 ws0">ressaltar <span class="_ _8"></span>que investiment<span class="_ _4"></span>os em programas de equidade não <span class="_ _8"></span>resultam em </div><div class="t m88 x3a hb y12d fff fs5 fc2 sc0 ls5 ws6">benefícios <span class="_ _4"></span>tão somente <span class="_ _3"></span>para os <span class="_ _3"></span>s<span class="_ _8"></span>ervidore<span class="_ _8"></span>s, <span class="_ _3"></span>pois uma <span class="_ _4"></span>melhor percepção <span class="_ _3"></span>de </div><div class="t m89 x3a hb y12e fff fs5 fc2 sc0 lsa wsc">suporte <span class="_ _4"></span>organizacional <span class="_ _4"></span>tant<span class="_ _4"></span>o <span class="_ _4"></span>redunda <span class="_ _4"></span>em <span class="_ _4"></span>impact<span class="_ _4"></span>os <span class="_ _3"></span>para um <span class="_ _4"></span>maior <span class="_ _3"></span>compro<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y12f fff fs5 fc2 sc0 ls0 ws0">metiment<span class="_ _4"></span>o af<span class="_ _3"></span>etivo e normativo (ROBBINS; <span class="_ _4"></span>JUDGE; SOBRAL, 2011) quant<span class="_ _3"></span>o </div><div class="t m8a x3a hb y131 fff fs5 fc2 sc0 lsc wse">pode <span class="_ _8"></span>aumentar a <span class="_ _8"></span>satisf<span class="_ _3"></span>ação <span class="_ _8"></span>do <span class="_ _8"></span>usuário – <span class="_ _8"></span>no <span class="_ _8"></span>caso <span class="_ _8"></span>do Senado <span class="_ _8"></span>Federal, <span class="_ _8"></span>do </div><div class="t m8b x3a hb y142 fff fs5 fc2 sc0 ls10 ws12">cidadão <span class="_ _8"></span>– pela <span class="_ _8"></span>repercussão <span class="_ _8"></span>na <span class="_ _8"></span>excel<span class="_ _4"></span>ência <span class="_ _8"></span>dos s<span class="_ _8"></span>erviços <span class="_ _8"></span>prestados <span class="_ _8"></span>pelos<span class="_ _4"></span> </div><div class="t m2 x3a hb y143 fff fs5 fc2 sc0 ls0 ws0">servidore<span class="_ _8"></span>s (S<span class="_ _4"></span>ANTOS; NEIV<span class="_ _3"></span>A; ANDRADE-MEL<span class="_ _3"></span>O, 2013).</div><div class="t m8c x19 hb y144 fff fs5 fc2 sc0 ls22 ws2b">P<span class="_ _4"></span>or <span class="_ _4"></span>sua <span class="_ _4"></span>vez, <span class="_ _3"></span>a pres<span class="_ _8"></span>ença <span class="_ _3"></span>da equidade <span class="_ _4"></span>melhora <span class="_ _4"></span>sobremaneira <span class="_ _4"></span>o <span class="_ _4"></span>ambiente </div><div class="t m8d x3a hb y145 fff fs5 fc2 sc0 ls8 wsa">organizacional. <span class="_ _4"></span>O <span class="_ _4"></span>Ranking <span class="_ _4"></span>Melhores Empresas para <span class="_ _3"></span>Trabalhar – <span class="_ _3"></span>Mulher<span class="_ _3"></span>, em </div><div class="t m2 x3a hb y146 fff fs5 fc2 sc0 ls0 ws0">sua primeira <span class="_ _3"></span>edição realizada <span class="_ _4"></span>em 2017, <span class="_ _3"></span>reconheceu 30 empresas <span class="_ _4"></span>por suas </div><div class="t m2 x3a hb y147 fff fs5 fc2 sc0 ls0 ws0">práticas voltadas <span class="_ _8"></span>para a <span class="_ _8"></span>equidade de <span class="_ _8"></span>gênero<span class="_ _3"></span>. <span class="_ _8"></span>No ano <span class="_ _8"></span>de 2021, <span class="_ _8"></span>aumentou </div><div class="t m2 x3a hb y2d fff fs5 fc2 sc0 ls0 ws0">para 70 o número de empresas reconhecidas (GPTW<span class="_ _5"></span>, 2022).</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">18</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf14" class="pf wa h0" data-page-no="14"><div class="pc pc14 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m2 x19 hb y10f fff fs5 fc2 sc0 ls0 ws0">As experiências <span class="_ _3"></span>e emoções positiv<span class="_ _4"></span>as vividas <span class="_ _3"></span>nos ambientes – nos <span class="_ _3"></span>quais </div><div class="t m8e x3a hb y134 fff fs5 fc2 sc0 lsc wse">a <span class="_ _8"></span>percepção de <span class="_ _8"></span>equidade <span class="_ _8"></span>tem muita <span class="_ _8"></span>rel<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _3"></span>ância <span class="_ _8"></span>– <span class="_ _8"></span>podem promover o <span class="_ _8"></span>en<span class="ls0 ws0">-</span></div><div class="t m5 x3a hb y135 fff fs5 fc2 sc0 ls6 ws8">vol<span class="_ _3"></span>vimento <span class="_ _8"></span>com a <span class="_ _8"></span>instituição, <span class="_ _8"></span>inibir a <span class="_ _8"></span>intenção <span class="_ _8"></span>de <span class="_ _8"></span>saída <span class="_ _8"></span>e <span class="_ _8"></span>inuenciar <span class="_ _8"></span>o </div><div class="t m8f x3a hb y136 fff fs5 fc2 sc0 ls9 wsb">nível <span class="_ _3"></span>de comprometiment<span class="_ _3"></span>o, <span class="_ _3"></span>f<span class="_ _4"></span>ortal<span class="_ _4"></span>ecendo comportament<span class="_ _3"></span>os desejados pela </div><div class="t m90 x3a hb y137 fff fs5 fc2 sc0 ls22 ws2b">organização <span class="_ _4"></span>e <span class="_ _4"></span>inibindo <span class="_ _4"></span>os <span class="_ _4"></span>comportament<span class="_ _4"></span>os <span class="_ _4"></span>indes<span class="_ _8"></span>ejados (MILHOME; <span class="_ _3"></span>ROWE; </div><div class="t m2 x3a hb y138 fff fs5 fc2 sc0 ls0 ws0">DOS-S<span class="_ _4"></span>ANTOS, 2018).</div><div class="t m91 x19 hb y139 fff fs5 fc2 sc0 ls5 ws6">Essa <span class="_ _4"></span>marca da <span class="_ _3"></span>equidade na <span class="_ _3"></span>cultura e <span class="_ _4"></span>personalidade de <span class="_ _3"></span>uma instituição </div><div class="t m92 x3a hb y13a fff fs5 fc2 sc0 lsf ws11">se <span class="_ _8"></span>reete, igualmente, na <span class="_ _8"></span>identidade <span class="_ _8"></span>interna e <span class="_ _8"></span>externa <span class="_ _8"></span>da <span class="_ _8"></span>organização<span class="_ _4"></span>. </div><div class="t m2 x3a hb y13b fff fs5 fc2 sc0 ls0 ws0">Sobre a identidade<span class="_ _4"></span>, Carv<span class="_ _4"></span>ajal (2012, p<span class="_ _4"></span>. 4, tradução nossa) assim expõe:</div><div class="t m93 x4d hb y13c fff fs5 fc2 sc0 ls7 ws9">T<span class="_ _5"></span>odas <span class="_ _8"></span>as <span class="_ _8"></span>empresas <span class="_ _8"></span>possuem <span class="_ _8"></span>a capacidade <span class="_ _8"></span>de <span class="_ _8"></span>irradiar <span class="_ _8"></span>sua </div><div class="t m2 x4e hb y148 fff fs5 fc2 sc0 ls0 ws0">própria imagem, tant<span class="_ _4"></span>o para fora como para dentro<span class="_ _3"></span>. <span class="_ _8"></span>Assim, po-</div><div class="t m94 x4e hb y149 fff fs5 fc2 sc0 lsf ws11">demos <span class="_ _8"></span>pensar em <span class="_ _8"></span>uma <span class="_ _8"></span>identidade <span class="_ _8"></span>interna <span class="_ _8"></span>e uma <span class="_ _8"></span>identidade </div><div class="t m95 x4e hb y14a fff fs5 fc2 sc0 lsf ws11">externa. <span class="_ _8"></span>A identidade <span class="_ _8"></span>interna <span class="_ _8"></span>é <span class="_ _8"></span>gerada <span class="_ _8"></span>para o <span class="_ _8"></span>interior <span class="_ _8"></span>da <span class="_ _8"></span>or<span class="ls0 ws0">-</span></div><div class="t m96 x4e hb y14b fff fs5 fc2 sc0 lsf ws11">ganização <span class="_ _8"></span>e s<span class="_ _8"></span>e <span class="_ _8"></span>constitui no <span class="_ _8"></span>patrimônio <span class="_ _8"></span>cultural <span class="_ _8"></span>(capital <span class="_ _8"></span>não </div><div class="t m97 x4e hb y14c fff fs5 fc2 sc0 ls0 ws0">monetário), <span class="_ _4"></span>ou na <span class="_ _3"></span>cultura corporativ<span class="_ _3"></span>a de <span class="_ _4"></span>uma <span class="_ _4"></span>empresa, que <span class="_ _4"></span>se </div><div class="t m98 x4e hb y14d fff fs5 fc2 sc0 ls22 ws2b">expressa em <span class="_ _4"></span>v<span class="_ _3"></span>alores ambientais <span class="_ _3"></span>como a <span class="_ _3"></span>ordem, o <span class="_ _4"></span>asseio, <span class="_ _3"></span>o bom </div><div class="t m29 x4e hb y14e fff fs5 fc2 sc0 ls8 wsa">trat<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>a <span class="_ _4"></span>boa <span class="_ _4"></span>vontade <span class="_ _3"></span>no trabalho<span class="_ _3"></span>, cumpriment<span class="_ _3"></span>os das <span class="_ _3"></span>tarefas <span class="_ _3"></span>etc. </div><div class="t m99 x4e hb y14f fff fs5 fc2 sc0 ls23 ws2c">Mas <span class="_ _8"></span>paral<span class="_ _3"></span>elamente <span class="_ _8"></span>existe <span class="_ _8"></span>uma <span class="_ _8"></span>identidade externa, <span class="_ _8"></span>ou <span class="_ _8"></span>seja, <span class="_ _8"></span>a </div><div class="t m9a x4e hb y150 fff fs5 fc2 sc0 ls7 ws9">maneira <span class="_ _8"></span>como nossa <span class="_ _8"></span>empre<span class="_ _8"></span>sa é <span class="_ _8"></span>percebida <span class="_ _8"></span>por <span class="_ _8"></span>quem e<span class="_ _8"></span>stá <span class="_ _8"></span>de </div><div class="t m9b x4e hb y151 fff fs5 fc2 sc0 ls9 wsb">f<span class="_ _3"></span>ora. Seria <span class="_ _3"></span>correto <span class="_ _3"></span>concluir que <span class="_ _3"></span>a identidade <span class="_ _4"></span>externa <span class="_ _3"></span>dependerá </div><div class="t m9c x4e hb y152 fff fs5 fc2 sc0 ls5 ws6">da <span class="_ _4"></span>interna e <span class="_ _3"></span>que o <span class="_ _3"></span>objeto <span class="_ _4"></span>de <span class="_ _4"></span>estudo da <span class="_ _4"></span>imagem <span class="_ _4"></span>corporativ<span class="_ _4"></span>a <span class="_ _4"></span>é a </div><div class="t m2 x4e hb y153 fff fs5 fc2 sc0 ls0 ws0">administração de t<span class="_ _4"></span>odas as f<span class="_ _3"></span>ormas de identidade.</div><div class="t m9d x19 hb y12d fff fs5 fc2 sc0 lsf ws11">Formiga, <span class="_ _8"></span>P<span class="_ _3"></span>aula <span class="_ _8"></span>e <span class="_ _8"></span>Silv<span class="_ _3"></span>a <span class="_ _8"></span>(2022) <span class="_ _8"></span>trazem ponderaçõe<span class="_ _8"></span>s <span class="_ _8"></span>interessante<span class="_ _8"></span>s ao </div><div class="t m9e x3a hb y12e fff fs5 fc2 sc0 ls22 ws2b">tema: <span class="_ _4"></span>considerando <span class="_ _4"></span>a <span class="_ _4"></span>relação <span class="_ _4"></span>suporte <span class="_ _4"></span>organizacional e <span class="_ _3"></span>os danos <span class="_ _3"></span>relaciona<span class="ls0 ws0">-</span></div><div class="t m9f x3a hb y12f fff fs5 fc2 sc0 ls0 ws0">dos ao <span class="_ _3"></span>trabalho, <span class="_ _3"></span>uma f<span class="_ _3"></span>alta de <span class="_ _3"></span>equidade percebida <span class="_ _4"></span>pode resultar <span class="_ _4"></span>em danos </div><div class="t m2 x3a hb y131 fff fs5 fc2 sc0 ls0 ws0">do tipo <span class="_ _3"></span>físico, <span class="_ _4"></span>psíquico e <span class="_ _3"></span>social. Assim, há <span class="_ _4"></span>a <span class="_ _4"></span>necessidade dess<span class="_ _8"></span>e suporte <span class="_ _4"></span>em </div><div class="t ma0 x3a hb y142 fff fs5 fc2 sc0 ls5 ws6">relação <span class="_ _4"></span>à prática <span class="_ _3"></span>da equidade<span class="_ _3"></span>, pois <span class="_ _4"></span>quant<span class="_ _4"></span>o <span class="_ _4"></span>melhor <span class="_ _4"></span>o <span class="_ _4"></span>suporte<span class="_ _4"></span>, menores <span class="_ _4"></span>tais </div><div class="t ma1 x3a hb y143 fff fs5 fc2 sc0 ls8 wsa">danos<span class="_ _4"></span>. <span class="_ _4"></span>Quando <span class="_ _4"></span>uma <span class="_ _4"></span>organização <span class="_ _4"></span>of<span class="_ _3"></span>erece apoio <span class="_ _3"></span>aos seus funcionários, <span class="_ _3"></span>terão </div><div class="t m2 x3a hb y144 fff fs5 fc2 sc0 ls0 ws0">menos danos <span class="_ _8"></span>laborais<span class="_ _3"></span>. <span class="_ _8"></span>Como conceit<span class="_ _4"></span>o<span class="_ _4"></span>, o <span class="_ _8"></span>Suporte Organizacional engloba </div><div class="t ma2 x3a hb y145 fff fs5 fc2 sc0 ls7 ws9">crenças, <span class="_ _8"></span>v<span class="_ _3"></span>alores, <span class="_ _8"></span>trocas e <span class="_ _8"></span>benefícios <span class="_ _8"></span>mútuos <span class="_ _8"></span>entre a <span class="_ _8"></span>organização <span class="_ _8"></span>e <span class="_ _8"></span>seus </div><div class="t ma3 x3a hb y146 fff fs5 fc2 sc0 ls22 ws2b">colaboradores, tendo <span class="_ _4"></span>a <span class="_ _4"></span>instituição <span class="_ _4"></span>o <span class="_ _4"></span>de<span class="_ _4"></span>ver <span class="_ _3"></span>de zelar <span class="_ _3"></span>e proporcionar <span class="_ _3"></span>aos seus </div><div class="t m2 x3a hb y147 fff fs5 fc2 sc0 ls0 ws0">colaboradores condiçõe<span class="_ _8"></span>s adequadas às atividades laborais.</div><div class="t ma4 x19 hb y2d fff fs5 fc2 sc0 ls0 ws0">Os me<span class="_ _8"></span>smos <span class="_ _8"></span>pesquisadore<span class="_ _8"></span>s ass<span class="_ _8"></span>e<span class="_ _4"></span>veram que <span class="_ _8"></span>o bem-e<span class="_ _8"></span>star no <span class="_ _8"></span>trabalho, o </div><div class="t ma5 x3a hb y154 fff fs5 fc2 sc0 lsa wsc">envol<span class="_ _3"></span>vimento <span class="_ _3"></span>do trabalhador <span class="_ _4"></span>e <span class="_ _4"></span>o <span class="_ _3"></span>comprometimento <span class="_ _3"></span>afetivo <span class="_ _3"></span>da organização </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">19</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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ACgUAEAUKgmAABAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFKoJAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAgMp1JijCc9/TMNqhIPt1GgEAvkkRYQUAAPLhyw8AgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAGrRmaAU/bwaAQD+OLbFCEVwQwUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQCAur0evRktZSL56wAAAABJRU5ErkJggg=="/><div class="t ma6 x3a hb y10f fff fs5 fc2 sc0 ls23 ws2c">são <span class="_ _8"></span>componentes <span class="_ _8"></span>que <span class="_ _8"></span>inuenciam a <span class="_ _8"></span>saúde <span class="_ _8"></span>do trabalhador <span class="_ _8"></span>no <span class="_ _8"></span>ambiente </div><div class="t ma7 x3a hb y134 fff fs5 fc2 sc0 ls4 ws5">organizacional, <span class="_ _8"></span>sendo <span class="_ _8"></span>um vínculo afetiv<span class="_ _4"></span>o <span class="_ _8"></span>com relaçõe<span class="_ _8"></span>s de <span class="_ _8"></span>trocas entre <span class="_ _8"></span>a </div><div class="t ma8 x3a hb y135 fff fs5 fc2 sc0 ls7 ws9">organização e <span class="_ _8"></span>o <span class="_ _8"></span>indivíduo (2022, <span class="_ _8"></span>p. 297). <span class="_ _8"></span>A instituição, por <span class="_ _8"></span>conseguinte, </div><div class="t ma9 x3a hb y136 fff fs5 fc2 sc0 ls0 ws0">pode intervir <span class="_ _8"></span>por <span class="_ _8"></span>meio de <span class="_ _8"></span>diagnósticos <span class="_ _8"></span>e melhorias <span class="_ _8"></span>a <span class="_ _8"></span>m de <span class="_ _8"></span>entregar <span class="_ _8"></span>aos </div><div class="t maa x3a hb y137 fff fs5 fc2 sc0 ls9 wsb">trabalhadores uma <span class="_ _4"></span>qualidade <span class="_ _4"></span>de <span class="_ _4"></span>vida <span class="_ _4"></span>satisf<span class="_ _3"></span>atória, <span class="_ _3"></span>por uma <span class="_ _4"></span>atitude <span class="_ _4"></span>de <span class="_ _4"></span>ética </div><div class="t m2 x3a hb y138 fff fs5 fc2 sc0 ls0 ws0">organizacional, e <span class="_ _8"></span>também para <span class="_ _8"></span>atingir melhore<span class="_ _8"></span>s re<span class="_ _8"></span>sultados pela <span class="_ _8"></span>redução </div><div class="t mab x3a hb y139 fff fs5 fc2 sc0 lse ws10">do <span class="_ _8"></span>absenteísmo <span class="_ _8"></span>e <span class="_ _8"></span>pres<span class="_ _8"></span>enteísmo <span class="_ _8"></span>em função <span class="_ _8"></span>das <span class="_ _8"></span>melhores <span class="_ _8"></span>condiçõe<span class="_ _8"></span>s de </div><div class="t m2 x3a hb y13a fff fs5 fc2 sc0 ls0 ws0">saúde das equipes de trabalho.</div><div class="t m30 x19 hb y13b fff fs5 fc2 sc0 ls8 wsa">Um <span class="_ _4"></span>benefício <span class="_ _4"></span>adicional <span class="_ _4"></span>da <span class="_ _4"></span>busca <span class="_ _4"></span>por <span class="_ _4"></span>equidade <span class="_ _4"></span>é <span class="_ _4"></span>o <span class="_ _4"></span>que <span class="_ _4"></span>v<span class="_ _4"></span>ai <span class="_ _4"></span>para <span class="_ _4"></span>a <span class="_ _4"></span>própria </div><div class="t mac x3a hb y13c fff fs5 fc2 sc0 lsc wse">instituição<span class="_ _4"></span>, para <span class="_ _8"></span>al<span class="_ _4"></span>ém <span class="_ _8"></span>dos colaboradore<span class="_ _8"></span>s<span class="_ _3"></span>. <span class="_ _8"></span>Na <span class="_ _8"></span>medida em <span class="_ _8"></span>que <span class="_ _8"></span>a equidade </div><div class="t mad x3a hb y116 fff fs5 fc2 sc0 lsd wsf">começa <span class="_ _4"></span>a <span class="_ _4"></span>f<span class="_ _3"></span>azer parte <span class="_ _3"></span>da personalidade <span class="_ _3"></span>de marca <span class="_ _3"></span>da instituição<span class="_ _3"></span>, pessoas que </div><div class="t mae x3a hb y13d fff fs5 fc2 sc0 ls5 ws6">tenham <span class="_ _4"></span>em si <span class="_ _3"></span>a equidade <span class="_ _3"></span>como um <span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>or <span class="_ _4"></span>central <span class="_ _4"></span>estarão mais <span class="_ _4"></span>propensas <span class="_ _3"></span>a </div><div class="t m2 x3a hb y13e fff fs5 fc2 sc0 ls0 ws0">buscar a organização <span class="_ _8"></span>como o s<span class="_ _8"></span>eu local ideal para trabalhar<span class="_ _3"></span>. De<span class="_ _8"></span>ssa f<span class="_ _4"></span>orma, </div><div class="t m2 x3a hb y13f fff fs5 fc2 sc0 ls0 ws0">a organização atrai a <span class="_ _8"></span>f<span class="_ _3"></span>avorabilidade e o de<span class="_ _8"></span>sejo <span class="_ _8"></span>da parcela do mercado de </div><div class="t maf x3a hb y140 fff fs5 fc2 sc0 lsf ws11">trabalho <span class="_ _8"></span>que e<span class="_ _8"></span>steja <span class="_ _8"></span>em anidade <span class="_ _8"></span>com <span class="_ _8"></span>s<span class="_ _8"></span>eus val<span class="_ _3"></span>ore<span class="_ _8"></span>s <span class="_ _8"></span>(S<span class="_ _3"></span>AMOLIUK; <span class="_ _8"></span>BILAN; </div><div class="t m2 x3a hb y141 fff fs5 fc2 sc0 ls0 ws0">MISHCHUK; MISHCHUK, 2022).</div><div class="t m2 x3a h1a y155 ff1c fs2 fc2 sc0 ls0 ws0">5 <span class="_ _12"> </span>Cart<span class="_ _4"></span>a de Compromissos do Senado Feder<span class="_ _3"></span>al. Ato da Comissão Diret<span class="_ _4"></span>ora nº 5, de 5 de maio </div><div class="t mb0 x1e h1a y156 ff1d fs2 fc2 sc0 ls25 ws2e">de 2015. <span class="_ _8"></span>Disponível em: <span class="_ _8"></span>hps://www12.senado.leg.br/transpar<span class="_ _4"></span>encia/ges<span class="_ _4"></span>tgov/planeja<span class="ff1c ls0 ws0">-</span></div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">mento-estr<span class="_ _3"></span>ategico-1/PDF<span class="_ _4"></span>/CartadeCompromissos.pdf<span class="_ _5"></span>. Acesso em 20 ago. 2021.</div><div class="t m2 x3a h19 y12a ff11 fs1 fc8 sc0 ls0 ws0">3. <span class="_ _d"> </span> <span class="_ _13"></span>A EXPERIÊNCIA DO SENADO FEDERAL</div><div class="t mb1 x19 hb y12c fff fs5 fc2 sc0 ls22 ws2b">No <span class="_ _4"></span>Senado <span class="_ _4"></span>Federal <span class="_ _4"></span>temos, <span class="_ _4"></span>f<span class="_ _4"></span>elizmente<span class="_ _4"></span>, <span class="_ _4"></span>em <span class="_ _4"></span>nossa <span class="_ _4"></span>cultura <span class="_ _4"></span>organizacional </div><div class="t mb2 x3a hb y12d fff fs5 fc2 sc0 ls0 ws0">dos <span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>ores <span class="ff1f">esposados </span>– <span class="_ _3"></span>para usar <span class="_ _3"></span>a construção <span class="_ _4"></span>de <span class="_ _4"></span>Argyris <span class="_ _4"></span>e <span class="_ _4"></span>Schön <span class="_ _4"></span>(1974), </div><div class="t mb3 x3a hb y12e fff fs5 fc2 sc0 ls8 wsa">como <span class="_ _4"></span>de <span class="_ _4"></span>f<span class="_ _3"></span>ato <span class="_ _3"></span><span class="ff1f ws2f">a teoria em uso –,<span class="fff wsa"> o <span class="_ _4"></span>zel<span class="_ _4"></span>o <span class="_ _4"></span>pela <span class="_ _4"></span>equidade <span class="_ _4"></span>no <span class="_ _4"></span>Compromisso <span class="_ _3"></span>com </span></span></div><div class="t m2 x3a hb y12f fff fs5 fc2 sc0 ls0 ws0">a Igualdade<span class="_ _3"></span>, que traz em seu bojo: “<span class="ff1f wse">Ninguém s<span class="_ _8"></span>erá discriminado nem terá </span></div><div class="t mb4 x3a hb y131 ff1f fs5 fc2 sc0 ls9 ws7">seus direitos, responsabilidade<span class="_ _8"></span>s ou oportunidades limitados em função de </div><div class="t mb5 x3a hb y142 ff1f fs5 fc2 sc0 ls0 ws30">gênero<span class="_ _3"></span>, raça, etnia, orientação s<span class="_ _8"></span>exual, credo<span class="_ _4"></span>, origem ou condição social. </div><div class="t mb6 x3a hb y143 ff1f fs5 fc2 sc0 lsf ws31">De<span class="_ _4"></span>ve hav<span class="_ _3"></span>er prev<span class="_ _4"></span>enção e proteção contra assédio s<span class="_ _8"></span>exual ou moral, e os </div><div class="t m2 x3a hb y144 ff20 fs5 fc2 sc0 ls0 ws0">casos identicados de<span class="_ _4"></span>verão ser apurados e punidos<span class="fff">”.</span></div><div class="t m2 x4f h18 y158 ff1b fs9 fc2 sc0 ls0 ws0">5</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">20</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t mb7 x3a h1d y159 ff12 fsb fc2 sc0 ls0 ws0">Fig. 1<span class="fff">: Excerto da Carta de Compr<span class="_ _4"></span>omissos do Senado Federal</span></div><div class="t mb7 x3a h1e y15a fff fsb fc2 sc0 ls0 ws0">Fonte: Portal do Senado Federal</div><div class="t mb7 x50 h1f y15b ff1b fsc fc2 sc0 ls0 ws0">6</div><div class="t mb8 x3a h1a y156 ff1d fs2 fc2 sc0 ls26 ws32">6 <span class="_ _12"> </span>Disponível em: <span class="_ _3"></span>h<span class="_ _0"></span> <span class="_ _8"></span>ps://www12.<span class="_ _8"></span>senado.leg.br/transpar<span class="_ _4"></span>encia/ges<span class="_ _4"></span>tgov/planejamento-es<span class="_ _4"></span>tra-</div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">tegico-1/PDF<span class="_ _3"></span>/CartadeCompromissos.pdf<span class="_ _3"></span>. Acesso em: 22 abr<span class="_ _5"></span>. 2022.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">21</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t mb9 x19 hb y10f fff fs5 fc2 sc0 ls7 ws9">O <span class="_ _8"></span>Senado utiliza <span class="_ _8"></span>as <span class="_ _8"></span>inf<span class="_ _3"></span>ormaçõe<span class="_ _8"></span>s <span class="_ _8"></span>colhidas no <span class="_ _8"></span>recadastramento anual </div><div class="t mba x3a hb y134 fff fs5 fc2 sc0 ls22 ws2b">obrigat<span class="_ _4"></span>ório <span class="_ _4"></span>para <span class="_ _4"></span>também <span class="_ _4"></span>saber <span class="_ _4"></span>mais a <span class="_ _3"></span>re<span class="_ _8"></span>speit<span class="_ _3"></span>o das <span class="_ _4"></span>características <span class="_ _4"></span>pessoais </div><div class="t mbb x3a hb y135 fff fs5 fc2 sc0 ls9 wsb">– <span class="_ _4"></span>e étnicas <span class="_ _3"></span>– dos <span class="_ _3"></span>colaboradore<span class="_ _8"></span>s<span class="_ _4"></span>. <span class="_ _4"></span>Os <span class="_ _4"></span>dados são <span class="_ _3"></span>requisitados desde a <span class="_ _3"></span>ade<span class="_ _8"></span>são </div><div class="t mbc x3a hb y136 fff fs5 fc2 sc0 lsd wsf">da <span class="_ _4"></span>Casa, <span class="_ _4"></span>em <span class="_ _4"></span>2011, <span class="_ _4"></span>ao <span class="_ _3"></span>Programa Pr<span class="_ _4"></span>ó-Equidade <span class="_ _4"></span>de <span class="_ _4"></span>Gênero <span class="_ _3"></span>e Raça <span class="_ _3"></span>do Gov<span class="_ _3"></span>erno<span class="_ _8"></span> </div><div class="t m2 x3a hb y137 fff fs5 fc2 sc0 ls0 ws0">Federal e ajudam a f<span class="_ _3"></span>ormular políticas de inclusão<span class="_ _4"></span>. São usadas as mesmas </div><div class="t mbd x3a hb y138 fff fs5 fc2 sc0 lsa wsc">categorias <span class="_ _4"></span>propostas <span class="_ _3"></span>pelo <span class="_ _3"></span>Instituto <span class="_ _3"></span>Brasileiro <span class="_ _3"></span>de Geograa <span class="_ _3"></span>e Estatística <span class="_ _3"></span>pelo </div><div class="t mbe x3a hb y139 fff fs5 fc2 sc0 lsd wsf">Institut<span class="_ _4"></span>o <span class="_ _4"></span>Brasil<span class="_ _4"></span>eiro <span class="_ _3"></span>de Geograa <span class="_ _3"></span>(IBGE), e <span class="_ _3"></span>também adotadas <span class="_ _3"></span>pelo <span class="_ _3"></span>sistema do </div><div class="t m77 x3a hb y13a fff fs5 fc2 sc0 ls24 ws2d">eSocial, <span class="_ _4"></span>impl<span class="_ _4"></span>ementado <span class="_ _3"></span>em 2021. <span class="_ _3"></span>Existe um <span class="_ _3"></span>campo do <span class="_ _3"></span>“não inf<span class="_ _5"></span>ormado” para </div><div class="t m86 x3a hb y13b fff fs5 fc2 sc0 ls5 ws6">quem <span class="_ _4"></span>não sabe <span class="_ _3"></span>ou não <span class="_ _3"></span>quer se identicar<span class="_ _5"></span>, mas <span class="_ _4"></span>há <span class="_ _4"></span>campanhas <span class="_ _4"></span>de <span class="_ _4"></span>incentivo </div><div class="t m2 x3a hb y13c fff fs5 fc2 sc0 ls0 ws0">para que t<span class="_ _4"></span>odos se e<span class="_ _8"></span>sf<span class="_ _3"></span>orcem para preencher<span class="_ _3"></span>, pois dados mais consistente<span class="_ _8"></span>s </div><div class="t m2 x3a hb y116 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>ortalecem o trabalho de inclusão<span class="_ _3"></span>.</div><div class="t m2 x19 hb y13d fff fs5 fc2 sc0 ls0 ws0">O Senado recebeu, <span class="_ _8"></span>em julho de <span class="_ _8"></span>2021, pela terceira <span class="_ _8"></span>v<span class="_ _4"></span>ez cons<span class="_ _8"></span>ecutiv<span class="_ _3"></span>a, <span class="_ _8"></span>o </div><div class="t m2 x3a hb y13e fff fs5 fc2 sc0 ls0 ws0">Sel<span class="_ _4"></span>o do Programa Pró-Equidade de <span class="_ _8"></span>Gênero e Raça, concedido <span class="_ _8"></span>pel<span class="_ _3"></span>o <span class="_ _8"></span>Minis-</div><div class="t mbf x3a hb y13f fff fs5 fc2 sc0 ls9 wsb">tério <span class="_ _4"></span>da Mulher<span class="_ _5"></span>, Família <span class="_ _3"></span>e Direit<span class="_ _3"></span>os Humanos, <span class="_ _4"></span>ONU <span class="_ _4"></span>Mulheres e <span class="_ _3"></span>Organização<span class="_ _8"></span> </div><div class="t m2 x3a hb y140 fff fs5 fc2 sc0 ls0 ws0">Internacional do Trabalho (OIT), conforme a Figura 2 a s<span class="_ _8"></span>eguir<span class="_ _5"></span>. Foi <span class="_ _8"></span>a sexta </div><div class="t mc0 x3a hb y141 fff fs5 fc2 sc0 lsd wsf">edição <span class="_ _4"></span>do <span class="_ _4"></span>programa, <span class="_ _3"></span>realizado para <span class="_ _3"></span>diss<span class="_ _8"></span>eminar <span class="_ _4"></span>nov<span class="_ _3"></span>as concepções <span class="_ _4"></span>na <span class="_ _4"></span>gestão<span class="_ _8"></span> </div><div class="t mc1 x3a hb y127 fff fs5 fc2 sc0 ls22 ws2b">de <span class="_ _4"></span>pessoas e <span class="_ _4"></span>na <span class="_ _4"></span>cultura <span class="_ _4"></span>organizacional. <span class="_ _4"></span>Em <span class="_ _4"></span>sua <span class="_ _4"></span>inscrição <span class="_ _4"></span>para <span class="_ _4"></span>concorrer ao </div><div class="t m2 x3a hb y128 fff fs5 fc2 sc0 ls0 ws0">prêmio<span class="_ _4"></span>, o Senado apres<span class="_ _8"></span>ent<span class="_ _4"></span>ou as ações realizadas pela Casa.</div><div class="t mc2 x3a h1d y15c ff12 fsb fc2 sc0 ls0 ws33">Fig. 2<span class="fff ws0">: A <span class="_ _8"></span>diretora-</span></div><div class="t mc3 x3a h1e y15d fff fsb fc2 sc0 ls27 ws34">-geral do <span class="_ _8"></span>Senado </div><div class="t mc4 x3a h1e y15e fff fsb fc2 sc0 ls28 ws35">Federal <span class="_ _1b"> </span>exibe <span class="_ _1b"> </span>o<span class="_ _4"></span> <span class="_ _8"></span></div><div class="t mc4 x3a h1e y15f fff fsb fc2 sc0 ls29 ws36">selo conquistado </div><div class="t mb7 x3a h1e y160 fff fsb fc2 sc0 ls0 ws0">pela instituição.</div><div class="t mc4 x3a h1e y161 fff fsb fc2 sc0 ls2a ws37">Fonte: <span class="_"> </span>Intranet<span class="_ _3"></span> <span class="_ _8"></span></div><div class="t mc4 x3a h1e y162 fff fsb fc2 sc0 ls2b ws38">do <span class="_ _7"></span>Senado <span class="_ _1c"></span>– <span class="_ _7"></span>ht<span class="ls0 ws0">-</span></div><div class="t mc4 x3a h1e y163 fff fsb fc2 sc0 ls2c ws39">tps://intranet.</div><div class="t mc4 x3a h1e y164 fff fsb fc2 sc0 ls2d ws3a">senado.l<span class="_ _4"></span>eg.br/</div><div class="t mc4 x3a h1e y165 fff fsb fc2 sc0 ls2e ws3b">noticias/mate</div><div class="t mc4 x51 h1e y166 fff fsb fc2 sc0 ls0 ws0">-</div><div class="t mc4 x3a h1e y167 fff fsb fc2 sc0 ls2f ws3c">rias/2021/07/</div><div class="t mc4 x3a h1e y168 fff fsb fc2 sc0 ls30 ws3d">senado-recebe</div><div class="t mc4 x51 h1e y169 fff fsb fc2 sc0 ls0 ws0">-</div><div class="t mc5 x3a h1e y16a fff fsb fc2 sc0 ls31 ws3e">-pela-terceira-ve<span class="ls0 ws0">-</span></div><div class="t mc6 x3a h1e y16b fff fsb fc2 sc0 ls32 ws3f">z-o-selo-pro-equi<span class="ls0 ws0">-</span></div><div class="t mc4 x3a h1e y16c fff fsb fc2 sc0 ls33 ws40">dade-de-genero<span class="ls0 ws0">-</span></div><div class="t mb7 x3a h1e y16d fff fsb fc2 sc0 ls0 ws0">-e-raca.</div><div class="t mc7 x52 h20 y16e ff1b fsd fc2 sc0 ls0 ws0">CRÉDITO: MARCOS OLIVEIRA / AGÊNCIA SENADO.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">22</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t mc8 x19 hb y10f fff fs5 fc2 sc0 lsd wsf">O <span class="_ _4"></span>Programa <span class="_ _3"></span>Pró-Equidade de <span class="_ _3"></span>Gênero <span class="_ _4"></span>e <span class="_ _4"></span>Raça <span class="_ _3"></span>é uma <span class="_ _3"></span>iniciativa <span class="_ _3"></span>do Gov<span class="_ _4"></span>erno </div><div class="t mc9 x3a hb y134 fff fs5 fc2 sc0 ls4 ws5">Federal, <span class="_ _8"></span>que rearma <span class="_ _8"></span>os compromissos <span class="_ _8"></span>de <span class="_ _8"></span>promoção da <span class="_ _8"></span>igual<span class="_ _4"></span>dade <span class="_ _8"></span>entre </div><div class="t mca x3a hb y135 fff fs5 fc2 sc0 ls9 wsb">mulheres e <span class="_ _4"></span>homens <span class="_ _4"></span>constante <span class="_ _4"></span>da <span class="_ _4"></span>Constituição Federal <span class="_ _3"></span>de 1988. <span class="_ _3"></span>Foi criado </div><div class="t m2 x3a hb y136 fff fs5 fc2 sc0 ls0 ws0">com o <span class="_ _8"></span>objetivo de promov<span class="_ _3"></span>er <span class="_ _8"></span>a igualdade de oportunidade<span class="_ _8"></span>s entre homens </div><div class="t m2 x3a hb y137 fff fs5 fc2 sc0 ls0 ws0">e mulheres em organizações públicas e priv<span class="_ _4"></span>adas, por meio <span class="_ _4"></span>do des<span class="_ _8"></span>envol<span class="_ _3"></span>vi-</div><div class="t m2 x3a hb y138 fff fs5 fc2 sc0 ls0 ws0">ment<span class="_ _4"></span>o de nov<span class="_ _4"></span>as concepçõe<span class="_ _8"></span>s e práticas da ge<span class="_ _8"></span>stão de pessoas <span class="_ _8"></span>e da cultura </div><div class="t m2 x3a hb y139 fff fs5 fc2 sc0 ls0 ws0">organizacional, tendo o Senado aderido ao programa em 2011.</div><div class="t m2 x19 hb y13a fff fs5 fc2 sc0 ls0 ws0">Entre as açõe<span class="_ _8"></span>s do Senado para concorrer ao Selo<span class="_ _3"></span>, constavam a elabo-</div><div class="t m84 x3a hb y13b fff fs5 fc2 sc0 ls5 ws6">ração <span class="_ _4"></span>de guia <span class="_ _3"></span>para garantir <span class="_ _3"></span>as cotas <span class="_ _4"></span>no <span class="_ _4"></span>próximo <span class="_ _4"></span>concurso <span class="_ _4"></span>da <span class="_ _4"></span>Casa; campa<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y13c fff fs5 fc2 sc0 ls0 ws0">nha para <span class="_ _8"></span>incentiv<span class="_ _3"></span>ar <span class="_ _8"></span>as mulhere<span class="_ _8"></span>s a <span class="_ _8"></span>assumir cargos de <span class="_ _8"></span>chea e <span class="_ _8"></span>direção; e a </div><div class="t m2 x3a hb y116 fff fs5 fc2 sc0 ls0 ws0">realização de <span class="_ _8"></span>palestras, encontros <span class="_ _8"></span>e ocinas <span class="_ _8"></span>para <span class="_ _8"></span>capacitar os <span class="_ _8"></span>gestores <span class="_ _8"></span>e </div><div class="t mcb x3a hb y13d fff fs5 fc2 sc0 lsa wsc">colaboradores em <span class="_ _3"></span>relação ao <span class="_ _3"></span>tema. Exempl<span class="_ _3"></span>o dessas iniciativ<span class="_ _3"></span>as é <span class="_ _3"></span>o incentiv<span class="_ _4"></span>o </div><div class="t mcc x3a hb y13e fff fs5 fc2 sc0 ls7 ws9">à <span class="_ _8"></span>participação em <span class="_ _8"></span>oportunidade<span class="_ _8"></span>s de <span class="_ _8"></span>promoção <span class="_ _8"></span>de lideranças <span class="_ _8"></span>f<span class="_ _4"></span>emininas, </div><div class="t mb5 x3a hb y13f fff fs5 fc2 sc0 ls0 ws0">como <span class="_ _8"></span>o ilustrado <span class="_ _8"></span>na Figura <span class="_ _8"></span>3, <span class="_ _8"></span>de participação <span class="_ _8"></span>de <span class="_ _8"></span>gestoras do <span class="_ _8"></span>Senado em </div><div class="t mcd x3a hb y140 fff fs5 fc2 sc0 ls5 ws6">workshop <span class="_ _4"></span>promovido <span class="_ _3"></span>pelo <span class="_ _3"></span>Instituto <span class="_ _4"></span>Serzedell<span class="_ _4"></span>o <span class="_ _4"></span>Corrêa <span class="_ _4"></span>(ISC), do <span class="_ _3"></span>Tribunal de </div><div class="t mce x3a hb y141 fff fs5 fc2 sc0 ls4 ws5">Contas <span class="_ _8"></span>da União <span class="_ _8"></span>(T<span class="_ _3"></span>CU), <span class="_ _8"></span>ministrado <span class="_ _8"></span>por Gis<span class="_ _8"></span>èl<span class="_ _4"></span>e <span class="_ _8"></span>Szczyglak, pós-doutora em </div><div class="t mcf x3a hb y127 fff fs5 fc2 sc0 ls9 wsb">l<span class="_ _4"></span>osoa <span class="_ _4"></span>política e <span class="_ _3"></span>e<span class="_ _8"></span>specialista <span class="_ _4"></span>em <span class="_ _4"></span>liderança <span class="_ _4"></span>f<span class="_ _4"></span>eminina <span class="_ _4"></span>e <span class="_ _4"></span>gestão de <span class="_ _4"></span>tal<span class="_ _4"></span>ent<span class="_ _4"></span>os<span class="_ _4"></span>.</div><div class="t mb7 x3a h1d y16f ff12 fsb fc2 sc0 ls0 ws0">Fig. 3<span class="fff">: Participação do Senado em pr<span class="_ _4"></span>ogramas de liderança f<span class="_ _4"></span>eminina</span></div><div class="t md0 x3a h1e y170 fff fsb fc2 sc0 ls34 ws41">Fonte: <span class="_ _3"></span>Intranet do <span class="_ _3"></span>Senado <span class="_ _4"></span>Federal <span class="_ _3"></span>– https://intranet.senado<span class="_ _4"></span>.leg.br/noticias/materias/2022/05/</div><div class="t mb7 x3a h1e y171 fff fsb fc2 sc0 ls0 ws0">workshop-de-lideranca-feminina-capacita-servidoras-a-lidarem-com-desaos-do-cargo.</div><div class="t mb7 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">23</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t md1 x19 hb y10f fff fs5 fc2 sc0 lsa wsc">A <span class="_ _4"></span>Gestão da <span class="_ _3"></span>Equidade também <span class="_ _3"></span>e<span class="_ _8"></span>stá <span class="_ _4"></span>pres<span class="_ _8"></span>ente <span class="_ _4"></span>no <span class="_ _4"></span>Plano <span class="_ _4"></span>de <span class="_ _4"></span>Gestão L<span class="_ _4"></span>ogís<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y134 fff fs5 fc2 sc0 ls0 ws0">tica Sustentável (PGLS) <span class="_ _4"></span>2022</div><div class="t m2 x53 h18 y172 ff1b fs9 fc2 sc0 ls0 ws0">7</div><div class="t m2 x1c hb y134 fff fs5 fc2 sc0 ls0 ws0"> do Senado Federal, no qual está o objetivo </div><div class="t md2 x3a hb y135 fff fs5 fc2 sc0 ls8 wsa">de <span class="_ _4"></span>“Promov<span class="_ _3"></span>er a <span class="_ _3"></span>Equidade de <span class="_ _3"></span>Gênero e <span class="_ _3"></span>Raça, em <span class="_ _3"></span>conf<span class="_ _4"></span>ormidade <span class="_ _4"></span>com <span class="_ _4"></span>o <span class="_ _4"></span>Plano </div><div class="t m2 x3a hb y136 fff fs5 fc2 sc0 ls0 ws0">de Equidade de Gênero e <span class="_ _8"></span>Raça (PEGR) 2022-2023”, em consonância com </div><div class="t md3 x3a hb y137 fff fs5 fc2 sc0 ls23 ws2c">o <span class="_ _8"></span>At<span class="_ _3"></span>o <span class="_ _8"></span>da <span class="_ _8"></span>Comissão Diretora nº <span class="_ _8"></span>5, <span class="_ _8"></span>de <span class="_ _8"></span>2015, em <span class="_ _8"></span>sint<span class="_ _4"></span>onia <span class="_ _8"></span>com s<span class="_ _8"></span>eu <span class="_ _8"></span>objetivo<span class="_ _4"></span> </div><div class="t md4 x3a hb y138 fff fs5 fc2 sc0 ls8 wsa">estraté<span class="_ _8"></span>gico <span class="_ _4"></span>de <span class="_ _4"></span>V<span class="_ _5"></span>alorizar <span class="_ _3"></span>as pessoas, <span class="_ _4"></span>e <span class="_ _4"></span>com <span class="_ _4"></span>o <span class="_ _4"></span>Compromisso <span class="_ _3"></span>com a <span class="_ _4"></span>qualidade </div><div class="t md5 x3a hb y139 fff fs5 fc2 sc0 ls22 ws2b">de <span class="_ _4"></span>vida <span class="_ _4"></span>dos <span class="_ _4"></span>colaboradores. <span class="_ _4"></span>Assim, <span class="_ _4"></span>o <span class="_ _4"></span>PGLS <span class="_ _4"></span>apoia <span class="_ _4"></span>o <span class="_ _4"></span>Comitê <span class="_ _4"></span>Permanente <span class="_ _4"></span>pela </div><div class="t m6c x3a hb y13a fff fs5 fc2 sc0 ls23 ws2c">Promoção da <span class="_ _8"></span>Igualdade de <span class="_ _8"></span>Gênero e <span class="_ _8"></span>Raça <span class="_ _8"></span>no monitorament<span class="_ _4"></span>o das <span class="_ _8"></span>açõe<span class="_ _8"></span>s </div><div class="t m2 x3a hb y13b fff fs5 fc2 sc0 ls0 ws0">do PEGR.</div><div class="t md6 x19 hb y13c fff fs5 fc2 sc0 ls22 ws2b">O <span class="_ _4"></span>tema <span class="_ _4"></span>da <span class="_ _4"></span>Equidade é <span class="_ _3"></span>uma das <span class="_ _3"></span>editorias <span class="_ _3"></span>do registro <span class="_ _3"></span>de ações da <span class="_ _3"></span>ge<span class="_ _8"></span>stão </div><div class="t m5 x3a hb y116 fff fs5 fc2 sc0 ls10 ws12">no <span class="_ _8"></span>inf<span class="_ _3"></span>ormativo <span class="_ _8"></span>trimestral <span class="_ _8"></span>DGER.COM <span class="_ _8"></span>(Figura <span class="_ _8"></span>4 <span class="_ _8"></span>a s<span class="_ _8"></span>eguir), <span class="_ _8"></span>que <span class="_ _8"></span>el<span class="_ _3"></span>enca <span class="_ _8"></span>as </div><div class="t m2 x3a hb y13d fff fs5 fc2 sc0 ls0 ws0">principais iniciativ<span class="_ _4"></span>as ligadas ao tema no trimestre anterior<span class="_ _3"></span>.</div><div class="t m2 x3a h1d y173 ff12 fsb fc2 sc0 ls0 ws0">Fig. 4<span class="fff">: capa da editoria de Equidade do inf<span class="_ _3"></span>ormativo de gestão DGER.COM</span></div><div class="t md7 x3a h1e y174 fff fsb fc2 sc0 ls35 ws42">Fonte: Intranet <span class="_ _8"></span>do <span class="_ _8"></span>Senado Federal <span class="_ _8"></span>– https://intranet.s<span class="_ _8"></span>enado<span class="_ _4"></span>.l<span class="_ _4"></span>eg.br/noticias/document<span class="_ _4"></span>os/</div><div class="t mb7 x3a h1e y175 fff fsb fc2 sc0 ls0 ws0">dger-com-maio-2021/view.</div><div class="t mb7 x19 hb y146 fff fs5 fc2 sc0 ls0 ws0">Como o exempl<span class="_ _3"></span>o pessoal dos gestores inuencia e <span class="_ _4"></span>t<span class="_ _4"></span>orna mais <span class="_ _4"></span>sólida a </div><div class="t md8 x3a hb y147 fff fs5 fc2 sc0 ls23 ws2c">cultura <span class="_ _8"></span>corporativ<span class="_ _3"></span>a <span class="_ _8"></span>em <span class="_ _8"></span>relação <span class="_ _8"></span>aos val<span class="_ _3"></span>ore<span class="_ _8"></span>s <span class="_ _8"></span>cultiv<span class="_ _3"></span>ados <span class="_ _8"></span>na <span class="_ _8"></span>organização<span class="_ _4"></span>, <span class="_ _8"></span>a </div><div class="t mb8 x3a h1a y156 ff1d fs2 fc2 sc0 ls26 ws32">7 <span class="_ _12"> </span>Disponível em: <span class="_ _3"></span>hps://www12.senado.leg.br/transparencia/ges<span class="_ _4"></span>tgov/planejamento-es<span class="_ _4"></span>tra<span class="ff1c ls0 ws0">-</span></div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">tegico-1/plano-da-polica-de-r<span class="_ _4"></span>esponsabilidade-social#PGLS. Acesso em: 20 maio 2022.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">24</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a hb y10f fff fs5 fc2 sc0 ls0 ws0">diret<span class="_ _4"></span>ora-geral da Casa procura criar o maior número de oportunidades de </div><div class="t m2 x3a hb y134 fff fs5 fc2 sc0 ls0 ws0">discussão do tema, como uma <span class="ff1f">live</span> retratada na Figura 5 a seguir<span class="_ _3"></span>.</div><div class="t m2 x3a h1d y176 ff12 fsb fc2 sc0 ls0 ws0">Fig. 5<span class="fff">: Criando oportunidades de discussão do tema com e<span class="_ _8"></span>specialistas<span class="_ _4"></span>.</span></div><div class="t mc4 x3a h1e y177 fff fsb fc2 sc0 ls36 ws43">Fonte: <span class="_"> </span>Intranet <span class="_"> </span>do <span class="_"> </span>Senado <span class="_"> </span>Federal <span class="_"> </span>– <span class="_"> </span>https://intranet.senado.l<span class="_ _3"></span>eg.br/noticias/</div><div class="t md9 x3a h1e y178 fff fsb fc2 sc0 ls37 ws44">materias/2020/05/equidade-de-genero-apos-a-pandemia-norteia-debate-em-live-de-ilana.</div><div class="t mda x19 hb y142 fff fs5 fc2 sc0 ls10 ws12">Na <span class="_ _8"></span>mais recente <span class="_ _8"></span>pe<span class="_ _8"></span>squisa de <span class="_ _8"></span>clima <span class="_ _8"></span>organizacional, <span class="_ _8"></span>em 2020, <span class="_ _8"></span>a <span class="_ _8"></span>per<span class="ls0 ws0">-</span></div><div class="t mdb x3a hb y143 fff fs5 fc2 sc0 ls4 ws5">cepção <span class="_ _8"></span>dos s<span class="_ _8"></span>ervidores <span class="_ _8"></span>acerca <span class="_ _8"></span>de o <span class="_ _8"></span>Senado <span class="_ _8"></span>promo<span class="_ _4"></span>ver açõe<span class="_ _8"></span>s de <span class="_ _8"></span>respeito à </div><div class="t m2 x3a hb y144 fff fs5 fc2 sc0 ls0 ws0">diversidade dos <span class="_ _4"></span>seus trabalhadore<span class="_ _8"></span>s aument<span class="_ _3"></span>ou em 18 pontos: <span class="_ _4"></span>de 61%, em </div><div class="t m2 x3a hb y145 fff fs5 fc2 sc0 ls0 ws0">2018, para <span class="_ _4"></span>79%, em <span class="_ _3"></span>2020</div><div class="t m2 x54 h18 y179 ff1b fs9 fc2 sc0 ls0 ws0">8</div><div class="t m2 x55 hb y145 fff fs5 fc2 sc0 ls0 ws0">. Entre <span class="_ _4"></span>os indicadores positiv<span class="_ _4"></span>os, também <span class="_ _4"></span>está a </div><div class="t mdc x3a hb y146 fff fs5 fc2 sc0 ls9 wsb">satisf<span class="_ _3"></span>ação do <span class="_ _3"></span>corpo funcional <span class="_ _3"></span>da Casa: <span class="_ _3"></span>pelo <span class="_ _3"></span>menos 95% <span class="_ _4"></span>dos <span class="_ _4"></span>colaboradores </div><div class="t m5 x3a h1a y155 ff1d fs2 fc2 sc0 ls38 ws45">8 <span class="_ _18"> </span>P<span class="_ _3"></span>esquisa <span class="_ _8"></span>de <span class="_ _8"></span>clima organiz<span class="_ _4"></span>acional. Disponível <span class="_ _8"></span>em: hps://intranet.senado.leg.br/no<span class="ff1c ls0 ws0">-</span></div><div class="t mdd x1e h1a y156 ff1d fs2 fc2 sc0 ls21 ws27">cias/materias/2021/02/pesquisa-de-clima-apont<span class="_ _4"></span>a-aumento-nos-indicador<span class="_ _4"></span>es-de-sasf<span class="_ _4"></span>a<span class="ff1c ls0 ws0">-</span></div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">cao/2021/02/documentos/pesquisa-de-clima-2020-g<span class="_ _4"></span>eral. Acesso em: 12 maio 2022.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">25</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t mde x3a hb y6a fff fs5 fc2 sc0 ls23 ws2c">sentem-s<span class="_ _8"></span>e <span class="_ _8"></span>orgulhosos em <span class="_ _8"></span>trabalhar <span class="_ _8"></span>no Senado, e <span class="_ _8"></span>92% <span class="_ _8"></span>comemoram <span class="_ _8"></span>um </div><div class="t mdf x3a hb y86 fff fs5 fc2 sc0 ls5 ws6">relacionament<span class="_ _4"></span>o <span class="_ _4"></span>amigável <span class="_ _3"></span>com os <span class="_ _4"></span>pares, em <span class="_ _3"></span>sintonia <span class="_ _4"></span>com <span class="_ _4"></span>a <span class="_ _4"></span>literatura <span class="_ _4"></span>cien<span class="ls0 ws0">-</span></div><div class="t me0 x3a hb y87 fff fs5 fc2 sc0 lsa wsc">tíca <span class="_ _4"></span>(P<span class="_ _5"></span>A<span class="_ _3"></span>ULA <span class="_ _4"></span><span class="ff1f ws2f">et al<span class="fff wsc">., <span class="_ _4"></span>2021; <span class="_ _4"></span>RAMAD<span class="_ _3"></span>AM; ESTIV<span class="_ _3"></span>ALETE; <span class="_ _4"></span>WEGNER; <span class="_ _4"></span>P<span class="_ _5"></span>ARCIANELL<span class="_ _3"></span>O, </span></span></div><div class="t me1 x3a hb y88 fff fs5 fc2 sc0 lsa wsc">2022). <span class="_ _4"></span>Isso <span class="_ _4"></span>mostra <span class="_ _3"></span>que as <span class="_ _3"></span>açõe<span class="_ _8"></span>s <span class="_ _4"></span>de <span class="_ _4"></span>gestão estão <span class="_ _4"></span>impactando <span class="_ _4"></span>positiv<span class="_ _3"></span>amente<span class="_ _8"></span> </div><div class="t me2 x3a hb y89 fff fs5 fc2 sc0 ls5 ws6">no <span class="_ _4"></span>clima e <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _4"></span>reetindo <span class="_ _4"></span>na cultura <span class="_ _3"></span>organizacional da <span class="_ _3"></span>instituição, <span class="_ _4"></span>à <span class="_ _4"></span>medida </div><div class="t me3 x3a hb y6b fff fs5 fc2 sc0 lsc wse">que <span class="_ _8"></span>ess<span class="_ _8"></span>es <span class="_ _8"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>ores <span class="_ _8"></span>são <span class="_ _8"></span>naturalizados e <span class="_ _8"></span>introjetados <span class="_ _8"></span>pel<span class="_ _3"></span>os <span class="_ _8"></span>s<span class="_ _8"></span>ervidores, <span class="_ _8"></span>cor<span class="ls0 ws0">-</span></div><div class="t me4 x3a hb y6c fff fs5 fc2 sc0 ls23 ws2c">roborando igualmente <span class="_ _8"></span>a <span class="_ _8"></span>importância da <span class="_ _8"></span>liderança <span class="_ _8"></span>da <span class="_ _8"></span>alta ge<span class="_ _8"></span>stão <span class="_ _8"></span>para o </div><div class="t mcb x3a hb y6d fff fs5 fc2 sc0 lsa wsc">f<span class="_ _3"></span>omento <span class="_ _3"></span>da equidade<span class="_ _3"></span>, como <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _4"></span>v<span class="_ _4"></span>ê <span class="_ _4"></span>em <span class="_ _4"></span>Priore<span class="_ _4"></span>, <span class="_ _4"></span>Prado <span class="_ _4"></span>e <span class="_ _4"></span>Net<span class="_ _3"></span>o (2012). <span class="_ _4"></span>O <span class="_ _3"></span>Senado<span class="_ _8"></span> </div><div class="t me5 x3a hb y6e fff fs5 fc2 sc0 ls8 wsa">Federal <span class="_ _4"></span>des<span class="_ _8"></span>eja <span class="_ _4"></span>aprofundar <span class="_ _4"></span>e <span class="_ _4"></span>consolidar <span class="_ _4"></span>cada <span class="_ _4"></span>vez <span class="_ _3"></span>mais a <span class="_ _3"></span>equidade como <span class="_ _3"></span>um </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">dos v<span class="_ _3"></span>alores centrais de <span class="_ _4"></span>sua cultura <span class="_ _4"></span>corporativ<span class="_ _4"></span>a e t<span class="_ _3"></span>ornar-s<span class="_ _8"></span>e uma <span class="_ _4"></span>ref<span class="_ _3"></span>erência </div><div class="t me6 x3a hb y70 fff fs5 fc2 sc0 ls8 wsa">no <span class="_ _4"></span>tema <span class="_ _4"></span>para <span class="_ _4"></span>outras <span class="_ _4"></span>instituições públicas, <span class="_ _3"></span>como na <span class="_ _4"></span>ocasião <span class="_ _4"></span>em <span class="_ _4"></span>que <span class="_ _4"></span>o <span class="_ _4"></span>PEGR </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>oi apre<span class="_ _8"></span>sentado no 3º <span class="_ _4"></span>Seminário Sul-mat<span class="_ _3"></span>o-gross<span class="_ _8"></span>ense de Gestão Socioam-</div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">biental no <span class="_ _3"></span>Poder <span class="_ _3"></span>Judiciário e à <span class="_ _3"></span>Comissão Permanente <span class="_ _4"></span>Mista <span class="_ _4"></span>de Combate <span class="_ _3"></span>à </div><div class="t me7 x3a hb y73 fff fs5 fc2 sc0 lsb wsd">Viol<span class="_ _4"></span>ência <span class="_ _4"></span>contra <span class="_ _3"></span>a Mulher<span class="_ _5"></span>, em <span class="_ _3"></span>2019, e <span class="_ _3"></span>diversas <span class="_ _3"></span>outras oportunidades <span class="_ _4"></span>em <span class="_ _4"></span>que </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">o Senado f<span class="_ _3"></span>oi convidado, como prática de <span class="ff1f">benchmarking</span> no setor público<span class="_ _3"></span>.</div><div class="t me8 x19 hb y75 fff fs5 fc2 sc0 lsc wse">Como <span class="_ _8"></span>está <span class="_ _8"></span>no título do <span class="_ _8"></span>pre<span class="_ _8"></span>sente <span class="_ _8"></span>capítul<span class="_ _4"></span>o<span class="_ _4"></span>, a <span class="_ _8"></span>equidade <span class="_ _8"></span>no <span class="_ _8"></span>Senado Fe<span class="ls0 ws0">-</span></div><div class="t me9 x3a hb y76 fff fs5 fc2 sc0 lse ws10">deral <span class="_ _8"></span>se <span class="_ _8"></span>dá <span class="_ _8"></span>a partir <span class="_ _8"></span>da <span class="_ _8"></span>cultura <span class="_ _8"></span>organizacional da <span class="_ _8"></span>instituição, f<span class="_ _4"></span>omentada </div><div class="t mea x3a hb y77 fff fs5 fc2 sc0 ls5 ws6">pela <span class="_ _4"></span>gestão e <span class="_ _4"></span>construída, <span class="_ _4"></span>col<span class="_ _4"></span>etiv<span class="_ _4"></span>a <span class="_ _4"></span>e diariamente<span class="_ _3"></span>, com <span class="_ _3"></span>os colaboradores da </div><div class="t meb x3a hb y78 fff fs5 fc2 sc0 lsa wsc">Casa. <span class="_ _4"></span>Os <span class="_ _4"></span>capítul<span class="_ _3"></span>os a <span class="_ _3"></span>s<span class="_ _8"></span>eguir<span class="_ _3"></span>, <span class="_ _4"></span>no <span class="_ _4"></span>pres<span class="_ _8"></span>ente <span class="_ _3"></span>livro, <span class="_ _3"></span>detalharão <span class="_ _4"></span>algumas <span class="_ _3"></span>das aç<span class="_ _4"></span>ões<span class="_ _8"></span> </div><div class="t mec x3a hb y79 fff fs5 fc2 sc0 ls4 ws5">aqui <span class="_ _8"></span>citadas, bem <span class="_ _8"></span>como <span class="_ _8"></span>aportarão outras <span class="_ _8"></span>iniciativ<span class="_ _4"></span>as e <span class="_ _8"></span>aspectos ligados <span class="_ _8"></span>à </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">equidade de gênero<span class="_ _3"></span>.</div><div class="t m2 x19 hb y7b fff fs5 fc2 sc0 ls0 ws0">A t<span class="_ _4"></span>odos e t<span class="_ _4"></span>odas, uma boa l<span class="_ _4"></span>eitura!</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">26</div></div><div class="pi" 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class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws0">REFERÊNCIA<span class="_ _3"></span>S</div><div class="t med x3a hb y87 fff fs5 fc2 sc0 ls8 wsa">AL<span class="_ _6"></span>VESSON, M.; <span class="_ _3"></span>SVENINGSSON, <span class="_ _3"></span>S. <span class="ff1f ws2f">Changing organizational culture</span>: <span class="_ _3"></span>cultural </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">change work in progress. Routl<span class="_ _3"></span>edge, 2015.</div><div class="t m1a x3a hb y6b fff fs5 fc2 sc0 lsf ws11">ARGYRIS, <span class="_ _8"></span>Chris<span class="_ _3"></span>.; <span class="_ _8"></span>SCHÖN, <span class="_ _8"></span>Donald. <span class="ff1f ws30">Theory in practice</span>. <span class="_ _8"></span>San <span class="_ _8"></span>Francisco, CA: </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">Jossey-Bass, 1974</div><div class="t mee x3a hb y6e fff fs5 fc2 sc0 lsf ws11">CAPPELL<span class="_ _3"></span>OZZA, <span class="_ _8"></span>A.; <span class="_ _8"></span>CRISPIM, <span class="_ _8"></span>I. A. <span class="_ _8"></span>S.; <span class="_ _8"></span>CLARO, <span class="_ _8"></span>J. A. <span class="_ _8"></span>C. <span class="_ _8"></span>S.; <span class="_ _8"></span>VENELLI-COST<span class="_ _3"></span>A, </div><div class="t m5 x3a hb y6f fff fs5 fc2 sc0 ls10 ws12">L. <span class="_ _8"></span>Relações <span class="_ _8"></span>entre <span class="_ _8"></span>percepção <span class="_ _8"></span>de justiça, <span class="_ _8"></span>suporte <span class="_ _8"></span>organizacional, <span class="_ _8"></span>def<span class="_ _4"></span>esa </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">da imagem <span class="_ _8"></span>e intenção <span class="_ _8"></span>de rotatividade. <span class="ff1f ws46">Anais do XLIV Encontro da Anpad</span><span class="ff10"> </span></div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">– EnANP<span class="_ _5"></span>AD, 2020. Disponível em: http://www.anpad.org.br/e<span class="_ _3"></span>vent<span class="_ _3"></span>os.php?-</div><div class="t mef x3a hb y72 fff fs5 fc2 sc0 ls9 wsb">cod_e<span class="_ _4"></span>vent<span class="_ _3"></span>o=1&amp;cod_edicao_subs<span class="_ _8"></span>ecao=1726&amp;cod_e<span class="_ _3"></span>vent<span class="_ _4"></span>o_edicao=106&amp;cod_</div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">edicao_trabalho=28535 (anpad.<span class="_ _4"></span>org.br). A<span class="_ _4"></span>cesso em: 1º abr<span class="_ _3"></span>. 2022.</div><div class="t mf0 x3a hb y75 fff fs5 fc2 sc0 ls4 ws5">CARRARA, <span class="_ _8"></span>T<span class="_ _6"></span>. <span class="_ _8"></span>M. P<span class="_ _5"></span>.; <span class="_ _8"></span>NUNES, S. <span class="_ _8"></span>C.; <span class="_ _8"></span>S<span class="_ _3"></span>ARSUR, <span class="_ _8"></span>A. <span class="_ _8"></span>M. Fatores <span class="_ _8"></span>de retenção, per<span class="ls0 ws0">-</span></div><div class="t mf1 x3a hb y76 fff fs5 fc2 sc0 ls23 ws2c">manência <span class="_ _8"></span>e de<span class="_ _8"></span>sligament<span class="_ _4"></span>o de <span class="_ _8"></span>talent<span class="_ _3"></span>os <span class="_ _8"></span>e <span class="_ _8"></span>de performers<span class="_ _3"></span>. <span class="_ _8"></span><span class="ff1f ws31">RA<span class="_ _4"></span>CE, Re<span class="_ _4"></span>vista de </span></div><div class="t mf2 x3a hb y77 ff1f fs5 fc2 sc0 ls4 ws30">A<span class="_ _4"></span>dministração<span class="_ _4"></span>, Contabilidade e Economia<span class="fff ws5">, Joaçaba: <span class="_ _8"></span>Ed. <span class="_ _8"></span>Unoesc, <span class="_ _8"></span>v<span class="_ _3"></span>. <span class="_ _8"></span>13, n. </span></div><div class="t mf3 x3a hb y78 fff fs5 fc2 sc0 ls5 ws6">3, <span class="_ _4"></span>p<span class="_ _4"></span>. 1119-1148, <span class="_ _3"></span>s<span class="_ _8"></span>et./dez. <span class="_ _4"></span>2014. <span class="_ _4"></span>Disponível <span class="_ _3"></span>em: http://edit<span class="_ _3"></span>ora.unoe<span class="_ _8"></span>sc.edu.</div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">br/index.php/race<span class="_ _4"></span>. A<span class="_ _4"></span>cesso em: 18 jan. 2022.</div><div class="t mf4 x3a hb y7b fff fs5 fc2 sc0 ls23 ws2c">CARV<span class="_ _3"></span>AJAL, <span class="_ _8"></span>L. <span class="_ _8"></span><span class="ff1f ws30">Fundament<span class="_ _3"></span>os de la imagen visual corporativa<span class="fff ws2c">. Astrolabio, </span></span></div><div class="t mf5 x3a hb y7c fff fs5 fc2 sc0 ls23 ws2c">22 <span class="_ _8"></span>jul. 2012. <span class="_ _8"></span>18 <span class="_ _8"></span>p<span class="_ _3"></span>. <span class="_ _8"></span>[ <span class="_ _0"></span>e-book]. Disponível em: <span class="_ _8"></span>https://itune<span class="_ _8"></span>s<span class="_ _3"></span>.apple<span class="_ _3"></span>.com/br/</div><div class="t mf6 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">book/ <span class="_ _13"></span>fundamentos- <span class="_ _13"></span>la- <span class="_ _0"></span>imagen-visual/id547151324?mt=11. <span class="_ _8"></span>A<span class="_ _3"></span>ce<span class="_ _8"></span>sso <span class="_ _8"></span>em: 5 </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">maio 2022.</div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">COL<span class="_ _3"></span>OMB<span class="_ _4"></span>Y<span class="_ _6"></span>, R. K. <span class="_ _3"></span><span class="ff1f ws47">“Viver como um zumbi”:<span class="fff ws0"> o <span class="_ _3"></span>dano existencial à <span class="_ _3"></span>luz da <span class="_ _4"></span>polis-</span></span></div><div class="t mf7 x3a hb y81 fff fs5 fc2 sc0 lsc wse">semia <span class="_ _8"></span>do <span class="_ _8"></span>trabalho<span class="_ _4"></span>. 2019. <span class="_ _8"></span>T<span class="_ _5"></span>e<span class="_ _8"></span>se <span class="_ _8"></span>(Doutorado em <span class="_ _8"></span>A<span class="_ _3"></span>dministração). <span class="_ _8"></span>Escola <span class="_ _8"></span>de </div><div class="t m77 x3a hb y82 fff fs5 fc2 sc0 ls24 ws2d">A<span class="_ _4"></span>dministração<span class="_ _4"></span>, <span class="_ _3"></span>Programa de <span class="_ _3"></span>Pós-Graduação <span class="_ _3"></span>em <span class="_ _4"></span>A<span class="_ _4"></span>dministração<span class="_ _4"></span>, <span class="_ _3"></span>Universidade </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">Federal do Rio <span class="_ _8"></span>Grande do Sul. <span class="_ _8"></span>P<span class="_ _4"></span>ort<span class="_ _4"></span>o Alegre<span class="_ _3"></span>, 2019. <span class="_ _8"></span>Disponív<span class="_ _4"></span>el em: <span class="_ _8"></span>https://</div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">lume<span class="_ _4"></span>.ufrgs<span class="_ _4"></span>.br/handl<span class="_ _4"></span>e/10183/203819. A<span class="_ _4"></span>cesso em: 1º maio 2022.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">27</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m5 x3a hb y6a fff fs5 fc2 sc0 ls39 ws48">ENDO, <span class="_ _8"></span>G. <span class="_ _8"></span>Y<span class="_ _6"></span>.; <span class="_ _8"></span>LUCION, <span class="_ _8"></span>E. <span class="_ _8"></span>V<span class="_ _6"></span>.; <span class="_ _8"></span>KA<span class="_ _3"></span>TO-CRUZ, <span class="_ _8"></span>É. <span class="_ _8"></span>M.; <span class="_ _8"></span>DE <span class="_ _7"></span>P<span class="_ _5"></span>A<span class="_ _3"></span>ULA <span class="_ _8"></span>CA<span class="_ _4"></span>SEMIRO, <span class="_ _8"></span>Í.; </div><div class="t mf8 x3a hb y86 fff fs5 fc2 sc0 lsb wsd">FRANÇA, <span class="_ _4"></span>L. <span class="_ _4"></span>P<span class="_ _6"></span>. Análise <span class="_ _4"></span>da <span class="_ _3"></span>produção cientíca <span class="_ _3"></span>sobre cultura <span class="_ _3"></span>organizacional no </div><div class="t mf9 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">período <span class="_ _4"></span>de 1969 <span class="_ _3"></span>a 2019. <span class="_ _3"></span><span class="ff1f ws2f">Revista de Carreiras e Pessoas<span class="fff ws0">, 12(2), <span class="_ _3"></span>p. <span class="_ _3"></span>344-363, </span></span></div><div class="t mfa x3a hb y88 fff fs5 fc2 sc0 ls22 ws2b">2022. <span class="_ _4"></span>Disponível <span class="_ _3"></span>em: https://re<span class="_ _3"></span>vistas.pucsp<span class="_ _3"></span>.br/ReCaPe/article/view/50296. </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>cesso em: 13 maio 2022.</div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">FERREIRA, M. <span class="_ _3"></span>C. <span class="ff1f ws49">Qualidade de vida no trabalho (Q<span class="_ _3"></span>VT):<span class="fff ws0"> do <span class="_ _4"></span>assistencialismo </span></span></div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">à promoção ef<span class="_ _3"></span>etiva. L<span class="_ _4"></span>aboreal, P<span class="_ _4"></span>ort<span class="_ _4"></span>o<span class="_ _4"></span>, v<span class="_ _3"></span>. 11, n.2, p<span class="_ _4"></span>. 28-35, 2015.</div><div class="t mfb x3a hb y6f fff fs5 fc2 sc0 ls5 ws6">FERREIRA, <span class="_ _4"></span>M. C. <span class="_ _3"></span><span class="ff1f ws2f">Qualidade de vida no trabalho:<span class="fff ws6"> uma <span class="_ _3"></span>abordagem centrada </span></span></div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">no olhar dos trabalhadores. 3ª ed. Brasília: P<span class="_ _3"></span>aralel<span class="_ _3"></span>o 15, 2017. 339 p.</div><div class="t mfc x3a hb y72 fff fs5 fc2 sc0 ls9 wsb">FOGA<span class="_ _4"></span>ÇA, <span class="_ _4"></span>N.; <span class="_ _4"></span>COELHO Jr<span class="_ _5"></span>., F<span class="_ _6"></span>.; <span class="_ _4"></span>P<span class="_ _5"></span>A<span class="_ _4"></span>SCHO<span class="_ _4"></span>AL, <span class="_ _4"></span>T<span class="_ _6"></span>.; FERREIRA, <span class="_ _3"></span>M. C.; <span class="_ _4"></span>TORRES, <span class="_ _4"></span>C. <span class="_ _4"></span>Re<span class="ls0 ws0">-</span></div><div class="t mfd x3a hb y73 fff fs5 fc2 sc0 ls8 wsa">lationship <span class="_ _4"></span>between <span class="_ _4"></span>job <span class="_ _4"></span>perf<span class="_ _3"></span>ormance, <span class="_ _3"></span>well-being, justice<span class="_ _4"></span>, <span class="_ _4"></span>and <span class="_ _4"></span>organizational </div><div class="t mfe x3a hb y74 fff fs5 fc2 sc0 lsd wsf">support: <span class="_ _4"></span>a <span class="_ _4"></span>multil<span class="_ _4"></span>e<span class="_ _4"></span>vel <span class="_ _3"></span>perspective<span class="_ _3"></span>. RAM. <span class="_ _4"></span><span class="ff1f ws2f">Re<span class="_ _4"></span>vista de A<span class="_ _4"></span>dministração Mack<span class="_ _4"></span>enzie </span></div><div class="t mff x3a hb y75 fff fs5 fc2 sc0 ls4 ws5">[on-line]. <span class="_ _8"></span>2021, v<span class="_ _3"></span>. <span class="_ _8"></span>22, <span class="_ _8"></span>n. 4. <span class="_ _8"></span>Disponível em: <span class="_ _8"></span>https://doi.<span class="_ _4"></span>org/10.1590/1678-</div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">6971/eRAMG210108. A<span class="_ _4"></span>cesso em: 1º fe<span class="_ _3"></span>v<span class="_ _3"></span>. 2022.</div><div class="t m100 x3a hb y78 fff fs5 fc2 sc0 lsf ws11">FORMIGA, <span class="_ _8"></span>N.; AZEVEDO, <span class="_ _8"></span>I.; <span class="_ _8"></span>NA<span class="_ _4"></span>SCIMENTO, <span class="_ _8"></span>R.; FRANCO, <span class="_ _8"></span>J.; <span class="_ _8"></span>OLIVEIRA, <span class="_ _8"></span>H.; </div><div class="t m101 x3a hb y79 fff fs5 fc2 sc0 lsa wsc">PROCHAZKA, <span class="_ _4"></span>G.; <span class="_ _4"></span>GRANGEIRO, <span class="_ _4"></span>S. <span class="_ _4"></span>Suporte <span class="_ _3"></span>organizacional, capital <span class="_ _4"></span>psicol<span class="_ _3"></span>ógico<span class="_ _8"></span> </div><div class="t m102 x3a hb y7a fff fs5 fc2 sc0 ls8 wsa">no <span class="_ _4"></span>trabalho <span class="_ _4"></span>e <span class="_ _4"></span>expectativ<span class="_ _4"></span>a <span class="_ _4"></span>de <span class="_ _4"></span>futuro <span class="_ _3"></span>em trabalhadores brasil<span class="_ _3"></span>eiros<span class="_ _4"></span>. <span class="_ _3"></span><span class="ff1f">Re<span class="_ _8"></span>search, </span></div><div class="t m103 x3a hb y7b ff1f fs5 fc2 sc0 ls4 ws30">Society and De<span class="_ _4"></span>vel<span class="_ _3"></span>opment<span class="fff ws5">, <span class="_ _8"></span>vol. 10, <span class="_ _8"></span>n. <span class="_ _8"></span>3, 2021. <span class="_ _8"></span>Disponível em: <span class="_ _8"></span>https://rsd<span class="ls0 ws0">-</span></span></div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">journal.<span class="_ _4"></span>org/index.php/rsd/issue/view/74. A<span class="_ _4"></span>cesso em: 1º abr<span class="_ _3"></span>. 2022.</div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">FORMIGA, N. <span class="_ _4"></span>S.; FRANCO, <span class="_ _4"></span>J. B. <span class="_ _4"></span>M.; OLIVEIRA <span class="_ _4"></span>, H. <span class="_ _4"></span>C. C.; <span class="_ _3"></span>AZEVEDO, I. M.; MA-</div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">TOS, L. A.; PEREIRA, T<span class="_ _6"></span>. M. F<span class="_ _5"></span>.; SIL<span class="_ _5"></span>V<span class="_ _3"></span>A, F<span class="_ _5"></span>. da. Prediction of emotional disorder </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">in workers <span class="_ _4"></span>from organizational support and workplace bull<span class="_ _3"></span>ying. <span class="ff1f">Res<span class="_ _8"></span>earch, </span></div><div class="t m104 x3a hb y81 ff1f fs5 fc2 sc0 ls4 ws30">Society and De<span class="_ _4"></span>vel<span class="_ _3"></span>opment<span class="fff ws5"> <span class="_ _8"></span>[S. l.], <span class="_ _8"></span>v<span class="_ _3"></span>. <span class="_ _8"></span>10, <span class="_ _8"></span>n. 7, <span class="_ _8"></span>p<span class="_ _4"></span>. <span class="_ _8"></span>e34010716720, 2021. <span class="_ _8"></span>DOI: </span></div><div class="t m105 x3a hb y82 fff fs5 fc2 sc0 lse ws10">10.33448/rsd-v10i7.16720. <span class="_ _8"></span>Disponív<span class="_ _4"></span>el <span class="_ _8"></span>em: https://rsdjournal.org/index.</div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">php/rsd/articl<span class="_ _4"></span>e/view/16720. A<span class="_ _4"></span>cesso em: 4 mar<span class="_ _3"></span>. 2022.</div><div class="t m106 x3a hb y85 fff fs5 fc2 sc0 ls7 ws9">FORMIGA, <span class="_ _8"></span>N. S.; <span class="_ _8"></span>P<span class="_ _5"></span>A<span class="_ _3"></span>ULA, <span class="_ _8"></span>N. <span class="_ _8"></span>H. <span class="_ _8"></span>M. M.; <span class="_ _8"></span>SIL<span class="_ _5"></span>V<span class="_ _3"></span>A, <span class="_ _8"></span>A. <span class="_ _8"></span>K. L. <span class="_ _8"></span>Suporte <span class="_ _8"></span>organizacio<span class="ls0 ws0">-</span></div><div class="t m107 x3a hb y23 fff fs5 fc2 sc0 lsc wse">nal <span class="_ _8"></span>e danos <span class="_ _8"></span>relacionados <span class="_ _8"></span>ao trabalho: <span class="_ _8"></span>um <span class="_ _8"></span>estudo <span class="_ _8"></span>correlacional <span class="_ _8"></span>com tra<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">28</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m108 x3a hb y6a fff fs5 fc2 sc0 lsc wse">balhadores <span class="_ _8"></span>brasileir<span class="_ _4"></span>os<span class="_ _4"></span>. <span class="ff1f ws30">Revista de Carreiras e Pessoas</span>, <span class="_ _8"></span>12(2), p. 280-302, </div><div class="t m109 x3a hb y86 fff fs5 fc2 sc0 ls4 ws5">2022. Disponível em: <span class="_ _8"></span>https://re<span class="_ _4"></span>vistas<span class="_ _4"></span>.pucsp<span class="_ _4"></span>.br/index.php/ReCaPe/articl<span class="_ _3"></span>e/</div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">view/50236/39582. A<span class="_ _4"></span>cesso em: 13 maio 2022.</div><div class="t m10a x3a hb y89 fff fs5 fc2 sc0 ls5 ws6">GPTW<span class="_ _5"></span>. <span class="ff1f ws2f">Saúde mental das mulheres no trabalho</span>: o <span class="_ _3"></span>que as <span class="_ _3"></span>lideranças têm <span class="_ _4"></span>a </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">ver com isso? Great Place t<span class="_ _3"></span>o Work Brasil: São P<span class="_ _3"></span>aulo<span class="_ _3"></span>, 2022.</div><div class="t ma9 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">MILHOME, J. <span class="_ _8"></span>C.; <span class="_ _8"></span>ROWE, D. <span class="_ _8"></span>E. O.; <span class="_ _8"></span>DOS-SANTOS, M. <span class="_ _8"></span>G. Existem <span class="_ _8"></span>relações <span class="_ _8"></span>en-</div><div class="t m10b x3a hb y6e fff fs5 fc2 sc0 ls10 ws12">tre <span class="_ _8"></span>qualidade de <span class="_ _8"></span>vida <span class="_ _8"></span>no <span class="_ _8"></span>trabalho<span class="_ _4"></span>, <span class="_ _8"></span>comprometiment<span class="_ _3"></span>o <span class="_ _8"></span>organizacional <span class="_ _8"></span>e </div><div class="t m10c x3a hb y6f fff fs5 fc2 sc0 ls10 ws12">entrincheirament<span class="_ _4"></span>o <span class="_ _8"></span>organizacional? <span class="ff1f">Contextus</span>: <span class="_ _8"></span>Revista Contemporânea </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">de Economia e Gestão, Fortal<span class="_ _3"></span>eza, v<span class="_ _3"></span>. 16, n. 3, p. 232-252, set./dez. 2018.</div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">NEIV<span class="_ _3"></span>A, E. <span class="_ _4"></span>Uma <span class="_ _4"></span>av<span class="_ _4"></span>aliação da <span class="_ _3"></span>área de gestão <span class="_ _4"></span>de pessoas: práticas <span class="_ _3"></span>de gestão </div><div class="t m10d x3a hb y73 fff fs5 fc2 sc0 ls23 ws2c">de <span class="_ _8"></span>pessoas, <span class="_ _8"></span>indicadores <span class="_ _8"></span>de <span class="_ _8"></span>ef<span class="_ _4"></span>etividade<span class="_ _4"></span>, rede<span class="_ _8"></span>s <span class="_ _8"></span>sociais e <span class="_ _8"></span>s<span class="_ _8"></span>eus impactos no </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">bem-estar do trabalho. [<span class="ff1f">Cadernos Enap<span class="_ _3"></span>, 83<span class="fff">], Brasília: Enap, 2021. 98 p<span class="_ _3"></span>.</span></span></div><div class="t m10e x3a hb y76 fff fs5 fc2 sc0 ls7 ws9">P<span class="_ _5"></span>A<span class="_ _3"></span>ULA, <span class="_ _8"></span>N. <span class="_ _8"></span>H. M. <span class="_ _8"></span>M. <span class="_ _8"></span>de; <span class="_ _8"></span>FORMIGA, N. <span class="_ _8"></span>S.; <span class="_ _8"></span>SIL<span class="_ _6"></span>V<span class="_ _3"></span>A, <span class="_ _8"></span>A. <span class="_ _8"></span>K. <span class="_ _8"></span>L.; FRANCO, <span class="_ _8"></span>J. <span class="_ _8"></span>B. <span class="_ _8"></span>M.; </div><div class="t m10f x3a hb y77 fff fs5 fc2 sc0 lsd wsf">OLIVEIRA, <span class="_ _4"></span>H. <span class="_ _4"></span>C. <span class="_ _4"></span>C.; <span class="_ _4"></span>PROCHAZKA, <span class="_ _3"></span>G. L.; <span class="_ _3"></span>NASCIMENTO, <span class="_ _3"></span>R. L.; <span class="_ _3"></span>GRANGEIRO, S. <span class="_ _3"></span>R. </div><div class="t m110 x3a hb y78 fff fs5 fc2 sc0 lsd wsf">A.; <span class="_ _4"></span>V<span class="_ _3"></span>ALIN, C. <span class="_ _3"></span>G. P<span class="_ _6"></span>.; <span class="_ _4"></span>BESERRA, <span class="_ _3"></span>T<span class="_ _5"></span>. K. <span class="_ _3"></span>P<span class="_ _5"></span>.; <span class="_ _4"></span>ALMEID<span class="_ _3"></span>A, L. <span class="_ _3"></span>A. L. <span class="_ _3"></span>The better <span class="_ _3"></span>bond I <span class="_ _3"></span>have </div><div class="t m111 x3a hb y79 fff fs5 fc2 sc0 lsa wsc">with <span class="_ _4"></span>my <span class="_ _4"></span>organization, <span class="_ _4"></span>the <span class="_ _4"></span>healthier <span class="_ _3"></span>I am! <span class="_ _3"></span>Correlate<span class="_ _8"></span>s <span class="_ _4"></span>between <span class="_ _4"></span>organizational </div><div class="t m112 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">support and <span class="_ _3"></span>work-related injuries.<span class="_ _3"></span><span class="ff1f ws2f">Re<span class="_ _8"></span>search, Society and Dev<span class="_ _3"></span>elopment<span class="fff ws0">,<span class="_ _4"></span>[S. </span></span></div><div class="t m113 x3a hb y7b fff fs5 fc2 sc0 lsf ws11">l.], <span class="_ _8"></span>v<span class="_ _5"></span>. <span class="_ _8"></span>10, <span class="_ _8"></span>n. <span class="_ _8"></span>6, p. e15710615323, <span class="_ _8"></span>2021. <span class="_ _8"></span>DOI: 10.33448/rsd-v10i6.15323. </div><div class="t m114 x3a hb y7c fff fs5 fc2 sc0 ls7 ws9">Disponível em: <span class="_ _8"></span>https://rsdjournal.<span class="_ _4"></span>org/index.php/rsd/articl<span class="_ _4"></span>e/view/15323. </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>cesso em: 20 abr<span class="_ _3"></span>. 2022.</div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">PRIORE, E. R.; PRADO, S. R.; NETO, A. C. Cultura organizacional: <span class="_ _4"></span>inuência </div><div class="t m115 x3a hb y80 fff fs5 fc2 sc0 lsc wse">dos <span class="_ _8"></span>gestores <span class="_ _8"></span>na cultura <span class="_ _8"></span>das <span class="_ _8"></span>organizações. <span class="ff1f ws30">Ge<span class="_ _8"></span>stão Contemporânea</span>, 2(2), </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">2012.</div><div class="t m116 x3a hb y83 fff fs5 fc2 sc0 ls7 ws9">RAMAD<span class="_ _3"></span>AM, <span class="_ _8"></span>A.O.; <span class="_ _8"></span>ESTIV<span class="_ _3"></span>ALETE, <span class="_ _8"></span>V<span class="_ _6"></span>.F<span class="_ _5"></span>. <span class="_ _8"></span>B; <span class="_ _8"></span>WEGNER, R. <span class="_ _8"></span>S.; <span class="_ _8"></span>P<span class="_ _5"></span>ARCIANELL<span class="_ _3"></span>O, <span class="_ _8"></span>J. <span class="_ _8"></span>A. </div><div class="t m117 x3a hb y84 fff fs5 fc2 sc0 ls23 ws2c">Investigação <span class="_ _8"></span>do suporte <span class="_ _8"></span>organizacional: <span class="_ _8"></span>percepção de <span class="_ _8"></span>colaboradore<span class="_ _8"></span>s de </div><div class="t m118 x3a hb y85 fff fs5 fc2 sc0 lsc wse">uma <span class="_ _8"></span>cooperativ<span class="_ _3"></span>a <span class="_ _8"></span>do <span class="_ _8"></span>Rio Grande <span class="_ _8"></span>Do <span class="_ _8"></span>Sul. <span class="_ _8"></span>RGO – <span class="_ _8"></span><span class="ff1f ws30">Revista Gestão Organiza<span class="ls0 ws0">-</span></span></div><div class="t m2 x3a hb y23 ff1f fs5 fc2 sc0 ls0 ws0">cional<span class="fff">, Chapecó<span class="_ _4"></span>, v<span class="_ _5"></span>. 15, n. 2, p. <span class="_ _4"></span>154-172, maio/ago<span class="_ _4"></span>., 2022. DOI: https://doi.</span></div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">29</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m119 x3a hb y6a fff fs5 fc2 sc0 ls8 wsa">org/10.22277/rgo<span class="_ _4"></span>.<span class="_ _3"></span>v15i2.6497. <span class="_ _4"></span>Disponível <span class="_ _3"></span>em: https://bell.unochapeco<span class="_ _3"></span>.edu.</div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">br/re<span class="_ _4"></span>vistas/index.php/rgo/articl<span class="_ _4"></span>e/view/6497. A<span class="_ _4"></span>cesso em: 19 maio 2022.</div><div class="t m11a x3a hb y88 fff fs5 fc2 sc0 lsc wse">ROBBINS, <span class="_ _8"></span>S. P<span class="_ _5"></span>. <span class="_ _8"></span>JUDGE, T<span class="_ _5"></span>. <span class="_ _8"></span>A.; SOBRAL, <span class="_ _8"></span>F<span class="_ _5"></span>. <span class="ff1f ws31">Comportamento organizacional</span><span class="ls0 ws0">: </span></div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">teoria e prática no context<span class="_ _3"></span>o brasileir<span class="_ _4"></span>o<span class="_ _4"></span>. 14 ed. São P<span class="_ _3"></span>aulo: Pearson Prentice </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">Hall, 2011.</div><div class="t m11b x3a hb y6d fff fs5 fc2 sc0 lsc wse">S<span class="_ _4"></span>AMOLIUK, <span class="_ _8"></span>N.; BILAN, <span class="_ _8"></span>Y<span class="_ _6"></span>.; <span class="_ _8"></span>MISHCHUK, <span class="_ _8"></span>H.; MISHCHUK, <span class="_ _8"></span>V<span class="_ _5"></span>. <span class="_ _8"></span>Empl<span class="_ _3"></span>oyer <span class="_ _8"></span>brand: </div><div class="t m11c x3a hb y6e fff fs5 fc2 sc0 lsf ws11">ke<span class="_ _3"></span>y <span class="_ _8"></span>values <span class="_ _8"></span>inuencing the <span class="_ _8"></span>intention <span class="_ _8"></span>t<span class="_ _4"></span>o <span class="_ _8"></span>join a <span class="_ _8"></span>company<span class="_ _4"></span>. <span class="ff1f ws31">Management &amp; </span></div><div class="t m11d x3a hb y6f ff1f fs5 fc2 sc0 ls0 ws0">Marketing<span class="fff">, <span class="_ _3"></span>17(1), 61-72, <span class="_ _3"></span>2022. Disponív<span class="_ _4"></span>el <span class="_ _4"></span>em: <span class="_ _4"></span>https://www.proquest.com/</span></div><div class="t m11e x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">docview/2648779525?pq-origsite=gscholar&amp;fromopenview=true<span class="_ _3"></span>. <span class="_ _8"></span>Acesso </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">em: 20 maio 2022.</div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">S<span class="_ _4"></span>ANTOS, J. N.; <span class="_ _4"></span>NEIV<span class="_ _3"></span>A, E. R.; ANDRADE-MEL<span class="_ _3"></span>O, E. A. <span class="_ _4"></span>Relação entre clima or-</div><div class="t m11f x3a hb y74 fff fs5 fc2 sc0 lsa wsc">ganizacional, <span class="_ _3"></span>percepção de <span class="_ _3"></span>mudança organizacional <span class="_ _3"></span>e s<span class="_ _4"></span>atisf<span class="_ _3"></span>ação do <span class="_ _3"></span>cliente. </div><div class="t m2 x3a hb y75 ff1f fs5 fc2 sc0 ls0 ws0">Psicol<span class="_ _3"></span>ogia: T<span class="_ _5"></span>eoria e Pe<span class="_ _8"></span>squisa<span class="fff">, v<span class="_ _3"></span>. 29, n. 1, p<span class="_ _4"></span>. 31-39, 2013.</span></div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">SO<span class="_ _4"></span>ARES K. <span class="_ _4"></span>J.; FERREIRA, <span class="_ _4"></span>M. C. <span class="_ _4"></span>A relação <span class="_ _4"></span>entre trabalho <span class="_ _4"></span>e al<span class="_ _4"></span>coolismo: con-</div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">tribuições sobre o e<span class="_ _8"></span>stado da arte<span class="_ _3"></span>. <span class="ff1f ws2c">Trabalho (En)Cena</span>, 2017, p. 50-69. <span class="_ _4"></span>Dis-</div><div class="t m120 x3a hb y79 fff fs5 fc2 sc0 ls8 wsa">ponível <span class="_ _3"></span>em: Periódicos <span class="_ _3"></span>– UFT <span class="_ _3"></span>| Trabalho <span class="_ _3"></span>(En)Cena. A<span class="_ _3"></span>ce<span class="_ _8"></span>sso em: <span class="_ _3"></span>7 maio <span class="_ _3"></span>2022.</div><div class="t m121 x3a hb y7b fff fs5 fc2 sc0 lsc wse">STUD<span class="_ _3"></span>ART<span class="_ _5"></span>, <span class="_ _8"></span>Marcela. <span class="_ _8"></span><span class="ff1f ws30">Como não ser um babaca</span>: <span class="_ _8"></span>guia <span class="_ _8"></span>prático para <span class="_ _8"></span>homens </div><div class="t m122 x3a hb y7c fff fs5 fc2 sc0 ls4 ws5">que <span class="_ _8"></span>cansaram de <span class="_ _8"></span>ser <span class="_ _8"></span>machistas <span class="_ _8"></span>no trabalho <span class="_ _8"></span>e <span class="_ _8"></span>na vida. <span class="_ _8"></span>Brasília, <span class="_ _8"></span>DF: Sindi<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">l<span class="_ _4"></span>egis, 2022, 120 p<span class="_ _4"></span>.</div><div class="t m123 x3a hb y7f fff fs5 fc2 sc0 lsb wsd">SRI <span class="_ _4"></span>WIBOWO, <span class="_ _3"></span>B. <span class="_ _4"></span>Etiquette <span class="_ _4"></span>in <span class="_ _4"></span>an <span class="_ _4"></span>organization <span class="_ _3"></span>life<span class="_ _3"></span>, the <span class="_ _3"></span>most one <span class="_ _3"></span>but not <span class="_ _3"></span>really </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">done yet. <span class="ff1f ws11">Journal of Islamic Economics Perspectiv<span class="_ _3"></span>e<span class="_ _8"></span>s<span class="fff ws0">, v<span class="_ _3"></span>. 4, n. 1, <span class="_ _4"></span>p<span class="_ _4"></span>. 9-19, 25 </span></span></div><div class="t m124 x3a hb y81 fff fs5 fc2 sc0 ls23 ws2c">Feb<span class="_ _4"></span>. <span class="_ _8"></span>2022. Disponível em: <span class="_ _8"></span>https://jurnalfebi.iain-jember<span class="_ _5"></span>.ac.id/index.php/</div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">JIEP/articl<span class="_ _4"></span>e/view/69. A<span class="_ _4"></span>cesso em: 4 abr<span class="_ _3"></span>. 2022.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">30</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m2 x25 hd y6a ff11 fs6 fc6 sc0 ls0 ws0">Capítul<span class="_ _3"></span>o 2 – EQUID<span class="_ _3"></span>ADE DE GÊNERO E </div><div class="t m2 x56 hd y17a ff11 fs6 fc6 sc0 ls0 ws0">RA<span class="_ _3"></span>ÇA NO SENADO FEDERAL</div><div class="t m2 x2e h21 y17b ff1b fse fc6 sc0 ls0 ws0">9</div><div class="t m2 x57 hd y86 ff11 fs6 fc6 sc0 ls0 ws0"> </div><div class="t m2 x58 h21 y17b ff1b fse fc6 sc0 ls0 ws0">10</div><div class="t m2 x59 h17 y17c ff1a fs5 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>driana C. R. Albernaz</div><div class="t m2 x5a h18 y17d ff1b fs9 fc2 sc0 ls0 ws0">11</div><div class="t m125 x3a h1a y17e ff1c fs2 fc2 sc0 ls20 ws26">9 <span class="_ _12"> </span>Dedico este tr<span class="_ _4"></span>abalho a todas e todos os en<span class="_ _3"></span>volvidos com as ações pró-equidade no Senado </div><div class="t m2 x1e h1a y17f ff1c fs2 fc2 sc0 ls0 ws4a">Feder<span class="_ _4"></span>al, em especial a colega Maria T<span class="_ _5"></span>erezinha Nunes, desde o início ocupando um papel </div><div class="t m2 x1e h1a y117 ff1d fs2 fc2 sc0 ls0 ws0">de destaque no es<span class="_ _4"></span>mulo, org<span class="_ _3"></span>anização e realizaç<span class="_ _4"></span>ão dessas ações.</div><div class="t m126 x3a h1a y180 ff1d fs2 fc2 sc0 ls7 ws9">10<span class="ff1c ls26 ws26"> <span class="_ _1d"> </span>V<span class="_ _3"></span>ersão resumida do trabalho de c<span class="_ _4"></span>onclusão do MBA em Gest<span class="_ _4"></span>ão de Pessoas do Se<span class="_ _4"></span>tor Público </span></div><div class="t m2 x1e h1a y181 ff1d fs2 fc2 sc0 ls0 ws0">da UnB (ALBERNAZ, 2021).</div><div class="t m127 x3a h1a y182 ff1c fs2 fc2 sc0 ls3a ws4a">11<span class="ff1d ls3 ws4"> <span class="_ _1e"> </span>Graduada em <span class="_ _8"></span>Ciências Sociais <span class="_ _8"></span>pela Universidade Federal do <span class="_ _8"></span>Par<span class="_ _4"></span>aná (2001), <span class="_ _8"></span>mestre em </span></div><div class="t m128 x1e h1a y183 ff1d fs2 fc2 sc0 ls3b ws4b">Antropologia <span class="_ _3"></span>Social pela Univ<span class="_ _4"></span>ersidade <span class="_ _3"></span>Federal <span class="_ _4"></span>do P<span class="_ _4"></span>araná <span class="_ _3"></span>(2003), doutor<span class="_ _4"></span>a em <span class="_ _3"></span>Antropologia </div><div class="t m129 x1e h1a y184 ff1d fs2 fc2 sc0 ls8 wsa">Social pela <span class="_ _3"></span>Universidade <span class="_ _4"></span>Feder<span class="_ _4"></span>al de <span class="_ _3"></span>Santa Ca<span class="_ _4"></span>tarina <span class="_ _4"></span>(2009), <span class="_ _4"></span>especialista <span class="_ _3"></span>em Processo <span class="_ _3"></span>Legisla<span class="ff1c ls0 ws0">-</span></div><div class="t m12a x1e h1a y185 ff1d fs2 fc2 sc0 ls3b ws4b">vo <span class="_ _4"></span>pelo Cen<span class="_ _4"></span>tro <span class="_ _4"></span>de F<span class="_ _4"></span>ormação<span class="_ _4"></span>, T<span class="_ _5"></span>reinamento <span class="_ _4"></span>e Aperf<span class="_ _3"></span>eiçoamento da <span class="_ _3"></span>Câmara dos <span class="_ _3"></span>Deputados </div><div class="t m12b x1e h1a y186 ff1d fs2 fc2 sc0 ls3a ws4a">(2017) e <span class="_ _3"></span>em Gest<span class="_ _4"></span>ão de <span class="_ _3"></span>Pessoas no <span class="_ _3"></span>Setor Público <span class="_ _3"></span>(MBA) pela <span class="_ _4"></span>Univer<span class="_ _4"></span>sidade de <span class="_ _3"></span>Brasília (2021). </div><div class="t m12c x1e h1a y187 ff1d fs2 fc2 sc0 ls0 ws0">É ser<span class="_ _8"></span>vidor<span class="_ _4"></span>a pública, <span class="_ _8"></span>atualmente com atuação na <span class="_ _8"></span>área administra<span class="_ _4"></span>va do <span class="_ _8"></span>Senado Federal, </div><div class="t m12d x1e h1a y188 ff1d fs2 fc2 sc0 ls3b ws4b">como <span class="_ _4"></span>técnica <span class="_ _3"></span>legislava. Currículo <span class="_ _3"></span>completo em <span class="_ _3"></span><span class="ff21">hp://laes.cnpq.br/9403607800419399.</span></div><div class="t m2 x3a h1a y189 ff1c fs2 fc2 sc0 ls0 ws0">12<span class="ws4c"> <span class="_ _1e"> </span>Fala de uma das entre<span class="_ _4"></span>vistadas sobr<span class="_ _4"></span>e o começo dos trabalhos do Pr<span class="_ _4"></span>ograma Pr<span class="_ _3"></span>ó-Equidade </span></div><div class="t m2 x1e h1a y18a ff1c fs2 fc2 sc0 ls0 ws0">de Raça e Gênero no Senado F<span class="_ _4"></span>ederal.</div><div class="t m2 x5b hb y18b ff20 fs5 fc2 sc0 ls0 ws0">E f<span class="_ _3"></span>oi assim e<span class="_ _8"></span>sse começo, buscando acertar<span class="_ _5"></span>, com di<span class="ff1f">-</span></div><div class="t m2 x5c hb y18c ff1f fs5 fc2 sc0 ls0 ws0">culdades, buscando entender os conceit<span class="_ _4"></span>os<span class="_ _4"></span>.</div><div class="t m2 x5a h18 y18d ff1b fs9 fc2 sc0 ls0 ws0">12</div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">Se é praticamente <span class="_ _8"></span>um truísmo armar <span class="_ _8"></span>que as organizaçõe<span class="_ _8"></span>s são formadas </div><div class="t m1c x3a hb y70 fff fs5 fc2 sc0 ls7 ws9">por <span class="_ _8"></span>pessoas, <span class="_ _8"></span>na <span class="_ _8"></span>A<span class="_ _3"></span>dministração <span class="_ _8"></span>Pública <span class="_ _8"></span>essa <span class="_ _8"></span>armativa rev<span class="_ _3"></span>ela <span class="_ _8"></span>a <span class="_ _8"></span>ess<span class="_ _8"></span>ência </div><div class="t m12e x3a hb y71 fff fs5 fc2 sc0 ls23 ws2c">de <span class="_ _8"></span>sua organização, já <span class="_ _8"></span>que<span class="_ _4"></span>, <span class="_ _8"></span>como arma <span class="_ _8"></span>Bergue <span class="_ _8"></span>(2020, <span class="_ _8"></span>p<span class="_ _3"></span>. <span class="_ _8"></span>14), <span class="_ _8"></span>“(...) <span class="_ _8"></span>nes<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m35 x3a hb y72 fff fs5 fc2 sc0 ls4 ws5">se <span class="_ _8"></span>s<span class="_ _8"></span>et<span class="_ _3"></span>or <span class="_ _8"></span>parte <span class="_ _8"></span>substantiv<span class="_ _3"></span>a <span class="_ _8"></span>da <span class="_ _8"></span>geração de <span class="_ _8"></span>val<span class="_ _3"></span>or <span class="_ _8"></span>público<span class="_ _4"></span>, materializada <span class="_ _8"></span>em </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">bens e serviços <span class="_ _8"></span>públicos, tem sua produção intensiv<span class="_ _3"></span>a em pe<span class="_ _8"></span>ssoas”. Mas o </div><div class="t m12f x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">contrário também <span class="_ _8"></span>é <span class="_ _8"></span>verdadeir<span class="_ _4"></span>o: as <span class="_ _8"></span>pe<span class="_ _8"></span>ssoas são <span class="_ _8"></span>f<span class="_ _3"></span>ormadas <span class="_ _8"></span>pelas <span class="_ _8"></span>organiza-</div><div class="t m130 x3a hb y75 fff fs5 fc2 sc0 ls4 ws5">ções, <span class="_ _8"></span>que, enquant<span class="_ _4"></span>o <span class="_ _8"></span>orientação e <span class="_ _8"></span>estrutura, <span class="_ _8"></span>instituem <span class="_ _8"></span>ambiente propício </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">à perf<span class="_ _3"></span>ormance de indivíduos e equipe<span class="_ _8"></span>s<span class="_ _4"></span>.</div><div class="t m131 x19 hb y77 fff fs5 fc2 sc0 lsf ws11">A <span class="_ _8"></span>Gestão <span class="_ _8"></span>Estratégica <span class="_ _8"></span>de <span class="_ _8"></span>Pe<span class="_ _8"></span>ssoas (GEP), <span class="_ _8"></span>que <span class="_ _8"></span>é <span class="_ _8"></span>aquela <span class="_ _8"></span>que val<span class="_ _3"></span>oriza <span class="_ _8"></span>e </div><div class="t m132 x3a hb y78 fff fs5 fc2 sc0 ls4 ws5">respeita <span class="_ _8"></span>o <span class="_ _8"></span>capital humano <span class="_ _8"></span>e <span class="_ _8"></span>o elenca como <span class="_ _8"></span>aspect<span class="_ _4"></span>o fundamental <span class="_ _8"></span>de <span class="_ _8"></span>seu </div><div class="t m133 x3a hb y79 fff fs5 fc2 sc0 ls9 wsb">planejament<span class="_ _4"></span>o <span class="_ _4"></span>estraté<span class="_ _8"></span>gico <span class="_ _4"></span>(DEMO, 2010), <span class="_ _3"></span>repre<span class="_ _8"></span>senta uma <span class="_ _3"></span>orientação orga<span class="ls0 ws0">-</span></div><div class="t m134 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">nizacional no <span class="_ _3"></span>tratamento <span class="_ _3"></span>de seu quadro <span class="_ _3"></span>de pessoal. E <span class="_ _3"></span>re<span class="_ _8"></span>speitar <span class="_ _4"></span>e v<span class="_ _3"></span>alorizar </div><div class="t m135 x3a hb y7b fff fs5 fc2 sc0 ls8 wsa">o <span class="_ _4"></span>capital <span class="_ _4"></span>humano <span class="_ _3"></span>também signica <span class="_ _3"></span>considerar as <span class="_ _3"></span>expre<span class="_ _8"></span>ssões de <span class="_ _3"></span>sua div<span class="_ _3"></span>ersi<span class="ls0 ws0">-</span></div><div class="t m136 x3a hb y7c fff fs5 fc2 sc0 ls22 ws2b">dade <span class="_ _4"></span>de <span class="_ _4"></span>origem, gêner<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>condição <span class="_ _4"></span>física, <span class="_ _4"></span>opinião <span class="_ _4"></span>ou <span class="_ _4"></span>crenças <span class="_ _4"></span>etc. <span class="_ _4"></span>P<span class="_ _4"></span>ara <span class="_ _4"></span>que a </div><div class="t m137 x3a hb y7d fff fs5 fc2 sc0 ls9 wsb">v<span class="_ _4"></span>al<span class="_ _4"></span>orização <span class="_ _4"></span>da <span class="_ _4"></span>diversidade <span class="_ _3"></span>da organização <span class="_ _3"></span>forme <span class="_ _3"></span>as pessoas e <span class="_ _3"></span>componha a </div><div class="t m2 x4b h1c y132 ff17 fs6 fc4 sc0 ls0 ws0">31</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf21" class="pf wa h0" data-page-no="21"><div class="pc pc21 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m138 x3a hb y6a fff fs5 fc2 sc0 ls5 ws6">cultura <span class="_ _4"></span>organizacional,</div><div class="t m139 x5d h18 y18e ff1b fs9 fc2 sc0 ls3c ws4d">13</div><div class="t m138 x5e hb y6a fff fs5 fc2 sc0 ls5 ws6"> <span class="_ _4"></span>ela de<span class="_ _3"></span>ve <span class="_ _3"></span>s<span class="_ _8"></span>er comunicada <span class="_ _3"></span>como discurso <span class="_ _3"></span>e prática </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">ociais, até que seja introjetada e se torne v<span class="_ _3"></span>alor de t<span class="_ _3"></span>oda a organização, já </div><div class="t m13a x3a h14 y87 fff fs5 fc2 sc0 ls8 wsa">que <span class="_ _4"></span>organizações<span class="ff12 ls0 ws0"> </span>são <span class="_ _3"></span>também, como <span class="_ _3"></span>arma Bergue<span class="_ _3"></span>, “(...) <span class="_ _4"></span>as <span class="_ _4"></span>interpretações </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">compartilhadas das suas relações” (2020, p. 47).</div><div class="t m13b x19 hb y89 fff fs5 fc2 sc0 ls5 ws6">A <span class="_ _4"></span>igualdade <span class="_ _3"></span>é direit<span class="_ _4"></span>o <span class="_ _4"></span>constitucional, <span class="_ _4"></span>individual e <span class="_ _3"></span>social (BRA<span class="_ _3"></span>SIL, 1988), </div><div class="t m13c x3a hb y6b fff fs5 fc2 sc0 ls8 wsa">contudo <span class="_ _4"></span>o <span class="_ _4"></span>alcance <span class="_ _3"></span>da igual<span class="_ _4"></span>dade <span class="_ _4"></span>material <span class="_ _4"></span>depende <span class="_ _4"></span>da <span class="_ _4"></span>consecução de <span class="_ _3"></span>açõe<span class="_ _8"></span>s </div><div class="t m13d x3a hb y6c fff fs5 fc2 sc0 ls23 ws2c">concretas, <span class="_ _8"></span>atrav<span class="_ _3"></span>é<span class="_ _8"></span>s <span class="_ _8"></span>da aplicação <span class="_ _8"></span>do <span class="_ _8"></span>princípio da <span class="_ _8"></span>equidade, que <span class="_ _8"></span>considera </div><div class="t m13e x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">e enfrenta <span class="_ _8"></span>as <span class="_ _8"></span>desigualdades <span class="_ _8"></span>sociais <span class="_ _8"></span>estruturais <span class="_ _8"></span>(MORAES, 2016, <span class="_ _8"></span>p. 36-39; </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">AMARAL, 2016).</div><div class="t m13f x19 hb y6f fff fs5 fc2 sc0 lsc wse"> <span class="_ _8"></span>Mas como <span class="_ _8"></span>a <span class="_ _8"></span>equidade é <span class="_ _8"></span>pensada <span class="_ _8"></span>e garantida <span class="_ _8"></span>no <span class="_ _8"></span>ambiente <span class="_ _8"></span>organiza<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">cional brasil<span class="_ _3"></span>eiro? A <span class="_ _4"></span>resposta ref<span class="_ _4"></span>ere-se à delimitação <span class="_ _4"></span>do campo <span class="_ _3"></span>de e<span class="_ _8"></span>studos </div><div class="t m140 x3a hb y71 fff fs5 fc2 sc0 ls23 ws2c">denominado <span class="_ _8"></span>gestão <span class="_ _8"></span>da <span class="_ _8"></span>div<span class="_ _4"></span>ersidade e <span class="_ _8"></span>inclusão, que <span class="_ _8"></span>trata <span class="_ _8"></span>da temática <span class="_ _8"></span>do </div><div class="t m141 x3a hb y72 fff fs5 fc2 sc0 ls23 ws2c">respeito às <span class="_ _8"></span>diferenças e <span class="_ _8"></span>à diversidade <span class="_ _8"></span>e de <span class="_ _8"></span>sua <span class="_ _8"></span>inclusão no <span class="_ _8"></span>ambiente <span class="_ _8"></span>or<span class="ls0 ws0">-</span></div><div class="t m142 x3a hb y73 fff fs5 fc2 sc0 ls4 ws5">ganizacional. <span class="_ _8"></span>É ne<span class="_ _8"></span>sse <span class="_ _8"></span>context<span class="_ _4"></span>o que <span class="_ _8"></span>s<span class="_ _8"></span>e apre<span class="_ _8"></span>sentam, <span class="_ _8"></span>através de <span class="_ _8"></span>e<span class="_ _8"></span>studo de </div><div class="t m143 x3a hb y74 fff fs5 fc2 sc0 ls5 ws6">caso <span class="_ _4"></span>(YIN, 2015), <span class="_ _3"></span>a estrutura e <span class="_ _3"></span>sistemática com <span class="_ _4"></span>que <span class="_ _4"></span>o Senado <span class="_ _3"></span>Federal (SF) </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">tem trabalhado o tema da diversidade e da inclusão nos últimos 10 <span class="_ _4"></span>anos, </div><div class="t m144 x3a hb y76 fff fs5 fc2 sc0 ls9 wsb">por <span class="_ _4"></span>meio <span class="_ _4"></span>da <span class="_ _4"></span>adesão ao <span class="_ _4"></span>Programa <span class="_ _3"></span>Pró-Equidade de <span class="_ _3"></span>Gênero <span class="_ _4"></span>e <span class="_ _4"></span>Raça do<span class="_ _4"></span> P<span class="_ _3"></span>oder </div><div class="t m145 x3a hb y77 fff fs5 fc2 sc0 ls8 wsa">Executivo <span class="_ _3"></span>e da <span class="_ _3"></span>criação do <span class="_ _3"></span>Comitê Permanente <span class="_ _3"></span>pela Promoção <span class="_ _3"></span>da Igual<span class="_ _3"></span>dade </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">de Gênero e Raça.</div><div class="t m146 x19 hb y79 fff fs5 fc2 sc0 ls7 ws9">O <span class="_ _8"></span>quadro de <span class="_ _8"></span>pessoal <span class="_ _8"></span>do <span class="_ _8"></span>SF <span class="_ _8"></span>é composto por <span class="_ _8"></span>s<span class="_ _8"></span>ervidores <span class="_ _8"></span>ef<span class="_ _4"></span>etivos e <span class="_ _8"></span>co<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m147 x3a hb y7a fff fs5 fc2 sc0 ls10 ws12">missionados, <span class="_ _8"></span>al<span class="_ _3"></span>ém <span class="_ _8"></span>de <span class="_ _8"></span>colaboradore<span class="_ _8"></span>s terceirizados, <span class="_ _8"></span>e<span class="_ _8"></span>stagiários <span class="_ _8"></span>e jovens </div><div class="t m148 x3a hb y7b fff fs5 fc2 sc0 ls4 ws5">aprendizes. Do <span class="_ _8"></span>quantitativo total de <span class="_ _8"></span>servidores <span class="_ _8"></span>comissionados <span class="_ _8"></span>e efetiv<span class="_ _4"></span>os, </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">aproximadamente 74% estão em exercício na área m, l<span class="_ _3"></span>egislativa, e <span class="_ _4"></span>26% </div><div class="t m5 x3a hb y7d fff fs5 fc2 sc0 ls39 ws48">na <span class="_ _8"></span>área <span class="_ _8"></span>meio<span class="_ _3"></span>, <span class="_ _8"></span>administrativa (Brasil, <span class="_ _8"></span>2021, <span class="_ _8"></span>p. 38). <span class="_ _8"></span>Esta <span class="_ _8"></span>última <span class="_ _8"></span>está <span class="_ _8"></span>sob </div><div class="t m149 x3a hb y7e fff fs5 fc2 sc0 lsf ws11">a <span class="_ _8"></span>estrutura <span class="_ _8"></span>hierárquica <span class="_ _8"></span>da <span class="_ _8"></span>Diret<span class="_ _3"></span>oria-Geral <span class="_ _8"></span>(DGER), <span class="_ _8"></span>à <span class="_ _8"></span>qual s<span class="_ _8"></span>e <span class="_ _8"></span>vinculam <span class="_ _8"></span>o </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">Programa Pr<span class="_ _4"></span>ó-Equidade e o <span class="_ _4"></span>Comitê Permanente pela <span class="_ _4"></span>Promoção <span class="_ _4"></span>da Igual-</div><div class="t m14a x3a hb y80 fff fs5 fc2 sc0 ls22 ws2b">dade <span class="_ _4"></span>de <span class="_ _4"></span>Gênero <span class="_ _4"></span>e <span class="_ _4"></span>Raça. <span class="_ _4"></span>A <span class="_ _4"></span>Secretaria <span class="_ _4"></span>de <span class="_ _4"></span>Gestão de <span class="_ _4"></span>Pessoas (SEGP), <span class="_ _3"></span>unidade </div><div class="t m14b x3a hb y81 fff fs5 fc2 sc0 ls10 ws12">administrativ<span class="_ _4"></span>a <span class="_ _8"></span>diretamente subordinada <span class="_ _8"></span>à <span class="_ _8"></span>DGER, <span class="_ _8"></span>participa <span class="_ _8"></span>dessas <span class="_ _8"></span>duas </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">instâncias: na primeira <span class="_ _4"></span>dividindo com <span class="_ _4"></span>a DGER a <span class="_ _4"></span>coordenação executiv<span class="_ _3"></span>a do </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">seu <span class="_ _8"></span>Comitê Ge<span class="_ _8"></span>st<span class="_ _4"></span>or; na <span class="_ _8"></span>segunda através <span class="_ _8"></span>de repre<span class="_ _8"></span>sentante<span class="_ _8"></span>s, entre os <span class="_ _8"></span>quais </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">se encontra sua atual coordenadora.</div><div class="t m2 x3a h1a y156 ff1c fs2 fc2 sc0 ls0 ws0">13<span class="ff1d"> <span class="_ _1e"> </span>No <span class="_ _8"></span>sendo dado <span class="_ _8"></span>por Schein (1992), <span class="_ _8"></span>de um <span class="_ _8"></span>modo de senr<span class="_ _3"></span>, pensar <span class="_ _8"></span>e agir <span class="_ _8"></span>(apud P<span class="_ _3"></span>AZ; <span class="_ _8"></span>TEI<span class="ff1c">-</span></span></div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">XEIRA, 2016).</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">32</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m14c x19 hb y6a fff fs5 fc2 sc0 ls4 ws5">Esse <span class="_ _8"></span>e<span class="_ _8"></span>studo de <span class="_ _8"></span>caso <span class="_ _8"></span>te<span class="_ _3"></span>ve <span class="_ _8"></span>o objetivo <span class="_ _8"></span>de re<span class="_ _8"></span>sponder <span class="_ _8"></span>à s<span class="_ _8"></span>eguinte pergun<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m14d x3a hb y86 fff fs5 fc2 sc0 lse ws10">ta: <span class="_ _8"></span>como o <span class="_ _8"></span>Programa <span class="_ _8"></span>Pró-Equidade de <span class="_ _8"></span>Gênero e <span class="_ _8"></span>Raça <span class="_ _8"></span>do SF <span class="_ _8"></span>e <span class="_ _8"></span>o <span class="_ _8"></span>Comitê </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">Permanente pela Pr<span class="_ _4"></span>omoção da <span class="_ _4"></span>Igualdade <span class="_ _4"></span>de Gêner<span class="_ _4"></span>o e Raça <span class="_ _3"></span>atuam para a </div><div class="t m14e x3a hb y88 fff fs5 fc2 sc0 ls5 ws6">construção <span class="_ _4"></span>de um <span class="_ _3"></span>ambiente organizacional <span class="_ _3"></span>equânime, <span class="_ _4"></span>com <span class="_ _4"></span>respeito <span class="_ _4"></span>pelas </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">pessoas em sua diversidade de gênero e raça/cor?</div><div class="t m2 x19 hb y6b fff fs5 fc2 sc0 ls0 ws0">O objetiv<span class="_ _4"></span>o geral <span class="_ _4"></span>é descre<span class="_ _4"></span>ver <span class="_ _3"></span>a trajet<span class="_ _4"></span>ória e <span class="_ _4"></span>atuação do <span class="_ _4"></span>Programa <span class="_ _4"></span>Pró-E-</div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">quidade de <span class="_ _4"></span>Gênero e <span class="_ _4"></span>Raça do <span class="_ _4"></span>SF e <span class="_ _4"></span>do Comitê <span class="_ _4"></span>Permanente pela <span class="_ _4"></span>Promoção </div><div class="t m14f x3a hb y6d fff fs5 fc2 sc0 ls7 ws9">da <span class="_ _8"></span>Igual<span class="_ _4"></span>dade <span class="_ _8"></span>de Gênero <span class="_ _8"></span>e <span class="_ _8"></span>Raça em <span class="_ _8"></span>prol da <span class="_ _8"></span>construção <span class="_ _8"></span>de <span class="_ _8"></span>um ambiente </div><div class="t m150 x3a hb y6e fff fs5 fc2 sc0 lsb wsd">organizacional <span class="_ _3"></span>de v<span class="_ _3"></span>alorização <span class="_ _3"></span>das pessoas <span class="_ _4"></span>e <span class="_ _3"></span>de respeito <span class="_ _3"></span>às <span class="_ _4"></span>suas <span class="_ _4"></span>div<span class="_ _4"></span>ersidades. </div><div class="t m151 x3a hb y6f fff fs5 fc2 sc0 lsd wsf">Os <span class="_ _4"></span>objetivos <span class="_ _3"></span>e<span class="_ _8"></span>specícos <span class="_ _4"></span>são <span class="_ _4"></span>analisar <span class="_ _4"></span>se a <span class="_ _3"></span>e<span class="_ _8"></span>strutura <span class="_ _4"></span>e <span class="_ _3"></span>sistemática de <span class="_ _3"></span>atuação<span class="_ _8"></span> </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">descritas constituem uma política de Gestão de Pe<span class="_ _8"></span>ssoas (GP), nos termos </div><div class="t m152 x3a hb y71 fff fs5 fc2 sc0 ls5 ws6">de <span class="_ _4"></span>Demo (2010), <span class="_ _3"></span>e se corr<span class="_ _4"></span>oboram a <span class="_ _3"></span>existência de <span class="_ _3"></span>element<span class="_ _4"></span>os <span class="_ _4"></span>de <span class="_ _4"></span>GEP no <span class="_ _3"></span>SF<span class="_ _5"></span>, </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">nos termos de Demo (2010) e Bergue (2020).</div><div class="t m153 x19 hb y73 fff fs5 fc2 sc0 lse ws10">O <span class="_ _8"></span>estudo <span class="_ _8"></span>de <span class="_ _8"></span>caso s<span class="_ _8"></span>e <span class="_ _8"></span>baseou <span class="_ _8"></span>em <span class="_ _8"></span>pesquisa <span class="_ _8"></span>explorat<span class="_ _3"></span>ória-de<span class="_ _8"></span>scritiv<span class="_ _4"></span>a, de </div><div class="t m154 x3a hb y74 fff fs5 fc2 sc0 lsc wse">abordagem <span class="_ _8"></span>qualitativ<span class="_ _3"></span>a, <span class="_ _8"></span>voltada <span class="_ _8"></span>para dados <span class="_ _8"></span>primários, <span class="_ _8"></span>obtidos em <span class="_ _8"></span>entre<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m155 x3a hb y75 fff fs5 fc2 sc0 ls4 ws5">vistas <span class="_ _8"></span>semie<span class="_ _8"></span>struturadas e <span class="_ _8"></span>pesquisa <span class="_ _8"></span>documental, <span class="_ _8"></span>e dados <span class="_ _8"></span>s<span class="_ _8"></span>ecundários, de </div><div class="t m156 x3a hb y76 fff fs5 fc2 sc0 ls23 ws2c">relat<span class="_ _4"></span>órios <span class="_ _8"></span>administrativos internos <span class="_ _8"></span>(GIL, 2010; <span class="_ _8"></span>YIN, <span class="_ _8"></span>2015). <span class="_ _8"></span>As entrevistas </div><div class="t m157 x3a hb y77 fff fs5 fc2 sc0 ls9 wsb">f<span class="_ _3"></span>oram realizadas <span class="_ _4"></span>com <span class="_ _4"></span>os <span class="_ _4"></span>quatro <span class="_ _3"></span>s<span class="_ _8"></span>ervidore<span class="_ _8"></span>s <span class="_ _3"></span>da Secretaria <span class="_ _4"></span>de <span class="_ _4"></span>Gestão de <span class="_ _4"></span>Pes<span class="ls0 ws0">-</span></div><div class="t m158 x3a hb y78 fff fs5 fc2 sc0 ls4 ws5">soas <span class="_ _8"></span>(SEGP) envol<span class="_ _4"></span>vidos <span class="_ _8"></span>com as <span class="_ _8"></span>ações <span class="_ _8"></span>pró-equidade <span class="_ _8"></span>de gênero <span class="_ _8"></span>e raça/cor </div><div class="t m159 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">no SF<span class="_ _6"></span>, <span class="_ _4"></span>identicados <span class="_ _4"></span>a seguir <span class="_ _4"></span>como entre<span class="_ _3"></span>vistados 1, <span class="_ _3"></span>2, 3 <span class="_ _4"></span>e <span class="_ _4"></span>4. Os <span class="_ _3"></span>trechos das </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">entre<span class="_ _4"></span>vistas s<span class="_ _8"></span>el<span class="_ _4"></span>ecionados para <span class="_ _8"></span>citação passaram <span class="_ _8"></span>por aprov<span class="_ _4"></span>ação prévia dos </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">entre<span class="_ _4"></span>vistados<span class="_ _4"></span>.</div><div class="t m2 x5f h18 y18f ff1b fs9 fc2 sc0 ls0 ws0">14</div><div class="t m2 x3a h1a y157 ff1c fs2 fc2 sc0 ls0 ws0">14<span class="ff1d"> <span class="_ _1e"> </span>Para det<span class="_ _4"></span>alhes sobre os métodos e t<span class="_ _4"></span>écnicas de pesquisa, ver Albernaz, 2021.</span></div><div class="t m2 x3a h19 y7e ff11 fs1 fc8 sc0 ls0 ws0">CONTEXTO TEÓRICO</div><div class="t m2 x19 hb y80 fff fs5 fc2 sc0 ls0 ws0">A temática <span class="_ _3"></span>de ge<span class="_ _8"></span>stão <span class="_ _4"></span>da div<span class="_ _3"></span>ersidade e inclusão <span class="_ _4"></span>no ambiente <span class="_ _3"></span>organiza-</div><div class="t m15a x3a hb y81 fff fs5 fc2 sc0 ls4 ws5">cional <span class="_ _8"></span>é encontrada <span class="_ _8"></span>na <span class="_ _8"></span>literatura cientíca <span class="_ _8"></span>a <span class="_ _8"></span>partir de <span class="_ _8"></span>dois <span class="_ _8"></span>recortes <span class="_ _8"></span>prin<span class="ls0 ws0">-</span></div><div class="t m15b x3a hb y82 fff fs5 fc2 sc0 lsc wse">cipais: <span class="_ _8"></span>um que <span class="_ _8"></span>considera <span class="_ _8"></span>as diversidades <span class="_ _8"></span>advindas <span class="_ _8"></span>de diferentes <span class="_ _8"></span>culturas </div><div class="t m15c x3a hb y83 fff fs5 fc2 sc0 ls7 ws9">nacionais, <span class="_ _8"></span>temática que <span class="_ _8"></span>se <span class="_ _8"></span>relaciona <span class="_ _8"></span>a <span class="_ _8"></span>moviment<span class="_ _3"></span>os <span class="_ _8"></span>migrat<span class="_ _4"></span>órios, <span class="_ _8"></span>organi<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m15d x3a hb y84 fff fs5 fc2 sc0 ls7 ws9">zações <span class="_ _8"></span>multinacionais <span class="_ _8"></span>e <span class="_ _8"></span>gl<span class="_ _3"></span>obalização; <span class="_ _8"></span>outro <span class="_ _8"></span>que s<span class="_ _8"></span>e <span class="_ _8"></span>atém a <span class="_ _8"></span>diversidades </div><div class="t m15e x3a hb y85 fff fs5 fc2 sc0 ls7 ws9">relacionadas <span class="_ _8"></span>a diferenças de <span class="_ _8"></span>gênero<span class="_ _4"></span>, orientação <span class="_ _8"></span>s<span class="_ _8"></span>exual, idade, cor/raça, </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">33</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf23" class="pf wa h0" data-page-no="23"><div class="pc pc23 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">deciências etc. <span class="_ _8"></span>(SIL<span class="_ _6"></span>V<span class="_ _3"></span>A, <span class="_ _8"></span>2019). Encontram-se <span class="_ _8"></span>também duas ênfases: <span class="_ _8"></span>uma </div><div class="t m5 x3a hb y86 fff fs5 fc2 sc0 ls3d ws4e">que <span class="_ _8"></span>preconiza <span class="_ _8"></span>a <span class="_ _8"></span>nece<span class="_ _8"></span>ssidade <span class="_ _8"></span>de <span class="_ _8"></span>um <span class="_ _8"></span>ambiente <span class="_ _8"></span>de <span class="_ _8"></span>trabalho <span class="_ _8"></span>ético <span class="_ _8"></span>e <span class="_ _8"></span>que </div><div class="t m15f x3a hb y87 fff fs5 fc2 sc0 ls9 wsb">promov<span class="_ _3"></span>a a <span class="_ _3"></span>justiça organizacional <span class="_ _4"></span>(PEREIRA <span class="_ _4"></span>et <span class="_ _4"></span>al, <span class="_ _4"></span>2012); <span class="_ _4"></span>e outra <span class="_ _3"></span>que arma </div><div class="t m160 x3a hb y88 fff fs5 fc2 sc0 ls5 ws6">que <span class="_ _4"></span>a div<span class="_ _3"></span>ersidade de <span class="_ _4"></span>equipes conf<span class="_ _3"></span>ere v<span class="_ _4"></span>antagem <span class="_ _4"></span>competitiv<span class="_ _4"></span>a <span class="_ _4"></span>e <span class="_ _4"></span>oportunida<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">des <span class="_ _8"></span>criativ<span class="_ _4"></span>as <span class="_ _8"></span>e de <span class="_ _8"></span>inov<span class="_ _3"></span>ação <span class="_ _8"></span>(MA<span class="_ _3"></span>TTE; SANTOS, 2017; <span class="_ _8"></span>QUEIROZ <span class="_ _8"></span>et al, <span class="_ _8"></span>2018. </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">ADIGUZEL; CAKIR, 2020). Em ambas, a gestão da diversidade e inclusão é </div><div class="t m161 x3a hb y6c fff fs5 fc2 sc0 ls4 ws5">tratada <span class="_ _8"></span>como diferencial para <span class="_ _8"></span>a GP <span class="_ _8"></span>e <span class="_ _8"></span>como val<span class="_ _3"></span>or <span class="_ _8"></span>na <span class="_ _8"></span>cultura e <span class="_ _8"></span>identidade </div><div class="t m162 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">organizacional (FLEURY<span class="_ _5"></span>, <span class="_ _8"></span>2000; PEREIRA; <span class="_ _8"></span>HANA<span class="_ _4"></span>SHIRO, 2010; <span class="_ _8"></span>CHANLA<span class="_ _3"></span>T <span class="_ _8"></span>et </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">al., 2013, <span class="_ _3"></span>apud RIZZI, <span class="_ _4"></span>2020, p<span class="_ _3"></span>. 2178). <span class="_ _3"></span>A gestão da <span class="_ _4"></span>diversidade <span class="_ _3"></span>é considera-</div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">da tema <span class="_ _8"></span>emergente em <span class="_ _8"></span>GP<span class="_ _6"></span>, <span class="_ _8"></span>que s<span class="_ _8"></span>e diferencia de <span class="_ _8"></span>um tema <span class="_ _8"></span>tradicional por </div><div class="t m163 x3a hb y70 fff fs5 fc2 sc0 lsa wsc">reetir <span class="_ _4"></span>temáticas <span class="_ _4"></span>contemporâneas <span class="_ _4"></span>e <span class="_ _4"></span>não <span class="_ _4"></span>se associar <span class="_ _3"></span>a atividades funcionais </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">de GP (BARRETO et al, 2011).</div><div class="t m164 x19 hb y72 fff fs5 fc2 sc0 ls0 ws0">No que <span class="_ _8"></span>s<span class="_ _8"></span>e refere à <span class="_ _8"></span>produção nacional <span class="_ _8"></span>sobre o <span class="_ _8"></span>tema, <span class="_ _8"></span>vericam-se dois </div><div class="t m165 x3a hb y73 fff fs5 fc2 sc0 lsd wsf">marcos <span class="_ _4"></span>temporais: <span class="_ _4"></span>a <span class="_ _4"></span>inclusão <span class="_ _4"></span>dos <span class="_ _3"></span>direitos <span class="_ _3"></span>sociais na <span class="_ _3"></span>Constituição Federal <span class="_ _3"></span>de<span class="_ _8"></span> </div><div class="t m166 x3a hb y74 fff fs5 fc2 sc0 ls9 wsb">1988; <span class="_ _4"></span>e <span class="_ _4"></span>a abertura <span class="_ _3"></span>econômica dos <span class="_ _3"></span>anos de <span class="_ _3"></span>1990, que <span class="_ _4"></span>incentivou <span class="_ _3"></span>a vinda <span class="_ _4"></span>de </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">multinacionais, em especial as norte-americanas, as quais haviam sofrido </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">inuência da luta pel<span class="_ _3"></span>os direitos civis das décadas <span class="_ _4"></span>de 1950 e 1960 (AL<span class="_ _6"></span>VES; </div><div class="t m167 x3a hb y77 fff fs5 fc2 sc0 ls8 wsa">GALEÃ<span class="_ _3"></span>O-SIL<span class="_ _5"></span>V<span class="_ _3"></span>A, 2004; <span class="_ _3"></span>FLEURY<span class="_ _5"></span>, <span class="_ _4"></span>2000; <span class="_ _4"></span>S<span class="_ _4"></span>ARAIV<span class="_ _3"></span>A; IRIGARA<span class="_ _5"></span>Y<span class="_ _5"></span>, <span class="_ _4"></span>2009 <span class="_ _4"></span>apud <span class="_ _4"></span>FRAGA </div><div class="t m168 x3a hb y78 fff fs5 fc2 sc0 ls22 ws2b">et <span class="_ _4"></span>al, <span class="_ _4"></span>2020, p<span class="_ _3"></span>. 1; <span class="_ _3"></span>MA<span class="_ _3"></span>TTE; S<span class="_ _3"></span>ANTOS, 2017, <span class="_ _4"></span>p<span class="_ _3"></span>. 164). <span class="_ _4"></span>Entretant<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>armam <span class="_ _4"></span>Fraga </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">et al (2020), <span class="_ _8"></span>é a partir <span class="_ _8"></span>dos anos 2000 que <span class="_ _8"></span>a discussão no <span class="_ _8"></span>Brasil ganha e<span class="_ _8"></span>s-</div><div class="t m169 x3a hb y7a fff fs5 fc2 sc0 ls9 wsb">paço<span class="_ _4"></span>. <span class="_ _4"></span>Essa <span class="_ _4"></span>preocupação tardia <span class="_ _3"></span>com o <span class="_ _3"></span>tema é <span class="_ _3"></span>entendida por <span class="_ _4"></span>alguns <span class="_ _3"></span>autores </div><div class="t m16a x3a hb y7b fff fs5 fc2 sc0 ls5 ws6">como <span class="_ _4"></span>decorrência da <span class="_ _3"></span>diculdade <span class="_ _4"></span>de <span class="_ _4"></span>se admitir <span class="_ _4"></span>a <span class="_ _4"></span>existência do <span class="_ _3"></span>preconceito </div><div class="t m16b x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">e <span class="_ _8"></span>de discriminação <span class="_ _8"></span>negativ<span class="_ _4"></span>a na <span class="_ _8"></span>sociedade <span class="_ _8"></span>brasil<span class="_ _4"></span>eira (FLEURY<span class="_ _5"></span>, <span class="_ _8"></span>2000, apud </div><div class="t m16c x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">MA<span class="_ _3"></span>TTE; S<span class="_ _3"></span>ANTOS, 2017, <span class="_ _3"></span>p. <span class="_ _3"></span>164). Mas <span class="_ _4"></span>a sociedade <span class="_ _3"></span>brasileira <span class="_ _3"></span>é muit<span class="_ _4"></span>o <span class="_ _4"></span>hetero-</div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">gênea e <span class="_ _8"></span>a ge<span class="_ _8"></span>stão da diversidade<span class="_ _4"></span>, como <span class="_ _8"></span>armam Matte <span class="_ _8"></span>e Sant<span class="_ _4"></span>os (2017), <span class="_ _8"></span>é </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">um desao <span class="_ _4"></span>para as <span class="_ _3"></span>organizaçõe<span class="_ _8"></span>s e<span class="_ _3"></span>, em <span class="_ _3"></span>termos de responsabilidade social, </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">uma prioridade<span class="_ _4"></span>.</div><div class="t m16d x19 hb y81 fff fs5 fc2 sc0 ls4 ws5">Ness<span class="_ _8"></span>es <span class="_ _8"></span>e<span class="_ _8"></span>studos recente<span class="_ _8"></span>s, <span class="_ _8"></span>armam Fraga <span class="_ _8"></span>et <span class="_ _8"></span>al (2020), <span class="_ _8"></span>a <span class="_ _8"></span>div<span class="_ _4"></span>ersidade é </div><div class="t m16e x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">um conceit<span class="_ _3"></span>o com <span class="_ _3"></span>historicidade <span class="_ _3"></span>própria, que <span class="_ _3"></span>s<span class="_ _8"></span>e relaciona <span class="_ _3"></span>com a <span class="_ _4"></span>identidade </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">social dos v<span class="_ _3"></span>ários grupos que <span class="_ _4"></span>compõem as <span class="_ _4"></span>organizações e com a dif<span class="_ _3"></span>erença </div><div class="t m16f x3a hb y84 fff fs5 fc2 sc0 ls5 ws6">de <span class="_ _4"></span>tratament<span class="_ _4"></span>o que <span class="_ _3"></span>recebem, a <span class="_ _3"></span>qual l<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>a <span class="_ _4"></span>a <span class="_ _4"></span>repres<span class="_ _8"></span>entaçõe<span class="_ _8"></span>s <span class="_ _3"></span>minoritárias em </div><div class="t m170 x3a hb y85 fff fs5 fc2 sc0 ls23 ws2c">posições <span class="_ _8"></span>de <span class="_ _8"></span>liderança. <span class="_ _8"></span>Al<span class="_ _4"></span>guns de<span class="_ _8"></span>sse<span class="_ _8"></span>s <span class="_ _8"></span>grupos não <span class="_ _8"></span>são <span class="_ _8"></span>minorias, <span class="_ _8"></span>mas sim, </div><div class="t m171 x3a hb y23 fff fs5 fc2 sc0 ls5 ws6">nas <span class="_ _4"></span>palavras dos <span class="_ _3"></span>autores, <span class="_ _4"></span>“(...) minorizados <span class="_ _3"></span>socialmente, <span class="_ _3"></span>pois repres<span class="_ _8"></span>entam </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">34</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m172 x3a hb y6a fff fs5 fc2 sc0 lse ws10">a <span class="_ _8"></span>maioria da <span class="_ _8"></span>população” <span class="_ _8"></span>(idem, p. 2).</div><div class="t m172 x60 h18 y18e ff1b fs9 fc2 sc0 ls3e ws4f">15</div><div class="t m172 x61 hb y6a fff fs5 fc2 sc0 lse ws10"> <span class="_ _8"></span>Como decorrência, <span class="_ _8"></span>l<span class="_ _4"></span>ocaliza-se <span class="_ _8"></span>o </div><div class="t m173 x3a hb y86 fff fs5 fc2 sc0 lsc wse">esforço das <span class="_ _8"></span>organizações <span class="_ _8"></span>em <span class="_ _8"></span>não reproduzir <span class="_ _8"></span>as de<span class="_ _8"></span>sigualdades <span class="_ _8"></span>pres<span class="_ _8"></span>entes </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">na sociedade <span class="_ _8"></span>(FRAGA et <span class="_ _8"></span>al, 2020), <span class="_ _8"></span>atrav<span class="_ _3"></span>é<span class="_ _8"></span>s de <span class="_ _8"></span>políticas inclusivas que<span class="_ _4"></span>, nas </div><div class="t m174 x3a hb y88 fff fs5 fc2 sc0 ls23 ws2c">palavras <span class="_ _8"></span>de Souza, <span class="_ _8"></span>Gallardo <span class="_ _8"></span>e Borge<span class="_ _8"></span>s <span class="_ _8"></span>(2021, p. 28218), <span class="_ _8"></span>citando <span class="_ _8"></span>A<span class="_ _4"></span>dimara </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">et al (2017), são <span class="_ _8"></span>aquelas que re<span class="_ _4"></span>velam os compromissos das organizações </div><div class="t m175 x3a hb y6b fff fs5 fc2 sc0 ls23 ws2c">na <span class="_ _8"></span>execução de <span class="_ _8"></span>açõe<span class="_ _8"></span>s para <span class="_ _8"></span>a <span class="_ _8"></span>promoção do <span class="_ _8"></span>bem-estar <span class="_ _8"></span>dos <span class="_ _8"></span>seus <span class="_ _8"></span>públicos </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">interno e externo<span class="_ _4"></span>.</div><div class="t m2 x24 h18 y190 ff1b fs9 fc2 sc0 ls0 ws0">16</div><div class="t m176 x19 hb y6d fff fs5 fc2 sc0 ls10 ws12">Ressalta-s<span class="_ _8"></span>e <span class="_ _8"></span>a distinção <span class="_ _8"></span>acadêmica <span class="_ _8"></span>entre <span class="_ _8"></span>os <span class="_ _8"></span>conceit<span class="_ _3"></span>os <span class="_ _8"></span>de <span class="_ _8"></span>políticas <span class="_ _8"></span>e </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">práticas de GP<span class="_ _5"></span>. Uma política <span class="_ _8"></span>de GP é, nas palavras de Demo (2010, p. 65), </div><div class="t m177 x3a hb y6f fff fs5 fc2 sc0 ls8 wsa">uma <span class="_ _4"></span>“(...) <span class="_ _4"></span>habilidade <span class="_ _4"></span>no <span class="_ _4"></span>trat<span class="_ _4"></span>o <span class="_ _4"></span>das <span class="_ _4"></span>relações humanas, <span class="_ _3"></span>com vistas <span class="_ _3"></span>à obtenção </div><div class="t m178 x3a hb y70 fff fs5 fc2 sc0 lsa wsc">de <span class="_ _4"></span>resultados des<span class="_ _8"></span>ejados <span class="_ _3"></span>(...)”, ou <span class="_ _3"></span>s<span class="_ _8"></span>eja, <span class="_ _4"></span>uma <span class="_ _4"></span>orientação <span class="_ _4"></span>geral <span class="_ _4"></span>da <span class="_ _4"></span>organização </div><div class="t m179 x3a hb y71 fff fs5 fc2 sc0 ls4 ws5">para <span class="_ _8"></span>o trato com <span class="_ _8"></span>algum aspect<span class="_ _4"></span>o das <span class="_ _8"></span>relaçõe<span class="_ _8"></span>s humanas. Já <span class="_ _8"></span>o <span class="_ _8"></span>conceit<span class="_ _3"></span>o <span class="_ _8"></span>de </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">prática relaciona-se, nas <span class="_ _4"></span>palavras da aut<span class="_ _3"></span>ora, a um “(...) conjunt<span class="_ _4"></span>o de ações </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">ou atividades ins<span class="_ _8"></span>eridas nas políticas” (idem).</div><div class="t m2 x62 h18 y191 ff1b fs9 fc2 sc0 ls0 ws0">17</div><div class="t m3b x19 hb y74 fff fs5 fc2 sc0 ls5 ws6">Souza, <span class="_ _4"></span>Gallardo e <span class="_ _3"></span>Borge<span class="_ _8"></span>s <span class="_ _4"></span>(2021) <span class="_ _4"></span>apres<span class="_ _8"></span>entam <span class="_ _4"></span>algumas <span class="_ _3"></span>práticas e <span class="_ _4"></span>políti<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m17a x3a hb y75 fff fs5 fc2 sc0 ls9 wsb">cas <span class="_ _4"></span>de inclusão <span class="_ _3"></span>de maior <span class="_ _3"></span>rele<span class="_ _3"></span>vância <span class="_ _3"></span>nos estudos sobre <span class="_ _3"></span>o tema. <span class="_ _4"></span>Entre <span class="_ _4"></span>essas, </div><div class="t m17b x3a hb y76 fff fs5 fc2 sc0 lsf ws11">destaca-s<span class="_ _8"></span>e <span class="_ _8"></span>uma política <span class="_ _8"></span>de <span class="_ _8"></span>inclusão <span class="_ _8"></span>para <span class="_ _8"></span>pessoas <span class="_ _8"></span>com <span class="_ _8"></span>deciência <span class="_ _8"></span>que<span class="_ _3"></span>, </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">al<span class="_ _4"></span>ém de práticas <span class="_ _4"></span>relativ<span class="_ _4"></span>as à adaptação <span class="_ _4"></span>do espaço físico e das <span class="_ _4"></span>f<span class="_ _4"></span>erramentas </div><div class="t m17c x3a hb y78 fff fs5 fc2 sc0 lse ws10">e <span class="_ _8"></span>procediment<span class="_ _3"></span>os <span class="_ _8"></span>de <span class="_ _8"></span>trabalho<span class="_ _4"></span>, trata <span class="_ _8"></span>da <span class="_ _8"></span>orientação <span class="_ _8"></span>para o <span class="_ _8"></span>treinamento e </div><div class="t m17d x3a hb y79 fff fs5 fc2 sc0 lsd wsf">sensibilização de <span class="_ _3"></span>todos <span class="_ _3"></span>os membr<span class="_ _4"></span>os <span class="_ _3"></span>da organização <span class="_ _3"></span>sobre comunicação <span class="_ _3"></span>não </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">excludente e não discriminat<span class="_ _4"></span>ória no relacionament<span class="_ _4"></span>o com as pessoas com </div><div class="t m173 x3a hb y7b fff fs5 fc2 sc0 lsc wse">deciência. <span class="_ _8"></span>Destacam-s<span class="_ _8"></span>e também <span class="_ _8"></span>as <span class="_ _8"></span>práticas para <span class="_ _8"></span>inclusão <span class="_ _8"></span>de mulhere<span class="_ _8"></span>s </div><div class="t m17e x3a hb y7c fff fs5 fc2 sc0 ls22 ws2b">no <span class="_ _4"></span>ambiente <span class="_ _4"></span>de trabalho<span class="_ _3"></span>, para <span class="_ _3"></span>o relacionament<span class="_ _3"></span>o entre <span class="_ _3"></span>geraçõe<span class="_ _8"></span>s dif<span class="_ _3"></span>erente<span class="_ _8"></span>s </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">e aquelas voltadas à inclusão dos homossexuais. Não obstante<span class="_ _4"></span>, a f<span class="_ _3"></span>alta de </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">consideração de <span class="_ _8"></span>políticas <span class="_ _8"></span>e práticas <span class="_ _8"></span>inclusiv<span class="_ _4"></span>as para <span class="_ _8"></span>pessoas <span class="_ _8"></span>negras ne<span class="_ _8"></span>ss<span class="_ _8"></span>e </div><div class="t m17f x3a hb y7f fff fs5 fc2 sc0 ls7 ws9">importante <span class="_ _8"></span>estudo <span class="_ _8"></span>é <span class="_ _8"></span>bastante rev<span class="_ _4"></span>eladora da <span class="_ _8"></span>probl<span class="_ _4"></span>emática <span class="_ _8"></span>da ge<span class="_ _8"></span>stão <span class="_ _8"></span>da </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">diversidade <span class="_ _3"></span>que envol<span class="_ _4"></span>v<span class="_ _4"></span>e o <span class="_ _4"></span>grupo <span class="_ _4"></span>que tal<span class="_ _3"></span>vez seja o <span class="_ _3"></span>mais minorizado social-</div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">mente no Brasil.</div><div class="t m180 x3a h1a y192 ff1c fs2 fc2 sc0 ls21 ws27">15<span class="ff1d ls20 ws50"> <span class="_ _1f"> </span>Como mulher<span class="_ _4"></span>es e <span class="_ _3"></span>negros (de <span class="_ _4"></span>acordo <span class="_ _3"></span>com a c<span class="_ _4"></span>onvenç<span class="_ _4"></span>ão do <span class="_ _3"></span>Instuto Br<span class="_ _4"></span>asileiro <span class="_ _4"></span>de Geogr<span class="_ _3"></span>aa </span></div><div class="t m2 x1e h1a y193 ff1d fs2 fc2 sc0 ls0 ws0">e Esta<span class="_ _4"></span>sca, quem se autodeclar<span class="_ _3"></span>a preto ou pardo, Oliv<span class="_ _4"></span>eira, 2004, p. 58).</div><div class="t m5 x3a h1a y187 ff1c fs2 fc2 sc0 ls24 ws2d">16<span class="ff1d ls38 ws45"> <span class="_ _1e"> </span>Nesse sendo, é <span class="_ _8"></span>digna <span class="_ _8"></span>de nota <span class="_ _8"></span>a expressão <span class="_ _8"></span>corr<span class="_ _4"></span>ente ESG <span class="_ _8"></span>– <span class="ff1e ws51">Environmental, Social and<span class="_ _4"></span> </span></span></div><div class="t m181 x1e h1a y188 ff1e fs2 fc2 sc0 ls21 ws25">Governance –<span class="ff1c ls0 ws0">,<span class="ff1e"> </span></span><span class="ff1d ws27">que <span class="_ _8"></span>reet<span class="_ _4"></span>e a <span class="_ _8"></span>preocupação contempor<span class="_ _4"></span>ânea com <span class="_ _8"></span>os aspectos <span class="_ _8"></span>ambientais, </span></div><div class="t m2 x1e h1a y194 ff1c fs2 fc2 sc0 ls0 ws0">sociais e de governança r<span class="_ _4"></span>elacionados às ações org<span class="_ _4"></span>anizacionais.</div><div class="t m2 x3a h1a y195 ff1c fs2 fc2 sc0 ls0 ws0">17<span class="ff1d"> <span class="_ _1e"> </span>Ver t<span class="_ _4"></span>ambém Demo, Fog<span class="_ _3"></span>aça e Costa, 2018.</span></div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">35</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">A Gestão Estratégica de Pessoas (GEP) entende que o capital <span class="_ _4"></span>humano </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">é um dos <span class="_ _8"></span>maiores <span class="_ _8"></span>v<span class="_ _3"></span>alores de <span class="_ _8"></span>uma organização (DEMO, <span class="_ _8"></span>2010) e que a <span class="_ _8"></span>boa </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>orma de gerir e<span class="_ _8"></span>sse capital é fundamental para o alcance dos seus objeti-</div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">vos estraté<span class="_ _8"></span>gicos<span class="_ _4"></span>. Gisela Demo (2010, <span class="_ _8"></span>p<span class="_ _3"></span>. 57), <span class="_ _8"></span>ao citar L<span class="_ _4"></span>egge (1995), arma </div><div class="t m182 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">que <span class="_ _4"></span>a GP <span class="_ _3"></span>dev<span class="_ _3"></span>e estar “integrada” <span class="_ _4"></span>ao <span class="_ _4"></span>planejament<span class="_ _4"></span>o <span class="_ _4"></span>estraté<span class="_ _8"></span>gico <span class="_ _4"></span>e contribuir </div><div class="t m183 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">para o <span class="_ _3"></span>ref<span class="_ _4"></span>orço <span class="_ _4"></span>de “uma <span class="_ _3"></span>cultura organizacional <span class="_ _4"></span>apropriada”, <span class="_ _3"></span>haja vista <span class="_ _4"></span>que </div><div class="t me3 x3a hb y6c fff fs5 fc2 sc0 lsc wse">o <span class="_ _8"></span>f<span class="_ _3"></span>ator humano <span class="_ _8"></span>é em <span class="_ _8"></span>si <span class="_ _8"></span>considerado <span class="_ _8"></span>um fat<span class="_ _3"></span>or <span class="_ _8"></span>estraté<span class="_ _8"></span>gico <span class="_ _8"></span>de “vantagem </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">competitiv<span class="_ _4"></span>a”.</div><div class="t m2 x19 hb y6e fff fs5 fc2 sc0 ls0 ws0">Em relação <span class="_ _4"></span>ao set<span class="_ _4"></span>or público<span class="_ _3"></span>, segundo Bergue, <span class="_ _3"></span>a GEP considera as <span class="_ _3"></span>pe<span class="_ _8"></span>s-</div><div class="t m184 x3a hb y6f fff fs5 fc2 sc0 ls8 wsa">soas <span class="_ _4"></span>como <span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>or <span class="_ _4"></span>estraté<span class="_ _8"></span>gico <span class="_ _4"></span>“(...) <span class="_ _4"></span>sempre post<span class="_ _3"></span>o entre <span class="_ _4"></span>as <span class="_ _4"></span>categorias <span class="_ _4"></span>centrais </div><div class="t m77 x3a hb y70 fff fs5 fc2 sc0 ls24 ws2d">de <span class="_ _4"></span>decisão <span class="_ _3"></span>e considerada <span class="_ _3"></span>política de <span class="_ _3"></span>e<span class="_ _8"></span>stado” <span class="_ _3"></span>(2020, p<span class="_ _3"></span>. 48). <span class="_ _3"></span>Ess<span class="_ _8"></span>e <span class="_ _3"></span>autor <span class="_ _3"></span>chama<span class="_ _8"></span> </div><div class="t m185 x3a hb y71 fff fs5 fc2 sc0 ls5 ws6">a <span class="_ _4"></span>atenção para <span class="_ _3"></span>a importância <span class="_ _3"></span>de se conceber <span class="_ _4"></span>a <span class="_ _4"></span>GP <span class="_ _4"></span>como um <span class="_ _3"></span>compromisso </div><div class="t m186 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">de t<span class="_ _3"></span>oda a <span class="_ _3"></span>organização: “(...) <span class="_ _4"></span>pensar <span class="_ _4"></span>estrategicamente a <span class="_ _4"></span>gestão de <span class="_ _4"></span>pessoas </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">pressupõe, <span class="_ _4"></span>entre <span class="_ _4"></span>outros <span class="_ _4"></span>aspect<span class="_ _4"></span>os, desl<span class="_ _4"></span>ocar <span class="_ _4"></span>a crença <span class="_ _3"></span>de que <span class="_ _4"></span>os temas <span class="_ _3"></span>rela-</div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">cionados a pessoal são <span class="_ _4"></span>probl<span class="_ _3"></span>emas da área de <span class="_ _4"></span>RH (...)” (2020, <span class="_ _4"></span>p<span class="_ _4"></span>. 48). <span class="_ _4"></span>Dessa </div><div class="t m187 x3a hb y75 fff fs5 fc2 sc0 ls5 ws6">f<span class="_ _3"></span>orma, segundo o <span class="_ _3"></span>autor<span class="_ _5"></span>, para <span class="_ _4"></span>a impl<span class="_ _3"></span>ementação de <span class="_ _3"></span>uma gestão estratégica </div><div class="t m188 x3a hb y76 fff fs5 fc2 sc0 ls10 ws12">de <span class="_ _8"></span>pessoas, <span class="_ _8"></span>além da <span class="_ _8"></span>própria área <span class="_ _8"></span>de <span class="_ _8"></span>ge<span class="_ _8"></span>stão de <span class="_ _8"></span>pe<span class="_ _8"></span>ssoas, <span class="_ _8"></span>é nece<span class="_ _8"></span>ssário <span class="_ _8"></span>o </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">envol<span class="_ _3"></span>vimento da alta administração e dos líderes em geral (idem, p. 50).</div><div class="t m5 x19 hb y78 fff fs5 fc2 sc0 ls10 ws12">Ness<span class="_ _8"></span>e <span class="_ _8"></span>sentido, Queiroz <span class="_ _8"></span>et <span class="_ _8"></span>al <span class="_ _8"></span>(2018, p. 19) <span class="_ _8"></span>armam <span class="_ _8"></span>que <span class="_ _8"></span>a <span class="_ _8"></span>gestão <span class="_ _8"></span>da </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">diversidade <span class="_ _4"></span>é reconhecida como uma política de <span class="_ _4"></span>pessoal que algumas or-</div><div class="t m189 x3a hb y7a fff fs5 fc2 sc0 lsf ws11">ganizações <span class="_ _8"></span>têm <span class="_ _8"></span>adotado <span class="_ _8"></span>para <span class="_ _8"></span>a e<span class="_ _8"></span>struturação <span class="_ _8"></span>do fat<span class="_ _3"></span>or <span class="_ _8"></span>humano, através </div><div class="t m18a x3a hb y7b fff fs5 fc2 sc0 ls7 ws9">de <span class="_ _8"></span>medidas que <span class="_ _8"></span>garantem <span class="_ _8"></span>que <span class="_ _8"></span>os atributos pe<span class="_ _8"></span>ssoais <span class="_ _8"></span>ou de <span class="_ _8"></span>grupo <span class="_ _8"></span>sejam </div><div class="t m18b x3a hb y7c fff fs5 fc2 sc0 lsf ws11">considerados <span class="_ _8"></span>recursos para <span class="_ _8"></span>melhorar <span class="_ _8"></span>o <span class="_ _8"></span>des<span class="_ _8"></span>empenho <span class="_ _8"></span>das organizaçõe<span class="_ _8"></span>s.<span class="_ _4"></span> </div><div class="t m18c x3a hb y7d fff fs5 fc2 sc0 ls10 ws12">Nota-se <span class="_ _8"></span>a <span class="_ _8"></span>consonância <span class="_ _8"></span>com <span class="_ _8"></span>os objetivos <span class="_ _8"></span>das <span class="_ _8"></span>políticas <span class="_ _8"></span>de GP<span class="_ _5"></span>, <span class="_ _8"></span>conf<span class="_ _4"></span>orme </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">expressos por Demo (2010, p. 57), de <span class="_ _4"></span>contribuir para um maior bem-estar </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">dos colaboradores e a estreita conexão do tema com a GEP<span class="_ _6"></span>, que se refere </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">à consideração das <span class="_ _8"></span>pessoas <span class="_ _8"></span>como v<span class="_ _4"></span>al<span class="_ _4"></span>or fundamental que <span class="_ _8"></span>possibilita à or-</div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">ganização o alcance de seus objetivos<span class="_ _3"></span>.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">36</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws0">A TRAJETÓRIA D<span class="_ _3"></span>A EQUID<span class="_ _4"></span>ADE DE GÊNERO E RA<span class="_ _3"></span>ÇA NO SF</div><div class="t m2 x3a h22 y87 ff1f fs7 fc8 sc0 ls0 ws0">A gênes<span class="_ _8"></span>e: ade<span class="_ _8"></span>são ao Programa Pr<span class="_ _4"></span>ó-Equidade de </div><div class="t m2 x4e h22 y196 ff1f fs7 fc8 sc0 ls0 ws0">Gênero e Raça do P<span class="_ _3"></span>oder Executivo<span class="_ _4"></span>.</div><div class="t m2 x3a h1a y157 ff1c fs2 fc2 sc0 ls0 ws0">18<span class="ff1d"> <span class="_ _1e"> </span>A relação de todas as ações entr<span class="_ _4"></span>e os anos de 2011 e 2019 está em Br<span class="_ _4"></span>asil, s/d.</span></div><div class="t m18d x19 hb y6b fff fs5 fc2 sc0 lsc wse">Até <span class="_ _8"></span>o começo <span class="_ _8"></span>dos <span class="_ _8"></span>anos 2000 <span class="_ _8"></span>não <span class="_ _8"></span>existia uma <span class="_ _8"></span>sistemática <span class="_ _8"></span>no SF <span class="_ _8"></span>para </div><div class="t m18e x3a hb y6c fff fs5 fc2 sc0 ls7 ws9">tratar <span class="_ _8"></span>as características <span class="_ _8"></span>de <span class="_ _8"></span>gênero e <span class="_ _8"></span>raça/cor <span class="_ _8"></span>de s<span class="_ _8"></span>eu <span class="_ _8"></span>quadro de <span class="_ _8"></span>pessoal, </div><div class="t m18f x3a hb y6d fff fs5 fc2 sc0 ls7 ws9">embora <span class="_ _8"></span>v<span class="_ _3"></span>ários <span class="_ _8"></span>cargos-chave já <span class="_ _8"></span>houvessem <span class="_ _8"></span>sido <span class="_ _8"></span>ocupados por <span class="_ _8"></span>mulhere<span class="_ _8"></span>s, </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">como o <span class="_ _8"></span>de Secretária-Geral <span class="_ _8"></span>da Me<span class="_ _8"></span>sa. É <span class="_ _8"></span>o que <span class="_ _8"></span>conta a <span class="_ _8"></span>entre<span class="_ _4"></span>vistada 1, <span class="_ _8"></span>que </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">trabalhou para <span class="_ _8"></span>a implantação <span class="_ _8"></span>das açõe<span class="_ _8"></span>s de <span class="_ _8"></span>equidade no SF<span class="_ _5"></span>. <span class="_ _8"></span>Nessa <span class="_ _8"></span>época </div><div class="t m190 x3a hb y70 fff fs5 fc2 sc0 ls5 ws6">não <span class="_ _4"></span>havia uma <span class="_ _3"></span>política de <span class="_ _3"></span>GP que <span class="_ _4"></span>considerasse as <span class="_ _4"></span>dif<span class="_ _4"></span>erenças <span class="_ _4"></span>entre <span class="_ _4"></span>mulhe<span class="ls0 ws0">-</span></div><div class="t m191 x3a hb y71 fff fs5 fc2 sc0 ls4 ws5">res <span class="_ _8"></span>e <span class="_ _8"></span>homens e <span class="_ _8"></span>muito menos <span class="_ _8"></span>que f<span class="_ _4"></span>ocasse <span class="_ _8"></span>nas <span class="_ _8"></span>questões <span class="_ _8"></span>de raça/cor<span class="_ _3"></span>, <span class="_ _8"></span>nem </div><div class="t m192 x3a hb y72 fff fs5 fc2 sc0 ls5 ws6">mesmo um <span class="_ _4"></span>mapeament<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>ocupação <span class="_ _4"></span>de cargos <span class="_ _3"></span>e funções comissionadas </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">que l<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>asse em conta e<span class="_ _8"></span>ssas características<span class="_ _4"></span>.</div><div class="t m193 x19 hb y74 fff fs5 fc2 sc0 ls9 wsb">A <span class="_ _4"></span>primeira iniciativ<span class="_ _3"></span>a nesse sentido f<span class="_ _3"></span>oi em <span class="_ _3"></span>2005, atrav<span class="_ _3"></span>é<span class="_ _8"></span>s de <span class="_ _3"></span>demanda de </div><div class="t m194 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">uma parlamentar <span class="_ _8"></span>para <span class="_ _8"></span>que o <span class="_ _8"></span>Diretor da <span class="_ _8"></span>Secretaria de <span class="_ _8"></span>Recursos <span class="_ _8"></span>Humanos </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">enviasse uma pessoa para <span class="_ _4"></span>conhecer o <span class="_ _4"></span>programa <span class="_ _4"></span>da Secretaria <span class="_ _3"></span>Especial de </div><div class="t m195 x3a hb y77 fff fs5 fc2 sc0 ls22 ws2b">P<span class="_ _4"></span>olíticas <span class="_ _4"></span>para <span class="_ _4"></span>as <span class="_ _4"></span>Mulheres (SPM), <span class="_ _4"></span>conta <span class="_ _4"></span>a <span class="_ _4"></span>entre<span class="_ _4"></span>vistada. <span class="_ _4"></span>Após <span class="_ _4"></span>a <span class="_ _4"></span>participação </div><div class="t m196 x3a hb y78 fff fs5 fc2 sc0 lsf ws11">em <span class="_ _8"></span>v<span class="_ _3"></span>árias <span class="_ _8"></span>reuniões <span class="_ _8"></span>e <span class="_ _8"></span>a <span class="_ _8"></span>constatação <span class="_ _8"></span>de que <span class="_ _8"></span>aquela <span class="_ _8"></span>edição <span class="_ _8"></span>do <span class="_ _8"></span>programa<span class="_ _4"></span> </div><div class="t m197 x3a hb y79 fff fs5 fc2 sc0 lsf ws11">não <span class="_ _8"></span>contemplaria órgãos <span class="_ _8"></span>da <span class="_ _8"></span>A<span class="_ _4"></span>dministração <span class="_ _8"></span>Direta, a <span class="_ _8"></span>iniciativa cou <span class="_ _8"></span>em </div><div class="t m198 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">suspenso até <span class="_ _3"></span>2011, quando<span class="_ _3"></span>, nov<span class="_ _3"></span>amente por <span class="_ _3"></span>demanda de uma <span class="_ _3"></span>s<span class="_ _8"></span>enadora, <span class="_ _4"></span>a </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">Direção-Geral aderiu ao Programa Federal.</div><div class="t m199 x19 hb y7c fff fs5 fc2 sc0 ls9 wsb">P<span class="_ _4"></span>ara <span class="_ _4"></span>gerir <span class="_ _4"></span>as ações <span class="_ _4"></span>advindas <span class="_ _4"></span>dessa adesão, <span class="_ _3"></span>f<span class="_ _4"></span>oi criado <span class="_ _3"></span>um Comitê <span class="_ _3"></span>Ge<span class="_ _8"></span>st<span class="_ _4"></span>or </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">Pró-Equidade de Gênero e Raça, coordenado pela DGER <span class="_ _8"></span>e pela Secretaria </div><div class="t m19a x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">de Recursos <span class="_ _3"></span>Humanos e <span class="_ _3"></span>formado <span class="_ _3"></span>por repres<span class="_ _8"></span>entantes de <span class="_ _4"></span>div<span class="_ _4"></span>ersas unidades </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">da Casa (BRA<span class="_ _4"></span>SIL, 2011). Esse <span class="_ _8"></span>comitê tinha a atribuição de elaborar e exe-</div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">cutar um plano <span class="_ _8"></span>de ação para <span class="_ _8"></span>a promoção da equidade, o qual <span class="_ _8"></span>de<span class="_ _3"></span>veria s<span class="_ _8"></span>er </div><div class="t m19b x3a hb y81 fff fs5 fc2 sc0 ls22 ws2b">submetido <span class="_ _4"></span>à <span class="_ _4"></span>DGER antes <span class="_ _4"></span>da <span class="_ _4"></span>execução <span class="_ _4"></span>de <span class="_ _4"></span>suas <span class="_ _4"></span>ações. <span class="_ _4"></span>As <span class="_ _4"></span>primeiras <span class="_ _4"></span>ações do </div><div class="t m19c x3a hb y82 fff fs5 fc2 sc0 ls9 wsb">programa <span class="_ _3"></span>no SF <span class="_ _4"></span>voltaram-se a <span class="_ _3"></span>conhecer o <span class="_ _4"></span>perl <span class="_ _4"></span>funcional <span class="_ _4"></span>de <span class="_ _4"></span>seus servido<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m19d x3a hb y83 fff fs5 fc2 sc0 ls4 ws5">res <span class="_ _8"></span>e <span class="_ _8"></span>colaboradores <span class="_ _8"></span>a <span class="_ _8"></span>partir do <span class="_ _8"></span>recorte <span class="_ _8"></span>de gênero <span class="_ _8"></span>e raça/cor <span class="_ _8"></span>e <span class="_ _8"></span>a oferecer </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">capacitações sobre o tema.</div><div class="t m2 x63 h18 y197 ff1b fs9 fc2 sc0 ls0 ws0">18</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">37</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m5 x19 hb y6a fff fs5 fc2 sc0 ls3f ws52">Como <span class="_ _8"></span>produt<span class="_ _4"></span>o <span class="_ _8"></span>dess<span class="_ _8"></span>e <span class="_ _8"></span>primeiro <span class="_ _8"></span>período, <span class="_ _8"></span>destaca-s<span class="_ _8"></span>e <span class="_ _8"></span>a <span class="_ _8"></span>publicação <span class="_ _8"></span>de </div><div class="t m19e x3a hb y86 fff fs5 fc2 sc0 ls10 ws12">três <span class="_ _8"></span>mapeamentos chamados <span class="_ _8"></span>“Indicadore<span class="_ _8"></span>s de <span class="_ _8"></span>Gênero <span class="_ _8"></span>e <span class="_ _8"></span>Raça da <span class="_ _8"></span>Força </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">de Trabalho do Senado Federal” dos anos de 2014, <span class="_ _8"></span>2016 e 2018, em que </div><div class="t m19f x3a hb y88 fff fs5 fc2 sc0 ls4 ws5">se <span class="_ _8"></span>encontram <span class="_ _8"></span>inf<span class="_ _3"></span>ormaçõe<span class="_ _8"></span>s detalhadas <span class="_ _8"></span>da <span class="_ _8"></span>composição da <span class="_ _8"></span>f<span class="_ _4"></span>orça <span class="_ _8"></span>de traba<span class="ls0 ws0">-</span></div><div class="t m7a x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">lho do <span class="_ _8"></span>SF <span class="_ _8"></span>a partir <span class="_ _8"></span>do <span class="_ _8"></span>recorte de <span class="_ _8"></span>gênero e <span class="_ _8"></span>raça/cor <span class="_ _8"></span>para todos os <span class="_ _8"></span>víncul<span class="_ _4"></span>os </div><div class="t m1a0 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">(ef<span class="_ _4"></span>etivos e <span class="_ _8"></span>comissionados, <span class="_ _8"></span>terceirizados, e<span class="_ _8"></span>stagiários e <span class="_ _8"></span>jovens aprendizes). </div><div class="t m1a1 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">Após a <span class="_ _8"></span>apre<span class="_ _8"></span>sentação <span class="_ _8"></span>dos relatórios com <span class="_ _8"></span>a <span class="_ _8"></span>execução das <span class="_ _8"></span>ações <span class="_ _8"></span>propostas </div><div class="t m1a2 x3a hb y6d fff fs5 fc2 sc0 ls22 ws2b">no <span class="_ _4"></span>plano <span class="_ _4"></span>de ação<span class="_ _3"></span>, o <span class="_ _3"></span>SF recebeu, <span class="_ _3"></span>em 2013, <span class="_ _4"></span>o <span class="_ _4"></span>primeiro <span class="_ _3"></span>Selo <span class="_ _3"></span>de Compromisso </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">com a Equidade da SPM.</div><div class="t m1a3 x19 hb y6f fff fs5 fc2 sc0 ls5 ws6">Na <span class="_ _4"></span>edição seguinte <span class="_ _4"></span>do <span class="_ _4"></span>Programa <span class="_ _4"></span>Pró-Equidade <span class="_ _3"></span>do Gov<span class="_ _4"></span>erno <span class="_ _4"></span>Federal, <span class="_ _4"></span>de </div><div class="t m1a4 x3a hb y70 fff fs5 fc2 sc0 ls22 ws2b">2014 <span class="_ _4"></span>a <span class="_ _4"></span>2015, <span class="_ _4"></span>o <span class="_ _4"></span>SF recebeu <span class="_ _3"></span>nov<span class="_ _4"></span>amente <span class="_ _4"></span>o <span class="_ _4"></span>Sel<span class="_ _4"></span>o <span class="_ _4"></span>de <span class="_ _4"></span>Compromisso <span class="_ _3"></span>com a <span class="_ _4"></span>Equi<span class="ls0 ws0">-</span></div><div class="t m1a5 x3a hb y71 fff fs5 fc2 sc0 ls5 ws6">dade<span class="_ _4"></span>, <span class="_ _4"></span>quando<span class="_ _4"></span>, <span class="_ _4"></span>al<span class="_ _4"></span>ém <span class="_ _4"></span>da <span class="_ _4"></span>continuidade <span class="_ _4"></span>das <span class="_ _4"></span>ações de <span class="_ _3"></span>capacitação, <span class="_ _3"></span>foi <span class="_ _3"></span>criada a </div><div class="t m82 x3a hb y72 fff fs5 fc2 sc0 ls5 ws6">sala <span class="_ _4"></span>de amamentação <span class="_ _3"></span>para t<span class="_ _3"></span>odas as <span class="_ _4"></span>colaboradoras <span class="_ _4"></span>da <span class="_ _4"></span>Casa e <span class="_ _3"></span>e<span class="_ _8"></span>stabel<span class="_ _4"></span>ecida </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">uma relação mais próxima com a Procuradoria Especial da Mulher<span class="_ _5"></span>.</div><div class="t m2 x38 h18 y191 ff1b fs9 fc2 sc0 ls0 ws0">19</div><div class="t m2 x19 hb y74 fff fs5 fc2 sc0 ls0 ws0">Essa parceria, <span class="_ _4"></span>conf<span class="_ _3"></span>orme relatado na linha <span class="_ _4"></span>do tempo <span class="_ _4"></span>do Programa <span class="_ _4"></span>Pró-</div><div class="t m1a6 x3a hb y75 fff fs5 fc2 sc0 ls23 ws2c">-Equidade <span class="_ _8"></span>do SF <span class="_ _8"></span>(BRA<span class="_ _4"></span>SIL, s/d), <span class="_ _8"></span>tev<span class="_ _3"></span>e <span class="_ _8"></span>como <span class="_ _8"></span>resultado <span class="_ _8"></span>v<span class="_ _4"></span>árias <span class="_ _8"></span>ações, <span class="_ _8"></span>como: </div><div class="t m1a7 x3a hb y76 fff fs5 fc2 sc0 ls5 ws6">res<span class="_ _8"></span>erv<span class="_ _4"></span>a de <span class="_ _3"></span>vagas <span class="_ _3"></span>para pessoas negras <span class="_ _3"></span>nos concursos <span class="_ _4"></span>do <span class="_ _4"></span>SF (BRA<span class="_ _3"></span>SIL, <span class="_ _4"></span>2014); </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">criação do Comitê <span class="_ _8"></span>Permanente pela Promoção da <span class="_ _8"></span>Igual<span class="_ _4"></span>dade de Gênero <span class="_ _8"></span>e </div><div class="t m1a8 x3a hb y78 fff fs5 fc2 sc0 lsa wsc">Raça <span class="_ _4"></span>(BRA<span class="_ _3"></span>SIL, 2015); <span class="_ _3"></span>inclusão do <span class="_ _3"></span>compromisso com <span class="_ _3"></span>a igual<span class="_ _3"></span>dade como <span class="_ _3"></span>val<span class="_ _3"></span>or<span class="_ _8"></span> </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">no plano estraté<span class="_ _8"></span>gico do SF (BRA<span class="_ _3"></span>SIL, 2015).</div><div class="t m1a9 x64 h1d y198 ff12 fsb fc2 sc0 ls40 ws53">Foto 1: <span class="fff ws54">Capa <span class="_ _3"></span>de “Indicadores de <span class="_ _3"></span>gênero e <span class="_ _4"></span>raça </span></div><div class="t m1aa x64 h1e y199 fff fsb fc2 sc0 ls41 ws55">da força de <span class="_ _8"></span>trabalho <span class="_ _8"></span>no Senado <span class="_ _8"></span>Federal” de </div><div class="t mb7 x64 h1e y19a fff fsb fc2 sc0 ls0 ws0">2014.</div><div class="t mb7 x64 h1e y19b fff fsb fc2 sc0 ls0 ws0">Fonte: publicação “Indicadores de gêne</div><div class="t mb7 x65 h1e y19c fff fsb fc2 sc0 ls0 ws0">-</div><div class="t mb7 x64 h1e y19d fff fsb fc2 sc0 ls0 ws0">ro e raça da f<span class="_ _3"></span>orça de trabalho no Senado </div><div class="t mb7 x64 h1e y19e fff fsb fc2 sc0 ls0 ws0">Federal” de 2014. Disponível em https://</div><div class="t mb7 x64 h1e y19f fff fsb fc2 sc0 ls0 ws0">www12.senado.l<span class="_ _4"></span>eg.br/institucional/responsa-</div><div class="t mb7 x64 h1e y1a0 fff fsb fc2 sc0 ls0 ws0">bilidade-social/equidade/pages/pdfs/indica-</div><div class="t mb7 x64 h1e y1a1 fff fsb fc2 sc0 ls0 ws0">dores-2014. Acesso em 27/11/2021.</div><div class="t mb7 x3a h1a y157 ff1c fs2 fc2 sc0 ls0 ws0">19 <span class="_ _1e"> </span>Órgão interno do Senado F<span class="_ _4"></span>ederal.</div><div class="t mb7 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">38</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf28" class="pf wa h0" data-page-no="28"><div class="pc pc28 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m1ab x19 hb y6a fff fs5 fc2 sc0 lsb wsd">No <span class="_ _4"></span>nal <span class="_ _4"></span>de <span class="_ _3"></span>2015, o <span class="_ _3"></span>SF aderiu <span class="_ _3"></span>pela terceira <span class="_ _3"></span>vez <span class="_ _4"></span>ao <span class="_ _3"></span>programa do <span class="_ _3"></span>Executivo </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">Federal. Entretant<span class="_ _3"></span>o, <span class="_ _3"></span>a atuação <span class="_ _4"></span>do Pr<span class="_ _4"></span>ograma do <span class="_ _3"></span>Governo <span class="_ _4"></span>Executivo <span class="_ _3"></span>não f<span class="_ _3"></span>oi </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">a mesma a partir de 2016, como conta a entrevistada 1:</div><div class="t m1ac x19 hb y88 fff fs5 fc2 sc0 ls23 ws2c">A <span class="_ _8"></span>gente fez de <span class="_ _8"></span>novo a <span class="_ _8"></span>3ª ade<span class="_ _8"></span>são<span class="_ _4"></span>, que <span class="_ _8"></span>começou <span class="_ _8"></span>em meados <span class="_ _8"></span>de <span class="_ _8"></span>2015, </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">2016, e f<span class="_ _3"></span>oi terminar em março de 2018 (...) <span class="_ _4"></span>em 2016 te<span class="_ _3"></span>ve o impeachment </div><div class="t m5 x3a hb y6b fff fs5 fc2 sc0 ls39 ws48">(...) <span class="_ _8"></span>então <span class="_ _8"></span>te<span class="_ _4"></span>ve toda <span class="_ _8"></span>aquela <span class="_ _8"></span>reestruturação <span class="_ _8"></span>dos <span class="_ _8"></span>ministérios <span class="_ _8"></span>e <span class="_ _8"></span>a <span class="_ _8"></span>SPM <span class="_ _8"></span>foi<span class="_ _4"></span> </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">perdendo f<span class="_ _3"></span>orça.</div><div class="t m1ad x19 hb y6d fff fs5 fc2 sc0 ls5 ws6">Até <span class="_ _4"></span>2018, quando <span class="_ _3"></span>terminou ess<span class="_ _8"></span>e <span class="_ _4"></span>terceiro <span class="_ _3"></span>ciclo <span class="_ _4"></span>de <span class="_ _4"></span>participação <span class="_ _4"></span>do SF<span class="_ _6"></span>, <span class="_ _4"></span>o </div><div class="t m1ae x3a hb y6e fff fs5 fc2 sc0 ls8 wsa">Comitê <span class="_ _4"></span>Gestor <span class="_ _3"></span>do Pró-equidade <span class="_ _3"></span>do SF <span class="_ _3"></span>instituiu div<span class="_ _4"></span>ersas <span class="_ _4"></span>práticas, <span class="_ _4"></span>programas </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">e ações e apres<span class="_ _8"></span>ent<span class="_ _4"></span>ou o Relat<span class="_ _3"></span>ório Final ao programa <span class="_ _4"></span>da SPM, mas, a <span class="_ _4"></span>partir </div><div class="t m1af x3a hb y70 fff fs5 fc2 sc0 ls5 ws6">de <span class="_ _4"></span>2015, a <span class="_ _3"></span>sua atuação <span class="_ _3"></span>passou a <span class="_ _4"></span>ser conjunta <span class="_ _4"></span>com <span class="_ _4"></span>o outr<span class="_ _4"></span>o <span class="_ _4"></span>comitê <span class="_ _4"></span>interno<span class="_ _4"></span>, </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">como será detalhado a s<span class="_ _8"></span>eguir<span class="_ _3"></span>.</div><div class="t m1b0 x3a hb y73 ff1f fs5 fc2 sc0 ls23 ws31">Andando com as próprias pernas: o Comitê Per<span class="_ _4"></span>manente pela Promoção </div><div class="t m2 x3a hb y74 ff1f fs5 fc2 sc0 ls0 ws0">da Igualdade de Gêner<span class="_ _4"></span>o e Raça.</div><div class="t m1b1 x19 hb y76 fff fs5 fc2 sc0 ls8 wsa"> <span class="_ _4"></span>A <span class="_ _4"></span>partir <span class="_ _4"></span>de <span class="_ _4"></span>2015, <span class="_ _4"></span>o <span class="_ _4"></span>SF <span class="_ _4"></span>criou, <span class="_ _4"></span>de <span class="_ _4"></span>f<span class="_ _3"></span>orma aut<span class="_ _3"></span>ônoma, o <span class="_ _4"></span>Comitê <span class="_ _4"></span>Permanente </div><div class="t m1b2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">da Igualdade <span class="_ _8"></span>de Gênero <span class="_ _8"></span>e Raça, <span class="_ _8"></span>que <span class="_ _8"></span>conta, em <span class="_ _8"></span>sua formação<span class="_ _3"></span>, <span class="_ _8"></span>com <span class="_ _8"></span>a par-</div><div class="t m1b3 x3a hb y78 fff fs5 fc2 sc0 ls23 ws2c">ticipação <span class="_ _8"></span>das diversas unidade<span class="_ _8"></span>s <span class="_ _8"></span>que compõem <span class="_ _8"></span>a <span class="_ _8"></span>Casa <span class="_ _8"></span>e da <span class="_ _8"></span>Procuradoria </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">Especial da Mulher<span class="_ _3"></span>.</div><div class="t m2 x19 hb y7a fff fs5 fc2 sc0 ls0 ws0">Ness<span class="_ _8"></span>e moment<span class="_ _4"></span>o as ações pró-equidade passam a ter uma sistemática </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">mais estável, como relata a entre<span class="_ _4"></span>vistada 4:</div><div class="t m1b4 x19 hb y7c fff fs5 fc2 sc0 ls0 ws0">L<span class="ff1f lsa ws2f">á atrás eu l<span class="_ _4"></span>embro que as ações eram muit<span class="_ _4"></span>o mais difusas<span class="fff wsc"> <span class="_ _4"></span>(...) <span class="_ _4"></span>eu <span class="_ _4"></span>l<span class="_ _4"></span>embro </span></span></div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">que era muit<span class="_ _3"></span>o na raça da T<span class="_ _6"></span>erezinha</div><div class="t m2 x66 h18 y1a2 ff1b fs9 fc2 sc0 ls0 ws0">20</div><div class="t m2 x64 hb y7d fff fs5 fc2 sc0 ls0 ws0"> car atrás do <span class="_ _4"></span>pessoal e insistir nisso<span class="_ _3"></span>. </div><div class="t m1b5 x3a hb y7e fff fs5 fc2 sc0 ls7 ws9">T<span class="_ _5"></span>odo <span class="_ _8"></span>e<span class="_ _4"></span>vent<span class="_ _3"></span>o <span class="_ _8"></span>ela <span class="_ _8"></span>brigav<span class="_ _3"></span>a <span class="_ _8"></span>para <span class="_ _8"></span>ter <span class="_ _8"></span>um e<span class="_ _8"></span>spaço <span class="_ _8"></span>para f<span class="_ _4"></span>alar <span class="_ _8"></span>sobre isso. Então </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">acho que já e<span class="_ _4"></span>voluímos muit<span class="_ _3"></span>o e temos que continuar<span class="_ _3"></span>.</div><div class="t m1b6 x19 hb y80 fff fs5 fc2 sc0 lse ws10">Esse <span class="_ _8"></span>comitê <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>criado <span class="_ _8"></span>por <span class="_ _8"></span>iniciativ<span class="_ _3"></span>a <span class="_ _8"></span>da <span class="_ _8"></span>diretora-geral Ilana <span class="_ _8"></span>Trombk<span class="_ _3"></span>a </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">em s<span class="_ _8"></span>eu primeiro ano à frente da DGER, com <span class="_ _8"></span>o intuit<span class="_ _4"></span>o de que os trabalhos </div><div class="t m1b7 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">pró-igual<span class="_ _4"></span>dade <span class="_ _4"></span>de gêner<span class="_ _4"></span>o <span class="_ _4"></span>e raça/cor <span class="_ _3"></span>cass<span class="_ _8"></span>em <span class="_ _4"></span>mais <span class="_ _4"></span>próximos <span class="_ _4"></span>à <span class="_ _4"></span>sua direção<span class="_ _3"></span>, </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">conf<span class="_ _3"></span>orme relat<span class="_ _4"></span>o da <span class="_ _3"></span>entrevistada 1. <span class="_ _3"></span>Foi essa direção que <span class="_ _3"></span>alçou a <span class="_ _4"></span>igual<span class="_ _4"></span>dade </div><div class="t m1b8 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">como v<span class="_ _3"></span>alor <span class="_ _3"></span>e<span class="_ _8"></span>stratégico, <span class="_ _3"></span>com destaque para <span class="_ _4"></span>o <span class="_ _4"></span>combate <span class="_ _4"></span>à discriminação <span class="_ _3"></span>de </div><div class="t m1b9 x3a h1a y156 ff1d fs2 fc2 sc0 ls20 ws50">20<span class="ls1f ws56"> <span class="_ _1e"> </span>Servidora <span class="_ _8"></span>ef<span class="_ _3"></span>eva, lotada <span class="_ _8"></span>na SEGP<span class="_ _6"></span>, <span class="_ _8"></span>que atuou <span class="_ _8"></span>desde o <span class="_ _8"></span>começ<span class="_ _4"></span>o da <span class="_ _8"></span>implantação das ações </span></div><div class="t m2 x1e h1a y157 ff1c fs2 fc2 sc0 ls0 ws0">pró-equidade de gêner<span class="_ _4"></span>o e raç<span class="_ _4"></span>a no SF<span class="_ _5"></span>.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">39</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m135 x3a hb y6a fff fs5 fc2 sc0 ls8 wsa">gênero<span class="_ _3"></span>, raça/cor<span class="_ _5"></span>, etnia, <span class="_ _3"></span>orientação sexual, <span class="_ _3"></span>credo, <span class="_ _3"></span>origem ou <span class="_ _3"></span>condição social </div><div class="t m1ba x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">(BRA<span class="_ _3"></span>SIL, 2015), <span class="_ _4"></span>o <span class="_ _4"></span>que denota <span class="_ _3"></span>a importância <span class="_ _4"></span>dada <span class="_ _4"></span>a <span class="_ _4"></span>ess<span class="_ _8"></span>e v<span class="_ _3"></span>alor<span class="_ _5"></span>, que <span class="_ _3"></span>passa a </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">orientar as decisões e<span class="_ _8"></span>stratégicas da Casa.</div><div class="t m2 x19 hb y88 fff fs5 fc2 sc0 ls0 ws0">A atuação conjunta <span class="_ _8"></span>do Comitê Permanente da Igualdade de Gênero e </div><div class="t m1bb x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">Raça com <span class="_ _3"></span>o Comitê <span class="_ _3"></span>Ge<span class="_ _8"></span>st<span class="_ _4"></span>or Pr<span class="_ _4"></span>ó-Equidade <span class="_ _4"></span>do SF <span class="_ _3"></span>re<span class="_ _8"></span>sult<span class="_ _4"></span>ou <span class="_ _4"></span>em <span class="_ _4"></span>muitas ações, </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">conta a entre<span class="_ _4"></span>vistada 1:</div><div class="t m1bc x19 hb y6c fff fs5 fc2 sc0 lsc wse">De <span class="_ _8"></span>2015 para <span class="_ _8"></span>frente<span class="_ _4"></span>, <span class="_ _8"></span>a gente <span class="_ _8"></span>f<span class="_ _4"></span>ez <span class="_ _8"></span>muita coisa <span class="_ _8"></span>(...) <span class="_ _8"></span>A ideia <span class="_ _8"></span>era <span class="_ _8"></span>f<span class="_ _3"></span>azer <span class="_ _8"></span>um </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">cal<span class="_ _4"></span>endário<span class="_ _4"></span>, no <span class="_ _8"></span>nal do <span class="_ _8"></span>ano<span class="_ _4"></span>, para <span class="_ _8"></span>a gente <span class="_ _8"></span>já executar <span class="_ _8"></span>no ano <span class="_ _8"></span>seguinte, e a </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">gente tinha uma lista já com umas 20, 30 ações.</div><div class="t m1bd x19 hb y6f fff fs5 fc2 sc0 ls7 ws9">Entretant<span class="_ _4"></span>o<span class="_ _4"></span>, com <span class="_ _8"></span>o <span class="_ _8"></span>enfraqueciment<span class="_ _4"></span>o do <span class="_ _8"></span>programa <span class="_ _8"></span>da SPM, <span class="_ _8"></span>embora <span class="_ _8"></span>o </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">Programa Pró-Equidade não <span class="_ _8"></span>tenha acabado <span class="_ _8"></span>no SF<span class="_ _5"></span>, o <span class="_ _8"></span>Comitê Permanente </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">passou a <span class="_ _4"></span>gurar com mais <span class="_ _4"></span>protagonismo <span class="_ _4"></span>nas ações internas<span class="_ _4"></span>. Nas <span class="_ _4"></span>palavras </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">da entre<span class="_ _4"></span>vistada 1:</div><div class="t m1be x19 hb y73 fff fs5 fc2 sc0 ls23 ws2c">A<span class="_ _4"></span>os <span class="_ _8"></span>poucos, dada <span class="_ _8"></span>a <span class="_ _8"></span>importância que <span class="_ _8"></span>o <span class="_ _8"></span>Comitê Permanente <span class="_ _8"></span>f<span class="_ _4"></span>oi <span class="_ _8"></span>tendo </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">com essa interlocução direta com a <span class="_ _4"></span>Diret<span class="_ _4"></span>oria Geral, e o Pró-Equidade que </div><div class="t m1bf x3a hb y75 fff fs5 fc2 sc0 lsc wse">tinha <span class="_ _8"></span>um vínculo com <span class="_ _8"></span>a <span class="_ _8"></span>SPM, e<span class="_ _8"></span>sse <span class="_ _8"></span>víncul<span class="_ _4"></span>o <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>esvanecendo<span class="_ _3"></span>, <span class="_ _8"></span>f<span class="_ _4"></span>oi <span class="_ _8"></span>sumindo<span class="_ _3"></span>, </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">hoje a gente tem <span class="_ _4"></span>como protagonista, como <span class="_ _4"></span>estando <span class="ff1f">à</span> frente das ações, o </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">Comitê Permanente pela Promoção da Igual<span class="_ _4"></span>dade de Gênero e Raça.</div><div class="t m2 x19 hb y78 fff fs5 fc2 sc0 ls0 ws0">O Comitê <span class="_ _4"></span>Permanente<span class="_ _4"></span>, al<span class="_ _3"></span>ém de ter atuação <span class="_ _4"></span>mais pr<span class="_ _4"></span>óxima da DGER <span class="_ _4"></span>e a </div><div class="t m1c0 x3a hb y79 fff fs5 fc2 sc0 ls9 wsb">participação <span class="_ _4"></span>de <span class="_ _4"></span>diversas <span class="_ _3"></span>unidade<span class="_ _8"></span>s <span class="_ _4"></span>da <span class="_ _4"></span>Casa, <span class="_ _4"></span>tem <span class="_ _4"></span>também um <span class="_ _3"></span>número <span class="_ _4"></span>maior </div><div class="t m1c1 x3a hb y7a fff fs5 fc2 sc0 lsf ws11">de <span class="_ _8"></span>repres<span class="_ _8"></span>entantes <span class="_ _8"></span>da <span class="_ _8"></span>SEGP<span class="_ _6"></span>, <span class="_ _8"></span>inclusive com <span class="_ _8"></span>a <span class="_ _8"></span>atual <span class="_ _8"></span>coordenadora, <span class="_ _8"></span>Maria </div><div class="t m1c2 x3a hb y7b fff fs5 fc2 sc0 ls4 ws5">T<span class="_ _5"></span>erezinha <span class="_ _8"></span>Nunes. Além disso, as <span class="_ _8"></span>reuniões <span class="_ _8"></span>dess<span class="_ _8"></span>e comitê, quando <span class="_ _8"></span>as <span class="_ _8"></span>ações </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">são discutidas e <span class="_ _8"></span>planejadas, são abertas <span class="_ _8"></span>à participação de outras <span class="_ _8"></span>pessoas </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">interessadas em contribuir<span class="_ _3"></span>, conta a entrevistada 4.</div><div class="t m2 x3a hb y7f ff1f fs5 fc2 sc0 ls0 ws0">A maturidade: o Plano de Equidade de Gênero e Raça</div><div class="t m1c3 x19 h14 y81 fff fs5 fc2 sc0 lse ws10">Como <span class="_ _8"></span>parte da<span class="ff12 ls0 ws0"> <span class="_ _8"></span></span>participação <span class="_ _8"></span>no Programa <span class="_ _8"></span>Pró-Equidade da <span class="_ _8"></span>SPM, <span class="_ _8"></span>em </div><div class="t m1c4 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">cada começo <span class="_ _3"></span>de cicl<span class="_ _3"></span>o, <span class="_ _3"></span>o SF apresentava <span class="_ _3"></span>um plano <span class="_ _4"></span>de ação <span class="_ _3"></span>para o <span class="_ _3"></span>período. </div><div class="t m154 x3a hb y83 fff fs5 fc2 sc0 lsc wse">No <span class="_ _8"></span>m de<span class="_ _8"></span>sse <span class="_ _8"></span>ciclo<span class="_ _3"></span>, <span class="_ _8"></span>apres<span class="_ _8"></span>entav<span class="_ _4"></span>a o <span class="_ _8"></span>relatório das <span class="_ _8"></span>ações, <span class="_ _8"></span>as <span class="_ _8"></span>quais dev<span class="_ _4"></span>eriam </div><div class="t m1c5 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">atingir o <span class="_ _8"></span>mínimo <span class="_ _8"></span>de 70% <span class="_ _8"></span>de <span class="_ _8"></span>des<span class="_ _8"></span>empenho satisfat<span class="_ _3"></span>ório <span class="_ _8"></span>ou <span class="_ _8"></span>muit<span class="_ _3"></span>o <span class="_ _8"></span>satisf<span class="_ _4"></span>at<span class="_ _3"></span>ó<span class="_ _8"></span>-</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">40</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf2a" class="pf wa h0" data-page-no="2a"><div class="pc pc2a wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m1c6 x3a hb y6a fff fs5 fc2 sc0 lse ws10">rio <span class="_ _8"></span>para a <span class="_ _8"></span>premiação <span class="_ _8"></span>com <span class="_ _8"></span>o Selo de <span class="_ _8"></span>Compromisso <span class="_ _8"></span>com a <span class="_ _8"></span>Igualdade<span class="_ _4"></span>.</div><div class="t m1c7 x67 h18 y18e ff1b fs9 fc2 sc0 ls42 ws57">21</div><div class="t m1c6 x68 hb y6a fff fs5 fc2 sc0 ls0 ws0"> <span class="_ _8"></span>A </div><div class="t m1c8 x3a hb y86 fff fs5 fc2 sc0 ls23 ws2c">partir <span class="_ _8"></span>de 2018, <span class="_ _8"></span>com <span class="_ _8"></span>a não <span class="_ _8"></span>renov<span class="_ _4"></span>ação <span class="_ _8"></span>dos ciclos pelo Governo Federal, <span class="_ _8"></span>o </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">SF continuou <span class="_ _3"></span>a se organizar <span class="_ _4"></span>para <span class="_ _4"></span>av<span class="_ _4"></span>ançar na <span class="_ _3"></span>temática da <span class="_ _4"></span>equidade no <span class="_ _3"></span>s<span class="_ _8"></span>eu </div><div class="t m1c9 x3a hb y88 fff fs5 fc2 sc0 ls4 ws5">ambiente organizacional, <span class="_ _8"></span>mas <span class="_ _8"></span>de forma aut<span class="_ _4"></span>ônoma. Ne<span class="_ _8"></span>sse <span class="_ _8"></span>período <span class="_ _8"></span>surgiu </div><div class="t m1ca x3a hb y89 fff fs5 fc2 sc0 ls23 ws2c">a <span class="_ _8"></span>iniciativ<span class="_ _3"></span>a <span class="_ _8"></span>de <span class="_ _8"></span>elaboração <span class="_ _8"></span>de um <span class="_ _8"></span>Plano <span class="_ _8"></span>de Equidade <span class="_ _8"></span>de <span class="_ _8"></span>Gênero e <span class="_ _8"></span>Raça <span class="_ _8"></span>a </div><div class="t m1cb x3a hb y6b fff fs5 fc2 sc0 lsc wse">partir <span class="_ _8"></span>do modelo já <span class="_ _8"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>vido <span class="_ _8"></span>pelo Núcleo de <span class="_ _8"></span>Coordenação de <span class="_ _8"></span>Ações </div><div class="t m1cc x3a hb y6c fff fs5 fc2 sc0 lsb wsd">Socioambientais <span class="_ _4"></span>do <span class="_ _4"></span>SF <span class="_ _3"></span>para os <span class="_ _3"></span>planos de <span class="_ _3"></span>ace<span class="_ _8"></span>ssibilidade <span class="_ _4"></span>e <span class="_ _3"></span>sustentabilidade.</div><div class="t m1cd x5a h18 y190 ff1b fs9 fc2 sc0 ls43 ws58">22</div><div class="t m1cc x69 hb y6c ff10 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">Conta a entre<span class="_ _4"></span>vistada 1:</div><div class="t ma2 x19 hb y6e fff fs5 fc2 sc0 ls7 ws9">No <span class="_ _8"></span>m de <span class="_ _8"></span>2018, <span class="_ _8"></span>a <span class="_ _8"></span>gente já <span class="_ _8"></span>e<span class="_ _8"></span>stav<span class="_ _3"></span>a <span class="_ _8"></span>no <span class="_ _8"></span>comitê <span class="_ _8"></span>pensando em <span class="_ _8"></span>f<span class="_ _4"></span>azer <span class="_ _8"></span>um </div><div class="t m55 x3a hb y6f fff fs5 fc2 sc0 ls4 ws5">plano <span class="ff1f ls0 ws0">à</span> <span class="_ _8"></span>s<span class="_ _8"></span>emelhança dos <span class="_ _8"></span>planos <span class="_ _8"></span>que o <span class="_ _8"></span>SF <span class="_ _8"></span>já tinha <span class="_ _8"></span>de <span class="_ _8"></span>inclusão social <span class="_ _8"></span>e <span class="_ _8"></span>de </div><div class="t m1ce x3a hb y70 fff fs5 fc2 sc0 ls7 ws9">sustentabilidade<span class="_ _4"></span>. <span class="_ _8"></span>A Ilana <span class="_ _8"></span>pediu <span class="_ _8"></span>para a <span class="_ _8"></span>Karin Kassmay<span class="_ _4"></span>er <span class="_ _8"></span>f<span class="_ _3"></span>azer<span class="_ _3"></span>, <span class="_ _8"></span>comandar<span class="_ _3"></span>, </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">porque a Karin estava no Núcleo de A<span class="_ _4"></span>ções <span class="_ _8"></span>Socioambientais<span class="_ _3"></span>. <span class="_ _8"></span>O modelo do </div><div class="t m1cf x3a hb y72 fff fs5 fc2 sc0 ls7 ws9">plano <span class="_ _8"></span>de equidade <span class="_ _8"></span>t<span class="_ _4"></span>omou por <span class="_ _8"></span>bas<span class="_ _8"></span>e o <span class="_ _8"></span>model<span class="_ _4"></span>o <span class="_ _8"></span>da ace<span class="_ _8"></span>ssibilidade<span class="_ _3"></span>. <span class="_ _8"></span>Então <span class="_ _8"></span>a </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">gente buscou mais ou <span class="_ _8"></span>menos aquel<span class="_ _4"></span>e f<span class="_ _3"></span>ormato<span class="_ _3"></span>, <span class="_ _8"></span>col<span class="_ _3"></span>ocando <span class="_ _8"></span>objetivo<span class="_ _3"></span>, metas, </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">prazos, indicador<span class="_ _3"></span>, para f<span class="_ _3"></span>azer o de equidade.</div><div class="t m2 x19 hb y75 fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>ara a elaboração de<span class="_ _8"></span>sse plano <span class="_ _8"></span>f<span class="_ _3"></span>oi instituído um GT<span class="_ _5"></span>,</div><div class="t m2 x6a h18 y1a3 ff1b fs9 fc2 sc0 ls0 ws0">23</div><div class="t m2 x6b hb y75 fff fs5 fc2 sc0 ls0 ws0"> que contou com </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">repres<span class="_ _8"></span>entantes <span class="_ _8"></span>do Núcl<span class="_ _4"></span>eo de Coordenação de <span class="_ _8"></span>A<span class="_ _3"></span>çõe<span class="_ _8"></span>s Socioambientais, do </div><div class="t m178 x3a hb y77 fff fs5 fc2 sc0 lsa wsc">Gabinete <span class="_ _4"></span>da <span class="_ _4"></span>Diret<span class="_ _4"></span>oria-Geral, <span class="_ _4"></span>da <span class="_ _4"></span>Secretaria <span class="_ _3"></span>de Gestão de <span class="_ _3"></span>Pe<span class="_ _8"></span>ssoas, <span class="_ _4"></span>da <span class="_ _4"></span>Consul<span class="ls0 ws0">-</span></div><div class="t m1d0 x3a hb y78 fff fs5 fc2 sc0 lsb wsd">t<span class="_ _4"></span>oria <span class="_ _4"></span>Legislativ<span class="_ _3"></span>a, <span class="_ _4"></span>da <span class="_ _4"></span>Secretaria <span class="_ _4"></span>Geral <span class="_ _4"></span>da <span class="_ _3"></span>Me<span class="_ _8"></span>sa, <span class="_ _4"></span>da <span class="_ _4"></span>Secretaria <span class="_ _4"></span>de <span class="_ _3"></span>Comunicação<span class="_ _8"></span> </div><div class="t m1d1 x3a hb y79 fff fs5 fc2 sc0 ls4 ws5">e do <span class="_ _8"></span>Serviço <span class="_ _8"></span>de Saúde <span class="_ _8"></span>Ocupacional e <span class="_ _8"></span>Qualidade <span class="_ _8"></span>de Vida <span class="_ _8"></span>da Secretaria <span class="_ _8"></span>de </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">Gestão <span class="_ _8"></span>de Pessoas. O plano f<span class="_ _3"></span>oi lançado <span class="_ _8"></span>em setembro de 2019 com <span class="_ _8"></span>ações </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">para execução <span class="_ _3"></span>em 24 mese<span class="_ _8"></span>s e <span class="_ _4"></span>dispostas em <span class="_ _3"></span>5 eixos temáticos: <span class="_ _3"></span>Comunica-</div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">ção; Educação; Cultura Organizacional; Gestão; Saúde (BRASIL, 2019).</div><div class="t m2 x6c h18 y1a4 ff1b fs9 fc2 sc0 ls0 ws0">24</div><div class="t m2 x3a h1a y1a5 ff1c fs2 fc2 sc0 ls0 ws0">21<span class="ff1d"> <span class="_ _1e"> </span>Edital nº <span class="_ _8"></span>01, de <span class="_ _8"></span>20 de agosto de <span class="_ _8"></span>2015, da SPM, <span class="_ _8"></span>disponível em hps://www<span class="_ _4"></span>.gov<span class="_ _5"></span>.br/mdh/</span></div><div class="t m1d2 x1e h1a y1a6 ff1d fs2 fc2 sc0 ls0 ws0">pt<span class="_ _4"></span>-br/navegue-por<span class="_ _3"></span>-temas/policas-para-mulher<span class="_ _4"></span>es/ar<span class="_ _4"></span>quivo/assun<span class="_ _4"></span>tos/mulher<span class="_ _4"></span>-e-trabalho/</div><div class="t m1d3 x1e h1a y1a7 ff1d fs2 fc2 sc0 ls3 ws4">progr<span class="_ _4"></span>ama-pro-equidade-de-ge<span class="_ _4"></span>nero-e-r<span class="_ _4"></span>aca/edit<span class="_ _4"></span>al-no-1-de-20-de-agost<span class="_ _4"></span>o-de-2015-1.pdf<span class="_ _3"></span>. </div><div class="t m2 x1e h1a y1a8 ff1d fs2 fc2 sc0 ls0 ws0">Acesso em: 15 jun. 2021.</div><div class="t m12a x3a h1a y192 ff1c fs2 fc2 sc0 ls25 ws2e">22<span class="ls3b ws59"> V<span class="_ _3"></span>er <span class="_ _20"></span><span class="ff21 ws4b">hps://www12.senado.leg.br/ins<span class="_ _4"></span>tucional/responsabilidade-social<span class="ff1d">. <span class="_ _4"></span>Acesso <span class="_ _4"></span>em: 14 <span class="_ _3"></span>jun. </span></span></span></div><div class="t m2 x1e h1a y193 ff1d fs2 fc2 sc0 ls0 ws0">2021.</div><div class="t m2 x3a h1a y1a9 ff1c fs2 fc2 sc0 ls0 ws0">23<span class="ff1d"> <span class="_ _1e"> </span>Portaria da Diretoria-Ger<span class="_ _4"></span>al nº 7.140, <span class="_ _8"></span>de 2019. Disponível em: <span class="ff21">hps://adm.senado.leg.br/</span></span></div><div class="t m2 x1e h1a y1aa ff21 fs2 fc2 sc0 ls0 ws0">normas/ui/pub/normaConsultada?1<span class="ff1d">. Acesso em: 30 nov<span class="_ _5"></span>. 2021.</span></div><div class="t m9 x3a h1a y156 ff1c fs2 fc2 sc0 ls1f ws56">24<span class="ff1d ls20 ws50"> <span class="_ _1f"> </span>Em 22 <span class="_ _3"></span>de outubro de <span class="_ _3"></span>2021, o Senado <span class="_ _4"></span>Feder<span class="_ _4"></span>al lanç<span class="_ _4"></span>ou o <span class="_ _4"></span>seu segundo <span class="_ _3"></span>Plano de Equidade <span class="_ _3"></span>de </span></div><div class="t m1d4 x1e h1a y157 ff1d fs2 fc2 sc0 ls3b ws4b">Gênero <span class="_ _4"></span>e <span class="_ _4"></span>Raça: 2021-2023 <span class="_ _3"></span>(BRASIL, 2021), após <span class="_ _3"></span>a conclusão da <span class="_ _3"></span>pesquisa para <span class="_ _3"></span>este estudo.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">41</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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/n/yJG+j+3DeNG7m7PVKS339DiZDpgLt6dFEZKhJVS7XuPYal8iuwAYWSEWuATQzEv/piMzHsLv0+Uan71tYVo0kzfVGu9VwV28VR4e9Uxeby7UfVet1Z0eyGv16m1b7pLLvb9bbfKwPSYU1StwVYV4FijEX7RLojCqBdpHiuqeUd4ANSmPMnYbI8zLEXLor8Aat4tZP2xSBeSizw8FFhWUSM2jsLTkgwMwgQIcqu6Ho1ZAJkh1r8deb0fd67Efx3HUvdZdXuH+/v72+3/7r7//8ff7fvthrPRZmHMNEtDGnvaD4CnxcdbqlHLjEri/+0BjN7gUr2BKU/Ysg/UwtjFCESlTU6EmP4ihroJs5OVDeiy7yynhiCfLqbEt/12GNh1XomiyC9bYzDY1KgioYAHMsBUrEVEjRqBS7vVwPyqkYptcLtVaCUQM6j7pN35h/aFhSwaSkLR8zVnlx3W5D80p0MxKIQnUR+k65GDXHV0ltf9TC5ieBHxU4jbZYfQIU7CHHjny+y2aPSVCnAMR/T9qfxb/yMzkrpHx5JQKbP9GhGAVqpUQJatu1SNKDIqoQClEEcxZOT+7I/KcbcVsh3UrFqHpIfhQAMKkJcwZIW1CzuUJX0j3+HweHw8Ui+xqL18+Hf4LDry9fsdx1Pd3rzUirUOES4sCBK19ErbzHH/srmKnoGnE61uJ77lO4uPgSSnlqHVsGkhaMcGdS+FmaGKvtVaCTXCUUZlgNJRiKGYtP9uudoMqZKD6Jd/iYXP79FAg16XGD6KnkvhMsD7m6HGXi9f6IU5LtATHDLTpHNFdU+pr0lS8j4Au+lhTN2CkUkKnSh9GmChF/I93wdSHALPuRHPUdo6iJfVaVwG7tctLgLcCAJdAuPUKjnFrxcH5gnK3pY2NTPUqqZ3hEIf9f5Hd3vebH0c9qtdavXqtco0S3C5Yq1eXVKsilw93ry6Xe5VL2kJ9qrbCVHhXqPCoUG8PGBm9x0HFSM9IEOddYGhVqf2ztiSCu9xa6aQj8jRRx+zV94ip9rtnxHzbu0akF0B1Z0XU1EtGlBH1LaWS18vFcQmp75IXohCvv36rx/H+/eux73qSJntczZY7hvNpOmvN7rUpP/zt02uII3x6FxPRXZ3Q436y39wEfZZPZ5Y/FWry8TYTXO9kYmTXR2KSGLoTZ416qt7rdaszuhjhwAidRmwrRGoZGcZ4EPZK88L+pjbUFAG6+/v72+vr97f390+ff6KZwTHlyXOFOurWYUvuhWs0SXcb31WfWuhTgFZaOlYOr9ASej7pVdoQ5T3GNh9aS+Ek1Eo3R/qsoLUv2ElNRDTDNKIZ686AM9/aFT+bxluf1FNASP2YApuE260e7zcJwAu4le2ylc0oozaTFRePisNRI5NIoFx4KdwKrFC0rl+8HvW278dRq3vT1aUFzTaLiEuBSjvgHqV0cTWZURZCHoDBCkEWKy8/vdQq/74Xu7nX2/5ejwMwxk+3EhKBkJeIgI29hMvVAsxiBH3Oq0WPoZ4yej18wiGq2LUwYrHtZ1NUxKMBqsjMaEYrrL5KPLmv11ixFjEFaTA3GlkYarUt8jp/Rs6rER8WP39QFu1LB9PI9YNrPv9+vY52npbMx7MEpICI/5xuOsPaezSLXJeGymf9Uv2y7FlPoLCdOM38u+6k9PhSnFHTpQ5itpNpvmsX+DaVKrVkOXpQEG8VS/UyarTPQQRq60caKpx3d2SLcvffbVaMbVes0sR9i1KzmGyrhartkEmQattAezTteaQq5I74K8FVj6MekSU/5O4V7lKky6tQq7tUXUC5VclRo41So3WLilvQWwWL13HF9B7D6AuMx7ukeDYR8tNXNkhiMbVY97i8HHK0N3PJxTobDEQazQX3CPG616i3CnENo2BSba9JHn7ELuHjwhbOio1Tct+WYhL2spR5D/CxRIDPVK/u5KZNebo0MD6rvtFjiLUdO44taJQvOFBSk6RCTe72m71ya7mz7yKgo/oR9Ieb3tVDpz2nEin6pnR5kqex0GoKS1KSog4VMLC0csWmkkMnutf39/fX799fv337+ecv5dM2Pjv5pPq8L8a9G2eoNJ7Lj3S3uC8dI3wQu+wxVYebn1L8UUprFi0xIyc7OnjEvvQvhRXjaBusdeGM1NRSRCGMd2j/WpyHu72RejgWkBkEdruCXifV2sIdqq7qevt+/PEP319/PVSvpXwu28vl8rKVq11QqO2C7cJSrHKrNIDlenn59PLzL59+/uX6+bNdXwqLOeiO1+/f315fv3799uuv327v77tEyAgHrZW+AdZOPgUa4LWLcHIqVItLrFImbdfLdj3K5WJlAyIdWkGZ0RRaoSmZYuYSe2nn6Olox8advSx1SqToZemFvuoH03uWW4go0wxEy2iyXvIX0hoEtPl22bbLplpltUfRt3Xz0lL58emMMDPIZiUqogYGWBPcwqiq7GHyjwJHTxWq9VrlpcNJj+nI05/GnpOndOe9RI2m9LNAngHU/qp+2hHoaRvKGq/taXcTe70DZ2nlmsifAoOjgKZ1Hp1cBc4CW0tBhMvvygai0GTVtF3LRhd8bGaeZ4HromN0F0LrYUrNIs62je/vwVObp3r9tiDAWmtSryKFIG5qBQEt+e+q8tEvruq1HqoOga8VkaGojrjto50rij/dETUEtfdKeaXEKC1ofgWQ5LUaZGIrO/B+lCVBpZRmO9GfQq0CQl4RHiYeOxSa6NHkFW1gMgnu8ur1aOYHjD86XBUOeuT8j/6m0jMNedeP349ohDqW/PxjfdvUmA+BjvvyGS77pN75cE4G9Ae8+PwVlsUEwx6HraY/SYWafLT9XOKiM9gwBetajYlREjdjg8NbylqOG702QEtVa48uasR9OLJ1Q59ZtIQjcsGhZU3a9/32/vb+/v5+1OPCi4+1lSOttu6hT3p7PJqiN/ZDs55l6ZOiCderyyB3kR5uXDCQraRq7dMZWf6p7Xs+m01WtlrTeaTjEDU/g/7kE/vBWcqAGbHUU1Kz6VVf+tdGkQZtFsA2Kafe56H31/rr73/9d//mD7/+8c2Pcimfy/Z5265mm64vxbBtvF4v26XAiGJlu376+dNPL7/99PKbv/t3f/O7v/vy6edtK6zCUfHrH/749etX2r89Ko7qR1g7gWaiWhtHlJ9GLSfcZw1lPz4W3XROKxBFd9sKi1kpZbsAFvFIM5TNYtElVEiY3FrJQxeohNj7mmBmcj0IOp0CL+1QoreAjCz5spMTzBkdP2FNEFHagrJt22XbfKt+HEYzllIK0D4R2ep0TwWpQFn/DOJ9M9AoPmkti1wzAKeYpj+9otm7MjjLVbmGXZd1VKtlxrhDeJZ3eL6O9+azpud6ed3pE679imr7i/HCi77wljz3Uy3s/cdY/lKnnWXP9/RyhA+kfAQJcbdnEQWVZeupXhHuPZw7AmhxT44Ad/w/n6F6jtqBVrradadLEKqtETY9qzRhd0BrRaY26wsKSiEuvaZCsWkYMUGER4dwHPECZBWqvIbwk2pVre6H3FVrrYdqyCRHBVSbkVR11ejmqnBZhFtrVW3iuBUjeIXD6yjp5fy2qM27K2S8i4x+rRpXSGEETB1Wo4p+A1zH7u8GmAG1yuONIso8iyt4F484a1O0yiub1yaJx4xWv8Pide5rZqjz2rA2LBg1GvmE58vKXG10Kn7hIpn73sSdJWOoqVCTc8puvSdPNkdceup77thmzwLbGhA7yl4GSbBMLUtrUUvZ+ckRz1H2l4zstnqjS2FLBGN0IUX2dttm89D5iXBXojdb8tewE5sCUHiygOsO1+Zy0hf0VrDVbJkgWxVVr/zsfU1mxYxsRQ4anf3tO9iSPV4SvyPFv0j/cdQVOpjw1pzubFWsp6RUtIFHI3r3s2z9QyOw3cOtLU19ux3fvr19//r97Y+vqmVnpe1kIalyMbNi5bJdbNtYim3bdnm5fj5u3/T+Xe/v9ut3/PI7+/LT9XKhFbPL3ykXu1xul8t7KbuZ3I+uwIUwShBdRbJCbDhi49LXNEabrWQRBzaHQZsZzUADC7EZStvxmBEu7znVtg1arsy1fjNS9WvDOafOiN7i5YofqfWT6dFSAUpaFOKRwyjRrFy2bbvceAPBUriVoo2AWSkjLB6h074WGuBgL5vVyDcvnxtrFvKjtt8fFM6q14m2NnqeTKVa9nns6jQEbDs1uvfIicpF6s588pzmtiUHr1E4M9rU1Es8Z4eWRif6uJWNVDM/G2n9KB9f7voZ0GyNhW3TuMRKWzSvX2YnuaF7n8vRB8VTMyUtMkf9Vtc5nMx5YGeVeg9bt1f0ZmUwD/04ts6nLlzLzkHNcKTMGuUhsiP2Fg14rUrG2Fw1AGz94d2KMLojZy9gdcnZLAUUYhPV3atX98O9HrW61+qxU2+FBNWjkMClKnePvklWqUpRSOC9W8ubi6xU4e2N4KJt8rZ9ZYjwlkVrlg/xazNUWHUdx6Gx43y4/DULupYs4DQ9GTrU5o+fVg7OsOay7VnCrsKdZyqWLoZ+Sc91IzYnXN5t6fwbrsxDqrr+/PavJBXq/2+0Ka1t02cuhEsvf1M6zYukcA3ItaAIbaapmiFld4AMQbh1854m22bmTQZZxLoiyqXW0W/UVlBajaYkJ3m5XD99/vzll19++vLlcrkYDXBvdbGhG4gnSnsk1NsDQaDLp49WDBZQX3uivN/oUjM0spMZKkaVXvSjWzGaaDB6KZsZDaUdWIteqCZPu39ROwQGVoZRaffFKUDvQImqR1I0B6rBCQnWT49Uo4FE7SdNhkiYtTU1mrHMiFY+oFBIFGWoOFy3o9bdUUk3gX54P5aHkxU8bIMVsLAUKxdevv7h3/7Vv/5f/89P//Lz5998/uV3P//y2y8///Ly8tOncinv76/ff739+rV+/47bjVIxQzErgFkxCF4dRCkvYfBoPmIb1srOGIY1oV1N2syiWwsqhaVwCzMrJywOjzj78RcBNBYXg2n40s8rIVo5Yk/SSlQ13L9EkM3gf25wrFUGtAveKSMQQwoAlG27XC6xWIWmh8sAs61EiDyEdbEoRTUzqhpQEDXZiFhv3wZhqUDt7mxRvPo08M+P7nGNq1qjhHKIuDAH0+mHsYQh16qA6Me2cEc4dyrzvuvqLs/Nu7Sp2sY2vP01RoF0RVhacctpA7oY0+vROip8J1rN4/Kxo3xyNn1p1G+A1sKOrfsonlmuqdrj1fuGs/2TVkmw7jHvKxTPhRa2qNK4tuzBGNdm6M61HPFpNTDPURQcNNXbB0zQxn5GBnUphnYoOezxooOTrssi1tuzVw7JGVq1qrVENosBd3ffD0mqtfvHyl1wP1QhqLrvrqP9DzUirrurRisYHNVr/BNUqrp7RXW5ww/UShdUK53VQNNeWVxkWLm5vOf21lZWju1Hzxpx0ZAnTRn7w7tI56zimTGXU8B/3DZnDxjrpnVrFeoMaqvHN3r+q7VgDNvaJf1mUnhHp0hNhZo8irhILy7+bmvcyMIEaGbt2wM2lkUjNSOR7SFurd6UBLZu6kKe3OJ7pozN4G9J3rk7wFK2JlslEJfLy+fPP//ml19+88sv15dr1C61/JqerdBcem6XP21PaDV/07E3tv6wGVthhU1g72toJk1LQ7gN16fZijQiOr25vtVdjq7+uwxte/9epcUeJWreXFFNqlGcBlPI2FMQdjTpewT/ooUHPSPWnts9mj3qMuQmFaAAF/JiuDL2BaQ3YylDjWLMigO67fj+9t3+WP4PbJey/XS9/PzT5ecv5eXl84Wq9Thut/1132/uO4Fidtl42Vhsi9YrmJWfeLmCWwlFMX31Ja9YeyEiV25m0elujJZ3niJUaPWlrSeiNyGRMrJWLtsnPr1AYmWY9jwzL061y++sJfqWLD5qJDm746n1TVo3djhHW7oVagSG26XGVtRmQniVtzsxQkpLNfPHkdIf7kJ77pIY057M1hux9Ei23/kG92ay8SK2PDemRcCp4ATS83auVVNgBmthhLdXpuSrxCWXRX6JjY+ArU4PsGYnGxQSMWYAACAASURBVB1ti1Gb9aLOMRgELvHBtVJL+v6uXkizB8wfChyW6JqmuH9mevfnnKu74osoe5gH2VrGf6rjVu9/eqjOj+C9hjc6moZJm+amC4imqi6amplbQentm+0IOFqBgmvUybbuLj+ivANVfjgO6WgjEFR3l/tx+FEleG3ls7cDXt39UK2o1Wpl3VGr6uH18PfX4/v3/ftuF9ebuf/Yr+JpJcfSPXFe8Jbn8Npj0BWj+RJCnSudHtqkhteUjw0ghvqMYu7WYUEr1rIFGMUK60462hdSk6RCTR5W6N5Oot50P27X6C8+tfP3zifiVFrqai7PkRErQGFbrgv7gt9y+mME4lhwZOOZ2XalTlsjDWa0sm0vLy8/ff7805cvl+t2229zmZoVoDOBMlqoDBFW0RJEM2uhliU13J/fTTZ4hCTjmaxWVmukxNq15KxzsqlIz1v03q4ZC7cxYpzdFN/ms7OO8HJk9qdCpZaJlGMAp9aYrnqNqjfV01ctA12zG86GeJLU5Cm5ERfwxfjSxwU091Wqdws5w2NGfsTe4IDjr8Ct6FJkvIzhtmGwgEqwmFkxuxYrl2K4bkLB9edqv7l+/qXwEgVq4aFYzktLbHXMzCxcChRd+lubrnOq5ZgDEkspthg/9QakZlh0Cnyx2+I0cda+31yLViMGrYljWyNc9CZRRo9+GwlhXBTqjNNYdBEuF5r1StWILDpHl4VmM+GPRrY9bjjv1dMM70QMffkHGhqodxGvXUZgtM2MuP/YEcxA5Rrwa/UmevbBljpXtrZICaotvB/l2TpVC2LpJ8HJI0vnni+14V1y9Y30MiRu3llYKnub0osExn3j1w90pPDUrQtPfzsHIOjUZfM4r0izPYsnQzAOIdle3YBqoN/FEhe1ztXpdmzfzub1fUCcQ5IfWvWxrXO55pVXjCV2VmMaxij98tZBEIZzTjjlgCrrHk1XUYHrkleHcLsd7goTQeyHeS31YD1U6/5+e/vj73+Vv++vvDhsqy7pTw76fWiaOH/jWAtGyx7vnac4dwFL7FWnybz+5JJuBgXnQHoMdoFV6LJdS9nkqMcR82dPG795npWaJBVq8pCEAspIRmM+dAhFf8do8UBvFT/7+YfwaeNOYmkutEJsFv1SWqYqCSQdy2BTGaLPJ5LcMKKUYiWq82LxtmF/Y8ZSOB8CFk8CMz5ETtmd4iU+sUaMgUlaLUOXsMmSvxw2XGE95WL4l46x1i082nv4UUbJYSFqS0E6R0tIb9FmKVi0fjfajjBIEbmO8W7RFK/hJs41HKUQ/eEF0zs2Quu2yoA4r1Ezp8j5qRkYGlqsZKvYWgEw6JTJ2pTvtqLTCd9aZaBBcKc7Xh3QrtvMNvdz64RobhvKzQzGQ3Z7+eWt6Le/fPr55WLdEdDIgmZPW4w0r6JBbopYb7x2IYox9j5Yhi62SsYY6FCWVoO55kT4+Tw/3pqHVysUlNpggdpKHjki5RotZvAe7mMPI871bWTvve0/bAwim1XSS88+w2fK2qC13tLbYvujMtNG19wPQnEfCNgp+Zq3Ac+l1zH4FmUdiIMRfO9Ruh5R9bU4j7yz1tGpwK6/vs8U930FZwSwRXFEJsuQ1X6Oeo3bVqujUX+5emo8GSWmy0gwzqx/FzOxk9Fw4F8KXh2LcMe5gKRXtdr5ZDjGZ9a9U0EvYvCujm1N3/eRaqvOmoFbLcW2o4e9QNXO3g4f7FjEkznovady8+Oij+8qEHW+7HKFS1XrMIxF1A6z5UKYFZSWBKc26mJLC1c7aq7LUeOVvB7ab1brxX2Tq9a311dZ/fr161GKSpGVqpYx+9hs6i5oassUlbU1cM7tXnV8310vl7PmWJmxNz11Kq4ndo1/t8F+NCNL2YDr9VMp27Efkh+1z1Y4nSeeDMmTVKjJ4x1uw7eoNZ+0uybkaeF0th/Pxa5c5a0YioUw2GYswwn1FKwRFVnFdT2DoY0bJbCV0txQh7G63N0BFCvbVmim1u/fPk4xW606zsNI2zPdHlbxVsPA06I9Wkki2rkmiUcwzArl6Es+Fl+pYux2pN2bk2Rhb+lpjQ7DKqrXDgBuBGN6N0CDjcR8+IZGEbCa98zQ+2y+LBBcbvcuKVo7qtpOnxYGL02hyojSZ6xalF85rU8nHOEBASiuTXLCi9UWOa4W9Wt8mWqI3YgyXqsWuUU+fOdeyn7cUFU0wkWtzc48XFBD0NP6hIf2P0ZA34pZ6cf3rnmhy70Z3bjPBvPspnlf6dKm+64DCpdenVNRoOaC1CKgFUt/ntEQWjV066jL7vu9ZmJl7aIZvjVRcoBFaLFXZ+jH4aOnInXpT1oaD0MkaBbt6M4tlot+munw4ZYcext3X/6Vhueb7swg749/79FqAnptNJpvY03JnF9IerSG8zm0My7cPqVj1NpypufbvCe1digfv+0R1jB7XXVn/39aNau6nWqPoo3Cm5OpiM8Q2V2nPVat4+eLklzGkt6Jzj7yYztpK53CccuVfcw3fXTAHQZh0ZHeLGnPxihaQhmjz47zBgcI1rYth6t3uDJkN7eWL6DLRv0GClS2uH29biwFzd6qstZSwK9Xv2wH4eH8cXQvqycaddbSzN4jNj/tZTb1HDcnnhQqlx0UnirgJS83BT5OXqqcvowl1oitbFYKSrleXgCG86z38bR9oWh3m7UnQ6rUVKjJQ1SAsxWjWd60fWjz9wwX/WnxZi2ug74nhdAK9WPvXFokVR8lv2ZESMtgoVlfGcaW7dkSdfoErGy2bTSTzu2RJ6upR+kdbQhaDb9b7QDWUBzPc6gUFewmMQZmRkSTd6+CmUQPvWmyNriFvcBII7AShax9kVABSytTrSF1RlZOPYkWpyBGoULNkzGGbrrQOnKdsDAvihJDjZaBux5UiFCJqY7y+EGQm7MAG2RqlktjAvm0NTCoTQVzyUI9FJU4VpuWMtdmfdDHkiomJclRgYpmNhXRXamPAm2RziiAAKuRxlJQCjfDVngxFItcI2t3sA+/XBUrLl+yk9ac0c8FbOcK4Ps8Xn8xSifJ1tcUmbHWUQIAgKUUmtyxH9UVWyeLMassG+iw0h1Ql6mnNNEMVYzpFa2YWjMAp55y6MPQW1j3Q8f+H9cBaNhpPTb4kE/mTrEH75du5RHXrJQ0uxs1JgGP0e1d2EV2Zvn79SHQimNbp3kPQq0mpmW0Rs+PCq1FgUIBK0epUssUrOpCPTm+CNY2qcHmYIL23aPSo8U1+zUUO8Wx3T3vfKg14n1u4V/PQBeTTwyJ7PzzOhlJtEekTrUOd17Nw/1XaHUcXM9yrzSYT7gY8KTRetU/GVsz3Enp6vmmqIwLr8jiNY/+oJVqXLxHXzR66Xgrb6n9HDrAS7lgc2k/doML2qGjmMxgdHkbf6qTosR9CTQXKxQ+i6FaH7yNuxcifhSfXZ01+jazB44jpN1KmtoOmUTZyrZtpWzlegF4e9+lQ364V8ygxjgz0rngPUmFmiwlVVCLSEKErPntR7k8+0jGyE41JdHHyITHyeme48nPf2q+/oD2c6ykTbDSYjhjtvXJU5G33XrztcLnxFrZJzdrhlbNEXCZR8ilkij6/HXuizVynSBli8mQmQ0/aro3K9OoC62xmdeaWlr8Xs3YGmlnqIwsjKS4CY7TpMVlunx/3C+lY22ZLMQmEarwiPBEE8TuQnVUiRt5beE8tZgFJOPTxG+4u5iq9RfbgA0tmDrDib0Jvu1NKnF05wY7jcS0MgLaPe5dxtLaImKt/bh1zNsGxHSoKP/thbPqk5NYyFihIjxTjBvNrETs1s1YUDZsrZC0egSs1vjonbvhcKvt3SMU7p2Leqc/5GPaVA9ULxZWstZfRFrhmFHpJMyKN/VWItY4Sk6sR82L0dtepvQpDzC0Yu4hcxaP3RE3/xu0UzSR4VzmM/UYUrOvv3NXjeM2jXaWeHIvqHTCfYadbJTWLpQQQUs3zxq81jo8cp4x6r4UoIdmW4nK0iY3M+9c61Y5fbrUp8ufI7KcA+XmBHphhoExRg171CkURIMQh2tX38Ss4cj56+eTDppAC8vXpQ0JM3Kr7myFu4jnrMu4q0fi6nO7lk1jjHlqG4Y1ZX+S0b3ge9lyL1GMOfuk7cztVNHbY+4E2Nod5xmpKkBkGFpuqT+F3aG4gmLAtVuLklf4rR4uVyk0uuT1wF1yfN133UVUx+TpNv14HZtoxDLfZbZd3hchD/epHimdArUbLluM8qahWCmlObuESLVi27ZtZbtcL6+vb6+39/39rR77UqnRnk7DoDr1SCrU5AcRFo1ZLVxdiR+2kifD1OUXd/mJcuf//9fpZrVYOiNGVy6Xy8WsxGjoqS9tvmGtx/oYwv2s5L/Jkv7/2ANjxqrKB4nb8Qy983e2Ztk9H7H1IVLD+8DA3Re6O5/Wz1shTCj9tz6HGZ2wsg7GOlVgPYkBzQk8ozUsKhhaGcP65aar5fKn940OhFn0cgFse6cSbRinr3y2pT8JVPIxbvpnnTaexsP3DPydb+WfflX7YRvO4821/rz9TS0Tu5cn9UEe0xZd+LQh5cFI9Vx+h8fw1o9u8B988R//wJN3eUjNEk/6kNDDqONorIE03lU4oNcd/W2fA48K6vGGhf52b8IPkt/PfnIGfaPzvmecz0WwD8GFRRBjjmI+3bz1FBpfOri8H/hu4MTaREBl89adVk8h+CpQ/ajuHx20/zfhnbUVbbMSxtdmKN1wpBQrpZSthNQ3s7JtW9lIeD3e38PhpDV0kkXMzqhUqMmfenx6e7qEA2Fkk1t8svQAahimR8v6xmFdrl4SoIj7WfOY4uNYDs21nWRRtCj1xVCE5IfowM2xm8FxCVXrrapzzjV1D3cakuAWE7O5jKta50tROi+6vSZBECqXirlu72MzltYS+d4ispEP82ZEPWdisTt2h2lBJKlRSE2vVuNZHmopl4iWJji7V2Kvhezu5CrwgmPjzahPPEbku581mNne4i7sEaVqVnuucotFYQ4wiEWhiodiMqqrCGW2bDFm0Iwpqui9X1yDL+ucFD143MdXrFGmEA6YBpZPvn2268+FBeUi7q3nWigsUUBocnM/zIEID5OyDQbaUTYvFpUkWykWlRJhXWujTJgPmnDUqvHUttu80FtT8uh2h6KAoIRpAs/LKN1bu7Sj+jFesdZ6HEdrpCPc5fvux16s4HrVhc2cn+wiiUaj2Wa2AZdub8nF5x6MiQUWdhn8sCFKP1xiW7mAerXdqfGYsc+ZxditMqSH57RWAMRs+ijMkLgG+1Cauem50vcc/fPZwKRhZ35f82h8cDMe4dLhXDE6nGZmZglykzNkyWEkNu6y+dF8ySf5Uq/YQ7OlwmKwqMKWRGrpiR7T7YfUxl3h0Hqzn12a2wUgYT+bAXSbqvsweQtY9udzmALEjqwi5kadutOawyxGke7dvqZV5HqzpWB3aNBogh1Nc64ZlWz3kmL8RkSSbQmIX2PLLPhDHJ1avpcDhgpgH1kXUuBN45rY3/H95nAvjLJ5Yd/3Llj1gw2OhvnByEpEtMObfX68X7iTzh65XtyB+eTnKGHtw6OstzzYVswY22NcSrFi2xbG2GwG2aVYacVQ9XbcXt9u7+/1ONDs8EoYoHpveI0PUL1WqaTlVCrU5DEwGtVxWBKZXDycrJedLw+wkXkU5b1NdPpR32VXTxGFJsP8YZfautyxFY+8uoXFsUei0Eq5lMtmW6waNuZ/nGZVkefOzCUst0wYacLkHLHT7FEYZU3jdU6b6RYLLP0x1pQcW89R775uaab75+o0T52NXE1dmcgprQm4yYsOQzUe0t5GrYBbMdC42QttB3cAMU1wlJ6uXQLzuC9r4KhVGG58o5NrOrduY7r9ErC6b2KF6nJstIbiRFk0y8fyYJtdLlth7x462VeLYy1ZGujuDEXL0hch3td43vfD4a6oDrjz/Yler375hkQ61/k1Gd2tpMLjMEo+RsMvpx0Y3FXrcezvx+39sl3rFtUorc0u+qYwbq1+m5lUF9tRDQ+zZuoN/jjWyD/3L7g0hggoZ4cpjVQsn8UvZ4XPXVqF6udewwnhPrViS0Csn/ulPJw90vm0pnbtlHGMlv84/ufaoYduqvH2vszMBGCLa4H1qnzj6UPOF9TwKOtCFnoyhRVct8e8D0W3K2Ubu+e1ChfT+njNUbUijV5w0yW3luj1gx2TetyU52DBjHTG8fQ127HaMNl6YdDG7gPjCp3PyObDPL7Cw1duX4oaEWqMrN3yEdsDbC0gr/U4jsNVz0Ui7SPrfnzp+j9bqjlGObLGs2PZStjM2sypxG23W0grJM3KZrStNIvmYrgUK1aKGcn2K7NwwHYB1b99+/b6+na73dwVcxG7n4HOK1NKkVSoyeNDPx5Yi/bUaSrpsjaQBGo9+qZ7zVK4aDJr65M7H3Kra4aQQ/g9VNVF+eFuPFAr5URFdW+OyPWo+1Gr+7axxQCaALl3YJz2PUuI5q7WDvezb3iXMnw2Myfar2VmMllrJGNzwEQbCE+xNH1qRzS3Rkz0bhB8a6VvUUtrDrIGwOXRTG/woqPg2HhsqvQDcnmNQVJgITdQm3HjVoEjoiYtuj3ey/tkmXgzW0cBcpou2JIInbb1o1eHXKWCn5YWnsx87v3KOTYfRkaGzMkK89H9HUnHXrYqKhqhXSPOEX1oY0hoqzxmhPFtuLzw7sr9uHazR3Diy7TCU568IEaQg+tbtsC5ppYhrWxlK+u3r9WPfSesqg/wIYxWSrFi4rQyGyu59RGWEe9vdavokZ8PTU//RF2B98758wWoft66RXE3kPI+yFRr21E/t4WsIwJ3uqm6eFrmyy6VBgLuDarYyi71EPTl82hwf4pYD052rXQ3a2A10W8Xr1oAb8jc3v7W3UrniMrlzFukNlC0eHvgbjSq1l0n20nE40CD5VbhdPjqyQgbPgnLZC9ruR/ANXaBLe8Q0X0T5jeY/ijPWOKbSz3y2fBjqs8x/jf+oE+oniHpxQKrv4E9lFgsdUl37Xo67wOH6T3kVFWbBe049v04drl/VEMhjYWgm8dwPOW4CP45y6zNmllE/6Jsh0K1QsQzJ7qgStkKuZVikWMktpgrE+4zpVhpAWMX/Dj22+3r16/vb2+oisw/IrnWFq8+k/puOmuSCjW5FxLnvFo47duD67FczfGlP3jszoBajhZk4hNBMBuMNPuUThtu0YxW2mzmaXrDY99fv7++vb4d+1Gu1+lnHhlvjQdTny73UAE2xp+2Z5vsSYAjHuRan+X3hi+zmGBpZOnJoBkumDaYeh7JIootg0kg0LlMXpehbqgX1At9ozbiSlSPIJ3XHvVzN6NiuKJhCQ3bWLdGA1ZrVIrj4cvUhd4EPWLoPvq4KVtWo8UToT35bVl51aNyfrcoR9eW1KZA9BGjU3fE0Jo+VCsOYwy3cpeLasbuNioh3D2c9q1bEjSXifV6c+kjowdxhrTWSQvtAu9DK06GFG3uYv9bK00RCNtlu16u76XQainbpVxrKcfJp7fbPTRPMhKyMXstDMBakY2NOCJjE8Ml0v9BcPEH97gNk89lY+maHqiGdQsJWwJUWow5x7sUwrux7vpOYzDGfQ01UNB2lTjH4R1zWoNryV08F6htvlpcerWPjyrkR8+2k5eQMEoTpqlGV3aavdUY4f14cQeoMmYd2LRu51oEylDbpKnNzvigtMqwWHasB2WN9z9ITa7/iZt5DMYbQelZ49Sy/Mt72+wNXZ88NkqOEBUEaw5hbtO11vaA6h5caq/hUTJDcdh6NDMTlD5WGB4lEmy75V7i6qehg1ETRKAYtOs4vB4f7MY0y1KGzluqvvrOeLH77UP+5kaoP6lbfKEwJKf1xqeYPMLI6QMhScMAb2s/08YZA6gxnPeot/fb2+vb29vbUT20Lkmv4dLFMTOtPxwK/tYVyUkq1P/PKdTRN9IG00e5Oouh9FxIN5aSTW96WEySnwmKh1mB5zXD5w7Y++SlaasTUqPrv7Yjxny+GMnjuH3//uuv3769vb5u12KFkptFozeXNlV1f0XdDTG/m+babQjaAbjLBXOE5UIAavleuh+TMyogWWjWrPCxJPh7bpBrXGXE6rrhpYBKWXW5Kmrd4C+GT5t9su1a7Lrpl+1Svdbjffd6c7zL3mu5ySpG1CuOZCVrlOyHb36oVJ/BkfDUicesxYCAOE9qsVYRHqm9XtTvOpdMYBmuQ5Rh7HOnedrORA6PmWVRwSVyj+mzbYxATK+CA3WEl4eYUbf76QOIdA6jrIbdc7fTxjKeXX6WqOW5B8IMcvcacx+fpZpHBUWvjDFrTr3Frtfrcb1u28bbrZSCy9Wvn/zYyVKsjGEG07+fUVEdhrgtKmazFHXtlKocJcIfxIN/2OPftymC388cxqpWY2+wDHmIgQ3TPsnXA2bdCoB41J2PH0eSLS5QS9HtnVcAHkcVn4LFQrflQmmlCBFx+0Fk+dy6d96T+xJZHvHLxapSbRYR58D1aU67Tpjqyq/Gs1EUoolPIw46ylYF+HRdPZtjjaMyvDSm/Vw3T+W8kc9PNjvn2FF6HSrP6Y6qUfU7ii2HoNezZjPNvcoyWc3HdK42Y9U5ngXN2qn0qEDzCRGrq0Uwz84VoNy9orrJC2WS6lH33eu+fJiPPPvJZX9DicazrB+VDKeCILbxGmjOxMWKMXI9ZWsN+jSS2kJLRs6/zwMvo0qnWebSa91vx/fvb9++f9v3Qx5LWDgJ1r7M2VJwhiXQkaRCTdagxdKMX5o1ab8JOapL+zjTsvUMmloAtdcJrEVpf3pE44gfqDss+QjhhYmVsU2zjFgpqvu+3/bbrR51ulRF6lem7vDfwn3RYCPvzv93IVH2R7NpRIjafFOBsmIgPfxQzcxtKaRn96FpA0hb2WaMs7S2NMG12JqMTClnBVKLtYY6oY0iWDnp9MNQL9BPZj9f7MvFPl/t04WfbIdqdTv8eHe9Hvh2w9uhVz9MNwqOEoEKzsnjNsdiqc+fb39pgommZqPTRJJWK5aIHz1oIeHkna6RHNQTsyACQnXs8Z5NxXfLnVGPQAv3qhZNseY8NdZ49KJNmTFS0W0ekynmu69dNt6/6J0kEfFYibCGNMYs1jhq8U2HBeZqnWuthR80blvZLmU04pnZZbv45eXUO0hro3bG3FwLpaixm5HW6Y2nCcP3Bu730UI+reMZ6QM/V4WuzfvG03mzJbM/HAAiMX0/4pP3Deu6i9tJz7IoXR+Ls3Pr+QzP05ut7vNsxeRqUmQNAj8UZDqW2LCmuML5qp2TwtbJzFq+UZ93JZ72Z3GXS+HW16Nkp/ioi6MMN3qv1lz5427LMGdKaX7ltrc86S6eZ9uew9p8eCZ3y7X1s2NptOoPLNej1rd+vPxOv96VOyyNqy1MH2OZDXLI4Gx9BOv9qW7GVenHFj7Yt5vvNz/2bnx39z1ngqjnPM7GvvPennMxIiZabEYirI2DC3/DaHpCMdu20nugMEqH+5zreOr0qdpytNHTOqq/ve/fvr9++/7d1UdjtKVuFGWcyyseTL6SVKjJzNQXcrM2atSI0kaiD0vBViW5nZ50cxZke3gJf34xjbqv4MgsT4tRFQPMR2u6AzArpVx6zQ/H8KaQE60C9Lw8jek3dxOnTrPO+1IzJxqOpv51gGqsC3OQCpplpvexqm1WAVXkkKmNel+WnIcElalXTNAYJW+Cu3ktOjboS+EvV/vdy+U3n+zLdbtuBv8ec7ldvtfj9eY/qb7Kv8Ne/XjVUXR9Y6m0KH1tk0QjGvoQN+we/LMESr3ZWS29fB+pXNfloX9nmE7rgID7ultwBx2lovi0ZQ2tHOntaUQ5hmw6EJMcFFaEs3evrRBgpC9LGYNke6pQel7Rco7I3Rd5LLleLYdsrUluxc8x7zEmgMIj9bfEfa2UUi4Rv46ceNm2UspaHjJKjxcvzDk9mL0SkC1rYT+ajfhRdHX1eyefRBfPsdX1NPe5ui3qeddk79JdV5J6ycgSK+0lh7PFfg6gH7NYdb954AfPjFlXGiE79i3EItvOT4FIOptB8lm6OsVXiT0Q13Br/0iCoXs5LEfUel/Qk/qKuJBnzmUNEksYLgE4215xuV9G3UCU7dp6fp9MmVqfyY9XPHlnT9Kf+QRW0xWt55B/IlypJdx8Gpc9Qr22RDWbghyWBHEr9wintHTWOSiZVx23ompUPfa63+qxKwY+31/qw/3aerMv1/pa9tbddq+F07KFf2krXo2IqbV2p65QCTNu8XMWzwCVoXZjcx85ILh7mA4AwlH9fT++v72/3d5v+x738Zy3YcVam8GPj3CSCjVZFFshN9qlD+G0hz7wMlulZ4p7eIvwlPb9aKW82+FzCZa0QBPbsPIesp0zFnG9Xr98+fnnL18+/fTpctl80SCh8E6TZPoz6gcGjMtwJ3H5BxqTGbWyRtfsWZZ1RpVxfvTGQmE074nyHvXw1psS3j4meQXc/LiofqL95rL9xU+f/uLl8vOVnwo3w84rcCNI1Yrbp23/VOu71++wb3796ge8yl5udj1a87fhbP04T1cPVmoZBbUEIKz3yY5H6TpF9t7Haz2lS/xiPddOQHQrXopiNGAvX2v9WuzDH3metqLzaY7fR1mrwwtGsHEdTBjiyu/DjqvYfOKJNt3UzkFj9W5+zrmpy29BxrCslvqvrX3LrHi70kSWUrZt26zN9T0VMvdLInrmlkLnGfUC/wZRlrWTnaeZUqt5LDXrwrWc4tMtOstzTxL+0V3ufIE8iYvq7g90aqL6WGxPJ85lHIc4SksX4RK7mtNzps9z63U6XAODZ62p+5GWy22ObgwHPbixkj2S2msxz0PMVu1s052Wmsn9maZZN1HxKKt3PWSrvFw+6J2H3qk18/Q41v0e8qRoR8hbp1z/qZb47qnf5zkzbtDeCjh96VryymFzTMmyiLSwvRx1N7iR7q5687pLFcujYXWd4TKsblqdFgAAIABJREFU7W5ds2Ur2IMbKKUr1CiSjV+0ECqt9BHfBms1pudNbVsb2Kfntv2MAMn3Wt/eb2+39/04+mXZbcp63yMdswZad84qSSrU5D6ShKvxpbcuTuOmdfJL644/Ja7ID5KmD5jRfbhD6yFTONcqk17M+gj2nr8jLtfLl19+/uU3v3z+8vlyuVSvUwfMyNbp1WYPMu/kSa8vWNt2YxLUbEMWFB1TWrJsowZ3CJklv0g4PIyXaGSVozIK65uX1WwmUczxcjgpejVVROf+jdqL18/Xy+8+vfy9T9vvrpcrVSQ6uW1Rq0p3YX+x90/b++7HZ9lLvdp+8VoreOhitMpCmMHDijRaUg44UNVmVEUTA1vVAr172dhYorVUC6hlZU9umsvqMpVkNLm3ylKNkTPOIlzEi8pmZpc+pDEMbMKtskJtpOoRGr5GSDqildbacZ1t1BPaIHCnt8LaZjXRlmQ7JyK7j6YWp625PDwdhxY9QuvEKQCzs5gw0ts8CSHuINGr4OoFrTFkzLZyMRaE2XdUdpe2J4zDasQVFEsvEI5q6DGI+HEW5fNOvCWHqKaQOdqMxo3g3SW0KSp0j0+dgqftYJqG+29zOLbFyz3GavF8XegxrLcOXdUUljwHd583hJ3FUdc6azL7tKced+WpG6lfsb0MVKMrv2VqMWY4d6/iKIxXOCE1O7LwT+1tcqqjHb1V1ci1akY45C3H/fi81JogX4YgzamnLZh+9+CcDvx6kpDvldtrfcu6YetzUHnnVTJqMZpR6jPXrDu3hmF0gPtT1K2ypB5NF+EWuq3Xu7SMVH/aVjm8XswvBVXCfpPvax4M9wH/uJEKrYw4u5mVUjZrTqZmtNgYGjbr859ait9mAyNRWpiGraxonbCr087b28wDiTHoWkf1131/vd3ej313iWXMZxwuC2wzCz32S5FjGa+cpEJNFuHYHx8X8motU21zJ3qqtLJzxIDn/FJvJ/iBSLVzqE3Wgg3TNSZqfcJYJwYcdZt4WSkvn1+un6/bpbS2VBMZbZI8JYC4PL4FaxVXmo3JXCJ1s7xvcXA0Vp/jEguXudwtqx3ZcePq3mhwHSLcKFlzATeFZFkHZDtAqlAHKWNl3akDutA3vBe9F9XPpt9df/qL4r81mBtQZJuVXaBUyZv0Bvm17F7eL1WGd+BywHeVV35yu7hi2rtRKGiO/HtIOsndpNJVXViWyo2Kag0tTU6RjrQ1EPMwG1v66AHbgwYuuAp1LbpEmfOGWq0Fu6L5Iko4FeGinTRZEcwKonOqdedE/KX1Y7i1hz2Nw1ySrX/dTpGfpeVDd/nSlow0LqOh1kHqsQ7acpW0wkJvw+ertb6iXsfoYbu2wWhWWGqbqtWXfGu1y6X5o0YWnxt5zHLw4a2LJRYFrPY5p6t+VahhyuXDPEpLaQ5CB3SNBYb3O3rTGlsl9+lEzn67GNNoPHlw8lQ78WTq5nIVYUwi7z2RM/rl0p8MCvP0oVDDknm5g6cn1LrHcgFDF88N7CKeukOdpr1aXcJdmn4CsD7uoXu/t5daa0M4Mw8g5EtM8l4XdheOdoPZdIvrkcIeI5i1GafCZZzNnwS/38b0b7j0p4Vtl62Vz+OLS/NQrgPEHs+PR4Cw7Wzr4qNg0px2AgCqURpjJLAZTR7HLAYumcxiS/piuF75DtAPeL3Lv00DFViMa6ZtZgWSVElspVy3y1YKe513Ka2oJgZBbVuzUW7Z/R5wDYU6z44vvX/dMnzYqrWbhSZYrf5+1Nf32+ux7/VwAFZgdjKRadvA2Dv7qDQWNMZ5JKlQkx8nBsm/wa2yepz8zUsOjCZVjYLDseqFn0exQtDdI/n70ec8B5x0/nAaP8C1yXOOiYocFesyrKXJay6Jv3NOGcMikefaVc4UbdOpkYuK5d1atrBvqB2qVt+uXn8ul98WfKFfvRqv4kXlRfjseKssMsoqtkrtVo7Nbp/sdbf9i/Ru5Rs+AZuj2GwTwGLyxdkx9XFf7PK9onNG5x6Es6f9XK/PQ73X3CbRPAVL2GxJpwM4mh5a6kzC8CJcwplLSGgOY9ePc+DDS6o7OD3/SZ3XwMfwndFc3n5hPrYcbL19HNnvOemHRrP7yoFuYzUniLdjF9PEZ2Gz3c9tXUqAI6r9TKHilNYdSQG61v42G//PMScOrF9/1T3rtcIx93Wt+osSgpCeYzybTjUVfpYY6j12/Kg04Vmu5fGiXf1Q+eRR0LeFRklRWWK9NTC2uj46FbtGExEn284Vo8Kp0OXeD7Zv64gnVQBnkdUSMzqr7e6mtl4qj4HJUwxRa2+/lhLis8f94oulx0qPJZqrsx0Df/DuS9XvGrmYth5jKvIYiLD25sb4ulD+3RpakXm/lHLRVsi7SPDyrLBZgdrS8da2EYatbKWUUko0ORlhzUYKzUZqFgDYWhJgNLM+cFBjJwUB4SfVAqhyb2EOCqjSXv12u72/32LAqRmXy5KP4eWx6UlSoSZ/Ms+/BECodRDfX+919NcTqYv584PYfVwAxqxKrQ4dT6QV18qxNiNxtFm0R6ot3otjAupakdZjOzRjFebAvDZBqeWIphU1l/lRrfmnp3jmCmS9QagVJvl4fglUVX23+v0T62/Kp99ejp+wl1q4vQibcLngpwNXoBxGlZ3cpRvrvpXXn8qrCm7abyxf+fnAp53XiDVzhLetAN7mtghqfuR9eR1t+kuWf3TN8MnQ++UE8QOTIc6MM6PdbdtKKcV4qhI++QLOwC1LKaVgMWLpMQ8ul6h48jO9W7kxQ7x9bECUhfnaPzf+DZ/FiLQMluwXR7EiV4yYMgLWjRRbwgFhURvFbGrdIuxaFm36YbcfDsFUaNabKsp5DCWGUU7LQd/l+vUDG6qlV7zlTNAMwjCaqNRcjO4qJ1s7FJftmQFOM3krD9ASWYuBv111+ey2a3nMUYGhXnpp91HRD58fOm17noZWlxTNEErdP7+EfyqpllfpxlVNP7WK8N75GPPcaC4nyzKjYvhNRSVL1K9Yb30q3W1qtsovHiNYp86OK66J+3vXifPck9V7oQ/favHs0+G49xC4j3HDzqH0Z0dUz270U/C39CBuf7L124RDm6oN02iS12u0D3bPOXSFOqxhClEkQIW8/l/svduSJEmSHXaOqnlk1qW7d2cvIMCFUAARvPD//4N8IYUC8AkEILKL2ZnpW1VGuJkePqiZuXlkVHXPYBbEUtKld7YqKzIzwi9mqkfPxf3JfYP7kMDZXW7YkEYNk78kl3oP6TIrZdu2zd2tAxz5X+ehkpn9lJyNxEwP3607oPio36cuEjECXvsdVZtue/18vb3cXva6Rxp8HMGw90XqMIDj22j/rUJ9O74ILB2C3FSh6BjAAQfP7Evo2hdqzl9dpJ4J+sPXhnLvqJMtNJ4EQiIigumibMO9vYXmiKz7TIlrFDuxoj25R9sImOQSDWiTcyopwo3pgmWDqNCRzq42vw+/ORxWDjnrkbYq0aDoGgRMkxwIBpeEaO36gvqpbHjnt/d+80jDn/dyg7nTBA9uwCY+ERtQYO4OK/tTq+8QT3jeuJMQXEj7henm3SkcNdQi4xe4zgFfb/xLffM1ptR56b23keFgBNKLZYWK4EkL1OEiJyJHzgRNVlhKMSt9HJciXKexMqYjw7A3FCfaugTtTnjrFT3hNSFhuXPmjHik4JwiePr/Gt1tsAYaRjC3ImCFTrRYaa899dS7veLYXft/AaRdRuJmjrRaFEcOu+H4gJoW+uoMHPLxBeEBoCJI9OxvtmGVkSQ5o8+BtS30Bv+CidXMvhx6/NPwmMOlX5NtamerqxmY1N8GH91L5/Dk+xjjA6E/5Gt3aDJTmd5tRR1sIww9v2nU39QQ2aunJ00yZhfzBOhAUJ2qO+kRxJwcsMfnsg13/FjhsrRuPY/N+8p1BFTxvty+x7Jp7NEGOonZuCD3x09oJ9nAA6jdjj5Hr7DS+1KVZ5R9RC2wrfZ0hy5KQBjZJELeXb+6kXbOQJLslGc0feccKlAxuxQvMKdsRuEdszAeGdyWQvwsUFM2GWZWSilpFnVUqJ3z7cZkBJ3vssG8RwiWE3wcIbgzz7cv4HUaygot4tri5Xp7ub1c97224BKNsrD0ed8wcJC+3+b7bxXq2/FglxnrfnJxkIy+Y3Vrd5Dkr+v4flWRuuaTfKGAnijIWhxJygQ5GwYAv/wZTwafM10bq/B1fmkoIZBZRRp99pxkEpFCgRTCz8HzCdU9JN4cSaYT3BmiaJNF3y6NgEvWpOsL2nXbrNgu3gKCuW0hD3hYfCqMUFOndzlRCKdRHqXUC6xEE9nogdKTd+Y+04OhQxHtcDs8PDcPX1vdJ3/OKu1uZKkvXLsjpZ0GtX6G3DJIy9OhywyWtdkItkrj69TeCk5jVzukmoGezcnAhWc/oBge4ZOFobuyhysbldPe/M6T6jzc73TFqQFin/RF60727h4Rda/7fquJneBA+iP5c+aIhnT+th7s4+wwWEJAud8nV7j02F56zykL4+ndjXRHTAkUH2jl1WGfQ9/T1UmHHxCTXgInlcYHXP09Hz/tIfmK/S+9TdajzpPp6InVfhL+81TzT9T2HhJ8MF9ZauKjFYnX+H0P8Mml7cTX5OGVNmUqI9Z1QfczkD6MtnjH9ZhcHfxmG4VmEkGy9IhR33Zv0VdTGgzR1ThX53KQq589eB7WY9BISYYmTf6oU7++qOKcLsslrODRTF8Lit9Py1l+1u/A0LFaE8ppufcGrntpDQxVzm6P2jqkr5ItM3UhNreNZjYR2VdJ2h1AJY3mPfgpL6C75Yy/ePokd7DDjoQ9ro5jy7aVF7fNiVJf9IeAH0foc7rIoUG14bbXl9vt5Xbb264e/8H7Pn25gYgTO+nteKtQ344vlpOcTV5KkrtpczeFW0EL/kpE9FcXqac1bpQWVfGaemQjhNX84DF2N/yTGzUflKjAY+Opkx3gsZUeIZMrgsFpj83VrWWiY5nIeRi659J59nHS+eeNytUZCIVXtFsl2uZ0j+BtdzW56bOhlES8pBKVqt4CkdBPcuzk1txajjGFAtIY503GEtWKFmoxFvtEzw2L+GCVCS/x4dT93PCI5NajsnVR5yjdALn4tyT0WczTw+FoHEymnjV5QPoJlRR3bxQYAwAfjrIUzUwLQWU67Y9MiDmkPSC9de+5v2XmbHWZ7ycjOVrM2zIQba+fX16u15dW66g2Yq+3fb8Vuqw7TyUnFYcTRHYYaZNDJdm6V0WYcTUR1p0MDquBSaFegcluQT98Bk4RYNOAXWTunZm9kY44GXFrB4VQJw34nWl79myIWY5jIFIaGbP5AWuE0V6zTPMq5BWQ7qf8Tb88eBFPLvp5h3i/+tThQkBn1s30DpZa9Im8hIWf3avn9T6md/zvYDF3l7hh/queDnWoM2MYWESOwjNTKksxwY4yfSnER5ttOC0793N2Lun2Gf3FR6XoytYB3E4Ppx4p8+8IOisiwDsgfulAh2Fe1pqHadI0jTjKUyoWV1hnh1G7ztTGHB9w9HDjzXAhLkYb4YPkYhnLubbSzLIeTXP9fBC8K/uTwz7HccaTluzeRPbQBWdo7SoWHPl0/S43ghbGViMi9hq3W73ebre9KoUGiS/3pm/x4OpTmoUwsaDeJzett+OtQn077uu1iOFKP/KjFTzmcfiaYfgD0tKf9LQ9slXlgiu4uTkfURZ+RTX+ZVvzP5KV8KUXfHWKfK7hPJltSA6gGxoFNhBhAtOsngrWwEtR6WaVAYvw1tQiDUEDYWPqW0zW+nUqgDEefoh4JcFe0rnxJzlJn/YyfensmJs7X11ZkrmL8axVP6tiOHUWnN6YmIXDrxUdnGdv61ah/6abIAMbc+ieSEy0ut9QLgxL5LWfaEsSXNgqGTn9wdYv5lfiFRb26o10SU+srdrBEj340lqCG3JL95HctRo36HVQ0JefpZXNPL+30Hpawf033rsnv4ot+uUneSnMf/nBtCWk/uxUco+82mTUDpAyXj25fN1dL+dkJrjqjENy+ckP7yn9uqXo9cPJJWVYX/8WfeVO1h+zFt7/DI7bqS1vZA3vPbc8PaWCwxBUg42dJ+pScBFLO7krL+4hPQcq3fdzvu+98xVgOdB3HtG+/JUwy8MpnKZjHjAX7WGk1QJ7bbf9VlvLpvFMaHk73irUt+NPr0n7/z9axWihQLLNDQij83B//Cd49jr+sbDDDnxrxpMOnllnI9Kk0F2F8jgR8tDUzMnK6ctHA7tu/iMlPq1PpxRqqm1e/ZbFIlozPmehx6nLdjUV6AnwGACFuRhBTyinBvaGGoqqYiEndkd1tAhHg+1CiC2AamxSA8IQYnOG9RmwCptz31F6isCCZ4bWwWBiqIMEPEwAX2ssuNhuH6XexBf5ev3X4T2UDpod3OCMdMzY2pAG5XKBqkhF+gZO4GQhoPV3Of8WK4S+RpQt2F+OCWJetOk2HwuS+rjXmfVFJxnP0F0ycnbfB45JsgVqSC3zG1WOfZVwMy9FaibZ6tk/Hb1zADosIBL58ePjTAreA6Z4QM5UlXAG2aSbLCHvFzrHnu3QBkG2FElxR494UMnonhc67i9fCDzgqXd8rM05Ey1f30N8WJiqn5AAPAneg5kSj+R6E0m2aQC1ROEFF0ru8qE1SKs8EwqxxGnmeLyvVOrmsuP21hGUNnPbl3T487v9SuXUrWbHmkKdx/2PpeJr2Uu8nv1/oSn7kmB/wTCXUpyvAHLTpCsEp+GG7gR/PdzADlx4zJRIEW62daPrxqGLXSDm9PhwmqeYcsj2hz/EMI1aPUwmW3fBzdcY3WN0tnSdOtRfPRE6E8icZIAhtoi91r3WFg2Am8NcSr9h8cQv5iHYxJuK/61CfTt+FRqRo60IRKCmUfrobQXHCk4J+xd9ejonyhYc7pf7by4W4pw2czzUuLkWOS32+vLT55efX/a/2LftuTXVGmXbANLC+HqWuJgHHiLNI/4J624xViob/t53EVgZudnT7nrxhBYRgyebEoZhViKGmHw8Tue8Lvyd8EJi1A6rKLDNaBd/f+OHl9sPv/vD7V98fMG3H56FrbWql3J5CsB4QQA10G7QEhXZwAaLtBQNtMaNNL9GMQD0pG4kxBfCXtFqMv4omOjdhrQbQhLpfd1nmBpbz6trfoRNcvW+XxN9xlRWJNv7548XfjTIHLoRQZiDYn93E3syohA3oCLdz/uQWwpEy18a3SgS2Ukp1ijGUX1yYdppBR+11qNj9qYHDc5SAmjM0PPrbh4REGj2/O5dC+21vdxe4OTmftlYi3sJsIDFjE8Fl0JzkyoAmoMl3WoJkgV0dyAcSU4FgIgYs8n+pV655olam0YlW+TkYSDJaEHUXokykBaUhsOSUQuEqZZ3xsyRvyt+MrR9ST0eGDaSdOK0AU/Gqzk1TmFr04u0P0NBsDH4igQ7/mr9KqVTqeBQHCOBzHTAEaM6/ndIzQRj0zLE1nhxJwNIw+QfneKJ0h+UA7KdScqZ2htaogvUB7mCggwjE4UdPIIxaO9SqjU26mCGH2ivXjuJqeu+bA5gMkp05BVjRhytiyrPrXX0rqy9dh/DAYIfy6QtdNjX6V9LiGuUtOkjDXkCSlI5ogeHaiRQdI53o5pAohAXgM5qahYX0MqF0WrdI5SWbRFBoLibF9LNi5dSfNvMitso+tu0OR3U6xwNDqHhvMbi/YSmc7i6szHWZ0Os08lYFmILvuzx+Xa73m57SDR6tifsp9x8uP6vpqqzZ18YRBH+VrG+Vahvx6vdd9G/EjSjLKaghCezmz/2p//yeIgP5kSzsEmXmOGKr9t+/fTp58+fP1+v1+d3FyzSJE6l7IMKaqyFo0LtjCm90tEcfTZw4jJOaDe5puk/w6lAOr9kxnEdviVgkvVPwS/Dbip6+lJ6oJiJfr22718+//QXT1FrwKOheIn2Yily7zrSm9pV2hUVqERla4pufp1BKgJCYSM7dnqUpzt2HIgOz0Pj8yXXr0zaXMXyp7B7LoosL1vZ3B00sp5+/Vo0HB71axRkt27AMIOZ/qHgna7nnr+3DAEWQOmhVZkewUpcQzb7LKHzs2urrTWabdtWykaamJ+0lO2ybZcuX0n3/q2YO4lWaxhhxkWXXPoHJnp5ynFPdlMhG3ik9eCI7nY2y0QNjyQcNOJ+FxpYQBEhZppVh06HKyd4hFwM9nGsxeE8M2m9bjMJYEReBc5JsOjGPIvz/0ps7SQ/H+qoaf1WumDs0bA+K7Fj/ch3wvsEowWmHTN3DcCYDoQyf4SjpetHmii15Zm2pW3qUiee7FGhIax8VU7aSA22AcZS97lZNpD5R4qZGA3xTFrWgxzZB5FiOshSBB4pXB9RWGN53E7PPw4L2HtZ3h2Iy4lE8lCPrvXvwV2h+q07bvpClB47DaOIsM6xP6D26VjKzmenk10kxVUvMD2jUkLfvcXEHmH3Gniej56WW0d3m1nvKQggQjVib3WvbW8tzR7MKCEipCBp5tk1aIIl0modcIza/lu22rfjrUL9/32x2oeglmz16GMRO4jcv2IU9WdAc/s+QbZo6SKeb0NA3W+fPv386fOn6/Ua7T2NZt5dwBkjGvCLhXgPqvoCy2FiRXdUMJIJ1WkpUznToI8c7XRNtT70naM4HETLvmWvv9EAZWJNkGEOuqHYHvrDT59/9/3T9VqfLw41RKC2iJvjHUS1FnGTXhgviCtRgZuiBtBgkXGC3VfFKBoYA7iCWQJAEXEqT08zL96N7YkzefNVhM1hFz4+tOb2dgiPWbaybW5Ow2py2ikAB4kgaanpyZWDNh7R2adZ80heOMv0H06JZznV4wd4TwbpM7mTUurVzRStQch3kt5nEtyM9OLec2Jp7mXbYt8uqC1bBaAHguf+BqNb6UGMPdWnWyOlTMo42KPuCaP2OMZJWj34uENaSApuCIEx+ahjKGy9BqHRATTVw2jscEUVu1D9zn+z3yABeCLk07Y+xUhMc91VLtM7h1P6Qy9i08XLhlPCHIb6VxaopVDpXA3P6Xy6xy78hIE9TnSWsbQYMezoNEYA7BAbpndpR3QXL/y5Ro0zyRG+tLAktZR4Oh4DpGtuv1/TkOpOsE+NIfIdn2Go7Fc2rAgjv+qCMs5L3I31Z7f4RQ25Vtf/IYqabYYNdZ4eZCMcHnww5JLYuQRTgTb51gbZyOxg+kxRpiZED2iT2Fq0ljakiujmgD2qtJv0Z6HqZiSlFmmXZlCm8EpH4henA8QUuI6OnOMpmHuCThjG6YR1RZ1qa7W21lpEk2RWSMss1M7h6ka6eR2mzOphFwzpDUN9q1Dfjgdr/wJT0YaMu0c0ruPxZYX5J0V2MbSwWKXxkva23/a9tSrJ6GaTGBbn5JUHdegx0v2qgOkrpfNY6xb9/0qmO+JJdLggkSl4ttf1ULdIjU5Go4zBjfb8FNv2ucY//vTzb7//wb/78PHpya1B11pR7D0iokXEjboiPlGfqBdgb0Rl2fkc2gCGmhBd70pOvTDogEUgotu65n9xoApnL/1B94T4Cq7hybdbOGxXD7u/UUsazbRtvm3uJraWe9NYuVNfoOnrlABiJ6CMlslmFJju0z6XSPMTTXb4KoxsgjEkJvRgi5fOFdUxOcVCKQuFwWiWKu7MtKExgZzOJR2c6WBgblmdr2ruDnaDxs4bZrcENqKMyFNw1YX1gcJ8cz6+qEMSnFczx8CmkZM0T5BNPwbYdKPo/ONjZpxMu25IvmJJw9WWg1vNVWCuGamFEUw0cnpwcnXAkp1LQGLol/rn9c/pKmHjIuu4sCSYb144PmryQXsJO+zMZjnbZW1LgegLVzVS1j2F2LOYmKdvVNkxZeyduiBgJld1eY11/emj4lJnOrxWeHRlhR+49WBYzjOuWRXPhE0bZ/vEucHM2sQrc6thb5GoqiZ0efQf6zew118HLTU9lw+f4mx4luKZMIO828vNNkHJD4tojKxQu4ubItg5CUEs6U/LkQZ0akkDENy7scJYtmf7fDKs6M/XzFAdsqi1OZuDjeHsK6GBtcW+t73V1o4r35cpsxlzMRLGeICpdyvrgs2+afnfKtS349H4UmuAkNsBipH3QNI/VYU6tdjTJ2i8tRCCZl7Ktm2LpUiqVXLlMS4Sma/DtJz+/brnA/T4pYUud4hYhpBGJ5UqdeRJjWiBXjLM+faaQcg1pZvsqm0yyOZoVlg+PNs3H69/2P7h8/U/f//Dh4/+YeP19nmLIAz6GRQZxoq4Ma7UDbED0ay8lMtn+3CL54ZSpVBQI9KKY2pLk7JCnVuYTXat7jJ+OK0i535ygiqnWa2dxo1HGPm8phLT29Q3mAdajMiZScSgBUENAkICi5M3Bi7RouQSxTClKL0gy9N6YIdZfsW4y7TmlJ8ehbM7wNyvTpyQ4YOLw2B24oSjRzEILVqLpoj0nqHgZu6eFuOlbGSAdKP3W0fePR5RkCa3RzHQuqfTwWU41dE8bjIBAevVfc/mSoIl3ByQ9YJOhdY6oqNhoX/Y9aoPoKm1QxuWm0d27gGkn+RQ6gKi3iHNf5rdjJbEL013Mz0oSu+au1AMWG7u8v0WitFNxzEPEU8ZTiQQChlzQqOlskvyaJahsyfhUpLqxG4fr0wtDWWvFprEZaflWaeCiuLB95klb+/t5knutFG9IkhMnPreEewMgh5vPW/aWOpfnowUhrnCCTCcy6JGDjRJ2H0awiqWPJY2O6b8PVgpjpXBuIT6rpa2TniT1Kgwgora9tv1mlOLZbIxGiNqdvo2XKkULaFbYZruj5KUJxPuY4TUJZqcWoFXG97BgEmbsKqoLWqtrTUlRYarWYdLWsDS9af2h2JC6iso+1aQvFWob8fjsUIcQ42R7qQDYzH7J+/sTgWjOpNy2Qu4XZ4/fPjmm4/fvHv3jt0SRmTJaSgf5XGffjiX38PzkGux8p5yzuV0PJgaj67dRnCj5TK5EpZWh+2xtlHUAAAgAElEQVTxa8QVLhl/NIqxEw2G8vxu++47fP/NP/zw2//wj9//xW+e339Lth+fY3/aSsgBUGGtqlXUKgUNwXKz7Ue8+yE+fNL7Zk+pcTOY04dHdcq6GIFoSubUiPY5jM+PMpSPSKh8LT22s9Ct4UQROETqdPhmXkDLEWtqjNR3muHNap3/INIJUxxaLLeRoY0ZfDqJcVwHdsYzErygWQMBxFeSNu+jP2cUsNCB8uP3Wi8HRjoMjNFaba22Jsgy4lRyL5s7iZzja4BBySVNFRShGaNm6yC4Gy905uVgn54MKnvVOnjlOVeNLqsZxdEI7uq3MNTi3j2VI09JtNyPNUKxCFnGKQzcPQ4p4hiADlrs6xN7CKpy/np4tfYxO8595gmOXe+2hYzRI0M7LHzI5DXWNJwz42fVMhRFfb5vw2hjNqMDY9ecla8ebXYAydBi5jX5qDrS6ZLvejB8jrp/Anu9YDpWnTvOyoT2Fj0il4JT5/g08JUd/T2Y+og9cdcTTNbp4TXIV4+IllU1Y6L6mpKj+J4NG2fllmHp/YebobGz9TPLg0Lb2/V2rcNjWK8kY9PU465hI+3hsKwzN0SdXM/yeWG6hkTcNa7Z3nYYWUIVWotaa+0A6gRLOAR/OnwephbxGOHd6bO0NNpvx1uF+nb88iCNODzbl3b9GKQ+fPb/DADqqWJYkqoFbGX78PGbb7/99t37d2bWB5k2pjAPG9BzkqCWTO27IpVrlTNSRCautA7y59T1mDnnCnuf4blWTg+BXaFT4UDJhtqd5eLvv333l3/z259//A9//8OH95td2l9/DJQWum3cTXA0RlNtqgKdtoW9u/r7H/D+D/HxZ72rvARNMpcZGBp6IvWk9drShWAiwa8yF+d+onVwvniGP7KbyS01DvwF41QCpBfbLsXLAD+GdWg/iUMgZbBBiwwt0fPdpJunLWnOH8HFOGwpVQdAxXvUlA9oHXPzH8FFp91YkGJurZwKly76GePEAcJlOehpWc9oZraVUtyzvurJYljjvIY0CjpycidtYHlDj5TU/ZOGDuZdbrotq+osutJrYxQaZcwqAodz6pT+jAJuKRaP+Ccd0o78TXbWHfKLHJ41I4kn7dThTdXvmdEmnxRB5ExEmjowHKlQxMhPZlfx63ytO9gZgx44m8ZYDPxXlZWOk9PBzxhFamh4EoyBiWXcXIctNbKLOANLMSJYyZG/jIW4vSyxq7CSp3V22iaNqrcDpXjtJn1vtX/+yhep+wtqwHOACe/q2PNqkQUnh6+J0YbrM/V4DLc8smAvENVdFPa9Xq97be2IEOPITD2K0ZmswekPeEpKuTfmh1Yd4bi9Rl7NfXBeJ/6MEX5IrUVtUVtrrWkRQGQsa8zlY+Y/H7XokXS3VqZLFOFbJfJWob4dj8pT6wy3XF/s3gBfrxeUu2or/rwdIIUWkUY5uXy4+9Pl6en5adtKej3NodPhevdK40IecgHdDbZmaNDIJHhEFehaHHGmLwHd/7IvQwYOGJB3UipMdf9ATDjiaTIpsSMoggNmDFB0v3z85i//xeefvv/Df/np//xPf6i4/a//5sNffdAl6nf8uUhPLawFgpKJpoYbyo94/sHe/aj3L3iuuDS4QOv5gp0dhV6eqrVQpAut6Tyi6rfArD65ip/4GkvuM+I+z5ytwLoFhiQ3K9v29PRUSoryxUwVIowMDvQqpmmtjknZmBh3AJUTJ+tRU5lFmye1T9Be81O6rdlSQPO+RxKm6v+IaV9IkwLaNGONFiTdPcXeUXfFDH3M7LPSleMBtUrSvVwuT1spiUvamHXaOFd+yFD+xEFE+tzGwMKbVBXWMcXwTpKLiWP5mFWom8VmiWxSxlT2qs+Qu29MXdEClB7N2N32flyjUedoaGPytjEeRZW6G+ZB3wO7US6OhOGTa2WcqrhJUujBRPmJsow8Rqhm6QdsPNJdc76Q/AYMZ4O8cY1swwiiu3WCeSqQiWL9pOXrCSol/BGy/KD9LXX0Ln+vlnqZQOv+IrJX4UxLm9RfEysGOsmTpxEQ75Jlv54jQt5bGXPBp7nEmPGAUU9Sw0kFntRp6008bLDGudwaI5bC2WVp+TvZ+fESxBbaa73ue404Kr5JpsJBDiIt+qnL5TyT26bX3IkrcWfKm3cRh2dgrKG7x3xAk0wdQkTkhKTfGEdgtklJnInFCOZg/vL+pJ+9Ut8oqG8V6tvxatA/R7uHMOl+On0GnP5cRsOrz6JWpz6dFe8GECkOygIlYz4tt9dMu5x54qul5QJqcg5f1sHUnWHKKhKfHs3Luk6K9Fh4YN0LdfgjsVuJjuS+mXXU5+XUYc3T34312lVBwRBhAsv23j7gb/72X9tt//1//c//+7//7W3/9O/+7t1ffVvMLk+QajyRXpz02spLLb+/lX+gfX/ZXsplt3fNnoBitBS8SOkjJkANbKHWkiI5Zqxn3p+0cgdtUB6ou31uXYV7gML8aYmBU0k2Tbn7ZXu+WCmSJMoRzqMePmbDUpChiBBi+E+OIoeH2CMWtlsv/MnzAHL+deFW4rhkX2jXvmhjrhNyg9TZG8QWNaKpta7kXfipJu1Ue2kNzdyeivuoEbkgSvm5Mqm8s0kHs3Gpek8x9K/fd5Nags9ACzVpj2hqCZ0mJGsD96yBERh8YHYHYDkQpTNQ3gMANK9MJ9sQsDbVT4MseVcdLVP3DilFB86HpBvdlHawMdf5MkW0vHc4ja66uanNfmnUtpMe2tnVvdyLDrKSVUzkd8pTBh1WZz/UDqLFfPPdoqrbWtpwjtPilkDIl5tGVIjWPUFpq13wWOQi3+pd/pZOf9bAeYV+L99NhwdEO/3u8KpS5deQhvliW3sP8vRdfB1pFsdPn5A/iZ4ELcKVbB3mA5K5T6Y7ZxAFIqK1iAJIUWvbb3urGSLDEd7SM1MHZoqVCjL7mfMJ5FJ4L0zuhSGt+42Ns5zVIThTSwl/qzFssCbd+uwfZUOPNtZPnYSXCzye3h5xCmR9O94q1LdjxTwG741H3vwfNcfvmSl/ZKDc3aB/AURIMytDLEtJKU5XNClAbV7AMuUb1rHCBTu4H7gPwIY6mQ0NizuN7l+9VZ4ioR6klehGCEZZ2jfNxbFLA6z0IbUBCjPvm2Nuj40DKUpIsPb5ERqwExKcxc0N4sW++83flbDrp9vv/v4//h///sfrp/3v/uX7f3z/4buLfUB8Z1bCYvdPN/tc/R/x7vvt/Ut5H/ggf1/5lB83B05NNFhKc1qgCooGpQel5cXH6brrYLyZ6RhFro1KP8O26I66arYbtsf0+zEA24b3l6ciR9QWhc1VASLtWkfRYwhA3T9MImgywoYvvTqMmtXv8LAnYYEAJkN0yqHy1I9Y8B4XPiU+XOLKssAmO4HkHpzs9viLiM4GFC6pqbUWrTGCEs1gwVChCZIp1BpE45PRRzaE04wOOEjjgFSRKQvRSa45CD6E3vry1AFtSpcUe7SX1naFRm68kwWs4MUM0i3CiGLmPYsiOyzlVllT3bJQOEMUnEdTq/EMyPolI8kNEFRHuZAscX0hRSd5NwbxUW7VWKCmHRpjVrq9zs47zAcTvcsTJcVUii2ZIGK6BigEg0W3O9AAL1MPpUGOTEo1aWiSsVuG9fuS3Tk17/q21JoiHJSlgZQG6plOtBw3zTyvg86gdgdy3mk5ZxElLG2D+JrfxEVyuvb6PHmy2JmXsTTwq8D/AQEsx/f316qflXkNcJSKWqgCR6IbUPpn5oSVA2rRWuhiAtu+1/1lr7UmRNpr5zHESEpAhBSi20gcLKMnsdF0kUcPe3yh07nHba/DmHZm1R1KzxjjgKbY216jCVw+afefppHq8YihaTjCOQvSZK/NPICxhuBNx/9Wob4dj6tE3RH0/jSUlH+Gd9IHcUfLm4922s6n/SQEc6NZX5sMI/T8QSAQF/V81+p2vX7HNh9mg6+edUTiYbp/s6GTnSoP68E1Ud2GV9PAIw7VPA3ep/AIMHJsyCdzESwXfPeX/9O//bf6+PTu7//Lf/rf/q+f/u//+PO/+tdPv/nw9Jt37z564a5aWaNwe/L33+ryHS7vsb0L96ywKTqtAQFKkVBuNLWWPo92l055dy1O1uKcW+KiwVh8LPtP66P2w71lFrPl8vT87r1fDHEjG+PW0ARvVDCiO31ajsqYtURef+tWDUN3sV5f6+X/MKxfrNOWz0SjpOGJOdwoxVe3ihTSzDgfzpvHVgJ10HH4OZmRrLW2iL22vbbWIi0HaqjVqtZIE+hINyqzHiK+BYPjM0/DKfS0BRxBSKmqMvDXPV+aSE+oKl5au7UKyMwNKMZNupBqTYC7CVtQTmNXPqlJoVZD0WPE+kh/F6oy7IqghdBCARlloKF1hHoxJ3NKcA1j15HoIz2YYi8mGpmVqSBg5kcNobCeRHQ0Ee6GaRc6zTaog1YLzuSqudQlwbmwq/7BaYN1P8KhUTroRMdg5TAAQMqs5lPhQOuaK+Y0wpb4tUGL1QBC08wZBgaPtNUzaWEhxK4qtEet/t0iaPft+kPuKR+rBg+yzJBMDVXT3d3oo5XFYSiW4jBTNmk9uVCTyypAmQ56NIx5kfsT11rs+1732psm4qxuxeQBxVJg4qhH+bW9TIItUd8LuHHaECbJuO9E6X56MM7Xm+EBqLOm1p24ZXOGc7zC3urTtwr17fhqcTlF2f7Hl5tLeguAr7mTHr/SviATbyEbY60+8runPeWa1D3yRrrzAytkSTOKaA4XgwuwMhJzesLMq2XezGJJJOrm6ifBGJexWo7yZLlz826/5Oov6gMYgZuxRKg1QHqKVgTnE5/47d+U7enD83d//f33v/v0+eff7fz0k//+s7/3cvHtsj2Xy/Pl/fvLh+/i8v7F/QXWBFFOeoChxsOuHMaIGq11QQ3OdAfgLEqZvqTnDWl9iXKMBaKMaMlxsRZhtVnZ3r3/+N1333zz/PEJF3y6XFtThNCkFoywyCos93qzERWpoSFy44zenhstp1RJsCw87BWpbnxUjlne8NAadvE4EZdntEx3lx++QbFu7Q2xwFSKUEvwJ9NxgxFxu13r7XbxIt8gGbrHuJsXsPU/czFxPaaOo0xJZu76oNhXSTtdDZj00z20R9SZfQC1FgKDrPseisu2AVbMAjLz5K3eWr3W2y6ZeTG3/IHQLWJXc+BibvQqNQWADX2EEerC5s5nRU+zPWlFsqTI5yFknp0J09vVmWZSOmJMaToVaJETVedrCFmHMW+SKNjfAM4GuqO3gVGhPqI/ChSijjvEYK0XzBlt2uWTcVjqdk/2XF3yNTEXK3bIbLqr2jEr6te6DcFcJ6bzsCBYaFhLU3j2d9IrXF2vuEunzJDFLfgLSoP7wtUOAdnRAa7fOXWExAHzjqadJo9uK4HBzJEjjWaRVOP01jdCinS/B9ha+7zvL/s1DUdHuWhYhnXLr7ujyNu6onEGB+i0bHEA6lq4vItj/0xETv9/tdpaqy3fIVePrnOMHiA9Rkzu/9hJMkYz3KcEvB1vFerb8dVm+r/LNz6udlskdEpAuWb1qYyZedozI1vZESu4VoGnFnZmDx2O1FNQydNYm+z63DGqOmWA0GBgKIxanMiHIN6Or/QBY09xmovoDFzhfM2x8Xiy8hQtjChiQNXcP3z74S++ffq7f/GX15/+8MPvf/+f/uFFajV2lW8uH8o3f6Hn9/X5fdsuu9kL296XfZiM84ParF/YmvY9gYDJl11HeLqvWVcaxhguLtvQEHsvAacHNS6dBikU2y6X9x8/fvubj3/1XMou+9xir3vT5wCaQk1SEBU0mIHqLvjsuGpPABrJUjnExcmcVlzNdF6t9foah3rRRZ2sKrWaMM09f+Z/RoyfutiIw7pvYm377eoevBgkzzt3ZEtk6OlUkyQ26UPytezycxAcX2cPruXpZPCiq+XGrtlCVINut/2GFrRiAhWghQS1iJd9/3S97oJt5anYZpRwk172uuvmZHV3ekgtRIBeDGqKmzTIswqgkKRjSuQT6lTMdJ3BeJ79cea4WmTQPL3b7w/uiNMHL0VD7DWq+2763x+qJC06CEPrlT6HwX4SdQaLlIdL6+penHVzExxoTA3TCCYaSWnscaZzFciSNz9IoM8uekjYSnOPRapvvfZFnIhOp2HWHEboi8AAZ6V4J3taRa+DwG1fG4DpiGg5u51wYKinO7ATgAaoHerknk7PTb+zbto/TBSkRKZ1P3mTMuyuNYE14nbbb7dbZKbUoI2AZ9OOV9uQVnOSQ755nMS+a8zrfuC2d6BrHxL1FjRabbVFixVu0L2p8ol2wwcAzHJO56d6KzzeKtS341dgmqep75/4Y+y//a04WXuu8aSXdhpPDsRoWByRD/T0FCM0m+HgTG1cP1uX6M+B8eiJzcylrBbPE/8xnMqxs3m3QV3yuNPakX0CnlhRzAWS00wnmVJHMRW7bg3VjJtvarjusUdUisXt4o1bff7o78q/+Vf/s+11u7Wya+MGu1S7vFipispoxemdSwgY4CINu5mrdZ1UqxG1qR1WU49MlxaDoQl+3QeFLmDfPDfUyaPpiMORFX//7Ye//Zu//ZsP7/HJ3umjXfda9anGD9f6w/V23UMdfe5ulKTBhl0qhpnjTKp5pRCZY1CceG9aM42ms4G+ABwtkYePq8AEPc1MQBfvAzQrZdu2i7vvtZHoWeGJhbYKBYxezLIOtZ7x4L08ncwQAtbpefe2icJXR/0pVArpBFvS1osioAIGVKACDawZRt/n+6ihq7ADu7IC3YWSlUcDXiIMalBhbyOtj8F1bfWltRZRjACC2MiQinWDgrzx8+01qTMLFUYYuJk3oACpyz6X3au22rKeaF1KD0+W+JJiOZwp1NvaXi0hzp10YInh6JPcGUNls5XVkQdBdPKM1sLRJIyMWY2Ks//TctpH95P6IcV5ptyTVEflY525OJ2wus2VnS1+MewF1gppdbbP+furzBXdG+2f6+KhOTw8fo+ByqsHJOawq8dPz/eVsVBoEdET8/rpN1BKajkleuLOnb0RrbWmSFeN277f9mtrba36phxz5GPkTOJ46ysYeZg6v3rij+Css0xKZ/u8XFaa1CJqTknGbdb9W3TfUeAU9rVsSQulanKd8YabvlWob8efOvf/H+nXKxALe0cg6Q72ifChdl7G0F+vt/mnfV7djcS/+O/ThZs6V4KPaK2dFQDsfbRmaMSLxc/77TP2KGoFv9luvunDO11kT7JoCFltbEIDwuBESSJjSy2qnCbZnt5BoVaj1YVk+2cCv2Nidq8s/gEITbqqvlx//uHT/qO167v32/PzE8yf6Nt1959+/vGnz7dbzRHa2jXp1a78R9w3d8S1w4tHPcnyT81xMet5tlkFbhdSatenz6XgegPgZtvl0q4bAlJkt8NCvLIStweglj2a3/5x44y1FOuAIgB3wBrQSmE7vY8GVOEmiLRtQ23IUrIbIgEcfw2lUrmBAnahhV6El4jUYxFs+YFbfLQV3EKVrq3VyEapGlmsXEp53tyBgKLWWms/XcZS3D1H+hEA5CB2qWbFJpINakWF9DCONra7ZZimPf76cGY7UJdTbL8CZz/qmi/5KTyuVB7dnis+ysdZWnc/NMk2+tJk3v642dbrhVG/tBTeF1Jx/rdYAN2xfkGZ60CBR6xuUvazvx9tQ6frJ3UrBtjZWux1/+pD+seaNB100LjHofGl8VFHvk+KUS4mU/hzOS2+galvFerb8et2+P+vnxVzn+ikW3EvrbWXl891rxHhThBeSk6CW9yOioSn7Onz6nraIKar5hHODXSP7SnNibhf1xMCyOQUOrzAm2AOOlBGamoaPWHgf0tkU4//DjBdtGY2IxMN2iNu1c142Sri9/Xzf739/Pv6abcaRc8AiWfHx+3pnT0/8flDKcW9hJGoisbUNhtN1ULSU4pgaMkFi73te21V6jnYdmAkPAbLKzawuK50Re1g9a2igjZG0ut9dJjeSPX66cff/f2nuHx+8kB7jucPvhFm9M3LZduqarAFEJVpFWQNFrLA9NVZ9t0Zr8ApRNPkb2gkIJxfjiV6PD2v7sx9unfmnYhKA5166BVB0klsvl2KF08N8GXbXNLt1q57lSKqKHO3kqGXSVjN1FMYzY7io0+NuRhfSr+qiRqNUP/siWYm75qUd0Ehm0TSSzH3OU5AYqhSS7G2IxQ5dc2c4eH+pAD3iHSByHT7FtoDgDn55BuAve4t4gX6kLgiKLJF7KFrtFtre6172929CLfW9uBT2SjV28t+q4rmZNlKagvN8uqbUHbpGu2a8q8ON8aTbQZroRpKirATzsOzPw4Qbrjuaw1x4DEu71ERq98d72oyYvizn/HU4a+adKD+CzktqLKphtryoGBkjDUtsP/IAdAJ0OvMVx35dydLKd5HkI4X3TfId0Xm6x7wwPa4lL9CNHW29zw/LWKY7GU2L4kCOsIQQguIMJOOsX62oKWBLfpvcdJM/XbqQrEaaq3VOnydiJBMERFMzJXeLVKH0YcedA5ckNdxlu79sogDLX6VIptceUXEMFsw73yDhVnRYXJp2Wx4N1Fc24K8D3nOBHmzRH2rUN8OPJhz/BP+fH05huoe7ZqrXjSZk2CtaYNqZl6j/fzp5z/88P1f/tW32/bejAqFmi0M0+mXf5a/2Knq7tofjrDKY6PqXiDTQHm1IsLwUewm9KakSrrDuluO04y2mbduVThsAbVWyskBMJsmgqSAtougkwwLcIeu0f5Qf/77H3/7//zwD//18w+30sozCbFwK/ZULu+wfat3/8u3//Kv3/2l+C5UYGaW5rECY3MAKrJG38jmtBqtRfJQE8U4EyDmdmXzfD2AGZe4qYWmptOCTy7OmNq28v75/fvLRe1Wr7Xxdr3+/Fv8nmbwIrDVUIhNFvL05cqfEFT0oPgRrDSVT9P0Oj0yp2mozj2WhgX7A/Tl/sPlvhGrBfoaTJCA/XwPfUjMCSANg3MzGs22bSsXVt3aTQoQfnHb3NzgnVA3AsxgYLG7RnGlOeuVB+WDz9OjGdT9wwhswGZOwmnFnTRJezR33zVM0rJ8koRoipZnnOTSFOTceVoUzVSkoKU1WI1AqBS7eIH0gro3qbXqzRfjnjELptzdzMxaxO12k2jmJG617TUIg1uhZYFpYzNv0HXff/r808/XFwHbU9nKxYnwAGNv9VpvtVUaL6VsPQ+5xSQZ0tET6knV4zZATNINAD9SKpbIoOEYv2rwR5bRZKIg2NmLa7/B4StH3RNFZx4ajxfnfPgYAo/f0svcOLBD4iC1390d/BWgqR6hsThFog7iZ76JNWY+hp3XaF/ZDRtoSSVHiKEjYnYsCMmHiNqiKqAwA8tMTcFUrkW0iBZNkzisyCJVis4BxipXOu0mK4F2qOfXT0+dCQwrIrtyMIT0tIplZtIxDI2gghk3rCnd4inM4pVEYrI+9JZ0+lahvh34hWn02GL/DB2cVjpg/lQfA577pYR4/NesNmptCPSxaKDW/ccff/jhD9///MNv3r97Som9mWf0zFKdcAodugzXeEagupnyKcwRU2kyzWhS+6KY+wPc00GFqlRlVJOcdENySMkPjU9ht2ZRWlBIqyFNk9nh6dczclSNFbHPoEmQxsgvtuvL7ecffv7dH77/7Y+ff6hPzas10gqfL/4TrFT+QONmtj3/tV22RDZpzchAAZxO6iaVaE9RdhhR94pavYU3lWBhH6MPtihewRCnCvso1r275+gAlqw1BtTRK2ZdEdWK+MTnJ3237e8MhRdFfdn31q3lgzQnSyJ/CIccuFEBVJhQTBbmKCylWcLV3AQEA2xN3YDVjWLjYCE2ZkyBHu8Dw6Kg71HRsWcg7cUHwZSnUa2lULxFKHjEwqQ3aESLWoNgIete6/VWW41OwLOwrANZIUe7mCUfI92aEkmdt2GXbdPAznFME6vz83vIjuucVXcJngrjgpoGoCXxUi+QaqBRZioS0VrgqkZajbhFq7UJcCsOSdFC1y52g5lt7j4esluNRm2bA040qEEQy0uD59OiSrDKXAahWFqE9GAo46WYEVEtrqZPqiVenv25Nt9vcsNlczrB1lmaYgR27S8RbVe8VPv4DmZmVsUWdRdemu37xma0dg0Vaxd/MV6q9msTZO7PH4u9tHhpAJpTjq1BNVox2+hm3DMPGBWoBhp5sYsxWz+2rghX+irXiOIFQCEakFRaM6vRyY2tj13ys1NDdEWwdV4tgpHU1QEWZpWL0MREfW39XEsPc0qRfcSN4nTj+rLL9enxCBtBeFnKtxSkicP4NmFFCI7u78x6CPJMYgugRQmUMTivQKAJMVJohSpUGFAMTQ1yGhWsYgTB2lTrp5doFcPXVbMm7ou0HR86Mz7QYACiqvrIADwYoGNQdjzPw1/gyHNeXKsEtAhFSwG/AND7qCX9a4dt6uGfRjvK+KyLQ3c81emRdbg2K1qr7TyvezveKtS3Yxku/JPMF/SLv/prg34zNzcyInIqiJ23277f9lar+2UMJ0MKwrikpoyw5nUJO4EX0gkAvH+na8rWtNnrc7phUM0um+dIxcnNI2NUGgbVcZ00d8Ajo4YOPIWWc14yaIRMCEXEvu/X68vtdo3YFYpQmKnipha7bI9q+PHjp8/vdm1y6yXuWR6jESqdq3t3GT2lwf/i5XqlqBj6aeguT3F6B4y09Pwdvm2Xiz9t5mxGh9GxHQFbPQY1oDoH93PW3YFeGkjzNEU1plMBz7SU19nWX8UcOypKzFblCFi6V58sp0FnGNY6q/UYItIyGLHW2lolYGYd3u67oobK4nS7cg0rW+CfxZn3lTvB+ZrZ4QBOJwtNlIzFWEgnA5k3gcLBIoiayvmWiq5oZqVYhzzbKJizzCmk0xwUWOtNaeJvFoLDotMOcxIRDqNZMS/0QjkpZEBApFeD0UgxDPRAdzeOsCoPYGNxglnIxU4zn3EAACAASURBVPBLJZ1mvrkX37bNWaxQ+Nzw076/yEm/FKNwq5Vo7YIn1x76vAsRly12sgm3oGTOViz2plttmzNcLt4afm4VuAJ7oRnt4izpTjVKzBY9HjZG0qaypA2JMKJFJC/bACdtGFQdzS4PcRU1cuWXhwtddDV5qoaTyy+P2fRqafHgYY4vMFFPnhXrt4SwZLLZ8GWy9Mpl3y1oWa7BkJLMASE2zbWvk6bERUzP/NfBBBVT4idrZHaGQ7fXou51qcP5eGkarnND0zY/3hAj3c93Dhrx8clPU6Rjj1AozbCGk+t87O6b9tebGs/uEFzNdH/lEvV2vFWob8f/oKXzWChGCyx3u1yenp6etsvmpXhxHFr97uHTE9qP+FbejUwfVskaaBqXEOUHS9er6rt7o6hn0ph5elRl0QzZUu0cY++5xI+113JG6D0vBbnxRWv77Xa9XmvdcwZMo5WsfgahryAUsIEGJl5LI7sHToy8x4gIZEJ5ZrfrKK6HRuGYNeprA+XD6fR+MxwKiY6mUGiBKG6Xp6fnd8++uXQLhRlK8QTG+gYyTLdDAQrFJjQya8cU7loGc2Mp8DgNWLnWeWcT8i+JoiYf5OCBrQ4yd31Uj7klbVJHTvYRWYjykI1z+GNVMzc6Z2A5/7i+8BcUIcf0YczfjVasJPvBMyxg1D2FdCuVRwi98u4xN5D0zXxGrSd9hYAjLrRi7mSaqt6gAhUijMU86QFKeDlktGLbs9uT0chCNqGKmcXek0hpYIhmZgE2MegpsKn0AiBCVNigOsICFuWyl22PJD5GBK7i571WtufyXMwg24O1mUUxQ0PZW5i8wQMCCuQRdAPA1nS7IUoYbQdebvjh5ZN5M6ulOMRL8OKlkBdzijfhWqNGuNmTFxcktIhPES+tbYQnPkoa7YlmMIF7xDXiFgiocI2eoAaLg5hxuL2txOg0J1R6GFMoAjjVtCcXjV8DEzzUcVGw1q2dDbJBWGdK9XNRM8FyNhDTZBgBBShagq9BNOt9Zl91kB6CCDCGoZ+kyFFKepFFKBS1tdpamxxUroZuy0pkC63rsTXH4ANj8YSgJlqKo80eZnMjXK3P9mMGKEhfxDS+dG4f1awHGXYhp9kbB/WtQn07/pnivDTzsm3ffPz2m4/fvHv37MXNegQ6wAwKxYROe9U5DEnttGoPw3xiZakvGtQ4pv4PEpzvqpvpw2o0d+9r5RqhN6JzFuJYL01GhLdledjjkZrGREu11n2v0SqfYZ5lkWBgwxwxd06UG8MY4syKyq9Hz5ysiApGKFpE7REEKwi5ZOacKruzIurAG3k6cxPCY9eojB1LDBR/erc9v9u8MFprqkDQi414rYMGrCkhGb82pqlYX8Q5K7/FjHxZ6LkGyN/hnbi3kdKyZ00XMC23Ee6Q1MFGJQdbbtA4F/xLvVQtpWyXixQQa5Kp3czdS/F0Rh1vuIOrEaOMHG8rrTJ/GWcZd31H4pRYY4ryBBQOCFdwklYAlFS6z4B5aLOSSVLJB/CgRwDc+rtyQYUl0VBtxUNmvBAyU5SavECBataCZk/uT+STWzI/qlSDJeQRYqMzB5wImDvTGMrK5jSzzUoxOGEMH+7EVaiyamUvlxrqYR2jU3XYk+m5+6BePtemwB4yXkAZnXSgGjdGz8Bi9oJVoFURwWtlu8Xl3ebmBG77jlbtYqUUgFW4NXyq8XLbixnfbRnhsQc+1/bT9VrcSq+8sTndDfA99HmPn+teaQTe9YBp6ggXIGfa86SliMZu+C+IsIelpTKz/lSUnl65BsaflUBcte3HmB+ubqPR/8vOU+D4kqxFckxTetZ6/Bm79WvWrqMUk7FBTZk939PpxR701f1xW1BJBMgwU9W91b2uvmk9VY6chlP3MDCJBQ04dIN3H5I4OZjN8pbLOVWfWqXn8Sv/hvvifsSFa1lnTp18XtAFyD31z28aqbcK9e34Z1eXHg+40bbt8v7Dx48fPzw/P/sQb7YWxhFjijtd9uAtpWV46G4h4Kqy5zHaMVDWbbR5HJjL4xwFj+JJJNy8Y6h3Qx+9Ruy6/XpwiB66iWOqMMROWWAI0RoU5mw+w8sTHwPD6AhqhMHTWobEDyZBVr05yyVaIEJtz+Qqw4Og91WxcYQcjUjRiQEf4MS6fww3GRvAT76VQPHLu7I9wz3QmhBdMj/aiIx8HSCJ9fzUQ6aQ0pN7k24e7JRThboSz5bN4BDPnYpUTb/9AZHqlxgOCTwbIqLTDEFLw4QBugBwN2ILRbSamvgE2t3Nixej2xIxPszBj2SjL4wOvwTo2ySAHwGVlk1AzyzrvmcwWGZUxZB1rEPP3tORlIpZiQBYzAGUMCFKakQAbFsVaFbyeSheUXrBG3Ra8fK8bU/GJ2OnZQQ3YFNsrVY2MSBxrx6+2aUYnHRzFDhZzArpJkd4n5EyWqRpvnsR5MRmBUQLOQBEQVzMDV4NtyBbhDdHoWTcOiFHHk0KI7b5QBuLmYWKpI2XD0/vt4JArS8/tdavXINVaRdvwZc9CuP5EsV8M+7y6377dL09PT2pGMG2t9Yat83NblF/vLVPdWcpF2OICpmXjpYexQtHRO/QVI4U2dGxZXaXzlnViwVHDpI6v6D3f/zC/Gjpfk4PVmjmNlFJUshIEtCZPPwjki9HL2EhspGRKHxKUAMAGk1US8YIYtqTxp0LK4AmNHWoNth27Ufk6RyRzCiogXFGRATd4hio2+xgT/J53isf7kn3I64kjqVg1K4jXWKgDfeF/QQ+dFDEVsqGfsVe93a8Vahvxz+HI4uskbmeA60IBUn3dPsUD6Xrr/DpkHAXnkS8jgOZ5ddc24769Bgi91JJMzMgX2l0G/4zfGCSNy2457ckGzG3kA6mQkL0ynKGQQ8d92kQlUp3YG/t1mrdmgY+Qc1gdKYCPr2sAqo16i5VQgZR9740S1TiOE/T+npNmzrZTy+4xWKF0xd3GuyC8gzbKiwFF1rhWCwe/2bmhNi4RCmMCE2u3cKBCg0RiB5Bnsdn0YGhLu7ZSwOhM43tflQ6o3ePG0E84SUhxZHY3U39jZaXOCKgMCSP06YWj7yjtpz4bb9y41oSvnHYHJBOURTCFvP1obhij2FajBx0iMJJytTJDBd3ADsZonfwj76VqhS3W8K0u3kP0zVC8XR5et6e3pkKwU4cxgY8kU0yqbWaV5fmz24XgowCNNUAapOn4wU1coTopCks6ga68cm4kcov9vxMSGxgbRE9UKAQtGhAhTbAJUVtSMYISLRkRLh5VESIKBd/ujgqCnAVKGxCacItaoscZJRQ7LVFKSGKlxbXCG52uXgReGsvrQapS0EN7C2i6bLhQrsYnrr/ByJPll5Zuqf+jhPh5qmPxsxwumeRcrG9wvn/lh++MPKPQsqWYYitVWFSi21Opkk5NYvJrDjJJsrgZGFPCgjNpLesSAOzqO0d6dIIq5uO9iDUplrrTDbtBgzrMpiCIykUpnP3yr7o4SQ26Hlg9663B7hxDpW7q12XhnfZT84u/MOb4ZH/iQ4W1SQe4IELw9vxVqG+Hf+DV6gxMLU5cY/WauqlIlrIHMWMMZMmF23JWCcw1DD6dSPSA0McOc46GlyurM0VpNUoUM1yQAf9yqnNrBkMaYZqWblkTvMAhjusKimOuG/05HLhpbZr3Xcl8EGXgdFGqWpJCjDAWKtut7bvLSoQDriWBv8OFNAo38Q1SHSYND7QIyW9cO4KSojG3Lensj0TfgvJurZkbhmz3J6VX8wR/nAs7SW6dS6qzcl4DAG7Hl7NWWXj4OndY6gTVjm2pbO91Pn1Zja19hktRamllG/f614zBdNoYmvRWtsjAkJePKc73WFQ49nR7MH9skaC/tKdlOchDlsf2HDPnPb188MaCVggplfkGO92917LjHggPUWfEkOlNbWefgQ4vXbfpSQS8OJeI4ZbG949XS5eLhbZaXWFWymxbda0A9VhUi2+87IVdzQomqF6GwWIDUHjMCu2LLtjI+RwhiTQN8PF/RYRwi2gaPteQzD3J3cPbahqDc1RHC0Qu18u7oVIg7NWDA6raogqibRupErKtvAt4BH1VlttMvqlbKqt7jWenpoIFmMp3D5sT09la8LnuO0tohDFDOZNFtpghdzMiiNo6J5JQRkVXWI2A65EO9dKk78b4+bvnMlTGXU21l1nDz2SlzgHyZ/D7qdJHgfNJ+ZD0n2fLMNj2WCNrAGHWiahCRhBVmbsqOm6Uo73lTCvJkcm17SW3HWhqtVWa+1ZggkZaEyuRoWn6Wix+nVwaYD5qtXEYVq38gMWl4CFozocsk7962m8pzvOUF46vs4t0eEc091deM5JeMNR3yrUt+Ofy4S/+2YrqzXrCXxj/LWgm4HVhW6dw55ESoCtqvrVPKh/zWbE96usZK446KQPLI04efLKvrNlna84+QrgUOgcYTErszUFOaNOjRgaJACe6IoCuEXcImQGNwtaWOc1CMxEQVBAUBHa932/pRNOmqHey1qn8asWnbBWR/Beup6H4ey70pz29+xI2rZtT+8uT++cpY2seGnuLzMCaJzekGQ9jH3sa+q3AXkKwD2yuh5cqRPB4mu6hpXBuVzDx6+nGWutaU2VxNgAAO37fr1e932XZGYG7Hvcbrfr7eok4AYUczcrdKdjXMzlrvsz7FBcnGjTzH6A0G2OZjluo3GNkux4EPImhlbGVLUw+cVWe46oAjIaM90gdSQGwXzOqunvihtVmFRPmUR3bkbaxbYd2k0mBPwqNxNQDc4nlu2pRRRncRZjTv/z2jdoc2vum1QpxS7Jtudno54un2u0YN0bIhC6uD8Xu1hx7s9Fe5NaRTPVarG7bQTUpNgt6oYoYCM3g2+4FAE7okkNXnJu06R9r7XJ3DcrQbX9msZjCmOwhJ7Mn833HGW0ZFY7EQjFXmttO3UTTbwcFIskjZukmBNsdt+A0EAPD+d8UIQprZ5C54Biu7M4PruJdKv5zvtGGp4MxDQvvp9uxEhjPI5YJQtw+oHQBbNUeE0wQIAoY7e4YN4mGgbQYy0lI8lIMR65UFdKSQrVPVprJ3Tz/nY/BuS6HwVxKh55lzE48dd1yr9SUU9hhNO9JdYFhqdsEo12chqkzskKBj91AViVYC5OcQxv1qhvFerb8YV5+rnB/e/4u4HHoulSygzwkGCpRDYbmFcWf3MC3T8EH6xgOYY8+6FyTkP5ANPUOpTXXSXWOZQr4paL7aAyRt+s4bCJFj5K4lwqwQQSRqWd2XqyIckZ1fkokcY4tljyaxX7td1u3uDshpvdyBqQSn54AcBe2/Xa6i1UobRB5WC6zc8+L0qHQe/BluWqEStBbi7bQ2QREJ3laXv++Pzu/baVK1BJsVNgx1rNySHoo+jp1z2qWIViWEKmfGFQVfmgmBwlJx8O8sYNf0ocP/llPRSPzCtnLnShmfnh3h8RtdbamroHbtTWbvvtdrtt7jQKHf7Nl+P/Ze9duyS5jSRtM3cgsqqbTYqandnZ/f8/bi+zK40kdlVGwN3eDwDiklVNUZdXRzxbcSRK7K5rZgTgcDd7DDnzT/n+WH9Y4YCfAxE8PEyn8S3RE0ANiKPNhBzva7J3TKf8YX4LHoLIGSHlPAPWSAzuRKdC6ixPGEZDWZ+gA4YcBe2oq1DcSCteN+SWQSDkLghBWKFX909iZhrlTM7h8mSQmjmXKinvaJlJpZuq+5P5zfS69vchFjd3LK7C5oinmyOjqUVAilJULAtSSmcWS2e6ZfFYvG1o2V6ke2SaVkOpUHHbGnvKFi3cPKA1IiJppXt9XHQNfrPDnDIWsgjHPZtAZxrcTjffrmu0U6e/W6hsvH3cY9U4XuSc42advspZnw2Ak1dFwboXTTpl7s1DKNWZ0jxnF/cimYJ1wL0CGZ5yjZCwpMu8gSk1cFOnpKqKFiaCcC+W6DP+KVQnUv2QhMzxWyMlBbqZKhGprbVt267Pd6+rOXkaBx1jAqdyeFM586ZPU4WHiIJvJRZMDf1RM75teF4H/Pvf7xR/nTiFZ5rdcIlxrE55/o74Ox1TP66PCvXj+rtVqWcLy3WrTutDsMS5jZDTvQ9g21ISTZzDIjPjO4Spd+qNE/BvH6XvE8+xlehYrEe9kMjMTEPSpF0e1wOPBChCPVaq/+sG7FBWDs/DgclzoO0CySYb/QaCnj0QcCJfUuleUEYJ3JIFSGcRuL38Kb7+DuuPjOcw30KWdIYUarQlo3cm/d70cs/tDkXPATJOYZbpGMUB6q/oyaIxipXZStk7rDr1XZGgCO/dVDGhdPjnevu+Pj2jeAqtGIoWEoFIFhhtABJlk+bam3PeeZB7/8V9dpNPXXSYJp8fp4159JfmRO1bc3GbiPy9DNzleOegmuFZMcPAitlZgdo/u3v0zUmnkgmEskktM5SlIjL61NaMqRUI6ObwUchNIJj3ZFKzh5z1d0UjU3bSB6SJ7k03nvr9ewo6JARsSwSSChvdNnNjf+WbEFLP60214akCYgh9CfVxrwwyZPfEJdhAgQ6l1FJNcsPNSgw7cwB5YiTBCDdA5rQNaApnGlDtiURVQg53ZwLZY4ETCMisVtWFrbkl9B2qcenqDwBb5Odia11+ur9+3RQMFAlpSNJu1c08IjLjtvjT87IY3ZCis66rWAK4GzfD19b++Puf/kRzpW5mt4LFCZnEWpfq0Zlna4BkSxk8mURWc1lpKPftFVAxVsKBpiT5vDx9ef50My3Eza0fnBOjJTmE09lH5IMocvKY6wg6Q5Lyk/08hRx3jHm/o6ad30foA1NM2TiaXj1Ww3V0FK3RF56uyzeB0tJaZ7p+arkoBdudRBvZuMSA2aVLhAslSg1DY25e0hZkLzc1jkakiAAcqJIpmZ24KiQ24qW1l/W1Jy0ftWZH7vZ5hrt7Ib0r2CG2FnamzT1SUMcr2HUUh4Vs1P87am+UpzNEijTzqybgjLECL9J6cj8eEzqFbh2phBi7nib4hRDwUZx+VKgf1z/pdYbszE7SjmnvlBGb016al57BaMaIvNSQ32ou/exfHaGmbyuAB/v/DgZJPTilsNdtR0NxNAJh73JOzp3b3Y0Fo+XgkdK6SXySpY5+s01HEtVattaaIggUsxwWBFJMRA9aCYUU0ceMEdHFbPzWOHuPOnkr4XpT5mn23CzniGvAsojittTytMy8+rws8KmhexzUAeTZMsW8COgwA2J2u9rkeB70q1/AZBoOqhMGH3vj8A144UEvIAEZQbKUQjIyMhJk8ZIlay2llM1aHrGUBFncd3mhG0oppZQM7LCwR3gl/7oniA/T0Me2EBADpJvKcMBY4GZi5pA2tt4bHlGUVtwvPjiM+77Xi32aEJ3JMKTRk9EToNLMNLzXvWzeAQKDqCb2llmAqOYFMHbtZceKGeG9Fp5ESqNYrbSRpnlm+rKQW3Ytz61U3zIDEYlqZiyE3xypovExHcyBhDmWrRi7Gyydz4vZrdSOjTLQzG5Gi4zFVJZqqG6WKc8NGwpUKBqMCrV1XeHtvr0CudyW51uppsxWtaWyKhfzxViHNqIDr3pUFUxIO1Ys0x53NHEWxxjolIgHx8WSj0E0Hg+HdVd9drXP6WR+edZPLcWE2zycQ0KmZXDbGOmR3pq16IP42YEvbmvQZvIUgUwzQSqylJkMLPSeeDAz0nrEQ69IZy5bDK9hZA9yCp3FRjrPCk50D/DKpNtFVvOJIB4ZLnPgjt2AcDEtncVcU8v6MJa56gd4dV+djLi68v1P/8NjmMYPs9RHhfpx/VokBz2eqQcKHZ2zzGiti9DVDUVmJjOnO0+VKHGdzvPsY+UpJvmhTjy7oInTP2ccSD9N9x7G6AboAL/MWtZmIXs0/HTZP3jy55xKdENISLNhtLHemh094sNJPn6NJjNQ2HK7b/c1t8ZIenYazJCoDalZEzMRgW3LFgBcKhrqvneby+/WrnrwBuixeNVpbU8x6X57rt99qkuV26DPzCG8XWSu0jkb24009XBYm8nxPm1S3sdkO98AQiZ2P1u/CYyZB2xUZ4BCr3VOZKfDkndYbR8NEJr3yGDeuAPIGPNr97LU21LuK9cgSNZSbsstoxEZMbo2tdRSl1JqQGZ+6t5jFwjiGm36F5eqs6n28D4mGNA9c4vW21/0aK0ZEOZOCyiQ6O4kwsTIdABgJ/Z3UlNTS4zecO6CAvS2sbbM0GxxyR29+YwYw4Ru0c5UD5BUyxBkoE/vHicQg6OagQPq6Fwx1azYIoYsB9zeOiwhKCcLVY234vfQPRhE9Woc2kqb+GCCvVmXQq3IUjqXrhluqDd/MnOaky4aUEJqGU4NvRFN0h1LzSiL05HS3bFle/npdy1lwFLr59vy+VaYaqZKbQi1e9Kj+iaW07HcgZAE2cgpnTTlfrI5ZhfjyGD7gWuoNfoQAhgdT+7gsDzfA+MR3AtTgg4JCEzD/n4fjaFIyiK4rlzXsrUaeWutbhta9M4tYTIXPc2SDFrCg7UtVDrUW7ZZ3AZvmj2JbORO9QyqfY3V5HJsrd23dW3baSUfzv3zwjwr0vF33Us3IuoeMc6XNsFZsTRPoHwT7XIWsh4AmdNadfm4h0WUbyrad3VD7+jAPq6PCvXj+ie5HpqUuxwHPINUACAihknltGZlBHCwzx9Mqm+GPX92xTh/ktF0bvud1zZMW8+pMuhQdB7yVe0AkgvrxXBSibFv3t25H3NzGDSgi1pqxohy0F3H+tdarO2+ar2z3WGl716zqE0IsEhFWiRb9J2sCEWyY7M7Z52cum7nFOtvSiWu/z6nYQJRb/7dd8t3n6zybgoHyxQ89tbR5Mnum+/BQ52N4/2/M/Fy75E8imH7z32oKHfhsi4ejuN9PJPMiXcycN+qPzkDugYLbY7+0TXDPnQDIMxLKbWU2rbXVAJ0My/eq2yZnQiv+hv3qNlUPnIsd459nh6B3QvWj34b2KYm0ZG9CJNkUHGvp5ZRDsI6DblGu2esscVQVlix6kZJIbXMJhmBNChv5n2qi0y36oZIdDysGQBtmQEsxj22x8BUKGKeTvxwTlKT/JoTmmFGGhgSCScc6ZIpoDAIXqsVDKnDyIMwUslqJijEOi3hORrd5fPyOcfvbgnrip+g43BdZgp1KTd/srL0peD5tz+sP3xOsGV0NnKlk2rIZfEn3bAqlGukDMGRg0BC/eeHHPtwnyeE59CZpHYE3nip+kpj6AKk4bqXEL293ZfNK5v++uTuDdvCWaD1c4dTDnPI0YroW9TXtdzXZdueI58ikMKWjOzaVpqlWaNtsA222YKFeC4mExCiJXwYAzvpeYy28whf2k/BBBmZ67a2bT0X1Nq1WJcIOdKsp6V2SuGMaR3mJ+NJ0kBet5ohV30TVPKONugNn/DP2CrHYirim4Mo7ri3DyDqR4X6cf2KuqnvjMNTPad+3bbtGZUD9tOzcv7Bj7edeOeXQsHmMo8jRZRvKzqe4HinPzthnic/yM7ToLfiACChpnbHesfW4Am36wsZqRSa0AIRfSrvf8cjxqm6vb5Gjvpkz5/8VkBtTIzxrf7Gb/dzf3ESkkIPTNr3YxH/gluHNHdGaxr6jZ8fCGRka9Eio/dnetv13Efnm5ibv+NGRR6iiamB3u9TBw1qHXLuAKBNuUmQnEc0w4V2JAVyVa7ZNmUnuvbtv9v7mtRbXikoZY67tEZrbVNErVFKFax1XJyS4BqRyC0Y96yKWyl1WRIZ0WjVWa7oddHHQDzGT26EgwTa+BgllEQa4IAbn+hC7+z2eXI/Q4gwQwe8sYdr9nJYZNHAZoHWCRQOuA8Iwpg1E7Ww+SIhBhwBm3nLDLMRN0C0zM1kixV/Wm+lN5iLmR0JUdTpQGj7oeLdJ+3Cgc/T5II7mKQzUNqoUDVjj8/PwJ5vsn8rn7440IplOLIQhXDKwCrUlEf6FiViSViIIQt1wb2BSTXkmvkqGglrbNFasNAoKuGECD9pnh5/W+34qZDWbWtt/Ys2jZ/5E337U/TOK73H//3Ny+MxL5sqAv3Zn+vj+qhQP65/2upUUMp5IlVPFt/99fWPf/zDTz99/fLludRiJJcCQL0ROcZhF57l9Uz8UFHazzSlcE7BnopMu8Q74wERchCmjtRTTsq7qN2fTe5BfFNya+zuG+7FiwE2IKlXpSJPR3cjoKb20l5ftIYvLF56MGFGBlK5KRMeyXXDuilidwQdPNK9k3hlhV61CXqnB4AzUbXXEplAwJpX3p759Myngt7QGuKHVEIy07tFInniTGEXyXFGQu700GEsI2fYFXdyE6UJ3dndX28BrhP+qcffKA+LxPFPG/s30wyReYSi08gejdjn151PvrX19fXry+tP1Q2g+0g6NWig+508ppEDSvO3VKjH506CZBdD+DA17/eWdaVCCqkUkCka+/x9Jrmq3+vlaNz3If62ReSO1+isKhqmiqBphgYT91SlIlvb1ti2BaqAaC0UmWZO+D1ai3BpzXYDmlDpcGyZig0tCSe9uPtMbQ1Fok0qlpxymrECmYocupodttWb9fDZE9Uu4lQOlFsXbSPRa2upQ/lpbt2GrwTlvaTrSvjeSle/nUGpAqF0AsW7qTwlIheyGgVrXrf0HBWi+ivf37cm9d9OE8Rx4mpM3MIEGe3nrhid5AOrl2BITWg6ZckfoZ868tZGqRujPCUmZb83mc0hN420U7r1KDTzSiuQKR1yjL5vj7gT0XW7DBrAhEUycgulpZGIWYFzh1yRZXT/M6GMbFtHB0fE1ratbaeD1jmimTPpirubqWtJ5vHqbcV5CEL7MeOyjusEBzmGNrPLfekJnB40TiU+f+64O7xUY2V785fix5j/o0L9uH6t184OkXRf7//5hz/84T//8Nt/+VKqyfydwf7bEJW3I5sDv88DKTW19/qZqc2BNR2lxVW69Iiv4kEj5Km8HF8kpvZwhHoOK5GkoMKInj9EEKJSOZkApz4zQbXcftpeX7bXYKxwYAAAIABJREFUxk/djdA1uoQQCUL0Fnxd475F5CyBL26Jdw7058T7qdQU9yQq7ek0fbdOOwCrAcbydHv+vCw3K4Y+hOX+j5MN4ciR3X0N02q1k6dmalenNY23aed+Homsx291hCy9h0vlGBvrkQZ2iEzmYYlXB16XwU0GgHBiMr5Fkw1+fg+pLaW4u+/a3wTdjil/DvP0G67FLzvUPR6T9vfTJh195zCkZNOtcrqRLu//RDukxt4PAJG6Z08DtmqdyE5p2KL7V45hnmGXPDZgy2xSaHDPpQwNdSnBgDcgCKtOgKUG/L69vrx+jWSmQeZWa70ttZRCIrZsLbb+JhlYbPFSn8yLjYSKBBK5SWtCika5J5FET1U1wozWQMFzd6ooB5sLCcuxT7E4ZYo+52+JUDpIM516zP22HqdpwslALylpBoNEs4R7Z2YwlcNtBnRBbnR5A0C6FLgsant9s7cZGZkROfxP6uLaYVxrmSnFAfnPPTp67+XNxveo4EtvAZOdapuEENHfMZqx0KvX2yJ/Lk+3bVu2zTMsmmd2eUADEpkQNerVOktoP97us8xmntvZs80SCimk6NlsI5wlGk7BLYezcP6/nY9NM0ZH/lIThco9Su3as9yVYpcYtv1ZmPIV856ypgnGuCbuHcMjvUvb18/OaU6YmQ9W/0eF+nH9SqvTXdbZ97bAtq7rtu75oaOhpnds+GeB/cMSMHy81wKGOu/xf37+y2P/GGWTHZ954f1PPN9o9fFaPU+8NgdzMAcRdVg6hsQQqV1Hd/rGPdwFuW6vr+01S4MtfZGnuRGCrBCN29bu921rkXOl5zXI9EGKpVPwKd4qFfSmiqIE9e6cJHM8Py1fvnx+elqMqySKCMF75iZDl7KfM67qsZt+qvtOxwNM99T+8lzAC3PfecA4PFaivNJcRx2mnysEO6b3IIhGkIyI6F1VHfGMdK+15nLrtRxauNnO8lUklKcWMPB3GvHvXq5TlY2Th4zzRKH3ga96OL1c3vhQf6OSsEoOI04Hs4uZVDKH1sWOiqqjTedrm71ySaRiy2ykgTJL4g5bM+4RL6mWY3htQk21piKJbYvWonV0MAW3rEValupdBmwJtcDa4p4ZwitQhcJ04OZu6WYs5ilbEy2in34io1OQzBzdmAXGEMPTMCcPNO2Z8urle0JsvdTkiIUiYPTobIMBN5UOQ33H+MeIAdPgdnXJBPVG1HO+MXSsbF1sqj0iVQopx9EIOBPLCCInze0c06H+/ZzWe6gCtk4AyDRM5AHNWbIM0poJCGTP25LEXLsBPzjDfc2QRdlmHoARPuItxvITo7re0UzCfJFC2TJjJl1zsu/njX0+5u+C5B4hi1O/84JMPsFnZ/90npKvi8ClUdqJW9njBvhukdrfjyOLWedw6vMh/3zqPX4YXk2Z+uinflSoH9c/ssT8q65MuM8huvZ+ZCllWZZarBYvXjNycJrjKkc/OOdvd+C+sjPBOoe8J3/rfuQ+KJs68Xtit+K80XaJNIkpcx9TQzoPOMGp6L5EnOyH+RQzGcnsS62Di5mzpExb+IKY7Uc6shrBJLCYq72+vHz9vL3e8JJCyGFgETxtBXgnv7bW1tCaSE8e7tUj3epBdMXryPmMt7mQxid2EQawGQzpSq95+96//8Gf6yqslaVk9I1NhgDjTT2mPahTHY9DwBCBQGY6TUazAK3vbRyTXAKM3T4F0Kxvejamz9rVF49tThpP769GW27PDsV7DCv1E848Gx2urQwpsjd40ui1PD3dXJmRm5DZ0qwUN4PRVpCgw4w7KuiUtjVhlgT/urI1TzLZuZmLA/M+VNIpOgohh1EgwoFkAm4zZMjMnQOYa0TB2uaxJsDIDA0dpiAyBzoWXumFMGgFRacjSGSEtKUguMHovWxNcBPRE4r6uN3czA2LoYasiQK2iFC8RmvCYgYqU7y350bvFm6iiWvaS8RPLV/XrTU5dFv8qboZAoAjkhLu0V5e1nXtTWEmNjjrbamwJ8Pa01ORa2yEqtlicvN+GM4R3bHLzbEYIxM8Dj+LlRS3zJgzZCM7Ygk9qUmjaakpwxBm5scQlYozv+0aTjeH8dPlI3SUKEJ8c9PmEMjAHCgGp6CkhA72QgELWVIdipGT7hxAZvTQLZjLM5ceppxZm6xn2XZxSrZmCCfgGUBLp7YFjQazBjQBziA1GMdIMfuMwglFKpSBlInIaBHbunaj/94yxYmqm8qc1IiHp2RIpAcGZL6u4+kfySjH2Ozt8RXnwnEk++mcP7iz+LtZljlWreuXOCCGPCXjHGWypuv3tLJ+VKcfFerH9dBrxCWD5O9bnP6VX7NPdvfxb0LKJFnr8vnz5y9fvrs93cw8o7cc2zfc0IfaUNes5lka2ujE6cFOejpCv/8lT3Xbrh2dGsmBP+kj7SMF5vBZ7x6qS2PSgDnrF4mgAZVW6AShdHpyzAUhwE2D7E1mrvfXNe/hGS2bBNK7og4peRPva2z3zNYhL4cgDQdu5RKdiJ3/ooQehF3nX+cUBj67vXQsn+t3v3n67rtS/E5lMS9Kw24559Gbndhq7T1T6komHNzFnslwyCy0a4VP2zYPwtT5UHI6JZzm+JfW1JF6emF+8wzAlx3/mp2rSjPTUDFeOtxmbh7mY2+ERBZz7+a+joAd0UvfSrf5y57it3/y0H7GSDsb75+TMDroO/ifjNFmU4eeGQeXq58f3Pq0nCAio0VkJrxwzFdHfXlAazEwYdPEjcxUhEiH20AdzZEzlZnd4L9B2RMF5AFLoAhGNKkBJKobYWFobYvUmlGzl2xMWNISDFmmzA1WB2aBwFACsKVet3h92QSHoekOzxt1q4sLK+w1s7Xtvq5W/Lk6IScS7LCtLSNnYi/BT6oJ9Q5upiKjmvphYOaN7Pf7DI46z1h01KiHvZJXCMP+VqoDCZI4Hicdin36rlE/nYqdGOancfLRSJbOhpHc1UnM6lRSDMmGissLLYlAa3GPZq3ltrrSiEIZYF2BZNP3pTH8CiqJZhZEGMN60IkaEOhihH5EG3nIyGTKQGRma5cu8qDLndKhx1I6j2CPo68TbVg/v0vxvAjo3VnexeJ5BjWryzbe7mF/aSPnAWvzcX1UqB/XP+m1y4N6AQAgMiXUWr/77rsv339x92ihlBCCdkozTn2td9Dl16ozM7sZmbvG6bAvXHd3Hqh+vVcfkGbWI/iOsqcLSB8dWtqnS5wcFI54VidlsEwlmEYWWIUV0HoPc1pfewJN/4ESiFBb7629pm2wG2hJWiYVgU3JCL3e27q17EFV5DHF10WTNdKNvsmXem9ofvoDJ5WNC5bvb5+/X5YndmIXQcptBq10pmnbC3ZdgndPTrOcyV5iVwfAMaiR3D96ni1O4zR+c4OYxP6fu/2udIiLe8zMdHq51LudhJSprqDbCa0ZERFthvX0LKWBdJ3q2zeBuH8nb++5sB4xmoAbqxkyc9Q97M1vGwY2N2aIAozpNKesZ6kTBBwsRutnKWVGsDUmjGbVU0ypgyS40ybZP6UXSBw4p950J7rbPSQzOeEcCN+UVmVkkklkigS6UamlAFXqk3uhr7Kf1qm/hIrQyaza0z7csDyx+AjuZO7DgKQHvKl16/mWyC20rTJzlLtwT7y+rvf7vT7fipdifUaCNWONtmaLPq7vb5uxuhmyKV/adt/WxUst1kM3rLPrem7YoTU+OoId6fqgnNa3Cx3uM+5xj5KPpDgU8uT6MQc90yI9YerC9j6NMMHDKorD2MfqOb1cJGGwAg8ZAwqgs5VzRGwoDYmUjTNuPybMkCjmahmOIBq5kaAbtAGDNzDuTQ2NT6ZJLiq6rvV4ebCTsd+WjzgN2nAOVnl8AU/7woNRk+MYrF1j8bMPo07e0T+DCHnr3J07CWcaMD+I/R8V6sf1a7tSKWj3xwBy82W53W5PmWpbG/bnngL+pgv7MKU99Yn1btE1eCs9Q1x5mW2fTs7c/aKXAtZG5qqdh+QnH5XeYx0dIzkJM5iQna6YBArKglJkIx2Kx6gpBZ+7YwrZtnV9ednuwWe6pwwaETXZcou8r+vWogvtZsb39cfT2d7PhyX6/ZLuvC0SSVUpmf7kTz88PX029wY1ZEJOGbvXy0Gl0fluKMBFvaXzrG2GN8xs8R1wymsHgsQlDltvdojLuO305vLnj0xQZj52OzIzWrRo27ZtLWaFmm1r6/2+rSsJwcy8W6X2RtAlkffRsvX3m5DMV8DJxQzuPiUKfXu0QXZlSkaLHAR4Nxbr/bbQPMQtZokBU4tJK3KStOBQTJwgPV2TajYc9ZZKmbrUtZh3jaMDThaDE05Tn/UnemxRtw85rRJGBQJIAwpVyEj2ysJmOnv/GUIZygYlDbBNVnKS7CkyEkzWZAlLemUlWstoATTpnlyF18Rr09qEDVvh4kXgFvF1bfdtbUiYaDTKzJtQYJvyHvGnbf26vi7FP6E+WS1mHBoO5X4XZuaBHxnues4Qin6KMjH32c6eGTLZ+v0UTtL2XGXBOIpcAzsroqvRLdMibWvemodM8ExmQ8hSgjUrW/W1uBlZPc2iWI/fqlCVqlShgixUMRRHCVHJ3NQRFpwjcaeIrMiKVnR33Qs2sBk2poGApZQKoRH9dex61F7TpqfUIls7BYvyJDSfiurOkTAD++FH16r1oI1eny5dH/Y9QeW0RJCPM6Vzp+FogOuRsnoa58x+7Hgw+PaDuNO2PsrTjwr14/pVdlPHIPViSxqRyTm7l3zoZ/78MAWXJeRhXSGHSUKHt//UFj2qutM62eeik08yDT0crJ9vFA4n5N6x9F3AogYW82LF4MpTT3dfGoVTrFLeX1//8PL1vnz5XF2bKWmgWBq0ZbyurTWNwM+ZvPWOCOvcFdAJ5zfDTbW3InBKuz5aQXLH8vn2+TdPT59g3KgcAd9J9rxu7CPlWUYe2gWdo8i15ziNyMeZcbonWc/J6AAkjYhrzZkcj6SwN4Pvd+Jw+c1J+/wpDqM9zXpwU2a21tq2tbZFawD6MWXb1vv9HutaisPN3K0Dmq4eOJxI4Hth97f3Uc/0/v7vvSVPw4wyYk52khECM91NwRYSwGKDlNHdTTZ+VEsbmPU01EIRXgrMW/erSzHnvUPsAnbvfD/I1d5LJY3eCw8bPehIwpyACrGQsKOJX0zVZFDhyFnt+te1tVRU1pvZjVap3egWQBBpJBTI6H29zg3AmGSHkP0buWUO8jzIVbqnWgpW6JHiveXiNCv31OuqtaUVL+a9sC7uTiMssm0Za8aaoVBx3qw+nGdNO6MuTiXQ8G7mvBuIa37GsUboBLEY6fKOYRHLUfJwYsC4kIzGdbP75murLUrLIpVESaGFZSgR7mv1e7HVrRWolna7hReal1TdWl2jtCit1bYtEct0RSk7GCxD7NMsGdPQKqJqK1idm3MT4yR4mCiNC0qfSmVixDSHIk5zHJ4YHv1383m26tOv3IFR3Nfn/UGYw6rzYI2XMT+vmaWXI+Njeunb2cdFF/Rew/UUSXVqrOIEc/u4PirUj+tXcpkd5m71sdgUa/XZKaAOvbYCc2T8kn7Sdd3p2XhzO5+yV3Rod4+N7LlENOvyvD6dNR1C1X3BHMuNjZaRwaybTUY6zKHwn/uKzVV09CyNmvJ7kibS3NyLeaH7Do9569/hgIPi9eX++z/98acffvxhMQbVLMVUNm33rd3X1to0cPdvrEl0/Ebz+VjMdRE9vFEtjL9wEEiv/vx5+f7L7dMNbs2ZBbDoX88MmcMWdNBmcSnY9yyYzltM6djBJtUg5uh/d+2POnZSlUZ5q1OU7TtF6nt7DMnMeLdIPYoMM4Fpg3E4pvsxCAxuLjFatNYyWnHr4RJuQ6lsnXlku4o1//4nu1Mhvh8qOlXAL+9cxwsgBJk7lOouK7oN8pp2Fka3nsDVtTfOCQ4wma1JF4kOWsJO+Q33rr08nGWWo0UoeM81lnqF0x8Lh+pR5VpmR1aEIZ/d7tEEbZlAW1siY6nl2fFkMsseDDFEF9abjMlrWTKmEBmJDDWl2FrLjWNVQSK3zBSsuKsmuEVsmU5r8iYTSqlPz0tdiEJVs6YA0KSWglisUBnZVbnWVZ+cCJHoS05ftngYQo+Hb7aDeYR7dCDA6SQ+jzoSHHQwrUMGcriyBEpLS7Zma6trq1vcWtYtPdJDJWSZjKAQjM25Olby7mrVt+WedaF7gXkLW8O2raz30lpp4ZkdUNCDnzdmon9HC3qjmqM5wpDuab7ngA2vIfT2zN7NZ/2K1nIu6zw943uIFM1pPbrLDuTLYCHwfHLeD9on7vDo/++G/XdH+gcY5H2txTtF57tzfg3K82Xov+91M1fr/XXp4/qoUD+uf9L2abfv9AVrHmH7vwYAL2VQAlOPhJ2fO892RtUsG6/w/Vmk8uA6kWcdqpFjdznh9seJ+sDrc0Z4ErzwTk5NV54G0COyfJjTe6iNKY1WqtUCN8Ro02qH7HPosmyIWbWu9z9+/dNPX15abctmILeuzwu+3mPd1EWo0hGHZV13RR61zLWnyHNW4t4mfVyQxxDSkWlZn5dPn2/fPflzjcL0zqyRmL1A2rE7p73WjErTpBceeP0uPrSjJ9LRicgBbeTe29h7LeNm0NWif65QzZB5SVh6qO109D1mOiQH73K0AueOOTwos5fT3Ss5eYq7U89mgereTzw2IT7/kObJMOHsCbLzF5/HlSH2M2Ra7yQCXf6NQZA/z0cBenHQjmpvUIRCnZLPbm3rBWbsxHgAZJW3zN68jczsWaoCmQ6VTr9IprGARgetkYnscP5PTooJSU0KUovpqWgxVEsiJBhENEMYQGS1LKSj/zkOd7clPWlKNAjSZiZ3GBEZGWuCzmJuW2tbU8sqtsicvjFzuhtdUWBi3DPW1CbRfCGjrVuoJdM4OcazVy5IaadYJ+34oz2QV0fY67slEokx7iENKD1otjdQUxbJLRC4va5U3gK3tJuwyFyNKUZayISCEd27bXlfY830gtXNS1NdvZRq5im1RGt124pkoEptUBekKjPgA7MaCCisN0OphEkuNO2C0Q4Km7EQo0obEohUJhSZW7TMqyxHKVl/6nrEtPUR/zxDP9aYZ8ypdBDixqtnDwQ9njz170xUxgjpKscZpNr3K9g3wq5HUtU3Y+4+ro8K9eP6Z77O59I9nQlgd59Iorm7ZySkVBtjxOliObWNJmwUb8btw4n97sn1HBe/j3d1VHC6SpT6NmGS7QGQ06DSsUGcdnkcX3aGx2O3vlpXcqUghJxOXwqXiurY2HWl+4RPu3u1oydTLe6v28srXjdfnxx03tNCcb/r9aVtG5SFMsJHtDUHUVYSJ5l95yie1849dPIqRLgU+L0aUMHzD999//3nzwurNWMzbJLBvPfF4Q602UvRTlMirdO3lQOyY+ZE6e5zykYBaB1plLubiwdhe5jqHjmtxv277H2Wt5qwn2lgzLrWJNFGtyYy+9dxenqWUmqtW/FtbZLcy+12a3XJdU3JjQ7vzP4+k+R7to/eLtPfY9MyswmcGkm8upw7+pWzbBvfvTilzjHtegTkVanSJAfc3HB+VRFAhRwsGmKLwWw7nwR7P1Nolr1r1CwLKZqDSBrSHQ1Z4VUmuLEQviVDdEOhIDoUaAWpVFa6+6fF3AmmUS5UZWXefJytCqNQZchhD2ONU8XTq4xGhwDLoIICEJl3wFl6Rme2tm1RuueLllA0tS27ey+RQcM94yX0mnKwWl3bPUxrySdP0nw4+HNKO1JT+R7iYGzpmGfrbNvETic+lVBndprt+k9RWZS2Nn9t2PL5tRVgod3EmvSEyYnuNswumeohB2qBaNYiV7nzVhoLi9nS9ZKhnFys8LIWWwmhgLBVlqJkmYJRTnO4c/PS7NakkgHSPIFUNGjrqW/H2b2XrdmJU5vaGmtk7M6BSXroNGKbJ9vDarYv6pfA7IuudBzTriIfnDN150deYSA8yYUPJ5adyDCn5eQRsPowaLrUptLfQ9DzcX1UqB/XP7p9arst1Ls0bOyymYrIrsufiLwUzbtjGG9LDR7Kr4dy6sytflxNcgcgDSKLZodCOzJ7NqBGomBv+mYn5vRGXo5gmZOmciyivSaU78RoUaIoycgQmQQN5qyOUmTWpZdm4zs9/LIphKLl/SteXvj62Q2+RFOmvt7z5d5aY8rRfSkYQao6eVc5IrFPrbLr6tqbQN3nclZzcXaCXfBafvzNb/7lh6fn8pVxF+9SQC4U0XGwt0FYl1IMyJb2oMfdeWDdAA45YXSaiexd4MnI5mGD7V2V/W3fex1mtvvxdWpr8ELSvjQzjOct721CIoRTqi1p7tVLKcXcxUagmmVd7qXeSaUojEwp8wET6Hifk0zWjgPC32fX6q/Gebj4phbnBOrPLb/3yIkJe08DRDs+WjBOzfW1wvaRQ2t77UTArf8N9qOgwJQlQLApK613W+EaXyDiqZRbCnAzU6IRgZ416hCqFQlAg0gWgM/F92QJMxT4k1LAkyHloV6hDpNeb3ibZAhDLi44zQ2y3JDRSMFUkDB/cg9XDl96EFGLtcoAQtuWMrqIJKu4hu6Ra+JGwqhkS7Xs/bte6aozNEk4PLU9nE+Me6iyzubFc9HDA4Cx2/3G6+2QQUUq0bytdW24x6dgAVxZciQHJAgzGTobgSEiXQE1SlX4nEqADBNqRmnBRArN7F7Lan63fIGtXoC8aakw3hszLFMqLjcUZLHwGq7IbJHuK1A4BKkxqWc2k0u7OiGhRDbF1iKG90nn0fxoo+69zHdiRHluofJhZddD0tNRm+ocYHJoK6DTNOWcSTcn9xc+jLjXsZxr/Zuf7sR3uaBjPqrVjwr14/qH9D/5133kPqlvraUgmOTdrO/wglJkJRPRk2AaQsVr9ZpdtipZT+3rMnyODtHuuj4QyvDzOnXh3NnllDvbTFNYx+Tc0QhnmqX3TzTDk+XdsiA1EFEIZlp2IpEHXPAmiWEMckOaZEwqOx2d4QgTTegbWYO71yXsJm9FanO0aieUikYMAV708j/X3323/vjE5y9swqf1rt+v+MOLtu2ppcEYea7fro6MOV0P7FmQsDOnn3BKspmZ2V0akOSReLbvvzz/2/f1xyfd2FyZfRZJyVszKL2IxlKAphg4rsE9EGfbGX3HFEtv2cgdBS6URG2oBlSIPRgWNLJXezT3oyA77LaaLJtjg+ebCX9OmvdARbIrIiYQvcOL0CMAUjnc03CXZOa13NxeAQdNSmTmGmoJIVtoW+uX3z65V9CsimYmc4E9AsJn8EGnMuF0F/7tj+O3pS+sp6Kc5974/Eh/+Fy395/jNwv6N/LJT/9HUpU9ea+aotdjAgqrhDpmsJnWlmuN8SQI3h/h2ceVIYwmuo3GdnliZPaKp+cH85w7Jtli+lTjVmp/vxc8beaAvHhLfioq5k/VNtAz7sUT1skDVpzwVLSWVAkY3G9Qg60povYgiKUs2pqim7c4tOc93gAQzVn7qRtUaOiKNGAis896PUTZbH0LuetdCCSVaoUswtJauW/LfVtamvImIGN6Ci2MPddVRqqmZTJhKhYLimlzbqiLo5maRZRoty1qUPK7M5DbUlYrf6rlpVaQz+Y38VZ/qu3uCk933ITnwOLyTwGPog1BbkQ1iRbKkWUCI8xBRIvIplwtNmt3tnWNjO1cvc8XoiPLjtvYSZolEdH2CT6gyDSz3qDHtTY9uC6TaXeaFg1SwvEN9ybGG1WO0YboPRPXJRXDTqpT9arDuHnYNEeNmxmUPnioHxXqx/WrqHJptIPuTpMU0ba2tS0zYbDMRiFaK8tyao+Rj0qB8zTnVAm/Eac/KFl5UFLPJ+eTk/4y/3/gAlzwAsc4fqfjzypqqP0w5nPoXdjZQXFTLV5LLe6t25ftEDOJYyKsBIwhvK7t93/86f/Wn/7r53/9hNKa7qF2j+0ObUfRlntvZqD6v8UOvbw+pwlkH0UnAKcpU2qbbd89ffrhx6dPX0pZwiz7huq9E7abmqYQzGjJS7m0m772BtHpJe6l6Mnadn15372F/qzz4MzwvzYFD5gu907z6Lhc3+tTJu+J56r1fn99/bptG2lASHCzWkuplXNvs//nH3ObTSzCdipv0vZpagoOEy4ES10RwzPlQsMaRAoo5lY9R9ZoDjbxuQlOPrkZag6hCwqZboDoRbJwc7PFl6aoy7IKgXF6uEnN/J5apRbR00KNRuDZvZo/uRn0qkXmxYvzUv4bLJT77/jOPfpLe2k5EKpkIZ8MFSjZfH2ta1u29dZkLetYoDqQ34K+0YIWZOu6foRZVvPGKEZ3Q6bJJg8u2QlkwGYIt2bWzJuXqIX0oG0CuCRTdHdf5atZc0u3Ztw6VwFQr7jn8djgRnpXzaoz5GB9UQtlaxpA1v2Ntgt0apJTumjmWoDiEoNMTK8tznL18/T/rffzlwBK3ypnvtUI5Z4cc/ZcjhDdAwmrjyL1o0L9uH41deq5mdlD4jIzEQ1m1UpB2zSkqAnZiMbpIXWc/OtZNtgb0+V+nN2zXI4sPPJksDmzVLnrSOdwTW8j4PlN8CqtE3B6DT77kDBF1xJYjtN/B+tTi9tTKcU8UmpgbygZeubPocEqAvGq/P2fXv737af//gmfUZT2Eli/xvoVuZExJmscSdP7jHAKr3hWZ53r1Edf1BQFwImGEFYs+fk3/q//7dP3P2ip4UPdUFxmxtCQku2MmZHARV0n2zoG8drNE9NNfs2bx8ws+NZesqskcZ1qX8JcL3P/XQxw2esmqYE62E3jW3f8qeYPqSmUiIh1u6fCvWQkICv+9PR0e7oNVauXjxp1f41dFEccqB3HlUELePC/vB8ep5lpRrqQovawByRhE++k3n0U+OT1yWu35qQUZkLtt0iT4PTBN7Y72YSY/cvFUKifGtZUgkYvZiBuQCn2XMrNDIAD8lyMxi6NOJcz/Isyh3aX+iyGBsiClA09EA0s6A1cAAAgAElEQVRiive7fvopXzduYBPboJSKHuBGW71sXpuX1ctGV0RG82wlWrV7Icj0tAK6uTOiEWSaTL6avZB3963UVpet3kSTcRMW4u62tObiluXOui6e1bP4ZmhTPK4Dp9KpJ3TBlT39liF2UEdEbC1b15rbkXg6XsvHxWjvERy5fgN7tQuhsR+GztbJ/fUFjxuL+DOHBh2zt92FcBrYzI86HcB3lcL1O0wtgU2q68dq8FGhfly/viJ1LyOixe9+/7v/8T/+55fffv7u+6fiRRw5y/w1/VJTx2QOBvbVi9k7k4ksoEMOLWaLeTVfE2rA7Vj/jpDEMoglStyj/ef68vu4/waowNdN21fEC7FNNOV1nf3rtE8DCTq+WIPlpx+WH//t6bf/1ertDgQAQ7Ehu2qzLYz32PTag7YezbjA/w8gpj9bDfyij8I5KfEQGc/d1wZNys06M6d4KbWUWuYm+iE6e+dh53uBDXzv3GrvESn1iPiBA9ZpvJAAA0Lk6SRGK5HRED7IXwr1I6QPZxXpbgnryfGA5FxgFeUlU+BiZTHf+ujZ/cmtdr11KWZyYDEWHLagNyfwfuTsGtVfeltwn3wDRhajEw4xxEiP8YuDepmxB824Fd/KspWl+bKW28oiNSotthprbJXt1WMpbSOCCBMXZkQ+SZa+0jbaCltpmy13LzLfwFKyobphK27JTN9QoxZVD+dmB1ihX4E3T38C2WlyoICmdr/rESLIX9LO/GUf/k92u//1K/HH9VGhflz/8CtDLPMpnkhUgq21//iP/+XP5V/+/Tf19i/Lp2dz37Z2rpx4YofMuPecjHzuzbl3lrLuQz26FTgPcY/+nuYXzjzL20mSDsScF5/cRCnl9OHzlJAyDt/sMkx0juMcaTtQxScvn+ryZGXduLUGuoAcu7FytBa6E56SQvH1/vX/vPznb/zLF/vup1dsL4y7IQ4GQP8xpndYb5d1XkvRo3CbP6dPlVaowbMu/uO/ffnx356eP6fp3mFQZHUVDhNwPtgWbA/T3mUS+4fsLl11w3YOc9mDaXZgpf6MyeCw4l5TEPULSvDHLeVkfJg0pnFA2jGOUprZSD5roYzeMCvVSzF3K8XNnR8b0nsnt6tpfThpLij1i8HtDWCul4nXSHrNBIFeCDl7tToNOgDM2OlHNEFdH8ojVgNulpIcW1qPWn6ShWVnyt2M1eyGvQfM7rR7KqVbunZn4mzfjjPNXKkm8Y07be1t9aV3zofzlfCuiSKJIJyohImWhUD+UZHm8hJ1iXJr5anVW3ppXtMKUCVRGbGx3dmWaG1rK2ON3Jh2A5SEogQbXb6gLPBFVuRPzQzGBombFzO4CUgPVdWiYq1ydW6OMEaPMRWGSlyDTGYhTyFhOQ8TW6yvr9G2kdiyv9fcIzt6fGzu0Dd1cxcvK+yetnJgZa9Oz92Lr/fG+no4T+jS/tTDSfXd2/nUUb1wY4iL2/DD0v9RoX5cv7Yq9dyi6mQfEzrMeesi+m8wUHE4NKdQ9E1G80Vvurdg9TMLzpvemvDY9dvHxCRntgulSMg6RWoUWnNsPd3N2tOFrEN5zEVXLuQnr9+V2xPrT8HojG8CQOiE1+vO9867z9jWr3/46T9+/+mz+Pz1VeuLofkeyMRjkKqcVID3c2DPheluBlcS6r4TRW7YlkWffii//den739TlhpobShU5aRP9IDNTlHfnaZh5RslpdkpduYaTfr2k4YP+Of68N+Yn+mB+Ho655DnknQO/0+lUg8Pnd39PGmRaayl1Lrc7bW1lplKc5oZ3b1zt5D44HNf3qHTGPxakj5wew6u7eQEnfm8Hcgmvnkk+y2Qe9wrBpaix1ZoKC4G6nRPfct++Bjn1z2VlCKdfDKal8KBEuhZXDnbtzfyNsPX91xjHtjlt6Si8zrzLv6d1zmMd+sUyYC/Jku6AUZlVaowBcsXSG4qJb3mcotyi7qEeYOFGwYyXkjLcMbCaLmtaK8RL2iU8WaeFmg0ubO639wW2kJfUFzJENaBIihGsAc2u8utuYX7RmxEnN6pnO90f8x62HNvWpuArW3314yGw6Z5CojOXp4eJ1NNIdCB6t8HVYcvck8yPYRB0jv91ovGR+eT0JueJ68LjPRmMdXlqMSrCBZv0qs+ro8K9eP657/cHW+48Km0Yt99+fLjb3776dNzKR4ReSwJu1Xyl4bI8Y2cie+2LL5Rr/bJ9Q7YngXcNM1oWPh/Nuxd3cnb24FTniqDU2CGSTf6s9cbi7eZ9jOdptppCDqZfyVtP/3pT//rP/ip6YeXF95fkYnSKUfZ80P3Psax8Yn7lvGmh7rX3YT3bxRKKdDg8fTFf/tvt+//i92eE9qMwc7SlM0doAAJpg5nzJ5afcrn6nFLGFvc9d0ZXP8e5mjZsxF+gbRjlhq7zPU4RbxbuF7turvgePbdjx94JzT1zndE6/zRnoY6w7sU0SLDcojjzDlpUx9b0kOf+5uRPFeR8hG8NouIhyNiXPyOo/c2gVm9qTmOwBTU3yqjTUPR6IP2WrP7qELqrmwaLdlg8B5333EHHpnTtTh/IMJJB7ObhLR7BEfmk37uNHz6dd6UURqrDgEvhq6wNxSDAz1kwAUFisTIEFJmUSxKybpELVGsEVu2yOhmI0PPkagslVKWFzVGgzWr7sEVSC9mzUpYgTvcUQkDK4xwbESwwBoJ74+vF5kHEWQIPcP0dBTZa0mx+yiliZJLtWz3NSLfLtb6s8/6PHruGEGdiL/gn+9X8iQqvawQuyhd19Lz29LVRxU1NZMY9pOY9AHu/6hQP65f3451Md4bgIwotfz4w2///d///Ycff3T3aFumvBQbUUWnc/VlCni12PysdebaxeHh5X83bvmhxTfL5FnUjajDY/iENwEkEh5Ksb2qFUyoxpuVhW45+zjWx4jqqEqSqRGxZP37buvr19//H/td4x9fX56z+fwms3WLE3X0yLI+wfmuAK7dHNXbR7O4DhBe7fsfPv3rf//u0xeVGspmkLmARJoymEnzjl2VcmIEvDenDs3BCZrAIyoKJ+xpT2LizGbwvX/Jd88Be4jU7Lo9bBY67WRns9T+13nObMhxZ5nvX3jYvnqKRGvRonUtSmS2/gcRmf0/Q2doZuynl28Fnv0/Niaxx67Vo7riwd38VnB+ZDEcb7dOWg7RDO+92gappTJhNHdc8QB9biBSZMsROW/gBtyFhqEkELwJdzEBsQf/ah809+GMCal8J8x9DonfVSW/GfucQ4pIsLOiO1q4gkvSQha0LCUJegoO30xhkFmayyzNGrNJm1qq9cZlDm1Cl96YlwJb0pLMLTJoyc4LQREtyVF1djaaiWqlNLM0I9PHslTCrDsyA4oRIHGKchozn+GChSIzxvKZGa2NkNcRIkW9twRPe9ylVjyHNOvbU7CfFf0SE3jKhyoVp5kKj17r8cafqP1vB3fn9IwrYzk/Uk8/KtSP620fT+e66p9l6xrz3c45xfQ5ClJdytOnJ7EP/PsHyTpAdMzshm2fYzY9Ri9jPdFwPwz+JvHe7iUnBQREoXfu5iB+SECH9/9Kp5r5SEkkQSXoo0w261RXWEI0sWNVPKHUhpR172kACZcsuyKLZnbzZYGXEQGKJJoNtrodnYi+SYpAE163Vr7+zuN/v97/m9HkNOUoLkeQqIGMWX8eY8eJVtXbnSDHL24COvHrxs+/ff7+X5cf/kv5tKzFsicc+uhWtex+e4g9aSAHdzOFxMi+NHU92uhAj1wlEZmgCaMsRRmpUl0/yOFl3i3+GGGu0Lknt+/y76/+yvHJ2F3/ZwJi3z0n+bXfXXufNDJ3I3/mtq0RASiztXVb7/dt2yJaf3Ez05d6q+5WU7acXD1dgWv8f9HX/2bkeaD+363a+ls7kkIv6CnYBLcd7+DpWNbVyvvf5dRC9qz4IzRrl45zZG1JFLISZv3JY7UO7e2PJ3oIKhkVNuLXDw/i+THKeRPmrI/783SOkM9Zg/JhkrP/XIag0L37BVZW8y2Ya5FuKbb0NWwLixnTBDRHGO9pX9MC7uZJrMiW2cQm9GQEUwGdKAQazMxBI7gq7xH3rZVVHsaoluZsXrOuEHJzNGgzyuv/x96bNklyHFmC+lTN3SMizzoBAiCFveztlm7Z+f+/YkVme2Smd5bdzQPEjTryjnA31bcfzPyIyCyAHK5sA8JwKRJVmRlHhrubqT59hyMFs2lYqc+FIWWiMNb942KTSmsYhzZPJfi0j+y7HcOnezOENpkJAlBTM0umZqpKYUSomZnVrhK6PxXDIeDJx9TTSaOPMTZ5qdwDFlrI5bPFfmfF6QUPLQjnCVLdlrh0BBitl4/TlWOFejx+DptXTalXBWzMQCo8VIaHC4tlKuZGdr+iGhfpPdHSxGbCI6SwGixzgjcQNfCTe1UsRm7rVHuizujLG5IaRKoh1DLcK8lDqlqSS0uOOQVqKBNtCgIgEKIiJsU5y8TCtG2btrUmqWkWuLAsv6xLfJ36LYlNqh7cPdxo/92QzxpLak2QGkIgJMb5PjgtrPMMbfpXKc0wQdEzY6qQ9RLaU3vx+uT5q/Zko62hAROgIUYC8FIAKgAaasp7DXOvgVYH0dezRS3HsbhAFdXuvBYaFSmP0TVmSQdZkEE/RD3dy8WdUJ3JUqu8BecBwVEn6Lt2IkUYVZ7Kw8tEstI8IoZ+GPqdezZLRVPVNE3Xtk3bQZNOeWjA3yxuUpWCi1C0xV8IHuJOy4s0HpUVBe8GZ4MKjHP1UmnKnv/bFO47PbZejaXpULO5bK5kGlRbdhULUOiCIEOCJfRsXFxK6nFMxBjKiPEt6SZzCsbMWJgSjfgjH5uJCtDkWG2juc/qvSFSCCLMwzzgIaxC+Mh0QEx3SeEmYdJaJBR/pz5EJBqxck1WEZIwCUxVzUQ1BOGMPmtWEBpqmi2H5WjUSw4pISQCElJK+MpdinFlGmtNzE4mRS01rzb15LnIwHDPi/lSYUNVZj9UTc00qdooqRx9s9X2piiLgh977F+RAwM9Lsf203XEfaB+jK5eTJa4xyKaLlfKgWvJXgm7p7qqStcfsM07HscK9Xj8xHYvkYpdwkqW+di/FltUEVEzYQ0YlRk3A+TA1ZIVP92fHU5rSPWeWeQrLa3rZi92PjGkU2BhlfrDSHWZZGE/Nbq8LwW80OKKGFYryBuqKZl2TbPpuiaZDsAQ6Gq1V/2vIcq9DL3iXL7td7G9At8n3YiZhEoN+gZFY5HohcmDf9nwz+ytMTi7vHtKQCKxWeHsMr3+eP3iuTXmBjWIMUAfdffVS1u1pFyOE/t5Y5Z9TGLvA6PoAg1d8hRnL39ZOJE9WZKOVu4i8gSMukwBHTHcevLnAKrDuTMeZYeOpT3md8mInDPJlNph2EHYpNS2XdO2qgoRUf0bH/IvP8Bgrac4VaiLuwwH9cTs6zVTcbzmUHC/BZ3vvrlx/RHXonF+iyV4OXdAlRJdm0xikiiWX2S81ec3X8VR1esN8uGmZEzSfLpfFxEgqoMbFDCPNkfn2SK0hLAxTKhwaEhkiRBhODKlhXZmPjhzI6HoEpIUQDckgqC40ERCKudWVM1SKhyqcsVrBCIgDs9w13CEGqlLeud4dop6ccFun1TrI2mf82pYhtwujNE5NTiJD4nZc5oy6+DnO3HPjnqkSqGyPjlLlDDb6fLHrasW/095bJY6xUQfXCkHsO2hEKrSvPZ0/KNyVI8I6rFCPR4/Ewh1rGJ0kbdeF52IkR86wjBQ3Sd4Tv7pP7AEzYjpPkmx+k1NYdBcoB2ikNBSmypmUE1mzG+MNy/mAz5twhH0gLKYUk0GjmVop0Fokb8W8pWipH4Csmq6i9Oz9dUKtyI7lzVAcDFCLPY5ZV8ZQYkIyMA7S1fRnopbDKuiFynG1lFyXA5lQbLI/i6/RjVzmcCMEKGGdjh51rz4qHvxMp2dOGJnRKKWbJiibi/D+WLiJSj/q7tKZuzjnHuSqaVAd/KnMajpjyvZlluX7Kd9jawP2TNS2HP+2YuMKsWxjn2R7Bem8zS6MGR1xkdSSik1qgaomakahKlJlpJZyYilyt+8P/dYWZTSxEcNUS00Z9wUs9EYpyDQJdcPAvh4kxokATafupBlaNBhl6laboOxggGeFNKgWsdLlJKUoqDXHlVAii+AXR4sM5hTQYolK4AxWergUCzx+qfeSYzxqEEngwiW4rTEZmqAoUE4kUOEls2ykOFQSaIuFB3QZNGsXkJnKToFHs9MyrL4ltwCiFI0qBEGt3CNbOERlkKTwgSs1IXa1FLglaE1EjS5LFJrH0AFKQ5miSwcIA5koYc/YY+89PbTyS9szEGddHEzc+dgU3iEnj46ZR/eMLA02pcPU4crHs+D0DBMGxgWqjpwggaKnu9YoB4r1OPxkz8iolQqs9JJtbSY4eEeEXQPw6itXIYdT8tCFWKM/MWJBrW/TuED69OctcgSIF3m+BCoKVWXfPxamGpxah/bY+wjrFw4d9Y3VGz8Rvd7FTMkqe6vILQUR501lyfnm3atNPbBPEny69P6ArMpozokSgPpBsl37m/pbc5tmtLXyUWXzye9AHUSHFSffw2U9xXW4eSiefF68+pVd3rCRgZhNhpIMMDpl42yVkcdxnMcpwdnJ/69SCeUqOuohXsEI1icZUqjopOaatKd1ZBzldGjFKP1+mhJwwn4rEXqAnuRJ6d+e/YySz3uHkOgnFwNUdUmpZ2N78EkWUqpyXmY1FHJrPRZnt2EarJgUOjf7G1OoZN5hFFDJPaNb8feb6SG8CmO9HgLgEgKqCoWcv89IdaizQDU9jOSKYA9qg61GDeUoXVMTWtlIVVPXueM0SoQ4wW+CJ2bg49QpxmlIolyvfoEBPKDPbtIOCUkREQ5DKCa9+JAQL0UqynYCBOlmJqlMHVpXFZizEkjiVpWy2K5bWkQZJWQ8T1rZQ9F5dGWxCqIohi7hombuElWCZWAiBlUVQUuUe6JMeRzYuiUPnoqsmVB/a05z5meJRySRULE9+36n3B7mM1A5p1iklU+ivd7XI8CHxBLjSIpWfgQHnxTZCne+ECv+eiRWNJaufBQOZalxwr1ePycDvewPRiMpfgTSnYv81PGOA6fxOn7zPTpv6hcxupvOTG/lJOZ896CMm6TGJHY6uepqF7cY625UHWMXKI5CnpcVSeK/AIwHD0HcLB8QTVBKO4VugQg2mg6aTfrZpOs0+g9U5xeRoYqBDRGYfo84BJtBIyIW3fQ13m3Vl8pbQwS5FiFVw9rPIkGjOAxJQgXuLXYnHUvXq9fvV5fnlknru4KYLSGqeOqugdPgNdc62GJMWEOq15sxDHBl4xRNifzaL9O46fNSCvSPu1SP4TOH9jW8ANwCqaABs4eETOAWuvgXKiJqpYMWth4zHnYDX2413RZChTWpLHgdYpADaoi+Fvnno0FXMHB5gp1UX7O1wiZeQitTVeYVsKnGmCshRGqVf8BDDe5c+xdMFUfE4vE9nlJ0REDjBg9Ukc8tdB3yoCCitIal1kInHNnuqhOMM9gqKUaKxFQJQZgnxnJRWVTHD1ChQl9o0yIkJzhLi6gkhbMGW2WNIjmorsXZqhYZ0ndZEDeMSu8aQQmMEov9DEuRFlSUsQJQgUGNWhCzb8TD3GKB3KoUUmFaDXrWAzcayaXTjakoxltSWEgas0KJQuGWhJoi0g2fKLYjFMKJbgQOnHPuXSEwMdFYYlbH3pEcImML07K/Gz8QHL1nm/VE0ES+xO5pRPV3CNzuhDnVz/WqMcK9Xj8rDey2WeUMRasBa+guzzhgVppS6MqU2TOkBGZPO6fMPyHygTJjBb3o+UVSrRoOH0iSu0LNpe73YSeKFRNRYysiniSQlWopZBwUgIRdEYyA+meSQFMIUpL0myazbo72eVdv3VvgQTqZIevCjAIiqpAJShUeBPSPfRDboYN2hMLg0NiKVB4/JHtrcZWbXcYkokhtXFy3j172b36uH12gXXrKcIgyYwykJQaZq4xYkFVNjalE1QSVhl2PjGJewRDcGGbHxSfU1IX1b1C1awImJb+RJingXz8O0J0WZovep2naykZWWSFXDu7xO5Z0HC32z083O36XfHXCtLU2qYxswnixZ7K72/yQA1fKoOQwn2JiA/zcylCZ/CRXdtUBqgUz18NYUk/U/lgB1J6tMc2ZHvmcpxphsW0uFijTinzB5fLxOcGJjNgHlZDlZsUy0cdZkYIRgVkZWJinGoUTnirsqafuK88hwwP8L70ckFxYSBcxdWICCpVxKwYiwgIGcBB6BIlJc7pFA+G18rMRcLhpqQByaRRMTCFiDjo5tk8I2ekrJEhASFKmxE2FvQKTvFe06hqaqa9+KkEnSTCGVHsnIPh7hF7uAFATCftIO1JFTFa1i1jpLAk8CzDXbCkMEs1tNoboaiWtgJcLgn8QLf7OKx34krgoG0m92PtJtdWOSYhHyvU4/Fz2bwgMFXTYiACoASJKJUlBnP0qQsW3s/hyrGY0Y/VUYzGNJOmCos591xhPt6x5tUNo8qYlcsfjwmvXMyF5ygilGEhQUrxnlJDo2LqkiXoWSNkiBJAVWeAMIhTA400p+vTi9OL22/eDHBtoRsE4NUNCVROfvgknSChQkk7piF179idMTdClbBR4aEYI1cmVcH4yvPOCWHAJeW2i5Oz9OLV6sXr7tkLPVn5JqERCo0hIr2OmG5xoRStFjqoLju0OXR2TBuYaL6jjdQSOyM/bBS1f24mALUi7hNxGYgp3fXHZPMLyYU8iY6UKnn6SsSo0Bqxt+mIcX8lGZGFmlIq/pVqptAptPVv+i6HCoigjfJGajEjqwjlgRVlSCTFYYDYQiBdIbuF61yewhkOHwGtr/ZE9O9hWgCrNdDMpsGi5XqivMBegtHYEcvCbWq/PJUa7fTh5XB0OEgQGiSBjXu765ttH9KHikkKlEUOJqJAk8zE6NQkUPXCbk+wpG2SLrmriEaWntz6ggMFCUpm4blqMJEJkkpJy4Bki2yRE7NGVslJqEVxVUp3iFBH/WJdzcaPpwxxnCSq2VRxd/aRQBGMiJDwuSjkLF48CJirK/bUiUw6zHGCNX1xqZU/FCRNjQUXu8D45ZksysOzUnYeiMQS9F+0JSO1DIuBgWCvw57h9SOOeqxQj8dPHSidF3jKLD8qqZJCUjzH0OfszgiWtY1UHG4vlEe9LydMA4+jBbFc3ybEZqGi3Zf1zFSkYDxacw7DSDjHXVXNt6qKakiuz6ewJhFgFqcXCEatEWX2QUSalM42Zxen59/8ibgP6dRaKhjBgu6WStVEwiVGtySQgNAy2zt0NxxOJDrNq8XuW2syrTX7420SlBBE2/LkrHv+qnv+urt4bpsNO82dJXUZnNlpyjGTlKNzUPEtjaWJFeUxIlGBitl4cH5vo+dVKe8r8rgIWhhTuLgodg/htcnrlPLBMuRJuFQOcBXMEZg11Zazq2m4++CeS32cUkOn58Hdi2VmCe3BmOgVDOXf+nCvgNaK2ZHBqkn6bG160Hs2MIJPNBuozaeWeI896f+jFIByeeGRAHvvZxa3M0ZGD4PyKABzEV66gOqf/vpT19rTVr2HsG6NoipPmSCE2DgLsUbQSBOQLPRq8cQMUrxRMVFYIZcEkzNBGlgTZoNBLQZnFirEquUzSYmQki4aXs6OgQlUhgiTUEllJInE0OIQSyyb/VE0Ctkr71SKepSTImCaidQSlDHa1+/Z7c8OZFJJ+JXzih9FH6fIlCWha/nkhejEMY1kPsWzERgeb1Wz+dTevOcxaj65oHI0L3zkKvYTcyQ/VqjH46ezSYj8WZZJ/z8WqYygGsRQYpMsTUEv24f723fXD7fbk81KYSrSpSYqdjCiVksXEEbAS/B22fqidNwMlozNA6b7iIQBoCI4CuUhosVyKQAqTKUZ0cYYiarVXVqWseESlHDmIECDWAhIJ3NWNQoCqiJJxQB1yzSjQ6JIntAi0cDnZ6e/HF7+Pp3q9trfbbFWgmKqjTgJZ6q6WUGIBg0sM2yuZIgt1m+ERkGS5ymvwqUoeMfRWwAwyCASEokWQoUKQERa4fyie/HR6uXHzeXzdLaSlUYKQQ5QTahSbBGF4pRMgYQhTGgCDXUjGjFIFvHKr+XhzG2MVKj2riEMgYokYKcShb4gKpIJjMayNX8W1dKbtpSmjbraJSPtx649LPsNLOw1C6NURTkZ3yBAmpoWDKi8jIm21q7aftf3fW8g+8GbBEXbtKSgSQx/Arf7m1x5CqimlQiNKAjeB9FEGSNL96frnDxLZ+NNHf1WfzQ66KmvjkOYOS01JGKuaGoyarnb95R0BSB3KZ69VWOkAq89pBISCLDmLU1WIQdx8MATgZohThETDIGcNruVirTNIBCGsRhCMTtzTHmpQ2cDhRwoLmrepm2j24S7BreNe5El0sgQyUlEMDjFZAzB8hCPkBgkAtkND5J20BBSc7boLQ+iKg2EDRBiBV7wEmeKyvfR8YyVkY+gyP8DphrqUzNBQVAGMhdSbNWR7vsw7ZuAKYrxsmrJRVkkCdpsSzDvceRBi1NrXIzc88dhpeMTLlSS+302pxCJ2t0W6xLOdNn69XHgVulNKD9ZpktxRFGPFerx+PltZXvLxN3tzbffff3su+eb0649PxURVS0MtQ8/XvfiNP+MQw8EtX9Oe/uEc+Mi552H6Skkc9+70FSCHHJWWAubGmqKB0BxVVmjJeT5+vwXrz71L/PV7Y28D1w23UkjYhnMOgRCbRzXO3KMYHISYc68kUgcVLIiniXvBCVRQFjZnSWWx0STAMLBsRWLdmUX592r1yevP9qcX2DdemtIQqtm+aFQgXpliOLxiatbVhFhiMtBZfrnFDOjIcP/cuPz9Pl6nFo0I+KPn2Ef8lhWPuNfVaFiaFdD6+R13z+0KS2vBT1Gnf7gXT4H7/zY6cSjs/vYOFfGvvbJQc1f9N4eXRN7jnWjCV4AACAASURBVOs8pCGKLhJ1/8qPZfkcSTUzBopA0a167dI6kGHu5lnD1R19LzIw56jRa1ZS6HpINtk18tDKbiV9qt01BQf4XRqZmAKhmEuJuiuFuwpAlWziKJLGpGgoSRBT5N5cUcvCQQkfvBcXpd5sivsTvk7/mrfHv/oZjsexQj0e/9lIavHDUzO1EnbNkgzZ73bX19e3t3eeAyjpk36gNcCUKVVWvGJFJFqkTuAsvant9XKET0LEoIQEDzc3AYqkaWmtB6hUKyqUxr3y+ctiDlXRouAuxgAsiUQSlAwUh1EIozLMDMiVtxaoeoxGmjOYbuIfn3/G63t+t9t+P8QA2SF0MAkqqBAr0qmob0tFARkKBeCOhugSZUXbSOo0EkPEmYIJolFUCy7ufZetpa3YbXBx3rx6vnn+vDk/k7NOOoVKWLjVnNURgCeCdSzGYu0XBW1CopWtcBm4gir+iIUJd5FwLYkBCzdrCExm4T9Zpr2VzcYPonSPPXwW8WBT8NABEHZQii7ICaNZZcmSIOkhffZhyDIyaVVhUB+yD70kIzAlqFfW7AdcN/92kVTWnlDrhY8/Y4nYk1LL7JpRzxL2LYrmFIa/vEeomv1qeUWRckFXVVBUq4uYLu5x8eGSb6CTgXyZWewp9uQp1gIxmSaPt0wDUJAp20AvaknFVETbzNWQUx66YegCJiba04NCo4SiT3YP7lT6TvoVhgZucEku4URIHn+18ssmQxhEyx0uWaoHlFLowGDoDb1KBkpWKotyv65XMZFzCwGn+kGNFKLShhTJKMZIPESoh4UgE4OX4Oj9QCYsdHGYvZNH96+FP8fs17DXw/CDo4tZ4vZjvbKMPVSNkJ50CdyTfFImEg8fNcpP5vnKsXs9VqjH42e2e+lIM6JEZfGICGlQKb79pYIoJMVRczDWQnPaECY/J5nKlsXqh0kpO5ZLCoqYiI+b05x5uuS5To8vfqaTX3RZ6IUES20iowkoF+JjLXJmEaE3EOWA7EJATJCgFPUAFVCXFLrB6h9efZZvbna3N9/cvr0ftnLbA9EKm0apWqxwBIRBk7GkxY6EAXhvttX2QXGjCZqb6AFKcZIhc8guuBUJVd1sVqfPV2fP2mfPT55ddGedbhrpNNpw5t4iTAxAJWMWSDEKBxCVcGUUhoZplM2ai8+7fKRlWFpmpguaWd14UMm0JSd9jErf30UeGxZWV9SopkBR2IlPVEUHuEgRPuxFVT2NgMSiYsghQz/0w1CnpSF0j8zc9xEOqGrSNjVtl5qmMBsgf6v2pz9Wp9Zc4ymq7c84IuLwSYAnK1k8WZX82UMVQExRTbFGCw1wT+i0YMwU9SZn4U7pvrif3PZktfQURX5qh50Cqo7grLMyh9CYwISC7FAzKwwlhnDL6JNtk92b7gyeGm/TADoFos5i+VQ8rmIs7s2QDJIkkkgjuRXvAEXe0YuOtdo3Q8WhpEkQCCDGdOKJyU+Iii1bVO7NJajFLCwkER6iOZAzuD+Uqm1wPdGVbzxGkHDK/pMa9DVxRJd1J/e8BfG4I8Bs2YfHiPujNYHzlyfAg4/q0eVlNtsT/oBpyPE4VqjH46d9qI4u+4pidD66okrbdqdn5xfn55bSkvKORYycPmJwFZOVpa8Q8KgzngaNnNIRaYCpFr/4xc9NFgCBaoVYQgV0zjQZnWnK26KOGZ8hxahARQR0VABYIkt2J31wStK2C2hP7yOT0ji6MHX5qDvrX33mkPb6u++Hu230vr1Pw5AGFdXIOQ85vIjMI1fbQdFwpzA8e0a+g38LWZu3Oqg7s6ikRqAppVXXrDerzbOTs+cnpy83J5ft5jR1jbQcGnoTYiHCAEWFqjDFEAwWlYssU0xHWYdD6pliQBRqxcGqxmXLxBle4CNS+bTiUpjI9YKYs0L31S+Pq5MPZZzKnvMLF7GmeBLLJzC7PC7rYsBJ9zwMVQ41+uNIHoZ+t1NB167bppOk6/W6aVIyxeRyCzsCJtPpKH3GwkcBfyZ8uqwzcJClrnhUjz5+5R9Syx0YO0yi8RHhp0KCtffC4jWxDE1lcbcogGhM1NgfrU4w6QFnO+GirIQVEwSGiJiwVSSoiuhQ/YFD4dRePAvvNQ9ds+vaB0gvoCqLASnhQBRKAkzHXyIJgSZBEtmEdBntgGZAcpVQ1AQuM6SEBkguoIeFEBIGJ8ImT7hi2ASKA3XTj/3zNfVsECAEIZKdQx4zUWdzfCExWUxjgi/wGJTkDw7jly6pT+Gj43axb0bGhXcY5+GK/OC8fopTxgeusD1yC49SqWOFejx+XrhKMRIy04mr3rXt6enZ6dlpSga6qFajnypLqKHSe76k47aAZWjeow1yIdgfZ0/B2dEECy5r1UPV8TKrQhsghFqVVJSiPfII0SigYQ2cknFozXDPYiLiiFBGA/SRA1QYoKZMqoA1VN2F7oZNtl9szuXjX3Xn51/73T17f7jX3S7lLAy65yHnwd2ZqS5wSogOnnP27OQgiDC5V8mttCk0RAzadl3XdSdnq9Oz07Pzzenlyfpi1ZymZi2pzYrQyKnimVotRst2g/oBG2rmjKAklVbf8xAEQseZJ+YRaGGtFS+Xae5fjbZNp2J0Ur/Uh2vNkx39VosFgdEWfqiHu8SHx7sT8LKgDI/4HPeyBJbVE6CiEGeE9P3Q94N7NaOMHP1uu9ttFbpabbquFdOuW7VtapLpFDoEww/pgf7mjsmzGFKCk/7yZzj4tx/UJTqdvL+odJ4nuePNj30Saq2Hx8kvID4nM41vbYoLeXRpTnObJypkkdHMglN5V0cQxJhyHCGDV+bmYOI6RtsPgR1lpwi1nFJWySGkiIPQKH55dc0Cx8xNgzZqydlmb4ZYbaPdBnrGQLq4IGASBjYqDcWEcAoisCDvE+Icra/q58UigjrgYmlAS58YNRtFImI/UIrFeQ6z5gm6+CM/YKB7cL6xWPyf5FZgoVvg6KP8ZxDm5x3nkDXEvVJVRnuTRc90rEuPFerx+PkVqAs81czMLENUJSVt27ZtU9smU42IEZr4wDNMJKV97CUAlUOvy2mLLJYoEDK89u5j2DNr9RIOdwnO/n8AoQEVBYmAAiEh1teZoHLcOGvzrQKI7fqt+/YkaZesUfXtThGdURIaU6YGqW3R8O4h932+u+0gn55dnDw//8yGrebod3jYxbaPnEvoKAnPHAJDSHYZxHaeh9z37sPQ5z4ik8FVTp03Sm2Tna5XZ6enFxeXm5NNtzI2TVpZmFOH4nFYfveglBCryo9TEiEmIBqMJTpQBEfVlUHEhaQrBAZCI7JPG5kWIkLNVkXxwqz+hiRUlpM9wUykkL0e40MF6Bjh8ufVNvvTx0eE1HIhBUYJSS2E3HNRpRQ2h7sPObID2qSU1Ag2pk1KqXRaqPbjHwy4PB5/vQsXDqH0aqLKKTUXf0aDPD58CtUUKFBc7moe25SxLlN2Emtic8m6GL2qWKfIy0vsL/01pws0QsTJKBEGpAFKCXENNw91S0EJ0YhMywnWIqlmsCe9Nuw+85xIEyhERRK0czaDd7u+2Q3dtk87xyDuyNQBDDQiHaSFNGCigAqHiiDGINSo7Remmm1J3Y8yUw8passybiphUowSa73HKD38xKZxyrQQzY3voihdlK4Lc9TJvQWUvfscUwM9TeL5ODVqjhgZvSJmcR+mwFQWLy1+4Hqe3/MEexwnKscK9Xj8vPDTEd0EzKxEFdWdhk5xMxAS7iXTVMf8UwgO1cCPuYqLdelwGRpDF7GXY1XIrgcC4uokRVGwooUSJfRTGaO+R0crk7KQgSWPvKhozdLD7cNue7O5PGutRZAMeiS0XdP1jOvb24fdsGpX5213era6frj2gSu116fri9VqsNBgyuGD73ZbH4ZGtU2NQHNoHxyGuPfInktFHOH9MPS73G8HZbPCBgHQE7hqu9PTk9V6ZSZBS01C0lC4OiFOzS4yeJWyKABJjYRkRjGTAcdtaUxLYkWclDmYRE0VUvy4SwQ6FDU9vOqqKGTQPbJEMMKi6iVUVVXT0wxFyCx42i8vIqKaa84KrR9ERPaihObR87j7hOyrqlJKKaUC36pqMqOZaTJNxBCRiwsXSC3+/AALexLlojne66OAaflZKP7Xq7dFbfJkJgJ+MLH9x9YlrfxyUsCaLFAVdJOpPrGYZc++niVfbK9I2ft7GQBhUTVRGIcDgag1WpSItSA4ujJR4BTXYJPZOuARZDNgJ7HV3KBpEx4Sti49I8aPvVBmIVRKUhjQDLndDu1u1+yGZpctUwiHuWqYSuqQ1moroCESNYnBRYIIRIBRSOAHrBuJElEXC5PQqoUceQ8ccy8eu6HW9I451xl1JKW12J1LVExYN2QZGDf9dyY9Y9Y5TdcNIIfU5aUvttb3gz0SKiWe7qxmHcR4Skd514g1f5AmfTyOFerxkJlk859Bglk601VmZoEw1SgSQEk2JQMqMAWETs/BLBqqIQJEhKapdjmIxJzpitMrxbh/hVAnX7p5xRAKQ6W8uEZo0ETgXqocgwSsrEmu7ggKwVCGhWiIgAAsTEQDkaW3olWF9BCHW0mAcrpQ1frd8HC/xeVZgjh98KI3EIP2t3df/v7zd++vnj+7WP/ys/PLy+8aeXf9nnfvLnm5eXG2sYZCFgvEGBRcb7qubd0pu8Eja6NqbpbW6zWgEe4eOcdu13sodCV93F3ffvf9e5G7554/Of1Fb5ZzHq7uH/rtEFk1p1ZttUrNqlNFEg8+DANzxkM4B1ek9boVqBkpKKmrcAEYRsI5gJIMriTCIyjqLOxUknSGMHQKKo9gCZkJcWoWDRhEkzAJEWRg8vAduaS6RFLLBhZl8lg3pqdMt7lIXyjqrjnNe0TdazBn3WpYsCphZZ2qNl2b+lb6PrIH6R7uXrZeMiJnJVSTiobAI8xD9QiZ/DBsir+0fCSfqEH/lyvRH3gqZVl1CMYif46LnrVkzRXhZWnGhLUixNLffUpOrQTuacy9wPH3EopGl4M6lxi/FVIcQcoiyVZ8w1hlSZkSTOK9xFakE9yvTFONhp3ssDhi+QY0EPWd9Wx3u/Wub4donEkAbahGaE7qqaG1oq1oCpgrHMVkH0LnTK+s3HLnHmt81JmiDHw0wsrHFeERQfHwwbNzb9A/JtKV9UWhYJnMjP64Y2IHtYrWOMECFaLkZH69sABclodj5cv59ucUTns4qNkzEeSe4/KkuJptHbCfajee80lypxpHEuqxQj0ePwvoVERgKTxEVGtGUYgIVEXE3T27VrUpzHRwL1p8LEKfZcEYnYpWH9eHwAyrVR4Tl0EjJMQUiRpAlDooguGFnW+SystwlJeXvyYRm8L9aBB1oQpMtDDDstYU1kSq0CV7VYGrmQHiEX32tgEFu13/5s27P/7+8+++/W749ONPXj2DXjjj6++/++rrb3/x6Ue/ll89f3F5f3f/9u27u4eHiLg8Oz852XjwzZu3b9++f3jYdev1qktn52fd+ann2N0/CLRr23V72ju3uzywf//mzX/7l/8u0F//8tNPf/lRs9lcv3v/h9/94fM/fnFzc5WU589On338+qNPPvno5fNkNoRf397evr+6v7m9296vz05e/uLjy5N1kxSAREhQrXglqtNz5A4GZc885EFFGrNwCkU8otpFUYRK7Fu+FJKAElpjKmdnmTr4HzOxAOjSartKKUTlg6L8fWkCJkyD+2YBE/0UFEDBoEAmOAxmYipABPs8PGy3D9sHz7maeAfNrElNUiu2/zUGTI6Dvf8PKsgffpK//pkPK9TRqbMkWJU1AFMHLIfUw0URuQDwK7I7e4FgNgyefma/kGFtsYxFPsjAZMcm5U5SkVCwwa6R3iPDU9BcVqQxIzIjx5C8M3amJhkSJZi4JnNES29yyPah2WE9DJs8dC4mBjUiuTTUNJgOpm4WqgElEBAHyVzm4hhVqRyn+VwsxYthRkVPlTTS5whZ5vDBfRSYLT56jLYhU/XLENFqsFAr/hmNx2TXtRzozFYri7ci++aBeDroYTG/weQ1JXNPe8gqBQ64yo/48ZONFnDEUY8V6vH4iW5OjzWMRdY0fjcqj6uoWXMehr4yv0wju6pGyYcaVxeZiEezZnwe+O1T16GVD7rI3QQUSGaEMeiUyMFl51xXXAWsCM2FlOL3MrOgSsx0TEOqGkWjqgIlRB3B3a6HatetmqYlsO37XT8ka6A6ZH942O6GnIM5vHwEu93u/fXNn774qtt0n2w/ztnfvbv64suv7+8fulW36VZFEvXtN999+92bXZ9Pz06eXZ5v1htVvbq+/vzzL0Tw6tWrVx+9VpXbm4erq+svvvzi3/+ff12fnDx/ceGkRtxd3/z2X//H7//9d/c3113XPfvo1UBcPn8REddXD998+e0Xf/zT1du3t7c3d7e355eXn37yq1/9w6/OXz7r2u7m7dX97T2SnD+7ODs9ExWKwXF7c3e73Ynh/HSdWqMwIgcpphX6Lk5Z486BvYhCGUfky6xKKFA9JxXL8pSk7Onbngbb5HF45SMp3aM8d6EqhQZ1RjlUxGAQeGH6DoO7gyys2aZp27Zp2sbUFFptGYGjROJnu2qJFqSN4j8IfdUF6C8/0YsK9kPtVb2Yo0rOi+sI0eh2pbficOcQK0pDLc0TOcDNcmo9rVvtFVlUAE2mFPE+DYPmgQ8PXZ9Wg3c5mlBACA2lQ3qT3tAn69vUNzaYZoUItWioRmXSGFo7LcgyixH3b0IyimKywskoUKqH+37ZONFG52p/YakyI52yVyjupUBgRCG4yKTGCHriaTR+4U6F/TgILmRu+9yMxRuoOR4/fDKPhemxQj0eP7PD3XVh3DRO5SlaEtBzv+vzkGWd6i6wxL2m1hX7S4xUg/i5DcZeCM24WglEVJFSAkwEHvSaTV1RjeqDBTM0BnjppzVgFC1wB1mwV4z8JM46rPEfQcrDbqfQbr1u2y7n3f3DLudMNpZShDRt9/Lli5PTzctn503XhdBJNT07P3v+7OLs7KRtGo8QQdM0J+v1erOCau6HiGiaRtVaS01KbdM0lu5ubv/0p68o0qT25ctXSc374c3b91999XW/vX/24uXl8+eZ3F1dX3/75svf/8f1u++bZrU5OT07Oz8/PT1p24fru9//x+/+9V/+x5/+8Lvd9qEw8r7/+qtvP/8KK/vMsF5v/v23//Hl51+kNv3DP//D2T+cNMmGIb/7/v1Xf/rqZrv79Fe/POladGwMfQilih5cyFzmgVAo9nhdI3VsGcw90V0B+UC9V55quTewRhvOV8qiO1pywmY7Gl3AqOTs+q4KuhTPVSFNzcysuhzUNqUM89Wsbdq2bdumKYxqOTJQf87lKeb4dQKiRbQ+Q/tSLN5GPd1f1YeMRs1TxVfrIRWUQX+M12SAgXAN78RVIsSC1ksiLKRjpPB28BbecdgOslNkgUBMVUkMO/NBc5a+15xSZpF5hkpWHWA7i/skD23qk2072zbWm3plC3D0hdOKXc5KAOynRWHPj27+E0IXhjA8Z89ZlsTTuc7fS2kYBZNzQstklVL4WyVDhYczE8i8C+yDlxU6XSTOLlFTHOYCykQIGEHV6VvYI3TwsB0+MLw9HscK9Xj8XI6RL28iVIVqcVxnMMDRVNSzuzNKhFHsQwuHgYgY5fnzUjVOgBYr3LzIFBNWVTVL4Uxp0KwMF0xWR6V2SaqtKVSzkGLBRFFSVcRpRZNOqJqiOKfOLtYSwhh8eOi3ltr1apWa9r5/uN/1UG3aVlQZ0bTti5fPc86nm86a1imnF+cfffx6tV599PHr9XptqTk5OXn+/Fm/6zeb1clm03Xdql199NHrs7Pz3W5w93W7UmgMLpSuaVJqVquuKsA83r599/bN96b67Pnzl69eZfLh7uH6+6v726vwvj2/eP7Ry0//7tNffPaxePz+t//x3/7r//XFH3439H1q2nazbter/u6+77d99gi5v7n74g9//PwPfzi7uPy73/xvSS33w7dffvO7f/23P/7hD2yaF69feT6pAjiUWg0AxMSL8KMKIFjDvyYlvyomSGYGwMHgXsDXYzB+v7xYfGX2RZWDrYdLVT+5oGsvGhWoqiIYIQwyVJDMmqZNTRN9LhCxhuScASRLyUzH6jsYCh53p5/j2EdlLlEn/b6MxZfKIlsIPwyEzt9TAVVrSlp9+ir9fJR1Rh1tp8avgxQnM0LEVSO3oifNSsSQuXNVqrtSViE6hFK0Z1LxYkLCMFLzYPQUBH2IkjCHHdDTB/Gd+tZ820jf6WC6bXRrGKphHG3MsYMExEZ1e6nepz5waUJaMYXiXF3EUVO0vech535aKjFP5Et636hgjanph6qyRKOM/lN1YYfKgSvAU+P0J0yfDl1M9yb1e+vF3q81z/73GuwPLUgzMFulX8f761ihHo+f4qGjLb/UgbzOyJaiLN3BUFbdp6qZqbubVn/Jw2Z1r0jFBJ2Vxjuqpb7sZ01NjEYxs2INZKoF9wrGFGbiJZqaCWykOhBRzMVcbAT3LItQTCyZKCSqB4tRICEgQY885Jza1Wa11tTunNvwk9VmtVkTGozUdidnCM+rVaNmHtFt1q9fvz7dnLx49syQJOT8/EIE24eHVdd23Vq1MdHzi8u23e12u4e7h/WqayxJxNnpyS8/+6RtV5fPng05B8MHv7u5fbh/aJvu5fNXr1++QMTbt++/f/eu73tQuq67fH750ccfn18++/7r7/7tt//2pz/+rn+4e/nRJ+fPXqxOTyXp3c0tsp9sNhJye3X39rtv767en56er7pV0zQ3V9d//Pff/ct//T+vr65e/OIXgKSmqbrmglhUuT1MTUATiFdzqykcsng1qAFalG6qk1/AuGHpwhGsFqNRXXBxKMORidi3wFSx0DtUt/AaUzmFxdSSue5yphqqDPfs4U5GSrZedcP9dsd7z9k9R+Sma0imgrLWbkuOI/7jsSxP/fB6UMx2R9AqgefMUIKowMQEFIYjSpFaed1m3Urvg57zqUfK3iobSqI0IRxqWRlBIZWupIabiAkAmEgQThnIrcROfYt4MO4aeGuD2takZy7v2USK8f+e4X25Hbk00NAFhUYqSSpGV6dgNTwl3T0PfbXzwswCr3dO6aw93MPKGlJFUaYoq0IRTcY4IXsio+sAOt2jjh7QuRYPmekBs8XCrMCaUVcBD8talYmOgcMKVY6U9GOFejx+ypjE4yggBYouavzi5DaAiBiGfrvb5pwZRqip7Qsh91fLqZKZZZiiCkFMgU+jTXP9ATNNZiLCKJ6DrO9HJ0WOFO0+I5GZLOZ+LpaRRMRYnK0lBFpKLAVAJQnGOBCMUhRbk1arNaA9mQVd13WrtRO7odY4FEBTDu6GvOuH4g6vmlJqIiBi2eVh622DlFae48333337zfe73dB1XUrJTnWz2TRt9/r1RydnFxEchnx/e6+CPAzDtu93u6Rps9mcn53c3d7d3d5/8e3Xu74HJYZ89/7uu6/ePOz8y8//+PVXX5mmTz779d//4z+tTk7udrt3V+/OLi4uzy+fXVwyx9W7q7vbW1N7dnl5sl4/3N1/89U3X3/+xfXb7y9fvP7Nb/7xxYvnm9MTBXb9LkZ4kl6kZuVTWmReLzBUGW26K2o05nIXubAUa/BaoOohMPqIAzAF9Uz7wyTKxv7PY0TfvSJkU15WBVMjImd3d/csdFMzIDyX7ITsvTMsWdO2lqzkoo3D2SOE+vMb7ywLHZ3Kk30EHhD8Wdpslb0LdFR2Y987bVFZTVedlZ5NqGVRomZGRBEnIQSDprsUd60ys7MUFLAINt0iGhIMBsVjzDlLJlBVEUCTF8UjENpEaqJtYtXmVdo1mgu9ZTTUKsinQku6XhlMEYhRsGrYhxQFEYUBNYZJzYMtkRDPOefd/AGQC5RhOdoIRnDMANCaPKfzSGwajE1c0YXXqSyD5ea4iL19Z4+TuifXl7mz3Qu5G1enQ7D8cGojT57co5z/WKEej5/NTrDMpy7GlmSh/+222y++/GKzSavPPgYaS8Yck0vzYi1YGtHNje5MRJ3M4JdsVAUUJD1nOj17aZ2TqUDGoL1SamqERowzLA1YjO5VIgiqUxhREAbuU5hYVApBL8vtbrsbhiyqTdOo6i7n7C6qAqSm2Zydtk3yoR+GoNhqtelWa4gO234YBhVrm7ZpupRSf799++bqq6++h+rFOS4u1+vVZt2tHh62KbWrbnX38HB7e3d9c9ek5u5+2+92Qq5PTp89f/bs4iLv+rvt9v7mvXgIOWy3u4ft3dVtP+Tvv/jq4frq/OziN//4j//0X/7x/n77+9/9aXd1m5p2m+6v3r3LEe/fvht2u1XbPXt20XbNzc3dN199+/3X36jg5bOXn336yclpB5PdrhdN4vlAvqAwZfi4BS3ZfbqERGYh3RO8NGBvc8FEZWbVyz29E0yDSEy+U3vlSAK4ZJo5pxKjbJLhHnkgS5iOC2BmHmibdrNer9ebpmkmNddxL/oprz4/+C0c0IhGnP4RSXFKsvvr3gamzPjafaswCtgZgFKUJjEEWfjzBhqUgvumiY3osO2oWTWoOWg5cxD3jEAzpmoABjFRpZpAMzAI+6SDpiE1uUnetXm1Gtqm1/CRfjktuMXpFKLlz1R3HrjaljuzekGHlx9DzXCqd1cEfcjDMCwLvTERQSdTUkBVTTUBxqK1GleI8W7XxdIuiyn/ZEc3W39wr9bEU6L7PUh0CqRdlpx88uRx+RvM9gQHzFqOARCcENnjcaxQj8dP9ohw7IcaF+aRqiq07/vPv/jj+fn69avLrmum2euBF8hiPLS/7Tzl4y1jeTppYiI8huy51sUiqqagBud8GglMJFiqQKXqJqoxSnDBwcJUvIpQheQQedsPq37Ybfst++12Vxaqqn4oBKsmrVar07Mz321v7+6vbu47S5fnJ5vNab/dbbe7TFpqNhtZrdYlhNOdvqObMQAAIABJREFU2cOIoKxXa1OI6u31LQVqzdXN9dX1bc7uTdzd328fHkzt8tnzZ88ujWzU7u/vdzfXoANJzTSpR84319dvvu0f7l/8+u/++b/886///tf/87//z/vr25u377a7+3dvTt68+a5tW+/ds59fnD97dtkke/v++vvv3z7c361Xm5cvXv3io1dNSsEsgEcoBGoCBIOLc3Owyk/hPYsrofpkzzM8iKqWk01O2ZCVOSwLEgh/GNx6TD3bj2nAHje1sAapIgpSInumOxkCSZZgDYSb9fpkc7I5PW3XK1Ut89kx7mrmLx4B1Z9UlfrkPxcq8Fnlww+AX4sShIvWe/TZ3YddP4D175W7s0nqqMVTKUFrpKIPgSDBGkUqJr5mw6p5GBBUgTIw5GwQE4pKm6MRCBIpEA2YC7KIEz0wqPaWdk3TN83QpGHVDl2XVT1yhX/LaH9+c8ZaPesok5phRnlEvKo9+zQcW9zUHuHuPJiILTzmVM0smTVmjVkKySzFLnRWaGEM6qjsnFk1WwpcmdPmuD9wEz4GzPe/wMcw6iIUhk88YAbIp6jDxbfqSIbHvvVYoR6Pn/ixFOZHZBGkMaG9loIq4v5w/f5uu+1FkJKQ+sT2jkUH72PUsvADMEkpZgRjRIiIO7e5cqHUktXScWFkF4JBtIrO1USsMdGdtB6+zQMhKUA0rI5LAvWSCyghcv/Q39/1129vBrdt9lWr2/uH7UP/bdP3tmtbzWLbLA8Pech90+2E0jMNmaTfuW9CsohY4jCIaJPWm83Z6dlZ26y61cnLVx/dXF33/dCmRrtNDr2+fVC1s8vV+cXlZnPW7/qb+7uH7f3D7a2Er7rmYdh+ff/w5t3N3Zu3D7fX3fr8s1//5n//P/7p9S8/HYbhj7/9bR56VUtN55S311dvb2/e3bx3z/dX727efpt3v+rMIu9i2G0uL05fPLeUdle319985zm/+vSzF7/+dPPsTCj5bkCyyjA2MZUIhNu0G6mqgSIDpSSqRm8uKja6c+8BWHU7Uhkdc1kSFEuJqlzMUj9QjM62lHvjyEpIfQR5TsqYiHh42HmOUmQaLIvtttt+t9OSySga0qW2Sat0vmpXq/UAFec4SIz9sgRPlMnH4z9pHTo854/WlkfhIGKT4/JhfcmnSk9dJE/NLznNc56sVuzpJ6cJVto1UmhJ4qI+9lHb07O+H3bBB0FSbdU21q2D4hKZRjGah9273FF7sSzo1bOJm+TG+q7JbRpSuZHclvautRw0EeRSK5fctAoo/4CAVUQUsxo+im9qFBFs30vfH374FEZUZk9BUKv2UMIXvrKHL/b4U8dorTqv+8suNIR/+e0XH75zDy+SxckmD8Nv/XjjHSvU43FYEYoc5Jz/J7+ZMootPXApHMt+L6NrpgrOzi5OTk4speK+P6s3Z6xrnvhOs34GscSsdEoXmUQ2s8dJ3UNKcKkqZEb6RtikYJ0MKdP/RmrcaQZcVERUNFSVpkGAUIW6QqoE/WH70A/DcHMFQzrfPDw8vH93NQxhGheXpwLNOV9d34TnYbc7Pd0k0xA8bHfbh60E16sVgSHHbjcUX5XdNpuZIjWpXa3WKbWADUP0/c3bd9dN06S225yettaGqN/c3V7d3d/d77a7m/c3X/z+iwhV15t37/MwdN3ZZn2yatdJU+ZgltSaCH/37u0ffveH7XZ3d3XnfR76XQ6nsN10Jri9v4Kls4uL88uzAN++f/f+5ooS5+fnL55dnp6d9budtlYUEViepL2AwirJBWbW2JgWCGjFQYNFN8fpAj6c4E8P2uO07fcl81WnP8ADm23CIXRCxZIOw7Ddbnf9LrsXDD+yb3cPu35LoWkqkzxVqI1uBMCPpxwedRP/2cvQEgJ93NXsqVsoe2nvk6hulONJkSOJTg1VjLVduRbG6AeMsvdFz8TZaXO/Zp2jMxfclMLAnkiX9REZQGugwEEN1XCT8MhDKCNcVKxXu4PeivSiDkjTUJUGNlr+iIFKkEWzNf3KKLb8dU7xKKsWyzZwynQCJ8eDuoAGI6YbNIoDP2T2PsZcUgpgliw1qlY+LncPhiWbfAmXXK69UzezADAHPj2Fkv64WfEBmQgHxedTDc+BtfJh2wI5ZJAcj2OFejx+qnVzKVzUKuHI1FRNRDznrksff/yLj1+/Pj09s2TMQ6lTcFib7FEVeTi9Iao0Z3xgcNJVCcnRA3ViMgIo6XzhJfMyBCEiEFNpBSlg1KBmIkQUYlIw1hidUQgFjJYlDMagGvqc3XtgExE39w+3D33TYn3Stau1i1zf3FxdXd/e3f/qk49fvHoJNLe3V3d3d/1u9/LFy81mE6Lb3XB/e/9tftM0zXq9Wq/XydSadtXqkPPV1W0/5HdXNwql6kfdqmtXTrm9ub9+d9v3fd/vvvn6y57+9XffffLy0+39fYSTcXN9/fnnn289t6vGLDVtu9ttv/z89xFx9eb90GfJFMCapu3O/u7vf/Pm22+/++7LdrW+uLjYbDYPd/dv37zbbrepaS6ePTs9O1XTnHPTNGrWwkhHpZ89LgU4bSWAGrR4/FSpLUaRvxS4dBHWsDdAxWzv9cRWcpAbPlMxlqUql5DHZA9OAZBzznkYhsG9uJ+Fuw993w8DQiRJROTooUgpWTItiQMlkZV+IOk7Hj95JPWHfrCaRC1qnRjDjub402nEP69IhxXSY8yNtbmuQZ6LVovBajcRU5Jo9ePTqdxxkQTATBSRw8NzRGao9zJ4coDpQe1O7dY0TEXBRkNBM08aCW7iiChBE2RR1KsgatJbtb4a06/kYKxPCZmSSOvEQyRGp+IScFzdM0QixHNU7tQjS6dpa6jtaEQwwkliwQqFPFEnc59rsBdY9XSXUmNc+Lh1XJDcZQ6zPZD/LzjLOIRzsbCn4rIHPx7HCvV4/BxgXZTIKEup7O42G6KLQjfrTdd1wXCXinHO2R/LpSimRcpUS1+tYEymqBEyqW5G29Ty2IjwnKMaRjdmBdZ1keJFRTMxEzVgUEgyO9HUSjJHFoaqqaSiWOU4xIKIISVQiVW7evX6I7ZdL7JarzbrFnS1ZJaePztfr09g1rXd5cVlk5qz083J2alZgghDUkpdt+5W62613u76t+9v/vj7P169f58sbTbr89PT87Ozs7PTxvTq6rrt2tV6lYO73cP2y2899Nmzy6D0fd7tehG03apdb6Ap9/n69jYi1NKu33735qtt7JpV+/zlCzPr1uvUtNvtw5ef/+7dm+8Ac8/ufnr5/MXrj87Oz7/9+quch7OL5/12+Ld//bevv/rqP377fw/D9qNffPLx69dnJxtTWDIRCff92dojxHJkjpWMUEMyrRG4ZInX8tGqRgAxgQoYlHEnlQl1X+wbXF4icrhtLNJnnsZQy2PNLOgRNLOu63a7YfDeTCVZiUcwSxIhFFaygaRkavX9AMXnn9BjgfrTR1L3vNYxBybJmMIpIRzJICIiThYHkJjV5qMccAxNleWAv/S9+7kShx3SfsEqY9JpfXJGUJwY05nqYMmggCRhA2s1JYHCLQKDc9tzt5MhmBGU3Ghu02AmjarhISUaqIikYeqg19cqyywVAtGS5xYy1ub7dBUszIdx+LlClIiiSSyfyxwuFcHwLE8GDS7+7p4x+vSX9X/SRC4Esk9A4I+fbZq9THsHRmxjKjwPfv7/Ze9NuyRJkuNAFVVz94jIzDq6q685cHKJ5f//MwuSWD6QAAHM0dV1ZGaEm6nKfjAzd4/IrO6eAd++LrxwYICcPKLiNBMTlWN9MXDRffXcP4s12n/9u23zcad/g2LXNeGKUK/XLxyhRu113lzWLzeFqjNyeMSGP1uJMKwe6000XWXjpIa5NMvMGfOqvcwd0olSd6/Z8qpmqa4nZooQkRwsAjeD2aA6kkOEtswWSSoDYoCIIgKOcEDUzGBJFGIQYfLvpomDSVIId+Pw8uUrQPf7aX+YgvA7QnQ+nXbT+OLF7TgMN4dbvirh/vrli5vD7TCOw3Aax2kcp2nam1kaJtVkKalqKfHweBx30zRNtze3xT+c5nz/+Lg/HNKQQoBxPLx8tb998frNVzcvX+33h+Mx6zS8ePmlwIb9bjocbm5u7m5uctKXr17fvnz14e33JeeP739QS2nc3bx4+evf/uV3v/nVLk2GNE67w/7meP/4D//Pf/+3f/vn48PD69dv/uIv/+bb774dx5TnWVXdXVAVdbY0mqpuV/GFB21maNXa2wBp5YohjJYVxh4B1uudfo6c85k2VPkZcS9dfeLZIzylYbc7PDwcMWcBwqOUQlKh1E0rFWBmXUMSFLta+T83GnXN9Yxn+iHWAvro76E6rY7LwLPl186YuKeY6cdxapW4RP2/bZpTtaEbpUynNRVIQBIdI6yE5ZJOs56OWmZtmVEhTGrjMJoPqgliSoCmVBQgKllbYwArvKxNG33aESIhIYsShtKhokAqrcszZz4boWkAajzK8iBJRk0XXnpLt9zkM59pbWot/DQLuXRa/eTn/EKgIJcZIGvHHYHzXoa1yrshU3ZLGNdXfVPsfFkOcL2uCPV6/cKvCJpiCTOtIr466FdNBB4fH4/Ho3shrakDIxah0+LkPgMf3MRMoUucAG3hgh0CoS6STl8XXOmh8aJgaA3B9DiFZFUbhmS2i9BwCJLapEjwARwU4XXiJ1EdpEnTIE22IOROPStpGC3x5rZ4RLiqpGQiGNL44u4lPSA0FQi+evPVyxe3nvNumqZpEpGbw+G77769u7nJc6nyzWS2203JtOSsiruXL1++enG4udnt9x8/fNyNo5qlYRh3492rF2Iws6+//e7Fq5cK+8d//F+7u8Ogvxp3N6++/OLLr7/4zW9+fbPfffjw7vu3b++++JJkPp1UNU3T4fblt7/69W//4rdvvvryhz/8cHN79+br7169eu1R/vD73z3eP7x4+fqv/vpv/q+/+8/ffPe1WsynR9pAhSpUN/b9ZT843wMoEhFNoAc0TQW24djSZ594wofiaVXMRfv29heWiIBzJpfPWLUrFBap8uhoXFk8Pj5+/PD+8fHeSwEhSgFrLk5KCkgwPDwUZtf6mM+HSeUzlZVPsU804AguWWmCnjbVROsLrNxKo7cEajyJEGC/cXnuTgTpsnr3uAhXEVjIuJ7obznS4ymdjkM+Jj9ZZCVDpKBQNVkaksFMLCVlQFyFugwiIC2LuJOLXXNjcpHMJrjImcIZ5dzX4wADm4QOkKiIO+rzdH5OqP+2bjTqUKjVtbjLsfrJE1hkA9jkyDao2cnwrQfyAoCeV2Cx/vJZJAw2k/mnKqXzApnNOrJ2jUkL0+XzVPn1uiLU6/VLuFohkOpzu0PFAKhGKQrJqMDT3UXEUmrrWwR6U+CTdbGDmnOjAZZ1jjBApbZqdgAS0e5AFQaoWqXxArEU1CEERbQ6zjVhFDGRxLAQCVdSVVVUKKFCIwa3FJZoNXFzgGsS0RCVVCusxMPqCA0iaknbCTsKvYjI3e2e3EeeFaiyzv1+P067r998Ve97hDNolVcgv/jiCxvSOI673f5wOByPx5TSuJug+ubNlxHycHy0lL548+XNzR09vJTXr+4khw3725cvXn1x9/rl3Zh0GPjr3/zKg++/+HI+Pqra/ubm9tXLb7775usvvxyH4e333+9vD1/IN3d3t8fHx2m/298cfvWr7377F7/58us3w5Toc93HtbLQZ0mRXJML22ZTm81BBlvRFxZyRquObVEZs2UqXoRyV5FrPOGfnr4FL/b+s45TbrBqj+hfeZImNRRSSinz6ZTnLOEmKoFqAVFDGgytmTJWK+CVN/nMyNStLnJ1Ym8jL6MeRpu8Q/vLLZToclKeO5yW8s52O5cT/7M8ziZDioqzztDO5qMkqG0gy1EOXtLsu7kMx9MwH8ecU+QUM6JkrUOIMtKjHI+cXIakKdQgA8VUlVAKtAmgKnHYkj17Yxu9Jve38P8t8lzufFC0e1Fr0v6iTw1pwqvmmopwnM0tZO3+60/oUh5VP4Sy7ZPrZ0+sR9enpR316IDtEsQl++nilLL+PTcUdYWuGzvbBcNKfoKSP1torsvAFaFer8/sqoBVFWamVvEpPQq9TU+CpBCqJHVNuVs93Yuzv3rx+5KkHa9SFt6ULVaw7xexpKtWfEoR7b8MM5ceLYCglFhWtEC4CE2QIBAaKhFsNDVIWIiJKZUujBALNaWE1d2rFEgC2pqtXeFExtLxqRBYdQyNqBYENR1bHldSBVAbOFtNKFSEHrWDSg+HPXvnjbsnGw6Hu8fToygON7fDMEb2v/nrvyqleHhhEpXDzTjtxhGS0s238U0adw/3955nBYb9dPPy7u7Fi9txkOI3L3Ynf72/fbE/jKfjQ9oNtze33377zasvXg7TUEo2FUuWG7Ek2+jzPt7HQoF3cMgu5UR/ARYyu70IrGGPtTgVejEoBS8rCDduByJCakDVj5Vnn33fg8GoxH4pZdlKq2O7GzgkGM6oraeAqKlq7cuVNgEmVa62/c8Fm/50YG08SaRqkWSNcMQy5O0gFVwlAe070W1/PyI32RQ1E9v6zvVvWENSAYfIIGkKP5R8m/OU5yHPg2eLYpyJrFpH1LPmmbErmGLY6TBKGphG5ag2BNKm1eQst77rwKkNqj31KlViV88nGOvZEBHNy9/R4fL1BiCiWSqr+spL8Zx8MEsLtbHiWNnO4KW3F2+Q5tYuhS1QvEwyPX80xMUHdjkmrFP+xqRIOzZj4UPqSRlbiLseQK6LwBWhXq/Pi1iNgGoNtKxH2+Il3FXb6MojorhEFAbUVA1YiSlgG4Yq2ipPVdZorVAY2Gvytuth1QNAtOK7voVIrT1RU5oiQyhRyEwBDAI95nx/Xw4vhsl2CtfBULS5IERab4qoVEUXNUhAKRGaHFHvhmkzvaL9exIkKkMMhULCIbWXvj5JaqoV8niwpnCaNU+RACkNzDPDh3E0U6gGPSJKhA1MwzSdBlHs9gehcOCLu9uIKIzimMucDKOpgeHp9Rdpt9/nnMkwVSqGaZzGSdyp5etvvr65m6NQE4rPJef9/nB3d5cGU6hHwBSalEsZizW+eut0Zc3xBmpzbPfSolVutx1BF+0HIYhWFNmidhi9kaFvM+umeJEQE8CKGPBjNOuy17p7JW+DdPeoWUEMhpvpMIwnfSxRGOGUYAiJlIaFzVIV1fN/Zcntv16/TICKbbz6EtPvFGed3Td9sVRhKBlEMLzaf9gSpepC4Ku7n3GZxd/bkMnYyLEv1CdbJKUdElEQghYz0dFZtWiOkXeMHbkPP0QZ6UkKkEUjIGFRxCkFp2wyJwx53JkfZNx5DRhWFUCIEFBq02oDZ+1s1rBXLSdZyExs6teWMcXWm09AwBD2IT1IiSDD+xNArmqY+qFuKtXipXhxDgvAj+0x9MwWuZ591+bTZWi/PbXWA+bSqvDkXYDlgfTFYuvfP+vZboAXvNDR8jydoMs9nqoartcVoV6vX8r6/8y8MyLqYLdyDxHu7iRVhRSPmOdZCpVUg0ASQN0cktG4ChWowiBUpWibSQGAmFaDg/ZxlEACrGsrAKhpxS8Q8fAIhyDE2JZlJ4uI2wDRVEIeHk4/vD198fWdCsIfh2QUOk+UE8VVVKv9iwIB1SBqoKcBKQgnRZxW7wCsVp6s42YRgYZAGNqT6ClVQtBW6XB6TfGHQuClCEtleknRZKJo21f1HVlFwAnANA5kBDmkJCLuVQM6RCl1aVXBYWe7aSwRIpJScg8GzayoUvWL6c3LlyVqGhMjGDWCoZLdYnCB6Bo5TmLR11G2TBBVoDBBNKOBqlRcp8pqCFEqREXFwVYR3kMXNhXbnehZs6LknL8gtTlNGnPfOQ49649pDeyUgAA01Ta0pJSc3QslIBzHYbcbHz6Ih4MUNUOyNO5u9ochKSSCrbCxyxU229VSFnAVqP7yDsxyWSTlIi50EW9vPm6DokJYF4g6gO5aEPZ3agMr3S/VBQNojqvY6AdW7393KkXHexDpR1FGK0E9Ux/UcHotWT00ikUMEgPCEPXUGwAtFGJFxCPFPGgU0NRysoKRCCIoHiJB5aJIldqLVj9hEUIV3/r4z6YWDdhjZQJQj4QwcYIOhrD2t1Yjf5fXrmlOl5VUXWGw1BkrFKrLuEzO+maX2Qx6c8tFItaWHl17v545qpzFZq0HmLOu5UraLlLXpiTAJo7sok8seM7ZXq8rQr1ev2zYqtqLLtew9I7TULzMp2OQEIzjoICU9TOvUEinrxoiMEKd2wGZgDWxfx3DVNQqASBEHCIMn7sO3z1EjFKCCM5kJtwGGZMV1/xYjvePH94++OmVTDeeQ0YV5GAmZjVq9e+71olYNbKqkspodCBTsx0gpKcVkfUBNSlbBICozC/pvUIAtVOJ4cFN5omGhHtAUaNkGeERbM8CKIAZzKqJDJYiz4+no1RhsFmlKtsgu+cDauVCUxK4l1LFwgRSMsZQuZCIiIilhrveuZUrOdcKq2Dj2q1h2h5SuDUvKWASWtFut8eC2BSQ1nNG7xSVTwzs1u8s+5L2jaaHs64xqhseC6KqJDrGHlI6CcqcvbiQpiJmpsoIiEzjNA6TmY3TcHd3c3N7a2pBJyEyXAnTzwmebji1LYe6Dd5l9z9Fo+TZ6TGyorzemRT17Ly51R50Kktq77kGYPHqNdhUMe7iDJcuzF5OOhW8LaetiAgv4SUYIRqiQaWYSzjcGYAkUQOExjBxnFRCa4MpAuLSBx2NrqVANw3yWzPZOZDssaJPfE+LoR4C7c9kO2G6XywUXEJXaqyL9lwX1e4gqHMW2ZRWy9MD6dZliU9PS56xxG21FE/fH3ied5dONWslXVS0v9Qha2jJ9m129UtdEer1+iwQahX7K7R5pZrwvLlShDnnnOeKTcyMtbNJ2kkarKioYgaVxjRySbqzfptV5l95zUrdVQnqICICV0C80rEeIdCOYSigqmiCCqGBOeb59O7dhx/+8JBkutnfCEvQYZNZgRZQAauPRxtIjGB4BJW94UQBtRZMEO1fAdpjb6BbFq/wsnMRTEBV5VbBplA0mVW3a5RaakM2ye3i2AiRgESwhFeplEdU0SeXfyJCoJYMCvGQ8JrLDUVKVu0gJEsUWUK9gP7MSwkPtjQD4aZcZS3eIdbmKKmje4Gz+3pFtKoZBFtIsI0Va+v7pqABT3GGdMfuBqFuKsZ61DjWwvWmDKAIdRnG966gekgoRSKUQsBJ9xLhAIZhHMcxJTvcHPb7/X5/UNUztZpAGFcd6mcATxvZiaXHM2TTJd/PUR2hRn2jL98nF4N/PU95+x7Pj0DSzUINnsqmtZ6xId9al11nVXuXlUCofYDNzaegCGf6HDFH5OryDzg1RAIMpUCMKjEIk4uCyZkyEjRRLQTeHnj9PHjVXS5TgDbjp56lh2JJiGU9BG7Ds6o/VYQUExipXQUAtgT+wFnz8Pp5h5paUhs0DVCT6u7XPh3roJkS2GwmWAYUm2iop4gQG+e+nLnszz6o2zYoXAaQyDNNURCo1rIXoLZ0d/U9flR0fL2uCPV6/QIvM+3T18U5X+vxQiHCmPP8/v2Hx8fHIe3GZJRQWG16X1xSi+W+rTtsNGl12GiFHRfQBKAqSBNxSg0+rT+JoMBNlaJVh6QGVeZ8dO52h7vHh3j34eGf/udbky8Ov74JOalm1TAoZAChNGMyMRNU+VVJEYiQiLYKIxrvoAZEh599eKSQ8AhBY1g6nGpSTakSVDMRDadAkJKoUrxSsVXeClWnRynLXDKExV2CENo4qKoEIop7iAisPpGqqmSLvlmSc4SAwmC5zFItbo1yBNHo3wg/W4W5nXUFF8qh0aPdScTq8Q0hTFVbX0OjlWqobXupL026fGJwfo6lYBPqPRP3wvr0LiE2/Q5KUwYLw5RVgAKhASGS8zyfTmS0AIiOURSmqT4Ci2iJC41fuV6fAUhdoWEdHbPLT6Pl8y/MGBfDftTzHmvtU1eniGzfaxeecS6V91um9vL9iZ7VT2cTpHRXqFb5dq2sWMQDs6qoPiAmyFAxkWtEkAhWuYxSJsZQZHJJDg3uI3bBXcjga7wAm0qqDi9gdRzTmGDRJn/aWL06uXrmUIpmrIqzj24PzYiIhlBXJvLC21Q/SUnN6siehEiNCtRVUiraAqcWFRnO6zv4bKoHt8JSypnLcpMtdXG3SG5h7Jp1urx0C87tKQi9eLVH6el1Nbgi1Ov1OXIYG8zQ9DpePPvDv/7Lv/7Dfz38l//yn6ZhSGaQyh7quqkQEQG1QY3KzpQC1vyr9f/pxqS66PmpQjDEe8slJZqLp06d+3IUJR9h5cXdTY58/Jj/7d9+2I/DboeXLx5vDqUO+hGUsCHUBCZGWNBDpAjYApUIF4ayqeu1MgeNpGnkpCoRXfPUywUQXYdQo+0JE4FLCYqWgrULUEM8av18TaBWqBIFhjppd1G1ZKpa5hIeIqKmgLJvG5WWbs9wPTBoy/xKErXaoCbG0EOcREhQexMPz1sEKS5tAtiHeFRQSRSXIEiVEIRrFdf22vG2lcOWXQDbcpbKllSf2Tkm3m50bWjax3CLYEBaT+NZIc6SCGRmESHCMs85zx5ebzCcx8fj6fExipdSjnwoea5ZDe4uPbu9vjur7OE/Ugjijw8oPy993YUsZHEvyQofNxzqhkCVZZTMbbWpdFavW/jr2EHWVNSVN+0OKlkN/jzXpJKCCk/rGZ5Naa2KFoOPdsBrd8mTCYeT44EYIiRLqjgxgEghQbPQsWA/23TUdEp6kkOWsciuSAqJkFJJTa66T1C8LoNRF7HNw+wIb/2CmxOjtiIphQQ6SY3Go1KiiPsTQvIsm0W1J7xwxYoXCG/pcTnzOWCLF/lswi3Xh3EuFeg0RxOYdujNT30KIFuTP5//WFTJakizJ1xR6hWhXq/PZJPo65HUwKmemhRgc/h///0f/sf/sL/7v/82QsZ96bpoAAAgAElEQVTdWDFOCDyclceQECCx5VijtvSZLWsBwo0bL78iIKLm9AgpkCIs4lEHdRIg2k0BKdk4pGnQZAUo4xC3N6ZhD4/H//0v30c8fPOtvPl6OtxO05AAEVjBqLIHJhMlosBdPhZxb1sSSLCbtbrpPypH058LiA+winOifSElvBAqop08rBFNUhhC9hCBPh9sg0ioYJPlVEURiaS7N8M8aiR2jS8MiKoaINGEYtSavF+ZQun0NUUJb4BMAWj0MJ0azF1xI5b5qcjW7BsSBaWk4gz3CnAHkSQyMkF8s+L3V5Jrum2cFYyJCWpWYtUAnHUbArHJbGTPvBHKeWniysjW30spufu7D+8/fPxYikNQwkvJ8+NxnucKWHLkCI4YKGJmKQ01hoJCDwcD+h+NQ+UnAPdn2ja+tcp1arPXyFfPExfSVJbIuQ1+XfrQaoPdmiBRdd4LzJWWYLHoh2K1eS+k7PkhK1pWf/sALf3B2k9TXVXT2zXH0ZlO4g8s4rZjMvGUPUVRcSfcxkj72XbzYKeE07ib01Bg1blVhxWxDvHrJEUbCcilJapWvm3e1/1zg5Y50D9tVZ/LgBBClRAWYbGa2Mezc2VvX8GiRO25c+3pbj2B3MZ0cYsTF/KTf1Y8/qoRWKb//FEh67psPANKRVgFQp1rbbN+Yuk0uOLUK0K9Xr/sKygqtYxnGKcppbTwqII6y8LpND88PPjsY5qgKcIX5yeFOdxLUVUddR3sQJwBQVUQmNMIQ11qGcvwWNURRaVUl0AUBIVpUHOIiJMF8MPeXt3toHbK4vO7F7s3uxj+OL/9w9t/fX8f7x5fvD99+c2vX76IwQxCM7ehpKEoSJqGyRx7h4eEQEbqQEuEVeBY3bm6nPspZgIpnpVVMhpVy+VSqKX3G7nUdT+lNVfUKyLdjJKwNok33EZaSkJ6TbOC2mDkZszYAgaq3CHIgJqlJMKawKoCCaliUxUkGCAQJRl0ihDqIg5HdQyg6e5a+A6sbvggyBQUz7nkDHpCGk3HmvPVMqawEE9cN7OmkIgN7y7PFXBvwcfKzqwuk7rnnTU8rMxthKqK2jzP8zzX/KAS8fh4enx8mE9HL02PWzXB+/1+mqZxmnrj7lL+QHa0fb1+wbB7XXiCl3wYN9FES9i7d+9eyNp1eS5y0YVP7ZoBbpxSui0f6vjv7M7IMu3hMowO72iNXWJeCBEZhKrKaZglHiXAApRJXTWgQZYAS5ryeJjH3eOgc8JpGvNgZVQqhaFYJK969tDPCUMRYQsbWFetbYH91vdUZ2Ja7zJDvCjdJFQCdDxHNlbeVaFNzk80iZBApE6GAuuxcoG0NZxF1qWMlwztzz+DVWr1Kfm6SSRbnpBNfiobpOVq9O/vGeDnBN1drytCvV6/oGsTWSLS6kzWn2QvUP31b//i7/7z3+4PtzYM5ZRpomYiAjWR8IiH47FGh+6naRmqBunhOYeI7MJEtZuHzvckBbWNjrp/vElXnYzIZEkmt7e7NO3ff8APP7w93j9M4+uv3+w/PqTv37/93ff+w/HD//vPH2U8RJoUmoCRmEQHg02CEYdJmCgqSXUH3VEG0aQYzFKtBk3VIVTD+qt7zC0ZIJSiBFCDZpKAAEUh9Lo+m7ZJvMDC2/qpLd2w2htCIUnVo6nHKBQvoraN0j8rVOESH6BNDlHZVk0mShfpXVzNCkKBYECqEoHKfRS60zcr+VNMYBBzL+4hpCkmGwYd8Ceu331eik9zfq1LUUTEKGwZrbHmhz93fIoQwbDbjaecy733+C2zoaXo6qIPjmTDbprGaVLTVZt7/YR/Xgj1R87ST+Wl53/eY083rr4np/HLle+JPvXsBj99Vzf++g2LyAIxUdDSbD4M6pGcLiqnEc7sYB7G43T4OKXHpKdkSKBVKFVEfEMl4pKebI/rT4F7PJubaD/6yZoKzJ+3QVz8alzkkv6SuMizZQ5XJHpFqNfr894YotBMGAofGCpiauMwjcPe3ZUlPB9e3n31F7+OhMfTcRwmF0+1J1TgkXP2x1OmYNiRDMJceEL4ICUXyT7Mkik70x00iRXl48gCnrTMko8SGOm5ZDx6lNthd5iGUdNJmd1dMIcROBj1eHw4HuWYT6dpHj6Ouy/c0zCMjzMfcxYMTLOo1/UdBlPVJDZQlRhDVRSSIIlDkmHUYVAbTAxV4aDVEmAaqiLgZK4GQQjcLExFFUNSWK2VgpqqBOCmYiYJGm4iI1g9T/XkHlUX52SRmeqm1igfTSJILfQqKv6UxIgorFVVVk1XQvcWZKoQiTCpFq/otV69bNytMKrJyNR2hiBmx6OIhc5kDreqBwaS6M4xHr0wB06zlrgZ04sRk0GgpyxpFKgzZooITUIQfKYY6knX9nYnJLYUVSxbR0+7ZBPLESprolWdZVZh8rSbhuNJPt6r8/HDw/379/n4WAWACgVlznPNwNqN6fXNy0H3jCqXBpuPf8nF0u1bfwXNv8APZpdJNBFkb6LfYic9ly+gH/Ce3tZZ9vxGMhjxyR1cfw6871PuHlz/p243fD7uvb88QTpb3Ck3taX92OP9LUaTVbTqIkG0sLf1N9shaRvav7kjep7rWWVGoiIGmCDUtplXNTWDS45TZxMzS0jEgIDQ/KjFUozZRk9CPUo87HF8MdyPVuhArgfW+ka0KgDqmdH95a4TfuufMrE2gg92DSe7NV6liCSBcgm6b8JeRNCIFEKGi7tn+EkiU6jANhSOrGIJthbo7qoUxlKv1TDqMhfptQFtQFbfcFhTUPSsZ65FpvQK5d4N1R9tz5zrhDBlK1Vlm9ezhdnWg+hGQwRZu1uq9p1xlhfGoF5Mbq7XFaFer18yibpMd1QBM0ChFbmBIiqaUhrGMaWhGWMAEfFgLiWXUjwEKF7m4impAgOgEAJBuiCLz7QRJFhasn204hTV4+nxMZ+ODBs079JpZ1TNnp0MSsnuOXg6Pfzww/H9o8yQjx8+loD9IU2vp8NXo6XsnkvOsRcbmiMrMyOIInDQ4bmFfwdBtYowAVbetAo/TVVFFVBRiE71a0DFDEnFVIeUdjsbJ01myTQZVMVUksHURktViFVzqLQrB+BEiQgVSGJSM6iIhogErHqRIZIAgxjCauVn9fPTKbQ6VazxjlL6elurEGoPVl34U1N+0jRgqgOMGB8lF3pABFoBNSOFD6UkutBTOCiuxv3NfjzsAsfC7CWrlrHu0o7WJbYpO8R5aH/1S1w2buMZVBNP/P7YpIx3hLJkDHi78eDpePrh7fcfP3woxVUgYPFymh89Ui7zOI77m8M4DV4Z7mBAJOrhBL80tufnfkAXUe/6Yf305/i5B7jVrV5YqT6l0CVlU7BweX8ub6SHq4d84k8Ez1q4tgOcbdenygKBnuHHlhk20NXq/bF0oLMFvk1zzdW0t/amLtEjl5zpapAnzjLmOyzf5vhuRJdLa5pDisFGU+gJkgpVkAWnASeNAgmJijp7kAqfxO8vRZ/rA8HGlbRxyrdJN54pXmJz6wuEAjqkadQhZxKdZz4cXSLwnBLg7CVb3mM/Uwm9TWnGJ370lAblJnLg4pC8CNg3Og8s9szlNta3Lq8S1CtCvV6fw6Wa2Nvsmje82smjOnAYHvM8l1wsDWZW8+fbqh+ec5lzLqVAtZSSS1FL9ZesSD55Ps5RqDqkUc3SUEuCIBBJIQJkkMCs/N3xvsyzfvjh1e2LF7e3Lw7TNEy8P75/9+7t939EPpr73TTe3ex/GE7x7v7h+O4hP/L++xIDZVQbY5jCBoUBpqgCqkrkBVQrj0KBaBKQQMHSMSKgKqtlSRsOOzYPE7XvsgJghtbb1mQVwEoSkeofsrYAqjXIa6pqmoAEioiqjaOmZGbW920YqEITmRQJkhAGCUQghKzgVSt1C4rQ5aigQBRUo4KqjVnQqmINkQIpgRIKqKakVpCc7sos4oIQ5MKS/f4+f//2w/3xOO13h5eH4caKzJoiVJxuIqagInqTVEhs+qrWdX+J+u52LhGIXxBV7MHmP+VJ3+6SpRRGy5QpJR9PxzzPgNWOg+KFQaiO0zjtxmm/twHua2sroSKfcdXh0iv7NE7hAgXKJ738i3HNniBU/CiH+3PvnvyZrefP/IWKLL66XvzR31uXyKZVD/UMT7SAJvbAzw5acBY71aI4N1N/LkrGrQJ2hTtnYKjDU7RqgOVWitTFMQq16nEMpok6SnIzEZfIyUqqvXZBESfOEpaa5R7nI3X9OYeK5ZzIZ37Abuxy0rsBbENJ45mXgwz34uGp5792dvkpstwohNdm4Q1vyqf4dg3ww9nZCs+N5pfz65JmuN4OVgOBbCMO2Ojn9c+35VZXBvWKUK/XZ3CRwTWMPdy9lJzzbPNJtC3yp9Pp4eFhWRWW47uTuZScc0QYUIrPxcchAA5OL4HjnI+n4tSRSZIm8QQJBh0eBiJhEDD843z8/eP7x3mOEu9RvhxFDng97jAqoxzvHyaJr1+9+PLLL3Q6/OF+vvvju99///79Qz6eHiKLh5IJPiYaREVUkWrPamV4tMZHQ0SVZgJ1tFgtCYiAqK0AdaanEM1ex/+p1oCylhGw5RFWnrRFRF8WT9eCE5jV1NQkqjQREaiNQ9ScqT6DggEJkoQDw8AEGaCqAg2oQGkI0bAEMwFEUm0/hSlVqUpo1L1RVAfRMcwcmi05TWiQPMxZNAC3KChFWHIcj8d37/0Pf3z84eP9HOVwtzu8noYbCxTHLBq1c5FAiCqkEi/rPtJy+7ek2kVr9rkO7BMd3M0/9TSmqtnqWEoppQTZ4hnTYJbqiL7WaE27/c3tzYu7F9M0pZSiMCJrS5WpzVefJXW6/Vp/FNUtoPLTuHL1nqvqv2/FWJsjsdGV/xlBV2fkrkC7JsRE2FKVZUMNXuSzQxjo1RM9175GKYVIJXRrdmqv0Gw3ENvs9talt+pRuMEy21Hw2orck7BanP6WQ0UnWCFq0DCoKQYNsQQEWQSO2o5Rg0h1e+vnLQD6NGOpY9bFh8kl7pdPEW3vmEajDFs0VmtkiXgOp3VpBMPbVSLcqoMWW1Zc+hmBz6HVFTHLk4BUWTRQcomQzyjT+nw2BNoFAs3C22/knDi9+IAs/C6eOX5dWdQrQr1en8FG2PAWmrOH9ehcvFTyEFAGj8dTFOcwqLYNjoBH5JKLe0QAGhHuXuOQLITFtQhCKAiVWUWVoRQWREm1i1TAMs8lP5TT+3y8n495LjEl43wrPqEwYXfYvbq7ezmkv/nNd9/+6tvQ9OXDw2++ffP7t+9+9/b9H9/ffzjm41w8glGEIQEGGHPr7gxqcCwMoTMcLGBBZYlDA0oTAWDQUTXBkogSVmgChQ1qg9oIDCpVl8pYqBkBa1IMlGu2Vm0jLYKonU8hiBouDiQbuuu0bvNeRVEWBB1Cg5qaqLBauExMCaUlqfqLaa9qtUVVLVW+VgDCRI0D0oBhiJRCU1EVsZCS6FKBcjjm4vl0iseH+e0fPv7ujx9OOTTpeJC09/EgNrigCD0ZTAwMCSx+WVXD2cxzUxnZUcoyTm2hjj1luyX1tEaujm7PwoE2WwvAKjsB3D2KAzqO0+Fw66eS5yxVPWw2DNPdi7vbu7txHNS0R69qg7DAfwDLBLZd5p+Cofyxv19Jufh3McrViXeR1dAHMn8i9q1Moq6nHu0dR+hvHrQIzgDPadQWdRtrh11HQ5VVrd5LZ5wjlY6suK0QkUUyzTNr0FKwtKld2sL9KvmWC951kdOyZxtVnYqSCDLofYKu588FYhN+Qanv3UVKu4VUcfZfOy9MRoe8Z1lvGxVCSHv1V5PiUypUBBEBuEdx96r4xBLGAf7YPB8/fmJp0vlLhQHOZwHnP9kKCFaIu2bd9e7WhVjnOWO6Uuj4SSL6el0R6vX6Ze18LR4Kotr6l4FaxRkQUVhEHI+nPGcfhyGlti5H5JLnUioqDYZ7uNcSUastnOpSff9ULSoZQSkqrmi5msGYvUgyTikj3n54//H9x4c8x368vdvf6O3uZnr15tVB08s0fvnlVzeHuyDHZHEnL++mr766e388PuRyzDnn4plRQ1QCEogCFnrtojnSIzJ5Yp6lZJaZ7hIoFG9W+FaWKCUClMxZWTsG3SQSxCDWCl6C3rz2NRVce3GBtQBBBsJ79lMnYyrvZ2lhKeoHNLcts7ndAW30Sdeb6dI3WBmmpEBNUkJTyrZtnEmhmkyzagKAStMQDhJQ1WqhD5eS/XScj/fHY8w66ri3/Us73OnhBmMqEPfwIdSQ4K4KpSwnGVw2vDTcg9aAcLEdXW6AW0awunWekqwNdqgaW89ZRBg0pTRY6luvpDSkYRjGSVNiLTozAGKWTDf6zf8As474NCr9Odj7mYbaWOWLfyqs3BqNlhECpXZPPA9Lfoz6XTGD9jCh2sumXUOKlVLnRlXYquqwGd8v9ymAqntZFJcq4h2BLre8GR7LBdfWv3FG9J799PyLDZzdnCeaX9IDKmJBIXVDFi4Ae/2HyKdkeY+a3x5E1gAN/tTBpjUcb4F31N7Yy7fHVkS+msFWbHn+0ccn5N3LUVV60hMuNpxFksDLzYjnBwdu3yZc0SbWTurmusIlFbtB+z2odVmRcOVQrwj1ev3yr4gQIBgMQqAV8kg75NYP/3ya7+8fSiktHggSjFzK6XSac/Y6MaGER7h7hAtNUGZnYZUBOolwjSJmo4koZi8fH4+POT/w8aP6Q5SM+Hh6/OH9hxkYX718M3/xxnB7M7366guZbnehaTx4gYgkG2F4aby53X8jESJzziXPOSQI1OD8MLoyixeJwuOjO1kos3jGnCVncSejeHhEVMMwIugexYNBHOlkDi9Oj8woERIULSEuzvCoGgH1kBJe12Gt1A9qInb0QEJBRPXtmKRqnm1UViuuUhEjjGKBxDbdahtrwABjj5lmAAK0pCpsR2QmEDWYRVK3Gk+tIrUEp+JcUaF4MArDBTLu07TD4UZ2d9zfYpo4Iph9JAYaaEKY19KBtt5DcZEN1KaHOO+x+jQRiIXG6QGYsmnLWW4UAgKtyavXwuQyFy9BR6C2HpTjI8E5Z7LqbmulAYSBz5Ys2SKA2m8g58K7jn9+5kl0iyP+j5RsXTB6f8Kvnz1GnrFuJHVjX/rEX+MMuiyF7Ms4FwqhEr1SjLHWkgggsYpRu0HpTCnQ7f/nTZybInluoumlF2MskAw1PI8U73eze8ldRCmsB9BK/y6vavCJ6HV9fvUnn108Zcy30LqVH7QoK0Y98/DyBLOmr2prwe60BSXQP1gXn6onWtInrP7yyjx3VNrcXPSlb4OX+zt2sf93hxiXnoX6SLQ+mVzSB87ePD1FQDa09BWkXhHq9fos9sJY+AO0YiMGRGuw/OPj/f39vYgMw9CUWOE559PpVHJhX/kZEe7F3cNdLOcIb+Kq8CjF1T0NiqTivL9/+P3bd28f7h8kv2d+K6dHLxh02A1M6UR+KH4/z69246uXd8Pe7NEtFDWASQmjZK2STUtKS56GLOzaLlUaaKjR1A538QAFrnTLbqWIewSJ2nsfFQ+FRIQXDw8v9FKyl+xeiocznOERTg+WaBypi2SPOefitSmJfZjm7qiksue5zKfaIGWqdS4lLBSR2VVAUYY5tWbCdKNRha+mSECqJVEUMTGB1lh/UrkGJSKgVAvTSOJW12wDktU2mVpSH0AIpJjOaQqbMN5wuos0ZWj2/KBJTDFitN61tQmW0T9jWX9mIty/s0SKP929qlbOyXmei3v9dinleHwsZa6QuHhhyaf5WMpNcLHV0CPqYavFdX3OI36S5y0+f+ao5IKlfk7b+TNA5RIY9DP+fgtUnofSPGfHlo71c//4tnd9ZcqIcyEjljhhLoxfhYJcq9tVVgXiUtneMgH4qUdNuRSaNwuOso3bdZki98LSGvAUPRmaIlIRnqoKk64iV/LSLY+nRfVPOOd1UH4Bwp5zSrUK5BYBhaadjSevCdsxsVeYWoWnalZjp9ikx2fxBpes83InL5KeL71VlI3oYgWkuGSQ0Xno+i5aVQDPtJyu1bbLjxsk7ZPCi8CE63VFqNfrcyFr6vl4LcAWJSEMzsfTw7sP4aQaxEkW99PpOM/ZI5a4lwjm4l48SoRqQbgSVCWLM3LhYMpB1Y45f3//8L/++Mc/fvxQJjyYf0TW3XTz+qWIio4qOp/yDx8+3Ird3uz3wy4pkcUpwVAhnR5KBimDqMFE1EDtoSNaG6mVgKhhr0MtGKWSKYVFtJ0DQoCEiNYQ+GCUEhFOifCIiAgP7/7XqCbYEiwMFxbh7JE9Z4/szloEG3SvUD2K++l4Oh2PxUu0RlAhmXN2knPxEk54IBcpvjhSF06FkFJhijOEHCV11zwa/xjoqjilg0U4h1aiRpNhUDRYHGRF8GZM6honmU/qNmJg9vmBRx9vX9zuxmFyi+xBqqT6rDRSBc9wD8um8ZSz3KhUebbp9yagsxqfc1xQcjmVcjrNec5CcS9lzjlnd687qTvdPc/z/nDYTdN+GCiSc6kht1wNGXyWTL2wWGy1nvKL6bg/Q/Z83tuy/nBDUm94NG7aebiNqW1RtE8hKWVJAPgJ0R6e4ch/7CE8+7e4+E1y499u2LQznOxKykr0PaHtK1/XGjqFujXKdPNnnSk8f7+6AUc3EtQnTsBG00FbTm0FdrrNW+33emlSrfFYoq2MrcdiLYr2c9zPhivRKYDF489ncvSBVRpfe/AWDQO3lfVr29PFmbEvNQuwg6pqLTJRrfyDgC2N7xNhEhtF+fJath5abH+0cqBnT+/5W+UpD9wlApsXHefrj3AbKLCBuU/eaFc3/xWhXq/P4FJI1EI4oYJAAKKitSUwAFiKOX/8/t3b7384vNi/ur0R0CPmeXb3LtaCAEHJlTcIukYxFiVCLVwpUmhz2MRIPBZ/7/mdz++l7G9v9jsDyvBiLyqnD4+SmYpLzh8+Pnyvw82w16Q71TQkcYk5rGYIDhOLMSIiCSSozbfd2DeS4SzCmh6a20oY8JkVvlBqCL2A1IpQ67AtQqpuU2BqUBNJVWFKRs2ecoki4ZCi4tKsV3V8VhdBJz1Y3FtkbHF3j17KF5Scs0dEMGcvziByYSnVHQwPllxK1fh6HYZzLoUkHFG1CR4VApfGXIc4GS4R6i65BhCYiUJHQkkJQBXDmKbdOI6W/fH04QfDLqUDktBD5XYHHQGjSpAMbdXcDhRBCEJ62tSiSG05WGwgdfFfe98xnkSkn+Wmr9Hq7PWVFBE95dPH+/s8F/dA8Ph4Oh2P4bERoYmIjOPu9u7F65d3t+NYRLz4aGO1jDC4zWn6EY5vO6F8Fmr//3xh89yu9NCPNgrxWcVkb/28ZI5wMW89e8Cbmq+nFNjlxBnaB9745GP5yedzG6NLxiayvZUCbDJ0Y2FDRajrDL2pajoAtaAI2NQhHcL0ctOFmmueJyixFLkJRAz90bLGLTUhwZoLEFDWHjwuKawrFdiBHILYeAW5cS5xMawLINsQt1XIUJ/W2D7ztY0YF753ERG1plLABoKxatvZhmWBWoYQfD5eozUG16xqQNHXU680huqG+lzPMGD7N9EMtzzvQHi+AnXp0sP2ONVOF8tbuVWWnquEO0pdag5KFeaeM+uV067+XZ65p67XFaFer1/+tTmPcj3519ISJ0XVSp4/fnz/X//+722Um7/+KxksyEoQVt1Ys8+00VG4CCNm0hkCMWCo7gcPlhIOgmmX9i/2dwfdfXU77YYsPif868fH+3/6t2HY8+ZuNFPhfDo+no6nNKmau5tAkxQvEIFYXca83lE23VlDOb2MvsKo5mUSEnCnsPYMgW3i3nRnlRCupgx0bWXll9lSPxWkECEIgIaq0QKhFBOreF1VKQhpINUjPNzdRWgp1U2ydngS4R7VSeFRATCC0gUTHjU5oMoGgiJ89NKkFB5evLTLixfmIl6khBaXOVACLnR60BlVczwMtt/rzV3a7YfT0X//O5XHo7+Pu1c3X07D62nYMabiDA0GghCKag2SrQLYZ/FHRyH4JNf3HJbCk5rtLcGSc358fMwlm5p7fni4v3/46KVs8njE1ER1GqfD/mBq/SUEIHReGFc+zw8oLofkHSJd7PYqegE0liDRTXBCJfXQzwa4YI5XWFoT2jp0X2JZuSG0lldwRYD/DiDe27PqzTVJYhUh1XE61wj91kzvS8L/MglaIAjXBc5XtLuA1d55tvzvEzafG2a6K6dbQlxdJlVIQfTzQCy8b1fTyuXhDJB6wOuT+gX/Az2hlZ+SaaJD2SfpTtRnP1zrh7Of/Bbk2L9apBEXpxDKclbkxV2qqoT2flikOVjPIVUSSmxJX551w0gHr5vTbD+gyidobdmyr+fMcH9ioBuVwYY3Zm9fuPKmV4R6vT67KyiGTe5xT8uL8IBA4OEfHz7+/X/7b6/fvPzu2+8m2+eKiNwp7bgtTZ7qc846KKiP4kIaqSKDGAiLkFIYigHDzXSnLwzFXk2H/ZSL/9P//v2Hf/nD+//+T6+/+2b6S7zc76Y0mKqDJxahJ4lEJBEPN9VRVUS1VtlE3TDEPZzRHPZNpUmoOkqnezSqokqIGu6tG8pIlVhcrksODqPbZoOk11IaQqmNdI46QveYWZujLFXoX1P8VcQELgLRBBVLS6C8JfPiIgJqkCpqaiISvVYqIsxMRCJKbaI8xVzp2Ko4KMFS3L2U8AiP4syO4pyDs8cc8ykfZ7rTwxUYx3Q4TDd3u/0uPT7skud3H94jl9tx+vLF7YvbQyJldoVpX98R1NYuuGSjb5R5NWtAxL3XQG7ynaCKDV/1KZCCzYC3VVyG11BxCNQ05jIfT/PxGOEUSoSg2qKRzKZp2u2nIQ24mOVV2udzTuxvz5Cds1ayJCBtvTiXc3au7GEj6zrG5DaQaIts+n/qRBrb2z+/qdbWWWHxeZ7Yc+cN8pP4e4uM1/9CSoT0c6YsOaQra1ahUmyH108ou6V6VToAACAASURBVG5m6lWiK4+6LHfLoofYoNWtE3yh8/Q8ep4UgNZzOBbn/zLCB+SJugWfKDegCGuCAS+ZxvUbiou2TsqTsM96upbtar5iu/YQWy3LJ+uklpeMF0dRkSr4WYtGlzapfkglq5lTnkifN69MZ5N7XCovT7WfesPwGVEQm4VtlSIvZn5ucqZ4He5fEer1+tw2P0GlDvu+Q49wL6bWM/NaRurpdCqFkJSzz7mUEosdkgv/IPTwUyk0K23yQ4oYG1VZShGXAg/zdDPsUjpZOUX+8PHhd//4Tw///Hsjv/ry9XdfvH5zezcMg6mN4+D0XEEogyGaBlEES210UYFZAowMemmkigY1Cj2EYCnqNa90QIIBhISK0DY9koF6d1nECwNqtcdJgBK9zFBIbZO+VIthI6SECcdalioMpwagyB4iYooIShE62rxu4bcgrvRcRDjomBgR2aPavSoeFESYhSjFi5oCGMSqjQ0G1up5soplSUa0ynoSHuI5z3NTODAodFUZBgyjmsnutB/Hw9u3P5xOj7ubQ0AwKMPC1URAsTq+BxRiG1rqjADj8/xZ73dYnDDY5OiA0tMeP028DSntdrtS3E/Fcyk59zyjtjNGBFRUdRiG3X4cphEiKaXaKb8k3nzuE70LDLdBYNyeMyG9OgeyFf+uuJILxsJSqbmJe2/6kzZR3oolpY3eLyja+rnpfZT88x4aN3gwzkn0lezbwIug9z9scfxdzoyzP+iikeiRY/128CQIdC2BX9axpcF1w2DH0re6AGUuq6h0V16Hz2caWSyCzBVxbpOzlkenDQWuo+4fSZPa9i/VQK6K+bxJddGP75djhGATCn0CoEpz/i//yoJHV/r1ott+KzrdprxxK6DZhnU1D9N2gvf8DvVz3Xjrm5J8AnI3ggMIrnmoV4R6vT6vLXDJxiPdS4k0NlMC1EtO0+6bb3/94sULAU7zPOdMEYPWoW9EUKBQUuY5hyKG8KpKDB+glQxcovBq6pKajSMC/Hicf//773/3D/8oH+5vXty++erNV7e3d8M4jhNgg5nGwgB5kGYDhIwiwT7g0roSQk1FAuFk8RLiGBQJIYVBIwS0aqBia/6D9qE86fXYrQIVqgY9JJCSU7yUyj+4tc8VJCUxdRg1EQYEEIwoBQbVIQlKzbFyCsXEKFAONemz6fojxImIwKwMY9SsJKlWjspwU8QFJTRqHHllrg2CYAQplZdVQUWlwkK6hIrYbpCSVZlSUomIInQFqz3XhjSk3XBIjw+PwygEZ/ckqmYI1n6eNjVXVUpI4LnA7W4t2m72mxkhP5k89WxlfP1BjX9XVVAej8cf3r3/+PFjKZlty1tn02Y2TdPNzWEaJ7PaaltvUHvsz2cMUhscOM+ofMI4Lrh/le3EJ573JWxWukMnNoB3+RN/0tse57cHEZM2p9aKF6N8mgV+/hXQS+S0AMS1x1KekGbrRHhRLvIp8JWNW30RucbGMbapjaqP4zK+64J6vKDgfNVbdLQam2ypzg4SqHYt4Jy47c+AbK1s3GRLPf/In9qknrxlNsmgAlV4LGzrouAOb5nOz1kIF/qXy1C9nlAA2EZMsq0wXUS867O0Te9/rsn0XFLxPKHLTwBWPEktqHlh9X+2Muaferqu1xWhXq9f+jbYMlmgVlfJCO+DVM7zycbhP/3t3/7qt7+dduOHdx/nOQepdVq97A9QJ/00mxfsJkkSZPYwrf2EPdVepIo2a6rVoHa8//jud398/z//dRS5+erN3RdfvDwcbnRITBAkRxIxipGgKEVyqaXvKmpVyS9OISMgkgwBydG2b4Oa2eyzMKQaDChwqrfMciVAOCleIlwMNozDMBT6PGf3YjJUmC4KqA1mAhGnePYoCFiTQNlcskRkL6JVO6Ah7pWWFVEzM1MVkuj5NHOOOkyPkoUxpDROo5KlCwus8oGilqa6jGefzbQ2wpSSixdpgf6LYV+cDClUiMmISGmwJBEhXlpTAA2iadA0GTGnYTrsR0smAp8jyEAsITqiBNrA9cf4+Nr1wE0SuUg9+gBySeS05MpleHvOlShSGvxj5Jzd4/7+/t0Pb+8/vp+Px4bLmm4vRMQs7Q+72xc3+5u9Kao6o1W0f/47U1di8gKVkq0u6WkvTyUXa7dmPze0H8YiKz0T92Fzs7KduD7J8jmjUWshVH0NheKffhB4Vm0sYtXBIluaU0SqlEaflYb2N8qfpNxoT5UIAVo9nPbnpTc7rJYyBlvUP6sBqz3/l5hdQmAdrYqsH5iLu8sepaqbI8IF8Lqwwp19gY1bqn+D+gnY1Yu1mnQeES00bkXyJFnC+xpzBg65jMd7qkswQEbtmF3am7T1c2w6X+VSFbAym+A56X/eZHt+MMAqiuUnvFx8LjRXnpSw4hz5XiHqFaFer8/1guowjuM4KKzP+zwEEh5Rcpn3ux0gD/fvH4+PuWQ83YQgQpwej0RMEcPtvk2sRGZh0BFiWeXIY8TRTx/mjw+c3fTD23c8nu6+fn16+6FQwt1EB9EUoiKJNBHz0Ki7Vu9nKqGmg0phQKAm2QtFEgZLJiSzFwazlzrM8qVyWqR0brCO+wFRSZKg5gLJkk8nkTKZjRhUUjAmS2pGgfdhXAiZSwSLJhERZoFhsKSiZqLCiLa3NClmhBQRhpBOenVKDTBVMyhAF1OK5ChBAawOx5et2CMifHVttFljz6npG5+aSoXyNXAKRhFx9zy7V0OuhoPVbGZ5utPhZpDceDGMSYJOoS9uWepadP5/dp3/iSHeMogkIzyiFGlurXUDg8gwDDc3N9O4e44N+g9xfjz/ehNphM2PGtSLNW+oEl/1jVCzmRpk1fZFA7JsH/ktNalPqSyyo73W2EQV1XOnzqdf6GcuX3KvOhYJhixhnXj2FtpSs6HqsLEHtaE0Nnbvju4usZQ21N4ySdGSAbjl3Tdo9OLZrqqJlfKsBsxPv8spPzcl/qd/7RONos/mwG05104GM1oNxP/H3ps2R45kV6J3cXcAEUEGyWRWZS3dJplG0thb/v+fGBt7YzN6mpZ6qa4lKxcmk2SsgPu9931wdwDBZFZLMkmv24yoMqtMFhmMBYAfP/csv7g1Ush5e0JF+5u7Zv9D16H/rDvL8/GMUJ+Pv4DFTyXfDpnJB+994Nz+jgSASSLlfbTIEIfjcafCx2FIURiRMSOvMv4BxCHp/nAwTQrmuxYdqVrSXEBoCKCSIJrkvtN+uN9tDyrY90vv+VdffujadJTC7yRDUEKk7Cg3zTmixEzIJgkMAhIh6nA4xkE0u2wpJQbKxnw1BGBCMwCHBgRIyKRIhgGZiaCMyQGBnKOkstnvbj9+2G43X1yeX1y98F0HoDE3RgENcRgOe0Bs25aRFQAZ0ZGYxSGCxYYDsCmKaIoSNU/7lS1KEkUDF9iA1DRrW5suU7mKZKi5wntQEAVVzKZgNjNEJu9tEEMFomGUlwECESCIKZpwll0gMGbtquWCsGRJUh/jQITeBSBvCmIYVSgdEJUZkZyoG44AAMyIiGPGD6kSAojkez6PBayVK8lUzfi3T6iPzwVPIoxoYmaByMRNH2NeRxHRkfPsKEszRACLV0NVcv5NE5q2W/imOYlM+kvulIKR3xpRxaO3qL7GopE0AOAChXIL8UziV6LjizGdEARneU6AqCZ6ajx/ajA74WAshu78ByPIlxo/vc2wz/KdnlhnAob6nWrFgDXGi1LNtrecJpFDkAgzxjUCAiiYC2fdo7VTKn99Ip0RgayEUdU0AOCxChWr+KHMBMzwhOibNgOztF2FJ6jA6m4XHBF//bKZAciUt/aZDPxPIJdhmdejnWhjSt5qSXwFhSzTmZGKcy8/TOpe/HQ3ZGBqopJEokhC9ADI7J0PUAI+qs77hGI/fYlTLRSONQsnLwwf066zzqjH7P2MmZ2nm50Wt4679LGKAUDBpnLcZ9T6jFCfj6dXHJtF8v2n/+7PXplIBGpoOZ8pc2e1NgVzRCgTI+DHm/vLF5ery0U2AaiqghYnESCTY+SostsfTEUQ1xdZ0wpKxmhGZoyAOY2PW0IPILv9brNZrs/OXl2/WC+GpJubLXgXRXbDcB66VgEjgIIa5gp6YufI++AxDswY0T5sHj7ebYaY1utzF9zx7ujId4tFHyMgubYBMCLyTUA1QGcAShBByDMo6ZCQDZ2pDWiajvvvf/fd6x9+/K//x98tFmfr9dWxv/MAMYpaf3fz8d3PN4tF++U3Lxdd651PasAgmthZD8YYQwPbgz7cH4CgXTQdmoL1KApmgkHELDI7IyPwgjvngyWniGaSVJgRCBQwiUjfgyNmDORTAmMGAKY8doOUBhe88yFGSbHPw0kXGNR0iN63qT8igUhPrM6xAyag4BoAiJLUzCDFGB07sAbIq5hapFKYrYJiaFTmaaXTgfCJDu58pFxeOuduPh8eU3SC8xD0mTDVAERMVAFhSINv/GK1Ck173O9EhJgBIXeYMQM78p1fNyH4IGLMY3h44dHw89yMwSMpLcJ/Ylb/n4xnwszrmWIu4CFQLdlJBGC1mF5HbFFTfEbsWW44uQo+z61z3JrOl3XTPFGwE3P46XB9hFBU0VhuohNEyQjVZPYezqjNX7CmRJPqlMqnVp4J0zyfafZJmRnEOhiuogIs83plLg68fI9VQJWTtCjKJwTVN0tBDbRM/2cypPztBKjFpO4YDHOyae3fe9wDD6D6GT60fh5YdKqEkEoCgM0yrVQrYM5eLoZaeHqaeQ/4KHw/v3oANBBDw9ynWoTGBsBWlBgZHwqamKUkxVB16sMrIVFmJqgiUBtjswyMqGptqywVMzOAyFj3GPNwiTHZFSf6e3rW8zCB07PETh5kNvqvubmnJrMTrIyftEhMrj8Ds39vtvb5eEaoz8d/1PgEc8offooi2DkUMDMics7d3Ly/enXZnrc0ugDqIxAigIqkoe+PxyMiNDGACCiAiCmoQ2BSAzMFAadIDhjRMwfH3bL1zn33ux/u73ahaYBxSDEOPZD3HJhY1ECNLIcm4oAJHZESGPV9vPnw8ONPbzYPm8Wi8yHEfgiuQebXP/9MzP/n//V/b7bbDzd3r3711f3D/e3b90j68pvrF9frfnswgPX5GaCJ2Xq97nxzf9wnRr9o/bLd9Qd3d3vc3YFS4zvX8Obm4Tf/6zeXl2cvLtd+dcbkwNHBBkFAz2DGFJqF+/Hnn/7pH78DB6++/uJXX79qgu8lGRoRqkUiBZTQtKAoCq9fvz7sBsd8fX2xWrVmqc4o1QUeVAkxSjIwI4eWCF02enHjDWyIg4hBzmRiX+gCJgR0LgAoWGp9MDBxJiZp2GbaR8FUzFFH4kxJgQaRKIouqwNBEZCRkNCKyhUfpa/j2JD9SZghGk4cB34KVvNiqWpZ9YBTu0zuQizp4JBDvPp+GAZVnWpl6tAREJ13i65ddJ1vmvwL6zgbP6P6+1OXyp8F8zrFkKLhSa/8bKhtCGqIAIqPqMoKiubrsQEoTinpIw6wJ7CPne5rFWyWop4D3zUnOCEqlRDTOK3/pwkPs9xTIqJaD1VY2OxEZ+Raqomq9Xyi8WQhBbRiIMyPXE4xyln9NPU4ZRFM7jMGQCYHuU6jkJYl61iBCmTBOua3nGRvApLTqQhQCHIWlSKokVpJELV5eBcA5lqQ6v7Ck0ZPru3EGfqWT6dKpQsnmSdXOKMfucI3Gy+ajD6ryLNsSjJdqAJggIxjEmnNc1YzUxv7P03VcjrKZ7ttqVSeEhNx1nybCQCXyICZdnW8J4yS09O4/hP1uT3OXp3HbkxNqSduzE+NdjaGWdnTqNSmeH4c4ezj0/35eEaoz8efBTrFPzlMxFokUu+dpRddLQfw293Hm4eHV9fxipkQwVBrbmJZZVKKw9APMXkmIgQRKKO0fI8lKdp8w2SCAIY+hPPLs0UXROXHP/wIQNfffK0IyRQ0sQkZMCACqxkqqJoimBspMt338rA9vHv34ebtu3xjNZGuWyHgDz/90DTN5er69c8/v/nhp/uPu7cf3ty++YkcfHH/1Ze//urDT2+j2VfffoUAyPz3f/d3L0K42dx/2G4OKR5jevP+w08/vpFhT4kDN6vV4qc/vP7j77/bvbj89be/JnRA9HG/jay8bBZdFwe7296uLxZ/+O0f//c//L/d2aJtw/XVRYzDbrd3zocQVBQU1ETJ9tvjw8P23bv3Q9+fny1fXJ8Bq6pISmZASK7xKvzh9uPhYbM8WzWrRet40DLdBjA1EQFEZsdEDEBx6ImQyG22W1ADEO/JDcoOneNoEi2qihIBEYEPsDJDSZIMkppYzR5HVAACdEQIjAqIijUO3z5JmMqtLWNtuU3t3o+H/o8T0U+8zVgJ1pzIa6JGSHGIx/0+DkcRKRIUrCiWKPjQtp0LgR3B1N8DMHuqf67X5Z9eJhGMZkYTnGK/xkT0Mb4of3ZoM7KqginMcaB5Rzm1beq0VpvCqMYxAzCZKSznQ+Ycp68CUBMnCMkmj9U8fdNmuVY1UxiJRiN3FgbkwqBa25Q9cDblT5Wv4VyZaooTO4lkJVHEckSHTLYkgon4NwOlImNXBAAjmWUh6ZTPbw45ywMyTFQwRQCEpCBZe5D5xnnjyQkkPYkMzj1QtcqVR1eUwJwYxUxTZiMST80DWLMCsAo2pqSmmbc9y+rnCQ9Y/FGIRXiaBfSl5kTGiceTZ2ZpPeXcejqLGKbHa8tYcFWjZ0+CXPHRoH4MLfg8RsRP/ozTxrasOmqfmqCyD7aeiGOE2WnZGvybqiWej2eE+nz8/3NY7uEZb6t5LKKaJIlEVQFAS3G/2xy2uzREasOntzNViXHo+15V2bFnV++saABRwcSSqqBgRqgAKuKDW5x1Cnb//n7Y7ik0yASECqYqoqooopQZQuQiLshln6JJwR72h/vt/uHh4fbDzWG/TymZadeu2mZhSY3hD7/9/eufv79/f5NE9v2hP+5C6+9vPvZDvPn5jaj1+77t2vXVBRkQ4scPH//4h++O9w9fvPxyv93+/OOPloZ0TBr1+sWLzWbz7t3b/XH34p9+16d0OPb/z2/+wZ0tvvrrX728vr59e3v39ubyYvWbf/ztd7/7/a//+q+Oh2Gz2e0327u7+6vLy6urq8WyG46H/XZ/2Pc//fT69uaBmFdnSyZG5CHZ0MeUEjO3gZ0PR5Hf/fb73//zb/7m7//227/+tvviOiUDIGJKqVcVYodERqhgkqKpInJSeffu7XAcmOnrr18ZoimiEROZ8citEHoSZwAqBiBk4KGEEIEqqPG4Almlap4EVXU6PrXgVtKCEPWTXKTKltrTc3czVU0xDsOgSYJzYHY8Ho790UyQeFyc8zrqvQ/BEZHVSIp6Tupf3FI05oOOTVhauxzn+eo4TitLblme4RZ7dSnynUUyFcZNTzLlsexPxzEu2txqrpVnLam1U6zo+PSM0HL9RflVesKl4wzgluH6SaiVGaDYBDlVKsbVmQIVjQoIsslvBLOCUqowzkaSsTR2YC7tzOjSaj1pbiEt3imeouWN5j28EBSATLKcUzMhi0AIWjp+TWsaU0XGfpwqAeIpIBrBYK5rJXtSDTBrf8VpLk7zrFY8ldHUitNZNVN1i+nojJpZ8+vboKY6voVPn4owBfGXSzv/JZ9xOOHiKRjVTqMl0Kq7nh7ZzqaKg9MYAZzG+TVqAifIn3+vnQTIjFsiBJh3fjwupJh9HgjPCPUZoT4ffxns6iQeP0lfViuNPqqab/PDMAz9IFE0aMmcO7HbGpgxUdc0i67tmpbKTBJVNRMHeQdPjpAwhxWKaL/d73b7tz+9CZ6h9c6zmsWUBpNklsAM1BDIEzGVoCjDnJu0j8PmeNj2x/3xeDjsj8e9iqnpMMS+OZ6fXSLCH7//7W57nzS+f/sDs+fGsw+Hu8Pd+4+H4wEVb44/X728/ur6y45CAGahYTdsbu/f/PDm7uPtuzevl4vlfrfbbB76FEU0gYWuU6Iff3774eb2w82DO0aj0D8MP37/w+3bt5cX65v3t7EfyGh7t/vtP3/X74/H3eH9zx+uX1x9+erVu7dvfvzhRyJ/d3e3udusr64QKXj/5vWHIcWbD++7rvvmm1fuwkfU+4+7n19/+PGHNy+//vawj7uH4ePH++Cb9cUFMZrh8TD0/W7o+xij9+FivW6Cj4Pe3n64u33w3l1dXXVNq6aYzJANwLFHREk5lGjIA1APysXwXQBQUkQAl2myiRaZMUVjJv4JFQRzqVdRl53M1yaGczaBm60tZiJy7IehHzQpI2uSoT/GGNEgE4pqRoaAQMTOOXaMiDnPn2rFOeIngsq/jIHHvAehwtNil1IwzLiygDGcxLw10cly3kWNQcBcnGZaAkILnlGDOggZm2pPNJ9wwn7jSZU6EKKV2TeNteyZZX+SoTrR+85AiVRHeUHZOX1AM+yrKIWKUFRrGy6MYDu/JznZPo+fMb/K6RS0ydSDljnAst8CA8HaRZQxn45neR6wF2+WjhQ0kUqObgKTfBOrL89NHUknVkKDorkuFQNlSgFQgeokhLGSFm1ltpWZZZ1nM9VgrOLNsumhrDLNmDNEdAbnschutdDCBiYKTznYrNQiKJqWq7HKbghx4lPHufwoOZ/llI1KZBtPwdO0/tl94KnyhCdUQWifJq3OA6zw8R4v/7nsqYswA5+H+88I9fn415Em/5b9HP4rIz/sT3kYscYBAlJ+8EmsRQBoIsf9Lg4Jtd6FkQxUDVCBGAGJmYP3Z6vVsm2bpilCwHIfUhExE/YUmgZbHLQX0+PQ3989PNxvth/vQSQ0vmm8mqnaAJoQzbEIqgGiGBsiKCsaoSgSaVKBFC1FS1ETMHvPACAiQOAbDwa3d2+9C+3ZYnd3t+jO2uU6NO3h4X53d8dNy8D7u+2L9YuL7pLUHXdREjIGSfDhzc39w+1wHK4urvtjVLMIqozcNBcvrpvl6qcfv3/75t1itWZud7eb9HC8efN2e3e3Wq58aNpmoUlv3t5s9xtHjoi3m/ubt+/3m/67P/zhD3/47YsXX5rpcOy7dvER7w77w2bTb3a79x/ef/31Ny8uv0wLBJXdw3G/GyCh03D3fnv4cLy9u2Pnrl9srl9eJEk37z/c32+HoVfTy6vL9dkKEWMcNpvtu/fvEfH87Dx++/X5+VnfH1IcmGnRtU1oKMcwUMzEksvmOABWyrKNbDMmoIxqrCobae52mLL34ZOwcxuTEOfj9ll1ZrVHlFZyUBVVU5Ek0g99SgKAKaUUk8RYC+VnSykCEznnneP8MKaiAoK5inVkfP9Mk2fmq2luKHhMUVtFWKUoCee9nNnShkgFpE558Vb0GNnPYohQIoNLDFmZfU62NlUjRCjD0zpRLv76TP0V/9EIT0hRAbFwioVgO6mazM/PTncxj0JVUeezWDMtE/6xQARoRM750RVohHXzEoHMv41kYaUI0cyUKkLNMK7Oz4utKj85wpHaLKEB5a0cvYCEgIoqKJlAVUAxyCVuCsAwi1+YOQYJkdHp2DNgZTOgVbI6VTBNstEaIZfdXUAjrjtNBCihB1CisggANc88Mr2omhXtlFNRZ844UdXPcaj2ODbLKotsp6O2qXgjl49MEHRenlXp2JMYVJxuAvB0Vi5U4QTO0fn8d0w61z/lOMSJP4Wi0tWq8n0+nhHq8/HvDGr1c//jFyY2nxvxA5xEqo/ly5rripABLMZ+SMNht0+DcFR0RNUaXG9o7H2DLXZN03jvmKf7ce4bSdFAARrnGTxqr8l0SCklAVUHdri5d2dnbdsScxLJmaDAZAYquaddkUBBwQhR0SE7IkfsHXlHwXMIzvs8ROvabnF+1h/2atIuuvP1xe7+tluEV19+IQKyPTigVbci8vv9tm0WXbvabo+H7fb248MwDElkt9se+17UkkgSEbNBEiAbgQA87Dav37z+8PbdF0ANgIEe00O/2Tl0L65ehubQb/b77W632z1s7kNomnZx2G81xkVzdntz2x8OmhTAnPOMdNjutw+bjx+3YsbkF82SMZiSCaChRrWkNtjrP75++HBnBKL6vee//7v/cuz3v//d77bbQ7dYXb64eHF15Zj642HzcP/w8HB/f3fc7zb3t3+7/a9/8zd/9/7tu+12u1qsXr64vryirm2IwTCVGWDFFyAAgISuuFRqpM4ngjKYExXTOmCPi8gRgWcLTFkX5ycc5sAABQAt+lMREVUVkcN23x/7wuWf7roAkB03TQghQIHDpXUcgJinSt4/z9SpQlHh43Dy8lFYEYTj3KMEJ72lo08nE1/16zmsFKpM0kAnfrtCCptUlzARkjRtTstTnHG6U5aTjmt9zjaisoexx/zlLNLpsTkGc3UYjtkhmufmhCZlultyk6wwjPl+gjy+gtmwHG0KIzAwQzHS8h7rjE+1GaKFiZKcaqrUTqHcmGQAgAiJILlM+JqCpdJGkNtBJltYFtFkbOsMmRhtFoY/AjCgOoyaZ2SNDaYlGR9nFPl8fm3l4yrfQYq5wJoyyFfL5rCsUsCipC0nm2TX/WfENjg7pqWiRAsyTobFuWwkLwmjltgqa/34hjB7FZN++gmFAcwA7tS1CqdBCk/SLY9fy5hMVda3ZyL1GaE+H/+Bq9pn21v+1StxXhQQp6CXon6rGr5MfqmaWvpw8/aHH3748tdfdcvOO1duxUg5iY+dD85znhObaokLL3o3NHNMziGgDXHYH/d9GiT3lIjG3eF4t1nG1DTBOSdJBSKoTGqv0nZiAqCaPCFhLmlybdedXV4NfXTsQnBmFppm0S3J8OONXFxdX11en19cbTf3X3z11TfffvXxw+aw3C9TPF9fEnO37K5evkTn3rx9//Hdu+1mA6pd8MAUmhYMiB17730TQgvEtN9tNhtD2m23KcXj8cBNG9pgMXpw6HC9XiswMe+2mxiH/njEBQTfLrpF1y7iMIgIkXPsF4uFdywiw/F4SYkBxAAAIABJREFUHAbm6HyzXC1RNR57iR3nvFbR1Pf7++2b969ff//9+vIqSZIUW3aHw/673/02Jfnii2+vLi66pgk+pDgc9/v9bpcduz/9+H23Wjau/cN3f7y/u395/Yq57VYrDs67iR/V0ituqlYWVrCcz22aDAzpZLGwTwOBTqfUVRtY1tuxE/K0KN5UlUaGZdwjISJijHG/3d3e3G4290MccPyuMX0H0Tm/WCyWyyUzmWo2mszpyVoe9Oe84cRpoD9Si7UxFnQeSoRlgpJT5m3KRjXIcUfTEjzjPrV0Ate01DK8tsrM1j7MGdowmQrFSkw/ztKpssKQdFr7S19T3cpMAaQGGRuN2HjSxqIZCOXMXmTM9Hxm6qxqXke5aTWLja2bajPJAJpAka8WI7lMJxmXnQsUpUPNTc3Wd6zyiOlna4iXmeT/FFIZQRDEZZluIbUFa3QSj67TzOjnqfsYa4XZxTcalAwLP2xlODCmouYzPe8Pp/0cGlpNFC3lw5MNNZPoknUfxVOl+exBBohWEpbzJk/M5BdV2giIROXfGYrNImHEXDM3IzsfsSST134m4Sk3i2niPzkrP2VX5jkANrXg4uxRZo60k3Zbm/WN1c1zjayiqS35GUs8I9Tn4+QQVTW0IvEs20tCm/mjbUZozvJgZtet1ca+cVoyIzLpyVaTeYoHnFawmCZAy3lCJZMuJ7CUhhQ0VTNz5MTg5t3P//sffXu+CE1w5Ii5PnMlQ+eoCcExS4ppiGZiAMkMCQ0QmXzryHOU9LDfPey2h+GYUpIhbj8+3L+5BTXvfOsDm6GhlkiU8iZRsXgzYR7AMRigIRMvFovrL75cdMvgnXdMRKuzVROa25vbYxp+1fzt2eI8tJ3r/BdfvLy6uHw4DMvry3C+9MF7T13Xvfr2K2S8f7i/327Y8eXlxdmiNe8lJYlxfXHp2zZ03fXLazOQmIbjsKNt1648N123bNt2sVhAaCFan44u4zETM0UA71wT2tVytVx2i26hokioImZyfna+7Lrvf/rj4bBD5OVqkUQ+vH9DkJarLjSua/1ht5M4xNjf3t7c39z0+42cXSBg8M3mYTcMRyLfte1ysWzaBonUwLsGgPq+b0JzvjwDgKEf3rx+8/anH3aH42K5xEB+EYxMwMC47CIQzUBE8lySkEqckJmZIihZCfrJAseJOp2sIHNKZeaqIaRqxM7ppJkXLJWoqlbMFjayHERMAPv9/v27dx/evt3vtmno805q6v42YzPv/fn56ur8zDlnZmOW0UgDaq4+oMfDhBleG/ErjVffv20BmwUX2FylPbsq8VGrOlUarOCyk0n4FMA+jzF/3GVeKbiydltNIJrK1Uu4/cTfTd1Qc+Q4Y2fH8FMbnydWy9SMbc0yoNKuaopczElZ2ZM9PpYj3mu3h2oO9MgTe4MEyITkGclKSBSoYC4GLuFPechdfsaVQFgwAJmgTcZ/VpKcLVemFjRcuXUwy7nEo3QB5hEB+ZWx1ftfId955P1yoS7HcmEoFGYyP4Nok+vLxvRNgJRdh5VcrFpgNMLRZXaKyxCBiBjGWNM6a6jCSsLZqZTd/4g26YZzqUGOq88MfEqQEuY9TI47KMn+j7s1ckREuXpsMsVXkStNO5BH1ayTK6xeTU9dRzblm+KsHPlTkIrTFTVDuo89E48o4FOavHDP03I6DhCewcgzQn0+PhmzR00GLGnQFM0wgSEooxESEU03UaJqMIK8YT0Fmja16JWrryi3FD3gFK09rxJBw9laMx8yCjsAUgApWBmorIvZW2FmomDGgOl43G+3GqNDBkORPHhVMnNMjXOLpvWN7w97jUmADUBBiSAhK0JwpAwHHbbDsD0Oh+MhHo/9ZjdsdzZEZufbxbJtQSX1FpnVCBCBCcFQcxo4eMw9UwZI3vnON+eLBbyA8/OlIyQAdm69vnDsh5SuTNqmzXf0V7/+crk8a3xYPTy0Z8vgXUwSgltfrM9WKxVdLluFSxVZXZ6Jajz2AOZDIMTFcHalX7RNM8Qopv1uR+RWi7OUJKVIAI33i7MzbrxIOlus+n2/XC6tbQEgDQMgD0PPlF0XDKbeMyIej/vYHyUmM2DG5aLt47DZDIfD4f7u3gi7pt3eb4Z+pwCbh4fjbhuHHgCarvONp+ClP6qCb/zy6uzl1190Z8vbj3coeP+wOxwOBBxckKS77Q4Tbe/vXGjX6+Xq3PsWHDICSubjkRRRTY0o80NMYnWhVQIwcGAOiZ+Mayl7JIE5gZk7wMBAYFrsrNS9lmm0GsNYhSOimdnJf4v7h8371z99/HADVmSapa2TUBUk9sjoG3d5tXp1sfYciNFU6kig/A5JCTGDnDosR6yXgdXAn2mK8C+9mH9hwmiqZRtpddnGeWzknO/JGwMoOGcs5jXUunGdlZnbhA/r+lvyp/JnUP+r2V54ChrKzB1rRVMmZxGnAtUJ7NbQLziVj9o47S9TZ0QSYDQFELSICYkEUXEEKJiLnUr8bRk9W9VVYgJX7l9oSAgJUIVE0JCy9gNKslR1jBcNvhTpZ+l3hZJLjzM9whh+ZVMBW846qPsXK3v18mct25WsYy13y4wLR3krQVEzWFGJTpaAzBSXUNXJcW5kREBTnSxm5TAolI9pVnpUR1uACeIcBgLUuX+JWpvOwxI9NcbZVrULkAEKoDgEGwbte43RzADZgMQ+Vxk2IkZVlZRSEsl2O0MGZGAChFmGdk4yAyICU5iqkmf7rdm4BXFmrq3ZdPqJha6IjUazZakvtDFsAYtfwmx+N8LxQ4bZLm8uhcDy/v5H17c+H88I9S9rNq9mnomzyTYlAuBsEwVUNVRFIkLGEkgNIqMRBXN/I05eBMpK/TxOGqeeON2YcbbJRrCkNsAUt17vEqhqDSGasWkEACJEzBWjIpaKmVMLiGnabrlaLRatD5yZGrWxW9ETIzskAmJAqv7auu4xM3uvrDqISJKUhn7YHw67w1HMspC0XXU++MO210FS8EjIzFLlAjMFUXHYsOOmC2fnK++9qOQtMiEtlx2zu1yfdY0/OzuPMaaULi4uFt3yeDxeXa6XTbtYLg/7vfP+fL0Wkf1+/8XL6xdX68Ph6L1TtYftrmvbtus22y2YMbsY42a7ZSK9vEByhHw47Lfbjff+bH22XK4uXr4gwsVqtRyG6y9fMTES9sfD5mFzPO7tGBUEDFXF+yb4cPvxZrvbnJ9fLM9WznnfttGEnHPe9zG9fvOGENnQiNh7BQXH3ARHtOwWLrhF2x02W0kJkZbL9dWLL4Jvb969i8fhw81tPwwmKiludw8Jk3PNoGm9Wn39zbcXlxfEyEwgkMppJlDOpWn3kuWnRMiAAMRoPIvmfkQezqoUT4bss7/C6WICAEDEOdU1y0/r6qqiSc36/rjbbQ+HvWPfhHY0lyNSGTcCN02zXq/Xl5e+DVbgCkGhlHQslpzZe8viZKdcYZ0vzMUL+OSF/MuXOYwFRSd2spGGw8d4oOaaVidU0VXYydwSThbYR+6vmk1L03ZU8YRrspFcQrBPONjHBaczEHxC7pmdUrhFJIsn5Jhp6eHFSlDrFEVF5TImJERmICCQ/CkwUdEElPcBxmDmKpQ3nDNmMwt+Vj08rt2cAROw6Z1CpFwwPBsu25y8BptLRcWK16iQ3JkKsJPMrvKtbvpAFGefi1qldEeutnTUgpnkWFWrMo9y81eVgnI/5QxhirAv2wVDpBKGmyF0xt4oAAKonlAlSX8wSZStYp+XcVY5qYGZiohEkYjI4/Molr6nmjAQkImtvs+5k6C+n+OKhJ+I1k6lqvjoAjHA2c/Os6ie3iwi4GMy9pkzfUaoz8cvz/elrq+C5JAcmBKCsTOgMpTLUSj1rsnsyw1Ox75qBQA1lGJjUsJ8uyhowEOqplOCrBAtCv+AHGAcac1UgJUxKBUwLjeUgpilfOtPpoaGgM77s8vLL775+my9alqXVAq1AcoGzmVFQDJVRGOGJNlZSmYp77C958QjlWtJUhJ1IYRFK004IhgRO2d6zLAYEYgwmUpKBIREo1ci33gYqQn+fNktu6bsn4kA0HtvgFeyFlktl6sYo6p5751jR+HVy6vgfNd1adkagg9+iCaJiZm5WyxappyMBcvVsmk6M3HOdV233e2Q1HvnnffO7Q99u+y++fabxWKR1+Gu6xaLRd8f17CmQN57Ndvtdt39PSpcrM/j0P/Tb37T98c8vNrttvebjy++ePXV1980oTn0/WFzC0zNcrFYLqJEM/Ds1peXouni/Mp3i8Vujab7/YYi9/1RVc/Wl+zcx7u77777Yb1eqermYXu/2S2Wq8N+36eITGHR+WVD3lNg33okSymigsmsKdt0DkFURa0wbASAaIR5+o9yavX9l6TiE1HJrQFg5jx5TSkVpqrG7BOzqakOMUYm7rrl2dllGmKKQ1kmicFM1QCxCd3ZanF1eXV1cXF2vlKLOaUIFJMhqEwVFDMcCgCqCWrejyM3fx2/QJXOKm7s89h1jJaf956fGJ3sdE5vejIdsanB1CbhQWkaL2wr1fd0PrJHtTpmUHwifrZ8owBU9cbJIo9VtDFSqqPYAXGuLoRPx9JYCTMGIEIt4UwZlOZiOS0Bq6qgigiEjAyEiMTzl6egAAlBCB3hNKfHKtMwyMLcUuM5lqtS7hFAm2/VAcHQcsF8fdMZUAkJqLC5OKvEpGwx0irMnvxJhmO614zqnGKhsuyhSmY198LPaq5lrB2AkzHzGDyAVpKgRgUFzVqAbRyaTXmp0ymXGUeDLNqRKTUWBSABmpqYJEs9meSLDet+8SmAWp6UqiRJMUaO0XlC5HJBEc6G63qCLQlnDblo8JgX/QSfPjHYnw0I5pcWzvp0T0HsSUsV1qKuk997etKWiNdnWPKMUJ+PcrBzZhY1JRlubx82D4NaZEbnGyQmImLHzMTMzudlNU9Lin1yRh0QAQMT5Zu2FYldZl4wGBIiWpG3z2augjAbZ47XNgEgkKiZkpkzckiUeScqV7GKJDADRufd6nyxPGtD4HSMSSMgMZIP+R/2HpwnIm9mojFqnt5khT6xY+VifSVCAvSM3rcqQx9c4ZCIzExjAmeZPNaUQAWI0E5txmolrbMJMDlsihJeVNfny3xrW3RLI9RhAEDyTeNfUsVJIqpmTRfOzlYqkvG9iJhZ1zXOMSIGXhMFZuoav2zDkJJzHhF3m11KenZ2tlx0Kcbj8bhaLZq22+4sNGF5tgCzISXXOO8dG6zPl/v9oem6bnlmoklT13Vh+c2XX726fnlNzHp3d76+OL+4uLp60a0WralnRiQxWZ4t1mcXD9vN/f29HXtkBsLd5qHvj5ne2Xz8+ANI/9WrV1+88r5pu+7Fyy8+3t4ej/vF+fny4uLyxfUQh/XFhe9CPi1EkikYU+braKovt0lJV+dwVCdndsI4nkg2f6EhCWsNaRXSYdISF4GfRKeJSIoyDJEQgw+OXNReTYgB1YhcntE759q2W64Wy2XbdI2V1NAMQiXFSMzee3ZuNE+MXvcZ1yswxeBkaDHFFnzC9PzyiH+eIV4QWv26PmZ5ipkpYwyqdZ11hjllSeUAVCyg0WbktMgJlh2rikpBpZblutbg5l/MAAmyPLSk9Y/6v6mdyIo7KiO48a1iKoqieW1loWdzFBOhZoAMuS+5lIqiaTFBISoiIDAhM6BDpSlJSlM0SwSGBKQFReXXXGH/WDNa2kAUc+FTNnvpyUcL49Yg/6/8QzJLj9fMsldcTgqpRIdO3583NwQ1iBdy48U03s6I3wBMSjTqqDQYLxIlSCOPe5r9R1ZMb9m7NslqaxPAlCD2hGR0lDGMWHj6VslsBqCxJtCUvxdrNBSofm4gUHK/rLSj5GvWeee8Z+/Epr4yKsmvZVtQvbGzV5DFu/C0DPu07Alnf0J7pLme49Ondr+PSGA4hahmn0wKno9nhPp8nFz2aoSOvPv9dz8OguzROe5C6Lxn770PIQTvGx8CO8fOIfRUWSAkmol+8mKFOE4zaj6yAoIhE2H1WFjN9nN04puEupRFAQMVMVE0cIAeOOQWwflzF0k2QJIIAE3Teu/heJQkBoLOZzUdERCTd6xEIsIcYwkKBGJiT8yYqHAGZkaETXC+bQ7bBzNDx8AsqtVkauNTRUSmorYiG19W1oEh5xeMqICipeWPiXzm6gCbpgGzHpEAnGNeLaBIIdEARMXMmN18EVBJZitJYmZXV2tTS0mIUORCzZJq7IeL5SIOUUQDwfry3HSVPwt/tlIAEen74+FwgMRu1TrnmxDU7Otvvll0q8Nu1w/919/86tu/+tX5+hyJdvs9Ofyrv/rVi5cvU0qx79umcd4D4tl6pWbeuYeHzepsiQbn64uU4j//4z9+/PBh2O98aFRFUS+urlarVdd13rv94cDB7ffb1bC+fHl1ff3y4sXV+mz5xZfXbRtADYjQoegsuBupiJsrWUb1X/wkj/AEp+alCGluUToVQttoPS5GqyxJFSECImRmBjaAGIeUpO/7/JNJRDSNVxCwARKTMzPRNGhCx4tlt1y02/0uJsgljbUVVEUFica8+zzfp5oVMIYuWRmva6HSxitttmZPE+FfBKiTVBN0Nhi3cXUdC8Or7lxnRBThKArN/aOIsxLHWSDCZAGaOaOtGO5JdeRiSwY9mRkokOT0OChiiDGYc7RYj4pIG8sscSxCzd+TkbHh1F+UKSpkZARD02lcrwYKaEYITIgEqjRtWeY9U2ZoCU0QBEyyWiBTeTAKeksh1JSKS4ZSEpsMUavjWzNqHj8sx4XnzVwuWOZxFUC1vJUEoASGaDLlGRQYZsAIY2K8lPh9yCYqUzAyBQApwChTjDqZ10xpFtsPJ5CTx9xZNOCJ1y46D5udeY9OvfEzHglVLLkPU/9BQe35/TTFcrLZYxXOZ2YHYxAsMRMxIpmZSCoN2SU4gjBXBGiyqYo0X1Cj0QrnGoUJYduJqQk/3RDWPWW+DsY98KzUYsq4sylt9mQ3eEr4P1Onzwj1+fjMhY8IYvDf/vv//PndHXliZg6ePbFjx845x8SemZ1jQoLERMxMzuUyj5zK4hEDcSZciYmzfNUxES2cZ+e88z4EdszsmB0RheCDbyE/BjMxl/k/gmFkJmCCBBiIPLP3PjSiAiYASOQdATkC5xx7RrdYrJerxZBMFZPIGK9oaiA5mX+cdhXtGzN65rEEUUtDNIDBYbPb323icfAh+ODNLA4RU9HbE6JjVqPc3w3ACOByxWOd8lFpBSzyQ1FDBCbKIlrPrHEgdhaTADhmU41pkCTsHDHne3WMQx0Jl1sg5dkeFbtG3iJ4x0AQzBKTNg0aEqB3znkfjwcA2x/7tm1EEgQ+X3ZAV31/3B/7ISZJUSSGxndnixfXL9q2ffXl9friHIkB4OpqfX19JSKO4Wy5Yrc2VVEFs+WiUYMUY+p83/tudcbs+4ehPVu9+vqbtD+I6mp9/vW3v7r+8rrvD4DQdGHfH7pV2ywCmC3PVqHx7bJbLTt2lAHb40KouiBQxUo5U5Pnpod/j0O1iKrZOXY+i91UdFQaB98slqt47AFwGI4i4n3ArAoASLE3StVytXIhEGIcUoyRQmkwB2JuOI894zAQITE9WoFPho42rvo1HvipOeD4XU9f3yW34PEyb49nm3b6i+dvrT526pdcoppGVAAAzZDJvJhdSqnmBF1sar2E8ZpjmLyWc/b00TaETvt67PTl61RIh9W/RAZSo/ByF1JpQgVEBWQApByznJ9UtEQ2yxURSwOUibzCLNy0Ch4y7Ve6eGe5sDb7UAxPM3mLqIAAkZJIdqBixXBUfpOMLx/BTlKSgAAq0V41/rViVa18Kgo1V59rMpfOENZpk8H87U7j2UMnU3cr+6ZHs/jyeDqbcOf32Gy6pC3vIiynCJRtilauGf5FbvYxUoNdHu3ngYPIOBCgf5c1EeDfLwrumSJ9RqjPx7/9QAQAJv7++5/++bvXSEaQB/x5l1pKcAhzCh0Cc1nFqch/MoIiJnYueOecZ+bMPzl2xNR6Zue8cyGE4IPLXCyRY/JUIkyIc44o5T+DRceEwMNhePP23c8//nTc7QiQEPMQOLsmmQmQpJft/e7+w32Mabfp+yiIwFzv9kiADspgkZAZYjJTA0Vk4mzB1kHScej7YRDROPT97pCOR4iRPTPzmG6XWTffBAKWQUjG6Z45IihBM3l7TgXMwVh6iACYx1i5osiREBKzA4NhiIaoSGaGKVF1/6gq1RQFIsoGe4MawOQYSnaLAajzzK0nIE0CNYZSAJrGAyA6ZibnPRB5R6EJ/ZCOx4OJvLy+Wl9cMLv1+uzsbHm5XhNSpppXcRARK6RF9uwSTG2JXeOo8S60rQCAyX59zqpytnDOr6+uXn31ar1eqVnSNERCtzZEUVkul6SqiK4NXdNwpqORDDAZjC9/qtoBAMwVjkBYLcRl+EwVCX0Wo9l01FIpg2z1M8Ocszva2lWlqCIRRKQ/9rvtYbvdH4/HFNN2s+n7Y0qRKW+rChuarXscwvl6/eLqsm1bRnShBSREh+iIMMeTiQio1AD7E9pGSn/7eG3aHKeiPZEJTtX4/rn1fUY1ZvbP6rlIU4lOnVc/+pnqx6nDZU2AbBO9apMCz0az+Di6H2FH/mi08qljzFJEJAQh5Jybmq9sy/wpTib0me2ZxiH+/COuoEKhRn0YlGyo4mXCoq01UVTMUVOABMS5shXBVEyTidlg0ar/BgFBEujMOTOFIWOO8S+wt+5mxljcSiaPcXpzESTm+2TePSQTNUEARyCqCkaY61vzO6VUObwxvam2mGbwijbLVMOcZYqmAK4A2YJYqUJULT9SBcRjhNOsTGCWMFzDHKxw0FUygjay4eUNMJxisOrdD4zKsxMtxsHcX6pgmVJVqMWy8Fk3v+XdPjExOyImJChJtThpgconk5+fjrAZ/wWoc6Z4zzaHebqZ2S+Uz2Cte51TsDhzVpz+MJ5ssp5R7DNCfT6e5I0kIbKkiAb77XZzd2cmVLols1fdVBUs+0R1DG0usHRKqkEkYu8dO+e4StMxg1gfuMxjaIZ4EURMzQgRs+SVR4hK6JCJGBhS2u22P795/+b1z/uHh6QxtzjnqkBHDlT2++37t2/+4R9+szhfqFlowtnZyi9azPH55EpFqikSETNg7tlOqgjYmEpKKcY4DLHvh2Ho+32/u9vYEBGAHTfeB+8BMaaUkiCh957BDTKYJBXJwjomRsS8pKhBzh5SBRPJZilLGkWcYwTSmJxz2X1KxMRkCmIpmpKxQ0iqOTKTnVPVEs8pMqiyczFFUMv3aQSUlFRi03gXmjSkbOhRk+HQgxkwcfCx75kYEEVE4qAqKkoIIQQ8X7HzMUFMcr5etsvGETlmVRMV1zXsvAEMfW8m7JmJVS3F5Lz3wXdd++VXX/X9brPvmXm72UiKTHR2fra6vFqeL7s2OB+UTFWHJCklI2y7BYsdjoeEJeUK1IxIa9TgvDUm38GJCHEsfcHq1Mj0EeLjDhj8BMB8uqxM35NPPAWQlAwEEdgRGR6Px5ub259/fndzc3PY7xHg/vb2sN/F2EcDHxrvGzBUUDALPqzPr75+9e1XX33VtYsUk5oioKCZJS0INS+z7pMVc6LH1FJd9zCfvTMu8enXQp9Zfuecp9kJHQrjIF8VT1dbBJz1GY3TlhLzNQ7hwWbW/ceBADJreppzoqX4cpz2IhBYyoMImyjQIhqa1Ajltcv0mc4CrqiqBIsYvLg8FRAtleCrnJVayD3Nsbe18kGLNNUqqKl+TQIs94uJDS2mJ6t0f/Zb5c2G1nPTxooqfGTLGUtaCchlKTuKKojWs2OskQUC01FsWlK4TPOwPj9DrfSh0UyyW3hOBOAcyp+3sFremvzUBGoy4IkI1WoS1yOqG2cfYoGfY9ZpVsVK2cNDmYRVZFteUeFsVSGXnoiZgOr81HkyWW2ipcsuIzMjTDRlWeXA4RO0aTo++fKMqpBl5r//E+xNrZd6PKN/hHdthKFmn9x/Zkpxg7lWB5+B6TNCfT5+8RIkAGXnc6iOimZXaDY3Wx4pcxZzjXu9kp00lk2LmpkAKCZzrMxcGh5V8v2ZaK6Fm6XRTeWKNaoEp7s6QK7Akzj0h8OxP+wAwYfWsDBepsU2E4/D/c3tPx3/p2+CC+H6yy/pV18vQ0utV8CkSiJD1LzYe+eYUM2SoShqMlEYhrh/2PQPD5qG4Tj0x14MiDk0LpogKBGiJJEIoqaoSqDiANk5ZlYiBSByiCCieeVjdmYqSWZCJasxOJYAREVAXQiGIiKAWssMNcqsOksTlbZJzQZ2MgjkDBUB2SDjcCVQxeEYTY1L55Ihkm+8oSIhQFAtAd3EnNem/OBd2y2XZ6YYY0RCAkKgnNVIxPnebwjee7AcjmCk4Nln9hcBNEbk0DQIgC9fXndda2bL1fL84mLZdYFztboqm/e+KOKIIaZFF5AohMCIkkRTT0SOGJKVybSCzChVzlaSmuGfFSJgBiJA+KeGbOO0cYyJqd4bxKSqOUoN0ZREDAmHYbjbbG/v7u4396rKzKISFt35i8u2bU3NsUNkUU0xiiRDOPSHd2/e/K//8Q/bu7v/8eICGbxrnWPvnXOOHbngmyb44DvnG3bsXWhC8D6ExofgQ2DvGH2RHsxaMBANjQGcQUlvJaaRO9KkeYsEpx5hVRVNhlMb/JikQ+ABjIiKM6g0PCEQ5H0C1jH2VHaAZpJyZEc2Fk5a9AwDP40qLegErXTHZpCR9bA56MkAUKu/TerNQuctX8VbpYTjmNoeT/8N52FXqGVniAgqAIQsoCMBaqiawAzZFbO8KRAgoRkKqNGUp1+H0UCIZBn4ZugKOIbsWTrBMDb1gNKsBd5q4Gih2IRV0VQRpby0TN/NAnxlTEXDcjYQjqg0Cxu05ihhGS/l3zIj88YAL6rAs2S/lkLYSsuWDzCWycyo4RjFlSXFN+tOj7QwAAAgAElEQVRcZ+H6Zli0N6Y5HxiqQ5AQ5p6y8piCkPJnxGWvo0U7/DRwK7H2kqJqRFQAERUkA2Qmrh4Imu8/6z10DDPEuuzZfJQ/ZZblvJqSS4YTrjQkRJuYT/xUMIt2ktRb33UEIqgNHfCn80W0XEfPxzNCfT6IKIdDIWLfHw77XR4dTcmkOF6rJxK4+UCo5E4BmIqqsDDC2NEy3qzzTHW2QOY7HuFsCjIp2k1BNKmIapIUJSYwJSIHxVNraIYomgAsDsN++7DfbojZty0Sn63XV5cXZbZnlkQ1psyfGhRIRwpIDAhJ0m63v7+929xtEkMakpkRcyql3rn8xERSEokSD/1hf9x7I8ccPJOqmAlRnvJTweNYECons6yXKmHp+XZPXO26RGqmJp6dZ+dZkEg1uzBwthjnYS5a7v1D1AzRCp9DSau5mKC6PRSZg+NMNTLzvBFQSx4YGQKx8yEgkHc0dgXVNQ+yHRhLgj3oOCZHzGk0omJqzK51LhD5F3ixXIhqaMJiufTO5VMEs2EFDAmBIIoCIaPjSo1aEUAoETmmlFJ+PxnBVACRmRFhFuJetkKMJwQG4olAcWSMPrHCYxnJPorZtJzRb2wgSY67493Nx/ev35ChZ9/H3iR5YPStja1pAEQ5vleGvn/3/t0Q++//+Meua5smhKZ1xOw4BB+Ca9u265qmCb5p2DvvXQg+hNC2TdM0IQR2vkVf26U0R0EQETMSZqF3kdwQUen58c4j5DEFErFzmRJmx4jewFnZJ+Ve9GQARPOiLTTD3HpV1vAaF0rT+N9ATYzziVn9jVhT4wUxncxJK1YWc4VWpExSZvbSDM1QKswkswhj4qjaLK1u7sgZeyY/nbhqLRzKepTiSyqpTTO2HLFk/+SWBy698Bk5lejUnB0mo85BrWQ/1z6szCjTqHpEs8nDhjbLPSo2mFmrEBUrFqgkgFSy91VLwPMJs28ARrkrAifxa2lmLUSvVkquqiRsbIIoVbAnigyaerDqf3NQKsK8FHB8OfP2TrCxSwEflSZBvR1ZUTVwvutNjGGhXSnfCdVASlZ0yR6srPBTMpWRvp3YZVUDSQQEFiDvEub69ROac2Rpx1Xr6bn/p7kfWGNvn6Bc7WRD8vhLp4/26SMXsG4ATyQyPx/PCPX5OL1ytrv7+/t3MNW65W0njc7J+cBqVKmPICCnMSNk6xTip7vFyURQZiw4bXKh9suMt0EyJEAFRKnrhaSYbfvTjTMb5JVUEqJLJtofd7v98dCbIrN3npA5icQYXQZ2YFlWIHVnnaLsd4eH+932YQetM1J2bAB2QBHLOlkxG2KKSZLJZvdwd98sQ9u6jrFxRAAoqs6mnpiRvMn8CZUbLM8DRxCByZtpEhEVcgyIuZQ1R31lX7dKKQJkx4g0pFSoME0lUFs1WWI0YiJkMNUkpkqUHy9ayam1SjiWtkkm9MyFCDMDECwAoLZbT80+Oc8R1VQ0h4bR5OVmBEIyQ0L2vg1Olp2IAiI7BgBRNTVkJgBRQcgzfUUiyEnjcawOH21hCqBExFkHaEaETGU0OcpGS2IZnqSfPjrxHkX0z/88Y/FrkXYh+YwJmFFT2j9sb9++f/v9H03Us5cCI2YICamEjpWSGegP/fv+/ft37713IQRmzq/LOXYuKyOcc2zERkgI+RNgIs7WQqbAAbIqhomZvXPOO+dcG3zbhiaETLv64L13zvsmNMtlyLJvx65p29C2TduGpm19CC4QU84BzWFaSEjeKSgoSA25rBxfxnSFipOJ/kNAEJVZCVWJRTIwBbJ6mtdsTMguI0IlnKJAgTFLEHUMqoKp9DH3GZR5f5Y7zlPgDQD4MXtVcjIUS7wS1k7J6kbPMVYqhmP/FaJlas9QsyayRpbmp51VxVlESqiq+YlYqVsubbpYvfA2xiED1pyCccANNnelzXSNeZM5NhiN8bSnub5ACDri1HmTVwF/pbG39lNPEflVkwGzjS7WhLWTjoSZiMLG+f4JwhudT1PHIJyEgNZIjNOvFoYd668psbglXjWrr4CmiOxfQmr2hBBgajtTUAJCO3UAzlxgIzEyRbRhZWbxCVT6KaA8We90MvbjJOiYySFGTYGdnAbTo53g0lli2fPxjFCfj3ECWBGj9f3+cNhC9Z7XywzLX+pXxm63Gac6xd3n/5M1AKeX+QQDssB/etQxlnIKBBmVQkCZMBynOHWkSMh5G215vE6cW1XAUCSpavGOmrKhqCVJaC53otQ6qJKLYgYpydDHOEQOBIzMnG9cokrsyTMQiqqKDDF+vLuL2z1E6EL3YnWxCB37AMwrrqnReRroUmYUKMN2ROIC6/NryxSXZUevIjHoeM/NIopxTaGxD3NccQpMBAAVycH1zEzkQFVTnlJS4bIRsmErg17N9LYBmrJq+dDyHIq5tCOxzx+9qmhWl0F9ZZVDM83qZCBEYDLREixElHPPc8v2yPoQmFEpmYHR2pA1G1qUZPmNyrfqjMwygmTHTdMi4RBlGAYRYeZPlaa/EH365N1/Si+fPQQRaa0JIKLgnGMGgzj0g/WqopkBKt5ogDJcR0RiduObo6pEyOzG4ppiPcyvspZ8jnQWjggdiZwDhBKN4VzWBzjHPgSfsWk+nGNXkG3bBaLMoHITfNO0oWlD0wTPGcUCYaVj0Tnnm8YjMaL3LvjgvPOOg89ZGxgcUkHWTMSUN02IgQM7+v/Ye7smR5LsOvB+uEcAyKyqnuGQFEVp90H7D/Zh9/+/rkw/YM1kxtWSI3LYX1VdmQAi/N6zD9fdwwNAVveMuE/KsLburspEJhAIhB8/93yIJNnizys8EpYm/azubBYWkEQUaYdI0ZjMwpU4rFd9jGtCeIEAMm3J98EkxHRLfFXhIw8NTBVuUpWFSytdsuhfqhtjrZtsI9sydmunF1qAfPXLgGohljQnfwhsvbecRdGox/YpaOkdSbfl82IvUYBvnfABHHnDoc13WeFybQXbfiR82PPHPt/HSq/4zNYpV1VxiPfqpbY12Cw9tUrM+56kkt6dhthngY5vBhPqa+80R+wZeuleFFdEqLG0MxLhWjU9DN/0DfVuLHezbm10d7OCFmY45o72SP1h03QTZ1H/NZQdDuKSLeuUd20EmyGqdQRv8HSz7e2jG6qDjnf1BrirDHiPnXpHqO/HgFCZiaM/su2b22epkhi7Bj0atoi96mUQI1UP1N2gZNjD9/EL34Qhj4MZRB9pynWFnqb5cDwcjillUtE61eS12GpWzIiFUBzGmp4/fpgPmcSLrWBSZWIYXMjNbS2llOJba04stYEuuSFICFEsnzxpnqY05ThdZrYW+3J++fzDL2z8/dPH5+mY50OaD7MiYi8rx1y1k6x1RCuqKiqNmmBVzpqru7tKRdG6noWG2XTI/MMU5c0poqqiKe7RKWcVTiIiSiBoTNlqTKCItNE8ca1lcgIVC/0r17pO9yR9NBnLN1zYIwyIx0lqDQ3tuJBFXATBQdbM9ZpISiwaCzuDmJOKM6N2E7RmJcHG21d2inLOKaV1WVQlpTRNU1nXdV2vy8JEKSUWhqOD2r/4UzDiVBZhVYFZcbjlKX/47uPf/N2/+3p+PX/9upayLsuyXJbzeV0uHmfPIqhonDXUjtCAnMDdKlRjFPsz3yHURr9XlW1FtSwiQqos2ub7FecGHFOpMaV17i+RpaEiwllTSqyaVOOspjxF0HFO6RDHPM/zNM/TlKc8yTzFo0OGkLWmzslpnlMEz4UPnaM+jpUpB+7k6GQSDlVGPPmea85bmCWzMBgcqmlGw5hgWM0XHQBDD0Yyr2Rc/yqHsBPdydV3vvFgrwrCiMX14GkZBDdCFVzXmY/DiInR9pGxteMe8xxa8CZZ4pAzVQY1hdzQGrnGgVur4340Wm2JVBtS4Q5Sa5NC37M7da6ZoFuUVw+kDdlqFeFEngLTmLZQCdCGFkVIELkHFZ/WZH50wpT3XN+OSEXD0rfDOK+bExpidgOpyZAM6oDXJtmYVrjDSjxQ+HFYVA8wi39ZKetyTdOsKbEGVeEi+hDRVtqAa8sMPcjf3vb9w/qzW+s2yPqbbffjHalrZ/hRXxVvCa/8jlDfEer7Md5VZMvG443YvIli3ndm90SYXe9g3H6EBbVJcvNc48GwZNyyDjNW9NtKrHGkOR0Ppw8fP/3hr//603e/mw8HPehhPpwOR2ItxZZir+fzdV2VELn605Q//e6TJDIvQhrSNyc3WDFZ1rUlQGlngmusVp2LO9zNzIu5Q7KmnHLOAHkpSvLxw8enPCvNP/3rTz/88POP9rOoGsjLujtb7bVLQ6gioilVCCOiKkkl8IbmpFpnvDHrTapa6TMVTdpCvJIGkyk1erbqDQXCzmHZYjjIEUFg5OxuOw6nkqB1uQ8GMFq0SdraX0sKwURJU4NMo/miOqFp8CuDyKzUMehmsOCQ/ZkbCMK5kAMQTn1J5qZgC4JEiIVJRYkpht8scl2Wy/l8Pl/WdZ2mKcxejrDgcFcBfgOt8tA1tUVPtUPqu18ViDVKP+nxw9Pf/Ie/43lar4u7nV/PX3/55acfvv/y4w/X86sVa36fcZDby+63utBNGtCbHbg75hsxNuxIhifdxxU8lJ+3fCdUGrJiFPi2WwyuNhQnqnWXVMFlSimxirBEK08K/JqSiLASqWgEodWMDRWWuPza9Zw0pSnlPGXVNOU0TymlfJgPh+PhMM95mnJOovr8dMo563Y9T7nRtnP8hSRWrrEhIaDGCEA3JyUhUgfGSfm2vaiT454VAqklzM3rH5cXuXukJbk7EOaa6sKBm8OFJCVmgVsByFrO+1BDUD8CGzXXOktuCT+GeyuP2I2Qe93o3UN6Gy02Oz1TOLeGsXCD7vU7+84XsrmeYlfpdQtQZY/eGVOuufnEPJKX4Jvb/RBHdj8+HyUNJJXVqIh/FHjXSpRdw9ZAmiJmTbv45/uPMDETm9u6XnW9pmlinmpCIW9pwbw7mb1qai+feIg1Rx1r/5shVWQ/FqR9fkXP7Qfu6oR5JGRp7+x/B6XvCPX9eHhszWxcOS/ar9w7f0FHk9vnFTRExdURVvPK9kWa7nDq1l6zIeMatNfuA8HBpGmenz4+/9W/+6u//4///g9/+MPh6ZCP6enp+fn5iVnN3Jx++fry5eVVic3hZkEMSyKnAmZDcTPzNWJkihmBhFWEVbQNGyk6jEKAVszW67Usq5vV0oKkMCvXK5l9/PD8d3/1159OH/80H7/++LVcllLssqxwMncz65Mg73axOqlnGRAIs1CqmXspVfRQ9QBCKQUJproFcWlSzYFQJVoROHjZmrzC4aKKYnQwc06ZRaL9qNefqLZ6r5C3RlcCKbc8bGYOgSTcwRAkTV2V1p2xsSgMt9hg74ihzTgXWLVK3sLgG3QQu3sL0iW5Wxm48rcAkPMMwnlZXn75er1eYB6NBsTsdWhLPApSBhf0nsB4jFn7twVCLaVEu2mxIsmdubiz8PF0PB5POaVlWb58/iwkZPjKulyvqFzydkFXRyAZEXpWFG1hFq3YHduq20hGNMvyLiSdtx5Jr5Xv20fV2z6Ax08lE5HF3iN6taRxtNKoTHEv2+LZKSLAYQBGwpMHdToTB+RNKU9NCZty1uOccz7Oh+PpeJwP8+GQcxKRjx9OU86aUsqx15umaUo5T9N0nKc0TTlPmkKzAlVlFQ53oQbRSiJU29eFVVIof7rBLsjkJKKSIsxdRCBaNanebC4SOlIBSghdyxZYxcLq5IhiVqdEGuVONT2uTni2zXzjE0PM0CpAGKwKj9rSAcY2U3vLPGr7QGzAD2MWZ6cMt5/b4qOok+49onYPedq9VxoOrWeTm2UffSTWKPjQufbs0DE+t0s1+0/nQUPwSDjDXRzQ4kcgPQ+gSgbaB8Vr1VUIUpmkUQVvf2ABgltZy6LrUkqZCLFVb3sTphuuk3s46rB6sYy+sK69aOlmWxVpc8dhZFLrL2iRC1s2yIZRt9niJjcYZoRtx9X25+8o9R2hvh9v7Bi5b3nhvtE+t9tM5m3rvW0qxy6QOqzd3bdi6b5Nk0PLQ964kFFJEGHigZyUScjFTNYiSyEVF3MzWApTkJfiq3tZQxuQRDmhahuLiJotZS3FVucGaEhYlLymqXiNxnIrjuImbmspl8WWBcVUJKcUnU9lWZbLqzKOxynLd8+HJ/5foEbBt5oHfRhjQXJHKQUhe6VoXQwAbVEsjZq949VrYfVPDpRS3G1d1qtdotnIzWLRqzNRpq60qzoF6YSwMDOcGwTvGDCW6cpSCLNGQXxtC0sNECcRSWlmEVhxgoQQsQXcqgxz2m1JICESlqjGqVnmEY8lrQqb60Jr1YrrXAFT9Pz08AhEMn1NY816uVy/fP36+eefHf7hdJoOh5xzszS1IHF+PGVr+jC+90jd0CIjs7q6Xy5XB9Zin798+dM//+mH738Q0DTNKaXzy+tyPhOQNHly64rh+oOEGO5GnHjnn6A+66zQqGm8adPWbIQg3fm6mqq5EVTVp8M0Lp3biHarMe35pkBtaY93yCPZaXOnUce94X7uH1TeyeSYAsuv63K9hOwcxCzaLsguthVmZm3xE8LBzFYNjAqlpFVGG7JanaYpVUpXmz1Mc2qVH3N+Oh5CpDBPUx1vpCSqhzmFbEE1a1yysXUj4gSWGr6vYU0jFrC7k0MdCZw0scoKWxF9R1cWsQ3hcK3PxUht90B3IYK51SQ+4hDTVsE4DBvK5aqur1sj2wDLSMd1AS7G9PfG2xG5V9IUO66AsTv6DghhSXUBrO2OIv8JI7CtT9nbk/HhUzPuIMc8/1uqMOQK3GyV/VLiTtlu7DK5twrdcVPJ35alBeINQ8HAhtRy42FpGkt82/PYpltN0TUi6+GrdzWkPASq1L1Pd2Xter5H9vtmn9m3OO1nSlfpvreeviPU9+PBhreByJZeh7dvEMOUeHx0XcZ25slGumxk6zduO0NjeEtUIhbNLVrfPbSmWI1W0MTk7iU878XWl5fX8+vVzUpYE0AsGrUrTjA3N1uXdV1XFWYFwCQMZxjcGFAiiYonKwUrFzYrxdeCNbb7nJRVCF6sWFkX90XE5zlPnNR54hQyN0YZ9fXuHl5dBxBTx6hkR1RNOdwX1PBU94jqqhDVDXCYWZCybvEH80iLBBHBzKvVBB437O6zNYthe2QHog23vRdEe589V/MMt6qoAI0SsALuTj4ytDFyD8AhTWIQtfI5T8ISIZmdymLhSUXZQRyttmiYDEyJKHUBRIPOEfbkRqWU1/O5FHs9v5oZhI7H4+FwPMwHFi5LMXMRaYI97iWY2Hc5jvO0foqCUPImRq4DYETXqUUnxFrKy8vrl59/+eXzL19/+mzrykSqqZRS1sXWUkeAqtyDrsISRqyeHl7821IJ3+e4xSS4ZQSgaQT3+pqh/hS02YMxcHDApm5sn87KfRP2qvF4Yiq5u9Pqqk81Rmn7UZvNp4Xzgqh60Zs4kbvffhODMrN7uZ+Ebmr08HZJklbXwSKiSVSl8v1h/xJl0Zzy06xVHZtUNYkkTcpMmVNFuRq2ruBrc57SFA8WVZ2S5pTmPCXVpzTNqupQopynPM2U2FkkcdLI9UqS45lUcblyH1XIMBkBMbl1LbWAnBgcgc0sokw7KVUoC7BVdII8Ep9q/VwIXT0mPP06cO8lFZ39pO7c2rxOFXK69dZlcL/ssM2+BDXbYNfmhC1fjLeg+80WhKF+FSNu7XFd2+ew4l5Uc2xUh5FUHrgEzkbcFSQ2wEnjfvJ4BapcZtP2q7beYDDf0ZjfTMQfI8iwFwbc9P+2VN+B1NlWvRZzcVPViwcChQcq1lZrgC5UAd7R6jtCfT92y0VxuCsNjddvicK5bU4H/dUmRe1Ge64x3L1Lhof0440MiIyRCAohdCJJWJglxTTHV6wXKuelXKys7lOxsq5rXpYVjOuyfP/9l1Ioz7mFRHvkIDKxm6wLl9WWS3EnzuKs7giRJVZYSY4pfEpwkBW/uAsC9SnISJ1AYioFVAxe1jWMVpngblTICYmzCHuvrEEs/ElTqgYsEa4joRB8sggTs5G2dQTRgCkV3Du2maoMYzUsZUVg3BKg2syKmUe1t4PMfbkul8t1XUv4uiweYMHdWnuULZfrelmsouUAZ9X40Rhe80bTikjV1GrQtd3HU1fr6XSsysfKnolWIoxVmYirEle0XydZapeYpFS1jlz1iMvi1+v1/Hr++aefNcnzaf67f/+3T8+n4+EgrMEmUyDMLcJL0VLRexxOXdGGlXyQx1VLExwhq46zhBYNuha7Lut1WdZlMffL+bxer8WtefGZiEQFVguvqI3tgkbdiNLNw9E2CAg7G/a1NFwLTFEbjLaQp07hbLk2NGZoUI8u2jpziIb4HhEZAG9FCEpOxDkfWSVM2GalrBf3YN2G6GIeOGDaQxPa58z2MWuv/4qahYHrG28DEaxZrFBZ+8+IjJGa6LM5bNAHOBu2qKk/Q0hvbQkJKnbSPOs8pZSmeco5mhHyYTpMU/54fP7wdJomZaGUcs6HqkKYkybWCE/Ic2V0VTUlqfoaSanm0qpyRCHbyqKsmkRFhNrGjUAiXLF3mKaqJpZJ2jq4zSSUWbgOWpgl3uJmjCIhIjVnVQLMytrI0B36j5Q6xFtOVEoBWrar1I1ExLSBpEp5uTVqETHGBi5scU5w7lUD9X61ERNGVVjNIGk+W4lLeVPo1thjuAMGSMsyKELEwinnaZ4lpYfrVBvLs4hqjRGeU5pUVe55FG50ZwwfODpwMQS9Eu+XpK7/3e63GzxtsoctN2tM4xqA/EYkt268ERVjYOW7+QqgSD0Qeu8/fUeo78ctgVlD36OGbhtJPPx2ptu8jm0bCotkSqGepdoeha4Sb7CrZ0dFQsouSa4aNh2+OqxY0Wk6ffw4HY9lBdOq6fr8wabj5E7/+Mcfjk/Pv5uOR5kZKMWCShXhJClxJpKSsoA0J5AWFHIihoGsXMuqC65lLTAGJ0lTykRU3F2nTCCwAsI6gZIbVqNlxWokUaTKIBYSA5FAHE4NKCCpQoXJyc2NBzBBLKLELAkNEtYs7YDn7C1qfGcIJamt5GHIrZkGgwOjunvEQWsJhzmZFRWjXhwT/hBz8+hZlNprC/ISDqsqGgVQylrMihsIoUywYmtxh4VeM8INzJ2caLkC7sXc3YIsjlWlFy36xu3VV7R1IIWAto9Og+f2KU2n0/H3v/v9h+fj6enDPB+YYVbciJlTyjSs8ISbUdvtsOBhlA26ckVYUyIiM7tcz1YKkUtkt8ahIjmp1aE4QMH+xnpaBYLeDCFRALRbxWpt6OhSaTNVGsf6Y9nofc3AsH6Or6r2hDUz9y5Z565nw1u0vYimnLNoCg7KysrMpayAEengeG51nDvx3qCfq1hkYOg22yMNAfbb5Ka6vq1Vrt6rGjfEFWkBvTJ+pMo0pq28Oczrl0pZzU3WK12k2vO38aqI8CzTx9PH7z5+OswHM3u9nC/Xa7HV3IqIxNXZ/qdizHmWnEWkRX2lKedQx0yHSUWmKU/zfJjyfJjnedaUDnOeow06pxTEr1bF9EkTtaL5ulVTEW15DVV45UOCtERBUYzovcb+EQtnIq0bD+775HpGdSZia8xC7DxDbRxQ0ckdVNCCaR1LTHXc2qC+FRXsiAkaU9rMOT7iElvw0OswEUg31rVtPMLEzzCAUBzrSlTMTUimrKrfEqZVl2f3S2wFEvefft52Qhx6le3+w/wG0clt9g6u2hrcbrAwpMvejxn3mrYb2/HDS5zeB/3vCPX9ePgBASDRSOlmVtpKyvd2+w2SProbDFzKTUXPSMAEAKl9gdiVAMlIDoV2MW6cpawvX758/v7HnNLhcLGFieXTp+vTx6fpcPjhn3/4/R/40+lE6SOTEFZ3j5G1U3IoUUqkxda15dQEgWlwVQW4rLhc7HJZLpc1Z02HKWVhMr8cioFESruX22pmvDqtBUlYTN0AUhIhcojGMtElgE4MF+ai3Lggb+DThRhG0t0aG0vG0WNYV4fOgXELaaVeRBnBqVL9JJUyFHWmaYqQPinuidZNdNFWcxDMVndrb6cCPA7HCSEzMLNiNfPfivPi7OZWirkFVnUzhxdiM2/ItT6ymqWqQT5UDL5dIMWCydmxb5V9x3w8Hk+n7z59+u67747HkyYhIjOCoUU1baTgzWitDltvMWsrQRzUddjaQSsurNH6KoUoJTk+HT5899HcWOjyes5eKWwrpVJMwSUTu5OTu1sVWXO1knmTfm7JP9imjE0ky6MugR9EiD8IEce+8ru/nBrVVFPVe+fk2M1Tu8xVk+ZJcyYWtML3FvE5wNAelyOpmm629PPhGW/xnI/gJnZfik3sILTkBy+ZeU+MkYYFar/m8zZj6GYXAoCoJdu8Z4McgunK6XA4ffz03R9+/4dfvv7y0//7D//8/R/P55cIDOgyhGEiW2fRzFxHzM17zixpfhLm1KQF8zxPaVJN0yGnlEQlNU2t1KAuMgUxa81Y0NT+1ZobNjmvquQpq2o0h0mKDL4cDxUVZUqEhnW52hhZiCmPu7jWSVHdWZXuZAfBWwwrs7gLYr8aE626TYtQ1WFPEsoQAkBJO/ndCxjihleG94uJlIXVAYgSWzFYF41GRgS+zSM2t1TV9MMBsCqGCKktDGPnn6fuf+DHW9n2qeGeylyTMbxfYu67y7X7NPuesA8d7ndceAhNMYwf5B2SvCPU92P/qXEiibGOo2uhbpWj2KVv/Coxi93juRZ2N1rHw7vB2JY2actnG2JikAaBlot9/vGrlzRNv3gpDv3y9PLh03eH04evP56/e9KZvkumRKQQECfSxKIk5MSOBHKnshQHpZxz9MQLEUkBXZdyvS5lNZiRG5GFFLaveMQEMiIHGbDaevHySgkEId/uKRpF17lFJ8FB7r6SKlEmanVN0Q3uTEyuZbxDCZETM7MiKwk4EAN3hrPIrwIAACAASURBVJX3d7UuOw3beNxDrdTUrfDtE2Gl2s4zcLLCLIthMW+Ll9WesAgzbxnmIGbJWSKSh4VZ4w2TmjHQdajTNNcknxZuFbkKBjf22njrHkmqdZRfyJpdzKym/3hNWuWn5+eUkqjCIJrKukTIY/zqYIO+wUm8/Te3nEwlgazjSH46HFQibkk06ZTz4TD/OE1fPn9ZX8/Fykorbzn0ewhTT0h3JwUZPowpq/cbvClgMTb+Ptjc4VfmIMPW8NemhHsZefPtSGeJzIqj0KC6wwAv6C4ceX8utU0/NxhgVYfK2wrM262kk7L1i4OilveajF5fQQ/ad3jrThq04P1v+Ib3ZSaifDj9/X/8X//3//P/+E//6X/75fMv//k//1/Lfyn/9N//AQbdhBn7+iKAYABFSPx48umXHzaMs1nl96TbOF8eBA9NCFRH/SLKTSIz5WnKc57mOc8ppfnjaZqmPM+Hw+FwPE2HOeWcUppyaqbHKHdIgWhF5MA1e0OaNHwfLBhRpgEm494gR6lPRYf8ptB5qip17TpvI6/VtvMfELjOcACyIBtia4nNdEA0KRNncXF3t6JEvw2j+UChkgP/tvQj3+6rfmUMybsF8n1M/45Q349/ayqVt3iNHT3zIE8Edhtx+mBvyIN+jojslnWt97boWOK7vGJ4bGQlGtqVjJdXe8Hlkh1MIgoqTpevr7hc7PWl/PLlsl5DiM/MgqRkCRbGdzCmiUkmuK0VfgtNc+Y5SU4y5TzP8/FwXeYkKk4wX4FlKb4WVc5ZlMDkTJSY5sSTkjKpSNKs0JSUGQuwUV21sypGrs5ivTG7ml0AZhZqCdzePA3VVLoqSY1m6vyHWyTZx88Pdg5NwEttdCzMpGABM5MyiAEDu1tBbT8RalO4TEpjYVh7J0vFwyBWUqZI9Ccy8mIuIuzOcJR1aLz+2ifIwFCk3rSh0tdstIpcKsxghmrYjXR7GhBmMTNmNjfzsl7X4JYikMjNa8Fs9G/51gY5Dh87PnkjJLXNI7t8lZmJvJSk/PR0zHOelsPxdDqeTs9Pzy9fXy8vr9fr9fX1/Pr6slyv67KWde2JpKI66vYAJ4ak1Bxa0q8K7lR2j2zf8ihHhoU7bNvn5TyQKmzT16HuhhjCUkOp0KUGvVAtauy5zmDbJSpvQIUGN2ln8KddztEWTnqPobfr9J7z5lvo3DewA+W1dXbebjPqE/aWONuz2ntQfOshraPidbn81//6f79+ffmr3/2XdVn+5U///NOPPzBEWJuTiYbG9d2Lwt3tckhw2j01EN6c8I4wup42Y6LVCq3XpkfoKWHMzIkjgK5Kt/vcXyiavyg0CVK/X4hIcxTaBeSNdIRmUIwwZlFJqkkkaFyRaYr4BE0p52lKmrVHI2gV1ndTW0SCRTkDE0fAV72EgwJGuzNyayRhYublWlh5zolVhT1B83w4nI7TNP8GcdpAYBA91sKMM72tMWI3BbyxIvI462/4861grRGe0s2/gbvxAd1Jd7bqZLzj2neE+n48vk2KOFFxZ1HR3Jke3g0u3twd3hE+zc4JvmVb9vFwPe294S8enJggkIiQsdFqkt2wrnY5v6pOLFk4veSXX/KBRJdSvvd/5RdKp2fJmVmUU67pNVPYfAGoZk0MMZCRrJJcE+kLp1P6Wl6Xy1LZSxZNE89SE5HMJaUkCUZYnc3JiFlZkhORsSAThNaYu+dt6hrmg0iZdRGvw0BikNSmWRAguUUqOoGUIE0yhYGWe7QH6I2H3ifa6P5tjskmeYl2ToXDPQUGCWwRgTUTbw/rw3giEpq63qIGkcGik7yApBlOx5F9x1VjGD7X9FMaaZgetFhptxr4v9XqMguJlmW1skijsUPFwCzuIC/buhOFlBhCwGP26NbJub3u5Navw9XSnogpXGNxHYAtER1Epnk6Hg6n4+n68Xw+Xy6X68vL68vX1/Pr+fV8vl4u67pgWcNw1vHhMBPYetkwqECoxjKC4YC0uJ994wC2gSlTd3wPjm7sIM8+wCBGjtx6j26LYSs0rinu3d0EAkGGVZxGV+SQO79beUfXP/YL/5h5vsFI2sIkgp7k8RdsJmnasliHaKEbfRG3LuUOKHwAiCEIvquXdHz98vkfLpd/+qf/BvgabbqsTmQPdt9jYdUgZ2z7gKFLjzH+LyRK2WiEuvHzeAgX3aQqvbsCRPCy++yv2+D6rtsB46aG9tlVNWmOauxX5WtVNsVCqGlDspKmKbQFEfnVc5mZNdLjavJGDWsWZkkpRT5zBB4Qq6acUqqhx9H5LKyqmlN4Io2Mk845JSEiXs1/+vz5y9eXpZRvcCl1pwMnLygr3BnO7iTyhgJ9EPsw7SiSYaCAXXUiyI17esAj3Qre5F33iiNuV8FtlRS/o9J3hPp+/Cb6FA4rfjp++PDhdy3nxAahGTZH7bgW9dA9bH/xFlmFxwgX3fKBO0LCalYgi4hZpi39U5seLviqfP3y0+c//THNz6JZImdGc07zlOaUElgKeRt/qSRiBUth8cOs6aSvfP7p9cf1srAq54SsPKm6KBM5hJVpojVjTb7odeXV8lLy5cL+KhMdE2YlUaUsuWfFirSUSeaawkhhaQDXL4FYLqwCkEMJDCSHMAlzdD4Om//tfBld2klyInMQGZjZyXpVdKcqwxLR7G8aHKc3dw6iwIe33mmgTczMu7m4Itfa28hCYQEPMlaG3hgj2iI+d9a3ELVFzOlGK3gh8wZfOosWA3BYJGZKqIpF0zxP0UtZrPJ/tbFMGjuHStZgK7+xG1h/I5Eg0gCzIXwAKMBcHSWzE3PKWURpwpTyejg8f+fLcr2el9fXy+V8eX05f315fX19ufzy9Xq5rOtqZqGv7cHsfDPebTxm35ihLmAOyO6D1nrZgBY5bt4p4rYhHISnraQnWs8rnMVdy2JvkuMe8RVlS5Fe5nBraUMyJvjcBs41ywvhIWO6IWXGTYBPn4NL1w04+YO7E8Zo+YFCHsNAGyxmsO/r3PbRV0ItK6PeuERAvKzXZbnUUBG4sEjKCtz16m1d7bwpHdH92Hx7AoaaU4wlpfd8H+8sSL0m6o5P3z+TXbpn+++OPR/UCYxWcrp/TXWUJRRydqYtoayHvg7hCVsjRm+tbl7HioKl9tmyioqwck0yiA6ynPKcpimnLCKSEyfJkeEhYoTz6+vP//LP56+/fIs+BdxsXa4irznPh+MTponc7zOqeMd9Y++8G0Z9RGNARey8aZ+8WFsI6KZccZcGsG3aegUt7UQdOy8U93nA8H7A3wHJO0J9P/ZgkJmZcp5/9/u/+du/+RqODeZaT4faO43m/+0f+3DyuLdKGzhCgO/A0NbBVLutd3C2rbuVdGrt1t7LV9yNKSoap5wOOR9UJ6pZJzGAmszNijOrymlKJzIlYzAKlULlylfh3nq05TmzkFFxFOIi4ph80csqVxyQP81ySKZYsfq6BrxjqNIsdGLMZNnseLk+/+uf0g9//PnLv65aXhI9Zcmq4kn7ixbhaDRllsyUpGWNSszlRAQsKlkEiPG2AsmhNXGISFolTGjCVCXKgDJqc7soUQZHyVNt7+5sY/0ZDGZOTByVrsKAA6W+uYyqP7xNzXYnD2kc2A3msHb7BdW3bCMf4sJYVt8val1D6CBvMlzwtk7CaWmrR41EjJfsnqwkkFc5LwCDSHIHmQz3/JvCe6HtF+1mgTtI0NnMrW5ikyPEVCFWmCQi2u1TRDknzQsVlhpndDgen56eny/L+Xy5vryeX87ny3m9XpfL5Xq5mC0eCbY7LMVbZP/oEQqVB6OLHTc82djnuBjqXpA7eusvwraxSK1rl/5RbQ3vg/sYVD06KiwRFzTeGLz7uO73mthECT7Wd20NRHy74yR6UxIMEMh2FXPbBLRnEjB4eEs76t+wsYwjmu6XanG5+2g8qrXAfafWjWDE7G7UhLmjjGDvEO1d8TeBRdt0eODJ9hqOPdv2FqwfVAO4HRbzXiLALW2/Kkt5r8P1u1+zjweOWGBvVb8Y8Oc9ScjjU9z9tObCq3EjrYyjzgrabqiqA0KJEMm1cR6cCeZluazn12/O92G12ITyNFn5SDhte6F+NWzvBG4yZ/YvZtt1jCawPZJ8cPnu5DZ8L765IbQx0qj1GseIbt+N/O8I9f14uDpE7p7Q8/PTx0+fQAyQCLWlsEaTVHBIpCxEVEuRAmJuE8X2fXXG3Tb2HjglHKRVBsZVDmexXhd3t00bR4CmdJhP8+npdPpwPDxnPSgn1ZRkEknucl395XxdDQRlmVCKW8ArmCEc5USUOCmlgjVuXO4kKMyr02p+8XUpTiWrEGtKkqUo1nUty7UUE5JEPBEf+JTKJCXJor7kz1/9n/7l5V//n1e+rIkumpTFwdkDdzExc6rZ9lv1EseNU4hYSIhZJNe7uIISXAKqMhPH8J6IWJRqhHlSZUmZYpimKpGeyBLlJEykKVRhIGWK/kgGJSURzklUWZiK9XQAqCIqgVhrJljrwE0dF6ESwdVu7v293qs8zKnOELfK+HD6urELSAFxzSTEDlqJi4tRXfkTtyQmuCjNypPDiZ3EIO4EdwaSdHaHjWglcoGTJ0Jy0sgBcBSihaT2Lakre5XD1gwJOEBCpDBAHRopCuAajDXgmyEPXRILJWI+SORO+WR+xGEtz2u5vl7O5/P5clku58vL+XJ+vZ7P67IWK8Ui7sBq7zz1aO7eJAViH92F3fvR1Hy8FbzyLmOxp5hVwrQCtBYYWwf2XjcdG4noRqSsk+YUTWHEhVxueR6m2wivrpRwDNUI2ETYPFJ/Q6XWYH/cLencBjA1fmrXhL5dYA2YjRIBGklE31XFAmMQybhZ6e2j9eeQtBxbcE97vhkE1WwDbBle9TrHLYLb1SK1JNAtUmFLk+Y9z/oADO6L+3oG4J5hvQf/PBKrVLd/N8+MH3zrJqUd//7GWNe+98GMmre9XyPYt2BtH349Ywegef9SIgz48cA+rjERBgBbr+tyhZXYyrJb3xvH26OSorgOvHfWey8kAA+bpE6F9q9vqabVL8tbo3e/DrumTYSDKAXdmloxENzMGJM1CMSISj0nfUck7wj1/XiwLwVcRZKKE7nHhygC/JlVW1oNRw5n3H/C/onNp0w9xrxmUm+ZxJDa1Sm7WhWO/CArQYd6tUKL6OEwH0/HDx8+Pn/4cHp6Ph5Op8PzYX46HZ4O09EcX7+8fn1dXl6v54sBbEZLOGfAZijF17WUsgrzPB2T5KVciAjIbrF6LUaXlItO5Rf78qfL91/OP7IUFnY3Xy3YYY5qRiaVyGVxsuJRoCpCzuViVpY6hvWrEwze5H2V3uJt8Q78T2ByYmL4MEYNiCjRmhidhoxqSGGWsEIwc2LmkHtF685mq63hjaISUllVFSYiZySVwzyJkBAcJWJdRFkEMYgTZVFI8zFktkrfhnQs1bLTgT6JpxX6PyKirMetFDV406C9hJhYCckpQTIlJhAbJyvpDAaREqVwKAEET1gTiBGtCckgxdzMCa4OEAkTExXiC7C4MywDE3p5OsduZK2tnZQjMSAWEbdSHIAn1YlyMQISi5gXJ8fmiOHIzd/zKWCdNIHYJVlU0arZVEqe8/Q0H67XdTmt12W5Xi+vl8v5cr1eX3/5si7Lsl6xWOz3duCrhmNKwKDaKiN5I1dY24ix9QsxDbapCqS7Fb5VBfg2Aq9Fbdw3hwRiMhFJ0ZmkSixA4To08Sah4T0yaaPO7qPGwFgPo2qm1jOHO3qpU7MtfAq4HZ/i7n9pYCZvEV0FAHfqInQF8E1PTy+f3AO8FpDZ2Dimh6zY/uncEsVvSZwqa8bbezamTj8k+B6gz0eIlL7NUBPzG8+L6EbJev/zhmaEm/fj/nH81vO4eUdvPGe/Vr90+35j26GA4Nxr2bDjsLkF5LLIWz6noSmtKyraJoV4FzZWfzweXX/D0+xt1KObD9tWYLjweCt9o+7FkHcy9R2hvh/76VVbeHijTaitUhg22t1mb22QTURKEgtm4yJa3Xi/gxBROEQ1ijSH6aawgiK/hKKCKOc8z/M8H47Hw9PT6dOn5+ePz8fDNE/zaT7O0wEk51J8WWcBn/RoT2UlBy9LIU4xLHantfi6FrOiqk+n52POa7kyMXCACZESF8M5n3w+8Q+XH/WPcv5vP1/KlU1rISWEgrhjFiVRIynEK2ThdH3+xP/hPz7/Xmf+cqTlEDzySjVdJfAB4GQW8r5q5IlazahzITihkDdmgJnY6wiYgjSkHtpfb2IO0FqYiXitPotO7dTE1da50xSMdRgsTFlTqDVrBSbX+3iNTJDeoxBOCA9crKJRjqVSJRNclSGRFq7c5GuhLVPtY+RIpWVWIZFESIQESqQc0rdMlIUEzbghrZiTPXYBDE6sE5OwQxxMEDOuyFlEtI7kySdG0prURayJJbGuxCCWlaZSHDCRYC8KyUxkEDXKZmBWEiVamayJ6nzji+sEFdVLJkzEmmq5rLlpYTOSSbTktORS5lJKWZbDZbmcL9fL9ek0Xy6X19eX6+WyXK+lxP4nOrvqOxZBm11Xugk0u5c8Rq9SN5Q8AhomBlltpIlrj4YEVK66E6p1Zq3aTBBNWt3pIzLgts6PjmPdDZjWc7J17WIPI3rnzmB/HK6fjc7CvVaWAH+AAfrt5T5U647TQzUcPo4juf0z41tAdNC0PERf9w3sNz+nNdpyl2T8JXKst1Dkjol8EDGwCz4btxr3znfwW5D3m6lLfzmo4m8Vk97/ftnnP8SNKUdErrm3srfKBLSuAanjmWanoDuFb98nNkVP+yD0kjgaP2p0U+nWVk8MHRp4811790e9I9T348+7SzQhItfNH3j/kd0Nz8KkIjv1PIbxydY02VLzUs5JkzBbpN6V2i0essOU8jxPh/lwOB4Oh/l4OJxOp8N0OB6n49P09Hw4HNKUJGvx8vOPn3/5xx++vL5ePn78TnVimeSQAebkmdcgeeGUimlZ3T1N0/PT9Xky98KsTAaPp5WLl/RE01Pyl/Ppa2axcl2kTJRVWI2kB0aROOlKsoCvkAvSy9N363cfDvlvno/nj7qeUBTAotYVbVXAYAY3Qi0gCILKIhmU3AkFFuZ5I3LiQlxadSkVj+TQ2CxUu7pjWUJlQV5gTigV6HipPVERaV/gJZKuCAwvZiXgMlhYHF6swF1auVd9/3pqLddgKmYVDvsW9xVicGhs+gWWoS8sCKIGvUhFCAoIEPEGzMTKKVVkWsNxJLoAxcABsiRRysxqDaAowksmrApNpmoaaWSUhCiyyzU7q4k6MzG7k1VeUiAKVhJVMBOc3ZkyOYNMVFQY7NLCNWtK+YD2QW4wEQ6dRpwzESFKpMJKmmYr67oua5okl3Q4HtbiHz5cL5fj6/lyPp9fL8v1Wta1rMWWxVarHT/NCUi8lUlWkWDNSUcEB3MjMbe3IcIKvA2WWdog1etOsA7Q60sJjSpYIAKRKGpo1OoD5z03Fqh7krpemcYZyhic2lV2YOovCANDdUuTYY+r8DaNeKMo3bWiY5ywgvArvONeLHgzJr9169+Ms78FHO9930zfgKbgW9H0YzIV30aFPFryBpdll/7fcp638Vi3b3u3gw0BA79lNfntQOyt6sJHL3JUxjIxaUopz6qZwFbM3FNixfb5qUL1twO8+bG+YsOg4MfsLu2oVxoy8mioy7gxz72To+8I9f34C0b82Lb10ig5EWbWMZ6xrzfeookowuS7W6PGrcTIWGvZeooUkyzC7r4si8fKyKK1N3s6HQ7H0+l4PByPx8NhmnI+HA7HfJznlLMcjilPkhKIcLm+/vzl+3/579+fL9esfDo9ixbiiZyyVh0fs4JhXlZeXFzSZMktZSCQxAJKzBnM7BfKCk3GZ/AqEi1KTlNWTRZNyTHmhRsuzlfnS+G08meZXz8dP3z8oM+LTCZSlIkKh6G876KZSNldKABRlebWznUCiA1mIGMqTMZcmAu5hbPICE5mDGe4urEZwWi5hMaCbI10e3eHG7w4DAasQIl/CAYYsJbocVTUNH1yj6l5TUTaWN8mFq5vs0evTK2Nie+JFhfvtrjWp2pLG1JjSwONqsPwBzGik6aNnwWJfCtxZ6YAS8SAgBjkLBA1Fm8gKYxkoRhx0cIKFRLKxAmaRFiFJYHVhKvQkykxi0gt+dJEog4yuAlPOR1h5L4m5SRMZELiEkaxbk2mlv8IFq8pvUISzQ+cg4dWYSW4mMiiac1int3dy9EOy3J8Wpbr9XpZ1uuyLMu6LMvL5fp6XtfrulyLlehO55oL1LS8biQlBhrMwRV6L5Ecph6iXsf8jrY6dw44qnFCDLhp7ERT5LynOmHk9sjQBfAWCbVxQtVAGZ8N7wLD/QAUt0gFnQ7mSDjYbXTw6+jrJjp0B2jvhvZxh3rMdz6wztGNyPIOreEGt9Fu8g3CIwD4LQr0bVwG+vNtM0yPJ/G45YF37V28LwzkvUr1QVhS4zvvqgI3UhZvQtWRgx1Uoc19y7u0Jn4I0LnOWIhFhJhTmkSzg5ZlaVoT1pQEkY9BDqeI2NrcX9tT4THKDCRDaAR1tn7PNfNNt6rz7kIBblIvxrIHNOXQ26nG78c7Qn0/HiLU9snrNukaLXiTh1zFWTKaTXsEFEtKmlhYk6acNCVJ2oL0EhGVUmqc/kwVhp6Ox6fj8VCR6XyYp5xFJac0yzTlrIlzEmEQ3MiMlDhlVUxZWcIgT76SEwkXj/BxB2jxZSlXh4tRsVycARNi4qU2hjIDxUvGki6Xr+tyISZRhVf6jn1zoTrBUJwWp7XQZfFfjF40zxPrRJeDsSZVDkjZVHW8ZfWok4IE7cRudy02yk7kQkXIFYW5MBtBIIxQLChB4eoubgwnXqQKEj2y1SsiFCd2dqIVMJALg9gIAJaCcL+5Y12LBzaNlsuIKwgruAft66H1IlCws/UfA+DFsVZq2KzOeBGeuXUJ45ybO+BmZl4c8cgSFih3cYTboBgVxsrkcKkMcQVShEjfCloZK6x4JLFAxKtwwakQr2AjBkFACfWu4sRObN3jI5jrgJgd7EwgMcCISSQlnglMZswRRutCjLAbi0jriIpFUYRlivzzqn6oZnjVlEg0VkOCk5OC2GFh8CpF3BLKpGUlXwmr8Ao5m2TnV2dxXM0LLPzU3vaHXoE+WUgyDFFsNgRrsAgrIeoZWgEjggZuKyFr7axybx9iFSKVJKIiSYSJ2c1Dzle1DBtJNIpE23amwlN/k0Tku2FzCyBgDBas6M+4efBNJP9NNwDepBZ518rFj4bTuKP5Hv4mYEdw7qjZXQ7trVcKI97aGf53hDG/xTfuMm7fGK7zN4QIbw2Wb/H4ILTdpF64IwsHUMfbabhzt+/FvrsU+hHV7RtugTdeGd823hMNKQ/hPxUWheNyOV+XK4jyfFBJXqc0vcfNZZtJ0BZtt+dAaxzaLlCZQLegfksxBd2Ss/4GKTxAfX8f8L8j1PfjzwWo7RNPdZTL1dg6RnX0yr7aqlzNr6EfVFVRTqKtrCSpqLAqWvdI5NBL1qSZiKZpejodT09Ph2POU5qmeZqmpJJSyilFKkmCqogSiUsLUPGc+K9+L3n67rpcwwgE4rUUYrYaMyrM4gQDq0GZZpKZZWJxCh7OiVZ0wzozA+wroUhdtWFmXhs1QcSs1fUFcVBxWhZ7uZbPBTNIiSagmBUmAucmM23GY2ZiWr2wU5wFaasxU7jS4UTOZAwTt2hqIlgdlgshEQkgBAkv2jSf6g/wUWwo7flSzYyRJtxgYiV3LMtiteRIlVVVycmKIfjNJpT1mgVYF5keJmThYnKqGWPuTsSkrbATq0U0lG1kq5WQLETpoUPNk0OMACoFF6PigJt4UTcKBURAOjiDCnEBLYYrAC/kLrQKO7uTkRlfnVYDHOwuKOzu7sW9GK1wi5ObfCLfnlhBcbNoHDLT4oVdGQwzgteQIXduUa/dy4BhltqivVqMORMJOzdvRjUNwmHuRrySG8Ed5l7gq9livpqv7tdii5cSAhi3Yr4SrGW9uQchTlUI6w2tbss4K7MQCUNaLpWMLaBxFVRAGQR5j6wyK8tCTqLKIm5Df2RNw9nHPo65/fezeOARZNooMYyoCK2Ohx+gsFtkjJ175pHzh9+gQulhCvPbTCYezdZ3IQFvoUY8+u08jIt/jSXeAbRbXvUeqP9KgvyffWzmtk7H8hCVTL/KE/N+o9BcbTsL2Tem5jywu1RJkvGsxnZ/wNrufrle8PUzANH0rMkn0Fb8MWg/cCcUaPFhQ8DUGE2G3WSeR7J1TKi7H+LvMgFGGgjDl4B3CvUdob4ff979iWsyUq0N92F81ZXg9SYiHARSbSJJUoOVWESVRRXCpMwSLXs5WKbAs0l1mvLhOB8Ox5xFmHLKKedUQ50jP4mDziNndkksDGbnTIdPx8NB7Xy5fn19cYeDxZlYAAi7xAzRwQY2Z6YE0kjydge7sEcqTRXIJmeFcGEY3BgOZrPaKk2th1pVORZ9qWVFxS/mF9AR7OZOpYSCEhw0YGcbmILlZBdiJdam1Q3CmuEWZChHD6i3bUAtbRcuvUIneC3IUpc8IXLq24p+PxY4EbQxFqJi5q/n188//kDET88fn54/TmkidwLJJJGQ79xsWRWhtjKkqE1lOPUvVEWsg6KjvL0e7rGMFdJBicQhxpECz07spDHLX5GBTC5u6iW7k3tBiG6RyQVk4BW8GFbAbVUv4qYENedCXmgxrIVgwTEXwMmq4qGgxFvKStmtmpJAKFbcFhBYBZSsEFYGCKWwO0WfuAUGM/caJe9Vfum8Vl7TPIKcOFwapVjrsw0BqMPNq1JzjaBWhgGr2dXsan41LO6rw+ArUNwLbDFb3FdgpWDu3UBWUSmqeWtEqD3ArK2/yuH97+QXd7N8S7Znbn28xcpKrKwSrZdmxqzM+hDTDXmZ3xie3/zFWC/H9Geszbgx/fAbX+I3kOW/6S7+3N7bwAAAIABJREFUV3/6WIbFd4lPfA9SH+kY8Jc/v/3pGDNp+7j6N8oF8M1fw/ee/Tf6hN/47/AQHknckTRtf9zzycJaQ2+ZQWzm1+VSvBBomg/uqOWwoszkbrVY+ubS5GF0uPXgDa8DvRSOd4Gntb11n2jQsi1aiO+mreY7bpvfXVLvCPX9+LORqWx1pFv0dq/CrEYa1mb1DbiZUkpJaxUeab0zhJNSiZg5ac7TNB/mKU+HKU9aRamqkhq6re14W5yRRKce2GoIHROYwTCCIaXEOrn41Z1LgltxECUSUeIi17j/BFwopYiQuTsZExMZD2UtTKyiWciowAtstXUppTDNGBgeURaVQF5NB69AZmSVDGhxJgO7svAaEVEikdQ1lJEHuSYxC5LecQJWsrhztbAoBYm3WHuupZgxVK0mZq/F6BhSG5mZEb/XPXzoBLAbEYTz5aX89Kd/+eM//WPK6e///u/zxzSl5fzy1c01TdsiIBF1FFGatcG1NgqwM4Fh7CwuTAwJ35d33iVqwXeegHAaORxu5BB3WZySC4FgKOQTu8CVoC3TwAnMLuIMESKFVBGvl+ymMIErXAuhsBm7MzkUcTJJuXfLGLkpXIXVnWoYbxCTYTwSOIFc14uXawmFCBncfAUVR2RceSh9HQa34qXAihf3spZQY65mxc2WBbZWkG/FrLgXQ+gsJiIDOVMBsruaibmuKxVzIMpjQ/fM4gJPpTARFOJuCDGwm1eMGzNMb0VvXstsm9GMYU2K0xWpvtXCwYkJMLivy1kksmAl52manhoUkH0Y0HZbGNjT0a61heR/a1Yz4oR9ROVviHb6VaoQd/gYG9nFv1ndeTOIvmUz72bPvw47QL+C+UYWj36zrYZv9A23AHX7AzZi+hvucr77uY/6rjf77M2794aP6lv5WDVLr3ouuzwiqHUw3y5U1bm4rVBmBYg2KURMYcTmERFL1azeFKHhVm08gs1b0XH8PXqmLb4RwxAtco+IYXfCmOGw44Z3WW1NAv5+vCPU96OOSkJ/zgYQlUbuadKt+ENFk7KysIhyDrI0WpZFa9xhdDQnTapTztM8H4/HaZpUlIhyTsycJICpBLgVkVT7bISIYFF2WUUFgfJSSkmSQBwQEoKW1V9eX1/OrwaQSNbW0OM2kQoRsa8MgaEYJUqCLJRJNYChCSFLpC25EyulvC68nldb1wIk4knZCAsT5cQAayI2ouJXtoXLRGVhXDOvMzSZFp4YquTwFAtCrfaBw+vrIBICW9znBKRgjUD1sX7LCaUlSUcxC4M8zFfoWarRmAAYYjPQKrcr/uba6uVAC++X6Wn67q+/ywcFcDrMKJciU56zO8yxa7FtYdKlblZ8xDnuRsRCWVgCaUdIfjz9dQ37VFVbReN3EAuVlBRyAdQcVEDmpO4MYjdycOX6AHZgjRJKIoPFUFviyUZrLTELycQCJrA5XQkQ6pGtLd5SxJ3YTiTqXIovzkaJJMVGAEqzKJWTvby8TtOR2vvhBqsiXwIk2tIABakRuTncHKm6x8wdbn60aLdonDJAFvkK1TTm7VR7IF+Dm5ViZVmvZV3MFjdzFHLQdSEyR+T9Fyvmtpova1msrO7mZnA3ryAareapZk1VjXIlXB0Gq3pWZ3c4WSExYgaco/7dSoqtlBvBiXVzoI99SJXxH9ZWvq3m5IcDcOa7fMsdMnrbvf8Ygz74tg31AjdY7S2S7/HYfHN3cQ1xqMTaQwc9P8705Fvqkb813McNzXeTp/Br1Cf/uXj+VwZqI0DthL3wrs74Xr/bJ/WtpRf3gs3h3PBeHxpnWKKAxImFhp6xlp1X3Y+hgGeRnKc8Hw5PT/nDEx9yEVIhYjLrAFhQa4UxokQen0ps7erWtpW+Yo/S3RtSJkTmyKb8uaX1Zej1sl1l7raZG6UH2sZf3twg78c7Qn0/qKnWCESqmnMKtJOrMzn06KIRZkpEEvblIGxERIP5i8fO8zRN85SnaZoOU04pp5REa5VlUgnSVUVVZBxN40G+jLf7dqRDgZRAZubFrmYL4CQCZgOEEdGYYT6HRaeUM7NbS4xCUINCrAQiM5izMhGVSylLgaMZ7XkIOVeVlPIslInYjVCIGk0Zz9IYJHDyesuK31VTOyvKc25Yr4FNr2xhTXASEm2x0TLI8LCnoJj6DYw3IWAbrUsPmKm1iNGMSnAcj6fDfCQ4E7EIPCKKxhqezVVPw321DzmdyEiFhILURPAc2/vWqN3mJcBwj8eW+0owJqQqgYiEAieX/opAIDISrwFcFdixsHIWBsgKHAQJGSixwwtgxForEkKICQZUwIbPIGJx1aLirCBxUKg68nW163W9ouTpY9DlRBBhbUOFSjy22Z+QYuCYMHStO7hlAytxdNkyHGtZt052jrjh0OZyXNPruqxrKcuylrWU1Us0XRWDUXEzrGspZSnlWpbVlggYM3c3M1iNGevNwV5NUYBFQxu5k0T+ApVCpWAlW2u3KpzcVlsNNM8nK7Zez6A7v9B2jfRpy3BN7qs5H0IjHnIo94is56NiP7Z/IN3Er+kCsP/YPIgp3T9HJn5gpXr82D8vyhT3VvqhdumO9wT3ANlh0PxrvC//5ps8viUuePCjWvbxRugyM3+LTeZbDFojC5u8da8+iMVENl/SUAbFLMRphPfNxR8lqcrEcbNLeT6eng6n5+PT0zTNU85JlZgJkRlHEgncQ8Q/NSMe3z3hYYfDu0lifSRuUXVXwW2BuqAbO1k7dzvhamuVxR3x/J7Y/45Q34/xlr7doHLWw2EiZWVJqcLIOoEW9A2oEQmTCouKJM055zxN03yY58Nhmqcp50lFE4uI5KpA3aHanqCJLv+5WwgZRGQc3asRTkkEMkchKhTx5BVaW9uINrQWS7cZs3hrJN+oLc5M7GQwVppAsMXXy1qzwOHmZFZQVni/vSROR+bMJGREJkSJKBFpHUwHG10zJQOMBg+w4bI2Z6vh7/tBV09RQBAI9jjI+nGedr95yrbjH7wWzMWvwqpJmROBa3+XD8209dDhcU7CrWaT+1vkrZayvqpxfVchFXIjRyMQmKodnai+lZDhFlBqppWRO7f4CCaAjGjl6AKlrV5ViMwWArEkBTsKihMZszG7b+IHJmIyIRfCJj5IEtjUjArgcHu9ls9fvnz5+gom6N8+PZ+SCHPlJNErprY3EebE9YPhvew+Lizhlq1lXbuoxBwNstuJZdJwmjmBOGdOM2YjK6kUKkVKsXMpEV0hNBEpGVkpZsVXwCg42x6bAJi7tTR8ArkQiTMsUI8QsYCJxNlXXgsWmMGKEE1CMDtfz6/XS1nt808/XM4//8+hl3u3q/wmbPs/fpYGWS7f7odvLW5Ct98zPpcmOhMhYhE9nJ4+fPr904ePh9NRUhJViiJvx18A5P//PZPM+B+gtd+Pd4T6PylCBTzAY/7/2HuzJUmSY0tMj6qZe0QuVdUb0ADBIeVyOMIHkm/zB+T/v5JCQoA7AwIXvVblEhHubqqHD2a+RGRkdeNy+DI3XSCNruqsqFg8zI4dPUvf5X2PNiVpBTS1u7LVmSpUNSXrUnU3dbnrKkLNOeeUutTkqQlq1bsPNYDNhhlz8HmzFW08k2cH+so/Smu3jNqtDCjDSxkiRoHXKHWK1EJ4q0+1odjRY2QduDYhIMXrERwgENYYuglCmU5lPI30QKo18qR740GrgUmUNBGjIyYRzyZ7lR1o5kwhUooFrSoxCREERVQKogIoBQL0TVT5DGGI9W1pss3WBDUf4S+iYNAqvWzusV/prjWJtfG8hIaIILc28+oPk5SkWn3aQr4QopvtoQpgITUGitrmuyLURm9jTthcUGoSEaryPLOGALVCz0Y+t/eoPmmvAZ6AaM1yaf3xrUDJCJbZuSCEIlWWEKQhGTLgwSHEFUUWHiQqoO0wszlzvxCDAQ8VJkGf04f7+9vbOwK3t3cAamWairaChRmHcxsIWpPIYBIxT7wDlZYO0QXYNgnExgHDmgxbo3sVFeNWbQXErPqcmJSm6q7VRuc+eaGFJCiThcEj3GMqE6OJP0CU6SAiQIi4s95sgoAiQzJDIeImIaDYxCglbvqc9900jp3CVafy5FF4lr0vl62kuDLyuDKk/uWT8Rpbigt9H3E5Nr3Cn+KVOTZf4URfccG/3lUqv/Rf/lWg+OzJbA6ZZ4VOsYZI/CMw+nNh+Qvhh2ug7SooBC7y6edcVLwIm8X5+465W2Je7vScHsRsIp3bO+ZVsU3zRSJc5xI7EZFaH5USTJMltdTKsW/v9nd3edcJ4NMoTDl3IhrWqIqZGMU5C9I4T8cLLcX2N9ZJ/4b25ubPX79ZCGFwzriaMytaHxx/Len+dr0h1LfrbFShSaG1LL7NIKAADAqr6Y8ppZS6LuWUcs65pkRVUJpSUktqpprMUu2dNDNRiJRqo25o1OcuTq6L1/ItjZYxrjOmmcMTtfaWFy9TGUMiBPRKQrV1IKTUFvqI4mUifSG6lBoV7xVEE9thjubBNPkwDF6KGCq35aVEnT6rUuBSZ+MmIl4iApAMGhzq7F2EkovDqIVV7xpCQk3hkDBQ4aBLFf2tYNDm2XiLiYR444RfxF8vLlLavJZuI7Ar8UgBW7k8SITMKUXNwS0RXifuABCG4JIO2yxb856kBKu/h6hVsh7im48MFCXWZKCI8sLnTc7AWeEgIU6GNg2FoGTUetFqFKoWLGHFrQJjIKjn7di68JlwCMSsFVvV0G0IEKt0BDNoEymNAkbUj98UJtKn3ikRgjns3gBuGmjJjQyT4GKCaxh0vjyWYqfq1mKrZhOs5fULTFj0Gk1HoAxBqNEUkrTT7K5e3N0L3Y3LodEDTi0KTfAK1VkiCsTqOSzqx4X6ptZU3EoII6DSaKbJp6H0nUuqp1DAIqTlsW5ieM6GAL+A43AVs57BScwubl46/s9BsJzJK6+JBn41HPzFpy2/8sdwOXi6AO2foexw8Z6cayH4CpJ+gWYvZ00Xkgq8/uac5TRhxoifmdKceX5W3cU5rbrto7oiCLnQep5B4aWyGbUJo1YVSjuvqGpKaZUZADmnruthllLOuUs5q9nu5nZ3u9eU2KpBPLys6FrmxDTMCaa87IriBVV8GRjBdZ3lqwwxV/vW5WALrMOj9uLjHO7i8o+90fpvCPXtenlMBipPKYoQat3kAFWkZF2X+67r+tx1Xd/3ZpaToQbxW1KFqmmybKnPfaVO0axO0KVthdsvL87Ckte87m2WwFzaSFb/JpVe4deL2sPKOkRDGWyGlaAE4QIXOGpSe7RlOkwEGmImiGEchtOplBJdEhF6RPEoLiKqWkNSBaFJFXAvDK+8sDCELiIJklSCjiBcqmtHQDVJpu7w+u6quLYVyESEYlxVS2ym/8rc8jzLBZuIa1whwmfepQFNPVuF24FjRkVR/6o6eW+FrIvYf7HH2Lz8QiQgVIl5rWbjTVmVu/Mriusl6IEZgtcnNzfDMmixNEXEYmcVYYi391FyibVL18MLhIqkCkklGGVSL5YL1InK+badMQQgDaii36YUAbm6h1XDSWrUsICZwXcHQ1dzLTeZwELR+ffkbFIZ2mJlpSUsBetRJVTlpT2aZATm6KeoqmfR6jFRAZJ7pIhw7ya610axaRROTjCpmprAKOGUEkxp55w8Jq+cdAhVqBSSZQohqSJVRk4TMaCUYZyqicRb08HyijdWkYvo0/n9M5GYpXpXDMifTRud2TV8xvy0SAYvkBw+hy3xqhIWv4xJP2dFPwfd/6hCYKkpuDCVydWX/zJL/4W9bOvQekmLXpGWLpVQ64KwTUa6OA7z3JS+/QFcoVfrNxxb9TlePq/zf5mVX7MhQReFMhRmKaUs82qpql3X9/0udV3KXdd1KWU1TV3f51yj9TQld3f3xltudLzccrTzO/xCW3ZxrFoOmJcJJdu7qRpUazbg+tmSL27JRWRcZ4lz9NrCHwNvCtQ3hPp2XQepADwINUtZlaaWk6Uu55S6nHKXc0opW06567pKpioAqJklq/MWNVhSTZqsen68uWi4RjfqAnq42W1WswnOcgQpiOVnINIKPmX+auPc+kARlUBECZdwCYcXeBG60MFAtETRaESkeoiOPp6GwzAMUymQtHF8AKqWU+pNwGCheMQUESKjWLEuAPXiYyuz8tb1IzBRzH4pqLAylNUBEbMSs2G1LbmG1RD1AuktYVeCQjl30rbJUyXqVKXynrJUDlUIPw+nQNEqYaw6Dm5yADeLbx3lzw50kLPsV6hstvH1nzJbXa/u9U0dwIC0rqyam1VbnLSt7B7zGwMoNQQpaOGgGCyj1ZaqQAICZKECIVaYTgGnTlJn9IAmkwBFA9VCZpW2nXULQlFxQFrWEkSkotXGgp41i4LgmkKuy2FgLgBuhji0sthmwrC2eem2TWautV9UJBXvIiqCQEthohCqIq6QZM5gOEtpooFSxOcAHKdEUJWihlab1Z5TWNAYQVfRGvvVmHVCJedU42FBEQ+JQMTZpzhjcl6Bp62aoPXY8syjRP4abpLXCdR2Ov2FsE35HLb4VZPwzwDTV6Pwr4/GP6fVXOnVmU8/Yx+vQN4tnYcXFPRmdboIB+Blrj/OCdHz2lFcWuwvbUNcMOQmr57bXIJt/v2GZuVLRcFFgP3yb3UqVZ9gTSqczy2wlLTGGZo21rTr+93Ock4555RFGB70UsYTgWp8aDlyrRa5Yl+ZpUxn9rhLOIgX+foviZwt9ud2FnJ2oFjOVdjQ0FilD9XdcCkqeIOnbwj17bq2NjPqSAWqKeWu21mnXUp93+V+duMnU1Or9Yg5KcQsJYXWuP4aiQpRqCHp2WJUKdRw92VtUNQxbGWNqjdnQy9t61WrR2dGtOFR3L06RBpSbVnk2g66RgqdLEpHFATAoiwmnYqELmAO4urQSYGhjKdxGKcpwrV6P1s+OwCYqaqSThZpCLQIRuuK7UVVwzEcvVDCPYUAklRNEmgMd9YcTqWCs6m/LuHRONFZ69rSm6pp/SqZM+MFlPNZXls+lS7iwmoPotJqJsqs0K/qsdoLRRVY/XQ0NqmWm0RqzBsNt6eJmpulSyxmjcpi40Q3tSrnPuZYmODaRcD2JsdcAdMyZOagTMAE5m7DiYdDcbplVUtBnSAe3rC1J4WmTqvymXBKEYmEJNB63PAga5MX5nZYtN+pr7MGSamKKKxlM1Q2XtcTwDKUFtWYIaTMH2dV5gmqSDdmwxIR2toUQW5nuZi5btaS3qggN7D0f6qAQaWKUmFQCRNXmRCaRCd6qBNeC2xNTNThKgp2CK21B1SHtkeHajXui5B0qHWdkTQIGKZWNDEY7sLmhaNcsXawxURAFQpgTlqNiLWVB58DqXhRFcWXPvvPkZSvM51z3zxfJgGQs6Mc51HzfP1xr1C3V2f/n0kZ4LWIg4r7eH2kDzmLbrqEsDxPtZezcRLXqdh2hjwPSHA2VcHruAibH9KNxQezPXJ2E1w5c2zW8xV+XQ1QgqoyvDY6aFWSVccC0Lpgcu663Pd93/dd33V9hxoGo0r3iVPxaIpV0ktprwoKkVggqpLnsBO4AksvTktchn0ri4qrNa3t/eGm7RabXZDbf2w+knpD8hVS/e16Q6hv17KIBYPC2/ubd8N7TeiTdV1OObd8qFYIpQbANAGm2vL6rbKoVhkm5XLQ5pwhGFKn73MLaCAq1TSHM60cKpcWjzpmrLAX7YvsESXcW9UTWp38fI5tbhhBBDykRlB61GJ4BCWoVS8EIxCBEuEWY7CUKNUgUvX0tVjIIAXiCsABhIgoiYgogXBzt1KSea8yFYyDm/TsdkJ1gYCFAjFIK9ukVU5YVWLbX43qZZLq8+K8wPOVXYPbjWAeVc3IPmY+lFVoq6y6DayuLyAYiywSqFxhC7GvnHWDXqv+sM2ewRaW3XSss8NncQ0wLlsfZ5pPtMmQGTUcFZkwCh1FxAOuNRaV4UAgCSyIpzE+PY4//O1YiiAVsYwkrqzGO7CwHDVhf5vu3sX+BtaZaJHmighVVVgIK6koiFAX1NF6fXq6NBRUaUAs+1ac8f8biLG8d3Pq0qrRWPZvKoKIQFBiocQ39pe1wH0ZbbaWUs5U+sJGSRWaUFnUApaMKXuMk4xTk1onJIpVN38SqJXwwiDNRYmgmIh7jJ4mUaoKIyGJgbFgeDOtS0HIpTNpE8jO7eBFoQoDhIyA+9z4u4hGrh60ziSmq7DkZVMpr/Fbv6YiiVin1b+Ky/0lvpXnmBmvcG/XH+GyKqrpiVU24tAzMnLTXbTB73iBlIFtHuclsdsy8JfDLbBRigLX4dn66xaPXxHqDKk20bdXp9JrK+llS+ol2Vh/oQpVYahazp2ltDQbdtm6vu93+65FGCYzSUkLSRYEEJEQmkWTppSBNJWRDNWUUvKIKB51A6kTkiqmaYflNTZ5uaVjw0RTVvUSiTWzev7NawUFW/X0fOfN/ddnXRVbmxVrfjRrMcibVeoNob5d18YXpEBvbvfvxgKVZNpZUoOpqTYDlJnWEP9aS2opJUuQ2jalNZ982dTbJssID3KNTq5inVoEOW8mPI/PxOUGVVulRJx0pwejikDXpPvlJ12IYHEvzlrpTorXCtR5TaSAAZ8z4xmz3LCqr9yLTx5e57NwVSrNFIAgIpxeAHFw9DGAA71MJ4zH275/nztLSQcJAR0KUTFRCShFF7p0dolUfhk1QhNCb4mm/tlWEZ7xI9wacLQO4lHHy2KsI/W2LziXTKo2r2Z7f1pTQp2QReNDZxtxDR7U1ja4YUiwSg227gO+HHIuwA0SDLdamaUVlqJRhyGghxZRp6kmij2O499+iv/0z8/jwEA4DEYmETUAoLOcUocvv779LfvUKXMGvEJlCnJtKKuTP4SoE6WO0wmKWCvLRoO0TSBLmzO0zsk+zqz91rauCwbCDHSbGUsQqCejqtCr3VvVCT3f06glvTMs1ZkZW/PVxAUhgqjShJp3ANUEUQnQAYO5SJkIZLL2io31bgIoGppodI+iOomSLk7z8CwK0YiYCDJqbsZs9dp2ma+/2gDLqleh1J5kaH2Rm7pcOZeO/OJKxAs0vDEmccM78jO0LK4tb/OQ/Wp652umd1zO4TcCmKvVWa/0aV2LGn05YX8V510Z/26RLOXCm4/Lv+UK2OY6dt/AR16jBjci0bU4V1eVweVofEbcZ8afuWK3RYrWrChVg6qo1kRDVaSUai12zS/c9V3fd7td3/edmuRkXZeEHIZyGsdpmLyUCCJp6txEcmdIVtPXSCej4XysmDIg2jQu6/p5OaV6EYeLa5MEvAwMvr5qn62XcaazwKyfWYU/n78v3q43hPpvEaHWenWF9inf9DVtSpOqQtRMVWcjf604bWANqiZao+cZIRJCxdwkItp80CEMLkFKdeK8tI2wEXPrnOrMH4CFTG1qP84Dfi5T0611cm6nm5wDOVEKAEERFGjreaoR/YTXLZygi0e4BCkUb4WWTqqqpCRJ26yravYZ1d4iIgP9MB2+PxwfHw+YypcA913KuQTVRZOmQKJBtSHUhl+wRda2BqSG1tJU+pzSoq/wQ5BLIF9/Ndc7cQG91fxT7bEzj6k6O2QZUghvx4k2r11wVo1LwWy/jsZAV6tRwxTbjQ3UhTXYmC3mZTxaThULhFoTkUTotfSAcAJhFpGKJ5WO6J9H/Pxw+PtPPh6DMk1SKigUUwGVE8ux25lK+nDf88supHnXtH3UTVMi4YJ2UCGilrjWAtqoNL7XxHlFKEJAnW+mRYkZG01ZU2M04LYQHyrzr6OO+Nd/l7zhTYiNlmUGw1hrFWVtdm/q1xCGuJjAJACwNjumTsVSQE/HaTgMEy1cSXjR6nusqmVFsaTIHfqkRhaSLtOURJRSvDZh0GWNXliC4C4GlVu7Y4jUmAdpZru13WBNd38RoP8rGM3FnkLKtf6iK7Wjm/HqBW3Kz7ek4iUPdkb8yXkK1Pn89h+gAC4n+XidzMXae7lVP1518Z8JSV8P0MeLZ4GNwPT6sB/LteiEzv9mbGhU/sI7vvmLoFBLlrJaUiBbUjPUlUVhyfr9rut3Ofc5p5xs1yezSMlSTtPocB+fnj99ejyejkFaSrtdf3Nzd3v3bn97l1IapuLTSEDVImSLrzGbSOfsunannt2ks4j30tj4kmXmuQzmIol6qybh5r48//B5MeLnG4v6hlDfrhczt7ouJrUuJVVk1WSmpu20a2qKVgOlutCh4tu+7lllunnwYC0mapVuvBxX1XL2LT+j281MN+k0tVvS6/+4slXbr3UdrZIlYgoWQdR4dpFSQ0QBqbtpk0hRnDGWcZomn5wIqZooNckKg0Ft3yEpUQs/53k4KCohcZiG755//v7Tg4x+KN5n2+93bm6OXcriOhczYS2vocpGNob5t8DaSVVfVsicpndtF8P8hmOTRTpLWmcyc54Wx7xttzbSdRotqIxhyyYUVuw2z7xscbyjOeHZAvWhwg2U2i7D61zrTL0BFRdS6ZVngzeQJxFwYipS6uw+JEVIiJWShpJPUx5K9qCIRn02gajYOSSKx2gx9RI7iU6EZOb8GQcFAYiKThCnBBACXxxqxHIzqwAa2jSypDQGZiE5lnNUvc04d9JHVfPOeastsH/B5EtLFrG2w69bG2YtmsjFPyOq5hegkUEmSoWdLU+VplBLydzT8Dz89MOTj8pI7piKMwIQkUI5iYz5xnYf9v1Nt+tMNMynJOxq4AYiqU4FXqZW0LG8OAq227FsBritGIE+v7T6pGIxCELx4qDyy+P0ixn/GtlzJa7oDEXKIk3AlVKopWftivYQeH06P49lt61InwGokFceW1f2FyLbdinIizDR+RCDDYvLy9f5EqG+/m5ufnI+7kMvECpeCHKX/I8W5rmdbQOb48T5X6wAddF8NkNXPS1KVYrVCsIEqClyymYGFTNN2fpd3+/7lDuB5qwK5C7d9B0kjqfjcDw+fnz07DFdAAAgAElEQVT46Ycff/r46Xg6iUhKKee872/u3z1/8Ztvb25uqvGwOiu4rTGTOGPiuZkGvCTVUSv3zrvxXnlvef5lOVMSL6TyJkIYaHOHWFNwuTHFvZGobwj17XqxpIHMallTTtqZtplLQ6jQuWF9bUdageVsE+GF/AZRCdCZjlrS5dbyx/MAue0IFWsdOEgNRi0yLcGY86c2SySr3YTBimIjghGU+n/Lltvk/QqtFaeFZRjLOE7uLiYKwIwGirTlc79TS0EpUzTsUZ1FKgBK+ON4+Gl8iOeJzi/v+y9v9wp0CkFrnAcFkiEGEQWkprFuXqbOMUVRB7wteAXC1yDqeba5bEfSzZbTaOzlqNBW6AqpYlmDqcLWLihVrXuRYN6sAuS2/PCMOMCLfWrZVbGJn8Ei7ISyIhmmitbMA04Un7dmU0i4RBGGioJWz0qAgCFQ1+alUvRJLad9TnsFNE7Va19TatRVvDafzuKvxgI3OkUpIa3AFlX8oBW/o4bg13uKC9ysRWfcqLe5BDsuzNdyyrLFSlYFryvZ3IjzpTNRtvCvwdsaBiaQUIQCokIGiOJSitCVLpCwmPTx0+nHv3+Uowh3HubOYEDIOHo8BU75bvcelvsb3XWM0RhdgsWcWiBURZSczCAVAPvZV3xTYLtBeu1rHWyBD8FYMmjXOcmvIVD5Whr/epTFWht6GaL0Mhf0kpZ8MSD/NUP0dSGCgDyDH/8Q5L7QK2+N5Lg8eZ4PkbBS7ltouLiUgDOW4fUJcRWhYuVnIfN05TVieFNcj1nwcy6Cvf7CWwDAishV1ZLVSEJLtRKqPlBSWIvTtq7L+/1ut+9TMkCSSrdTSph6+Dg8Hj9+/Onp8eHnnz9+fHh6Oh7ciXlXek5Ph+Nh8PLhw5e3t/ddv4MlUa0egErQBuWcGL+SN81tklcNi4kXKXFn7+nmuLbeV+04Bb4mJJFteizmTWmzvL+B1DeE+nadL+MKdF3edZ5Nu2Q1JrMes6sRGjMAXc6UYD2L6zrRI1Z7N9csyRBiZVujrbDAy/zMs3FRkwRUHQFrj05wjVIUrjEiJKuoLqLB0pqcwzk1mfNGoVWaSREinNMQpdboKJrxQ6s4Etp1edcLjDRS54oroRNU0yyapqRjDx/9wOPT9HTw273tQ2zyySBA7ZsPrRXtVGAxic/qTYYGhVRoK9+6Nv/ZAPkVIW6do85gy+dj7WtZfigW00WsWii0XHprZGctur62hm4573Nv6qsmZm4N2k3Z0WKfECIlEDSBdjCFZBSNKXycvEQwmnu9N2ZQ3MWtcdARDnHR2aFLhWZNWRMkLIISauwqgRdkiUqQClQlWvdnY/mMRIRyO4xWacnhsxxXJGLWqDZ9CqvwWiilnXoA8Vgl1ZubEmsKEzcQdNYENHcZ1laAGREDXp+FiQqr6Q0qUpRuTrVQKXVC4XZ6Ks8fj1rqPtdFaAgwt/+GhCaRYoYuW3YpyVKvlGlyiKkKxRSMPqesqAg1ltHuucd5/uCXWMmGzoNX8tH4r03M56swcHWk80or5lojz/V3XkWPuApJt+vPWcLSNXz8Cy/kYn68TZTCtXTNNZ50katuhQtrjOg2p3M58eKa/mH7hZ7HJ2uB6CVs2/45vIBmswKeV+fRS8bqkkZWOQ5LasnMkqWkNjcKCsk+577f5dylbF3X7XddTsZwwPdZbna70f3p6dP3P/3403c/PX58OD6fJi9O6uybBxnCaRwe3MdpGofh66/jq6/7BPU1m5SqilBu7mFu45e3KxxwFj1d+U6uQSVnkH/z/oCLFGVVP2wDrhaCZLXJtvMeINCWtsW3WtQ3hPp2Xe4j9TuTc+47miKrzrHxXBCRYElon1mA8xq5pndcMzY4Ny8u5RzriROi15f1M1i0Olm9kaMUbw1FTQqIhV8IgdZwp2qokjVvHaRyTgR1FzSvFVgsJiNVVMWUJqRHYYQQmnY7s6xiQmMklSxiIHxqKEq1t36XbneMQVlCnkbfo4OITOOUKpRRIEqNAhXR1kJELPn64OzkqXxZ+4HX3FK8KNwDttxqDRYK1r4tqYVDq3CMG2cPhaQtnUmXfuqqOJBlDV2OHXExk95SCVt4y5d7N6EClRAPFcmCm4Sb2z7tzenHoTxHeR4xlQydFKlXGoPFGVAxbycN2cJlBVtyImiVwAgKCklhMrF2fmI7pVSpNJq3D9WbtuGDo1opZhXofM5avgaQ6vNqLOmsQ2nJ3Zs3Zi41qCEXsRkW1oiqxmpXy6C2ZNlFxluBfOV+TSAatKBEQCewmBpho4sEEnqNLMU8skgn2BFWMS5VATHpc97n7jZ1nRnEJIuZ0MtEpcKCYZa66FJOFdtzG5R/Rp2tPps1rwirGQnr0Pj/65lZzsHThtLlZsqyZfM4S64X2DZLfnFBW27FpedRDS++V+e+pdfpQ/IFMPxcktNZYulCu11GomKD/WaibmYEcI0mvgq4V0Z6k4Z0xpueRSt85uOAvGZ9m+1fWGSqapaTpVzDXtB2CNb/klJStX6/6/tdv9uZWTLpTIUewmxmWSPw/HD4y3/+l48/fPf08FjGMUO/vNl3fTdFnMZxmspYylhKEXEvh+dHwLqUb2/u9daQsi79fHOG33JS5IZVvXLXcSs2w8rW8qwGpRWqIlbo/6IFDVgx6ZzmIXF+rqrxBb/eVfh2vSHUfytXC3mvB82ablrjRaErCcd1yrbNHZwZNLpX57EuYebNLy4x535e8HPVetJkSxu2gbIx69TD+iIGiFjYJ12X6xkQoWK9iPBSNaN10sQI0oU+L8jBWb6pauKp2koCiPqcvdAjKijqe4NBlAXibSpFSinu7irYWf++vz3dPk3klzHu7ZMW5E6zioQae5tn7UsQfBUtSGVkSWERV2XU4qOmUg2+KL7+LFmDjWRAZBlfb/Y7JRk1fbRud9zWxqx8KWOxTs9QpaIpFYkZnuKMTl35hsoxz9EIrXFoXejrzRaESwoIc9IP992XX+33tz6O5eFhzCVk0AMRLgzhUCq/TZWi4kKoQsVaaCgpRVRTlq63lAlJFCNLCYeEitQ821iEy7PQtp4WKKAYFwO+iJCKiuxtlak0wKbNBFh1oVKTojDXSwHa0rrIxdM/Sx6o7TTSOHDGVsdLxiVWgqKniMAoIlFUSodI6iJl8jhOZKC4kZaky9gl7KjvQjqR3Rz7VlQyJKuO/U2/u71Pu6ypYJIEYYgnCiu5HKJAyzBgnYvIhhPa3mgXNu2KBHXOHNuExS3JO0rGvw6eQuTXTdV5npr+Aq4B50DsTPf3eSj5a4sAXpeE4oXFfp3h41odFF4Z3G9Uo2ud1CJB4DaJ7qKSqh0kJGI5rjYdKi8tVZ8RSgCvJdljPqYCLZgwaUopdSklNQUZ4RKFrR3K9je3fdfnm9uu73IykRApZGEZFdztdrvcDc+Pf/vT//2XP/0nI3fQvO//8Jsv/offffvF+3eHcfr+54/f/fjxu58ffng6ePF6052OT58+5rv7L9RSf5sUxjWqZdX1xucTxs7ioKrpQOYj60WzglTtVqAF9Z2JJ+bUtZpRsEyVeJEZgHUM+Xa9IdS368rium7Rs6p9VY1u1jmuTSHYzplXtmyOZq/Jolingpdju7qV64alYOva4FypuQkBItvcvo5n54AOnFdSrU6mFqS+/EZw1QMsqnZTgG6cpCaWRsWLYUHCbLe/ub2/e/fu3X5/m7sdJAuSIJFwZ5RAsBe7tzQmFC1f63SvQzdJKrtOskjfCXKQIcVYGUkSwerrt2qqt/aOKYSKueCJXE7ry9K1ISXrXL6ZNzbdfbq8lzN4YM3jnJNSKSKmBlh1ni0D5jXwa34CmlKlD8GoDE7MwQw6J4tt9Klz9BS3Q63ZdlN3BVCEoRSQiQZBz90e93fdbj8NgknjKOwFQ8BDo8h08jIRmoDk4Cg+V0IsnS6h5qkPS4UspXV5ejXZUcNZVBEx3yVzyTcJLAGvq8mhAVhIbWxa6jyxuX+5iUoDRJxkUCtosDrur++bLjneoK6otFExLQBXFvf6BVMZWRrinbKWXS4fMm4TtHTPx+lHDxeOxBRSxjKNPnPeutbLSrC2VFjO3U233+feLBFuCVrKqJLoogoWioiLeHis6RmrLmdj2LkAb5jNc1hPKYqa2tYgy6sJ+7xKR/KcxVqKJ88r6GRLI/IanFpuyWu9TPPUfSG5l+QmfmZcvzwuPntifOn63pDKV81W5+4tAA3TX9qhVlHPkqzbfEy/YALf6Fa58n9oa6zMytHttJvbMzIXq9b20ABUuUtFWJYyqjFfDabVtA+tJ9PokqWUu5S6Lnf9vut3OXeROgJThEhRLQa3FLus7+4gx6e//PnPn/729/eK//Dbb/7D77/57W8+/O6bb97dvc83u6fh+PcffvzPf/3u//jzX6fi0+FY17dpHJ+fn54eH/p+3+/2YlnBEowaS4z5bA2uNQbbjxJoSSXbwooLahVnZyIIQrAR7S43yZqsOg8k58iuLchlraUh3tjTN4T6dr28lCDDIdUfLSoOKRIKqGiNYVLINHrKSaEUxhgpmwgiHC1giFhWTkiE1/imaH5zhviGLoUqUvWaRDijxo+cjmPuOihYilqK4uIBrbmcRWKKODEGUWlGIm86sfCAwtCqnxgFtVWJoiFKZUEUmhkAb+HtzC7dpIcCDpTRoyb2h3lhqKlpts66nXa3IlmE0zSS1dGEqZxOfqJGVrtLXerf+f391/nvd2XIp/Lpo5X9zf3tBz8IvbDJQE2kh5iIhGiouUAi7kQC4kKygFCo8DyRClDVcI85EF+hwajSJY8YhsGFSLkzleJTeKiGkFBVLVMhqVrdCcJwVwJRU8Ya6BcRwNQqFlFTUtyPrTcmGnOoUK95qdX43vTGsydeBCt0m3Vas4HIRCYSCBcZc4qITsqepUMxP8pwyuWwi2HvMnqenOJe3Msop4GBVISiiYSLuEIhXSGgRSCZeR+po1NVINIJKToKhFIKnGKqKlS6ChMq4tRWVgoJUdLLTPOiNou1sglSAWtv+PyNCTAWqQPznFYTIaaAangJEhIqLQOfbeofTRALMnyFb0thTavsqorW0kmGi8ig9nR3U/7d7f73uO1P0985/Z9FnsLozEjTSdTViCK18ztCa7WpIyhUmmKXd3vsOnbJhF12JqSwVHwsTmivIhxqF0VpQWxnWJIvwSU36tqqQ61E2poHsCKiX0MQ8RpNexX78UxC+oKmvMKvbpw7nxvALyBmI3A/H75u+jKv4+JzrvQMLl+f9J+xrQslqS/9W3j1nTkLaQWuwvH25HX+m3WO6dg0JtQbdTkWaBNPbrqY6uBg7pGvRlq1urTCUp3fN5A6KysMSEm6rDmj67Trc9ftoL1IEjKQWG0PNZgjxf7GkvnjOBy+//4e8dvffvW//8f/6Z/+8PW3796/29++kyTO78D7L+47+nAaHg+nYSw/T4OLQGUsw+lw5FQk6GAhNzQqL97XOmzAqiqbD6WIM95Dti0QZ4OjJuHfNITNzsnNoGQjpdoOrkxMavuVEBTTZNa/EjL4dr0h1H+jY/5oXy61nLtxjIpZKqXqwkI3MUkYpZpOVFXGaUgp5b4jxctUwUqCIlnFJtPpNJap73eWdRyn+rUsJUTEktXi+qUB3N3dPXddXWX7vi+lUCQiplJy7tRSxWwhEiGqy3NfEjyr1eNV/oOX+1X78z6cxvHoUdqynVT75EFIKAtkEplsl0RDXGrnu5hMiFE8hAmyT11381730w7xw9PH6STlafgyTf/0ob+XlKNgEqUjJCpWr72adUQ8T5+LeIswrU6pqgPmtqdvzSwYxlO2XPea0zg+Px+HabKuu7vZxzQdjgeahsgwjtZlU/3400/v3r3b39yWMpVpItnv9n3fAzgch9PpVCFs1/Vd3/e7XbJ0PDwP42nf720OixGRKOViWoslFrHu68FrezcZ4hQxAWBaP8QiUqBJTgf/+cnsEPGM0XOkLrwXTiLiLoVSKLGGHplIbHZqVTFbikLlH5nKyipfWTbueTRXHUYNuNfeWzUAtfbF3WU9GqmZERHVlMfqS5M6zVymifOAQrVOAzedsmfb5SZIgSIMR3gyv+3kw7199UX/hfX2xGfV/hAyTCKoMaln2WsvT6EiGeig1vquxNQkMzxUs2qUoJAVWvwDbx6r9AbLjbr9w6oq1w01/zVMnc6lmfwv97Dy/5eP+7/A00SrN7MEoBqg1Aw1ZqPpUFXVtlY2Ne1yvtl1u13a71K3MzMIbJzgHkBqHcezncAgSVWmyT9+HE7D//i7b/+3//i//K//8z/97psv+qH4zw84nYbJWaYu5Ouu+/fffj0O8XQYHn4afH6i0zSUqTBCrCa/XDsmXE8OO+9n+LWnqn/8Q3673hDq2/XrSFQVBkTC3cvkpdRduY6IU85dSgA0pWkcADXVbp+DPB0Oh8OzhzNit9/3u72XMk5TkDnn3c1NilI8DqeTiJjmruuWbhh3j+IRASDnbGallGEYIqLr+8rEWu5Vm9khAJhS4CE1sl9VuQntazKBii1qq8gCjxh1zi+GWZwJhSFCIiAeZYwoNZgAQilTHAcfC7snSVO+723/DbujnyRldp0OGc6pTMdSTjkng4akSW4fx/s/Hp9//PHIofy3t4yxfOvpN3azL9L5APeiUtQhomBIaEAEjrA1JnUuG0JLiCcZpdBsy6n0Xdf6JtWOh+N333//cDje3b8DzKfx50+PokCycZriSbqcBflv333P+O79hw8gj6fT/bt4OhyPh8MwTkGaGUkvZbfbpWRPj09qdne763+7T6qtoaDSq1q7p2Lp6mmFMa0pE6trJmIWWWx1bKIMY0RM4CRwH+LEEulIHUuJMoSfDKVX7mQSmcgyofKXLQehmoqi3hc5S9dpzqJWMbzLmbNvDW/aqunW7PlFrrJBvQDMLKUUEV6KlxIRFacucpFaEMq5gHeWM8RUpiZCUK2+tCo9LeIAYAAkfGLUACzEkoJGQmCCBe5RIO6I0fTU4dCrZAA8wkralc4juwp14jAhjTLWiNklTBeLegY0yD7pTbLMoiUMmgxCczUjLMQihGSJnNOcKveZHfg8G3JO6Ue16Yl6uCwdOS/25ovKuCtZVJthM3Ap+zs7aW7/7XwMfzXeH6+hBWzo09V0vYpq10fGRl2w+uKuWui3djGsLbebGAxcme/LJtKYrz9zXOGO+QKFrSc73fbBvyYDWPxk3HDFmF92teWrWT2tQVvhIBStWXT5QtXsU0t9v+v73a7v+qQ5IyUXsA6DIpSi9dHq644ICPd9d3fTTx8/PT8/TowvP7z/5pvfTKN8+vn5AySFePjJp6kUmdyAd7c3v//mi2+//+nvT08/jmN9qNPpeRxOEm5ihLK1t6E2yJyVo63NW4Sw1V5TXjL/TXC9YNdYUqXXQcLmA6kM8xnF8MpHeSlR47bR4+16Q6hvHGrNlWpfK1WS0zSdhuFwOJKsWzUg7rHb7dSMw5hzR3Ich4gQysPjwcxMdRxHj9jvbywnD05eTsORIn3Ku/2+yvNLKYfnZ3fv+j7n3OXc73bu8eNPP9/c7FPuHh8eLWdIcfeUtNt103h6fj4cDqfiAWgNTQqnqqVksu71DaNy27xaMWtdHepxmkCIinQmEuMwPE/TyVncRQYFUB6fyzjGvsvTjmlId2QexmGiTVAqiRKJkkSyam9pinicun857f8y3vztVDrd7y1/EewF77TbqamLxhQMJWk+u5+tAhGvnCmVwUCEsBRCkFRlk49X9xhVNUs+TXSmvBudnx6efvz0ibD37z+cTsPHh0cxpNw5OU3F3W/2+4eHQ0TAulLKw9PjFALop4eP4ZG7ztSCMQ3j0/NxLNPDw8N+v//tNx9+8+3vtOv8eCzuKpjDUBYB6jLuXSg0nEEEbiSyLaEmlMw1/HUsp2l8LDG5ax5dh2GI05iG6KeKNANRwievNoolkoBCDQod6l3GbqddpqoDMXdjtYpVrKh/Ez0qZ3ETc3JObNpLdaGG1awOr1W1CZojFsOImoqIe6k2jOX+z7mD6uRBYbY0B0m1GuCpFBFajYLYxLir0OrTIClSBBA3KRklyaj08GkI4akcJgmaWafMk0+HGEaOTp9LvmJGU7XRypPZLuebnBBThEODsMV0rYpkUIE4U7K1YuczQ2y0T7yF25LbhqGIWEDeohk999S9xkK9SEVdJRCfDYlck9lwYYaXba/ny4QAbMEhtv0EK5gGNqWqkGvQ8lIp8BJ6vsDoL7HmFqFeBANcwvTzvwCv07tL+tGqXtiknK54tIYqUTet8pWS11Z9qmozPNW5/VpNdZlnAQlai0wlJUsp52632/X9rutSp6Ko0pHC2VkPMZlbVWu4W1LsetsnHI6H58fHnPTDu/svP7zX4sehZGUcDl78FH70aZQyQdzQ9enD/f7D7e7TOBYRERnG4zgexSdDloSQel5kiEw1QK6eM4G6m8hcCUGZrY5zlj42n8yaZyLbwxVfHrRmA+FlPcdy8AA2odiUVYfwdr0h1LfrkkOVEJEKMc1sGsfn58d/+fsPf/2X74Zh2O/301ROpyPJu7u7nNLjx4/3d+9+9+23Xc4kj8fj9z/+ME3l3d1dBJ+eD/ub/W6/C/I4nCb3Lnf7PnddV4moaZoen55Ivru/qwTqV19/Xdz/+Kc/f/nhw3/zhz+Mw1Aen8pUjqfj/mb3/ssPj48PP/z4kxfv+5v9fr/b9ZZyqG/W27avRjuFzlbqmohKLhFJECBqeLWkzsxkGJ/LdKR7TCxHhUg5TeGe7tV6s53qDqcy6jCUiCBj8hhERlVaB/TwJ07HkJ+n/FD2B7j2dwUZ1lN2h4F71z6ykqCDNR5VYqkZUbR1sQp3BRQLusFgBhEw5kASnWdY4zhOAvRdLwZRdcY4jSX86XD4l+9/6G/2X3zxoX40Hz99FMrt3e3t7e3T4fnh08Pj8/M4jiml5+dnqN7f3+/7nZkV1Z8+fjycTl1KERynMpUpl+Thrd6qzm25Uea17u45jj7OaIGVHKg2qcot1p4kMVCnyR9LOQpLxKAxTgGo5hyei9sYOJWYvBjUhdHMMptwLBZL3O0sZYE6GokoS2VB9ZKdKRY3NUckAyEMbAhURi0PmxGq6tI/HlWUogoR9yCjqvCquUgUNfHR4QJ1SGEAKHPVPSPEBUJTBUQhjGjiNbYyVyxbI6smQkwDdJ/K8TB8AgrFT/4w4uRdhNXItaFMpygxP0RzYbUCYgc8JfQZvUEoJSgigYL2vW+JjzmZRGpTixl08mznXRPJFtZcqi5lfphlbHHJ5fEzpCx+aWJKXsQwXagsLxH1bCC6NOnjFRIV8iLnFBsOFTxvY8brD3qGQ3Gdq8XZe4KLx+GVZNMruaNLiv7LYTVeI4m5xO/N0g+Za79EcN6LWrN3IXVSA9UWt29J1QBR1WRJkza9ZXWZqmiyvt/l/a7b7bu+yzmpmokkVsdCzOVeVlwZCBBkClGhGXLSrOQ0DM/PPB2/2vVf3++//c3Xw8dPp/Hw8fgUh9NIDtN0GodjlGfBYSjleLzv8tfv7757fn6eIiI8YjgdTqfjzb6rwrMKFZVhc8z2Fpiuhyiuh5PNWWSNM1uz/jgHbcsmdRdYifbzAIxNbO0SprBiW/4rFQNv1xtC/a/+Qlu0InyapnCHqqlK8PR8fHx8lEJrUjuWYfRh+unnTyppGkvSfBpOj4/PwzCZWjinqZyGYRjHdDjudrvi5TRN7jJOo+nRzMzMvTw/H5pmSdWg+5tbS8k9Pn568PgLhOM0+eQp2c3NXlWnUh4+PTw9Hczyu/t37z+8u729TakjWaYSDKikpJR1yj8vyWxh/7NvukKtCIYGEsY4PTz9fDw+R5nEVFzEzHJvXZf2e+13Imk8TqdwO7lKUs1CpWfxPku/h44+dTFAfGRX5CZ3+uW7D1/f3n3R9/shoebTw0QSCTDUGZzdFrVbZW5GnKWKGrPyEkBE7YGas7IphFrXEYDh9t397//d72/e3XV9v9/3EXd/+MPvu77vd/00Tfd3t19/9cXT4+P+5ub9h/fTNO133bvDTd/vur778ov3qtbvdjlniEzj1GUbh/Hu7i7l3HdmQJNjqpLiDIhyFv4vrAzXebe1vtDKUpwbjNnamwCKRYZQkRzdiHiGPZu5RGa3095KN412EDxO07N7WG4G3BlsWgt+9ZRsv899D9Ei4gJHYxCJs6rZip+0saobH/0Z9pKzPEfZaBgqe1q/GhEkvCVVzEg9PACknODqpEeIQlQL5q7f+fbLOSk03L2MQoEaFlTNllEAEYOKCVxCxAsOJ/1ZdVR4kYcihwlOpaiIDUUKtY1CaiwHKoHqFBelZaRcc2GxtLhWgmwFqaamKkKGnxeOXjRqvIx0ajk+myAesKYLrT94hSn9JS3BL6xa53+a5yQiZLZsYSk4FrlmlQK2R5fLJ7h493EhK7g+f8dL01YbBa/9oXN0w3njEEReE0SInI2Pz1E/8JKovQLEl1I9LsZILnG/K7LS9REqUWo1OqqSpY1AXWbj5Fw3UbtMdzd93+263a7f71PXJZtznbdz9Rmoei0krodCp2rkhJwAuI9TDCcrJYm6Dz99/P7TX7//+PBpeH6+33XHEp+enh8eHk8xjWbDEONhymq/fXf/158fRz8MESIyDIfj8Tnf72GJoLjUlbRRttiy7wtpzUUbo2jNyZsPgfjMrYpz696ZlZ9rZDAupgMLQOW2b/UNlbwh1LfrfPWbiRN3h1rX7/a3Nzf3tzB9d/+u73tVTNNEStC/GIYvP7zru9xlm4qmZF99+LDb9cnyaTiFxDAOlvT2Zl/CdRx2/W6cxmp+KqUUdw+qqUd4sIg/Px+6vt/1u3GaHh4fATmdxvE0fvnF+ypaLdM0juPz83O1oOYudV2XUgdIBD1cKWGV2rkst2HlVSNqR0z1pVO8MIqU4xrgMb0AACAASURBVPj8+PhpOB0lAjDVhNSJJjFJfSeB6XB6+PGn7r7fD9ZBspqKapiWlJk70VwmK4MXPrsW7vsufXXz/tvu5n1hPo1JdqI6CSMSXI1EsNU9KWSufm6BeYTWiRpEyKrnq1mzC18ZQlGDyBQe06BJP3z5xe3trUAMSHZ7c7uHKiERkVMWiefHx9zvU0oC+eL9u+E0AKL1uGCpztlIevG72x2DXZeTpZAwMxFRNV0qqishypBt1XhUnS/NFMCmKXSucdis1QzQRcKEvdjuGNPPh8P3I5/3WTu7zfm9dHtJY+RnjY9leopJtA/WyfEicqvQMPrc3+z7nA3qQKEQCHCZqGGddLYKnbM+rmWmuo74tQYCoN4zrfuQdPcIT5JgjUOqjxS1AUu1FUoCUjObRFRTKDyCpC315gIVNcHSZqMRm7D0uUUVqwYyaJN0zxPkiIOZl/I8xXPJLlmRJdIwTiVUNDcrMmqtbtOkqjJn02xAKEVR8wtq0JbWyqxlZ12+KVeQ3zmaxOJYBpLlnDuFOueC4RnU14nGKw/1SxB0Sw/ygibEC0BJnh03FlISWIjW6/2m170yeBUU4yo/eoEWt5UWsr6hLQ11FkHzddyNNRjqM12u3Ab3X5KvC2gKxtld3kjSFakpoGbz2B8ArNKfWguva+Pw3HtU1SoMCVEzS6nf9Tl3u9td1+WUO02ptfJxRYPBhcFF2dD39TBDcaED1GpRDY+IiOnT46c//fOffvrL93//4ecyjP/+v/+dSX58Ovztx58/HQ4jyYKddu++/PDbu7vfv7//dBqHYRBgmE7H0/O+fEi9zweLUEqj/OubS659tFhbtXSpoljwPbmkqG749YbyL9j3+YvLJeHu5UmM11UieDNSvSHUt+vl16ISDWi6IiCl9MWHD2bJw7uuM0spp3FoqtM//Pa3SbUWgfT77v7dLQQ5ZUtpOJ1ubnZTOFS7vqt13ZbSMJTj8ThN4+F4nIqLoMtd1+8U8OKH43GYpn63293c5Jyfnp7K83E4nY7H/PT0bJ0NwzBNEyOS5S7nnLuUOlW4t77W2q7n9KYUbK7qWcgetd1K5hg8EHCJIabn4fj0/DgOJzGaWsqddDshBUUipsPh+SM+7XjPuxu56cSzRqeWQnWgFTEPnoZxHB5O/P5Rn13vtc+T7I5+k92OxSSbdQ66MIVa0IIQBirXOB/fW9ZoAAqBQinBNnRukLtiJ49gkmmaxlKk7isiOWvVTiaz3EoFq9OaDHz48A6WzMxLYba725uqVqikiLuHu6rZrr/ZdSRTyu6lRICiCktJBBErPd0WYVPwTIYamxjBVtky939po2sAGIhSRAKTpe+fT398/PTn+HR4n95/9f7bfh+WXDKZjjo9Rzmy5EYMcunWqS8PkC53+/0+5wSt3RAv6C1e9zAvGHDGU94A6hxcsAw/F09eRFBZZ4j144CgTKWUUsUqAnH3sRSPgFlAPKKUQkaXUvNNeMRUCAmPOqnd4izOerXaYAMRhoakwhwTxykMEqJT6MQM25n0UWwYjoUQ7Wb6ctFCuCDMkHKyZK1aTZSISiuqSAjIWDBQg5Wf1cNVOS3muzel7sP7r758/1VK3Wk4TWUSYc4ZgmEcnp8fnw+PUxkW/C38DPjja7s1z4Dqi3rSbSIzNuFdZ3lU5Ksk5T+wVAJXLFAv0v1fVjmfua82+aXLjB1b/faZF+u1ltEW5Xc2n9/8GnJVKYDldUC1FqmgHVahok0YWkOjzGwtU5Lt34SqRE2563b9ze3tru/TLllWQElEOENMxNSENXQlaqSHVJU5DGpQEyn1Xg0vpNeQ/bp4sPjzx4e//vkv/9cf/5/vf366Sem/+8M3H97dH6ab/JiGT+PPT4MG+vsPd32f7m5+9+7+jz9+lBMBTNNwOh1LcRWvBR9oWW5tVVi+/GuFA85I9aZcPjv4bEQl7ejNdlKTDdu+rfy+divM8JbbOcR8F7wh1DeE+nbJ5RhK5yOhS5Nu7vf9ft8vm7mZue+DrFXu4d54NdStug6JdOzzrs/NsSINnlLEC73cjdP4+PR0PB4hcnNzc3t3a2qlTPX7fH+zq96px5t+16WnXd/1KefU5fz+/n76zTfv7++BdHd3d3N/m7s0rwqqYJvG1r80vAa8kgyJEHrdeefMZIlJTULiaTg8HJ+Pp2PxIjlr6kw7oQmDVBmdQymH4/ik8U5TRo7HHkO20sWYxpPGNE18OHx68uG56DCKex5TB9eusDPPEI2JkhykBo0EU1BIVxlVHGLiOWgMkpOIAzXHVEU8YvJyHMfnw/E4DBUmkpG7vpRSPKpNIcJ3u10ynUpxilA8XE27rhtOQ7jfv38nMjLo4SmlrusPz4dpGtW0uA/HQYS73W6/vynT5F5ubu+Ox8M4DTnlvu9zypVhdXfGanXv+94gpqgf/bwgryaTBS8upBwAFylCNzVYaP/RH/750/Cn4f9l7822JEeSK8ErIqoKwMx8iTUzi0WyH/r/v2behj3ncNjNqtxiczczAKoiMg+qgMHcPbKK58zUw7TjoZgZGXS3BVC9euUu58m6dweOXRokJiIonZymQmoIdEkRMyCi4mQW6fq+HwZJ0YSUm73DCJe+BgIv/9vC+B1uizS0bf2AquaiDw9HK05grWpNphRj13XMMk3j4/FRmEMI7i5BqrH5eDpN07Qbdn3fE+E8neecJcTYJRI1+JxzLsVFQoww06IE16IwZ+YUggRptC2tpZ4OWGYOALG4BZWb03Q+Hc/jNEGoH4ahOwjvSDubeX4ontVJ2Anm5uRM7MZWiI1Skn2QxAoiEicBk7lDwYLaVd4Exm6mxVTdzJs8948ozloeKyzCwhxEQoiRhGtAB5NUOi11/Zwn85rn6+Zes25VtSEAs3ZCIKq5sxfbNNF3JuB/QMoucgOnFe+/QMq+hBi+S2gCz+pIr17F87Kl7/+oKkG4SEAXwnQVSS+58rROnv1vpvL7du7vm3e7LdOiNs5omo7mo6/caJAgREILWyox8IJWF+NUe2XExCIhxtil1HUxxZhSiFURUJtNXVrXFTZlvnDi+l0wxInqWh2EAjMVg2sk61iiW4p004Vdijd96kPI2buY3t/ffHxzf3O3n6P9hLeS5P1ZB0ofbu6Gu5tHxxD7jpmI4W5Fz2Wa54lLxzF4S5gmqsoq90sJ8SY9f+HelwrXCxfqT7Qg275dvwpC3dxIRE9cb359GyxjParFVN6sja/XK0J9va4vrtHs9eRrYFhzd14eNBdhrm1DTpKqYkgBVP9Tc1ekGITVzVpQefsh3DEzF9Wb/TBNEzN1Xdd1PbUEnya1FwnCvOvT7WF/PJ2IaLcfDof9YTfsd8NpnLK6tJM9TO3SDwVXXb38usoQ63pRh49+OS8XZlLY6Xz6dnyY8uxem5LEnTGbWzEUGCg7w1NAHyhR7vjch3mIOvDUYwyYcp4fx2+TwLlnt1BEgcipk04MSYhMTWdnUoKLGXsNW1XCzKSEZDl5CWoEAsdch2dOgpqs6cdp/M/ffv3961c3mBoTDf2uMqsppZzzPM9v3r5h5q/fvqmZsIzzFERuDjfn8Wxm74qaWZ7nlFLf9yzj77/9Pp5HCTLP8+l0FuH9/rDf73LOOeebm9vxfD6NxxRTSinFFCSYap6zm0sIXZf2ux0RpSDCspI3eG5oXdZlqwiRvBAKFJHIo3FXQjhBTpnnEk6eTpxG5myw4qeplEJkVGuxV0Ff/c6ZJfX9sN91PYuoUFk58tYjVF1xqC7eJRBq238GZ4ItgQPn8/i//vOv86RCMo+zwiVIl7rDYb8bdudx/P3zJwJiCCwcY6g66tP5NE7zrh+GYRCR83iac+6Hvht6FoFIzvl0Pj2qhyDCkkIMIufjqcwzM9/cHPaHHUj42gjkgNaGKEAhkPTV/Nfj+fdPRw7y8ePhh34Y0Lsny1ZOSsUIRE5LihHVQF8QpE/xkDiRgoSlGtWWkQKIQU7CS7SZllZe8DdH8C2EWACczo9Fy0LIrfY5YREmTl2f+mFl4M00lzlX2U99MLV4qe3ESznl00jdK+OQP/dAEX0nF8s3hOp2/r1IUxdQt6anbcZKSywZnhqpLtECF4KNvoN7XyaKn5j9aUv/NlfPFceKy28EtrpUeh6vtRU5rGFTsv2NRCwSWGqaKVE9Y0hgZmKu/gAR3jCIzlxPpkKBJcaUYtf33dCnPhLXjj+lpaieAakG0NpvRgtDyKGNiEBmZIAXFQqRyQ1CngiJEAiHIfDdcBOGf/7x3Z9++GE8Frh9fHv35x8/Kvs5j+/vb97c3+7TcBt2YuHTeXr8/Yubpwr13ImouGWdo6rH9eBS5bdr+TCu7itfAw7qcKM1Rm2/CnreUkvt9lpBry+DkQ1F6k/uAlqpcvKNuwqvfqlXhPp64RmMuAYWXCPjv/esUGsVoZa2s7gznAghBGIms2JKF128i4Tqrem6LqVESxD64kyR1XzDIolIRFLXs3AIHESUKKYUzb2UekReRP9LsiU5N791rbJaUoewFCfBLuxeVRA6juP48HCcp9nMqw/ZVa0g51k9B4WnsJPu7Zvh/hAOrvPB729AJ7nvy00cBx6d58g5kIg5FUPWyBQtuXZqAgU7GKYgMC0o2Sr75ETOHszNTd0jUQTcLFspThDhIGymauM4nk/nlfk4juc6az4In6dxnucbMzf99vjo7kPfq6qWAvdi6uaPDw+Vf0kpmdk8z6fT8Xw+iwR3V1M1lWkMQXLONZX2fB5Pp1Pf90QcmPt+x/BxnEwtprjf90F4P3Qu5EtCzTUw8O8RSQZTrgpVK8FU4EEyU3bkglmpgFVFJ5tP2bKS1QwDrqSYAbVnrBcZDv3+ZkhdYFFg/dJrdSFdGnGfdhVtJsILdWhu8zwfTyct1qe+WMmqXCjn2UzNdJ6m8XxiZvKOTLSKqd1yznPO8zQfH48xxmKqptOc5XRm4W7ozezT50/TwxHArt99fP/hZtifT+OXT5+Llp9++qHve5HgxLWudz0yOnk2d7cMAuTB+POUf/76TaJ09/e3IIEoBfOsWV2drDWjSx1uuBnAwrFLqe8kBic4gZmNlAngatYmCBG0mZu0VEnxH4QprZYPJq5lQtM8jeMZ8DXVYYGoQVqiO1s7JdafYKbmbjV62eBikk2XTDjeZuhehtfrXN1fCiElehrU+jcIzee8KWFbzrx18G/EEyurSZem4AtF+ez3XzFuT+bzV4D2UntFzYS0mHg2fvKXg6qe49Mn70FCuNKnsogEkTVvX1hEJDBxuyFqsFy7Id1BzBxTijHGLnW7IcZQj64sQCuN9sqekjkvapW6PRiRElNlgeu8vbbSNZ2Tw5TJI3NkE3gSuj30N+8OOxp+eHf3L//0w9vdAZpJZDd0347HMk4Cv7nZvbt9M6B7/HzOx/P54RGa4/I5hRBExAnGhPrbrPH1SnCuqL2Oy8wX+elaBdbaYBdTW62fINBluyRs29VqoMGVmIKWUxFdROWE//+2WLwi1NfrHwZal+TLtWBjkzy8FH6vAnN3Q9MFbnwA5jVWsv4/1pKeaj2puxrWRqiLdeCCbIgopSRBAFctucyqWkoppRAxY5NQ2E7u1b3cTFFuto4HK6/qru7m4MXEzQp/PJ6/PZzmuTSWpSJUdS/ZUbRQoNB3/OE+vH+Dd/DDP1F3TMdDuf9g727Gm+6IoHddORYdstw4DyF1aRh4D+2Lk8OZ6ijZqfalGticzJ1InMiZLbijUC12F3Kqaf1a45WIQgjDMNyVIhJjiknC1/NYkUTXJYexcOgi3IehB/yw39fQ2VJKRKifT0yRCH3fEXHRUtsThFlYdv2QNaeY6py6DnmZEGMiYjcvpnmemUj1Sl5Fm/Ca5Yt7edZJm43UySrjZ8wsRYUtBg0hm09TztnADGU92/xQbDIxcJVMVkRDZEBxR8D+Nh3uUuzA4kTmxbAMd2mhElca6KIP2zpn279atdjf3ezJue93ZS65lHqLSpAuRiG6Peyr7MFBpppzUStBOMVQ3X95nmuJDgElz14QArMwXMfTOZdi2d4cbq0bXG2e85znkhVgQAA2h7YXVAOhuKAUYCaCyEnkwf3bPJLJnduxChdAZtCiru6tHZwclSI1Y5fIsQtdH0MnbhnkxFRPdGijW2Ind3dyMyulmCr875Bobvq31IqWchlRvGQCqmadOlJuLG8j7wStBEH6NBTNJc9Xk3zCxZJSWzoXATE9zViizaqwCEu2o3WnK58T4Yn7ml4a7T8Dsv40Mup7ygDaTHSv/uQl//5FQOqXkvbng3t6CoD9EtW64fcuaacXhLrqJ0lCBXC1nrRGqjDxJf1zGVVXEkGCxJRS33Vd6oauH3rmqu2qAu4WO7yQyk00vnzLDCJrQvSaJGCtNYVYhFiLWxHXQBbIBR4Zt/skdtijv7vZ3R/2P96/9Xz+/HA8n8ZPv3/+5dfPnHg4DNWV+/j18fjlIZ9H1hyYqlZbRFgYUSDiTF5T0bS5Ejau/e3kp2Zr0aZMohprif2S7XVJVav0x/Nmis1d4huhsa85GrTN5qXVbfXq4n9FqK/X33G5+3/dRLDJHvI1gse3NslNuuTzQfA23GfFxKZ1XfW2rNSfAG5R8O2xb/ZhsyVqypqJfF00za2B12rtJ2MmNxzP0/k0qdZUUgFgpu5GgZIEjhSTBCp9mO/28tPeg9C/7tL8pXBHbz+M+/TFgTuZHie8LfLfuj31d6F/93F4E5VtVoYFZLbCZETOTqKICtYaIi3KTCQKrUGpzGh2Fid3K9kd2A3DTx8/3t/dLsNN7g+5FR2FcKODltJ1HRN2P/0IohBERMztfDypWRAZdrtcMtz7Lpm7SBfljakBMHMtRU1DiLvd7iQcqgOCDmAuuZhqVRsQYTcMBBLhvk9910kItAS2u1/Hsl9j1SXaiLxWu8IV5qQTzVncAxDZTMfHY9nfcmQuKCcfH9VnsDPXzDC0kE4jGIp0srujfm8SnEjhRm6+HW42Q9WTG9k2r6hBbWFGoPu72y5GIASJrq5mvhyiQghq9ma6XwQtqLlsTTTJPE3TNM3TNJtqSLHrO4irFgkSU9gP6bi/e3h8dEcQJsLhsI8iAN3e3Ykk4uBwAzlzVWoCqJizEGWCiedgJXoRM6aJfRbKAJvledaSocYIbTsFkxeHOTsn7obQ90ECMCtc0YYV7amCM3n16TWwaVVx+P0FYNM55WbFrIp6cZmT0xN3PWp2z/a8i6oCdit5rj2YXTe8e/9Px9O3r59/NdUrcxT+rvVoSUt4eVG7uGPwbDr+HJc+IcPAlz+iv03PPklGveJL8YIqkS6ahD+grtdAAlqjqmqaml/pHmlx3/MFocaw4iVmZgkhBBYmbgVRraH3UrFBRASWEILEkLqU+pT6LnVRotRlvPGGuBwLfaEJqTVQbJ60KrDZILOK14IwOUiNXBnGcJgRaRAKXegoMOH88MA4kriV6fTw8Puvv//yy6ebu+H+flfmUUeapzOZ9nAtM8zWlg4mlhg5ipGbGVVsacQMrRoEq1OZy/mG21EGxNQyq+FcMweWfY2JDbZO8F5Uorxwq9SViFrMGGFhzOHw19H+K0J9vf4Ajl5LtCrGvO46v4KSZFeV8VfJkX4Z5vkm170xrO0ceWnLfBGYriDZVFlWJqw2ltKia/INgVA9Ua3gFFi6JNfXVGlfgjsM5lDiAPDjaRynrAqQgGr5qBK86yT0kSK5zdPD2efjLuK2s+HmaOVsh0nD1B2+Rf+dqLtJuB3pg7Dveu926PcD9ap+njXDerJgRuLOYPOgHpVY2ZwJUjhqdJAbIbMSCpMLXMgBdkCArkshhIPt1S6MpamqaiWkW56RMDE7kVlLkp/2+5IziHb7fcnZzEJoD52ZAVQxvZupqUhIXbcb+mkahUViSF08HY9wJ4iWYuYisdo7RCSlGKWWXkHVHCAOwCbM/5pOaPKsyquwg+Gk5rmw1noum+fp4WG+vbcbd+ecdT45VIRiq39fFSmkEsvhprt7Q92goAwvMMMlxZDYL1VCFyJspXGvQ4DqtiHCh5sbhri33FCtH7ZZDcrZDX2jYNlLFmqJAghLZ+80zSVriKEfEguKZYOJcAiHcTg8PAxm1qe+7/u+j36zDxIlRJbgBnVTdxA3kZ67aev6AbmjGBdERYRBJ8vZFUJFyziec57dFAgOcUiNDCC4BO73/W4Xu+jiGT4TjB3sqk2ut3Db5iT18dG/Rwm3IlE1hesTyZA/wbKtRnQ1sWO1g1TpKRMczBzu79+x8On4OJ0fX+QaF8Xed1/XH4j5Vk/Lc+R73YQGauqHjZDa18wsfM9A9l0ObFWAfi/J4PsH/qdI58nnsUy0ebs4V5O9VGaUm05ApJGqtREqiEionCE30r1xC0tPhYQUJYSUUuq61KfYxRADByEhcqfGhuLJoXRbV3XFtK8P4eULqi1uzO4EE1iACpzNHMW0lGIP0/nr8O3t7vDlNHLkUcs0nx0aBGblfHxkEGU5TudzHo/TeJ6mrKW+JnNjIKUYhGrmqjjDSYTB5GTV+hlEqgi8ztnMidhb7PSqEKofq1ON/7M11RBXSWC02t2eN6O5X8tRVgL38kscr0j1FaG+Xv8V5Op/31/DUyPDZTK16M6eNg5eGC27WIbtgkKW7E+riLPa820RFW4Lppuyc1UUNFGRN8mPt7x08zX7qCYxCdzxeD6fp9nMW9URAECEQgqhiyAfx/n8DePxzFmCFZ8fgj4yZYspxTP8UZ2Fu8CpTzeHcHsOwxS6L7N/zjYUC9DAHgjBqj+7ajYdBGcYSLmmqxOj2KL6ovrqatIks4i4uCMulUOIQdxRSg4hSIiVGiZmNc+mZjWwHX3XVTlgfdem6u4iQsxaSuXJmYSZVJVAIcZy2Jc8EwjMIclhN8CdOdQxLYhWOprcg/CiBbarKeUzGvVS3Oq12QWC5gWioLGHnAznuYx6Hs/HXB4NDxnnc1FnRlBTqtXfDoUTpps9fXgb39xT36lQZi/kjZy4RI0uI00CL7NF38Z5biqS2svVVorNy9a5VKG61Sy25Xa2GKoEk6vsJMU+pXg4uJkTgYWIHTSYq7mGlLo49EMCwBwDB1N1R4ypFOSsS0oCNhjarSgRopCTK1kkFZgIrFiZpnmeS2fzuZyPJ2idGjAhGNihZAr2EMLhMNzcxEizFIXODK/tltKQC2stMUMLNqvda5Uh+8OZ40tBR9cYBJtjwCWz/Wpa7kwtEthhagqmftjfHG7zdDbTF7b678HDlX10gL7Dc9JVBOkFLb6YIAqwyLIu6UYcglqWueLuC+z4LnT2NWLqifz0edr/Bi1vwqfwAupuVWfU9JyLmbzSp3XGHWo76eV9cc2PiixCa7EaVuGOE5OwhNjFGLvdEGOMKYYYYwpSkRwDVCc8ZPX5pSoSX3GYNR7/chissI0dShdHm9dRmmkRVyEEIBACjN28lHma52+Tn7Cj9GZ/oHm2o06qprbfxbtDOuf5909fHx7GiJSP+vV8/v14PE25uDGonplSiCmFIGJFl6+PZU049prAKkIAvLjBXEEMZ5In29/Sg0rLXMVWTYtfkeUvaKGbzGyjNGrnzteR/itCfb3+vsP6Cyorf4ZEN4zCVUMxbQq4m0KxnUGtrqBt+cN34Is7vRTWQvB2uG2F6JWdBTGc3J3gztyke1wj9HyV8TmcnBatJFrtacU5Bji5OY7n8zyNZobQlF4ioXZSllndjYm76B2JTWrjNH8907cxugXMyXNMrHxDemPW27yf5faL94/OeZ4t4xY4hHDLvHMRM5g5rMBM4EEL8ZnLTJ6gnZZkGuGZoGuhSdNLuedcgY+712CEbAJAVd2skqM1dspBRYuqhhBIhFTNTETUlEXIveQZITGz5ezuxKyAAiwBRPN5hplpERY4z6eJQDBTWJ3DmirMzbzU04IxXKuHCU/UG0+Z1CqqdXaHK1MtoCcixOBDH2Jw9qJq36bp53Espf86Tl+Pxzxza+Vcc8JREtmP7w4//tDf7D1JZmQyYxeq9TVelcYVp/ri1/UNVG5ZMu1eWc9Ty9jAzeDkrldTgiUnYj1W1SaFUtRNRZiIA4ux5VLcEZO4e5mLarZijmAAE5n7XMrCj1r1mXlzvpNR+91wh5bAzEzRySBn56QIimJu4zyfptnmx2/j6Ti616z+zgBHiGhhqhxof+huDn2SWcrEsACnwiJkDQAJVXCPqsDWrRgS30WDrenUt7hzCfBfTUUbBu0Kjflm3ViXi4r5HB5TOtzcPzx8nsbTkxVpucO+l2ruF8noSlteMaF41iTqVzWmW2UgVVKtrmm6OvAWpWKzW5Jv2yC+m2V1Ae8bAP+CZHVTb+VXFG+FzOtfXZp4hbkmriwfYDXjN4gqodGoW3p4Sdxf0ne9NfCCQSwhpNR1XZ9S1+27GGMQ4SDERORP0BcTQ4iW02m7cwj1vLREIXCtlKqvUTcJdA1WuzF5ZCQgsJObW9GSdc5CLkmO0/w//udfe8BK/no6l6k8Ppx++3r8Nk4sfNv3+9SLh3EueZ4fp9kdwjyrBZY+pSQk5NmN3Jk5gEBuru4mBAkSglT7lLfsufoerLnDWJZaQq3Ye+ONW8cPmyYEf/l50YV8WW7HV8XpK0J9vf4rU/5Loc0mc3qTQrw9/C3DHN8QGM/MBNsOFWtz1SdwllaY62vMzLIoW420rx1FZaUv6OKyXPAGEdUR3KZAzq+I4HVg407sVbJv7sV9nuecZ3OrItSaHyQsrp6n2cjvPhzefQj7offZp0f1h8KPCASOLuqRE4Y3pm/mqRvRnXx4zPic7TxXrBtLJEf2PLWsdJgRlL2ITUGP7AUqmlHmTlXAWeIIWcsi3cxKRosbRW0/ZaKMFhVUSgYA5srJVVIqRFEtpcwiQQgwJbhrgbuX4u4eItXUpporROwo5m5aWEKFHpZnBaIEB2kplitsXR0qaB1YwK9VdwAAIABJREFULbCRAHkJmK4jPge1VAWQk7aTA8iZ0CegFm2Bjzn/cjpNms5zmdSKe6QgLFStNu6BuI/h44eb9x/61BUyIxS4uUnbxR1PewQ3nOrWfltfK5Po2itOUr39zGxwYa5tUrgg1/rBt3g1gAOnrNkULCjmQixMxSxPBWTuxJxKUYc5iDnWYUANQJzVll4uFyZiMnW3OqY0JgSHtDogisasBHWd8vl4HI+juk6naRonN7izthDxBnsDy9CisiRYEZRQhSNk6uTErbXVmqVR3UvRxfjxh4n9bkupwSrr8Oswo/WI+9Jw84IeLwC2hcDlWUKQIH5tmnyyrFwc988g54tNqqu0Elf8JV2KLP1CxG6Y2Oe9uAt5Ctr4W54zsy9g583L9Wveja5e0vPugs2frlH8VGvNqmK8YWaiWl0i9Y+rPb8h1DqP0iXwi5bJFdc4BgkiQUKIMaW+T/2QUpKOQ8uS85V+aCqblTVFa20gNwDFDM5VMmBLlMqyJNfEOOeK1C9ueKtj86VjtN17pZhO8456h396OAY1uKpZBMCeBIlpLvrlOJ5H7STO5tn1lPOanCzCMQjMYApTcgpCgdhMYQWOIBJEnKVoqZM6JgoS2uwOC3wnqNZJka/v/qJ39u1G6Vc+fd/moW73wyv1x8rdXOpD/kiN/Hq9ItT/zS67Gr6tvdG+nnav9FAtUKNq9TakBYypyeGfEgNPF+unDd2VmtpmZ26nXcWggFWSdNlFquvCtr+jUqS+cSgwVv4UQHEoShCHqzugfD6NWXNVExkA4RBT1ydTPT+O4+nMQbp/fvenf/nh7oPAfxk/HftJoTDu3AhlhM0d9/e7n25K6qz0BuRRz8dih4HCoYMkd4Mq1AoDgLAHM1aiogYYKDcZ3/p+AhzIDW1w6+hrQLD9c61I0TXcxC8dJVWuwCKgrcm0fcMSY6NiiLGB/Rva2omrt5oMKLV7iLi4FSt8sQfTUh4Ylh6mOg/9Lqoh1EWfAkJSzkqFoUl6Ln2fwJyFJRDK/PnL6WQ9spXQfmDlVtxgPvaJfvqx+3Avb6MNmB2zoYZ6oaYmrPK4zc1XUDfAjX9n3UfK8hFx23kJbZfSK7y12XikBjQRGZGRRw6Lis+KWR3NL/C3mlOoOGKTVNevj+DVC1WqFZoMKBN7IVeQpyCAAI5cFMXyvDtPN4owmv/2dX6YNdzJn3+gTDiNPh1B+yAAevfiKLOUsKPb97vdTgguhAgVswBWcIYbIoNhIAjgRjCHqbtWBI0/MAQR8dUj+n1pJv74B13hMBJhlEyg8/HBVZ9KLp8Dt//KMXwd8y9wYXFsuzttWoU3p+RaEIsWH8D+AvikrXrJXzBpPe/Eev43CH+fAJEaDiVwEGGufaTLDVbVO9XDtDCp9dRDqLlP1AqK3dUBEmZhkhi6PqTY9X0/9F3fd10AExEHSYsPFXaJrL/qEX75U978q1XimWvHLpXlcwgLvO0YQZUtJ8EuyT7ZENxHnM7T9DinXXDXYn4+z/eH/u7u9uawy3M+P87n4/jl4fjp4fF8ypPNs9GoeFQbnepCSUAE4pzZAMtEIFFQrCxLO6Obm86uOUYWNyIOgYjTPBazWWCVDiF4COQu5q5qDIopzWWec2ZeQ8P/xne3aLG3bLu/NKp8laK+ItTX6/kTdFUnuN0G3ABeZn+2DGhqpPF1DzVt+dBVfPj0kXuOYa+IkAtsMjiZu5uaqzWrfgsSvTRz+/Wa6AZXuK0I211h5k5WgzgFLuy1u8lRzEquaiQiIlfLWbW4Zrh5oa+/fPmPf8NdfxcPmmb2c4ylkFs3uEAiEnmgXGSywf1e0gNCEnYPb0h+Iv/RS1dK0cJAAJOLQ9TZCWAjtwDewGgGmIzq2HwBCms6zprkBW7MD1VSrFIo5lbNYnC4KbaTVt8Yf0Gu/gRhbPzd7a8zEW8GmLV1oe3gTdS5qC6ubiNp6WPt9V5KEsgJtd7JQGCh4ARXil0fjPq468KspcynSU+f55LxTZQ4pb1CPKtqUTulRO8/vvvXP795e5eEjrDFabeYcSs/uTiyNqTVQtmunazbEerlNLZRuKx26SsjINp5xpZvp55w6k2vZu7KRIFbfY9zRbfcYoHrOGFVNVZ5a019UnVTsszkKYrrTIDlIoREzCSp34c34D/ln0NXzAa38uU3/Xbi8aFzcxTXUnAyZlAJ0d+/u/vzn94eBpA9EE3ETozLV0bWquRAgBGTFy+lGvPhwB/QOE/yN7b3EYFenFt/7ycs8aJ1WE0hxHk+n06PRfNzoLd22b80tr+42bf5ty9BpxdiRatW21c5phPJVTEpLdzZRdiwwtNN8ujfgM8vmLho23vZUpoXsLv8F279pFzJUq6xyNWD37L2mJfMKKFmf+KlN7cdELF0p9ZG05BiSDF1XRr6lFLq+tR3MaU6tlpyGXxJsd3wBlQbSZ8yibg44ptlHq0nqWYTc6Mk24rt4mCCBEj1bLqCXKKkSFpmAA/HcXzMbw4lsXz7ep7nkZkGEQYxYGpTLuOk41xytge1Xyc9q5/NsjsRAoEs63xm0hSFg5iXMZc6yiAwMYXAlnEuJhCi6MA8zszOLEPfV2V6pUSq2HeN2ScmkRDMWg73GnXtL6L2pT+M8ASiXpyawOvc/xWhvl4vXLw8G/JkRrZ52IyWEU8VvS9Te1//sIaJVK6rZRcunfObOo3rio0X5sHrQGSlM7yxrOqmz2F1U+PT93YGXzSIhaBkTgXMIk5mIIVpgaupSlOeIU9ZS4Z7jIGI59P5668yn28nlrGEfgqkolZSsYOSUeikS5Siahi1Y/ugYhR2Et+A3prus7KaEQxQEJzdRSGqRGyBFKTScDPbwkFSpQ3XOdiTI/aibeANdm020jYctVVCt9lmeU2bXgKqF+aVNlUG5LBWphJMfdm+SWQdlfpmOHvh1n2NV3i6BTf2pWUmNi6q5iqRgyN3hEMcBjkdT5rLrPZo0xxOSbwnJZioGjCHzt+8u/3pz/c//ng7dDNDBQykVdjRkPFann7lNdFlYGCrOKFJTeqwG1eq6FJDc7wJB/367bhth7/PpYa1xrC6wpqcohYawtvpYLNBlfYiyIOA4GSFxgmm5LONM4H7btcj7IPc3Nzc//nPf709fB3PMcaAPIdyvwt7kVOmYzmJibEg0P394cMPd7c3oYsj+Qid1VlInNiqJnhFqB7aFNh1Raj/+PMxgBBiSunh8es4nZ+2SNEVh0rPt/SXWNyNeardo1fAkAhMbr6FDL45qF908pc57t9bm+7XePjqFLVmjtITrdT2PqqodLHmL9pSZgZf0CgtetRqgaIWuL/4yWpUw9Kjy7UxSYIE6fq+G7rYd6mLXdeFFENMEiIx21Jsuuiw/RJwsDxXi8Tl6QoutDAX7TcTOTm4qnwMWv8bNTOoMUiYREAGh5ob6jsIErskRL99nb4+6hDiw3H8fJxzRjmWGHme9Ntp+nY6n+dcCrLhNOu3KR/VJjMFOuY+sNis80lImRJJYDgTmBIJFYVZATznIqAkwUDCgXvquj6mAJLH0/T16zfNGkNajh8EIgPNpkQkMcLrm6KmUV+LtfHs7LZEnl5uWN9MLXFh+V+vV4T6ej1ZUJdMu+2R+4XF81LA1+JX2mTfn2S8bBOsrsdb9GRrvzqfb8api3+B1pRGaymnK+youz+viJbI4Upk1LwXm1/Z4HPFZkLGrqwFJRfV4jAIcwgO5DGXMsU+dftkWnNPLKaOWN2DKsrowqwacxbNJKCBeW96yE6MAcKQA9Hg3pccaHYUYwPBjKp5rIIfUgogMAUTUmglEppUwlFBxAZJbYPxg0RaTeu4dDqtOn+6HD/IAVvco3StMWzwzeyyk14iZEgWopTAzGzNieaVm9kYUmjtvLVa2Xp912wjFuvCXA0JFakGw57j2273mb8d9eRZYRlF4SWwlfmoxSOH293h48e3f/7nn9792Hdh8vwIyRwYJAaXGs+0VvI07L4wG25ga0ctuvY0OMi5YjYs+jh1b2LnDZq8HhjQJv13/QMGiTdLHNRpOXOtujJaTwNOzgALAgnByzyxWx9CZM6n+fHLF5QZNrkhhi4S97FnI07h7eHmn/50d7Qyz2MZ7bzfnz7Q4yP9+18///tvv5N3LrE77H/40/u7t710GoKRuqkXB5MEjg53L25GXO1u5NBWzVCKmv+BY/7/fWy6HG+ESCTAMY5jyRl+4bBxhR03Exu6zq/fFE8+gYq00Fj+tE6MUOnGp7pYt+WWqN+yrUVZLdT5QiD6d/Nat58jrQfqi7i/Td0NG36N6zCnho61xr2mN60KUzAxh/pHxOt/bvP99r6uTauVfQCzM8cQ09Dv9kO/72OXYpQYA4sQibbTV2UCVNaggPUzWNxw9Tm+BqmN215bVuvEwokJbIs1kWDNV2lWHwayWjC1DDlqr597CNx3YcrTL8ez2zgXjTL+/G16130bApGTus+m5s7gAoxuJ9XZURt7A1PPHMwwzuYO0sDCiWMQo6BuIK66KpFQNE/zeX/Yv3v/5uMPH2NMcB9n+/nXT4+Px/N5NrTPhojUCoUIR2Aw8ZKCB9P6BhjPIhocvrDOm7Bm9y2HTr5Gh9GrCPUVob5eL28XS9/Sc4HMdSeK+hUC2URPggHzuknXOA2+2CaWFqqn8GWDrK7TAlsAv9b0T3XaRizWH2i1P7P9/doetb6ai0bVq2ld6wGeyIxyzmUuatbK8Fzh5OJEwkmMfTyNgI6jqLv0qZOeZzZHLhSU9+rZs9GR6GuCD25WfKddMOx9DupUzuAMLkHqpLdFAtV8KYHBlFxFyZ1rPqXVhd5qHNWFOfJa7rLi1JpdArcm13MSqR9F7SvZqCAIAJmTrIzzVTAKAe7cvhhuabVtvSQms6UHBbaQKs0kv1CJtLwwd3cwNtK8TfiDOylI4Opcv3A2QOFBfU/8cdg9HG501lw0IFKWMHB/P7CGUHTg9PHu/v3bm/fv03DjOwIXkqreVJi7sxO5sKw8uxltdtYKwe3pHe0b5cNaNwlwDc9f9QG+3qf+JInSlyoJQEhWIrsloK3JEhegS5ss+2psIbdcSIuQIc95Oo9fPn/9+VfLc4T2XZLdQURIQhz6wDEm4U7uYbm4digp5Bs5j+GQ9DD4f/w2+mF3++O79z8e+v0EnopO4kocXKN6qKNMOKidicoCHYAaQam6Im/+B2yVq/WHhUB5mud5KjmbKbch9XYOulFt+mJWqgeLJ2l2G69WO13QBaxuj0/tV1xOGuxEeJpK8Xww8ERD8lROSleygm0e77N+drrERNFqbmqpvmiOqEaatsn+KjRt/OrKttY5UF0IaiMU1QI+ikGqoLxLadjvdoch9QlhyaViaQkSBF5CkJh442UFOW/H2Fc51jVk2hd0ttLRTlSVS4BRXVa4HgBl+W5dFWqsCILIEIa756JZrRCBedZyzkpwBdk0eyk7ogB2ImM3ImYv5jOQqcJTIkCIElEy81IAK3rGSNLF0PdgGLlTAss8l46TSCymxAiJf/jpB3X//bdPEsPtzWG3H85TXmnt9pbbVkHM9UhvvBRluV/F7z8xV9Az/9/yP8RLQMMrDHlFqK/Xd3hU33qeG1RpSUKLSHEV1pFfTdIWq38b7ts17MXTA/cKDOzCgDqhUogXQuSJKb+GmPAmGbpNsOqr2MZXoYmFuEVfAdpoMAdMOExzmR7POufaj0oEN3VDSCxRSDjPc55PZDaP9HA+TndBk5zBntkcUSlTKCzqRKDI1ANlNnLt1HfuUsw1G8zI4KSkTubNMWDkzDBxI3Oy5YOobUmt3/py2q49luuq5nCUpUh2KR9i1SXbsFYTLHvy5bRhG0y/fMBmi7mtkSPuDtfVptXEG0uJQ+WxK11ttiDU2obQyHCuvpLvUOaGOuGji4IxOPagH/re3rw9SJrNhAWFQ+G9d9FDgg8U7vd933nfjbBSCOLZvXgJDive8p6k5cRschkv1jlcOV3aZ8JPgNL6b9xw+qWHvbXmNEFBPWegCX6rdNEctbrGt8qT9p0omprAuHrGHJWNNlAuVJTZ8nw6f/79+Pvv569fxa0XRskSKO1S8rEDBRRWD5k6doNBCB3PjjORvtUudtKxHg7Dx+HuXqPMbiM0E7vETtFpQRUuo5aXGdV62+VJIdVaCgG79ub/f7jo+NJyRMygeRq9FLjxS6LNqy6l65nNFXu+mSesp4wm4rk+bRMJb/6am7UJABGzXEJGUVvNVkrskuK8ljD5M+rsGqXWJIoVOPI6NZfFa9+S9tdpfu3trQobuUKo9RXzxnZTo6A2+e9tUeXAIURi3u2HKgpKXRqGodt3IQUjdycntiWWgJ/Kr9dRiW8m1d7SJYhwRU5gXQ6qwnpJdduUsjqTM8GFPLCRaYCJF0GJKOIO1aJFc6mzLRGKAaOBUZE2ClBq3QfB3AvgptmRYU6X1y1AhHc1IcQKlayzlknKNHpMFjrud8SdFjVOIsJwQvKSUxfUyEEhys3t4e27+2nOx9MIuEhYkqXam63kxkKm07PD1zZs179/RlsESa/o9BWhvl7fpU+pNoKupZDtebc2k24LZgMYjWKqTovKqxkAg1vbB9beljbMXQWlbbugpT+dfNGcsRtVczERqMZNwa/2+UXkQ2uYEK0tSzCvtae+LBjcWJaF6jBTUBHmwPGc5+nh5FNGUXIidzITkqGLcQiqpZwLleKqeZx/+/Tw/vbm3c1geTefc0C5wS507zj84HhHdNcF7XnO8GJgVS7GZnCwiLadD04OUqfs7GTMBjawL2VZDVKS+bKqV35urTOos2KCuzOxtw5YafiqaUwNLedlG19S37360w2evGklG/xdFBe8MuOtsX4tN1z2XCYGuVFrWl9tSE/p93Xm5wDIqIaCE4OIK1sJAu/MWfrhrv+4v1c3YsA5GR8UXiy46VTMHt3KNHZTztOcE3sfuE+9gxUaQmVrWi7s1ZbAaPk3oGuBA62f0HXMTwXSyGAnghuRU5PBLPKVti1VSO5VqGp1ZGmXH+0Ed6v5CHnFDpXxUpA5uaFYcAqpo3L++vDt17/+fPz8aS9023W3gQ26D3o/+G6gmAAoaSaoMJjIFGXU/HjWc+EJA8J//28fp74vg6aYOy7uZBzN3eqzxFwqdmdf5hXBYQwG2JzW0MZ/7KDRa06SME3TiVyjcP322op0+dJ8Efj+3XmSl1SjWku2rGY1vB3oUpAQ1EyLZtdS1KvTPwSw1PSMpkx5Mcb0JUL4apq7ZOetWHbRedb7gEOMFy6NqGbsMy+C0hYpJasOdRM4hYs0y1eKwQlEQsIUJEgMMSVmvr2/qwuEiHRdCilRqHYj1+a2b0zeeum1yc0XUxbMYHZ1glialFp337KPODk3voLFCd6AJUMTWaTMyFGMbBQ7s02eNZ/h5FCrr0cYfWSlBuCCEzvFwB0LGHDTS8E2hCiQF3cGRUFiDAmxB0THOT/mPE+OaUQK0sddHFPapUA5fz0d1UB999Y15fFz6u/fv7uPaVdUZ52P5+N5PrspSQAgEKYIQF3NSsvwR8u2oeWDugzwq2eSX753VtrGtpmqr2lTrwj19do+JOvjYDVYpEYWXaIuvXUqw6WyAHphphYNkfllZH8BAW7rVMOAhndQqRxa1rEFXJkaDMLSZslcrAX4mbuZGcipiu9fLJdz5FKj6+AVcZPVdbemRJIqU4kInYDnWU9nzIWdxSV4iBKShMQiTjqbz1Yzlnyyb1/tlPczH455fnj0+Tjr/qO//emz3UWBl2MefZwtI7jOmhUZ4ggxiYiDYMpkzgZGqztxhjEpE8ihdeQN4me844X6WyJj6wjbt4PJJUanhhutCju6ZKUzGUqjhVDjY1vvNqw1+zQ1RMV0K+nKdOVPXRKnect2O21RqT/zUNcIWzHSpTM8LoorJwJCMI1EvYS7QEYKMnNKJHvDfJ7G0/Hzw5dpPqooyTAXH3PZpUiIZuNcsrntD7sYOjynM2hNX6+fTOOElqb15Qy10Za0gXE9T4CqSM6d2Y0Xmpqr0IKcYaunx8xrNOViO6uHNWMC2GejOn7lxZtNsKo7EbC4PT48/uU///Lp11/tfOp2naQo5CnYkLSXPHAewiCBOSIIizg5laznXLjMXs6nKZ/O6N/sYxcmtuOXb9lKEHEKxWFQCInEataSapdyMEvjnC+NFsIsvKQ1/CMOx0T10RahaXx008Dc7uFG+Lf7sipYHGhprPQEQa3i0ueMlpMbM7oY9n069DF10qfQdTHt9xSTGea5HE/jw8Pp2+PxdB7N8vIgNKi4AkNeoIdf/C/Xilg8fXVbVQATiwThwBLqYH9LubaEqIUyXZSmNZqfmLfFr5uCNNhyUGURliAxxpBSTCmlyCzDYV8XWQKxCPgi5a/ZuATGIvBpFIUs6SHNLbhAUq4J/y1XZBOrQN4Mib62t1mNSnYElVYQwC6w6JpoEp4lqJWT61ExK1t24iAECsSJORHf9umGOAbKalCPBSlyFCYCmaI26Kkn5cgWGaZgIAbuIw6d7w6QZLPhvrCCOFEYrDvM+1vq90wYjmd6HD2rn/Pn02P5y//c3d3/i4SbkvU0TuN0ciqgUvu0vPhCfBBM3bwm7TlqqLBthvjtbL700vKGbWkq4YuW3Z2aMu61+PQVob5eL4PUGiZlBUpE7Fd0U7Vn1kVq4Yvqsmvky+ALawx71dtR9fC4Kci4UgkQQFoIgDHxkqdfwYARLMADkRMpQwA1ZPNspmYOrjN+qxGGRC0KpZ5T1W02L9bYMjMQs7txKVCFZS+lmVQCUI5U5k7ivrtRRjzs0+0u9pzEMM161DAaFUKGjSVnOeb97+P9t6+Pv/2uD5/mL/Snv5YfZIhl+uy5DH083O1v3wyJp9M8HpWSy2C850E4kM8UjNcpmBs1AMQt57XiwFq5cpEtVAq4fUTUcDkt54ArBUT7v+wvGEoAkCiyuUklMhYGzZy8fU1o7ClVrkkdtZiUbCOl4GXbre2s7NjU0ywlkHUGvuyg1RdVi2WkwYfaxFit1HWTIwfELTVi0g0uDAJKnr98+frXn39WL2mfUiezFi/mkYpxzvnxeAJ57BJ2RMQONTgTr6YZ9m0B48pbLOPLdUM2vxCqLZiCvUmzKwNJcBOzavZQOLFXewlTKMUJES7L01TgRl6ohka4ggKEvbi5CRG5srkY2MmB82n++eff/v0//td8+jawPZ7LgTGEbmCKXKLNnetNkNR3HDyKCZGrK+e9eOn9Pgbyhykfvx7/6jJR2h8/fZ7GLJIIgUhC36UDZAcIyLSx+cROoPosOVRN1aoklFc6/lJw4Bui8CLivCo99k287ktF5N8bcVZHjUPzdITmtBx5FFQqK7i0J6/R6IsQhrdzgs032r7IpRABKYa7oXt76D/cD+9v+76Xrotp6Hg/cIoOLsUfHudff3/45bevP//2+fHxnA3gevO2QKyNmX+NFNgwq46nAGUBqaumk4iYKzwVESG6VF9W1MnrJXXW3xbaS1Lrph6F1tC5JRNOYggxxhRTSl3fp64LwkwUIwuo6CINhS2nMHeCkTGIHWxVruLwhsmrK8rBtghLK0e7Maav+8PlhOik6oXgzEJOpCTgWjUdlQQ5ySnQY+DsOpufwWNkJXEiYk+sQVyEJInsg8Q+7XdpnPN0zsFaX4iTuREXdfWY7VRIgECkcGbcDWnXcxesj7k72P7gw4DUUbej/qBpZ/2edvvM2I8aphxP6v/H//nwb//X8f/+N71/c4zph3PG4ziOZX4cj06ZIOb10EJt1q/NZEkEo7XZ99KYdS0ouvCjmyejjfvc8TdrMl6vV4T6vzNABSA1olPJLqP7ZflpGkLHJqIfTLTu+kQCV6vOfnOArUbZgA25miZR1aweFMVs6byDwom5Ok0E3rkxsRM7ORF7xqw2FZvVvbbsocYI1Dlgy2cSLApOq0hamxDV1cuclUkTZ5YzYMHZe9fjEPFP7z/ud7caSe6GcJckmEyn6fNX0mmanWazWUUYHH/7gvHT6fQ/9OGvQzkfSvrh6B+Iu9PpIZ+/3t2mn/45DkMnA7KXAmQD5pIEIsG9oCYumnET6RLASgEuIAFlkBIZbLHm+3ogWB3KjlUZUXuufVVltFx7hzk7+VofT2t6tTq5liosJmaQqKGoubH4OldikBtDYaAGqW1D1lTgWT99dgjQkKCTrwUzyz+DKo+ojtpNUHWYlX1l9sotQmsMF8Cmvg59ASfPlk+Pj1++fPn88BCChL43s2k8zeezzt3c9SCe8tzFxEQON7I2aeTWX0WLMuUKKl1wxPIL3bmh7qpGYCdy56X7xg3WKCZz8vrZAOzMZmwEcheCAMEaVatiRq4U3JnUjZiZRDPMzJhYlQzsHDiolsfH8edfv/zy2yfosSRO6OY+soSD8I34faDbLu77xF2EzTSDKDAgRDEqwLu41y7YPtrj6cv4SXWKpDPzeSo6z5Gkd0pDR1TATnDRivHIGrdM7lDVknMDqZXRZ1pcN0+T6n2TN7fNNPZr/Sj9rUWn/WP9XVaszGwWiAzUCmapRXtdqfmWQ+lKVfmSf7HRmzq7M8iJUpd+/PjhX9/f/XSXdiEHm+fzeHo4fSVKN+nmpo9d0uI26m3P+z+9vd11//GX33759E2JAHGHmzotHZibjJNGJy7ns0ZEVyxbLf/V8NVyoUBUU6IC1cpQpkWX4lV0Ktzm/MSLc6bprJaE3XV8cgnzJRKWIBIldCl1XepjjLHrui6m+tOFEGDuxVmqNKvd7bV0zhCEAlOw1vYLFndo7TNwGLFZcTepkVJcZVHOCyRV0EpMNPulG5OJMDu7wqECC27RzwGPu+6bhIcgmstJUukH7zqAjTJJzj4RG3EIKfI+hOG2u3mzn07zUUaYi0QkOduk0xhnElUhSxMSUQSRUJfkpzeHtweKbGTT0PGHe7x7Z7u9pd67XQ6dpaTDIIG7iXhLsAUeAAAgAElEQVRWOhO+PNpf/jJ9/vTr+QHSleJxVivkM2aQqxe3LJTIzZ3c6nyuEsO6ynqcaqjXYqr0zWDr+X3fyByiSwQFt6SI1+sVob5eT6ZRrUBlAQjkl7nukqvC2whuWxbPRTTmClPTmuSuTrXJ2MkAdRThZVLmDDMnq0LLenQnMEkHi+Z1FE4u+f9h702aJLmyLL07vEHVRh8jAkgksrqqpdhskRbpHYX/f0Hhht3SiyKzhmQCSCQQk7ubm5kO7717LxdP1cw8AFQVKcKdK2IBIAAPd9PpDud8R7GIlWI5a1ZDnvZeekoxPUkG6kiD6/tJFVQMQQuYZJSiI1gHaSyp5B6K9k0atSH9+vZqew0SOF63fsVgSff+oBCU0agMKZfeiofinz/nx4fh+KcHPLpA6+G4dmFp6I/HYehM8ri5zsw+RjbOLOayY0NRFdBqzbXZbPPiOTUv7s+99/S0Uzg7wS8c5S8Qeyfy4dlWdlY+qakqswNEU3EEUtMOK+Gf6hZa1ZCQT1oyRUAwwhqmjZUo9mLPb3OfMscx2Isfyc76i+m7ti9zISfLFV6IP16886cxPVkpOZesqiG4Jsa2jew5FU4DFCmYk/e+iWHRtsH7qsOjy7nytBW2iy2k/VatZKeEgTnbEFEQyEAMxMAE1Ko9yoCqEeQ0h66hr8aGFR5kFZ+ASqygRICm1UI8SyLrUEoRmF0a0+PT7vPj4747gowMHtqmDb4NtHJ47fAq+nbhfSBgsJStzwYFvAcAYwY01/i3a9/erI9/+WnflTKkwEGCSznnIgbma/xqnTGbGjrkGWk5qb1NVXJOInVfIV88Ir6g5E+q6Fn4eJJ7vKAPnTbgl+vgXzsFpmaiJoJz4JCB5XrDvCREvnAfvcgFhRnCbBdoCQNQ78L11dU3X3/17f1mG8Zh/+n4/Nw9dV2X+6QUsNvE2MaEJOSWm9VmuV76DeSUh7wbctYClVP3BR8IZgOo2cUif/4N4po+Om/qaXZGVbgVT9AqAnZuWnZQ5e5j3ehfCjznCLjpdjs3qdXp7ygEF2JwwYcmNE3joydGx+SpGuGQEaCIRzs1wVNahKGAFlFC9OyYTKVy0CiZnM2UeIJ1TE0IncmDL+6kaURhyojMSGSoigRkgpgRUggp+uP1dUIYQLO245JtHbiJXAoeHmV4yKUoGMeApaHocLng5dJ5BBQ5dMXFuNwuIxbsjqUfcRhFbRFs02ByyEzbVfP2arHxxeHo0RrCRXTbDW235nwmLuzEOYLScYOiDThygdbXcn3PT8/l6ekJMPpmSy4aIrCbnsaGYkpVqTbh7Or6a3ocIs2rm0vV09S0vJDzzu69CyXSayHyWqG+Hr9do06uZTJgQwIi08lLCtVJPu16JlszTRVqbbJByBDVzADFzKwYqoIAGLkCkAFK1kEx1CkpoANiADMUZDEAFR0KsiEYEhhYISxqySgnyAlKtqKG3hzMPA976Z6tC780DjKOpKKlaM6I5ggah9GEu0M3Ckph0LIHVewHGPcpAfKyiQYNLQjQvF+ut283d/u347/E8Mfvvzvm0n86NOuWUiMZMat4ygXGJMRclFRJsqpajM1iyajAolzYZ+L6oGYEOnuNLhzGdhFqBBe85pP2dF5qXi6QXvAQzk7ZCbdgZqBVmKZoiIqEqhKYHRiBWilQEkL2yMGxmanl2uZrRbpMpn4QcHPXMs1udcae40sk2WUC+imd7HK/dSlmnVBZk8JwUgqciKyncaepEeFqtULE5XrBzsdF4zyt1m25ujpReMzAOeeDw8tImy/i2s3sZRKS2S9ih+rKbep1hABr5KWBQEWVTUU7gtU00ilCU0EqNgqUxEwAARlqVjpIxRxklYyCBjD5tE21AAgiFKM+5afjftcdxlICYQhxvVquV+2yjWuPS9c0LpDjOr62YjAUrCCHKsUDJROPfNO4u6vlEw7HXT52Q7HA7JhZFXXeNVdz2zSYn1kF9Z5WlZySlKwqooJf1IV2cTHO2xUk4gsTpE074WkPfwHm/I3GGM5VrBUxUY/oGEPdudSyrurQLy/+34zfQQOdQ5wrksKIeLWIt1dr1vTw4ef3xydL3YZh07ivNgvn/ZjLrh+Px7zaLm/vroX4eX/MSd80gd/d/8v7zw+Hvkzt1OTgtBq5NgcNn9tFYjaa5mBMWBH6F9NQIkRiQkKoFSogATHjjDNARJ7UPWZnEej84c5/GDPXr89M5NhH37QxxkCO2HPTRPYMJiZimsGACJvoiRAdjaUYICMyoTEpQRZNIqQJTU7IicoqmATZSkbT7FhtiuyYtzSTVnemKZ9OrtX+V1UZ1BF6TAR9jOn+1m5v7P4NpDEPXbdwehW4ZQC13aP0T+PQaxkciA+MtkDPSqEIjhTJNe7w3B918Ffr6/vbtW263X54fGZEhMIet75t22a79qumUCnVeWZiY2ZzLq4gBjLLqOaYjFGpU9VRoABa1OXWxQbRSkkDQWvBG3sCYiYkBSNDVdEaOg2nvh5xTpqqoo2Ltv1yCnQhVDa08+PqX7+oX4/XCvX1ON0dLOSEYDKI2JcVFZjhGQJoBgKoRmbVCGwGrMZmglQAE3I2LoACqMMApbcyZpOR0BtNWyFDp1ZDRimSQyAwUU0ulkhGzgRBQIsJGOklTQWrp+oUn2SqqqmgKptJzjklQm0bt3SBUypDvz90Hq0NRIkMbDzmfjd0pciOc75adJu2ia1iq7RatPfrbSQ8aPnxw2N6GrylwOvot+CReVWExiKRgckBBJFcRgJtPANx8CzkHBPiOGUbYN0kX1JgT3ktdgrknFOgT6Kmi6nTr0XPnHQXZLPnzKDC8wUmFZuamULR0QjUM5mCiZAZYcEpx75UGrUCILGhq9beUQGAaSJqT6DTKVT0i0gHnBBTF+z7Wb0KE/mJLoCRWnkDdVasCGeN6Bk5WpucEBz7TbNsAQnYiDA2AXSug5FqkAsTo10oBV/uyU7I/GmfdikEmwSmBqdRNExZUmjGAIha3d11Ha5IYMBQkVFVh12IThpjx4iCZjNRDCqQChNTMa1+EzURBTESxywAo+kx50NO2WwR4nq1urnerDaLm7Z9swzrJjAGErSUDdRGBVFUgTIaAhISgxUDMgXYNLE9JK+6btrIqww+BlUj3wRyrnJj6xVyzrHgulwEM5GSRAUumZcnUv25D8QpkfhkjjkVqBeCzC+GpPgbO//TTA7BHAA7F0E9mKoVQmeAiAqqouWkHPj1hHtENJpc87WTNs+4avxmGRzmodtpKTCOV03ctBxMvOOm8VfbzZXRPhX0fhEWQOyKe07HlOWK4To4bfxQrE85mZgAXEgL8Fx0ILNj58/u7Wqnosm+NJnjmIgckUPkuXadsXtTHYsANZyoii3x7KupCxYCBGIm5zx772tyaRtCE3xwNb2WPHmHKiAiZiopqxmH9dWqbT3vD8ecimOI3lH0gpAydIPloqaCCoYOEBWEYDb9gSEwzX1zHZtrVfjM55orXxeJp3hVpKklqp5QQB2877dX5fpe7u67pn2Mi8NmWzaNbYIGs3Tk4SCabeytdMUheE+xNe+AYk4GPjbeOH+0NA7Nod+83W6vtm0TemaPFF1pC+flZrmITQNd/1kNmKmg7Totj7Ad/bbqdAG1dMLsgs8ggjmJqGEBIE9t69fL0B+piOQxgyMAh+CIAXhyNBGcPaqApFN/ffIH2CVf63I+Oo3GL/4dTpYpePVHvVaor8e/oUYlMzZ0OoVfnghtNgFeamGCOuf2qeH89DRTVJyzV0zPkzMBQEfsB6HHz+PT550MHVFLzivVR5waipmRcXQGwADZ4PnmbrHxHDQU86KjGZ3cpnUVXRE5FdI/TXTVPHMCzGOSfoCSHIN3ymPJXdftnrtxWDd+EReriN2YYTyk/rh7OuxTgp/cart+c3PzdrVexBULhy394ff3O87i/vrY9fp8xMXdqvlKMGiJRZlEG0Lv/IhBSkmjlqKlgCMTLXNsEokAmFbo4WyhnSqjqT7SeXAJ+GuxznbpUnk5sAQ46waqAo+q+d5AABSJTbOqEhiKmarlwio1chAka8mIgqwAYIQKROAUAqI34CmlCZxckMjtPLKFmT/25VV0cmjpKfl2jmI4P7zP/JWXo2E8yU2QiA2ACRuOWoFXCIxuntkhIHrvEREVTPQUKnV+IeCLh7/9thfhcjBd3zNkprPjDxAUUAjETA29EWOtxoEQiMHEVIDMGTkFFQNTIK3WDyX0ar1pQcwGApANCpChM2DWyNlBQTNmH/xytby92W42zXUM19tlZAAQGztNuRhSzlzExEAKqgChBjJhM5+FOYsrGhDv7m9L2D6PWNAD+aSlWFIRMp3FkvVqEwWqzhNTLSXXVTtNO2Q8D/6R6v02zYCn5wMpWzEQMwGaIFx2AYPCf8dsyIyYPHPjaMG+ASXTkiUJoKkYJID0RTeN+AuJxvT3ZDXWwxBhEd3tpm0j73ePveKb1eLr6+23764aye9/+rx7TKnTv/v7r++/flsM/vr5+XDoVz5sV6Et9vPhUY/dXXCNXz516ZOIFFFQRLaze6maymrV6Ng55LNg5qyNqtCoCsdnR+ToZYV62vKfU43NLjiac5dA4MghsScKMfoQfQwueB+dC44c1excMJVS0MSRsulhPIz9cLdy95urm836yVt/PHri9XoRV0tB6Prh+XB8Og7DkErRpAXAkWM+r27qY/2MT7EvkC0XN64CgAmiEbEjYjJUwJJAc9PYV+/c9X3iuH98+OnqSt68XWxbbMywl93RyqC5NxlAsxkpOGVnrkXfSAJT57CJGLDf9x8fHrdv1tvb9fYmtuDZ/DEMoZAsls6hypBTiWiMnLM8HuXzAIs7v7jxFP0iOABVSAIG7EpKYyqFnSiWosywXDoGt+80SzJFUINAFJiJYWJzTEw+qppnQ63VvOkpUJrODrlpJQTnkav9isrodYD6WqG+Hv/aawIUDFCBhGbh2bQHtLkaMTzXKPWZCsiAxhMkVU2riI0mlqcAlAAAHBdlt//pn3ff/fnD8SCgEdED8TRlwsokQTY2FaBEPPzhm3d//1+/Wl35Yq5IsGmqRSowRfcgmUERNVE6zc2K7Z/2Tx8/QEqNoxC5ZNtbgXHwKm8X4W7Tbpa+agp/t2mWHjfOPuzgsR/7j4+fno7ULm2xHhZrf71qvr7aBv6br+/b3SGPoR+6CGujJVJQcEl0zNlyMSGkCNagRVNBYjMzy4COnE2SiKqvr+7Z09KuipsurPn4kvJtv4CBm+ELt76dZ1TTvHQOeVer9uwMpt75GFhToSJQCktyWEiTakLIqMYOASgB5QIZvFGD5BEXde9vYgoGyFDnPPNLU+FFwuqLOnP6Lm1CWoPlWk+fEPqnMewJfH4y18//kdqklqvT0WoxJsaJfo5oZiI6sc50qhzq2/0UUGkzXP3lRPoXk+hzfWrTkrWO4k4JFAQKIGgKSFwTcggUgEgLj52M3ZjNCrlCWOpo1ZARkIpRdqTOWYiElMCkllBiQCTqimKptaAYqBqasWkYe3cA06wpqXNArDV81tiMQApIEbNMekBLwZUQ1DdBoCGSMY86FPBGHhDQOTYwGVRsMixOV6LM+RCmUkoeVcocGVExvjBFcJ6G26qI6AC94+g9Io4iYylZipjJF8FO/6aj34wAPFJDuGRcE0cAKJDUUFUNRjiJ36evgZfS01+s+Q0AVIhpGcO68QHVm2wX4W59ddfGFnX/3HWqzoXFpl01zeeP+zTA775++19+9w0ApNQ/7550b3sPHVjwCFl2aUAtnljZAdJ0fVEdiFaRORE7Yjf5DacB6iTMrSPWqUAlJuI6kqyngIFP192USYCTuuqyz0IiZud9cM63TQw++uDReWJCxgrUIwCCYioG6p21gRcucDo8DQK5W2B+uw13ze3QNw5guV76pi1mRVeHYf3+0+PHT0/PMlrRDGIglUiKdiLOnUi09cPXF6aE870/L7gFqj/QIxB5JETLhNC29uY+flJqQ2bLkMwUKHsb0QbAgihm2YANAFwA3xq4JAWSsikJw6iyezrqd58Kh9+/u72+vlsvr4eue9gNf33u9k/74/4JpKPGsGASOHbWHbL+A2GksIyhJRQyE1DlEAuCAI0j5pEloakYJoqZC+NAYqNkMWMHAdAzE9TW9RxAQnN8zSky4nz5Axqe0CyzdPkX+jqAl5qo1+O1Qn09fm2GCuAMeBKg4om1XysrBTWymTpY5icnI5zWQYZWCAWRDRyYM2MtABBcuEr77vCQD09pGM1pABShGrAICFYVWQagUAx6w+PbzQZSBHGgRXM2UQNQJa3B1aekTbW6IqtPgFKkOxwfHx69CUU/ZBLLmJMHXTf+frm4WXrvMRVoFz5ctzdDeLsNX+2XH3fd7pByrzCk4/h0eNrzY7zu9uHd3TdXWyT3+Ai5MIemWJyorohSDQSCBi6PMhyT3rAxWSV0mwAacs35Oznxv+CF1knlaWQ95ca+LKgQXrbddmlpnseYM/5ltlebmAmDMAKDSBrS8Yg5c8mpDFwGxuSdNQ5i5OADBe5Lfu7KkEldQ651Dg0jAoBxQTTkEzrzPNCdYj6nJ7DOlJ8XUTRwYbeard/npznOi7FpZDv5yGez15QBViHmRUvdo00rZkStYaw15psuBZPTBVqVIXVhjV+Ak778SHGi/hqaGSnSzFGtgPBz9lCFkJNHiwRBCj986nYP3XGgBFSIBAjUsTKBKoyK47qR7VV7ex9DwwKFiBGqH00RM5AQY3DOAWERzCVaNId931M/pKEfPZhnZr8yBiUAJlVVyaAdyC6V0TMuYrO9JzWPnIfRsCHnR80GZs6bAVEdik5Kyjr/MdR6s4vknEeRcmFInz+ZS5NTzXknathtYvCOcyl9piFjVssGRbXMiI1L8tSvu0EQECAgeFOW5EA9AJkxIBGY4YDGM1nqRNc9pwFfBMpO9W5dpyMugls1BJZN8Xa9jusAgONYzHDD1ISGAAEpjwbB1hj/cP3GO/r88CGmUVdtkLJE7KSkx8wqHsAcZ2ZRnHJJkaaBKNGEesJJ2FHHpcg0oYABkBipWqcYkXBCvime1REXdkOkWtxW7SoxOuec886HEELw0QXvfXDOwZepTgIAjOTIHGgg2CyouV1uItyvm3WDq2CrzUpzA7l475LZvu/RYNvwuPTdM5VAClbEVAqwuwiEnermiTNltfE2/ALdgFMIy8T7UAAlI0QraIoE3sNywatVU9aNB8EsSOgMQSwdS7/HMphl0Fx5rOAjxSUaSc4wFhlLcp6OAh/3/ZH2Fp5ydr+/dfdXm+XdJocjj++fPjw8Ph6ugo1mPYAxZsPdMb//ZzuQ561hS5umdZoRMusIxMGHQ295AFBgp8aD6JEbHzBagtoDmwoIATAYiRUw1aomVaqqH6zzUsKZ9mAXI4YL9AJc2gnt1bb/WqG+Hv+vBan2qxPWc1ajXTR8FeFZEXpqIDOnz+prLNfsFowQ1oXaQg0AA60BQ10lTrPaSfVqCGLYATI3b2K8bTx2YwI92ETgrN8OffHt8SwETMM4DMM4DmY2mEgvUEYn5WYRVuvmqg0lp64rTeObNlxfNW/DCtrAISSB3dPw83cPP//p008/P/30tOtMrvcPf9vS9f12N7ohxEMKaMRMCozgmRwhCxQAKEVzUS1zdCyAmSgQT0s6xS8/WPz/46QhvhQEADjnGiJQ3e0/HR6fS9dxKU4T2xhYVgtqN+06rtoVogc7lmc55kGEGhfGuFgjFaoosC8DQ/893//L62hi/L9Y6ysAgUF1tbxAFZHWrT4iIgGAiEwjPUc+RClSw7jmYp4QfzOJ5WJn+v/l8sdfCTQERGIgE68l7R/6H/7y8eefDt1uKKUkQiFPFpw51CLWKY6Lm8Xv3t0tl2/bxjN7ggpSUlAhUE8QPWOMjSMHAKnIOPbYHA4p9LkU7Vsg5sgACpC1hgFVNCtQdSUimMpYJCsURAaev++sIkkdkWMmVT2JcM75GfVTUlU5/e7cGE02f5qroRopOdWdag6g8bwOBBSJWBH3Y3rqhuOYc7FfnaV+8VESogNAVcu52gkdYgAgJgPtFV0dEf67aZFE6Bijw5YxFytFoBQ6HpKaFfChXS8XrcL++fD56fndV99++/tvb67vLSMI3K9ulozrQI+bxbvb/sdPD4/PXYvYMKF3yKEKkU/gKOIJQTXPEwkRcBqVTrmp9f84xzYhoeGXypNTkDNc1pzISM75ELyPsWmaGGPwkRwTO5zBvbOTEgmAyZiQQEVSSRZD8/bqbtl+RamsovcIV9slqQ273dgP3f746fNjn4QX8ZASSHYMAAoK6H5LAvOv3/nT4+5yzG1Fs5SA5hmco3bhFo3qpk2Hvoy5FBBmHbTbW7fHMnIpkAsEV/XrhoyhZSiw31mXBBiV6GnI1sgPH5//8v7xb++f/pf//D/dv7taXG/lw+NosB+SZt336gKvViEDHRL89bH7LMa32L5Z/qe/WSFYTnu2RB4cQn6y/oClQAyQGhtt8ATsPBDYaHKhxZg+7nkyMZ96nsD8047rcjT6KyF7/9Yj6PV4rVBfj5dPFjUSAEFQFK3EvBkkpdN8juvcEsEQFBFyEQAgQIdABiSgAioGMAKIsRZiYTGAUY6DDFoSKwo6Q4/oJt8jYhUu1WLFS/KWpOEh5uyHvuQCg6FM7hqt5axMnJQsgAgM4lEzHA7DX3786eOHD/0wdCrHXhqVFmwbXQgUAycpjOYINi1vl3Ed3P3djd9uw3INwEMn+7fH3R/2n358+PDTw+f9YeeVxXbf/6UfFG27DfejgpaE3nszVIfYMHMhogIw2iFryb5deEAEQWaAnDRPqZ+mYHTGMOHsKaJpyXfKKBWZ/Ub4Yo1/eoBNqaSX5uoK9SwgaAACYuoJgjlj97n7eHz4vx+ePh0Pz9tAd8vmtl1dxdsgEAEXjpfkI3qx7HBgfBI9DhKkhKWUyFfB30UXB8JeRwME9EBYKr6xWrtq3u15BmTnfzw90/GcjVoVd/X1RXPMKtlpjXwGgZtD1RoNUBlZZKoqkERFJ7RqNVUb2ZxtDiIGc+JBTSQ7T6jsV3S+FSh1nm2YqzxgFEUAJkMUKwVZicgZF2XNGp0FxFzMY2uhoXLUlAzMKAIxoTOgbMiAAIEBnK3YeRdZNFtJzB7VWDOAUB5bk0ZLGo8lw/AsTy2+CVfeMjrPi7hqV1etp8YhBUwIqVgRAyPHLpAnXRNgDIbuvXH48Ky7gbet+oKW0GFN6XEIKGiKqIQMNivmaqHjgBCg5AwVRzx1mDjDae3kRhZEBXOmWWXMY0D1wXlmDo4cG2ixvDtIQGTSVRPWTVjFWHKWoqIiRcG0ZpyeYnXRrGFs0EzAAJAREBxiRNeAOLWz/hqncfuUPFd5dnO2spkQWEO08uzUQOxuu3bM3e4gbXOzWF0tF6r5hw8/23EI5N/c3f3uzd319SY0LsvY9UMpx2739LzfZSk5KSg1jd8u4uO+FxV06Lyn2pADMFXh6ZwXhcTB1YYZJ2oUTZZ8mFn3CDiRyiqpiE55cKdmu9r9q2bVcU2H8j7G4IOPnmbkHgLVuGRCBBJRAR1VC7N6pwgaTW8W/pu327d3V+PT88JshYV2T8VUSk7Sd+Nuf3h8fNgLYdxu2+Wi6w80DpA0UQ8uQBMNHFjVytTcO3BIZDVsQ0/p05OBao7INhKwgkDOeW8FdNws6N27xZsbWDcjYWoXYcFL7foyHJ/6PO7Cx0/u8TMe9mZm7E3IBkcuGDbJrej54IcEj0/dblceuzSIlq7Ljpfsvn//oPpP//P499uvrilcJ/75uUDuc+vMFynFnrI+9bnP2n0c/vv/QZvWthTf3Rlx2w/RRwgNgh4iQAAXr4wijJ8k9R1CJAzI1RgGkhiYnWfGBrAojla3KVP8ouGE9jqhcew3+uULWYqdeHyThuaV2/9aob4eL1s2nAlCiIaqVEHZOhM8cYa1T7HYCOCJJ8eiGoN6BA8TgkfBVEuNd0L0FaWeZUx5UJP6pDZURbVpDTspBOYVcE3GA2ZATGpZLYFls2LTUr8i7nkS6xMDQ1Hsu+7paf/x86en/bOMI5iMVrKpIS48glkRPXZj9NR4qkBCRy4wr5aNW0RUWjJeucW7uPmmXe02V0/H40frP6f0/dB1+70t43IZmnZFB9c9i6aEkBGNiXIFQ6pIlhrPynrJPLIvdvRwgjHZqS47Q03PjTeeIFTn/R+cDWyXQ78Jnsr1fDlygh6AwT08PX98//2H7/6xT5+u12ERmm1wb9f+7fo6FCddMs0uI49i1Pt8CHpobCh5RPNjCujBtQu2BblTUJRMQe4w4Ucv1nx6YqCebVwz3n0OF0AA0ClvwCYK6UuW5MkPPu2Kz8OZOS5wFsJOcWLzR13/l9OnLiKmLxbWcDnbuZyHwuX2DScwbMWnKSACkwIUE0RQNgFzToHAWIGICRDNIwRERkQHrgBNiREoJyshc3ChBRhUE4OCmpYSUCPoEmFJ0ItQURsTDCOPCRZLdM43zi0CNCRguYysiKpoQOwqHpycw8jCXAwpA4qCqHfOuHqsFAmccySqOdPk/qo63smsVtWPoGBqEx+/7kfMCLHusOvJUgA1ZQAxyFYGMIdGoAwcWJmcEjsEAvCEgXjb+Leb5fWy6YeiE/RUwdTN61A1UzGxwmZoJkUIABVET33NdHbPDFS0+do77fr11MZ5pMa7pfdLh0vvVoFFbRzGYIixiaSHfjzuurEbv7lfvn335nfv3txeXTXsLKUi2h3Hw3HoD+OYRhWVMbMAWU0jEeCCxMhu8uwTMhMSz98rsfN1iItMMGFQTzD3lzpFPM9dpx+rQlSrmYoxeB+8d7VE9Z7YOcdTCmqFvOucSKRKZK4WjFZPkQSHm3X77v7m3Vd3N9tVHwj3Xd73Q9cpoIF2x+7w9Lx73P3154chy88BxL4AACAASURBVN3bvLy9Goah78cxqzjHyCBWqy98oaSAqd+eZDkzF5smFjJWZp0jAjQsRZOn0q75+tbdvKHFOhMqk/lAhNwNrh9tPHIZSZWQkD2SA+fBeYgLWK0hLOFzJ2PWY5eH0YYsWWw4dkDsVpuHPD79+ccE7e8zjuoGCYO6YeifUPxIwdEhy1PWIVtJ+Yfvj/99CfdX4P6Le/MmpvwIEgkhxBhi8UF5gepgMUBOo4wdInnvEaAoqCpKKWCOCepWn0gBa59wsmlUkRX+yt7lyx3PmXqHr1mnrxXq6/GvbsZqcpuhKgmgApqeyUeT6q9WoAigWkDVGTiAgNAQRMQqv8xlTCWNAoLeqA2hUWRTM83zRl+sjmmBiBzWBX2FTU6vH0M275FZCQtYARBCATxFpEJRRDEBIEQB06K75+PPHz4+PT31fW8iCEKgBJAZs1iXyr4bVOVqGaLzfTd6ouB4/9whPiyWo6dASjiiDaUljPfXb7+++w8u/fi8g5/f/58fPsdgd+82vv3qx5/7H9JDzoPHxjlARQNVzaVQHpMUL1LDW9HEVBXtTDOyX1nivFwK2YmMaieRFyJcjrvsYnp65ptUX7kakCGDN/QFUpYPf/nLn/74Dz9898dvfu+v392vWg0++6AuqnNYBstD0aNlKeqPWTuQwcPQIPdj6rMDhmgrT0smYCRB0rodrim2MHG0zj0GnAH88w9WC4oa2D39IDSLWdHO+84LeevEAZjnohMiSkRgyo0kM64mMzjT2acRLdZgG5vTrmbV8m+9A/TFYrXmFhBWXcYsNCNVtuLJ1GqgQdCUzViLGTdSqBTKwqLOgA14xhwgYDHzClmBkQOQRywITFDxtOhNl57u1/E5+oNIBGvBFmSc0ygLaZmboKjdsdsd++NhxAINutZHZJ9Ve0kJSmEoxIBusb1FhTaGxWpxCJEFAKyYggqpomnNnr1MWLTTQt9AVPRE3pwkdKQ4o2FNFcBMGVkRMxiKQjJRKyZFJYiy91NiLKBDZKgdrIIjNCDvyLTyewBAKzEz56xURQZJa8wsiJkZlNqlaLUmXY6a8CIp4Cx3JUSP2DBvgr9d8DIwq6axkJoWTSUPqRuOx0M/vIntf/zq/j/93bfvvvmmXa5ZpHTHrAlHZ0xGOOT8vDscVUsuqciQy4iKxIEYZx2qc8SOkRwRA9GE/prLzXNc6SQ/xHMPame76SkWlZ1zntk755kdR++DD+yYiZxzUAG7c/7rxSmsUWdKDMRgCmjKYFerxbff3P3+D1/f36wcAfnt8/H4vN8dn4/e+RD98+7w8f3Tp/e7h0/Pxz6lITW7I4Q4JhmG7GKDLjJU4Fr11tWmAicFphloXejbBXPeThyDGjtQJJt2GEZuXbPmxQYQk0gHOppkUlnEAF57QCKL0coKXaz4LqDWwtJW17RY0ee9eQIyELEsVgxyKUMSc60Zfvz8cf/Hf/rTx4c37/7DIbH69aHsS00iJs2mXZGiZoTHY/mnf+q2S7q52q42DpzPApJlsWw3m3LoTLg4w8UKj/s02IDYBBcIGQrkbEXUSlFHSCXEyrKtWdWEM416RtsZwmTp/8JEgJeBE3hqUODVLPVaob4ev7l1QKRaLwjJRd4zne2zOlmsCY0NQdSZNg6XDGvP6+gDYk7DcEh7SUcRs6KCpM5IS51mnqVnRFANsFzR/WRGZhXvgwbIEAIGP+2Spru6RsZPwZNESDCh9sAQDsfu8+fPXdeNOYEpgTlCQxSAY5bnIS08g2nj0BOiqiNiJMk29OVqnZe+CUaQNXUlDUocGt820ZVN+7u0vG4dRV21+e232/X1LTfxu+//OuTRbCQMACCWc8GSkpRmrvhBREGA6tj4MhpqDhi9VKFdWva/MEZdgPFtLub1rBQ879rqH2uomUqR3nZP+/fffffDv/xpt3vcrFZPV3uVUEouQ9k/7jlztxt1kPWiub5v263W6ATJRcZcOoAMSUrBJYYlO/QcxRSx4m+NiGY3uAJMfNtLJeyM+X/xg+g0nIMTawrNfkEDMHjx8IbTi/li7v9biq0L+tVcmyIi6C/3+6fQAT3Neyu4qgrLzBBAURVAHWtwECMxohVI4zgWSIUBvBqZuCIsygKkwGqV+jNBGwwAiYC9AOdiTXSePBuwFC7qsHiU20jPjdt5Xjl6t2lv19F7yzl93unh8SB52A/943HouuSMFsE3MfoQjXDM6TgOx5JGw+Dj26+Im3bdLopISqOiA3YGJlK8gWfCIkWVidRAzbAOSmnufHTCC8/ejtpd6MuUnKrxADETs2Q4qB0LBpZFtO2KFEgB1IyJuiSfD0MRCYYOgREZwQEaIQHqlIKrjpDq6sSmbosAiqgoiILaKUrpfGrVjGhqS3C2wLOZqpZSUP3SNSvvjil1xzSO0hKUlD/2vQy5cfz7r26bzeLQH3/86w/GgRF1HLrD4dDth+4wpnEvJZsUs2KYFPpSBqRgSs6xc1CTSdkRMzHX4ScSFbm4LM/JIhdmJnvZKp2yUZ1zwYfgXXAuOPYuOOfZMSEiVYjV6dKuubl4Hm3alNxbiXwiTHizXf7u67vNdhU8QSnRs/cIqLnkLCVr6fthGMZ+GI/H/mF3HIfxSuz63U0ahsfPh/V62XCIi9ajz1VbU0vOaURwwRJ52TfUMFebArRMoBiN5gYKjiIAg+gRbHCYQZKkZAoKgg6aFd+84dUVi5CYiYJ4jFtZXOF6ze0HCA5ywudD6ZJUuXQqsh9l2a5ouX0+HJ9/fn8ocXV1u7r5/cPnj6MmQMumotO4WU1R4HmX/68/9nfXvmnsD3/bms8GGhcthz2FogCeILYaghKLmdSfiBlMoRjkojpmJGEm5x1OuDFGZFUxK/PebFLH1wH65e5+HiroJNnCs1LrtRp5rVBfj1+pUadXM4KiFpp46FPJAVxBqFynAaZoRqagypYb4BXRNsCmweBQPfalUB5Bc1Ep4DMomInUqBpAQIcOyBk5I0JmI64s+xqWh8qkFIKLnnxtQBVAQFVBFaBmzp2km2amRkjMpcjhcBjTWKSA1QkYFXZJsTM5jLkLnhDbsTgkECbMJpQLIDWNN68CWjCV1I/jIIZctG9oESJdrZs362ZPBWV3cwM3b2/jduFief/+GaRINoRc035yySpSS2aF6mPBU0hkDcys5RhdRLbay2SE2c+P8ou5n138mirSmYeKCABaRM3EU2G1ru9//vH799//+enTJ0IZduOHn3ZljH087my3gPc62nAsIPTVzTY2bxerNWnEwdnRIAmNgGM3DqmzJrjGO2IHDljR2VzF6eVUeGKY4ll6MG+PT/OBS3Xqr8RBfCk+mcgsdt6+T5tS/QIg9eLPPf+baTdtF9DYX/RmM0cA5/TzSvQkuzCMM0LDuF34q7WPbHnIz0/jcy6gLMQAqMZirOANQIFmVQfiXD0BMTqP7GRWz0IprBAB8djJ8OgP+63md8HdLuM3N4urVTAtT7vnsS9l0JzGLufDmIekbNR4XrZhuWhj9CWn57475jQIsBt92Fzfe790nx53zyHpekPeISoYIBDjvCZRtNMCeooerve0ftEI2DkGFk6RuqJaz7AgkkFScGhcdDAA74g4KVTofBIZy3hIZYUQEByhQ3QAkdHNZ4gJDWtkACBN0hauvvwa73BRHNe/TvuEi75E0YwQGu+CY1UzIwIeB30+lpSBFhSAnvZ9Q3h3s73/3XXx9s/ff2fG1Lahjakb9o/PZRwgJ2brVQigzzKICRIQq6pIQQLnHbFjZmSeZuU0ZZbOSWnnO/YCZnC6+wGRsAZOYc0rQuddCN433ntfFb2eiE/xE2dW0cW64qRtPZ1FLYTKjKs23N9evbm/joxYCqig5NZRG92e4DiMXT/03ZiLFNGSZexzyUrOr9dt6vrDbm+5oG/jek08JZKhmameGrmX6bZnUiqYTeJbMFNFLOASxxRaDZEAs1mHkJgVoZimpJpNlalda4xKZAacivXJRkPelLjGuPJt60xlf9TdQfqkNTpMRA99z826vXpT9PH4vHvY7eL6q/X61ugfBPqTNGUafIAhoip8/pz+x//o10vebNtmi+zB1XvACRaHSM5h01ATcTBTUERHhM47JBIhSRlMi2BQOElQCMlQv9TP4dxm4y+L1Is2HOsztXaC+lqRvFaorwf8yt1iUFALiiLSRPOrCGhkAwOt1Ck0BSusxaM0hItAy6jRJ4dq1KvrIx8DF4/G2KKaAkpWSQYCDM7YgXNKDpjQOWQ/DazMxMw0eIvLhTUNERoooKLJJEMlBERy5AypZnmrGrKPwRNCGnspWbXOFKGoJVREZIIs0BcJhYcsDsscwOTbpXOuiXEZm+AkFxFBHS1LyQmLHI2obYL/+nb9XZ/644PZ0/3bb9bf3K+v/J//8eeff3h+f3xWOzKrYzArJkbAoJOCC4nRQEUBwPA0N5xIojXmXa1qAMFeTAdnkRKekc6XRd5UYeFFlieAEZCZB9OSnnYPP/z5Xz7+/OM4DE1A60u/62UBh8E+PBfrIA+akgUmtPI331xFdwtiWIJ0BGYeoOSUj8Nz+UjsN42ngN4vFchQhUihDiYI6yzLdLYj61TxVcTuBM8i+DI4ZfaG4wn6b7+Unszr+1l8p19OTr8wP+FLsanaC7jLy+LULu+BSuZHkMkWgYSTPws802oR7q747W0bSNLhSENXUh6TIoiq5CKiZoYKDDghfuftMxkQEDGzDwGZDFRFtYgjatg9PTw//Pi97R/T0/ONo2837bfXS+fxw+fhL+/3u6NY0YbBofVZj6PmYtHTrRr7AOz2Q971I5E5duxc16VwHMF1nw5DWmtcr5krJgNNtRQhVcLKl5p0qDjBjskMVF7Cj+wlfOGyobL5TJ+YDAZaBPtERH1RA0g26dSPRQc0T9UgCR4hMgZCR0iEbjK8T7UnATACMU4ECSn6EliLU3pAteqZgSAA2MRA/f3N9ZrJhgEMisBzn5+7FLwHIs/OEd1tF19/dX19v/70uP/nH/4qCm/eXl/j5sPD8z/+6afjsW8Q7teNb5wp7ft8LEbsmhiHcZRSJGdeUgie2AHRCQFbK8ST9PyCbYrnZ+y8AGcmZnbsmNkFRiTn2AdXjVDsqozgpFzEOS7u8gq3EzSsUvprNC86a4O7WrV315vr9cqDYVEA0yEFw8hEaOM4dl0a+zSOSYsGpMa5w5jff3p2npOYjuOxSGiPzbpHCkhU7yUFASAiNtWT2GgqwvAilVYBERUNzBCFWZpGVmtu20LYAySQZJrJhNDqzAPYfCt+BbElF7gYd4N2oholbl1sfNP4cTw+7NNhEKuTZ0UDSGlUg+XmVsSl4lRxSLSwBboFUK+aahKcTQtBqmmyabQffxz+23/D+zf0zd/R1R0iZR+gafT4GZKCI2pbHhosKlkEkIlclXOYWjYxQBPISdmhKiEookxiB3yRPXLioc3xwC/UqIhTPN2vPpZej9cK9fW4fPOgIBQERWCbUjFwUohWd6IS1F9CUFAzqqBlUFRRsWKlN30C2CMqIhEIAqpYTiBZVdQRIzhjMsfomUIgFxDRqYGpGIFJBNtuYNESYVET0FoLzaLBWYReqyKtQjkMVnIaOinltBQWtRHUED2QGha1ojZmdaCegDN0ozSjHPrUdAMSLBhc9C0siL1kA0IfPHm/cu7tzfrx8fBgOZe9Ytcs19/+4Xrpwzp+hFRSd+yP2QBKGUUEwM9zu/ryrggdQpjpPvOOu2rpXsJI7BSXPvmTp3DsS+1S1fDZ7LAmrFnaZkTgkFCwT+Pjw8ePf/2hP+48IgKqKAOsWp+z7HPaPef+KFIsevr0tP/hrx8FQUB2x0PXFfaIBjYWTXnIzzt2vGqbEHjlCEkmKAEa0Cnlfa6dpymRvsh3hRPxG/HS8n+Ofz0pQicrLF7uys6Ve/3qchGzhRe1+mXBai96L8BfM/JPIIFzdKsiFbPKYyIwJFXEQqwhWBNsESRidi61QaIvxAZQiqYsmLXorIK1c5htVXAiIDomHxw7RhIEMBUzNSvDvn/8+SHtHnwZtpEbxFAUwTxAIBItfS5Zce0rTROzqQdcts3N9TWHsEu5F1x5t1oslovNYrH2wR9zEa29GRaonQOJmUkOQEwOAKWaXU4fhZqqqeoXiWWXxM2LueALSlUFQyqAKe7HhEijnmbXSIBkWhBcVaYiOIRI6AkdIRPwaR6K4BAdQiB0iGo4GI4GxaZb6DRuglMcxNQLGSI0wb+52n51d7VQ7U09YMVngRqqac5W/PWy/ebd7ddf3b69WZPJ41X7+NyXoe939vnT08+POxUVx+WxoGdBl4qMBj2xzTeRqRIhO0fEWiFnBlC3Cqa1P5mRvzhjUrFqnHDi+bP3zrPz3nvvObpKcOWpNsWqcj1Lf6zSDuw0w55vLJ22SapmAiDE6Ikaz41zqJq63mSMDp0jHRWMm9gG5y1rt+8O+36/H1KfGHkRwzGVfsifP+9VIY8JWLrDsTkc23bpYgQAMTUDREIzNeOXxq9ZDz/rrwkIsBbQ0eNmxVdbXq3QYSErpiKpsCqjMaFjCh48YWygWYJfspILo8WSssNmEdECkh/z8ThKnqb8SMwGIDnncRSBsLhaaJv2xyRwGDJSSxwUZE4DUarmssk7CYe+/Mt3/f/2v9P/6jdXt1FFCTV4TQMUtWZhIYiP2eWxgAOj6oMEZB88g5pJSmkcS1AkJgOZGc34i1b7i0XQC3PotGdSfAWjvlaor8dvlqZ4kUquADqZPE4glLnIMKtAKoeGYKa5ZC0ZRjaUTJAh9yk/Fz2IgVrU6StjKVpKFi2EiMzmGAJTcBw9h6lCRTVDD2YN0XYLbUsIBayYFTPFuZATLUUKIlVajoGJpJxoGLq+P5jKC9WjWTYrhDKjM7NCEi1qxaAbFZ+HIo993z2v4u2yuV4sVrFpXavJDAAXDG2Dkbab1bboYB6cHfonKNZQe3fXNPxNxIaV/vz992LDmDopBey04FEVrW/UE63/i732OVgJz88yqz/wS4ieXcSln4u705eaum8F0KJyHIbd48P+6TOZrCJ7x6uGr9f/D3tv9iPbkaT5fWbm7ufEnpl3JYtV3TXdNYOBJEDzqP8fggA9TEOaabR67y6ySN4ll1jP4m5mevATkXHJy+qeUUPSwz0gwCUjLzMjznE3N/u+3ze7Wc+HMY977R61d4V5yXb/0P3V337/hx8fJEKiSsBilkyhg0JNrT8ddvHp3mfLWZoLIshdDCSg4CBzqsLBXwaSXovzJgr4FQ7efyGx/To985N4clwpVYnIzC45Uv4LXYhfTjutBwKaQBSkIJ0aQUZeXUBezIoW5L5n63PXOQooOzmg6kWdzdVhTnb25dr511OQC1OKIQSZGsz1AzXTkgFECVqDtBhjLqdd387kZtluZosXj933D/tDn4ktMLWO4r5Ztl9//eZP/91vjcN2zI+nU2CZpdnNav3VV2960HjKy7mUNhGRq7pP7fvJbuQAk1/xyqaC/1xWng08jn81m3ESn1hNqagFZXXCoQ6Ga+0mADsEHgwCMFXFw5n5QIhcm6wUmAIwGrqio5lOtji6Gprrs7YEzsTLWft6s57HGPq+ZUrkBGuFFpEdVoZh6OXrF6vN7ep2ubiLcf3mxTrK33z7/t3D/scfHh7uD/MYXr5azkS++/B0vz11xK0EY9pSOeVsqKjVau6EmdXPkpnBoZq+CFfpQlMhMtWpTFPpKSIxxRRTijGmhEborGmZXlMTFOjyjBN+FvXxKZjNYVZLdxEOzDA/bnfvvs00dDeb2c3N0kcPhhSbFKMApc+7x8PTtj/2paiHEOZN45THPndDyeYWrOv6oR/m7oFJazBKHfW7XZl/LnEhfpEv1ywNAVWqwaKNdzeyXoV5A4JVJYSruRnMI1EjQIII0ozCwnnhHtiVYrGOLIbGDlFVHGQOfc71qJ6t3B93u+1Tu3qdlnMdXYkOY0cUcI7FPg/RzS+xIfDivjuWv/qb05/+dvMf/6e2t12xTORuZAo3ZR45GgX3wu7pYldlZgliTsMw5iEzhSSXA7Y8V5qXaBLyn6xBdNVHnUIV6aII+FKqfqlQv1w/LR0uDSubYkLO6ZxXQXZnms+0XirInKFkgznnkssAGzx3Og59sdFCrpszmECWYYOqKiiyRIRAQSRKjCGkQCBx57pvUmnFlis0idnUrEJWjc4NxlIK8xhDIIgQUXXq5HE4nsa+d69qz+dH3SZLx7SMq9potnePa0kpZqfDoc99v3/03Swdb25erDZNbFwdsDTGZoF2Nl8vVpvBT8ZE3PXDcNpFPS2b9WZ1+z/8x2/mUTiO37//oR+6UnqhW3WZfO5ucK358lU7dW5MT+GaU6AsndtZzg761DpEU/gMJooJLi3tabmtvhSFKcHA3mvZHXbb7cNpODWBN4v4YtO8fLl+83a+mAfSwyLKInJHGM3HbPc6sLnlPGvF2dRtHwYmxKZKfbWMw277RItVWmxEGiC4i3OiIESonHcmJkd8ZtKcy2q+CE8/6SVcChu6GEB+3n+4kmtdV+PXX7crR2z1cHwCbvGfVLyfllTnjYXPfWCv2xMpUyEOtVGlcHUbcj522ms39sNpKEOpVbGr26iuVtwUVn0PVsMlyN29OFsMHGcpNWJFM8bgFuoLnZerpb980WPUk8yDz5oQhF192cS7zd2bV/zy4/7b9w+7/a7rR2ZatPH1i5tf/clvvv7d77LR/f5wOByRM5kEks16w6VIPi4XqV+0A0O19oxciEXE1G2Cjp4Tw42mbqPaJ8U9/UIK1KUA+3TmXE8RWgFdnxLL6bxf65l4zu50FQFwqb+EiYEAMKghV8Kgls0u9LUrIxxNAE6CCC9mze16dTNva65vI9QEUneBN8JOULM+j7Mk4o6cu+3+ZrOIL262u9P7j9uH3YkYf/r1i6++etWIWIxP3/64P/Rp0XhgVa3S25RSSolZ/NxpJzlHjhLjp3a8y9yg8vtZzldKKcQYQwgxUOCzhcrpOozEcX06m9rH11p2QIiYCQaregczN2JiYToeT98ensrp+OZ2KfmFIIqW0h+tlCgcgL4bn7bHsRhLjEFu5rPAvD12rh6IdkMO3ZCHHIiEGeq13qw+uukoeEnvOGNQr28XdmIgBlkt0t0drRYaZTAf3AvDYApzLRBGFPPGRShGdxTDQEmEUvBk6ozmBB6s1Pu4nlWIeIpEho3d4fD0UdrbNFvmZkZB1AqYidnVzQ3McLWpiCefFhMvatudvvs+379rm0WR6GTw4jpKCWbmEHOBc6xFde2H1GwFluCEkotFq7rimsxccTVVVcBEzORO9px8NnEPanrJBYsLrkow/4Lr/1Khfrk+V6HWZ4uNHcGp8oAqBvvMuZvQMw6oU6n1q4SR6aBldIpebVbkJWYLI5oRM/UIBCFCJnSwAqPIFKQmsTBH4lSJ08ICCBsRp8jzOTeByYzMKt+KUTlHrgYzZRcWwImdgkFMc9edm0BniPtzI8tVTXWKwBHg2I3reZuE+qK5lJHNhn7LfDiUx402TeukUbDG+sWypaGMPdhDklgyykn35YieMAs3r1dffXNze/cbn/f0X1VPR/gQuDFN5kMd7VN9B6eRKvsk2qrK+XNZSgaqOzufq9iLNNKNzyPOSTJ4Vg7yFMiEqUFs4gqgL+PT/nG7e1BYiGG9mr16NXvx9sVqncbjYdiV0pVAaAIP7EPRruhQzM25YNfb42k0G2YJNzdxNmuUyEse97uwfVisb1NoJMwUEcSOKIGLkVqpVYvUm6lSxaa0MfJLx+4TbH7VBNRey7PkYdr4/LMdVVwyDi716pVG9UyluE6V9c91Uf2akEM6vbfmcHUqIIcLClxqsO0I71WPYyaM8GEYxj7nkyYnFmYjGsvEyySXauWqpTU53Iu5IxDPQtMKlTFbBpkwORtE1ne3S9I8b2j/OLPhbs5RrB9GVk+gZr3ktIgS3wl/fNp2oy7m7W9+9ebNN1+tXr0eRn/79m3/+Lh9fBImgpbiDqIU0rIZ25BR1IU4VHmsPzfya+iGn7NJYV6KFquc1D/edX7eRelnx9xnSQA/V7AXjo6bTzQiuvo/0CVOFSD1c8CDp1qRoGYH/4RhW03SBiNhipGXy/l63gTx4XhE1zXkbduSuro7sEihqJesGDNOXbfnHw9797xeb27adt2083TaNPHXf/L2za++WjWz5Xp13w/vju8oBpcQoJELE5oYkwjT1M4lMMBuUDViPhODz9kRxFzFpiyVSxVCCGH6G9fsVBE5R/XSszvQJ8br81BiOvDVd7VMCaQTh9krnVPVHWaIMS6XC9fTx+3+sN0GLa9jUuPhuO+OO3gJ7m2IgbiolrGkxE2bmBhqR/QIQsxPRTWbjZnU6UzJJYbw5Ul+dgPWv7hiikms/thmDJ0FXy/kZuOLVt335Ef3UUiFVdxNiVwIhcUcXkZSNZLMbTGONR/EKYziWYpWJx1PT7qjCntcS9cfH2bHbTvbhJgqcyt7rvEN5s4VRjvph65RIVSK//Dt8fd/H37159a00c08ezkhE2kExCkqFbvKJahzQZEUmVlL8VzMLITIzDCv0hM4iJyZg4iqX4VaX+YSTjRFpbKTggscMOYwpTF8ub5UqF+uy+biz7nKwhacnKrSEF45/gSvR/ZzxukMCLDSWSngHhBQQAISfFCi0ePoMXvj1BhSLqdSplkduZALu4gLOciMg0wmbYcwR+EUAlcpqdWdnmvitpMzM4Erh9PqS3Ie+nEc+ksqau00EJGAAlwMlotlTrNm3TZNCsdu7E/543BfiiJy00hDlmLqYe8PHfYjMVazkNt+3B2OD7u/fvf0IJLvXpaRulzG4m9WNy/u1qtlE2dh1tCf/slLsv7Dj++WbaNDF0MDdeQelf8yyftoKo3OROdavvqzxAznSdkZrUe4cO0/GXCf82KBOo82hxO7RzkAOQAAIABJREFUmRl8HPrddrc97ABlFi9+2GXY4/5HnI5dd+rKkGG+iNIuuI+i5o2g63PXlcOo+16L+bFHBt1atbQYSPrdcf/xQULbrFlYCJYtaxFQIGJw5cMr+SeZV1M9fo4l/bSVeRV0+gtK0c9P6b2Ojz/p3wGf6FB/8n3XNS/58xHgnBHhDgdXSqm6o4DIDA4z663sh8Gt6/PIyLlor/GIqBw8SO59HAczJa+2D7OLC+zM4QrCs4B5Yhu6GCEwAalaNmWOs83dy0W7sRdz68ppe9odpPh2Nz48fmehic180cR///Xdy3m43/XLzeqr1zdtyyWfPGPehLvNwrtu1qTlrH3YPWoTQ5KsechkITELhBxc1AFwZQbRZHucnjqCw3wq5/51To0JXXzlDIL/XMTyebm703Va2s9DIadcIujZKkkXPMLlzzc3odopYxIGoR/Hw8mH4zEfTvPAMUmIAYGdISJqeSw+5gKz3Gcdc+MenJtZ86uvXpJT15eFhK9vNi9f3rVN+Kt//PYvf/++LzW8S9KsNTCJZPOg2oTEIZizuuXabmNmDvV9qZXnZIQKEkRiiLU0FREWYZaJlHmhpU54pudn4VmneHkdTe4pOXemzVG0gBCE6pEdTIvZ7KtXL3V/b6djpz6PcT5rfnz3/v0fftxv90lYJAbHy+WiX40f9MBM8zbuT+PpNLYiIyO7381nsWms2ND3aOZwqU2LiZRHILsILrwqYYFayXL1/pgqeBQe21bncwQpQCYouQosRUJ2g+voxTiXGgVn1FJEIIrqRPDiUSAUnSKKoVxovX6OTIYBZFrGft+ftgqWEGAl50PRHm6A1j/5p93Jqmg3f3jqv/19uvvaUyI3giKP7gReUkyUsudrYFWVYTBLiHAqOQ/UcwoSxJl5CqqtalQn4ooTq0mC9hNi2lWP/GKs+AKc+lKhfrl+SY8HAouzuLjXBejcojprwM6RdlIKMQWHKUrWkSwxWSAiysTFwKN7TzR6QypqPIymRU0BMLuwgWuInqpWagCFOuUXQIAmSZR8BWKsPwKRQ0iEuA4mXY3M2fy422vfC8DCkw4BgCMAc+abyOuAGXMiuFkuWUvZDllHzblQlHYebmYhiDTERDIU5DF3Yz5CH7quZ3k6jbq5bRcvDkf6eDqphlez+Wq2Wc4XY8nHfr9Z8+9++3KzDNGRh2HWNPBgCAQF1FRJMFmPXc7LEE+nA7529TzLLZ8jBac96yrW/oyTd6pUSwOUyZ1dXYe+3+12h+7I7EMp73fd42lYfOzJrYwjw1eRb9rYzDirWuN19sVE5tBAR7Iu62H0U/FRsVjLfJYEmvenU3xol/O0nAmSg0xhLh6ERCq0krzeJXY+KtTQmRodVpssdE4DOqdE8SeNDaLLyu1XMTafCh/8E00X3EGVEUv4TPuUflqwPvdyzxXqZPonA9TrsYhrKBA4mEvvbIp+dBYqHjprR0rgJoR2UD92vapNlCSqEQY1VpTqoE+Y2mjzhocCrrRQQlEb4TDMw3yzWb8MWY73j8djHk0H67py7Lts3WaRX7y6ebFqm1xK72a03x/0229nj/uU2v6wN1VVTyHOUvvQ987gWTJzMwcJCztRdRrVG4YFDldyhSuq/NHNoZ9UqP6vL1I/PRX4v2qx8c9/w2X3Jie7OI6e+3WXPKXa0mMCiJFiaFIomp92PfVDMIMR4LM2fvV6M9vH07FXsygchfJYehqSlvFEp+2BlvM28CIG641GRKf1bHZcLVez+bJJLtwu50gz77qhqE2JXU7MIrG+a5fxrYg4vKYQxSAxxCChxkLVob6IEDOYCWRn/PPlF+PaeDzPCkhwbfueEoYv74hNwWpeU/mEtWgZRssF9uL13R011LreNuHNahadj/f3D+8+Pnzca7FZamZNcxtins/22xMFzBv++DjsjqcUZHQfii8Xc4lBAFJjNyHJlYyLyfqHs+q02ia9xo1V+6YRqEpjVWhsk85aE8mEQaBimVQFMDKCF2U1VqWSyZmCCzg5ooEJqs5wQYQGHVzG2rK4qM0mJgqZDkP3FI9zWt7G6F6ylqNZrj1m4Cdcv4mN4nA3nE7l/sEYgSsBosAzRkU7Q0xI0XtRYa1rhVr9RoKjlDL2neWCKLFNcsm/fV526PwmcT2p2iVB6grSda1eqpLxi+/zy/WlQv1y4Rzl5O5EJlwE51nFuXkxhffYeTwxmoUowoEoeAmmalpc3QqDY4ipkI/kxSKKutmQNRcFvEav0DnJ2c1c4UQklV5jDI8BKTBTJd/YxYNBBiKGsyu8GAtHN3a3rKf7rXV9AhVAgAiq6+ZM+FUT3yyaRfBIRGqH3aGYqXoudsx6zEWA2MlxFiU2t29mm/XdsdOPj9v77e7jbodIs9vVzes3zdff4OVvHr8ffvz2cRz5q/VX+hsWof3x6cf3/7yI/PL25es3f/7huw/7pyfLDDVGOOce6SdvOH0qhSS/OklfFVBTbUq44n77lT+dqdpQDDD2qdtsWvrudDoc+mEA/Nj1wwgGWlAgtEwv2vCyCTdtM4s8luzqQSQKQhAiPo4agozePQ55GEr/ZK/QBI5zmPVdt3s8bRezzWaWFlGiqJeqx2PRUsycOPC5fyr45Bc6//S1bXxeoN3d9JoR9dNj02e7/oRL7/m6dXoWKn7Gs//JO/1p527yYzHMPZvpVEZXcKkQAYLCPppqUTAB7LTQ2LJFyPI09odTzoWMok8SSnVXhU8VK0sKMSUBlRhA4syU84hgrk4iPWRX4EP2+/3jx93haS/FVJWcGqB152HsXPvTUHL5sB/+6WGrQvPZ/G61ngcp3TD2mmMZm8wzHsmLO4XAMYFrGjFNGnN4YHeGuhkqTcBChfOCTMsl89T/5RVjmlT8t8Y1+n/DK3+ShVuH+1xTW5kYIBZiRghhliKVcbs/3hLWTUwCYdxumt/evXx/v/9f/+IfzHy1iLezSMUcJbCXYTxsDzKU4Th2uwFK7Ng/HX6gDx8OBwG/Wc87lvXLW8xX+cND2R+0lDwMqWl88gw5wCGITb01ocDCHGNM1QclHEMQkSgxsDCfH/VzZ9QB5otz5mLzcwLVbvdzHDRwEeHSRcLIJMTOcKiaDcMwjqfDdpdHffvy9d3tOgWV43H4/t27H5+2T6fjYTyeRuF+NWtfrOazGNYpFkJw0mx9Xw5eekLgQAXunqpYNgSjMKq5u5GTQy5pFH6G0Z/rVpxTlciIGYE8BY2iQMfoI2W2gpzdi2eDGrxqwxxOzCRRwKEKb82DT4HJMcMG92K1Qv3k0QfINOduNzSLZrEgSfDBfHTPANztgmT+hTuZTbFcNI6uO0rJ5BlO5KU68JxYAfVnoMw0fMnjcDodGcwpzNerdiIw1K9zreCLljMB95w0Nq3oTnQtrvcrfrN/qVC/VKhfrs89qwYqCIWM4FdQt8rGn4a11SPfqDKMiIVPw/Dw+PT4uOuOHYg2m83LV69SO3M3UwY8a+mGPufRHCzkwLTWGaDERAYrmgFzySlZTB6SM+DI7sXPfM1ptqfmTkIQs3rEH/vcPW05j3MJCYjwRFBTJixE3sybu3kjsGjWBmk51EWiNz2UchgLTIkpBm5iWizWi9ULpVEfx4/Hh6fDPUe+Uf+Pv/5TCcvTScjWXvLTh48/fPfw+xcb8RPxIbXULJpm3iSJ88X8uNuWcQSQhFyNGCJik+9sCnD266w7fp64ntlT9NxTPIfQnylOzyWCTtI056kIM4ep5jL2w9DnooEpOw3m7CiwBdMmyTJxE8QdbtxQcnGJ1DQsgYv7LPFvZrFdxfe7/n7bb4fyYTv2mW6XupqNCdZs94vDMc3XHJsgPJ4FFSQi4mRcU4noEinwSSbqc7H605qF6Iyoel7Er5BS/JlDFa6w189zAP+kTfczmQB90rH4ZCRdg2rATCwoDCUHEUUDdZq3R33YHbLmpmnevHpBYR5CdLR93x27cTRXMNwZDqcKgGW4k4ugbZu2baqRv+9PHHIM4oGFQpeHx4fd7w/75bhf5Z11p3EYopmrk3nDnLO+u98VLRCWRlaRu1O/O477U5+74baZhdpuyjp049jIabAqsSzuxXKBE8cJSEbQScTsXj0fZ2CCualPb8Dnzgr/VovMZy7+WdrjOStkCpP0aWDwHOEwBeBV0TkAMzKHWhXWRsHNookB2+7EfSjnpYzdE0srITjGbsxHO0pmGSmlt+s1xbQz/B//5e9US2a6P56WTTwO+d3Hj0c8Phy7ohZT06QUJNhZZELCEmJVaAozxyBBUogxxRhCFA7MzCTnmuVqco+f0KP8nOdF5+4bXVm73T/RQjCTO2qEkbtHQmoa1llf+h/uH//r3/5D+B//7O3bF1R6G0rfD8v1MoJ//aKcDv2h7/tRBygS3aybrh9Op9M60p/frXsDzxqR8IfHHam3TSMhWlFjciMwggQin6yr/gvDuPqQq4cgTUhNYOGOvWMMgkyqGMxgXqYztRfkgVg8VWDpqDpmTwTMmDNgBWGwPJjrJ++DX42ViuYuD7tUbqEB2pMVTP7YT26qz9zbBGIJiQ02DlQyVB2OcSBOU7zZ9ZpBXOpxIpdh6E9wb4aZu17RSqbVz59VDxclnZ+1HM9h187TYvEsm/gy6v9SoX65PunpTQ0uYmdWIjJjd74EofjF6XNeXq23TEDg5oT8frf79ofvn7YHlvAVEF++XIXEnglgZ1M79uNQpgXaYO7FFZVwPCVDsTmpoZ8DLCSCGGUYitrorlwHkYC7eY3DAZG7araue/j44ds/fHs87hcpLOOSymhlSBzbIHOmVaQZQ5iTGRPmqZk3jUQeXDc2nvIwllwqujIAoPlyE2fpfpfx7oMDCEGaVGJTNJ5KGqwdSjd2/A9/84dlaAK+fvNVs968XG4WMS76x67PPcgpVIaOTzy+OkwmuLNNHRD2Oq6EO5xhTufgUFzN+m3al8991EsqKq6QoOfvMjcrue/H7tR1/XHMQjgZRge7s1vDkgIvmphCULCatLWsjGiCIBKRxoB5kLhOoY0hiD4cH7u83XaDqpnM3OVpl+63NFst0hxxNlUK7lJTGO2TYtQ/0RZeVnqnZ1lt9XT7Mwh+SnOqlTlfbSr+s96qf1Lifq7rep0lSFe6r6k8vRDppw6JAyQcyATuKOYODkIcxiIPJ//ucRjy0DYmK2uXYcFztiaPXvoBubgZVWwmObvDzbwwlRiazWrVRgrkGR5FFEOMqQzDbnvcv9sdPjxR3610WJXDfDih73UoyXklMSUfuuGQczaTxEtp2sAL9iNsyGN3ooWhadq2SQDGsfTZuqJPo2qMndMg6jFJnKr8CSlxIcdNbjaCwwA1c/9vtxPT/1PtnP+8aqDn8wNN2QkTJveiOWZiuKqWqr8s44hxCOQEiknWq+Y4DI/b/XLTcKAUuRQfsnVdWS4adxsHNVWnQo60iC/u5ovNajgc3j9uv79/FIE0UTnNW7nfn97tD4P6rJ3HkFJKxHU8wBIYLCRMIhJjjJFTEJEmxBhEqHZB/Zkjd0GZEtOzEPE8BPh56x+f0mcvfnFMqP7a8/Zze7lpG6KVBvru4XH+3Q8l8Vcvbw7b7ceP25ZkvdncpNidTh+ftvfbY58VTDfLReL0lMuLRQyzcAIjtaexdPfbRYztcuUso1o2A4ucC6izGnQSKfBZNlvlIj5BHUpgn6cwiwjuwAgbSx5CLmIVHDVZHr2QjcSJyaG9DyVb1riR2CZCJnJ174qPDpuiTfzn96jbWPqDdfsS4HrC5axF17f0T0XSVSUSE5RHYuXAlWNoZqVjEjJmQJgEYAVYnABnnQIqdNCsWkYiVNfquYV8Jse4ChjMFTJzGZTROWy5+qXAYGYWnuhTX64vFeqX64/0OGiaHf8sHf4CTa/8DsCJjCgDXbHTWELECB+AoBpMowuKlYyci/lZTPW8pkz0GZAzQFSAgVhSShXfaCiG7MiTzv1clxi8d2dVG4fjdvfd9z/84/d/MM13i8W8CUraKy1Ss2lisEJQ1xJYorA6wJTm7d3NzMWGsd+djl3uu7FY9gYey/hyHhc3r0q3H7eb12tbvlhuvnkjm9sPivun08OTFhXB8uOHh7/8v75db+5effP1q9fzZk7D6bDttvvDocDbFMgdpZBQbf2CCcQ/wxriatD8uQ/Dr/ej6xfyREqf/vk5KE+HfNofxnEsht68Vy/uBNwyLaNsUtiktIxNCE0gBkPEZfLHUwhiAQ7EKG9um5gaAQ/vtu+6/OEwuoWNUpbtGN+PzeJVWja3KxBZMRK/3gQ+qUY/A0n9lyuaz23Yf/y+pX+bWx9EDjl7z8mVQAAbaHQcsh27kiysFSuEKE0ygimVQXSMNhoKKNbPwVEMRQJm83azCbPg/e6+dMf5IraLhYTwhx/u/8///F++//23m2b5799+M2vj/uPj/nBqcx673DB5sJyJ4eQIDM9+2A8SmOELpsg+ZywTrecxxmbMnkvZ7aVPrA3vD3oYujFYswgNYapNcSUznVrc59vRnvf0/z8uSb9wmWaO0gh5yZ5zzooYUhslSe6wP427w3GxnN+tmw/dqSt6vxvEZEYkBgBZoTawRnKdR/nmdr17sXl63H1/6GzUdtPG1Br6nLWeZUJsOLYcIzETc4iJQ3ACgjRtijFyampAlFSsqZ05yJ9L5/rvF0BcCtYgQpU5q3nMSfDqdnOznK3E3//jd8P9/fx//g9P7+7fv39cU3m1XN4tlgNxHHNUe+pyVlATFmtvh3w8juayWKy+vT/+5Yf3R/jNbJYWC+NQqj2LRB15GImo5pTR588rddKjQGHSGD2IAiNQ4MWyegY7UC4zc/IiNlJRDIpMNgioUJw5twREgA150KL/0p1ipR/3T66DaQezczruH+1IEkLEbAnDIGypZTqHqWgGRnAEIwgncHRnhxKcA4dQE9kqc6H65CoPuMaOMLMA7qZXPLZnqN41OnpSIU+Hjy+Rp18q1C/XL3dDKhnpvGfhWZ1fiR2T+bdafAQgAxs4xKZp5k1TnKHuWbWYBQmRY8l+6vpT1+XixYnc2dQAUS5QwIK4lGqe7mLqKazaWSNC2bRiPs21RoNc0DVEBBFz9CUfhv7Q971mMuuGYWAEcqYSmIMgiYXaijHyyMwc2kiJjN3cmblNDRWHw0zToOVpO96/e7Vq/+xNs8LbXblbvFjrZrNPtx8e6eP7h/tt050S+SKqnZ7k7/9pu7r5GPzu9dtlr3S/PeVS3I1jQB5H7dsmQWtjkWraO5zMqYbd1UXOL1O+ycryKaR+Cp49L2215CNWM9gZCElTSKrmvN/unh63XdcX8z6X06jm1AoTEIgCSDMGJifiyEoOBxMJAoPVrR/KcSiQ2KbZ+iZSLrvjuM8+qD/2Rcn39rSlZIubtNysZzfaNO4TzAUAXKcP6GxGIgIgU+z09Xz9nBHx3FMA+eW/X2cq/nw2Z3aGIlwUAp/s8Z96d+gndfNPnFh2+VeaTMhQIiWuDi+3as8wIgVGdS16BEdQZ45uGPqjj0dWFRcWl+ShaUgSTBgym9Htq/bF2zhjZy+3tysm6477v/qHf/7bv/77h4+Pr++++pO3v16IvHv/h/v7x2Y8LV2RdR1j9JIVkYiAAMqjDX3WKp0gT2Dz0nWjWwfOMaQokdAu21XarE997rp8QnFBCAEOYpVAdrEMu8E9kNgZsvnzQuOPLBT/fXXVZ49h9rMvTcxgungCfQLzX9EDzAu7A0hJUhDTTG6LJH/2ZnOzmu2GUS2/XoU24DT0p6GMamOxd/tTLnab4owc0EFB0HJUqL3/8PShz//4sP1h1x3JF7FViqeh7LshF3UidecQ02weUhQWFpEYYtMQE4RS24gwYmTCGRh0DgQF8WQnujpO0Rmf+pOZM32mjj2HS8Go6mZqzBw5kbsTk7CIW4TO3F82zdv1fHy8P358/Jv/7S9st+0e9ibjzGlOYjm7ObPEQByEU5PZLY3O4f5Y7k/j390//rDfv3hxt9lsYtseHcNYwBASAG5KLOY2QcGMAFfULvwUkuKkgZRQmEsMSFEZA0HhcC1QQNlqUJiTF9FRxh6u3gdTEmuoaVkgRA6NLgHI6vlq4HENvaeJLwiojv1xO4wH1UG18JnVQfST9/mKqUuIieZzVu/dbQoAO3ev3WDGNQYBEomCWi6Wx+7UtjOzbJq15JLzMPTq3p1OWsaU0mw+a9u24sbq8nxZkabVWs6iuUl/SixW2xlfri8V6pfr5/uGVyUMOGsYHTBypUlV5+R2gTI/01EJRKTMSpE4RYmJjbgQdTbONQs3iUPJ4/6Qx91oGYLkWjJ6IHoGmQOUVRklWO9ykjlkyXHNg3eGTBTMyBVQgxeaon5cMA1oPaQj8wG5wM28VztZXgVZpzBjiCmxE0GgABzSRJGghNz3RoQImrmQyphJneGWu2P3+GNZx02Mq1ebkZ0Wy26+/ovd+P33px//cfukrzp6yRQhSy30+JD/7h926vzvMi0XsJycMgcUO8HGGJysZ2LWoBaYpDqFWMhhDvVK+YFBjQAHF3KHMkhgcEXReiLgEAySFQp3Jrdo0IJMIFUHKIBCnSsfj8fH+7Hr3DAanLiO3AiIRKdc7rkfCTfsEUEjZw6EaATP1p/ycRz3QwnJeMmpWSzn6eu5PO3p+963IwZyjMPMtu16+/prI4gUo2EMkWtLXQGRwBDLlBVETuzOSiA2wAVGIHaymv5FzBVSU10C1zN8fa5GftqErb/UVblrILdp+DexXc763SkynMH+TFWr/fxqRKdzQE3tbbC7uefAiMKmpsgGNhhCpDgb9cilnHScYeyRK4aBo89av2WJ89l8c7O42cRZUC4kpU2+WjZ369nC964hJc5K3X333V/94+OPPy6Wq9/9uz/55u3Xu4f73397+Ha7Xbi9asKMrXNFDnMCkQdBBLRYl81AKfIy8IKldW4UqWhh7gWHEHi2aV++Duv1qhv3h5OqSmpiImZVzT5qJABcwKoMB4cI8jwaO5PR/wesmxo8e/UJez2BsFxE76h6IzoLUSsZwg2wGkXaEmKgJOnlLNy9Xs6Eh4fTouXVJoGw3419r1mRFR+OY1BY40yaxI0gcAWO3ePT4D+cxg/9eHJISsZNj/SH3eN2GLJ7YClm5t7ElGazyt/nGEOMVXsqIfIE0J9+nWozPdOk1C74ofNdLcR+fWqrJjy/dNIm6CkzVYEqCEJuZ4QSSbXxTULwyCG6s/mCwler9X4YhsfdP/31t+iPqQxN8J73j3lIgdxyIGpSzBRMmMyKUmHpqPzz09MfjodO5Obtr/nVq32lBUsAi07BVTLlz/P0kE7gp/ogUKkhKuaZpeNZDguhmAEVV4w5GgnMqBSogVQZpWgOpQ+ajRxKSDdlIdq6gzJoA0SGwXzUyi+YhMvwK035WT5h+eTZ1crkh6eqO6BJNHWll8CEwENibhtqec5y6klBUleiQmSgRB7YMFruhjEXj33Xncb+5Mc27/dQKyUPXXfa7yWc9sdjn7MIr2bzxWY9WyyaKOZZplOH4ZKFS3Z2JVTEv5EVeDF4+eKR+lKhfrk+U6bWBl1FxINs4jv5VUJlzZV/lhWSwdxqZMp0nGZ2ol7L4LoIXIS6UvbH7nA6FU1MyUBFi5kxgw3CDEO2IZedtOXF/LZdNCxiWhOgBcamcAOBnCqpMrtbQylITDHM2jbEWDu+gypzaqPMmMIlNRDPrHt2t2KatbgLsRFXKrUNBQQE87F02+PT+481HbBdziLJOOg//NV3//t//vsfPhzmr/8XLG8c0ZwCJBe8e3/IQ/Ziv/3tzXr9tpOP/fGDeQl8llISGzFsOjAzE5gNrla5LKawSICRwUnEzIsWEEVmBMBsmgpVM5u5qZplD6A4jZZUrbhGZiYu/djtj+M4qmqpznSqdhIUs/3ofbbj4ONomyYt2sBzioK+030/PB6G/TCOjvWqTU0IObchzBqZReah9OqnQUF0k3JRc7CECAmt09APFEgEgSPBVYubMDMzOauZWtU4mrkJCRxKbOcm6jml5vxJ0RlOdX13fhp3RJ9v4v0xFuc5ufcC6nruG9Kl0AVfwN41xHvihkJYJNRCz86gU/fCROtF+ub1i7k3L5a3b9+8Wb+4Xd0t29sWiQwDrNPhkPtjKXNCm9r03e+/+/H7H0+Hw9ev3/7u3//uz/78dwDuHz4cxn439BJTIc6gp7Ec3WaEWZAEiBEbUpAmyGYeNynMODYhNqlxln3BwFJCfPPmFa3Xp9nsqxdvF8Y7zYVG9t5sGAbXLpsZiI2FKBDY1NXV1FXdVCtn3ifoOP7FCNt/swMyPml+13a6uVX48TlZcxqf1pKout2ZSJiD8CKlV4v21TK1i4ZcV6u2jWjmsjuNw6lY8cGhZkO2Rx0PI3rPTaDVXFZJ3KxkPQwlF2VC4Ahpe5P77fb948e+5OrEES0ObZq0WCwgwswSA4s4U9WUE0k48/frGYk+zSaYIiIITk7E1wi12jC2C/H/PC16HghQxaCwu7sbM8EMTCk1XtTGzMyRxfLQn06mulot9237z4/7YbvdsNttOh370g+Bpapmmyao0mkoxyF3Y1b4KZe/e/dxgLz95tebr1/LbFYcYBIWcKj5IyCeyCI1vu1TK+I5H84cRuQSERJJYABajIq5VUaBQ1gVJYPd3FUL9x2ze2iN4Sju2cgKUEzHkpULyJyuUkTp2ivpRnWNQ0Ftp9DUWznrQoHnM/Czt59B84aXS2sbIlJhAO5a6dIeCQ0xGbpxzPv9/lAKH7PmcRgPebt/esrj6PDjaXf/8HE2n0MLjf3xdOzM716/bX71dZtWDmHCSKXe2ly9CGTPczEmFIMaqcPqoO3L9aVC/XJd16bng7DBlWo19byscoWKMDmelwQAVmXzzBYkC41wuJ3KKP0pzmcpmPp40HLqhyGPoyJwMOJpxGjF1JSI2aCD+hCDrG9XzSyJu7CnAAAgAElEQVQQEVzIjSy4Cio7bypnXF0dEFMC5XE8HbvTsa+na3UPIrMmzYmCFfJn5RITBIBBi2u26EwMcx8HPRzH/Wl0kBWwSpKtG0KQWRPvbtZztB3x7//+/vHjIecUeMYhqXNhNIEhfOrzcX8Yum3OL//Tf/ptkFnJFhNAnHUwd+fKK6jzr6lNoqZqxdyp+r78EjE7gRKdxGtsTMVzeZU0EdckevHaqcDZSkJgs1LGPJy64djlsRR9TgIQ4sQUmNVsUD2N1g36GIZZkhfzuGmCux+G/Hgcu6wceblMTB7I1/Mm38zfdPl91oe+dAphEEuIgUWsJliK2FiCSEhixlqK1/4nSXVvnSNWKsufiM8Ro1PQ9QVzSWZm7uTOInRVlT6Xp1ctpivlK/2Lvb+ameBXLq5qDjf3y776XLPaVPebw2qSZGARqdteGcf+2Nk6pwaLubz85vWvN3cLbu/mq5vbu2a5kLmEGVMDEtHRT9RRARllc1XdPTy8+/AuNe2vvvn1N998k5r0tD8Mqi7BWQ45fyS7EWoJ7hZBTl6MRrcEXjS8mIU2Cdf7RiLHRlnUVCVw08zv1uO84RBdOITUuASWJEFoNnZdpuCq5t6ZFSMnGsfsZCJRjSbW+M/PA/9vNFLPR5Sri5mJqpe/2oXo8pqKQY8hBEYIQsxtE9+8vvnVq6VzyV2/TNQEGrWchv54GnNRm1i7vsuadeiszAJpSCkEFjJ4AZw4pUjSjBwP47jr90ULEwBWUxGJKTaz2LbRqtIwBhZRVOyUMzlP2iigUpGezXxWV1miCkCeIAqXmb7D4Xax+Nc1ecJpGmzqt0n9DnGeMlaZyL3OD0w1W4lkChz7UQ+73XY/noZx3x2sDItVCpRiYxCCGAWSSG7dmN/f73582h+LbjOaOFvfvnjxq6+a1QwUzJxERII6maoZnC5UWvwkFZcAEXE3d2LiECQlpBRTdBbxUqEjRMRCCEFdgUCeidhZVAsDaBPNElv27mAUC+YZIuQelZri4ggEdghzqDa0ij+YUkJATGpUqAZJAwTjiyHyGU9zCXhqBHez+GoWlgAsnpSa0WOGOIUAO2r3hMN+//hwvH+0ftD5Kr1+fbd5+9ZHp94Ou72aQgvGYb5abG7uJMr9x4/379+jjFwylbFJ0VUF7EQOk9o1tzPTt6bZmbF7IBjgzP6lRP1SoX658DlNmBIKTctQVRfW4SgRTTTUi9GC4ExKZEwmkhm9m6qOp4N2aS63y8T9MR+GfOiH7FZqdjx4kv25mRWHApltlAbzRbPetBLULJNBACiRMiNIdQUZ1QYbCNmKEBPQnU77w76uR+owIg4hEFiN1CbbPCgQReYAYgOpM7s4XE1H60fvs6s7vAj6NpzEhSXMmiQkR9l+NHr3/uS+aNvXTXOHdm4FFHrjKeC864bjP390HH7zq7s2uHs0G5xrCKtWopZTrO1BczUr5jbtPARhLmYMIlBRM3eiKUkcVYNPpKqlqIE4RAqSVUmEATcntzpYLGM5HI+Hw2HsR53qU1TXMDuEEJnYSUHF7DDmLucwcC7Z5rEJbMXIPTI3URYxtFFaofWiUVu96nO77bTz0TEjmc/a1Wad5rMxF/ZoxKFpnE3NVdW0MERE4FRrPBaiIDVyu7ZgmEFORQsxTbgjeibvVO7O89yfPnE7+Ccofv8jrbkJCPAL3dRJKuJkZ/HrmWI1zRHsTKI0q3xKqlm9RUvf9Xns3RYivFrP5svQIixjijNQo0pashGRiOdhyNlAwfIpa95vd48fH/b73e2Ll3evX84X82EcD8djMTRpNm8Xp8PucRiaJqVALAhERFQM7lPCA9gVNhpZ1eI4G8kY2JoYV63Po88SOPU5924jEBJSTI1gzsnDHOaqehiHvmQ1aD4CwsReK0KcyQru/9at0l8+Hl9/pvSszSOWqUI9T/aZpU5qYwgi1KSQAi0aamdxsUiz+Wy5nnf9qaA6rZEHK72V7GYu5MzEwAm2LepEWYFOyXUZiZ0655FdJZhIr2U/nPpxEDonqAvmi8XmZpPayOzE05mL2ZlIp3fLYFP7+cLa8Gtr2pWSHOyEqyrP/RJtClw+hkmtQs8SRnc4MVxNhEEoeRRQioHUHJzm83a1Qkp9zsMwCBETstruNLRNkBCJo5FkJwcPpk+704/32x8eD0+jlti8ev317M2bxYsbJ7gTi0gITmRFvWpiqnmf6IqT7c+KWwGZwI2hU5icg4kDszNP1oWp/mIJYJehdw6aEoTAoFmLtqEhW7c3YrTNyBU3YpQKggNEK6FV5GUTUgDgqmejPIGZu9FOWcu5y1pBpnoxk1aNfBUpuLeJXi3ikpgODI3hiDR4W1zJUfxwsI8fh4+Puj3o7lAcaGizev3ym9tbMTr8+PAHkZJHlGJ9592QVqtFmo/NvEvtZja/mc1ZDWNhq+oaOsew1KraLkoON7hRMnKDF4M5vnj6v1SoX66fX0ootTrFFbjSSZx+MkFVcycyYiWoUCEfvAw54zDmRVyZrgKr4vE4bncHdXKSqks0EMyJDK5AduuJymy2uH2xWq6kbTJ8hKvAoM4gcXbnCzCUeYJjs0hMyd2tHqMBBwbVQa0Vjl7dCiSEQJD/m703+40sSdL9bHH3s8TKLZmZldVVvc1MazQa3bmAnqT/X4AAAbq4S6t7qqu6lly4BWM7i7ubmR78BJNZ3XMf9NADQXlAECSTmQzmiXA3N/u+34foCAMRIbAZKzBqzppTBnLOBTQhLCnbqAJmOII9Hodk+3cjPB4SYOv8GXBDRMTGzAqQsjAgGHbH/O7t9rs/fnj9etnUC5ExqzC70ivJJkAMSApSBt6lO1oMQ0VIQYCGpaWHxA7slLmp8ARQncb8ZiLZO2YgQHCIrGpZ0xj33XHfd31KpbpF+3hSZ8LKc2AKpDmXOFVABAfQeF61FSOtoqpBXfvVqm3qqkJuqnDUxtcVEAmgIlRVuDhbv7i+nq1WefJ3ATk35C6BMTgARGYmnpxhSEaQUoo5W0bHlXOkqjxFNp26liKldYdTnoN99Bb8vDD9tFR9hpacGF0n2OwTOunjSB8/oSlOvB4D458d1KYweDzdHlBFA8fOey85S4pD349N31s6pDFlGoygbcFrkAhAJTZc0FQSIQkQIqUx/fDnH29ubkHt6upifX6GzMNx33d9zrmp6rPlWR4HST0gJVOHEA1YlIAIkKx0W0zAhICJInFGzkR9QFzUfN6OFUUHo5kS5WyiKkNGEQqu9XUznwdXAeGg45DHvhtQbMwpK0hOkqWUgSJy+o/4GzZzEJkYkAiRnCvNQSIk4onSj0hISEyInqkKoWn8vPXLmhYVns88ef+w6WJ/SPujDtGVZ9cgjMCEDYMZeEQTGM0AKKvFMR+S1cSB0CEp0yD5mGWXxmMcFXA5W4wpxhw9h7Oz9Yvri3ZWPWmiEIUAi/5jymjWZ036Tybgp3IVJ8wrlIJ5QrPbz4S4U/Bp6fxNFR1O+Slmycw0GyAhAxixr0JovZ8H92I9//L11atFtZURtlt3POy8HLe7h+NYVaFqtKpYkTOS81Ua883u+HAcqqZtKkrN7PKrL20+V8c5JSJAQjXLoqIKhDTFJQCWSc9TMHN5dKW5Sggl2k4kpyyJTIyB0HmoHJuzpEkkJQEFzKjI6KRqoG4M1UIwx9Bn1YxOgDWmjBAdZefE2JAQr5vw5SpcrfxiRt6BGphYqTyzah/xMGovliVP/FTFVIxa8JRHDGWQ4xjOamcd7n4EVDfsFDutwBRtGPTwkDc3cX8UU6wQEMmJxO1u//3bro+7uzuS7BFF7bjfS0qH3daHEMexdv6L9cWr84vHzWPsRgOjIqA7mZDxY1ZgEVcriHISIkI1/MxD/Vyhfr7+oillBiiAGQEQGIxsApCXhZHhkx1eDcgQDBXRCDNAVBlzlCx6rB77YZmUzO/2abvdqTVqjoARfQmEPLEYFSC7AOvz2dXLdVtD7YQ1EykpmAmamImK6Ec57LQQAhJ7v764ePXq9e2HG9BsoH3KhzE5zw1oAHQIJReovDlCRnQArAKAmiXnZGjOsweqiSuqHAaiwtqGLsuhjx+2XTcmDEvCGg28gREJMapZIWwbgbrD4/jN799XwX311VrSJkP0nhFB1UxLjVlinxQAiAmxUA3MDEpAjhoCYgkZBwMVG8c4Dj2BLWaLqm5AVQEVzDnSLDllJiI2ggymqiIpDnEcUvqYWV9ct8jM1Dg3Q1SnIkam5b4vAs+CO5s3dV3nbKBYBW5ngQIromPKSEk5KkmJdnRUNXXVNr6uASqiAMijiZbuFjERE3mRUnQCMaU8bre7rhur0KzXdVXX43A0APbBpEiIyxS+oP8RAE0VzJDwL2vT0+y0bOzPqtC/+Cb8q3XtU8bqRzJ2SRj4mNcDenI1ABbwfolq9czBuQgQj4fYzWUxF5N+GOOggyJqBKczN3NVAMTSTUNASdJ3Qxrjcd+9++n9fn+cz2br9app6lLTMJJjns/nuj4fDrvepKlqlpg0H1QRseFCjjTRE3DfkTonzgvxiDgQNDPfns0GZyNaryrOq0DKIjJYShgZPPimqsn74KtQz1jH2eiQD3137McUD0ikpzwb/JsHhCMSMyM5IibvCMlUicixZ+cKBAgRCJkIGW0+a+ezajkPrYc2wHwRgGx/HDBpjtIfoieqg2Pis0VNIRy6sT+kNTtR3GnuwbLZKHDImSF7hIqZnOssHUV7SYC4mi9/+cWX99vNh4dbX1dXF+fXV+ehcmqAxIgoNh0oiUhNU9bnspRPKtRTJWenFayIOuGjpvrjk3gSvxgxFJGPmZmdbObF+edcqJGCC8674KtFO7tYLi+Wi6vF7NWqWWGuVyt3vm5T/+jzJtiH292Qsc/mWjZ2hfbbDXnbx15guZg33FbLVXNxkb3LooSOHBOhmZmkqatuRo6QaIJplHbgEwTmNPyfNGNqKqbTIglcxDyMkiGpjklMADKioRJSgPkSGCxUYqAF3utYSQYyhIio6NQQzCOuHF3X/nXrl3MIvsCMzREZQFQAcDHDppPNcTyOomYIVDwMNoFRqLhPwRDB0qO8+9fhnpFNhtEOBxNVIThm63Zio1UGhhQcEZFX3W8ex+1h1/XbY+9VASkD5Bj7FLvdTgEc0ZeX1ytysyzvbm+7vvNET+iRqdl8Ut2fAnHU1Ib9nssR4POU/3OF+vn6i6HohH8UeuaULN5JRZrGDviUGs8IWU1EABGdM4SsOZuoyTiM2/3xcdvN4qLr8tBHshkYAziEosNRBEPIBonZ2kV7fr06v2qD65wOhNEFwghqCSyZJpWk0+B/apWJaEL1jq9fv3Ka//D736d8MLUoehyjUwZGIvR82kAQAIwJPQKBgqkIxJzGFEdVAArkAnqHHoABgQNQRYPzR4P7YRxEANEBM2AgRqKIBCYMpe8KDJx7ef/27sXL5RevrtAqg1HUmBDIDEE1l3Uayki1YI1US4oKIk1RW8W3C8aOkuru2G03946oqpu2CjjGMg2sgn982D9udmgyb/xy5kJAQrMYYz+MImVoOw2SAJTIgAhd7Ym9gSoXmaVB7Zkds3dVFSqPJBA8NcGRx0ykBkl0yDoU/a9ZVu1T6mLKhhQCAouampFzhGZIYioppsHAIFTsGcZx3Gw2m4d9287ns2VVncWxTzkjggoiKjNNCahmxUkhpmaGP+NuffwYP+ZUndDnz5D/n56lnvdQ4WMtis+s/aonkjZOo3ScMDVIhAzgzAJh5dkxmaS028pq6UwaXzWGqBmzptx3nbpaqVpMPG5ATTr03eFwOBy22/vN48Ojqq1XK++8pTwqIPt2NjOEgAB9v1wsPeqsrV12Q+rSKKOZMyVCgclKocTZeSMvHNTXPcEOYmIMgZU0oiaGlC0rpJTNREGHnHNvOpCO2LSVm7NrfVvX7vJy1h+P/QjGy/nCO69qCIZEf0s048mmiUwFbw5aoBBFWoHomJlK3axgwohN4HlT1YFNU8ri3Kyu2BzrQJYjjzl4F4IzQl/7+bnbbPvOxzNFkWGrliRHAzk9f8SsExHR0SwDAFjj/cX67Fdf/sI73nf7qm3Wi9nZat7OKkAGJjDIOh1RC6peVPXTlLJnzzt9mgs8PS31pJaCZ71Sm9LhjIB4olYVJ79Rmbp7R57nVZiFalbV7FxTt8vl+mJ9fr5Yzgl53MWH95ClDT7XAeYtQ0T1ApaBzDFXIYtsD/1m25kxV63Vczdb03Ll61nlyAy8q5S0vAx9imNKYxxzzqDsHCjqCdqv+OSMVzSCot0GA6Ipo1bVJAtStpRNRE0FLVOR2BhhAU9Zu5A2GHuNlIMHrRDRKMfAIQAQKZkRQgVQiVZZXRQ4qBKUvjUxIQEyhQAZaT/mcZ+3x5RVCZERpERSIWqJfMMSeWDHjX64AQJwAFkhCxhYJohgUYwFvFESNVElyCbbISZVyZpFA2L5i0IEAMlUADwgpdQ93N0Nhx+//SbFVDlnn6iPnr0VLz+CAly8/gLV6N+DqPH5+lyh/n+knYpTlqY9wTkKIemkHj29fJAJTUQQ2LMPDglsSoijnPLu8XDrH6JC3yVQtIJwNNCpdSdqCWEgyrOmvrq6OLua1y04yKQRqSN0ZgyWCYVQzXQSaSE+LX1qqIi+bWfLRagCdxOfJqoNWSqgjKTPWmyl/GNCRgMAMY2ShpyTKAMagTELaJQ0CIEZMQwV7yI+qkQEAM00xW85JiYznBinjOAMotixOz4+Ho6HsW08G0uO6CxbiiJghOgJuXSq8phzzpos+MCEUZUQ1SDGKAjOkSOfVftx3O6PjvB8HMPQb7dbMXOhbpeLx4eHb775Lo3dF9cX1ZcvaghD1x0fd+Oh00KrNtPJl2QJtE86ZENPrSePQoY5iwg4z+iJGD0hGSGoE2UTRnKexUhEh5yiSqniRG0UjaJjSnHYxTGLwexsRRWLpt1223dHGTOZmzUzFxZGFHPe7ffv3r1DYu9CXVVjHPu+64cRjJomzGYz55wBqggAENFfiiB/5pp6CjAoWoXnEaen7MBP5AFTz9ROZeonUazP/vmJzopU8nnNyJABHWnFXDvnECFnUqEUG7Dz5ayNEO0oQ2YQVc3iTV0ZRpthlpTSmNKw7frt437sRxdC085SjLvH7SjgQ+3reh4cghwefTNryRJ7mgXXkh/2vY4xm1ZIPDHgKRnHhEZAzoVqZg4P3WM/RD1216vzTJDVijOvcCtLlZTVun70EBHJcfIQi/C0qWsXaqDw+tWr6xevuuO+7w+TOPhvNcBBIjjlkUNRIRM4ckhkpiJWyh9CUM2qwt55hlnj29bnqARWVdXlxdIRfPjpx6Tgaj+bt5WjcUiHfvSI69Xs5XI13hz8MVZsS6KDWF8wm0iAmM1G1QSgYDw5602n/0VlRMcYgpvPGkASMFULQB+5QQCIpJ/EFcFTsFqZCTxlrpeaLpem3qRHxAlHNAl5yjyFJo+kKiF472ezdj6fzxfNejZf1m0TagSo6nY+X86aWeBgQ7fffNh8+MDHg0d0zlWVA63d9XI/jKLaJwle1OBhd7x/PFT17PpiGS5eyGKNzWyxWBJYNvNtK5ZzTsxkaDGl3W537DtVEZGpL2qG+vQbF1ybqppJnkpQm3Kqc8qAyVIGVSQMjQNvkEESWy9ppCTQ1rmeAbN5j95B9CgeWTOAeABmJQYE8ICeMTjwZKzAk84MAgEwuFph1GG0x21+3KeHLokZEYBhFhMwQxQDASugOzFzheABwAVgBmgACUywHFEhG2Q1UVQQl0QBs2rJniEiMdMTI4SKcgjs2B//+OP3SPj+4QHM+JmG4xnw6kk4N61KL/eHrGXs9FmF+rlC/Xz91Uk/wDSutU/Tss0+CRGh099SQCTvvfeB2IFkBVDR42Z7O3CUcdz3CA7LWo/ZDBDELKqNRKmqw9Xl2Revr85WTaAxoKKIWjJRVUY0nBgrU3NByw80ZGIizmrj/nh7/zAlvrCr6zo4JlBD0Ik1WsjQ0+pQ9AEApJayABgUxSpBSSpPAJSAsioI9Q7uE2wZMzM6JucSmBGSw7r2SugK6KAwccRSTPeb7bu3716/Zk1HS4fFsunG4+NuH3xV1Q05bwAxS04yDmOKaT5btG3dH3pPzN7v+548LZdt5SiLJNUokrI+7vf9MP707p0qzpfLV19+8Xj/8N2f/nW/36L86tXlHFP3cHPzcPcwDtEBIkzVSZkMRtWDyW5MV95R4MaTB4wIAxgxEgEBkJkzBRFQg2QuOGDICGOWQ0xZdYLkwMQ2Pe6P7+92j9sjOf6l/w2p7/vjj9+/2z5ucszr5dnr69dLawFQVPph2Gwejn3v2TNiVYfd/nB/f+99ePHiwjvHzOU2q8qkugN+VpbCR4SEfVoDnErPoqs1ezbHn/7o6VyFHzeEpwZt+eQTxWCB9xOWGXyZ5Bp54tqHwM6xc5Kt68f9gc4v6+Bd4xWFTIQgpnGMXHFD5CWLZhXVOMaxH4dhNICmaeezRRbt+8N+iM18cRbOffDILpZpKLtB9XK1WC/DMWwP252M0SEGIkCMCElADMxBYB/mS/YYh/1x2+1/um/OLrl2SXKM1nUxDkPwSA49eTPOycacOecwgkynPgpNjcTL5fKL169++dWvH+5v+/5oJUzrb4VmnE4RqioZkQwJzTIlNiIzVcugTOiZveOmqVbz9vx8fn21bmqvuUGTi4vz84sVo7z/4aeuT/OK2lnVMA2Vf9h1fTe8eT3/YnH2p+2oiATQOhKwbBrFkhkW8U3pWJohQBS5fbz/7u0P93f33dDXs9pMLWdTRYegCmZEyMx28nI576egoSm491n+uuknLVTG0rgFswkMjIiFAQxPqaIT97WMpb13TduerVer87Oz1Xw5Wy6aWXA1GhC5QnDSGLt+f3d3//1PHxaazr1hOUgTLdYz6Kq+H7ohjiLG9LA7bPbd/PLl2de/rK6ucjsXrpmdiqIpOCZFNqvrqmo8Iszn9W67OxyPYxwV0Io4W55JOwGICyZfcFLonIgEqskSiAJYHcgFIgVJgI6yKHgEBiHIrK7Cekahwkg4klEiVbOcMrDShLNyjJW31ltLFhRQQBVQQBTMwT7p7UHfb9NDl7ukgIACYxHvAhhALoc3kDJocTCFduAJ+JUNpDBtwLSUs4CIIGqoioCnwsVI7aPQ4fTvR7W7vr8ZOoXTWQSee+KeDJ4feV1mRmC7JBFQngfifr4+V6ifr5MGFbFECxfOtBbpTHFkTuCT8pXy6srZyDECqAChq9tZNZv3MVpKZiqPu3gvXRzxUKg+CdGhGmsGGw0ikDVtffXi6vVXV1cv6lkwyhF4MEhobBlVMymoipnyFJOuGVQVAImZ1fSwObx/9/5Pf/j9/rAHUHLh4uJqxmj9kXIC1JJxlcECESMWJ4MAE7qsZCYLB8SIjoDQI7ee5nOiBe0DDDUd5v5dpvcg6BquV/PZWahqZPSew/nCYtakKiVSxQxySsPbt9+zPDj/9cPDD/32w9/9/df3j4/f/uuf1xfr9fmZGnZDHKMg4tD3+/325cvr9Xr57sfb2rv5YnH/uD+/XDezAASlXaFoOef7zWYc0jfffCsCF2fno8Fhu/dqpFlFxpR295u7H9/vdgcDDMxdzADGE9waFWAwexz7LrhZFebBBVIwzpazqCSRLCoiglxcz1mdqCglkiFpFw0NA4A6bIJn5iGm7cPjh7f3Hx52VLn6bKVkm91he/uw32xySov5kjypKoiiGYCSI0Lab7c//vhT28zv7x7uN3eXl+erxay4wgigAEdNlZ0r+/pzhOHz3qg9G+c/FaRFAKD2xEqEj8WqlS0Bpi7ddAwz+2jkRwAkgzKjVJraemIgBmLIwG2oF7P5Yb4cN5vdw+67+C3uhl9evXi5Xs/nMxmHY0pp7COLI0WuZIQ8SOrGsRvg0MdxsMD1rJnNF+jIoKeYcozDscsjD92YopgSACdEbWfV+QoxePKp6yCWJPlMKbvgQ1P5dsEX5+76hZHa4+1ms819dKvV1cVVHeYf3t4fDwMTrZcz41YJSBEZE8iQs0V2EzNSu9wjoSE479bn5+1swexKz+9vUaF+zAMzzdlUiRiJFSCngcw8MSKYCRPW8/nLF9dv3rx+dX12eb46P1uwCoAS2GoxI7LH7d3DsT/ETMEfzMi5xeXqVR0eU1SHx5jRB2JWhWxaVJNMWJaIMlsvg2ABG3OW4+EP334z9IMCJBFJgwx9Ti0Xg50IkE3UddUyHoFnJ+FT/h0ioCIZPjtp4cSfAkAjfuqouY/VHpohM1XeV97Pqqquq/l8tlyvZ4vFfN4QeudqRs/oiu5JQUGFMccx3j4cujygT7UbRHI0C5oZQ0A7piGpRNJ9341ZZlXlFvPZfAbNTHzdZ0tZSEREhzFnkVCZdzyf1y+ulmN/8fjw8LjbHVM0VVMF0wk8bU81HoNG0N4Tz2epabQO4hmyaEZQVRRJA8QB+wFSFE1qoNSSMkeHrlYIagTASqSgjggV4mAhEqihkCFCxVQxNmQNKCBEowSIYKQgI3ad7XqJWRyBK+IQgencXiJZiZJZifqbaGYA5ZRiUz4WPqsjpzvGRKcDb7mXlE/OuClYojTCTSf+w8eo7p+tYs/33ZM6FcAQmBEwAih8NvN/rlA/XwA/b0eBwZQeZU/ivoJKfSpgC2K9sDrRcTmlQ1PVbdMcN6hj4mymBglzBO4YMhMhYULzYGgo5HA2n59fnb384ur8xaKuDCxqTqiZmExIsjE6I8iSkogZIBGbOYOkmoaY+tgP483Nzbd/+ub27Q993wfnDOny/KJxsLtX6wv9WkUsoRYqXj8mdGXQY6I48zWSR0QFA1bvuaqdm3ucVeDpWNUffLjP8b7vJdTz9YtXr67M1QlYAWaNp8blMcdOhj5mzclGlc24Gf6c8fVX8/cfPty8+/bs6vzu4eGnH39SFTEM1/4AACAASURBVAPaH/rt4WiAxBT7/njc11VlWf70p29Ws8V8uXjY7arKIRARA1IS6ccYh0GzDv1w7LoUMyEud+cxjU3dVOHFvG36rttt98euQwAmkmn09mR8IQNIAIPoqKIqRSX50fOu5U4rGLJDTwgIqoAoObsh2TGmJEpE7PxyPm9ndZ+G7iG9v/mw2/fVbLZ7fEyoj4fd8XjY7R/BwPlQtw17Z6fY6bZu5u2KiA99d+yGzeNmiH1T17PZzHtvqgJARET0ZOR//v5JsPj0px/RVE/Sv48o7k+JVB87sWUYW0RwUwsLn6K4T6evid5vOlXCYgaGbLV369ksLpcHME9oYJuHh3Mf5t6L8544VJx1zFmzKCBEkSGOx+Ox67pj30XJq8VyMZ+HEOq2qarKhTCMKcWUcxQR74P3Xr33bOAZ2rpGajzrvto8bB92+/0YMdEyNJf1vL24rF9chfMzsbRH2AuMafzp+3e5y1Vo3767McHz9Rq01pzNUQnbUtCUk1lyOhUUAoqORURFmlCF4ImZhOxvIofDZ/YgADNVs8kahCVOU3Uy49fNy5cv/vHvf/vbX/1isarbpm1rpymaCaIxmORkosH5pmnRudFCLx7UhH1DqMfx/TEtHc8qdoRKoApiIAAZQAABJwgQmJbiMWXZHo5ohoRd1++2+6HvmmHu1BBBJGeJgCMQqgIzc+TSX5sq1CkTaqL5nwJ8C9/iY31uz3D+TDSBCwC946aqF4vZcr5YLxdtO6uqULVtVTeOgNBxCZKDIjcvLUsys5xS13WxP9RBL1cMQJJVQT2AORRJhyGOaMc+RjVyrg6+riuoqsQeHVWA4zAcj8dCrMsiMcac3XI5P1uv18v57d3d7eNGcp66hpOUqji5zIxNRlByBLPZGKpkNsRRUoY0QsVkZDHLMGpMNIyFboCE5Mm0LPGuEGMRBVRMSRVZELOhIiqAZwzMjpBAwYAMHBkAEIHwSaiGYDgxTBChwgkwNyVyEfC0BuKUU4WAgPkUsChQcgjLKAFOHrWCH0GHAAAljFvto7io3GQ+CZD05HCb7rd9LFWfT/lPU8npxv/1Uvbz9blC/f9vdVqmVDClLpW50BPTD8D0VAwUjFwZlBQ7IgOBChjM69l6vtrRbUrTvo5mYKIgBiAaAwIAA7EP1dl6/frl1cvXV6uLtvIZcqcmRFnUGB0DZxMtdP2iH1JDIEAyUY3pcOzv7h4+fPjw4ebd9vFOc0bALGJm1Wy2aKqc41FSjLEBRJOkGkkDEqJlkWyQDD352lWeQVGjimCCinDu3aqh+QIc74G/7ccfH4ddn+dV++bFl//wd292ndw9dtvDYJ7r1ieEFEUJlFAZCHA87g+Qbm5ub29vH+7uf/rxfTf2zjkAf9yP9w+P/TgyuyxZ8hi8i/34mLTb7yCllMbH4yGlV1XdOF+lvN8f+/2hG/shhhycO1utU0whVCDqvVuvFsv5fLYIkjIBzmezpPoAkFQFwJDU8ol0gxkgASQVNDElOQFjwADFICuCOITAHJiAqfSxYobtMd9146iCiMHxi4uzL1++gEB398f9YSfK3vs8RoHkTNUyMxFyXVUhVOx8MbWr2Xy+eHH5KiXZH/abxy0grpdnX37x5vLisp3NVURVkah070q+0X+fG/+xOfEMb/o0xX+OoZwgpzpJVieTR9nFJtYPTgODU41iYB8ttaYo6ghnPlyulsGRvHoxI6oU/Bg94ub+4UDUtrPlYl6HVslEGYzUJKWUUgTVJBkRry4uVqul975pmqZt5ovFbn/c7vYxj2oaqpDqWiTVgUI7c7O5b9TXdWb/42b//RDvjp0jejNbr8PCra/C2Zmfz/qhG80pVyDx9t3duOuZ3OF4nM3m/nxVe+epGPQIAM0s5ZREvFExqBmqSU4i4zimFFNKOeeJhPA3PB3bp53y8gCQSE1Bra3qL1+9/I///I//8s//45vXL4/HHQKY5SRZJDu0IQ5E5F11dXleIWYT77nvh/dvb459f7Wqt5tjd4R/fvnifNW+yHLbD11KbEZpKlwQyRGBSipQt5KUi8RMBjrE4fFxc9g9zOYtwRwAksiYchxjElVEZi4eu2dyImLmQu1AYpz8mgAET+TZSWw6dV6RiQmAiJnZVVXj/eX67Pr61dnFRR1q1Sw5gxgaIsOJN1p63UiAekLyZZE4DJ0RcE3OA3Acc+Vy5YAJYhz3Ufqk5EJbN21VNc6bc+yc56DADCg5C2BOEdS6Y4+aZ8GdL+dnq1ehDsny0PdmwEw5T4i8U8nlTD0oMqivNeXhcBzHlLIIG7iAGRUMnCMBZIOUwAwYNKGNJkGNxRDUxDRRFhRvSXFQTiZilsySQlZUs6cmJJ9Ol4JgCIzYehaEBIYIauYZi3JUAQUgk5HhSfVbGr+gCFZiqxCTGk26YNBC9AAAAwZwhIEBiq3Kig61IAJOWWJI5bQjUo4OSDSpj/SZUm5qsIOVZwxBgd3YU1Du5+tzhfr5gk+aS4Cs4BXsIzJ6ii1SxJK9TEVZdIqNBDMG8ICLurlarceXXzSzpSKpEKcQUs2JLYMAVGDsfF1V8/ns6nx5eb5aNMywIxEXThnp6iCBAbKZKogKOfSVS13f7fvd7vH24e7h8eF4PHb7w/6wjWlUyWCKSGYwjuPbm/v5r3/x5pdfb5uw/3CTuz4qeCwhdlB7UrPextJyGA0JHaE6NGOwmnhVh/NVdottn/+8O/63/dhLA8uVHN3Nw17/6wd1jh013udj3B7HEmTlQ2iXy9W6vlz98vtv/9PbH//3t3/+U93S9eWr7779/uLi4uvf/F2OutsdLSMDpzEmSWer5S++fPP+w7sP7969vLze77e3tx/a5TrUdcoyxmQAPoS6bsCgcq4JlUfujp1kcQhdGoc0rHleVd47DIv5YPJ4PGSVpJYnH8bHm6sAg8FopipinAHFIGUbs/bjsO/iLNDau6tZtZw1dVsDc4IwjHF7HLZDGhUQofF8ebH63W+/fnF9vR/x17/cbHuLplzJdrvZ3N01dX19dr5arq+vXxrS/cMmx+P2sOuHYRjj/eOG0RlAaaoDc0FrqaqIFGVbqUqpqI//WoWKn+D14aOZ//nXTu6DjzWmlMYKISMYmqjZFORVJgJP5ahahoKSJWZwzOjYHJl6Eo/eu0XbKmlLvHbV0nkc4tgN/bHbbrbvf/hptVqcXV26Fp2QiI0xjmMfU6rrWlTqpq6qmhyLSJacczYR78jQgYToPCApItf15dWLV9fXtzf3d/1+s9n/fvP4vjuOpt7o5jCGhyNdpNmb0M6bUXPOIINSNiKKx9H71HieBUKJFkf04cTtkmyF3paycFVVzIyAKcWkOjFrnxi9f9tdsozFEakQUdGUTtSrKrjXL6//5Z9+9x/+6R8W8+r25l0aBgAgLk0wyWDdsaurYGpjtkGhbkJTu30c7/fDjx8e39+HzX5s2P/6Qr96ffXrX33x7e3dj4/b95vDD7ucx2xSIi1cRlLJ04uGkIjVxAwk5pubx5++v1u0L0yHmFMIvgo+jTENURFGKyw2N0lPps5ZwUVRSYZ7IooSfcRQlEK8/OaIqCKOuambVTu7PDu7OLtcLZa1CwzgkM2zAZoJASFQNksnKxarkJkLIVSeCYYke819tAZDCLX0YpoQrXKEZn0/AtBiuVws53UVCMxUWNVATDOqVESR2RSZyTtHCOMwDN1xMWvWy8VyPgORMY3E5AoIDBAMJWdmQudNPGMw6PtBaZfamTaNqxyaDMMgoQIOWAV0DQOQZoMokMTAxlHBjNEQIBAUB1tUGyKP2Yqb7bHPmy6uAtfevD3dK3AOxKGhJS0jommKX+JmTvZ5e2rLlPPElDpQRKhoReNWvg+pnFwL3aPQo0vXuhw0jM1OYdZoCKf4PCjt/1zA3wB0ajTT6dSNk5zDeOp+GwK4wpkpz5nP1+cK9fP1lxcBcKHxffp1BTACevJRTYlHBKqeoAECF2x1xkaPXZ9NTYDFe60DeDATSzU757htm6ap2+DmHioYIQ6ax7EXQPDs2HkwSDEXKJVmGvvUD9Z1+rA5vH3//t37Hx6393Hsi72gwD6JHQCYapL8/vb2+uWL16+/rMhCFqFt7o6mSQHVYBCggl8HjWAE5sFqZGRKntSjNHWuznZx8X7z+MNdfDwecL1oz87sfn/c3iMs/XJeDcqiOWUiCk0FgcADBtcu6tdfnd3ffSNj93D3/uvf/fpicfGf/6//8+L88uXrl+/f3vb9AEQhNFnEMa/Xq69/8eX93YeHzc3/8JvffheHt7dvX775Mng3duOmH3a7fUppGl/TyZsGZmApJQQggm44VD1x5UF1THnX9ccxJYBUfBjPKlQB6M0eRXeijZoDLLdVBLJqFgOxBjGKZgNBBOeEZ4f+/fY4dMkMgQkcAIK1Tf3LN79ws/XLV4ftoPvYPR42//X3hz6mWajqULV1DWBD3x33u+Nht+/3ZT9+2DzM2lldNfP53IfAzFC4iTqBjZ5/gP9vRJD4b38df5YhfioRqDyEZ34PgBINBAQE5Mg59g4yWQZF5oqJCJZ1c1a3Z3Uj+2Os4t7X2+3+5u5+87g9dnF1cT5bLQFBc5wWO+/aWYsTohtERLKklPQUfzP9cCYgMuTl2dnl+uLuZnMc8/vD8aY77iUrkgDusrzf7vl+szp01wR13YIgZCBFTx5NIEtVuwAGeQQTx1wialWzqKYkcYwhewBsmgoATaw7HrtuiGN8oiL8e7Rx8ON7xCIzIsTL8/Pf/cNv/uHvf/XiYplzPsRh7LucMxHOZ3X59nFMOUvlGRDNUSLcDPH9Y3/TyV2v930cR2nQfro/vrlYXL84p2XVPIbFrcPbvd9TNxoomsI+quZifPq5YHAc43azOzxuiUxAA7MHcmWlLCRUQklT0rIhGVp5D6gIJcFViE7G71JCTSUOISITIWBK2RGBsSO3WixXq3XbLk7mbgIwVEFkAIZTuIQW4N2UNKFE4AMjYwLdD+IC+dCwDJpizLn0Ars+Ifnl2Wq2mFXBTUpSMwYQMwYI3jVmoMwEjglA4hD7w9HOz9q6XrTtYbuL/QAUkZiJC0U4i4qgYzURQ00OYkYeSQFMzSrwp50FGZwDInQEZGAJpAcbAYwmCxMaEJiioOUMaYQkpmDJ4Ji1T2rAxMXgdnr5nFrYUUDKwQIBCRziSZHw0QBszxcGmPh19t+dGzx9b9anof1UvBZGnX4iWZn2zZOy45Pl6enTsuHCsw8+X58r1M/Xv12hGpA+F0h9DDg+Sf2mM2guNH8xp8UrAODqsHZXS0E0JAfCmNk7z06zHEDVe6qqJkftdg/bPrYeK8dj6o+7fV23bbOQhJWrCIKIDMM4jPn2brPdb/tx2Dw+3NzePD7ej+PRVE0NeTq7F4Bo0Qu9u/3w6u7Vf/iffvfybDFDeoCfDgaUBgAZxbpeWg9VwAiWQGoUYPFcUwha67BsxvryLl38eOv+7x8f3m5Gq8yQwaHEA9XbRWtVi7q3m/vHmHNbN6vgg3OoMo7dJqfvYbM73JD3AkoNr1+cC0gdqi9eXm/uNgA2b2cKMKahrZsX19fnL8594JTj1fX69uEWCc/Ol4D4hz/+MY5dCeQ8dl2OkYuOduiHPBapQ9tUYPVPb99+uPlwfbZug9ttd3fb3bYfOoFRTWza/UqTRQ1GgIckN0NpsAWP6AAcomdsK7qcVZeLelaHMGto0UTHx6Tf33VvH7s+iyMkgzSMu8395v4mxeH6F6vzy1ejwD6ndw83d/d3/+WP3x6P++N28+5d/Yt+XK/PTGIaRzA7O1vPQvzxp/cAsFjM27aNQwSAdt4w08/6o3853/9r4/6n+ntyG+DPFaifbC7OOVFRVciTDaKkFBGACKiqKtAUjGPFpJYI3IlxhgXBr4KmjnnmfIseYwayumrrarZYrhGwOxz/8+9//+cf33795VcvX1/XdTWZDZnBdL5YECExAaKaqmlK6XjoVJUr5z17z8RMyGLQzOYvX3/xr3/8bt+N+5TBeeWY1LyrLNQ90Pv9vnn/7vrrV8E1BI7Ai0gA8N6ZDJjNZNBcm+YpKxgs6ziOYxxzHJJWlXMcKsfEALDf7w/dMI4jkwu+GkT+VkP+U09rGnt/7HqXmIvFcvmPv/u7//V/+19++eZV2u0eH+52xyMZqAgFVyq3YRz6cTTRnpC8n68Xh273pz+//ebb990xEVPKhshi+p9+eh/z+B/Fvvr7q19dXayv+U1e7Uf34S79+fvHH95vU59KMIWaWNYRhRGZiAAqZk35cfNgqM2s5RkE5sVsBoDHrhczM0snTBciITtAAiaAElNnZiBaYK/lKWhPtwZLcgOCSmFwUNMuFsuzupqBocTEzMVHY2CixoUMaJIBpuwtQgSCbFgC2xiHBPeHwbXVRRsEj2IxiRrAmKzrs1vOV+er+WrhQmWExZvjvGMHxEwRVTOBR0bi0wIyxP1u1zQ1I6Zh3DzsxpyJOfiAp4E4GJEzwuSwyzkGT8y+H3C/0UWrZ0teLioAMUNAFsDgObBhjVaTDR4TshhpNon9aAIgYDlZHrFkRRfcARMGj5UHZwZxAnXZhMoGUWBET5hL27K8qD8C6j5Ws4yFwnI6kXxEMdgnatFS65Y8qGdpi4hTZVkUHkW9OnVJ7TnNwT5SY/FUTk9x4lAeHU0/1eRzFfK5Qv18/dWNoohQWWyaf5wsjoaTMFWeMFOqQFhU6qWS9VnArCJn5A0EidQogXoS70zYuuN+7LuMPPa570Ymiw4JQKORIQKOY9rcP3pXeRf2h8Mwjiay2T92w1EkqwoSYTmslyOv6qQgPC0+aooCh/3h/vb+7BevLq5fB3OHqj4+3Ep/NEtGZIiGDJAJgIkAsBfJih3Oe13H/fm+r9/e4u1+luwsLFHOl9ZU4cX5ojmbV+2xy30/mnc+BAW6f9zzkQBRx7HPDz8eHs3s+s1vf/WbL3/xq4uzJvzz//wvr199sWhnX7/5Re3nLgRA6MZr5+nly6u6rX/1669C8JdXq7/Lv1xfXrz56kvftGmMqW+J0PkgOeeUvPOEkFJiBEJaNXMfCCy+vL5wgMu60Tx+L+kHyftxHLImexaZdDqjC8Auy+0Y28DrynkCQgwOKobWc+3Ye+/ryjdVRL7f93+6vfs/vrv7aXcUM6eFqq4ydJvbm++//wYR1mevmvWL6/VKtfvixfk//Pqrzeb+7sPtcb+XOHrn67ZpmyCQnPcSYb2+qEJdVaGumnFMKcVQeTqNtJ43TYsdiv7Nadc0KtOT++C5JvXEo/hY/hiYntJxy25eogVNptn/J01DtBMexoyKcUZK1qgWRLmRWc6WItJRB4eQxxHMgvdff/X1sRu+/fOf//Ttd5vN/Rcvr1fnK3Ah5uSYQvBE5LwPIRCRZBmGUUQAIY6jmRBhFUIK/tj1P/z4btaGu92eQlhdXD6mcZfSMI4RAKtmtrowoLe3N9++e7usFof9IQ2DaHIZPHIVeL2oF4umagOA5ZTJm4HmNA79cRxTjuaYoeTIG0nBlBs4F15cvhrH/ub2p3Hs/x20RnbC76gBgq/CF69ffv3V6/ViNnTd42YTx1giJgwNkbLZMAzdsVMAYGRfXV6cHYfDZvs4dL1HPZv7ylcx2nbTgeI/ffHq66sFqn7/3U+P+dDJUC1bmvnZqnn1AmSEGPWuHxIaIjHhfNa8enExb5q7m9sc46Hb73aPvvJEPISeALNaGqPmTM4BYhKbss4K7o4BtFh2CJAAdOLUg06Fycen/fSkY2Zm70NV1XXVznxVEbFOAahoBgpUurCGaEYCaqBOAUQwCwO0Vbg8XwXT3I/9sX/YD7kfaxycRQHOCiLAQFVV17OGKwawlJJklSSEJIAilnOuHLMrBrJsAEimav1hYOJZ1VY+SEzDMCJT4qxZEBAZRQFQEZOjOPRD7Pu66poaX5wt5zNar23WJsTRPFjFCGioEYRQ2BsisAdKAkkUSnADAZoDoFzyFU4SCps6E6WdCcX8CiDZREx0MmCV+k/tKY+jTO0NFQiQERhKMuCEAUEAVZgowlBwyEBWXML/Rqu/dEmm1QZt8lc+LUI/P1ubPR3Int7wKRBVnx7r5+tzhfr5+uQ1Z8+UOgaTxfn00tHp4GcKZUyugZkMGUBVy/TfpMTNIxgSsgAzAQMRZMsqY9zvHkFSGlIas2MU58icKhIzU8hpfH9zRxiCrza7rZlJ6kVzUhHJgFBXTV3VMXZZS+PgBL88UdbLw9/t9x8+3H1xdXm5WlfkAhjlsdcskmeVJ4BRhJ2rHbIxGCnaiG7kZQ9Xu+P65rF6v89dbsmtXUNU1X5Wv/nN/JV7Pce2f7djg3reAFMe0tgNmsShStzLuBXYtYvm+tXr3/zuzeuzMEOh3/22WS7I+curq2q2LGtWtuw91o1HlDdffbk8W81X7dft7EWv1aI28iaksQfTKlSImLNSyaDKSVWYaOFqRK0bfvHyCmJ2aoyW0/iHP/5hiClKtgKcB3uSNZU87UFlm2w7uEPtKrZs4Annnma1byrvgyfvldwx5z/f7/7LjzffPhz2KQOCiqBzzJhjfLi///a7P+WU37yxVzz3VdOG8ItXl4ft7huC3I177IMPbV23TcXUGIsRgvLZBVNhJhJXUVTFecASozU1k+Avq9WftVGLr/ZkkLKPvf3SqSjGh6d94QQp1NK1fJr3m2pBWp6SJx1TkRyAGRAwcsn0FcuSQEwVUE+PitmBohAehwFUZRwlRUfUtvM3r794uNv84ds/PGxu/h/23rRHkuRI05RDDzPzK448q1gs9sHp3Rlgv8z//xE9gyU5PV0sso68IuPwwy5VFZH9oOYRUSR7MYvdbmCBNOSHjAykh3u4uaqoyPs+L5qyd82GsggSiKr3garosDZsiZioiMySwJQQA3vP/pCOn25ueR2mIu1mnT1149HvH3BORQWdX602QDZOp9ubzyVM0+Eo8xRidAAl5ybS9W7z8vUWOQ4Z5nlG3wBazmmeh2nOWngFHQMQWMl5nmfvA+IMAFeXV32/v7+/+Y+vUP9acbRarb755qvXL680z/th6OfEBh6xgDpiRBDReU5zSsRMhN479p6SI3Crpnv1woDY0M1jhiEJ8ouvXq62DtP4px8+3Q0jEG+/gs5zbNevrjs4Sn+cplIG0QKAiKuuubpav7rcQRr2e2NjUNZiKSXJpep5VYSIHTMQFS224DWt3k6GTwtUjc+od3Ed9xtYtUqd738EBEJicsy+qlcRkbwDs+XWrg0+AiRkIhaSGpFcxHJBsyb63cUmepoOY99Px2FKJq+3mckELRcgoHXThK4FR0XKNM9TlqRoXFhRsEbWEzt1TIqYDdQETXOWYRhC8E3XBh8AMOWMwoUsz8URIVdCQkGU4HJJ8zSeuji8vIbwan150e526OiEnCxoYahxn2pZMRlqiMgBMIPOqAC5oBgUMQJAAVB75DdZpZYq0FLaoQAUfYoSdYjuLFfTR9XIOcF7UZciEAHZY7ic1ZAOqETDyngxQACuaQRnhAid26v6bJRvuqCsHnX/CiCPlXF94Eel/FL1ng/Hy8KCNR5L1c6uui/Xlwr1S/fUZJFrA5gAavW2Lvu7Mla8W11oGc72QzVmgqKkCIhOARVpgWwsj4MGjWeg8un4MA17KLPkbLloKqOINX616jTJ8X7qH46mMY1qphPN/XBK85zS3HQR2Ywt+NDaOvZrHg4lz2fp0fNsy+rX1lPff7i9O87pVWjWVyEieIRbopOZiDFaYG09FClzNkIjImEvYTX67R6u7jGcdDCYEQLO2BR3FeO3/9vffwvf4J18/HDIbWgvVimXEayhzhTK3Oc8Yj55x223ffXqzddfX289Uh5/s94okor64C+9rxuMoiIqMRDAulutAntyEGizQmBQRFXSxoEJmLHzxF6k5JSmvqSUkwjgFBrqVpeX661JMSttGw+nw+X1q9i9x3w4b2dQW8tmIGCMLIAHhQ9zXvegntbMq+A6H1Y+dK1jRwB8ynIzDd+9v/3vnw53qRQAX/3FAKQq49zf3d82EZKdBjOKv900nek3l7v7VxefPt+8fvPiV759/erN5aaL3gGIoCqBGIJ6s5rlCBzJtIatmIKen2cNhX/0LT069Z+QUWoK5/Dvc8Nt+e550K/Phv36VNoSqGopWl0pNefeAMAxEavWDqmaKhEAM5iIaDFSNVUjIHbOOxfJdd5JzrkU13YlSz+MU0opZ4ew2q7ffvPVv/z03c3nm4u73YvLF8yhpCQZHDEYKCBxcMH5GJsYxpKlKFdPsRjWaHqiYRgf9v3VbpfU7m8KuQaIFYGApGhOeXXRel7tb+7vh4+n/sEDb0IELVlSKnpxdfnm7Wvg8MPP+2M/gWuIYZ6meRxzFs8NmJkaIc0wJZ1FCyN6InTsnEfif6PB+bfPD/8vz8e2gEMRAOq4Wk3Zu/Vq9fbN66ZpP3++d4gxcBrG4zyR970IAqy6BtSC84jomAB5Gqd5nHzj3377xkxPh/Hm02Eee/SudWF/6le+IdGPh3mYy2oNuSTSvG09YpzWpQveI3pCVRODm7s9ljJe7kV0u1ttu816tarDeCKIwQNSKUKO2rZtVt3Dsc9FKkC3zo7PHbXlJgdEgMUvVZdVIj5rToCAQJWJGYmQGRwYihiCaSnVb2WEwAgAKiCgiNWvo48z6RjjVy9ejt363p8+fXzY352mlP/u1QZ8hqEoSGh3u7ArMZ7G7Oci08PHD3er9W6zu5qzmuNsytE59IG8FmUzR4hIoDZNKc25a1aMjtAxeFAgNTITFSbGys5GS0a5MAs7iE5DB90KXcgzEKMjYQeGCBlNDQigU6QMACTs5yIyFu0HM5XiPYDXZFiUAJ2aR4hEDhhUteZ0EBgaEyiQqIDV/igjmqIxwKJ4gkVgwTVzD6BUUtezmFpG1NoTNfuFctRqzAI8G7gYJR4TKQAAIABJREFUnQ/M+kzDSk/ilbOCxc4pyIBLj7RO9hGoDgHNjNBMCf/jYjK+XF8q1P8ftVAfD4RP+5Ge/2YVIFz1UbbEylOVSZoCgAmCKC6fQUAjAGIgBGAjM9CU8ziO/cnUJKMZBx9M5fbz3d3n+9ubBwPyfh39rmu2PgRCAFDnAKBUDN05vprqCfbMU/6l4dgAAKY0fX7Yn8bZiB35sN15UwcWCMdjDyUzifMgjsljExrBZuamJzcyzwoZJdskOjlNci+C5dTDz6v3agVPOIySt+smOChiQCEGJs4Ipe8yuFyG/cPtu5/gV994uth0DjsiMMtWANkAterT6gaEhiBmFmrEa10XFYiMkMB5NRIpRESIqcjd7f333/1RSvLMXYjdKtze3smU2+AvrteX1xfHnDA2LkTDZwXbL6dMBXEwuyvl/WiuOPS4YlMzJnSO0cMM9jClP9/v//wwfM5aEM2gmBKRR4gIDUEAdaXMff/zu3fbzcX19a5ZNZ33v3r7Movd7k+5QBM7R0iVuV87uUCqisBmYFjFkQaGQLicNMyeslfsF0/9ca+wc4PC4FEb8DR3s0UMRn9rQvDoVkADyKJowMRSZ6POoYGqmqiew9IZyACKqYqhITEGoib4roltiBBiSYmcy9OkJrnk49jLPK7bFhlevXiZ5/nY9/f7PcWQ5jmGIKpFBHNhNztHCOa9Gw1EBEWhptCqOuY2NjE2q9Xq21998+HuPn/4OKcMgIQkWqapn+fhRbvb7DbzMHzu7+cyIYW6wxnYNKfvf3ifJK/WF9MsZlxyQjEwIyJGdbQQGkV1TvM8pcPhcDz24zCXItM4PFrWnn6FZv9ea89ymy79bKiGOYQYm/V6baZq2jQNlJLmOZUsJpKBmb3neZ5TLiKlbRsDG6ep5FTy3ISwu1w5xzcf7k/7afCBtl3j/JTKx7uTpDSkogBC5pwLLjqknIuz8moVhjl+GmcSlVoypzQeDgpMXQNRHGgX/WrdmurxePQhhuiO/aRDnySnUvNA6ayMXEbzsEhNl48C14OYKYKKLsW5Q17mVI80/GoZBCAkW/qyFUDhHu09bumoqmouadR59uyvLq+nbi7GbdvticTMfIybLtkoPDWb0LRdTzYiH07TcZg+fL77tt00q24qIggM4B0yIRGyAiOSc7Xpi2hWLA1TmYspVmxwZbwIgCpUTLaCiiKD89wCaN9PH24GInv9wjaX4MkD+jqIL1YAicAhODOoQS2WJKciUlxg9kEHxKKs4ACZyCN6JKc1wNTQENGq134SS9lSkaJgZkhAioYWEBBAEYCgGBgAI1UENJ3FoqQLExkRaSFP4SMRBO2v9EB19G8GCGRPkH06F7KyaI3O3fFz3g0CMCzmKvrl5nUm93+5vlSoX66nLYIeJ6VQj8D1WFe5G+e+FAGgAi0acCCwmpBparo0rUxUrfL9EADIVNOcDGdGT4Zm5J0nJBVCg8P+/t3PP3/48OF4PCFRiKvN6nK3eble7UIMMbKaAlpeSESY5qSif+XL/osXgzmn/X5/GqZSTD16H7eXlw6A2e9vPk/7PeikHhA8s1tdXk/W6MwjuVE1WwIGciPgiGXi06TJT7fTe3c6wgfUzrqvGaBIEVUEJCJ2ZN47tyrYlnyaHx4+wPzh3ZqBtENsJDI5AjWQqm1URSK087BarCJoQReEPBgaKpCZohmoqWkZ+/nnH9//83/7b8H7F5eXXWyCp3k4/fTzT11svv3N129+9ToVNSYf4hJdS48Kt0r9rLRqU4OT2G2CtdIWLCXNoagVkSBQRkgPSb6/O/405d5UqlxOAUhbx5eNf7GJV+vYegTJ/eHw4w9/Isbf/pd/WjXx61dvXLPefrq7fTiUQqiaiyioogEynKmNACAiRHW9VtCa+nJ+mo8ZUH9ZEj2WqPgMaHomZZ+3j8eR6iOb8MxJF1EVNWIiJK3uOmZGQxUpeekRLnGNqFBbO6AVA0zgHAZPTeAmuC4EdqQxClhOI80gmnOehtNhv79VgZcXO83p7uH+MPTNuBpTcs6pqJBCTgaKZo7RMTtmMNNcNOcaqkkG3rkQwnaz/vVvfp3MYvBSMpoSoYmCZrAcHW26BvIMIICmKAUyAxDhXMq/fP/D7X7/8uWrbnUZwlpLAQIwY2JwwMxEaKbTPGnRsR/vPt/d7x+mKTHxnObl93x+F/5d2zpnXJIZLwGhCMber9fr7XY9zfMwDpurS0Eb+rnkDGAEGmOMTbi/P5RSikgwzamcTqPk7Jw1TVh1rWNO63y122KhGLpI/OnDx5uHU0rJmzLBlEDQI3rNVqZEkq8aLpcdRhrVGMk75wxKSWPWNKQRx91qEzzH6IuUeZZu1Xqmm9s7GSGEoM4DIhALooHDc6rUWUIFZ3hf1U+pmhFW8QmqISKqqdQ/UnKeUnJM5EMgjwhQSoaiZELMhOQRGUHVVHKeTrk/2jy1zO16Q841+1PXNbEJUspsjqnB1vGKO+7aq8sV4cdhvDkMn28PSdF167jZlnEASYGoabyneozGBdTKy+fOiqVxLrks0VhSWfNYi9THMTuYAhKxis6HXn/6MM9zyYW/cq5B9YWAGcm0omcVPAEDYi5lzmVSNOIIYe3RhzzgxkODwFYZG1gdRQJYC3kCIAeIqEbFpNagVThvj7BvrdRWRDU1IwIDEK0LcdVgGGGlyy6Zc86qYGOpJvHctaHzwkPPxKWPcgI+z/NKVa4/VrQGAEZ4Zlf9oh372AF/duD+cn2pUL9cf2PgVp2RaLAc3B9NIwsAhKBu2WAiWNO0ddlaqqGJ6SmGOM0JKHVtx+7Var3yPgKE43788Ycfvv/+h48f3h1Ph1IKIE7zPE3D8XS82L58/fJtiMsZV0VTLiKWU41WJsR/s6NTY7X7YTgehylJFyI68o63Vy6EVePae+LT8S6zAqFvuqu332Ra9ffTx1Pu0zib4zauLyP61XhKMowwF0gmJCcoxtq0xYGJGiCyI0ZCAzNDZMSGqAvEm3azXV9Ikfu7A1+s/aaLwYugqlXMdB0oowCigpopL+jE5enXdomImBoEIlU47A8///Tu44cPF7vd9WaXdDrcDQ93n/7884/EfHe4+4ep315eofex65BYteASSGj4JOK0KsEqAGOBAax4NbWSdZoy0izkeif3c/npMN4mGU3JkIEYwCNeNO7tZffrV7urFxtxbphLGfP33/3x/mF/+foyvHnTdet1SGPXTGOa0KTo0sugel6BZWc2fSSZqig+Db4WhISBVZHoOdsbH4OhfmEqMXtWtj5vbTyhUO3cC6zxEXgGaDOTSSGQEAMDjOOgAIhYLRJqgoBW+4wIQIBoiEaIDMhAnhHNmNERdl0cZ4ekomnOY386EVLDYbde5ZwQ4TQMY061VgnR2BXKZCKrtgneBe/IrORc5hlVawyaqGYRA9vutq9fvXjz4sWfvg9E5JkJqXHcMAQQkkRaHJrnim4URTJCYMrFjmNyx8G4Y79SMBXJqUhRs4o+MgCTnPI4nw7Hu9vbh+PBDDbrbQyx6mVF5bmE5t9j51yMI4RPITsIxG61Xl9eXqzXnZjcP+xRiycUySVnQF23nXOMiMxUChiAiKac52l2BG1s2jZYtmGYPLnX11fruGpX25TL777/8cP9QYpeRXIIrNoccrfNrMlSYbNVdF912/ZqMwMHpBDDw+3hw+c7yRlAs0T0rKjDNCLiZrfdXazHOalkJtdFdxK1ehg6R0M99kytqo/PTm9b4tzNnrQpioBasU+oYiWlCckYsbEuxkDMUNlopqaK5GrEEcicp37uT2UaSAr4QN7hnAlpvWq6dXNM0ynB1FsM7fqqpbhqdxcr74e7hz99/vFwmncvrl23FufAE5kyWnSwrPC1AhU1pSVpraghMrJnR0hqCjXyD+u4AVEJiZkigqSUzRAcsClYMtU5wWqru+um7byL5WBTQfVIreMGIadSpgQiHLHbRt96hzFHu1jjpuOWaS5SFzUjRGZgFYFiBorOsE5k6g7BYFr3KkBdYryrw6Iy9h+jv6CI6TliihCYsOqHyZbIKKrFKD7/LDyvLx9JdZWs+jyi2RDQ1TRUMLGzbR/Q6jpIS5zVs4HCl/r0S4X65fo3torHD1n9sxAjK6C4fmgByJAWN5XCoxEVCQnNTGo0nRUEQCC1jKhNDLFZt13jwup0zO+PDz/99O7nd++G/iBSqqiwlCxSpmnKKXnvN5sVMxcpqYiIiUjJWUV/Mbn9q2ZqLVpyKad+PA3pYr0GRhH0ni82oTFkzVnTkIYYwsXF9Vdf//pY4sd8i+NDTnnSXknDOoDfomfnKOdSsoCRIANH3zZNG5hZ2aDyPB8bnxCImibE3frqxcW143k83Jc0jTOaA0KHZLWJaGCmZmZMVdJHWMv+Wr3hko6ESGCa5nm/P33//fc//fQTo2tc44lTSn1/Oh6O4zyJapH0zd/92sfG+eK9995nKfbIOHgaIsE5bB0VoNScUwRUKEWHKWWGB6efT/PNKY+idVVlAIe4Yrps3cur7tX1ZrvrJmApBebp5tPD/nC4/fSf2xizACNGBDYjVQNCIgIUBFNUAwRUrS+NcSnUl6nWI8baFiyP/lXz9BmC355hDAHhnI79y5d6vpnrz1ADBWZCNZVsy82MwXs0ApgMlhj6Kk9FBCA521JU9WzqENMieZ6cd+wYwGJw60136A8AOqVxnIaSy14MFLq2QYLT0E9pllIQcGXEziGAzBmKaBNq9zRPU5lnR1RbqgZQVEoRZrq8uPj6zetXL14M/SmQz3PyaCSJ8uwkNGgNo0MkBDBNYECAvgnmwbvZIClUJbGdu3NgYM6swg0A+sPpuD/cP9ynUjbr7W6zaWI8nPbD2Gsa/oNipWrD/8waa9r2+vrFbrthIs+kKofDYbNquyZomeepDDASI0D03k1TkiIqagaMuGrjumuJ4Hgc5nFetd3Lq6u2SS52D6chIZ2KSi6BfUOGGT4/jLHxbgd+NijqkIypZdp23XrVdW1bTnMpoipoQA7iJvjIUqRp4mbdENo0jCrinQueGwcGMAuIoeJCkKhxS0sGwgKBP3t68Lkv/JnqgQAQVMs0FS0550lX67broCZNL8mwBWos7DTINJhkduR8QOdL0dOxn8cpNqFdNccjH2dwjK7pti+3frVCH5V9MxZVFODQbYvzoxREcIwOwIEysixxbETVX1BP5kZMrm1Wm/VmfxxkcfEzmBrkRWppTBBMJRcCo+AAWArKw5DLjbQn3Q8SGs9RJp/iCnYrH50KmLFIUATgmm7nnVfXrPHtt/hP/9TOI93ezF1AQMiKWQAMs1ndFoKiKhSxUlEgaEXPCagABpDPYEJiJCZm8ohTLkWqdBjUFvLUAp3DRSBkz4VGVS3w+F49GzIsSeEIZiCL5hUIyTEBQhYVUTx7evUZJPVpRvH4QF/UqF8q1C/XX2zri+v5GVuutr6eCB2LEXKxppgaLtJuQiJDIgSqEkE1U1EQdMYeDUuRGclJhvc/ff797//w048/DMPpEcxe+3yIZCrDdPh89zGXi3W3yyUXUQRSk5JSKXnBgjwRM/GvXgcCwGkYj/1Q9NLIZREHGIj8dpvzi8Pc9/fWbtav3n59df12OJXEDxSCK9mmVESIGh+a3cUGV6E/nfrTlBIqRmhXq5cX7XWDQFIEwBwiGGatWn1nwAWLmoXg161reZfTcOhPJ02bpg3OA1WNPiHh44Z1XuXqPL6ayRUAiZ0anE6nP//5T3/4l99//PRu1awc8TQOYympZFEpZllLELfdXGw2u/3tERW6pk0piQjCXy18AARGyABgZOjAOwyOiUjR5mT7OX08jIepZDWq+mSwgLT1vG1d1/rg2RMqYROZrcyn0yy5f7i/ie2hn7/5+m0gglzKXBQ9IRuAmooaAhCR6jL4FDURPbubUVQBjJDrIPFcXOOzs9MjzXBx7eDTiPgxLAbrbPFZlUrV71clmISoqqUUAAveOxfmMeUCc3kkclIV+imYSQUpGliNxXxCrad5ZkeAKKUgWNs263Ubg8s5n/r+eDgcj6cmNC+vXiJpEp3mScUCB8fBsZjpZDYPQ/ROc576YZ4myRmYkYiInXNgUHJhpCY2lxcXX795qznfNfcPd3dSJKVB89zQBXofmRyAmpjJDMDIznkwTgDe2JxXYlUjBTJCJTWtJz0zm1M5HY/39/fH06GJ3Xa93W62U07b0+X+uE9p/P+Uiop/qzZ93J+XEScihhAvdhfBe5XSxrBddyiliXHVBc3zOIw3nx9Kkd0WRG0a5lM/NiEScBvibrOJwfV9n4dEhqumiW1XbJiLlSKvri+HYTie+hBo7dkc5GL3+zEo7MBFBQJLJY0qjefYbTdtbIgki5l553bb1XoT16tGxJoY0ez+7v7h/qhSVFlVuqYBIldgFi0KuZL7QPXpTl5k9GRI9eZcIosQz903RGRmdgQIpZQ0TWDgnPMhOHbEjHVwVQqakRRLM0pxjl0TPBEmnY4Px4fjNAzsOHaRoutn6bqAzba9vA7rNhVQJeRo6IyDuTCLppI7hDYEj8CIjIRsDMjoqjTBmJkwkPMcNuvt5W76fPeQ0nwu6ghpwYeYoSmBAgKz49jSZmdtR6oghGPGfJ8VFIO2F9DEEEPjI5hmIyXviADZKXhIkI2pCV//J1dOxEI//g9oElCAUQQVUEzlbI00AqBZYBStz1cAsi4j/NpHMQT2HIJ33scYvPP3x9Mx9ZMWMwSrdfgyi38qNJ/5n+yXh+Dnx4o6CVMABctgQgiAxERMS3qdAhFwXYhEVJ/KW3wW/Pvo6/pyfalQv1y/aECaEQDZmTq8nPWWJecR64O0HPPozE21qrM05NomI6TqDHAOkTFrFlQwvf1w88fv/vjjD3887O9EM/5FeI0ZEarm0+nOVE2ZkNXAtIjJAq9EImJTWwbCf6vWVtVT3x+HUQDAORNBZiYEgCbn9nhys3ZX15dff8ubq/F0/zAXQe4aN8k4zkVlRC3ORd8BcxNi1/fQC0nw8aLx24DZ/EBC5BFUxEp1jzoxVskpZyLnAnm3OZ5Knsa5PzkC54i4Cq8qzYRqBjyQmtRVVAGX7ysooQLYPKXbm9uPH94dj7cEdqdpHOPu8kpNSym6WNUIxNJp6h8OrLZbradxHHXCxx/xOEM/h9YrIlRGjnfkPXkqzsai90P6eEyTnpVVBogW0VbMkQlVyjSnYSzOEbiucQ50HOfhcCDfhlm/ef3KQc03BwOrAjUEqqiW8+isostBFZCYDRBRpJgp1Wmv0TKEtr/NnDIoFRtRDXuPLdVzBQ6/iI+qgbqMhGRYnSYMZuRiMby5+XQ4Td2qW6/XznElATteal0wVS2AhRnYOx9caHyMgUDRkajmksRMUZsmbtartm1TSvf7h9Opb+IcXHAugGHJGYxGdATsnDM1kcJVAK5Zcqp9HDUD59At4tQ0Z1BwzCGE7Wb74sWL6JwzG/ohBO+88yGIFEJiRhUtZrXbVcREjZgBmDl45wFAxcAq4rXmvBIiTtP0cDzcHx5SSiG0iICMnkLbdSEGJDTFsxQV7X/JLIX/z75zNsgtA+v6xomCqBYxBs/cNREKM0CeFyPSnErfz4SuiO4fjvvDcLXdeucohDY2AFBmAYGubdqmccGTd9M8JbPf/sO3q1Xz/sMtlemiaXznpzzmMj4MKQbY+OAMfbEI6kvSlADmFjggPZRy2XSvX12vmjZ4T5FzLnf3ezXIOTPTpms3XTsDGaJDKQgK9d1Aqdzeeg5d7KQET+DdqlTFyuVEACYkRCZix8REAE3TeB/+Al1ii2mUGNl7zyE4z2yQ0zTPpSQxNUTjwK7xp6MFDNhsYLUunmaVZC6TMxeUp6wqZoTgEdZNwwBZCxowMDIRsCowEzMzMSODQBOb9WoTfSDkIkXEFIGAzQSBCLgOHRDVRdld0JvXwUXbH0ZPsGooek/OuwbbnXUdEeA855KzanFkMTCTY2x1tn52Ywkc3ep1ef33SSdvDxYQk5kpMAAyIpASsHeOo8UsPgECOnJEYGhASEhEHlEBObgYm9A06/W6i42+f39zSjkVNWNAUSvLOoIVAa7POp32y7cAnpenFSYGaksv1ooBAQqYACRRMQOmELz3RIBTyjkXPXNY0WrvpULI7Es18qVC/XI9VXRPgP6lDKVzOuOiPX1EoNd/IMAKODFcDp1Fz5BS4KVFAwRkWbOIIGNKMPbjv373r3/84+/3DzciaalAzvsfIlb0B4LlPA4DIXIT10xOVRSkNlnxrI79v9k1ReVwOp6GXgHZBzQD5pmhTPluLIeEvXJ2qzls9uBuDuOnu8MIFNv1tgXUcRynnIeSMBPGuLm4uIyNxyHN5q1k1g2idNGpAuQy5FI1akwMGkDmeUpTghaIyMXVarYyDvM0jyG46NmIVRRhUQ5aVZUtCZtWSyhVK2JMhoClyJySiJSS+35/PGTHvGpinsZpHEyVDFH08OnOBunvHlrn3Xq33+/nlJ7WPXxWryEIWDYoYIIkzkl0ydNgep/mz6f5bpSyuAyWvoRHIALJkvpxCA7NigspNE3rd6umDOlwv+e4ItfkaULjGJuYMOWqCgFGQGYxtKrkBFAQhZowzgQOgcySqtbvnrNanlZqexIp1GYE4+M0tP7KzlnaBPYXOoH6paACghHVe9vUpkySy+1Dufncv3rZet8gNQhLbiQiIohqqX6q4KltXNOE2Pm2icROSpacDFGkFC3e+d12e3Vx+UfEfhhFSsnl1J+cC2jIyJnSMAxFlIkRULVUh4tJRlBiBkJBQ5UATHWjEpAsALVLVDuLO51SG+Pu8uLi6ip03ZSyEimRqmVV51gBS8oKSOTIGItJFhW1lBbSK9aUIy1FxikdTodpnpwL3nkxTWU2JHLsnFusG/8+CtTnigw6MzrAwCGD2TQMARvz0UQZ0TexzOnY9ylNCLBdb1TldBy9c30/n459HlK3Dd77kiXNOc/ShLBbdZ44lWJgIsWH+PabX12/vrq8vjnefOrIb67alMdDvy/zSMToIgA0FkrJQFyO815LSamN/qINL766fvHmRYgBAJjwME2H49B1bdsE791mvQrBS7FhnscpKRI575CkasvPlWm15ZzJ07Q0jatPxxCJKu+rni0RMcSGm7ZpO+8YAWvGBBEDcTWtEjIGI6pudrOcDRDQhdjm3KeSXXChazBDCSG5OBMZ2Iw0G8xIGBvgfioJEbrYtpY65w1MMpIBEROyFQM1H13TtEwsUoookfc+OPaOXS5FtS7mTEa156qmZsJc2pVevaLrt16h7Acjgs2Kr7Zt27auJXVlyvPhdk4yixbH1noCT9wSh+ByOA3xvied7DQjXYSr35jtIShhBirgED06JBIAYqfcrJv+9WVvhOCZvTd0AAzomBmZiJC9Q6KSpRQbQWclQTIiU12w/4/rDKKe1xF6HNmcRRqPd++iVD/PFQ2qYMDqQBLVCGQqYgBMRM6H4BEhq6WiWs/Bv9CrGXypUL9UqF+uXzam7DEb05SgTvQX83X1mRNAtZkTQs3uw3OW8YIAWB5MEZQEjBiQWCSZQozt+DD98bsf//CH333+/E7KXD+8cJ4jP6s/6txfRdI4HkopwTfMnghMRbVUD81SK5s9V5Y/fqWqx9PpeDrlIoqESEMpN4f+87ubP/3rnz/cfDzNU18Am+3XiW/2x9u7w4S4Bhe8bxzPpmap5giJqVM1Wq/WfoMtpnm+6110wTMaTrnkXErJVlcmIwJHEABiNktz2qxi263VdJ5OB7M1kHOtKdIC62Y1kKomW1yzz9pNqgDE7Jq226w3Q3/wROMwT1P6/k/fEUJOU63jpJT7j5/tlLWfVqvGnAvszsK3X6yktb0oYAlsVDqJ9oCRUUX3Sd4P88cx79NjUAuhiQOIjGA2J81jSs3kiIXL4CShX62bjPRw99BsLrcXOA+pcCBjRocIalR5hYiMxCqkRACougw5RRGEyagImKnVCtUAjdRMTJ8t2vZYoao4AABFMAIjUzI5T4yrwtdEHmOza6g6YbUILXe6AgGYkuhl267MNoe9O52sOhjcQikcAFMIuNn4tu3WqxAdsgdj0XqEYwrcUHGYkyfq2rLqNoguF1E1xy6GkFIpOTehY5Fkc8oZAYlQVdDMVFKaEC3GGELwTAr6SHEHoJyKoZVcpnHKOTvHvo3bJrz56qtXX70JMfbjZETFtJiCKhuQgogSMRtpkofbh+PDEVQdUhObJkQODtBSlixjPw65iKo2sbm6vLq8vASClJMPvm1XRFwVfXDuASI+u5n+Fxql+AtB8NP/xGemEyJmdgCoIgDQhGaz2njnK3cZTT27dRdPIqeUSpEY49XV5rA/TlParVd3nw8gpknICBQebk8pJUZru8hIp36YAZyj64Znda0D7PzXb7b3NuR+stJfXazfvNyWNGEuQciKqgrPswLMY35/e9sfB9/Qf/3P/3jxzYtu25VZcko5FzAI3jtyq25FRKfTcHe3f/PV2z6VeZx82zherDh1oVJc8qIImQE91BwNQgLCRYjrnGPGEPxq1Wkuw+nUrdA1DRMjsqmagqKpCgCaCi95SKDGoGhWQJScazdrj9I0djjBYRh823lB9a6XEor4EErjJpUJmZvWOc5pYtBNG1ojR6SqjOjQPHswnC2bmWfXhYaY5oySMxM1Pqy69jg0U8nLO6rMTAyYcxEtxLltyosX8OpX2FyLSOZbnQb6fJun4xB9YWdZyzCnWRXYms52G9+0sUzudIoDbS/DK8o7nJydhAE2V3zRRRRyyCTojDwxkzPkuUhRK+T/wfBXxdCxMaJvjLyCAyBHGB2H6Hzg/rD//e9+/8///Lvv//zn+XAY08wAzNVLpYyoarV7qvhEXXy8p90vlumlgUoAWhkgZr9AqS4dCBLRXIoO05gyE1UBGwD4hRcGVWPwJCX4cn2pUL9cAACui8pHAAAgAElEQVRGYoqUiLiYZAECUhIiq5RUtKfJacUF6VnJrUuQ3+J8Vl1ke4aWS64Zpd41lm1/c/jhux8+f/o4zxNARcjZX3z2ieix4hRLmqvg1ZxTZrZzGusi4vqLg+YCyEI1ZYRpGveHU58lEeUih9uHH37+8Ic//MuHd++Pp3vHztCR71x39bnv7/tDyYbAftVpyZomkyImRZXMVDHpvLl4tdkhOMi5zKX4Jjhc0ldUq16pgGUj9K51ENmEcKWAMXaO2gelIpIncm3wGEGhJPXeVb2UktSQGMSAKmgW2aKyARgNws7F2LYtAZRpLJAPw9BFv+q6MoyzaFbbH0+NUMjZOSpsEYwBCkCFOtUDB6CBSBVUFaKjwqeSNjpNGadJ7vv5NqWfZzmImS1JfgEwEjYAKlqySbI868Apy3CYLXH0u4tf7S7TcZ76ETXv96OAjIOacsrlNM250hqRFUJWKXrmRAKbkgoSCEAppfbIazmkBmRmZQmpRjiv+rrYnkRNwQAVQbxm1CqToFoGCZiJJIUaLm8FNMFZZ6AVFlBLVzQDVTqNo9mI5tBIRZjEIKGeOJTL6y60F86H2DRsGRAEiidGYgREQ/aRMLoQ8qTRr5yLiCxWkDn6KKnMokU1qIGVlHNtGVbjtgFMaaoFBgX2Z5kHGBSRCnlXIASQadRptDa6rnXeb692q+3WCDBG9HG595lAwUzRCJVQMU1pOPZzmqSYd2Gz3ux2281u650jA8t5StMw53EeN2sfG++boEzBex9Kv15/is0wnJ6Of8sIpTpAHjfp5/my+G+Xq/YsFx0eZb8IyOwde+d8HaS+fPHq9auXaiU67aJfNSE6QEhEyQf0TdO2bfCNGyeYiiJ7cpjBCkzZfLZxP6pJt1kTx+MsfZrQ8eXVjohZBHIfwTrW+OZqnOZcig+0amJ3dekdS5FxmGicdZjmVOZxfpjSaZrDKr56uesuNnOp6Akdpzn4eN2t5kmH4xy911mwaChyGaOWsrlYC9FxSiZCag6Ig29Xbbder0LbgHNSfYgEYEjAznnHzjn27JxzjgPxcBoJmI0cOBf8wqevZy+xWtAD1GReBgAyZmGnKUT0GAm2IiU0s4VsUZKV+9Net13TrC3EkVOvqKpN5LYLO4a15hgDGztVJPUIrQ/DnGdQRG7Ir5xTZkUyImTi7ertm1eHPN9NAwOyKIBZMcAcQERmx+NFN1xfjxevpmY76/zw4qocSjfsaTiUaKWhggCK6L330TwWBTr1nCcGa2LcNK9+4/KLF7w+dggByTUhBE+RjCsApRp3M8Awz4djPxfr2u7V1bV33qQYO2RWwFmVEZrgODhyvts//Hjf4//88f7Yp2lCU4+PAMA6bEdT1SdtqD0eePHx4PscgHfWUOnZ/l8vRgSDUlSWiCkaRSYRPn9+GIAMGKs7DUR0AeV8ub5UqF+uetXMIbQI5oR84oLGZqxSCJRqRwewImHq5ANVmPCccVpzhasiUkBFVQ1YC2qR0DjvfH98+Pndh3fvfhqGQVXo2UwD/9KP/9T6Mys5z6agpt4CESEgkUNkM4GnffJJeFhbdqCa57HvT6d+eOj725vbH7/70+/+z9/94bs/jONIAG9fvP2038dPn/9umCznPA4Ph+OY5m6zQSLNWaRkyYrQOpfzcHv/ENvVtvs2tpd3D2l/u59847smOGgiT55zng1PBkd0m+i7gOsVtWxrnswTIRfcXJ2G4zQq4rbr1qq5WCpZmR1bB5YBzRjMUIuiECIrcZJxGvbzBKoM5AwUPWNBUd1eXvzdN1/96cf39w8POeUs05wdq+qcEgqiOIYsQsgE4FwsJiBLcxQIFWyQcjObPwyrYT4O+W6Sg8BRLdVYMQAGCESMmE1n1Un0WIhVOZf7Pv18O0zo/o/Li7e/fvmHf/1wO48v0lRub1Lxc+Gwue57/f6HT1PC0HQCkArmYkWtmBqYZ0/oQTFLUZUq00IiUxNdIkmX1KjHLl6tTsGqrq/2jqohwtQMqnkaoHaTNJmpggoYgC4YCDs/rC0yFDSqxwwTA4MlyNemLH2GMXbu7/Cbr7/aOYeA2SxXqzyqMYLvWlQY59khsycfHREE54L3Kc/LK0JaBhREVZGramqipkRERC54A0Gis1phGWgIWLFiYFQDEItoEhdg7ULTtisfvEEuSmpsQAZkwAalZAAwJAGtPMb96XA43KecmFzXbl6Mr76mr96uX7CzeZac5eF4fxoOMYZ5nnOeu27XxgCqw/HYhGYa+/NNo3UHR0Rix64GMiwMpfObVBN2H4tQfN40rcqhyl0gomVRQfIxNKHr2ja6uGqbf/z1ry4u2nfvfyYH15er6+ut99gPpzRP212zu7gAoo8fH8QKB/q8f7jrj8o4atI8OKARpG18s+uKls93+2Ky3a29d+zdMPRDznmaUs5fvblu2ng6DT/89HE/5c3l1fXLK8/cn4aH+4M79imldOzfNbEx9a3v+3G6eUDnrrYbLnkq82oVLrfb9/3nH354z0xfv3nxm2+/3ufcbrvffvXSxfj54eHubp+LAbH3vIvtqxcv37z56sXuKiJbERXLagBCRC56F4L3Hrl6+0xKNpFxGHPOKef1ZuPYaS5qUlXFJsUUqt0KDStajujc9ysQXNittrtV3z2cDtaPw3SahTdXcUXRh6ylpDyNKfrw9ctX665LU2q9BysA1gQXfXCEOo0OLXQxBseoRNR631AghxADNP5uOHy4+aRFqm5TBQSLo+J9atq03crFBWw7CF7AzLbaTHpIcDiB9DQrX23t4oq6TeDGz0U/39vPn8vxlD21v7reWnh9cfFb7XYtsMWV+aiihWhpRYiKiqplkcn6A8CPt++vLpku3a67MAQVyyK5lGzqiMaskmYfgFx78fVvvvr7T99//+fb9z9ISsVMy5L9VSvMZdz/y6E7nnn7vxhOASAaEapBOY8j7dxb1WfypPP/wednOEKgOqusR94vFcmXCvXL9fwirgNTEJ3MsbaMZqDkqHEMiHWYCoRoQkv2cEUPE0L1xFQKj2hFU2HlfpaCYLH1gPrp8/3Np9v9/l4kVwf7og9YHFf4t8RpS5EqClgAwBz7J/axLR6hepC2Jb2lxlsv8VfjMNzd3bddeDgek8J2vX159frdh59yScXk8uLq1avX5jhnk6LTPBXAAhpCMAORoiYCNo6Dw9CEmIbj+5++B7oZZrbJqVs7oPVld7FiWsvp7nS6m6bjCBwSyPd/um3e+amfVY0QiFRAk7i5DKvNcHEZcpGUdJpmk+QJixU1MCM1tCJQlAwciOrprj/cftaSWvY7cqVDdY6y2W9++83//l/+8eLt1f/8H9+/++ndcT6S5YYJDZQhtNxpMxwGA2DnibgUMTAifvz1JcQRMJOD4EhNs45FE5ghKQgDFBEiAANSdGgsxoCROLqYPalLD8P0x0+3brt1lyvtwvv7e/VlnBAsvGmu7vbzv3z3w919H/1WjZKSAiGwgSmIg1p3FbJHcCARkqjW+NNnd8JfUuP1XJ+CKVbfVy1XzQgYa6AnSN0s9AyefOq0L39dsicJ6PFHodUQhYxQfBNXob3cbDbrzjGaCTsOTRND0xjnOad+QMKSZkX8v9h7rx+5siVfL8wy26UtQ3aT3c0+fcw4yEESJD0L0Kv+cQECpDuYuTOaOdOWplxm7txmrRURethZbJ4xV3P1ernABwI0KFRW5o4V8Yvvm/rzu3c/vfvw8zT1jq0KjplmSWJiBOTRGIjZob/IAkwXXH8wVhMkVNRiIst7jBAIFC2VOVDtzEjAKdTgALjG2JB3AiULCXhYKlRDM8ecRXKZ51KcC+w9EKBjEEhlKmcxMgrWrv3WdbmUp9NRSgGAYTyfzoduXm3drqljmibPVFUV9WwlL+87IjbTrtu8/s1vd9uddx4MnXPB+yU4S4jsFnAkXWiTz8x6YPDOOSYRRQDvvfOO6YJ6R4Xo3aquuzbe7Nsq2of31/M8EmoVCVjrxtc1ec8G6emxv7t/2G/Xm6v1X//NP77vD2jyOJ3rmtdtW1+1wbvZ2bkfRy2brtntVuxoOA+n8wAAIbpNVyXV6dTPcw51xY4z6P3TERGqKoZ17VUyAgzT7curU3+eVVRgXzXNuj0c+nnKsapCjMUMndvu18G7UId+Hq2pjtP4dDwO/fDu/cPD06lu2u16s75uXnX7r6+/fP3i9W69JV32wDipLK4hco59cMGTYwMTlZzz+Xx+enw4Hg+nfhDA7XZHiIwOiZ4Zm4aLyklMiyCaJ+eBrEjRyUPgyLtm2NW9qJsfTvfHCd49VXG7qvebOqzrQ4x1DPHr6y+c5dOxv9qsiMxIa08xuDSXeToj++36atM0HgGcK44UjIPjpg679pe7n37+5afTeVTJIKVYUctA2VfTdje/+lK/uLUmzmADW9rVZb2dVjPJT+78gCUxAiPbfCrzrA8H++m9vDto3XS///aLr7tvWt3DWFlxLkYxl2bNpQguSZll04yJXfBYo6un7MMBuTKhnImYFmWAZwAzh4AiIinPgGJNvXt5+/p69+Lpw/tpmlGXqypePl4WZuonv+BTGPNHpfInf6SfkHA+1qHFjOBXgeo/a8Z8BIuxASMyAC0d2H/hHP58Pleo/yUfvviNYM4LGdIyA4F4KMAERBeVlImaLGNShecVajUVMRFVBZULM2/ZGieTXPLQ99//8P7+7l5Vl/Lx358/AFDTUpZyBM1xICJmBmOxf57XQSCjC7UKADXn89PTsGoYYLte0Zcv5pz6/vDwdA+gu936y69fQoC+jMkUiIFJAMqzqQgRl9k2eN/FOo+n+ykB1XXcx2qHIArqIm1uwuaVPz2Gh5+24Z2ruG2r1S8/HsepTOP8fAcvZKBakg1143a70YUwzenxeAQlUjElMRIjAiZBUAEtAqIwJXka51RmRup8ZSHQ7HmazsBgEV58d3tM/eH0kI/jINNsZIqMFCrH6vRoBsYIsgitAJidSvmY4gfHcbff7df1uZ/5qX86z1NR0EsfjLnYpZHgDAJgh5VyB76CmNSPwPnHh5N8//Of/dWfQ1f3ov15GAZx1KxKyQZF4TznKY2IUShclgwWawEaAZiWBM+rchcUqT5Xq/j8UtA/Gxk7YARQKwoZQC6UfcgGasDPUzn9dQ53Ecxc9JJ4MRBeHj6LIWbpVIoWAGAf6mrzYtO9fLF/ebshkOl8dup9jEJYDLPm5VrFzAY2nE/H/vTu/S+/vPvx8fgBULs2Oof9eCxZnkVaAADOOUQkQkVwTMzsCIvkuSQzLVKyZOccglsmFmpayrQgNtiAinrnAiAWhVRAJADUzrNBVrMizJxVSs5FChAROGQi56g4ERHJp/4Jyeo6zvMWgVOe1AoApJyG8ZzS5Jm841EEEbqmvSdntsRvLjmcP/v9n/2P/8t/9/r1q6puwMyRCz4y8SJHYPrkvomfOB1NfQjOeVNBQB+Cd47ZIUIpRVNixKZt6opNRtDpm9f7Dw9393cfDodHUV21MQQ/T/PT4+Hu4XjoT/tt6wIAgYKmPN/3x9dXK6zZVRUiDDmfcwLCqokhhHmex5SA0HvPjqo6jOOkqkhQNY4YgfTh8DCcp5vrfdM1wMYeqA7b2z1WAQC6tqvZNxweC2i2eh1U5PFwAIb9i53znHJ+nIbaWZnL3bu7D+8fpykBsM2FDFehuV3tX29uXzS7zrcGYpVBFWVBzAMYKDKj8xQCMhloSrmIqT2ch4lS6TYbQETkxQ5PSM55h4wKWlTnXMpsALQIRRmcyyADKDS+vl5viYd+1KcR53Muo1bUgqfo6so3W8839WYcH5JBDB7Z5rnEAMhQLI3zUFV108Suq61kIyACRUAH7MA34fZ6c3u9mvM4jYqkxItmavSx316lF6/c9Y06msxmy6WjHDvbTPURdO55foJpdoc7NdFhgLsjfOh1yNDddK/Cm6+3v01Tm0aFDoBAUEUVGBwIIRKQmImZoTjwFcO6CruqixggG8yZQlgGIibCBp6ZkRwGNTERA77ttl/ubn6uNqfjgZ/rxX8jXI3w61+wfzN//a+pZMw+tUb9K/8Mn40AF3GDfg6hfq5QP58/fQtdxnCOP/xSfrzPYEKWDeZFxgFoZAIGIAtZElSWxpfBQgFXlSIiYqqqcqE8g4EKG5xPh+9//MeH+3dSCgIomJr+c0zxv7G9uFi5l/UXRCQkJvIumIldhO/w8WqKSMhkKmimKuehP52PSK9eXL1EwPtVPQ7jTz81j4f7aR6v95s3f/jd3eEwpnEuk/e+a9d11znvsuQpjWjilNHYTEs6IwZiV8fw4upqdX1L2DgMTevbNsR1Y19ey+9EBp+OfHjbf/937+/uPkxpwMUWiwg6ZztnG/FR7u/bbXfLFO4P78d5DIRIAYBFicAxEKkYaIEMMKuNU3oquXeVNXHlrZT51B9Of/1//cd+TH/xX/9hvV7vr/ZnOOqcSylpTqSEgckxM6uCWFmm38S03e7KPJ+HUxJBxFjXX/321V/++Zu571/++Pb6+3d//+P9L499UVQAYFRTA0wAZ4MNemxWJXRPSc8J97e311/5v//53T/8fPf1d+nmtjHD9/94N83QtQ5k2mzb33z3+9gcpgQAFWKjAqoAVojEITCCQ1T6E+0fAiGSI0bnlygJLaJS5I81JkkxUDMBLMiGThTLnMd5nqAo0YV0A4AYnICKybKuBZeWKdKCZl00MlkWXgFYYbCmC9vten99fbt1MeJpPJ9OT+NTOjAH72KMdVVtmrDd7bv1hhwPaT6P0/3jw9OpH8YpzclUXfAAMEyTKYQQdHGFISKi98F7v6DRidB5V0q2weacTEHFpCiTmS5WsUvL1xGDaJ7n4IJjRBUtCc0iu8q7BbVFAO5SShov+iukJjbLMqMUSWVM46xSVOTDh67rVqpaVA3ABw+Ic85qqmrDMKhq27Yh+GFYMPOACNfXt//9f/vf/O//2//65etXIdSmhkCOPSjIIneChWZ1oegs+QxTm9NExETkFsYZMz1fGMqCFShZEYgNbAaSuonhXZty+vDhfprOZrru6mnMH94/vX3/UBQeHo4GeLNfjafNTz9Op+OpPx2vbrchUp7TMA5FpG3rumr60/jTz+9319sXN7cxuOPx8OHDAdF2u3Xb1ofDkRCbED+cH/7xj78cD+eXL66Lagh+u989PJ5u6qZr24oQDMZ+dkbsPEz5MPaCcH17td2vBOSX9w+H06mu6Hw8Pj0dROWrV1/s9jdjNmTf1O2uWW+qLipjMggOHRmTI2DnAQmYAJfUCQKiKYYQ27aNsUJiFStFYUlEeC+w3KwADVCUgMA8w0WhgoAQAkBrqjD3iNR1a992xa+lPv94d5yGlKYCjCYWQ9U2cdW2bcS+9EmVydi7qq3GWfrxfDz3YIYg5NBgAUgVYgZUxEJoq67Zr9sffy7ZCoMwAzpwXrut7G/Lald8FISZtSBD5SRIDs7tPD5mOD3ij+8mUROwIpAQuMIv1+2Xu9su3EbZWanVbYqwZjBGcm7RgCCRqWaZp5SLzYbLsiDsb66l5JTHfJyJHHu/7Dyic0bIhECMYBSoomZ9u3vzm6+//+H7u7sfI/7aFuVf78yXtihcQqj4POW/GBb4EqhGZiYiUZ0/Wej8dB74sfzVTzKs9In+FD+Ro9pFAP35fK5QPx8AFVFQz6zFff/3D3/3x0cEQzU0RRPVUiQVSQaKYExMQEvfZcnNXOj8IpcAoWTRolpUsukMmvLcH45303xcRvwLAsAQ/6Xw6F/eMJ9rUDDTnCczIWIVUS1qAr96hpY1GtFcGHFZJDin4TCc5pIMbZ7Sw9Pxh7dv7w+PojKnNKcynM7DeRiH8dyf5jkX1TEN3jkzTZKnkqaUAJiQkdi5Rq2f59TEutqugmc1SZPAo51OcJ6OxNi1+0NKd6enx+Gh5APLucCgpAjsXGg8hbiKFXVN3KyrKlZfzF/OcxbFKjbETgEJiI2siBZlSGjz0/nxxw/p7v49qazDFZRwyojC83G+//HAfxb3q5f4xstVGp6ODx/ef3j6MExzsUGMQC9qwDpWBoAKN5t1GWeUfBoHUT1N08/3T+u7p9pxs2+/c9su6vVb189yGObTrOOzoDSJJkTzcaI4TdNxlHXdvvn6q+MEw08/e4r7br3d7jZuM44aq/b6Zu3i9ourl3d346mfgSskr8pSBKE4NsaCYJ4cEYsUU0Nkds65QMRLnJjBkJAvHHv6SN6+7EOZGik4AS8CaZjOh9NxyioXcSQAInpfUIoUYCdoagJohOAIHQCZgqgVDQCtd63HJuJmFTfrru06A3l8evrw8NCfniK7uq4i+7pyPvCc5O3b9/WxNzVDjbFdrbbb87jpNkR+ToXIEZEIEJLDgOAJGZGYOLAPHMghERKhc0yI2VdLQ5eNl2ZRQdEkmoQiI6JYERB1VrAYKXgw0pRylqSqtCC9ABDRIXlyTEDksFjRYqlILiZKQEhoauMwMjKTA7BcspogUgixrtuqaUMVq6oKsSLnFqjAYvtyyL/5+s23337zzYuvKqqgAJBndswOHJnT58VJM1PRssg9TNVIxnka84QGTds2XUcLVxmQ2TlySSW0nRHNaQT2HJ1FX7X91dWLoZ+OT49EKoW9q1bNuq/mw/F8uOtZeX+9P8bHH6Z8HMabzcrlrGebh4kV1+tVG6s85/PpDAIeXSB/uD9Mc3JA680aAZ4ez3mUKgb0ftfsxn1JpXx4dwpVbG7XddvgaYreBxe9ZwSAOXVRT3N/6Afn3XZVk6UP79/101jV4fa6Oc9nDvjm25cquF7tV81GhYjiTbdfx7bCgMnECocavAcmdLgAO5CwGOqFxmmqpio55+DDerVSUU+Uh6lISc4DgJQFd0pgwOyc8xS8qYgUQ3CewXUAavOYAdGHzvGX9Z63MMM/cfD9PMzzfOx7ctx23arpgm9gwLvDYb2qrnfr0LaH8fh0nk4pVVWtaoZozIjoiLCpgIkqh4Fvb69/892bn969G8ujzGmhE7gIVy/rm9cc2yFrQssmJSAQAKlFZ6+/oPwW9MGOCRSICMXZAEoRv7jqfvf6i6tuixIAoiElW4hMBckjIbIzZDEpULJCFlA0I2L2XRtSyXLxSqPhR0qMGDhAKJpUxTEaq+v8izcvr/52Ff7osJRnH+3H2tQulP9fGyl20d59Ova3JZJjBGYIfOmIX2hTH/NDz3uBfxJBXVTXCiALtgIR0cG/Fzz8+XyuUP9L6aEKIIkBADw9PNz9/I4ADNEZuovcVBQUUJDAsRJeYma0cFI+rveboQIIq8gSSy15Hob7cXzMeTBQQvy0a2vPJNR/m63x603UTJedDCIyUAIG/OR/gGURhZDIMXt2ALheb1Zds2rjtq1Gw8b5KoTtdk/MXVOHKjjUXRWvtqvr3f7Ujy7GZYuW0QfwTjwxA5Dj4Jw3IFHnA4UolRfvshmAheEsx/P04eFJS1q1/TkNx8eHgsmtlAFykeChqdyq7a622+22bhqKEXzg4LzDPSoFplBX5BAZmAiKaRIoxqAi8v3bFv7vp9NBzKZddAr+xCFQJSo8kx1g92p/8+bGejn+cv/9TGmayiD9eOmGseeqjl/eXsmUxmHeBg9IaaqmnFLOw5T/+NN7JHt1293u3GbrOr+73bX3D/OPHw7f351nkWwGgBlgKjYJiqsSaZ+OHYbN9kXXPjbVqYqrfbX67uXrF+1NSuLIt926qjdmzfkLmedCLhi5pclOZMyKMgOAQ5dNS8lgQMTsQqwqIqcqIOaQ8NLw/OjFREBQIkPIqoKgrMo5QzkPw+P94/HUpzmpsZEDRGQnqNkKkBNQ0QyohOYJPKhTBVUADYBdcLtVtel807gQnJb56XhO6SnnHiDHGFabetOtCF0WG4umceyHaZrn4J2PwbkYQu19hehTFrPErKUUz0EVTRAUUYnJ4RKcMWRgRxycc+QsGiuIFAfkjMwQBNmYjR0HRMwqhcQCaFDxhgHNg5RSQJbot4EVLSrGxA41iYiJguWcypygKF8Wi5cUuRGQFTuPfc5FFZhdVbVNsyJyAFTX7XpVzudzFSvHDgGJuKvbP3zz5tWLF6FaX8YaxgCsSzsPGd2FuqAGWnBJBiuIlDxOc388qAoAhKoiInzGeTABI4RYWfDArAjISOTqZr/epeuhMIVp6EEKGnXN+majOOOcSjpnXGlQioY6JTtP5amfzOZU2qZZrasqVPeHp/NxbGPljOd+enzoHeFq3UUO52E89yMiO8ZpkhCa6/3N/f3TMM+xdgRexBgcKzt2zgeVQkSmWlSSljrGpvbjMLy/ezid+y9vt1f71d27DyGGZr1Z7XbBeZYSqemadt+u1j56AUYAT0AMRGrokIAIELNITqnkDESIjIgpJyla1S07r6VUPlrOuWQTAaA0TWq23HLY+eDQeweyoEVUEZ0ngopSS2WWaapj3Fd7WvuHcTpO6TSeno6nfhxiVa02q7qtawdPpX//7uhq36w24N2Uy+MwzALADtgZsSIwOxcCty16VjJ0uF5vXn/99Rf/8MfHYTzNMxj46Ne77volbq5G9CmpEAgjEjMCqyAJbLZ2fVuOv/iSUITQmTmIjBz9i93uq5uvunpfihszHuesHYe2QnCgXERBkiGJSikZTBEK2aLlYiRC9kJWRHQpKlVtcUOhAZHqotdWAGGP+xf7/Rf71ao9PT19hBheotP/Wpn4L5IAz0WtLQ0dW9QL8Lzti3/6L/HXpsulC2uAcrmtLcqbS9zpc1nyuUL9fJ5TqOQEwEDU5jwf8vDBICsguzq4Nvqmq/dd3VVN5aPzgdhZxUiMziEz0gX7sQCAVKQUyYgiJQ/nw8+/fP/Hf/rbuw/fm5Vlk0mX/ul/qnX6a1n6XIAaItZVs9lcVVWtyzExUwD03nnvYgjMoVq1XduumzaGsNtvvnp1+5uvvrzdXOcpb6SZ0DwAACAASURBVLr6art69+EPD4eHpom/ffP1F19cRRdcxd2mOR5GRQZHIbjoPTnKkEtKzJV3HtCmWQyimltv1ttuh8BFqilVHx7n0/3p8f19f/rANmg+EPPNi9cvX92uNx7kvKpst2p2dbWqq1XXVLUnUJAyn4fz6bjf7l5c78VENKEHz2CikAsjOo5JPFfljz9XwUGRsokEGMamm1s1hZVfT4/n+OWLl7evoJGHkceHw5wGZTgfHvOSS3O82W//8Ptvhp8fvv/5PZbkkSpmh5QA5yK/vH8qs0DaB2s3Ne427W6/jbFXw4eh3KVSUkGConaa58fzuBHysfPuVLKlyTzGdbutm/V1t72tVpvQ0IUE6tlHhaA7h0hGJMBFlBl9YIACkkAJlAxSKXnhmpuBD+ycB4iqos/rS7hAjfASBCA0RFfUF8JCkomTlHM0lLHo2ayYKjo2sIIZwQzFTBGMsAAIo3lUp8pWGDRwaatqVYf1GtYrc5UM5+PbX95/eH88n4tYahra79svv3yxqjcP7x4PhxNUPrYrybm/f7h/eJzLfHW1H6fhdB6KiBlO8wyYL+uAyOxiIHLkAM1kyXIjGiK5wBE9oBpkSQpkS+qbPHDEUMUOzUTU0LLJbLmuGqpZSAARPcU2xioIWBZxJFny8vDLOYMhAueUpBQG8uwECAGJ0XlHiCIyTdM8z2rWNuv1auucH6bZAJH8er0uOT/sb859P449IV/vrr775pur3RZNmAjZATE6R94B0oJfWGIaBuYswGUpXUtOru91QMlqnlwTY9MQXUapalbQfOXReyYmhKwCiFWzX62lPwznfirJDJLIpIWb2P7269X5dD6ex/u3TzbL19ttGSaYy+Hdwzllcq7zEXIZpv7wcMpFX91uTeDu/eM8pHa3qmP1eHeYUwKEqgkh+CwFDJznWAcX/XrdzSmfzuM8pVgRAhGxqIrpuR9KypuuebFbB7aHp2P/4YFBDj+lxx/e3n84JKDNev1f/cXvJprGCbq4aV6EducbcpTErJhzmoXUIS1KBBTVNKU0DjnnBZVAzFOak+Sqqtq6AV0IX6BIgO55MxTQOWRSpkygIEzGBAWWoCU2gWnVBs2eoYpt6Dag/uX0sjw8HIbxNA/ZbFPX7aoLdR1RnAuHcdql4l0oYKdxfjqdxyLoPIdILqgJB+fqCnxQMiNjZkCMPqy3m9VqNR0HU9hsmtuXtt4LBRXjy7bcghtlZvYGzEFiLD5SE1gKqAMJVjeubrvV6trFvVk1zuWc4CkPpWDnu4DRnB/ynCU/e7kvrmS6bPJZKdkQF0Q3EhE5AUGRrAClSCnJioAiqYFUntqr3fUXr7e7/fl4NPyoW17KyD99SF30FX+61/up4euSsf9ICvkV9w3PouZP9q7sYmlEU0ABILtg+D6P9z9XqJ/Pn94LkfBijvZE2Ufxroqxatqu61ar1WrdrbumqaIP0TuHzBBcWbJARMAMSEtcxy7QHwQAKMUeD5s5jf/0/d99NALAJ6nzfw9XgxAXOUDbdl9985vffffb2/1GCQshLpwsNe+9D945x+zWTb1q6qauKx/aul539abrulhLLS7w1XY1DUM/D8TUtvVu3UZ2b169XDfdNCSxRZlMiIZ8YYqw88S0QE0QKgDvfAhYlaKMQST+Pz/0H94+cTaY5qEcTE7bzerbV+vvfr+73tceN13QJkLFFok8ibtUXDh6cK7A9Dg+pt12pZBBBNCENPOsCMbRzKMe2EbPimDMqVrHa9tPmaZTKmbv7+5eza+vttuM6RQfq3a10X2Ps+97g5mIgvNN1bZ+RWGK5KGoIVfcRBpHKGIyzeX+qWfQ4XjcN+5207ZVdfc4/vLUP00LUhqXF28o+UN/upZ5t9vFtDXnzsO5XjUvwgtHpKl44hgCx5qqipgvz1FiYm/MhqymQMiMSF7VgywSKa+liOS+P/XnwZSapl136ypEA1029OwjlxAvFgkg9gZGUIiLQRGKXq1U49lPvSoSmpiCQyimiItP0hwokhEoWSEr3iQitAFeNG7ToK+BK/vh5x//6Yd3b98+5Bmq2HZV04R23+1X9a6ObV0nxNOPb+/UjEzaLta7ejrMP7z7+fDw+O79+3Gel3rRUBgZVLRMnJgZyLF3vPRzmHwMHKMP0RMTgpWcc86mZiqOyBORgxi9aBaQBJKZNXgJVAgnAwLD6NvGraZ1XLfnNInmLBmRihUFQWAAEStFZgOApYIkRiQFK2Yl56yKRHVsrl58ub29bVadKIxTcciInmO1Xu265m6ax6ppv/rmN1998/W2W5sRkmdmYzLvLDikJecL+Ota2PND2YyFV7ItnNM0ui5a5azy+pFmaeJcEKeAxRwAghNDEGCNbWhWMT7gsYzHp0OZZm/QxBDZQ9Hzafzw4aGMU5kLA+Wi5+P8NEyxrsoe0pTTPJumpqp84P50HPrzfrdua87p3PenUIf1ulWiSVLJZflaKYAjHyr/8HQ4Hc9Xm5VrXGY9DYeSi8yzolVtbNsKTIZjDym9XDfX2xYA55RvqnYqguSjIRH5ygfvYl2t1l3TVOioECqYu+zvkxqiKIiRgkMGh6oqUuY0p5QMQQAByRb6Ly7glAJWIM/E7CgCB+CA5IuiiPHyKmiBrMWhi3W10bVj9iuumxrw+mbb5/x0GofzWLJE59tYgwvE2vh4Xbeo9HAcCPFwPPencxHJIiUlyMmhoiGYLcoNAEJd7BZ0s9ldN/UDQJYsM0BiOauOEBtH4J3FSoxkBlwGVIBJgZgYHC8TfCsFnMSr5vZ6/dJjNc/lPPdCDkDFeBJv4ABZyHIBMROVImILXMsWsBstDdCldUHOkbNf4W4CS3ufHTlgBPUCjsJ1u/765av7X97O04QGogqIZriwKQx/3dQAAEVAALqkB3T5YBIwFMVlzmgoesHkIT5Xtp8oqJYylwCWJ4yHxXkFfFGLK3wibvl8Pleon89iJ0UDZodXe//167ZbrTeb9Wa77lZtXccYnHfmOREmM0EAZiOApSolMsTFvnF5KztHAC4VTEVNp2k6wQW9Dh97ovCpDOo/UT0/21dXq/V33333P/9P/8NXr14YGjpe5lkG4JjJXRYvQvDBe0fkkDyRA3TEyyZy13VtU5mWrHmWos9R2O1q1bVrKctl3JupaDYQYnKOyS2WqmXWHAkjKIlgKlr55cHAf/z+8eGDlylE65wLL2+23725evO63a68M4pUAmU2gTJDnjSjM8fIlYkyDmN/OB5ry9Gzsc5UxIGAqJbEKc98Ot31/YNa8h7YSbtpqAqnXmQ8HNL4/imfphOiABsErrt27XZPenbv34EZEUXnPfinu15Hib5GIFMOrqnC5HNWNTObc3n/2Pcnah3+UJ3qEPopH8d0mEUMkC6e0qTlNA3JcrOqRbc6p5TnbtWs92smEM0A6quGmgrriM6ZKhoakS6xEGeO+aIeRwCl5bsKFEgkT2N/zO/PT6mUtay5i7HtFpfj897Nx+uNIjIiIQigMZo3pwoxei3l/u7B02IdFDQgBQUjhCV+SpfGhhFYQGsYG0dt5F1TbZpKPL798OHv//aPf/13P8wzbNa7rql2m6tts22rNaorSWOsu3V3/v6HH9++BZW//Mvfb3Ybrtx/+Ou/+fHtzw8Pd+M0FhVZoIqoyy1qnJEuKQU1Uh8bV7OvK44BIxCpA+QJdVQTAVVAc8gc0HkGUSAsCOJYvBd2mXACI4S6DuvNWhjb/eY4nEsqAmKqYmrLQN9QUQREVdVMzFANUaGQMgGSmLpYd9vd1cuXm5urEH2aUyplIXbMChxirFp2YbO/+erbN7evv+pWa1UFZCCHBEa4lPxghmifroZ8dCUbQbVuN6Q5TT4GjFSwLM9sR+QRUC1bWtBhYICgqIqgHKjtYlVxztPhcIBcdm1beW+5pHHK06wpn47n/nzOIkX0nPJQihbppwmPZpLrJqy6SixNeTCUmxfreR7uHw+KUjW+XcfDoR/PEzkmJlVjj45AZU7jOU396usbdNzPfX8eTcSp+cjBc2Qc+358OtQIt7e7N69vQggqVrKN4zwliXVDXBuGENb77XrVNi54URMtoAjqrLB5QmI0IAPHzLFi1ZxzmvI0jUUKIEopS2GFQEyES9GvIiWzBSqCaMiEyqZWCggQGTs1BRNg58kFaiEYtuR9hbjtVutmZH2fhlHNInNbBceoIJV3r6+vz2X+6fvv16vV1A9pmAAgT/PU91LXITCIqgkBE5IZSErgoIrx9np/1TYVoBaRc+k/2GNMAXq4mupG2RGBaS6SVRXYAQCJcjGekQqaGuaMrcZNs992W7Ayp9NZIAFlBHN1xoqxYUfOeWUCEUnPozS1oiKmgMTMAFi0KACZY3PLU0pNAZGMHGAAqhCdKudCoFft9uvbl39X1TLPaMaIBiDLNXjBjjwLv5eydYmc6ZJrQ5CPqjS6uEYU0C7qcAAz/mTav2RUF/MyIbChB/CIC0mAn32qRJ8r1M8V6ufz61FTA0BG+8236/1OVuu269pYBecMaUQTBCFSU5GcTUwU1RBMDJat/OcKVQEAhIkpZnE5pfP5fhyfABX0XxmN/H92dxUMzIh41a6++vLlH/7sd2++fl3SRM+DmCWeaJeYOS6sKFOjxbUiYiJmhgTOkykbICgN5zyllFNZtau2ip2vEBwBE/lFn7RsBThCZFi8d4hEFACcCeasxSjGIID79elqVR632MXVen21WdFuH15/4bo4B04BgLWgZNMkKdtsTsjAI3JEdJGd0DTn8elAbeUaj2gqAIyICAo5pafD4/3TXSpjFxkocW1dFTer9vjYy5xTGsbUD3koYuqw3q40azM/kWNYkDTA6TT8w+HUOV/7SEAMwXnXpvmUxpxk0WxOWXPWHuFxEOZURERtVlUkJF5s1Ko25ySibVXX6MdTr7m06/X2estgTRM4EAaHgcGjOjBEQgZygqimxMrO6cV3jaSXyJeAKUERSyRnGYdxVG+rvGlo40O4zOzM8JM5m+GCuDYAQxUGZMeOfVPPMbjgaC524W6DESwNcWYAAgQtS3UcGVvn1pXfdKH2wbEbxvH//D/+9j/8xz++vz/dXL+4Wl/d7G6utrfrZuMogEIuwiHurq6/+uLm3fuf/+Yf/74fHr/99s32dl83NRD043mYRtFnxr0uaMXlaM5pTsNKV7FyHDpfO+fZKBsIkCAXg7w8axWBISKpiwxFgdAQlyCrcShESSUAhyrsrvehanc3V8djP5xHDzjOKYsUWXwBjMTETqwUE0UA0AvpqzAiGmBVN91m367WddMQQxERWaQbZojoHDtHRLvN/pvXr3e7q6rurCiIgGMEIsLFw6kml27Y8yTzMvE0MFNkiF3lxRMTMhRNC/wfiRAgq2Q1fd6eXDDmFSEAVVVV11VwLjh2zu826y6Eu1/eHh+fxv58u+nKMP5yNxYVmCcjQMeGcjgejketonvzzRfNujr158kSV44DnZ7O7x8f9/t9s6qA7dyfhmFqNl2oagVAJSvaj/2cpxA4tuE0z4+nI4pExCo4QmQVmeb5PFiRrvLXXX27atd1Q8Tg6zzPOQv5WIREOMRNs2lqB1pSTlYQAYKNys68I+dIdUE7Gzs2xSRJpeQ0F1NkBismuiC6FkWCqZkueW6ZsziffGOhQgCSLCLKYAjqCI0RjQC9C2QFQIV86JqqiUySytQTc1vhpguess5nT/lq2x6+//D+/j5++4ZK8iqAhCnncbA8U9UhMxAqKSy4iZJRoAp8tWqvu3odPJeEMp8fz2/1NPWnw1W/vylXm+xCYTNIKpLJCJAT6GQ2FBNZ2ooUQ9U0HXo6pUNfYCSbVEcASa2fxCcf60CMDjEXYzO3fDgs1z4zxAuiThSXktQWWoepMhE7R84ZRcCIxgKQi5a0q8I3N1e3XWNDX3JmQLVLU1YBlgir2GWAv8ADxS5KaQXU5+4LfkQtP+8A2+URtRS7/yzMaovDCgHoGRHwHGLCz7v8nyvUz+dPK1QzAzShly+aVTuH6LwThNHUtBS7YE5VTSSVZXcYAExlGcQv6ytgZoagJoTMVVI39enUP83z8Mn77T8jA/5RkujZb1er/XrV1b6OXIBVzYyYHTpWFVVdmlSsZqoCywgKDC+/IyQ006IiWiQfjofTMJhgQY7O15G8dwSOkJd9U2J2TAiysBKfXUQKkIDIMwIQOyuWVtXpan08X4+m9PrL3dU61K01zeRV/cyePBTVUgCSSiJFQgcKosU7H6NDi6YgWoZ5dCi0rgwATAkcqKWUD6fD4/E+lVEgDvm4gbqufKgIWBSSgswynfNQMipjtVmT+aZ/8CEu46mS0ng8zvNIm82mqpkcoxN0TYzR+ymTXWygpghiWBSWlxue17Jp+aRFAAMpUrJGV63beuBwPp0q9ttmpZKaqiJeqER6YeoTmCNjM7RSxEydLT8iwOTxowpHs6GSs6oLq22L3kJkJUk6ET7j/OGCjVzAZAXkMlOGC5aXzADYO195Hxynos8/ceQuu+hEaJdiURVBHWPt3bqprtqqQkKD4+H8t3/7w9Nhutm8ePPlt69evNptdm21iq4idAVUVRTBxfD6m1dvH+/++MsPf/N3f3P/eP/i69eIkEuZ5zmVvHydHxdyzayoWJpSyVMeVUvlOHqyPCOhSEIwR5RTAilLFq5IVitimTwy8RJYJFiqVIRsiOYVGuS1b+pVfbPZH7qDCQUksSHrRKJykXwTkgMyXF7Ki7/RtOTlm+HJraqu8XVFXlW8kWcfQiCmAZ3WQxOqrmq/vn7x3ZdfrX1dmUt5zjppEddUFB0imuHyPilQ7FlRu/wULVYwj8CO2TEC6lJkgRpgUQMiMVBY2lFmiwQSefF6cAixadtutVoNbBB8WG6jbVNX3r3+8vZqt/IVn+d5UkHTumt8U6FpfzoXcUlz0XTqjxm0reNp6B9Pp+M4vowOCfthOJzPKRdvlScFZjNOJqecoPJNDDOU4zSeprENjoJ3gUuR1J+nYw+qq+Ccx5Tz6XAKReu6akJDYKayamukoFQTNxwCailpkoIZsFhBSFUgburLW0+X9pvqxZGkiMjIz34NtY/rpLLoLJaoi0lKKOrZoXNMjrVIKQCKqIiEWuzC9ys6K2RArZg9lZOlA8m5ilVXSe0zQxEdyOZ1FyNbOp+Gpwcdew/Zs6+cehJySgEogJF+LN/YCoiyQot201Rfv9gPU8z5JJrZHJxxKAbnnFcyt7CuqSOtUMAEULnisOVWWAp4ssi02xmFc5/eHlIeRRNx1jxlnebGT4dI6gJ6zywFc4KU3OXmuqDQaLlFm4GaqinREjEiJFRC06zFbM6Sy2zqtGDJWlIj4+ut/+1VF8dTf1ZnRnhp/huAGohZsQW0CMswxxRmsAyQACeBAiCAolaeM6aX9/0zB9F+nSr8+hS0PyX843/Wo/Hz+Vyh/pdzFtskqoFycJDIMGctGYFMQVVNZeH3qBmo4SXObYvQbXFLwTIBMbQlhuoADGQu8zipCiH+/4uAGwATd+369up601Z57IenewRYmKvqGIRl+fKYANED4+KBX+IEBIy8kIoIDAhKsbHM0zQejsc0C3m/9r6uKucd4HNbz3QZTioqEwOTqYLkJQ0GQM47VAPITFPXnF7sT2k4iqTbTVjXbV2hgxKBOAMZaTETMkYCIkQDEjABUFMyEuesMclpKlnOua0dekcCbCZF5zmdz8N5GFJJKcPp3O/KuqqbLGPWWTQrw5zSeZwgB3ChilVwTfe4r6oaEdV0nidnGtk1gaNHx2SmKY8xYBPDOJNkE1sGVqhwkcKDLSFhVFPQpc6/gFY0m0e/X+8q9GXMzpwTirFj8FKAs0JcfkLQCIxAUIpZBhW7mBEd8hITBTVEZTYyZUfdukPG9bRGwFgFNZGSLg5CBCNySMv662K8pYXt8rEqNiXiGKsYqmEczQgvk2ckBOOFcoaLe4rQmMgHV8VQM3tARUhzgUJf7l/89jd/uLn9omvXVag9MuqSHQYFS2lKJWWE3cvbv/irP+/7px9++eH7dz9v1pvj0+M0z/bsj/l0FAAIAqYqkgShZ8B5HByTqGQRIqqCj94F593So9KimgsokKIZEwTiaOyz8ZSdYUAXC1WJqoTe+Cq2d1U7D4mRrCYiP7s0pzSnJKqiikjMC41IbMHD6bLubCilc65zXCFmUQCoqmrbbdi7g+/tOPSrXUP0V19/++3L1406HgWSzGViz4iE0QMzoUMyBBNdcsN6EWg8K9/o8gEByx4KgixlhBkoOiJkW5hAi/cDCV0xIUAOMTZds143pz6dh/PQF8BVU7/cbtZ1WG+7b7+6/sObm/vD8f3hdBhH6iquvMzz43uasuRShmFI88S1D57u7x/601lyLmk+PDydhvPxfCamNM9wMgEAomJgDpq2id59uHs4ns55njQ0GXUuKZ+n88PD8eHYVn6zX4vioe+hpHN82rT1F7el78en04iOV7ubsFqZBTNOaRbQAiEpTLmYEXSxUoVnbKxq0WIlZ51nFA3sEIGW8srD4rJQVSM11WVSxGhoRoQBM5cBidm0YLacCZQNSU1TkTJrmUtSZEJ22cV0fIvlqYu5rTjYSYYPicBSKpKZ63UTusqfHu/TMFRUKs9NgBgMqYgOkmZQR8SXq56pSp7mSaYhgHx1u5vnKs/OlGKonItTovPDw8PdMK+d7SB0VEIhNCCpNnj1VVndmBXwBDVb5FT43TA+DpZnEyleTEqSaaxyf0qe1Ks4znNO85ylLD0DMQUAJDazqZSlzAcAdhyr6v9l782240iSLMErImpmvmEhGVtGZGVVdU6fPjMP8zL//y29VPZUZkVGECDgi5mKyJ0HVXM4Inp6pvu1aYeHJEDCV3PTq1fustlsyjhE+OVyOR6Pp9ejX2ZFDCpFYcw7kylOf3ocxuPmV60aOdwkdfda5dZf13XVkMSFnMkT8RJcxOaUY63H6pVcZahr38hbz+lVB4c2cwygAgBNqIALE1+jpr4i1K/Hbw8TgWioiCQlm5wm0JoUG9mxsl8ChTTI0OzR2aM1mtmU0hCFGoSI8IhFVk3a/xxIHcr48fHjj3/4w4fHB3q9HF834wa9RyjaTlTVRODhaoOp6erWEGuZysJIkiZiZiZiKiAzvS5z9SXSU6jWAIz06vdkMyi3riOwlRdAkMkUhEqqXfbb+duH+fzldL4ct8OwNWxEi+hGN7kkvUq2G1RK8SazE22FsSRpGjZUxJzuGbnUgTmJDEMhsMxxPi+Xy1KrX854+XI5n+t+8vN8rlkzIxLLvFzOdYNpHMbNZsvC3W4/bSZTJRGZGfH48PB4d9hux2ncnOZ5uZzVZLcZXk4211bsLWxSDHItXUI3Cax/a0N2IwpsHDfc5jRsJBVzfvjwoegWOQAtsHuUUlAQCmfMQSdThICJ0iyYXpf0VLNNSjKcgJTN5mA6RoZIWZYa1dvdq2kZRhmGNhbWlFzLB1cCX0Co2Tjtps0+n+fG4nKdtgdTDIoQUEzNzIZShlLMhJJgXdyk/OnHnw7bh3/84z9tt3fDMI6lCKVlg3tGZSx1+XI8/vX5c2V894dv/unf/dPp/Pp///Wv59fXWpcWcdN4U9GV9+rm4q7JvCzLU74cz6dWIkVAzYrJfpw+3N/f7fZlUiddSNMUiMhkw2GcwuZtylQxFrUwWVQWyMxiejftDmX6DBPVw7Tb2LRM/no6ffYvl5wzow0uMzPS2wyRTDIACGI76CBR4GIYprLbTIf9KGJnxWD6zcPD9tPHP//DHz8+3Fuk11nCxauQWDwvDhUZtNHblpZsI1aImYqtfuY2qIF0BB9Ib/0NSRHRxna3tlckDUZSddKxbHeHu8PhuNvE6TV8FtXH3eYPH++/ud+Jsu73P30YXo53z+fzS9TYTVGkHi+n7x9fTwuHoXrcjTYONnj99d9+fXl6jsVPv/w61/jly8ul1mkqL/OFxFxDim7227uHw+NmyvS//Kd/Ob+exTQl61KWy3L+/Hr5/Fwv8+RTTFrutsNg5+NlecnL6/Dt3TAQo9bLl8+baWPbB4hGjflSF4frNFMvCC4yHYacDxhNIxhOr3SHL7osY+SgYiqGsLYFYyaSSEpC00GQ1qQfoKZrvaiWAKt7LrO4q2WK1+V4fH2aT8casFKgKtPOn48HOX2352CX+vSXz/alCCQykhiG5fllZ0mkDZjuJxObuPjpy5e/uz5bmsJQVJNc6lIj6jxfji/L5TKfL8si4bP4edLYT7YdtoscbD4fZx8lC0uGzzMqwlR0pw/fCQMGGHXSgS7H43mpZ6oLXaAmWQSFVXysr389/R0CmZdaFw8SQOuLaWdWZJ59iciIaFqiVq6rplGX8/l8fD2dLpe6zJKhShOY8MOgQ8Z8fhk17kbVRGGb2ENWYXWu8pV2uyQnciHHzJG26HikcbYlL+GVfbXrI/vfDw7bv6UgRUK6NsAaYP1aKPUVoX49fqf27BltqmBqhppe+8uzt8M0fYxc1TjNuJ+IkOZwbDVRTSYICoyA55KM/3FcKrf001DGx/uP33zz7f5wl5nzXKcyNaN9eBAUMxHJzHBHMsugKtpEkA02I8lstkwTGc3uD/vFvW79/rAdxiImaORaFxVRCAYGwNN7q5a0rmaQsTALikyExmZjH+6mp/2QkUpXqaAJRxAiEhIUabtwSOkV8o1xZkJFFBQNE5kGhrzO81BVpukwjSnLssTlUuviyxIXwevrcnzxuyHmy9Ico5n0hfPZ91sdBhsMqTmNdthtp2k8XxYCKvLh8eHu/r6Mo5UhfPFCFdnEsJ2m03zxaO/djZ1tnUs17NDp1T6+zWANeBltv9uNNhQZHg8fN+MuQ10G5aAYIQNEgSS82W1NwsRK6wDN9LqEp7F4DgkNgGGS0DSkSFouGVFbHE8ZRhWyKGFstVB9sWiPVPuralqmYdhMKXRW1bE5GJiKOwAAIABJREFUS5geDHGKUo2qOhQZipkVNUvV8Ho8n8dh+A///OfBtve7Q00q0lQE9PSoF093Rq319fT8L//yX0xyGOSnH747fv6H88vp8/Nzzcp387p+532dW5ceJ0++aAhbCRBEIkyEKcM4j9MGgBMUgZqYGXQcN7txO5fzpMO2TGOZwJJOrxkeJmU7TqOahA82TMMo07S4+7IgI3wOdyfXgLaGSrtVGUARToWxHMN1mMbBxmm0yCU96Zeh8JuPdz9+8+n7Hx6LeOYF1ZUwoSklKusiaQJFkh5obWhoFGpLDmjmSOvbWGaSEqHRZHgCKkFFaimDWjKTodQJwyAA6sbGu832OI4zwuuFBiJj5vJ6jFxSohjvJvn4cavbR9luQrO+nOu3+8s5j5f69Pz6LN72e5d0whdWfXqqx8v5+UVNUOwMuOelupgNHw+PE771cjzP8be/+8t52gybEVr08uU8//Iiy/JhtF3W4XJ6uBseNno5LpdlrrTiL4ft9rAdnl6e65MORBnuxS2Pc118yWGxEkU4SEweI1kfwQBT3RExhGvGAMCsiFjv5ktmZuZbQieRDEYFXE0kREzVSlCkOpcF7pLV/XR6/uXzL//28uU5RJuj1LZ7wD7oMuyizuf5589/+yzTOAhAyhKYa5oNu/1BizDKMi98/fX5v55fiqYSqrQUQTBPl8vpMl/Ol/P5FJclIz1VGIPWzeD7HQ93OW6XcShWxs3grHx5wounwIppRglXBkwsXRTG4HmplyWd7pEZFuC8SFwi8vTL8q+vv75GSkZe/Uke6RFtUEBmRI3MiCTpER4Z7p7pS63u1aNGZDp7YGEIuDcR5vH1LM5CGYSSaPL8a1BUrKoU71e0bopakA64pVOy9yRK0x01LoLsIlOuXdprGPiqXX1Tbf+PiuC+Hl8R6v8qhze1GukROdelqJgo2Ja05myxDqvIiJSG6CRhvXgezdQkyG4T0RB41uaW+J+MzxAAmIbp4e5htz2AOJ1nSdkMW9sOaK3lTBWNcEbUiGJstq/Wj9oAFrvUdihFSin7w+HHorvDIaoPw7DfbIo1HFKzl8Y3JAYfNMMFlNairgSDGS5pFlmdpOlmv/+02Xyxi5PbmqIYTKaLC4iaSYKm2VJaVKlcvRGhTR8RKMXMtF7idJ4Hs0K5lBpLvZzn86W6Z7MJ1wvnU/oWho1xEJqp5sLL6SKbHA2mVeDbyT4+Hu4Pu9Nl8ZYOOowXkTlCMnKQw+M+IhfmMBUrheF4a/N7SwFMQFVbb2VTPwTy5Jeny9PD+XC/2X/67vF+2H37+Omw3wlwfH2ZVCWlQAeYoZQyqIzFkIwuvUiqk0nlGKDSBhlgFgDFBZmDJSllYMsPAKCqZmbTwLZIEhGaiRb6rgjQ1/z4aTeNh4mWHjFaoLH8EhqhpIJKGlu8ixrJ5EJExqU6Qh4Oe4mB82WhCzamqSAzVQOMjDrPx/n0mufjz3/761znYbuLOScppQ/s2pxgzVPDG6QQtJG3sGeIt/+tAFVkO037zW6wQdUkjUFwaIq3ptG0Mo7Tdtrtpt1hGAZmKEmG+2LFdlOZjKxzGXSQaNEKl/OXl9dfTudzK8MhuyobbXVdP1/Gyvn19PRz0cUOe9lsiFKrSnBr/v3jZjtO/+5PP/34/d22LFIv7gGmWdGsubgFlAUUqA7FXChBRqw6u2xz/bdhDakkzGDW4sggiiSTqqpqmRmkQjUcc4UvQ/BuGF6KPNX58vJclwueAoPMRWvMw4j9diyj3n84yP0dL4OwltOiJ061PKR+P8nl0z6LLTX+t71ezrunp9fjsT5Rv8EogpYDkonZLYDDiJ+k7s8v5TL/aSO0aRz1fkhKYicLJ2TZjmUsuhnsmy0eNlhELoMo8nJ8Fs6idvn1yPNpWC7YPArLeIqYmalZBphWy9Sjx4sf7sRa8VCC1J7vCao2FVWbpfdgXXYiXkJIz6gU52gymKi4Np6e4oFw1oXziz//sjz9PH/5oqO6UEQvz0OWsYju6ny5HGO+XISymUS1OpdKahEpL6+/KiBJn/1CvqiqqZiEIBDBDOa8+Fx9mWdfaszOiHlJMkzClGVAGaBjwGpI1Zb1mSoyNSjHABIRALMuYJ4ZSzoZjMgMhisFM6XmMfLJ+TeyeIj2MChkMjJrA5tk68dGt+i1HVNkMpjpmcm8YUMzm/wXCrSGYQU2IiZCSistvJWSN5N+Z1LX4ignAxGSTp0za0RAKMqr/R83qYrrpL/9UlJTWvOzESYwkdJOhq/HV4T69XjjyzKWGsOwISslKHMjtJr4ru/4GG3owd5seEt1UqVXnAOZCFLICFiDt52Dxe/dUvwNabpao25FPDJN28e7x/12B0h4eAn2fhChCFJqXbiku4sqWEIkIkRgomuWM5hU1ig6DWam07S5oyAj3SXpS013rI+WiWx2ZlFmADSToZipQBKZzEWmYaNGWrHdOD5YuddSsxxcrehm4cBICCpBcI3Va5nOCUTPB6AgZNRCwkWmaapJn+vxeN7akB7n2WsNAgJVmoTmjJhpMiY1gyplmf38euJ9LdutsiaXacDHx/3D3d1ff3li0omaeKnumdXnw2Fzd795fTnRuDtst/PltMzJ7BEoIsy1O1pEVBmxwikhePH5ZT6d/XRn28dPDz/cf/p494EMX4JCm6uJcZhkQ7XOImrCoAXKCM4VSRVTDCBbDqBkkyuapIADRCADEC3pMAmEyhw5R4Lh0c3eRWUwlJLCGpFEURt3w2Y7lQHiCQ1RgaQgBlJBMCVDQEnRFE2n+yz0ywymL8GqJsWXOekVzfEOMiMj6jJfLqeXl/PrF5nPzz//2//988+63S2nOs9LRqtE59uZzlv92e3IQq/8KkAT2Q3Dx8PdYTNlBusSJCGWbgJVyaSq7PfbsdjDw/1+v7eIWGZR7McidMRlU3KDkJgZku5FBmOVWBih6yfYBGZaipKYl8hkq+gaUf306+vni+G1+J1sNjkMplbEplI+HDYf7nf/+P39w0ZKvNTTWbpLbciUQJGdajViQSlio1l/FQC0FrqmCLI3cJzS5gvNTNa7IQlCIpBh4coUOiKwVIaPpofd5nG/fd0MLPBlGZaLBYKevnCkL8ZBgq+aR4wlffFzwMuQG2nEu6TSWEzvB99tnq3+nf7dNPmjenYp/exxqQmR7Wb4uAXyUlD/+XE0oIw6DiKqZW+x1yZXNeFUdGOUqLtRxqEw+HK5nOsM4jzXDB+FeToJjW4lxg2L+XBRUANlXnjmlwnWGbbu4iPbvKJBrcxVr5urD4hQjhl1qXOg6iBaNAVOJgIZYMIDtXo9X15fXl6+nM4XKdGyGWpI6BDF0mtd5qguwGBG1Uh4Ba3UFMDcK5pOKAjAiqpJMJfISAbpSc8MD9RIj6gJZyIzkOwK8FDCyCQXJiXXJtCmlgKQkeHdVxDZCYKulhGh0MmFcCAIJyKaMa+pd7riM98Eos02hU5KYGVI+jANsf7KNetjdXWu8yIBINliOLDmxKBpq3nTdops7DeYUqPde9vJizbr/y03Kp0yzQ5P1wzUAhjRIlGVMP3Ko35FqF+P94fqNI7tYz1QkioBCesSHK7GxPUTZ2JFgKZC9brQ2WrBVUTE+taWrGhZ+2Eq14yh//cPX/sXvf18KizB/d3dp4/3+0ELSeigKMYhmUnJEMZyOS21BjlOk5QCMkFGeh9o9tAbIU4LdJUHqqiohldI0UxVaSZcEkLxGtHiQjMAliLDNJaipiJCMwWMOY7VTGBlGMcRZXcuZRqF42apgBp5aRMxIEQUtP46SgpCqOqjYsDYKC2ZBtlvd0+/Pj39+uWzXECcTvNSlwSL6jiO07TTRV6eTvOcXpcANxiyYj6dalQQGQWWu+346eOHTx8/lv/0lyBDcJznRfV0Ob4en38o3x0+fTzOz5lx/7g/R31+PS41k6lv4GK9qma2WX8jcihWna9LnqA2Tg93+++//bjf3v/689/OBEtRiCXpyyhEUSq4kDWVwho+e10WiIwbAyQZRSwJ0hsezmQERNKyUuXsIBnhPaGh7Y0EkmHFZDAbyrDd6FjUmisKZbTNKHeT5ux1WWilCAaGqQAtKtQtYoCWAciREcrk4vNpqaeoi57cHZkMG80HK2MB6LWe58uX4/HL88vp+XmMsy/z56en57/8pZVDVQTWeAGsrTImtjZz80aBtqYQiAhkZ/xhP/30cSeCX55PeZl1HEe10ccNX4DnUfXOLv/wadpt7r//7tN2sOU0n48DyM00qR+X19fx/PMGzw/jrHnecphYPm7LvON5o0fRpAhkP+g3j+PdndbAX/6+HE8uiv2m/HDHUn/W40Q8Z+xz2sQ4YByHzbQpuwe7+8Nm88FOOkdUsYBULOKIogCqyWbhNCNH8QFWtIjCsNqlricT/Z3Cruf5NEVNo9MooPX4SFVWIi/gkqAMaVt5/DDhu8NdHOSMD2U7WWrM4hdThzglmK/L+RxHeqW4GkxykKq5MD1EQsvgxPkS9Px0V0oZIdtIETUCNby6U6gG5LIskYE/ftwBoLgVK7YxWl28k3EgGF79eUkKdbBi5fm1MhdffBjsSHt9Pk6yTALjZLK3smFkCjnw5TWfLktAM04NqAcYnh611hoRuQrBk0z3NrEOB0l1rcuy+OJZk+EZs/uS0bjE5hpQZGFIBoOsdJJOd1ZyQYOzQANJRBKVqMlKBlGBSNJTmkOIUKCYqkrjJxpz0Uzu2XWa2WoJM1sasKxN8wSZRKTEmq8CIBLR4Fwr+eSNlqxvY6CQlO52z4Ys18rQXP2IIk1G35eqFmrI93M4abIZQBo9sKaUNHqz7RjRQSd6lIq88Z/tLvDOiU9c5W5v8SUp3VH51jt1/eMa/P8W7CxNayNXX5WD6Z5OyFdo9BWhfj1uxZ7ts6NJjZSl8X3JqwGxC+nYP/C6JlPCRFNLu7KIilAZ0EzJAipoCu3RM6uoh2/zjtvymRWgvkOtPo3b7z5++uG7bzebIbxKEaLUJcpkVBERhY5lbNvWMo3NbIEWVtOmhqaqjbtky5pkJIBSBlMLDyCl9WMJBEXFVDUjwyMpZIAsQ1GTBk9FoJFiBuSSVRU+VNmkjpVKykS4rwZuSr/GrRrXPmhaVa8Upl1MoTC9XOY6+OFuLypfnl6fno9fTqckE1mzUjfbw273eLfZbHbL6W63iYjBNgOLzDrGuMOGGS5u4/77Tz/88M0vu+3ueDpBi6fk8fT88nw6Hz/cz3CqTlpks72/u8vN9ik6aUAihzKQyIyWNgtEL7jPJHg8no6fv+i5DhCInuaLiLBga0JljgsHEllzVEIxmok1+kLFTGUzArChJBejygAZiqyj8cxQ5zrxlV0Y2LSnyX6RDwIRUGvFu6ZDoVhBgdAAUTlM28fDYTld6vFCc6pmpsIVNFCYJhyoQ1oJh1cysSwyz7rkhpv9OIhqIpZc5tPp/LIQnkiPxV+/nJ+fz5+/8PV1i/lxEJlKEh5Z2+5LtC+62SfYqj12ZpKWMoEW4FsAU6jgm7vpD5/Gx0O9uI+1jirbSbXg42H+Aa+7p/9YYB+WZxvrh4f9tw9jASHBKcjMnE+n55fT0wf+8ufH0+bHshvUCrdj7nbxf3xffv7T/eIpqim635fvfxgOdzaH/fWv/PWpLvRvP9p+sxmHotBhKNtpHK3Xs9WIWp/2mPee2yUlC5p/MtXUEsiILMWGLzE8cbPRMhQCLcQqmzphDYsk0UThXIXsmR17kZlBJ0KR3cgcHtUdSqiKiUiKn/3lF778bfIv4MnDvbrUWViLEhIuyRlzlQWImumCUHFhJR1CHYeB6UuNpTISxYTINp1uQNoz52ysHIXMYNSIlAQ8IwClZehc3Znsugkms2Z6xztCbzNjKpB4ipARulFRHUSHogVqVblILJIVSIjXyl74xWgjaZKgdVFE2/Cw9ee110+ZEVkzIhlgJGuLOhKkaGNdyWzo0wghosG3ZAAuCPAaOiHQIGuiQW9ovzrXK83YacBozzmBXGEZrpPwW39QQ3uJ6+1pJzk6kYl3E3D25BDButJcJTLv/LXXiJFYb+MqkV9BXk8dkZuhXPuvRfoio4ACCcEaM5Frun62iJgmoe4byDWB+X0a1NVu0VWqkBBGj0uLtZKkq1EFN4WK6xO5guYW7txmDVQxw2BfOdSvCPXr8XuMyp7+lohE3HyctUWmsxv59bqdJCBmg00qGpFJaWhWDJBCEhjMRkivQvnvfPJupye3x26z+8N33/z447fTpiy+FBtA1CXMXLTnlKraphhMy1CKqEKsmbVVW6C/ChIZEVHda3gs+I0bS1e5ugJFbCiaUojRdMUZKqqCfu0fAAjmnJf0ZFZxTChTa1af/DpB+m0WXuKa0ApRaC++C01oEgPgs5ftsJvGc9GoPl8uwphMMrDd2Hff3H33/d202erivzwB8Hk5Pn2xf/tl+x/++c8AGAuyTsP4/cM3//D9Dx/2B7irWS7L8/n18+uX8DqfL+qXuwnnCMxPI+rdZjOflyUdIsMw7nZ7tVFFd6aDylhkGoYKfjmfX0+vglzOZyE20zgMQ00/zictwKgQVLwKlJic4wBTBWB9kmsi42BNLFIM0RS4Zn0FErQoCSgoao2PMKD1TvV1p201Mq+6A+EqQSGBcJyPd4hvp2FBzvW1cLBiJBGuQhU1kQJMQPHAZYGnk7lUXGJ0DIKpFDMD7Jj1S0Z6dVRYKJetxGNJ22Ketv9++O77x+l8OsOZHrW6Bytqwk2oSSQHYDKMIqCKSJszmIoqimIsGAz3D7u7+x0ML/N8Pg+7qYzTQCvbw/anTxzP/6JuZTkeBBsIXBnBXMQIBuLIyy84/bqtL3+65x+mEQIVjlNut/CP6j9tkq11IadR9oexbLbE+PKpni5LjbrfW3I01UwwxZRFYzQtFsfz/KWeh5y3c5WnGaWZE5tu1uhRPRaVnP+Vr4ccB4g2eLH2/LRZb+vfaT0ayUBmS/fv4QKeuXhkq/5ISc/IrDWW6mmUIlAhElG5XDhfcL5Idc0a4fBqyNao4QInHJKUSLgjnHQgoYQCsOLBcFbP6q0Aj9XbqCQbteZkZHu8EMKSL3M6AcESnD1qkMBCyfWa2Zq6PBkguZJtBCFzyBwhkFFVkABN1ERFEUxHtqLVmXJzRb3du/cxc8d967VEBAXSTKwtTD7BTi6KULXh/obmBmAQVSB7+IU0jVGsbIG2mXYX3veR0/XKeOP4Q6sla0C8o1Z5r8daUWNrSMr12pdtNNYB3SqBlk40togYXX8Eb7j5vQLs5u+yLk4mLTP3pg3m5mflRli2cq795e1fsF+UcfM4rzeiV8Eo3snzfyNNi+sjx//3gP43i0F7uil9oa3dQ5tfAclXhPr1uPnY9GFFdp9tdkk4EkJRbXXBAgBqIkWAyL5lLVpEDVCP6skiLJaAwECKlWJNmHbTNPM7IHqTasxcu4La+M/uHx4ePz1u7rYsmM8Xd7fUATpOLTCKqlKGYdhM0N5PYyJqKl1P3y9PyfR0z1prnecZRNEKIGosEhSopKmUcdhMm1RVLUjG+WyqpYwQMQq0iEmPzhFKQgKDJgt342601+VyqUjTaBmi2mqcJRs3Iny75BlFIcbWxQxhSHIsOpqy1gL97nB/ml7/0+mL+Ombw+Z44afD8E9/2P/0pwcbB375IrJ8fv25evzb079++fLX/+vPP959uz35ObBMehi39v2DfXcosph7+Msvp9M5a1Ugj6/88vPDpIrz8+dXFXzc8fSCIvL48fDjH7/5/vtvi23uDts/bB7uh3KYigx6zPz5ePrrz7/+63/9293o93b6UM4Pep5iRsWw3yzUIBCiOigt4+xVRaIvQgFJUTWISClIbZk5EobSs3JFBNI8SWxVq6B3H0mftLWlMQSBTKwx551myQRDgCKXh71+mfyk8yAuVGaIhghV1URbHfaQJss5w4xqGVujqBmqybl5pQ+lbg84p1yatlps+vBY/vSIkOTelMJ0PxqyDOLp8zI/n1/m+aRYimbJLIxJMeqgMLFFoQVmYhLQpEFUxSwTsTDnWsmcxpIQDkXHYRo24+VZltguM2qef/0cL38RkoxiMCRjxjKPPJmd9/vAXpMtyCkkfVC3oe04nZIx89eTL3m0sZRJTMST51cXCRNrvUUREJEiqqIe6cFARo3j+UwhYUypFcElPSK5AEvRpVioMNF6qzIjwtOT0RLogQSrN+Y0M7vRJtm/zNqAHhIRrGSNrJ6Z7OgTyCA9JQhPCWigBzODJCoaFsWCFq6enoiVxm5M5CXS2TahQiJIbXufddybV1HTSsdV4OwJoKgQsngkUEycDLYcjjfE03J2vZcUNOYVwYSIkWv5a6pQrmPitwtj99OsQ+x1L7YiVL7f4LPJON+lvgsbcR95bZGXVeZ4XWvZZ9xIoF2OdM3/6u0XxJu7/ConviYONwx6zbb+jf+V0PU2tXGZDT/29PvekxTrjbypuVaeMlbcphDVq97ohqVtstB1OmF9hyrtxvtV5B24vS4B1xu6KS5bXxDg7YFdn5h2cWrvfNJ1Sk9pXv5buJyNWuZveVK++9v6E9cXM0kBa/RXYIm21Q6vyzBOX5HJV4T69fjd7i4UMYqIIlt8BqMpNk21j9wIURMww50QTyfh6QSxWudFaJ1+KwbJ5iD5b9Kk4LuP9e2VWOXDpw+7h11VR8CTkXVjLl3FV7TJpbyKKzMjAm2o33quVgk8QEo6k5GegaIKUzMVsULrk0YHyZoVCyIh1vIHzbQEikXX2UIBSU1qIlzBQXXj014OexxPc02vomYkkAIOxRjI8LWps8NToVpXV1RKFRiSzdHZlvHi3BxP+cvf9fjyUVMk4uXl+V/+y7a+qNnyry/y8uu9Zi3UYv/4cfuPP4wf76r4l5HzXYmxyA+71z9/lAfapXJe5gPxbGoiPw31B37elHI/1Put73dKkU8yzcE//jT++z/ju081ah728eNO78bNbhyScgSOkOfvp/+4G5ej/9P45Xv8/aHWUUamynCYHCnyMo+25TCVEtVyFoEUgZEZaIYLEZRB0KBBLz16Oy2EqQFSRRUC6yI3kMJWcx0AxAaYICkIzXXq2LLeqwxleTykf7RNHcZ22kVLiadq57ANHIAiLMrSIMYoAqSn55xovYYzLAf44MvsdbByf7fZDRtNoSuJjKyLAqHqQcyMUaZ5cGQLOhSlDirKgrD0gGrvnvEIDxGIJN2DHm0+zOTp4skyFYdkquZfhajkQiytWIFUppKMBLNIwiPm2hbKuQYjkblUN5FS9FKjRhYgI8/hFLEBIpqQ6licqrTWR5DSX10AhCdqd5Zr55BEHOKB9F4c5YIqUrVbVTxYc7WnJLstkEgyotV9YAWmvIKhZncRdM1j67PwpPeWc6xtqk1jAAVKdu9Xo8FahlYCdaVCvU1v2QvQFeLEktHC11phQIMi2jWznb/kjdIwV928RJeXNHzB1caj76i1NbFvldk295cAns1F12bDvKbkSi8V6ehl5QI7+lGVgjfUuNoVG4d6zTPq0652E01UcU2KKyKtxQ1E0Y6NFPB1Dm0QA/V919HvyUDp9fRovaIqsionZXXCdikCABWxVj3fJadvqcDtCQdvbpNcZwt98F1BAOWdfhPviUvqLVe6rivtNOX79aR9UwUJzRTvpH6/O+2Pv6tGk5TfzxZvudv3Dsgbghb5RtMq/7vU6Vt+f+eUWyIdtU8w5f8PF/v1+IpQ/9c8FCySU1GhMLpxqCkIrYiplZYco8WECdOiYpLMOJ3rXGeGOEShCUmaAIOaqUXUd3vu3w385fZqs35vHMtPP3z7cL/3OmfAq2tjcqwMVoaheOJymRdfllrbzt8JaUFTqtp5iF57jbUE3EopNrR6AiJULGkujKjJzCWWOjMp0KJmWiJYVdAVhCKQOT0lLLlV3Q5DSbmXzatuX+uz+FIGMSEQJjoYkuHhAjERFQpFUwWU/qgyhC0ay1Q0wkgLq4tvl8sd4uMgGIfHcZugf/nynPM46lD9pzvelY2NZX/Y//jdx+/vfTscMR4ZpyHP4v7t5un//Af5fFfmi76ekxULMKo+TPh4n7tD4mCXKsPObch//DQl8MO39sN3frc56lL2Y+ym5TBsim4jxAfNSS+b+LaW8xd8v+N9nqZZFVtiFDm32P8zliKx2dnoRWuIXRiZ6WubOAGoCqBv2j2VtawrkxnRGOjGoggZGcxGUa3+d0dhN8ZmQWvcdZKaVBcuiyxnLk9bO42AREM3S29ZbdYPMiCEBqV2VksStrjVgAvUCKlAnOt8vFw8YrvdloLldPElEeV8mX1JkhF1qacal8SSvDAvkbNHuJNAMWVaLIqlEWlIz+rO1k4Jukc0f7tpNE0BUEabnZcaCBYFTdIQyC5GjGaiTiFGFQtUTzozWZ3RrGdBAYJyruFEgSTzkmmmIpgjCVHyVFl61n5nAa+NjSQ9JTuu6h7Gxl0isg/8BdGzx1ukG4JvxNXVMUYy8BYEmbzOfHEthzS8uUnanmNhT9paF/Q2bYCivf1QkXKTI5nryNsB7zCycYSdsQvR9s1Yx0bNrHOtuLy9OrFX6UJ7hsmKKm8AR97AFL77o6ORYkqgRcpfPTdyA4JBFHtDYbmCLRFtJWjtrpMtBak7xacrhuaKUHv/r/jq+BeRImLorvUBEOlw39ojl+Yl76TCO4oWjWzgFQj3DXcvkb8Rhq7PONbHb8AgHcW200nljXK19pA6sGvjD7FV8cl+IRATZLNP8rfExhuBe6NYbZIgkStOXn9Ge9l9KzKV9WRbxzEr+fruTZTOWfdmmpW4vfmR3yVCyZX4ltt9zs0p/f5JsJ2T1315Zy4gIppipXyFRl8R6tfj92pUioQqVbPHFqdHRogKRor0ECYiN7Ybi+3328e73Vg06vL589PTk5/nOTIUSlZkGeOykRxV3N8SjH4zf+mbSpEseiYyAAAgAElEQVQ1z3hVwYt+3G//6dv7b7aDzkt6z+eEqZkU1aEMEnrBvNSFVdrML5OiYmaq2ooHem4UEwktNqiVsQjRAveQhAoFGU72yromdVQUsyG1esxXLqFdgmo4QTGVcRTSEluNh4IvmkBOeVELgAobyMwoEi1PxpogUQ3ZwLYnQhIiWnQwEcSihMGsyMPH7T/84zf7D6YlxZiZy1JL4X5nNuJPuBcZxjJut9u77f6bzbxdft6UOcs8x4ufLzt7/d//tMNPowHL4haYpmESMfUU32x0UFkyMVQbWasRut1iKlniIrRBHBW2HAUjKVq01DINtv1Q/G67mcZJQ7hkChWYu+ZQBynug4vOnqLwpktcoi5RnT2SjAxkkiGA1JYlz2QbC3swo0XsBlveTseoBILJFlyzpvAIRch0b2eSz5W1qlcuF1YvRMtBcy49Ja3d1ToCblPk6zdqWk1NBYyDZEZ9ej19eT155GG3/ebhQWmXc57Peb7MWVPJ9OV8Oc3Lkn3UnJFRg0vQkwQipToQHfg0Qwxb8iWQSe9aPM1MZnMAYkmmvKGrFtfUFIbSgBgpEEM7jejBbBgO0vOLBJ5Zs5cUBxmkqPatAFggTmoLleNqfJGrqZHX0vCWhtP6ZqMPjiVASgcuV1wr78efb3j3Bkpev7xduw3XNPPmJez7lFtUchXFx5oo2eYp2v9drlP6W+TUWoBMRLWrOrPXKIhw5Rj7NUcEonpV5fMaa7Y+O0KkaC+lexeb1wPlVj5V+vw6iOjQqPN5unadNWy01T6c7uV97dXQPoxuP+q5BtShv7/tChq3eUatYKrR0WtuHpt3rwFuQZ/brPei0jcG1/eN1/cALDe5FLyRpfLKOnZuVdYRukjLThJZwxp47VbqG4x2InV8L9edgAhlpadVYALnmyr09iy6jsWuOwa5CnX52wqn7MO7lGvtXGtLXjOyezbIFXOTrQHuGgh9xZty81iuwvlYMx3QQfA7oep7e9W77za1rraTbf2ymIhKyi2M/3p8Rahfj/Vq2WYdkikiEFekIYhQQqGKDPd5qe4+5DxtNptxf5CpZNaom/BtpHkVryqaqAGbuHxn8c1YvrAwVw9kG/i8XX9bNbWoCHupcbtG2x/vDn+83z0MxginpihEE1nrHMuAcTSzcRrH3BBIyetlsrmjtE3c1JiBzLbJbryLsYX9e+9bFGS5iSkRZSrETExtDW4EVFs/jtBNBFp0GtQ0BD5OfHgY62mCTMOYogsAsVJsqJFgpgqERaFQYSGMZGAmvNDMRhNTUDhaUmmSpnvbfJhOywvV1cCI+XwetJpGmcREi46mA2DjYBupJc8sUpnABXkp8I+HzRCxLahLVWAoMgph09GlzXYJUEpJURMHqreeGpeaElFSIqtIpUggQxU2QDeiOJ3+JvyMGDNG6BTQSjo5D1K2GztsOKgbYC0VwD1rTU9mQ7IdnqYAUvMak4PIjOh5OUmG59WM0iR6fbcRzmQ4M8gUBt1bthF9WdhsMtE5RxAZiDbWbTxh9o1It9l2WzlISWg0SZ90R/fxMp/nJZO7cbzfbiLlsgSci3tmaosTdnePnhMuSMIT3kJ22JhFvq38Kxu8YhSJVQrJPh5tq237xPT4yKZOuEFTbdXvOFJagThb7ltnsOKayth0hP2T1iMpSTbybi26fXuA65K/QiJBAYqIss/QZSXkbiee60Ptn+tegbzqGZXXPCA0xWTebFIVKJ3w6nRdvu1d38Yr9nYXXRpoq8uk/QpBCByobFLVt/mqyhUGYegEnAQaCperIFLlzSFeAYWYyLBm6rdHoivM4s3gtqGRdTCA6/Wt701XCK2r21QB1ebM7O/mdQujEAOF1zo3rICz+3u8J0w30NYvmJ1g7qdx11m0p7zGsUDX8oS4vl8dn+ZqUJffeDzfjFByFRXckIi8iisFQAF1RbLyO4K5m23XObZCW1fD9XZUxNrvbf+wSjazv03dxa/rozKwIc7rqat4l719/aNHXjUOunG0t3ixA1u+H82vCVXXwon3cLM9nsCqQBV5bwaW/gmVm29cI64g7ey13vRLgwwCESYs+U6n+/X4ilC/alAjkSEidEFNCpCBDHFG9UhlQEpEzVyQCy8hmjJrnsw9LqejnI+bOA+cFTnAVISMy5D//Dhcvr//+4taRp9ztVlP07m3kYpADWqSQAuHAVREf/z+8Q+H4ZsRZ4+qElqoNgqYwQwwhrHsh23ZWA9i6VeUfqGXtxy6FKiJIkMiS6tyUtAEyFFZBNkHQtq30G1ElbXlAfTLShO4AiwNVbthsUjQRepmvHzzUZgpmtliABEiGArA3hmi2gmUHjXNQqhQtVhf1Di26SpSSpk+7j88xD6igs6o6fsizgzQr1PU8PSIF6+IuiQ9suZMn+HVapTwMyI91rWIFJnTMzOZC5MUpVAZ6yuXAXoicqQlSQabejIRXIAZUAQikKGZJmIpCDBIV0nV1HbtbosJmZkNJTKzzWHZ3CogJSM7qdjwVqtE6FR2p7JiJbf77x5s0TnBTImkRx/LsY1UMyLYUFqyqypzDe7hb7TPa2cM35baXsYNtHE6ARa9FH1tcHNcJYPa55Vv0/HGKSbeyi3Id+vUG9e4rvo3OEq0iefaVrFVn7634/D9ZLG3vjb7nlyxRTZCLtfqRcq7ZJ/2P5siMJHSqLY+JX1DXLKKOK932SbsCQiy9J0m+ydaOkPZpTA3lBJX/HSlTpvUIm9YMZWO29AhbPMWomtj2qWjEV6drWQbjBZBkauUsLttKqVlvF/vQt4AK9qHLQlXZCPZmzpZpPUQEw1ZqgkMYvn2jLowNPkbUX2uYs3r12v+BPX67iZEOjAVQIkiVx0Fe4IRV1JN2HOf1qy1a3pRrvuc2+2BkD0snu2ufit6vO48dE3kfWfhWW/9+mZfTffvhtT9nOlPoUHnxJWUFV0LXd5MCf2EfwvYlreZnQjkqi3RTh424aygYfF3iFnePaeeFXXlENoDexOTSd/M9G9E/w9cewOgkACbiKMATQQUePeBTZBvOrS3x98KrPLt9eW7qf9Vhsw3Ne96tkt/rfqOpRvpVp2H4LcXjK/HV4T6vzJAZbMESIqEL0s9U82GQhGf8/npy+vzl912uv9w2G6Hu2nc7Hd3ZdpO42YYhazLJS7H4steEkWK2aCl6EDRulH/6WFf6tPzzmRumU4iacpBWazZHaQU0QIplqou5hyDJVIPd9/+8GG828lUEWIsg5Rx3Gy2u/FwGKfdMOwnGnYcun6JuUYIXrezKzvSFnF3VrcMaRFFIaSXSM0ec80WR4ggQ1o3Sru29PjGdrGiJ3q3eKaQjKAvvlyy1nAPuDMTERG8Zhho8+k0jxUiu7CLyW7lJATKnhzDTEYsUZeMSK8Mz3T2RmkGL72UKDMzWhV1L//zzAhWh6dEagYipZfRIPraT28BA+sC3okKIhOeCF+7bCERfegeiYg+88tEJCOvCo11uqoSZKzVt4K33ECSK2XVJoMrLxJvXmXpybuNNG3J701fyLXJ8Bqp2Se00QWUK+FHIa7dPFcDcg/3fccP3abxEvm7oO/2uKMvQlQEELLGkL8l0cjbBPTq0u0Fazch3fre+PympVsbbwRXM/LbuatX8aKiCxbe5+no6k1uU2W9sjudu736o+Uqguxw9i3hWJovRwRMyfdDStMOPW31X7NbEEXbT/U5OGwdjl9ZT1491G+e9KsUtZO+a/2qrAD0DQY16Xqrhexoj+s8/TppEQwqQ6stJZPQFc8Z6UCsUxqF+Dq3HQQtZkJU4gb0WwOv7M7OBsCtE7RyTXzKGzAiN9ok3irtb4hevYl77vzrTRHm9basbyeoXSF6lWCulix5E1B0Yh4rI7uqHXjjfL9V9q/6yE6Z2pq2lG903wqv5b9lEbg6FeQ61hfpGQVvMai3zii+x/DXcwByCzG5Av/r+L6fmbb2QMn6AsrKsuvv6EyhvO97un34VHlrBrgGIDQ0fLtZLSIEvQPF64cS68WN1/beXK8PvYz2jYB9C/uWd2fBrTpV8PaZFXlrqOp5h21b+PX4ilC/Hm/7fUIb2hmmUkZzFSmqznpZ/vq3X/7zf/6XaRw+fbj/9Hj/7f3j490hdni1OtppN9oAH4OHcbuxvTGLZlGVlgqgg44Pnz7Ycn4omInIqGAV8UHTLMEU0WIGlVSjlbRNYusclyqwnQ3hcWx5L4JUurnjsixlyTjWOtG6rq8Nj0PeyMVraFWH4Ul60F2qg2RWxsLMXKK5eTKd9IwWk5NkpHYx1ZWXa9ArMyMTnvTuXGlJVhnBCM+o6U738GRm5u0grvXSR6snJJis7EGSvaU6evLgsiy1ekZkZIPOyUbokXC85UjzegjRnECMVnyzcoPJt2Aa8opguFb/rF2LaH2GGd0i3epbGvnU/lXwLpXmuoat62KDmLkCKbkqBMG35fNqB17TXuQ27bsZJsgbWHAdWN9OubvkTq7QEG2f9V77+JsuCLkx/N6KI6+r4xtbJHKtSWxTuWbT0Zscb/1N7OINAk6+a0hT+V3E480YVd4jmEby9Vlw+7sI5YpQuYomu2jvegtNMemJ4P/D3pv2SpJk2WH3mMfLql5mEVuUKED///fwOyGAIEAOhuLMkJilK1+42dGHu5t7vKqeLgICGIHsRnfmW2JxNzt27lnkXHz6By3CA3KIHAPDrUv601S4opviMndMwgjtWvNfpPNiWUuHsPbaD8iH/quCVxS9KWP7N0ebvjMVdtCTlRZT4RebPOqfhv8cCKBOlE1nKV4jVxIuySYBtMvVv8G41VH46fiI47Nb5SpqJw2IVsEGB4yEIzcZe6ifu552kMPfUX4p+ztQ1KBS7wS8AJYououbkNE4aDl/v/psQbZvwT59wCa7vHwRvvSlWzWTcHv+djp2aEhenkliU1cDxFkT+eEYwPWfhdRJt3Mg+7uBCFqWjRa9PPn4tRIjvJ3+qSw0cr25Oa+6dOdt5H8j1Pej3h5D5lzkQa4ff/zxxx8fnyQEz/P8/OP3//4P//yf/vPfcfE33/7utz/++Ne/++1f/u433354/PDx8bsfHn/4/W//97/67f/5V7/74Q9//dvf/e5xyAfOB+Zcn1yfePB3fzV++9sf5fyG9X3N8zw/5fwUnseY2pM+KVPGVPsHHhwHx7E4FuWJ7//l7/9mHH9PfIN8Ux5SrQwf3x7Hx0MOENRm0jXX5Pr++dOaS3wEbA7ypdXqJ+daz8XnUg/2nHOR63zK0imz9rlMsVqXZcM8q3iW5T3Q4CS5TllzrWXhjrLmWtTw0+dSnMq5tImJ0JJpkUVMiootrUjGzRq02kD7v5/nOT3d0L0PNk4eN5M3J8Rsv/efuRyugdG8kD4VYJGzYjWSjRCoLI9PG1XXVnwuPuDVYHCPy0FQjIBk1CQKFMh9xQlXlLX9TClYPiUaUqThhiFBnul7pD0N8TuTj7Q+tPh75ruBBjHjmS3BVBqG8gF5KKM28IHc2u9yZ+K/C0BBg1/iMT0VE6sc8/D8nQ/vtolp42SjVxWeHojaHu31xilykoOCJSfNLXSIfAwcw04DWMYn1SZwpHWaUvSdoqXhzg/NCFEWm2I/MB7AcAxNC4pK3exAuWxYzySeQ8mNw+6ZlN1wHbRU6ZAVEMP4Xb/MzIClBKGlq1aE6u+/ob6CXO3sN0qlkPVtQobP0IM1HI5JGWcxtIz3CkkRSk2F57CJf1QZHf6xBvTR5xxG9B3DMK+rcRkFjLha6sy59CR5C0sqIgr7R9QjW2+aLx0CBWbpFKNgQPQQq5IPamQwu1ffpjpeIsB+iotPO6jbpN6lpU0p53rYJQQKy7tBqXH9KZzNIw+3aP5iJtt+kUDWknU5t+RCdvlB/Q/i9sd7uv9GqO/HzqCutZYcx/E48F//5u/+69/+7ePj47e/+YuxxphjnfL9c34+n//8x0/5H//0N4/j4/H4QeTj4+N3Hx9/9dsf//CXv/u//vCX//e/++s//OEvfvNtfJP1wDnPPz7nd3wo8blkcs5PmWtOFTAuE/UvdZPwJL/P9RTwGHJ8TGAt/CQaQvgYOCAPHVGvSZjtUTdCNT2JFdk8P5dX12gwuGE+9d1oqPjJk6Lz8EWRudIBTC8OkBDXhyQxmTlgaf7hZCQ7egqkzliXeKiRSU6Xe2xNF2hNhjnVEpfe+x4vkzVJUAoh3NphkbZom/rZCK77pgVtxdzEUawRQf58YE6LHGeWdPFCoTJ50sP9tCZDrKNteBEoDIoVlsFHmQof4TXlCQIac6TqwAGxLJ6S9W1W62I2Xo6IDMkN78iJkR9HcrQFIXHJKeukkPIh8jvg2zDi8DFy4zd0JCIqe7XMI09KCvRlfiQzryx6jHtOxWWYJ8lA58NrCkyhwdjgM57mCETrGEuD0ge1oZeDcibKwUFEticucLmQPQj3kiv25EgpHhdZieRD5GPIANSctmjzZvg43kzmy642r+VAzRMtSN1y3Ya/J3lt0C6PED6q9yXuhPhGT3dS7TifmvlgGw9CRokyDoe/WMKgXqVUjWtnDLO90FhF50aZ27TBHO+F9gdyTt35PxoTT7sNR+gKNE/AyeCRB6f0pY0E4lcvuZ0GI+5gw3n0KK4e7JoRBXUMLZa+ROxn44a6XlGm3FQNkO1g4r+6LVwVv6JDVTMx9d6A68uHlIKusniGb6+Kf8BGV1N2xvMGPnbuty14t3xQk170+QDe6PSNUN+PG4RqBewg//2//w//6T/+P//bX//Fv/s3//Yvfv+X//zH8/k0W6jijZ/O+cdzQgTfv4My/l5+8xh//eMP/8df/vhv//KH330cD+AA5/r8XE85aLEsU/MntXWbWroCk+4LRU7yc60nZWmYCkSAT1gDoRo/B4uSyEwdaqDhtBpo10UtLusb8uxwci7Djqdvoos02ICc8tRjL3pQImIjt7JNDcRJGdIQEYwVG1Wdp5VJVVAR7Kfx1SfF9ZtNiOjL6+zH+tg+9O0ZMf3XmX+bYSWcpMMG4b6LWLgPbRPdNiRc2v9CGfbDYSPjgT2oZTgBcQAPwcM3mVkUWOEu12TNxdDYGVK2QhpyAIdCIuEkzsLVHQMPRBau+rFEFMYNG0Z7erxFb0bmEMvbqrVqHyIU+S3k9wPfDpCcKI2ICMYlFJLmlIdv6TcTXjIgwpFxOQbcP6Bln2VI7GNKn4zTClQhj4FjaIpQXsgHwFHZViR3qGoQSVCidZ05rbYzAg7TazLEf4cTeA/LXTPK3uxE5cpi2f/tyllCuAEuhKeuKdX3LS88sfT1lD3U+k/KFKfEaImnMFzofnZF6grK1ZHpa0kjq1L56tJA5o0vBY1RMhFWIpDEn/DqNwXvku/DwTO4z8FRjEfLjyzVEe+utfrTon7JfGbAnupl/0pD0aPUqaKMnAct/Wpox319Ynr6pNRq031wz9SxSK88kEvKbBw1r4PuLYaML6fq0gnTXfVQvyyKTCNEIiF4FEbco/OOv1+D1MSXvDCuN1C2YlOE7Svp2y8w/vvxRqj/az7MYE6K8L/8v3/3H/7j33z74b/9/oe//fGHH5fg7/7pf3zOp1giIKejGhiXKP9yrvUvP/30+flf/wEfwIFDo5efsmjlo1yLY0k6KEwSZPf1NMGkj5udhDthbJ0uboduoLp1DGcAw0waordNaZitJ/DhYxBFZZR9tzJ6rGRbmyDmMS/zIfP4D985FsM00xX9hZMg9l/Hu7Wv/iLsk6DdUIwI5YGzv54KpByutWaHXR0yl5zNKpsL6TEYTqADZkYRz61dkZVtKkaIyLdhGNHKYRfdvav7q/KszoqVt3V41o9CjbPD3yHb1ssC9lICZlxRnfrRUhkPtYrHpUszYUHkQMRZ5u4lpAwcgo9JQH4c8sMhH4dm1cu3PnCsQZLDPfJWeh4QH82qFX/VMkE18sGzEqsPW7/rsEZ4N9PYF2N0od7RsQ8oHl2UYOvhoTzfV/KZlQkLk9CRXKkVP30MLMJDOV0xWbEJZdMOJlPKDbiEtCBZTJUEkIHaoR+rpxFIgGplkc3jv6hlnsPSswRFIaC8Mgu0sflG1QxUvGINmXn/Bb5JXGu/h3FRsYORLYTL2cpimWGGGKB0tStVDNfTSvqE/EzN5FBDa1HDE44+5Q92sGL09HAqzvOfzF0/0FabDafybqDNe0zZRvzS1mFTy7PgyEpd09LyJdf9UBroUSdk7hEcq4MpZF9XOfwXp2Z5gauSuNvTJq8cp5nb7NLiLX4t/6Oef9MwxkIi+xzu/Xgj1Pejnl/J5/P5+Xz+9Dz/6afv66ef/pv84xABxjQ8pic8HJQ1DB+adFLwE+V5rn/81Hv/DBcCrRCFNcgESZYg8GOuOAit5Bo2/42bf0X3MstEO/bvOpzqmBIXHjPpB+kGF/YFaMOm4qKx+pUh19OZ2qKcSEI0gIsOpRUH2MvcXJ5sBAz6qqbzVp38HmirO8rqP2II7sv6qQjewxcfnqmlHvk5bHy8ajaQiIh8Mw81RILdDGiLUMV5JCFF5AdSq8AjGn0ZBmB92w+xskf/vaiTTcQeNLgN3JAvk/DtiGkbjj7GVC/YR+kySmTZoB1aIFq9iOBall+VB+UDOASWUCYE5SHyGEMKyNb2JkIe5CrE26oYIoKAGGYk5b1YrzdN61bgFfJeH3dy5bBeDuBBHMCgHL55w73l1rIjHMJMkaR5m0cxEX73sseDGmYejKeGB3vlj+c9ejm5zeLr+7DxhzHUdsTYBJQe8GAMd9Cl2sYJT4AagodgMLzYrGn/dtms6vTP64BWyGCXSmQS6aVbs6iG54aO7UkW31gicMrm2r5yfkjZAAcyEr+OwncrmE0KMrMi9Q8eQUVASDsJFxRep/YKXivDiqvdymQMmX8aakj2+T3ujs9w1rlWz7cLYC8gvRthM7Kg7D6wD7dczMLgs5u6o58FSgpYYZf1F57ehjo9ORhbD1nvjuFd9SsKtt4JC49a85MKyizuVumw4Ve2DIg3gfpGqO/HhUM95pzffvj27Tc/EuP0w+IyD5LIGFJW/3EZZGgOTgZ5lKi8qvJqk+vVMqFj4l1O2Cr21EkT/EdxROziV6/JNpZixykoxqGkAgJNIlwhcSsD/wh5OSTJQog8Di0UYQmR4TDKB5PypGgcY2gHD+Fwy+rwXXJziirfWVMD62p4QD6AD8gBS66Wi7L+sHgg3+PJSQ7LXcKA4i1Ca75p0O3h8HQlgQIRecD6jSSiVSJR0kEevD4xpKtqJDE1aik7j+9VVmP65zKbcUIocoqo+nOg+VqcBYm3saJQa5QxRwiN0zgMGuCFFTffxkcw9+RJmRTQKhwpcii5sUSIg/LtcGTmMGJ4YtcpsoadYeDTTwME1ZzhLTg599SPr9CofjtwUSrNNvqfo5hvhrOMqjQYBajN+habzmGJGF09Ctt3faeqQLMCuCIY1XYr0no6rTsyvmxA5upjgYgJq01URg2GQUcrrrw6yLFXtpAm5rMVAtqH64uPdZMyp7pSMlnrzFeHDwuF7mK1v7xab9iFmk0VoCEMFoB1CSJgwcDOJrPKRSQJxULdutx28CKCvIIhN+jtlLb9knhjUCUoaUwsF6d0Pai0+ginfmNlC99m/RLukhd/Vr0yNlJYiHY+9X9eW5dA/zRYgq2IrsUvb3+JhJN6pFyZ53phiGUvt5VwbXrGsBR03oK++vf6MG3H/bFSviWpb4T6fhRkcxxLRJ5WMCOR8N3did5pUs6vyGY84DrcKGNQn7F6tCG2U6qafyUr9WRFEKPWADLjmt2z3sAqKceQWF9Vq6ci2FDEDTd46pBUM3S0aXwiNQCJLVQ3iZIxBL1w10k5iUjc1CBuQy1rW+otTnJ4JPgQcpgctwwWkw1clo7SRsDDWqTxmzDHX9a4gxwuWpU25cS4GdhBQMVhqqc4na5z6tHIlefy0nDXCEoJ8ISDQEeTGFqLgqHMH71kFB5LFA59eDDTw+slxxKAy6PFx7B89SHCRZSd24gTaOeZAnTlTxH75XAMrdeDnnaWyCFcQ5HEsP1eZJkP2+OQUjGivjcc0F/hssLccxta1qm6FEf5s+g0igrZzh7SAwGmqEPcHFceRGC3jcLBw1xE0Ez7lbYPI+FW/nzoBFOV3Po3Tx+UfxMeoqH3cOinhxx5APq7thH897bduusojjA9IjKuuMHUW9dYiVWGFfRW1TgrTnFVb5EJx0sjUiYUuRdxzFv9IBh/PwOLwECQot7hhaLRdwAPMVA9bjnlatQXPaNAxpLFfCEj5CsQLFYrvVZk6r12ivygnzJERJ4i0xVMzu2NJXIizG1Rs2RR8fo8lf+myPSirJhcOAEJl01DSmkFSAgfgkfa2Wz6MYA8tbqoAM77z7hQpUVxbQfvkGjDaWBwpzcYob9IVptF+8scqQuEs9SAhdMrpkCxIRyFQl5M+W+8LXZAAqqkapXr5CpOwCZ4hcbGWNB+rR6TmgmAhkA3HRdcIYY8TL/x6Ruhvh+/okpAdsIPl3+CZG/h8B0XoT0SrTyFuOJeAJ0Q68D66KvDuLvlVX1FH34VL0h6vcN6/E3kIx0YXJBJzP7zj22CX17aklKBU5bcyauYdZ+EbkKu2NWm3OTGyyWqJozwfCFdvXw6uMm7efHF4zLJGneTJ9xwKv/KMdU1s+n2heCFpu3XebCM+u6fJEJogV/td8rP7kX/U9Nn+GvPFL9OcuT/hN8ozoEtK+SUDaR+cVleL6fV71O+MMj/Km87+6wZr6+QOzUnqxmo/tjV1xAW4Lh58HlD6OYStC533CqrFisiLD8HN5tCQ6Rjp33vNxG+uPfX6xWmrlR4EV+aV2mRpf4qH+WfulfKO1jqjVDfjz8VKPwynMErphlShI9xHGSblaPwST4cdP8p23p3eHgMi8wRzVrkkgD0QVJm5AV3C21HXDpwZklXhgkBlSJaHoFU1lM6DubI9CVR2kVNrrLngfwAACAASURBVCDr4CzmhqvwKI5sWFPZTaugvSbUcB7TkMU4ySM/EU/mIfimyT46ngOFuMYfCnued6miMYOaUXG5lwsZmsIKOBSTEdve05zjFZdMkaMYZu1FBqF82cw8NzEiZugJA2jJL70mfBan80qBCBiSVHaiP7N+pMZKIVWpe373AWicrtLWeiXB30ze3BMIIUkZcCOe/ygEa4g0Vlr+ynP1/xp9PpuzQs/YOtp3ZFwYu27X7VKy/J4cznGuiKOHJYvV771Wq2980hYw5AJKrlKZEW731SKEGIZCXIbTC1U0GkiiPC9gw1incEqP8u1QbFzAXENdPltf/fS7+mFytZMFk4czrcIWNQRWeVE7z0UEHLK2oNo2k8+2IjtbktDE9Mp4rgJGJxdL+wVZRsmwqqQS+UTpyC+sQpaopwas1N0CpBoZWSPe2nnV13xkqC07ZvW3lyGHcG39WP5e66c5WOtzzdu0HfWHt9iv6AfBVuMQVwW2Fzsv03xeT48l3ap6A1hMsSJNQibbfJD5wkdugjLqZ/B+vBHq+/FzCLW6cNEjC++/yWWCmcjoK07M5D2Kj/QRP+ARmmTqdYbfq8NUdzhxw/axbGybQfWGmvIdcRadkH7Bc8kYXDrWlQA3nX7gfvY1bdnScnnOPWNkZxEUQxSgmdPSWHkPX+43xmJ05/4Q+dA/RZ21rjrUgjtn7Xnet/n8aJcLE0dv7omPpq7FKpE66nbk8/FtiV+Crbpp+5xK5IqN0aMqs1dMFZMNIWy53z3HU4ECB7FzMxQbY5eXP6oSsb+NnmokVTdGIasfXDazc0De1VM2xQOeIAavMcWz5XGTKxQ+mw2x7JaO0iFZya04DZQfYsJcNXItB6wn1dR/49EevtXfxMNT6qcApGNxRQ9QOecAMhdryOUqBzlzjNm1yismHn5WjA1/ukpilBLXZUF2njWFfSa7ZcczcVyfMFxS8a8BSfE3U9/JmJtjS1/oJ1W0lUTM3Q8Uu71cQunLpNtMdkfUIgmeZIOJxUMZVbESSxl3Fw8ERwTKJppqH7X0w8DqBOp1Gl6C/XlHrFKaw8kMTMvyGGR6rnB9RXmBoSjO6oSHjuHLb2MRXqepFqU4oixcrqDIcOx4EfVaQhOrFHo4C36/mu5UlzCllyi8oovejzdC/V/7wV1DX092X8q2PajPcGpA0pExjoF7UMOSuHIbG5mhWPg5MDJ0ajpS4KQrLGRfmxJalVhuuItcrBCSc9Tp2bY7jp5omAr3cFpIb67W5fQoAyV71UV154IBW/ZWYg9WQZLRd1G9LfIB+RA8BLwc96U2x7iEMXJjG+yOMIEK4i+jK/vfmtrf9iT1NmWPkQax678+yla50luFWg1ajQBbHE8l5wJreJPq/hlTGk6q/7o2CJm0ehhS3Ppmbq0LFWSOtGsGY7cb5zMMj/vqmLXVL9l7QbnB7mhXe0kpFVxnoy7GXcID2PBXdYeEIRol8sLEwUn2FcUzWvAYLjeXnj1WEWyPeGf6lVbZeF4G3IV84iQORJi/HSaXBx1oZl0eBijRrXU4zrsMxImd/7X1Z11GrnZsFjnMCqmq+gI0ahKZXT4sZQeFnS3ANpJEdRygoU7GotHu02DBRzHKxKBJLN6rRTuxZJVZVJfdTzqo8drfQKj2SxsujPtxeC2CiCUJirixMk+ReSnyy0h+3l2rX/Ac3fNKyycm3Xc/VI1dh2zmgUTuTAila18WCotsB+x8SpqNXeOiy6kki1T6pjj6krv1XdW0r9vA2ELb6+/FzNX+ssa8rVJvhPp+fDG//0KYh+24jgrdevp0318LmEBP+uQtA3qU2fTayrdfnzY3+6jkiGr4umz4Rwst192Jt+KPSK33MChshe/DLFkM6nnDUaNMqkmOYIooWvDje3aYaYAM50PEj494DTG0yv0qc+ZHkHAkypyxzftLYvmoOLsVI5Iv9hMWJoQdbFW8nqqMbQbKvQPArx/bcoLPKO/7z1y6uTd4qfb10IV9MO9ii34F0iUoIwoOILUxWxuVmD/TtsUUt5UR+XSXvc8idwqKaBBkka4lSVFKlEeshmaCPgJbKVgDstcomxr9y4LpvSsD7OiSe2hoGHc40MAB06DO2zOP5OxEqpOE7S7rt/dF2L0oWYdbJgI1lFLdgeIUY6S3wtnrqLlX995wKAxGl4h/3DXp3eseYBqbr8S3S/SHIdnEcjQalAdCCJTjlKP3r270wYrUPAqFR2IyXxTikx1SI59Rjr4VnQ+PgJDmdqriEmRTiSk0NOO4qJLu+lRXPzzfrtjc2QSb/MwSCyOWGoZZOnKD8GU5I9XtYRRO2t1jnvrQNSfX+X45SqEufvqvZz9UhjSFeRIjLsJfaRS8d669CdM3Qn0/fgVm9SWBWidT3FP3yqx29bkjCnWTgKLEe96ahCopta12pBbnRNGmuuzrGJd1VhW/atScetReE9unRunelKQsomIeanmOMRq5GzVGz9Ha8AHuJ0GggRsHKAMEV8yn2Hq00eJsIpKTt4GIqXETAbBsO8uZ2Oxbyyqb6MjPK2fQbVQNU9luVOJGClS0l5+IwwenPXB7fNp+OPv5p6s1IJe82xYxA9SgXAqWnRRkCSY5/ZNL1OJllrjf0trrXfYx0d9ny4j1oE1sW7v7fojuC4k0K5Y5LGtwEvtcnx0gspWkZ98T2tlv88mRXIUe9ts1E3mWJ5bfO1yunx1+5qhRlYVw3HxrpGtLEL2DyrIKTFB0+JWZ8BcWKrIyZoRRXTvIIZlXUkvYV85MsIrspHk30dM3vExEJO+ISmN7jYZAZMvCG12+OVCORuX1RyvsSl4cX9IKfRYBAS2EhGiq4q1saRWKOAh43ml4whpfxA9ItjuJD5QTrItjvN1XE06WVyFsJrCaTrfoQ6G8i/OQmAgVex/e4lcETU4Xbt9MbAeoHNqwd3B4P+7FqNrKW98g9Y1Q349fjEpvLMavhw5VGF4rdtrQREKSit7DbPevFiveVjaz7Nz1D7epiv/92Alaj6SmgbLqGRoDrpG90bmK+0gk5QGtFRo+sLMyyRaviMISeSQn77YMlgxC92zpzHEtnWZaXpIZyZnoaJXVULfA5axwZSyOjFNB24SY6Qcssgn7IUaq6S81dsf58uJvMB4CwWoFN0M20pu36ITcVAq8WHdfXHK3Pw/tEnM6D2XzZ41xxL7FkrpByhCuJSd5LkIwB8ZyHd7GgleqD+2MAVGpg0zKURLlZ2Ts9N2pmsfB6LYVlLOWJmuy2qbKTj/cerbHiwc1fMH6GqOhu+aK69UD2oYjUdS5dmno3Q5jVSRwhUhF7ci623uwB1FCXvWQKUVdE69lOXYcpoHRBDGDmxKmTI9PXxEzJAZkd9GnTrehsUoYkgStD9kZnkJ201UsfxroFn+9AgmBZq1MZyNJ1miqA/56rUx1qEAzcJ4O9cPiGczoAQ0glpmnJmZUk1/80QbHdIVpIeqSJcQAPMdKTyCLYRVdRp22A/81kcA2CnJonLYsNQCwrASjaiPs1SFAekGi2cosACvB4BLtzcRG3uxc2PU/7KQ8+CVIbRtJsT3U07hXNHO2I3sbSwUFE4HN1kZbv7Ypod6PN0J9P76Cm/sdiyLvKtNd8HLQHNy+rDGFnckrUXFsRM7oB+VioAk2CxcyLOCprrtC9aPovoWMYwwwpEmHV5NT9blXYBdGokJSFvbOU9mDYULjUHOz0e1kWG+4QaJUeTpBOY0G9mnyWhhpVpCeXK3zvtgAV8gPrLiovvm2SwXpeNTOT7Z3AEwiNkgluB1g8avPV+CKQrQE0Ngv/X/nUz0kLXpTNrSJykBskaLJV20eqRtj7bYVcW3bihM55tggRrlCBjKhrElWLA50rWo5YlqGZ/qcXDeq8GLXIvh2i2w0QrnOUGQGy6+QcLwp9z89zjNbEnpn2IxNV50qzqwuCsY4ZDfyo+Wsxa57kVJ4jPzS5FpphZIsljuPaw0wOyDZ6qRvMgsHNtqlDj/JoBQ6AIxX4n0R3qJZ+uDIUhkqKafm9XyOUl+8MqlD5ZKRdZ9KVv1RTmRyLnNSxkcmpJOgyOKlpEupWHBBJqiHwzWo1XwrZAMlr8Rt/ppKi7VkeUiCiLq4sqE5A3f9aUM1r97vMCkn5alGtNCAgwtcRAXlCzmEYZEHFD6eNXqWZXfYbsnrjcl7GefNKh1nXLS+ZlSCOau2iquPsbT2SNdQFo2gDwqMBFrgoK9wOLtGS5z4P8IeR4QoaNhd7wMJZs3d4lpr7TD3/Xgj1PejTuDdWvEzyr/KzlR9Zx2wDuGFRDEbOy5MTjheH/SwEudXokWmaoPYSaJxEUJJcf2PvQU9f8hgi7FJxVhJcpZSVg62k3WA5oxwZ0002rf5IjdMRmH1xNZgLMSJk6nYc4EDh0sbu4rAfmBSBMnbVL5KNy3jX5cRtKhvaRmFG1u3ck/CsgbwLJB2dgRBVdcql5sL5oV7dZScfNvIi+sgDB9R2JjDPN4jjDqRY3eqB6XGS7IMMujImQ2UvCqI96Nu+VRXLrfplYPYpoPOAxmF2+e/N/2KdQ++j1QkpXjk1y3FFQFGheYEmp5YOvteDfsxua5h+0ErMlAXMT3mIiQ3zyIJb6hF7ynQm1Ql+lpRREK4u5tcOWofmdhZFNLLMIu5vEU3WLyapzLHSXzF66XdmGd7zmav2XSW0gGQ/geVNZRWDX8guz2HB6gtZNHAoClDFmWu0FoUES38EOK3irbZRVmDLeOdBZQGp7ISZTHzEPTbD8F0mD5rgl4QoMSVWC2jfAhksNWiHhdLLtEuaVcR3IUFFwkY0HiNwh1kM+oDllOxaW9gNS4yQy+dvKy9nUe1GcTh3NqkuRVLqaVy9MHMIXiMoZco47Qk1AWk1wC390RbRd5o5I1Q348/SwzQTr2lA2aVtaOpr9wvctjNDFwie2qqv4gc/mtOLxG5xkS3jRzVIo272Gdc9QwXSYOIXDoVG64tmjFm9p50D3WrHmERZrISwITIKdB2mehuKaxnyGqNmtUh74oBdnltAnf2+l47Ayy7XIE+f1xWhepbN3ISHPLWEznStbiuCNXRMq0KfZnZOqvPgrPdHK9Et9a2dcBYZHHpJBsE2w8h96w/bqbMJSA1z1HTetgzd6giMzs5tPwjstW/u6U+iq4C7Pur1mQulPb2FWEGrITwpe+rP1XP4IWE3gO1QaCayKX0juZTHxfhhBm5XG5JE24iJ47YbzRGAkZB3guoc/AlnMLlwlAxiLPCZjS7D/rB+0/z8Op5Kcz6KgKBQNsIvn4rxAQra72cM5uI5++dUtFj5xfwUHmGw9NpjDVEZKKp2/2ECaF8QwFqYxzM07W3WOkEHCXTNwNGNIJX+9Xs3rWCK18OVMTsrzEDy2J648EaZcEqqUndyunOLY7BSERmXo/I87Mpd6NDjrcnzaOIaP1kiOVG+LhiO1fKCu4XZSLyyHA/fK8NVd5zpoe9WcZ3D5GHXwizB7XMEke7NbqFrKuyNu0ol9ENiPyKh8gxYMM9LhF5HOPjOB5jwPjppZ9cRoCxC17eoPSNUN+PXx2nMpRwPQRbLnyPorGjxXyijpw25BHxnKsEFN6KUJnUS0oS6m2f8x1eDZvYwtpvak5K1Gs59GJLLI+xXU4ziyZvSAuwoRdsithYbSXIDFBCZ/EyE5SQ2ufcNL2meNu9O8tvtqvByP8141qolYA0neupnOuFjZNuqAprC7PYGptzaDPz5uiaZp1XPswTshTxAG4artcdkITwcKu1dI9C03eide20vMPOBCOhvKZdZvW8X4FcgnE5rfFFR9SoCIl+xihVwOBLGrZflkws4uk/VeWySuO4vtuzpEhWHEBu4tc2OHVGyqLg6/iS2In2BfsjpcZ2eXg+hn/KlCOORhCh+WBYnV3633GUG5F7Sdmdan7VIs8w15YjbPmnsCv5pDzLV64WieGTaFthqPShusjjOU/WHGc/PS4OSB41/SMQd8Kv7Rs70B5CgUyaGuQoF+HqgJJJgSP9+6V0gHfnEJEaF0oWVhWkkMflJj2GfekkD7/SHpV0QOusogBkFrikqCJTqLKHz783uQxAsfWZMyVc1pxgZK1I1rII9BzIZi97iHz4Ke8sVt1QblxMCzr3uxkWeluCAeIZZzN/Gz+O8XEcMjAXzzmXyOMY3z4ej+PQedP385M+/YeGC1Rjv89r3uzpG6G+H78uRgWbO9UlYkUPH0hkONyskRwsvYWUbclLJDQzSxlyV5HchKFbTOZeDiK3TCot+vPSgMKLkisHQzVvRQffmCwmiUhrkcqhetAmRMhpirELsqHLngpY2UoKXnSZomLlVKYy498jSGFl3pZvcWgyYno9zrhOlvvsD63aqI5mwbK34Dobtymx20G8pCclhTXKsYgKQy62dEJXKs1G3VsqJHUFbcx9w0IC9E3adaI9pkrJJvJmqOC7vvjVQMVaQDOD1zOOn6jivy1a+K5qplXMc8A4YNCypthm2r0TvLzMG+7L7f8HcMCCsZK662i7+v+2NAM10i2/Sx+CB0y0/DiGnhPOJQKukiEaY35lrMXTfEYPTmeJrvQEf65IxBRZlCfI7YjSoJ7JD54rR/bao94Qasq1xzRqU0o+EU/3j3tznieZECRPd9wPLyZBccfX7F5IfvB6KgiEuvLCzw6V4aB78CbcgOWI28+TENkFlMl6DnzIMQYOm1/lG/jtgIpuzyWnXV34gMYmYDERfE0nGBpvImrhsiXeuqDQUrQWojyvWyT9LT2w529QmsCmvp1wWQVvVnu10KFc7GS501c/0iwz2PJVF+2WIvIY44ePx28/PjBwLv70PM+1xhiPMR7jEJFlmmwAVi447ZiBurzfEsbvxxuhvh//+kF/jU1ZJS7HZfItFq5yrihsSEGoEAOyNrLxPcQC7V7t2tdRb8yga7IALwoB3fbwArPuK8bFuM3CkDFtUvLFU5XenbiZgUaK8e2tQLZtaZQ3DjZGQdxmpP7QEZmiLletunvX42ayo+qxwmoKS0aSbVdzLF4T2rFQJRaMSV9WNhS2d1VHNu7e3WbmTcwwcOOWuFG1do/UcCy+Qi0QfuQyKt3SAwrhbd9YJCioh4FxiRrYTDa70qOEkyKLmOCz3BIRqy1nEOy0N26uRlcAjNYrew0FRtULriJ4GCEMQKuLRA3i6hJqlKj8B/Ax8AAY/LfDw4+Bj2MsFUwOLC1xWDwmhnDQzqhD7VrkFDkzlIAHMm20Crsp8pz9XYDdenNyv+TR7hRFxjPn4FiXsUmyt3sCv9VHzeLLTvDPBPFXqOEznJiSZ+HFKPPxObA4lKoMBUkIlkaUeh4prM95c7wWlHz7stfeBYJBxdDZvsGmbrfekP5tAziGLMrU+lOyN0RAGc3DkCASZNceslBTAEca78p9UIRD3FdRiIfurQtVvJwhGeXzzxrCIpaNC6Auj+N6NiyyCu+JoIasLT1+WYH2GAODS3Xsa3EtrkG/iYqsmqYOoEdlSxGHfBmw+368Eer78UvRqXQC1f5hdK6r4oz6NejTSSk+yhj/bi5LD7u+GVVzj428l5nGnhMjyw2S6tF5lXHnzhjXqFdaBn5FIZNcfdXbR9QFQyP6tG4QbRE72uYXosPKZmUCVKvNVBUBjIut26QyMVzCZYHjq2JQpIascqmlXzvdM8PTGb282zSXsdAv8rrBSG/SROUdLx1Lo+RbNXkceyl8SdT1agPPgS+ue2YcqYSkQRzCsmfduz0/9MbhzpEhUL3g3vSTh6Imm2Yd72qPArguhqfaTLOcQ7qccKxgzFV9usFb184saLI2sCsyGg7jl9cmhQw0mDb9mbqLTmaip+E7kbm4qhXaEZvesFP4XJzLRqtPUESei7IO41CJT66TctKseFxTMPTnaF3ZJCEY6Ldm8VZNsuajKSYg5blPtDXnR+XdLM0CKAiVF4clwhIW6ojwQdpl783MmzTooQb8tEvZgvbAGMh2sQe0a5Rx8T/0VQAqAnkMoXay+VQaImNkhuuxd2sgSHpNO1YUzhIXEPOlKgI+RI5hnVJSfGz1tJcTeZHTbnyN98rGvlW3hMZ9pjprXNbkQxWcEFU44FoXePfQ2Idx14m9OmZlxqkmUS05OHF3VPHKhqbZTwatsW6PPYZJUZ9r/XSex8K5+HnO55xjEAvav7ecLxnOZrQgbx2x/Vyo8PvxRqjvx58DWrNkeBuvo0Ouqw6yj+xt5y6j1BZ/iUuJ3m21+g085Tb8onSdE+441P0LNLbQkVmQSSzpKpsnZ5RJo+8v3Hi1LCax/xMLoKU5jghURX0VzUmwfIcYoPV5ljewGJ89A9P9+BZy7s/2KCCV5ZOVYpW1OspeDhVxKhG9T5YoAfS5c6FkfN9FYTE1CIIH8HARZy9xQG39Zse7HqjZN07X8q7I9g7Ra7lSAlNP3ugaD5FHSQltlwrDcoa6X9qRqeQDaPiSR7WhKhkUxh0QQBaSvgKc7Rah4KGX1GAGlEsqA1ygaZ/x8mtleOZlJfN0ZhwlBQJqO865+FxqzUnyV89g31VWQQ7hY8nHaYlmSoIuykmKEWlmAHpyRTrSmWYp06ZLmmPsjR2g13f2iS1MxdfSx6L309rL2h8aRoQ71kJxQRUXjjQAQc82Zrshy/EMhDY4QAYOgSkieiHwQbN1Gtvq2a4fQw6l3NwIdQCHn8WHIVTFoxwijyELmKTO081cb0dBnnZWD47RYwGYZ6MRxn/E0bFpx+OyPZaM0RbSWjR/ECwmd3hWbp1F3BVfJT5dfhpcfcUYfdqw9JIzzajmPOEyiKAnMdvtEx/qfeQyQ6PU2QEm3XunIGcLESlLP9VZWNwHZjdc8/MkRc7F55znWoeIrLlot9AxnF3uSRopaoDkQvB+vBHq+3E7g2abFbaZdiMSX4xqqyfj4oW/4Szv9Te9k6O4PcKHCrnjUFG0dhuHyiRhv5QHoL189nVry9bkvSrg+vV+jk8wFPOczJTdUHudW0eddxAS2cgCU62NpAmR48ni4j+KOnPt86tsP4HcwLsYuqVhS24Gz9hpBt6mbl1/d2Q+KKRC96jZ/K9MZrfPhSX5qXYryEZSRhUQS0tkmd+xf7g1uaYSbWj17344YUsUp2T7joUwBHXM0iLZL5UoRgKue60sUpHfU22HEEwbp9Lf6zN6H0rXlP6P5cT29J/j42blpI2kHJ4kalaVKDjwQfA07bJhhQfkwwsa2GPITpHBlReSq5AfHsivNzRdViE9PC4pXyuMjbtAnm4sH9k+n2EdGWlXrpW0bYmc5FzW9WXHNhueSyDUIRgyVjnkncC55Lk0K8rCjDwCWQcSgiEPfYuI6UOGh+Chdyj3I03WD3uw/kaY13stLrM2PUCejuxkolGpEfpmbCUGcloyL6tUWvdCO5RrJsE4DSKkMqqIXYWxriMF5tVik/dxcby5hgDFbOCJ/cwk7DA1Xtfk7VQ5CkVa/r5105W4FW5o9EZV0JYKG+izTORizbFXNDBkPAYej+PxOECLwPWsftoUK7QTUX8iMbIRkm+s+kao70dbpPgl2PqTkO5t0Lf0Wcz1749bIb/IqE7MO99zCy1/LQBdJdnuFUKVy0/GRV+oovtLAArgM9YNu19UB9lGNEvF81ZYFS0quHtKvnlY3MwhVRzRpMDbFjSwYcq9nrSxm5LbTMODl1FccEVTMuMzknqQ7/zeYEn2KX+BtIdPUWuRfSRpfcBgTWU6j5IvE9vp4WtNuywdzwHycHw0RR7+quflbT8VkDFp/kNk0V6jTnY1i1uf7VPkU+TTG8axI/OucyixjrFbDsMu1kqlfxZZ3zHk6Q1iOk66DT+vUnXjoU8QrIqdzGAFuuME7W7aaofrdV4r1IPYfxRVj/H3I6rTDIKjce8ZaQn/+oEqq0hp7KI8OeaiiDyGfBvjASyRuZZiFOWrKF2iUCo6p8gJTCfmR3ZQGU850NN8IRQ5RT7LYnX46lTyK1oN5qfI9y4NGpdW0qpV4OVikC8rMdlH22tXg+wCEunVrLN8u1wUTfJlQ209u4YIoebibRUP00fzS1oGcFmEWRT8uGbf3sjG7p6zXIb+45JhUh9T9gF7zx5pO+Pob0hmNfjlKoi6Zuqp4HhgThGZ3x5jntZY5j4EqARroEnjhny8Eckbob4f0udmf4pAm9lliUv6ZHGqNrfHizUCNUNmozlRw8lLcPctBfsVh5mxlHKNicHWPtBMXalXRdkpVyM9Ad+P0csmLTszikkdTpS+dfKWyTZz9h2BWyBjyYZE9Jfm7IzNczN9WwJMO6g9MY1Edfp5GgeGugmV/SMdWjFzH8JH7PTxr4jsW5rqzj/xlXxw6gJnoVJOEYF6xbD5jaZwLMrAEktPJIqBDVisEz2SguTK7PMLh8dZGJal/a7AKfwOfCenT3IVjjxFniLffLM6IZ8iJ0WGDMoghrvlTvIsp6M/VnZs1QuAKO2nESAU1vVw/a8ScKNkDKqiF95DVaS5bDetpnq1zHMR+SjlCJGQoAm1UgacJdsYn8s+mgdEbVIPq1PidP1AMLu+1tdfIh7boFNgRPmZfkQHNH4ovFymThne1fQv59LB9GPgA5YYcJagqgEs2ZvMWsYc6PGy9mT8Tz+zFdk7csxdQjNS0ViOiZm5kUFoEZWLqmi5rIq1kg1MqNo+pJJsgBImneygDeJ3ssASSOyptIj5ZP5b9UBaTovxKAo1drgcUp+FrK+7i6XYXnOrwL2dr6GtVGE15BVS4+VWgMIyoB9AQjUOx9vMFONtgJiFZLQMQUDTslTJ4AqMNTkPHg/gh4+PP36e+mk+19QveQyRBY9yIzKH482evhHq+/Ersq89Mh99uI+7JfiOCLgZmj8us1q5VJL0/4tbJhjN6CP7TKfn81d6Y5Xhpo+/XWtrVBaMSilD21mFoSxTttLUupyLOjIuUPokqr2TUN0V3BZT5nu6VgfVNDolgEqXgcNrpyoNNvpuHLzRqgAAIABJREFUGd1UR/lK7R1YJYSyDtPj955gBLucnvOKaHTybEIW4uehtiEIIFN4Ck+Rk1zCQfEY/0iJ0ieiiklZglP4HFHgznHx4elW/WnlYXQPsmV2MvLuaZecijWn8KcpT28xPaj+ITlkPRQ/xWskTykZQJqdxLDNWVC6XGIdKytdONH8W3fSIEbYxe/MQ2fZI9PQbsTZtcocqSWou/VRTUD+UUY2rW+4GEhi/7vDsgP4GKaqHM4oiwPcmg81LsqfBcsHHSAkUq6gbUADmJF6638/4jDmOPIBHIB+ZN4mZavQKDMNKX2w7Lm5rTHuxSKFoi8e7RxexB2FFL7UwYsUIXK49JJ15fUwGv8MHy+3wJBqHXMFOWaHp32t41amWddnM/Olul5KlAD9CBrnS6sXptsxdXFpvVO6hrjXDK+YTgjvSF9cEjbYzJBfzO3kupbKJY5QevBaLNeLy3Lv+PL8MCLdTD8FgovP5ymQpWdjXWdOCuUheAz8+Pj4w1//mx8g8vn8h3/8p3/5/C4ABQvsdAZSAPR+vBHq+/Gv5Vy3m5boa/uVPb0dwciLU3hlCjWb4+yj0s3Y1Fdha5+6/fnbvH5cxpe369Hor0v3FnhdeJ1CShlJy2XV1OHpujToPC5jNZcwAlLapWwdwyhefl1Mk9rpnqNKPAzIQ33fUR8aooXuigpG86j8UKy8ZekOVdliWGVzXi+dwZtQ52zUYWM5TJlLpohgTcq55CSfi6QcQwYtOVynqMuh8ykCygS/k58lOnvAmlrJPGYQIjO7DhY5A6zYGJ1utpUhg4aVVVBoph8FCYfaqJ1DUojMHMqrYg99SEoUobAoloot0P3dh6SkUkRkjG9JRVtrw6IsarenHMBjoAhA81ABVyKW4xeqxLPex+7Usg/Zn4kpVvWnHSNQskzhx6EcLgE5Bg73zDdOke0asCyqWpBGmWsHHTY6YFz49hpWXumyyNBua+IoK+wvK88BoHT8WsjPlY3rt7lcwmhj1gsWJrJ6LZvuwi9FStWo4JJ/dwuvnJUrSb3eKLZqrmqdzBRmd5HVmp5cfWUja1ys52BFO2nLGisCaxTSOJ5JfCrqBZySSRbrdXV27ZReNgvidiT4IgHwC9bj7jdCcKHS0SgPMnkBZpHsBQp7QFw0xOrXmR9KZLlkBiLHkb3Hi+sPf/X73z8+5PtPz8/vn+dzrbVWSoo1nmJW49n78Uao78evQaDuE3nUYHm8/Marif6WFtUtbBaEikotlMfq8qObCL2yQwwfRqMHzDeNJlp9H3wKLMVlgl5YtYkmlzCybMbOojUxaH1nVm8N7cWXDdQWxQKvKJzlR03gmx7xAQFOkRM2hpYieqW0xVwp5CA7JywMqER12ZfFB/TjGMNH+2thkYopXalJCwssygEIJ+Q0+zzPyFkUq/mUqSPvDCdd1sEDHaY/M+xQm8zLBZbuqKVO7eBiV8rLsInbLJOBnFw20Fxj+E9u+ZEiD08jH9uxJxpx0UbA2BIujCeVw3Cng0jgh5GlqeqUmpS5tHNofGB8DIzh3moLYEJkA1QKv+752CLNFQ5ahWNkTqUAZgBDcMAYaFCWtSnY+3C47bqAytb6Jnu1BJYlSTSp9Rb0Ae5LRrW2jIa2W1IYGRZvskT6F4NL+TjYDtXSW4ZwWUQudbDt6J4lDMqLx9PeGMwtFhg3vGYe7oAEobwS5ISz9Gtv1UIPNmqLWwq27xAzLslKtsg7x2ceshIU1xXwln+8YXKgfLi4B5VVEsomsf2l42/+zP//6h97pd991ctCFmtD+IAQw+SnsHfmGMfHcYwBivz0fP7t3/3D529/8+Pi0hCxFSGpWZnoktg3Qn0j1Pfj1yZVr3/EtwrerT4VR44XqPcuDPLmWwqcbbO1HoPaft14Uey+eheLAoXYd5eXTq3YyDyoPAzUsiWA1oYTRmhz2Vk30tfKtVmGYN1a5GHREoWl3cwV0lc/6CO0Chp/I+RJfi5+0sagQ8B98HyzSdStYjBHt9Nnu4fIT8vqB0XkXDxXsarYcszqtl0UDXccyLDSFVG4TPzRk7mCwuRknS3Sc4dKdU0853LeWEWneHhUUXBpy6vYT++heAAaLf6AfAz5wffcSf0azUCATd41OIhNQr36GaPOLBMIIkhQZVEN/x1iZeLnsrCbA/iAfEAeIVF1MKI2I2hoaA6MsyGTW+oXG7eduJOmadE8pkgvGmJhUhKGIZqwb8JFvdg7C67Yi2JO8OiLHxeNUBmRt+bP6Kscl4NlKZG0u1eJrEYuhn9+w6Cj/S7ZEoj6sBgX6wyZgpngUH8JTqp5vVcW8LqKSm3YosA1tatPwy8CVqlUNfKouSdHdK28bGrnuloKCfMI8Q787TEe0VIbCdfkK7l9c/vtVWG/+ME75jX4ad592fbpbwcWZi0ehOsQ+TYwjhH34HOuc61vx/jh4/E4IOTzef73f/wneT5//3g8F0UTxNySWMuudVTz9vK/Eer78WtiU+l1O9vaK92ZNHrHqbShW4uI33iOGgXCzuFtDCjl/lC+/P+s7tBE8Wxuaf8a4VIHao5sCJFpIYtZgrUE0zeP6hFYneksTwyzr+ksUZHwTvpUuFrCFK6CM+11Gp6O6AEuXBBZ8mkV86TIXDxdOyGF9thiVgOXW8kTs4kqEuCHEp9Bm01G144nXMZxZbnAsZVfD5Fl0e21LT2uh6ulhBmCWNJahtcnKqqrCFV1GarHOJzT1XgggRq8oCBepc8TckI+iU/KJIbIB6CmnB8gPww5/JM9yafKUShDzDCEGj1u2472eabWWfchv/KJUgyWhC7tKR3IkJt8vf6qaTJoRGnC4WGSSWd68Huj3/xfYRjIvuNwNF9ddIOWeFopuEPkkHH4gKJET8K33j3Hp7pVBiLJPGYaLvj2DoVbXHf4O9tj29sqlM4zcvU0WtyJ/W4l7Kv8jxpjWZ1SLJasqtgZWe5WqLgUcuDKXEqpjy6Y0BJttyC8aIKIHM3aFz3qhLsvhmjhAfrpYydNSUt8qlMVmoQFmUuoxQrX/BbI1vHbcSubSAL7HB/ZJLL90yC+AKnX+ML4PRsd2mJW22SIcaECstENeryOBVaTbr+NcRyDwCyQ9zHGxxgPvaFBrvX9+3c5z5/O+Vx8riXEY7RgGXrXyluK+kao78evClSv8LTd27yOs+WS98Rry7zXfPdgEZToqPuj/z2UdsSsOsvNwxGSStJT993K33ka2OE+yltElu/HU/jd7UHSW9/7cLDpTWdFhFbfkpnycI/IiI54yiOaWkje7D22nc1k1/RVGH8Z1CNxO9ErAQFM0z0rMUIRoTu4i5uqODjqgE8VosODJI9CZz4whk1+C1cxBMLDDUl05eiSUoJlWx2QOVMU4IB8KO8YxwbPMzogA1Q+coIehG4ucv8hOMGniLIik3KIfAO+Qb4N+e3Aj8D0/fkJOfwCGJ6QtZtMigagOMagiOf04fqIKC7/CA9ihCuIGUQpW2cV95Sco+CqaE9wpcueaDEymtEu0gP2nsx9p0RUwkbjV73rx8LhWehh1S/TCRvtsyakOvAmoxRTu6YktKyboFlaRFqhkD30tyKhVVuvSt0D0QrbgilcQmuKaum2G36Nm7od8CoSTRUQyspRBuu4g8hXeeVyuHibQl0O57yczBm5upYXgQpY7docXXbCfuX4CkFVklgHnn22Ngr3gxOqqHdjRaveIM9IkK8L6XmJzn9hG2jgc5Ph8oWqNfMuoswZHjXNFkEVXoBKasz8aDAX17k49KIymeqa63yeMiBrrUmR9cfz/EnwnHyudZIfwHFkBJueo9Z6Y9M3Qn0/9ikSf8koqn59GQ3tWaodcTbqc8t9xMVs7jYXRhamZEpcYyx4yRZBYTjYkWDlq+KvZ5Ysww00Ea6Owp2we6pUaeS5SBQIB4mhuUX8XqbhPcOVN7SJtAo8lgzojXYKDyniOTv2usk+hHErFXQGyWQN5r7/jqyo/ioVdVQRoTe7PDwG3C01Nq0+IEEF0EmvY0AjJx+CI6xmgmPwGLDaxrK7HMDHGCLeAL4wafLQ52IITyWrnkQlqg/BB+TDr6yTnDGFh1WJqjJBf90hMhQNG/vLh5cgoAhuQQz3yhxR80No45c4cTsuIhaUvu+6xar3XOWjadbpeynSetSUlP5N+21b3hZY3L7zmSnjdf1IiLxhBb7EBQBttRdB8EuINCxnDdIoRg4TSNR09nZoq3dqJhYzpxwvZIqvxuTZMFSHpj87Agb6uAc98oftxHj99nXfrszSJFyo76D/eQGmJu50YMoaE9BfaD3/9WJksj1Rb+5gTXWQO1qabMfmGk7MXm5hvwegVSZbjJ0ysSNE7VuOdFdhXDaLtPwHQVv/jXekRgfo4hlu+IJGYdRY/HyxahvKtVSBnlm9RD4X11LBPUQTKiifz7nmsriqlfEvTsWmd7Fw4foDIe8R/xuhvh9XIAK0mwNfr+x1uQE3wVCM5iN4MULORx/01yP7YR4beYh8QAbwJJcl0seqRPYB+tXIWbHdpqlCJnGi6N7guy8DpAqy5Tx76h0/nrYxK3XCsYTEKTIlQ3Y8CfRyDNieMNv0fxRVQ/GYmrpxGG1p9eWr/TSOTu0cxVsdEHNCJqVml44SfLMuFLgeDIbpLD11HDwgxxhqnXguVwgsPiDfjqEGp+k61AE8PFNTc4v0Ox6ilDAGsJx+1g/4Q+TDPUAaVHhkfaHVykf14+GZWe1FNctzpKwPHVo7XQFVUg5SyslEZAyuJN21qHNxCucYmqezshYosuWtCCkKYMWkBcP3KR/iIuf10e00zFWdjVPhvpql3aB84hhX1aBb8630UvZMH/8WPv36GdYRr0NzejOqnQfih7LcgJnyy2aOTsq8zlhdPrw6NBmtyitLdtxylLjzfpILqbH/426d8rhTjl56XEYoEPFm106Cip9hyPbWRSl8f1cxalKBWCbo6IOa0RPa4waDX1FS+PJVngw7JvY3yitJpTUU2z8V3Omhb8HecgvVZ5FkqX1wIR2NtehEsgxvw4im02C8S3er3fYhmiIIlu5cr+cRL01u9qR1obFv963R3FwVHNuiunrQ4aUsAHUhrJ1/BzLjYQqnJ0UYPUFO8wImHX9A3yIcEKGck/op6X06BsYY5HjzqG+E+n78+cyr1Xg6XnSPpy+NheP0XvhdDFD7UZXBSjJJ8RBLvOj0ZWR58/W2eEFki+vw7RY3czTv8TubrIrFD+ty9XKeL2s6vU6Pbk+O2nTySz4ar0dbXc7FOnYfEnPkrLfuCFXUygNkmXgghm8+kz0pT9dO6Nc/BqKWfdVxYXmiRwF5Q0MoJWbB8nSFIgceQ74BBzDJs5BJIw3E2tATbhsoQtUa9JAIqihzecBg0xqOwS31RkSQ/q3D8cqkQii0ySBa1kQ5mKWV7SjocFSefr/suoWHbRyNjqNqxGXpGUJBqDqABreWVbTShPxL4fT/XWMd1MKy0o5Wkl8VDZBLOEPgKNa2aiCM6v3ClvkfPOxMA5+Ftw//OSi5VAIMfeaFyWOdeHjWZzvx+sICOhmKPeKXX1JfUn8U5a6vPZE3+3S7PAGXkVwP86421usyE0JQfsJrk3i8CSzZGdW4wx5NIMVHRe6Sg3ZJeoJBeY9Qx0rVQY9+RW+S3+13Sek1kC3pL7oN2PtZsH0ovF30+IIBodyVyLAM574QSFwaALbzEvc5xSYXAMnW8If6CYKXX83CnU8H0KNrMxCKHxsu7YXKfOdMvRHq+/ErYtRFxOQYvvoN371WytQCsFr10fKbmVkrrZwB1D58+h1+Emo5nyJT6SVl2l6Iydcl/5nNvnwTLNAy7aVVNuMOOG6lqWi8lKAsq6OvYngBTVk6xwcTGx3IfV9pyA/gMbQgQJdC1W6mkUst3iPqriP9FPKDr9fPJd+XTNdNPoYcY5g6kA7QfYBlHGWxGamK9HB1rKKYETSAyEPkYTqNxNCHawTtMOOTWAg+BB8sFK//9iO2Wy8UrRxXTOpn4eChHfFf7X2VfsMwxonD8JlhhgMg9Tmj2pKC68p9mtse19k7d0rjMvAs9bP0DEVmiRpQMzuXI0tlzTWJtDRttnRHun602s4qk2ppCZTTaGAeRgiFMkS94WSWR9jnxZAduy8q6c7gfYeykuI8N+diBHix0FE7RmQeK1uSXd/pK95kH9ZvMGWpR8o53ckc9X51amyLyc2iUQrqEFf4QGl14v5bdrl8puG6/L2gZjfNZLb/oFQCL4ozRISw+ItyURndbUuHi0ncx4bRVAwhZWZfNrEKGVwx1mL8aqNRjw2E7aOndv1fUxeun8itAf82S3sz44+7T3WzN2zaCdzJD64/IcPUIJvtav2CzRJilR/90vVAg5R8vUHqG6G+H78mkRqDUXomX3Hik9vKXpP8V0/aFxFwhRjuIACc1e7TmImveEr2vYz8atmK6DsUuwHK1li7PaWEZlsLjs6+NZtTBGS8A8NJOQqHsUsb9QZ2yZ3hv0KU0nnNQ/hN8E3wEOHQXk1LDwge93ADeBlxqqZTHl4ZP103GS1ZRz5JWYp6ETyxoQWDnpAH8lBxLeijYIqFT2kKTtk7OcxcZu+3DhM/IA9buxFHHRGVq4KCU9ULpUdXB6BBDk0vcBLBA+E2y3lrnDos7IaWHqoMGLqk4SGiLZoHZKzimi/BAhActZVUpOorIpCmKmfmNWXzgrSSNK0sI7wPyUuwdLNckGnso0eq+lzV/WQ34eXig8hTAqGa2yWe/woHepGRjMRPnFnQUEg49z2p4HRmvK6mU2G1mxeS9K3JmgX3kaGoPDQ8NK3e13GMQ2MiVwmGk9rjUBclFJasHkMvKBOopaDemLqhFYZ8c8e+DZHzeooO8vtSTcIW7rt6LAlLbjSrjywNjeWiikJPFlzFBprjCasuf/q9FvCXex1HuVz97V89V2G8QJ/tNrgwqxZHcXHr4R73/4x2k9JPGwzKuUW7RMxraGNHIUprj25IL5ZOacCBNqw77hLBIXuE9dpDgd8g9Y1Q349fD6IuvKQhNmVP6DjRd7W6ZJXmG17nWdf0w23hy0Ij8DZ8qqgGIyCTm5J1a6sfNabbEhOpYQIfEu4fochToOSWYoXDguUtsWiwbn7Zmzjj50OjheQoufHLKTr/RfywCa81G63ULHJEiyml0KhyUKw5unlozcP+CFYYrbHmjP1L/fKOnsWblpZPNlE6i5jglbHiL+BEdiZpNZAbw7HD9qhUJVVfmKZ4Q0XLt0yEX0FJo0N3FPfyLw9aGvEaWXWZbWsIaccBPC5MObotD5aWu0Kku1FE3vx5mcZW/+CLjjX06XOxtOcviWH0dSCQd9aGuy6mk+Vv3XGhD+EtF3QR6pfbvxGucPJy2ukOHiLGFa6h0jjJQvQOh1m1QVSKdX+zDOGifZdwh/UAtQEVE78kT+8SOTM/tQfdt2M2K8DyDIB1LQ2xW69G5V07PBGOmVWSpMYmQmWdPuXdvLoPVfoCO1o4bxirJIIc2AHrAKUthvTIBS7ur+6X8JobIscOE9nJTnxBcN8qPZbcEOQNWZbrAf2dT5C6G2pZI8xuISS77WEo5cxUE6ViGxdQXm6BknkSH9b78Uao78evglPL+ljibF52Ll9gJeSy4q8y9trCZW5F9ygpgNu2XQf2ASYeYoHkR64OKn9zloKZ3nokA5Xn9SHyDdCJ9sPHzdPphEPkGxhA8xYibMD6iD8wlDksMcBmzSqPIuUbatpAEqJSgsTZop+gOamkDO3tFDkGH8ADmadopUGoYUAxmjK692R5ReQhIGV6B/oRyy6MHpj9xQ5X6jqw5qDu3zIpMxpEFfo5oRG+ZsUxgFz1czS6Lm1SdT53u4N2SNgywvStWGiqQSKmcs7LLS8JKGLQli7O0qZ4d2TKgkW0C5UFKFlPEpOxQ6lGq0PMo1uDEZJkj6zHy4EDYN7BosO+nVdqVUVhE+Nd1sn+8KLRo34uXYTaM0EZ+KxAJliVbiPWbeyQeV53Z+ZrfxO8MGOjsUfmgLJixIuWlFIAcSU6t3JfSVKtnR92C07+rC0OBV7dnMFGlHZdrh26BT0qJbtBSlVc+0X1nmAhQC8FXm1tHyWodcff7GsswTs8+qr+NJyquDkt3ET038ShXKWxl1+U4SpbfVdLkmr1IiIM8nhwD/fdw//tDLAaca3J1QUQXxOyOlPzJlDfCPX9+J8MVV+ViModF1Vau3HlM14EvFSXKOo8ixfMigtgRQGdR6cc0oVq4X/Gw42dlsjB7iFbVusNZcsXHMPPLkWXVqRK9d0saWyRi6zpfQtb/p/IlxxFLXn/M68Efjl0q1WNqwek12id5YQuaIy1vO5luD0OfU1KXLVos8/+/tRX9zOA+MUOOi430fVHjHLthSDki9eFbqjn6zfkl/M24/XXb59jfYE1TAC/4OJhP4D9wvAp3r6BX37u1xuKv+C3XFcq/BpXwq+CUDJO9hffrfLL3tX1y2SXf8JTvetw+vMpxOsn8gtfo8ibwHw/3gj1/6cPvJ6iv1wHL9s25aIek5L60TYbguXrR7IyRkVsuCEWsgMRBN0iq8JbID1yWZp+IBIDuOVLsw92dS5zlFjHVWqoBuSjaDqlrd3pvhfpVNwGK4HLJ4DilyILRX05ZWNfi8E06HSt27rr3ML2IdUtu9d7J/hwFtlar5B/T+9kssmxyjpIavo9aqhsPpPp3phZyOZBLn8F+rtOLi8gHYcLRRYbgonYLFCO0S+Oax+9NFrd4sbIBUzhyYzaKS6g+DjswjVOC5FkK2N3/u7xqDsHo1QNpfZQwBh0u3CDlImD2fAMhKMNH9Ks0we+xnpmB31JgBKvG8A1vBLJoVctBroPb7uqV029AkSos/7ZL1YU/XS30mu8mPvACHP7SxYc/SlY0FK0VmnsDJNTLZE3AjdlCTenze0ejHw6NrI2VBkZRsAtDqmvSFeWkE08nSrZSwnfzUU1nBtWv9rtceWX4LbrMcmPH9kUCL48qFyKVlsni+R2wI0qBfY79086ShE3dqN1d4ytKVSya5QpTb2h7sSXrIlFDBOrHcai2Y6HqH7lcrV351aJq3o/3gj1/djuNPJPi7xwIfkojYV3p2G7f3W27p035ukOdX9oQ6XECtZG0Nk5mLixH052PlmNAbkWj7qBBy6hmoRsi0b6oGUAq/TOtybx0jl50Cy9S+Qphs+mR5YeHiT0QAjLXG/FmmmVUVwDGkvJkKXCo4Rin1vC5f0C03zZbgiLxHiuWRpHRwAgaEqX9VTFpJWrKixJt7gdHtWQNGcJAT1waWuomkJ3tKxmQKZ7sDJt6geNbiCf5LmcIBwSwr1JftLsUPqhfoqIG8XqJRHxQHPJqXC5TNmil0G/8oj3x4xWPuUnn0s+Kd/J0738oYMdRVCxD+W1TzVyatxuf9pxpZ8DHMVOmtR42ETbNksN5BpFiyKXFoAEiLR0i8irD8ocHhlbP0eScEfdKdpfxQflwJikbqVD84NCDRkVA8IzbTfZhdvijSkfAw/IJ9ep/zyXS4RlicxFRa4jpMwvXcxcq9mmwAza3MLbF9nPonIIxkCMc8+wcEFEcIpIR+2142P5S5YNu+8SghzVT9OhLu0MOz1JYK1I8LWPeHsJcdYaWzeSfweJk/IkNdkNoVYnMzQ0AsVox2/Aqto+NT9MP3zIatG/xJ3tfd5PtHYPGMr6LHcIWO8CVdvHVac4ciHPJJtXaXiegFRhA+Qi4sjfkucH3DPlMY4/8i7mphbdHnG1qEtRUxPGxTVF/8raZ0FwqRW15fZeQT+jfuyU8bRAxeMNSN4I9f34FaZJqImSTMAnXZBeO/FacGAJ7BtFQdhalWWnHNC/5igH5cxGQcLKq5Fa8nyczdQZZI3cRQrIlrVRUAIghVdhARkeGj+QtYdRssVirvBBPNo2CQpAIGqZalv9hKVxLZFZ2gHocUVsiVcIh1OYWQ5VyjLF+yzxg8GLtKEzA6FmwtEWechGj0Cy1vtmTFuLwQxtX1pwHeHpPzmzLjxtR8QsBER0a+sPmf52T83oDVIZLRWc1oCQTNhi7xQv8ASAH2a8uAlOmcLLScO4hn3GEOen2tn7S6bSNcO18L55hZcrhMg2gPzXeIE1ngw2TCBeHC83cj/IWoDXL1BVKDMnYZT3kY/hph/IXDIrqIoEe4++VdZ8UURu5ImhFxz+pDTeNZaDITjcs65+NcMh4Og++rUyd6xmjNzilesaop0Ilcivifqz2N4jkcreHw/GlF5/ijabquT4K+LuFXVAj6FtH9Q+gfFypeus6WIYjeMsOw/5epIe3WDODrCkYUg5zPDW8I646vjyVfdWNb5WvPCF3qz1h5VfXXWxNQjs1f15NdVtYzG8/qTK78WvpHF4P94I9f3YbvU7Vfu2lI0O73RayLLqj04hzJt1yVDGxQlhrB6LjTImLH0vvzHN4IVKDxdAPErRM0b4LlkNOaB1C8VhHfVkT8QimGWPaCguoFhXxSmp49ANXtNaYOLq3lV4YdIBOSJ50Z+s/hPuIrtRFK1Bbyy38YqTCnRsoQ02o20ItYhyDyNcaUtyH0a10fr7Pkl1hS9pvIkWLZo9q3jgSnQRIlV+QhYTikUg6ErzvpCohavZnNS3EUW/w3K7WMfiiABUGDqrxrW8+NJ3FUez5iqhfSPgRo2G/llqqBCt6+2P+5AgJXpT6yQW86La7rglMs3aU2MZbibC1/7eIJMiDmmRD/FYMaGIfAyD8Mtp1DjRxe05vQ5A38zp8OpAlj3UrOL6l6uJ0FM7MxDF8BZImUuB2vUYZ44IfLCI58IWWnvIcp3B8pxarfzNDmHjkrGyoC7K5Yoph5neLpdjjKoDNk3UddWVuyOEraseBDvL+ruK52ldYV7J2NKT2yyDBfTzKvuoWl4wmi30PnOf+28sq8E2Y3it4L9P6Mdr1XgQ0rhTu15PgLy1Q7jdbmuoIv+swTz/R4L9AAAgAElEQVTbx0e/mt6PN0J9P/4sbKprKEaLNMerZXRcIlHHJY5qeAmhfktlRllM8dtxuS6I64JgayYfXRIaQMQ5XCSf6p5sfKXct7nt8CRUsEaO5M9Kpnkr5jPqToN+bkqrWfLb0eMMN7FgCc5EPyTEt2M0Ay/7u22QYhUncCG5rS0sUh69Ocz0sk5Bkak+zWextYiF3mtJdmMvB9+dgk1bdE0jl2yHL5hSWhw9TM8go8dv8i62RmiwY5V37UK3J4jMYKnO8JVmWpN1jlRZGLmKbhIfLu7sTHZMY28uPPrBABmTX8lReyeGntYAO1SQq3LteQ0AFkZLUk7xPgBJeCey6wSjMK7XZnJ5bZQiP3YGbziPxCL3o7Hs2KyKpyFUhuK8LS3Vf424JNoJB67iRchPrYKZtWjVJcUQiBareVrW1j9ndyNLrpP+VquN8Ff6cOpxUlaRVcScR8UD4kx/6jT2piO//SFFqsvaw8cda9IvTK4XlrW8ST22uca9+Z3lBAHbTTHsLkOkTe2SB+aop1Kn44apzP+zti5cNLX0F4Cu0wmMEgG5ixfk7uJNvNqHMGzCWWTbYOa91HUBTldnQRhuR3V87SyM56SSkh7A9368Eer78a+GqGXYPUpL5HYUrkhxlKyZLXl5k4KJqsv9B3huP+o6Xc0o+sWz2MDrwzRbPni6xuPhq/Pt5npBee2pc2jthUi6QoSRnc4Ka8wBQtwtpoZgCpAykoYcrqxVQ1XI16outmaAL9DYKeIsssjpG6XjGHvrhDjKpuO2lb4hlS4cfT6r/pNk9fzYA0dv8r7ZCr+sXclTcMwZM3xzWCtDYeowu21LyUIxr0lXbsBHw+1yRh6TKDu92U9ZLbYIwXuhHsAAj09CoiZKgdHu7kJ3kzAC/w80DtVm34EIASGXt5suWpWUgk4nm3kaCc3qdKov+UNkERHyP+yT4Cght7z89440eCGbCrWJnme/7eC1DbLGnJWQo51IfjFXLhAccYgN5x4XeeHqSkqulDXii5lR4zt3KnGVlo1Fk3vSbXwFXHHTyt/EkFlwL5KivqxKC20cXyYS9etRb7ssCvbisVHKV7elo3EHyMWqWnxehT1VA+s1h6GHWOW9hAK7cZfHIi3e6n5m9wudFOvyk28uLr6kru/GCxsr/XMhd/5JjUiAtuPnG6G+Eer78eKG+Rlc2ozfRik5h4pRQhCvNBQuxoK+0zdzJftAaj8KO/+0ij8GkIn29fHLj378vZHz59gd1yCnXbsaB2io5fzmfQOS3qz2l/pW65Z5XNb6rgTFUTDhIA7IQXXP5KzYs4cAIYj4XdOHwjqOfHpA6UDYszlt6o1A0qt00RaUqJ8RrcNGqSaXW6oNgjl3ReWk4ShB56fihomBPVVygJHOWgUhZcMo7UTNsw14Z0GZX9fsd+tuHWEwvwSTHeH73lIdCjw1gZ1FkhkPFIpblaUSOuSlk/rhDrThb5GmAN7iGx+ZKhQfnUuJo4Lv4qzeahUl0/tjVbswyVPkLKU1/j4CTpHq5fHUyAVau6wlMHQEdlOJhr3yFdpkYAVOlmMLFKzJhGsh/M32tVdBrFvG+k7bla+58XFT/XaTWRCaZxnDmaiIYsvFg/OZVzsX7mKeleXddCyLqbjdj2fSvU41Ps8nJHGG3ABcKCukJEJ0VMedQ60Tg5zDsALT1b9mXHMMuIeDVgdTscXjGlN9fT6yCQmYpRVyCwS5aXZT9nr9lleSLblAf+kVX1HmghfEJ0utw8st9WXxYQtJRPFv2Hn3/Xgj1Pejw9OfOX92eHrxDEkbbt5OW2IBItohUnrpDnvFX1ttWyFPtoCgh09tU130PcQTeVAWIxPFXpPV75oYszVbPE7eXDjuc7+Ibl++6ytfi/M4sQKXXK5tB5QsOM3KSkiq5zz/HPlmWip+4zYWeaZyzufRbIt47N6K+aavyyYjBm8ybrmHi127ZxFLAPfubKRiEqGCjVfO+9zKoEv39Cw0gaZfosiqRmllY+EvNmtHiAI3om4jnEYVOlO9Pt6MyvYpLCc7Rw9RaClg5S5yuvrGr8EeNZr4gwzp4WxkGIIPrtwelyep4eXlykvw8PVUFh+B3iGRn3/4m82G/CwMgEBtWroxz0ROgfLruP3llqrVPilrK3C5yN6vyVu4ye62lBfusdEIeMSxAe45ZylQYE9nQh7WUDAfa7gbGSkeeHHNt7giHwrh2k2AXhJQFRGU9ve8FGLF2xIlGrzyyZKn6/jHKuzGi2F3wWfhrvyZYFQW7ZOUPDW++MlXwoIbSOW1d7WNvNqc5eUwgZVbwatz1JUK9nvBqp/f0PSNUN+PX+ORdXBFh1pVXjucRK05cVvnTS1k2fVnO2Rz7M+AlaXA3UQu9JmBqG5r6yJkqdur8cWxmM7grvyZeIBeWGW9zMnsoO8MYC6OrRo+9ZESwTcQdQCvAto8rsuXWVT2l9cVt8/mwhpvNVERlVJt/XX27aiJ7Udd8HuNFdwMUnW30AvmgSzerCmJNsT00fbsO+YMHIZbqtuab9jdDFGVGRftCiFjYfLjTVR5WepKUezz3jxZO8qjMxa+72eEEHIW78k7XIxDEUnZjGLYjMo3AAU9X5SXKM2QZ2i00NY9z/Y+5E2EgR1k4MXmenVPRzzTKJzWIXDGmiun24xB88bPVRGzJErPFAWy7fARXQzBKh1Zre++5xtkvAZ61GsRItdA5SxukmK4QY6S9Kr43ACOrzw6TCcqqNowMkvJVMpJLQcXLHd9IS8pgipBluUsuGStiS2V6NN8+5juWu42ahOXhA22wJD4wXezpvIm4PZnlsMAZC+hws/xJb6tkDcVuPvZqV/CutpzXBvncBkDBsDP2rPkBmKL++UCA3JnWGP4MMZbh/pGqO/H/Ynu9Z5UaDkps87rSfqVIGnsg6Dmgtwat537QT3NH6ERBGNrPLrgaZvmlFb64upggURIjmq3p3iCdwULPYToEixND0OltdiPWOuDAvTzOtnsET3bxcbo3oWdTLMO6zWQMjIFN0Q+ednmuW8PR6GgbXxckq3sDTE/MwQWZHsVvYV0dJQZdOO9PIOpDK6IHLiLUKb1cQJpkGdoK5X3DYrNcogQmgRc2bAJLgey22awNlDFluQ15PLF5BAccLcZeZJHUQi0BIMRlAy3rEQ4l1lrq8ANOAb6hwgXMXCTrlMt0shvB4RHgdGuWeFgvRlZzWAB42r+jlKejUIL2QUTmqQ1rY0JqFGdFJ6Ly4OVIq+0nBy4gvKjHCAcLrg8IzUbmXKcYfG4yR1iGsZp6I1xLRWLDy8EIfMkRYxxc8usnhsagGohb4cYgQ9p9rsY2Q/rNEYc1pfFGeWpmJKdD9pkQUaAVKyZ9sZGqmh8Sh4szevCvo1G4s4YBV2FwWu0BVml2zubsIWm8QJnM4EN93lMYcYbguHpu/pG1UTn+YIjQZd7spP9mSRA4wtG+TRvu4h5kWOJ1Ubc8RS8bzNmoxu4h5RdzgPuXR0/I4N+P94I9X9FLtSNI2P4Qe4XMqhlwiW9szjDbhrjUXo5kRxPjGyGmT/MFLXKqheawlVUiRStlRcpbCtyTEev3pEBOURA6B45C6JomUHRAiWb531fU8LwHrUF6dEu3T/Kapw0nlK6g8QnglVeFuiBkVflAZ0GBBblaawe4tCglMCCHyMAgKPoLuJoMYSHyDfHsjSlQtTPUCCLMYTMaAMkA217+YIsiACDXMXsfBQvjrKSK4g1zzC3dMxiPabjjqhp1Sthipy1u8iJN7eIsRb5wB3Kp5RspsK2Up8z98RQWmGV2ceWgENkMfpFH5DHAMknhUeAePkGCCyYFi4ZzAgZr0eCb/PwT/O0UwE+0JSaZYv14gZgLA4fPJS88SYj0YyzEHQuj08aZSKRF6FzV/qXx0A9Q4zCicJdxlLOMCieJBQj4BIeGGPwufh9kfqWipzCHvJVTjiO/g8RjnS+66/epjQR+3AIDsCHzpaMy0tS8jTMw1Oa4S+Wo9FFIVVpU455qLhzZKqY1WQwf5GuUXxATsFZZkcqGHkID5FBVU1f8BCgwgiggb/VgdEsBHPhyCsVZ5R/DZxa/aQa7xs8WypmXrP/Ol8wOVsZnpTkrsCgcEUHJ6Jl7W5mhaA2QXIID0DXZ7pSWYp0Sj+7QJmjeHOvPEtdaUfhL76JPCAoSqf4aFwSTflCxOLnh1uZSEbSpbDhRt90B2e5RDgGjg/I+HV6b9+PN0J9P65LQ8Fsu5kUV5XPV9OPfe6/zYh5mRZVv3Dfg+7/rLZe3OCVL2YtXWC6nbgBITw0SynAU6WHyICYIjZAfzlMZN+tvoFp2/irJ2I2gUV/9ssDxrfPIAxbLUahvAlpWQtwin2FvfppPNIIm/nsOt/0tyLHgbwTm5YPFZVovI1x2Q4/Uiw4/DrqnC1/O+RxeiA5IJEX0SGOGXARnZzp9WJUGRYCbB88oEwty8HvZpqB+3m7/YvWgAUmHj4CMGdbmSXreWZRcLFE4/Wlz55cy1q9wZiHX1QI2Ng76QrjnUYuND9iChyvxXjRmsMqKXjNcUXIHtwjNa1uoOpYOfAiEODyKvYsC2lkbOQ2BEE+A1T1GGfPomJJvtoJT1Z3YJl5Q3AIH46beWHsgkvmzYWClcc5H/2XpycF9vnUA9GjtlgvTN6Awmyc5qtLth3y+z7Ay4iGdzqln++3eD3rlxpJe/lF/HmfcHuzrjzoLgK5ezJbAV/NE0BowPmO7X8j1Pfj18Om23TjhdMCt0XP2/Lx2gfTMOgqGG4nG6qmsGj6huMJKXmoHm3Y9Om8yBFY9mOpuszrEyZlmFmEkLXkVNYtd9PmsLmF0c58cGQOYmNTcKcPY4ZM7hZXBUYzvDYev0RntpjC4FBoNeZyFMgL3//YR12JmHAvL97YB911ZwlQrCY5Mm0Zd9tJvjxeTi8Gv1z819AwfmYjqqXwlUA9oINIATgRkZmRQcGeJA5cUPgq79H/x97bNUmSJMlhph5ZPbs4EhC+kRABX0j+/79EvvCVIgAOt9OVYYoHNzM3c/fIrJ7u2VseImXudqa7KjMyPtzV1NRUMZVhlEFVTvsc9iMj3G7F9gUHjPS8N1DYJtMiikZ6bUHkWIevyWITtv4Vl7nA/j7r6BVZbptOJM8oGQL3u8oDYuSGhZpOQmazSDmV56SiSae0ScqGr58iiYSDLPonChedCeJZS594IDjgXieYwLQlecS2eBPPOhYM22lCHl79nC+RTK4jtGbdT0rQcfl81jNESYfzxWSWcQPTas95L8gdsw3pwCTGcO+L7EYmrxz7V/5yDk2dkDHqkH4aLhz3Bi+YiDr9NbQm5ObAivWx1Am1tBosu2dPq2vkzaDeCPV+/Ykc6oj3XPVGr/Xf4WKoMiOegJi9L3y+FdH7ssIlFEDmnQC8rsy3A8Vp5eLkX21TL65x6FHaz+QnWkZY0ozUEZNVzneqyGM2LegsyLKVZw/0ISuklPkFnlJ0oqEsVOE5+K8Ep2owtx1wDXcNJKpXfKfpXIfvzOgOziNHdn6D2+tRPVqh+athiKqA7QNJzS0mJh4aac5PF+ChMSbl1KnJi2FMXhM+q2Ss8+U56ZQXd1OeQXZh9Ij+zl8HKzZ1CUclNccF1UEZxoQ32jxDgt2A2/iv3mHnxW7JtD9ztAWoKR1KamejLTG/fWIsjPGJAk3aQITMug5JDG4pPJbDw0hUpi4QJMWC9LEwavYe9rRS8dujDX+LiU6O7jZls7bkxkhXCJilQ89CO/Lwe12eUHoLA3Q31Ok07gWaU4oSd3F6yX0svi+nUfLmjfUnOeuVF/9mkbDdBd8xGlxQOKsMQ0oyHfdEBi5L4nQBsO0LZYS6AsdKPXOJwar/wWWXSP4IxFyf58Zdsl9A27iZ3a8bod6vn4Om9FHKlUPNkqMXSxWW7baK+jGFUUl6krF0jripqsdyRm42kiDi+r+0dyB1BKLEP0yx8smL9KS1XM/NhPUw259mdORyapvsA+BfKBhQMXpkGB4JmU2pM2sLbEuW56PtcZriumGJ8fY+OgzJfgXKmfeVMaflEWIwewRNJgksOwg2PNCMMgcVegimcAe56OgFFj/DQxTSgD7RlUe8GzGSZrCwRAPe1NLI1WlH5nXUgpzWkB63SMTOMQeva0Uu1hDrRUVCMOUat4Ea5WUWTgA7HQzysAcuOAYgZdHwMW5ULQryDuNoml37FCLNVpJcxzGzj2TJR61Vq6Q/RyW8C7039LVh9zQpOb0MQ2V/E0ZDNuCjPYnqD+AxZf3WvNmoY7NX9OH/eRIAt2BQ04TZGrO0JzV3xXyfEZRkTNFg6VpT9ulwCUhmAlhIgTWhN8726bnK4dZFAS/ubb1+2xf0icw0Ad9amY7rjGntX38Yu7ZfmZa7pIEhaK3dHOqNUO/XPzgR+4Ikm3AJf/Bt/yRtz1r6b/98VS/oF77sLzyr/PEPehPTV7fSr4Hm928oScbHS7p0fxvgC1+EP3IfilR6ciAAKzliAz4AvXBkfHEbbz/uJ1/bTIrXP88/dFNtUc7P3KK7FscmmugPnJBWY5Nf35A//2rpQ1sy9Pj5E9XS/9c/9MRtISP+tVdRScsIfuRX/g5yTb4tCl/+8NcuN5rcSVI3Qr1ff9rTG2SDuKLxK0kb3C2UZS4Be1zSMCvSrkKox2gUc+R6+QbYDV3x3TdXKf9MPtLBL55p6CHntWQqdCu6LQk3ldHi0u19gcqKmjP1I5l6wYz8K1marel7qTs7atBvHq00m2BbnurwNOVObrhOqvnAONS6/OA8M+RmVTTOlfVoi0gMSArbzcaWSSBLVc3cFSJPqJ8uOQ+QPNUsWjuzdQANUEBpEbcxE1xYSBbmMtPtF5cQ6eeLCiDdopx+Ad2zPp0Ecr7DQ1NKWpKNy1JchVwuiNmR5qtQdaXee0d1Gkr+tE8PaJ2yNN3UlhqzUP5wwRKfQl+9WsRecln5Sh8ND4+rUHee6gerlvXFPIGH6kOENAaElQ/j7E6P7mWBbt9BywvlUMm7tmcW+zLxttsH+xhoxq5HeP0Hl8+d6Z7UdDTU2jKdKoSD74RkWeSmOUoih73lqOe5DHtTz/jzpUnsVLsA4490/DEG9GclthdMGapXTycpXtRSx+ymT07yBrblDpwcbdNvsSftycWTk+36W0Nr7atA+H7dCPV+/WHMileq85e/y6nThC3hJIvyXdK4SUU7vTOVTLMnLf3oAGMMpnAfIbOuM+uoUPOJTHMY5aXOYVUccGfmih9nxcqSvCfqqodo1TWKmOiuMUASUd3gx3eYpaisujesOzpe4gz16RktM28lbyl5D8FDucLjbJ3aKkbgqJ/1/iyi+3W6MJc1yT0iIQBweDIpA4eMT+dUg7jVF2oCWUV6b677RmONkaCYZ5hsMHsX4RaAlBtN3f45YNX/cTtWlUnxSHXyqXYMS3mEPXAJVCrOrbGVE2km7bUimW5o0CDn6VFVIboEj5IawqkRPBXPw+/Njit7vU2ULQVyIHXbHfZ2hNTsDLDBVPXbyj+FApjGN4uY25ojfd0z6UqEFra+SUWQ0S1L0ZgudWTSUiDsBy8LoeAn6WuUZ9JoZhuWEce8I0k5JWBXA5eLOxUvOgdgGZrYzd2HSN7cA5dTTZajGJduJR3q6Qo1vGFUW0VukHoj1Pv1izHpkhqyPu2SPfy4XzOWxFHmVNUg2XTYqri9v4uZhkrSP6JbXjdkC57hDnM6AzcRXa3+OacUUIzEIIm5b6Abr+opnyKfPtV7JrvWMsIfoQDpMDJSUZu/MbcdDdenbESIENDWbG+O9vSp01gDVbPdLEO0ei5bvVMa1JSoGod/usN4WNJ4ymWWq27mzp8jkSZv86TIk3bqmILsU62CxFUTw7BVWhk373YE3aqWcfJPNWajX2eLegKPlCL2SXmKPMkP4OiTUjpvqIfIKQQtuVO7Nz0pPh2vu5Y/h204wxe9Ry51lwCP/KHQ4wyCTA1nMZYZ41AzH6Gucx/4aa/VVBSdpIp8AFpTFmB/q2l0ifS661xQglbqSLPyYVxrnhpo3gqgJqJwJ4RREwarBfeoNyTX6xY44Yqpf0Iq5dEq3Uz51vAAKPwOniJxXvqj86SgESKnO0mwG+byEJEzJcS2oj6nqChh5zkCDny67gH57GpqjYQukeRaGliOacliXQY9Fhg5H67fJyLyXeVUZonqBNHi7ur5dmnp2NRpbsI2FNJB2fZn4aRzt8IYoGz5NnODWE0BYAtVWGJgDZ61ntmRBwHEZzelebGad4nBE3sDZ6xW3Jfq/WfCnETnQt5KS10aeq86hstmFxN4iVwI3+E0PlVGNqW5vbJOnjL360ao9+tnXgkubMwbcfFQr0D2gq1ME+ooq+BkYa0pdjI7pe/dA1AsG+kAb525GdHhychpywdn7UGbHPjTzzWZ8qlRu0zLuc0jDt7Uy+Oo4u6b4ZtOJ8/SmwxUMo1i6GqPWiwsC1XDhdeJhf7sZNiUfoSY8qFtwDtLoDIY5/YCp+Ee5KnqNwmIhUQs+RGaHBjChhMLYS+RPC5dUQoKW5NHw9FwkHlWj0Dz6fWwC+jJNyheBSOoaCufSL7lCWdEccYifoUFEZU6JF1ruN6R0xzh9CQCMXQk6n63cflwrXGp13cME7l6g4KuEQhX2KV28vz6IcywR6Ym1EVWcPT3t6VxNxyozQimPo4TqNAxXz1uhQu2eAzwMMk0+vVnpc85V3OD9FcmoQkIzragEW9GzL0GVmOsfE9g548bz/6kspAcd+Kkp05l8Px2KW/MaE5jTrOpNRdyH+P+HL2StflDzGKVUZeMHOzEtG+4DGxZD6T/yV8BEyFc9xUko5RlmLJi30zqYrz5Nhwbi6Zi2RerXTey6eENUm+Eer/+TNj6lm/lxa9sVjTv840Mm2SZzggfWhtztT0YatFjAIPclcug4Y1hJkrdneERIHB3Seom9HVeAWNB2kYPyE4agWBxNrLdcIyRVk8tkXZWJ5vPAYAwdaZw2fCyi6KSrxCZzJvmeoDDgSHtbJOBfOJ3OSSSis2tgtVv65rmmBLGZacPyYjhtJAFKtktCo/WCc5B+tjIObvZJw4IgBPSwNOBEXZS1zDgPHzzVo1QW6GnM3lMrlH+JxLBhmJMS5ldjlBcJktUFVxrbMENfseoUdEOtTmUv1yI2Hmfx65VkuxOm4eZJ0lqXPcUGQV5O2SGDKOdfHd2fKiyLZu0RB4xDbFFeq4BMCUO2HMPsTS1aY3SzmcP9i7EAvQrNb6RuOb19J+Bu+vrMjivkrziUCUxZM8Jm6uLi2WWL6dzptAUVoPYlIJBLs/OtCLNtqPeT9l2p78S07L+yGqJ/+LHVkU+rved+uAPR4J1QcByY6P+C5Lv3u7LXdR5nEvH1Bzpl0FvFHEj1Pv1936tOiFeYo5Y9BIUhLNKi71ouM/o4h2TF5ez5JH6goVpMBzbg6yOzXmTTJSBcajoDdzwATXSbu3DpVY9Ls4DL+Jtin1jjb3GMHEs71D/FkI5xUYTelzhar+yKm4z4h+7AxH9qZoptcnNWr9auoJF1appv8zTBusUP64dHq4QqpS5Mea4h+FfOxKlgim0WB4GXQ3z2o4fHDQa8qQUI8ixBRPmctWWbsVh7A/vktOFucvwYAw8wYsSOGAqzJbdMNwJgBljQy15+8977L7rCSb2yWI8R9x8+ZiGdQu3x8IzBbjJQ99+cuB7n9BSjmdJ/UmM+1Bla142Gh12aRApzV1fMZBCKS9das0VtPm/P20yLGJdpXHj66SvjUNT8IFU7ypdF1FM7Ql/blBTamXQqG9dBYxt5QxSv2pCEjKjTC7ne2W3IKjx+pxugivbKV+LhtxcypRBCTRjEvzkW7BEo+0Qfy7X5omI1KRahtxw2UncvDn/fFuX+3Uj1Pv1crW9qnGn8VJKiXFCwqB5dp4X+El2zgDnMOrbNfSxYNDl6Kdk14jGCdqsjZDDOYdwylvPooErAnUzljQ2CdrI8I5vaEz+moR6jE0eFXqST4Y6Fu+WRlxxaRoz/jTsGwpLLeCPkZo4sYCnFQ8IvKUUNxm4FIOxAqkXc3iaODyOTv2kqR1Db/3MREKB7nJK1dEUvROtMowRDJ4SkzSk1YIrlRiI+CumPPHNQEYHhEBN3rIcKQFy0RQAO+VpAcP73d6+B7I3G39JE4cyyFiiKHyR5t24wLi1Mdt1yf3XVOnErbnMAsmlvlBzm7su6Q7JuqvDQu3DVQA9AFa690I3E/AzHmvIJymCj9YdRkXpeZ8XkCgE4q4AN52NpvvtqaPO0d68xVBtrktW1NXYtS9KW1mkiTwXV9cqwSmfoiE3KgvIPGPHdyt2G02tuUSXL3SmlyV3Sp1gDsKlr/tvMXQ6aXbZt7bBqKnR9cxzcuzncrquHNAK08BZH4Udop2vajjt0vxdgBun3gj1fv3DoFVZiDq+aOsMsIUX4XjbP9cF1szz+FaAIxtzE5SNMmkzGO9O3TngKc+vjLeaE37SbsMFr3OnmFz+E7IjgAOZxDvAd8Ie2qQGd/ae7qhHItcCgD7RJYZQUxYABzwNJESARGqsj2F81tjDaYeuO8T4rfYFx4PTeaMuHs1YMLd9Pa9yJF2lcKahMy7REtbY7VGWY6RpSE2nGCT3lxg+VtPVdBhqkDGG8rmYq28iQEeGF8ahUjkHgrcZhRZ8uTRsB2qNkaaIX8qU0dXDeADdyUtQpqnGfHrNw8XOhmLiAieIgGSKlHHDU/gcbfeSw24u9MJDcNTONcYInwN0F9tmOg3jtvUpHMqTPLtGhclyf5XlUJY4kmJ0gcQ0B6C39+S1TyfKldbKZ3NpZlWjiaUqiHtpfvKzntni4C4H6q/TJtbg6M369Xp5zw+wQehZ5VlXj42Jyns6eOFuZQpxlc282qVD2zgwpFgt1vCH+3Uj1Pv1J6DPt8bsdWvEqo5aPXRQ8hKFL51At0BKLxyhczzmBpMwzToAACAASURBVKWx+AR1VnKS38G6t9LE/WD7rux+OrpEyW9P2mpvoG5lwDUPUNKecB2mktKVQg7Q+jBQNgWkT/1/kRFhpQKVctpgMpsZwQ6TnRBmxJuffilPGkJ1KyRXGtSRAVafguBlRaQROd0R17ffWfbjUUfkWWnNR0s5lU+VJ6RRDuBoOBybaXGFtNqJgfwiiWeDJq0wsCGeGR8MIllyvijnEqWztv2AISSgmzwpsJcijs/cJ8nC4mUz1zwDnYVzGqea3uevrJjZ33bGXEb9BlPbciMKRHZqrfc5KnjOSVQbqFq70t3lyiBjbvQHx0k2wcEyJOheH/tECFbCrGZ48qQ8KU/vVvflJZu1yYJyxm1Uv0u+wbqNXT8/kWeRBjrtapq1BZAXvafvtUwCgPA1w0ZgvNxGydsEF7zg9t9fhGjUOrxeTUxoco+/9x+UJtS2WJkrGN8JSLfe+1jY1mQmOGvxV9HwGjubHzIsBsf360ao9+tfmUjNNSjTk8qVDUAGatuBK05EBWQMg2q1cckcA3rY5rJlXAPKrrkrBk/NcwTgOzPAyJVRn5aYivIMqSc+zylJYrd5iOy1WZUwIPOIRiLHtNo5kUkjdoGeWe3J6ZMuHe8mr5lQy9EDLR08ubGoWHz8mNbiEmFgl69OZCSz7s5Zioi7Wo5KZpW4jXjF5vo/bAK2g/2FCoU8VTpCPSiPrjVNY0ZYqMcJKm2DlzrCOGw6fEzcMM0L95E+tR9BUOx5hsl4aNJuLQ6OdvryqqLeWEcy+TnSKLU5mr3r/IrDFN2WcxdOjmPuP+Aphf0MMMQPs8CPqYLdhXMuQkGO4ewYYlHp/f3BO0a1oAnAHcr+pKFZjaGkuZddsfizHMCeNbOW67ZVEVqBOiQYD2JYrVmyxFgV2/CLNQK1AUKqUFO0bK84WxJEoRTX2XdsoEAM7+hUb1T4mOUx3bGzfw/InlAsKwZkDrHHQjpA8DZni2/abrkU3zrDYAMIcYV3J2Jiy31Mh8R3mHJyNp6mLzC3um416o1Q79fcwqDMFfaPv0PyfB4RxVjq3CnaulKkMq9WRBpvqjL2IJYWo5Aic4xMZRtvIDaD/+KopS1BPdhW6qkZM3BbipJi6j63mruoIttSeXKBlZ37iU7k6KDWGPkoY+/3Y9dkjhi74prEzRdr66sfGEk2SNmSjXJgsCAxkwQgzwVoEVl2kJr9tXbrf7/y2PDxSNdh2xrmGoxToVFG4RQ5yafKJ+QQ+QA7ZFQyeyl0sSOn+sdvTYc4NhtCT0t6cjrI6PKNkY6TVvZcXZRJTudS4MTB0+QHWlvn8JaxSHBv43+aoPUhG710tXjhijMSpjC3jLM5VJDEbaTH16+GFwlB479zhBI5rDj6F+/ODGcer5zuKaD/GCitwajlN6NA3DKOHYymusviJE6RI54+htfcm4crr6VIheXpM45F0lAhdK7MOQKEuTh9lqfhRZZeKjGGx6cNryLO6BSfRJlLxw15PPXNFgYX63zdEmS4aj/c1WySU5fEKLkSum6mY68BM6dog/HWmCDsetjLJuhBf6o4jhuZ3Aj1fv3B19UAS/H2e82fJtvI5hW2LnX8oztOF29I74RSeIWxdqsLEhIt7WxgxWo6F9iIreCo2KJvRWNAing6I2uk6SDLBkYRKeaMUsdsp6aShD7SYeg333g0dnqkuf7x/sZBmtMWutjOXZyAOP74hthZw0qF2kpQ2MzJiKsm2EWfI7QzvnWhDdC/glkJ5LnjIy6ENaUZQEptGszaxgfGdJr4L/pE8HCz10oUuZehi0f9G3SzoW5yfsKMLU8R9TRURLiUfRwE/W/NYd4Gwykn+exnuclD5HfK043IT9hZO7qvqtnRJ1uDnQtB3vyOhOAPkUd3EAvMgu5Qy7O3mwEdJJOHVviVODjYndNtX/tVnmrIyVuXUxyoj84oS65pIZCYxrY6kUc5IcdhF/HowFpisMxKka4A9qwNUHgAQnnWI+xRtN3x7ZPy2QW4IZBIRnJN2MNI+xH29/lGOdCGdzrDEwCBKluyATEni+Qz/6nymZwu4H+uPadX0KycD/VDMoarl9lvXW8NgSSelE+V7+N30SCEqasTyc3QY6ozuxx1XWmJ0x4iRLlyxqOEjE7nGb7pWS7GxZQ1l2+11J+cDba0Jcay82Y/uTq80A7pxe9upyBKqYw9pvRFm/v90GOZt1snqxFhQztw9CwVqsqNUG+Eer/+OO16MY+/HViZxf/BGmFfVV/RRfyCvOn6ePMQfc41WeP+Fm41wYVW/yScWdsAZ4wd+kxTCN7snm0KZDfRhYX2W0/UZBkzaSsrc7AQxru0xtVXCNcNOMzM436GwImKmRJex798l0JGNroQHVyau8ss8+YYtHjZ9H+IsSlmWo3Td0TESqGHEjJ7SoXzFB0C5bmfmI+yCTDytIx7OQRHHxrbbZBFnMdqp59dvgl449/Mntx9nPV0JFdwmVi3pPD2lDXrGvOLFWoeRlkZQqSwMXYT0xhUMjwxLGGjbeIMIVZtcVtK2QQkDM/1QcCnjpZFdqKHhywoFh5MjPzWNXJ1PBXAcmciTdY3lAJDvXiQ0MbgMqwkB9dFwe9JByVNFjOPN8+Sy5xThQsQWCu33eqpdUVqfn6WJkRefbYDjjtr1Ws962uCc4P5fBI+5UXkL2jGwxwr02jqpcdwVhBg8uVIsbqciZGhUXlB0+ZLoWUracfj0R43NLoR6v36OYSaIokB2ay5V/bRrAs/rxHq7uM2I5yyS6bO9ORVYrU6UM7rb4IXYEKB2Yi0ORX69KatYkgMn1WocKYFSN+tyGPs1+vvglb9m5wJE2/9tnI3avYJdw51Fn1edPh0E1+0d8VCwvFBCsZuO/3MOjSgMuKJ4tews85e063k4iRoYl59M2AXIWCpLhZ/GULQgKPJQ+QBHNnzqW5pQ+eaQsViO++/ojZAIyLyYFcQMo9P9RpGU2a61IFfSR5SYRjeIsi3nPPR6MXAT8jVS6sUfhZJ61bPW4itMruW5vlCb1KNW1NZmD3jer10Eq1ToxtLycGidRpS/VnndE5MtA2BKPmp/K4uboE8AsEneUargbr9ULPvQXYnGP7MiIYDWiqoIiw07nNF0Kv5AUdLhhBYb+RaLEW2HBnmA3tq4PUs5ribct4eLp9uRJBE2I1uDAQGL73BqfT4U3zJv2Xcug7Q880jFzqBnBPrinqwJOjOyDuIfPxQn/CaOln0SMaaM6eeyiUMp4i0Jq37z7YbYNwI9X792hf4jvWUFVwubKvs3I7mhv4Ii7kaZSpa18mXTn06milrRyJ6h2vfB3mk1DlUqshT8HSII4mrU5RhT518XjHaVS48AFJYY/6XJnPn1zZRKW7QvLRw3YK2DprB66WX9dKwJCUyJ8eub953lDa64QN1le+GHBtYie40mN/2sxRYjzwhM7yFrWd95506erxxk9bcfKinGOlsaGo4dbjE+/B4bJKn8vS5seDVmtVroeVNfo2LH1Y2Nev/3YiWYkt3HPOoPtpwrrX8+A4+Qi6MXcRXAaWL3VU6adhSXHE8GsqcOp797HeL8mmah/LM5nmg5MqEHFMpafwLNDveLrH49Bb2QyaK18az4lS3OiCoSwJVR1tMfNt8nsMpo5siuwLBTCEM5LF5XOylM9HaH/BDoufXN7+oYXwB5mDOCqxfNru4cOHghf0nxwPbkB+BAcHIzfrzAuqRc4t/yUHglVKUtXDgC5MUmZnyfOCYEm8DXc85svNNnpS+xS6bA6ROlv3YEjFN0Nrx8fHt49s3WF4utz4E9+tGqPfr70rEfv0p1J8ecXxtTM1rqCcXSUW6S1p626J64e2HL5ycNfKEP3jO+eO/crXJ8eXh6XWeglzT7fjHvmM1Gf28OMP9x5713vANafzk6cLZX1AjvvyrPKcfX+T4wgX9w58eQpfpxlu1gJ8iXVH6EHm4qvgnj0eXD8K7OxBffnD4tbOB5c6B/BQ/pi9lTvhzhsAp154mv+79+Ys+CLuT/wfe5JcsRPza4ykij+P467fffvv2W9fqnKe2djOpN0K9X79oQ8rEDeXSgRkX6IrXBOpYmt3GXCQPW6zjk+RLNmI7Qa87um7aTfNP6rRbJDNRs3AavnngdpC8vC23jgER54icDbM7b18BxMgYa0tI7vaHaUR9zb56u68PD6tih17sFRc0jMxNFl2d+3mhskGaol+3EVPtB2/v1FY2i3YFIDzJc/XZTald/fCelE+flIpZYziZR8AFcK/mxZP91pyehdTulxqrk27JcR4a0MAiqqY8pbuheXarSHPRzKTGuwJwuYO5yULzJ1Q5P/6yEJYa/DfGnNxQKUR6WfKNDWMED4x1Tkun0Phxm7GSwsEXtp21uwxXjbBnsOM8/YcUpvnJLB0SAxeqWbW4ClmYx3E8lfdGIVDFHAnE6XCBBXRN3CfGkgIsJiFYjEK5FFdBT+bojYY5HUNCzS/F2FNqZ0lmK6vhcH+6OZeFkbp6tEGGmvqd1RRniQJ2Xk5MnEKZxMfSuYrIjSv5WY455bwPznFZr8mO/j6Pdnz79u3bb9/6lTlFPm6QcSPU+/XzpWp+OMO4e4k7olz4l8pLpJXl/1d2JNzxfSvSxSxbde0g9qiauwUwDYMjT2K2BFJPFpsT1pjWSyySYUUs5CxAOXubbzto2SkasYcvMFKHtHQ4yPKa1OR8JjGTT+HL6KPHG+RaBn0Hn9dnj+BJTrFnCMtmWdq+KA27GEDJEthpiAQYfGGb4EitDqaJnKOCG72KvRGmzHebue45RnZmaIPqsJasnNN0ylYTB5b/qTd6u6DQkIPmXWzazPHKDAdOimLMf6AXQkkgrmkfv4wIWhMmOGZ21KOGdRi7FnEqJq7UOumRe1ki1jAmCE3auGoTo2Tt+gpAHs2vI2T1FQ7jfUPnY75+NgUJFz5zOQizp6HEgKbamFUD3dBBWOoqdLnkRScXOf6ti5gRGA6ShrHSvQrO2pw9qRfnkBdob2IQ8heBlIH8bV9+XjdxRWqU4cVsw9fAq9TZpT7HRHkS+076OgkQ+8u5idHismxtvgVfEqdMBgAQ7PymxgJkZQP+QFfsft0I9X69QpBpF61oT1By9gpdMNjDjdhnx8PJpqLFnDiXquIFoWIZME3W85PsTy72/rzeJZ6DyXp6zBbYRhSh2ILtIi77pEC8mFTh69PUmaErlWniMrFmCO3et9JDKx9a6MzmlqejKkDxuUbaI8VjDjBI8VIJcEGoSDNMssTDiicjDLrIb84G28PNTQn7M555wQZ0f64ml3RQwkaDDqR7cJ4c5JYLEMXS4yt/s0LTPB1fp7PBpVCcfjj9OQrhasQYzXMN0kROso0orAsyHfLiVsTSlx+W+D0AyY1dW8rwDCT9SANehgbh7mNAyfK4TEkoZsxh0tHAhFA3oypMZxv1xsaIAJBhNODTXGp/CpWt7TzUzVkReSAwP4dV5C3VvDP3GUIrH+Gl3eUNa4LRvLy8tTMep3S2IF66YTJlnWCJYl7Q166HVmpXc6DjEpg3Aqh3IwrYlpMS6Qw7KnzYz3HpRG0NsNLjxok0hcyJdz/6Yi0YhKRqdxGmqjTibvHfCPV+/RQ2BWAOf4nn45jYsMjB9DyeEm08Ykej5kZ27iWdO/pK+SJgiRBpvoqpdX5Js/gZPOJlrKG/z9GPxR3aDV94Od4P7MMbwX2Q36MUNXM/vPbSEx+9kgLjZ7dtVK7oTKNUaekfcOTgsPBkxLFaqxEfAyOZA2h4PUrmftJlbbV3ddQdLn738E88usmiWxxFr/RI9QacpIx/17qGrzmlUs1NtyJC9S87Rc62mqGQeEqcPb8HhjxAfqA1wTfho8OQJiTZvEnA/u3s44axvRogUwu76mceIvhwcp8QJW3iG3ZDZo/1IxLOdq1VOEbpXvRaDWtP8iFAszrh0UiBqpzCjkRBOQQ2LUe7TBB5kM2tPWcA2O1de8hW5YJavWvVYccp8qn6TAlwjWPaKd718OvyHEljKVzAKopuhZuDIWgjjM4bnpm0WmKuugn/k4OlU6GA2iNhRQTy4OgCaSY7K3zRcOpA6W/0r9wVIGGR6m7BzBETFDmBg14U04b2wniVaQE0TrHGodHLrzMtKurKhobSbtLdxFL2FuhmI/4opLa+8EzueM3jqZQWP3FKt04rd8xZ4XW6ZLZixG38XAz7MnAkib0vVaRlZJsn1J4+1z67DsMNflFGPCVyb7uICyzHrveGtR9Vu1VQnt8/v39+/y6CBjzuMakbod6vDDfFOmyv2cxLzok7oLe1hbrsTO/AG4KNqO6hfFee4oItWAd3kBr908fjupk51/fF2xVlV0AhveLUvVQ4YKGFXymbgFmU6e1URt8W1TwVUlLsWTkb5N6Tj4EfaYw6K/bA4jfUSo+yN66McwprnqwDaLQGpU7+RCM+e76/kpdDIRGxs6HJfx64weSq2WXVOWcd2ghkAJ21HkaLopulm8Hn6o11CFr69AYZM8IYEhFny/MJNUYzi01b0sg1OPOSMsG7oVWzTrRnYRCEITlyaHvZEafwFDx6DBPkg4NrtKrFqxWmENKyAiyPuO/rjOJKUncYRWpjV/ZMNRZl46Y0ruX8eZhIXwC6jPk392sC0RyQ0VIkoFLcwcoziAw9zBy3/A3cBAHsIpVo4kO6d265h0cnp0/fs0Y60fMpvFipFn7IahP3VSqSSUiOMh7MYn5YlPO5nLoWo+1uZxLZpYxpeZkX2BFRDBahU9g/jSAPzQbSIgSzwwnT/X811bBd/M+Zb83GpZctshe9qSniAKnvgSvOmjVZ9s0GBVeT07IcBO0GqDdCvV9/xotL8fhCx5N/VKuxnOwgVP611dzkRTcSqZTHtZ6VVwhxe8TzooSizaomgHsdrlykGlyc2EXPsKnpt6+WCorV4KaYwG+HzJCwV91T1/Pf/LrEmJHpU409nIeaXdjXd/PAaOQgSsl9Qk15q2l0aQ3R1ck3cS6dOLWnTwsVYkUjTt9Nl4aD3VS7ORHNZeUsGWzIHLBJGF/eaG/uDZfwygPocabhp0ulYVkbfOleYzzNOZLs9pxAMydGYnI85UY5M92/6Tz7JBskXdM+qlWfWQgEmkZYMOdFbG5LDBi/CT9bhxGDamtObUYzQTeSm30hWMbmOEzBDCJ3USptLsrvMaPFTfadsdJAmYZ4W5FJpKSLNH7Uqzg1VhUZmVtE7ehZIau19zacaZFue9dhUFTtiME6z5UzxnL+QjEHNetWtNTfb5iviyHUNPa69EZQ1mcMCLumDOh+TJYy55BkFhNbb/1SMlYKIAumrmW/XM79CECd+P6GdrTW0AChKpU4bpR6I9T79SuB6QbtsfIdwk0tueU1M9rYNkf4gtnN3ZaSqjNPqsrusFO0uovmMLGgjF08JJZl6p8JSGPmkreJL18/w/H1Lmer0y6HKzHaeAegTmaAMsmGl/AhiogS7aIqQHl/wjbvxa+RheNUH3WSFHEu115Xu/Cqyxty5tFZdj9cpTp1OI7O8bQ8rZw3qiyzBqXZgLwcwOEc35NZf2lTSdaXxy7OkcXXlVe1EefUgI4ANEVLKYd4BhKR8QPf5w/kGLgJXthCH0JhTHJHdefTbvrNwDX+nQc0QcIOJ/P0XlR0DKMCXFRQbe1jFPUPE39mvNSJMpqj9R2I3c0cCDU5YZ0pWSOj58Mn00Xk6D0ECt0zISCKJsQsmLWeMsTKuUE8mgmbEwI0Cos775jikiLgTigfo/++roSzY5cXHSE0OhPK1xEbVsb7WDMRWqK96adCfR4s0YrZx3ezM2D1CS4rG+aVlqP05TzrCVysxNgYBUiecNs5sLL+By7qnmJ+3VrrAJX+8N6g4kao9+tXwtPMq0VYX35g30prONep72YaY+JnY9nP3AjOis9XyK9mdWbjqm3+IUbSymXYybzejQbygKwsbfpXp2ma9dye0ok2yb+i5VeJMg9LVJCKZYp/5Z6xxYtp5oUV5jJxSPFVu7htghZaM2nxBab89ZW9IMtH8cEr2j985pOhEYaBfSleDt99T4uSR3bMyWoKl2HI1n7sK1+PvIgUp53SczRqRQR9UIm7zb5lVOH28pJ0qKw06mVjlNkfY5zbHivvcBZMp21CirhqC3C54TndooZqsot65sWTp8GIk30ZOSsVDqLNuLB6b6Q6duh0XVZrA1MZrGDI95k061Kb+4sD0tVzMFKdU86IlMxhjGhcbMb26UZaxrX7dUGiPIeSJGzXamRoYaKxaP11mW5cLQUun26MQMKtWAyCxqp6MjSKs4QPFsYA15+Jpa5f87dkb9cfu8iYWl18AGhthiaA9z5K4Xm/boR6v36eOF3/jC+GyTeQVBaJ5BdBKi6c6lINjykZbweCp8V9/LyWOns+7Gy9rjFBs/2+NRkcJiDjiyzs6URdJcpuDDIX/LEXaLrANB/zRYBTdXo3RxjhNUfLzINiaqciODl1n8snzY6nyTyDsr132s69C6/xXN0/yHKumLa95v1uw1U0TZ7Srli5f0aWkEBwAA02N9W85xssvI7RHzRhg7SUisjpaOWaQ5YLDC0iYsD06QNbPnrIPn7hGAhBBz7AY8hz+yAKdMoshUwE19AcbisB58Qmwo9zD37TbU8IfhZYy1ZVcv3UaH1UueEI7YFQvxujRVKhVm00z1B5IDkJ1fXOaS4HSWV/JZEac08TbR/BNXK4d3UmuN8kJwOFUimfIifWMOSpqS2LwRxyBatDYzNuGEYan2s4MjF/WdtJtZut5qN0AbrfoqhrGpYJyA2vmRneYLWnqayIuNvW9e2iT7WPQHy/BV0u3XxFPZgQFV+gcu7XjVDv14+D1eTfmXa1ffeEs0Kqm293i58CW2URqFHeAJOJktLR1LEFsZXWdk6wA8dkEVfraVZqcuuNh6VVOLlJ+6rGvSp0gtq4ZFKxNH0vhaTRNsuB8tjUCkxCTLlQc+qGupBl2GziSLCa0oS9pbl2+88dO+jZ5v219wcnInBjzrASftxVNQFKUCa6QkrYJYDgMr1emFEz6uwN7kFKic+LnaYHFQiPPkp1ncZUbgxuuLqsnZi+bAq+p/ot43Qdk+S0CArVQI+Jg0P/0JLmIYPUzSOI5MRus0Mm2dsEDaQYVdZJO2x9uJI9XT/RGy/kSt8NzwcfqteKGlnH5DHdEul8wga/sljJbZV7y7uf6v6hGC4cZ0eNnEtHrSYY0wKDMuVjD8hT2Efgn+wX1Bvo9szyU+RkIHmy1uxBQKaGxuwJzMXYa+0OcVF+y85TucWYWjIrGPNeNkaGJ6UJtUhC3JCkquev13lgJ0rGy3VAdpZ+q40Vt10xLrUkLjHoTjwyr87d30PJf/hYvRuh3q//fxKpfPEEvvyb7VKCqnrcWAX6qoitZ17de8buyWIL0IN9Gub1C0X1v6zCS8ayy/ZpW92c5cwgKrAc/xdP2Cq62mY75TY9625xbgt3css86XJ8HBvhO8Ly2juTdZG3CfG8IyIPY0xbnWxROHbUMpc7Jc+YF0MDi4Ny/y3HUs1HmszU1vGWJw4ASz6NGNVqTqhdfYhuxOjV0dMNmx4iB6QBH/hq3tUGfKfMenGTL0WA15HIICiTT1YhMnUPKCfZAGUcD3YhaKMl0C0CqvIEcJ1iCV2jl4XwYSxzp0KxTkggtUmBUbRrhxpd9Oru82l914wm381VO6u1gbBNOR6alvFodRPL8JiDlwcQp8xPkRMQYXN/VWSuHPLsTmfJrQQp+C2ex6fIU/AUIdlm+Xvcot0NYI8sr5xTkWaJWPA3p9WihzwEya2pYD5ZjK3DQuHhzYSjynbpdABMg846TSjoBm2cIqZdbQBs8ajb7uavia6G5xd2MVkn7X50R0QSps8tHKToh7mfqEr1iLA78vRGqPdLCoEpE3f3hV9BYsuGDfWAe1gf+FW/Y/7cCfFFc7Cmg/BCuvTWf4Q79Dr1fF/qPylJbzq+EzGJU1HfliHrW0DGAAqYUSZfJU/Ne2SgbUzJVxffOI1+2R/mMWpZzxWmMza0ubzSV5Sh/AGMroaZOAy6DTLHNtYuELnsO5UDasjSNeZySzAFe3L+LWIesJj3+Llj4NfzSXkqPz2mEiIHQsDKjP47GdbIg8BLm8aLtN4C+OFTXw3dCjfwPUpcWbbU99fJLdkvX6hBwMtWKGWTOYSjFwPlzsL2hynMjJIZ+JPVIGMG7JpYUqbBcvMGZvcxmBcH1vCkzfNPakObY5BH8z18PZFcjXpNeDpyHfFdAmcMSZEnpYl81ibJwR7eCmKEprq/LI9ExEqK8eNL0nD1SZBa1paxLZbYYbgzWl8JD8EpnII2NnjRPD14eF+iJZdis2rGhpQ1UDseMTJEvdcPRbJc2MgJNpCUFwj18habd7KYYAuTE1zjX248adJkG6lUKRNj9+tGqPfrlzKpS8EObPbaDRzqbpF9wkOS/cqZ7EXnz1pM8LfWVNxsq06rAC+awrDR3RLl3Z0j04zFag09oFRn3R59WjYszRcWpy55ZGqK6QK0mm97bdtZ4xjWmbZ8NUPvEeb5pHwXG4s5ZGgNjzS0cZTwhVE5xK58DPIJZxL8RRoqsZH/jnlqR7vNt80w/MfiDF8vxBxlFFPhKJkvTD6OEYpL5QBtMd0TLgTZFGmEh0GEfPZTQB7ZkxVCwVP1u+CTeI6AgEC4DLEdsctSHOP6aOgXixAckIcAiOQFxHV3VasJ+DpcNf95kYfgFB6Cp3800mAhYuzEZoflMLtOHjAb1yN9/ZYysSTLOn3yxiaBaGlVzWj7qV1KuNGBj0zFEE9PK7VT1y1cz4GNEL7xDqTm8rXfASdFkUITyCYigNK68GfywO9UHMl+HE+RQ0zIAUOQhmxOi8AYbqgIl36BwiQNnV80NTD5fSmwZekGcwOcUrOlU/scZZWUsaTRJoKU+dRatWLA0OXBCbq9r8BRtaqwmVks+zpwGPJjhwDjcgAAIABJREFUpiAoWYct24ZM/xo9VJbuXFFCWCJ7b9xdFGCyXOAgc2s7Pp1D3XVUJAWCZLNqrWvLFTZlgfiLjeDlRnNR3e3yqEh5Kp+nAtSdjer9uhHq/fr513tTTySgIMn2XySyptAu5mrHZ+wiqF9MVhWshg3Jii26ltl3KUQCxD6EOruZrOaOBZC8dHLmq/J9uxSOEazNcPdyijbrvtTcVOSEp/2VngfO9jQ0Mxxf3SvHyDiGJTyXECnZc6ilnzZlMGapZMLKBRxQtmG048KXzLM0VadiCNV4cEBEWmtQdp4sMG3KSWSYxYrVCTDF53KNmuyqH0nW5xOyIUa8rGEahxrM44BzipsMOjnbbPX34jTnHB3qwMQawmaWCcJGNKf6oiJq1RFCzSKLeWCofHEHAxwAPd6/8LTZjVWTQycrobttv+QVRtNxQuQooU1Emn9KFRH9JFNFTnsGWRTbceNxwqiQC/bRnqd+aVyyGQdzpCn1JvIwZ9m5V87dctHqKFK/TPCuucosMQbnsrA8jBwS3jQGhgmhYlgocHpavWnGemlA0nNKeWnazwtiZK4NuGwo+eOuDKE2ehJe6kQduwMvupS4aEgqeZ76PM/rTex+3Qj1fv1xZIqN6+QOS3GdzzUMwfRw06gdIC/0yVGxJLW8Wp+y6nGqXT2TZd2ortZAJHeVzUJTzOWD7wR2ZlW4LrunFGzudq8Je1Ws6mI4n+MuKjNzbjdmSJcTBY96kt0waxA4wCu/BVT7dH7ZMSo69WdCJHLd5cfurrv8FM5x4avKsoyNVyvc3PHP95V3LRlNRi0YBJJQnRiecNyGwUCX872EZknlrmR7Pt12oM8d9hzO1cipe3Rmx9mkwkRJ3/Gt1UCSS+hGSJW5rjI4Xa04IABHBBl4HANsQs4liZKo+v5gt+Qg2r0FOg+n46SN0FFW3u4pcsK11xgGSTrISYeSg+PvQ/SSHUN1ip+jdLZVUyeBycN/1YCm2N9xF27F04PgTENFFJJjGexX4JGqhUPw4fL3k9C0QnKhmYdz1uypnK7UBK9rLwz+Pg2Ds4xY2rX5ED8wcGE26zD2lDp7AtJNkzMRu8qW0hne7TIT0uS++7bv6fMSLc5++2ZaR7zmTa9eHZ5+ns/P8+Sbn71fN0K9X//aHGwOCPnzykm+dQq5/sV/8BeveYXXeE4qLH5x/vGLLveVa6n+3a8LfsU5P0QeKe1z+ymH/+TxRd/f61dbTuMwnPLDeFF3vchEyA9gW5ybJgIypJ8nze3o6f/E4SUDIMNbp//MWXGMpl9pqQxoL79LfHGOuSI5u4xEBCL/MgNZntOVqlZia86cNcQ5Ap2u9Je88B6ZJv+mEcA2tJ7jH63h9bKU9036NFIC9xtp9aa0a/V4vpJWj3cdlatHgzIPWebchJXO+HrS6b+N10l+f56fz/PGADdCvV9/d6SEtZlF1K6fuE9kXiyV1LnpRLlW/HB3CJwL6bIOgtWqVAbNljeb9jLZaA7QIj0IfInHfImKtp3HKy9pXHznDROQeD8s3fCy93ATfi51hGilqmvzlJOrzgtHbldD7syolq0d9Ttsor5kCuuU/LVxcaKwuRa47MIu9HZsvafFCLXHIZ8np/AYSIpPlURCQ7QOSXmku9QxFGq6ST0pEYMQFfM5OruTgOWaIvPoufDrP/lMBI/uZrrj406XSZjAlKaPtDdE90IyUEhHn2c6h6eb3idxIdVmmJhu+FAxUCIatCtQBcE6p2H2oVYUN9bt7KkhVL8jT1Wt94aSp/SzPfIDkCzfOfhvGdPoqHm/9Xb/hjLFH6anqDD0kUqUfh2LFiKFb52CUzgZAB/hsLtdmrosWjiJNTM2HUoG4JGu+DOW62FegSmX1RdwYGfMPClt6U6rYjHCQERJcWLcx/15Zc2xpTZjAHRI/EFNi8Evx7vrKlXUqT9OIpzn+fn5/Hw+5faauhHq/fq1RCSuk5mKWjSHQy4rWmEgXOHHlDmOFIOkYN7vJxv2AqlesInYw7urMXBcGGNtU1u/Emd6xZ/xJVdxAVXzidyM9U8of/pSLW1aK5m9zKMx7yLtgn7Juey8yIB5S2Nzd6FwcbYdTGBJl+VbwnX0dmNcuXqFTkeEYeHOp1k1iXZVYB+kys5iYPdSzUXTkzgx+shIdlB9+2+LgzqSNSk9IQgOZ6I5e6YcUV3OW58W7vC0I8iDpKB7VDVUrithdXpO5nomFThFnpSn8EyTPVmDeJr9lT/UMESbZKMGZI8UDIFa+DVjMTkJCllH5XqQ7Oljl/TsIE2DX/KS5271Ye/w8WFgjmNQjOaUpF4BdeisGMrUrM7MRmaHyEdSY7eEWc0YK1J5AVBQW+0o15Q0whjJqgKavNXaso5UHTlzM73U8LuQVV4/1JcWZSJLBNvVWojtU8qaXPWar811CEOC9XJFxZ/M176w7j/J7+f5+TxdvX6/boR6v/68B7EmmVxFq68p29EAEqmuMSIUNowphHVR4fXKOKdLZWASv7s7zlZUsDHhu6Fp88T6V6REmHOmMuXZl1Sw5uisYdAvQfPMAuoOcx8Yc/TtQio6bROIaPWJaJouLt7g7K33DS6QaFuyDK7iuOI6ZK+Z+B6vO5XtiuWdoCqGflcTGjtFnqRSnrRgCBlkGDn31odH4+LcLoczf6YQhShttloj2B39SNgRp3f2h45Qy/uD7vmqKENyui20zGd8gEqlKOTR/VYBLyCh4Al5inyKfLpLhtOoA+X+jQK3wVCRrq08ySeZ7TDbgI88ADMv47j32jTMXiWGbps/uM90ZaHCBM6gxrch34kGFoebgX2FD5EHbJ5dChNsAF0HGDZJwyM5YMiS8sB65mXJBybzR9hgWa6+zhoiqkm0UIA7RWpAAJd2jcjeRXX0WDD3DdbKnClVDxegf11kNA3pTx/aNqwnL6Y/R7Wbhr3o2V2WVBFLadv14bjQoBdkAepq/QU24i3TQzlPPVVvCvVGqPfrF2JRzHwhClE07OxnbBrOl92EBtH3J9CYMChz9yecJQus2fm57GGqTXjjmqyra1MdUP1CwY15fEf8C178LK841I2Wn9cJ0mO0wtPsWabdcY0UY5wc1bJgJkXSb2mKLZXFS9+PZHDeb7nh6awi5ZpuTfjDfn8Xk51x7NjppzjByQwtOCo/AORqJNObw9nK7/BT/C5X+SRPytOD4OH96owIWZubzczIRj4QnD9rA3yQCa0GIPCgAXa+0Cm9TY5oXFhNqDr6ubxg3Jke45x13ozK7IiQp8inynfyk3LCfIK7+ag4lnqOeE6G0djpbLCmfno81KcnWWVXh+HlvnvFD3Rqv3XDOAg6X1s+BQEu87nqQoIjpn98rXkAD+IAGwZ2PDEs6OfwWoyQDi/Yx8KlwlOQ7jcZEpq42xiGVsYNZxoSKRqAXj352rjRoWYcuTYQ4knFRSgGvipnn1fSKSCqTdki0uuWwURI1SFISfx66RSKAKqpwcYN4Yqv9bdCsFRNfyHXVOgf3kh72vCp+ovf+H7dCPXf0osUbvHaxUs3GfdLBLvMLAFr5mfQrL5/85l8sPOUs0MNiLfPGjdtphAd6m6FRV2ZX3R2OpJw3duAJli0C2VcF/spn5V+QHZcz8GSplqkWtjMntrERuzJouNNlEY1eYEkv9JKkHCrwESdqFWDR9I48gzKiQWLVI8xxosJTU7hQ+e8rQJzFGS+jwr2bSlNdxKZYOR9mhrSdz5tUqKkjianGK/c6jxKP2GH8AFpgBjSGikGoFrqjx98v0FO96+1pwY4yWn2fAoJ6zHrgvFuufhR+6YMzXSg0u+k9nhVvzkPY5RGXkC4eIoziyGnUUfMp7ARDWXImiQoR4+e6jmctP7yp+C7joEekvOY0fBsHW5Tq60YEUATjfOtHvDxgWwROnyLTmPIrDw4XNZJkQ+Kp0pa8dS9lo96DMfw/iz+8IcF1bpzmT9Bp5+ZiQhsw44+gCmnVSibNPXprlLfgt2l/yQmZu/E6O+30j8gd3kWExqK4t51BUHPz6v/RK5bEC4mgsAwt14ASKtUgdWOo3Gjtl9FBbmrJm7t7GsdMEJMBjnKZatauOyNXih3rXAh18oWsO7Xr+IlRLU7nQLEwqc5Sglpgi4NOlU/9TyfKnKo6nEcNyC5Eer9Gg/VJqzt5e/kx7AlRFgKbhQsgf37cJIb+koEKS5JUh3sNsBURJTSWLWDFjI+98hZbVlffO8jzS7IaBHOvakc4cPp3F6X6siM344OBCSLC7DjLCtrMUzF4SmUchEEhYnuqIexxre8dgBY7oz5omPju7UhJK7sq8JnPrOzIe1oVweZNtIx75KGoCOCoW+Zp4iqigqaqcJyBEBz2OHUIk8KXTbatZWOd4cMMUj/Tg1GwjsEZ8f6/Uv5mE4XUB5uzNRdmg4IwROwcSpHPUo5iS4w2MYjxQ+fwEn5FJ5idWBmzvpjMibK3creGOuEP1pMODEmlvh06Mz0RA8pZ3SoATJlRaGsG40xMIQDbKnl0lMDDkgPKDrnWS6G81d8BXNOXe4GYx+dAWVag7obwyMQqot/jkrscRZlYk0Fa7NnXF5tVj9kqAyvACRzJc46E3C0+7kuCKaFFp7L2ttG6AO7I+/hqgalfM4pGL54vGh1w+7zxG3gK0/3yr+u/94Xz0byB6hFsIofOGqKbaH7upcGLuO5Qiq1xeogQhwCNIw/gqAhfS593BYQQFVVT7uv2vFxfDyO49Hab7/9pQ+T3STqjVDv168DuFO9/sOCc3CaiRmjKv6QexKJfHEek6VnPcrh2a6fUwDgbg0u69Nito9dsf6mQXY1wp/wLvYKyNdMKq7J2+0BJ4obE2nyRRukK8kBBkG7/mUREYD79ZizfW0+IvVddt0v9RJDlxgiADFVHfPgC4hnH0A2JJVuBE2XOyVt4kn59OyuziQjh8vTf951LA20+SSOGfLYU0/v7Pe3OClNARAo5qJPykl+qolf6QWKJvaoiQDtJJ+wkaanCxUcZpgsBINpw6B6JqEOVTx3oHuUSmgSagsleOiPGOpyHe12vLqPEPW0zMP74HAfgNbhacyqD7IcEDnryDzqv+RaUSGnQCinazDi2cihax9+Y4Q3bv80D8BzHtSFTFhKO8RA24Vp+zQO32S07UPwaj1ubFYVEi2pU7LJQ8feikKdxlfzTjoPQf/nNBIdh3/PMzkZD8aaI+pia329m5od3rEy5YakoNoJoa5xeoPSLIkO88+hLqocVrCUl5YsuzWZFwWzzfIex/Ht47fj8YHjQGuPdjza4ROMEHeNJYdxsKqe5/OpNjr4eDy+ffvt2+Pj2+PxH/7D/9IO4Nai3gj1fv08KpUL7HVVnuLau2f4uu+c7flyPHSpgH3MucQBZHemTRrP1ZrAl6b022kDvsRv68wqpw7T8ruUvQzqKwsZJvOe7XdhWD4VL6lV4vk2PmC3jhfj+tX4CRtzyXfJZGTeq67EsnPYmG2o1Jz5WQnwhJkQar98q+sKtdnlmMahnnmMbzkRmmyYYrd++GDNuNzwYCcpDF+edIkbrvf0nxyJr0xxkUxDi6BpRvtY1VmbHuvzu9z5I3WyNYOMPZQ1fEyVtTWRAOJjqBTQvTiGvX9tUDSX1vivAwndhXK2dwcGHCFpbJ6hgy5wdEKLEGZIoz65hZKqEKNaQDJ1ikiyEFiz1CebWITXBd2URrFWs+DcOpgk3W2HbrVmAeR6tAG16zJSlI9B92JpTkGqW8LGQWUGqcxtrjhZrH9OT5vTC4B4teOspxlXeXa793i7yoRuRMht9mnUACJytMf/9E///t/90//8+PiG4zhaQ2vUjkgJSANag4hQlXo+VZ/Pz+f5PM+zn5d2HI+Px7fHx1++/faXv/47qkJu1/4bod6vPxG8IkZwcsmLawZR+Cqrc1vqbho0vNwPsO4Pb4lAKfzBfl5+Z9zNd26ab/986qpjgbB7kLo7yayjbJNJ4X69vz5JP/p1EivcCS9rvE5Qso+e6IqDJmKpnpbYgLkR+G5OxRnd/IFxksiEWWHSNZo9xdxovFYvDYaogwFMDamUDCjANDAWDW+DL3CnT0iAJLgI+exZTca8QtKceEj3GLP5ZLaWPIWboWyWZoATxujBrQnJlUjMA0nNUhUg31oD5BA8OkKlKPkkT/egkCnECAVRBewLRZ7OeT/gTseS+F2y6BQnuEP6O7SMORwtnU4hn0sUqvpQTkVX5X62UocOT9Pxq7PgyWnf1BfberXtvPQzHo0MrWjglABVVF9Y6/8XH9Co68azKOMgOZOaJaN4zWwbg1wXVqOzObQU2XgUV92g4MWCn1J56YcEVLCIQjTgYse4co7erCcsYcgbLD4hVAHacRyPx+Pjox0HgZNU0VNPqqK14zg+2nG01kjylPPEcTyoqtpx6qnn+fwkgPP41JNku/HpjVDv15/BquId77hdgPJbaBqhSIsptwwqLhz7kex16jLEPzAlyetKGz+YevUicwXLcjmJR1dU2maiaxqRuvwSrPC37RZ1rsVAEu1ti43XHNLUBp2JZFyaHOLlFcm5nWc9hmnIrMnw1cpbVnehVwwFsbLkK050c5+6lWRE262gxHr3GKmznajz/Po+V/RMqoDuRtCnYYCx88IBatD7SoPWzRg8qKeQlu0T0wwZWnEgRszisRB1tuHGhNBhoBwQhgQiX5GHdn4oSTYhT0HHx+FXn6uFI91pTE5JXPJlIVM/mq6sZhM0YQMOtAwkToaj52jpchTIPQVhoPNPmjEWZXYYUpGn0JO0ind/1x8HvOaF27yEZ0L6Z3IeibKnLQTq0D1zs7Tmx6TqXta1iFu/Z02K7Xx4VmIRGz7YSVBiTrdW5oRVLETp6OEsq93eySR37tW1MVIMDHFRUXdKGNs+ni7TDrIz/9cKo9fz2Lci7Tpw4PP5+Z//63/+b7//rR1HOw7j8m1mDI/H4+Pj27ePj8fx+Ph49IKzHUdrHyRxPvn9+/mkUj/PJ7/L377/Dc0kITdIvRHq/fpZSHqBtzisSdOkFC6WlvznWn1SprHMq/mbK8I1t2Wz/eSyFOIanloY9wQC8IOnBbupo6sf49ahaSsH3HW363ZAznnWb/Lrr2Ail/bYJfPKYlZQFvmXpt68qF6wS7FCMWMaaUaSWuG7GWGMmXpBz356oGHkksuELRrNZFFkpLTTZ8BP05VKl0pHFnyTPL9FpXw6y+gD752t6mFRY4BsSp2VKITMXoAtWSBJCN12CZYO9axh3RBpQ4VcmkDk4aCzYaS0MwcsddUq7VcOCGhkpDGaAMkmRTD4EA7DY5q2Ut2lUmv26QFplAdW53w2472Zh4RiQj1TyKMuHbJAM7H67OZTAK99lDSd1q6W6fZmDB41xBioufPpHfiupMcWodYx8rYTSR+QYzgnLODuC+zAC2fT6ZBWDyRWx4YFqXMiIfFuocy9oDzC3/brFXg5cMm1pJQdKsXSe+PSiwNmmkOKCap86vP8l3+Wv/1zp1MzR9DZ1eN4PI6jtfbx178CONrx+Pj28fFxPB7S0L59+2jt1FPP5++f3//l999VKao3i3oj1Pv1Z71Y9fVf4NfK32ZWIwuB1hYOts16juFrmxVgYtFkGr55u6jPIat8TyST79CqbII5KctusR0zatWmStKYed5Xvphrz/BqzWMsNRIVFy6JbzlOOrQlv3YkA9juxhqW49MaXH6mHPkmYww8sDpc4Njf6ySfwkPkQ0gZHmffKd/Jbv3zO+Up7GpRinx2w3bKs/vJi3yK/K78NKbTg+BJ8UNqPhf1xDhUGbQxi/ivMs2HlEQJzyJCA82zMwGvzrua0LMijJb8NuH/P0N8OJhuYpPyDThEAA4TIj/KQ9CScCfjaaYWfEv6AXFeFrn5Xu1yv9LHyA9I2/Qh6BcXmvAKfIC9yydO+8eEFs1n9ZAyxSCb+Fxd/CKiGg9ziQSAxpu0NeOOA4pxKdev3JciGFYgH2II9XQT3MCyLRr9YGSu2hgcgmIkLpxBMXyUXGu9rW+XpLWrtW7GovNw02yzkn2ytTKg3AHUlQRtZTvK/lBYoepEkL67FTkIXav/3alWT5dA9/c8z/Nz8A7/5f9rrR3tcTw+Pr799u23v3z79nE8Pg70cgznqara0PqWdUPUG6Her59Dotdpksz4ournr/Q9VQlEeWlsJFdO90WpVDslERlVhGU2llu/VB5EQUW/Y4SljrIWz6wvZilVO9hyAMloBizSRrIu0Ua+JaewzjCFZm1PnICVZpgvQdn2ZdBFX783al/Srg0ZE0vXHDjjErD48iRP3AyYgn5Tz6NvJXmcGV6EN2rgpEYBNTNen5RP4VPkSaiaO1UfZnrSTv2n8PD01+8ipzP0q4MiTK3YfUlxJDuIfh4+RB5L6E7PuUy9Y4jgcOaso9oH8DAha/dA7Rs5IjLUMNCQI0i4gZYUqzSKbuAePbAAwTobIrSkJaQbzpQI3RXh2ZWd1e01rIsCTYeykLgm9eG1yjBDAAVdb9hIoAooO5NtR1uUtV0bYEPodNo7+wAVMybjj8G9KMVBD7akYxvgM811XUvfk2kakX73ona3C3lQjl5C+GG0tHo0oq9s2Q+vVws5PTV7HTBF77aN0mdaQ/i6IZMXj8mNg0lGy11enbAUtxPKJDfqAMrMhUwNK6a1fNvBnwqI93NX4Xpbc7DogcSpecAR0nbqqd/P5+fn97/9/i//5Tg+juNox6M9PvrVP59PVROX3wDjRqj364+8siMxp9kRZBrMVvwXg5bF2Lxm9G2lQrP9Z03dXBvBRZ7J6gtwPZae//bpPccraE5na2Jh4zLbUS3fDU/G8YPCupBPlEA3xm/eSeyH9JuIinyKfPNVECIfwCOd+ZxzOGBcbfobXEM+BrIs5/Oy3naXMhR1+sbmcOQM2XEy2uLoyenKofRodePPWfM5a7TPp2cHqKyDjBNyylZgyk65nT7arG6w/12oNITqQ0u2w6qMtDBN9o2nlz29GR1xD/2dH0iniAa/PkS+QQ6Rj4YPgEoVeixTv17sHcQDXYVpE1wNbEKxUa0irz28eGnJ+Ut2wrtgN0ORAzN1Mra1ebaTQI5myRQnx3Ohwc4yZnSooWRwv4IY0j8pyg7rRfw7duXAkZ7jNm7PuUeRJvTtHQydQ5JwMaBEiWj6FHl6WkHn6kxUIOi6W8D1uJAn5jirFllfkNOXl4d/Tj8znFShycQAKGJcRungv3VMocQiDQNP15WHAhxAI09PhZgWqEPa4WfjkbS5CzYdOWQoiaxsgjxYnuHp5DblS2vU8kutXqvctFAMVmFZOgoDGsxlavnswdy1AoAvOfqJ6gVlGs0SZIfvq6CaaYwiR9Fahoeep4h878ff2vF4fHwcj+f334/j4NFumHEj1Pv1czi1Eo/I/1JDP3Pa8kQv8d2a8iNGzV9YoV7SfYnVAHaSUEnKv0SVEcsI+TWHulnMZhOsOcx1P848nCANVrjlJtAx3xwCzrHn1Xakt9kgU3bXlu+B7fRMRrL2f/20nAvNAHPuZKuJ5JHkeRqaYiRJMmwme/sSw0+x28I/qZrSHTMmAFzpMe4z8uJeyltj6EfpCLV5YK0DOG+MWmB9V6aWyZKIPnpEkrs1n1136npZTfRlc3I0DIOaj6HEQR6AASnQSVC02h84/F7SxOEg3JemanAf5minrsFa/LvHKUABq2s9a/EzWEatjmlhRDDyV7ePMGe1LEaQkN/e6eLCZQlTRUlvGWhip+LUhaRhDeRsS05BExwYwZpDN4IyhKTZzNjfJJQVo3rnquoGKsndgew5mg+UGh+gq1ktZBI5lFoNZVhJRX73yfqTG+CYxL7ZlBSZ8pR5PBHpYqVEukquFxvsBAVzc+lSV/ArWcZF9QksXSsp52DewxbzFvKFWHb6QNXz+/fzU+Rvf/uXTqbegVI3Qr1f9+tfH+X/MUf8vOXrMliz7vQrZ8w/JHOizFwOdmSq7Cjk/CanZy+dabwp06LxEb+TSLmUDu9mz1G+tFTMbdBpigg2CEdNTGePA2gi34S/QT7ckT4sk+xUO4N4LtYHfcL9o4sF3T/zu8/FoypN8vAWdscpPsB07PLKJ8nakX59O/jyOsvnJ9VvVzcGf0kx+bWDfGnAvim6mlvSttwOcsRfg0/tJ2P+/fBbK+BpS1N0rNNOrX56cbdNw39tl+jWrpXlrI2L+GpnrZq2j4x7U3wtBuXnbgx9ty5tn9z/AXaBbvjbPVQVtwD1Rqj369ctOzLNw1P2yZlrobrKMSeR0x9cpKq6k9zvbVcehHhnb9RebsMvUgmmIetiyrLfgxFdRVxG0mPMuaTzjBR44xQjP8eCaMxfJzIPEaoQFrxZM/fsMMk03o5BliNJCTUP6QxvfPjkFk6hQlTQA40+s0XUEGtJjoknpfWUTB+q1cHEzzHf9QzMoOURWTveJWwj8cVORX/bU0CRA/Ib8FfIh1PmYSPvQLkPj1u8uzNSFE+S7GNMKVPAmrwawzXVh7/FN2IJ5TLICx82wuJAQb9I0pNRIQm1wIfND6RcHw6roLPeXfRbqF0DQ7PH73axpu/MBKrx5mDlwAbxObxCpQ4sctduGYcHWaPtF/13N8mqahmOW6v6taGf2IfbL6j18XFAhGX87oBdhWdmrGOyH3KmP+yaV03ottUKIcFWhDbB/qQGmEVgr1bA9xQRc9i1yNlmN3AkR5hplYFvYBr6p1O2Q53FMUWg6XlcK2T1Z3wZVNpEfiTymjsAugnN+/tpMbFNSYZ8eZLvx3fOOTUms7dUvbHFjVDv15+FWKenPmvg8NIbnzuvpZ9ZBH7UU27japQFo7ugnTXr5Y2rFGdGZzW1xgXv0mZV6+jad+DyyC1XjMCb04PL4zq4ISXp/UqKtAg1xNChOqLAZH9oIfU0jewZ47e+LzrAYtnSKAqbmvejkgUQl9tAF2fT2b+9s5uRSESJKZ+0azoEGYUELaAVm7kIAAAgAElEQVQcHWLy9FtVYwDcsrYlD8f09zjS2ByZJjEMlIZskYEnHwFt2SOrQBci++linpqDIODO4cJQuGzRktfNtH+otzH+j0nSTaQEBHoS1Vna9c4apoRhyXv18rRMdphrLbqVd0+28DIIS1z5oGGaPeqsdoJToe8cLmNzh5WZ6m4DoY4H7cAwJzKdQ0IQzc1oAcB1MQ0Dodr8PigiB2fc3xy8skZ5gQu1T5mcbvMicyZdffjOntXZtCcRqGtUDoHapzNrPEQE6J4VIGzQ8ASz9CJrhHJJbRIdj/KMI6VMscq4dBaF1IGrdaXcrpF/7r7lFsnYh8MM84qWTghL7fWG7t8AcSrRzKef5PP5fD6fj8eNjm6Eer9+6qHG10KaslXynCG/C3G+hLwvod9mL3yxTuSPw5YTlg15ieuvmS27NwPd7j6tfdQa+517S+6u8NQNosxHE2awhQhPOt2GpjfTleWoWGmnPo3h+zH7sDM9PD1vGFpGQBhqwCY5f7K4xmOWgIIc6/riGWRzNil6dGgoQZSrUDcOG2GhDeXkJAKFCDHgPgxxHbDAoSZyCrKpZ4cADXz04TOf02+O+8L60OLOB/ShBPZdTFsH+hxbXPkqyb0o8nuYU0CzJRenoZyI5vTrqOkp7T4AZrekfbbMGsHHHhHOCRClPMNcW86/Dpuanx43Ncun0mhpPpwkA7lCsh60Gqr1EzIRTUBuU6B4xjI7enJSnBfeHclzCtIAVaZHEpK932viLgmd1oohV/XCJQk9NbGzVyvVlETqqndk7KjI5RwoNjhlUJtWCoXZZ579GlJXWihakqISNfQ1L3NMsaXTKogLRJpQLBcG9R+OYXmxywxXClMYI26bkclbMHqmhWdhK9Isn5Wjx9HaPSx1I9T79eue6lwpt+ufxPrwY8KLlK/8+heOKs/yA3OudFboc+FBSzQ23hhI4Rr8TV8xgv50eZOJMmnYgGOU+QbrCZ6+kbQEgseEe3IJ7avqmYxy4D40OrFry0g+EfCUukg5J54EScKAhQOWRUw55VCPrXcxRpDaKl2LlyY8REA0LDmlthEMaHSQzRu0TUcP8vQfPkQ+RL4lSd8jYU3WzMb+bXVzvbAFc3i7N2OwU8h58JzLOZZCyO60MhIOaeZ0P2DimablPMjeApyOPiQO490hMjblfhVS9KUyXW5Io42UaXI7w/C4FKVZFAd8DxctCQtMz8hFfHcnF23wq5PQ3uToOP4QoBnhzzzG5WrjoL2yE9KZXGCXurYIcUzHQp5eakZQl+7y5aOwGcZYKDe2zwWOG1Md65CWPgCf1aP5qYUIu9u+srvtniJirQDWFcbOdp9HzLECYT6VjPeZ84f9NxK+kpzTtV8P363MX2qMQUQWw+u/1ytaAGv5HN7RwaGmmCssIQDFLM/vS9S/NQmqitB6A+24HftvhHq/fk25CfnyOoUZ2BUZAPYL2P6D0s7Prw1lIKwgZWM0nQ6BdZMCmHSN17agSI42wOZLvwhM2rJQbcExQ87oh6DVe8s6+x1E0jZRpsaii//UOEKRJuhNvTZiIccG3OoxK83tEnntdbKF5vruzqDwo+1Er6A3ZxtxCB9MxpOVauiT10R31B+uAYC/v1M7utEZA8nYKMwHiFGoxI/GzyiVycBhhBTURM5aq6ToSwRuExUwvhoFigxktSLK5GDPzObBZABWcuTvtfYchyy3jNEPrrOhyxW6LnY47nC9PRGmmHTmz8sMh4ylJ7KEXsJPbNfFhltPKhHJ4Udr90Y2csqG/Ah2389/evZLwgSGBQGY4UAO3GLQweK3FbmLsJ8fxXSm1Z9xlsA0hDVYfixYs7gk6i432OrP1GcGNJSu3qWBURjoN2hLd701LUd/2DWF2ZbCMpkhhILFq3fWvAXsl6xApXg/HxDi6R8Kgt4OsX0l4mXZFHCVorpPJtjxLIMch7ibWf79ImDJ5rWm/jAX5ylNBR4GnCMWrc4SUqhka8LWmt5u/TdCvV/z88kuPoz6POpqWYs5MjfooAtfyJczQ5O8UvgKXupu2QpQy3eLFzOZ4daJa2rz5B9SRkaq67vzH8AiS9Xi2wfWzMDc6tVkqC4XUoEzydSQaShnoqJmd/wnoHb/GhW4/DT6fX6EKDGJmo6/jUTPnQUMh0VO+C71Ieiun2L20EHmHFDd4Du7iYh9akm1KX6QJ4OZm6DCIOmZptamOYfmjeMynRYoZnpPmvoWni/fd/EPc0SnugS1I7yu8Ds6sE0TM+w6BEuuwtFFqOF/5fpRrXd1MjbqnW5QqBBRqJOAmXIuENTxsckuYRNCQ1WaBpRggQmFWUfl0vIDkL2u2qAP7Uwmn1ok46pk5ASIX2JnYKk0kj6g4wGBpWa4v+lgBJ0rrabLTUwcTJbDxjBepoyJqO71RJ+vpzkxcSFGJXr0HA19jGZCE6gNXZtJbcfsyaZ3SK5Pt0Xrb2JGZlWVocPOoloW0QxSk3jDqr4sD5AkV+W1x35eS8lN/ufryv5FbNQG286Go7is5Je//iFQBikI8OLtw7lrOXbUQy2jhxjlTyxdw1MPXopPgpGRMzBHZo3luyGPNURvoLHRUoIbDhEFoKcej9tw6kao90syBDmBn5e/cE5cHClQINz/PPdDUIy5OW+U2xWMu0pzlclhQdasRXdABwxuRpYW9QKRz2qNVMr4hSttldeqKXxzAM/aC8by73mcwruWzJBFcvZS3WISc2ZslqDjDAQWb0VVlY9nxEJ2OPUBebSx9UrSZGEmoQigGUwaGgNDk26ErUky2HuvWCjk/F2GL2wCMQH4WjLOxkXXkA6z2giNpIh8E3mkSfzDh9J0Ny3HpNgL3Gnfy6wVqLQKAdXQAfWYq/eQyTT7P0zoKe7SySBiddztYQRKiKKb2+d0A6mChGRChIigT9i0j8cNFrUlDGfEP+lkUla4MjwQFCKCQwgvV9IejsBR8exk++EmcF9YKxenSjhMdpmqki5hboIWZwy7BSqHYpoxRY9By/61Lq5F6CWoVdyqIt9p6LN/ldNjEUzM7Y/E0yCstfXrCmWgNN3erFrSzTz4a5iJLwzuvMSFM/rEOwC5XcHfqPlZBtsv4HKIjSWjSFZ8GCJ2xCqLkQcLyrYH4ysYVF0zT1uGQni7N2yhZB+8yIyNuIbQ7bgIpTVflgB0IhyNcrf4b4R6v1aM+lTV2ipcE5VrOxWydrTXbNP1KU4zssxZybVg58W6h5ch0KhWk2+W4l3czhb7LgozKsZKM+DGzlGF2T4ze2IzeVlXhDpRyCJjVAVbNW29ltFsxQjppmyjqH3jl6K4zbk+s6i0/9hD5CF4iHzQcIlWBnqhmY2ZoID1hw/IgTI/6yRr4bzzAaQRoHnWiNXGv0296c2d7/3/GmpwRFpk4kaGgeV0NwYNk1ycYMgyDhOpW+0W7tzs3pNBRIhQ9zczRyQBWUulMapvLeNzmAmN8TIx6wPEKWBC/8QYiydEXlht1PGkVl2iJOkBYh6/DfbTj/cycb2UA5r0lBwIGCKXOhyyWLwN8YmlUjGcFHIGgdoI0eiHqEOjU/hUGkINPEVQpPupnUk2/KT9epqU8apsgpmbKLclqnNxjecXl/kvYMqfe3Wrg+0nXiUL8ocPAln8Ij0ODFX26QfThr5eqjgJNRIilX5pDvAVz7v2wCxqDlLX6YltWd7SmmEqgqfKqcr/Iaxgb4R6v74KT1VPTeOu8JmMUs/O8YM1dHR9kpG64RlmTWjSh04uEziCY834acMHcF4y8uAqd+sLUkgfygz1ftUnEl2U2L7YxlgNU6UGzEgSA2RwqbJByVIx6AbwpQsxXKi4+fm07yKSqFTAIogccCFhbeQJ+CErzFhlcSYKe6CcUSlJo1Zs/3PUDTfffTvfpmljLls4xwnXL6R8BTnU6pmPXuqZ2G6NFh8229QI2WLQeOMGt+EkugfQMoGH9Ex5W99sVg/TQthcv6OgcYfvnM8z0mKffhM6dBa2dGkfUhBw8//0kMkRFUVualV3QqX28PcRilQcFbhgRxcScNg1jBWIJQSrZrgVAF3fH4WJLKRkt0RfGhQGKE4V9V+2aw08RVUZphMO+3vyAruE9BmjRbAvQpEn+STVzxyT8y7nOLot8V2g2zushzqneAlOeQ0qr/mE2m16C2rJwbB7uhsv9omFZe0lYYsrWZO2NhuNtygaQk5UyjQbaWIMgEGS4pxRnq7fixvPEKK14fYmScMk41GR4QYMoAG9VWB5f60dCJ8OoLUD0qQ1QJrwL//07/WEnkrelqg3Qr1fY1VREXm0uBzK9xkjm/77GmpaVUcoP1Zdh4ytSRQsERiKsmTfsbjujZU6QZkpE3l/GA5ViYuxpLZD3wRYMjyZ5WV75ociEJ2TxjftuaLp7H3egRaHb2XQYEf4veM9oVJ64gPtEkXhQV4f29IbXSxgOVs0CEpre4rzPjG8crRAw8t9UK/33eyc0NLxvHJjwAC18aknEEMtCNlu2Jhzk5GTWD4ylVT9snzXgVcGdKP0aHWbCmK+9CkWiKz4w5qUwyuUPrCeGgiB0tQsUn2IviEj1I/B2qJbvR6sFNAkwbG5+zGBfqb7zlFaDwMbC8ApbcanIz6Awy5tGiYJRIDBmKn1xEHOmPnUgoNHBliy+WlT7ZWcmCS5kzbKkzizcpT9Se8WAlDSqo7UROlXSkktQ/dzFSqXQWi84jbfjp++emD+KCE6vzPqmXr7+w2JQH+BjyOa1yeI+v4wGzPFw8QS6AvpWJCc8ubybF3ba2lFkKydRhPe/7wWNYLWGI56aNllWMijtdYOaQ1ox9EaHu1xNBwADrTH4+Pj27fH8ehypwPtOB6P43G0hiaHyP/2v/6n1toPDpvdrxuh/lt/tdYaoMLz+/f/6//4Pz0qCGhttP7q0tdSw3nWCmFQaO3CRjRcx53fY3cTJEdD3DUAc/pfl8ER2K3SSAP+5CzHLKzeoG2I5nY4rSaKdPlfDHOEWWN067SnJaEzNOmzsCEXHDT4zhq7Wt4IWNq7zUK/Zw71mw8yRap79ozm4FlRDLcFfQuNpPJOXY9BdUTTuFtT0SWuoQc1Sd9h4JjHlLOlw/0RNRM8HCK1U1b+HQ+wb2TqQe0K0T6HhB3zLfJkCfKe9vjD47iQThEmwySpVLvyO/EUAeSToOCB8xuODwBUoTTB0cwAkRLqxAylhKQHEOgh8tHaR+vRRPpU/ldtcdUBWqwAowriATmaNS8aQMoJm8s7YH0NrWHvnQhXjZl6ooUiNnsuGWpUhk2SG9mKHIL+/m7zhEebU6YM2+XHy/sMMc7f4e+RhpU612jYkaKE1r6qqyGElNbkQE54kEcnnxBT582slzogt9Z8SWejjCEYJO0FRX5X0qWf8LAG96hEmMhKslb9dMsIHZlqpBDUZsFs0KgV+snIx1E6Sij025YDZe0qJF7+HTmQ0qfwFm8uELG1/LYDQ+t58csv8JMn04X4crHtX1GsJzCME4VwNJi/AJaH3g0nbGJeOXGsrEKCOb+sLjL2mX0QDq5gjZ9sNuAfrlNhZ0oKpR2P4/EQtNZaa0c7HsdxtHYAeDyOj8fHx8e3x+MDaIA0tOPoPyEN8tHwH//3//j73/75ONqdffoP8sLfL9nsfr3iUE+qqPD//X/+7+/fyZNobHjg6GqrhQ4UeXZ9j23HTMSVJeZMTBtEnuhBPMoy7t+a8BAlof0fCe2ftOPw0RpTxzUaFaMJ1VXLa7pT4LRTBNKK9rIRHqc80CvsPg7vjXcVPAUAD9GYNFcBiUPUbeoBNLJJYJbWT0eb2D7o6RixTRTER2EvR9KPoklrzjqypWEFJGKiWj4rQSbsGmNZTT4DWGgyAhInIOATc2zR9352e3q1xq/2cZsn21Naa3LIefgIgXZQ+7SV3fmFHClm4zckdCDUdrTPvuBrJ8CkCUAlyI+2RajU5vGQlZ1R8iSPhiZE/ANpgtMcrjaELPjZ2L+UPCDUBwVH+2+KvxIHeIpKQ2tNBCdFyKM5TUrxeFMRqioOAKIqwtYsPknPU6nt4y/CJmwCUp6QEwJqOxOh1hqanctGkVNN1nYcDRBRJUlTcHZg1LpZzWmGQ3x8mJmBOLlphk7dwh/jYQWkgSJyqrUjKVQ9+394a4WWoETnoYQzI4YA6CJ2w8H76c2KRRGR539v795yY6mhAIqe42puJMaAEBLjYFIMhEkxDsaBRLp8+LDr1d0JQnwFrfV5dfPqqNK7bJe9j5FdEquy+tKrbzu2zhNUMyNz2UbVa3+QLOe/3ObF0o855cxosWRtpzvM95exQeu4sPI+9kRrS2a28dvZjl+K0w/WxmHp8xG1yNp/kB4RLd5bVo/W49bnEoxx7RxbNexbR+TYmyFaZXtVqJ/sAH3aGyGex0ovL3vMbeCqtX//lnpZOXr6Or2ut2D/GLtj7CJrrPg4irw+S+eM10tqT0MYL+5DXwwBzNzdzwTJ7Ud73pcmL/dIL84YqD6uinb8j9Mis+xrjsv1PJmwn9MVlzmFrV/XbZS4jaNNa45N5BpVa1+y5ZJtvd/evv/hx59s2q9Q2a/Sfv/rfu/rt2/L+3sty7Is0deqyHmd5MNfhooPjjA97b9Xr6Z86noCTu7bAu7jGqepzD5K63q03OMWIXX921d1XdZ0WUlbW9YcX+B4D3jabnm8T44CPeXMCMB167t2+k7G+3LL61qm7eHk6+HLp9dqaU8z2LP8L99Wniakch5Sv40RXJ74ms9/tG3e/vkqy+c9WOp6SvZ8Sup+Ppgzjse95g1Ay237y23Wu+33DuftK6t69Yi1zQcXzmuF+5gNzozxhEDuj1RFZlteDEW/+pc63gn7eXem00Fcr1fCjcq5tdar3ivelv3u58/Ib5mt1xqVkUtmjPurqlvGuv26Yz+xsK9rZGvn7/k4LXVsZ9mixnMda1WvyN7b+NRzV9rWeq+q3pYlItp2WNXjQ829n2bIj139x2hgjoMLckThGpG9bnMa4Lpl5HiHrb5uldn7umYuc36z94ierVXlWB/Qlm0Jw74oJi/x8mLc6zyzMkfWc1tFtH1sVa8ZBBW1rr16ZY6ty+fd6NxktrbzemOZ9Xlaqp2Zvfr+G9m/mZEFldlrnnk+fmNZj8OP5+foq/eKe2Zr0TLn+HnuUyA9YoyE78sJxtc7rtDrH5P5yH7k09KJuWjisuFXPQ+hbtfF/nfmdTB+9ozqh4H6+nP1T6bmP/hyj9sF1l5u9VFytfMkUl1+uv1DTgv3K14eT30dQDlqNbMq+lott558LNTPX5k8TSsdU1zL49GGpxPHri/LscNXtcicm6JuJ8JlRsXa4z7WJK8V3+Xbe1/fliUXu00pVAAAeLx9AgAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAEAlRTMAAAFpSURBVABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAF/LzUvwVfz8y29eBAD4L/74/VcvwpdgDBUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAA/t/+Bk3KdQyLr17CAAAAAElFTkSuQmCC"/><div class="t mb7 x3a h1d y1ab ff12 fsb fc2 sc0 ls0 ws0">Foto 2:<span class="fff"> L<span class="_ _3"></span>ançamento do Plano de Equidade de Gênero e Raça 2019-2021.</span></div><div class="t m1d5 x3a h1e y1ac fff fsb fc2 sc0 ls44 ws5a">Fonte: Agência Senado, “Senado <span class="_ _8"></span>lança Plano <span class="_ _8"></span>de <span class="_ _8"></span>Equidade de <span class="_ _8"></span>Gênero e <span class="_ _8"></span>Raça, pioneiro <span class="_ _8"></span>no </div><div class="t m1d6 x3a h1e y1ad fff fsb fc2 sc0 ls45 ws5b">setor público”, <span class="_ _8"></span>disponív<span class="_ _4"></span>el em <span class="_ _8"></span><span class="ff1f">https://www12.senado.l<span class="_ _4"></span>eg.br/institucional/procuradoria/co<span class="_ _4"></span><span class="ls0 ws0">-</span></span></div><div class="t m1d7 x3a h1e y1ae ff1f fsb fc2 sc0 ls32 ws3f">mum/senado-lanca-plano-de-equidade-de-genero-e-raca-pioneiro-no-setor-publico <span class="fff">A<span class="_ _3"></span>ce<span class="_ _8"></span>sso </span></div><div class="t mb7 x3a h1e y1af fff fsb fc2 sc0 ls0 ws0">em 30/11/2021.</div><div class="t m1d8 x19 hb y7a fff fs5 fc2 sc0 ls9 wsb">O <span class="_ _4"></span>monit<span class="_ _4"></span>orament<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>execução das <span class="_ _3"></span>açõe<span class="_ _8"></span>s <span class="_ _3"></span>foi <span class="_ _3"></span>previst<span class="_ _3"></span>o, <span class="_ _3"></span>s<span class="_ _8"></span>egundo critérios </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">e prazos <span class="_ _8"></span>do plano<span class="_ _4"></span>, para <span class="_ _8"></span>ser realizado <span class="_ _8"></span>por outro GT <span class="_ _8"></span>(BRA<span class="_ _3"></span>SIL, 2019), <span class="_ _8"></span>o qual </div><div class="t m1d9 x3a hb y7c fff fs5 fc2 sc0 ls4 ws5">publicou <span class="_ _8"></span>o primeiro <span class="_ _8"></span>Relat<span class="_ _3"></span>ório <span class="_ _8"></span>Parcial de <span class="_ _8"></span>A<span class="_ _3"></span>companhamento (primeiros <span class="_ _8"></span>12 </div><div class="t m1da x3a hb y7d fff fs5 fc2 sc0 lsd wsf">mes<span class="_ _8"></span>es de <span class="_ _3"></span>execução). Durante <span class="_ _3"></span>e<span class="_ _8"></span>sse perí<span class="_ _4"></span>odo<span class="_ _4"></span>, <span class="_ _4"></span>embora <span class="_ _4"></span>as <span class="_ _3"></span>diculdades advindas </div><div class="t m1db x3a hb y7e fff fs5 fc2 sc0 lsc wse">da <span class="_ _8"></span>adaptação forçada ao <span class="_ _8"></span>trabalho remoto que <span class="_ _8"></span>exigiram <span class="_ _8"></span>a redenição <span class="_ _8"></span>de </div><div class="t m1dc x3a hb y7f fff fs5 fc2 sc0 ls22 ws2b">f<span class="_ _3"></span>ormato <span class="_ _4"></span>para <span class="_ _4"></span>a <span class="_ _4"></span>execução <span class="_ _4"></span>de <span class="_ _4"></span>algumas <span class="_ _3"></span>açõe<span class="_ _8"></span>s, <span class="_ _4"></span>dos <span class="_ _4"></span>28 <span class="_ _4"></span>objetivos <span class="_ _3"></span>(de<span class="_ _8"></span>sdobrados </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">em metas e ações), 9 foram cumpridos e 13, parcialmente cumpridos nos </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">primeiros <span class="_ _4"></span>12 mese<span class="_ _8"></span>s<span class="_ _4"></span>. Os <span class="_ _3"></span>6 objetivos <span class="_ _3"></span>re<span class="_ _8"></span>stante<span class="_ _8"></span>s <span class="_ _4"></span>f<span class="_ _3"></span>oram suspensos, <span class="_ _4"></span>adiados ou </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">reav<span class="_ _4"></span>aliados<span class="_ _4"></span>.</div><div class="t mc7 x6d h20 y1b0 ff1b fsd fc2 sc0 ls0 ws0">FOTO: GABRIEL MATOS/DGER/SF<span class="_ _3"></span>. </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">42</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws0">CONQUIST<span class="_ _5"></span>A<span class="_ _4"></span>S, DIFICULD<span class="_ _3"></span>ADES E SUPERAÇÕES</div><div class="t m1dd x3a h1a y193 ff1c fs2 fc2 sc0 ls25 ws2e">25<span class="ff1d ls3b ws4b"> <span class="_ _1f"> </span>Informações <span class="_ _3"></span>do Relat<span class="_ _4"></span>ório de <span class="_ _4"></span>Pesquisa <span class="_ _3"></span>de Clima Or<span class="_ _4"></span>ganiz<span class="_ _4"></span>acional do <span class="_ _4"></span>Senado F<span class="_ _4"></span>ederal <span class="_ _3"></span>de 2020 </span></div><div class="t m1de x1e h1a y1b1 ff1c fs2 fc2 sc0 ls0 ws25">(p. 5-6), de autoria do Serviço de Saúde Ocupacional e Qualidade de Vida no T<span class="_ _4"></span>rabalho – </div><div class="t m2 x1e h1a y1b2 ff1c fs2 fc2 sc0 ls0 ws0">SESOQVT<span class="_ _3"></span>/COASAS/SE<span class="_ _4"></span>GP<span class="_ _6"></span>.</div><div class="t m2 x3a h1a y1b3 ff1c fs2 fc2 sc0 ls0 ws0">26<span class="ff1d"> <span class="_ _1e"> </span>A pesquisa de clima organizacional é realiz<span class="_ _3"></span>ada no SF a cada dois anos desde 2015.</span></div><div class="t m2 x3a h1a y1b4 ff1c fs2 fc2 sc0 ls0 ws0">27 <span class="_ _1e"> </span>Ser<span class="_ _8"></span>viço de Saúde Ocupacional e Qualidade de Vida no T<span class="_ _3"></span>rabalho (SESOQ<span class="_ _4"></span>VT).</div><div class="t m1df x19 hb y87 fff fs5 fc2 sc0 ls23 ws2c">São <span class="_ _8"></span>v<span class="_ _3"></span>ários <span class="_ _8"></span>os <span class="_ _8"></span>indicativos de <span class="_ _8"></span>mudança da <span class="_ _8"></span>cultura <span class="_ _8"></span>organizacional <span class="_ _8"></span>e do </div><div class="t m1e0 x3a hb y88 fff fs5 fc2 sc0 lsb wsd">ambiente <span class="_ _4"></span>de <span class="_ _3"></span>trabalho no <span class="_ _3"></span>SF em <span class="_ _3"></span>direção <span class="_ _4"></span>a <span class="_ _4"></span>uma <span class="_ _4"></span>maior <span class="_ _3"></span>inclusão da <span class="_ _3"></span>diversidade </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">de gênero e <span class="_ _4"></span>raça/cor<span class="_ _3"></span>. Um del<span class="_ _3"></span>e<span class="_ _8"></span>s é a f<span class="_ _3"></span>avorabilidade</div><div class="t m2 x6e h18 y1b5 ff1b fs9 fc2 sc0 ls0 ws0">25</div><div class="t m2 x6f hb y89 fff fs5 fc2 sc0 ls0 ws0"> de al<span class="_ _4"></span>gumas assertivas </div><div class="t m1e1 x3a hb y6b fff fs5 fc2 sc0 lsa wsc">da <span class="_ _4"></span>pesquisa de <span class="_ _3"></span>clima de <span class="_ _3"></span>2020, como <span class="_ _3"></span>relata a <span class="_ _3"></span>entrevistada <span class="_ _3"></span>3. Essa <span class="_ _3"></span>pe<span class="_ _8"></span>squisa</div><div class="t m1e2 x5a h18 y1b6 ff1b fs9 fc2 sc0 ls46 ws5c">26</div><div class="t m1e1 x69 hb y6b ff10 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">apres<span class="_ _8"></span>ent<span class="_ _4"></span>ou uma <span class="_ _3"></span>melhora signicativa <span class="_ _3"></span>na percepção da <span class="_ _3"></span>dimensão “ética e </div><div class="t m1e3 x3a hb y6d fff fs5 fc2 sc0 ls5 ws6">cidadania <span class="_ _4"></span>organizacional” <span class="_ _3"></span>em relação <span class="_ _4"></span>à <span class="_ _4"></span>pesquisa em <span class="_ _3"></span>2018 (13 <span class="_ _4"></span>pont<span class="_ _3"></span>os per<span class="ls0 ws0">-</span></div><div class="t m1e4 x3a hb y6e fff fs5 fc2 sc0 lsd wsf">centuais). <span class="_ _4"></span>Entre <span class="_ _4"></span>as <span class="_ _4"></span>assertivas <span class="_ _3"></span>que compõem <span class="_ _3"></span>e<span class="_ _8"></span>ssa <span class="_ _3"></span>dimensão, <span class="_ _3"></span>a entre<span class="_ _3"></span>vistada 3 </div><div class="t m1e5 x3a hb y6f fff fs5 fc2 sc0 ls22 ws2b">destaca aquela <span class="_ _4"></span>que <span class="_ _4"></span>av<span class="_ _4"></span>erigua <span class="_ _4"></span>a percepção <span class="_ _3"></span>dos respondentes sobre <span class="_ _4"></span>as <span class="_ _4"></span>ações </div><div class="t m1e6 x3a hb y70 fff fs5 fc2 sc0 ls8 wsa">do <span class="_ _4"></span>Órgão <span class="_ _4"></span>para <span class="_ _4"></span>a <span class="_ _4"></span>promoção <span class="_ _3"></span>do respeito <span class="_ _3"></span>à div<span class="_ _3"></span>ersidade de <span class="_ _4"></span>seus trabalhadores, </div><div class="t m1e7 x3a hb y71 fff fs5 fc2 sc0 ls7 ws9">que <span class="_ _8"></span>te<span class="_ _3"></span>ve <span class="_ _8"></span>um cre<span class="_ _8"></span>sciment<span class="_ _4"></span>o <span class="_ _8"></span>gradual de<span class="_ _8"></span>sde <span class="_ _8"></span>a primeira <span class="_ _8"></span>pe<span class="_ _8"></span>squisa em <span class="_ _8"></span>2015 <span class="_ _8"></span>e </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">maior de 2018 a 2020: 52%, 61% e 79%, respectivamente<span class="_ _3"></span>.</div><div class="t m1e8 x19 hb y73 fff fs5 fc2 sc0 ls7 ws9"> <span class="_ _8"></span>Como ação <span class="_ _8"></span>do <span class="_ _8"></span>Plano <span class="_ _8"></span>de Equidade <span class="_ _8"></span>de <span class="_ _8"></span>Gênero e <span class="_ _8"></span>Raça <span class="_ _8"></span>2019-2021, <span class="_ _8"></span>f<span class="_ _3"></span>oi </div><div class="t m1e9 x3a hb y74 fff fs5 fc2 sc0 lsa wsc">incluída <span class="_ _4"></span>na <span class="_ _4"></span>pesquisa do <span class="_ _3"></span>clima organizacional <span class="_ _3"></span>de 2020 <span class="_ _3"></span>uma assertiva <span class="_ _3"></span>sobre a </div><div class="t m1ea x3a hb y75 fff fs5 fc2 sc0 ls22 ws2b">percepção <span class="_ _4"></span>de <span class="_ _4"></span>racismo <span class="_ _4"></span>no SF<span class="_ _6"></span>, <span class="_ _4"></span>a <span class="_ _4"></span>pergunta <span class="_ _4"></span>sobre <span class="_ _4"></span>com <span class="_ _4"></span>qual <span class="_ _4"></span>raça/cor <span class="_ _4"></span>o <span class="_ _4"></span>respon<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m1eb x3a hb y76 fff fs5 fc2 sc0 lsa wsc">dente <span class="_ _4"></span>se identica; <span class="_ _3"></span>trocada a <span class="_ _3"></span>pergunta sobre <span class="_ _3"></span>a v<span class="_ _3"></span>ariável <span class="_ _4"></span>demográca <span class="_ _4"></span>“sexo” </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">para com <span class="_ _3"></span>“qual gênero <span class="_ _3"></span>a pessoa se identica”; <span class="_ _4"></span>incluída a <span class="_ _3"></span>possibilidade de </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">resposta <span class="_ _8"></span>“outros”, em conjunto com as opçõe<span class="_ _8"></span>s de gênero “masculino” <span class="_ _8"></span>e </div><div class="t m1ec x3a hb y79 fff fs5 fc2 sc0 ls23 ws2c">“f<span class="_ _4"></span>eminino”; <span class="_ _8"></span>e ref<span class="_ _4"></span>ormuladas <span class="_ _8"></span>duas que<span class="_ _8"></span>st<span class="_ _4"></span>ões <span class="_ _8"></span>sobre <span class="_ _8"></span>assédio <span class="_ _8"></span>moral <span class="_ _8"></span>e s<span class="_ _8"></span>exual </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">para o <span class="_ _8"></span>al<span class="_ _4"></span>cance mais <span class="_ _8"></span>ef<span class="_ _4"></span>etivo da percepção <span class="_ _8"></span>dos s<span class="_ _8"></span>ervidores <span class="_ _8"></span>e colaboradore<span class="_ _8"></span>s </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">do SF sobre o combate do assédio s<span class="_ _8"></span>exual e moral.</div><div class="t m1ed x19 hb y7c fff fs5 fc2 sc0 lsc wse">O <span class="_ _8"></span>entre<span class="_ _3"></span>vistado <span class="_ _8"></span>2 <span class="_ _8"></span>também relata <span class="_ _8"></span>que houve melhora, <span class="_ _8"></span>porém <span class="_ _8"></span>mais em </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">alguns víncul<span class="_ _3"></span>os:</div><div class="t m2 x4d hb y7e fff fs5 fc2 sc0 ls0 ws0">(...) ela <span class="_ _8"></span>é mais <span class="_ _8"></span>observada entre os <span class="_ _8"></span>terceirizados (...) s<span class="_ _8"></span>e s<span class="_ _8"></span>en-</div><div class="t m9a x4e hb y1b7 fff fs5 fc2 sc0 ls7 ws9">tiram <span class="_ _8"></span>mais amparados, <span class="_ _8"></span>e<span class="_ _8"></span>specialmente com <span class="_ _8"></span>o <span class="_ _8"></span>At<span class="_ _4"></span>o <span class="_ _8"></span>de 2018, <span class="_ _8"></span>o </div><div class="t m1ee x4e hb y1b8 fff fs5 fc2 sc0 lsd wsf">aument<span class="_ _4"></span>o <span class="_ _3"></span>do número <span class="_ _3"></span>de d<span class="_ _4"></span>enúncias <span class="_ _4"></span>e <span class="_ _4"></span>a <span class="_ _3"></span>atuação do <span class="_ _3"></span>SF de <span class="_ _3"></span>maneira </div><div class="t m2 x4e hb y1b9 fff fs5 fc2 sc0 ls0 ws0">geral, especialmente do Qualidade de Vida,</div><div class="t m2 x2e h18 y1ba ff1b fs9 fc2 sc0 ls0 ws0">27</div><div class="t m2 x6b hb y1b9 fff fs5 fc2 sc0 ls0 ws0"> em particular<span class="_ _3"></span>.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">43</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m1ef x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">O Ato do <span class="_ _8"></span>Primeiro Secretário <span class="_ _8"></span>nº <span class="_ _8"></span>08, de <span class="_ _8"></span>2018 <span class="_ _8"></span>(APS nº <span class="_ _8"></span>08/2018), <span class="_ _8"></span>citado </div><div class="t m1f0 x3a hb y86 fff fs5 fc2 sc0 ls9 wsb">pel<span class="_ _4"></span>o <span class="_ _4"></span>entre<span class="_ _4"></span>vistado<span class="_ _4"></span>, <span class="_ _4"></span>dispõe <span class="_ _4"></span>sobre pr<span class="_ _4"></span>ocediment<span class="_ _4"></span>o <span class="_ _4"></span>para <span class="_ _4"></span>instrução <span class="_ _4"></span>preliminar <span class="_ _4"></span>de </div><div class="t m1f1 x3a hb y87 fff fs5 fc2 sc0 lsb wsd">casos <span class="_ _4"></span>de <span class="_ _4"></span>assédio moral <span class="_ _3"></span>e sexual <span class="_ _3"></span>no ambiente <span class="_ _3"></span>de trabalho <span class="_ _3"></span>do SF <span class="_ _3"></span>e estabel<span class="_ _4"></span>ece </div><div class="t m1f2 x3a hb y88 fff fs5 fc2 sc0 ls9 wsb">uma <span class="_ _4"></span>sistemática <span class="_ _4"></span>para as <span class="_ _3"></span>denúncias. <span class="_ _3"></span>Sua publicação <span class="_ _3"></span>em 2018 <span class="_ _4"></span>motivou <span class="_ _3"></span>uma </div><div class="t m1f3 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">campanha <span class="_ _4"></span>massiv<span class="_ _4"></span>a contra <span class="_ _3"></span>o assédio chamada <span class="_ _3"></span>“O Assédio Não <span class="_ _3"></span>T<span class="_ _3"></span>em V<span class="_ _6"></span>ez no </div><div class="t m1f4 x3a hb y6b fff fs5 fc2 sc0 lse ws10">Senado”, <span class="_ _8"></span>com cartaze<span class="_ _8"></span>s <span class="_ _8"></span>inf<span class="_ _3"></span>ormativos <span class="_ _8"></span>col<span class="_ _4"></span>ocados <span class="_ _8"></span>em pontos e<span class="_ _8"></span>stratégicos </div><div class="t m1f5 x3a hb y6c fff fs5 fc2 sc0 lsc wse">de <span class="_ _8"></span>circulação de <span class="_ _8"></span>pessoal, <span class="_ _8"></span>a <span class="_ _8"></span>elaboração <span class="_ _8"></span>de uma <span class="_ _8"></span>cartilha <span class="_ _8"></span>sobre o <span class="_ _8"></span>assunto<span class="_ _3"></span>, </div><div class="t m5 x3a hb y6d fff fs5 fc2 sc0 ls10 ws12">pal<span class="_ _4"></span>estras <span class="_ _8"></span>para <span class="_ _8"></span>jovens aprendize<span class="_ _8"></span>s, e<span class="_ _8"></span>stagiários, <span class="_ _8"></span>terceirizados <span class="_ _8"></span>e empre<span class="_ _8"></span>sas </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">terceirizadas, matérias e vídeos veiculados na intranet etc.</div><div class="t m2 x19 hb y6f fff fs5 fc2 sc0 ls0 ws0">Especicamente sobre as <span class="_ _8"></span>empresas de <span class="_ _8"></span>mão de obra terceirizada, <span class="_ _8"></span>ess<span class="_ _8"></span>e </div><div class="t m1f6 x3a hb y70 fff fs5 fc2 sc0 lse ws10">At<span class="_ _4"></span>o <span class="_ _8"></span>cont<span class="_ _3"></span>ou, <span class="_ _8"></span>como <span class="_ _8"></span>impl<span class="_ _4"></span>ementação <span class="_ _8"></span>do Plano <span class="_ _8"></span>de <span class="_ _8"></span>2019-2021, <span class="_ _8"></span>com <span class="_ _8"></span>a ação </div><div class="t m1f7 x3a hb y71 fff fs5 fc2 sc0 ls23 ws2c">“Realizar <span class="_ _8"></span>a alteração <span class="_ _8"></span>contratual <span class="_ _8"></span>de modo <span class="_ _8"></span>que <span class="_ _8"></span>os <span class="_ _8"></span>dispositivos do <span class="_ _8"></span>APS <span class="_ _8"></span>nº </div><div class="t m1f8 x3a hb y72 fff fs5 fc2 sc0 lsa wsc">08/2018 <span class="_ _4"></span>relacionados <span class="_ _4"></span>aos <span class="_ _4"></span>contrat<span class="_ _4"></span>os <span class="_ _4"></span>e <span class="_ _3"></span>convênios <span class="_ _3"></span>administrativos que <span class="_ _3"></span>envol<span class="ls0 ws0">-</span></div><div class="t m1f9 x3a hb y73 fff fs5 fc2 sc0 ls5 ws6">v<span class="_ _4"></span>am <span class="_ _4"></span>mão de <span class="_ _3"></span>obra, rmados <span class="_ _3"></span>pelo <span class="_ _4"></span>Senado <span class="_ _4"></span>Federal <span class="_ _4"></span>com as <span class="_ _3"></span>empre<span class="_ _8"></span>sas <span class="_ _4"></span>contra<span class="ls0 ws0">-</span></div><div class="t m1fa x3a hb y74 fff fs5 fc2 sc0 ls22 ws2b">tadas, <span class="_ _4"></span>órgãos <span class="_ _4"></span>e <span class="_ _4"></span>entidades parceiros, <span class="_ _3"></span>s<span class="_ _8"></span>ejam <span class="_ _4"></span>cumpridos”, <span class="_ _4"></span>a <span class="_ _4"></span>qual <span class="_ _4"></span>f<span class="_ _3"></span>oi cumprida </div><div class="t m1fb x3a hb y75 fff fs5 fc2 sc0 lse ws10">com <span class="_ _8"></span>a “ins<span class="_ _8"></span>erção <span class="_ _8"></span>de cláusula <span class="_ _8"></span>de <span class="_ _8"></span>observância às <span class="_ _8"></span>práticas <span class="_ _8"></span>de <span class="_ _8"></span>pre<span class="_ _3"></span>venção <span class="_ _8"></span>e </div><div class="t m1fc x3a hb y76 fff fs5 fc2 sc0 ls4 ws5">apuração <span class="_ _8"></span>de denúncias <span class="_ _8"></span>de <span class="_ _8"></span>assédio <span class="_ _8"></span>moral ou <span class="_ _8"></span>s<span class="_ _8"></span>exual nos <span class="_ _8"></span>contrat<span class="_ _4"></span>os <span class="_ _8"></span>(nov<span class="_ _4"></span>os </div><div class="t m1fd x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">e em <span class="_ _8"></span>andamento) de <span class="_ _8"></span>terceirização” e <span class="_ _8"></span>“sensibilização <span class="_ _8"></span>das <span class="_ _8"></span>empresas <span class="_ _8"></span>pres</div><div class="t m1fe x43 hb y77 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m1ff x3a hb y78 fff fs5 fc2 sc0 ls4 ws5">tadoras <span class="_ _8"></span>de s<span class="_ _8"></span>erviços de <span class="_ _8"></span>terceirização, para <span class="_ _8"></span>que adotem, <span class="_ _8"></span>em <span class="_ _8"></span>suas relaçõe<span class="_ _8"></span>s </div><div class="t m200 x3a hb y79 fff fs5 fc2 sc0 ls5 ws6">com <span class="_ _4"></span>o Senado<span class="_ _3"></span>, boas <span class="_ _3"></span>práticas e <span class="_ _4"></span>medidas <span class="_ _4"></span>l<span class="_ _4"></span>egais <span class="_ _4"></span>de <span class="_ _4"></span>pre<span class="_ _4"></span>venção <span class="_ _3"></span>e apuração <span class="_ _4"></span>de </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">denúncias de assédio moral ou s<span class="_ _8"></span>exual” (Brasil, 2020, p<span class="_ _4"></span>. 31).</div><div class="t m201 x19 hb y7b fff fs5 fc2 sc0 ls8 wsa">Destaca-s<span class="_ _8"></span>e <span class="_ _4"></span>também <span class="_ _4"></span>o <span class="_ _4"></span>aument<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>ocupação <span class="_ _4"></span>de <span class="_ _4"></span>funções comissionadas </div><div class="t m202 x3a hb y7c fff fs5 fc2 sc0 ls22 ws2b">(FC) <span class="_ _4"></span>por <span class="_ _4"></span>mulheres. <span class="_ _4"></span>Na <span class="_ _4"></span>tabela <span class="_ _4"></span>1 <span class="_ _4"></span>são <span class="_ _4"></span>apres<span class="_ _8"></span>entadas <span class="_ _4"></span>as <span class="_ _4"></span>inf<span class="_ _3"></span>ormaçõe<span class="_ _8"></span>s de <span class="_ _3"></span>ocupa<span class="ls0 ws0">-</span></div><div class="t m203 x3a hb y7d fff fs5 fc2 sc0 ls22 ws2b">ção <span class="_ _4"></span>de <span class="_ _4"></span>FC <span class="_ _4"></span>por <span class="_ _4"></span>gênero <span class="_ _4"></span>em <span class="_ _4"></span>2016, <span class="_ _4"></span>2019 <span class="_ _4"></span>e <span class="_ _4"></span>2020, <span class="_ _4"></span>a <span class="_ _4"></span>qual <span class="_ _4"></span>re<span class="_ _4"></span>vela <span class="_ _3"></span>um crescimento </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">maior do que 100% na ocupação de FC por mulheres no período.</div><div class="t m2 x12 h18 y1bb ff1b fs9 fc2 sc0 ls0 ws0">28</div><div class="t m204 x3a h1a y156 ff1c fs2 fc2 sc0 ls47 ws5d">28<span class="ff1d ls3a ws4a"> <span class="_ _1d"> </span>Ao <span class="_ _4"></span>se c<span class="_ _4"></span>onsiderar <span class="_ _3"></span>que o <span class="_ _4"></span>gênero <span class="_ _3"></span>feminino <span class="_ _4"></span>ocupa 28,50% <span class="_ _3"></span>dos car<span class="_ _4"></span>gos <span class="_ _4"></span>ef<span class="_ _4"></span>evos <span class="_ _4"></span>em <span class="_ _4"></span>2020 (BRASIL, </span></div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">2021), pode-se dizer que a ocupação de F<span class="_ _4"></span>Cs por gênero es<span class="_ _4"></span>tá equilibr<span class="_ _4"></span>ada.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">44</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf2e" class="pf wa h0" data-page-no="2e"><div class="pc pc2e wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m2 x3a h14 y6a ff12 fs5 fc2 sc0 ls0 ws0">T<span class="_ _5"></span>abela 1<span class="fff">: Distribuição de FCs por gênero e ano<span class="_ _4"></span>.</span></div><div class="t m2 x3e h23 y1bc ff12 fs2 fc2 sc0 ls0 ws0">ANO<span class="_ _21"> </span>MULHERES COM FC<span class="_ _22"> </span>HOMENS COM FC</div><div class="t m2 x70 hc y1bd fff fs2 fc2 sc0 ls0 ws0">2016<span class="_ _23"> </span>12%<span class="_ _24"> </span>88%</div><div class="t m2 x70 hc y1be fff fs2 fc2 sc0 ls0 ws0">2019<span class="_ _23"> </span>28,36%<span class="_ _25"> </span>71,64%</div><div class="t m2 x70 hc y1bf fff fs2 fc2 sc0 ls0 ws0">2020<span class="_ _23"> </span>30,30%<span class="_ _25"> </span>69,70%</div><div class="t m2 x3a h1e y1c0 fff fsb fc2 sc0 ls0 ws0">Fonte: Elaboração própria a partir dos Relat<span class="_ _3"></span>órios de Gestão de 2019 e 2020 (BRASIL, <span class="_ _4"></span>2020; </div><div class="t m2 x3a h1e y1c1 fff fsb fc2 sc0 ls0 ws0">BRA<span class="_ _4"></span>SIL, 2021).</div><div class="t m205 x19 hb y13c fff fs5 fc2 sc0 ls0 ws0"> <span class="_ _26"> </span>Em relação <span class="_ _8"></span>ao <span class="_ _8"></span>nível das <span class="_ _8"></span>FCs (tabela <span class="_ _8"></span>2), <span class="_ _8"></span>constata-se <span class="_ _8"></span>que entre <span class="_ _8"></span>os </div><div class="t m206 x3a hb y116 fff fs5 fc2 sc0 ls5 ws6">anos <span class="_ _4"></span>de <span class="_ _4"></span>2019 <span class="_ _4"></span>e 20<span class="_ _4"></span>20 a <span class="_ _3"></span>participação f<span class="_ _3"></span>eminina aument<span class="_ _3"></span>ou nos <span class="_ _3"></span>níveis <span class="_ _4"></span>1, <span class="_ _4"></span>2 <span class="_ _4"></span>e <span class="_ _4"></span>4, </div><div class="t m2 x3a hb y13d fff fs5 fc2 sc0 ls0 ws0">com queda apenas no nível 3. Nota-s<span class="_ _8"></span>e que o nível 4, com cre<span class="_ _8"></span>sciment<span class="_ _3"></span>o <span class="_ _8"></span>de </div><div class="t m2 x3a hb y13e fff fs5 fc2 sc0 ls0 ws0">7,5 pontos, ref<span class="_ _4"></span>ere-se <span class="_ _8"></span>principalmente aos cargos de <span class="_ _8"></span>Direção de Secretaria, </div><div class="t m2 x3a hb y13f fff fs5 fc2 sc0 ls0 ws0">para os quais há processo s<span class="_ _8"></span>el<span class="_ _3"></span>etivo interno de<span class="_ _8"></span>sde 2019.</div><div class="t m207 x3a h14 y141 ff12 fs5 fc2 sc0 ls7 ws5e">T<span class="_ _5"></span>abela 2<span class="ff1b ws31">: T<span class="_ _5"></span>axa de ocupação dos níveis de FCs por mulheres em 2019 e </span></div><div class="t m2 x3a h24 y127 ff1b fs5 fc2 sc0 ls0 ws0">2020.</div><div class="t m2 x3e h23 y1c2 ff12 fs2 fc2 sc0 ls0 ws0"> ANO</div><div class="t m2 x19 h23 y1c3 ff12 fs2 fc2 sc0 ls0 ws0">NÍVEL DE FC</div><div class="t m2 x5e h23 y1c4 ff12 fs2 fc2 sc0 ls0 ws0">2019<span class="_ _27"> </span>2020</div><div class="t m2 x71 h23 y1c5 ff12 fs2 fc2 sc0 ls0 ws0">FC 1<span class="_ _28"> </span><span class="fff">28,30%<span class="_ _29"> </span>30,71%</span></div><div class="t m2 x71 h23 y1c6 ff12 fs2 fc2 sc0 ls0 ws0">FC 2<span class="_ _28"> </span><span class="fff">33,80%<span class="_ _29"> </span>35,40%</span></div><div class="t m2 x71 h23 y1c7 ff12 fs2 fc2 sc0 ls0 ws0">FC3<span class="_ _2a"> </span><span class="fff">25,25%<span class="_ _29"> </span>23,91%</span></div><div class="t m2 x71 h23 y1c8 ff12 fs2 fc2 sc0 ls0 ws0">FC4<span class="_ _2a"> </span><span class="fff">25%<span class="_ _2b"> </span>32,50%</span></div><div class="t m2 x71 h23 y1c9 ff12 fs2 fc2 sc0 ls0 ws0">FC5*<span class="_ _2c"> </span><span class="fff">50%<span class="_ _2b"> </span>50%</span></div><div class="t m2 x3a h1e y1ca fff fsb fc2 sc0 ls0 ws0"> *São apenas duas as FCs <span class="_ _4"></span>de nível 5, <span class="_ _4"></span>referentes aos cargos de <span class="_ _4"></span>Direção-Geral e de Secretaria </div><div class="t m2 x3a h1e y1cb fff fsb fc2 sc0 ls0 ws0">Geral da Mesa.</div><div class="t m2 x3a h1e y1cc fff fsb fc2 sc0 ls0 ws0">Fonte: Elaboração própria a partir dos Relat<span class="_ _3"></span>órios de Gestão de 2019 e 2020 (BRASIL, <span class="_ _4"></span>2020; </div><div class="t m2 x3a h1e y1cd fff fsb fc2 sc0 ls0 ws0">BRA<span class="_ _4"></span>SIL, 2021).</div><div class="t m2 x19 hb y147 fff fs5 fc2 sc0 ls0 ws0">Em relação à ocupação dos níveis de FC por raça/cor em 2019 e 2020 </div><div class="t m208 x3a hb y2d fff fs5 fc2 sc0 ls9 wsb">(tabelas <span class="_ _4"></span>3 e <span class="_ _3"></span>4), constata-se a <span class="_ _3"></span>predominância de <span class="_ _3"></span>ocupação por <span class="_ _4"></span>pessoas que </div><div class="t m2 x3a hb y154 fff fs5 fc2 sc0 ls0 ws0">se identicam com a cor branca.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">45</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf2f" class="pf wa h0" data-page-no="2f"><div class="pc pc2f wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m2 x3a h14 y6a ff12 fs5 fc2 sc0 ls0 ws0">T<span class="_ _5"></span>abela 3<span class="fff">: T<span class="_ _5"></span>axa de ocupação dos níveis de FCs por raça/cor em 2019.</span></div><div class="t m2 x72 h23 y1ce ff12 fs2 fc2 sc0 ls0 ws0">COR/</div><div class="t m2 x72 h23 y1cf ff12 fs2 fc2 sc0 ls0 ws0">RAÇA </div><div class="t m2 x73 h23 y1d0 ff12 fs2 fc2 sc0 ls0 ws0">NÍVEL DE </div><div class="t m2 x74 h23 y1d1 ff12 fs2 fc2 sc0 ls0 ws0">FC</div><div class="t m2 x40 h23 y1d2 ff12 fs2 fc2 sc0 ls0 ws0">BRANCO<span class="_ _1f"> </span>P<span class="_ _3"></span>ARDO<span class="_ _2d"> </span>PRETO<span class="_ _10"> </span>AMAREL<span class="_ _4"></span>O<span class="_ _2e"> </span>INDÍGENA</div><div class="t m2 x1b h23 y1cf ff12 fs2 fc2 sc0 ls0 ws0">NÃ<span class="_ _3"></span>O IN-</div><div class="t m2 x75 h23 y1d0 ff12 fs2 fc2 sc0 ls0 ws0">FORMADO</div><div class="t m2 x71 h23 y1d3 ff12 fs2 fc2 sc0 ls0 ws0">FC 1<span class="_ _2f"> </span><span class="fff">61,94%<span class="_ _30"> </span>28,36%<span class="_ _2d"> </span>2,99%<span class="_ _2d"> </span>1,49%<span class="_ _31"> </span>0,00%<span class="_ _32"> </span>5,22%</span></div><div class="t m2 x71 h23 y1d4 ff12 fs2 fc2 sc0 ls0 ws0">FC 2<span class="_ _2f"> </span><span class="fff">63,43%<span class="_ _30"> </span>26,65%<span class="_ _2d"> </span>2,69%<span class="_ _2d"> </span>1,65%<span class="_ _31"> </span>0,00%<span class="_ _32"> </span>5,58%</span></div><div class="t m2 x71 h23 y1d5 ff12 fs2 fc2 sc0 ls0 ws0">FC 3<span class="_ _2f"> </span><span class="fff">62,83%<span class="_ _30"> </span>27,49%<span class="_ _2d"> </span>2,09%<span class="_ _2d"> </span>1,57%<span class="_ _31"> </span>0,00%<span class="_ _32"> </span>6,02%</span></div><div class="t m2 x71 h23 y1d6 ff12 fs2 fc2 sc0 ls0 ws0">FC 4<span class="_ _2f"> </span><span class="fff">71,88%<span class="_ _30"> </span>12,50%<span class="_ _2d"> </span>3,13%<span class="_ _2d"> </span>0,00%<span class="_ _31"> </span>0,00%<span class="_ _32"> </span>12,50%</span></div><div class="t m2 x71 h23 y1d7 ff12 fs2 fc2 sc0 ls0 ws0">FC 5<span class="_ _2f"> </span><span class="fff">100,00%<span class="_ _33"> </span>0,00%<span class="_ _34"> </span>0,00%<span class="_ _2d"> </span>0,00%<span class="_ _31"> </span>0,00%<span class="_ _32"> </span>0,00</span></div><div class="t m2 x3a h1e y1d8 fff fsb fc2 sc0 ls0 ws0">Fonte: Elaboração própria a partir de inf<span class="_ _3"></span>ormaçõe<span class="_ _8"></span>s do P<span class="_ _4"></span>ainel de Indicadores Pró-Equidade.</div><div class="t m2 x3a h14 y72 ff12 fs5 fc2 sc0 ls0 ws0">T<span class="_ _5"></span>abela 4<span class="ff1b">: T<span class="_ _5"></span>axa de ocupação dos níveis de FCs por raça/cor em 2020.</span></div><div class="t m2 x71 h23 y1d9 ff12 fs2 fc2 sc0 ls0 ws0">COR/RAÇA</div><div class="t m2 x73 h23 y1da ff12 fs2 fc2 sc0 ls0 ws0"> NÍVEL DE </div><div class="t m2 x76 h23 y1db ff12 fs2 fc2 sc0 ls0 ws0">FC</div><div class="t m2 x77 h23 y1da ff12 fs2 fc2 sc0 ls0 ws0">BRANCO<span class="_ _2d"> </span>P<span class="_ _3"></span>ARDO<span class="_ _1d"> </span>PRETO<span class="_ _35"> </span>AMAREL<span class="_ _3"></span>O<span class="_ _19"> </span>INDÍGENA</div><div class="t m2 x78 h23 y1dc ff12 fs2 fc2 sc0 ls0 ws0">NÃ<span class="_ _3"></span>O IN-</div><div class="t m2 x1b h23 y1dd ff12 fs2 fc2 sc0 ls0 ws0">FORMADO</div><div class="t m2 x71 h23 y1de ff12 fs2 fc2 sc0 ls0 ws0">FC 1<span class="_ _36"> </span><span class="fff">61,42%<span class="_ _12"> </span>28,35%<span class="_ _2d"> </span>2,36%<span class="_ _1e"> </span>1,57%<span class="_ _31"> </span>0,00%<span class="_ _37"> </span>6,30%</span></div><div class="t m2 x71 h23 y1df ff12 fs2 fc2 sc0 ls0 ws0">FC 2<span class="_ _36"> </span><span class="fff">62,53%<span class="_ _12"> </span>26,29%<span class="_ _2d"> </span>3,52%<span class="_ _1e"> </span>1,86%<span class="_ _31"> </span>0,00%<span class="_ _37"> </span>5,80%</span></div><div class="t m2 x71 h23 y1e0 ff12 fs2 fc2 sc0 ls0 ws0">FC 3<span class="_ _36"> </span><span class="fff">63,59%<span class="_ _12"> </span>26,41%<span class="_ _2d"> </span>1,79%<span class="_ _1e"> </span>1,54%<span class="_ _31"> </span>0,00%<span class="_ _37"> </span>6,67%</span></div><div class="t m2 x71 h23 y1e1 ff12 fs2 fc2 sc0 ls0 ws0">FC 4<span class="_ _36"> </span><span class="fff">78,13%<span class="_ _12"> </span>9,38%<span class="_ _34"> </span>3,13%<span class="_ _1e"> </span>0,00%<span class="_ _31"> </span>0,00%<span class="_ _37"> </span>9,38%</span></div><div class="t m2 x71 h23 y1e2 ff12 fs2 fc2 sc0 ls0 ws0">FC 5<span class="_ _36"> </span><span class="fff">100,00%<span class="_ _1f"> </span>0,00%<span class="_ _34"> </span>0,00%<span class="_ _1e"> </span>0,00%<span class="_ _38"> </span>0,00%<span class="_ _37"> </span>0,00%</span></div><div class="t m2 x3a h1e y1e3 fff fsb fc2 sc0 ls0 ws0">Fonte: Elaboração própria a partir de inf<span class="_ _3"></span>ormaçõe<span class="_ _8"></span>s do P<span class="_ _4"></span>ainel de Indicadores Pró-Equidade.</div><div class="t m209 x19 hb y7e fff fs5 fc2 sc0 ls7 ws9">Observa-se <span class="_ _8"></span>que <span class="_ _8"></span>a predominância <span class="_ _8"></span>da <span class="_ _8"></span>ocupação <span class="_ _8"></span>de FCs <span class="_ _8"></span>por <span class="_ _8"></span>servidore<span class="_ _8"></span>s </div><div class="t m20a x3a hb y7f fff fs5 fc2 sc0 ls23 ws2c">ef<span class="_ _4"></span>etivos que <span class="_ _8"></span>se <span class="_ _8"></span>autodeclaram brancos <span class="_ _8"></span>reete <span class="_ _8"></span>as características <span class="_ _8"></span>de <span class="_ _8"></span>raça/</div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">cor de ocupação geral dos cargos ef<span class="_ _4"></span>etivos (tabela 5).</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">46</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf30" class="pf wa h0" data-page-no="30"><div class="pc pc30 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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gAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAA+zOa4FF8HLoRAOAv3q/NCA/Bf6gAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAkNsPoiJnJ4fAYGoAAAAASUVORK5CYII="/><div class="t m20b x3a h14 y6a ff12 fs5 fc2 sc0 ls8 ws49">T<span class="_ _5"></span>abela 5<span class="fff wsa">: T<span class="_ _6"></span>axa de <span class="_ _3"></span>ocupação de <span class="_ _3"></span>cargos ef<span class="_ _3"></span>etivos por <span class="_ _3"></span>raça/cor em <span class="_ _3"></span>2019/2020.</span></div><div class="t m2 x79 h23 y1e4 ff12 fs2 fc2 sc0 ls0 ws0">RAÇA/</div><div class="t m2 x7a h23 y1e5 ff12 fs2 fc2 sc0 ls0 ws0">COR</div><div class="t m20c x7b h23 y1e6 ff12 fs2 fc2 sc0 ls3 ws25"> NÍVEL DE </div><div class="t m2 x7c h23 y1e7 ff12 fs2 fc2 sc0 ls0 ws0">FC</div><div class="t m2 x77 h23 y1e8 ff12 fs2 fc2 sc0 ls0 ws0">BRANCO<span class="_ _39"> </span>P<span class="_ _3"></span>ARDO<span class="_ _10"> </span>PRETO<span class="_ _19"> </span>AMAREL<span class="_ _3"></span>O</div><div class="t m20d x36 h23 y1e8 ff12 fs2 fc2 sc0 ls8 wsa">INDÍGENA</div><div class="t m2 x7d h23 y1e5 ff12 fs2 fc2 sc0 ls0 ws0">NÃ<span class="_ _3"></span>O IN-</div><div class="t m2 x32 h23 y1e6 ff12 fs2 fc2 sc0 ls0 ws0">FORMADO</div><div class="t m2 x7b h23 y1e9 ff12 fs2 fc2 sc0 ls0 ws0">2019<span class="_ _3a"> </span><span class="fff">63.97%<span class="_ _1d"> </span>23,45%<span class="_ _3b"> </span>2,82%<span class="_ _30"> </span>1.66%<span class="_ _3c"> </span>0,05%<span class="_ _3d"> </span>8,05%</span></div><div class="t m2 x7b h23 y1ea ff12 fs2 fc2 sc0 ls0 ws0">2020<span class="_ _3a"> </span><span class="fff">63,78%<span class="_ _1d"> </span>23,55%<span class="_ _3b"> </span>2,9%<span class="_ _3c"> </span>1,68%<span class="_ _3c"> </span>0,05%<span class="_ _34"> </span>8,04%</span></div><div class="t m2 x3a h1e y1eb fff fsb fc2 sc0 ls0 ws0">Fonte: Elaboração própria a partir de inf<span class="_ _3"></span>ormaçõe<span class="_ _8"></span>s do P<span class="_ _4"></span>ainel de Indicadores de RH.</div><div class="t m20e x19 hb y6f fff fs5 fc2 sc0 lsf ws11">Ness<span class="_ _8"></span>e <span class="_ _8"></span>sentido, sublinha-s<span class="_ _8"></span>e <span class="_ _8"></span>a ação <span class="_ _8"></span>do <span class="_ _8"></span>plano <span class="_ _8"></span>“Res<span class="_ _8"></span>erv<span class="_ _4"></span>a de <span class="_ _8"></span>vagas para </div><div class="t m20f x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">pessoas <span class="_ _8"></span>negras <span class="_ _8"></span>nos concursos <span class="_ _8"></span>do <span class="_ _8"></span>Senado<span class="_ _3"></span>, <span class="_ _8"></span>pelo Ato da <span class="_ _8"></span>Comissão Diretora </div><div class="t m210 x3a hb y71 fff fs5 fc2 sc0 ls8 wsa">nº <span class="_ _4"></span>7, <span class="_ _4"></span>de <span class="_ _4"></span>2017”, <span class="_ _4"></span>que <span class="_ _4"></span>pretende <span class="_ _4"></span>tratar <span class="_ _4"></span>essa desigualdade <span class="_ _4"></span>de <span class="_ _4"></span>ingresso. <span class="_ _3"></span>A entre<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">vistada 4 sugere <span class="_ _8"></span>que a maior <span class="_ _8"></span>repres<span class="_ _8"></span>entatividade de mulhere<span class="_ _8"></span>s e <span class="_ _8"></span>mulheres </div><div class="t m211 x3a hb y73 fff fs5 fc2 sc0 lse ws10">negras <span class="_ _8"></span>em cargos <span class="_ _8"></span>de <span class="_ _8"></span>chea <span class="_ _8"></span>poderia s<span class="_ _8"></span>er <span class="_ _8"></span>incentiv<span class="_ _3"></span>ada <span class="_ _8"></span>com <span class="_ _8"></span>cotas, <span class="_ _8"></span>mas ela </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">mesma re<span class="_ _8"></span>ssalta que o tema é pol<span class="_ _4"></span>êmico:</div><div class="t m212 x4d hb y75 fff fs5 fc2 sc0 lsc wse">Eu <span class="_ _8"></span>gost<span class="_ _3"></span>o <span class="_ _8"></span>de <span class="_ _8"></span>cota. T<span class="_ _3"></span>al<span class="_ _4"></span>vez cotas <span class="_ _8"></span>para chefes <span class="_ _8"></span>mulheres, <span class="_ _8"></span>mu<span class="ls0 ws0">-</span></div><div class="t m2 x4e hb y1ec fff fs5 fc2 sc0 ls0 ws0">lheres negras<span class="_ _4"></span>. <span class="_ _4"></span>A <span class="_ _4"></span>gente precisa <span class="_ _3"></span>que essas mulheres estejam em </div><div class="t m15c x4e hb y1ed fff fs5 fc2 sc0 ls7 ws9">post<span class="_ _4"></span>os <span class="_ _8"></span>repres<span class="_ _8"></span>entativos para <span class="_ _8"></span>que as <span class="_ _8"></span>outras <span class="_ _8"></span>pessoas <span class="_ _8"></span>s<span class="_ _8"></span>e sintam </div><div class="t m2 x4e hb y1ee fff fs5 fc2 sc0 ls0 ws0">capazes, que s<span class="_ _8"></span>eja possív<span class="_ _3"></span>el chegar lá. Então acho que <span class="ff1f ws11">é um ca<span class="ws0">-</span></span></div><div class="t m213 x4e hb y1ef ff1f fs5 fc2 sc0 lsd ws5f">minho l<span class="_ _4"></span>egal, mas é um caminho pol<span class="_ _3"></span>êmico, tem muita discussão<span class="_ _3"></span>, </div><div class="t m2 x4e hb y1f0 ff1f fs5 fc2 sc0 ls0 ws0">gera muita discussão<span class="_ _4"></span>.</div><div class="t m214 x3a hb y7b fff fs5 fc2 sc0 ls5 ws6">Essa <span class="_ _4"></span>solução também <span class="_ _3"></span>é apontada <span class="_ _3"></span>pelo <span class="_ _4"></span>entre<span class="_ _4"></span>vistado <span class="_ _4"></span>2, <span class="_ _4"></span>que <span class="_ _4"></span>sugere um <span class="_ _3"></span>pro<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">grama de ment<span class="_ _4"></span>oria para preparar mulheres para os cargos de liderança:</div><div class="t m215 x4d hb y7e fff fs5 fc2 sc0 ls9 wsb">O <span class="_ _4"></span>Senado ter <span class="_ _3"></span>cotas para <span class="_ _3"></span>FC3, para <span class="_ _3"></span>nível de <span class="_ _3"></span>coordenação, <span class="_ _3"></span>de </div><div class="t m2 x4e hb y1b7 fff fs5 fc2 sc0 ls0 ws0">direção<span class="_ _4"></span>, ou <span class="_ _3"></span>aquelas pessoas, os <span class="_ _4"></span>homens que <span class="_ _3"></span>já ocupam o <span class="_ _3"></span>nível </div><div class="t m216 x4e hb y1b8 fff fs5 fc2 sc0 ls22 ws2b">de <span class="_ _4"></span>gestão, <span class="_ _4"></span>apoiar <span class="_ _4"></span>mulheres, ment<span class="_ _3"></span>orear eu <span class="_ _4"></span>quero <span class="_ _3"></span>dizer<span class="_ _3"></span>, preparar </div><div class="t m2 x4e hb y1b9 fff fs5 fc2 sc0 ls0 ws0">mulheres para ocuparem e<span class="_ _8"></span>sse<span class="_ _8"></span>s cargos<span class="_ _4"></span>.</div><div class="t m6e x19 hb y82 fff fs5 fc2 sc0 ls4 ws5">No <span class="_ _8"></span>que s<span class="_ _8"></span>e refere às <span class="_ _8"></span>diculdades <span class="_ _8"></span>encontradas para <span class="_ _8"></span>a <span class="_ _8"></span>implantação das </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">ações do plano pró-equidade, a pandemia aparece como o maior desao<span class="_ _4"></span>, </div><div class="t m217 x3a hb y84 fff fs5 fc2 sc0 lsa wsc">em <span class="_ _4"></span>especial em <span class="_ _3"></span>relação à <span class="_ _3"></span>adequação ao <span class="_ _3"></span>trabalho remot<span class="_ _4"></span>o<span class="_ _4"></span>. <span class="_ _3"></span>Outra dicul<span class="_ _4"></span>dade </div><div class="t m218 x3a hb y85 fff fs5 fc2 sc0 ls23 ws2c">apontada pelos entrevistados f<span class="_ _4"></span>oi a <span class="_ _8"></span>ins<span class="_ _8"></span>erção no <span class="_ _8"></span>ambiente de <span class="_ _8"></span>trabalho <span class="_ _8"></span>da </div><div class="t m219 x3a hb y23 fff fs5 fc2 sc0 ls4 ws5">área <span class="_ _8"></span>m, legislativ<span class="_ _3"></span>a. <span class="_ _8"></span>Ela <span class="_ _8"></span>é identicada <span class="_ _8"></span>como <span class="_ _8"></span>o ambiente <span class="_ _8"></span>mais <span class="_ _8"></span>masculino </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">47</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m21a x3a hb y6a fff fs5 fc2 sc0 ls7 ws9">da <span class="_ _8"></span>Casa, o <span class="_ _8"></span>que <span class="_ _8"></span>é <span class="_ _8"></span>tido como <span class="_ _8"></span>decorrência <span class="_ _8"></span>da predominância <span class="_ _8"></span>da <span class="_ _8"></span>ocupação </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">masculina nos mandat<span class="_ _4"></span>os senatoriais, como disse o entrevistado 2:</div><div class="t m8 x4d h24 y87 ff1b fs5 fc2 sc0 ls5 ws2f">(...) o Senado não é um Senado (...) t<span class="ff1f ls0 ws0">ê</span>m Senados dentro do </div><div class="t m2 x4e h24 y1f1 ff1b fs5 fc2 sc0 ls0 ws46">Senado<span class="_ _4"></span>. Então uma coisa é a área administrativ<span class="_ _4"></span>a, outra coisa </div><div class="t m2 x4e h24 y1f2 ff1b fs5 fc2 sc0 ls0 ws60">é a área l<span class="_ _4"></span>egislativ<span class="_ _4"></span>a, por exempl<span class="_ _4"></span>o<span class="_ _4"></span>. A minha impressão é que na </div><div class="t ma2 x4e h24 y1f3 ff1b fs5 fc2 sc0 ls7 ws31">área l<span class="_ _4"></span>egislativ<span class="_ _4"></span>a, de gabinetes e tal, eles são uma área ainda </div><div class="t m2 x4e h24 y1f4 ff1b fs5 fc2 sc0 ls0 ws0">mais masculina.</div><div class="t m21b x19 hb y6d fff fs5 fc2 sc0 ls5 ws6">Essa <span class="_ _4"></span>diculdade <span class="_ _3"></span>de inserção também <span class="_ _3"></span>foi <span class="_ _3"></span>apontada pela <span class="_ _4"></span>entre<span class="_ _4"></span>vistada <span class="_ _4"></span>3:</div><div class="t m21c x4d hb y6e fff fs5 fc2 sc0 ls9 wsb">A <span class="_ _4"></span>gente <span class="_ _4"></span>não consegue <span class="_ _4"></span>adentrar <span class="_ _4"></span>ness<span class="_ _8"></span>e <span class="_ _4"></span>mundo <span class="_ _4"></span>(gabinetes de </div><div class="t m2 x4e hb y1f5 fff fs5 fc2 sc0 ls0 ws0">senadore<span class="_ _8"></span>s) com a mesma efetividade<span class="_ _3"></span>. Ess<span class="_ _8"></span>e ambiente masculi-</div><div class="t m2 x4e h25 y1f6 fff fs5 fc2 sc0 ls0 ws0">no<span class="_ _4"></span>... teria que ter mais senadoras mulhere<span class="_ _8"></span>s<span class="fs1">.</span></div><div class="t m2 x19 hb y71 fff fs5 fc2 sc0 ls0 ws0">E pela entre<span class="_ _4"></span>vistada 4:</div><div class="t m199 x4d hb y72 fff fs5 fc2 sc0 ls9 wsb">Eu <span class="_ _4"></span>sint<span class="_ _4"></span>o <span class="_ _4"></span>um <span class="_ _4"></span>pouco de <span class="_ _3"></span>f<span class="_ _4"></span>alta <span class="_ _4"></span>dessa interl<span class="_ _3"></span>ocução com <span class="_ _4"></span>os <span class="_ _4"></span>gabi<span class="ls0 ws0">-</span></div><div class="t m21d x4e hb y1f7 fff fs5 fc2 sc0 ls22 ws2b">netes. <span class="_ _3"></span>Essa diculdade <span class="_ _3"></span>de chegar <span class="_ _3"></span>com al<span class="_ _4"></span>gumas <span class="_ _4"></span>ações nos <span class="_ _4"></span>gabi<span class="ls0 ws0">-</span></div><div class="t m21e x4e hb y1f8 fff fs5 fc2 sc0 lsd wsf">netes, são <span class="_ _3"></span>um público<span class="_ _3"></span>, acho<span class="_ _3"></span>, que <span class="_ _3"></span>é mais <span class="_ _3"></span>difícil mesmo de <span class="_ _3"></span>atingir<span class="_ _3"></span>.</div><div class="t m2 x19 hb y75 fff fs5 fc2 sc0 ls0 ws0">Entretant<span class="_ _4"></span>o<span class="_ _4"></span>, mesmo com dicul<span class="_ _4"></span>dades, muitas relacionadas com a con-</div><div class="t m21f x3a hb y76 fff fs5 fc2 sc0 lsc wse">dição <span class="_ _8"></span>de “Casa <span class="_ _8"></span>P<span class="_ _4"></span>olítica”, <span class="_ _8"></span>o Senado <span class="_ _8"></span>tem <span class="_ _8"></span>conseguido <span class="_ _8"></span>se <span class="_ _8"></span>apre<span class="_ _8"></span>sentar <span class="_ _8"></span>como </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">model<span class="_ _4"></span>o em <span class="_ _4"></span>práticas pró-equidade<span class="_ _3"></span>, o que <span class="_ _4"></span>é ressaltado pela entre<span class="_ _3"></span>vistada 4:</div><div class="t m2 x4d hb y78 fff fs5 fc2 sc0 ls48 ws31">O M<span class="ff1f ls0 ws7">ãe Nutriz<span class="fff ws0"> é um <span class="_ _3"></span>exemplo <span class="_ _3"></span>de uma <span class="_ _4"></span>medida muit<span class="_ _3"></span>o boa, <span class="_ _3"></span>ela </span></span></div><div class="t m220 x4e hb y1f9 fff fs5 fc2 sc0 ls10 ws12">é <span class="_ _8"></span>estendida <span class="_ _8"></span>para <span class="_ _8"></span>servidoras <span class="_ _8"></span>que <span class="_ _8"></span>são <span class="_ _8"></span>chef<span class="_ _4"></span>es. A <span class="_ _8"></span>dos <span class="_ _8"></span>pais <span class="_ _8"></span>tam<span class="ls0 ws0">-</span></div><div class="t m221 x4e hb y1fa fff fs5 fc2 sc0 ls23 ws2c">bém, <span class="_ _8"></span>porque ela <span class="_ _8"></span>muda <span class="_ _8"></span>a cultura, <span class="_ _8"></span>o <span class="_ _8"></span>pensament<span class="_ _4"></span>o de <span class="_ _8"></span>que <span class="_ _8"></span>o <span class="_ _8"></span>pai </div><div class="t m222 x4e hb y1fb fff fs5 fc2 sc0 lsc wse">também <span class="_ _8"></span>tem re<span class="_ _8"></span>sponsabilidade naquela <span class="_ _8"></span>criação <span class="_ _8"></span>e re<span class="_ _8"></span>sponsabi<span class="ls0 ws0">-</span></div><div class="t m223 x4e hb y1fc fff fs5 fc2 sc0 ls0 ws0">lidade <span class="_ _8"></span>compartilhada. É <span class="_ _8"></span>inegável que <span class="_ _8"></span>a gente <span class="_ _8"></span>e<span class="_ _4"></span>voluiu demais.<span class="ff1f"> </span></div><div class="t m16d x4e hb y1fd ff1f fs5 fc2 sc0 ls4 ws30">Não só ess<span class="_ _8"></span>es<span class="fff ws5">, <span class="_ _8"></span>das <span class="_ _8"></span>mulheres <span class="_ _8"></span>violentadas, que <span class="_ _8"></span>começou aqui <span class="_ _8"></span>a </span></div><div class="t m224 x4e hb y1fe fff fs5 fc2 sc0 ls23 ws2c">incluir<span class="_ _3"></span>, <span class="_ _8"></span>para as <span class="_ _8"></span>terceirizadas, <span class="_ _8"></span>uma cota <span class="_ _8"></span>para <span class="_ _8"></span>as <span class="_ _8"></span>mulheres <span class="_ _8"></span>que </div><div class="t m225 x4e hb y1ff fff fs5 fc2 sc0 ls5 ws6">tinham <span class="_ _4"></span>sido vítimas <span class="_ _3"></span>de viol<span class="_ _3"></span>ência doméstica. E <span class="_ _3"></span>isso f<span class="_ _3"></span>oi replicado </div><div class="t m226 x4e hb y200 fff fs5 fc2 sc0 ls23 ws2c">em <span class="_ _8"></span>v<span class="_ _3"></span>ários <span class="_ _8"></span>outros órgãos, <span class="_ _8"></span>v<span class="_ _4"></span>ários outros <span class="_ _8"></span>lugares <span class="_ _8"></span>e<span class="_ _8"></span>stão fazendo </div><div class="t m2 x4e hb y201 fff fs5 fc2 sc0 ls0 ws0">a mesma coisa. Então acho que isso mostra a importância <span class="_ _4"></span>das </div><div class="t m227 x4e hb y202 fff fs5 fc2 sc0 ls22 ws2b">ações que <span class="_ _4"></span>são <span class="_ _4"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>vidas aqui. <span class="_ _3"></span>Elas acabam <span class="_ _4"></span>sendo semente </div><div class="t m2 x4e hb y203 fff fs5 fc2 sc0 ls0 ws0">em outros lugares.</div><div class="t m228 x19 hb y83 fff fs5 fc2 sc0 ls4 ws5">O <span class="_ _8"></span>Programa de <span class="_ _8"></span>Assistência à <span class="_ _8"></span>Mãe <span class="_ _8"></span>Nutriz, citado <span class="_ _8"></span>pela <span class="_ _8"></span>entre<span class="_ _3"></span>vistada, <span class="_ _8"></span>f<span class="_ _4"></span>oi </div><div class="t m229 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">instituído em <span class="_ _3"></span>2016 (BRA<span class="_ _3"></span>SIL, 2016), <span class="_ _3"></span>com a <span class="_ _4"></span>pre<span class="_ _4"></span>visão <span class="_ _4"></span>de jornada <span class="_ _3"></span>reduzida de </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">6 horas para a mulher <span class="_ _8"></span>que estivess<span class="_ _8"></span>e amamentando<span class="_ _4"></span>, inclusive para as que </div><div class="t m22a x3a hb y23 fff fs5 fc2 sc0 ls9 wsb">ocupam <span class="_ _4"></span>função <span class="_ _4"></span>comissionada. <span class="_ _3"></span>Essa pre<span class="_ _3"></span>visão f<span class="_ _3"></span>oi inicialmente <span class="_ _3"></span>do período <span class="_ _3"></span>de </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">48</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf32" class="pf wa h0" data-page-no="32"><div class="pc pc32 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">15 me<span class="_ _8"></span>se<span class="_ _8"></span>s, o <span class="_ _8"></span>qual f<span class="_ _4"></span>oi aumentado para <span class="_ _8"></span>24 me<span class="_ _8"></span>se<span class="_ _8"></span>s em <span class="_ _8"></span>2019 (BRA<span class="_ _4"></span>SIL, 2019). </div><div class="t m22b x3a hb y86 fff fs5 fc2 sc0 ls7 ws9">El<span class="_ _4"></span>e <span class="_ _8"></span>está <span class="_ _8"></span>em <span class="_ _8"></span>f<span class="_ _3"></span>as<span class="_ _8"></span>e de <span class="_ _8"></span>e<span class="_ _8"></span>studo para <span class="_ _8"></span>ampliação <span class="_ _8"></span>da <span class="_ _8"></span>jornada reduzida <span class="_ _8"></span>para <span class="_ _8"></span>os </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">pais, o que estimulará o cuidado compartilhado dos lhos.</div><div class="t m22c x19 hb y88 fff fs5 fc2 sc0 ls4 ws5">Outro de<span class="_ _8"></span>staque da <span class="_ _8"></span>entrevistada é <span class="_ _8"></span>o Programa <span class="_ _8"></span>Cota 2%, <span class="_ _8"></span>ou <span class="_ _8"></span>Programa </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">de Assistência a <span class="_ _4"></span>Mulheres em Situação de V<span class="_ _3"></span>ulnerabilidade Econômica em </div><div class="t m22d x3a hb y6b fff fs5 fc2 sc0 ls22 ws2b">Decorrência <span class="_ _4"></span>de <span class="_ _4"></span>Viol<span class="_ _3"></span>ência Doméstica e <span class="_ _3"></span>Domiciliar<span class="_ _3"></span>, que <span class="_ _3"></span>re<span class="_ _8"></span>serva <span class="_ _3"></span>2% das <span class="_ _3"></span>vagas </div><div class="t m22e x3a hb y6c fff fs5 fc2 sc0 lsc wse">dos contratos de <span class="_ _8"></span>terceirização com <span class="_ _8"></span>mais <span class="_ _8"></span>de 50 <span class="_ _8"></span>v<span class="_ _4"></span>agas <span class="_ _8"></span>para mulhere<span class="_ _8"></span>s que </div><div class="t m22f x3a hb y6d fff fs5 fc2 sc0 ls10 ws12">sofreram <span class="_ _8"></span>ess<span class="_ _8"></span>e <span class="_ _8"></span>tipo de <span class="_ _8"></span>violência, o <span class="_ _8"></span>qual <span class="_ _8"></span>resultou na <span class="_ _8"></span>inspiração <span class="_ _8"></span>(BRA<span class="_ _4"></span>SIL, </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">2021) para a No<span class="_ _4"></span>v<span class="_ _4"></span>a L<span class="_ _4"></span>ei de Licitações (BRA<span class="_ _3"></span>SIL, 2021) incluir no inciso I <span class="_ _4"></span>do § </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">9º do art. 25, entre os critérios de contratação de <span class="_ _8"></span>empresas terceirizadas, </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">percentual de mulheres vítimas de violência doméstica.</div><div class="t m2 x3a h19 y73 ff11 fs1 fc8 sc0 ls0 ws0">ANÁLISE DOS RESUL<span class="_ _6"></span>T<span class="_ _5"></span>ADOS</div><div class="t m230 x19 hb y75 fff fs5 fc2 sc0 ls10 ws12">No <span class="_ _8"></span>que s<span class="_ _8"></span>e <span class="_ _8"></span>ref<span class="_ _3"></span>ere <span class="_ _8"></span>à <span class="_ _8"></span>conguração <span class="_ _8"></span>demográca do <span class="_ _8"></span>quadro <span class="_ _8"></span>de pe<span class="_ _8"></span>ssoal </div><div class="t m231 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">ef<span class="_ _4"></span>etivo <span class="_ _3"></span>do SF<span class="_ _6"></span>, constata-se que <span class="_ _3"></span>em 2020, <span class="_ _4"></span>em relação <span class="_ _3"></span>a gênero <span class="_ _3"></span>e raça/cor<span class="_ _5"></span>, a </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">maioria é <span class="_ _8"></span>f<span class="_ _3"></span>ormada <span class="_ _8"></span>por homens <span class="_ _8"></span>(71,50%) e <span class="_ _8"></span>brancos (63,78%) <span class="_ _8"></span>e<span class="_ _3"></span>, <span class="_ _8"></span>por outro </div><div class="t m232 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">lado<span class="_ _4"></span>, as <span class="_ _8"></span>minorias <span class="_ _8"></span>são formadas por <span class="_ _8"></span>mulheres <span class="_ _8"></span>(28,50%), pardos <span class="_ _8"></span>(23,55%), </div><div class="t m233 x3a hb y79 fff fs5 fc2 sc0 ls4 ws5">pret<span class="_ _4"></span>os <span class="_ _8"></span>(2,90%), amarelos (1,68%) <span class="_ _8"></span>e indígenas <span class="_ _8"></span>(0,05%). <span class="_ _8"></span>Observa-se <span class="_ _8"></span>que a </div><div class="t m234 x3a hb y7a fff fs5 fc2 sc0 lsf ws11">pres<span class="_ _8"></span>ença <span class="_ _8"></span>de mulhere<span class="_ _8"></span>s <span class="_ _8"></span>e <span class="_ _8"></span>pessoas <span class="_ _8"></span>que <span class="_ _8"></span>se <span class="_ _8"></span>aut<span class="_ _4"></span>odeclaram <span class="_ _8"></span>negras (pretas <span class="_ _8"></span>e </div><div class="t m235 x3a hb y7b fff fs5 fc2 sc0 ls5 ws6">pardas) <span class="_ _4"></span>entre os <span class="_ _3"></span>s<span class="_ _8"></span>ervidores ef<span class="_ _3"></span>etivos do <span class="_ _3"></span>SF permite <span class="_ _4"></span>a <span class="_ _4"></span>armativ<span class="_ _4"></span>a de <span class="_ _3"></span>que el<span class="_ _3"></span>e<span class="_ _8"></span>s </div><div class="t m236 x3a hb y7c fff fs5 fc2 sc0 lsc wse">estão <span class="_ _8"></span>“minorizados” <span class="_ _8"></span>(FRAGA et <span class="_ _8"></span>al, <span class="_ _8"></span>2020, <span class="_ _8"></span>p<span class="_ _3"></span>. <span class="_ _8"></span>2), <span class="_ _8"></span>nos termos <span class="_ _8"></span>colocados na </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">seção 2, haja vista que são maioria na população brasileira.</div><div class="t m237 x19 hb y7e fff fs5 fc2 sc0 ls9 wsb">A <span class="_ _4"></span>proporção <span class="_ _4"></span>de <span class="_ _4"></span>ocupação <span class="_ _4"></span>dos <span class="_ _4"></span>cargos <span class="_ _4"></span>ef<span class="_ _4"></span>etivos <span class="_ _3"></span>s<span class="_ _8"></span>e reete<span class="_ _3"></span>, de <span class="_ _3"></span>forma <span class="_ _3"></span>apro<span class="ls0 ws0">-</span></div><div class="t m238 x3a hb y7f fff fs5 fc2 sc0 ls23 ws2c">ximada, <span class="_ _8"></span>na ocupação <span class="_ _8"></span>das <span class="_ _8"></span>funções <span class="_ _8"></span>comissionadas, <span class="_ _8"></span>tant<span class="_ _4"></span>o visto a <span class="_ _8"></span>partir <span class="_ _8"></span>do </div><div class="t m239 x3a hb y80 fff fs5 fc2 sc0 lsa wsc">recorte <span class="_ _4"></span>de <span class="_ _4"></span>gênero <span class="_ _3"></span>como de <span class="_ _3"></span>raça/cor<span class="_ _3"></span>. Entretant<span class="_ _3"></span>o, <span class="_ _4"></span>se o <span class="_ _3"></span>foco <span class="_ _3"></span>incidir nas <span class="_ _3"></span>FCs de </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">nível <span class="_ _4"></span>4 e 5, <span class="_ _4"></span>constata-se proporção maior de <span class="_ _4"></span>pessoas que se aut<span class="_ _4"></span>odeclaram </div><div class="t m23a x3a hb y82 fff fs5 fc2 sc0 lsf ws11">brancas <span class="_ _8"></span>do que <span class="_ _8"></span>na <span class="_ _8"></span>ocupação <span class="_ _8"></span>geral <span class="_ _8"></span>dos cargos <span class="_ _8"></span>efetiv<span class="_ _4"></span>os<span class="_ _4"></span>. <span class="_ _8"></span>Inf<span class="_ _3"></span>ere-s<span class="_ _8"></span>e<span class="_ _4"></span>, <span class="_ _8"></span>dessa </div><div class="t m16e x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>orma, que <span class="_ _4"></span>as <span class="_ _4"></span>práticas de <span class="_ _3"></span>inclusão da <span class="_ _4"></span>div<span class="_ _4"></span>ersidade do <span class="_ _3"></span>quadro de <span class="_ _3"></span>pe<span class="_ _8"></span>ssoal <span class="_ _4"></span>do </div><div class="t m23b x3a hb y84 fff fs5 fc2 sc0 ls22 ws2b">SF <span class="_ _4"></span>em <span class="_ _4"></span>FCs <span class="_ _4"></span>obtiveram <span class="_ _3"></span>suce<span class="_ _8"></span>sso <span class="_ _4"></span>maior <span class="_ _4"></span>no <span class="_ _4"></span>que <span class="_ _4"></span>se ref<span class="_ _3"></span>ere a <span class="_ _4"></span>gênero <span class="_ _3"></span>do que <span class="_ _3"></span>raça/</div><div class="t m23c x3a hb y85 fff fs5 fc2 sc0 ls9 wsb">cor<span class="_ _3"></span>. <span class="_ _4"></span>No entant<span class="_ _3"></span>o, <span class="_ _3"></span>existem importantes ações <span class="_ _4"></span>e <span class="_ _4"></span>práticas <span class="_ _4"></span>em <span class="_ _4"></span>andament<span class="_ _4"></span>o <span class="_ _4"></span>para </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">49</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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ACFagIAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChmgAAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoJgAAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAMlVE2TR+mcEANgx/2GEFHyoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAHC3BTwWEC9EUk15AAAAAElFTkSuQmCC"/><div class="t m23d x3a hb y6a fff fs5 fc2 sc0 lsc wse">a <span class="_ _8"></span>inclusão e <span class="_ _8"></span>repres<span class="_ _8"></span>entatividade <span class="_ _8"></span>mais efetiv<span class="_ _3"></span>a <span class="_ _8"></span>relativas a <span class="_ _8"></span>raça/cor<span class="_ _5"></span>, <span class="_ _8"></span>como <span class="_ _8"></span>a </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">criação do GT de Anidade de raça/cor em 2020.</div><div class="t m2 x19 hb y87 fff fs5 fc2 sc0 ls0 ws0">Constata-se <span class="_ _8"></span>que a atuação <span class="_ _8"></span>de ambos os <span class="_ _8"></span>comitês <span class="_ _8"></span>se <span class="_ _8"></span>destaca por <span class="_ _8"></span>algu-</div><div class="t m1be x3a hb y88 fff fs5 fc2 sc0 ls23 ws2c">mas <span class="_ _8"></span>características ou <span class="_ _8"></span>f<span class="_ _4"></span>at<span class="_ _3"></span>ore<span class="_ _8"></span>s <span class="_ _8"></span>de suce<span class="_ _8"></span>sso <span class="_ _8"></span>como: o <span class="_ _8"></span>apoio <span class="_ _8"></span>e patrocínio <span class="_ _8"></span>da </div><div class="t m23e x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">alta administração <span class="_ _8"></span>da <span class="_ _8"></span>Casa, em <span class="_ _8"></span>e<span class="_ _8"></span>special da <span class="_ _8"></span>Direção-Geral <span class="_ _8"></span>atual; o <span class="_ _8"></span>envol-</div><div class="t m23f x3a hb y6b fff fs5 fc2 sc0 ls5 ws6">viment<span class="_ _4"></span>o <span class="_ _4"></span>de div<span class="_ _3"></span>ersas unidades administrativ<span class="_ _3"></span>as internas <span class="_ _4"></span>desde a <span class="_ _4"></span>elaboração </div><div class="t m8e x3a hb y6c fff fs5 fc2 sc0 lsc wse">das <span class="_ _8"></span>ações <span class="_ _8"></span>até a <span class="_ _8"></span>sua <span class="_ _8"></span>execução<span class="_ _4"></span>, que <span class="_ _8"></span>ass<span class="_ _8"></span>egura transversalidade e <span class="_ _8"></span>ins<span class="_ _8"></span>erção; </div><div class="t m240 x3a hb y6d fff fs5 fc2 sc0 ls4 ws5">a <span class="_ _8"></span>participação ativa de <span class="_ _8"></span>membros da <span class="_ _8"></span>SEGP<span class="_ _6"></span>, <span class="_ _8"></span>com <span class="_ _8"></span>suas competências <span class="_ _8"></span>espe<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">cícas para o trat<span class="_ _3"></span>o da temática, como as relativas <span class="_ _4"></span>ao combate ao assédio </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">moral e sexual, à inv<span class="_ _3"></span>e<span class="_ _8"></span>stigação e gestão do clima organizacional, <span class="_ _4"></span>às ações </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">pró-saúde <span class="_ _4"></span>e qualidade <span class="_ _3"></span>de vida no <span class="_ _3"></span>ambiente de trabalho <span class="_ _4"></span>e aos <span class="_ _3"></span>benefícios e </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">dados cadastrais dos servidore<span class="_ _8"></span>s ativos<span class="_ _3"></span>.</div><div class="t m241 x19 hb y72 fff fs5 fc2 sc0 lsc wse">É <span class="_ _8"></span>not<span class="_ _3"></span>ória <span class="_ _8"></span>a <span class="_ _8"></span>existência de <span class="_ _8"></span>uma <span class="_ _8"></span>política <span class="_ _8"></span>de GP <span class="_ _8"></span>(DEMO, <span class="_ _8"></span>2010) voltada <span class="_ _8"></span>à </div><div class="t m242 x3a hb y73 fff fs5 fc2 sc0 ls4 ws5">inclusão <span class="_ _8"></span>da diversidade no <span class="_ _8"></span>ambiente <span class="_ _8"></span>de trabalho <span class="_ _8"></span>do <span class="_ _8"></span>SF<span class="_ _6"></span>. <span class="_ _8"></span>Ness<span class="_ _8"></span>e <span class="_ _8"></span>sentido, a </div><div class="t m243 x3a hb y74 fff fs5 fc2 sc0 ls5 ws6">opção <span class="_ _4"></span>pela adesão <span class="_ _4"></span>ao <span class="_ _4"></span>Programa <span class="_ _4"></span>Pró-Equidade <span class="_ _3"></span>de Gênero <span class="_ _3"></span>e Raça <span class="_ _4"></span>da <span class="_ _4"></span>Secre<span class="ls0 ws0">-</span></div><div class="t m244 x3a hb y75 fff fs5 fc2 sc0 ls9 wsb">taria <span class="_ _4"></span>de P<span class="_ _3"></span>olíticas para <span class="_ _3"></span>as Mulheres do <span class="_ _3"></span>Governo <span class="_ _3"></span>Federal a <span class="_ _4"></span>partir <span class="_ _4"></span>de <span class="_ _4"></span>2011 e <span class="_ _3"></span>a </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">criação do <span class="_ _4"></span>Comitê Gest<span class="_ _4"></span>or dess<span class="_ _8"></span>e <span class="_ _4"></span>programa; a <span class="_ _3"></span>opção pela criação<span class="_ _3"></span>, de f<span class="_ _3"></span>orma </div><div class="t maf x3a hb y77 fff fs5 fc2 sc0 lsf ws11">aut<span class="_ _4"></span>ônoma, <span class="_ _8"></span>de um <span class="_ _8"></span>Comitê <span class="_ _8"></span>Permanente <span class="_ _8"></span>pela Promoção <span class="_ _8"></span>da <span class="_ _8"></span>Igualdade de </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">Gênero e Raça a partir <span class="_ _4"></span>de 2015 e o lançament<span class="_ _3"></span>o de um Plano de Equidade </div><div class="t m245 x3a hb y79 fff fs5 fc2 sc0 lsf ws11">de <span class="_ _8"></span>Gênero e <span class="_ _8"></span>Raça <span class="_ _8"></span>2019-2021 <span class="_ _8"></span>(com previsão de <span class="_ _8"></span>relançamento nos <span class="_ _8"></span>anos </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">posteriores); e a escolha do compromisso <span class="_ _4"></span>com a igual<span class="_ _3"></span>dade como v<span class="_ _4"></span>al<span class="_ _4"></span>or do </div><div class="t m246 x3a hb y7b fff fs5 fc2 sc0 lsc wse">plano <span class="_ _8"></span>estraté<span class="_ _8"></span>gico da <span class="_ _8"></span>instituição <span class="_ _8"></span>re<span class="_ _3"></span>velam <span class="_ _8"></span>a orientação <span class="_ _8"></span>da <span class="_ _8"></span>alta direção <span class="_ _8"></span>da </div><div class="t m247 x3a hb y7c fff fs5 fc2 sc0 ls22 ws2b">Casa <span class="_ _4"></span>em <span class="_ _4"></span>tratar <span class="_ _4"></span>o tema <span class="_ _3"></span>de f<span class="_ _3"></span>orma estratégica, com <span class="_ _3"></span>açõe<span class="_ _8"></span>s e <span class="_ _3"></span>práticas v<span class="_ _4"></span>oltadas </div><div class="t m248 x3a hb y7d fff fs5 fc2 sc0 ls5 ws6">à <span class="_ _4"></span>mudança do <span class="_ _3"></span>clima organizacional <span class="_ _3"></span>e da <span class="_ _4"></span>conguração <span class="_ _4"></span>demográca <span class="_ _4"></span>de seu </div><div class="t m20 x3a hb y7e fff fs5 fc2 sc0 ls4 ws5">quadro de <span class="_ _8"></span>pessoal, <span class="_ _8"></span>em <span class="_ _8"></span>especial <span class="_ _8"></span>no que <span class="_ _8"></span>s<span class="_ _8"></span>e refere às <span class="_ _8"></span>ocupações <span class="_ _8"></span>de cargos </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">de lideranças<span class="_ _4"></span>.</div><div class="t m2 x19 hb y80 fff fs5 fc2 sc0 ls0 ws0">As açõe<span class="_ _8"></span>s prov<span class="_ _3"></span>eniente<span class="_ _8"></span>s de<span class="_ _8"></span>ssa política de <span class="_ _8"></span>GP para a inclusão <span class="_ _8"></span>da diversi-</div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">dade tornam-se práticas de: <span class="_ _8"></span>comunicação institucional interna e <span class="_ _8"></span>externa; </div><div class="t m144 x3a hb y82 fff fs5 fc2 sc0 ls9 wsb">treinament<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento <span class="_ _3"></span>e f<span class="_ _3"></span>ormação dos <span class="_ _3"></span>s<span class="_ _8"></span>ervidores e <span class="_ _3"></span>colaboradore<span class="_ _8"></span>s; </div><div class="t m22f x3a hb y83 fff fs5 fc2 sc0 ls10 ws12">saúde <span class="_ _8"></span>e combate <span class="_ _8"></span>à <span class="_ _8"></span>violência; benefícios <span class="_ _8"></span>etc. <span class="_ _8"></span>P<span class="_ _4"></span>assam <span class="_ _8"></span>assim a <span class="_ _8"></span>compor <span class="_ _8"></span>a </div><div class="t m249 x3a hb y84 fff fs5 fc2 sc0 ls8 wsa">cultura <span class="_ _4"></span>organizacional, <span class="_ _4"></span>com <span class="_ _4"></span>suas <span class="_ _4"></span>amplitudes e <span class="_ _3"></span>potenciais transf<span class="_ _3"></span>ormadore<span class="_ _8"></span>s, </div><div class="t m24a x3a hb y85 fff fs5 fc2 sc0 ls5 ws6">como <span class="_ _4"></span>é o <span class="_ _3"></span>caso do <span class="_ _3"></span>Programa Mãe <span class="_ _3"></span>Nutriz, agora <span class="_ _4"></span>um <span class="_ _4"></span>benefício e <span class="_ _3"></span>uma prática </div><div class="t m24b x3a hb y23 fff fs5 fc2 sc0 ls9 wsb">inclusiv<span class="_ _4"></span>a <span class="_ _4"></span>das mulheres <span class="_ _4"></span>em <span class="_ _4"></span>cargos <span class="_ _4"></span>de liderança; <span class="_ _3"></span>e do <span class="_ _3"></span>Programa Cota <span class="_ _3"></span>de 2% </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">50</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">(de v<span class="_ _4"></span>agas em post<span class="_ _3"></span>os terceirizados para mulheres em situação de vulnera-</div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">bilidade por <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>f<span class="_ _3"></span>amiliar) <span class="_ _8"></span>e de re<span class="_ _8"></span>serva de vagas para pe<span class="_ _8"></span>ssoas negras </div><div class="t m24c x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">nos concursos <span class="_ _3"></span>do SF<span class="_ _6"></span>, ambas <span class="_ _3"></span>práticas inclusiv<span class="_ _3"></span>as de <span class="_ _4"></span>recrutament<span class="_ _4"></span>o e <span class="_ _3"></span>s<span class="_ _8"></span>el<span class="_ _3"></span>eção </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">de servidore<span class="_ _8"></span>s e colaboradores.</div><div class="t m24d x19 hb y89 fff fs5 fc2 sc0 lsf ws11">As <span class="_ _8"></span>práticas decorrente<span class="_ _8"></span>s <span class="_ _8"></span>dessa <span class="_ _8"></span>política <span class="_ _8"></span>alcançam todos os <span class="_ _8"></span>líderes <span class="_ _8"></span>da </div><div class="t m24e x3a hb y6b fff fs5 fc2 sc0 ls23 ws2c">Casa, <span class="_ _8"></span>preparando-os para <span class="_ _8"></span>o <span class="_ _8"></span>trat<span class="_ _3"></span>o <span class="_ _8"></span>com <span class="_ _8"></span>a <span class="_ _8"></span>div<span class="_ _4"></span>ersidade <span class="_ _8"></span>e inclusão, como <span class="_ _8"></span>se </div><div class="t m24f x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">demonstra <span class="_ _8"></span>com a <span class="_ _8"></span>sua pre<span class="_ _8"></span>s<span class="_ _8"></span>ença no <span class="_ _8"></span>Programa de <span class="_ _8"></span>Formação <span class="_ _8"></span>Gerencial das </div><div class="t m250 x3a hb y6d fff fs5 fc2 sc0 lsc wse">esferas táticas <span class="_ _8"></span>e <span class="_ _8"></span>operacionais e <span class="_ _8"></span>das <span class="_ _8"></span>campanhas <span class="_ _8"></span>pela inclusão <span class="_ _8"></span>da <span class="_ _8"></span>div<span class="_ _4"></span>ersi<span class="ls0 ws0">-</span></div><div class="t m251 x3a hb y6e fff fs5 fc2 sc0 ls7 ws9">dade <span class="_ _8"></span>e contra <span class="_ _8"></span>o <span class="_ _8"></span>assédio <span class="_ _8"></span>moral <span class="_ _8"></span>e <span class="_ _8"></span>sexual, <span class="_ _8"></span>com orientaçõe<span class="_ _8"></span>s <span class="_ _8"></span>claras para <span class="_ _8"></span>os </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">relacionament<span class="_ _4"></span>os interpessoais.</div><div class="t m2 x19 hb y70 fff fs5 fc2 sc0 ls0 ws0">Demonstra-se assim <span class="_ _4"></span>como<span class="_ _4"></span>, nessa <span class="_ _4"></span>política para <span class="_ _3"></span>a inclusão <span class="_ _4"></span>da <span class="_ _4"></span>diversida-</div><div class="t m252 x3a hb y71 fff fs5 fc2 sc0 lsc wse">de<span class="_ _4"></span>, a <span class="_ _8"></span>GP <span class="_ _8"></span>no SF <span class="_ _8"></span>é <span class="_ _8"></span>vista e <span class="_ _8"></span>tratada <span class="_ _8"></span>como algo mais <span class="_ _8"></span>amplo do <span class="_ _8"></span>que a <span class="_ _8"></span>área <span class="_ _8"></span>de </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">GP (SEGP), <span class="_ _4"></span>embora essa área esteja sempre pres<span class="_ _8"></span>ente e atuante<span class="_ _3"></span>, com suas </div><div class="t m253 x3a hb y73 fff fs5 fc2 sc0 lsf ws11">competências <span class="_ _8"></span>próprias<span class="_ _3"></span>. <span class="_ _8"></span>Ness<span class="_ _8"></span>e <span class="_ _8"></span>sentido, os <span class="_ _8"></span>termos <span class="_ _8"></span>apres<span class="_ _8"></span>entados <span class="_ _8"></span>sobre <span class="_ _8"></span>a </div><div class="t m23f x3a hb y74 fff fs5 fc2 sc0 ls5 ws6">denição <span class="_ _4"></span>de GEP <span class="_ _3"></span>no setor <span class="_ _3"></span>público de <span class="_ _4"></span>Bergue <span class="_ _4"></span>(2020, <span class="_ _4"></span>p<span class="_ _4"></span>. <span class="_ _4"></span>50) estão <span class="_ _4"></span>pres<span class="_ _8"></span>ente<span class="_ _8"></span>s </div><div class="t m254 x3a hb y75 fff fs5 fc2 sc0 ls5 ws6">no <span class="_ _4"></span>SF<span class="_ _6"></span>, corroborando <span class="_ _3"></span>a armação <span class="_ _4"></span>de <span class="_ _4"></span>que<span class="_ _4"></span>, <span class="_ _4"></span>ao <span class="_ _4"></span>menos no <span class="_ _3"></span>contexto <span class="_ _3"></span>da política </div><div class="t m255 x3a hb y76 fff fs5 fc2 sc0 ls8 wsa">de <span class="_ _4"></span>inclusão <span class="_ _4"></span>da <span class="_ _4"></span>diversidade <span class="_ _3"></span>de gênero <span class="_ _3"></span>e raça/cor<span class="_ _5"></span>, a <span class="_ _3"></span>GP no <span class="_ _3"></span>SF é <span class="_ _3"></span>tratada como </div><div class="t m256 x3a hb y77 fff fs5 fc2 sc0 ls22 ws2b">assunt<span class="_ _4"></span>o <span class="_ _4"></span>estraté<span class="_ _8"></span>gico<span class="_ _4"></span>. <span class="_ _4"></span>Dessa f<span class="_ _3"></span>orma, partindo-se da <span class="_ _3"></span>premissa de <span class="_ _3"></span>que a <span class="_ _3"></span>GP que </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">se pretende e<span class="_ _8"></span>stratégica tem as pessoas como v<span class="_ _3"></span>alor maior e <span class="_ _4"></span>dif<span class="_ _4"></span>erencial de </div><div class="t m156 x3a hb y79 fff fs5 fc2 sc0 ls23 ws2c">sucesso, conrma-s<span class="_ _8"></span>e <span class="_ _8"></span>a rele<span class="_ _3"></span>v<span class="_ _4"></span>ância <span class="_ _8"></span>da previsão de <span class="_ _8"></span>uma <span class="_ _8"></span>política de <span class="_ _8"></span>ge<span class="_ _8"></span>stão </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">da diversidade e inclusão, haja vista sua <span class="_ _8"></span>importância na promoção de <span class="_ _8"></span>um </div><div class="t m257 x3a hb y7b fff fs5 fc2 sc0 ls9 wsb">ambiente <span class="_ _4"></span>de <span class="_ _4"></span>trabalho <span class="_ _4"></span>agradável, <span class="_ _3"></span>com respeit<span class="_ _4"></span>o <span class="_ _4"></span>e re<span class="_ _4"></span>conheciment<span class="_ _4"></span>o <span class="_ _4"></span>de <span class="_ _4"></span>t<span class="_ _4"></span>odos<span class="_ _4"></span>.</div><div class="t m258 x19 hb y7c fff fs5 fc2 sc0 ls22 ws2b">Conf<span class="_ _3"></span>orme congurada <span class="_ _3"></span>no SF<span class="_ _6"></span>, essa <span class="_ _4"></span>política <span class="_ _4"></span>de <span class="_ _4"></span>GP <span class="_ _4"></span>poderia <span class="_ _4"></span>ser vista <span class="_ _4"></span>como </div><div class="t m259 x3a hb y7d fff fs5 fc2 sc0 ls4 ws5">parte <span class="_ _8"></span>integrante do <span class="_ _8"></span>conceit<span class="_ _4"></span>o de <span class="_ _8"></span>política <span class="_ _8"></span>de envolviment<span class="_ _3"></span>o, nos <span class="_ _8"></span>termos de </div><div class="t m5 x3a hb y7e fff fs5 fc2 sc0 ls39 ws48">Demo <span class="_ _8"></span>(2010, <span class="_ _8"></span>p<span class="_ _4"></span>. <span class="_ _8"></span>66). <span class="_ _8"></span>Entretant<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _8"></span>na <span class="_ _8"></span>medida <span class="_ _8"></span>em <span class="_ _8"></span>que <span class="_ _8"></span>ela <span class="_ _8"></span>conta <span class="_ _8"></span>também </div><div class="t m25a x3a hb y7f fff fs5 fc2 sc0 ls23 ws2c">com <span class="_ _8"></span>práticas de <span class="_ _8"></span>t<span class="_ _4"></span>odas <span class="_ _8"></span>as outras <span class="_ _8"></span>políticas <span class="_ _8"></span>selecionadas para <span class="_ _8"></span>o <span class="_ _8"></span>estudo <span class="_ _8"></span>da </div><div class="t m215 x3a hb y80 fff fs5 fc2 sc0 ls9 wsb">aut<span class="_ _4"></span>ora <span class="_ _4"></span>(treinament<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento <span class="_ _4"></span>e <span class="_ _4"></span>educação; <span class="_ _4"></span>condições de <span class="_ _4"></span>trabalho; </div><div class="t m25b x3a hb y81 fff fs5 fc2 sc0 ls9 wsb">e <span class="_ _4"></span>recompensas), <span class="_ _4"></span>ou <span class="_ _4"></span>seja, por <span class="_ _3"></span>s<span class="_ _8"></span>er tra<span class="_ _4"></span>nsversal <span class="_ _3"></span>a t<span class="_ _3"></span>odas elas, <span class="_ _3"></span>parece conf<span class="_ _3"></span>ormar </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">uma orientação especíca, com características próprias.</div><div class="t m25c x19 hb y83 fff fs5 fc2 sc0 lse ws10">Enm, <span class="_ _8"></span>ao s<span class="_ _8"></span>e <span class="_ _8"></span>considerar que <span class="_ _8"></span>as <span class="_ _8"></span>ações <span class="_ _8"></span>e <span class="_ _8"></span>práticas <span class="_ _8"></span>de equidade <span class="_ _8"></span>do <span class="_ _8"></span>am<span class="ls0 ws0">-</span></div><div class="t m25d x3a hb y84 fff fs5 fc2 sc0 ls5 ws6">biente <span class="_ _4"></span>organizacional no <span class="_ _3"></span>SF estão, <span class="_ _3"></span>juntamente com <span class="_ _4"></span>as <span class="_ _4"></span>ações e <span class="_ _4"></span>práticas <span class="_ _4"></span>de </div><div class="t m25e x3a hb y85 fff fs5 fc2 sc0 lse ws10">acessibilidade <span class="_ _8"></span>e <span class="_ _8"></span>de <span class="_ _8"></span>sustentabilidade<span class="_ _3"></span>, <span class="_ _8"></span>localizadas dentro <span class="_ _8"></span>da <span class="_ _8"></span>temática de </div><div class="t m25f x3a hb y23 fff fs5 fc2 sc0 ls23 ws2c">“Responsabilidade <span class="_ _8"></span>Social”, <span class="_ _8"></span>constata-se <span class="_ _8"></span>que <span class="_ _8"></span>estão <span class="_ _8"></span>inseridas <span class="_ _8"></span>na <span class="_ _8"></span>busca <span class="_ _8"></span>de </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">51</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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src="data:image/png;base64,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"/><div class="t m260 x3a hb y6a fff fs5 fc2 sc0 ls8 wsa">boas <span class="_ _4"></span>práticas <span class="_ _4"></span>de <span class="_ _4"></span>ética <span class="_ _4"></span>e <span class="_ _4"></span>justiça <span class="_ _4"></span>no <span class="_ _4"></span>relacionament<span class="_ _4"></span>o <span class="_ _4"></span>com <span class="_ _4"></span>seu público <span class="_ _3"></span>interno, </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">mas também com a sociedade<span class="_ _3"></span>, f<span class="_ _4"></span>ortal<span class="_ _4"></span>ecendo a ideia de <span class="_ _4"></span>buscar ser modelo </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">de excel<span class="_ _4"></span>ência em gestão.</div><div class="t m2 x3a h19 y6b ff11 fs1 fc8 sc0 ls0 ws0">CONSIDERA<span class="_ _4"></span>ÇÕES FINAIS</div><div class="t m2 x19 hb y6d fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>ara re<span class="_ _8"></span>sponder à <span class="_ _8"></span>pergunta de <span class="_ _8"></span>como o <span class="_ _8"></span>Programa Pró-Equidade de Gê-</div><div class="t m261 x3a hb y6e fff fs5 fc2 sc0 ls9 wsb">nero <span class="_ _3"></span>e Raça <span class="_ _4"></span>do <span class="_ _4"></span>SF e <span class="_ _3"></span>o Comitê <span class="_ _3"></span>Permanente pela <span class="_ _4"></span>Promoção <span class="_ _3"></span>da Igual<span class="_ _4"></span>dade <span class="_ _4"></span>de </div><div class="t m262 x3a hb y6f fff fs5 fc2 sc0 ls4 ws5">Gênero e <span class="_ _8"></span>Raça <span class="_ _8"></span>atuam para <span class="_ _8"></span>a <span class="_ _8"></span>construção de <span class="_ _8"></span>um <span class="_ _8"></span>ambiente organizacional </div><div class="t m263 x3a hb y70 fff fs5 fc2 sc0 ls23 ws2c">equânime e <span class="_ _8"></span>com <span class="_ _8"></span>respeito pelas <span class="_ _8"></span>pessoas <span class="_ _8"></span>em <span class="_ _8"></span>sua diversidade de <span class="_ _8"></span>gênero <span class="_ _8"></span>e </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">raça/cor<span class="_ _3"></span>, f<span class="_ _4"></span>oi apre<span class="_ _8"></span>sentado o <span class="_ _8"></span>estudo de caso, realizado através de pe<span class="_ _8"></span>squisa </div><div class="t m264 x3a hb y72 fff fs5 fc2 sc0 lsd wsf">documental <span class="_ _4"></span>e <span class="_ _4"></span>entre<span class="_ _4"></span>vistas, <span class="_ _3"></span>sobre a <span class="_ _3"></span>trajetória <span class="_ _3"></span>de implantação <span class="_ _3"></span>de<span class="_ _8"></span>sse<span class="_ _8"></span>s <span class="_ _4"></span>comitês, </div><div class="t mcd x3a hb y73 fff fs5 fc2 sc0 ls5 ws6">aspect<span class="_ _4"></span>os <span class="_ _4"></span>de sua <span class="_ _3"></span>sistemática de <span class="_ _3"></span>atuação e <span class="_ _4"></span>de <span class="_ _4"></span>algumas <span class="_ _3"></span>de suas <span class="_ _4"></span>práticas, <span class="_ _4"></span>em </div><div class="t m265 x3a hb y74 fff fs5 fc2 sc0 lsd wsf">especial aquelas <span class="_ _3"></span>rev<span class="_ _4"></span>eladas <span class="_ _4"></span>nas <span class="_ _3"></span>falas <span class="_ _3"></span>dos entre<span class="_ _3"></span>vistados. <span class="_ _3"></span>Os objetiv<span class="_ _4"></span>os <span class="_ _4"></span>especí<span class="ls0 ws0">-</span></div><div class="t m266 x3a hb y75 fff fs5 fc2 sc0 lsd wsf">cos <span class="_ _4"></span>de <span class="_ _4"></span>analisar <span class="_ _4"></span>se a <span class="_ _3"></span>e<span class="_ _8"></span>strutura <span class="_ _3"></span>e sistemática <span class="_ _3"></span>de atuação <span class="_ _3"></span>de<span class="_ _8"></span>scritas <span class="_ _4"></span>constituem </div><div class="t m25f x3a hb y76 fff fs5 fc2 sc0 ls23 ws2c">uma <span class="_ _8"></span>política de <span class="_ _8"></span>GP <span class="_ _8"></span>no SF <span class="_ _8"></span>e <span class="_ _8"></span>se <span class="_ _8"></span>corroboram a <span class="_ _8"></span>existência <span class="_ _8"></span>de <span class="_ _8"></span>el<span class="_ _3"></span>ementos de </div><div class="t m267 x3a hb y77 fff fs5 fc2 sc0 lsa wsc">uma <span class="_ _4"></span>GEP <span class="_ _4"></span>f<span class="_ _3"></span>oram al<span class="_ _4"></span>cançados <span class="_ _4"></span>com <span class="_ _4"></span>a <span class="_ _4"></span>conrmação <span class="_ _4"></span>dessas proposições <span class="_ _4"></span>teóricas </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">(YIN, 2015, p<span class="_ _4"></span>. 39).</div><div class="t m2 x19 hb y79 fff fs5 fc2 sc0 ls0 ws0">Esse <span class="_ _8"></span>estudo <span class="_ _8"></span>não pretendeu <span class="_ _8"></span>apres<span class="_ _8"></span>entar uma <span class="_ _8"></span>análise exaustiva de <span class="_ _8"></span>t<span class="_ _3"></span>oda </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">a literatura sobre o tema ou <span class="_ _4"></span>sobre a experiência do SF na implantação <span class="_ _4"></span>de </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">sua estrutura e <span class="_ _4"></span>sistemática de <span class="_ _3"></span>ge<span class="_ _8"></span>stão da <span class="_ _4"></span>div<span class="_ _4"></span>ersidade e <span class="_ _4"></span>inclusão de <span class="_ _3"></span>gênero </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">e raça/cor<span class="_ _5"></span>. Entretant<span class="_ _3"></span>o, <span class="_ _4"></span>o relat<span class="_ _3"></span>o do pont<span class="_ _3"></span>o de <span class="_ _4"></span>vista dos <span class="_ _3"></span>prossionais da área </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">de GP e <span class="_ _8"></span>a opção por s<span class="_ _8"></span>eguir a trajetória de alguns pont<span class="_ _4"></span>os de de<span class="_ _8"></span>staque nas </div><div class="t m268 x3a hb y7e fff fs5 fc2 sc0 ls22 ws2b">entre<span class="_ _4"></span>vistas <span class="_ _4"></span>pretenderam <span class="_ _4"></span>trazer <span class="_ _4"></span>maior pr<span class="_ _4"></span>oximidade <span class="_ _4"></span>aos <span class="_ _4"></span>detalhes que <span class="_ _3"></span>envol<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m269 x3a hb y7f fff fs5 fc2 sc0 ls8 wsa">vem <span class="_ _3"></span>e<span class="_ _8"></span>ssa <span class="_ _3"></span>atuação. <span class="_ _4"></span>Dessa f<span class="_ _3"></span>orma, este <span class="_ _4"></span>estudo contribui <span class="_ _3"></span>com o <span class="_ _3"></span>conhecimento </div><div class="t m197 x3a hb y80 fff fs5 fc2 sc0 lsf ws11">sobre <span class="_ _8"></span>a experiência <span class="_ _8"></span>de <span class="_ _8"></span>implantação <span class="_ _8"></span>de <span class="_ _8"></span>ações <span class="_ _8"></span>e <span class="_ _8"></span>práticas bem-sucedidas </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">sobre a temática, ref<span class="_ _3"></span>orçando a importância dess<span class="_ _8"></span>e tema para <span class="_ _4"></span>a GP do SF e </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">sua rel<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _3"></span>ância social.</div><div class="t m26a x19 hb y83 fff fs5 fc2 sc0 ls22 ws2b">As <span class="_ _4"></span>decisões met<span class="_ _3"></span>odológicas <span class="_ _4"></span>sobre <span class="_ _4"></span>a <span class="_ _4"></span>pesquisa de <span class="_ _3"></span>campo e <span class="_ _4"></span>as <span class="_ _4"></span>conclusões, </div><div class="t m26b x3a hb y84 fff fs5 fc2 sc0 lse ws10">por <span class="_ _8"></span>terem sido <span class="_ _8"></span>empreendidas <span class="_ _8"></span>por <span class="_ _8"></span>uma pe<span class="_ _8"></span>ssoa <span class="_ _8"></span>do quadro <span class="_ _8"></span>de <span class="_ _8"></span>pessoal <span class="_ _8"></span>do </div><div class="t mc3 x3a hb y85 fff fs5 fc2 sc0 ls10 ws12">SF<span class="_ _6"></span>, <span class="_ _8"></span>apre<span class="_ _8"></span>sentam <span class="_ _8"></span>limitações <span class="_ _8"></span>advindas <span class="_ _8"></span>da <span class="_ _8"></span>proximidade<span class="_ _3"></span>, <span class="_ _8"></span>a <span class="_ _8"></span>qual oportuniza </div><div class="t m26c x3a hb y23 fff fs5 fc2 sc0 lsd wsf">maior <span class="_ _4"></span>conheciment<span class="_ _4"></span>o <span class="_ _4"></span>do <span class="_ _3"></span>contexto<span class="_ _4"></span>, <span class="_ _3"></span>mas também <span class="_ _3"></span>denota maior <span class="_ _3"></span>subjetividade. </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">52</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf36" class="pf wa h0" data-page-no="36"><div class="pc pc36 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m26d x3a hb y6a fff fs5 fc2 sc0 ls7 ws9">Al<span class="_ _4"></span>ém <span class="_ _8"></span>disso<span class="_ _3"></span>, <span class="_ _8"></span>a <span class="_ _8"></span>própria característica <span class="_ _8"></span>de <span class="_ _8"></span>estudo <span class="_ _8"></span>de <span class="_ _8"></span>caso <span class="_ _8"></span>(qualitativo), que </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">se <span class="_ _8"></span>debruça sobre o <span class="_ _8"></span>estudo em <span class="_ _8"></span>profundidade de um fenômeno social, não </div><div class="t m1ed x3a hb y87 fff fs5 fc2 sc0 lsc wse">permite que <span class="_ _8"></span>suas <span class="_ _8"></span>conclusões <span class="_ _8"></span>sejam <span class="_ _8"></span>generalizadas para <span class="_ _8"></span>outros contextos </div><div class="t m26e x3a hb y88 fff fs5 fc2 sc0 lse ws10">organizacionais<span class="_ _4"></span>. <span class="_ _8"></span>Entende-se <span class="_ _8"></span>que <span class="_ _8"></span>ess<span class="_ _8"></span>e e<span class="_ _8"></span>studo <span class="_ _8"></span>pode <span class="_ _8"></span>ser <span class="_ _8"></span>compl<span class="_ _4"></span>ementado </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">por estudos quantitativ<span class="_ _4"></span>os, em <span class="_ _4"></span>especial sobre percepção <span class="_ _3"></span>dos s<span class="_ _8"></span>ervidores da </div><div class="t m1c5 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">Casa sobre <span class="_ _8"></span>a <span class="_ _8"></span>política de <span class="_ _8"></span>inclusão <span class="_ _8"></span>da diversidade <span class="_ _8"></span>de gênero <span class="_ _8"></span>e raça/cor<span class="_ _3"></span>, <span class="_ _8"></span>ou </div><div class="t m26f x3a hb y6c fff fs5 fc2 sc0 ls7 ws9">qualitativos que <span class="_ _8"></span>abarquem <span class="_ _8"></span>entre<span class="_ _4"></span>vistas <span class="_ _8"></span>com pe<span class="_ _8"></span>ssoas <span class="_ _8"></span>de outras <span class="_ _8"></span>unidade<span class="_ _8"></span>s </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">administrativ<span class="_ _4"></span>as internas e a observação própria do mét<span class="_ _3"></span>odo etnográco.</div><div class="t m2 x3a h19 y70 ff11 fs1 fc8 sc0 ls0 ws0">REFERÊNCIA<span class="_ _3"></span>S BIBLIOGRÁFICA<span class="_ _4"></span>S</div><div class="t m270 x3a hb y72 fff fs5 fc2 sc0 lsf ws11">ALBERNAZ, <span class="_ _8"></span>A. <span class="ff1f ws31">Diversidade<span class="_ _3"></span>, inclusão e ge<span class="_ _8"></span>stão estraté<span class="_ _8"></span>gica de pessoas: <span class="ff10 ls0 ws0">o </span></span></div><div class="t m271 x3a hb y73 fff fs5 fc2 sc0 ls5 ws6">caso <span class="_ _4"></span>do Senado <span class="_ _3"></span>Federal. Monograa <span class="_ _3"></span>(MBA em <span class="_ _3"></span>Ge<span class="_ _8"></span>stão <span class="_ _4"></span>de <span class="_ _4"></span>Pessoas no <span class="_ _4"></span>Set<span class="_ _4"></span>or </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">Público). Programa <span class="_ _3"></span>de Pós-Graduação <span class="_ _3"></span>em Administração<span class="_ _3"></span>. Universidade <span class="_ _3"></span>de </div><div class="t m272 x3a hb y75 fff fs5 fc2 sc0 ls23 ws2c">Brasília, <span class="_ _8"></span>2021. Disponível em: <span class="_ _8"></span><span class="ff1f">https://bdm.unb<span class="_ _4"></span>.br/handl<span class="_ _4"></span>e/10483/28630.<span class="ff10 ls0 ws0"> </span></span></div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>cesso em: 27 nov<span class="_ _3"></span>. 2021.</div><div class="t m5 x3a hb y78 fff fs5 fc2 sc0 ls39 ws48">ADIGUZEL, <span class="_ _8"></span>Z.; <span class="_ _8"></span>CAKIR, <span class="_ _8"></span>F<span class="_ _6"></span>. <span class="_ _8"></span>Papel <span class="_ _8"></span>da <span class="_ _8"></span>gestão <span class="_ _8"></span>da <span class="_ _8"></span>diversidade <span class="_ _8"></span>e <span class="_ _8"></span>da <span class="_ _8"></span>liderança </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">carismática em ino<span class="_ _4"></span>v<span class="_ _4"></span>ação e desempenho na era gl<span class="_ _3"></span>obalizada. <span class="ff1f">International </span></div><div class="t m2 x3a hb y7a ff1f fs5 fc2 sc0 ls0 ws0">Journal of Innov<span class="_ _3"></span>ation<span class="fff"> – IJI, São Paul<span class="_ _3"></span>o, 8(3), p<span class="_ _3"></span>. 489-515, 2020.</span></div><div class="t mc8 x3a hb y7c fff fs5 fc2 sc0 lsd wsf">AMARAL, <span class="_ _4"></span>L. <span class="_ _4"></span>A <span class="_ _4"></span>e<span class="_ _4"></span>volução <span class="_ _3"></span>dos princípios <span class="_ _3"></span>da isonomia <span class="_ _3"></span>e igual<span class="_ _3"></span>dade na <span class="_ _3"></span>legislação </div><div class="t m273 x3a hb y7d fff fs5 fc2 sc0 lsa wsc">brasil<span class="_ _4"></span>eira. <span class="_ _3"></span>2016. <span class="ff1f ws5f">Site Jusbrasil</span>. <span class="_ _3"></span>Disponível <span class="_ _3"></span>em: <span class="ff16">https://luizaamaral.jusbrasil.</span></div><div class="t m274 x3a h17 y7e ff16 fs5 fc2 sc0 lsf ws11">com.br/artigos/252308951/a-e<span class="_ _4"></span>volucao-dos-principios-da-isonomia-e<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7f ff16 fs5 fc2 sc0 ls0 ws0">-igualdade-na-l<span class="_ _3"></span>egislacao-brasileira<span class="ff1f">.<span class="fff"> A<span class="_ _3"></span>ce<span class="_ _8"></span>sso em: 11 abr<span class="_ _5"></span>. 2021.</span></span></div><div class="t m275 x3a hb y81 fff fs5 fc2 sc0 lsa wsc">BARRETO, <span class="_ _3"></span>L.; SIL<span class="_ _6"></span>V<span class="_ _3"></span>A, M.; <span class="_ _3"></span>FISCHER, A.; <span class="_ _3"></span>ALBUQUERQUE, L.; <span class="_ _3"></span>AMORIM, W<span class="_ _6"></span>. T<span class="_ _5"></span>emas </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">emergentes <span class="_ _8"></span>em ge<span class="_ _8"></span>stão de <span class="_ _8"></span>pessoas: <span class="_ _8"></span>uma anális<span class="_ _8"></span>e da <span class="_ _8"></span>produção acadêmica. </div><div class="t m2 x3a hb y83 ff1f fs5 fc2 sc0 ls0 ws10">Re<span class="_ _4"></span>vista de A<span class="_ _4"></span>dministração da Universidade Federal <span class="_ _4"></span>de Santa Maria<span class="fff ws0">, v<span class="_ _3"></span>. 4, n. </span></div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">2, art. 2, p<span class="_ _4"></span>. 215-232, 2011.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">53</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m276 x3a hb y6a fff fs5 fc2 sc0 lse ws10">BERGUE, <span class="_ _8"></span>S. <span class="ff1f ws31">Ge<span class="_ _8"></span>stão estraté<span class="_ _8"></span>gica de pessoas no s<span class="_ _8"></span>et<span class="_ _4"></span>or público<span class="fff ws10">. <span class="_ _8"></span>2. ed. <span class="_ _8"></span>Belo<span class="_ _4"></span> </span></span></div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">Horizonte: Fórum, 2020.</div><div class="t m277 x3a hb y88 fff fs5 fc2 sc0 ls9 wsb">BRA<span class="_ _3"></span>SIL, Constituição <span class="_ _3"></span>(1988). <span class="ff1f ws2f">Constituição da Repúblic<span class="_ _4"></span>a Federativ<span class="_ _4"></span>a do Bra<span class="ls0 ws0">-</span></span></div><div class="t m2 x3a hb y89 ff1f fs5 fc2 sc0 ls0 ws0">sil,<span class="fff"> de <span class="_ _8"></span>5 de <span class="_ _8"></span>outubro de <span class="_ _8"></span>1988. Disponível em: <span class="_ _8"></span><span class="ff16">http://www.planalt<span class="_ _3"></span>o.<span class="_ _3"></span>gov<span class="_ _3"></span>.br/</span></span></div><div class="t m2 x3a hb y6b ff16 fs5 fc2 sc0 ls0 ws0">ccivil_03/constituicao/constituicao<span class="_ _4"></span>.htm<span class="fff">. A<span class="_ _4"></span>cesso em: 11 abr<span class="_ _3"></span>. 2021.</span></div><div class="t m2 x3a h14 y6d fff fs5 fc2 sc0 ls0 ws0">BRA<span class="_ _3"></span>SIL. <span class="ff1f ws5">Lei n</span><span class="ff12">º <span class="ff1f">14.233</span></span>, de 1º de abril de 2021. Disponív<span class="_ _4"></span>el em: <span class="ff16">http://www.</span></div><div class="t m278 x3a hb y6e ff16 fs5 fc2 sc0 ls23 ws2c">planalt<span class="_ _4"></span>o<span class="_ _4"></span>.<span class="_ _4"></span>gov<span class="_ _5"></span>.br/ccivil_03/_ato2019-2022/2021/l<span class="_ _3"></span>ei/L14133.htm<span class="ff1f ls0 ws0">.<span class="_ _8"></span></span><span class="fff"> Acesso </span></div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">em: 27 maio 2021.</div><div class="t m279 x3a hb y71 fff fs5 fc2 sc0 ls9 wsb">BRA<span class="_ _3"></span>SIL, Congresso Nacional, <span class="_ _3"></span>Senado Federal. <span class="ff1f ws7">At<span class="_ _3"></span>o da Comissão Diretora nº </span></div><div class="t m27a x3a hb y72 ff1f fs5 fc2 sc0 lsc ws31">7, de 2014<span class="fff wse">. <span class="_ _8"></span>Disponív<span class="_ _4"></span>el em:<span class="ff16 ws31"> https://www12.s<span class="_ _8"></span>enado<span class="_ _4"></span>.l<span class="_ _4"></span>eg.br/transparencia/</span></span></div><div class="t m27b x3a h17 y73 ff16 fs5 fc2 sc0 lsc wse">l<span class="_ _4"></span>eg/pdf/normas/at<span class="_ _4"></span>o-da-comissao-diret<span class="_ _4"></span>ora-no-7-de-2014/#:~:text=1%<span class="ls0 ws0">-</span></div><div class="t m1a2 x3a h17 y74 ff16 fs5 fc2 sc0 ls9 wsb">C2%BA%20Es<span class="_ _4"></span>te%20At<span class="_ _4"></span>o%20obriga%20a,cargos%20ef<span class="_ _3"></span>etivos%20do%20</div><div class="t m2 x3a hb y75 ff16 fs5 fc2 sc0 ls0 ws0">Senado%20Federal<span class="fff">. A<span class="_ _4"></span>cesso em: 13 jun.2021.</span></div><div class="t m27c x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">______________________________________ <span class="_ _8"></span><span class="ff1f ws30">At<span class="_ _3"></span>o da Comissão Diretora nº 5, de 2015<span class="fff ws0">. Dis<span class="_ _8"></span>-</span></span></div><div class="t m27d x3a hb y78 fff fs5 fc2 sc0 ls23 ws2c">ponível em: <span class="_ _8"></span><span class="ff16">https://intranet.senado.l<span class="_ _3"></span>eg.br/administracao/governanca/</span></div><div class="t m27e x3a h17 y79 ff16 fs5 fc2 sc0 ls8 wsa">diretrizes-e<span class="_ _8"></span>strategicas-bienio-2017-2018/at<span class="_ _3"></span>o-da-comissao-diretora-5-de<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7a ff16 fs5 fc2 sc0 ls0 ws0">-2015-identidade-estrategica-organizacional<span class="fff">. Acesso em: 12 abr<span class="_ _3"></span>.2021.</span></div><div class="t m27f x3a hb y7c fff fs5 fc2 sc0 ls8 wsa">______________________________________ <span class="ff1f ws7">At<span class="_ _3"></span>o da Comissão Diretora nº 3, de 2016<span class="fff wsa">. <span class="_ _3"></span>Dispo<span class="_ _8"></span><span class="ls0 ws0">-</span></span></span></div><div class="t m280 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">nível <span class="_ _3"></span>em: https://adm.senado.l<span class="_ _3"></span>eg.br/<span class="ff16">normas</span>/ui/pub/normaConsultada?4. </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>cesso em 15 jun. 2021.</div><div class="t m27c x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">______________________________________ <span class="_ _8"></span><span class="ff1f ws30">At<span class="_ _3"></span>o da Comissão Diretora nº 3, de 2019<span class="fff ws0">. Dis<span class="_ _8"></span>-</span></span></div><div class="t m281 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">ponível em: <span class="_ _8"></span><span class="ff16">https://adm.senado.<span class="_ _3"></span>gov<span class="_ _3"></span>.br/normas/ui/pub/normaConsulta-</span></div><div class="t m2 x3a hb y82 ff16 fs5 fc2 sc0 ls0 ws0">da?6&amp;idNorma=14179371<span class="fff">. A<span class="_ _4"></span>cesso em: 7 dez. 2021.</span></div><div class="t m282 x3a h26 y84 ff11 fs5 fc2 sc0 lsc wse">_______________________________________ <span class="ff1f ws31">Ato da Diret<span class="_ _3"></span>oria-Geral nº 7.227, de 2011<span class="fff ls0 ws0">. </span></span></div><div class="t m21c x3a hb y85 fff fs5 fc2 sc0 ls9 wsb">Cria <span class="_ _4"></span>o <span class="_ _4"></span>Comitê Gest<span class="_ _4"></span>or <span class="_ _4"></span>Pró-Equidade <span class="_ _3"></span>de Gênero <span class="_ _3"></span>e Raça <span class="_ _3"></span>no âmbit<span class="_ _4"></span>o <span class="_ _4"></span>do <span class="_ _4"></span>Senado </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">54</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m283 x3a hb y6a fff fs5 fc2 sc0 ls22 ws2b">Federal. <span class="_ _4"></span>Disponível <span class="_ _3"></span>em: <span class="ff1f">https://adm.senado.l<span class="_ _3"></span>eg.br/normas/ui/pub/norma<span class="ls0 ws0">-</span></span></div><div class="t m2 x3a hb y86 ff1f fs5 fc2 sc0 ls0 ws0">Consultada?2&amp;idNorma=202825. <span class="fff">A<span class="_ _4"></span>cesso em: 11 abr<span class="_ _3"></span>. 2021.</span></div><div class="t m284 x3a hb y88 fff fs5 fc2 sc0 lsd wsf">______________________________________ <span class="_ _4"></span><span class="ff1f ws2f">At<span class="_ _4"></span>o do Primeiro Secretário nº 8<span class="fff wsf">, <span class="_ _3"></span>de 2018. <span class="_ _3"></span>Dispo<span class="ls0 ws0">-</span></span></span></div><div class="t m285 x3a hb y89 fff fs5 fc2 sc0 ls5 ws6">nível <span class="_ _3"></span>em:<span class="ff1f ws2f"> https://adm.s<span class="_ _8"></span>enado<span class="_ _4"></span>.l<span class="_ _4"></span>eg.br/normas/ui/pub/normaConsultada?5.<span class="ff10 ls0 ws0"> </span></span></div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>cesso em: 15 jun. 2021.</div><div class="t m286 x3a hb y6d fff fs5 fc2 sc0 lsc wse">______________________________________ <span class="ff1f ws30">Re<span class="_ _8"></span>solução nº 9, de 2013</span>. <span class="_ _8"></span>Disponív<span class="_ _4"></span>el <span class="_ _8"></span>em: <span class="ff1f">ht<span class="ls0 ws0">-</span></span></div><div class="t m77 x3a hb y6e ff20 fs5 fc2 sc0 ls24 ws2d">tps://www12.senado.l<span class="_ _3"></span>eg.br/institucional/procuradoria/documentos-ociais/</div><div class="t m2 x3a hb y6f ff1f fs5 fc2 sc0 ls0 ws0">resolucao-que-cria-a-procuradoria<span class="fff">. Acesso em: 13 jun. 2021.</span></div><div class="t m287 x3a hb y71 fff fs5 fc2 sc0 ls23 ws2c">_______________________________________ <span class="ff1f ws30">Relatório de Gestão 2019</span>. <span class="_ _8"></span>Brasília: <span class="_ _8"></span>Senado </div><div class="t m288 x3a hb y72 fff fs5 fc2 sc0 ls4 ws5">Federal, <span class="_ _8"></span>2020. 126 <span class="_ _8"></span>p<span class="_ _4"></span>. Disponível <span class="_ _8"></span>em: <span class="ff1f">https://www12.s<span class="_ _8"></span>enado<span class="_ _3"></span>.leg.br/trans<span class="ls0 ws0">-</span></span></div><div class="t m289 x3a hb y73 ff1f fs5 fc2 sc0 ls8 wsa">parencia/gestgov/pdf-t<span class="_ _4"></span>omada-de-contas/Relat<span class="_ _3"></span>orio%20de%20Ge<span class="_ _8"></span>stao%20</div><div class="t m2 x3a hb y74 ff1f fs5 fc2 sc0 ls0 ws0">-%20T<span class="_ _3"></span>CU%202019.pdf<span class="_ _3"></span>.<span class="fff"> Acesso em: 13 jun. 2021.</span></div><div class="t m28a x3a hb y76 fff fs5 fc2 sc0 lse ws10">______________________________________ <span class="ff1f ws31">Relatório de Gestão 2020</span>. <span class="_ _8"></span>Brasília: <span class="_ _8"></span>Senado </div><div class="t m28b x3a hb y77 fff fs5 fc2 sc0 ls22 ws2b">Federal, <span class="_ _4"></span>2021. <span class="_ _4"></span>Disponível <span class="_ _3"></span>em:<span class="ff16 ls0 ws0"> <span class="_ _4"></span><span class="ff1f ls22 ws2b">https://www12.senado.l<span class="_ _3"></span>eg.br/transparencia/</span></span></div><div class="t m28c x3a hb y78 ff1f fs5 fc2 sc0 ls9 wsb">gestgov/pdf-tomada-de-contas/Relat<span class="_ _3"></span>orio%20de%20Ge<span class="_ _8"></span>stao%20T<span class="_ _3"></span>CU%20</div><div class="t m2 x3a hb y79 ff1f fs5 fc2 sc0 ls0 ws0">2020.pdf<span class="_ _3"></span>.<span class="fff"> A<span class="_ _4"></span>cesso em 13 abr<span class="_ _3"></span>. 2021.</span></div><div class="t m28d x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">______________________________________ Diret<span class="_ _3"></span>oria-Geral. <span class="ff1f ws2f">Plano de equidade de gêner<span class="_ _4"></span>o </span></div><div class="t mb3 x3a hb y7c ff1f fs5 fc2 sc0 ls8 ws2f">e raça: PEGR: 2019-2021 <span class="fff wsa">Brasília: <span class="_ _4"></span>Senado <span class="_ _4"></span>Federal, <span class="_ _4"></span>Secretaria <span class="_ _4"></span>de <span class="_ _4"></span>Edit<span class="_ _4"></span>oração </span></div><div class="t m28e x3a hb y7d fff fs5 fc2 sc0 ls23 ws2c">e <span class="_ _8"></span>Publicações, <span class="_ _8"></span>2019. <span class="_ _8"></span>28 p. Disponível em: <span class="_ _7"></span><span class="ff1f">https://www12.senado.l<span class="_ _3"></span>eg.br/</span></div><div class="t m28f x3a hb y7e ff1f fs5 fc2 sc0 ls23 ws2c">institucional/responsabilidade-social/equidade/page<span class="_ _8"></span>s/pdfs/plano-de-e<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7f ff1f fs5 fc2 sc0 ls0 ws0">quidade-de-genero-e-raca-do-senado-federal.<span class="fff"> A<span class="_ _3"></span>ce<span class="_ _8"></span>sso em: 14 jun. 2021.</span></div><div class="t m290 x3a hb y81 fff fs5 fc2 sc0 ls9 wsb">___________________________________________________ <span class="_ _3"></span><span class="ff1f ws2f">Plano de equidade de gênero e raça: </span></div><div class="t m291 x3a h14 y82 ff1f fs5 fc2 sc0 lsc wse">2021-2023<span class="ff12">. <span class="fff">Brasília: <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal, <span class="_ _8"></span>2021. 32 <span class="_ _8"></span>p<span class="_ _4"></span>. <span class="_ _8"></span>Disponív<span class="_ _4"></span>el em: <span class="_ _8"></span><span class="ff1f">https://</span></span></span></div><div class="t m292 x3a hb y83 ff1f fs5 fc2 sc0 ls5 ws6">www12.senado.l<span class="_ _3"></span>eg.br/institucional/responsabilidade-social/equidade/pa<span class="ls0 ws0">-</span></div><div class="t m293 x3a hb y84 ff1f fs5 fc2 sc0 ls9 wsb">ges/pdfs/plano-de-equidade-de-genero-e-raca-2021-2023.<span class="fff"> A<span class="_ _3"></span>ce<span class="_ _8"></span>sso <span class="_ _4"></span>em: <span class="_ _4"></span>30 </span></div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">nov<span class="_ _5"></span>. 2021.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">55</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf39" class="pf wa h0" data-page-no="39"><div class="pc pc39 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m12 x3a hb y6a fff fs5 fc2 sc0 ls5 ws6">___________________________________________________ <span class="_ _3"></span><span class="ff1f ws2f">Portaria da Diret<span class="_ _3"></span>oria-Geral nº 2.511, </span></div><div class="t m294 x3a hb y86 ff1f fs5 fc2 sc0 ls8 ws2f">de 2015<span class="fff wsa">. <span class="_ _4"></span>Disponível <span class="_ _3"></span>em:<span class="ff1f ws2f"> https://adm.s<span class="_ _8"></span>enado<span class="_ _3"></span>.leg.br/normas/ui/pub/norma<span class="ls0 ws0">-</span></span></span></div><div class="t m2 x3a hb y87 ff1f fs5 fc2 sc0 ls0 ws0">Consultada?1.<span class="fff"> A<span class="_ _4"></span>cesso em: 27 nov<span class="_ _3"></span>. 2021.</span></div><div class="t m12 x3a hb y89 fff fs5 fc2 sc0 ls5 ws6">___________________________________________________ <span class="_ _3"></span><span class="ff1f ws2f">Portaria da Diret<span class="_ _3"></span>oria-Geral nº 8.601, </span></div><div class="t m294 x3a hb y6b ff1f fs5 fc2 sc0 ls8 ws2f">de 2019<span class="fff wsa">. <span class="_ _4"></span>Disponível <span class="_ _3"></span>em: <span class="ff1f">https://adm.senado<span class="_ _4"></span>.l<span class="_ _4"></span>eg.br/normas/ui/pub/norma<span class="ls0 ws0">-</span></span></span></div><div class="t m2 x3a hb y6c ff1f fs5 fc2 sc0 ls0 ws0">Consultada?2. <span class="fff">A<span class="_ _4"></span>cesso em: 30 nov<span class="_ _3"></span>. 2021.</span></div><div class="t m16 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">___________________________________________________ <span class="_ _8"></span><span class="ff1f ws30">Relat<span class="_ _4"></span>ório P<span class="_ _4"></span>arcial do Plano de equi<span class="ws0">-</span></span></div><div class="t m2 x3a hb y6f ff1f fs5 fc2 sc0 ls0 ws6">dade de gênero e raça: 2019-2020<span class="fff ws0">. Brasília, 2020. Disponív<span class="_ _4"></span>el em: <span class="ff1f">https://</span></span></div><div class="t m292 x3a hb y70 ff1f fs5 fc2 sc0 ls5 ws6">www12.senado.l<span class="_ _3"></span>eg.br/institucional/responsabilidade-social/equidade/pa<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y71 ff1f fs5 fc2 sc0 ls0 ws0">ges/pdfs/relatorio-parcial-1-ano-pegr<span class="_ _5"></span>. <span class="fff">Acesso em: 14 jun. 2021.</span></div><div class="t m295 x3a hb y73 fff fs5 fc2 sc0 ls10 ws12">________________________________________________<span class="_ _4"></span>____<span class="ff1f ws31">Re<span class="_ _4"></span>vista Dger<span class="_ _5"></span>.com.<span class="fff ws12"> <span class="_ _8"></span>Brasília, <span class="_ _8"></span>2021. </span></span></div><div class="t m296 x3a hb y74 fff fs5 fc2 sc0 ls5 ws6">Disponível <span class="_ _3"></span>em:<span class="ff1f ws2f"> https://intranet.s<span class="_ _8"></span>enado<span class="_ _4"></span>.l<span class="_ _4"></span>eg.br/administracao/gov<span class="_ _3"></span>ernanca/</span></div><div class="t m297 x3a hb y75 ff1f fs5 fc2 sc0 ls4 ws5">cartas-de-gestao-da-diretoria-geral/cartas-de-gestao-da-diretoria-geral.<span class="_ _3"></span><span class="ff10 ls0 ws0"> </span></div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>cesso em: 26 maio 2021.</div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">____________________________________________________ Programa Pr<span class="_ _4"></span>ó-Equidade de Gênero </div><div class="t m298 x3a hb y79 fff fs5 fc2 sc0 ls9 wsb">e <span class="_ _4"></span>Raça <span class="_ _4"></span>do Senado <span class="_ _3"></span>Federal. <span class="ff1f ws2f">Equidade de Gêner<span class="_ _4"></span>o e Raça no Senado Federal. </span></div><div class="t m299 x3a hb y7a ff1f fs5 fc2 sc0 ls5 ws2f">Linha do T<span class="_ _5"></span>empo<span class="fff ws6">. S/d. <span class="_ _3"></span>Disponível <span class="_ _4"></span>em:<span class="ff1f ws2f"> https://www12.senado.l<span class="_ _3"></span>eg.br/institu<span class="ls0 ws0">-</span></span></span></div><div class="t m15f x3a hb y7b ff1f fs5 fc2 sc0 ls9 wsb">cional/responsabilidade-social/equidade/page<span class="_ _8"></span>s/pdfs/EquidadedeGneroe<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7c ff1f fs5 fc2 sc0 ls0 ws0">RaaLinhado<span class="_ _3"></span>T<span class="_ _5"></span>empo.pdf<span class="_ _5"></span>.<span class="fff"> Acesso em: 13 jun. 2021.</span></div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">____________________________________________________ Programa Pr<span class="_ _4"></span>ó-Equidade de Gênero </div><div class="t m25a x3a hb y7f fff fs5 fc2 sc0 ls23 ws2c">e <span class="_ _8"></span>Raça do <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal (s/d). <span class="_ _8"></span><span class="ff1f ws31">Indicadore<span class="_ _8"></span>s de Gênero e Raça da Força<span class="_ _4"></span> </span></div><div class="t m29a x3a hb y80 ff1f fs5 fc2 sc0 ls5 ws2f">de Trabalho do Senado Federal. 2014<span class="fff ws6">. <span class="_ _4"></span>S/d. Disponív<span class="_ _3"></span>el em: <span class="_ _3"></span><span class="ff1f">https://www12.</span></span></div><div class="t m29b x3a hb y81 ff1f fs5 fc2 sc0 ls8 wsa">senado.l<span class="_ _3"></span>eg.br/institucional/re<span class="_ _8"></span>sponsabilidade-social/equidade/pages/pdfs/</div><div class="t m2 x3a hb y82 ff1f fs5 fc2 sc0 ls0 ws0">indicadores-2014.<span class="fff"> Acesso em: 13 jun. 2021.</span></div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">____________________________________________________ Programa Pr<span class="_ _4"></span>ó-Equidade de Gênero </div><div class="t m25a x3a hb y85 fff fs5 fc2 sc0 ls23 ws2c">e <span class="_ _8"></span>Raça do <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal (s/d). <span class="_ _8"></span><span class="ff1f ws31">Indicadore<span class="_ _8"></span>s de Gênero e Raça da Força<span class="_ _4"></span> </span></div><div class="t m29a x3a hb y23 ff1f fs5 fc2 sc0 ls5 ws2f">de Trabalho do Senado Federal. 2016<span class="fff ws6">. <span class="_ _4"></span>S/d. Disponív<span class="_ _3"></span>el em: <span class="_ _3"></span><span class="ff1f">https://www12.</span></span></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">56</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m29b x3a hb y6a ff1f fs5 fc2 sc0 ls8 wsa">senado.l<span class="_ _3"></span>eg.br/institucional/re<span class="_ _8"></span>sponsabilidade-social/equidade/pages/pdfs/</div><div class="t m2 x3a hb y86 ff1f fs5 fc2 sc0 ls0 ws0">indicadores-2016.<span class="fff"> Acesso em: 13 jun. 2021.</span></div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">____________________________________________________ Programa Pr<span class="_ _4"></span>ó-Equidade de Gênero </div><div class="t m5 x3a hb y89 fff fs5 fc2 sc0 ls3d ws4e">e <span class="_ _8"></span>Raça <span class="_ _8"></span>do <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal.<span class="ff1f ws61"> Indicadore<span class="_ _8"></span>s de Gênero e Raça da Força de </span></div><div class="t m25c x3a hb y6b ff1f fs5 fc2 sc0 lse ws31">Trabalho do Senado Federal. 2018.<span class="fff ws10"> S/d. <span class="_ _8"></span>Disponível em:</span> https://www12.</div><div class="t m29b x3a hb y6c ff1f fs5 fc2 sc0 ls8 wsa">senado.l<span class="_ _3"></span>eg.br/institucional/re<span class="_ _8"></span>sponsabilidade-social/equidade/pages/pdfs/</div><div class="t m2 x3a hb y6d ff1f fs5 fc2 sc0 ls0 ws0">indicadores-2018.<span class="fff"> Acesso em: 13 jun. 2021.</span></div><div class="t m29c x3a hb y6f fff fs5 fc2 sc0 ls5 ws6">DEMO, <span class="_ _4"></span>G. P<span class="_ _3"></span>olíticas de <span class="_ _3"></span>ge<span class="_ _8"></span>stão de <span class="_ _3"></span>pe<span class="_ _8"></span>ssoas, <span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>ores pessoais e <span class="_ _3"></span>justiça organi<span class="ls0 ws0">-</span></div><div class="t m2 x3a h14 y70 fff fs5 fc2 sc0 ls0 ws0">zacional.<span class="ff1f">Re<span class="_ _4"></span>vista de A<span class="_ _4"></span>dministração Mackenzie<span class="fff">, 2010. 11(5), 55-81<span class="ff12">.</span></span></span></div><div class="t m29d x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">DEMO, <span class="_ _4"></span>G.; <span class="_ _4"></span>FOGA<span class="_ _4"></span>ÇA, <span class="_ _4"></span>N.; <span class="_ _4"></span>COST<span class="_ _3"></span>A, A. <span class="_ _3"></span>Políticas <span class="_ _3"></span>e práticas <span class="_ _3"></span>de gestão de <span class="_ _3"></span>pe<span class="_ _8"></span>ssoas </div><div class="t m29e x3a hb y73 fff fs5 fc2 sc0 ls8 wsa">nas <span class="_ _4"></span>organizações: cenário <span class="_ _3"></span>da produção <span class="_ _3"></span>nacional de <span class="_ _3"></span>primeira linha <span class="_ _3"></span>e agenda </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">de pesquisa. <span class="ff1f">Cad. EBAPE.BR</span>, v<span class="_ _3"></span>. 16, n. 2, Rio de Janeiro<span class="_ _3"></span>, 2018.</div><div class="t m29f x3a hb y76 fff fs5 fc2 sc0 ls9 wsb">FRAGA, <span class="_ _4"></span>A.; <span class="_ _4"></span>COL<span class="_ _3"></span>OMB<span class="_ _4"></span>Y<span class="_ _6"></span>, R.; <span class="_ _4"></span>GEMELLI, <span class="_ _4"></span>C.; <span class="_ _4"></span>PRESTES, <span class="_ _4"></span>V<span class="_ _6"></span>. A <span class="_ _3"></span>diversidade da <span class="_ _3"></span>diversi<span class="ls0 ws0">-</span></div><div class="t m2a0 x3a hb y77 fff fs5 fc2 sc0 lsa wsc">dade: <span class="_ _4"></span>análise sistemática <span class="_ _3"></span>da produção <span class="_ _3"></span>cientíca brasil<span class="_ _3"></span>eira sobre <span class="_ _3"></span>diversidade </div><div class="t m133 x3a hb y78 fff fs5 fc2 sc0 ls9 wsb">na <span class="_ _4"></span>administração <span class="_ _4"></span>(2001-2019). XLIV <span class="_ _3"></span>Encontro <span class="_ _4"></span>da ANP<span class="_ _6"></span>AD – <span class="_ _3"></span><span class="ff1f ws2f">EnANP<span class="_ _5"></span>AD 2020<span class="fff ls0 ws0">. </span></span></div><div class="t m2a1 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">Event<span class="_ _3"></span>o on-line <span class="_ _3"></span>– 14 <span class="_ _4"></span>a 16 <span class="_ _3"></span>de outubro <span class="_ _3"></span>de 2020 <span class="_ _3"></span>– 2177-2576, <span class="_ _4"></span>versão <span class="_ _3"></span>on-line.</div><div class="t m2a2 x3a hb y7b fff fs5 fc2 sc0 ls9 wsb">GIL, <span class="_ _4"></span>A. <span class="_ _4"></span><span class="ff1f ws2f">Como elaborar projet<span class="_ _3"></span>os de pe<span class="_ _8"></span>squisa<span class="fff wsb">. 5. <span class="_ _3"></span>ed. São <span class="_ _3"></span>Paul<span class="_ _3"></span>o: Edit<span class="_ _3"></span>ora Atlas, </span></span></div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">2010. 184 p<span class="_ _4"></span>.</div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">MA<span class="_ _3"></span>TTE, C.; <span class="_ _3"></span>SANTOS, <span class="_ _4"></span>A. Div<span class="_ _3"></span>ersidade nas organizações a <span class="_ _3"></span>partir da <span class="_ _4"></span>análise de </div><div class="t m2a3 x3a hb y7f fff fs5 fc2 sc0 ls4 ws5">artigos <span class="_ _8"></span>brasil<span class="_ _3"></span>eiros <span class="_ _8"></span>(2003-2016). <span class="ff1f ws30">Revista de Gestão do Unilasalle</span>. Canoas, </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">2017. v<span class="_ _3"></span>. 6, n. 2, 2017.</div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">MORAES, A. <span class="ff1f">Direit<span class="_ _4"></span>o constitucional<span class="fff">. 32. ed. São P<span class="_ _4"></span>aul<span class="_ _4"></span>o: Atlas, 2016. 970 p<span class="_ _4"></span>.</span></span></div><div class="t m2a4 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">OLIVEIRA, <span class="_ _4"></span>F<span class="_ _6"></span>. Ser <span class="_ _3"></span>negro no <span class="_ _3"></span>Brasil: al<span class="_ _4"></span>cances e <span class="_ _4"></span>limites. <span class="_ _3"></span><span class="ff1f ws2f">Estudos avançados da </span></div><div class="t m2 x3a hb y85 ff1f fs5 fc2 sc0 ls0 wsa">Universidade de São P<span class="_ _3"></span>aulo<span class="_ _3"></span>. <span class="fff ws0">18 (50), abril de <span class="_ _8"></span>2004. Disponív<span class="_ _4"></span>el em: <span class="ff1f">https://</span></span></div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">57</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m13d x3a hb y6a ff1f fs5 fc2 sc0 ls23 ws2c">www.sciel<span class="_ _4"></span>o<span class="_ _4"></span>.br/j/ea/a/CQmMqSJDwGS3vnSRP<span class="_ _4"></span>VZG66H/?f<span class="_ _3"></span>ormat=pdf&amp;lan<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y86 ff1f fs5 fc2 sc0 ls0 ws0">g=pt. <span class="fff">A<span class="_ _4"></span>cesso em: 17 jun. 2021.</span></div><div class="t m2a5 x3a hb y88 fff fs5 fc2 sc0 ls7 ws9">P<span class="_ _5"></span>AZ, <span class="_ _8"></span>M. <span class="_ _8"></span>&amp; TEIXEIRA, <span class="_ _8"></span>M. <span class="_ _8"></span>Diagnóstico <span class="_ _8"></span>da cultura <span class="_ _8"></span>organizacional. <span class="_ _8"></span>In: <span class="_ _8"></span>MEN<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">DONÇA, H.; FERREIRA, <span class="_ _4"></span>M.; NEIV<span class="_ _5"></span>A, E. <span class="ff1f ws62">Análise e diagnóstico organizacional</span>: </div><div class="t m2 x3a h14 y6b fff fs5 fc2 sc0 ls0 ws0">T<span class="_ _5"></span>eoria e Prática<span class="ff1f">.<span class="ff12"> </span></span>p. 37-58. V<span class="_ _6"></span>etor Edit<span class="_ _3"></span>ora, 2016.</div><div class="t m2a6 x3a hb y6d fff fs5 fc2 sc0 ls4 ws5">PEREIRA, J.; <span class="_ _8"></span>ALMEID<span class="_ _4"></span>A, A.; <span class="_ _8"></span>CORDEIRO, J.; <span class="_ _8"></span>CEST<span class="_ _3"></span>ARI, <span class="_ _8"></span>M.; ALENCAR, <span class="_ _8"></span>L.; MEN<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">DONÇA NETO, <span class="_ _3"></span>A. A percepção <span class="_ _4"></span>de justiça <span class="_ _3"></span>organizacional distributiv<span class="_ _4"></span>a diante </div><div class="t m2a7 x3a hb y6f fff fs5 fc2 sc0 lse ws10">de <span class="_ _8"></span>ações <span class="_ _8"></span>que <span class="_ _8"></span>of<span class="_ _3"></span>erecem <span class="_ _8"></span>recursos <span class="_ _8"></span>e <span class="_ _8"></span>oportunidades <span class="_ _8"></span>à <span class="_ _8"></span>diversidade<span class="_ _3"></span>. <span class="_ _8"></span><span class="ff1f">Re<span class="_ _4"></span>vista </span></div><div class="t m2a8 x3a hb y70 ff1f fs5 fc2 sc0 lsd ws2f">El<span class="_ _4"></span>etrônica de Ciência A<span class="_ _3"></span>dministrativa (RECADM), <span class="fff wsf">v<span class="_ _5"></span>. 11, <span class="_ _3"></span>n. 1, <span class="_ _3"></span>p. <span class="_ _3"></span>143-161, 2012.</span></div><div class="t m2a9 x3a hb y72 fff fs5 fc2 sc0 lse ws10">RIZZI, <span class="_ _8"></span>B. Ge<span class="_ _8"></span>stão <span class="_ _8"></span>da diversidade <span class="_ _8"></span>e aprendizagem <span class="_ _8"></span>organizacional: <span class="_ _8"></span>revisão<span class="_ _4"></span> </div><div class="t m27e x3a hb y73 fff fs5 fc2 sc0 ls8 wsa">integrativ<span class="_ _4"></span>a <span class="_ _3"></span>da literatura. <span class="_ _3"></span>XLIV Encontr<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>ANP<span class="_ _5"></span>AD – <span class="_ _3"></span><span class="ff1f ws2f">EnANP<span class="_ _5"></span>AD 2020<span class="fff wsa">. Ev<span class="_ _3"></span>ento </span></span></div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">on-line – 14 a 16 de outubro de 2020, 2177-2576, v<span class="_ _4"></span>ersão on-line<span class="_ _4"></span>.</div><div class="t m2aa x3a hb y76 fff fs5 fc2 sc0 ls9 wsb">SOUS<span class="_ _4"></span>A, <span class="_ _4"></span>F<span class="_ _6"></span>.; GALLARDO, <span class="_ _4"></span>N.; <span class="_ _4"></span>BORGES, <span class="_ _4"></span>A. <span class="_ _4"></span>P<span class="_ _4"></span>olíticas <span class="_ _4"></span>inclusiv<span class="_ _4"></span>as <span class="_ _4"></span>nas <span class="_ _4"></span>organizações </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">atuais: uma <span class="_ _3"></span>revisão <span class="_ _4"></span>de literatura <span class="_ _3"></span>integrativa. <span class="_ _4"></span><span class="ff1f ws63">Brazilian Journal of De<span class="_ _4"></span>vel<span class="_ _3"></span>op<span class="ws0">-</span></span></div><div class="t m2 x3a hb y78 ff1f fs5 fc2 sc0 ls0 ws0">ment<span class="fff">, Curitiba, v<span class="_ _3"></span>.7, n. 3, p<span class="_ _4"></span>. 28216-28235, 2021.</span></div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">QUEIROZ, C.; S<span class="_ _3"></span>ANTOS, G.; SO<span class="_ _3"></span>ARES, L.; OSSUNA, V<span class="_ _6"></span>.; PEREIRA, M. <span class="_ _4"></span>Análise da </div><div class="t m283 x3a hb y7b fff fs5 fc2 sc0 ls22 ws2b">literatura <span class="_ _4"></span>da <span class="_ _4"></span>base de <span class="_ _4"></span>periódicos <span class="_ _4"></span>spell <span class="_ _4"></span>sobre <span class="_ _4"></span>a <span class="_ _4"></span>temática <span class="_ _4"></span>gestão da <span class="_ _4"></span>diversida</div><div class="t m2ab x43 hb y7b fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m2ac x3a hb y7c fff fs5 fc2 sc0 lsa wsc">de<span class="_ _4"></span>. <span class="_ _4"></span><span class="ff1f ws2f">Re<span class="_ _4"></span>vista Estudos e Pesquisas em Administração<span class="fff wsc">. <span class="_ _3"></span>V<span class="_ _5"></span>. 2, <span class="_ _3"></span>n. 2, <span class="_ _3"></span>2018. p<span class="_ _3"></span>. 16-31.</span></span></div><div class="t m5 x3a hb y7e fff fs5 fc2 sc0 ls49 ws64">YIN, <span class="_ _8"></span>R. <span class="_ _7"></span><span class="ff1f ws65">Estudo de caso: </span>planejamento <span class="_ _8"></span>e <span class="_ _8"></span>métodos<span class="_ _3"></span>. <span class="_ _7"></span>5. <span class="_ _7"></span>ed. <span class="_ _8"></span>Port<span class="_ _3"></span>o <span class="_ _7"></span>Al<span class="_ _4"></span>egre: </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">Bookman, 2015. 290 p<span class="_ _4"></span>.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">58</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x41 hd y6a ff11 fs6 fc6 sc0 ls0 ws0">Capítul<span class="_ _3"></span>o 3 – COMITÊ PERMANENTE PELA </div><div class="t m2 x7e hd y17a ff11 fs6 fc6 sc0 ls0 ws0">PROMOÇÃ<span class="_ _5"></span>O D<span class="_ _3"></span>A IGU<span class="_ _3"></span>ALD<span class="_ _3"></span>ADE DE GÊNERO E RA<span class="_ _4"></span>ÇA</div><div class="t m2ad x3a h1a y204 ff1c fs2 fc2 sc0 ls0 ws0">29<span class="ff1d"> <span class="_ _1e"> </span>Consultora legisla<span class="_ _4"></span>va <span class="_ _4"></span>na ár<span class="_ _4"></span>ea de <span class="_ _3"></span>Direitos Humanos <span class="_ _4"></span>e Cidadania <span class="_ _3"></span>no Senado F<span class="_ _4"></span>ederal, <span class="_ _4"></span>atual<span class="ff1c">-</span></span></div><div class="t m2ae x1e h1a y205 ff1c fs2 fc2 sc0 ls1f ws66">mente c<span class="_ _4"></span>oordenador<span class="_ _4"></span>a do Núcleo Social da Consultoria. Na Casa, ainda atuou c<span class="_ _4"></span>omo coor<span class="_ _3"></span><span class="ls0 ws0">-</span></div><div class="t m2 x1e h1a y206 ff1c fs2 fc2 sc0 ls0 ws4b">denadora do Comitê P<span class="_ _3"></span>ermanente de Gênero e Raça e do Observ<span class="_ _4"></span>atório da Mulher Contr<span class="_ _3"></span>a </div><div class="t m2af x1e h1a y182 ff1c fs2 fc2 sc0 ls3b ws28">a Violência. Formada em Direito pela Univ<span class="_ _4"></span>ersidade Feder<span class="_ _4"></span>al de Pernambuc<span class="_ _4"></span>o (UFPE), possui </div><div class="t m2 x1e h1a y183 ff1d fs2 fc2 sc0 ls0 ws0">pós-graduação <span class="_ _3"></span>em Direitos Humanos <span class="_ _3"></span>e atuação pr<span class="_ _4"></span>ossional pr<span class="_ _4"></span>edominantement<span class="_ _4"></span>e na <span class="_ _4"></span>área </div><div class="t m2 x1e h1a y184 ff1d fs2 fc2 sc0 ls0 ws0">de Gênero e Raça e de In<span class="_ _4"></span>fância.</div><div class="t m2b0 x3a h1a y207 ff1d fs2 fc2 sc0 ls26 ws32">30<span class="ff1c ls21 ws66"> <span class="_ _1e"> </span>Chef<span class="_ _4"></span>e do Serviço de Gest<span class="_ _4"></span>ão de Acervo Museológico do Senado. É integr<span class="_ _3"></span>ante do Comitê </span></div><div class="t m2b1 x1e h1a y208 ff1d fs2 fc2 sc0 ls0 ws0">pela Promoção da <span class="_ _8"></span>Igualdade de <span class="_ _8"></span>Gênero e Raça <span class="_ _8"></span>desde sua <span class="_ _8"></span>criação, facilit<span class="_ _4"></span>adora da ocina </div><div class="t m2b2 x1e h1a y209 ff1d fs2 fc2 sc0 ls25 ws2e">“Senado Mulheres <span class="_ _8"></span>nas Casas <span class="_ _8"></span>Legislav<span class="_ _4"></span>as” e <span class="_ _8"></span>palestr<span class="_ _4"></span>ante sobre ascensão <span class="_ _8"></span>prossional fe<span class="ff1c ls0 ws0">-</span></div><div class="t m2b3 x1e h1a y155 ff1c fs2 fc2 sc0 ls25 ws66">minina e questões de g<span class="_ _4"></span>ênero. Formada em Comunic<span class="_ _4"></span>ação Social/Relaç<span class="_ _4"></span>ões Públicas pela </div><div class="t m2 x1e h1a y156 ff1c fs2 fc2 sc0 ls0 ws67">Universidade do Es<span class="_ _4"></span>tado do Rio de Janeiro (UERJ), c<span class="_ _4"></span>om MBA pela Escola Superior de Pr<span class="_ _4"></span>o<span class="ws0">-</span></div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">paganda e Mark<span class="_ _3"></span>eng. Dedica-se à gestão humaniz<span class="_ _4"></span>ada e a questões de equidade.</div><div class="t m2 x7f hb y20a ff1f fs5 fc2 sc0 ls0 ws0">“escrev<span class="_ _4"></span>er a hist<span class="_ _4"></span>ória do Comitê Permanente pela Promoção da Igual<span class="_ _4"></span>dade </div><div class="t m2 x19 hb y20b ff1f fs5 fc2 sc0 ls0 ws0">de Gênero e Raça é narrar uma trajet<span class="_ _3"></span>ória em construção e evolução<span class="_ _3"></span>.”</div><div class="t m2 x57 h17 y20c ff1a fs5 fc2 sc0 ls0 ws0">Roberta Viegas</div><div class="t m2 x5a h18 y20d ff1b fs9 fc2 sc0 ls0 ws0">29</div><div class="t m2 x80 h17 y20e ff1a fs5 fc2 sc0 ls0 ws0">Maria Cristina Monteiro</div><div class="t m2 x5a h18 y20f ff1b fs9 fc2 sc0 ls0 ws0">30</div><div class="t m2b4 x3a hb y6f fff fs5 fc2 sc0 lsa wsc">As <span class="_ _4"></span>origens <span class="_ _4"></span>do <span class="_ _4"></span>Comitê <span class="_ _4"></span>pela <span class="_ _4"></span>Promoção <span class="_ _3"></span>da Igual<span class="_ _4"></span>dade <span class="_ _4"></span>de <span class="_ _4"></span>Gênero <span class="_ _3"></span>e Raça <span class="_ _3"></span>datam<span class="_ _8"></span> </div><div class="t m208 x3a hb y70 fff fs5 fc2 sc0 ls9 wsb">de <span class="_ _4"></span>2015, das <span class="_ _3"></span>comemoraçõe<span class="_ _8"></span>s <span class="_ _4"></span>do <span class="_ _4"></span>Dia <span class="_ _4"></span>Internacional <span class="_ _4"></span>da <span class="_ _4"></span>Mulher<span class="_ _3"></span>. Na <span class="_ _3"></span>ocasião, <span class="_ _3"></span>a </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">Diret<span class="_ _4"></span>oria-Geral (DGER) promov<span class="_ _4"></span>eu uma s<span class="_ _8"></span>érie de e<span class="_ _4"></span>vent<span class="_ _3"></span>os para as s<span class="_ _8"></span>ervidoras </div><div class="t m2b5 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">da Casa, <span class="_ _8"></span>em <span class="_ _8"></span>homenagem à <span class="_ _8"></span>data. <span class="_ _8"></span>P<span class="_ _4"></span>orém, várias delas <span class="_ _8"></span>não s<span class="_ _8"></span>e s<span class="_ _8"></span>entiram <span class="_ _8"></span>re-</div><div class="t m2b6 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">pres<span class="_ _8"></span>entadas <span class="_ _8"></span>pelas açõe<span class="_ _8"></span>s propostas <span class="_ _8"></span>pela DGER, <span class="_ _8"></span>por <span class="_ _8"></span>não s<span class="_ _8"></span>e <span class="_ _8"></span>reconhecerem </div><div class="t m5 x3a hb y74 fff fs5 fc2 sc0 ls6 ws8">nelas <span class="_ _8"></span>e <span class="_ _8"></span>por <span class="_ _8"></span>entenderem <span class="_ _8"></span>que o <span class="_ _8"></span>Dia <span class="_ _8"></span>Internacional <span class="_ _8"></span>da <span class="_ _8"></span>Mulher <span class="_ _8"></span>repre<span class="_ _8"></span>senta </div><div class="t m2b7 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">mais um <span class="_ _3"></span>palco <span class="_ _4"></span>dedicado <span class="_ _4"></span>à <span class="_ _4"></span>reexão das <span class="_ _3"></span>lutas, conquistas <span class="_ _3"></span>e retrocessos das </div><div class="t m2b8 x3a hb y76 fff fs5 fc2 sc0 lsc wse">mulheres. A <span class="_ _8"></span>diret<span class="_ _4"></span>ora-geral, <span class="_ _8"></span>Ilana Trombk<span class="_ _3"></span>a, <span class="_ _8"></span>recém-empossada, <span class="_ _8"></span>recebeu o </div><div class="t m2b9 x3a hb y77 fff fs5 fc2 sc0 ls5 ws6">grupo <span class="_ _4"></span>e <span class="_ _4"></span>f<span class="_ _3"></span>oi receptiv<span class="_ _3"></span>a às <span class="_ _4"></span>ponderações apresentadas, sugerindo <span class="_ _4"></span>a <span class="_ _4"></span>criação <span class="_ _4"></span>de </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">um comitê permanente <span class="_ _8"></span>que pudess<span class="_ _8"></span>e<span class="_ _4"></span>, a partir <span class="_ _8"></span>de então<span class="_ _4"></span>, discutir as <span class="_ _8"></span>pautas </div><div class="t m2ba x3a hb y79 fff fs5 fc2 sc0 ls22 ws2b">das <span class="_ _4"></span>mulheres do <span class="_ _4"></span>Senado<span class="_ _4"></span>, <span class="_ _4"></span>entre <span class="_ _4"></span>servidoras e <span class="_ _3"></span>colaboradoras em <span class="_ _4"></span>geral. <span class="_ _4"></span>Dess<span class="_ _8"></span>e </div><div class="t m104 x3a hb y7a fff fs5 fc2 sc0 ls4 ws5">modo<span class="_ _4"></span>, o <span class="_ _8"></span>comitê <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>criado <span class="_ _8"></span>e a <span class="_ _8"></span>diretora-geral, além de <span class="_ _8"></span>parceira, tornou-se </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">patrocinadora das ações do comitê.</div><div class="t m2bb x19 hb y7c fff fs5 fc2 sc0 ls7 ws9">Assim, <span class="_ _8"></span>por meio <span class="_ _8"></span>da <span class="_ _8"></span>P<span class="_ _4"></span>ortaria da <span class="_ _8"></span>Diretoria-Geral nº <span class="_ _8"></span>2.511, <span class="_ _8"></span>de 2015, <span class="_ _8"></span>f<span class="_ _4"></span>oi </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">instituído o <span class="_ _4"></span>“Comitê Permanente destinado a <span class="_ _4"></span>f<span class="_ _3"></span>ormular e acompanhar um </div><div class="t m2bc x3a hb y7e fff fs5 fc2 sc0 lsa wsc">cal<span class="_ _4"></span>endário <span class="_ _4"></span>de <span class="_ _4"></span>ações e <span class="_ _3"></span>atividade<span class="_ _8"></span>s <span class="_ _4"></span>promovidas <span class="_ _3"></span>pela A<span class="_ _3"></span>dministração do <span class="_ _3"></span>Senado </div><div class="t m2 x4b h1c y132 ff17 fs6 fc4 sc0 ls0 ws0">59</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">dirigidas aos <span class="_ _8"></span>servidore<span class="_ _8"></span>s, para tornar o clima <span class="_ _8"></span>organizacional mais igualitá-</div><div class="t m2bd x3a hb y86 fff fs5 fc2 sc0 lsc wse">rio <span class="_ _8"></span>e promover a <span class="_ _8"></span>troca de <span class="_ _8"></span>inf<span class="_ _3"></span>ormaçõe<span class="_ _8"></span>s e <span class="_ _8"></span>conhecimentos orientados <span class="_ _8"></span>pela </div><div class="t mcd x3a hb y87 fff fs5 fc2 sc0 ls5 ws6">promoção <span class="_ _4"></span>da <span class="_ _4"></span>isonomia <span class="_ _4"></span>de <span class="_ _4"></span>direit<span class="_ _4"></span>os entre <span class="_ _3"></span>homens e <span class="_ _3"></span>mulhere<span class="_ _8"></span>s, dentr<span class="_ _4"></span>o <span class="_ _4"></span>e <span class="_ _4"></span>f<span class="_ _3"></span>ora </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">das organizações”.</div><div class="t m2be x19 hb y89 fff fs5 fc2 sc0 lsc wse">Na <span class="_ _8"></span>primeira f<span class="_ _4"></span>ormação <span class="_ _8"></span>do comitê, f<span class="_ _4"></span>oram <span class="_ _8"></span>designadas <span class="_ _8"></span>Roberta Viegas <span class="_ _8"></span>e </div><div class="t m2bf x3a hb y6b fff fs5 fc2 sc0 ls10 ws12">Sil<span class="_ _4"></span>v<span class="_ _4"></span>a, <span class="_ _8"></span>coordenadora dos <span class="_ _8"></span>trabalhos <span class="_ _8"></span>do <span class="_ _8"></span>grupo; <span class="_ _8"></span>Priscilla Silv<span class="_ _3"></span>a <span class="_ _8"></span>Damasceno, </div><div class="t m2c0 x3a hb y6c fff fs5 fc2 sc0 ls22 ws2b">repres<span class="_ _8"></span>entante <span class="_ _4"></span>da <span class="_ _4"></span>DGER e <span class="_ _3"></span>coordenadora substituta; <span class="_ _3"></span>Maria T<span class="_ _6"></span>erezinha Nunes, </div><div class="t m2c1 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">gestora <span class="_ _3"></span>do Sel<span class="_ _4"></span>o <span class="_ _4"></span>Pró-Equidade <span class="_ _3"></span>de Gênero <span class="_ _3"></span>e Raça, <span class="_ _3"></span>da Secretaria <span class="_ _3"></span>de P<span class="_ _4"></span>olíticas </div><div class="t m2c2 x3a hb y6e fff fs5 fc2 sc0 lsd wsf">Públicas <span class="_ _4"></span>para <span class="_ _4"></span>as <span class="_ _4"></span>Mulheres, do <span class="_ _3"></span>Governo <span class="_ _3"></span>Federal; Mil<span class="_ _3"></span>ena Mara <span class="_ _3"></span>Naranja Fl<span class="_ _3"></span>ore<span class="_ _8"></span>s, </div><div class="t m2c3 x3a hb y6f fff fs5 fc2 sc0 ls9 wsb">repres<span class="_ _8"></span>entante <span class="_ _4"></span>da Pr<span class="_ _4"></span>ocuradoria <span class="_ _4"></span>Especial <span class="_ _4"></span>da <span class="_ _4"></span>Mulher; <span class="_ _4"></span>e <span class="_ _4"></span>as servidoras <span class="_ _4"></span>Mariana </div><div class="t m121 x3a hb y70 fff fs5 fc2 sc0 lsc wse">Gondim <span class="_ _8"></span>Jacob<span class="_ _3"></span>, <span class="_ _8"></span>Roberta <span class="_ _8"></span>Lima Barreto e <span class="_ _8"></span>T<span class="_ _5"></span>ânia <span class="_ _8"></span>Maria <span class="_ _8"></span>de Oliveira. <span class="_ _8"></span>L<span class="_ _4"></span>ogo <span class="_ _8"></span>em </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">seguida, <span class="_ _8"></span>por meio <span class="_ _8"></span>da Portaria da Diretoria-Geral nº 3.513, de <span class="_ _8"></span>2015, a <span class="_ _8"></span>ser-</div><div class="t m2c4 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">vidora <span class="_ _8"></span>Maria Cristina <span class="_ _8"></span>Sil<span class="_ _4"></span>v<span class="_ _4"></span>a Monteiro <span class="_ _8"></span>substituiu Priscilla <span class="_ _8"></span>Damasceno <span class="_ _8"></span>como </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">repres<span class="_ _8"></span>entante da <span class="_ _8"></span>DGER. Apesar <span class="_ _8"></span>de não <span class="_ _8"></span>estarem ocialmente <span class="_ _8"></span>designadas, </div><div class="t m2c5 x3a hb y74 fff fs5 fc2 sc0 lsc wse">Isis <span class="_ _8"></span>Marra e <span class="_ _8"></span>Ramila <span class="_ _8"></span>Moura, da <span class="_ _8"></span>Procuradoria Especial <span class="_ _8"></span>da <span class="_ _8"></span>Mulher<span class="_ _3"></span>, <span class="_ _8"></span>também </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">integraram ativamente o grupo de <span class="_ _8"></span>trabalho à época. <span class="_ _8"></span>A criação do <span class="_ _8"></span>comitê </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">aproximou diferentes <span class="_ _8"></span>órgãos da <span class="_ _8"></span>Casa <span class="_ _8"></span>que já <span class="_ _8"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>viam <span class="_ _8"></span>açõe<span class="_ _8"></span>s em <span class="_ _8"></span>prol </div><div class="t m2c6 x3a hb y77 fff fs5 fc2 sc0 lsc wse">da <span class="_ _8"></span>equidade de <span class="_ _8"></span>gênero e <span class="_ _8"></span>raça, <span class="_ _8"></span>mas que, de <span class="_ _8"></span>certo modo, atuav<span class="_ _4"></span>am <span class="_ _8"></span>de for</div><div class="t m2c7 x43 hb y77 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">ma segmentada, visando a promov<span class="_ _3"></span>er uma transversalidade nas iniciativ<span class="_ _3"></span>as </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">realizadas a partir de então<span class="_ _4"></span>.</div><div class="t m2 x19 hb y7a fff fs5 fc2 sc0 ls0 ws0">Em 2011, <span class="_ _8"></span>o <span class="_ _8"></span>Senado Federal <span class="_ _8"></span>já <span class="_ _8"></span>havia aderido <span class="_ _8"></span>ao Selo Pró-Equidade <span class="_ _8"></span>de </div><div class="t m77 x3a hb y7b fff fs5 fc2 sc0 ls24 ws2d">Gênero <span class="_ _3"></span>e Raça, <span class="_ _3"></span>da Secretaria <span class="_ _3"></span>de <span class="_ _4"></span>P<span class="_ _4"></span>olíticas <span class="_ _4"></span>para <span class="_ _3"></span>Mulhere<span class="_ _8"></span>s, <span class="_ _4"></span>comprometendo-se </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">com a disseminação de <span class="_ _8"></span>ações que promov<span class="_ _4"></span>ess<span class="_ _8"></span>em a igualdade de gêner<span class="_ _4"></span>o e </div><div class="t m2c8 x3a hb y7d fff fs5 fc2 sc0 lsa wsc">raça <span class="_ _4"></span>no <span class="_ _4"></span>ambiente <span class="_ _4"></span>institucional. <span class="_ _4"></span>P<span class="_ _4"></span>or <span class="_ _4"></span>t<span class="_ _4"></span>odo <span class="_ _3"></span>o trabalho <span class="_ _4"></span>realizado<span class="_ _3"></span>, sob <span class="_ _4"></span>a <span class="_ _4"></span>coorde<span class="ls0 ws0">-</span></div><div class="t m2c9 x3a hb y7e fff fs5 fc2 sc0 lsa wsc">nação <span class="_ _4"></span>de <span class="_ _4"></span>Maria <span class="_ _4"></span>T<span class="_ _5"></span>erezinha <span class="_ _4"></span>Nunes, o <span class="_ _3"></span>Senado recebeu <span class="_ _3"></span>trê<span class="_ _8"></span>s sel<span class="_ _4"></span>os <span class="_ _4"></span>consecutivos, </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">em 2013, 2015 e 2021 (este último já em parceria com o comitê).</div><div class="t m2ca x19 hb y80 fff fs5 fc2 sc0 ls7 ws9">Al<span class="_ _4"></span>ém <span class="_ _8"></span>disso<span class="_ _3"></span>, <span class="_ _8"></span>dois <span class="_ _8"></span>anos <span class="_ _8"></span>após a <span class="_ _8"></span>ade<span class="_ _8"></span>são ao <span class="_ _8"></span>Selo<span class="_ _3"></span>, <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>criada <span class="_ _8"></span>a <span class="_ _8"></span>Procurado<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m2cb x3a hb y81 fff fs5 fc2 sc0 lsc wse">ria <span class="_ _8"></span>Especial da <span class="_ _8"></span>Mulher <span class="_ _8"></span>do Senado, por <span class="_ _8"></span>meio <span class="_ _8"></span>da Re<span class="_ _8"></span>solução nº <span class="_ _8"></span>9, <span class="_ _8"></span>de <span class="_ _8"></span>2013. </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">T<span class="_ _5"></span>endo à frente s<span class="_ _8"></span>empre uma senadora da República, nomeada a cada dois </div><div class="t m231 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">anos <span class="_ _4"></span>pel<span class="_ _4"></span>o presidente <span class="_ _4"></span>do Senado<span class="_ _3"></span>, o <span class="_ _3"></span>órgão se propõe <span class="_ _3"></span>a debater <span class="_ _4"></span>questões de </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">gênero na esfera política.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">60</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf3e" class="pf wa h0" data-page-no="3e"><div class="pc pc3e wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA4sAAAUYCAIAAACOU9DjAAAACXBIWXMAABYlAAAWJQFJUiTwAAAUrUlEQVR42u3YQQ3AIBBE0dIgBI0EGU014mQRwYUl70mY08+UiHgAAOAYrwkAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFagIAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChmgAAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoJgAAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABSqCQAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIVqAgAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKGaAAAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgmAABAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFKoJAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhWoCAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCQXDVBFl/7jQAAO8bsRkjBhwoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAd1tnEBAvSGmUtQAAAABJRU5ErkJggg=="/><div class="t m2cc x19 hb y6a fff fs5 fc2 sc0 lse ws10">Desde <span class="_ _8"></span>a <span class="_ _8"></span>sua <span class="_ _8"></span>criação<span class="_ _3"></span>, <span class="_ _8"></span>o <span class="_ _8"></span>comitê <span class="_ _8"></span>passou a <span class="_ _8"></span>s<span class="_ _8"></span>e reunir <span class="_ _8"></span>regularmente <span class="_ _8"></span>para </div><div class="t m2cd x3a hb y86 fff fs5 fc2 sc0 ls4 ws5">propor açõe<span class="_ _8"></span>s e <span class="_ _8"></span>ev<span class="_ _3"></span>entos à <span class="_ _8"></span>administração <span class="_ _8"></span>da Casa. <span class="_ _8"></span>Mencionaremos <span class="_ _8"></span>al<span class="_ _4"></span>guns </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">del<span class="_ _4"></span>es realizados ao longo dess<span class="_ _8"></span>es anos.</div><div class="t m2ce x19 hb y88 fff fs5 fc2 sc0 lsf ws11">Em <span class="_ _8"></span>maio de <span class="_ _8"></span>2015, <span class="_ _8"></span>uma <span class="_ _8"></span>das <span class="_ _8"></span>primeiras açõe<span class="_ _8"></span>s <span class="_ _8"></span>do <span class="_ _8"></span>comitê<span class="_ _3"></span>, <span class="_ _8"></span>em <span class="_ _8"></span>parceria </div><div class="t m2cf x3a hb y89 fff fs5 fc2 sc0 ls23 ws2c">com <span class="_ _8"></span>a DGER, <span class="_ _8"></span>a <span class="_ _8"></span>Procuradoria Especial <span class="_ _8"></span>da Mulher<span class="_ _3"></span>, <span class="_ _8"></span>o <span class="_ _8"></span>Comitê <span class="_ _8"></span>Gestor Pró-E<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">quidade<span class="_ _4"></span>, a Bancada Feminina <span class="_ _4"></span>da Câmara dos Deputados <span class="_ _4"></span>e a Secretaria da </div><div class="t m2d0 x3a hb y6c fff fs5 fc2 sc0 ls7 ws9">Mulher <span class="_ _8"></span>da Câmara <span class="_ _8"></span>dos <span class="_ _8"></span>Deputados, <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>promov<span class="_ _3"></span>er <span class="_ _8"></span>a <span class="_ _8"></span>me<span class="_ _8"></span>sa redonda <span class="_ _8"></span>com <span class="_ _8"></span>o </div><div class="t m2d1 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">tema <span class="_ _4"></span>“Gênero<span class="_ _3"></span>, trabalho <span class="_ _4"></span>e f<span class="_ _3"></span>amília: <span class="_ _4"></span>as v<span class="_ _3"></span>árias <span class="_ _4"></span>jornadas da <span class="_ _3"></span>mulher moderna”, </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">com a <span class="_ _8"></span>pres<span class="_ _8"></span>ença de <span class="_ _8"></span>v<span class="_ _4"></span>árias pe<span class="_ _8"></span>squisadoras do <span class="_ _8"></span>assunt<span class="_ _4"></span>o e <span class="_ _8"></span>de deputadas <span class="_ _8"></span>e <span class="_ _8"></span>se-</div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">nadoras<span class="_ _4"></span>. No <span class="_ _8"></span>me<span class="_ _8"></span>smo ano, em outubro, dentro do <span class="_ _8"></span>escopo <span class="_ _8"></span>de <span class="_ _8"></span>atividades <span class="_ _8"></span>do </div><div class="t m2d2 x3a hb y70 fff fs5 fc2 sc0 ls7 ws9">Outubro Rosa, <span class="_ _8"></span>o <span class="_ _8"></span>comitê<span class="_ _4"></span>, <span class="_ _8"></span>em parceria <span class="_ _8"></span>com <span class="_ _8"></span>o <span class="_ _8"></span>Serviço Social <span class="_ _8"></span>do <span class="_ _8"></span>Comércio </div><div class="t m2d3 x3a hb y71 fff fs5 fc2 sc0 ls9 wsb">(Sesc), disponibilizou <span class="_ _4"></span>exames gratuit<span class="_ _3"></span>os de <span class="_ _4"></span>mamograa <span class="_ _4"></span>para <span class="_ _4"></span>colaboradoras </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">terceirizadas do Senado<span class="_ _4"></span>.</div><div class="t m2d4 x19 hb y73 fff fs5 fc2 sc0 lsb wsd">O <span class="_ _4"></span>ano <span class="_ _4"></span>seguinte (2016) <span class="_ _3"></span>f<span class="_ _4"></span>oi <span class="_ _4"></span>marcado <span class="_ _4"></span>por <span class="_ _3"></span>diversas <span class="_ _4"></span>ações e <span class="_ _3"></span>ev<span class="_ _4"></span>ent<span class="_ _4"></span>os <span class="_ _4"></span>voltados </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">para a <span class="_ _8"></span>igualdade entre os <span class="_ _8"></span>gêneros e o <span class="_ _8"></span>enfrentament<span class="_ _4"></span>o da <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>contra </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">as mulheres. Em março<span class="_ _4"></span>, por meio da Re<span class="_ _8"></span>solução do Senado nº 7, de 2016, </div><div class="t m2d5 x3a hb y76 fff fs5 fc2 sc0 ls8 wsa">f<span class="_ _3"></span>oi criado <span class="_ _4"></span>o <span class="_ _4"></span>Observat<span class="_ _3"></span>ório da <span class="_ _3"></span>Mulher contra <span class="_ _3"></span>a Viol<span class="_ _4"></span>ência <span class="_ _4"></span>(OMV), <span class="_ _4"></span>com <span class="_ _4"></span>a <span class="_ _4"></span>função </div><div class="t m2d6 x3a hb y77 fff fs5 fc2 sc0 ls4 ws5">de reunir <span class="_ _8"></span>e <span class="_ _8"></span>sistematizar e<span class="_ _8"></span>statísticas ociais, <span class="_ _8"></span>analisar e <span class="_ _8"></span>produzir relatórios </div><div class="t m2d7 x3a hb y78 fff fs5 fc2 sc0 ls9 wsb">sobre <span class="_ _4"></span>a viol<span class="_ _3"></span>ência contra <span class="_ _3"></span>mulher<span class="_ _3"></span>, elaborar <span class="_ _3"></span>e coordenar <span class="_ _4"></span>projet<span class="_ _3"></span>os de <span class="_ _3"></span>pe<span class="_ _8"></span>squisa </div><div class="t m2d8 x3a hb y79 fff fs5 fc2 sc0 ls4 ws5">sobre <span class="_ _8"></span>políticas de <span class="_ _8"></span>pre<span class="_ _4"></span>venção à <span class="_ _8"></span>viol<span class="_ _3"></span>ência, <span class="_ _8"></span>além de <span class="_ _8"></span>subsidiar o <span class="_ _8"></span>trabalho <span class="_ _8"></span>da </div><div class="t m2d9 x3a hb y7a fff fs5 fc2 sc0 ls7 ws9">Procuradoria Especial <span class="_ _8"></span>da <span class="_ _8"></span>Mulher <span class="_ _8"></span>do Senado <span class="_ _8"></span>e <span class="_ _8"></span>da Comissão <span class="_ _8"></span>Permanente </div><div class="t m2da x3a hb y7b fff fs5 fc2 sc0 ls9 wsb">Mista <span class="_ _4"></span>de Combate <span class="_ _3"></span>à Viol<span class="_ _3"></span>ência contra <span class="_ _3"></span>a Mulher<span class="_ _5"></span>. A <span class="_ _4"></span>servidora Roberta <span class="_ _4"></span>Viegas, </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">que já coordenav<span class="_ _3"></span>a os trabalhos do comitê<span class="_ _4"></span>, passou a coordenar <span class="_ _4"></span>também o </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">OMV<span class="_ _6"></span>, que virou um parceiro nas ações do comitê.</div><div class="t m2db x19 hb y7e fff fs5 fc2 sc0 ls0 ws0">A exposição <span class="_ _8"></span>f<span class="_ _4"></span>ot<span class="_ _4"></span>ográca <span class="ff1f ws30">Mulhere<span class="_ _8"></span>s de Ouro</span>, realizada <span class="_ _8"></span>no <span class="_ _8"></span>período de <span class="_ _8"></span>1º </div><div class="t m2dc x3a hb y7f fff fs5 fc2 sc0 ls23 ws2c">a <span class="_ _8"></span>31 de <span class="_ _8"></span>março <span class="_ _8"></span>do me<span class="_ _8"></span>smo <span class="_ _8"></span>ano<span class="_ _3"></span>, <span class="_ _8"></span>abriu <span class="_ _8"></span>as <span class="_ _8"></span>comemorações <span class="_ _8"></span>em homenagem </div><div class="t m2dd x3a hb y80 fff fs5 fc2 sc0 lse ws10">ao <span class="_ _8"></span>Mês <span class="_ _8"></span>da <span class="_ _8"></span>Mulher no <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal. <span class="_ _8"></span>O ev<span class="_ _4"></span>ent<span class="_ _4"></span>o <span class="_ _8"></span>cel<span class="_ _3"></span>ebrou <span class="_ _8"></span>o <span class="_ _8"></span>ano em <span class="_ _8"></span>que </div><div class="t m2de x3a hb y81 fff fs5 fc2 sc0 ls23 ws2c">as <span class="_ _8"></span>Olimpíadas foram realizadas <span class="_ _8"></span>no Brasil <span class="_ _8"></span>e <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>re<span class="_ _8"></span>sultado de <span class="_ _8"></span>um <span class="_ _8"></span>trabalho </div><div class="t m2df x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">conjunt<span class="_ _4"></span>o <span class="_ _4"></span>entre os <span class="_ _3"></span>colaboradore<span class="_ _8"></span>s <span class="_ _4"></span>e <span class="_ _4"></span>colaboradoras da <span class="_ _3"></span>Casa, principalmente </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">das mulheres que praticam atividade<span class="_ _8"></span>s esportivas<span class="_ _3"></span>.</div><div class="t m2e0 x19 hb y84 fff fs5 fc2 sc0 ls4 ws5">Ainda <span class="_ _8"></span>no ano <span class="_ _8"></span>de <span class="_ _8"></span>2016, a <span class="_ _8"></span>Diret<span class="_ _4"></span>oria-Geral, em <span class="_ _8"></span>parceria <span class="_ _8"></span>com o <span class="_ _8"></span>comitê <span class="_ _8"></span>e </div><div class="t m2e1 x3a hb y85 fff fs5 fc2 sc0 lsf ws11">com <span class="_ _8"></span>a Procuradoria <span class="_ _8"></span>Especial <span class="_ _8"></span>da Mulher<span class="_ _4"></span>, promoveu uma <span class="_ _8"></span>pal<span class="_ _4"></span>estra <span class="_ _8"></span>com <span class="_ _8"></span>a </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">61</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2e2 x3a hb y6a fff fs5 fc2 sc0 ls5 ws6">apres<span class="_ _8"></span>entação <span class="_ _4"></span>da <span class="_ _4"></span>atriz, poe<span class="_ _4"></span>ta e <span class="_ _3"></span>cantora <span class="_ _3"></span>Elisa Lucinda, <span class="_ _3"></span>abordando, <span class="_ _3"></span>por meio </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">de poemas, o universo f<span class="_ _3"></span>eminino e s<span class="_ _8"></span>eus direit<span class="_ _3"></span>os.</div><div class="t m2 x19 hb y87 fff fs5 fc2 sc0 ls0 ws0">Na abertura <span class="_ _8"></span>do <span class="_ _8"></span>e<span class="_ _3"></span>vent<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _8"></span>realizado no <span class="_ _8"></span>audit<span class="_ _4"></span>ório Petrônio <span class="_ _8"></span>P<span class="_ _3"></span>ortella, <span class="_ _8"></span>Ilana </div><div class="t m2e3 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">Trombk<span class="_ _3"></span>a, <span class="_ _8"></span>diret<span class="_ _4"></span>ora-geral, anunciou <span class="_ _8"></span>a <span class="_ _8"></span>campanha do <span class="_ _8"></span>GDF <span class="_ _8"></span>“Com que <span class="_ _8"></span>Roupa </div><div class="t m2e4 x3a hb y89 fff fs5 fc2 sc0 ls22 ws2b">eu <span class="_ _4"></span>V<span class="_ _3"></span>ou?”, <span class="_ _4"></span>destinada a <span class="_ _4"></span>arrecadar <span class="_ _4"></span>roupas, <span class="_ _3"></span>calçados, <span class="_ _4"></span>itens <span class="_ _4"></span>de <span class="_ _4"></span>bel<span class="_ _4"></span>eza <span class="_ _4"></span>e <span class="_ _4"></span>higiene </div><div class="t m2e5 x3a hb y6b fff fs5 fc2 sc0 ls4 ws5">pessoal <span class="_ _8"></span>a <span class="_ _8"></span>serem <span class="_ _8"></span>doados a <span class="_ _8"></span>mulheres <span class="_ _8"></span>em <span class="_ _8"></span>situação de <span class="_ _8"></span>vulnerabilidade <span class="_ _8"></span>que<span class="_ _3"></span>, </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">para fugir <span class="_ _8"></span>da viol<span class="_ _4"></span>ência, viviam provisoriamente na <span class="_ _8"></span>Casa Abrigo do <span class="_ _8"></span>Distrit<span class="_ _3"></span>o </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">Federal. Com <span class="_ _3"></span>a ampla <span class="_ _4"></span>participação <span class="_ _4"></span>da comunidade <span class="_ _3"></span>do Senado<span class="_ _3"></span>, no <span class="_ _4"></span>nal da </div><div class="t m2e6 x3a hb y6e fff fs5 fc2 sc0 ls5 ws6">campanha, <span class="_ _4"></span>f<span class="_ _3"></span>oram arrecadadas <span class="_ _4"></span>155 bol<span class="_ _3"></span>sas, entregues diretamente <span class="_ _3"></span>na Casa </div><div class="t m2e7 x3a hb y6f fff fs5 fc2 sc0 ls23 ws2c">Abrigo pelas <span class="_ _8"></span>s<span class="_ _8"></span>ervidoras Maria <span class="_ _8"></span>Cristina Monteiro <span class="_ _8"></span>e Patrícia Seixas. Foi <span class="_ _8"></span>um </div><div class="t m2e8 x3a hb y70 fff fs5 fc2 sc0 lsf ws11">moment<span class="_ _4"></span>o impactante <span class="_ _8"></span>– <span class="_ _8"></span>elas <span class="_ _8"></span>ouviram muitas <span class="_ _8"></span>hist<span class="_ _4"></span>órias <span class="_ _8"></span>de mulhere<span class="_ _8"></span>s <span class="_ _8"></span>que </div><div class="t m2e9 x3a hb y71 fff fs5 fc2 sc0 lsc wse">saíram <span class="_ _8"></span>de casa <span class="_ _8"></span>com <span class="_ _8"></span>os lhos <span class="_ _8"></span>e <span class="_ _8"></span>a roupa <span class="_ _8"></span>do corpo, outras <span class="_ _8"></span>resgatadas <span class="_ _8"></span>pela </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">polícia. Um <span class="_ _3"></span>element<span class="_ _3"></span>o comum nas <span class="_ _3"></span>histórias <span class="_ _4"></span>chamou-lhes a atenção: <span class="_ _3"></span>o f<span class="_ _3"></span>ato </div><div class="t m2ea x3a hb y73 fff fs5 fc2 sc0 lsd wsf">de <span class="_ _4"></span>estarem des<span class="_ _8"></span>empregadas <span class="_ _3"></span>e serem <span class="_ _4"></span>economicamente <span class="_ _4"></span>dependentes de <span class="_ _3"></span>s<span class="_ _8"></span>eus </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">parceiros<span class="_ _3"></span>. Elas <span class="_ _4"></span>diziam que<span class="_ _3"></span>, como <span class="_ _3"></span>só podiam permanecer <span class="_ _3"></span>no abrigo <span class="_ _4"></span>por <span class="_ _4"></span>até </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">três me<span class="_ _8"></span>se<span class="_ _8"></span>s, acabavam v<span class="_ _4"></span>oltando a dividir o lar com o agre<span class="_ _8"></span>ssor por f<span class="_ _4"></span>alta de </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">opção<span class="_ _4"></span>. Armavam também que, se <span class="_ _8"></span>tiv<span class="_ _4"></span>ess<span class="_ _8"></span>em trabalho, poderiam começar </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">outra vida, livre de medo e de viol<span class="_ _4"></span>ência.</div><div class="t m2eb x19 hb y78 fff fs5 fc2 sc0 ls0 ws0">De volta <span class="_ _8"></span>ao <span class="_ _8"></span>Senado<span class="_ _3"></span>, <span class="_ _8"></span>a <span class="_ _8"></span>partir do <span class="_ _8"></span>relat<span class="_ _4"></span>o <span class="_ _8"></span>da experiência, <span class="_ _8"></span>a diretora-geral </div><div class="t m2ec x3a hb y79 fff fs5 fc2 sc0 ls22 ws2b">te<span class="_ _4"></span>ve <span class="_ _3"></span>a ideia <span class="_ _3"></span>de destinar <span class="_ _4"></span>2% <span class="_ _4"></span>das <span class="_ _4"></span>v<span class="_ _4"></span>agas <span class="_ _3"></span>dos contrat<span class="_ _3"></span>os de <span class="_ _3"></span>terceirização às <span class="_ _3"></span>mu<span class="ls0 ws0">-</span></div><div class="t m24c x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">lheres que<span class="_ _4"></span>, <span class="_ _4"></span>de<span class="_ _4"></span>vido <span class="_ _4"></span>à viol<span class="_ _3"></span>ência doméstica, deixav<span class="_ _3"></span>am suas <span class="_ _3"></span>casas. <span class="_ _4"></span>A <span class="_ _4"></span>proposta </div><div class="t m2ed x3a hb y7b fff fs5 fc2 sc0 ls9 wsb">f<span class="_ _3"></span>oi l<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _3"></span>ada ao <span class="_ _4"></span>então <span class="_ _4"></span>presidente do <span class="_ _4"></span>Senado<span class="_ _4"></span>, <span class="_ _4"></span>Renan <span class="_ _4"></span>Calheiros, <span class="_ _4"></span>que <span class="_ _4"></span>a <span class="_ _4"></span>aprov<span class="_ _4"></span>ou. </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">Assim, no <span class="_ _8"></span>dia 24 <span class="_ _8"></span>de <span class="_ _8"></span>junho<span class="_ _3"></span>, <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>publicado <span class="_ _8"></span>o Ato da Comissão <span class="_ _8"></span>Diret<span class="_ _4"></span>ora nº <span class="_ _8"></span>4, </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">de 2016, que <span class="_ _3"></span>de<span class="_ _8"></span>stina 2% das <span class="_ _4"></span>v<span class="_ _4"></span>agas dos <span class="_ _4"></span>contrat<span class="_ _4"></span>os de terceirização <span class="_ _3"></span>para as </div><div class="t m2ee x3a hb y7e fff fs5 fc2 sc0 lsc wse">mulheres <span class="_ _8"></span>em <span class="_ _8"></span>situação de <span class="_ _8"></span>vulnerabilidade <span class="_ _8"></span>econômica <span class="_ _8"></span>em decorrência <span class="_ _8"></span>de </div><div class="t m1a7 x3a hb y7f fff fs5 fc2 sc0 ls5 ws6">viol<span class="_ _4"></span>ência <span class="_ _4"></span>doméstica e <span class="_ _4"></span>f<span class="_ _3"></span>amiliar<span class="_ _3"></span>. A <span class="_ _4"></span>partir <span class="_ _4"></span>dessa data, <span class="_ _4"></span>o Senado <span class="_ _3"></span>passou a <span class="_ _3"></span>aco<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m2ef x3a hb y80 fff fs5 fc2 sc0 ls5 ws6">lher <span class="_ _4"></span>essas mulheres, para <span class="_ _4"></span>que <span class="_ _4"></span>consigam <span class="_ _4"></span>se inserir no <span class="_ _3"></span>mercado de <span class="_ _4"></span>trabalho </div><div class="t m2f0 x3a hb y81 fff fs5 fc2 sc0 ls5 ws6">e<span class="_ _4"></span>, <span class="_ _4"></span>dess<span class="_ _8"></span>e modo<span class="_ _3"></span>, não <span class="_ _3"></span>s<span class="_ _8"></span>ejam <span class="_ _4"></span>obrigadas a <span class="_ _3"></span>voltar para <span class="_ _3"></span>o ambiente <span class="_ _3"></span>de viol<span class="_ _4"></span>ência. </div><div class="t m2f1 x3a hb y82 fff fs5 fc2 sc0 ls22 ws2b">Com <span class="_ _4"></span>o <span class="_ _4"></span>ineditismo <span class="_ _4"></span>dessa ação<span class="_ _3"></span>, considera-se <span class="_ _4"></span>que <span class="_ _4"></span>a <span class="_ _4"></span>Casa <span class="_ _4"></span>se t<span class="_ _3"></span>ornou exempl<span class="_ _3"></span>o e </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">inspiração para <span class="_ _3"></span>outras instituições. <span class="_ _4"></span>Até o <span class="_ _3"></span>momento<span class="_ _3"></span>, em 2021, <span class="_ _4"></span>o <span class="_ _4"></span>Programa </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">de Assistência <span class="_ _8"></span>a Mulhere<span class="_ _8"></span>s em situação <span class="_ _8"></span>de vulnerabilidade <span class="_ _8"></span>econômica em </div><div class="t m2f2 x3a hb y85 fff fs5 fc2 sc0 ls10 ws12">decorrência <span class="_ _8"></span>de violência domé<span class="_ _8"></span>stica e <span class="_ _8"></span>f<span class="_ _4"></span>amiliar <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>adotado <span class="_ _8"></span>pela Câmara </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">Legislativ<span class="_ _3"></span>a do DF<span class="_ _5"></span>, pelo Ministério Público do Distrito Federal e T<span class="_ _5"></span>erritórios, </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">62</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf40" class="pf wa h0" data-page-no="40"><div class="pc pc40 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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KgmAABAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFKoJAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhWoCAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCQXDVBFl/7jQAAO8bsRkjBhwoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAd1tnEBAvSGmUtQAAAABJRU5ErkJggg=="/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">pel<span class="_ _4"></span>o Gov<span class="_ _4"></span>erno do Estado de Goiás, pel<span class="_ _3"></span>o Governo <span class="_ _4"></span>do Estado de Santa Cata-</div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">rina, pela Câmara Municipal de São <span class="_ _4"></span>P<span class="_ _4"></span>aul<span class="_ _4"></span>o<span class="_ _4"></span>, pel<span class="_ _4"></span>o Gov<span class="_ _3"></span>erno do Estado do Rio </div><div class="t m2f3 x3a hb y87 fff fs5 fc2 sc0 ls22 ws2b">Grande <span class="_ _4"></span>do <span class="_ _4"></span>Norte<span class="_ _4"></span>, <span class="_ _4"></span>pela <span class="_ _4"></span>Assembleia <span class="_ _3"></span>Legislativ<span class="_ _4"></span>a <span class="_ _4"></span>do <span class="_ _4"></span>Estado do <span class="_ _3"></span>Maranhão, <span class="_ _3"></span>pela </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">Câmara Municipal <span class="_ _4"></span>de V<span class="_ _6"></span>ereadore<span class="_ _8"></span>s de <span class="_ _4"></span>São José e <span class="_ _3"></span>pela Prefeitura <span class="_ _3"></span>de Maceió.</div><div class="t m2f4 x19 hb y89 fff fs5 fc2 sc0 lsa wsc">T<span class="_ _5"></span>ambém em <span class="_ _3"></span>2016, f<span class="_ _3"></span>oi <span class="_ _4"></span>lançado <span class="_ _4"></span>o <span class="_ _4"></span>curso <span class="_ _4"></span>“Dial<span class="_ _4"></span>ogando <span class="_ _4"></span>sobre <span class="_ _4"></span>a <span class="_ _4"></span>Lei <span class="_ _3"></span>Maria da </div><div class="t m16e x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">Penha”, frut<span class="_ _3"></span>o de <span class="_ _3"></span>demanda do <span class="_ _4"></span>Pró-Equidade <span class="_ _3"></span>ao ILB, <span class="_ _4"></span>com o <span class="_ _3"></span>apoio da <span class="_ _3"></span>DGER, </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">da Promul e do comitê<span class="_ _3"></span>.</div><div class="t m2f5 x19 hb y6d fff fs5 fc2 sc0 ls5 ws6">Finalmente<span class="_ _4"></span>, <span class="_ _4"></span>ainda em <span class="_ _3"></span>2016, f<span class="_ _3"></span>oi impl<span class="_ _3"></span>ementado o <span class="_ _3"></span>programa Mãe <span class="_ _3"></span>Nutriz, </div><div class="t m2f6 x3a hb y6e fff fs5 fc2 sc0 ls8 wsa">por <span class="_ _4"></span>meio <span class="_ _4"></span>do <span class="_ _4"></span>At<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>Comissão <span class="_ _4"></span>Diret<span class="_ _4"></span>ora <span class="_ _4"></span>nº <span class="_ _4"></span>3, <span class="_ _4"></span>de <span class="_ _4"></span>2016, <span class="_ _4"></span>que <span class="_ _4"></span>instituiu <span class="_ _4"></span>a <span class="_ _4"></span>jornada </div><div class="t m2f7 x3a hb y6f fff fs5 fc2 sc0 ls9 wsb">de <span class="_ _4"></span>trabalho <span class="_ _4"></span>de seis <span class="_ _4"></span>horas <span class="_ _4"></span>diárias <span class="_ _4"></span>para <span class="_ _4"></span>servidoras, inclusive <span class="_ _3"></span>para as <span class="_ _3"></span>detento<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">ras de função de <span class="_ _4"></span>conança, até o <span class="_ _4"></span>último dia do mês em que a <span class="_ _4"></span>criança sob </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">sua guarda compl<span class="_ _4"></span>etar quinze mes<span class="_ _8"></span>es de vida.</div><div class="t m2f8 x19 hb y72 fff fs5 fc2 sc0 lsf ws11">Al<span class="_ _4"></span>ém <span class="_ _8"></span>disso<span class="_ _3"></span>, <span class="_ _8"></span>f<span class="_ _4"></span>oi <span class="_ _8"></span>lançado o <span class="_ _8"></span>painel <span class="_ _8"></span>de <span class="_ _8"></span>indicadores <span class="_ _8"></span>de <span class="_ _8"></span>gênero e <span class="_ _8"></span>raça <span class="_ _8"></span>do </div><div class="t m2f9 x3a hb y73 fff fs5 fc2 sc0 lsf ws11">Senado <span class="_ _8"></span>Federal, s<span class="_ _8"></span>ediado <span class="_ _8"></span>na <span class="_ _8"></span>página do <span class="_ _8"></span>Pró-Equidade <span class="_ _8"></span>(que<span class="_ _4"></span>, de<span class="_ _8"></span>sde <span class="_ _8"></span>2015, </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">com a criação <span class="_ _8"></span>do comitê<span class="_ _4"></span>, tem trabalhado <span class="_ _8"></span>em parceria e<span class="_ _8"></span>streita com e<span class="_ _8"></span>ste). </div><div class="t m2fa x3a hb y75 fff fs5 fc2 sc0 lsc wse">Ano <span class="_ _8"></span>a ano, de<span class="_ _8"></span>sde 2014, <span class="_ _8"></span>e<span class="_ _8"></span>sse <span class="_ _8"></span>trabalho de <span class="_ _8"></span>coleta e <span class="_ _8"></span>análise <span class="_ _8"></span>de <span class="_ _8"></span>indicadores </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">vem <span class="_ _4"></span>sendo aprimorado, <span class="_ _4"></span>f<span class="_ _3"></span>ornecendo aos ge<span class="_ _8"></span>st<span class="_ _3"></span>ore<span class="_ _8"></span>s dados concret<span class="_ _3"></span>os sobre o </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">cenário relativo a gênero e raça na Casa.</div><div class="t m2fb x19 hb y78 fff fs5 fc2 sc0 ls10 ws12"> <span class="_ _8"></span>Com o <span class="_ _8"></span>tema <span class="_ _8"></span>“Março <span class="_ _8"></span>Mulheres: <span class="_ _8"></span>Igualdade <span class="_ _8"></span>no Trabalho”, <span class="_ _8"></span>o <span class="_ _8"></span>mês <span class="_ _8"></span>em </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">homenagem às <span class="_ _3"></span>mulhere<span class="_ _8"></span>s, em <span class="_ _3"></span>2017, cont<span class="_ _4"></span>ou com <span class="_ _3"></span>uma programação <span class="_ _3"></span>diver-</div><div class="t m2fc x3a hb y7a fff fs5 fc2 sc0 ls9 wsb">sicada, <span class="_ _4"></span>promovida <span class="_ _3"></span>pela DGER <span class="_ _3"></span>em parceria <span class="_ _4"></span>com <span class="_ _4"></span>o <span class="_ _4"></span>comitê<span class="_ _4"></span>, <span class="_ _4"></span>o pr<span class="_ _4"></span>ograma <span class="_ _4"></span>Pró<span class="ls0 ws0">-</span></div><div class="t m2fd x3a hb y7b fff fs5 fc2 sc0 ls22 ws2b">-Equidade <span class="_ _4"></span>de <span class="_ _4"></span>Gênero <span class="_ _3"></span>e Raça, <span class="_ _3"></span>a Procuradoria <span class="_ _3"></span>Especial da <span class="_ _3"></span>Mulher do <span class="_ _3"></span>Senado, </div><div class="t m2fe x3a hb y7c fff fs5 fc2 sc0 ls23 ws2c">o <span class="_ _8"></span>Observat<span class="_ _3"></span>ório <span class="_ _8"></span>da Mulher <span class="_ _8"></span>contra <span class="_ _8"></span>a Violência e <span class="_ _8"></span>a <span class="_ _8"></span>Câmara dos <span class="_ _8"></span>Deputados<span class="_ _4"></span>. </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">Foram realizadas <span class="_ _4"></span>pal<span class="_ _3"></span>e<span class="_ _8"></span>stras com <span class="_ _4"></span>Luiza Hel<span class="_ _3"></span>ena Trajano<span class="_ _4"></span>, presidente do <span class="_ _3"></span>Con-</div><div class="t m2ff x3a hb y7e fff fs5 fc2 sc0 lsc wse">selho <span class="_ _8"></span>A<span class="_ _4"></span>dministrativo do <span class="_ _8"></span>Magazine Luiza <span class="_ _8"></span>e <span class="_ _8"></span>fundadora do <span class="_ _8"></span>Grupo <span class="_ _8"></span>Mulheres </div><div class="t m300 x3a hb y7f fff fs5 fc2 sc0 ls5 ws6">do <span class="_ _4"></span>Brasil, e <span class="_ _3"></span>com a <span class="_ _3"></span>lósof<span class="_ _3"></span>a, escritora <span class="_ _3"></span>e ex-secretária adjunta <span class="_ _3"></span>de Direit<span class="_ _3"></span>os Hu<span class="ls0 ws0">-</span></div><div class="t m1dc x3a hb y80 fff fs5 fc2 sc0 ls22 ws2b">manos <span class="_ _4"></span>da <span class="_ _4"></span>cidade de <span class="_ _3"></span>São P<span class="_ _3"></span>aulo <span class="_ _3"></span>Djamila Ribeiro<span class="_ _3"></span>. As <span class="_ _3"></span>palestras f<span class="_ _3"></span>oram v<span class="_ _4"></span>oltadas </div><div class="t m301 x3a hb y81 fff fs5 fc2 sc0 lsb wsd">para <span class="_ _4"></span>os <span class="_ _4"></span>colaboradores e <span class="_ _3"></span>colaboradoras do <span class="_ _3"></span>Senado. <span class="_ _3"></span>Luiza Trajano <span class="_ _3"></span>f<span class="_ _4"></span>al<span class="_ _4"></span>ou <span class="_ _3"></span>sobre<span class="_ _8"></span> </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">“Empreendedorismo Feminino” <span class="_ _3"></span>e Djamila abordou <span class="_ _4"></span>“<span class="_ _3"></span>A Importância <span class="_ _4"></span>de um </div><div class="t m302 x3a hb y83 fff fs5 fc2 sc0 ls8 wsa">Olhar <span class="_ _4"></span>Interseccional nas <span class="_ _3"></span>Políticas <span class="_ _4"></span>para <span class="_ _4"></span>as <span class="_ _4"></span>Mulheres”. A<span class="_ _3"></span>demais, f<span class="_ _3"></span>oi realizada </div><div class="t m303 x3a hb y84 fff fs5 fc2 sc0 ls9 wsb">a <span class="_ _4"></span>pal<span class="_ _4"></span>estra aberta <span class="_ _4"></span>“Lideranças <span class="_ _4"></span>e <span class="_ _4"></span>Oportunidades Iguais”, <span class="_ _4"></span>com <span class="_ _4"></span>a <span class="_ _4"></span>prof<span class="_ _3"></span>e<span class="_ _8"></span>ssora e </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">especialista <span class="_ _8"></span>em questões de <span class="_ _8"></span>gênero Roberta Gregolli, e o <span class="_ _8"></span>curso básico de </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">“Liderança e Empoderament<span class="_ _4"></span>o para as Mulheres”.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">63</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf41" class="pf wa h0" data-page-no="41"><div class="pc pc41 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m304 x19 hb y6a fff fs5 fc2 sc0 ls7 ws9">Ainda <span class="_ _8"></span>dentro da <span class="_ _8"></span>programação<span class="_ _3"></span>, <span class="_ _8"></span>f<span class="_ _4"></span>oi <span class="_ _8"></span>lançado o <span class="_ _8"></span>vídeo <span class="_ _8"></span>“Corresponsabili<span class="ls0 ws0">-</span></div><div class="t m305 x3a hb y86 fff fs5 fc2 sc0 lsc wse">dade”, <span class="_ _8"></span>com o <span class="_ _8"></span>apoio <span class="_ _8"></span>da TV <span class="_ _8"></span>Senado, por <span class="_ _8"></span>meio do <span class="_ _8"></span>qual <span class="_ _8"></span>Ísis Marra, <span class="_ _8"></span>junto ao </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">marido<span class="_ _4"></span>, f<span class="_ _4"></span>alav<span class="_ _4"></span>am sobre <span class="_ _8"></span>a divisão de <span class="_ _8"></span>taref<span class="_ _3"></span>as <span class="_ _8"></span>domésticas <span class="_ _8"></span>e cuidados com <span class="_ _8"></span>os </div><div class="t m306 x3a hb y88 fff fs5 fc2 sc0 lsb wsd">lhos; <span class="_ _4"></span>f<span class="_ _3"></span>oi ministrado <span class="_ _3"></span>o “aulão” <span class="_ _3"></span>de def<span class="_ _3"></span>e<span class="_ _8"></span>sa <span class="_ _3"></span>pe<span class="_ _8"></span>ssoal <span class="_ _4"></span>para <span class="_ _4"></span>mulheres pela <span class="_ _3"></span>Polícia </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">do Senado; <span class="_ _8"></span>e <span class="_ _8"></span>f<span class="_ _3"></span>oram <span class="_ _8"></span>publicadas, na <span class="_ _8"></span>intranet da <span class="_ _8"></span>Casa, as <span class="_ _8"></span>charges <span class="_ _8"></span>“Tiras <span class="_ _8"></span>da </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">Vida Real”. A s<span class="_ _8"></span>érie de quadrinhos ilustrados tinha o objetivo de promov<span class="_ _3"></span>er </div><div class="t m307 x3a hb y6c fff fs5 fc2 sc0 ls23 ws2c">a <span class="_ _8"></span>reexão sobre <span class="_ _8"></span>e<span class="_ _8"></span>stereótipos de <span class="_ _8"></span>gênero e <span class="_ _8"></span>discriminaçõe<span class="_ _8"></span>s que <span class="_ _8"></span>afetam as </div><div class="t m308 x3a hb y6d fff fs5 fc2 sc0 ls5 ws6">mulheres. <span class="_ _4"></span>A <span class="_ _4"></span>iniciativ<span class="_ _4"></span>a <span class="_ _4"></span>recebeu <span class="_ _4"></span>moção de <span class="_ _3"></span>aplauso da <span class="_ _3"></span>Bancada Feminina <span class="_ _4"></span>do </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">Senado Federal.</div><div class="t m309 x19 hb y6f fff fs5 fc2 sc0 ls7 ws9">Com <span class="_ _8"></span>a edição <span class="_ _8"></span>da <span class="_ _8"></span>P<span class="_ _4"></span>ortaria <span class="_ _8"></span>da Diretoria-Geral nº <span class="_ _8"></span>3.083, <span class="_ _8"></span>de 2017, <span class="_ _8"></span>alte<span class="ls0 ws0">-</span></div><div class="t m2a7 x3a hb y70 fff fs5 fc2 sc0 lse ws10">rou-se <span class="_ _8"></span>o <span class="_ _8"></span>nome do <span class="_ _8"></span>comitê <span class="_ _8"></span>para <span class="_ _8"></span>“Comitê Permanente <span class="_ _8"></span>pela <span class="_ _8"></span>Promoção <span class="_ _8"></span>da </div><div class="t m1c1 x3a hb y71 fff fs5 fc2 sc0 lsf ws11">Igualdade de <span class="_ _8"></span>Gênero e <span class="_ _8"></span>Raça”, <span class="_ _8"></span>como <span class="_ _8"></span>parte <span class="_ _8"></span>do compromisso <span class="_ _8"></span>da <span class="_ _8"></span>Casa <span class="_ _8"></span>de </div><div class="t m114 x3a hb y72 fff fs5 fc2 sc0 ls7 ws9">intensicar <span class="_ _8"></span>a discussão <span class="_ _8"></span>racial <span class="_ _8"></span>e <span class="_ _8"></span>promo<span class="_ _4"></span>ver ações <span class="_ _8"></span>que <span class="_ _8"></span>assegurem <span class="_ _8"></span>a <span class="_ _8"></span>igual<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">dade de oportunidade<span class="_ _8"></span>s para as pessoas <span class="_ _8"></span>negras que trabalham no Senado </div><div class="t m18f x3a hb y74 fff fs5 fc2 sc0 ls7 ws9">Federal. <span class="_ _8"></span>Foram de<span class="_ _8"></span>signados(as) <span class="_ _8"></span>para compor <span class="_ _8"></span>o <span class="_ _8"></span>comitê: Roberta <span class="_ _8"></span>Viegas <span class="_ _8"></span>e </div><div class="t m30a x3a hb y75 fff fs5 fc2 sc0 ls23 ws2c">Sil<span class="_ _4"></span>v<span class="_ _4"></span>a, <span class="_ _8"></span>permanecendo na <span class="_ _8"></span>coordenação <span class="_ _8"></span>dos trabalhos; <span class="_ _8"></span>Maria <span class="_ _8"></span>Cristina <span class="_ _8"></span>Sil<span class="_ _3"></span>va </div><div class="t m30b x3a hb y76 fff fs5 fc2 sc0 ls8 wsa">Monteiro<span class="_ _3"></span>, como <span class="_ _3"></span>coordenadora substituta; <span class="_ _4"></span>Maria <span class="_ _4"></span>T<span class="_ _5"></span>erezinha <span class="_ _4"></span>Nunes e <span class="_ _4"></span>Roberta </div><div class="t m30c x3a hb y77 fff fs5 fc2 sc0 ls10 ws12">Lima <span class="_ _8"></span>Barret<span class="_ _3"></span>o <span class="_ _8"></span>Monteiro, que <span class="_ _8"></span>f<span class="_ _3"></span>aziam <span class="_ _8"></span>parte <span class="_ _8"></span>da <span class="_ _8"></span>f<span class="_ _3"></span>ormação <span class="_ _8"></span>anterior; <span class="_ _8"></span>Ramila </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">Moura, repre<span class="_ _8"></span>sentando <span class="_ _8"></span>a Procuradoria Especial <span class="_ _8"></span>da Mulher; <span class="_ _8"></span>Sidne<span class="_ _4"></span>y da <span class="_ _8"></span>Sil<span class="_ _4"></span>v<span class="_ _4"></span>a </div><div class="t m242 x3a hb y79 fff fs5 fc2 sc0 ls4 ws5">Pereira <span class="_ _8"></span>Bissoli, do <span class="_ _8"></span>Serviço <span class="_ _8"></span>de Saúde <span class="_ _8"></span>Ocupacional <span class="_ _8"></span>e Qualidade <span class="_ _8"></span>de <span class="_ _8"></span>Vida no </div><div class="t m30d x3a hb y7a fff fs5 fc2 sc0 ls7 ws9">Trabalho; <span class="_ _8"></span>e Thomás <span class="_ _8"></span>Carvalho Côrte<span class="_ _8"></span>s Barbosa, <span class="_ _8"></span>Roberta <span class="_ _8"></span>Gregoli, <span class="_ _8"></span>Solange </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">Bandeira Soares Palmeira e Pérsio Henrique Barroso<span class="_ _3"></span>.</div><div class="t m2 x19 hb y7c fff fs5 fc2 sc0 ls0 ws0">Em comemoração <span class="_ _3"></span>ao Dia <span class="_ _4"></span>Nacional de <span class="_ _3"></span>T<span class="_ _3"></span>ereza de <span class="_ _3"></span>Benguela e <span class="_ _4"></span>da Mulher </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">Negra, em <span class="_ _3"></span>25 de <span class="_ _4"></span>julho<span class="_ _4"></span>, o <span class="_ _3"></span>Comitê e <span class="_ _4"></span>o Pr<span class="_ _4"></span>ograma <span class="_ _4"></span>Pró-Equidade <span class="_ _4"></span>promov<span class="_ _3"></span>eram </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">a exposição f<span class="_ _4"></span>ot<span class="_ _3"></span>ográca <span class="_ _8"></span><span class="ff1f wsb">Mulheres Negras no Senado Federal</span>, em dois f<span class="_ _4"></span>or-</div><div class="t m30e x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">mat<span class="_ _4"></span>os: <span class="_ _4"></span>no <span class="_ _4"></span>espaço Senado <span class="_ _4"></span>Gal<span class="_ _3"></span>eria, cujo <span class="_ _4"></span>lançament<span class="_ _4"></span>o <span class="_ _4"></span>f<span class="_ _3"></span>oi f<span class="_ _3"></span>eito <span class="_ _4"></span>pela <span class="_ _4"></span>senadora </div><div class="t m30f x3a hb y80 fff fs5 fc2 sc0 lsf ws11">Regina <span class="_ _8"></span>Sousa,e <span class="_ _8"></span>virtual,<span class="_ _8"></span>veiculada na <span class="_ _8"></span>intranet. <span class="_ _8"></span>Essa ação <span class="_ _8"></span>contou com <span class="_ _8"></span>a </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">adesão de mulheres de <span class="_ _4"></span>t<span class="_ _4"></span>odos os <span class="_ _3"></span>vínculos <span class="_ _4"></span>e a <span class="_ _4"></span>parceria de <span class="_ _3"></span>fot<span class="_ _3"></span>ógraf<span class="_ _4"></span>os(as) do </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">Senado Federal, com ampla repercussão dentro e f<span class="_ _3"></span>ora da Casa.</div><div class="t m310 x19 hb y83 fff fs5 fc2 sc0 lse ws10">Em <span class="_ _8"></span>2017, foi f<span class="_ _4"></span>ormado <span class="_ _8"></span>um grupo <span class="_ _8"></span>de <span class="_ _8"></span>trabalho <span class="_ _8"></span>para pensar <span class="_ _8"></span>sobre <span class="_ _8"></span>uma </div><div class="t m311 x3a hb y84 fff fs5 fc2 sc0 ls5 ws6">política <span class="_ _4"></span>de combate <span class="_ _3"></span>ao assédio moral <span class="_ _3"></span>e sexual dentr<span class="_ _4"></span>o do <span class="_ _3"></span>Senado. <span class="_ _3"></span>O grupo<span class="_ _3"></span>, </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">compost<span class="_ _4"></span>o por colaboradore<span class="_ _8"></span>s e colaboradoras <span class="_ _8"></span>do comitê<span class="_ _4"></span>, do Obs<span class="_ _8"></span>erv<span class="_ _4"></span>at<span class="_ _4"></span>ório </div><div class="t mec x3a hb y23 fff fs5 fc2 sc0 ls4 ws5">(OMV), <span class="_ _8"></span>da Secretaria <span class="_ _8"></span>de <span class="_ _8"></span>P<span class="_ _3"></span>olícia, <span class="_ _8"></span>da <span class="_ _8"></span>Diret<span class="_ _3"></span>oria-Geral <span class="_ _8"></span>e <span class="_ _8"></span>do Serviço <span class="_ _8"></span>de <span class="_ _8"></span>Saúde </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">64</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf42" class="pf wa h0" data-page-no="42"><div class="pc pc42 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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KgmAABAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFKoJAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhWoCAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCQXDVBFl/7jQAAO8bsRkjBhwoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAd1tnEBAvSGmUtQAAAABJRU5ErkJggg=="/><div class="t m312 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">Ocupacional e <span class="_ _3"></span>Qualidade de <span class="_ _3"></span>Vida No <span class="_ _4"></span>Trabalho (SESOQ<span class="_ _3"></span>VT), reuniu-se al<span class="_ _3"></span>gu-</div><div class="t m205 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">mas veze<span class="_ _8"></span>s para <span class="_ _8"></span>debates <span class="_ _8"></span>e <span class="_ _8"></span>ideias, que <span class="_ _8"></span>f<span class="_ _3"></span>oram <span class="_ _8"></span>posteriormente <span class="_ _8"></span>aprov<span class="_ _3"></span>eitadas </div><div class="t m313 x3a hb y87 fff fs5 fc2 sc0 lsa wsc">para <span class="_ _4"></span>a <span class="_ _4"></span>construção <span class="_ _4"></span>do <span class="_ _4"></span>prot<span class="_ _3"></span>ocolo <span class="_ _3"></span>utilizado pela <span class="_ _3"></span>DGER, sobre <span class="_ _3"></span>o qual <span class="_ _3"></span>falaremos </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">mais adiante<span class="_ _4"></span>.</div><div class="t m314 x19 hb y89 fff fs5 fc2 sc0 ls5 ws6">No <span class="_ _4"></span>mesmo ano<span class="_ _4"></span>, <span class="_ _4"></span>f<span class="_ _3"></span>oi lançado <span class="_ _4"></span>o <span class="_ _4"></span>“Curso Básico <span class="_ _3"></span>de Liderança <span class="_ _3"></span>e Empodera<span class="ls0 ws0">-</span></div><div class="t m315 x3a hb y6b fff fs5 fc2 sc0 ls5 ws6">ment<span class="_ _4"></span>o <span class="_ _4"></span>para Mulheres”, <span class="_ _4"></span>destinado a <span class="_ _4"></span>servidoras e <span class="_ _4"></span>colaboradoras <span class="_ _4"></span>do <span class="_ _4"></span>Senado </div><div class="t m316 x3a hb y6c fff fs5 fc2 sc0 ls9 wsb">Federal, <span class="_ _4"></span>trazendo conteúdo <span class="_ _3"></span>para as <span class="_ _3"></span>mulhere<span class="_ _8"></span>s <span class="_ _4"></span>pensarem sobre <span class="_ _3"></span>sua posição </div><div class="t m317 x3a hb y6d fff fs5 fc2 sc0 lsc wse">na <span class="_ _8"></span>Casa, no <span class="_ _8"></span>t<span class="_ _4"></span>ocante <span class="_ _8"></span>aos aspectos de <span class="_ _8"></span>gênero e <span class="_ _8"></span>raça, <span class="_ _8"></span>bem como <span class="_ _8"></span>iniciando </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">uma discussão sobre assédio moral e s<span class="_ _8"></span>exual.</div><div class="t m318 x19 hb y6f fff fs5 fc2 sc0 ls8 wsa">Mais <span class="_ _4"></span>quatro <span class="_ _3"></span>açõe<span class="_ _8"></span>s <span class="_ _4"></span>merecem <span class="_ _4"></span>ser l<span class="_ _4"></span>embradas <span class="_ _4"></span>ness<span class="_ _8"></span>e <span class="_ _4"></span>ano <span class="_ _4"></span>de <span class="_ _4"></span>2017: <span class="_ _4"></span>a <span class="_ _4"></span>ocina </div><div class="t m319 x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">“Dial<span class="_ _4"></span>ogando sobre <span class="_ _8"></span>a <span class="_ _8"></span>Lei Maria <span class="_ _8"></span>da Penha”, <span class="_ _8"></span>para <span class="_ _8"></span>as terceirizadas, <span class="_ _8"></span>que <span class="_ _8"></span>cul<span class="ls0 ws0">-</span></div><div class="t m31a x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">minou com <span class="_ _3"></span>a visita <span class="_ _3"></span>à Casa <span class="_ _4"></span>da Mulher <span class="_ _3"></span>Brasileira <span class="_ _3"></span>do Distrit<span class="_ _4"></span>o <span class="_ _4"></span>Federal; <span class="_ _4"></span>o curso </div><div class="t m31b x3a hb y72 fff fs5 fc2 sc0 ls22 ws2b">“Reetindo <span class="_ _4"></span>sobre <span class="_ _4"></span>a L<span class="_ _3"></span>ei Maria <span class="_ _3"></span>da Penha <span class="_ _4"></span>e <span class="_ _4"></span>produção <span class="_ _3"></span>de vídeos”, <span class="_ _4"></span>envol<span class="_ _3"></span>vendo </div><div class="t m31c x3a hb y73 fff fs5 fc2 sc0 ls7 ws9">os <span class="_ _8"></span>jov<span class="_ _3"></span>ens <span class="_ _8"></span>aprendize<span class="_ _8"></span>s; a <span class="_ _8"></span>roda <span class="_ _8"></span>de leitura na <span class="_ _8"></span>Biblioteca <span class="_ _8"></span>do <span class="_ _8"></span>Senado Federal </div><div class="t m31d x3a hb y74 fff fs5 fc2 sc0 ls22 ws2b">sobre <span class="_ _4"></span>o <span class="_ _4"></span>livro <span class="_ _3"></span><span class="ff1f">Americanah<span class="fff">, da <span class="_ _3"></span>e<span class="_ _8"></span>scritora <span class="_ _3"></span>nigeriana Chimamanda <span class="_ _3"></span>Adichie<span class="_ _3"></span>, con<span class="_ _4"></span><span class="ls0 ws0">-</span></span></span></div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">duzida por Ramíla <span class="_ _8"></span>Moura e Roberta <span class="_ _8"></span>Barret<span class="_ _3"></span>o; <span class="_ _8"></span>e a palestra “Gênero, Raça e </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">Mercado de Trabalho”, <span class="_ _8"></span>prof<span class="_ _3"></span>erida por Ramíla <span class="_ _8"></span>Moura e Maria Cristina <span class="_ _8"></span>Mon-</div><div class="t m31e x3a hb y77 fff fs5 fc2 sc0 ls8 wsa">teiro <span class="_ _3"></span>no Conselho Federal <span class="_ _3"></span>de Engenharia <span class="_ _3"></span>e Arquitetura, <span class="_ _3"></span>durante a <span class="_ _3"></span>“Semana<span class="_ _8"></span> </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">da Qualidade de Vida no CONFEA<span class="_ _3"></span>”.</div><div class="t m31f x19 hb y79 fff fs5 fc2 sc0 ls7 ws9">Em <span class="_ _8"></span>2018, houve <span class="_ _8"></span>duas exposiçõe<span class="_ _8"></span>s fot<span class="_ _3"></span>ográcas <span class="_ _8"></span>abordando <span class="_ _8"></span>a temática </div><div class="t m307 x3a hb y7a fff fs5 fc2 sc0 ls23 ws2c">de <span class="_ _8"></span>gênero e <span class="_ _8"></span>raça: <span class="_ _8"></span><span class="ff1f ws30">V<span class="_ _5"></span>oze<span class="_ _8"></span>s Libertárias<span class="fff ws2c"> <span class="_ _8"></span>e <span class="ff20">Cotidiano <span class="_ _8"></span>da <span class="_ _8"></span>Fot<span class="_ _4"></span>ograa: Violência </span></span></span></div><div class="t m2 x3a hb y7b ff1f fs5 fc2 sc0 ls0 ws0">de Gênero e Justiça<span class="fff">.</span></div><div class="t m320 x19 hb y7c fff fs5 fc2 sc0 lsc wse">T<span class="_ _5"></span>ambém <span class="_ _8"></span>em 2018, <span class="_ _8"></span>f<span class="_ _4"></span>oi <span class="_ _8"></span>lançada a <span class="_ _8"></span>pesquisa <span class="_ _8"></span>sobre <span class="_ _8"></span>“Direit<span class="_ _4"></span>os das <span class="_ _8"></span>Mulhe<span class="ls0 ws0">-</span></div><div class="t m321 x3a hb y7d fff fs5 fc2 sc0 ls4 ws5">res <span class="_ _8"></span>no <span class="_ _8"></span>Senado Federal: <span class="_ _8"></span>1988 <span class="_ _8"></span>a 2017”, <span class="_ _8"></span>uma <span class="_ _8"></span>publicação mapeando <span class="_ _8"></span>a <span class="_ _8"></span>pro<span class="ls0 ws0">-</span></div><div class="t m322 x3a hb y7e fff fs5 fc2 sc0 ls4 ws5">dução <span class="_ _8"></span>l<span class="_ _3"></span>egislativa da <span class="_ _8"></span>Casa <span class="_ _8"></span>desde <span class="_ _8"></span>a Constituição <span class="_ _8"></span>Federal, <span class="_ _8"></span>especicamente </div><div class="t m5 x3a hb y7f fff fs5 fc2 sc0 ls39 ws48">em <span class="_ _8"></span>relação <span class="_ _8"></span>a <span class="_ _8"></span>três <span class="_ _8"></span>eixos: <span class="_ _8"></span>1. <span class="_ _8"></span>Poder <span class="_ _8"></span>e <span class="_ _8"></span>P<span class="_ _3"></span>articipação <span class="_ _8"></span>Política; <span class="_ _8"></span>2. <span class="_ _8"></span>Trabalho <span class="_ _8"></span>e </div><div class="t m323 x3a hb y80 fff fs5 fc2 sc0 ls23 ws2c">A<span class="_ _3"></span>utonomia Econômica; <span class="_ _8"></span>3. <span class="_ _8"></span>Viol<span class="_ _4"></span>ência Contra <span class="_ _8"></span>as <span class="_ _8"></span>Mulheres. A <span class="_ _8"></span>pe<span class="_ _8"></span>squisa tem </div><div class="t m324 x3a hb y81 fff fs5 fc2 sc0 ls4 ws5">um <span class="_ _8"></span>caráter e<span class="_ _8"></span>ssencialmente <span class="_ _8"></span>inf<span class="_ _3"></span>ormativo, mas <span class="_ _8"></span>algumas consideraçõe<span class="_ _8"></span>s pu<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m325 x3a hb y82 fff fs5 fc2 sc0 lse ws10">deram <span class="_ _8"></span>ser <span class="_ _8"></span>extraídas <span class="_ _8"></span>das proposiçõe<span class="_ _8"></span>s coletadas, como, por <span class="_ _8"></span>exemplo<span class="_ _3"></span>, <span class="_ _8"></span>em </div><div class="t ma9 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">relação à <span class="_ _8"></span>iniciativa individual <span class="_ _8"></span>de parlamentare<span class="_ _8"></span>s: 65% <span class="_ _8"></span>das <span class="_ _8"></span>proposições <span class="_ _8"></span>no </div><div class="t m250 x3a hb y84 fff fs5 fc2 sc0 lsc wse">eixo <span class="_ _8"></span>P<span class="_ _3"></span>oder <span class="_ _8"></span>e <span class="_ _8"></span>P<span class="_ _4"></span>articipação Política re<span class="_ _8"></span>sultaram <span class="_ _8"></span>de iniciativa das <span class="_ _8"></span>mulheres, </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">mesmo em um cenário adverso<span class="_ _3"></span>, quando o P<span class="_ _4"></span>arlament<span class="_ _4"></span>o contav<span class="_ _3"></span>a com taxas </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">hist<span class="_ _4"></span>oricamente baixas de <span class="_ _4"></span>participação das mulheres na política. Em <span class="_ _4"></span>maio<span class="_ _4"></span>, </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">65</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m326 x3a hb y6a fff fs5 fc2 sc0 ls23 ws2c">Maria <span class="_ _8"></span>Cristina Monteiro <span class="_ _8"></span>apres<span class="_ _8"></span>ent<span class="_ _4"></span>ou a <span class="_ _8"></span>pe<span class="_ _8"></span>squisa no <span class="_ _8"></span>ev<span class="_ _3"></span>ento “Mulhere<span class="_ _8"></span>s <span class="_ _8"></span>e o </div><div class="t m327 x3a hb y86 fff fs5 fc2 sc0 ls4 ws5">Mundo <span class="_ _8"></span>do Trabalho”, <span class="_ _8"></span>realizado <span class="_ _8"></span>pela Federação <span class="_ _8"></span>das <span class="_ _8"></span>Indústrias do <span class="_ _8"></span>Estado </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">do Rio de Janeiro (Firjan).</div><div class="t m328 x19 hb y88 fff fs5 fc2 sc0 lsf ws11">Houve também, <span class="_ _8"></span>nessa <span class="_ _8"></span>época, <span class="_ _8"></span>o <span class="_ _8"></span>projet<span class="_ _3"></span>o <span class="_ _8"></span>Senado <span class="_ _8"></span>Mulheres <span class="_ _8"></span>nas <span class="_ _8"></span>Casas </div><div class="t m329 x3a hb y89 fff fs5 fc2 sc0 ls23 ws2c">Legislativ<span class="_ _3"></span>as, <span class="_ _8"></span>em <span class="_ _8"></span>parceria com <span class="_ _8"></span>a <span class="_ _8"></span>Procuradoria da <span class="_ _8"></span>Mulher <span class="_ _8"></span>e com <span class="_ _8"></span>o <span class="_ _8"></span>ILB/In<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">terl<span class="_ _4"></span>egis, quando <span class="_ _4"></span>um grupo <span class="_ _4"></span>de servidoras (Roberta <span class="_ _4"></span>Viegas, Maria <span class="_ _4"></span>T<span class="_ _5"></span>erezinha </div><div class="t mcc x3a hb y6c fff fs5 fc2 sc0 ls7 ws9">Nunes, <span class="_ _8"></span>Maria <span class="_ _8"></span>Cristina <span class="_ _8"></span>Monteiro<span class="_ _3"></span>, <span class="_ _8"></span>Roberta <span class="_ _8"></span>Gregoli e <span class="_ _8"></span>Ramíla <span class="_ _8"></span>Moura) <span class="_ _8"></span>viajou </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">por alguns estados do Brasil, em <span class="_ _8"></span>parceria com as ass<span class="_ _8"></span>embl<span class="_ _3"></span>eias legislativ<span class="_ _3"></span>as </div><div class="t m32a x3a hb y6e fff fs5 fc2 sc0 lsc wse">ou <span class="_ _8"></span>câmaras de <span class="_ _8"></span>vereadores, <span class="_ _8"></span>para <span class="ff1f">workshops</span> <span class="_ _8"></span>e <span class="_ _8"></span>pal<span class="_ _4"></span>estras <span class="_ _8"></span>sobre <span class="_ _8"></span>equidade e </div><div class="t m77 x3a hb y6f fff fs5 fc2 sc0 ls24 ws2d">liderança <span class="_ _4"></span>para <span class="_ _3"></span>mulhere<span class="_ _8"></span>s. <span class="_ _3"></span>Os <span class="_ _4"></span>e<span class="_ _4"></span>vent<span class="_ _3"></span>os<span class="ff1f ls0 ws0"> </span>eram <span class="_ _3"></span>s<span class="_ _8"></span>empre <span class="_ _4"></span>prestigiados por <span class="_ _3"></span>mulhere<span class="_ _8"></span>s </div><div class="t m32b x3a hb y70 fff fs5 fc2 sc0 lsc wse">curiosas <span class="_ _8"></span>para aprender <span class="_ _8"></span>e <span class="_ _8"></span>pensar sobre <span class="_ _8"></span>equidade<span class="_ _4"></span>. <span class="_ _8"></span>Muitas vezes, <span class="_ _8"></span>como <span class="_ _8"></span>em </div><div class="t m148 x3a hb y71 fff fs5 fc2 sc0 ls4 ws5">Manaus, as <span class="_ _8"></span>mulhere<span class="_ _8"></span>s vinham <span class="_ _8"></span>de localidades <span class="_ _8"></span>distantes, <span class="_ _8"></span>viajando horas <span class="_ _8"></span>de </div><div class="t m32c x3a hb y72 fff fs5 fc2 sc0 ls7 ws9">barco<span class="_ _4"></span>, <span class="_ _8"></span>carro ou <span class="_ _8"></span>ônibus, para <span class="_ _8"></span>atender <span class="_ _8"></span>ao <span class="_ _8"></span>e<span class="_ _3"></span>vent<span class="_ _4"></span>o <span class="_ _8"></span>promo<span class="_ _4"></span>vido <span class="_ _8"></span>pel<span class="_ _3"></span>o <span class="_ _8"></span>Senado. </div><div class="t m32d x3a hb y73 fff fs5 fc2 sc0 lsa wsc">Foram <span class="_ _4"></span>realizadas <span class="_ _4"></span>ocinas <span class="_ _4"></span>em <span class="_ _4"></span>Manaus/AM <span class="_ _4"></span>(2017), <span class="_ _4"></span>T<span class="_ _5"></span>eresina/PI (2/2018), <span class="_ _4"></span>São </div><div class="t m13b x3a hb y74 fff fs5 fc2 sc0 ls5 ws6">Vicente/SP <span class="_ _4"></span>e região <span class="_ _3"></span>(2018), Natal/RN <span class="_ _3"></span>(2018), Rio <span class="_ _4"></span>Claro/SP <span class="_ _4"></span>(2018), <span class="_ _4"></span>Jaú /SP </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">(2018), Campina Grande/PB (2018) e Brasília/DF (2019).</div><div class="t m5 x19 hb y76 fff fs5 fc2 sc0 ls6 ws8">Alguns outros <span class="_ _8"></span>e<span class="_ _4"></span>vent<span class="_ _3"></span>os <span class="_ _8"></span>ocorreram <span class="_ _8"></span>ao <span class="_ _8"></span>longo de <span class="_ _8"></span>2018 <span class="_ _8"></span>e <span class="_ _8"></span>merecem <span class="_ _8"></span>ser </div><div class="t m32e x3a hb y77 fff fs5 fc2 sc0 lsc wse">mencionados <span class="_ _8"></span>aqui. Em <span class="_ _8"></span>março<span class="_ _4"></span>, <span class="_ _8"></span>Rachel Maia, <span class="_ _8"></span>mulher<span class="_ _3"></span>, <span class="_ _8"></span>negra, mãe <span class="_ _8"></span>solteira, </div><div class="t m32f x3a hb y78 fff fs5 fc2 sc0 ls9 wsb">“pirulit<span class="_ _4"></span>ona”, <span class="_ _4"></span>como <span class="_ _4"></span>se aut<span class="_ _3"></span>odenomina, então <span class="_ _3"></span>diretora-executiv<span class="_ _3"></span>a de <span class="_ _3"></span>uma das </div><div class="t m330 x3a hb y79 fff fs5 fc2 sc0 ls9 wsb">maiores joalherias <span class="_ _4"></span>do <span class="_ _4"></span>mundo<span class="_ _4"></span>, <span class="_ _4"></span>veio <span class="_ _3"></span>ao Senado <span class="_ _3"></span>apre<span class="_ _8"></span>sentar um <span class="_ _4"></span>pouco <span class="_ _4"></span>da sua </div><div class="t m331 x3a hb y7a fff fs5 fc2 sc0 ls5 ws6">trajet<span class="_ _4"></span>ória <span class="_ _4"></span>de mulher <span class="_ _3"></span>de sucesso. <span class="_ _3"></span>Além <span class="_ _3"></span>disso, <span class="_ _4"></span>houv<span class="_ _4"></span>e dois <span class="_ _4"></span><span class="ff1f ws7">talk shows<span class="fff ws6">: <span class="_ _4"></span>“O <span class="_ _4"></span>Co<span class="ls0 ws0">-</span></span></span></div><div class="t m332 x3a hb y7b fff fs5 fc2 sc0 ls5 ws6">tidiano <span class="_ _4"></span>da Fot<span class="_ _3"></span>ograa – <span class="_ _3"></span>Memória e <span class="_ _4"></span>Gênero” <span class="_ _3"></span>e “Masculinidade<span class="_ _3"></span>, P<span class="_ _4"></span>aternidade </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">e Carreira: de homem <span class="_ _8"></span>para homem”. No me<span class="_ _8"></span>smo ano<span class="_ _4"></span>, também aconteceu </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">uma roda <span class="_ _4"></span>de l<span class="_ _3"></span>eitura sobre “Direit<span class="_ _3"></span>os Humanos das pessoas transgêner<span class="_ _4"></span>o no </div><div class="t m333 x3a hb y7e fff fs5 fc2 sc0 ls9 wsb">ambiente <span class="_ _4"></span>de trabalho”. <span class="_ _3"></span>Ademais, <span class="_ _3"></span>circulamos vídeos <span class="_ _3"></span>sobre equidade <span class="_ _4"></span>no <span class="_ _4"></span>Se<span class="ls0 ws0">-</span></div><div class="t m334 x3a hb y7f fff fs5 fc2 sc0 ls5 ws6">nado <span class="_ _4"></span>Federal e <span class="_ _3"></span>incluímos dois <span class="_ _3"></span>roteiros temáticos <span class="_ _3"></span>na visitação <span class="_ _3"></span>institucional </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">do Senado: “<span class="_ _3"></span>Abolição da Escravatura” e “Mulheres no P<span class="_ _4"></span>arlament<span class="_ _4"></span>o”.</div><div class="t m335 x19 hb y81 fff fs5 fc2 sc0 ls5 ws6">Finalmente<span class="_ _4"></span>, <span class="_ _4"></span>ainda em <span class="_ _3"></span>2018, iniciamos <span class="_ _3"></span>a primeira <span class="_ _4"></span>f<span class="_ _3"></span>as<span class="_ _8"></span>e da <span class="_ _3"></span>campanha de </div><div class="t m336 x3a hb y82 fff fs5 fc2 sc0 ls8 wsa">combate <span class="_ _4"></span>ao <span class="_ _4"></span>assédio moral <span class="_ _3"></span>e sexual no <span class="_ _3"></span>Senado. <span class="_ _3"></span>A partir <span class="_ _3"></span>do estabeleciment<span class="_ _3"></span>o </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">do uxograma de tratament<span class="_ _4"></span>o de casos de assédio na Casa, foi impl<span class="_ _3"></span>emen-</div><div class="t m337 x3a hb y84 fff fs5 fc2 sc0 lsf ws11">tada <span class="_ _8"></span>uma campanha <span class="_ _8"></span>de <span class="_ _8"></span>conscientização <span class="_ _8"></span>e <span class="_ _8"></span>pre<span class="_ _3"></span>venção <span class="_ _8"></span>de práticas <span class="_ _8"></span>de<span class="_ _8"></span>ssa </div><div class="t m160 x3a hb y85 fff fs5 fc2 sc0 ls5 ws6">natureza, <span class="_ _4"></span>de caráter <span class="_ _3"></span>educativo<span class="_ _4"></span>. Foi, <span class="_ _3"></span>primeiramente, <span class="_ _3"></span>atualizada e <span class="_ _4"></span>reeditada </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">a Cartilha <span class="_ _8"></span>de <span class="_ _8"></span>Combate ao <span class="_ _8"></span>Assédio <span class="_ _8"></span>Moral <span class="_ _8"></span>e Sexual. <span class="_ _8"></span>P<span class="_ _4"></span>osteriormente<span class="_ _4"></span>, foram </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">66</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf44" class="pf wa h0" data-page-no="44"><div class="pc pc44 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">espalhados e distribuídos <span class="_ _3"></span>cartaze<span class="_ _8"></span>s, cal<span class="_ _3"></span>endários, vídeos, a <span class="_ _3"></span>cartilha e ampl<span class="_ _3"></span>o </div><div class="t m338 x3a hb y86 fff fs5 fc2 sc0 lsc wse">material <span class="_ _8"></span>educativo a <span class="_ _8"></span>respeito do <span class="_ _8"></span>tema. Realizaram-s<span class="_ _8"></span>e <span class="_ _8"></span>div<span class="_ _4"></span>ersas <span class="_ _8"></span>ocinas e </div><div class="t m339 x3a hb y87 fff fs5 fc2 sc0 ls8 wsa">pal<span class="_ _4"></span>estras com <span class="_ _3"></span>ge<span class="_ _8"></span>st<span class="_ _4"></span>ores, pessoal terceirizado <span class="_ _3"></span>e jov<span class="_ _3"></span>ens aprendizes. <span class="_ _3"></span>A intranet </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">também contou com <span class="_ _8"></span>ampl<span class="_ _4"></span>o material <span class="_ _8"></span>inf<span class="_ _4"></span>ormativo<span class="_ _3"></span>, <span class="_ _8"></span>na forma de <span class="_ _8"></span>artigos ou </div><div class="t m2 x3a hb y89 ff1f fs5 fc2 sc0 ls0 ws0">posts<span class="fff">. As <span class="_ _3"></span>ocinas f<span class="_ _3"></span>oram conduzidas <span class="_ _4"></span>principalmente pel<span class="_ _3"></span>o SESOQ<span class="_ _3"></span>VT e <span class="_ _4"></span>pel<span class="_ _4"></span>os </span></div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">membros do comitê<span class="_ _3"></span>.</div><div class="t m33a x19 hb y6c fff fs5 fc2 sc0 ls9 wsb">Em <span class="_ _4"></span>2019, lançamos <span class="_ _3"></span>a primeira <span class="_ _3"></span>edição do <span class="_ _4"></span>Plano <span class="_ _4"></span>de <span class="_ _4"></span>Equidade <span class="_ _4"></span>de Gêner<span class="_ _4"></span>o </div><div class="t m33b x3a hb y6d fff fs5 fc2 sc0 lse ws10">e <span class="_ _8"></span>Raça. Programado <span class="_ _8"></span>para <span class="_ _8"></span>ser <span class="_ _8"></span>executado <span class="_ _8"></span>durante <span class="_ _8"></span>o biênio <span class="_ _8"></span>2019-2021, <span class="_ _8"></span>o </div><div class="t m33c x3a hb y6e fff fs5 fc2 sc0 lsd wsf">plano <span class="_ _4"></span>f<span class="_ _3"></span>ormalizou a <span class="_ _3"></span>metodol<span class="_ _3"></span>ogia de <span class="_ _3"></span>abordagem transv<span class="_ _4"></span>ersal <span class="_ _3"></span>para as <span class="_ _3"></span>que<span class="_ _8"></span>st<span class="_ _4"></span>ões<span class="_ _8"></span> </div><div class="t m33d x3a hb y6f fff fs5 fc2 sc0 ls9 wsb">ref<span class="_ _4"></span>erentes à <span class="_ _4"></span>igualdade <span class="_ _3"></span>de raça <span class="_ _3"></span>e gênero <span class="_ _3"></span>na Casa. <span class="_ _3"></span>Ou seja, não <span class="_ _4"></span>basta <span class="_ _4"></span>alguns </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">setores se engajarem na luta pela <span class="_ _4"></span>igualdade; <span class="_ _4"></span>é taref<span class="_ _3"></span>a de t<span class="_ _3"></span>odos para que o </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">esforço seja ef<span class="_ _4"></span>etivo<span class="_ _3"></span>.</div><div class="t m2 x19 hb y72 fff fs5 fc2 sc0 ls0 ws0">O plano trouxe açõe<span class="_ _8"></span>s e metas reunidas <span class="_ _8"></span>em cinco eixos (Comunicação, </div><div class="t m2b4 x3a hb y73 fff fs5 fc2 sc0 lsa wsc">Educação<span class="_ _4"></span>, <span class="_ _4"></span>Cultura <span class="_ _4"></span>Organizacional, <span class="_ _4"></span>Gestão e <span class="_ _3"></span>Saúde), para <span class="_ _3"></span>s<span class="_ _8"></span>erem <span class="_ _4"></span>executadas </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">ao l<span class="_ _4"></span>ongo dos dois anos<span class="_ _4"></span>. No ano de 2019, alguns dos destaques foram: se-</div><div class="t m33e x3a hb y75 fff fs5 fc2 sc0 lsd wsf">gunda <span class="_ _4"></span>f<span class="_ _3"></span>as<span class="_ _8"></span>e <span class="_ _4"></span>da <span class="_ _4"></span>campanha <span class="_ _4"></span>de <span class="_ _4"></span>combate <span class="_ _3"></span>ao assédio moral <span class="_ _3"></span>e sexual; <span class="_ _4"></span>divulgação </div><div class="t m33f x3a hb y76 fff fs5 fc2 sc0 ls22 ws2b">de <span class="_ _4"></span>ações de <span class="_ _4"></span>equidade <span class="_ _4"></span>do <span class="_ _4"></span>Senado<span class="_ _4"></span>, <span class="_ _4"></span>no <span class="_ _4"></span>sentido de <span class="_ _3"></span>replicar boas <span class="_ _4"></span>práticas, <span class="_ _4"></span>para </div><div class="t m340 x3a hb y77 fff fs5 fc2 sc0 lsb wsd">diversos <span class="_ _3"></span>órgãos <span class="_ _4"></span>públicos <span class="_ _3"></span>e instituições <span class="_ _4"></span>priv<span class="_ _4"></span>adas <span class="_ _3"></span>do P<span class="_ _3"></span>aís; lançament<span class="_ _3"></span>o dos <span class="_ _3"></span>dois </div><div class="t m202 x3a hb y78 fff fs5 fc2 sc0 ls22 ws2b">primeiros <span class="_ _3"></span>livros da <span class="_ _3"></span>coleção <span class="_ _3"></span><span class="ff1f ws2f">Escritoras do Brasil<span class="fff ws2b">; <span class="_ _4"></span>exposição <span class="_ _4"></span><span class="ff1f">Empoderament<span class="_ _4"></span>o </span></span></span></div><div class="t m341 x3a hb y79 ff1f fs5 fc2 sc0 lsc ws31">e Superação<span class="fff wse"> no <span class="_ _8"></span>Março <span class="_ _8"></span>Mulheres; <span class="_ _8"></span></span>T<span class="_ _5"></span>alk Show El<span class="_ _4"></span>es por Elas<span class="fff wse">; <span class="_ _8"></span>publicação <span class="_ _8"></span>da </span></div><div class="t m342 x3a hb y7a ff1f fs5 fc2 sc0 ls4 ws30">Lei Maria da Penha em Miúdos<span class="fff ws5">, recontando <span class="_ _8"></span>para adolescente<span class="_ _8"></span>s a <span class="_ _8"></span>história </span></div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">da lei que <span class="_ _8"></span>marca o efetivo compromisso do <span class="_ _8"></span>Estado brasileir<span class="_ _4"></span>o no <span class="_ _8"></span>combate </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">à viol<span class="_ _4"></span>ência contra as mulheres; e rodas de conversa sobre paternidade<span class="_ _3"></span>.</div><div class="t m343 x19 hb y7d fff fs5 fc2 sc0 ls8 wsa">Ness<span class="_ _8"></span>e <span class="_ _4"></span>ano<span class="_ _4"></span>, <span class="_ _4"></span>merece <span class="_ _4"></span>especial atenção <span class="_ _3"></span>a criação <span class="_ _3"></span>do Grupo <span class="_ _4"></span>de <span class="_ _4"></span>Anidade <span class="_ _4"></span>de </div><div class="t m344 x3a hb y7e fff fs5 fc2 sc0 ls5 ws6">Raça, <span class="_ _4"></span>quando<span class="_ _4"></span>, com <span class="_ _3"></span>bas<span class="_ _8"></span>e <span class="_ _4"></span>na <span class="_ _4"></span>aut<span class="_ _4"></span>odeclaração realizada <span class="_ _3"></span>no recadastrament<span class="_ _3"></span>o </div><div class="t m345 x3a hb y7f fff fs5 fc2 sc0 ls23 ws2c">anual, <span class="_ _8"></span>f<span class="_ _3"></span>oram <span class="_ _8"></span>convidadas <span class="_ _8"></span>pessoas <span class="_ _8"></span>negras (pretas <span class="_ _8"></span>e <span class="_ _8"></span>pardas) <span class="_ _8"></span>a s<span class="_ _8"></span>e <span class="_ _8"></span>reunirem </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">em ambiente institucional, <span class="_ _8"></span>f<span class="_ _3"></span>alarem sobre <span class="_ _8"></span>o lugar que ocupam <span class="_ _8"></span>e apres<span class="_ _8"></span>en-</div><div class="t m346 x3a hb y81 fff fs5 fc2 sc0 ls4 ws5">tarem suas <span class="_ _8"></span>demandas <span class="_ _8"></span>para que <span class="_ _8"></span>s<span class="_ _8"></span>e alcance a <span class="_ _8"></span>equidade. O <span class="_ _8"></span>grupo passou <span class="_ _8"></span>a </div><div class="t m347 x3a hb y82 fff fs5 fc2 sc0 ls4 ws5">se <span class="_ _8"></span>reunir <span class="_ _8"></span>sob a <span class="_ _8"></span>coordenação <span class="_ _8"></span>de Henrique <span class="_ _8"></span>Salles e <span class="_ _8"></span>a <span class="_ _8"></span>vice-coordenação de </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">Letícia Al<span class="_ _3"></span>cântara.</div><div class="t m5 x19 hb y84 fff fs5 fc2 sc0 ls10 ws12">Em <span class="_ _8"></span>março<span class="_ _3"></span>, <span class="_ _8"></span>ocorreu <span class="_ _8"></span>o <span class="_ _8"></span>projet<span class="_ _4"></span>o <span class="_ _8"></span>Março Mulhere<span class="_ _8"></span>s: <span class="_ _8"></span>hist<span class="_ _3"></span>órias <span class="_ _8"></span>de <span class="_ _8"></span>suce<span class="_ _8"></span>sso<span class="_ _3"></span>. </div><div class="t m348 x3a hb y85 fff fs5 fc2 sc0 ls9 wsb">Durante <span class="_ _4"></span>os mese<span class="_ _8"></span>s <span class="_ _4"></span>de <span class="_ _4"></span>f<span class="_ _4"></span>e<span class="_ _4"></span>vereir<span class="_ _4"></span>o <span class="_ _4"></span>e <span class="_ _4"></span>março<span class="_ _4"></span>, <span class="_ _4"></span>as colaboradoras <span class="_ _3"></span>do Senado <span class="_ _3"></span>foram </div><div class="t m25b x3a hb y23 fff fs5 fc2 sc0 ls9 wsb">convidadas <span class="_ _4"></span>a <span class="_ _4"></span>registrar <span class="_ _4"></span>depoiment<span class="_ _4"></span>os <span class="_ _4"></span>pessoais sobre <span class="_ _3"></span>situaçõe<span class="_ _8"></span>s <span class="_ _4"></span>de <span class="_ _4"></span>superação </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">67</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf45" class="pf wa h0" data-page-no="45"><div class="pc pc45 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m349 x3a hb y6a fff fs5 fc2 sc0 ls4 ws5">e <span class="_ _8"></span>empoderament<span class="_ _3"></span>o <span class="_ _8"></span>vivenciadas por <span class="_ _8"></span>serem <span class="_ _8"></span>mulhere<span class="_ _8"></span>s, tendo <span class="_ _8"></span>sido <span class="_ _8"></span>os textos </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">publicados na intranet da Casa.</div><div class="t m34a x19 hb y87 fff fs5 fc2 sc0 lsa wsc">Foi <span class="_ _4"></span>também <span class="_ _4"></span>realizada <span class="_ _4"></span>uma <span class="_ _4"></span>exposição <span class="_ _4"></span>na <span class="_ _3"></span>Biblioteca: <span class="ff1f ws2f">A conquista do v<span class="_ _4"></span>ot<span class="_ _4"></span>o </span></div><div class="t m34b x3a hb y88 ff1f fs5 fc2 sc0 ls5 ws6">f<span class="_ _4"></span>eminino<span class="fff">, <span class="_ _4"></span>que <span class="_ _4"></span>mostrou <span class="_ _4"></span>a <span class="_ _4"></span>trajet<span class="_ _4"></span>ória <span class="_ _4"></span>de <span class="_ _4"></span>luta <span class="_ _4"></span>das <span class="_ _4"></span>mulheres, a <span class="_ _4"></span>partir <span class="_ _4"></span>do <span class="_ _4"></span>século </span></div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">19, pel<span class="_ _4"></span>o direit<span class="_ _4"></span>o de votar<span class="_ _3"></span>, garantido apenas em 1932. A exposição contava </div><div class="t m34c x3a hb y6b fff fs5 fc2 sc0 lsa wsc">com <span class="_ _4"></span>itens <span class="_ _4"></span>do <span class="_ _4"></span>acervo <span class="_ _3"></span>da Biblioteca, <span class="_ _3"></span>do Arquivo <span class="_ _3"></span>e do <span class="_ _3"></span>Mus<span class="_ _8"></span>eu <span class="_ _4"></span>do <span class="_ _4"></span>Senado<span class="_ _4"></span>, <span class="_ _3"></span>como<span class="_ _8"></span> </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">livros, re<span class="_ _3"></span>vistas, jornais, fot<span class="_ _3"></span>os, charge<span class="_ _8"></span>s e ilustrações sobre o tema.</div><div class="t m133 x19 hb y6d fff fs5 fc2 sc0 ls9 wsb">T<span class="_ _5"></span>ambém nesse ano<span class="_ _4"></span>, <span class="_ _4"></span>dando <span class="_ _4"></span>continuidade <span class="_ _4"></span>à <span class="_ _4"></span>Campanha <span class="_ _4"></span>contra <span class="_ _4"></span>o assédio<span class="_ _4"></span>, </div><div class="t m34d x3a hb y6e fff fs5 fc2 sc0 lsf ws11">a <span class="_ _8"></span>assistente social <span class="_ _8"></span>Ana <span class="_ _8"></span>Alice <span class="_ _8"></span>Meirell<span class="_ _4"></span>es <span class="_ _8"></span>Vieira, <span class="_ _8"></span>do <span class="_ _8"></span>SESOQ<span class="_ _3"></span>VT<span class="_ _5"></span>, <span class="_ _8"></span>junt<span class="_ _4"></span>o <span class="_ _8"></span>com a </div><div class="t m183 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">jov<span class="_ _4"></span>em <span class="_ _4"></span>aprendiz Ray<span class="_ _3"></span>ane Araújo <span class="_ _3"></span>Caldas, <span class="_ _4"></span>realizou v<span class="_ _3"></span>árias <span class="_ _4"></span>visitas aos <span class="_ _3"></span>gabinete<span class="_ _8"></span>s </div><div class="t m34e x3a hb y70 fff fs5 fc2 sc0 lsd wsf">de <span class="_ _4"></span>senadore<span class="_ _8"></span>s <span class="_ _4"></span>e <span class="_ _4"></span>senadoras, com <span class="_ _3"></span>o objetiv<span class="_ _4"></span>o <span class="_ _4"></span>de <span class="_ _3"></span>apre<span class="_ _8"></span>sentar a <span class="_ _3"></span>campanha contra </div><div class="t m34f x3a hb y71 fff fs5 fc2 sc0 ls9 wsb">o <span class="_ _4"></span>assédio, <span class="_ _4"></span>materializada <span class="_ _4"></span>na <span class="_ _4"></span>cartilha <span class="_ _4"></span>“<span class="_ _3"></span>Ass<span class="_ _8"></span>édio <span class="_ _3"></span>Moral e <span class="_ _4"></span>Sexual <span class="_ _4"></span>no <span class="_ _4"></span>Trabalho”.</div><div class="t m350 x19 hb y72 fff fs5 fc2 sc0 ls8 wsa">Al<span class="_ _4"></span>ém <span class="_ _4"></span>disso<span class="_ _4"></span>, <span class="_ _4"></span>ainda <span class="_ _4"></span>com <span class="_ _4"></span>relação <span class="_ _4"></span>à <span class="_ _4"></span>campanha <span class="_ _4"></span>contra <span class="_ _4"></span>assédio sexual e <span class="_ _3"></span>mo<span class="ls0 ws0">-</span></div><div class="t m351 x3a hb y73 fff fs5 fc2 sc0 ls9 wsb">ral <span class="_ _4"></span>no trabalho<span class="_ _3"></span>, f<span class="_ _3"></span>oi <span class="_ _4"></span>lançada pel<span class="_ _3"></span>o comitê <span class="_ _3"></span>e pel<span class="_ _3"></span>o SESOQ<span class="_ _3"></span>VT a <span class="_ _4"></span>segunda f<span class="_ _3"></span>as<span class="_ _8"></span>e <span class="_ _4"></span>da </div><div class="t m352 x3a hb y74 fff fs5 fc2 sc0 lsd wsf">campanha, <span class="_ _4"></span>intitulada <span class="_ _4"></span>“Senado<span class="_ _4"></span>, <span class="_ _3"></span>ambiente livre <span class="_ _3"></span>de qual<span class="_ _4"></span>quer <span class="_ _4"></span>tipo <span class="_ _4"></span>de <span class="_ _3"></span>ass<span class="_ _8"></span>édio”. </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">A ação <span class="_ _8"></span>cont<span class="_ _3"></span>ou <span class="_ _8"></span>com totens, em tamanho <span class="_ _8"></span>real, e<span class="_ _8"></span>spalhados pela Casa, <span class="_ _8"></span>com </div><div class="t m353 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>otos de <span class="_ _8"></span>colaboradores <span class="_ _8"></span>alertando sobre <span class="_ _8"></span>a importância <span class="_ _8"></span>da <span class="_ _8"></span>pre<span class="_ _3"></span>venção <span class="_ _8"></span>e do </div><div class="t m354 x3a hb y77 fff fs5 fc2 sc0 ls7 ws9">combate <span class="_ _8"></span>ao ass<span class="_ _8"></span>édio<span class="_ _4"></span>. <span class="_ _8"></span>T<span class="_ _5"></span>ambém como <span class="_ _8"></span>parte <span class="_ _8"></span>da <span class="_ _8"></span>campanha, s<span class="_ _8"></span>ervidores(as), </div><div class="t m355 x3a hb y78 fff fs5 fc2 sc0 lsc wse">terceirizados(as), e<span class="_ _8"></span>stagiários(as) e <span class="_ _8"></span>jov<span class="_ _4"></span>ens aprendize<span class="_ _8"></span>s <span class="_ _8"></span>receberam, por <span class="_ _8"></span>cor<span class="ls0 ws0">-</span></div><div class="t m356 x3a hb y79 fff fs5 fc2 sc0 ls4 ws5">reio <span class="_ _8"></span>el<span class="_ _3"></span>etrônico <span class="_ _8"></span>e por <span class="_ _8"></span>mensagem <span class="_ _8"></span>em celular<span class="_ _3"></span>, <span class="_ _8"></span>links <span class="_ _8"></span>para dois <span class="_ _8"></span>brev<span class="_ _3"></span>e<span class="_ _8"></span>s vídeos </div><div class="t m357 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">inf<span class="_ _3"></span>ormativos, com <span class="_ _3"></span>explicaçõe<span class="_ _8"></span>s a <span class="_ _3"></span>re<span class="_ _8"></span>speit<span class="_ _4"></span>o <span class="_ _4"></span>de <span class="_ _4"></span>assédio moral <span class="_ _4"></span>e sexual. <span class="_ _4"></span>Final-</div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">mente<span class="_ _4"></span>, ainda ness<span class="_ _8"></span>e ano, a DGER apres<span class="_ _8"></span>ent<span class="_ _3"></span>ou, com o <span class="_ _8"></span>apoio do comitê e do </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">SESOQ<span class="_ _4"></span>VT<span class="_ _6"></span>, a campanha <span class="_ _3"></span>contra ass<span class="_ _8"></span>édio <span class="_ _4"></span>moral e <span class="_ _3"></span>s<span class="_ _8"></span>exual a <span class="_ _4"></span>21 representante<span class="_ _8"></span>s </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">de empresas que têm contratos de mão de obra com o Senado<span class="_ _3"></span>.</div><div class="t m358 x19 hb y7e fff fs5 fc2 sc0 lsc wse">Em <span class="_ _8"></span>abril, foi realizada <span class="_ _8"></span>a roda <span class="_ _8"></span>de leitura: <span class="_ _8"></span><span class="ff1f ws30">Quart<span class="_ _4"></span>o de Despejo: diário de </span></div><div class="t m2 x3a hb y7f ff1f fs5 fc2 sc0 ls0 ws48">uma f<span class="_ _3"></span>avelada<span class="fff ws0">, da escrit<span class="_ _4"></span>ora Carolina <span class="_ _4"></span>Maria de Jesus<span class="_ _4"></span>. Publicada em 1961, <span class="_ _4"></span>a </span></div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">obra contém <span class="_ _8"></span>registros diários da autora, que vivia <span class="_ _8"></span>em condiçõe<span class="_ _8"></span>s de mis<span class="_ _8"></span>é-</div><div class="t mb5 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">ria e <span class="_ _8"></span>f<span class="_ _4"></span>ome <span class="_ _8"></span>na f<span class="_ _4"></span>avela do <span class="_ _8"></span>Canindé<span class="_ _4"></span>, bairro <span class="_ _8"></span>da cidade <span class="_ _8"></span>de <span class="_ _8"></span>São Paul<span class="_ _3"></span>o. O <span class="_ _8"></span>debate </div><div class="t m359 x3a hb y82 fff fs5 fc2 sc0 lsc wse">f<span class="_ _3"></span>oi <span class="_ _8"></span>promovido pelo comitê <span class="_ _8"></span>e mediado <span class="_ _8"></span>pela consultora legislativ<span class="_ _3"></span>a <span class="_ _8"></span>T<span class="_ _5"></span>atiana </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">Feit<span class="_ _4"></span>osa de Britt<span class="_ _4"></span>o<span class="_ _4"></span>.</div><div class="t m35a x19 hb y84 fff fs5 fc2 sc0 ls0 ws0">Em <span class="_ _4"></span>junho<span class="_ _4"></span>, as <span class="_ _3"></span>s<span class="_ _8"></span>ervidoras <span class="_ _4"></span>P<span class="_ _4"></span>atrícia <span class="_ _4"></span>Coelho<span class="_ _4"></span>, coordenadora <span class="_ _3"></span>da Biblioteca, <span class="_ _3"></span>e </div><div class="t m35b x3a hb y85 fff fs5 fc2 sc0 ls8 wsa">a <span class="_ _4"></span>consult<span class="_ _4"></span>ora <span class="_ _4"></span>l<span class="_ _4"></span>egislativ<span class="_ _4"></span>a <span class="_ _4"></span>Roberta <span class="_ _4"></span>Viegas <span class="_ _4"></span>repres<span class="_ _8"></span>entaram <span class="_ _4"></span>o <span class="_ _4"></span>Senado <span class="_ _4"></span>Federal <span class="_ _4"></span>na </div><div class="t m35c x3a hb y23 fff fs5 fc2 sc0 ls8 wsa">terceira <span class="_ _4"></span>edição <span class="_ _3"></span>do Virada <span class="_ _3"></span>Feminina, e<span class="_ _3"></span>vent<span class="_ _4"></span>o <span class="_ _3"></span>que visa <span class="_ _3"></span>a incentiv<span class="_ _3"></span>ar e <span class="_ _3"></span>fortal<span class="_ _3"></span>ecer </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">68</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m35d x3a hb y6a fff fs5 fc2 sc0 ls8 wsa">o <span class="_ _4"></span>protagonismo <span class="_ _3"></span>da mulher <span class="_ _3"></span>em t<span class="_ _4"></span>odas <span class="_ _4"></span>as <span class="_ _4"></span>áreas <span class="_ _3"></span>nas quais <span class="_ _4"></span>atua. <span class="_ _4"></span>O <span class="_ _4"></span>encontro <span class="_ _3"></span>foi </div><div class="t m35e x3a hb y86 fff fs5 fc2 sc0 ls5 ws6">promovido <span class="_ _3"></span>pela Federação <span class="_ _3"></span>das Indústrias <span class="_ _4"></span>do <span class="_ _4"></span>Estado de <span class="_ _3"></span>São P<span class="_ _3"></span>aulo <span class="_ _3"></span>(Fie<span class="_ _8"></span>sp) e </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">pela Liga das Mulheres Eleit<span class="_ _3"></span>oras do Brasil (Libra).</div><div class="t m292 x19 hb y88 fff fs5 fc2 sc0 ls5 ws6">Numa <span class="_ _4"></span>ação <span class="_ _4"></span>do <span class="_ _4"></span>comitê <span class="_ _4"></span>voltada <span class="_ _3"></span>e<span class="_ _8"></span>specialmente <span class="_ _4"></span>para <span class="_ _4"></span>os <span class="_ _4"></span>homens <span class="_ _4"></span>da <span class="_ _4"></span>Casa, </div><div class="t m35f x3a hb y89 fff fs5 fc2 sc0 ls23 ws2c">em <span class="_ _8"></span>busca de <span class="_ _8"></span>e<span class="_ _8"></span>stimular a <span class="_ _8"></span>discussão <span class="_ _8"></span>sobre uma <span class="_ _8"></span>equidade <span class="_ _8"></span>de <span class="_ _8"></span>gênero mais </div><div class="t m360 x3a hb y6b fff fs5 fc2 sc0 ls23 ws2c">ef<span class="_ _4"></span>etiv<span class="_ _4"></span>a <span class="_ _8"></span>também na <span class="_ _8"></span>vida <span class="_ _8"></span>doméstica, <span class="_ _8"></span>alguns pais <span class="_ _8"></span>do <span class="_ _8"></span>Senado compartilha<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m361 x3a hb y6c fff fs5 fc2 sc0 ls5 ws6">ram <span class="_ _4"></span>as angústias, <span class="_ _3"></span>de<span class="_ _8"></span>saos <span class="_ _4"></span>e <span class="_ _4"></span>al<span class="_ _4"></span>egrias <span class="_ _4"></span>vividas na <span class="_ _3"></span>paternidade, <span class="_ _3"></span>numa roda <span class="_ _3"></span>de </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">conversa chamada “Desaos da P<span class="_ _4"></span>aternidade”.</div><div class="t m362 x19 hb y6e fff fs5 fc2 sc0 ls5 ws6">T<span class="_ _5"></span>ambém em <span class="_ _3"></span>2019, v<span class="_ _4"></span>eio ao <span class="_ _3"></span>Senado a <span class="_ _3"></span>lósof<span class="_ _3"></span>a francesa Gisèl<span class="_ _4"></span>e <span class="_ _4"></span>Szczyglak. </div><div class="t m363 x3a hb y6f fff fs5 fc2 sc0 ls10 ws12">Al<span class="_ _4"></span>ém <span class="_ _8"></span>da equidade <span class="_ _8"></span>de <span class="_ _8"></span>gênero<span class="_ _4"></span>, <span class="_ _8"></span>a palestrante <span class="_ _8"></span>de<span class="_ _8"></span>stacou a <span class="_ _8"></span>importância <span class="_ _8"></span>de </div><div class="t m364 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">uma <span class="_ _4"></span>rede de <span class="_ _3"></span>apoio para <span class="_ _4"></span>mulheres no <span class="_ _3"></span>trabalho. <span class="_ _4"></span>Foi <span class="_ _4"></span>também realizada <span class="_ _3"></span>uma </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">pal<span class="_ _4"></span>estra com a Rede Memoh, que v<span class="_ _3"></span>ersou sobre reexõe<span class="_ _8"></span>s voltadas <span class="_ _4"></span>para os </div><div class="t m365 x3a hb y72 fff fs5 fc2 sc0 ls22 ws2b">homens, <span class="_ _4"></span>com <span class="_ _4"></span>o <span class="_ _4"></span>objetivo <span class="_ _4"></span>de <span class="_ _4"></span>discutir <span class="_ _4"></span>o <span class="_ _4"></span>papel <span class="_ _4"></span>do <span class="_ _4"></span>homem <span class="_ _4"></span>na <span class="_ _4"></span>sociedade e <span class="_ _3"></span>f<span class="_ _4"></span>alar </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">sobre masculinidades.</div><div class="t m366 x19 hb y74 fff fs5 fc2 sc0 ls4 ws5">P<span class="_ _4"></span>or meio <span class="_ _8"></span>da <span class="_ _8"></span>P<span class="_ _4"></span>ortaria da <span class="_ _8"></span>Diretoria-Geral nº <span class="_ _8"></span>8000, de <span class="_ _8"></span>2019, <span class="_ _8"></span>a s<span class="_ _8"></span>ervidora </div><div class="t m367 x3a hb y75 fff fs5 fc2 sc0 ls7 ws9">Dal<span class="_ _4"></span>v<span class="_ _4"></span>a <span class="_ _8"></span>Maria Sousa <span class="_ _8"></span>Moura <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>de<span class="_ _8"></span>signada coordenadora <span class="_ _8"></span>do <span class="_ _8"></span>comitê<span class="_ _4"></span>, <span class="_ _8"></span>tendo </div><div class="t m1f3 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">como <span class="_ _4"></span>substituta a <span class="_ _3"></span>s<span class="_ _8"></span>ervidora <span class="_ _4"></span>Maria <span class="_ _4"></span>T<span class="_ _5"></span>erezinha Nunes. <span class="_ _3"></span>Passaram <span class="_ _3"></span>a integrar <span class="_ _4"></span>o </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">comitê as servidoras Isabela do Rosário <span class="_ _8"></span>Lisboa Martins e T<span class="_ _5"></span>eresa Celina de </div><div class="t m368 x3a hb y78 fff fs5 fc2 sc0 ls5 ws6">Souza <span class="_ _4"></span>Migliorini Este<span class="_ _3"></span>v<span class="_ _4"></span>ão <span class="_ _4"></span>e os <span class="_ _3"></span>s<span class="_ _8"></span>ervidores De<span class="_ _3"></span>vair <span class="_ _4"></span>Sebastião <span class="_ _4"></span>Nunes e <span class="_ _4"></span>Ev<span class="_ _4"></span>andro </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">Aparecido Baldutti.</div><div class="t m6b x19 hb y7a fff fs5 fc2 sc0 ls9 wsb">Já <span class="_ _4"></span>em <span class="_ _4"></span>nov<span class="_ _4"></span>embro<span class="_ _3"></span>, te<span class="_ _3"></span>ve <span class="_ _4"></span>início <span class="_ _4"></span>a <span class="_ _4"></span>terceira <span class="_ _4"></span>f<span class="_ _3"></span>as<span class="_ _8"></span>e <span class="_ _4"></span>da <span class="_ _4"></span>campanha <span class="_ _4"></span>contra <span class="_ _4"></span>o <span class="_ _4"></span>assé<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">dio moral e s<span class="_ _8"></span>exual no trabalho<span class="_ _4"></span>. Ness<span class="_ _8"></span>e moment<span class="_ _4"></span>o<span class="_ _4"></span>, f<span class="_ _3"></span>oram <span class="_ _8"></span>v<span class="_ _4"></span>eiculados vídeos </div><div class="t m369 x3a hb y7c fff fs5 fc2 sc0 ls5 ws6">com <span class="_ _4"></span>senadore<span class="_ _8"></span>s e <span class="_ _3"></span>colaboradore<span class="_ _8"></span>s <span class="_ _4"></span>da Casa <span class="_ _3"></span>alertando <span class="_ _3"></span>sobre a <span class="_ _4"></span>importância <span class="_ _4"></span>do </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">combate e da pre<span class="_ _4"></span>venção do pr<span class="_ _4"></span>obl<span class="_ _4"></span>ema.</div><div class="t m36a x19 hb y7e fff fs5 fc2 sc0 lsa wsc">Em <span class="_ _4"></span>17 <span class="_ _4"></span>de <span class="_ _4"></span>dezembro<span class="_ _3"></span>, dia <span class="_ _3"></span>em que <span class="_ _3"></span>s<span class="_ _8"></span>e comemora <span class="_ _3"></span>o Dia <span class="_ _3"></span>Nacional de <span class="_ _3"></span>Mobili<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m36b x3a hb y7f fff fs5 fc2 sc0 ls9 wsb">zação <span class="_ _4"></span>dos <span class="_ _4"></span>Homens <span class="_ _4"></span>pel<span class="_ _4"></span>o <span class="_ _4"></span>Fim d<span class="_ _4"></span>a Viol<span class="_ _3"></span>ência contra <span class="_ _3"></span>as Mulheres, os <span class="_ _3"></span>s<span class="_ _8"></span>ervidores </div><div class="t m85 x3a hb y80 fff fs5 fc2 sc0 lsa wsc">e <span class="_ _4"></span>colaboradores do <span class="_ _3"></span>Senado puderam <span class="_ _3"></span>expor seu apoio <span class="_ _3"></span>à causa <span class="_ _3"></span>na campanha </div><div class="t m36c x3a hb y81 fff fs5 fc2 sc0 ls22 ws2b">Laço <span class="_ _3"></span>Branco, <span class="_ _3"></span>movimento <span class="_ _3"></span>que convida <span class="_ _3"></span>os homens <span class="_ _3"></span>a dizerem <span class="_ _4"></span>não <span class="_ _4"></span>à <span class="_ _4"></span>viol<span class="_ _4"></span>ência </div><div class="t m13 x3a hb y82 fff fs5 fc2 sc0 lsc wse">contra <span class="_ _8"></span>as mulhere<span class="_ _8"></span>s por <span class="_ _8"></span>meio <span class="_ _8"></span>de <span class="_ _8"></span>f<span class="_ _3"></span>otograas tiradas <span class="_ _8"></span>portando plaquinhas </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">com frases div<span class="_ _4"></span>ersas sobre <span class="_ _3"></span>o tema. <span class="_ _4"></span>A campanha <span class="_ _3"></span>f<span class="_ _4"></span>oi organizada <span class="_ _3"></span>pela Diret<span class="_ _3"></span>o-</div><div class="t m208 x3a hb y84 fff fs5 fc2 sc0 ls9 wsb">ria-Geral, <span class="_ _4"></span>com apoio <span class="_ _3"></span>do comitê<span class="_ _3"></span>, e <span class="_ _3"></span>tev<span class="_ _4"></span>e como <span class="_ _3"></span>objetivo <span class="_ _4"></span>sensibilizar o <span class="_ _4"></span>público </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">masculino sobre a importância do m da viol<span class="_ _4"></span>ência contra a mulher<span class="_ _3"></span>.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">69</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">E, nalmente<span class="_ _4"></span>, em 2019, houve a edição do Ato nº 3, de 2019, da Dire-</div><div class="t m36d x3a hb y86 fff fs5 fc2 sc0 ls7 ws9">t<span class="_ _4"></span>oria-Geral, que <span class="_ _8"></span>ampliou, <span class="_ _8"></span>de 15 <span class="_ _8"></span>para <span class="_ _8"></span>24 me<span class="_ _8"></span>se<span class="_ _8"></span>s, <span class="_ _8"></span>o período <span class="_ _8"></span>da <span class="_ _8"></span>jornada de </div><div class="t m36e x3a hb y87 fff fs5 fc2 sc0 ls4 ws5">trabalho <span class="_ _8"></span>reduzida para <span class="_ _8"></span>as s<span class="_ _8"></span>ervidoras <span class="_ _8"></span>do Senado <span class="_ _8"></span>que <span class="_ _8"></span>tenham lhos <span class="_ _8"></span>dessa </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">idade<span class="_ _4"></span>.</div><div class="t m36f x19 hb y89 fff fs5 fc2 sc0 lse ws10">O <span class="_ _8"></span>ano de <span class="_ _8"></span>2020 <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>atípico <span class="_ _8"></span>na <span class="_ _8"></span>hist<span class="_ _4"></span>ória mundial, <span class="_ _8"></span>e <span class="_ _8"></span>no <span class="_ _8"></span>Senado <span class="_ _8"></span>isso não </div><div class="t m370 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>oi <span class="_ _8"></span>diferente<span class="_ _3"></span>. <span class="_ _8"></span>No dia <span class="_ _8"></span>12 <span class="_ _8"></span>de março, f<span class="_ _4"></span>oi <span class="_ _8"></span>publicado o <span class="_ _8"></span>at<span class="_ _4"></span>o (APR <span class="_ _8"></span>nº <span class="_ _8"></span>2/2020) do </div><div class="t m371 x3a hb y6c fff fs5 fc2 sc0 lsc wse">presidente <span class="_ _8"></span>Davi <span class="_ _8"></span>Alcolumbre com <span class="_ _8"></span>procediment<span class="_ _3"></span>os <span class="_ _8"></span>e <span class="_ _8"></span>regras para <span class="_ _8"></span>pre<span class="_ _4"></span>venir a </div><div class="t m372 x3a hb y6d fff fs5 fc2 sc0 lsa wsc">transmissão <span class="_ _4"></span>na <span class="_ _4"></span>Casa <span class="_ _4"></span>do <span class="_ _4"></span>novo <span class="_ _3"></span>coronavírus, <span class="_ _4"></span>causador <span class="_ _4"></span>da <span class="_ _4"></span>covid-19. <span class="_ _3"></span>Na mesma </div><div class="t m373 x3a hb y6e fff fs5 fc2 sc0 lsa wsc">data, <span class="_ _4"></span>a <span class="_ _4"></span>DGER <span class="_ _4"></span>publicou <span class="_ _4"></span>a <span class="_ _4"></span>regulamentação <span class="_ _4"></span>do <span class="_ _3"></span>ato <span class="_ _4"></span>(ADG <span class="_ _3"></span>nº 4/2020). <span class="_ _4"></span>Com <span class="_ _3"></span>isso, </div><div class="t m374 x3a hb y6f fff fs5 fc2 sc0 lsf ws11">houve o <span class="_ _8"></span>adiament<span class="_ _4"></span>o <span class="_ _8"></span>das açõe<span class="_ _8"></span>s <span class="_ _8"></span>pres<span class="_ _8"></span>enciais <span class="_ _8"></span>pre<span class="_ _3"></span>vistas <span class="_ _8"></span>no <span class="_ _8"></span>cal<span class="_ _4"></span>endário <span class="_ _8"></span>2020 </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">do comitê <span class="_ _8"></span>e um novo planejamento se <span class="_ _8"></span>f<span class="_ _3"></span>ez <span class="_ _8"></span>necessário. Ainda assim, <span class="_ _8"></span>v<span class="_ _3"></span>árias </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">ações e ev<span class="_ _4"></span>ent<span class="_ _4"></span>os f<span class="_ _3"></span>oram realizados ne<span class="_ _8"></span>sse ano, com as de<span class="_ _3"></span>vidas adaptaçõe<span class="_ _8"></span>s<span class="_ _4"></span>.</div><div class="t m2 x19 hb y72 fff fs5 fc2 sc0 ls0 ws0">Em janeir<span class="_ _4"></span>o<span class="_ _4"></span>, o <span class="_ _4"></span>Comitê Permanente <span class="_ _3"></span>pela Promoção <span class="_ _4"></span>da Igual<span class="_ _3"></span>dade de Gê-</div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">nero e <span class="_ _8"></span>Raça celebr<span class="_ _4"></span>ou os <span class="_ _8"></span>17 anos <span class="_ _8"></span>de promulgação da Lei nº <span class="_ _8"></span>10.639/2003, </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">que inseriu na Lei das Diretrizes Básicas da Educação (LDB) e no currícul<span class="_ _3"></span>o </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">ocial da rede de ensino a hist<span class="_ _4"></span>ória e cultura afro-brasil<span class="_ _3"></span>eira.</div><div class="t m375 x19 hb y76 fff fs5 fc2 sc0 ls4 ws5">T<span class="_ _5"></span>ambém <span class="_ _8"></span>no ano <span class="_ _8"></span>de <span class="_ _8"></span>2020, foi estipulado <span class="_ _8"></span>que <span class="_ _8"></span>t<span class="_ _4"></span>odos(as) os(as) <span class="_ _8"></span>e<span class="_ _8"></span>stagiá<span class="ls0 ws0">-</span></div><div class="t m5 x3a hb y77 fff fs5 fc2 sc0 ls6 ws8">rios(as) <span class="_ _8"></span>realizassem <span class="_ _8"></span>o <span class="_ _8"></span>curso <span class="_ _8"></span>“Dial<span class="_ _4"></span>ogando <span class="_ _8"></span>sobre <span class="_ _8"></span>a <span class="_ _8"></span>L<span class="_ _4"></span>ei <span class="_ _8"></span>Maria <span class="_ _8"></span>da Penha”, </div><div class="t m376 x3a hb y78 fff fs5 fc2 sc0 lse ws10">com <span class="_ _8"></span>a intenção <span class="_ _8"></span>de <span class="_ _8"></span>contribuir <span class="_ _8"></span>para a <span class="_ _8"></span>f<span class="_ _4"></span>ormação <span class="_ _8"></span>cidadã e <span class="_ _8"></span>para <span class="_ _8"></span>o <span class="_ _8"></span>trabalho </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">del<span class="_ _4"></span>es(as), <span class="_ _8"></span>em <span class="_ _8"></span>consonância com <span class="_ _8"></span>os val<span class="_ _3"></span>ore<span class="_ _8"></span>s da <span class="_ _8"></span>Casa <span class="_ _8"></span>e com <span class="_ _8"></span>o compromisso </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">com a igualdade<span class="_ _3"></span>.</div><div class="t m377 x19 hb y7b fff fs5 fc2 sc0 ls9 wsb">Foi <span class="_ _4"></span>lançado também, <span class="_ _3"></span>em parceria <span class="_ _3"></span>com o <span class="_ _4"></span>Institut<span class="_ _3"></span>o Legislativ<span class="_ _4"></span>o <span class="_ _4"></span>Brasil<span class="_ _4"></span>eiro </div><div class="t m378 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">(ILB), <span class="_ _8"></span>na plataf<span class="_ _4"></span>orma <span class="_ _8"></span>Saberes, <span class="_ _8"></span>o curso <span class="_ _8"></span>on-line <span class="_ _8"></span>“<span class="_ _3"></span>Ass<span class="_ _8"></span>édio Moral <span class="_ _8"></span>e Sexual <span class="_ _8"></span>no </div><div class="t m379 x3a hb y7d fff fs5 fc2 sc0 ls10 ws12">Trabalho”. <span class="_ _8"></span>Baseado <span class="_ _8"></span>na <span class="_ _8"></span>cartilha <span class="_ _8"></span>sobre o <span class="_ _8"></span>tema <span class="_ _8"></span>produzida <span class="_ _8"></span>pel<span class="_ _3"></span>o <span class="_ _8"></span>comitê, o </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">curso é gratuit<span class="_ _4"></span>o e abert<span class="_ _4"></span>o ao público em geral.</div><div class="t m37a x19 hb y7f fff fs5 fc2 sc0 ls7 ws9">Em <span class="_ _8"></span>f<span class="_ _3"></span>ev<span class="_ _4"></span>ereiro<span class="_ _3"></span>, <span class="_ _8"></span>o <span class="_ _8"></span>grupo <span class="_ _8"></span>de trabalho <span class="_ _8"></span>(GT) <span class="_ _8"></span>criado <span class="_ _8"></span>para discutir <span class="_ _8"></span>que<span class="_ _8"></span>st<span class="_ _4"></span>ões </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">raciais, parte <span class="_ _3"></span>integrante do comitê<span class="_ _3"></span>, trabalhou <span class="_ _4"></span>em um <span class="_ _3"></span>plano de ações para </div><div class="t m5 x3a hb y81 fff fs5 fc2 sc0 ls6 ws8">t<span class="_ _4"></span>odo <span class="_ _8"></span>o <span class="_ _8"></span>ano <span class="_ _8"></span>de 2020, <span class="_ _8"></span>visando <span class="_ _8"></span>a <span class="_ _8"></span>debater <span class="_ _8"></span>e <span class="_ _8"></span>combater <span class="_ _8"></span>a <span class="_ _8"></span>desigualdade <span class="_ _8"></span>e <span class="_ _8"></span>a </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">discriminação racial no Senado<span class="_ _4"></span>.</div><div class="t m37b x19 hb y83 fff fs5 fc2 sc0 ls0 ws0">Em março<span class="_ _3"></span>, o <span class="_ _3"></span>comitê realizou <span class="_ _4"></span>exposição <span class="_ _4"></span>virtual, já <span class="_ _3"></span>durante a <span class="_ _3"></span>pandemia, </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">com f<span class="_ _3"></span>ot<span class="_ _4"></span>os <span class="_ _4"></span>de mulheres <span class="_ _4"></span>que se destacaram <span class="_ _4"></span>na hist<span class="_ _3"></span>ória do <span class="_ _3"></span>Brasil. A<span class="_ _4"></span>o <span class="_ _4"></span>t<span class="_ _4"></span>odo<span class="_ _4"></span>, a </div><div class="t m37c x3a hb y85 fff fs5 fc2 sc0 ls5 ws6">equipe <span class="_ _4"></span>do comitê <span class="_ _3"></span>e<span class="_ _8"></span>scolheu <span class="_ _4"></span>oit<span class="_ _4"></span>o <span class="_ _4"></span>f<span class="_ _3"></span>otograas <span class="_ _4"></span>para <span class="_ _4"></span>repres<span class="_ _8"></span>entar <span class="_ _4"></span>o <span class="_ _4"></span>8 de <span class="_ _3"></span>março, </div><div class="t m37d x3a hb y23 fff fs5 fc2 sc0 ls8 wsa">Dia <span class="_ _4"></span>Internacional <span class="_ _4"></span>das <span class="_ _4"></span>Mulheres, retratando <span class="_ _3"></span>brasileiras <span class="_ _4"></span>que <span class="_ _4"></span>contribuíram <span class="_ _4"></span>em </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">70</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf48" class="pf wa h0" data-page-no="48"><div class="pc pc48 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m375 x3a hb y6a fff fs5 fc2 sc0 ls4 ws5">diversas áreas <span class="_ _8"></span>do conhecimento<span class="_ _3"></span>, <span class="_ _8"></span>como <span class="_ _8"></span>literatura, teatro, direit<span class="_ _4"></span>o<span class="_ _4"></span>, política, </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">medicina e direit<span class="_ _4"></span>os indígenas<span class="_ _4"></span>.</div><div class="t m37e x19 hb y87 fff fs5 fc2 sc0 ls0 ws0">No <span class="_ _4"></span>mês de <span class="_ _4"></span>maio<span class="_ _4"></span>, <span class="_ _4"></span>f<span class="_ _3"></span>oi realizado <span class="_ _4"></span>o <span class="_ _4"></span>Cine <span class="_ _4"></span>Reexão<span class="_ _4"></span>, <span class="_ _4"></span>promovido <span class="_ _3"></span>pelo <span class="_ _3"></span>comitê, </div><div class="t m37f x3a hb y88 fff fs5 fc2 sc0 ls8 wsa">que <span class="_ _4"></span>buscou <span class="_ _4"></span>discutir <span class="_ _4"></span>com <span class="_ _4"></span>estagiários e <span class="_ _3"></span>e<span class="_ _8"></span>stagiárias o <span class="_ _3"></span>tema “masculinidades” </div><div class="t m380 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">a <span class="_ _8"></span>partir do <span class="_ _8"></span>documentário <span class="_ _8"></span><span class="ff1f ws30">O Sil<span class="_ _4"></span>êncio dos Homens<span class="fff ws0"> (2019). <span class="_ _8"></span>A <span class="_ _8"></span>iniciativ<span class="_ _3"></span>a, <span class="_ _8"></span>que </span></span></div><div class="t m2e9 x3a hb y6b fff fs5 fc2 sc0 lsc wse">te<span class="_ _4"></span>ve mais <span class="_ _8"></span>de 170 <span class="_ _8"></span>participaçõe<span class="_ _8"></span>s, f<span class="_ _4"></span>oi <span class="_ _8"></span>uma parceria <span class="_ _8"></span>do <span class="_ _8"></span>comitê com <span class="_ _8"></span>o <span class="_ _8"></span>Servi<span class="ls0 ws0">-</span></div><div class="t m381 x3a hb y6c fff fs5 fc2 sc0 ls23 ws2c">ço <span class="_ _8"></span>de Ge<span class="_ _8"></span>stão de <span class="_ _8"></span>Estágios <span class="_ _8"></span>(SGest) <span class="_ _8"></span>e <span class="_ _8"></span>com <span class="_ _8"></span>o SESOQVT<span class="_ _6"></span>. <span class="_ _8"></span>Houv<span class="_ _4"></span>e <span class="_ _8"></span>também um </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">bate-papo em tempo real <span class="_ _8"></span>na plataf<span class="_ _3"></span>orma <span class="_ _8"></span>Saberes, do <span class="_ _8"></span>Institut<span class="_ _3"></span>o <span class="_ _8"></span>L<span class="_ _4"></span>egislativo </div><div class="t m34b x3a hb y6e fff fs5 fc2 sc0 ls5 ws6">Brasil<span class="_ _4"></span>eiro <span class="_ _3"></span>(ILB), com <span class="_ _4"></span>a <span class="_ _4"></span>participação <span class="_ _4"></span>do <span class="_ _4"></span>psicól<span class="_ _4"></span>ogo <span class="_ _4"></span>Rolf Regehr<span class="_ _5"></span>, do <span class="_ _3"></span>SESOQVT<span class="_ _6"></span>, </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">e de membros do comitê<span class="_ _3"></span>.</div><div class="t m31a x19 hb y70 fff fs5 fc2 sc0 ls0 ws0">Os participantes <span class="_ _4"></span>da <span class="_ _4"></span>primeira Roda <span class="_ _3"></span>de L<span class="_ _4"></span>eitura <span class="_ _4"></span>virtual, realizada <span class="_ _3"></span>no dia <span class="_ _3"></span>3 </div><div class="t m382 x3a hb y71 fff fs5 fc2 sc0 ls22 ws2b">de <span class="_ _4"></span>junho <span class="_ _4"></span>pela <span class="_ _4"></span>Coordenação <span class="_ _4"></span>de <span class="_ _4"></span>Biblioteca do <span class="_ _3"></span>Senado, <span class="_ _3"></span>discutiram o <span class="_ _3"></span>papel da </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">mulher na sociedade e <span class="_ _4"></span>a sua importância em <span class="_ _4"></span>e<span class="_ _4"></span>vent<span class="_ _3"></span>os hist<span class="_ _4"></span>óricos<span class="_ _4"></span>. O debate </div><div class="t m383 x3a hb y73 fff fs5 fc2 sc0 ls8 wsa">te<span class="_ _4"></span>ve <span class="_ _3"></span>como ref<span class="_ _3"></span>erência o <span class="_ _3"></span>livro <span class="ff1f ws7">A guerra não tem rost<span class="_ _3"></span>o de mulher<span class="fff wsa">, da <span class="_ _3"></span>e<span class="_ _8"></span>scrit<span class="_ _4"></span>ora </span></span></div><div class="t m384 x3a hb y74 fff fs5 fc2 sc0 ls8 wsa">biel<span class="_ _4"></span>orrussa <span class="_ _4"></span>Svetlana <span class="_ _3"></span>Aleksié<span class="_ _3"></span>vitcha, que <span class="_ _3"></span>trata da <span class="_ _3"></span>pre<span class="_ _8"></span>sença das <span class="_ _3"></span>mulhere<span class="_ _8"></span>s rus<span class="ls0 ws0">-</span></div><div class="t m385 x3a hb y75 fff fs5 fc2 sc0 lsa wsc">sas <span class="_ _4"></span>na <span class="_ _4"></span>Segunda <span class="_ _4"></span>Guerra <span class="_ _4"></span>Mundial. <span class="_ _4"></span>O <span class="_ _3"></span>encontro f<span class="_ _3"></span>oi mediado <span class="_ _3"></span>pela coordenadora </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">do comitê<span class="_ _4"></span>, Dal<span class="_ _4"></span>v<span class="_ _4"></span>a Moura, e por P<span class="_ _4"></span>al<span class="_ _4"></span>oma Cristina Pediani, do Pró-Equidade<span class="_ _3"></span>.</div><div class="t m386 x19 hb y77 fff fs5 fc2 sc0 ls23 ws2c">Junho <span class="_ _8"></span>f<span class="_ _3"></span>ez <span class="_ _8"></span>história com <span class="_ _8"></span>a contratação <span class="_ _8"></span>das <span class="_ _8"></span>duas <span class="_ _8"></span>primeiras mulhere<span class="_ _8"></span>s <span class="_ _8"></span>a </div><div class="t m387 x3a hb y78 fff fs5 fc2 sc0 ls10 ws12">ocupar <span class="_ _8"></span>a função <span class="_ _8"></span>de <span class="_ _8"></span>motoristas prossionais <span class="_ _8"></span>terceirizadas do <span class="_ _8"></span>Senado. A </div><div class="t m388 x3a hb y79 fff fs5 fc2 sc0 ls9 wsb">contratação <span class="_ _4"></span>é um <span class="_ _3"></span>marco, <span class="_ _3"></span>demonstrando mais <span class="_ _3"></span>um passo <span class="_ _4"></span>na <span class="_ _4"></span>diminuição das </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">desigualdades e<span class="_ _8"></span>struturais de gênero na sociedade e no Senado<span class="_ _3"></span>.</div><div class="t m2 x19 hb y7b fff fs5 fc2 sc0 ls0 ws0">Em outra ação inédita, <span class="_ _8"></span>f<span class="_ _3"></span>oi lançada em <span class="_ _8"></span>julho a Campanha Racismo em </div><div class="t m389 x3a hb y7c fff fs5 fc2 sc0 lse ws10">P<span class="_ _4"></span>auta, <span class="_ _8"></span>uma iniciativa do <span class="_ _8"></span>comitê <span class="_ _8"></span>e <span class="_ _8"></span>da Secretaria <span class="_ _8"></span>de <span class="_ _8"></span>Comunicação <span class="_ _8"></span>Social </div><div class="t m38a x3a hb y7d fff fs5 fc2 sc0 lsc wse">(Secom), <span class="_ _8"></span>com o <span class="_ _8"></span>objetivo de <span class="_ _8"></span>combater <span class="_ _8"></span>o racismo <span class="_ _8"></span>e<span class="_ _8"></span>strutural, promov<span class="_ _4"></span>endo </div><div class="t m38b x3a hb y7e fff fs5 fc2 sc0 ls8 wsa">debates, manif<span class="_ _3"></span>e<span class="_ _8"></span>stações e <span class="_ _4"></span>campanhas <span class="_ _4"></span>institucionais <span class="_ _4"></span>contra <span class="_ _4"></span>práticas <span class="_ _4"></span>racistas </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">que f<span class="_ _3"></span>oram naturalizadas pela <span class="_ _4"></span>sociedade brasil<span class="_ _3"></span>eira. A iniciativ<span class="_ _3"></span>a trouxe uma </div><div class="t m85 x3a hb y80 fff fs5 fc2 sc0 lsa wsc">série de <span class="_ _3"></span>reportagens e <span class="_ _3"></span>conteúdos especiais, também <span class="_ _3"></span>voltados para <span class="_ _3"></span>as redes </div><div class="t m38c x3a hb y81 fff fs5 fc2 sc0 ls5 ws6">sociais, <span class="_ _4"></span>produzidos <span class="_ _4"></span>pela <span class="_ _4"></span>A<span class="_ _4"></span>gência <span class="_ _4"></span>Senado<span class="_ _4"></span>, Rádio <span class="_ _3"></span>Senado e <span class="_ _3"></span>TV Senado<span class="_ _4"></span>, <span class="_ _4"></span>al<span class="_ _4"></span>ém </div><div class="t m38d x3a hb y82 fff fs5 fc2 sc0 ls5 ws6">de <span class="_ _4"></span>peças publicitárias <span class="_ _3"></span>e atividades remotas <span class="_ _3"></span>organizadas pela <span class="_ _3"></span>Secretaria de </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">Relações Públicas e Comunicação Organizacional (SRPCO).</div><div class="t m2 x19 hb y84 fff fs5 fc2 sc0 ls0 ws0">Ainda em <span class="_ _8"></span>julho<span class="_ _3"></span>, <span class="_ _8"></span>no âmbito da Campanha <span class="_ _8"></span>Racismo em Pauta, f<span class="_ _4"></span>oi reali-</div><div class="t m38e x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">zada <span class="_ _4"></span>a mostra <span class="_ _3"></span>virtual apres<span class="_ _8"></span>entando <span class="_ _4"></span>mulheres que <span class="_ _4"></span>lutaram <span class="_ _4"></span>pela <span class="_ _4"></span>igualdade </div><div class="t m38f x3a hb y23 fff fs5 fc2 sc0 ls5 ws6">na <span class="_ _4"></span>hist<span class="_ _4"></span>ória do <span class="_ _3"></span>País<span class="_ _3"></span>. A <span class="_ _3"></span>mostra, veiculada <span class="_ _3"></span>na intranet, <span class="_ _3"></span>foi <span class="_ _3"></span>uma homenagem <span class="_ _4"></span>à </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">71</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">memória das <span class="_ _8"></span>mulheres <span class="_ _8"></span>negras e <span class="_ _8"></span>indígenas que contribuíram <span class="_ _8"></span>para a <span class="_ _8"></span>cons-</div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">trução da hist<span class="_ _4"></span>ória brasil<span class="_ _4"></span>eira.</div><div class="t m390 x19 hb y87 fff fs5 fc2 sc0 ls8 wsa">Em <span class="_ _4"></span>agost<span class="_ _4"></span>o <span class="_ _4"></span>de <span class="_ _4"></span>2020, <span class="_ _4"></span>os <span class="_ _4"></span>banheiros <span class="_ _3"></span>do Senado<span class="_ _4"></span>, <span class="_ _4"></span>tant<span class="_ _3"></span>o os <span class="_ _4"></span>f<span class="_ _4"></span>emininos <span class="_ _4"></span>quant<span class="_ _4"></span>o </div><div class="t m83 x3a hb y88 fff fs5 fc2 sc0 lsc wse">os <span class="_ _8"></span>masculinos e <span class="_ _8"></span>unissex, <span class="_ _8"></span>passaram <span class="_ _8"></span>a contar <span class="_ _8"></span>com <span class="_ _8"></span>suporte <span class="_ _8"></span>adequado para </div><div class="t m391 x3a hb y89 fff fs5 fc2 sc0 ls23 ws2c">higienização <span class="_ _8"></span>de bebê<span class="_ _8"></span>s <span class="_ _8"></span>(fral<span class="_ _4"></span>dário). <span class="_ _8"></span>A ação <span class="_ _8"></span>se <span class="_ _8"></span>propõe <span class="_ _8"></span>a mudar <span class="_ _8"></span>a <span class="_ _8"></span>realidade </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">de cuidado único por mãe<span class="_ _8"></span>s, que sobrecarrega o exercício da <span class="_ _8"></span>maternidade </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">e limita a participação paterna.</div><div class="t m392 x19 hb y6d fff fs5 fc2 sc0 lsf ws11">T<span class="_ _5"></span>ambém <span class="_ _8"></span>em <span class="_ _8"></span>agost<span class="_ _3"></span>o, em <span class="_ _8"></span>comemoração <span class="_ _8"></span>aos 14 <span class="_ _8"></span>anos <span class="_ _8"></span>da <span class="_ _8"></span>L<span class="_ _4"></span>ei <span class="_ _8"></span>Maria da </div><div class="t m393 x3a hb y6e fff fs5 fc2 sc0 ls9 wsb">Penha, <span class="_ _4"></span>o comitê <span class="_ _3"></span>reuniu 16 <span class="_ _3"></span>vídeos de <span class="_ _4"></span>colaboradores f<span class="_ _3"></span>alando sobre <span class="_ _3"></span>a impor<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">tância da l<span class="_ _4"></span>ei. A série de vídeos foi lançada na intranet.</div><div class="t m2 x19 hb y70 fff fs5 fc2 sc0 ls0 ws0">Em s<span class="_ _8"></span>etembro<span class="_ _3"></span>, a <span class="_ _8"></span>desigualdade de gênero que <span class="_ _8"></span>t<span class="_ _3"></span>olhe <span class="_ _8"></span>a pres<span class="_ _8"></span>ença de mu-</div><div class="t m120 x3a hb y71 fff fs5 fc2 sc0 ls8 wsa">lheres no <span class="_ _3"></span>meio cientíco <span class="_ _4"></span>f<span class="_ _3"></span>oi o <span class="_ _3"></span>tema da <span class="_ _3"></span>Roda de <span class="_ _4"></span>L<span class="_ _4"></span>eitura <span class="_ _4"></span>da <span class="_ _4"></span>Biblioteca <span class="_ _4"></span>do <span class="_ _4"></span>Se<span class="ls0 ws0">-</span></div><div class="t m34c x3a hb y72 fff fs5 fc2 sc0 lsa wsc">nado<span class="_ _4"></span>. <span class="_ _4"></span>O <span class="_ _4"></span>debate <span class="_ _4"></span>“Mulheres na <span class="_ _3"></span>Ciência – <span class="_ _3"></span>Um Retrat<span class="_ _3"></span>o da <span class="_ _3"></span>Pre<span class="_ _8"></span>s<span class="_ _8"></span>ença <span class="_ _3"></span>Feminina”, </div><div class="t m214 x3a hb y73 fff fs5 fc2 sc0 ls5 ws6">realizado <span class="_ _4"></span>on-line<span class="_ _4"></span>, f<span class="_ _3"></span>oi <span class="_ _4"></span>mediado <span class="_ _4"></span>pela jornalista <span class="_ _3"></span>e produt<span class="_ _3"></span>ora da <span class="_ _3"></span>Rádio Senado </div><div class="t m1ac x3a hb y74 fff fs5 fc2 sc0 ls23 ws2c">Ana <span class="_ _8"></span>Beatriz dos <span class="_ _8"></span>Sant<span class="_ _4"></span>os, que <span class="_ _8"></span>abordou <span class="_ _8"></span>os obstáculos à <span class="_ _8"></span>ascensão <span class="_ _8"></span>f<span class="_ _3"></span>eminina </div><div class="t m394 x3a hb y75 fff fs5 fc2 sc0 ls8 wsa">nas <span class="_ _4"></span>chamadas <span class="_ _4"></span>áreas <span class="_ _4"></span>CTEM <span class="_ _4"></span>(Ciência, <span class="_ _4"></span>T<span class="_ _5"></span>ecnologia, <span class="_ _3"></span>Engenharia e <span class="_ _3"></span>Matemática).</div><div class="t m395 x19 hb y76 fff fs5 fc2 sc0 ls8 wsa">Em <span class="_ _4"></span>outubro<span class="_ _3"></span>, f<span class="_ _3"></span>oi realizada <span class="_ _3"></span>roda de <span class="_ _3"></span>conversa <span class="_ _4"></span>sobre <span class="_ _4"></span>a <span class="_ _4"></span>viol<span class="_ _4"></span>ência <span class="_ _4"></span>doméstica, </div><div class="t m396 x3a hb y77 fff fs5 fc2 sc0 ls5 ws6">promovida <span class="_ _3"></span>pelo <span class="_ _3"></span>SESOQVT<span class="_ _6"></span>. <span class="_ _4"></span>O <span class="_ _4"></span>debate <span class="_ _4"></span>te<span class="_ _4"></span>ve <span class="_ _3"></span>como pont<span class="_ _3"></span>o de <span class="_ _3"></span>partida o <span class="_ _4"></span><span class="ff16">podcast<span class="ff10 ls0 ws0"> </span></span></div><div class="t m397 x3a hb y78 fff fs5 fc2 sc0 lsb wsd">sobre <span class="_ _4"></span>um <span class="_ _3"></span>episódio f<span class="_ _3"></span>amoso <span class="_ _4"></span>de <span class="_ _4"></span>viol<span class="_ _4"></span>ência <span class="_ _3"></span>domé<span class="_ _8"></span>stica, <span class="_ _4"></span>chamado <span class="_ _3"></span>“Crime da <span class="_ _3"></span>Praia </div><div class="t m398 x3a hb y79 fff fs5 fc2 sc0 ls7 ws9">dos <span class="_ _8"></span>Ossos”, ocorrido <span class="_ _8"></span>em <span class="_ _8"></span>1976, no <span class="_ _8"></span>lit<span class="_ _4"></span>oral <span class="_ _8"></span>uminense<span class="_ _4"></span>, <span class="_ _8"></span>quando a <span class="_ _8"></span>socialite </div><div class="t m399 x3a hb y7a fff fs5 fc2 sc0 ls4 ws5">Ângela <span class="_ _8"></span>Diniz f<span class="_ _4"></span>oi <span class="_ _8"></span>morta pelo namorado, Raul <span class="_ _8"></span>“Doca” Street. <span class="_ _8"></span>No <span class="_ _8"></span>processo<span class="_ _4"></span>, </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">marcado pel<span class="_ _3"></span>o machismo<span class="_ _4"></span>, os <span class="_ _4"></span>def<span class="_ _4"></span>ensores do réu al<span class="_ _3"></span>egaram “l<span class="_ _3"></span>egítima defesa </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">da honra” para justicar o crime<span class="_ _4"></span>.</div><div class="t m39a x19 hb y7d fff fs5 fc2 sc0 lsb wsd">No <span class="_ _4"></span>dia <span class="_ _4"></span>20 <span class="_ _3"></span>de nov<span class="_ _3"></span>embro, <span class="_ _3"></span>em homenagem <span class="_ _3"></span>ao Dia <span class="_ _3"></span>Nacional da <span class="_ _3"></span>Consciência </div><div class="t m39b x3a hb y7e fff fs5 fc2 sc0 ls8 wsa">Negra <span class="_ _4"></span>e <span class="_ _4"></span>no <span class="_ _4"></span>esteio da <span class="_ _3"></span>Campanha Racismo <span class="_ _4"></span>em <span class="_ _4"></span>P<span class="_ _4"></span>auta, <span class="_ _4"></span>a <span class="_ _4"></span>Biblioteca <span class="_ _4"></span>do <span class="_ _4"></span>Senado </div><div class="t m39c x3a hb y7f fff fs5 fc2 sc0 ls4 ws5">lançou <span class="_ _8"></span>o quinto volume do <span class="_ _8"></span>Boletim de <span class="_ _8"></span>Bibliograas Selecionadas, com <span class="_ _8"></span>o </div><div class="t mda x3a hb y80 fff fs5 fc2 sc0 ls10 ws12">tema <span class="_ _8"></span>“Branquitude e <span class="_ _8"></span>antirracismo: <span class="_ _8"></span>alianças possíveis”’. <span class="_ _8"></span>A iniciativa fez </div><div class="t m39d x3a hb y81 fff fs5 fc2 sc0 ls4 ws5">parte <span class="_ _8"></span>das açõe<span class="_ _8"></span>s do <span class="_ _8"></span>Plano <span class="_ _8"></span>de Equidade <span class="_ _8"></span>de <span class="_ _8"></span>Gênero e <span class="_ _8"></span>Raça, com <span class="_ _8"></span>o <span class="_ _8"></span>objetivo </div><div class="t m39e x3a hb y82 fff fs5 fc2 sc0 ls23 ws2c">de <span class="_ _8"></span>incentiv<span class="_ _3"></span>ar <span class="_ _8"></span>a <span class="_ _8"></span>l<span class="_ _4"></span>eitura sobre <span class="_ _8"></span>as <span class="_ _8"></span>relações <span class="_ _8"></span>raciais <span class="_ _8"></span>e <span class="_ _8"></span>a compreensão <span class="_ _8"></span>de <span class="_ _8"></span>que </div><div class="t m39f x3a hb y83 fff fs5 fc2 sc0 ls5 ws6">desconstruir o <span class="_ _4"></span>racismo <span class="_ _4"></span>é responsabilidade <span class="_ _4"></span>da <span class="_ _4"></span>sociedade<span class="_ _4"></span>. Foram <span class="_ _3"></span>s<span class="_ _8"></span>el<span class="_ _3"></span>eciona<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">das 20 <span class="_ _3"></span>obras que <span class="_ _4"></span>discutem temas <span class="_ _3"></span>como branquitude<span class="_ _3"></span>, racismo estrutural <span class="_ _4"></span>e </div><div class="t m3a0 x3a hb y85 fff fs5 fc2 sc0 ls8 wsa">antirracismo<span class="_ _4"></span>. <span class="_ _4"></span>Na <span class="_ _4"></span>mesma ocasião<span class="_ _3"></span>, ainda <span class="_ _3"></span>em homenagem <span class="_ _3"></span>ao Dia <span class="_ _4"></span>Nacional <span class="_ _4"></span>da </div><div class="t m3a1 x3a hb y23 fff fs5 fc2 sc0 lsa wsc">Consciência <span class="_ _4"></span>Negra, <span class="_ _4"></span>o <span class="_ _4"></span>comitê <span class="_ _4"></span>disponibilizou <span class="_ _4"></span>uma <span class="_ _4"></span>gal<span class="_ _4"></span>eria <span class="_ _4"></span>de <span class="_ _4"></span>f<span class="_ _3"></span>otos <span class="_ _3"></span>na intranet </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">72</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf4a" class="pf wa h0" data-page-no="4a"><div class="pc pc4a wa h0"><img class="bi x0 y0 w1 h1" alt="" 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class="t m3a2 x3a hb y6a fff fs5 fc2 sc0 lsd wsf">com <span class="_ _4"></span>a <span class="_ _3"></span>biograa de <span class="_ _3"></span>personalidade<span class="_ _8"></span>s <span class="_ _3"></span>negras que <span class="_ _3"></span>marcaram a <span class="_ _3"></span>hist<span class="_ _4"></span>ória <span class="_ _4"></span>do <span class="_ _4"></span>Brasil, </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">al<span class="_ _4"></span>ém de selecionar e publicar v<span class="_ _3"></span>ários textos sobre o assunt<span class="_ _3"></span>o.</div><div class="t m9e x19 hb y87 fff fs5 fc2 sc0 ls22 ws2b">O <span class="_ _4"></span>ano <span class="_ _4"></span>de <span class="_ _4"></span>2021 <span class="_ _4"></span>seguiu como <span class="_ _4"></span>mais <span class="_ _4"></span>um <span class="_ _4"></span>período <span class="_ _4"></span>pandêmico<span class="_ _4"></span>, <span class="_ _4"></span>e <span class="_ _4"></span>as <span class="_ _4"></span>ações do </div><div class="t mf0 x3a hb y88 fff fs5 fc2 sc0 ls4 ws5">comitê <span class="_ _8"></span>permaneceram s<span class="_ _8"></span>endo a <span class="_ _8"></span>distância. <span class="_ _8"></span>Bem no <span class="_ _8"></span>início <span class="_ _8"></span>do ano, partindo </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">do pressuposto de que a arte ajuda a inscrev<span class="_ _4"></span>er parte da cultura simbólica </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">de um país, f<span class="_ _3"></span>oram lançados um cal<span class="_ _4"></span>endário com personalidades negras da </div><div class="t m3a3 x3a hb y6c fff fs5 fc2 sc0 ls5 ws6">hist<span class="_ _4"></span>ória <span class="_ _4"></span>(homens e <span class="_ _3"></span>mulhere<span class="_ _8"></span>s) <span class="_ _4"></span>e <span class="_ _4"></span>uma <span class="_ _4"></span>agenda com <span class="_ _3"></span>pinturas de <span class="_ _3"></span>artistas plás<span class="ls0 ws0">-</span></div><div class="t m237 x3a hb y6d fff fs5 fc2 sc0 ls9 wsb">ticos <span class="_ _4"></span>negros <span class="_ _4"></span>e <span class="_ _4"></span>negras <span class="_ _4"></span>contemporâneos<span class="_ _4"></span>. <span class="_ _4"></span>A <span class="_ _4"></span>produção <span class="_ _3"></span>foi <span class="_ _3"></span>iniciativa <span class="_ _3"></span>do Comitê </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">Pró-Equidade<span class="_ _3"></span>, da DGER e da Comunicação Interna (SRPCO).</div><div class="t m5 x19 hb y6f fff fs5 fc2 sc0 ls6 ws8">Em <span class="_ _8"></span>comemoração <span class="_ _8"></span>ao <span class="_ _8"></span>Dia Internacional <span class="_ _8"></span>das <span class="_ _8"></span>Mulhere<span class="_ _8"></span>s <span class="_ _8"></span>e <span class="_ _8"></span>Meninas na </div><div class="t m3a4 x3a hb y70 fff fs5 fc2 sc0 ls9 wsb">Ciência, <span class="_ _4"></span>o <span class="_ _4"></span>comitê homenageou <span class="_ _3"></span>brasileiras <span class="_ _3"></span>que têm <span class="_ _3"></span>ou tiveram <span class="_ _3"></span>atuação im</div><div class="t m3a5 x43 hb y70 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m3a6 x3a hb y71 fff fs5 fc2 sc0 lsa wsc">portante <span class="_ _4"></span>e <span class="_ _4"></span>signicativ<span class="_ _4"></span>a <span class="_ _4"></span>ness<span class="_ _8"></span>e <span class="_ _4"></span>campo<span class="_ _4"></span>. <span class="_ _4"></span>Entre <span class="_ _4"></span>elas, <span class="_ _4"></span>f<span class="_ _3"></span>oram agraciadas <span class="_ _3"></span>a médica </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">Margareth Dal<span class="_ _4"></span>como e <span class="_ _4"></span>as cientistas Jaqueline <span class="_ _4"></span>de Jesuse Ester <span class="_ _4"></span>Sabino<span class="_ _4"></span>, que </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">se sobre<span class="_ _8"></span>ssaíram no combate à covid-19.</div><div class="t m3a7 x19 hb y74 fff fs5 fc2 sc0 ls0 ws0">Em <span class="_ _4"></span>f<span class="_ _4"></span>e<span class="_ _4"></span>vereir<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>f<span class="_ _3"></span>oi lançado <span class="_ _3"></span>o Grupo <span class="_ _4"></span>Reexivo <span class="_ _3"></span>sobre Masculinidades, com </div><div class="t m3a8 x3a hb y75 fff fs5 fc2 sc0 ls4 ws5">o <span class="_ _8"></span>objetivo de <span class="_ _8"></span>proporcionar aos <span class="_ _8"></span>homens e<span class="_ _8"></span>spaços <span class="_ _8"></span>seguros <span class="_ _8"></span>de troca, <span class="_ _8"></span>com a </div><div class="t m3a9 x3a hb y76 fff fs5 fc2 sc0 lsa wsc">realização <span class="_ _4"></span>de <span class="_ _4"></span>encontros, <span class="_ _3"></span>dinâmicas de <span class="_ _3"></span>grupo, <span class="_ _3"></span>palestras e <span class="_ _3"></span>rodas de <span class="_ _3"></span>conversa.</div><div class="t m3aa x19 hb y77 fff fs5 fc2 sc0 ls22 ws2b">Já <span class="_ _4"></span>o <span class="_ _4"></span>“Março <span class="_ _4"></span>Mulheres” trouxe <span class="_ _3"></span>em sua <span class="_ _4"></span>programação <span class="_ _3"></span>o tradicional <span class="_ _3"></span>acen<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m283 x3a hb y78 fff fs5 fc2 sc0 ls22 ws2b">diment<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>cúpula <span class="_ _4"></span>do Senado; <span class="_ _3"></span>a pal<span class="_ _3"></span>e<span class="_ _8"></span>stra <span class="_ _4"></span>“Neurociência <span class="_ _3"></span>e Liderança”, <span class="_ _4"></span>com </div><div class="t m163 x3a hb y79 fff fs5 fc2 sc0 lsa wsc">a <span class="_ _4"></span>neurocientista <span class="_ _3"></span>Carla Tieppo; <span class="_ _3"></span>o programa <span class="_ _3"></span>da TV <span class="_ _3"></span>Senado, <span class="_ _3"></span>Cidadania Mulher; </div><div class="t m3ab x3a hb y7a fff fs5 fc2 sc0 lse ws10">as <span class="_ _8"></span>rodas de <span class="_ _8"></span>conversa “Mulhere<span class="_ _8"></span>s inspiradoras: <span class="_ _8"></span>liderança <span class="_ _8"></span>feminina”, com </div><div class="t m3ac x3a hb y7b fff fs5 fc2 sc0 lsf ws11">Daniel<span class="_ _4"></span>e <span class="_ _8"></span>Cal<span class="_ _3"></span>vano<span class="_ _3"></span>, <span class="_ _8"></span>médica <span class="_ _8"></span>do <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal, Patricia Rê<span class="_ _8"></span>go <span class="_ _8"></span>de <span class="_ _8"></span>Almeida, </div><div class="t m3ad x3a hb y7c fff fs5 fc2 sc0 ls22 ws2b">coordenadora <span class="_ _4"></span>de <span class="_ _4"></span>inov<span class="_ _3"></span>ação e <span class="_ _4"></span>estraté<span class="_ _8"></span>gia <span class="_ _4"></span>digital <span class="_ _4"></span>da <span class="_ _4"></span>Câmara <span class="_ _4"></span>dos <span class="_ _4"></span>Deputados, <span class="_ _4"></span>e </div><div class="t m3ae x3a hb y7d fff fs5 fc2 sc0 ls22 ws2b">Claudia <span class="_ _4"></span>Mancebo<span class="_ _4"></span>, <span class="_ _4"></span>secretária-geral de <span class="_ _4"></span>A<span class="_ _4"></span>dministração <span class="_ _4"></span>do <span class="_ _4"></span>Tribunal <span class="_ _4"></span>de <span class="_ _4"></span>Contas </div><div class="t m3af x3a hb y7e fff fs5 fc2 sc0 lse ws10">da <span class="_ _8"></span>União (TCU); “Pre<span class="_ _8"></span>ssão e<span class="_ _8"></span>stética <span class="_ _8"></span>e o <span class="_ _8"></span>control<span class="_ _4"></span>e <span class="_ _8"></span>do corpo: <span class="_ _8"></span>uma <span class="_ _8"></span>opressão </div><div class="t m8d x3a hb y7f fff fs5 fc2 sc0 ls8 wsa">invisível”, <span class="_ _3"></span>com a <span class="_ _3"></span>jornalista V<span class="_ _6"></span>ane<span class="_ _8"></span>ssa Campos <span class="_ _3"></span>e a <span class="_ _3"></span>e<span class="_ _8"></span>specialista <span class="_ _4"></span>em <span class="_ _4"></span>políticas <span class="_ _4"></span>de </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">gênero Roberta <span class="_ _3"></span>Gregoli; “Mulhere<span class="_ _8"></span>s donas <span class="_ _4"></span>de suas <span class="_ _4"></span>hist<span class="_ _4"></span>órias”, com <span class="_ _4"></span>a publi-</div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">citária, escritora <span class="_ _4"></span>e pr<span class="_ _4"></span>odut<span class="_ _4"></span>ora de conteúdo <span class="_ _4"></span>digital Cris <span class="_ _4"></span>Guerra; e “Mulheres </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">no home ofce”, com a <span class="_ _4"></span>psicól<span class="_ _4"></span>oga Carla Antl<span class="_ _3"></span>oga. Ademais, tiv<span class="_ _3"></span>emos a roda </div><div class="t m3b0 x3a hb y83 fff fs5 fc2 sc0 ls4 ws5">de <span class="_ _8"></span>l<span class="_ _3"></span>eitura <span class="_ _8"></span>“T<span class="_ _3"></span>udo <span class="_ _8"></span>é Rio”, <span class="_ _8"></span>com <span class="_ _8"></span>a e<span class="_ _8"></span>scrit<span class="_ _4"></span>ora <span class="_ _8"></span>Carla Madeira; <span class="_ _8"></span>o <span class="_ _8"></span>lançament<span class="_ _3"></span>o <span class="_ _8"></span>da </div><div class="t m3b1 x3a hb y84 fff fs5 fc2 sc0 ls7 ws9">proposta da <span class="_ _8"></span>rede <span class="_ _8"></span>de <span class="_ _8"></span>equidades, <span class="_ _8"></span>reunindo <span class="_ _8"></span>mais de <span class="_ _8"></span>40 <span class="_ _8"></span>repres<span class="_ _8"></span>entantes <span class="_ _8"></span>de </div><div class="t m72 x3a hb y85 fff fs5 fc2 sc0 ls9 wsb">órgãos <span class="_ _4"></span>públicos para <span class="_ _3"></span>discutir a <span class="_ _3"></span>criação de <span class="_ _4"></span>uma <span class="_ _4"></span>rede <span class="_ _4"></span>em <span class="_ _4"></span>f<span class="_ _3"></span>avor da <span class="_ _3"></span>promoção </div><div class="t m3b2 x3a hb y23 fff fs5 fc2 sc0 ls5 ws6">da <span class="_ _4"></span>equidade de <span class="_ _3"></span>gênero e <span class="_ _3"></span>raça, catal<span class="_ _3"></span>ogando iniciativ<span class="_ _3"></span>as semelhante<span class="_ _8"></span>s <span class="_ _4"></span>dessas </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">73</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m3b3 x3a hb y6a fff fs5 fc2 sc0 ls5 ws6">dif<span class="_ _4"></span>erentes organizações. <span class="_ _3"></span>Finalmente, <span class="_ _3"></span>tev<span class="_ _4"></span>e início <span class="_ _3"></span>a segunda T<span class="_ _5"></span>urma de <span class="_ _3"></span>Men<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">t<span class="_ _4"></span>oria “Mulheres na Liderança”, com Cláudia Nogueira.</div><div class="t m341 x19 hb y87 fff fs5 fc2 sc0 lsc wse">Outras açõe<span class="_ _8"></span>s <span class="_ _8"></span>do mê<span class="_ _8"></span>s de <span class="_ _8"></span>março <span class="_ _8"></span>merecem de<span class="_ _8"></span>staque: <span class="_ _8"></span>o comitê <span class="_ _8"></span>promo<span class="ls0 ws0">-</span></div><div class="t m4d x3a hb y88 fff fs5 fc2 sc0 ls23 ws2c">veu uma <span class="_ _8"></span>campanha envolv<span class="_ _3"></span>endo <span class="_ _8"></span>s<span class="_ _8"></span>enadores <span class="_ _8"></span>e s<span class="_ _8"></span>enadoras, <span class="_ _8"></span>que publicaram </div><div class="t m3b4 x3a hb y89 fff fs5 fc2 sc0 ls4 ws5">em <span class="_ _8"></span>suas rede<span class="_ _8"></span>s sociais <span class="_ _8"></span>f<span class="_ _4"></span>ot<span class="_ _4"></span>os s<span class="_ _8"></span>egurando <span class="_ _8"></span>cartazes <span class="_ _8"></span>com mensagens <span class="_ _8"></span>alusivas </div><div class="t m3b5 x3a hb y6b fff fs5 fc2 sc0 ls23 ws2c">à <span class="_ _8"></span>luta pela <span class="_ _8"></span>igualdade de <span class="_ _8"></span>gênero<span class="_ _3"></span>. <span class="_ _8"></span>Homenageou também <span class="_ _8"></span>o <span class="_ _8"></span>aniv<span class="_ _4"></span>ersário da </div><div class="t m3b6 x3a hb y6c fff fs5 fc2 sc0 ls4 ws5">Lei do <span class="_ _8"></span>Feminicídio<span class="_ _3"></span>, <span class="_ _8"></span>rel<span class="_ _4"></span>embrando o <span class="_ _8"></span>debate <span class="_ _8"></span>na sociedade <span class="_ _8"></span>brasil<span class="_ _3"></span>eira <span class="_ _8"></span>que <span class="_ _8"></span>l<span class="_ _3"></span>e<span class="ls0 ws0">-</span></div><div class="t m3b7 x3a hb y6d fff fs5 fc2 sc0 lse ws10">vou à <span class="_ _8"></span>sua <span class="_ _8"></span>promul<span class="_ _4"></span>gação<span class="_ _4"></span>. <span class="_ _8"></span>Pudemos comemorar <span class="_ _8"></span>a <span class="_ _8"></span>aprov<span class="_ _3"></span>ação, no <span class="_ _8"></span>Pl<span class="_ _4"></span>enário </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">do Senado, da nov<span class="_ _4"></span>a Lei de Licitaçõe<span class="_ _8"></span>s(PL nº <span class="_ _8"></span>4.253, de 2020),<span class="_ _8"></span>que contém </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">um dispositivo <span class="_ _3"></span>inspirado nas práticas inclusiv<span class="_ _3"></span>as adotadas pel<span class="_ _3"></span>o Senado Fe-</div><div class="t m3b8 x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">deral, <span class="_ _8"></span>sobre a <span class="_ _8"></span>inserção, no <span class="_ _8"></span>mercado <span class="_ _8"></span>de trabalho, de <span class="_ _8"></span>mulheres <span class="_ _8"></span>vítimas <span class="_ _8"></span>de </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">viol<span class="_ _4"></span>ência doméstica. Encerrando o mês, o comitê <span class="_ _4"></span>cel<span class="_ _3"></span>ebrou o Dia Nacional </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">do Orgulho <span class="_ _4"></span>L<span class="_ _4"></span>GBTQIA+, l<span class="_ _3"></span>embrando f<span class="_ _3"></span>atos <span class="_ _4"></span>marcantes da luta do <span class="_ _3"></span>movimento </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">gay<span class="_ _3"></span>, em matéria na intranet.</div><div class="t m3b9 x19 hb y74 fff fs5 fc2 sc0 lsc wse">Em <span class="_ _8"></span>19 de <span class="_ _8"></span>abril, <span class="_ _8"></span>quando s<span class="_ _8"></span>e <span class="_ _8"></span>comemora o <span class="_ _8"></span>Dia <span class="_ _8"></span>Nacional dos <span class="_ _8"></span>Po<span class="_ _4"></span>vos Indí<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m3ba x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">genas, o <span class="_ _8"></span>comitê <span class="_ _8"></span>lançou na <span class="_ _8"></span>intranet <span class="_ _8"></span>a exposição <span class="_ _8"></span>virtual <span class="_ _8"></span><span class="ff1f">Y<span class="_ _3"></span>eposanóng<span class="fff">, <span class="_ _8"></span>com </span></span></div><div class="t m3bb x3a hb y76 fff fs5 fc2 sc0 ls4 ws5">imagens <span class="_ _8"></span>do artista <span class="_ _8"></span>plástico <span class="_ _8"></span>indígena e <span class="_ _8"></span>estudante <span class="_ _8"></span>de <span class="_ _8"></span>medicina da <span class="_ _8"></span>Univer<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">sidade de Brasília <span class="_ _8"></span>(UnB) Aislan Felipe <span class="_ _8"></span>da Silv<span class="_ _3"></span>a Santos, da etnia <span class="_ _8"></span>P<span class="_ _3"></span>ankararu. </div><div class="t m3bc x3a hb y78 fff fs5 fc2 sc0 ls9 wsb">No <span class="_ _4"></span>mesmo mês, o <span class="_ _3"></span>comitê abriu <span class="_ _4"></span>chamada <span class="_ _4"></span>para submissão <span class="_ _3"></span>de artigos <span class="_ _3"></span>para o </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">projet<span class="_ _3"></span>o Racismo em Pauta 2021. A<span class="_ _3"></span>o longo do ano<span class="_ _3"></span>, f<span class="_ _4"></span>oram publicados nov<span class="_ _4"></span>e </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">artigos com a participação <span class="_ _8"></span>de colaboradores, colaboradoras <span class="_ _8"></span>e senadore<span class="_ _8"></span>s: </div><div class="t m3bd x3a hb y7b fff fs5 fc2 sc0 ls22 ws2b">por <span class="_ _4"></span>exempl<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>o <span class="_ _4"></span>senador P<span class="_ _3"></span>aulo <span class="_ _3"></span>Paim <span class="_ _4"></span>escrev<span class="_ _3"></span>eu o <span class="_ _4"></span>artigo <span class="_ _4"></span>“<span class="_ _3"></span>A L<span class="_ _3"></span>ei do <span class="_ _3"></span>V<span class="_ _3"></span>entre Livre </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">e seus Impact<span class="_ _3"></span>os” e o senador Fabiano <span class="_ _4"></span>Contarat<span class="_ _4"></span>o redigiu <span class="_ _4"></span>o text<span class="_ _3"></span>o “Precisa-</div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">mos ser Antirracistas”.</div><div class="t m3be x19 hb y7e fff fs5 fc2 sc0 ls8 wsa">Ainda <span class="_ _4"></span>em <span class="_ _4"></span>abril, <span class="_ _4"></span>o <span class="_ _4"></span>comitê <span class="_ _4"></span>sofreu <span class="_ _4"></span>uma <span class="_ _4"></span>ref<span class="_ _3"></span>ormulação. <span class="_ _3"></span>Por <span class="_ _3"></span>meio da <span class="_ _3"></span>Portaria </div><div class="t m3bf x3a hb y7f fff fs5 fc2 sc0 ls23 ws2c">da <span class="_ _8"></span>Diret<span class="_ _3"></span>oria-Geral <span class="_ _8"></span>nº <span class="_ _8"></span>2.127, <span class="_ _8"></span>de 2021, <span class="_ _8"></span>a <span class="_ _8"></span>servidora <span class="_ _8"></span>Maria <span class="_ _8"></span>T<span class="_ _5"></span>erezinha <span class="_ _8"></span>Nunes </div><div class="t m16a x3a hb y80 fff fs5 fc2 sc0 ls5 ws6">passou <span class="_ _4"></span>a coordenar <span class="_ _3"></span>os trabalhos <span class="_ _3"></span>e a <span class="_ _4"></span>servidora Roberta <span class="_ _4"></span>Viegas e <span class="_ _3"></span>Silv<span class="_ _3"></span>a assu<span class="ls0 ws0">-</span></div><div class="t m3c0 x3a hb y81 fff fs5 fc2 sc0 ls9 wsb">miu <span class="_ _4"></span>como coordenadora <span class="_ _3"></span>substituta. P<span class="_ _3"></span>assou a <span class="_ _3"></span>integrar o <span class="_ _4"></span>comitê <span class="_ _4"></span>a <span class="_ _4"></span>servidora </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">Juliana Carolina Sant<span class="_ _3"></span>os Martins.</div><div class="t m3c1 x19 hb y83 fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>ara <span class="_ _4"></span>marcar o <span class="_ _3"></span>mê<span class="_ _8"></span>s <span class="_ _4"></span>de maio<span class="_ _3"></span>, em <span class="_ _3"></span>que se rememora <span class="_ _4"></span>a <span class="_ _4"></span>Abolição <span class="_ _4"></span>da Escra<span class="_ _4"></span>-</div><div class="t m3c2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">v<span class="_ _4"></span>atura, o <span class="_ _8"></span>Grupo <span class="_ _8"></span>de Trabalho <span class="_ _8"></span>de <span class="_ _8"></span>Igual<span class="_ _4"></span>dade <span class="_ _8"></span>Racial, do <span class="_ _8"></span>comitê<span class="_ _4"></span>, <span class="_ _8"></span>relançou na </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">intranet a exposição <span class="ff1f">V<span class="_ _3"></span>ozes Libertárias<span class="fff">.</span></span></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">74</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">Em junho, aconteceu um <span class="_ _8"></span>e<span class="_ _3"></span>vent<span class="_ _4"></span>o internacional <span class="_ _8"></span>que cont<span class="_ _4"></span>ou com <span class="_ _8"></span>a par-</div><div class="t m3c3 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">ticipação do <span class="_ _3"></span>comitê, <span class="_ _3"></span>promovido <span class="_ _4"></span>pela Apolitical, <span class="_ _3"></span>fundação sem ns <span class="_ _3"></span>lucrati-</div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">vos que congrega servidores públicos de 170 paíse<span class="_ _8"></span>s<span class="_ _4"></span>. A vice-coordenadora </div><div class="t m3c4 x3a hb y88 fff fs5 fc2 sc0 lsc wse">do <span class="_ _8"></span>comitê<span class="_ _3"></span>, <span class="_ _8"></span>Roberta <span class="_ _8"></span>Viegas,fal<span class="_ _3"></span>ou <span class="_ _8"></span>sobre políticas <span class="_ _8"></span>inclusivas e <span class="_ _8"></span>combate ao </div><div class="t m3c5 x3a hb y89 fff fs5 fc2 sc0 ls7 ws9">racismo <span class="_ _8"></span>no Senado. Ainda <span class="_ _8"></span>em <span class="_ _8"></span>junho<span class="_ _4"></span>, <span class="_ _8"></span>o GT <span class="_ _8"></span>pela <span class="_ _8"></span>Igualdade Racial <span class="_ _8"></span>lançou </div><div class="t m1f0 x3a hb y6b fff fs5 fc2 sc0 ls9 wsb">uma <span class="_ _4"></span>gal<span class="_ _4"></span>eria <span class="_ _4"></span>virtual de <span class="_ _3"></span>imagens sobre <span class="_ _3"></span>racismo ambiental, <span class="_ _4"></span>mostrando <span class="_ _4"></span>como </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">seria s<span class="_ _8"></span>e consequências ambientais atingissem áreas nobres de cidades da </div><div class="t m3c6 x3a hb y6d fff fs5 fc2 sc0 lse ws10">mesma <span class="_ _8"></span>f<span class="_ _4"></span>orma <span class="_ _8"></span>que atingem <span class="_ _8"></span>as <span class="_ _8"></span>áreas <span class="_ _8"></span>mais vulneráveis<span class="_ _4"></span>. <span class="_ _8"></span>Fechando o <span class="_ _8"></span>mê<span class="_ _8"></span>s, </div><div class="t m115 x3a hb y6e fff fs5 fc2 sc0 lsc wse">o <span class="_ _8"></span>comitê<span class="_ _3"></span>, <span class="_ _8"></span>com <span class="_ _8"></span>o apoio <span class="_ _8"></span>do <span class="_ _8"></span>Institut<span class="_ _4"></span>o <span class="_ _8"></span>L<span class="_ _4"></span>egislativo Brasileir<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _8"></span>realizou o <span class="_ _8"></span>Cine </div><div class="t m3c7 x3a hb y6f fff fs5 fc2 sc0 ls8 wsa">Reexão <span class="_ _4"></span>para <span class="_ _4"></span>debater <span class="_ _4"></span>questões de <span class="_ _3"></span>diversidade <span class="_ _4"></span>e <span class="_ _4"></span>capacitismo <span class="_ _4"></span>apres<span class="_ _8"></span>entadas </div><div class="t m3c8 x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">no <span class="_ _8"></span>lme<span class="ff1f ws31">Hoje eu quero voltar sozinho</span>, de <span class="_ _8"></span>Daniel <span class="_ _8"></span>Ribeiro<span class="_ _3"></span>. <span class="_ _8"></span>Compl<span class="_ _4"></span>ement<span class="_ _3"></span>ou </div><div class="t m3c9 x3a hb y71 fff fs5 fc2 sc0 lsc wse">o <span class="_ _8"></span>Cine Reexão <span class="_ _8"></span>uma <span class="_ _8"></span>roda de <span class="_ _8"></span>conversa com <span class="_ _8"></span>as palestrante<span class="_ _8"></span>sThayane Ka<span class="ls0 ws0">-</span></div><div class="t m22e x3a hb y72 fff fs5 fc2 sc0 lsc wse">rina Cunha <span class="_ _8"></span>da <span class="_ _8"></span>Sil<span class="_ _4"></span>v<span class="_ _4"></span>eira, que<span class="_ _8"></span>tratou do <span class="_ _8"></span>preconceit<span class="_ _3"></span>o <span class="_ _8"></span>contra as <span class="_ _8"></span>pe<span class="_ _8"></span>ssoas com </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">deciência, muitas <span class="_ _3"></span>vezes consideradas <span class="_ _4"></span>pessoas incapazes;Laísa <span class="_ _3"></span>Fernanda </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">Al<span class="_ _4"></span>ves da Silv<span class="_ _3"></span>a, <span class="_ _8"></span>quef<span class="_ _3"></span>alou sobre que<span class="_ _8"></span>st<span class="_ _3"></span>õe<span class="_ _8"></span>s relativas à diversidade e trouxe o </div><div class="t m3ca x3a hb y75 fff fs5 fc2 sc0 ls5 ws6">signicado <span class="_ _4"></span>das <span class="_ _4"></span>l<span class="_ _4"></span>etras <span class="_ _4"></span>L<span class="_ _4"></span>GBTQIA+ <span class="_ _4"></span>e <span class="_ _4"></span>do t<span class="_ _4"></span>ermogêner<span class="_ _4"></span>o; <span class="_ _4"></span>e <span class="_ _4"></span>da<span class="_ _4"></span>re<span class="_ _4"></span>visora <span class="_ _4"></span>de <span class="_ _4"></span>text<span class="_ _4"></span>os </div><div class="t m3cb x3a hb y76 fff fs5 fc2 sc0 lsb wsd">em <span class="_ _4"></span>brail<span class="_ _4"></span>e <span class="_ _3"></span>da Secretaria <span class="_ _3"></span>de Edit<span class="_ _3"></span>oração e <span class="_ _3"></span>Publicaçõe<span class="_ _8"></span>s <span class="_ _4"></span>(Segraf) <span class="_ _4"></span>Daniela <span class="_ _3"></span>Ribeiro, </div><div class="t m138 x3a hb y77 fff fs5 fc2 sc0 ls5 ws6">que <span class="_ _4"></span>encerrou <span class="_ _4"></span>o <span class="_ _4"></span>cicl<span class="_ _4"></span>o <span class="_ _4"></span>de pal<span class="_ _3"></span>e<span class="_ _8"></span>stras <span class="_ _3"></span>falando <span class="_ _3"></span>sobre a <span class="_ _4"></span>importância <span class="_ _4"></span>do <span class="_ _4"></span>processo </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">de inclusão das pessoas com deciência.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">75</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m5 x19 hb y6a fff fs5 fc2 sc0 ls4a ws62">No <span class="_ _8"></span>mê<span class="_ _8"></span>s <span class="_ _8"></span>de <span class="_ _8"></span>julho, <span class="_ _8"></span>o <span class="_ _8"></span>comitê, <span class="_ _8"></span>o <span class="_ _8"></span>SESOQVT <span class="_ _8"></span>e <span class="_ _8"></span>o <span class="_ _7"></span>GT <span class="_ _8"></span>de <span class="_ _7"></span>Raça <span class="_ _8"></span>do <span class="_ _7"></span>Senado </div><div class="t m26 x3a hb y86 fff fs5 fc2 sc0 ls4 ws5">promov<span class="_ _3"></span>eram <span class="_ _8"></span>a <span class="_ _8"></span>roda de <span class="_ _8"></span>conversa com <span class="_ _8"></span>o tema <span class="_ _8"></span>“V<span class="_ _5"></span>alorização da <span class="_ _8"></span>população </div><div class="t m1fd x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">negra no <span class="_ _8"></span>âmbito do <span class="_ _8"></span>serviço <span class="_ _8"></span>público”, com <span class="_ _8"></span>a <span class="_ _8"></span>participação da <span class="_ _8"></span>prof<span class="_ _4"></span>essora <span class="_ _8"></span>e </div><div class="t m3cc x3a hb y88 fff fs5 fc2 sc0 lsd wsf">dout<span class="_ _4"></span>ora <span class="_ _3"></span>Ana Flávia <span class="_ _3"></span>Magalhãe<span class="_ _8"></span>s, <span class="_ _3"></span>primeira docente <span class="_ _3"></span>negra do <span class="_ _3"></span>Departament<span class="_ _4"></span>o <span class="_ _4"></span>de </div><div class="t m3cd x3a hb y89 fff fs5 fc2 sc0 ls5 ws6">Hist<span class="_ _4"></span>ória <span class="_ _4"></span>da UnB. <span class="_ _3"></span>Ne<span class="_ _8"></span>sse mês, o <span class="_ _3"></span>Senado recebeu, <span class="_ _3"></span>pela terceira <span class="_ _4"></span>vez, <span class="_ _3"></span>o Sel<span class="_ _3"></span>o da </div><div class="t m3ce x3a hb y6b fff fs5 fc2 sc0 ls9 wsb">6ª <span class="_ _4"></span>Edição do <span class="_ _3"></span>Programa <span class="_ _4"></span>Pró-Equidade <span class="_ _4"></span>de <span class="_ _4"></span>Gênero <span class="_ _3"></span>e Raça. <span class="_ _4"></span>Em <span class="_ _4"></span>comemoração </div><div class="t m3cf x3a hb y6c fff fs5 fc2 sc0 ls9 wsb">ao <span class="_ _4"></span>Dia Internacional <span class="_ _3"></span>da Mulher <span class="_ _3"></span>Negra L<span class="_ _4"></span>atino-Americana <span class="_ _4"></span>e <span class="_ _4"></span>Caribenha, cel<span class="_ _3"></span>e<span class="ls0 ws0">-</span></div><div class="t m3d0 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">brado <span class="_ _4"></span>em 25 <span class="_ _3"></span>de julho<span class="_ _3"></span>, e <span class="_ _4"></span>dentro <span class="_ _3"></span>do programa <span class="_ _3"></span>Racismo em <span class="_ _4"></span>P<span class="_ _4"></span>auta, <span class="_ _4"></span>o <span class="_ _4"></span>GT <span class="_ _4"></span>pela </div><div class="t m3d1 x3a hb y6e fff fs5 fc2 sc0 lsa wsc">Igualdade <span class="_ _3"></span>Racial, do <span class="_ _3"></span>comitê, <span class="_ _3"></span>promov<span class="_ _4"></span>eu <span class="_ _4"></span>a <span class="_ _4"></span>exposição <span class="_ _4"></span>f<span class="_ _3"></span>otográca <span class="_ _3"></span>virtual <span class="_ _4"></span><span class="ff1f">Pelas </span></div><div class="t m3d2 x3a hb y6f ff1f fs5 fc2 sc0 ls8 ws2f">l<span class="_ _4"></span>entes de mulhere<span class="_ _8"></span>s negras<span class="fff wsa">, <span class="_ _4"></span>com <span class="_ _4"></span>imagens <span class="_ _4"></span>que <span class="_ _4"></span>repres<span class="_ _8"></span>entam <span class="_ _4"></span>a <span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>orização <span class="_ _4"></span>da </span></div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">cultura afr<span class="_ _4"></span>odescendente, das <span class="_ _3"></span>artistas negras Ester Cruz <span class="_ _3"></span>(DF), Daisy Serena </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">(SP), Laís Lima (B<span class="_ _3"></span>A) e Ana Beatriz Almeida (RJ).</div><div class="t m3d3 x19 hb y72 fff fs5 fc2 sc0 ls9 wsb">No <span class="_ _4"></span>mês de <span class="_ _4"></span>agost<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>f<span class="_ _3"></span>oi realizada <span class="_ _4"></span>roda <span class="_ _3"></span>de conversa <span class="_ _3"></span>com o <span class="_ _3"></span>tema “Cota <span class="_ _4"></span>de </div><div class="t m3d4 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">2% nos <span class="_ _3"></span>contratos <span class="_ _3"></span>de terceirização: <span class="_ _4"></span>solução <span class="_ _4"></span>para mulheres <span class="_ _4"></span>em situação <span class="_ _3"></span>de </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">viol<span class="_ _4"></span>ência doméstica”, promo<span class="_ _4"></span>vida pel<span class="_ _3"></span>o comitê. <span class="_ _3"></span>A ação cont<span class="_ _4"></span>ou com <span class="_ _4"></span>a parti-</div><div class="t m3d5 x3a hb y75 fff fs5 fc2 sc0 ls22 ws2b">cipação <span class="_ _4"></span>do <span class="_ _4"></span>servidor Ev<span class="_ _4"></span>andro <span class="_ _3"></span>Balduti, <span class="_ _4"></span>coordenador <span class="_ _4"></span>da <span class="_ _4"></span>Asse<span class="_ _8"></span>ssoria T<span class="_ _6"></span>écnica da </div><div class="t m3d6 x3a hb y76 fff fs5 fc2 sc0 lsd wsf">Diret<span class="_ _4"></span>oria-Geral <span class="_ _3"></span>do Senado <span class="_ _3"></span>e integrante <span class="_ _3"></span>do <span class="_ _4"></span>Comitê <span class="_ _4"></span>Permanente <span class="_ _3"></span>de Igual<span class="_ _4"></span>dade </div><div class="t m3d7 x3a hb y77 fff fs5 fc2 sc0 ls5 ws6">de <span class="_ _4"></span>Gênero <span class="_ _4"></span>e <span class="_ _4"></span>Raça, <span class="_ _4"></span>que <span class="_ _4"></span>apres<span class="_ _8"></span>ent<span class="_ _4"></span>ou seu <span class="_ _4"></span>trabalho <span class="_ _4"></span>de <span class="_ _4"></span>mestrado sobre <span class="_ _4"></span>o <span class="_ _4"></span>tema </div><div class="t m3d8 x3a hb y78 fff fs5 fc2 sc0 lsb wsd">do <span class="_ _4"></span>e<span class="_ _4"></span>vent<span class="_ _3"></span>o; e <span class="_ _3"></span>com <span class="_ _4"></span>a <span class="_ _4"></span>prof<span class="_ _3"></span>e<span class="_ _8"></span>ssora <span class="_ _4"></span>Roberta <span class="_ _4"></span>Ribeiro<span class="_ _3"></span>, coordenadora <span class="_ _3"></span>do eixo <span class="_ _3"></span>Educa<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m3d9 x3a hb y79 fff fs5 fc2 sc0 ls5 ws6">ção <span class="_ _4"></span>Antirracista e <span class="_ _3"></span>Gênero da <span class="_ _3"></span>Ação <span class="_ _3"></span>Nós P<span class="_ _3"></span>or Nós <span class="_ _4"></span>e<span class="_ _4"></span>podcasterdo<span class="_ _3"></span>Mulherismo </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">Africana, que <span class="_ _8"></span>abordou a <span class="_ _8"></span>importância das <span class="_ _8"></span>políticas públicas <span class="_ _8"></span>no combate <span class="_ _8"></span>à </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">viol<span class="_ _4"></span>ência domé<span class="_ _8"></span>stica e <span class="_ _8"></span>f<span class="_ _3"></span>amiliar<span class="_ _3"></span>. Ademais, f<span class="_ _4"></span>oram publicados <span class="_ _8"></span>dois artigos na </div><div class="t m3da x3a hb y7c fff fs5 fc2 sc0 ls5 ws6">intranet: <span class="_ _4"></span>“Dia Internacional <span class="_ _3"></span>da Igual<span class="_ _4"></span>dade <span class="_ _4"></span>Feminina: <span class="_ _4"></span>uma <span class="_ _4"></span>reexão sobre <span class="_ _3"></span>os </div><div class="t m190 x3a hb y7d fff fs5 fc2 sc0 ls5 ws6">desaos de <span class="_ _4"></span>ser mulher”, <span class="_ _4"></span>de <span class="_ _4"></span>aut<span class="_ _4"></span>oria <span class="_ _4"></span>da <span class="_ _4"></span>servidora Maria <span class="_ _4"></span>Cristina Monteir<span class="_ _4"></span>o; <span class="_ _4"></span>e </div><div class="t m3db x3a hb y7e fff fs5 fc2 sc0 lsa wsc">“Desvendando <span class="_ _4"></span>L<span class="_ _4"></span>GBTQIA+ <span class="_ _4"></span>no <span class="_ _4"></span>Dia <span class="_ _3"></span>Nacional da <span class="_ _3"></span>Visibilidade L<span class="_ _4"></span>ésbica”, de <span class="_ _3"></span>Laísa </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">Fernanda, estagiária do comitê e licenciada em Ciências Sociais<span class="ff1f">.</span></div><div class="t m3dc x19 hb y80 fff fs5 fc2 sc0 lsa wsc">Em <span class="_ _4"></span>homenagem <span class="_ _4"></span>ao <span class="_ _4"></span>Dia <span class="_ _4"></span>Internacional <span class="_ _4"></span>da <span class="_ _4"></span>Mulher <span class="_ _4"></span>Indígena, <span class="_ _3"></span>comemorado<span class="_ _8"></span> </div><div class="t m3dd x3a hb y81 fff fs5 fc2 sc0 ls9 wsb">em <span class="_ _4"></span>5 de <span class="_ _3"></span>s<span class="_ _8"></span>etembro<span class="_ _3"></span>, o <span class="_ _3"></span>comitê publicou <span class="_ _4"></span>uma <span class="_ _4"></span>matéria, <span class="_ _4"></span>na <span class="_ _4"></span>intranet do <span class="_ _3"></span>Senado, </div><div class="t m3de x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">v<span class="_ _4"></span>al<span class="_ _4"></span>orizando <span class="_ _4"></span>o <span class="_ _4"></span>l<span class="_ _4"></span>egado <span class="_ _4"></span>ancestral de <span class="_ _4"></span>sabedoria <span class="_ _4"></span>dos <span class="_ _4"></span>povos <span class="_ _3"></span>e dessas mulheres<span class="_ _4"></span>. </div><div class="t m3df x3a hb y83 fff fs5 fc2 sc0 ls23 ws2c">Marluci <span class="_ _8"></span>Ribeiro<span class="_ _3"></span>, <span class="_ _8"></span>l<span class="_ _4"></span>ocut<span class="_ _4"></span>ora da <span class="_ _8"></span>Rádio <span class="_ _8"></span>Senado<span class="_ _4"></span>, <span class="_ _13"></span><span class="_ _8"></span>escrev<span class="_ _4"></span>eu <span class="_ _8"></span>uma poe<span class="_ _8"></span>sia sobre <span class="_ _8"></span>o </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">tema, f<span class="_ _4"></span>echando a matéria.</div><div class="t m5 x19 hb y85 fff fs5 fc2 sc0 ls39 ws48">Ainda <span class="_ _8"></span>em <span class="_ _8"></span>setembro, o <span class="_ _8"></span>GT <span class="_ _8"></span>de <span class="_ _8"></span>Raça, <span class="_ _8"></span>do <span class="_ _8"></span>comitê, realizou <span class="_ _8"></span>a <span class="_ _8"></span>exposição </div><div class="t m3e0 x3a hb y23 fff fs5 fc2 sc0 lsd wsf">virtual <span class="_ _4"></span><span class="ff1f ws5f">Ubuntu: sobre sóis, axés e cafunés no Brasil<span class="fff wsf">, com <span class="_ _3"></span>imagens de <span class="_ _3"></span>trechos </span></span></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">76</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m3e1 x3a hb y6a fff fs5 fc2 sc0 lsf ws11">do <span class="_ _8"></span>livro<span class="ff1f ws31">A luz de Aisha</span>, das <span class="_ _8"></span>e<span class="_ _8"></span>scrit<span class="_ _3"></span>oras <span class="_ _8"></span>Aza <span class="_ _8"></span>Njeri <span class="_ _8"></span>e Luana <span class="_ _8"></span>Rodrigues <span class="_ _8"></span>e <span class="_ _8"></span>do </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">ilustrador Gabriel Ben.</div><div class="t m3e2 x3a h1e y210 fff fsb fc2 sc0 ls44 ws5a">A mostra <span class="_ _8"></span>apres<span class="_ _8"></span>enta imagens <span class="_ _8"></span>de trechos <span class="_ _8"></span>do livro <span class="_ _8"></span><span class="ff16 ls35 ws68">A luz de Aisha</span>, das <span class="_ _8"></span>escritoras Aza Njeri <span class="_ _8"></span>e </div><div class="t mb7 x3a h1e y211 fff fsb fc2 sc0 ls0 ws0">Luana Rodrigues e do ilustrador Gabriel Ben</div><div class="t m3e3 x19 hb y77 fff fs5 fc2 sc0 lse ws10">O <span class="_ _8"></span>mês <span class="_ _8"></span>de <span class="_ _8"></span>outubro f<span class="_ _4"></span>oi <span class="_ _8"></span>marcado pela <span class="_ _8"></span>cerimônia <span class="_ _8"></span>de <span class="_ _8"></span>lançament<span class="_ _4"></span>o do <span class="_ _8"></span>2º </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">Plano de Equidade <span class="_ _8"></span>de Gênero e Raça <span class="_ _8"></span>2021-2023, transmitida pela TV <span class="_ _8"></span>Se-</div><div class="t m2d6 x3a hb y79 fff fs5 fc2 sc0 ls4 ws5">nado<span class="_ _4"></span>, com <span class="_ _8"></span>a <span class="_ _8"></span>participação da <span class="_ _8"></span>senadora <span class="_ _8"></span>Leila Barros, procuradora <span class="_ _8"></span>especial </div><div class="t m3e4 x3a hb y7a fff fs5 fc2 sc0 lsc wse">da <span class="_ _8"></span>Mulher<span class="_ _5"></span>, <span class="_ _8"></span>da <span class="_ _8"></span>diret<span class="_ _4"></span>ora-geral, Ilana <span class="_ _8"></span>Trombk<span class="_ _3"></span>a, <span class="_ _8"></span>e <span class="_ _8"></span>da repre<span class="_ _8"></span>sentante <span class="_ _8"></span>da <span class="_ _8"></span>ONU </div><div class="t m33d x3a hb y7b fff fs5 fc2 sc0 ls9 wsb">Mulheres no <span class="_ _4"></span>Brasil, <span class="_ _4"></span>Anastasia <span class="_ _4"></span>Divinsk<span class="_ _3"></span>aya. <span class="_ _4"></span>O <span class="_ _4"></span>2º <span class="_ _4"></span>Plano<span class="_ _4"></span>, <span class="_ _4"></span>que <span class="_ _4"></span>f<span class="_ _3"></span>oi elaborado <span class="_ _4"></span>por </div><div class="t m3e5 x3a hb y7c fff fs5 fc2 sc0 ls23 ws2c">17 <span class="_ _8"></span>repres<span class="_ _8"></span>entantes <span class="_ _8"></span>designados <span class="_ _8"></span>pela <span class="_ _8"></span>P<span class="_ _4"></span>ortaria <span class="_ _8"></span>da Diretoria-Geral nº <span class="_ _8"></span>2.833, </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">de 2021, oriundos de <span class="_ _8"></span>div<span class="_ _4"></span>ersas unidade<span class="_ _8"></span>s da Casa, contou, ao nal, com 26 </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">objetivos a serem cumpridos no biênio 2021-2023.</div><div class="t m3e6 x19 hb y7f fff fs5 fc2 sc0 lsf ws11">Em <span class="_ _8"></span>comemoração ao <span class="_ _8"></span>Dia <span class="_ _8"></span>Nacional <span class="_ _8"></span>da <span class="_ _8"></span>Consciência Negra, <span class="_ _8"></span>o <span class="_ _8"></span>Senado </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">Federal lançou <span class="_ _4"></span>o Observ<span class="_ _4"></span>at<span class="_ _4"></span>ório Equidade <span class="_ _3"></span>no Legislativo<span class="_ _3"></span>, com o <span class="_ _3"></span>objetivo de </div><div class="t m3e7 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">col<span class="_ _4"></span>etar <span class="_ _4"></span>e sistematizar <span class="_ _3"></span>inf<span class="_ _4"></span>ormações sobre <span class="_ _4"></span>o perl <span class="_ _3"></span>da repres<span class="_ _8"></span>entação <span class="_ _4"></span>étnico-</div><div class="t m3e8 x3a hb y82 fff fs5 fc2 sc0 lsd wsf">-racial <span class="_ _4"></span>e <span class="_ _4"></span>de <span class="_ _4"></span>gênero <span class="_ _3"></span>no P<span class="_ _3"></span>oder L<span class="_ _4"></span>egislativo <span class="_ _3"></span>federal <span class="_ _3"></span>e estadual <span class="_ _4"></span>do <span class="_ _4"></span>P<span class="_ _4"></span>aís<span class="_ _4"></span>. <span class="_ _4"></span>A <span class="_ _4"></span>criação </div><div class="t m3e9 x3a hb y83 fff fs5 fc2 sc0 lsc wse">do <span class="_ _8"></span>Observat<span class="_ _3"></span>ório <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>iniciativ<span class="_ _4"></span>a <span class="_ _8"></span>do GT <span class="_ _8"></span>de <span class="_ _8"></span>Raça, vinculado <span class="_ _8"></span>ao <span class="_ _8"></span>comitê<span class="_ _4"></span>, e <span class="_ _8"></span>e<span class="_ _8"></span>stá </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">entre os objetivos pre<span class="_ _3"></span>vistos no 2º Plano de Equidade de Gênero e Raça.</div><div class="t m351 x19 hb y85 fff fs5 fc2 sc0 ls9 wsb">Como <span class="_ _4"></span>procuramos <span class="_ _4"></span>mostrar <span class="_ _4"></span>ao <span class="_ _4"></span>l<span class="_ _4"></span>ongo <span class="_ _4"></span>do <span class="_ _4"></span>text<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>sendo a <span class="_ _4"></span>transv<span class="_ _4"></span>ersalidade </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">um val<span class="_ _3"></span>or <span class="_ _8"></span>para <span class="_ _8"></span>o comitê, registramos <span class="_ _8"></span>aqui as <span class="_ _8"></span>ações <span class="_ _8"></span>deiniciativa de <span class="_ _8"></span>outros </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">77</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m3ea x3a hb y6a fff fs5 fc2 sc0 lsd wsf">setores. <span class="_ _3"></span>Isso porque <span class="_ _3"></span>o Comitê <span class="_ _3"></span>Permanente <span class="_ _4"></span>atua <span class="_ _4"></span>em <span class="_ _4"></span>parceria <span class="_ _4"></span>com <span class="_ _4"></span>as <span class="_ _3"></span>diversas </div><div class="t m3eb x3a hb y86 fff fs5 fc2 sc0 ls8 wsa">unidades da <span class="_ _3"></span>Casa, e <span class="_ _4"></span>essa atuação <span class="_ _3"></span>conjunta contribui <span class="_ _3"></span>para o <span class="_ _4"></span>rel<span class="_ _4"></span>e<span class="_ _3"></span>vante <span class="_ _4"></span>papel </div><div class="t m3ec x3a hb y87 fff fs5 fc2 sc0 ls23 ws2c">institucional <span class="_ _8"></span>do Senado <span class="_ _8"></span>Federal <span class="_ _8"></span>na promoção <span class="_ _8"></span>da <span class="_ _8"></span>igual<span class="_ _4"></span>dade <span class="_ _8"></span>de gênero <span class="_ _8"></span>e </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">raça, pre<span class="_ _3"></span>vista nas Diretrizes Estratégicas da Casa, conf<span class="_ _3"></span>orme o A<span class="_ _5"></span>T<span class="_ _4"></span>C nº 5, <span class="_ _4"></span>de </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">2015, e a Carta de Compromissos do Senado<span class="_ _3"></span>.</div><div class="t m3ed x19 hb y6b fff fs5 fc2 sc0 ls5 ws6">P<span class="_ _4"></span>or <span class="_ _4"></span>m, é <span class="_ _3"></span>com convicção <span class="_ _3"></span>que armamos <span class="_ _4"></span>que <span class="_ _4"></span>escrev<span class="_ _4"></span>er a <span class="_ _3"></span>história <span class="_ _3"></span>do Co<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">mitê Permanente pela Promoção da Igualdade de Gêner<span class="_ _4"></span>o e Raça é narrar </div><div class="t m31a x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">uma trajet<span class="_ _3"></span>ória em <span class="_ _3"></span>construção e <span class="_ _4"></span>e<span class="_ _4"></span>volução<span class="_ _3"></span>. A <span class="_ _4"></span>cada <span class="_ _4"></span>ano<span class="_ _4"></span>, <span class="_ _4"></span>inúmeras ações <span class="_ _4"></span>são </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">realizadas e passos <span class="_ _4"></span>signicativos são <span class="_ _4"></span>dados em direção <span class="_ _4"></span>à consolidação de </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">conquistas que tornam o Senado <span class="_ _8"></span>Federal uma Casa cada <span class="_ _8"></span>v<span class="_ _4"></span>ez mais demo-</div><div class="t m3ee x3a hb y70 fff fs5 fc2 sc0 lse ws10">crática <span class="_ _8"></span>e inovadora, onde <span class="_ _8"></span>seus <span class="_ _8"></span>colaboradore<span class="_ _8"></span>s podem, <span class="_ _8"></span>de <span class="_ _8"></span>f<span class="_ _4"></span>at<span class="_ _4"></span>o<span class="_ _4"></span>, s<span class="_ _8"></span>eguir <span class="_ _8"></span>os </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">preceit<span class="_ _4"></span>os constitucionais de igualdade<span class="_ _3"></span>.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">78</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x81 hd y6a ff11 fs6 fc6 sc0 ls0 ws0">Capítul<span class="_ _3"></span>o 4 – VIOLÊNCIA DOMÉSTICA: UM DESAFIO </div><div class="t m3ef x3a hd y86 ff11 fs6 fc6 sc0 ls0 ws69">P<span class="_ _6"></span>ARA OS FORMULADORES DE POLÍTICA<span class="_ _3"></span>S PÚBLICA<span class="_ _3"></span>S</div><div class="t m2 x82 h14 y17c ff12 fs5 fc2 sc0 ls0 ws0">Ev<span class="_ _4"></span>andro Aparecido Bal<span class="_ _4"></span>dutti</div><div class="t m2 x5a h18 y17d ff1b fs9 fc2 sc0 ls0 ws0">31</div><div class="t m2 x83 h14 y112 ff12 fs5 fc2 sc0 ls0 ws0">Benjamin Miranda T<span class="_ _5"></span>abak</div><div class="t m2 x5a h18 y113 ff1b fs9 fc2 sc0 ls0 ws0">32</div><div class="t m323 x3a h1a y212 ff1c fs2 fc2 sc0 ls4b ws6a">31<span class="ff1d ls25 ws2e"> <span class="_ _1e"> </span>Bacharel em <span class="_ _8"></span>Ciências Militares pela <span class="_ _8"></span>Academia Militar das <span class="_ _8"></span>Agulhas Negras, Resende/RJ; </span></div><div class="t m3f0 x1e h1a y213 ff1c fs2 fc2 sc0 ls7 ws66">bacharel em Administr<span class="_ _3"></span>ação e em Ciências Contábeis pela Faculdade UniBF<span class="_ _6"></span>, Paraíso do </div><div class="t m3f1 x1e h1a y180 ff1d fs2 fc2 sc0 ls20 ws50">Norte/PR; <span class="_ _4"></span>mestre <span class="_ _4"></span>em P<span class="_ _3"></span>olícas Públicas e <span class="_ _3"></span>Governo pela Fundaç<span class="_ _4"></span>ão Getúlio <span class="_ _3"></span>Var<span class="_ _4"></span>gas, <span class="_ _4"></span>Brasília/</div><div class="t m2 x1e h1a y181 ff1d fs2 fc2 sc0 ls0 ws0">DF; analista legislav<span class="_ _4"></span>o do Senado Feder<span class="_ _4"></span>al. E-mail: ev<span class="_ _4"></span>androbaldu@hotmail.com.</div><div class="t m2 x3a h1a y214 ff1c fs2 fc2 sc0 ls0 ws0">32<span class="ff1d"> <span class="_ _1e"> </span>Doutor em E<span class="_ _4"></span>conomia pela <span class="_ _4"></span>Universidade <span class="_ _3"></span>de Brasília/DF; pr<span class="_ _4"></span>of<span class="_ _4"></span>essor e <span class="_ _4"></span>coordenador <span class="_ _4"></span>do Mes<span class="ff1c">-</span></span></div><div class="t m3f2 x1e h1a y183 ff1d fs2 fc2 sc0 ls3b ws4b">trado <span class="_ _3"></span>em Polícas <span class="_ _3"></span>Públicas e Gov<span class="_ _4"></span>erno e <span class="_ _3"></span>professor <span class="_ _4"></span>da <span class="_ _4"></span>graduação <span class="_ _3"></span>em Administraç<span class="_ _4"></span>ão Públic<span class="_ _4"></span>a </div><div class="t m3f3 x1e h1a y184 ff1d fs2 fc2 sc0 ls3a ws4a">da Esc<span class="_ _4"></span>ola de <span class="_ _3"></span>Polícas Públic<span class="_ _4"></span>as e <span class="_ _3"></span>Governo na <span class="_ _3"></span>Fund<span class="_ _8"></span>ação <span class="_ _3"></span>Getúlio V<span class="_ _3"></span>argas, <span class="_ _3"></span>Brasília/DF; consultor </div><div class="t m2 x1e h1a y185 ff1d fs2 fc2 sc0 ls0 ws0">legislavo do Senado Feder<span class="_ _3"></span>al. E-mail: benjaminm.tabak@gmail.com</div><div class="t m2 x3a h1a y215 ff1c fs2 fc2 sc0 ls0 ws0">33<span class="ff1d"> <span class="_ _1e"> </span>O <span class="_ _8"></span>presente capítulo é parte <span class="_ _8"></span>integr<span class="_ _3"></span>ante da <span class="_ _8"></span>dissertação de mestrado em <span class="_ _8"></span>Políc<span class="_ _4"></span>as Públicas </span></div><div class="t m2 x1e h1a y216 ff1d fs2 fc2 sc0 ls0 ws0">e Governo da Fundação Getúlio V<span class="_ _4"></span>argas intulada “Violência Domésca: um desao para </div><div class="t m3f4 x1e h1a y217 ff1d fs2 fc2 sc0 ls3 ws4">os formuladores de <span class="_ _8"></span>polícas públicas”<span class="_ _5"></span>. <span class="_ _8"></span>A íntegra da <span class="_ _8"></span>dissertaç<span class="_ _4"></span>ão pode <span class="_ _8"></span>ser acessada <span class="_ _8"></span>por </div><div class="t m2 x1e h1a y189 ff1d fs2 fc2 sc0 ls0 ws0">meio da <span class="_ _4"></span>Biblioteca <span class="_ _3"></span>Virtual do Senado <span class="_ _4"></span>Feder<span class="_ _4"></span>al (hps://www2.senado.leg.br/bdsf/handle/</div><div class="t m2 x1e h1a y18a ff1d fs2 fc2 sc0 ls0 ws0">id/590449).</div><div class="t m2 x19 h14 y6d ff12 fs5 fc2 sc0 ls0 ws0">Epígraf<span class="_ _4"></span>e</div><div class="t m2 x39 hb y218 ff1f fs5 fc2 sc0 ls0 ws0">“<span class="_ _3"></span>A vida começa quando a violência acaba.”</div><div class="t m2 x84 h1b y219 ff11 fs2 fc2 sc0 ls0 ws0">(Maria da Penha)</div><div class="t m2 x3a h19 y73 ff11 fs1 fc8 sc0 ls0 ws2a">1. <span class="_ _19"> </span> INTRODUÇÃ<span class="_ _3"></span>O</div><div class="t m38e x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">No <span class="_ _4"></span>decorrer deste <span class="_ _4"></span>text<span class="_ _4"></span>o daremos <span class="_ _3"></span>enf<span class="_ _4"></span>oque a <span class="_ _3"></span>que<span class="_ _8"></span>stionário <span class="_ _4"></span>estruturado, <span class="_ _3"></span>que </div><div class="t m3f5 x3a hb y76 fff fs5 fc2 sc0 lsa wsc">calcula <span class="_ _3"></span>indicadores relacionados <span class="_ _3"></span>à viol<span class="_ _3"></span>ência doméstica. <span class="_ _3"></span>Ne<span class="_ _8"></span>sse context<span class="_ _3"></span>o, <span class="_ _3"></span>um </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">dos indicadore<span class="_ _8"></span>s abordados <span class="_ _8"></span>na pesquisa, <span class="_ _8"></span>denominado “Grau <span class="_ _8"></span>de Conança </div><div class="t m19 x3a hb y78 fff fs5 fc2 sc0 lse ws10">no <span class="_ _8"></span>Emprego”, objetivou <span class="_ _8"></span>av<span class="_ _4"></span>aliar <span class="_ _8"></span>o “Programa <span class="_ _8"></span>de <span class="_ _8"></span>Assistência a <span class="_ _8"></span>Mulhere<span class="_ _8"></span>s </div><div class="t m3f6 x3a hb y79 fff fs5 fc2 sc0 ls4 ws5">em <span class="_ _8"></span>Situação de <span class="_ _8"></span>V<span class="_ _3"></span>ulnerabilidade <span class="_ _8"></span>Econômica em <span class="_ _8"></span>Decorrência <span class="_ _8"></span>de Violência </div><div class="t m3f7 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">Doméstica e <span class="_ _4"></span>Familiar” <span class="_ _3"></span>instituído no <span class="_ _4"></span>Senado <span class="_ _4"></span>Federal <span class="_ _4"></span>pel<span class="_ _4"></span>o <span class="_ _4"></span>At<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>Comissão </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">Diret<span class="_ _4"></span>ora nº 4, de 2016.</div><div class="t m2 x85 h18 y18f ff1b fs9 fc2 sc0 ls0 ws0">33</div><div class="t m3f8 x19 hb y7c fff fs5 fc2 sc0 ls9 wsb">O <span class="_ _4"></span>citado indicador<span class="_ _5"></span>, cal<span class="_ _3"></span>culado com <span class="_ _4"></span>uso <span class="_ _4"></span>de <span class="_ _4"></span>f<span class="_ _4"></span>erramentas <span class="_ _4"></span>estatísticas, per<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">mitiu-nos concluir <span class="_ _3"></span>que o <span class="_ _4"></span>programa <span class="_ _3"></span>é uma f<span class="_ _3"></span>erramenta v<span class="_ _3"></span>álida para <span class="_ _3"></span>o rompi-</div><div class="t m3f9 x3a hb y7e fff fs5 fc2 sc0 ls5 ws6">ment<span class="_ _4"></span>o <span class="_ _4"></span>do cicl<span class="_ _3"></span>o de <span class="_ _3"></span>violência <span class="_ _3"></span>domé<span class="_ _8"></span>stica, uma <span class="_ _3"></span>vez <span class="_ _4"></span>que <span class="_ _4"></span>insere no <span class="_ _4"></span>mercado <span class="_ _4"></span>de </div><div class="t m2 x4b h1c y132 ff17 fs6 fc4 sc0 ls0 ws0">79</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m3fa x3a hb y6a fff fs5 fc2 sc0 lsa wsc">trabalho <span class="_ _4"></span>as <span class="_ _4"></span>vítimas <span class="_ _4"></span>de <span class="_ _3"></span>violência <span class="_ _3"></span>domé<span class="_ _8"></span>stica, <span class="_ _4"></span>permitindo-lhes auf<span class="_ _3"></span>erir recursos </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">nanceiros próprios para sua subsistência.</div><div class="t m3fb x19 hb y87 fff fs5 fc2 sc0 lse ws10">A <span class="_ _8"></span>Organização Mundial <span class="_ _8"></span>da <span class="_ _8"></span>Saúde <span class="_ _8"></span>(OMS) dene <span class="_ _8"></span>a <span class="_ _8"></span>violência contra <span class="_ _8"></span>as </div><div class="t m124 x3a hb y88 fff fs5 fc2 sc0 ls23 ws2c">mulheres <span class="_ _8"></span>como <span class="_ _8"></span>quaisquer <span class="_ _8"></span>at<span class="_ _3"></span>os <span class="_ _8"></span>que <span class="_ _8"></span>possam causar <span class="_ _8"></span>sofrimento ou <span class="_ _8"></span>danos </div><div class="t m3fc x3a hb y89 fff fs5 fc2 sc0 ls4 ws5">físicos, <span class="_ _8"></span>mentais ou <span class="_ _8"></span>sexuais <span class="_ _8"></span>às <span class="_ _8"></span>mulheres. Inclui <span class="_ _8"></span>também ameaças, <span class="_ _8"></span>coação </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">ou priv<span class="_ _4"></span>ação de liberdade (WHO, 2005).</div><div class="t m3fd x19 hb y6c fff fs5 fc2 sc0 lsc wse">A <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>contra <span class="_ _8"></span>as mulhere<span class="_ _8"></span>s <span class="_ _8"></span>pode s<span class="_ _8"></span>er física, <span class="_ _8"></span>psicológica ou <span class="_ _8"></span>sexual, </div><div class="t m3fe x3a hb y6d fff fs5 fc2 sc0 lsb wsd">podendo <span class="_ _4"></span>causar <span class="_ _4"></span>probl<span class="_ _3"></span>emas de <span class="_ _3"></span>saúde físicos, <span class="_ _3"></span>mentais, sexuais <span class="_ _4"></span>e <span class="_ _3"></span>reprodutivos, </div><div class="t m39e x3a hb y6e fff fs5 fc2 sc0 ls23 ws2c">ou <span class="_ _8"></span>ter cons<span class="_ _8"></span>equências mortais, <span class="_ _8"></span>como <span class="_ _8"></span>o <span class="_ _8"></span>abort<span class="_ _3"></span>o, o <span class="_ _8"></span>feminicídio e <span class="_ _8"></span>o suicídio. </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">Dess<span class="_ _8"></span>e modo<span class="_ _3"></span>, podemos argumentar que <span class="_ _4"></span>é um <span class="_ _4"></span>probl<span class="_ _3"></span>ema de el<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>ada impor-</div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">tância e que de<span class="_ _4"></span>ve ser tratado por políticas públicas ecazes.</div><div class="t m3ff x19 hb y71 fff fs5 fc2 sc0 ls22 ws2b">P<span class="_ _4"></span>ara <span class="_ _4"></span>a <span class="_ _4"></span>Organização <span class="_ _4"></span>Mundial <span class="_ _4"></span>da <span class="_ _4"></span>Saúde<span class="_ _4"></span>, <span class="_ _4"></span>a <span class="_ _4"></span>viol<span class="_ _4"></span>ência <span class="_ _4"></span>doméstica é <span class="_ _3"></span>um sério </div><div class="t m8c x3a hb y72 fff fs5 fc2 sc0 ls22 ws2b">probl<span class="_ _3"></span>ema de <span class="_ _4"></span>saúde <span class="_ _4"></span>pública <span class="_ _4"></span>mundial, <span class="_ _4"></span>necessitando, <span class="_ _3"></span>portanto<span class="_ _3"></span>, de <span class="_ _4"></span>programas </div><div class="t m400 x3a hb y73 fff fs5 fc2 sc0 lsd wsf">de <span class="_ _4"></span>pre<span class="_ _4"></span>venção <span class="_ _3"></span>e <span class="_ _4"></span>resposta (GARCIA-MORENO <span class="_ _3"></span>et al., <span class="_ _3"></span>2006). Em <span class="_ _3"></span>diversos <span class="_ _4"></span>paíse<span class="_ _8"></span>s, </div><div class="t m314 x3a hb y74 fff fs5 fc2 sc0 ls5 ws6">os <span class="_ _4"></span>níveis <span class="_ _3"></span>de viol<span class="_ _3"></span>ência doméstica são <span class="_ _4"></span>relativ<span class="_ _4"></span>amente <span class="_ _4"></span>alt<span class="_ _4"></span>os, <span class="_ _4"></span>o <span class="_ _4"></span>que demonstra </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">a necessidade de s<span class="_ _8"></span>e enfrentar o probl<span class="_ _3"></span>ema com políticas públicas.</div><div class="t m401 x19 hb y76 fff fs5 fc2 sc0 ls22 ws2b">A <span class="_ _4"></span>conscientização <span class="_ _4"></span>internacional <span class="_ _4"></span>sobre <span class="_ _4"></span>a <span class="_ _4"></span>viol<span class="_ _4"></span>ência <span class="_ _4"></span>doméstica como <span class="_ _4"></span>uma </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">questão de signicativ<span class="_ _3"></span>a preocupação <span class="_ _4"></span>social aument<span class="_ _3"></span>ou durante <span class="_ _4"></span>as últimas </div><div class="t m402 x3a hb y78 fff fs5 fc2 sc0 ls5 ws6">três décadas<span class="_ _4"></span>. <span class="_ _4"></span>Essa <span class="_ _4"></span>viol<span class="_ _4"></span>ência <span class="_ _4"></span>não conhece <span class="_ _3"></span>fronteiras geográcas, <span class="_ _3"></span>socioeco<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m403 x3a hb y79 fff fs5 fc2 sc0 lsa wsc">nômicas, <span class="_ _4"></span>de <span class="_ _4"></span>idade<span class="_ _4"></span>, <span class="_ _4"></span>capacidade<span class="_ _4"></span>, <span class="_ _3"></span>culturais ou <span class="_ _4"></span>religiosas <span class="_ _3"></span>(WEBSTER; PEDROS<span class="_ _4"></span>A; </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">L<span class="_ _3"></span>OPEZ, 2012).</div><div class="t m404 x19 hb y7b fff fs5 fc2 sc0 lse ws10">A<span class="_ _4"></span>dicionalmente <span class="_ _8"></span>ao fenômeno da <span class="_ _8"></span>violência domé<span class="_ _8"></span>stica, atualmente <span class="_ _8"></span>o </div><div class="t m405 x3a hb y7c fff fs5 fc2 sc0 lsb wsd">mundo <span class="_ _4"></span>v<span class="_ _4"></span>em <span class="_ _4"></span>enfrentando <span class="_ _3"></span>s<span class="_ _8"></span>e<span class="_ _4"></span>veras <span class="_ _3"></span>cons<span class="_ _8"></span>equências <span class="_ _3"></span>ocasionadas <span class="_ _4"></span>pela <span class="_ _4"></span>pandemia </div><div class="t m406 x3a hb y7d fff fs5 fc2 sc0 lsc wse">de <span class="_ _8"></span>covid-19. P<span class="_ _4"></span>aíse<span class="_ _8"></span>s <span class="_ _8"></span>em todo o <span class="_ _8"></span>mundo <span class="_ _8"></span>estão <span class="_ _8"></span>lutando contra <span class="_ _8"></span>a <span class="_ _8"></span>covid-19 e </div><div class="t m407 x3a hb y7e fff fs5 fc2 sc0 lsc wse">sendo <span class="_ _8"></span>obrigados <span class="_ _8"></span>a impor <span class="_ _8"></span>medidas <span class="_ _8"></span>de <span class="_ _8"></span>restrição <span class="_ _8"></span>à circulação <span class="_ _8"></span>do <span class="_ _8"></span>vírus, tais </div><div class="t m408 x3a hb y7f fff fs5 fc2 sc0 ls7 ws9">como: <span class="_ _8"></span>quarentenas nacionais, <span class="_ _8"></span>fechament<span class="_ _3"></span>os <span class="_ _8"></span>de <span class="_ _8"></span>fronteiras, <span class="ff20">home ofce</span><span class="ls0 ws0"> <span class="_ _8"></span>e </span></div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _4"></span>echament<span class="_ _4"></span>o de escolas para reduzir a vel<span class="_ _4"></span>ocidade de transmissão<span class="_ _4"></span>.</div><div class="t m5 x19 hb y81 fff fs5 fc2 sc0 ls6 ws8">Essas <span class="_ _8"></span>medidas <span class="_ _8"></span>af<span class="_ _4"></span>etaram <span class="_ _8"></span>f<span class="_ _3"></span>amílias, <span class="_ _8"></span>relacionamentos e <span class="_ _8"></span>sociedade<span class="_ _8"></span>s <span class="_ _8"></span>de </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>ormas s<span class="_ _8"></span>em <span class="_ _4"></span>precedentes, le<span class="_ _3"></span>vando <span class="_ _3"></span>a uma crise econômica. A <span class="_ _4"></span>covid-19 <span class="_ _4"></span>está </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">testando <span class="_ _8"></span>as sociedade<span class="_ _8"></span>s na medida <span class="_ _8"></span>em que vai al<span class="_ _4"></span>ém da <span class="_ _8"></span>liderança política, </div><div class="t m409 x3a hb y84 fff fs5 fc2 sc0 lsa wsc">infraestrutura de <span class="_ _3"></span>saúde, <span class="_ _3"></span>sistemas de <span class="_ _3"></span>assistência social <span class="_ _3"></span>e solidariedade <span class="_ _3"></span>inter<span class="ls0 ws0">-</span></div><div class="t m40a x3a hb y85 fff fs5 fc2 sc0 ls22 ws2b">nacional. <span class="_ _4"></span>Um <span class="_ _4"></span>impact<span class="_ _4"></span>o <span class="_ _4"></span>tão <span class="_ _4"></span>signicativo<span class="_ _3"></span>, que <span class="_ _3"></span>e<span class="_ _8"></span>stá <span class="_ _4"></span>sendo sentido atualmente </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">80</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf52" class="pf wa h0" data-page-no="52"><div class="pc pc52 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m40b x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">em uma <span class="_ _8"></span>extensão <span class="_ _8"></span>alarmante<span class="_ _4"></span>, são <span class="_ _8"></span>os <span class="_ _8"></span>ef<span class="_ _3"></span>eitos do <span class="_ _8"></span>aumento de <span class="_ _8"></span>casos de <span class="_ _8"></span>vio-</div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">l<span class="_ _4"></span>ência doméstica durante a pandemia (SHARMA; BORAH, 2020)<span class="ff1f">.</span></div><div class="t m40c x19 hb y87 fff fs5 fc2 sc0 ls23 ws2c">Com <span class="_ _8"></span>as medidas <span class="_ _8"></span>de <span class="_ _8"></span>isolament<span class="_ _4"></span>o social <span class="_ _8"></span>e <span class="_ _8"></span><span class="ff1f">lock<span class="_ _3"></span>down<span class="fff">, <span class="_ _8"></span>muitas vítimas <span class="_ _8"></span>de </span></span></div><div class="t m40d x3a hb y88 fff fs5 fc2 sc0 lsc wse">viol<span class="_ _4"></span>ência domé<span class="_ _8"></span>stica <span class="_ _8"></span>são obrigadas <span class="_ _8"></span>a permanecer <span class="_ _8"></span>em <span class="_ _8"></span>casa na <span class="_ _8"></span>companhia </div><div class="t m40e x3a hb y89 fff fs5 fc2 sc0 lse ws10">dos <span class="_ _8"></span>seus <span class="_ _8"></span>agressore<span class="_ _8"></span>s<span class="_ _4"></span>. <span class="_ _8"></span>Com isso, aumentos na <span class="_ _8"></span>violência domé<span class="_ _8"></span>stica <span class="_ _8"></span>f<span class="_ _3"></span>oram </div><div class="t m40f x3a hb y6b fff fs5 fc2 sc0 ls5 ws6">relatados <span class="_ _4"></span>em div<span class="_ _3"></span>ersos l<span class="_ _3"></span>ocais l<span class="_ _4"></span>ogo <span class="_ _4"></span>após <span class="_ _4"></span>o anúncio <span class="_ _3"></span>das medidas <span class="_ _3"></span>de restrição </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">de circulação (KOFMAN; GARFIN, <span class="_ _4"></span>2020)<span class="ff1f">. </span>Há um <span class="_ _4"></span>risco el<span class="_ _3"></span>ev<span class="_ _3"></span>ado de aumento </div><div class="t m410 x3a hb y6d fff fs5 fc2 sc0 ls10 ws12">de <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>domé<span class="_ _8"></span>stica associado <span class="_ _8"></span>a <span class="_ _8"></span>medidas <span class="_ _8"></span>de <span class="_ _8"></span>restrição <span class="_ _8"></span>de <span class="_ _8"></span>circulação </div><div class="t m75 x3a hb y6e fff fs5 fc2 sc0 ls4 ws5">de <span class="_ _8"></span>pessoas, <span class="_ _8"></span>determinadas por <span class="_ _8"></span>governos durante <span class="_ _8"></span>a pandemia <span class="_ _8"></span>de <span class="_ _8"></span>covid-19 </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">(GULA<span class="_ _3"></span>TI; KELL<span class="_ _6"></span>Y<span class="_ _5"></span>, 2020)<span class="ff1f">.</span></div><div class="t m411 x19 hb y70 fff fs5 fc2 sc0 ls4 ws5">No <span class="_ _8"></span>Brasil, em <span class="_ _8"></span>l<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>antament<span class="_ _4"></span>o com <span class="_ _8"></span>bas<span class="_ _8"></span>e em <span class="_ _8"></span>denúncias <span class="_ _8"></span>de violência do<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">méstica registradas no “Ligue 180” do Ministério da Mulher<span class="_ _3"></span>, da Família e </div><div class="t m1df x3a hb y72 fff fs5 fc2 sc0 ls23 ws2c">dos <span class="_ _8"></span>Direit<span class="_ _3"></span>os <span class="_ _8"></span>Humanos, <span class="_ _8"></span>constat<span class="_ _4"></span>ou-se <span class="_ _8"></span>cre<span class="_ _8"></span>sciment<span class="_ _3"></span>o <span class="_ _8"></span>de <span class="_ _8"></span>17% no <span class="_ _8"></span>número <span class="_ _8"></span>de </div><div class="t m412 x3a hb y73 fff fs5 fc2 sc0 ls7 ws9">ligações <span class="_ _8"></span>no <span class="_ _8"></span>mês <span class="_ _8"></span>de <span class="_ _8"></span>março <span class="_ _8"></span>de 2020, <span class="_ _8"></span>início <span class="_ _8"></span>do período <span class="_ _8"></span>de <span class="_ _8"></span>recomendação </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">de distanciament<span class="_ _4"></span>o social. Dados do Ministério Público <span class="_ _8"></span>Estadual do Rio de </div><div class="t m413 x3a hb y75 fff fs5 fc2 sc0 lsc wse">Janeiro rev<span class="_ _4"></span>elaram um <span class="_ _8"></span>aumento de <span class="_ _8"></span>50% nos <span class="_ _8"></span>casos <span class="_ _8"></span>de violência contra <span class="_ _8"></span>as </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">mulheres <span class="_ _8"></span>no primeiro nal <span class="_ _8"></span>de semana <span class="_ _8"></span>após a edição <span class="_ _8"></span>do decreto estadual </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">que impunha o distanciament<span class="_ _4"></span>o social (MARQUES et al., 2020).</div><div class="t m5 x19 hb y78 fff fs5 fc2 sc0 ls6 ws8">É <span class="_ _8"></span>importante <span class="_ _8"></span>ressaltar <span class="_ _8"></span>que, embora <span class="_ _8"></span>os <span class="_ _8"></span>números <span class="_ _8"></span>sejam <span class="_ _8"></span>alarmante<span class="_ _8"></span>s, </div><div class="t m414 x3a hb y79 fff fs5 fc2 sc0 ls7 ws9">ainda <span class="_ _8"></span>de<span class="_ _3"></span>ve <span class="_ _8"></span>existir subnoticação <span class="_ _8"></span>nas <span class="_ _8"></span>denúncias <span class="_ _8"></span>de violência domé<span class="_ _8"></span>stica. </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">Desconança <span class="_ _8"></span>com relação às <span class="_ _8"></span>aut<span class="_ _3"></span>oridade<span class="_ _8"></span>s policiais ou <span class="_ _8"></span>ao P<span class="_ _4"></span>oder Judiciário </div><div class="t m267 x3a hb y7b fff fs5 fc2 sc0 lsa wsc">pode <span class="_ _4"></span>f<span class="_ _3"></span>azer com <span class="_ _3"></span>que muitas <span class="_ _3"></span>vítimas da <span class="_ _4"></span>viol<span class="_ _4"></span>ência <span class="_ _3"></span>de<span class="_ _8"></span>sistam de <span class="_ _3"></span>denunciar seus </div><div class="t m415 x3a hb y7c fff fs5 fc2 sc0 ls4 ws5">agressore<span class="_ _8"></span>s<span class="_ _4"></span>. <span class="_ _8"></span>Falta de <span class="_ _8"></span>perspectiv<span class="_ _4"></span>a <span class="_ _8"></span>ou dependência <span class="_ _8"></span>econômica <span class="_ _8"></span>do agre<span class="_ _8"></span>ssor </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">podem também <span class="_ _8"></span>inuenciar ne<span class="_ _8"></span>ssa decisão. Dess<span class="_ _8"></span>e modo, os <span class="_ _8"></span>números reais </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">de viol<span class="_ _4"></span>ência podem ser bem maiores do que aqueles reportados em esta-</div><div class="t m416 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">tísticas ociais<span class="_ _3"></span>. Os <span class="_ _3"></span>números de <span class="_ _3"></span>relatos <span class="_ _3"></span>via T<span class="_ _3"></span>witter reetem <span class="_ _4"></span>em al<span class="_ _3"></span>gum grau </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">ess<span class="_ _8"></span>e probl<span class="_ _3"></span>ema.</div><div class="t m417 x19 hb y81 fff fs5 fc2 sc0 lsd wsf">A<span class="_ _4"></span>dicionalmente<span class="_ _4"></span>, <span class="_ _4"></span>o <span class="_ _4"></span>estudo supracitado <span class="_ _3"></span>identicou um <span class="_ _3"></span>aumento <span class="_ _3"></span>de 431% </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">no número <span class="_ _8"></span>de relatos de vizinhos, <span class="_ _8"></span>via Twitter<span class="_ _5"></span>, <span class="_ _8"></span>de briga <span class="_ _8"></span>entre casais, <span class="_ _8"></span>entre </div><div class="t m418 x3a hb y83 fff fs5 fc2 sc0 ls10 ws12">f<span class="_ _4"></span>e<span class="_ _4"></span>vereir<span class="_ _4"></span>o <span class="_ _8"></span>e abril <span class="_ _8"></span>de <span class="_ _8"></span>2020. <span class="_ _8"></span>As <span class="_ _8"></span>redes <span class="_ _8"></span>sociais <span class="_ _8"></span>permitem <span class="_ _8"></span>que s<span class="_ _8"></span>e <span class="_ _8"></span>tenha <span class="_ _8"></span>mais </div><div class="t m419 x3a hb y84 fff fs5 fc2 sc0 ls10 ws12">inf<span class="_ _3"></span>ormaçõe<span class="_ _8"></span>s <span class="_ _8"></span>sobre <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>– <span class="_ _8"></span>vizinhos <span class="_ _8"></span>postam <span class="_ _8"></span>rapidamente relatos de </div><div class="t m19d x3a hb y85 fff fs5 fc2 sc0 ls4 ws5">viol<span class="_ _4"></span>ência. Essa <span class="_ _8"></span>que<span class="_ _8"></span>stão é <span class="_ _8"></span>importante <span class="_ _8"></span>porque políticas <span class="_ _8"></span>públicas <span class="_ _8"></span>poderiam </div><div class="t m41a x3a hb y23 fff fs5 fc2 sc0 ls22 ws2b">ser des<span class="_ _8"></span>envol<span class="_ _3"></span>vidas de <span class="_ _3"></span>modo a <span class="_ _3"></span>utilizar essas inf<span class="_ _5"></span>ormaçõe<span class="_ _8"></span>s <span class="_ _4"></span>– <span class="_ _4"></span>gerando <span class="_ _4"></span>sistemas </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">81</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">de “<span class="ff1f ws8">Earl<span class="_ _3"></span>y warning<span class="fff ws0">” para as aut<span class="_ _4"></span>oridades, que poderiam inv<span class="_ _4"></span>estigar os casos </span></span></div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">e t<span class="_ _4"></span>omar providências caso f<span class="_ _3"></span>osse nece<span class="_ _8"></span>ssário<span class="_ _4"></span>.</div><div class="t m41b x19 hb y87 fff fs5 fc2 sc0 lsa wsc">A <span class="_ _4"></span>situação <span class="_ _4"></span>apres<span class="_ _8"></span>entada <span class="_ _3"></span>nece<span class="_ _8"></span>ssita <span class="_ _4"></span>de <span class="_ _3"></span>uma resposta imediata<span class="_ _4"></span>. <span class="_ _4"></span>Ness<span class="_ _8"></span>e <span class="_ _4"></span>con<span class="ls0 ws0">-</span></div><div class="t m41c x3a hb y88 fff fs5 fc2 sc0 lsd wsf">text<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>é <span class="_ _4"></span>preciso <span class="_ _4"></span>o <span class="_ _3"></span>e<span class="_ _8"></span>stabeleciment<span class="_ _3"></span>o de <span class="_ _3"></span>políticas públicas <span class="_ _3"></span>e normas <span class="_ _3"></span>que sejam </div><div class="t m41d x3a hb y89 fff fs5 fc2 sc0 lsa wsc">ecientes para <span class="_ _3"></span>a pre<span class="_ _3"></span>venção <span class="_ _4"></span>e <span class="_ _4"></span>o <span class="_ _4"></span>enfrentament<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>viol<span class="_ _4"></span>ência <span class="_ _3"></span>domé<span class="_ _8"></span>stica, bem </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">como a criação <span class="_ _4"></span>de mecanismos <span class="_ _4"></span>de repressão ao agressor<span class="_ _3"></span>. São necessárias </div><div class="t m120 x3a hb y6c fff fs5 fc2 sc0 ls8 wsa">também <span class="_ _4"></span>ações que <span class="_ _3"></span>possam apoiar <span class="_ _4"></span>e <span class="_ _4"></span>acolher <span class="_ _4"></span>as <span class="_ _4"></span>vítimas <span class="_ _4"></span>e <span class="_ _4"></span>tirá-las <span class="_ _4"></span>do <span class="_ _4"></span>cicl<span class="_ _3"></span>o de </div><div class="t m3da x3a hb y6d fff fs5 fc2 sc0 ls5 ws6">viol<span class="_ _4"></span>ência, <span class="_ _4"></span>as quais, <span class="_ _3"></span>em consequência das <span class="_ _3"></span>agre<span class="_ _8"></span>ssões, encontram-se, <span class="_ _3"></span>muitas </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">vezes, em situação de vulnerabilidade econômica, social e psicol<span class="_ _4"></span>ógica.</div><div class="t m2 x19 hb y6f fff fs5 fc2 sc0 ls0 ws0">A incidência <span class="_ _8"></span>de <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>domé<span class="_ _8"></span>stica é <span class="_ _8"></span>menor em <span class="_ _8"></span>relacionament<span class="_ _4"></span>os em </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">que as mulheres possuem <span class="_ _4"></span>rendas próprias <span class="_ _4"></span>e contribuem <span class="_ _4"></span>nas despe<span class="_ _8"></span>sas do-</div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">mésticas (JEWKES <span class="_ _4"></span>et al., <span class="_ _3"></span>2002). A <span class="_ _4"></span>redução <span class="_ _4"></span>geral da <span class="_ _3"></span>pobreza pode <span class="_ _4"></span>diminuir </div><div class="t m35d x3a hb y72 fff fs5 fc2 sc0 ls8 wsa">a <span class="_ _4"></span>viol<span class="_ _4"></span>ência <span class="_ _4"></span>contra <span class="_ _4"></span>as <span class="_ _4"></span>mulheres e<span class="_ _3"></span>, se isso <span class="_ _3"></span>f<span class="_ _4"></span>or <span class="_ _4"></span>alcançado <span class="_ _3"></span>aumentando a <span class="_ _3"></span>renda </div><div class="t m1ef x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">das mulhere<span class="_ _8"></span>s <span class="_ _8"></span>mais do <span class="_ _8"></span>que <span class="_ _8"></span>a dos <span class="_ _8"></span>homens, <span class="_ _8"></span>os efeit<span class="_ _3"></span>os <span class="_ _8"></span>benécos podem <span class="_ _8"></span>s<span class="_ _8"></span>er </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">ainda maiores (RAO, 1997).</div><div class="t m31c x19 hb y75 fff fs5 fc2 sc0 ls7 ws9">No <span class="_ _8"></span>entant<span class="_ _3"></span>o, os <span class="_ _8"></span>e<span class="_ _8"></span>studos sugerem <span class="_ _8"></span>que <span class="_ _8"></span>mulheres <span class="_ _8"></span>que <span class="_ _8"></span>possuem <span class="_ _8"></span>rendas </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">modestas <span class="_ _8"></span>são mais propensas a serem agredidas <span class="_ _8"></span>do que aquelas que não </div><div class="t m41e x3a hb y77 fff fs5 fc2 sc0 lsf ws11">possuem <span class="_ _8"></span>renda alguma. <span class="_ _8"></span>Isso <span class="_ _8"></span>ocorre porque, à <span class="_ _8"></span>medida <span class="_ _8"></span>que <span class="_ _8"></span>as <span class="_ _8"></span>mulheres </div><div class="t m29c x3a hb y78 fff fs5 fc2 sc0 ls5 ws6">começam <span class="_ _4"></span>a ganhar <span class="_ _3"></span>rendimentos <span class="_ _3"></span>e a <span class="_ _4"></span>aumentar <span class="_ _4"></span>a <span class="_ _4"></span>sua mobilidade <span class="_ _3"></span>e aut<span class="_ _3"></span>ono<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m1ec x3a hb y79 fff fs5 fc2 sc0 ls23 ws2c">mia, <span class="_ _8"></span>frequentemente surgem <span class="_ _8"></span>conit<span class="_ _4"></span>os<span class="_ _4"></span>. <span class="_ _8"></span>Isso sugere <span class="_ _8"></span>que <span class="_ _8"></span>pode haver <span class="_ _8"></span>uma </div><div class="t m41f x3a hb y7a fff fs5 fc2 sc0 ls4 ws5">associação entre <span class="_ _8"></span>as <span class="_ _8"></span>contribuições <span class="_ _8"></span>das mulhere<span class="_ _8"></span>s para <span class="_ _8"></span>o apoio <span class="_ _8"></span>f<span class="_ _4"></span>amiliar e <span class="_ _8"></span>a </div><div class="t m420 x3a hb y7b fff fs5 fc2 sc0 lse ws10">redução <span class="_ _8"></span>da violência, mas <span class="_ _8"></span>apenas <span class="_ _8"></span>quando <span class="_ _8"></span>as contribuiçõe<span class="_ _8"></span>s <span class="_ _8"></span>econômicas </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">atingem níveis el<span class="_ _3"></span>ev<span class="_ _3"></span>ados (SCHULER et al., 1996).</div><div class="t m2 x3a h19 y7f ff11 fs1 fc8 sc0 ls0 ws0">2. <span class="_ _d"> </span> <span class="_ _13"></span>ESTUDO DE INDICADORES RELA<span class="_ _3"></span>CIONADOS </div><div class="t m2 x4c h19 y80 ff11 fs1 fc8 sc0 ls0 ws0">À VIOLÊNCIA CONTRA A MULHER</div><div class="t m2 x3a h19 y82 ff11 fs1 fc8 sc0 ls0 ws2a">2.1. <span class="_ _19"> </span> OBJETIV<span class="_ _4"></span>OS</div><div class="t m2 x19 hb y84 fff fs5 fc2 sc0 ls0 ws0">O objetiv<span class="_ _4"></span>o deste <span class="_ _4"></span>estudo f<span class="_ _3"></span>oi conhecer e <span class="_ _3"></span>comparar os <span class="_ _4"></span>sentimentos, <span class="_ _4"></span>t<span class="_ _4"></span>ol<span class="_ _4"></span>e-</div><div class="t m2a3 x3a hb y85 fff fs5 fc2 sc0 ls4 ws5">rância <span class="_ _8"></span>e conança <span class="_ _8"></span>no <span class="_ _8"></span>emprego relacionados <span class="_ _8"></span>à violência domé<span class="_ _8"></span>stica <span class="_ _8"></span>entre </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">82</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m421 x3a hb y6a fff fs5 fc2 sc0 lsf ws11">vítimas <span class="_ _8"></span>e não <span class="_ _8"></span>vítimas. O <span class="_ _8"></span>e<span class="_ _8"></span>studo objetiva ainda <span class="_ _8"></span>avaliar a <span class="_ _8"></span>causalidade <span class="_ _8"></span>do </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">emprego na diminuição da viol<span class="_ _4"></span>ência doméstica.</div><div class="t m422 x19 hb y87 fff fs5 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>dicionalmente<span class="_ _4"></span>, o <span class="_ _8"></span>re<span class="_ _8"></span>sultado da <span class="_ _8"></span>pres<span class="_ _8"></span>ente <span class="_ _8"></span>pesquisa, <span class="_ _8"></span>ao diagnosticar <span class="_ _8"></span>as </div><div class="t m423 x3a hb y88 fff fs5 fc2 sc0 lse ws10">dif<span class="_ _4"></span>erentes <span class="_ _8"></span>percepçõe<span class="_ _8"></span>s, s<span class="_ _8"></span>entiment<span class="_ _4"></span>os <span class="_ _8"></span>e tol<span class="_ _4"></span>erância em <span class="_ _8"></span>relação <span class="_ _8"></span>à <span class="_ _8"></span>viol<span class="_ _4"></span>ência </div><div class="t m424 x3a hb y89 fff fs5 fc2 sc0 ls10 ws12">contra <span class="_ _8"></span>a mulher<span class="_ _4"></span>, poderá <span class="_ _8"></span>s<span class="_ _8"></span>ervir <span class="_ _8"></span>de subsídio <span class="_ _8"></span>para <span class="_ _8"></span>o <span class="_ _8"></span>des<span class="_ _8"></span>enho <span class="_ _8"></span>de <span class="_ _8"></span>políticas </div><div class="t m23c x3a hb y6b fff fs5 fc2 sc0 ls9 wsb">públicas <span class="_ _4"></span>voltadas <span class="_ _4"></span>à <span class="_ _4"></span>pre<span class="_ _4"></span>v<span class="_ _4"></span>enção e <span class="_ _3"></span>ao enfrentament<span class="_ _3"></span>o da <span class="_ _3"></span>violência <span class="_ _3"></span>domé<span class="_ _8"></span>stica, </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">bem como de políticas de acolhiment<span class="_ _4"></span>o às vítimas<span class="_ _4"></span>.</div><div class="t m2 x3a h19 y6f ff11 fs1 fc8 sc0 ls0 ws2a">2.2. <span class="_ _19"> </span> HIPÓTESES</div><div class="t m5 x19 hb y71 fff fs5 fc2 sc0 ls39 ws48">P<span class="_ _4"></span>ara <span class="_ _8"></span>atingir <span class="_ _8"></span>os <span class="_ _8"></span>objetivos do <span class="_ _8"></span>e<span class="_ _8"></span>studo<span class="_ _3"></span>, <span class="_ _8"></span>a <span class="_ _8"></span>pe<span class="_ _8"></span>squisa <span class="_ _8"></span>intenta <span class="_ _8"></span>testar <span class="_ _8"></span>cinco </div><div class="t m425 x3a hb y72 fff fs5 fc2 sc0 lsf ws11">hipótes<span class="_ _8"></span>es. Ne<span class="_ _8"></span>ste <span class="_ _8"></span>trabalho<span class="_ _3"></span>, <span class="_ _8"></span>iremos <span class="_ _8"></span>nos <span class="_ _8"></span>concentrar <span class="_ _8"></span>na s<span class="_ _8"></span>eguinte <span class="_ _8"></span>hipótes<span class="_ _8"></span>e </div><div class="t m38a x3a hb y73 fff fs5 fc2 sc0 lsc wse">de <span class="_ _8"></span>pesquisa: <span class="_ _8"></span>“<span class="_ _3"></span>A <span class="_ _8"></span>inserção <span class="_ _8"></span>de <span class="_ _8"></span>mulheres <span class="_ _8"></span>no mercado <span class="_ _8"></span>de <span class="_ _8"></span>trabalho <span class="_ _8"></span>diminui a </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">viol<span class="_ _4"></span>ência doméstica.”</div><div class="t m2 x3a h19 y77 ff11 fs1 fc8 sc0 ls0 ws2a">2.3. <span class="_ _19"> </span> POPULA<span class="_ _4"></span>ÇÃ<span class="_ _5"></span>O <span class="_ _3e"> </span>ESTUD<span class="_ _3"></span>AD<span class="_ _4"></span>A</div><div class="t m2 x19 hb y79 fff fs5 fc2 sc0 ls0 ws0">A população de estudo foi dividida em quatr<span class="_ _4"></span>o grupos distint<span class="_ _4"></span>os:</div><div class="t m2 x1d h27 y21a ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y7a fff fs5 fc2 sc0 ls0 ws0">Grupo A: <span class="_ _8"></span>mulheres que <span class="_ _8"></span>f<span class="_ _3"></span>oram <span class="_ _8"></span>vítimas de violência domé<span class="_ _8"></span>stica e<span class="_ _4"></span>, atual-</div><div class="t m426 x72 hb y7b fff fs5 fc2 sc0 ls23 ws2c">mente<span class="_ _4"></span>, <span class="_ _8"></span>estão <span class="_ _8"></span>empregadas no <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal <span class="_ _8"></span>por meio <span class="_ _8"></span>do <span class="_ _8"></span>Programa </div><div class="t m2 x72 hb y7c fff fs5 fc2 sc0 ls0 ws0">de Assistência a <span class="_ _8"></span>Mulheres <span class="_ _8"></span>em Situação de <span class="_ _8"></span>V<span class="_ _3"></span>ulnerabilidade Econômica </div><div class="t m2 x72 hb y7d fff fs5 fc2 sc0 ls0 ws0">em Decorrência de Viol<span class="_ _4"></span>ência Doméstica e Familiar<span class="_ _3"></span>.</div><div class="t m2 x1d h27 y21b ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m248 x72 hb y7e fff fs5 fc2 sc0 ls5 ws6">Grupo <span class="_ _4"></span>B: mulheres <span class="_ _4"></span>que <span class="_ _4"></span>trabalham no <span class="_ _3"></span>Senado Federal, <span class="_ _3"></span>mas não <span class="_ _4"></span>perten<span class="ls0 ws0">-</span></div><div class="t m2 x72 hb y7f fff fs5 fc2 sc0 ls0 ws0">cem ao grupo que f<span class="_ _3"></span>oi contratado pelo programa.</div><div class="t m2 x1d h27 y21c ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y80 fff fs5 fc2 sc0 ls0 ws0">Grupo C: homens que trabalham no Senado Federal.</div><div class="t m2 x1d h27 y21d ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m427 x72 hb y81 fff fs5 fc2 sc0 ls4 ws5">Grupo <span class="_ _8"></span>D: mulhere<span class="_ _8"></span>s que <span class="_ _8"></span>e<span class="_ _8"></span>stão na <span class="_ _8"></span>Casa <span class="_ _8"></span>Abrigo da <span class="_ _8"></span>Secretaria <span class="_ _8"></span>de Estado </div><div class="t m428 x72 hb y82 fff fs5 fc2 sc0 ls10 ws12">da <span class="_ _8"></span>Mulher do <span class="_ _8"></span>Distrito Federal. <span class="_ _8"></span>São <span class="_ _8"></span>mulheres <span class="_ _8"></span>que <span class="_ _8"></span>também <span class="_ _8"></span>sofreram </div><div class="t m429 x72 hb y83 fff fs5 fc2 sc0 ls9 wsb">viol<span class="_ _4"></span>ência <span class="_ _4"></span>doméstica e<span class="_ _3"></span>, portant<span class="_ _3"></span>o, <span class="_ _3"></span>constituem um <span class="_ _3"></span>bom grupo <span class="_ _3"></span>de control<span class="_ _3"></span>e </div><div class="t m2 x72 hb y84 fff fs5 fc2 sc0 ls0 ws0">para a av<span class="_ _4"></span>aliação da política de cotas<span class="_ _4"></span>.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">83</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf55" class="pf wa h0" data-page-no="55"><div class="pc pc55 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m5 x19 hb y6a fff fs5 fc2 sc0 ls6 ws8">Observação: não <span class="_ _8"></span>foi possível a <span class="_ _8"></span>realização <span class="_ _8"></span>da <span class="_ _8"></span>pe<span class="_ _8"></span>squisa com <span class="_ _8"></span>o <span class="_ _8"></span>Grupo </div><div class="t m28e x3a hb y86 fff fs5 fc2 sc0 ls23 ws2c">D <span class="_ _8"></span>de<span class="_ _3"></span>vido <span class="_ _8"></span>às <span class="_ _8"></span>medidas <span class="_ _8"></span>de distanciamento social <span class="_ _8"></span>exigidas <span class="_ _8"></span>para combater <span class="_ _8"></span>e </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">pre<span class="_ _4"></span>venir a pr<span class="_ _4"></span>opagação do coronavírus (covid-19).</div><div class="t m42a x19 hb y88 fff fs5 fc2 sc0 lsb wsd">Com <span class="_ _4"></span>a <span class="_ _4"></span>disseminação da <span class="_ _3"></span>pandemia de <span class="_ _3"></span>covid-19, <span class="_ _4"></span>div<span class="_ _4"></span>ersos <span class="_ _4"></span>paíse<span class="_ _8"></span>s <span class="_ _4"></span>adotaram </div><div class="t m42b x3a hb y89 fff fs5 fc2 sc0 ls9 wsb">medidas <span class="_ _4"></span>para <span class="_ _4"></span>deter o <span class="_ _3"></span>avanço <span class="_ _3"></span>do vírus, <span class="_ _3"></span>com destaque para <span class="_ _3"></span>aquelas que <span class="_ _4"></span>res<span class="ls0 ws0">-</span></div><div class="t m2c3 x3a hb y6b fff fs5 fc2 sc0 ls9 wsb">tringem <span class="_ _4"></span>a <span class="_ _4"></span>circulação de <span class="_ _3"></span>pe<span class="_ _8"></span>ssoas<span class="_ _3"></span>. No <span class="_ _4"></span>entant<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>essas medidas <span class="_ _3"></span>de isolament<span class="_ _4"></span>o </div><div class="t m42c x3a hb y6c fff fs5 fc2 sc0 ls4 ws5">social <span class="_ _8"></span>alteraram a <span class="_ _8"></span>rotina da <span class="_ _8"></span>sociedade <span class="_ _8"></span>e repercutiram <span class="_ _8"></span>negativ<span class="_ _4"></span>amente <span class="_ _8"></span>no </div><div class="t m42d x3a hb y6d fff fs5 fc2 sc0 lsc wse">relacionament<span class="_ _4"></span>o <span class="_ _8"></span>interpessoal, <span class="_ _8"></span>culminando no <span class="_ _8"></span>aumento dos <span class="_ _8"></span>casos de <span class="_ _8"></span>vio</div><div class="t m11b x43 hb y6d fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m42e x3a hb y6e fff fs5 fc2 sc0 ls5 ws6">l<span class="_ _4"></span>ência <span class="_ _4"></span>doméstica (MARQUES <span class="_ _4"></span>et <span class="_ _4"></span>al., 2020; <span class="_ _3"></span>GULA<span class="_ _3"></span>TI &amp; <span class="_ _3"></span>KELL<span class="_ _5"></span>Y<span class="_ _5"></span>, 2020; <span class="_ _3"></span>AGUERO, </div><div class="t m42f x3a hb y6f fff fs5 fc2 sc0 ls7 ws9">2021; <span class="_ _8"></span>ERT<span class="_ _5"></span>AN <span class="_ _8"></span>et <span class="_ _8"></span>al., <span class="_ _8"></span>2020; SEDIRI <span class="_ _8"></span>et <span class="_ _8"></span>al., 2020; <span class="_ _8"></span>GEBREWAHD et <span class="_ _8"></span>al., <span class="_ _8"></span>2020; </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">LIMA, 2020; INCE YENILMEZ, 2020; SUGA, 2021; SINGH, 2020).</div><div class="t m291 x19 hb y71 fff fs5 fc2 sc0 lsc wse">Outra <span class="_ _8"></span>consequência <span class="_ _8"></span>indes<span class="_ _8"></span>ejada do <span class="_ _8"></span>isolamento social <span class="_ _8"></span>é a <span class="_ _8"></span>re<span class="_ _8"></span>strição de </div><div class="t m430 x3a hb y72 fff fs5 fc2 sc0 lse ws10">acesso <span class="_ _8"></span>aos <span class="_ _8"></span>serviços <span class="_ _8"></span>de <span class="_ _8"></span>apoio <span class="_ _8"></span>social. Em <span class="_ _8"></span>alguns <span class="_ _8"></span>casos, e<span class="_ _8"></span>sse<span class="_ _8"></span>s <span class="_ _8"></span>serviços <span class="_ _8"></span>de </div><div class="t m431 x3a hb y73 fff fs5 fc2 sc0 ls7 ws9">apoio <span class="_ _8"></span>tiv<span class="_ _4"></span>eram <span class="_ _8"></span>o horário <span class="_ _8"></span>de <span class="_ _8"></span>atendiment<span class="_ _4"></span>o reduzido <span class="_ _8"></span>ou <span class="_ _8"></span>f<span class="_ _4"></span>oram temporaria<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">mente fechados, dicultando ainda mais o <span class="_ _8"></span>acesso das <span class="_ _8"></span>vítimas (MARQUES </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">et al., <span class="_ _3"></span>2020; GULA<span class="_ _3"></span>TI &amp; <span class="_ _3"></span>KELL<span class="_ _5"></span>Y<span class="_ _5"></span>, 2020; <span class="_ _3"></span>KUMAR, 2020; <span class="_ _4"></span>INCE YENILMEZ, <span class="_ _3"></span>2020; </div><div class="t m432 x3a hb y76 fff fs5 fc2 sc0 ls7 ws9">SUGA, <span class="_ _8"></span>2021; T<span class="_ _3"></span>ANAKA, <span class="_ _8"></span>2020). <span class="_ _8"></span>A <span class="_ _8"></span>redução de <span class="_ _8"></span>ocupação <span class="_ _8"></span>da Casa <span class="_ _8"></span>Abrigo <span class="_ _8"></span>do </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">Distrit<span class="_ _4"></span>o Federal é exemplo clássico dessa <span class="_ _8"></span>consequência sombria do <span class="_ _8"></span>isola-</div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">ment<span class="_ _4"></span>o social.</div><div class="t m2 x3a h28 y7a ff1b fs7 fc8 sc0 ls0 ws0">2.3.1. <span class="_ _40"> </span>O Programa de Assistência a Mulheres em </div><div class="t m2 x86 h28 y21e ff1b fs7 fc8 sc0 ls0 ws0">Situação de V<span class="_ _3"></span>ulnerabilidade Econômica em </div><div class="t m2 x86 h28 y21f ff1b fs7 fc8 sc0 ls0 ws0">Decorrência de Viol<span class="_ _4"></span>ência Doméstica e Familiar</div><div class="t m433 x19 hb y7e fff fs5 fc2 sc0 ls5 ws6">O <span class="_ _4"></span>Programa <span class="_ _4"></span>de <span class="_ _4"></span>Assistência <span class="_ _4"></span>a Mulheres <span class="_ _4"></span>em Situação <span class="_ _3"></span>de V<span class="_ _5"></span>ulnerabilidade<span class="_ _8"></span> </div><div class="t m434 x3a hb y7f fff fs5 fc2 sc0 ls22 ws2b">Econômica <span class="_ _4"></span>em <span class="_ _4"></span>Decorrência <span class="_ _4"></span>de <span class="_ _4"></span>Viol<span class="_ _4"></span>ência <span class="_ _4"></span>Doméstica e <span class="_ _4"></span>Familiar <span class="_ _4"></span>f<span class="_ _3"></span>oi instituído </div><div class="t m317 x3a hb y80 fff fs5 fc2 sc0 lsc wse">no <span class="_ _8"></span>Senado Federal <span class="_ _8"></span>por <span class="_ _8"></span>meio do <span class="_ _8"></span>Ato da <span class="_ _8"></span>Comissão Diretora nº <span class="_ _8"></span>4, <span class="_ _8"></span>de 24 <span class="_ _8"></span>de </div><div class="t m435 x3a hb y81 fff fs5 fc2 sc0 lsd wsf">junho <span class="_ _4"></span>de <span class="_ _4"></span>2016, <span class="_ _4"></span>o <span class="_ _3"></span>qual prescrev<span class="_ _3"></span>e que<span class="_ _3"></span>, em <span class="_ _3"></span>todos <span class="_ _3"></span>os contrat<span class="_ _3"></span>os de <span class="_ _3"></span>terceirização<span class="_ _8"></span> </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">de mão de obra <span class="_ _8"></span>com 50 ou mais postos de trabalho, de<span class="_ _3"></span>verá ser <span class="_ _8"></span>res<span class="_ _8"></span>erv<span class="_ _3"></span>ada </div><div class="t m436 x3a hb y83 fff fs5 fc2 sc0 ls23 ws2c">uma <span class="_ _8"></span>cota de <span class="_ _8"></span>2% <span class="_ _8"></span>a mulhere<span class="_ _8"></span>s <span class="_ _8"></span>em situação <span class="_ _8"></span>de <span class="_ _8"></span>vulnerabilidade econômica </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">em virtude de viol<span class="_ _4"></span>ência doméstica:</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">84</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf56" class="pf wa h0" data-page-no="56"><div class="pc pc56 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t mcb x4d hb y6a fff fs5 fc2 sc0 lsa wsc">Art. <span class="_ _4"></span>1º <span class="_ _4"></span>Este <span class="_ _4"></span>At<span class="_ _4"></span>o <span class="_ _4"></span>institui, <span class="_ _3"></span>no âmbit<span class="_ _4"></span>o <span class="_ _3"></span>do Senado <span class="_ _3"></span>Federal, o <span class="_ _4"></span>Pro<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m437 x4e hb y220 fff fs5 fc2 sc0 lsb wsd">grama <span class="_ _4"></span>de <span class="_ _4"></span>Assistência <span class="_ _3"></span>a Mulheres em <span class="_ _3"></span>situação <span class="_ _4"></span>de <span class="_ _4"></span>vulnerabilidade </div><div class="t m2 x4e hb y221 fff fs5 fc2 sc0 ls0 ws0">econômica em decorrência de viol<span class="_ _4"></span>ência doméstica e familiar<span class="_ _5"></span>.</div><div class="t m2 x4d hb y88 fff fs5 fc2 sc0 ls0 ws0">§1º Em <span class="_ _4"></span>atendiment<span class="_ _4"></span>o ao <span class="_ _4"></span>dispost<span class="_ _4"></span>o no <span class="_ _4"></span>caput, os <span class="_ _3"></span>contratos de </div><div class="t m3b5 x4e hb y222 fff fs5 fc2 sc0 ls23 ws2c">prestação <span class="_ _8"></span>de <span class="_ _8"></span>serviços <span class="_ _8"></span>continuados e <span class="_ _8"></span>terceirizados <span class="_ _8"></span>do Senado </div><div class="t m2 x4e hb y223 fff fs5 fc2 sc0 ls0 ws0">Federal res<span class="_ _8"></span>erv<span class="_ _4"></span>arão o percentual mínimo <span class="_ _4"></span>de dois por cent<span class="_ _3"></span>o das </div><div class="t mcd x4e hb y224 fff fs5 fc2 sc0 ls5 ws6">v<span class="_ _4"></span>agas <span class="_ _4"></span>para mulheres <span class="_ _4"></span>em <span class="_ _4"></span>situação de <span class="_ _3"></span>vulnerabilidade econômi<span class="ls0 ws0">-</span></div><div class="t m438 x4e hb y225 fff fs5 fc2 sc0 ls23 ws2c">ca <span class="_ _8"></span>decorrente de <span class="_ _8"></span>violência doméstica <span class="_ _8"></span>e <span class="_ _8"></span>f<span class="_ _3"></span>amiliar<span class="_ _4"></span>, de<span class="_ _8"></span>sde <span class="_ _8"></span>que o </div><div class="t m2 x4e hb y226 fff fs5 fc2 sc0 ls0 ws0">contrat<span class="_ _4"></span>o env<span class="_ _4"></span>ol<span class="_ _4"></span>v<span class="_ _4"></span>a cinquenta <span class="_ _4"></span>ou mais <span class="_ _4"></span>trabalhadores, atendida a </div><div class="t m2 x4e hb y227 fff fs5 fc2 sc0 ls0 ws0">qualicação prossional necessária.</div><div class="t m5 x4d hb y70 fff fs5 fc2 sc0 ls4a ws62">§2º <span class="_ _8"></span>As <span class="_ _8"></span>empre<span class="_ _8"></span>sas <span class="_ _8"></span>pre<span class="_ _8"></span>stadoras <span class="_ _8"></span>de <span class="_ _8"></span>s<span class="_ _8"></span>erviços <span class="_ _8"></span>continuados <span class="_ _8"></span>e </div><div class="t m226 x4e hb y228 fff fs5 fc2 sc0 ls23 ws2c">terceirizados <span class="_ _8"></span>realizarão proce<span class="_ _8"></span>sso s<span class="_ _8"></span>el<span class="_ _4"></span>etivo para <span class="_ _8"></span>a <span class="_ _8"></span>contratação </div><div class="t m5 x4e hb y229 fff fs5 fc2 sc0 ls6 ws8">das <span class="_ _8"></span>trabalhadoras <span class="_ _8"></span>mediante ace<span class="_ _8"></span>sso <span class="_ _8"></span>a <span class="_ _8"></span>cadastro mantido <span class="_ _8"></span>por </div><div class="t m2 x4e hb y22a fff fs5 fc2 sc0 ls0 ws0">instituições públicas parceiras do Programa.</div><div class="t m11b x4d hb y74 fff fs5 fc2 sc0 lsc wse">§3º <span class="_ _8"></span>A identidade <span class="_ _8"></span>das <span class="_ _8"></span>trabalhadoras contratadas <span class="_ _8"></span>em <span class="_ _8"></span>aten<span class="ls0 ws0">-</span></div><div class="t m439 x4e hb y22b fff fs5 fc2 sc0 lsf ws11">diment<span class="_ _4"></span>o <span class="_ _8"></span>ao Programa <span class="_ _8"></span>será <span class="_ _8"></span>mantida <span class="_ _8"></span>em <span class="_ _8"></span>sigil<span class="_ _4"></span>o <span class="_ _8"></span>pela empre<span class="_ _8"></span>sa, </div><div class="t m2 x4e hb y22c fff fs5 fc2 sc0 ls0 ws0">sendo vedado qualquer tipo de discriminação no exercício das </div><div class="t m2 x4e hb y22d fff fs5 fc2 sc0 ls0 ws0">suas funções.</div><div class="t m326 x4d hb y78 fff fs5 fc2 sc0 ls23 ws2c">Art. <span class="_ _8"></span>2º Os <span class="_ _8"></span>editais <span class="_ _8"></span>de licitação <span class="_ _8"></span>que <span class="_ _8"></span>visem <span class="_ _8"></span>à <span class="_ _8"></span>contratação de </div><div class="t m85 x4e hb y1f9 fff fs5 fc2 sc0 lsa wsc">empresas para <span class="_ _3"></span>a prestação de <span class="_ _3"></span>s<span class="_ _8"></span>erviços <span class="_ _4"></span>continuados <span class="_ _4"></span>e <span class="_ _4"></span>terceiriza<span class="ls0 ws0">-</span></div><div class="t m43a x4e hb y1fa fff fs5 fc2 sc0 lsb wsd">dos <span class="_ _4"></span>no <span class="_ _3"></span>âmbito <span class="_ _3"></span>do Senado <span class="_ _3"></span>Federal conterão <span class="_ _3"></span>cláusula estipulando </div><div class="t m2 x4e hb y1fb fff fs5 fc2 sc0 ls0 ws0">a re<span class="_ _8"></span>serva de v<span class="_ _4"></span>agas de que <span class="_ _8"></span>trata o § 1º <span class="_ _8"></span>do art. 1º, <span class="_ _8"></span>durante t<span class="_ _4"></span>oda </div><div class="t m2 x4e hb y1fc fff fs5 fc2 sc0 ls0 ws0">a execução contratual.</div><div class="t m2 x19 hb y7d fff fs5 fc2 sc0 ls0 ws0">Logo após a vigência do at<span class="_ _3"></span>o, a m de regulamentar os procediment<span class="_ _3"></span>os </div><div class="t m6e x3a hb y7e fff fs5 fc2 sc0 ls4 ws5">necessários <span class="_ _8"></span>para <span class="_ _8"></span>o s<span class="_ _8"></span>eu <span class="_ _8"></span>cumpriment<span class="_ _3"></span>o, a <span class="_ _8"></span>Diret<span class="_ _4"></span>oria-Geral <span class="_ _8"></span>do Senado <span class="_ _8"></span>edit<span class="_ _4"></span>ou </div><div class="t m43b x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">o <span class="_ _4"></span>At<span class="_ _4"></span>o da <span class="_ _3"></span>Diretoria-Geral <span class="_ _3"></span>nº 22, <span class="_ _4"></span>de <span class="_ _4"></span>11 de <span class="_ _3"></span>novembr<span class="_ _4"></span>o <span class="_ _4"></span>de 2016, <span class="_ _3"></span>e<span class="_ _8"></span>stabel<span class="_ _4"></span>ecent<span class="_ _3"></span>o </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">as regras operacionais para a execução do programa:</div><div class="t m2 x4d hb y81 fff fs5 fc2 sc0 ls0 ws0">Art. 1º <span class="_ _8"></span>Para cumpriment<span class="_ _4"></span>o <span class="_ _8"></span>do disposto no <span class="_ _8"></span>At<span class="_ _4"></span>o da <span class="_ _8"></span>Comissão </div><div class="t m43c x4e hb y22e fff fs5 fc2 sc0 lsc wse">Diret<span class="_ _4"></span>ora nº <span class="_ _8"></span>4 <span class="_ _8"></span>de 2016, <span class="_ _8"></span>o <span class="_ _8"></span>Senado Federal <span class="_ _8"></span>estabelecerá acordo </div><div class="t m17 x4e hb y22f fff fs5 fc2 sc0 ls5 ws6">de <span class="_ _4"></span>cooperação com <span class="_ _3"></span>entidade pública <span class="_ _3"></span>re<span class="_ _8"></span>sponsável <span class="_ _3"></span>pela política </div><div class="t m2 x4e hb y230 fff fs5 fc2 sc0 ls0 ws0">de atenção a mulheres vítimas de violência.</div><div class="t m2 x4d hb y85 fff fs5 fc2 sc0 ls0 ws0">[...]</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">85</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m43d x4d hb y6a fff fs5 fc2 sc0 ls4 ws5">Art. <span class="_ _8"></span>2º O <span class="_ _8"></span>órgão <span class="_ _8"></span>mencionado do <span class="_ _8"></span>artigo <span class="_ _8"></span>1º s<span class="_ _8"></span>erá re<span class="_ _8"></span>sponsável </div><div class="t m43e x4e hb y220 fff fs5 fc2 sc0 ls0 ws0">por <span class="_ _4"></span>elaborar relação <span class="_ _3"></span>nominal de <span class="_ _4"></span>mulheres vítimas <span class="_ _3"></span>de viol<span class="_ _4"></span>ência </div><div class="t m43f x4e hb y221 fff fs5 fc2 sc0 ls0 ws0">doméstica <span class="_ _8"></span>e <span class="_ _8"></span>f<span class="_ _3"></span>amiliar <span class="_ _8"></span>que <span class="_ _8"></span>atendam aos <span class="_ _8"></span>requisit<span class="_ _4"></span>os prossionais </div><div class="t m440 x4e hb y231 fff fs5 fc2 sc0 lsf ws11">necessários <span class="_ _8"></span>para <span class="_ _8"></span>o exercício <span class="_ _8"></span>da <span class="_ _8"></span>atividade <span class="_ _8"></span>objet<span class="_ _3"></span>o <span class="_ _8"></span>de <span class="_ _8"></span>contrat<span class="_ _3"></span>o </div><div class="t mf9 x4e hb y232 fff fs5 fc2 sc0 ls0 ws0">rmado <span class="_ _4"></span>pel<span class="_ _4"></span>o Senado <span class="_ _3"></span>Federal para <span class="_ _3"></span>pre<span class="_ _8"></span>stação de <span class="_ _3"></span>s<span class="_ _8"></span>erviços <span class="_ _4"></span>conti-</div><div class="t m2 x4e hb y233 fff fs5 fc2 sc0 ls0 ws0">nuados e terceirizados<span class="_ _4"></span>.</div><div class="t m2 x4d hb y6c fff fs5 fc2 sc0 ls0 ws0">Art. 3º Após a homol<span class="_ _4"></span>ogação da licitação<span class="_ _4"></span>, a empresa decla-</div><div class="t m441 x4e hb y234 fff fs5 fc2 sc0 ls7 ws9">rada <span class="_ _8"></span>v<span class="_ _4"></span>encedora <span class="_ _8"></span>do certame <span class="_ _8"></span>dev<span class="_ _3"></span>erá <span class="_ _8"></span>entrar <span class="_ _8"></span>em <span class="_ _8"></span>contat<span class="_ _3"></span>o <span class="_ _8"></span>com <span class="_ _8"></span>a </div><div class="t m2 x4e hb y235 fff fs5 fc2 sc0 ls0 ws0">entidade pública a que s<span class="_ _8"></span>e ref<span class="_ _4"></span>ere o art. 1º de<span class="_ _8"></span>ste Ato para obter </div><div class="t m2 x4e hb y236 fff fs5 fc2 sc0 ls0 ws0">a relação <span class="_ _3"></span>nominal de <span class="_ _3"></span>mulhere<span class="_ _8"></span>s vítimas <span class="_ _3"></span>de viol<span class="_ _3"></span>ência doméstica </div><div class="t m442 x4e hb y237 fff fs5 fc2 sc0 ls10 ws12">e <span class="_ _8"></span>f<span class="_ _3"></span>amiliar<span class="_ _3"></span>, <span class="_ _8"></span>dev<span class="_ _3"></span>endo <span class="_ _8"></span>s<span class="_ _8"></span>el<span class="_ _3"></span>ecionar<span class="_ _3"></span>, <span class="_ _8"></span>entre <span class="_ _8"></span>as <span class="_ _8"></span>indicadas, <span class="_ _8"></span>o número </div><div class="t m443 x4e hb y238 fff fs5 fc2 sc0 lsa wsc">necessário de <span class="_ _3"></span>trabalhadoras que <span class="_ _3"></span>atenta ao <span class="_ _3"></span>quantitativo pre<span class="_ _3"></span>visto </div><div class="t m2 x4e hb y239 fff fs5 fc2 sc0 ls0 ws0">no §1º do art. 1º do At<span class="_ _4"></span>o da Comissão Diret<span class="_ _4"></span>ora nº 4 de 2016.</div><div class="t m2 x4d hb y73 fff fs5 fc2 sc0 ls0 ws0">[...]</div><div class="t m444 x4d hb y74 fff fs5 fc2 sc0 lsd wsf">Art. <span class="_ _4"></span>4º <span class="_ _4"></span>Realizada <span class="_ _3"></span>a seleção <span class="_ _3"></span>e mediante <span class="_ _3"></span>prov<span class="_ _3"></span>a da <span class="_ _3"></span>contratação, </div><div class="t m5 x4e hb y22b fff fs5 fc2 sc0 ls6 ws8">o <span class="_ _8"></span>órgão <span class="_ _8"></span>mencionado <span class="_ _8"></span>no art. <span class="_ _8"></span>1º <span class="_ _8"></span>emitirá <span class="_ _8"></span>declaração <span class="_ _8"></span>de <span class="_ _8"></span>que <span class="_ _8"></span>a </div><div class="t m2 x4e hb y22c fff fs5 fc2 sc0 ls0 ws0">empresa cumpre a obrigação contratual de que <span class="_ _4"></span>trata o §1º do </div><div class="t m2 x4e hb y22d fff fs5 fc2 sc0 ls0 ws0">art. 1º do At<span class="_ _4"></span>o da Comissão Diret<span class="_ _4"></span>ora nº 4 de 2016.</div><div class="t m445 x19 hb y78 fff fs5 fc2 sc0 lsa wsc">A <span class="_ _4"></span>partir <span class="_ _4"></span>da <span class="_ _4"></span>edição <span class="_ _4"></span>dos <span class="_ _4"></span>normativos <span class="_ _3"></span>citados, a <span class="_ _3"></span>Diretoria-Geral <span class="_ _3"></span>rmou acor<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">do de cooperação técnica com a <span class="_ _8"></span>então Secretaria de Estado de Trabalho, </div><div class="t m2b8 x3a hb y7a fff fs5 fc2 sc0 lsc wse">Des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento Social, <span class="_ _8"></span>Mulheres, <span class="_ _8"></span>Igualdade Racial <span class="_ _8"></span>e <span class="_ _8"></span>Direit<span class="_ _3"></span>os <span class="_ _8"></span>Humanos </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">(atualmente Secretaria <span class="_ _8"></span>de <span class="_ _8"></span>Estado da <span class="_ _8"></span>Mulher), com <span class="_ _8"></span>o <span class="_ _8"></span>intuit<span class="_ _3"></span>o <span class="_ _8"></span>de <span class="_ _8"></span>operacio-</div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">nalizar a impl<span class="_ _4"></span>ementação do programa.</div><div class="t mb4 x19 hb y7d fff fs5 fc2 sc0 ls9 wsb">Desde então<span class="_ _4"></span>, <span class="_ _4"></span>após <span class="_ _4"></span>t<span class="_ _4"></span>odo <span class="_ _4"></span>procediment<span class="_ _3"></span>o licitat<span class="_ _4"></span>ório <span class="_ _4"></span>que <span class="_ _4"></span>ocorra <span class="_ _4"></span>no <span class="_ _4"></span>Senado </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">para a contratação <span class="_ _4"></span>de mão <span class="_ _4"></span>de obra terceirizada <span class="_ _4"></span>(em quantitativo <span class="_ _4"></span>superior </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">a 50 post<span class="_ _4"></span>os de trabalho), a empre<span class="_ _8"></span>sa v<span class="_ _4"></span>encedora do certame de<span class="_ _4"></span>ve contatar </div><div class="t m166 x3a hb y80 fff fs5 fc2 sc0 ls9 wsb">a <span class="_ _4"></span>Secretaria <span class="_ _4"></span>de Estado <span class="_ _3"></span>da Mulher <span class="_ _3"></span>do Distrit<span class="_ _3"></span>o Federal <span class="_ _4"></span>para <span class="_ _4"></span>realizar <span class="_ _4"></span>processo </div><div class="t m446 x3a hb y81 fff fs5 fc2 sc0 lsc wse">seletivo entre <span class="_ _8"></span>as mulhere<span class="_ _8"></span>s <span class="_ _8"></span>vítimas de <span class="_ _8"></span>violência doméstica <span class="_ _8"></span>atendidas <span class="_ _8"></span>por </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">aquela secretaria (cláusula contratual com pre<span class="_ _3"></span>visão de multa em caso de </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">descumprimento).</div><div class="t m2 x19 hb y84 fff fs5 fc2 sc0 ls0 ws0">Após o processo s<span class="_ _8"></span>el<span class="_ _3"></span>etivo e contratação das mulhere<span class="_ _8"></span>s apro<span class="_ _4"></span>v<span class="_ _4"></span>adas, a se-</div><div class="t m447 x3a hb y85 fff fs5 fc2 sc0 lsa wsc">cretaria <span class="_ _4"></span>emite <span class="_ _4"></span>declaração <span class="_ _4"></span>em <span class="_ _4"></span>f<span class="_ _3"></span>avor <span class="_ _4"></span>da <span class="_ _4"></span>empresa, atestando que <span class="_ _3"></span>e<span class="_ _8"></span>sta <span class="_ _3"></span>cumpre<span class="_ _8"></span> </div><div class="t m448 x3a hb y23 fff fs5 fc2 sc0 ls22 ws2b">o <span class="_ _4"></span>dispost<span class="_ _4"></span>o <span class="_ _4"></span>no <span class="_ _4"></span>At<span class="_ _3"></span>o da <span class="_ _4"></span>Comissão <span class="_ _3"></span>Diretora <span class="_ _3"></span>nº 4/2016 <span class="_ _3"></span>do Senado <span class="_ _3"></span>Federal. Caso </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">86</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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KgmAABAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFKoJAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhWoCAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCQXDVBFl/7jQAAO8bsRkjBhwoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAd1tnEBAvSGmUtQAAAABJRU5ErkJggg=="/><div class="t m449 x3a hb y6a fff fs5 fc2 sc0 ls4 ws5">a <span class="_ _8"></span>Secretaria da <span class="_ _8"></span>Mulher não <span class="_ _8"></span>possua <span class="_ _8"></span>em s<span class="_ _8"></span>eu <span class="_ _8"></span>cadastro mulhere<span class="_ _8"></span>s vítimas <span class="_ _8"></span>de </div><div class="t m44a x3a hb y86 fff fs5 fc2 sc0 lse ws10">viol<span class="_ _4"></span>ência <span class="_ _8"></span>doméstica <span class="_ _8"></span>que <span class="_ _8"></span>atendam às <span class="_ _8"></span>qualicaçõe<span class="_ _8"></span>s técnicas <span class="_ _8"></span>nece<span class="_ _8"></span>ssárias </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">para a <span class="_ _8"></span>vaga a <span class="_ _8"></span>ser <span class="_ _8"></span>preenchida, a <span class="_ _8"></span>secretaria <span class="_ _8"></span>emitirá <span class="_ _8"></span>certidão ne<span class="_ _8"></span>sse <span class="_ _8"></span>sentido, </div><div class="t m44b x3a hb y88 fff fs5 fc2 sc0 ls22 ws2b">cando <span class="_ _4"></span>a <span class="_ _4"></span>empresa liberada <span class="_ _4"></span>do <span class="_ _4"></span>cumpriment<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>obrigação<span class="_ _4"></span>. <span class="_ _4"></span>Periodicamente </div><div class="t m44c x3a hb y89 fff fs5 fc2 sc0 lsf ws11">essas <span class="_ _8"></span>certidõe<span class="_ _8"></span>s nece<span class="_ _8"></span>ssitam <span class="_ _8"></span>ser <span class="_ _8"></span>renov<span class="_ _4"></span>adas <span class="_ _8"></span>para vericar <span class="_ _8"></span>se <span class="_ _8"></span>as <span class="_ _8"></span>empresas </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">permanecem cumprindo com sua obrigação contratual.</div><div class="t m2 x19 hb y6c fff fs5 fc2 sc0 ls0 ws0">Inicialmente<span class="_ _4"></span>, o <span class="_ _8"></span>Senado Federal, <span class="_ _8"></span>com o intuito de pre<span class="_ _8"></span>servar o <span class="_ _8"></span>sigil<span class="_ _3"></span>o <span class="_ _8"></span>da </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">identidade das mulheres e e<span class="_ _3"></span>vitar possíveis transt<span class="_ _3"></span>ornos a elas, não <span class="_ _4"></span>possuía </div><div class="t m44d x3a hb y6e fff fs5 fc2 sc0 ls4 ws5">a <span class="_ _8"></span>relação nominal <span class="_ _8"></span>das <span class="_ _8"></span>mulheres <span class="_ _8"></span>atendidas pelo programa, <span class="_ _8"></span>tendo apenas </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">as declarações <span class="_ _4"></span>emitidas pela <span class="_ _3"></span>Secretaria da <span class="_ _4"></span>Mulher<span class="_ _3"></span>, que <span class="_ _3"></span>informav<span class="_ _3"></span>a o <span class="_ _3"></span>quan-</div><div class="t m44e x3a hb y70 fff fs5 fc2 sc0 ls10 ws12">titativo de <span class="_ _8"></span>mulheres <span class="_ _8"></span>que <span class="_ _8"></span>trabalham <span class="_ _8"></span>em cada <span class="_ _8"></span>empre<span class="_ _8"></span>sa contratada <span class="_ _8"></span>pelo<span class="_ _4"></span> </div><div class="t m250 x3a hb y71 fff fs5 fc2 sc0 lsc wse">órgão<span class="_ _4"></span>. <span class="_ _8"></span>Ocorre que, posteriormente, f<span class="_ _4"></span>oi <span class="_ _8"></span>v<span class="_ _4"></span>ericado que <span class="_ _8"></span>muitas <span class="_ _8"></span>dessas <span class="_ _8"></span>mu<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m44f x3a hb y72 fff fs5 fc2 sc0 ls10 ws12">lheres <span class="_ _8"></span>possuíam <span class="_ _8"></span>medidas <span class="_ _8"></span>protetiv<span class="_ _3"></span>as <span class="_ _8"></span>em <span class="_ _8"></span>desfav<span class="_ _4"></span>or <span class="_ _8"></span>de s<span class="_ _8"></span>eus <span class="_ _8"></span>agressore<span class="_ _8"></span>s, <span class="_ _8"></span>o </div><div class="t m362 x3a hb y73 fff fs5 fc2 sc0 ls5 ws6">que <span class="_ _4"></span>f<span class="_ _4"></span>ez com <span class="_ _3"></span>que a <span class="_ _3"></span>Secretaria da <span class="_ _4"></span>Mulher <span class="_ _4"></span>do DF <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _4"></span>visse obrigada <span class="_ _4"></span>a <span class="_ _4"></span>repassar </div><div class="t m450 x3a hb y74 fff fs5 fc2 sc0 ls7 ws9">ao <span class="_ _8"></span>Senado a <span class="_ _8"></span>relação <span class="_ _8"></span>das <span class="_ _8"></span>mulheres <span class="_ _8"></span>atendidas <span class="_ _8"></span>pel<span class="_ _3"></span>o <span class="_ _8"></span>programa <span class="_ _8"></span>para que <span class="_ _8"></span>o </div><div class="t m11 x3a hb y75 fff fs5 fc2 sc0 ls5 ws6">órgão <span class="_ _4"></span>t<span class="_ _4"></span>omasse as <span class="_ _4"></span>providências <span class="_ _3"></span>nece<span class="_ _8"></span>ssárias a <span class="_ _3"></span>m de <span class="_ _3"></span>que os <span class="_ _4"></span>agressore<span class="_ _8"></span>s não </div><div class="t m155 x3a hb y76 fff fs5 fc2 sc0 ls4 ws5">tivessem <span class="_ _8"></span>ace<span class="_ _8"></span>sso às <span class="_ _8"></span>dependências <span class="_ _8"></span>da instituição, o <span class="_ _8"></span>que foi feit<span class="_ _3"></span>o <span class="_ _8"></span>mediante </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">control<span class="_ _3"></span>e e triagem de portaria.</div><div class="t m1ce x19 hb y78 fff fs5 fc2 sc0 ls7 ws9">Dentro do <span class="_ _8"></span>Senado, a <span class="_ _8"></span>existência do <span class="_ _8"></span>programa <span class="_ _8"></span>é de <span class="_ _8"></span>conhecimento pú<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">blico<span class="_ _4"></span>. No <span class="_ _3"></span>entanto<span class="_ _3"></span>, as identidades das <span class="_ _4"></span>mulheres atendidas são <span class="_ _3"></span>pre<span class="_ _8"></span>s<span class="_ _8"></span>erv<span class="_ _3"></span>adas </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">pel<span class="_ _4"></span>o órgão<span class="_ _3"></span>, sendo de <span class="_ _4"></span>conheciment<span class="_ _4"></span>o apenas <span class="_ _3"></span>da administração da <span class="_ _3"></span>Casa. No </div><div class="t m1a2 x3a hb y7b fff fs5 fc2 sc0 ls22 ws2b">entant<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>algumas <span class="_ _3"></span>mulhere<span class="_ _8"></span>s <span class="_ _4"></span>espontaneamente e <span class="_ _3"></span>e<span class="_ _8"></span>sporadicamente relatam </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">para col<span class="_ _3"></span>egas de <span class="_ _4"></span>trabalho <span class="_ _4"></span>a situação <span class="_ _3"></span>na qual f<span class="_ _3"></span>oram contratadas, <span class="_ _3"></span>rev<span class="_ _4"></span>elando </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">estarem abarcadas no programa.</div><div class="t m451 x19 hb y7e fff fs5 fc2 sc0 lsf ws11">Atualmente<span class="_ _4"></span>, <span class="_ _8"></span>existem pouco <span class="_ _8"></span>mais <span class="_ _8"></span>de <span class="_ _8"></span>30 <span class="_ _8"></span>mulheres <span class="_ _8"></span>vítimas <span class="_ _8"></span>de violên<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">cia domé<span class="_ _8"></span>stica trabalhando <span class="_ _8"></span>no Senado <span class="_ _8"></span>em virtude <span class="_ _8"></span>do programa. A <span class="_ _8"></span>grande </div><div class="t m452 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">maioria <span class="_ _8"></span>dessas <span class="_ _8"></span>mulheres <span class="_ _8"></span>são <span class="_ _8"></span>oriundas da <span class="_ _8"></span>Casa Abrigo <span class="_ _8"></span>do <span class="_ _8"></span>Distrit<span class="_ _4"></span>o Federal </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">(http://www.mulher<span class="_ _3"></span>.<span class="_ _4"></span>df<span class="_ _3"></span>.<span class="_ _4"></span>gov<span class="_ _5"></span>.br/casa-abrigo-2/).</div><div class="t m453 x19 hb y82 fff fs5 fc2 sc0 lsd wsf">O <span class="_ _4"></span>resultado da <span class="_ _3"></span>pe<span class="_ _8"></span>squisa <span class="_ _3"></span>poderá servir de <span class="_ _3"></span>subsídio <span class="_ _4"></span>para <span class="_ _4"></span>a <span class="_ _4"></span>manutenção <span class="_ _4"></span>ou </div><div class="t m454 x3a hb y83 fff fs5 fc2 sc0 lsb wsd">ampliação <span class="_ _4"></span>do <span class="_ _4"></span>programa <span class="_ _3"></span>dentro <span class="_ _4"></span>do <span class="_ _4"></span>Senado <span class="_ _4"></span>Federal <span class="_ _3"></span>ou até <span class="_ _3"></span>me<span class="_ _8"></span>smo <span class="_ _4"></span>em <span class="_ _4"></span>outros </div><div class="t m455 x3a hb y84 fff fs5 fc2 sc0 lse ws10">l<span class="_ _4"></span>ocais, <span class="_ _8"></span>a exemplo de <span class="_ _8"></span>órgãos <span class="_ _8"></span>que <span class="_ _8"></span>se <span class="_ _8"></span>espelharam <span class="_ _8"></span>na <span class="_ _8"></span>iniciativa do <span class="_ _8"></span>Senado </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">Federal: Procuradoria-Geral de <span class="_ _8"></span>Justiça do MPDFT <span class="_ _8"></span>(P<span class="_ _4"></span>ortaria nº <span class="_ _8"></span>507/2017); </div><div class="t m456 x3a hb y23 fff fs5 fc2 sc0 ls23 ws2c">Estado <span class="_ _8"></span>de Goiás <span class="_ _8"></span>(Lei nº <span class="_ _8"></span>20.190/2018); <span class="_ _8"></span>Estado de <span class="_ _8"></span>Santa <span class="_ _8"></span>Catarina (Instru<span class="ls0 ws0">-</span></div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">87</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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gAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgBA+7IJWjEtmxEAoMS5r0ZoghsqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAHzbAz8EFi1BbYpIAAAAAElFTkSuQmCC"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">ção Normativ<span class="_ _3"></span>a nº 9/2019 <span class="_ _3"></span>da Secretaria de <span class="_ _4"></span>Estado da <span class="_ _3"></span>Administração <span class="_ _4"></span>– SC); </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">Estado do <span class="_ _3"></span>Rio Grande do <span class="_ _3"></span>Norte (Lei <span class="_ _4"></span>nº <span class="_ _4"></span>10.171/2017); Pref<span class="_ _3"></span>eitura Municipal </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">de Fl<span class="_ _4"></span>orianópolis (Decret<span class="_ _4"></span>o nº 21.796/2020).</div><div class="t m2 x19 hb y88 fff fs5 fc2 sc0 ls0 ws0">Cabe ressaltar que a iniciativa do Senado Federal em instituir um pro-</div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">grama de <span class="_ _8"></span>cotas para <span class="_ _8"></span>mulhere<span class="_ _8"></span>s vítimas <span class="_ _8"></span>de violência domé<span class="_ _8"></span>stica incentivou </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">uma alteração substancial <span class="_ _4"></span>na nov<span class="_ _3"></span>a Lei <span class="_ _4"></span>de Licitações (Lei <span class="_ _4"></span>nº 14.133/2021) </div><div class="t m457 x3a hb y6c fff fs5 fc2 sc0 lse ws10">em <span class="_ _8"></span>relação ao <span class="_ _8"></span>atual <span class="_ _8"></span>text<span class="_ _4"></span>o <span class="_ _8"></span>vigente (Lei <span class="_ _8"></span>nº 8.666/1993). <span class="_ _8"></span>Essa <span class="_ _8"></span>inov<span class="_ _4"></span>ação <span class="_ _8"></span>é </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">mais um marco no <span class="_ _8"></span>av<span class="_ _3"></span>anço <span class="_ _8"></span>de políticas públicas direcionadas ao emprego </div><div class="t m458 x3a hb y6e fff fs5 fc2 sc0 lsc wse">para <span class="_ _8"></span>mulheres <span class="_ _8"></span>vítimas de <span class="_ _8"></span>violência domé<span class="_ _8"></span>stica, pois <span class="_ _8"></span>consagra, <span class="_ _8"></span>no inciso <span class="_ _8"></span>I </div><div class="t m459 x3a hb y6f fff fs5 fc2 sc0 ls7 ws9">do <span class="_ _8"></span>§ 9º <span class="_ _8"></span>do <span class="_ _8"></span>art. <span class="_ _8"></span>24, a <span class="_ _8"></span>possibilidade <span class="_ _8"></span>de <span class="_ _8"></span>a administração <span class="_ _8"></span>pública <span class="_ _8"></span>exigir<span class="_ _3"></span>, <span class="_ _8"></span>em </div><div class="t m45a x3a hb y70 fff fs5 fc2 sc0 lsc wse">seus <span class="_ _8"></span>editais <span class="_ _8"></span>de licitaçõe<span class="_ _8"></span>s <span class="_ _8"></span>para contratação <span class="_ _8"></span>de <span class="_ _8"></span>mão de <span class="_ _8"></span>obra, <span class="_ _8"></span>a xação <span class="_ _8"></span>de </div><div class="t m45b x3a hb y71 fff fs5 fc2 sc0 ls22 ws2b">cota <span class="_ _4"></span>destinada a <span class="_ _4"></span>mulheres vítimas <span class="_ _3"></span>de viol<span class="_ _4"></span>ência <span class="_ _4"></span>doméstica (FENILLI, <span class="_ _3"></span>2021):</div><div class="t m5 x4d hb y72 fff fs5 fc2 sc0 ls6 ws8">Art. <span class="_ _8"></span>25. <span class="_ _8"></span>O <span class="_ _8"></span>edital deverá conter <span class="_ _8"></span>o <span class="_ _8"></span>objet<span class="_ _4"></span>o <span class="_ _8"></span>da <span class="_ _8"></span>licitação <span class="_ _8"></span>e <span class="_ _8"></span>as </div><div class="t m45c x4e hb y1f7 fff fs5 fc2 sc0 ls8 wsa">regras <span class="_ _4"></span>relativ<span class="_ _4"></span>as <span class="_ _4"></span>à <span class="_ _4"></span>convocação<span class="_ _3"></span>, ao <span class="_ _3"></span>julgament<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>à <span class="_ _4"></span>habilitação<span class="_ _4"></span>, <span class="_ _4"></span>aos </div><div class="t m303 x4e hb y1f8 fff fs5 fc2 sc0 ls9 wsb">recursos <span class="_ _4"></span>e às <span class="_ _3"></span>penalidade<span class="_ _8"></span>s <span class="_ _4"></span>da <span class="_ _4"></span>licitação<span class="_ _4"></span>, <span class="_ _4"></span>à <span class="_ _4"></span>scalização <span class="_ _4"></span>e <span class="_ _4"></span>à gestão </div><div class="t m3a4 x4e hb y23a fff fs5 fc2 sc0 ls9 wsb">do <span class="_ _4"></span>contrat<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>à <span class="_ _4"></span>entrega do <span class="_ _3"></span>objeto <span class="_ _3"></span>e às <span class="_ _3"></span>condiçõe<span class="_ _8"></span>s de <span class="_ _3"></span>pagamento<span class="_ _3"></span>.</div><div class="t m2 x4d hb y76 fff fs5 fc2 sc0 ls0 ws0">[...]</div><div class="t m2bb x4d hb y77 fff fs5 fc2 sc0 ls7 ws9">§ <span class="_ _8"></span>9º O <span class="_ _8"></span>edital <span class="_ _8"></span>poderá, <span class="_ _8"></span>na forma disposta <span class="_ _8"></span>em regulamento<span class="_ _3"></span>, </div><div class="t m45d x4e hb y23b fff fs5 fc2 sc0 ls9 wsb">exigir <span class="_ _4"></span>que percentual <span class="_ _3"></span>mínimo da <span class="_ _3"></span>mão de <span class="_ _4"></span>obra <span class="_ _4"></span>responsável <span class="_ _4"></span>pela </div><div class="t m2 x4e hb y23c fff fs5 fc2 sc0 ls0 ws0">execução do objet<span class="_ _4"></span>o da contratação seja constituído por:</div><div class="t m2 x4d h14 y7a fff fs5 fc2 sc0 ls0 ws0">I – <span class="ff12">mulheres vítimas de violência doméstica</span>;.</div><div class="t m2 x3a h28 y7c ff1b fs7 fc8 sc0 ls0 ws0">2.3.2. <span class="_ _40"> </span>Sel<span class="_ _4"></span>eção dos P<span class="_ _3"></span>articipante<span class="_ _8"></span>s dentro de cada Grupo</div><div class="t m2 x19 hb y7e fff fs5 fc2 sc0 ls0 ws0">No moment<span class="_ _4"></span>o da realização da <span class="_ _4"></span>pesquisa, havia 31 mulhere<span class="_ _8"></span>s prestando </div><div class="t m45e x3a hb y7f fff fs5 fc2 sc0 lsb wsd">serviços ao <span class="_ _3"></span>Senado Federal <span class="_ _3"></span>por f<span class="_ _3"></span>orça <span class="_ _4"></span>do <span class="_ _4"></span>Programa <span class="_ _3"></span>de Assistência <span class="_ _3"></span>a Mulheres </div><div class="t m3f6 x3a hb y80 fff fs5 fc2 sc0 ls4 ws5">em <span class="_ _8"></span>Situação de <span class="_ _8"></span>V<span class="_ _3"></span>ulnerabilidade <span class="_ _8"></span>Econômica em <span class="_ _8"></span>Decorrência <span class="_ _8"></span>de Violência </div><div class="t m45f x3a hb y81 fff fs5 fc2 sc0 lse ws10">Doméstica <span class="_ _8"></span>e <span class="_ _8"></span>Familiar<span class="_ _3"></span>. <span class="_ _8"></span>Entre e<span class="_ _8"></span>ssas, <span class="_ _8"></span>uma encontrava-se <span class="_ _8"></span>af<span class="_ _4"></span>astada das <span class="_ _8"></span>ati<span class="ls0 ws0">-</span></div><div class="t m460 x3a hb y82 fff fs5 fc2 sc0 ls10 ws12">vidades <span class="_ _8"></span>por <span class="_ _8"></span>probl<span class="_ _4"></span>emas <span class="_ _8"></span>de saúde <span class="_ _8"></span>(ate<span class="_ _8"></span>stado médico) <span class="_ _8"></span>e, por <span class="_ _8"></span>e<span class="_ _8"></span>sse <span class="_ _8"></span>motivo<span class="_ _3"></span>, </div><div class="t m44d x3a hb y83 fff fs5 fc2 sc0 ls4 ws5">não <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>convidada a <span class="_ _8"></span>participar <span class="_ _8"></span>da pe<span class="_ _8"></span>squisa. <span class="_ _8"></span>As outras <span class="_ _8"></span>30 <span class="_ _8"></span>colaboradoras o </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>oram, <span class="_ _8"></span>ocorrendo dessa maneira a <span class="_ _8"></span>seleção das mulheres para a <span class="_ _8"></span>f<span class="_ _3"></span>ormação </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">do Grupo A.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">88</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf5a" class="pf wa h0" data-page-no="5a"><div class="pc pc5a wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m2 x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>ara a f<span class="_ _3"></span>ormação dos Grupos B e C realizou-s<span class="_ _8"></span>e um pareament<span class="_ _4"></span>o a partir </div><div class="t m3f2 x3a hb y86 fff fs5 fc2 sc0 ls9 wsb">de <span class="_ _4"></span>algumas <span class="_ _3"></span>características relacionadas <span class="_ _3"></span>às integrantes do <span class="_ _3"></span>Grupo A, <span class="_ _4"></span>obede<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">cendo às seguinte<span class="_ _8"></span>s etapas para a seleção de ambos os grupos:</div><div class="t m2 x1d h27 y23d ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y88 fff fs5 fc2 sc0 ls0 ws0">separação <span class="_ _8"></span>das integrante<span class="_ _8"></span>s do <span class="_ _8"></span>Grupo A <span class="_ _8"></span>por contrat<span class="_ _4"></span>o administrativo <span class="_ _8"></span>r-</div><div class="t m461 x72 hb y89 fff fs5 fc2 sc0 lsc wse">mado <span class="_ _8"></span>pel<span class="_ _3"></span>o <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal e <span class="_ _8"></span>pelas <span class="_ _8"></span>empresas <span class="_ _8"></span>pre<span class="_ _8"></span>stadoras de <span class="_ _8"></span>serviços </div><div class="t m377 x72 hb y6b fff fs5 fc2 sc0 ls9 wsb">terceirizados<span class="_ _4"></span>. <span class="_ _4"></span>As <span class="_ _4"></span>mulheres do <span class="_ _4"></span>Grupo <span class="_ _4"></span>A <span class="_ _4"></span>pertenciam a <span class="_ _3"></span>s<span class="_ _8"></span>eis <span class="_ _4"></span>dif<span class="_ _4"></span>erentes em<span class="ls0 ws0">-</span></div><div class="t m2 x72 hb y6c fff fs5 fc2 sc0 ls0 ws0">presas (contratos distint<span class="_ _3"></span>os);</div><div class="t m2 x1d h27 y23e ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m462 x72 hb y6d fff fs5 fc2 sc0 lsb wsd">entre <span class="_ _4"></span>cada <span class="_ _3"></span>contrato <span class="_ _3"></span>s<span class="_ _8"></span>el<span class="_ _4"></span>ecionado<span class="_ _3"></span>, as <span class="_ _3"></span>mulhere<span class="_ _8"></span>s <span class="_ _3"></span>do Grupo <span class="_ _3"></span>A f<span class="_ _3"></span>oram <span class="_ _4"></span>divididas </div><div class="t m463 x72 hb y6e fff fs5 fc2 sc0 lsb wsd">por <span class="_ _4"></span>categorias <span class="_ _4"></span>prossionais<span class="_ _3"></span>. Essas <span class="_ _3"></span>mulhere<span class="_ _8"></span>s <span class="_ _3"></span>atuavam <span class="_ _3"></span>em sete pr<span class="_ _4"></span>ossões,<span class="_ _8"></span> </div><div class="t m2 x72 hb y6f fff fs5 fc2 sc0 ls0 ws0">uma vez que um dos contratos contav<span class="_ _4"></span>a com mulhere<span class="_ _8"></span>s do Grupo A em </div><div class="t m2 x72 hb y70 fff fs5 fc2 sc0 ls0 ws0">duas categorias prossionais distintas<span class="_ _3"></span>.</div><div class="t m2 x1d h27 y23f ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m464 x72 hb y71 fff fs5 fc2 sc0 ls4 ws5">Dentro de <span class="_ _8"></span>cada <span class="_ _8"></span>categoria prossional, <span class="_ _8"></span>as mulhere<span class="_ _8"></span>s <span class="_ _8"></span>do Grupo <span class="_ _8"></span>A <span class="_ _8"></span>f<span class="_ _3"></span>oram </div><div class="t m2 x72 hb y72 fff fs5 fc2 sc0 ls0 ws0">separadas por f<span class="_ _3"></span>aixa etária, <span class="_ _4"></span>conf<span class="_ _3"></span>orme as opções constantes da primeira </div><div class="t m465 x72 hb y73 fff fs5 fc2 sc0 ls5 ws6">pergunta <span class="_ _4"></span>do questionário <span class="_ _4"></span>(idade). Essas <span class="_ _3"></span>mulhere<span class="_ _8"></span>s <span class="_ _4"></span>estavam <span class="_ _3"></span>distribuídas<span class="_ _8"></span> </div><div class="t m2 x72 hb y74 fff fs5 fc2 sc0 ls0 ws0">em quatro f<span class="_ _3"></span>aixas etárias.</div><div class="t m2 x1d h27 y240 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y75 fff fs5 fc2 sc0 ls0 ws0">A partir <span class="_ _8"></span>dessa s<span class="_ _8"></span>eparação<span class="_ _4"></span>, foram selecionados al<span class="_ _3"></span>eatoriamente os parti-</div><div class="t m2 x72 hb y76 fff fs5 fc2 sc0 ls0 ws0">cipantes <span class="_ _8"></span>dos <span class="_ _8"></span>Grupos B <span class="_ _8"></span>e C, <span class="_ _8"></span>respeitando-s<span class="_ _8"></span>e <span class="_ _8"></span>as me<span class="_ _8"></span>smas proporçõe<span class="_ _8"></span>s das </div><div class="t m466 x72 hb y77 fff fs5 fc2 sc0 ls9 wsb">integrantes do <span class="_ _4"></span>Grupo <span class="_ _4"></span>A <span class="_ _4"></span>no <span class="_ _4"></span>que <span class="_ _4"></span>tange a: <span class="_ _3"></span>contrato <span class="_ _3"></span>de trabalho<span class="_ _3"></span>, categoria </div><div class="t m2 x72 hb y78 fff fs5 fc2 sc0 ls0 ws0">prossional e f<span class="_ _3"></span>aixa etária.</div><div class="t m2 x1d h27 y241 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m467 x72 hb y79 fff fs5 fc2 sc0 ls0 ws0">Nas <span class="_ _4"></span>situações nas <span class="_ _4"></span>quais existiam <span class="_ _3"></span>mais pessoas que <span class="_ _3"></span>atendiam aos <span class="_ _4"></span>crité-</div><div class="t m2 x72 hb y7a fff fs5 fc2 sc0 ls0 ws0">rios citados acima <span class="_ _8"></span>(contrat<span class="_ _4"></span>o de trabalho, categoria prossional e <span class="_ _8"></span>f<span class="_ _3"></span>aixa </div><div class="t m468 x72 hb y7b fff fs5 fc2 sc0 ls10 ws12">etária) <span class="_ _8"></span>do que <span class="_ _8"></span>a <span class="_ _8"></span>quantidade <span class="_ _8"></span>necessária <span class="_ _8"></span>para <span class="_ _8"></span>s<span class="_ _8"></span>e manter <span class="_ _8"></span>a <span class="_ _8"></span>proporção </div><div class="t m469 x72 hb y7c fff fs5 fc2 sc0 ls0 ws0">do Grupo <span class="_ _8"></span>A, <span class="_ _8"></span>a m <span class="_ _8"></span>de <span class="_ _8"></span>se <span class="_ _8"></span>garantir <span class="_ _8"></span>a aleat<span class="_ _3"></span>orização, f<span class="_ _4"></span>oi utilizada <span class="_ _8"></span>a <span class="_ _8"></span>ordem </div><div class="t m2 x72 hb y7d fff fs5 fc2 sc0 ls0 ws0">alf<span class="_ _3"></span>abética como critério de s<span class="_ _8"></span>el<span class="_ _4"></span>eção<span class="_ _4"></span>.</div><div class="t m2 x3a h19 y80 ff11 fs1 fc8 sc0 ls0 ws2a">2.4. <span class="_ _19"> </span> QUESTIONÁRIO</div><div class="t m46a x19 hb y82 fff fs5 fc2 sc0 lsa wsc">O <span class="_ _4"></span>instrument<span class="_ _4"></span>o <span class="_ _4"></span>de <span class="_ _4"></span>pesquisa (questionário) <span class="_ _4"></span>f<span class="_ _3"></span>oi compost<span class="_ _3"></span>o por <span class="_ _3"></span>30 questões<span class="_ _4"></span>. </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>ara o <span class="_ _8"></span>pres<span class="_ _8"></span>ente trabalho, intere<span class="_ _8"></span>ssam-nos apenas <span class="_ _8"></span>as perguntas <span class="_ _8"></span>de 1 <span class="_ _8"></span>a 9 <span class="_ _8"></span>e </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">de 22 a 30. É importante frisar que as questões:</div><div class="t m2 x1d h27 y242 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t mac x72 hb y85 fff fs5 fc2 sc0 lsc wse">De <span class="ff1f ws31">1 a 9</span> <span class="_ _8"></span>são <span class="_ _8"></span>relacionadas às <span class="_ _8"></span>características dos <span class="_ _8"></span>re<span class="_ _8"></span>spondentes <span class="_ _8"></span>(idade<span class="_ _3"></span>, </div><div class="t m46b x72 hb y23 fff fs5 fc2 sc0 ls4 ws5">escolaridade, e<span class="_ _8"></span>stado civil, <span class="_ _8"></span>quantidade <span class="_ _8"></span>de lhos, <span class="_ _8"></span>raça, <span class="_ _8"></span>religião <span class="_ _8"></span>e renda </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">89</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m163 x72 hb y6a fff fs5 fc2 sc0 lsa wsc">mensal) <span class="_ _4"></span>e <span class="_ _4"></span>são <span class="_ _4"></span><span class="ff1f ws2f">v<span class="_ _4"></span>ariáveis de contr<span class="_ _4"></span>ol<span class="_ _4"></span>e<span class="fff wsc"> <span class="_ _4"></span>das <span class="_ _3"></span>regre<span class="_ _8"></span>ssõe<span class="_ _8"></span>s <span class="_ _3"></span>que f<span class="_ _3"></span>oram realizadas<span class="_ _3"></span>. </span></span></div><div class="t m46c x72 hb y86 fff fs5 fc2 sc0 ls9 wsb">Elas <span class="_ _4"></span>são <span class="_ _4"></span>extremamente importantes <span class="_ _4"></span>para <span class="_ _4"></span>que <span class="_ _4"></span>possamos <span class="_ _4"></span>comparar pes<span class="ls0 ws0">-</span></div><div class="t m2 x72 hb y87 fff fs5 fc2 sc0 ls0 ws0">soas com características semelhante<span class="_ _8"></span>s em nossa <span class="_ _4"></span>população de estudo.</div><div class="t m2 x1d h27 y23d ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y88 fff fs5 fc2 sc0 ls0 ws0">De <span class="ff1f wsb">22 a 30</span> f<span class="_ _4"></span>oram <span class="ff1f wsb">elaboradas por este autor<span class="_ _5"></span>, com aprov<span class="_ _3"></span>ação do orien<span class="ws0">-</span></span></div><div class="t m5 x72 hb y89 ff1f fs5 fc2 sc0 ls6 ws8">tador<span class="fff">. <span class="_ _8"></span>As <span class="_ _8"></span>questões <span class="_ _8"></span></span>22<span class="fff"> <span class="_ _8"></span>(“O <span class="_ _8"></span>f<span class="_ _3"></span>ato de <span class="_ _8"></span>uma <span class="_ _8"></span>mulher <span class="_ _8"></span>e<span class="_ _8"></span>star empregada:”), </span></div><div class="t m46d x72 hb y6b ff1f fs5 fc2 sc0 lsf ws11">23<span class="fff"> <span class="_ _8"></span>(“Uma política <span class="_ _8"></span>de <span class="_ _8"></span>cotas <span class="_ _8"></span>de <span class="_ _8"></span>emprego pode <span class="_ _8"></span>incentivar mulhere<span class="_ _8"></span>s a </span></div><div class="t m46e x72 hb y6c fff fs5 fc2 sc0 ls0 ws0">denunciar <span class="_ _8"></span>seus <span class="_ _8"></span>agressore<span class="_ _8"></span>s?”), <span class="_ _8"></span><span class="ff1f">25</span> (“Uma <span class="_ _8"></span>mulher <span class="_ _8"></span>v<span class="_ _4"></span>em s<span class="_ _8"></span>endo <span class="_ _8"></span>vítima de </div><div class="t m191 x72 hb y6d fff fs5 fc2 sc0 ls4 ws5">viol<span class="_ _4"></span>ência domé<span class="_ _8"></span>stica <span class="_ _8"></span>praticada pelo s<span class="_ _8"></span>eu marido/companheiro. Ela <span class="_ _8"></span>não </div><div class="t m5 x72 hb y6e fff fs5 fc2 sc0 ls10 ws12">possui <span class="_ _8"></span>um emprego. <span class="_ _8"></span>Nessa <span class="_ _8"></span>situação<span class="_ _4"></span>, <span class="_ _8"></span>você acha <span class="_ _8"></span>que <span class="_ _8"></span>ela <span class="_ _8"></span>de<span class="_ _4"></span>veria:”) e </div><div class="t m78 x72 hb y6f ff1f fs5 fc2 sc0 ls0 ws0">28<span class="fff"> <span class="_ _8"></span>(“Uma mulher <span class="_ _8"></span>vem sendo <span class="_ _8"></span>vítima <span class="_ _8"></span>de violência domé<span class="_ _8"></span>stica praticada </span></div><div class="t m46f x72 hb y70 fff fs5 fc2 sc0 ls22 ws2b">pel<span class="_ _4"></span>o <span class="_ _4"></span>seu marido/companheiro<span class="_ _3"></span>. Ela <span class="_ _3"></span>possui um <span class="_ _4"></span>emprego<span class="_ _4"></span>. <span class="_ _4"></span>Nessa situação<span class="_ _3"></span>, </div><div class="t m2 x72 hb y71 fff fs5 fc2 sc0 ls0 ws0">você <span class="_ _4"></span>acha que <span class="_ _3"></span>ela de<span class="_ _4"></span>veria:”) <span class="_ _3"></span>são necessárias para <span class="_ _4"></span>testar<span class="_ _3"></span>, via regressão<span class="_ _4"></span>, </div><div class="t m2 x72 h14 y72 ff10 fs5 fc2 sc0 ls0 ws0">a <span class="ff1f ws9">hipótes<span class="_ _8"></span>e de pesquisa ora e<span class="_ _8"></span>studada</span><span class="fff">. Al<span class="_ _4"></span>ém disso<span class="_ _3"></span>, a que<span class="_ _8"></span>stão<span class="ff12"> <span class="ff1f">24</span></span> (“Uma </span></div><div class="t m470 x72 hb y73 fff fs5 fc2 sc0 ls7 ws9">política <span class="_ _8"></span>de cotas <span class="_ _8"></span>de <span class="_ _8"></span>emprego <span class="_ _8"></span>pode incentivar mulhere<span class="_ _8"></span>s a <span class="_ _8"></span>realizarem </div><div class="t m2 x72 hb y74 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>alsas denúncias de viol<span class="_ _3"></span>ência domé<span class="_ _8"></span>stica para conseguirem um empre-</div><div class="t m471 x72 hb y75 fff fs5 fc2 sc0 ls8 wsa">go?”) <span class="_ _4"></span>permitirá <span class="_ _4"></span>av<span class="_ _4"></span>aliar <span class="_ _4"></span>se o <span class="_ _3"></span>programa de <span class="_ _3"></span>cotas tem <span class="_ _3"></span>potencial para <span class="_ _3"></span>gerar<span class="_ _8"></span> </div><div class="t md4 x72 hb y76 ff1f fs5 fc2 sc0 ls8 ws2f">externalidade negativ<span class="_ _4"></span>a<span class="fff wsa"> <span class="_ _4"></span>(denúncia <span class="_ _4"></span>f<span class="_ _3"></span>alsa), <span class="_ _4"></span>e <span class="_ _4"></span>as <span class="_ _4"></span>perguntas <span class="_ _4"></span>de <span class="_ _3"></span><span class="ff1f ws2f">25 a 30<span class="fff wsa"> (“25. </span></span></span></div><div class="t m472 x72 hb y77 fff fs5 fc2 sc0 ls4 ws5">Uma <span class="_ _8"></span>mulher vem s<span class="_ _8"></span>endo vítima <span class="_ _8"></span>de <span class="_ _8"></span>viol<span class="_ _4"></span>ência domé<span class="_ _8"></span>stica <span class="_ _8"></span>praticada pelo </div><div class="t m473 x72 hb y78 fff fs5 fc2 sc0 ls5 ws6">seu marido/companheiro<span class="_ _3"></span>. Ela <span class="_ _4"></span>não <span class="_ _4"></span>possui <span class="_ _4"></span>um <span class="_ _4"></span>emprego<span class="_ _4"></span>. Nessa <span class="_ _4"></span>situação<span class="_ _4"></span>, </div><div class="t m474 x72 hb y79 fff fs5 fc2 sc0 lsf ws11">você acha <span class="_ _8"></span>que <span class="_ _8"></span>ela <span class="_ _8"></span>de<span class="_ _3"></span>veria:”; <span class="_ _8"></span>“26. <span class="_ _8"></span>Uma mulher <span class="_ _8"></span>vem s<span class="_ _8"></span>endo <span class="_ _8"></span>vítima de </div><div class="t m475 x72 hb y7a fff fs5 fc2 sc0 ls0 ws0">viol<span class="_ _4"></span>ência <span class="_ _4"></span>doméstica praticada <span class="_ _4"></span>pel<span class="_ _4"></span>o <span class="_ _4"></span>seu marido/companheiro<span class="_ _3"></span>. El<span class="_ _3"></span>e<span class="_ _8"></span>s têm </div><div class="t m476 x72 hb y7b fff fs5 fc2 sc0 lsd wsf">10 <span class="_ _4"></span>anos <span class="_ _4"></span>de <span class="_ _4"></span>relacionament<span class="_ _4"></span>o<span class="_ _4"></span>. <span class="_ _3"></span>Ne<span class="_ _8"></span>ssa <span class="_ _4"></span>situação<span class="_ _4"></span>, <span class="_ _4"></span>você <span class="_ _3"></span>acha que <span class="_ _3"></span>ela de<span class="_ _3"></span>veria:”; </div><div class="t m477 x72 hb y7c fff fs5 fc2 sc0 ls4 ws5">“27. <span class="_ _8"></span>Uma mulher <span class="_ _8"></span>vem sendo <span class="_ _8"></span>vítima <span class="_ _8"></span>de violência domé<span class="_ _8"></span>stica praticada </div><div class="t m2 x72 hb y7d fff fs5 fc2 sc0 ls0 ws0">pel<span class="_ _4"></span>o s<span class="_ _8"></span>eu marido/companheiro<span class="_ _3"></span>. <span class="_ _8"></span>El<span class="_ _3"></span>e<span class="_ _8"></span>s têm <span class="_ _8"></span>3 lhos<span class="_ _4"></span>. Ne<span class="_ _8"></span>ssa situação<span class="_ _4"></span>, você </div><div class="t m478 x72 hb y7e fff fs5 fc2 sc0 ls22 ws2b">acha <span class="_ _4"></span>que <span class="_ _4"></span>ela <span class="_ _4"></span>de<span class="_ _4"></span>veria:”; <span class="_ _3"></span>“28. Uma <span class="_ _3"></span>mulher v<span class="_ _4"></span>em <span class="_ _4"></span>sendo vítima <span class="_ _4"></span>de <span class="_ _4"></span>viol<span class="_ _4"></span>ência </div><div class="t m187 x72 hb y7f fff fs5 fc2 sc0 ls5 ws6">doméstica praticada <span class="_ _4"></span>pel<span class="_ _4"></span>o <span class="_ _4"></span>seu marido/companheiro<span class="_ _3"></span>. Ela <span class="_ _3"></span>possui um <span class="_ _4"></span>em<span class="ls0 ws0">-</span></div><div class="t m51 x72 hb y80 fff fs5 fc2 sc0 ls4 ws5">prego<span class="_ _4"></span>. Ne<span class="_ _8"></span>ssa <span class="_ _8"></span>situação<span class="_ _3"></span>, <span class="_ _8"></span>você <span class="_ _8"></span>acha que <span class="_ _8"></span>ela <span class="_ _8"></span>de<span class="_ _3"></span>veria:”; “29. <span class="_ _8"></span>Uma <span class="_ _8"></span>mulher </div><div class="t m479 x72 hb y81 fff fs5 fc2 sc0 lsc wse">vem s<span class="_ _8"></span>endo vítima <span class="_ _8"></span>de <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>domé<span class="_ _8"></span>stica praticada <span class="_ _8"></span>pelo seu <span class="_ _8"></span>marido/</div><div class="t m47a x72 hb y82 fff fs5 fc2 sc0 lse ws10">companheiro<span class="_ _3"></span>. <span class="_ _8"></span>Eles <span class="_ _8"></span>têm 6 <span class="_ _8"></span>me<span class="_ _8"></span>se<span class="_ _8"></span>s de <span class="_ _8"></span>relacionamento<span class="_ _3"></span>. <span class="_ _8"></span>Ne<span class="_ _8"></span>ssa situação, </div><div class="t m47b x72 hb y83 fff fs5 fc2 sc0 ls0 ws0">você acha <span class="_ _8"></span>que <span class="_ _8"></span>ela dev<span class="_ _3"></span>eria:”; <span class="_ _8"></span>e <span class="_ _8"></span>“30. Uma <span class="_ _8"></span>mulher <span class="_ _8"></span>v<span class="_ _4"></span>em <span class="_ _8"></span>sendo <span class="_ _8"></span>vítima de </div><div class="t m2 x72 hb y84 fff fs5 fc2 sc0 ls0 ws0">viol<span class="_ _4"></span>ência doméstica praticada <span class="_ _4"></span>pel<span class="_ _4"></span>o seu marido/companheir<span class="_ _4"></span>o<span class="_ _4"></span>. El<span class="_ _3"></span>e<span class="_ _8"></span>s não </div><div class="t m2 x72 hb y85 fff fs5 fc2 sc0 ls0 ws0">têm lhos. Nessa <span class="_ _8"></span>situação<span class="_ _3"></span>, <span class="_ _8"></span>você acha que <span class="_ _8"></span>ela dev<span class="_ _3"></span>eria:”) <span class="_ _8"></span>objetiv<span class="_ _3"></span>am <span class="_ _8"></span>ve-</div><div class="t m2 x72 hb y23 fff fs5 fc2 sc0 ls0 ws0">ricar s<span class="_ _8"></span>e o <span class="_ _8"></span>des<span class="_ _8"></span>emprego<span class="_ _4"></span>, o <span class="_ _8"></span>tempo de <span class="_ _8"></span>relacionament<span class="_ _3"></span>o <span class="_ _8"></span>e a <span class="_ _8"></span>existência de </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">90</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m47c x72 hb y6a fff fs5 fc2 sc0 ls23 ws2c">lhos <span class="_ _8"></span>são fat<span class="_ _3"></span>ore<span class="_ _8"></span>s que <span class="_ _8"></span>podem <span class="_ _8"></span>f<span class="_ _3"></span>azer <span class="_ _8"></span>com <span class="_ _8"></span>que <span class="_ _8"></span>a mulher <span class="_ _8"></span>permaneça <span class="_ _8"></span>no </div><div class="t m2 x72 hb y86 fff fs5 fc2 sc0 ls0 ws0">cicl<span class="_ _4"></span>o de viol<span class="_ _4"></span>ência doméstica <span class="ff1f">(“custos afundados”</span>).</div><div class="t m2 x19 hb y87 fff fs5 fc2 sc0 ls0 ws0">O questionário <span class="_ _8"></span>f<span class="_ _3"></span>oi concebido digitalmente, utilizando-se a plataforma </div><div class="t m47d x3a hb y88 fff fs5 fc2 sc0 ls4 ws5">Surve<span class="_ _3"></span>y <span class="_ _8"></span>Monke<span class="_ _4"></span>y<span class="_ _3"></span>. <span class="_ _8"></span>Os <span class="_ _8"></span>participantes <span class="_ _8"></span>receberam <span class="_ _8"></span>um link, <span class="_ _8"></span>via <span class="_ _8"></span>aplicativo What<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">sapp<span class="_ _4"></span>, que os direcionou para o questionário.</div><div class="t m47e x19 hb y6b fff fs5 fc2 sc0 ls5 ws6">Pre<span class="_ _4"></span>viamente <span class="_ _4"></span>ao envio <span class="_ _3"></span>do questionário, <span class="_ _3"></span>os participantes f<span class="_ _3"></span>oram <span class="_ _4"></span>contata<span class="ls0 ws0">-</span></div><div class="t m47f x3a hb y6c fff fs5 fc2 sc0 ls9 wsb">dos <span class="_ _4"></span>individualmente por <span class="_ _3"></span>telef<span class="_ _3"></span>one para <span class="_ _3"></span>que f<span class="_ _3"></span>oss<span class="_ _8"></span>em <span class="_ _3"></span>informados <span class="_ _3"></span>da pres<span class="_ _8"></span>ente </div><div class="t m480 x3a hb y6d fff fs5 fc2 sc0 ls9 wsb">pesquisa e <span class="_ _4"></span>orientados <span class="_ _4"></span>a <span class="_ _4"></span>como <span class="_ _4"></span>responder<span class="_ _3"></span>. Ressaltou-se <span class="_ _4"></span>o caráter <span class="_ _3"></span>voluntário </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">da pesquisa, <span class="_ _8"></span>bem como inf<span class="_ _3"></span>ormou-s<span class="_ _8"></span>e que os participante<span class="_ _8"></span>s teriam o anoni-</div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">mat<span class="_ _4"></span>o re<span class="_ _8"></span>sguardado<span class="_ _4"></span>, uma <span class="_ _8"></span>v<span class="_ _4"></span>ez que <span class="_ _8"></span>o que<span class="_ _8"></span>stionário não possui <span class="_ _8"></span>nenhum dado </div><div class="t m481 x3a hb y70 fff fs5 fc2 sc0 lsf ws11">pessoal <span class="_ _8"></span>que <span class="_ _8"></span>possa <span class="_ _8"></span>identicá-l<span class="_ _4"></span>os<span class="_ _4"></span>. <span class="_ _8"></span>Foi dada <span class="_ _8"></span>ciência <span class="_ _8"></span>também <span class="_ _8"></span>de <span class="_ _8"></span>que uma </div><div class="t m482 x3a hb y71 fff fs5 fc2 sc0 ls10 ws12">psicól<span class="_ _4"></span>oga <span class="_ _8"></span>do Senado <span class="_ _8"></span>Federal <span class="_ _8"></span>(de<span class="_ _8"></span>signada pelo órgão) <span class="_ _8"></span>e<span class="_ _8"></span>stav<span class="_ _4"></span>a <span class="_ _8"></span>disponív<span class="_ _4"></span>el </div><div class="t m11e x3a hb y72 fff fs5 fc2 sc0 ls4 ws5">para <span class="_ _8"></span>prestar <span class="_ _8"></span>apoio psicológico para <span class="_ _8"></span>os <span class="_ _8"></span>que assim <span class="_ _8"></span>o <span class="_ _8"></span>des<span class="_ _8"></span>ejassem <span class="_ _8"></span>(nenhum </div><div class="t m483 x3a hb y73 fff fs5 fc2 sc0 ls8 wsa">dos <span class="_ _4"></span>respondente<span class="_ _8"></span>s <span class="_ _4"></span>necessitou <span class="_ _3"></span>do apoio <span class="_ _4"></span>psicol<span class="_ _3"></span>ógico of<span class="_ _4"></span>ertado). <span class="_ _4"></span>Nessa oportu<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">nidade<span class="_ _4"></span>, f<span class="_ _3"></span>oi apre<span class="_ _8"></span>sentado aos participantes o termo de consentimento livre </div><div class="t m484 x3a hb y75 fff fs5 fc2 sc0 lse ws10">e <span class="_ _8"></span>esclarecido, ao <span class="_ _8"></span>qual <span class="_ _8"></span>de<span class="_ _3"></span>veria <span class="_ _8"></span>ser <span class="_ _8"></span>dado <span class="_ _8"></span>o aceite <span class="_ _8"></span>virtual <span class="_ _8"></span>pela <span class="_ _8"></span>plataf<span class="_ _3"></span>orma </div><div class="t m485 x3a hb y76 fff fs5 fc2 sc0 lsc wse">Surve<span class="_ _3"></span>y <span class="_ _8"></span>Monke<span class="_ _4"></span>y<span class="_ _3"></span>, <span class="_ _8"></span>se <span class="_ _8"></span>assim <span class="_ _8"></span>o <span class="_ _8"></span>des<span class="_ _8"></span>ejassem <span class="_ _8"></span>e concordass<span class="_ _8"></span>em <span class="_ _8"></span>em participar <span class="_ _8"></span>da </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">pres<span class="_ _8"></span>ente pesquisa.</div><div class="t m2 x3a h19 y7a ff11 fs1 fc8 sc0 ls0 ws2a">2.5. <span class="_ _19"> </span> INDICADORES</div><div class="t m486 x19 hb y7c fff fs5 fc2 sc0 ls22 ws2b">P<span class="_ _4"></span>ara <span class="_ _4"></span>testar as <span class="_ _4"></span>hipótes<span class="_ _8"></span>es de <span class="_ _3"></span>pe<span class="_ _8"></span>squisa f<span class="_ _3"></span>oram <span class="_ _4"></span>concebidos <span class="_ _4"></span>três indicadores </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">que nos permitem avaliar e comparar o grau de t<span class="_ _4"></span>ol<span class="_ _4"></span>erância à viol<span class="_ _4"></span>ência do-</div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">méstica, os sentiment<span class="_ _4"></span>os <span class="_ _4"></span>relacionados à <span class="_ _3"></span>violência <span class="_ _4"></span>doméstica e a <span class="_ _3"></span>conança </div><div class="t m487 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">no <span class="_ _8"></span>emprego como <span class="_ _8"></span>f<span class="_ _4"></span>erramenta para <span class="_ _8"></span>a <span class="_ _8"></span>diminuição da <span class="_ _8"></span>violência doméstica. </div><div class="t m1cf x3a hb y80 fff fs5 fc2 sc0 ls7 ws9">V<span class="_ _5"></span>amos <span class="_ _8"></span>detalhar o <span class="_ _8"></span>último <span class="_ _8"></span>indicador<span class="_ _5"></span>, <span class="_ _8"></span>que <span class="_ _8"></span>nos permite <span class="_ _8"></span>avali<span class="_ _4"></span>ar <span class="_ _8"></span>se <span class="_ _8"></span>o <span class="_ _8"></span>f<span class="_ _3"></span>ato de </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">uma mulher auf<span class="_ _3"></span>erir renda, por meio do <span class="_ _4"></span>trabalho<span class="_ _4"></span>, pode auxiliá-la <span class="_ _4"></span>a romper </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">o cicl<span class="_ _4"></span>o de viol<span class="_ _4"></span>ência doméstica.</div><div class="t m2 x19 hb y83 fff fs5 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>dicionalmente<span class="_ _4"></span>, vericaremos se uma política pública que estabeleça </div><div class="t m488 x3a hb y84 fff fs5 fc2 sc0 ls4 ws5">cota de <span class="_ _8"></span>empregos <span class="_ _8"></span>a mulhere<span class="_ _8"></span>s vítimas <span class="_ _8"></span>de <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>domé<span class="_ _8"></span>stica pode <span class="_ _8"></span>gerar </div><div class="t m489 x3a hb y85 fff fs5 fc2 sc0 lsc wse">externalidades <span class="_ _8"></span>negativas<span class="_ _3"></span>. <span class="_ _8"></span>E, por <span class="_ _8"></span>último, iremos <span class="_ _8"></span>analisar s<span class="_ _8"></span>e <span class="_ _8"></span>podem existir </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">cust<span class="_ _4"></span>os afundados em relacionament<span class="_ _4"></span>os viol<span class="_ _4"></span>ent<span class="_ _4"></span>os<span class="_ _4"></span>.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">91</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a h29 y6a ff22 fs7 fc8 sc0 ls0 ws0">2.5.1. <span class="_ _40"> </span>Grau de Conança no Emprego (GCE) </div><div class="t m2 x86 h28 y243 ff1b fs7 fc8 sc0 ls0 ws0">/ <span class="ff20">Job Condence Degree</span> (JCD)</div><div class="t m48a x19 hb y88 fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>ara <span class="_ _4"></span>testarmos a <span class="_ _4"></span>hipótes<span class="_ _8"></span>e 5, <span class="_ _3"></span>e<span class="_ _8"></span>stimamos <span class="_ _4"></span>um model<span class="_ _3"></span>o em <span class="_ _3"></span>que a <span class="_ _4"></span>v<span class="_ _4"></span>ariável </div><div class="t m5 x3a hb y89 fff fs5 fc2 sc0 ls6 ws8">dependente <span class="_ _8"></span>é <span class="_ _8"></span>o Grau <span class="_ _8"></span>de <span class="_ _8"></span>Conança <span class="_ _8"></span>no <span class="_ _8"></span>Emprego <span class="_ _8"></span>(JCD). <span class="_ _8"></span>Esta <span class="_ _8"></span>v<span class="_ _3"></span>ariável <span class="_ _8"></span>f<span class="_ _3"></span>oi </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">construída usando as quest<span class="_ _4"></span>ões: 1 a 9 (v<span class="_ _3"></span>ariáveis de contr<span class="_ _4"></span>ol<span class="_ _4"></span>e) e 22, 23, <span class="_ _4"></span>25 e </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">28 (utilizadas para calcular a v<span class="_ _3"></span>ariável dependente).</div><div class="t m2 x19 hb y6d fff fs5 fc2 sc0 ls0 ws0">O Grau <span class="_ _4"></span>de Conança <span class="_ _3"></span>no Emprego (JCD) <span class="_ _4"></span>de cada <span class="_ _3"></span>grupo de respondente </div><div class="t m48b x3a hb y6e fff fs5 fc2 sc0 lsf ws11">é <span class="_ _8"></span>a mediana <span class="_ _8"></span>dos <span class="_ _8"></span>JCD <span class="_ _8"></span>individuais <span class="_ _8"></span>de cada <span class="_ _8"></span>re<span class="_ _8"></span>spondente<span class="_ _4"></span>, <span class="_ _8"></span>que é <span class="_ _8"></span>calculado </div><div class="t m48c x3a hb y6f fff fs5 fc2 sc0 ls23 ws2c">pela <span class="_ _8"></span>média aritmética <span class="_ _8"></span>dos <span class="_ _8"></span>v<span class="_ _4"></span>al<span class="_ _3"></span>ore<span class="_ _8"></span>s <span class="_ _8"></span>das re<span class="_ _8"></span>spostas <span class="_ _8"></span>de cada <span class="_ _8"></span>participante <span class="_ _8"></span>às </div><div class="t m1c9 x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">questões <span class="_ _8"></span>22, 23, <span class="_ _8"></span>25 <span class="_ _8"></span>e 28. <span class="_ _8"></span>P<span class="_ _4"></span>ara <span class="_ _8"></span>isso<span class="_ _3"></span>, <span class="_ _8"></span>serão <span class="_ _8"></span>atribuídos <span class="_ _8"></span>os s<span class="_ _8"></span>eguintes <span class="_ _8"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>ores </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">para as respostas:</div><div class="t m2 x1d h27 y244 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m48d x72 hb y72 fff fs5 fc2 sc0 ls22 ws2b">22: <span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>or <span class="_ _4"></span>1 <span class="_ _4"></span>(um) <span class="_ _4"></span>se a <span class="_ _4"></span>resposta f<span class="_ _3"></span>or “Diminui <span class="_ _3"></span>a chance <span class="_ _3"></span>de ela <span class="_ _3"></span>s<span class="_ _8"></span>er vítima <span class="_ _3"></span>de </div><div class="t m2 x72 hb y73 fff fs5 fc2 sc0 ls0 ws0">viol<span class="_ _4"></span>ência doméstica” e val<span class="_ _3"></span>or 0 (zero) para as demais re<span class="_ _8"></span>spostas;</div><div class="t m2 x1d h27 y245 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y74 fff fs5 fc2 sc0 ls0 ws0">23: v<span class="_ _3"></span>alor <span class="_ _4"></span>1 (um) <span class="_ _4"></span>se a resposta f<span class="_ _3"></span>or “Sim” e <span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>or 0 <span class="_ _4"></span>(zero) <span class="_ _4"></span>para as <span class="_ _4"></span>demais </div><div class="t m2 x72 hb y75 fff fs5 fc2 sc0 ls0 ws0">respostas;</div><div class="t m2 x1d h27 y246 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m11a x72 hb y76 fff fs5 fc2 sc0 lsc wse">25 <span class="_ _8"></span>e 28: <span class="_ _8"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>or <span class="_ _8"></span>1 (um) <span class="_ _8"></span>para <span class="_ _8"></span>as re<span class="_ _8"></span>spostas “T<span class="_ _3"></span>erminar <span class="_ _8"></span>o relacionamento” </div><div class="t m2 x72 hb y77 fff fs5 fc2 sc0 ls0 ws0">e “Denunciar a agressão”; e val<span class="_ _3"></span>or 0 (zero) para as demais re<span class="_ _8"></span>spostas<span class="_ _3"></span>.</div><div class="t m48e x19 hb y78 fff fs5 fc2 sc0 lsc wse">P<span class="_ _4"></span>ara <span class="_ _8"></span>o cálcul<span class="_ _3"></span>o <span class="_ _8"></span>do <span class="_ _8"></span>JCD <span class="_ _8"></span>de cada <span class="_ _8"></span>respondente, temos <span class="_ _8"></span>uma <span class="_ _8"></span>situação pe<span class="ls0 ws0">-</span></div><div class="t m48f x3a hb y79 fff fs5 fc2 sc0 lse ws10">culiar <span class="_ _8"></span>envol<span class="_ _3"></span>vendo as <span class="_ _8"></span>que<span class="_ _8"></span>st<span class="_ _3"></span>õe<span class="_ _8"></span>s <span class="_ _8"></span>25 <span class="_ _8"></span>e 28. <span class="_ _8"></span>Como <span class="_ _8"></span>são <span class="_ _8"></span>situações <span class="_ _8"></span>hipotéticas </div><div class="t m7f x3a hb y7a fff fs5 fc2 sc0 ls4 ws5">idênticas, <span class="_ _8"></span>distinguindo-se <span class="_ _8"></span>apenas pelo fat<span class="_ _3"></span>o <span class="_ _8"></span>de que, na <span class="_ _8"></span>questão <span class="_ _8"></span>25, <span class="_ _8"></span>o re<span class="_ _8"></span>s<span class="ls0 ws0">-</span></div><div class="t m305 x3a hb y7b fff fs5 fc2 sc0 lsc wse">pondente <span class="_ _8"></span>não possui <span class="_ _8"></span>emprego <span class="_ _8"></span>e na <span class="_ _8"></span>que<span class="_ _8"></span>stão 28 <span class="_ _8"></span>possui, <span class="_ _8"></span>entendemos que </div><div class="t m490 x3a hb y7c fff fs5 fc2 sc0 lsc wse">as <span class="_ _8"></span>respostas <span class="_ _8"></span>são diametralmente <span class="_ _8"></span>opostas <span class="_ _8"></span>em relação <span class="_ _8"></span>ao <span class="_ _8"></span>emprego <span class="_ _8"></span>como </div><div class="t m491 x3a hb y7d fff fs5 fc2 sc0 ls10 ws12">f<span class="_ _4"></span>erramenta <span class="_ _8"></span>de apoio <span class="_ _8"></span>à <span class="_ _8"></span>diminuição <span class="_ _8"></span>da <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>domé<span class="_ _8"></span>stica, <span class="_ _8"></span>motivo pelo<span class="_ _4"></span> </div><div class="t m492 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">qual <span class="_ _4"></span>a qu<span class="_ _4"></span>estão 25 <span class="_ _4"></span>receberá <span class="_ _4"></span>o <span class="_ _4"></span>sinal <span class="_ _4"></span>de s<span class="_ _4"></span>ubtração <span class="_ _4"></span>por oca<span class="_ _4"></span>sião do <span class="_ _3"></span>cálcul<span class="_ _3"></span>o do </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">JCD de cada respondente. Ou seja, s<span class="_ _8"></span>e um determinado respondente der a </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">mesma <span class="_ _8"></span>resposta <span class="_ _8"></span>para <span class="_ _8"></span>ambas as <span class="_ _8"></span>questões <span class="_ _8"></span>signica que, para <span class="_ _8"></span>este <span class="_ _8"></span>respon-</div><div class="t m493 x3a hb y81 fff fs5 fc2 sc0 lsb wsd">dente<span class="_ _4"></span>, <span class="_ _4"></span>o <span class="_ _4"></span>emprego <span class="_ _3"></span>não interf<span class="_ _3"></span>ere na <span class="_ _3"></span>diminuição da <span class="_ _3"></span>violência <span class="_ _3"></span>domé<span class="_ _8"></span>stica. <span class="_ _4"></span>Dessa </div><div class="t m494 x3a hb y82 fff fs5 fc2 sc0 lsf ws11">f<span class="_ _3"></span>orma, <span class="_ _8"></span>ao <span class="_ _8"></span>subtrairmos <span class="_ _8"></span>do <span class="_ _8"></span>cál<span class="_ _4"></span>cul<span class="_ _4"></span>o <span class="_ _8"></span>do JCD <span class="_ _8"></span>o <span class="_ _8"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>or <span class="_ _8"></span>da re<span class="_ _8"></span>sposta <span class="_ _8"></span>à que<span class="_ _8"></span>stão </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">25, estamos anulando o ef<span class="_ _4"></span>eit<span class="_ _4"></span>o dessas duas perguntas cujas respostas são </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">diametralmente opostas<span class="_ _4"></span>.</div><div class="t m84 x19 hb y85 fff fs5 fc2 sc0 ls5 ws6">Quant<span class="_ _4"></span>o <span class="_ _4"></span>maior o <span class="_ _3"></span>val<span class="_ _3"></span>or do <span class="_ _3"></span>JCD, maior <span class="_ _4"></span>é <span class="_ _4"></span>a conança <span class="_ _3"></span>dos respondente<span class="_ _8"></span>s <span class="_ _3"></span>de </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">que o emprego é uma f<span class="_ _3"></span>orma de diminuir a violência doméstica.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">92</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf5e" class="pf wa h0" data-page-no="5e"><div class="pc pc5e wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m43b x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">No <span class="_ _4"></span>nosso caso <span class="_ _3"></span>compararemos os <span class="_ _4"></span>respondente<span class="_ _8"></span>s <span class="_ _4"></span>do <span class="_ _4"></span>grupo de <span class="_ _3"></span>tratamen</div><div class="t m495 x43 hb y6a fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m158 x3a hb y86 fff fs5 fc2 sc0 ls4 ws5">t<span class="_ _4"></span>o (Grupos <span class="_ _8"></span>A <span class="_ _8"></span>– mulhere<span class="_ _8"></span>s <span class="_ _8"></span>empregadas por <span class="_ _8"></span>meio <span class="_ _8"></span>de programa <span class="_ _8"></span>de cotas <span class="_ _8"></span>do </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">Senado Federal) com dois dif<span class="_ _4"></span>erentes grupos de controle (Grupos B e C).</div><div class="t m2 x19 hb y88 fff fs5 fc2 sc0 ls0 ws0">A regressão a s<span class="_ _8"></span>er estimada é:</div><div class="t m2 x19 hb y89 fff fs5 fc2 sc0 ls0 ws0">JCD_i = a_i + B_3 Treat_i + B * Control<span class="_ _3"></span>e<span class="_ _8"></span>s_i + Erro_i</div><div class="t m2 x19 hb y6b fff fs5 fc2 sc0 ls0 ws0">Nosso interess<span class="_ _8"></span>e recai sobre a v<span class="_ _4"></span>ariável B_3.</div><div class="t m14a x19 hb y6c fff fs5 fc2 sc0 ls22 ws2b">Nossa <span class="_ _4"></span>hipótes<span class="_ _8"></span>e é <span class="_ _3"></span>de que <span class="_ _3"></span>o coeciente <span class="_ _3"></span>B_3 é <span class="_ _4"></span>positivo <span class="_ _3"></span>e estatisticamente </div><div class="t m496 x3a hb y6d fff fs5 fc2 sc0 lsc wse">signicante<span class="_ _4"></span>. Ou <span class="_ _8"></span>s<span class="_ _8"></span>eja, as <span class="_ _8"></span>mulhere<span class="_ _8"></span>s empregadas <span class="_ _8"></span>por <span class="_ _8"></span>meio de <span class="_ _8"></span>programa de </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">cotas de emprego possuem maior <span class="_ _8"></span>Grau de Conança no Emprego do <span class="_ _8"></span>que </div><div class="t m497 x3a hb y6f fff fs5 fc2 sc0 ls22 ws2b">os <span class="_ _4"></span>demais <span class="_ _4"></span>respondente<span class="_ _8"></span>s, <span class="_ _4"></span>uma <span class="_ _4"></span>v<span class="_ _4"></span>ez <span class="_ _4"></span>que <span class="_ _4"></span>já <span class="_ _4"></span>f<span class="_ _3"></span>oram vítimas <span class="_ _3"></span>de viol<span class="_ _3"></span>ência domés<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">tica e precisaram reconstruir suas vidas,pois tiveram de deixar seus lares.</div><div class="t m2 x3a h28 y72 ff1b fs7 fc8 sc0 ls0 ws0">2.5.2. <span class="_ _40"> </span>Externalidade Negativ<span class="_ _4"></span>a</div><div class="t m498 x19 hb y74 fff fs5 fc2 sc0 lsa wsc">Na <span class="_ _4"></span>impl<span class="_ _4"></span>ementação <span class="_ _4"></span>de <span class="_ _4"></span>políticas <span class="_ _4"></span>públicas <span class="_ _4"></span>existe <span class="_ _4"></span>a <span class="_ _4"></span>possibilidade <span class="_ _3"></span>de que <span class="_ _4"></span>os </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">gestores ignorem alguns cust<span class="_ _3"></span>os ou benefícios sociais não previst<span class="_ _3"></span>os, o que </div><div class="t m499 x3a hb y76 fff fs5 fc2 sc0 ls9 wsb">pode <span class="_ _4"></span>acarretar <span class="_ _4"></span>em externalidades <span class="_ _4"></span>negativ<span class="_ _4"></span>as <span class="_ _4"></span>ou <span class="_ _4"></span>positiv<span class="_ _4"></span>as, <span class="_ _4"></span>respectivamente<span class="_ _3"></span>.</div><div class="t m49a x19 hb y77 fff fs5 fc2 sc0 ls0 ws0">O <span class="_ _4"></span>questionário de <span class="_ _4"></span>pesquisa buscou <span class="_ _3"></span>vericar <span class="_ _4"></span>também se <span class="_ _4"></span>o <span class="_ _4"></span>Programa <span class="_ _4"></span>de </div><div class="t m49b x3a hb y78 fff fs5 fc2 sc0 ls9 wsb">Assistência <span class="_ _4"></span>a Mulheres <span class="_ _4"></span>em <span class="_ _4"></span>Situação <span class="_ _4"></span>de V<span class="_ _5"></span>ulnerabilidade Econômica <span class="_ _3"></span>em De<span class="ls0 ws0">-</span></div><div class="t m49c x3a hb y79 fff fs5 fc2 sc0 ls22 ws2b">corrência <span class="_ _4"></span>de <span class="_ _4"></span>Viol<span class="_ _4"></span>ência <span class="_ _3"></span>Domé<span class="_ _8"></span>stica <span class="_ _4"></span>e <span class="_ _4"></span>Familiar <span class="_ _4"></span>instituído <span class="_ _4"></span>pel<span class="_ _3"></span>o Senado <span class="_ _3"></span>Federal </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">poderia gerar alguma externalidade (T<span class="_ _5"></span>ABAK, 2015).</div><div class="t m49d x19 hb y7b fff fs5 fc2 sc0 ls4 ws5">P<span class="_ _4"></span>ara vericar <span class="_ _8"></span>se <span class="_ _8"></span>o programa <span class="_ _8"></span>do <span class="_ _8"></span>Senado Federal <span class="_ _8"></span>pode gerar <span class="_ _8"></span>externali<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">dades negativas, como a denúncia f<span class="_ _3"></span>alsa, inserimos a <span class="_ _8"></span>questão 24 no que<span class="_ _8"></span>s-</div><div class="t m49e x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">tionário <span class="_ _8"></span>(“Uma política <span class="_ _8"></span>de cotas <span class="_ _8"></span>de <span class="_ _8"></span>emprego pode <span class="_ _8"></span>incentivar mulheres <span class="_ _8"></span>a </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">realizarem f<span class="_ _3"></span>alsas denúncias de <span class="_ _4"></span>viol<span class="_ _4"></span>ência doméstica para conseguirem um </div><div class="t mbd x3a hb y7f fff fs5 fc2 sc0 lsa wsc">emprego?”). <span class="_ _4"></span>P<span class="_ _4"></span>ara <span class="_ _4"></span>essa pergunta, <span class="_ _3"></span>foi <span class="_ _3"></span>atribuído o <span class="_ _3"></span>val<span class="_ _3"></span>or 1 <span class="_ _3"></span>(um) para <span class="_ _3"></span>a resposta </div><div class="t m49f x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">“Sim” e <span class="_ _8"></span>val<span class="_ _3"></span>or <span class="_ _8"></span>0 (zero) <span class="_ _8"></span>para <span class="_ _8"></span>as demais <span class="_ _8"></span>respostas. Quanto maior <span class="_ _8"></span>o val<span class="_ _3"></span>or <span class="_ _8"></span>da </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">média aritmética das re<span class="_ _8"></span>spostas dessa <span class="_ _8"></span>questão, maior a propensão de que </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">a política gere essa externalidade negativa.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">93</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf5f" class="pf wa h0" data-page-no="5f"><div class="pc pc5f wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m2 x3a h28 y6a ff1b fs7 fc8 sc0 ls0 ws0">2.5.3. <span class="_ _40"> </span>Cust<span class="_ _4"></span>os Afundados</div><div class="t m4a0 x19 hb y87 fff fs5 fc2 sc0 lsc wse">O <span class="_ _8"></span>conceit<span class="_ _3"></span>o <span class="_ _8"></span>de <span class="_ _8"></span>Cust<span class="_ _4"></span>o Afundado <span class="_ _8"></span>e<span class="_ _8"></span>stá relacionado <span class="_ _8"></span>a <span class="_ _8"></span>uma percepção <span class="_ _8"></span>do </div><div class="t m4a1 x3a hb y88 fff fs5 fc2 sc0 lsc wse">indivíduo <span class="_ _8"></span>de que <span class="_ _8"></span>el<span class="_ _4"></span>e <span class="_ _8"></span>já investiu <span class="_ _8"></span>muit<span class="_ _4"></span>o <span class="_ _8"></span>esf<span class="_ _4"></span>orço em <span class="_ _8"></span>determinada <span class="_ _8"></span>atividade </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">ou empreendiment<span class="_ _3"></span>o, <span class="_ _3"></span>de f<span class="_ _3"></span>orma que se t<span class="_ _3"></span>orna inviáv<span class="_ _4"></span>el <span class="_ _4"></span>abandoná-l<span class="_ _4"></span>os (T<span class="_ _5"></span>ABAK </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">e AMARAL, 2018).</div><div class="t m4a2 x19 hb y6c fff fs5 fc2 sc0 ls0 ws0">No <span class="_ _4"></span>caso da<span class="_ _4"></span> viol<span class="_ _3"></span>ência doméstica <span class="_ _4"></span>contra <span class="_ _4"></span>as mul<span class="_ _4"></span>heres, identicamos <span class="_ _4"></span>três </div><div class="t m4a3 x3a hb y6d fff fs5 fc2 sc0 ls22 ws2b">f<span class="_ _3"></span>atores que <span class="_ _3"></span>podem ser <span class="_ _4"></span>considerados <span class="_ _4"></span>cust<span class="_ _4"></span>os <span class="_ _4"></span>afundados <span class="_ _4"></span>de <span class="_ _4"></span>uma <span class="_ _4"></span>relação<span class="_ _4"></span>, <span class="_ _4"></span>que </div><div class="t m77 x3a hb y6e fff fs5 fc2 sc0 ls24 ws2d">f<span class="_ _3"></span>azem com <span class="_ _3"></span>que mulheres <span class="_ _3"></span>permaneçam no <span class="_ _3"></span>relacionamento <span class="_ _3"></span>me<span class="_ _8"></span>smo <span class="_ _3"></span>diante da </div><div class="t m1e3 x3a hb y6f fff fs5 fc2 sc0 ls5 ws6">viol<span class="_ _4"></span>ência <span class="_ _4"></span>sofrida <span class="_ _4"></span>por <span class="_ _4"></span>parte <span class="_ _4"></span>do <span class="_ _4"></span>seu parceiro <span class="_ _3"></span>íntimo. <span class="_ _3"></span>São el<span class="_ _3"></span>e<span class="_ _8"></span>s: <span class="_ _4"></span>o <span class="_ _4"></span>des<span class="_ _8"></span>emprego<span class="_ _4"></span>, </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">o tempo de relacionament<span class="_ _4"></span>o e a existência de lhos<span class="_ _4"></span>.</div><div class="t m2 x19 hb y71 fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>ara a <span class="_ _4"></span>mulher em <span class="_ _3"></span>situação de viol<span class="_ _3"></span>ência doméstica o ideal seria sair <span class="_ _3"></span>do </div><div class="t m4a4 x3a hb y72 fff fs5 fc2 sc0 lsa wsc">relacionament<span class="_ _4"></span>o<span class="_ _4"></span>. <span class="_ _4"></span>A<span class="_ _4"></span>o <span class="_ _4"></span>t<span class="_ _4"></span>omar <span class="_ _4"></span>a <span class="_ _4"></span>decisão <span class="_ _4"></span>de <span class="_ _4"></span>permanecer <span class="_ _3"></span>no relacionament<span class="_ _4"></span>o <span class="_ _4"></span>vio<span class="ls0 ws0">-</span></div><div class="t m4a5 x3a hb y73 fff fs5 fc2 sc0 lsa wsc">l<span class="_ _4"></span>ent<span class="_ _4"></span>o <span class="_ _4"></span>inuenciada <span class="_ _4"></span>pela <span class="_ _3"></span>aus<span class="_ _8"></span>ência de <span class="_ _3"></span>emprego, <span class="_ _3"></span>pelo <span class="_ _3"></span>tempo de <span class="_ _3"></span>relacionamen<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">t<span class="_ _4"></span>o ou pela existência de lhos, a mulher e<span class="_ _8"></span>staria usando o custo afundado </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">para a t<span class="_ _4"></span>omada de decisão de se manter no ciclo de viol<span class="_ _3"></span>ência domé<span class="_ _8"></span>stica.</div><div class="t m2 x19 hb y76 fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>ara av<span class="_ _4"></span>aliar e testar e<span class="_ _8"></span>sse<span class="_ _8"></span>s possíveis cust<span class="_ _3"></span>os afundados, f<span class="_ _4"></span>oram inseridas </div><div class="t m4a6 x3a hb y77 fff fs5 fc2 sc0 ls9 wsb">no <span class="_ _4"></span>questionário as <span class="_ _4"></span>perguntas <span class="_ _4"></span>de <span class="_ _4"></span>25 a <span class="_ _3"></span>30. Essas <span class="_ _3"></span>perguntas serão analisadas </div><div class="t m29a x3a hb y78 fff fs5 fc2 sc0 ls5 ws6">em <span class="_ _4"></span>pares: 25 <span class="_ _4"></span>e <span class="_ _4"></span>28 (desemprego); 26 <span class="_ _4"></span>e <span class="_ _4"></span>29 <span class="_ _4"></span>(tempo <span class="_ _4"></span>de relacionament<span class="_ _3"></span>o); 27 <span class="_ _3"></span>e </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">30 (existência <span class="_ _3"></span>de lhos). Iremos <span class="_ _4"></span>detalhar <span class="_ _4"></span>as quest<span class="_ _4"></span>ões e como <span class="_ _3"></span>elas ajudam </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">a testar a hipótese de que os <span class="_ _4"></span>respondente<span class="_ _8"></span>s podem <span class="_ _4"></span>usar cust<span class="_ _3"></span>os afundados </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">no processo de tomada de decisão<span class="_ _3"></span>.</div><div class="t m2 x3a h28 y7d ff1b fs7 fc8 sc0 ls0 ws0">2.5.3.1. <span class="_ _40"> </span>Cust<span class="_ _4"></span>o Afundado do Des<span class="_ _8"></span>emprego</div><div class="t m2 x19 hb y7f fff fs5 fc2 sc0 ls0 ws0">Mulheres em situação <span class="_ _4"></span>de viol<span class="_ _3"></span>ência doméstica possivelmente <span class="_ _4"></span>não con-</div><div class="t m4a7 x3a hb y80 fff fs5 fc2 sc0 ls23 ws2c">sigam <span class="_ _8"></span>sair do <span class="_ _8"></span>ciclo vicioso <span class="_ _8"></span>de violência domé<span class="_ _8"></span>stica <span class="_ _8"></span>de<span class="_ _3"></span>vido <span class="_ _8"></span>ao <span class="_ _8"></span>f<span class="_ _3"></span>ato de <span class="_ _8"></span>não </div><div class="t m4a8 x3a hb y81 fff fs5 fc2 sc0 lsb wsd">possuírem <span class="_ _4"></span>emprego <span class="_ _4"></span>e <span class="_ _3"></span>s<span class="_ _8"></span>erem <span class="_ _4"></span>dependentes economicamente <span class="_ _3"></span>de seus <span class="_ _4"></span>compa<span class="ls0 ws0">-</span></div><div class="t m4a9 x3a hb y82 fff fs5 fc2 sc0 ls9 wsb">nheiros<span class="_ _3"></span>. Nessa situação<span class="_ _3"></span>, a <span class="_ _3"></span>mulher pode <span class="_ _3"></span>entender que <span class="_ _3"></span>o desemprego é <span class="_ _4"></span>uma </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">preocupação que f<span class="_ _3"></span>az com <span class="_ _8"></span>que ela permaneça no relacionament<span class="_ _3"></span>o abusivo </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">de<span class="_ _4"></span>vido ao receio <span class="_ _4"></span>de não possuir <span class="_ _4"></span>condições de se autossustentar <span class="_ _4"></span>economi-</div><div class="t m4aa x3a hb y85 fff fs5 fc2 sc0 ls8 wsa">camente<span class="_ _4"></span>. <span class="_ _4"></span>Ness<span class="_ _8"></span>e <span class="_ _4"></span>caso<span class="_ _4"></span>, <span class="_ _4"></span>o <span class="_ _4"></span>f<span class="_ _3"></span>ato <span class="_ _3"></span>de não <span class="_ _3"></span>possuir um <span class="_ _3"></span>emprego está inuenciando </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">94</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf60" class="pf wa h0" data-page-no="60"><div class="pc pc60 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">diretamente a <span class="_ _8"></span>decisão <span class="_ _8"></span>de permanecer <span class="_ _8"></span>no relacionamento<span class="_ _3"></span>, <span class="_ _8"></span>o que <span class="_ _8"></span>nos le<span class="_ _4"></span>v<span class="_ _3"></span>a </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">a acreditar que o emprego pode ser um custo afundado no relacioment<span class="_ _3"></span>o.</div><div class="t m4ab x19 hb y87 fff fs5 fc2 sc0 lsc wse">P<span class="_ _4"></span>ara <span class="_ _8"></span>v<span class="_ _4"></span>ericar s<span class="_ _8"></span>e <span class="_ _8"></span>o de<span class="_ _8"></span>semprego <span class="_ _8"></span>pode <span class="_ _8"></span>ser <span class="_ _8"></span>considerado <span class="_ _8"></span>um custo afun<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m8a x3a hb y88 fff fs5 fc2 sc0 lsc wse">dado <span class="_ _8"></span>em um <span class="_ _8"></span>relacionament<span class="_ _4"></span>o <span class="_ _8"></span>em que <span class="_ _8"></span>há <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>domé<span class="_ _8"></span>stica, utilizamos </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">as perguntas 25 e 28.</div><div class="t m4ac x19 hb y6b fff fs5 fc2 sc0 ls4 ws5">Em <span class="_ _8"></span>ambas, f<span class="_ _4"></span>oi <span class="_ _8"></span>atribuído o <span class="_ _8"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>or <span class="_ _8"></span>1 (um) <span class="_ _8"></span>para <span class="_ _8"></span>as re<span class="_ _8"></span>spostas “T<span class="_ _3"></span>erminar <span class="_ _8"></span>o </div><div class="t m79 x3a hb y6c fff fs5 fc2 sc0 ls5 ws6">relacionament<span class="_ _4"></span>o” <span class="_ _4"></span>e “Denunciar <span class="_ _3"></span>a agressão” e <span class="_ _3"></span>val<span class="_ _3"></span>or 0 <span class="_ _4"></span>(zero) <span class="_ _3"></span>para as <span class="_ _4"></span>demais </div><div class="t mf8 x3a hb y6d fff fs5 fc2 sc0 lsb wsd">respostas. <span class="_ _3"></span>Com isso<span class="_ _3"></span>, temos <span class="_ _3"></span>dois possív<span class="_ _3"></span>eis resultados, 1 <span class="_ _3"></span>(um) e <span class="_ _3"></span>0 <span class="_ _4"></span>(zero). <span class="_ _3"></span>De<span class="_ _8"></span>ssa </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>orma, podemos ter quatro combinaçõe<span class="_ _8"></span>s de respostas possíveis:</div><div class="t m2 x7e h23 y247 ff12 fs2 fc2 sc0 ls0 ws0">Emprego<span class="_ _3c"> </span>Que<span class="_ _8"></span>stão 25<span class="_ _41"> </span>Questão 28<span class="_ _32"> </span><span class="ff23">Inuência</span></div><div class="t m2 x71 hc y248 fff fs2 fc2 sc0 ls0 ws0">Opção 1<span class="_ _42"> </span>0<span class="_ _2b"> </span>1<span class="_ _2b"> </span>Positiv<span class="_ _3"></span>a</div><div class="t m2 x71 hc y249 fff fs2 fc2 sc0 ls0 ws0">Opção 2<span class="_ _42"> </span>0<span class="_ _2b"> </span>0<span class="_ _2b"> </span>Neutra</div><div class="t m2 x71 hc y24a fff fs2 fc2 sc0 ls0 ws0">Opção 3<span class="_ _42"> </span>1<span class="_ _2b"> </span>1<span class="_ _2b"> </span>Neutra</div><div class="t m2 x71 hc y24b fff fs2 fc2 sc0 ls0 ws0">Opção 4<span class="_ _42"> </span>1<span class="_ _2b"> </span>0<span class="_ _2b"> </span>Negativa</div><div class="t m2 x3a h1d y24c ff12 fsb fc2 sc0 ls0 ws0">T<span class="_ _5"></span>abela 1: <span class="fff">Opçõe<span class="_ _8"></span>s de respostas para as perguntas 25 e 28</span></div><div class="t m366 x19 hb y77 fff fs5 fc2 sc0 ls4 ws5">P<span class="_ _4"></span>ara que <span class="_ _8"></span>haja <span class="_ _8"></span>cust<span class="_ _4"></span>o afundado <span class="_ _8"></span>as <span class="_ _8"></span>respostas <span class="_ _8"></span>de <span class="_ _8"></span>cada re<span class="_ _8"></span>spondente <span class="_ _8"></span>pre<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">cisam ter resultados dif<span class="_ _3"></span>erente<span class="_ _8"></span>s para <span class="_ _4"></span>as perguntas 25 <span class="_ _4"></span>e 28, <span class="_ _4"></span>pois se o resul-</div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">tado f<span class="_ _3"></span>or igual (0 e 0 ou 1 e 1) signica que o f<span class="_ _3"></span>ato de a vítima estar ou não </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">empregada não <span class="_ _4"></span>interf<span class="_ _3"></span>ere na resposta, ou <span class="_ _4"></span>seja, não inuencia <span class="_ _4"></span>a t<span class="_ _3"></span>omada de </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">decisão<span class="_ _4"></span>. Essa <span class="_ _4"></span>situação é <span class="_ _4"></span>repres<span class="_ _8"></span>entada pelas <span class="_ _4"></span>Opções 2 e <span class="_ _4"></span>3 na <span class="_ _4"></span>tabela acima </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">(linha cinza).</div><div class="t m4ad x19 hb y7d fff fs5 fc2 sc0 ls8 wsa">Nos <span class="_ _4"></span>cálcul<span class="_ _3"></span>os dos <span class="_ _3"></span>custos <span class="_ _3"></span>afundados, interessam-nos <span class="_ _4"></span>apenas <span class="_ _4"></span>as <span class="_ _4"></span>respostas </div><div class="t m4ae x3a hb y7e fff fs5 fc2 sc0 ls7 ws9">dos <span class="_ _8"></span>participantes <span class="_ _8"></span>que <span class="_ _8"></span>tiv<span class="_ _4"></span>erem <span class="_ _8"></span>v<span class="_ _3"></span>alor 0 <span class="_ _8"></span>(zero) para <span class="_ _8"></span>a <span class="_ _8"></span>questão <span class="_ _8"></span>25 <span class="_ _8"></span>e <span class="_ _8"></span>v<span class="_ _3"></span>alor 1 </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">(um) para a <span class="_ _4"></span>questão 28, pois, nessa situação, <span class="_ _4"></span>a decisão de <span class="_ _4"></span>permanecer no </div><div class="t m4af x3a hb y80 fff fs5 fc2 sc0 ls8 wsa">relacionament<span class="_ _4"></span>o <span class="_ _4"></span>f<span class="_ _3"></span>oi af<span class="_ _3"></span>etada pel<span class="_ _3"></span>o des<span class="_ _8"></span>emprego<span class="_ _4"></span>. <span class="_ _4"></span>Essa <span class="_ _4"></span>situação <span class="_ _4"></span>é <span class="_ _4"></span>repres<span class="_ _8"></span>entada </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">pela Opção 1 na tabela acima (linha verde).</div><div class="t m3a x19 hb y82 fff fs5 fc2 sc0 ls7 ws9">Já <span class="_ _8"></span>a combinação <span class="_ _8"></span>das <span class="_ _8"></span>respostas <span class="_ _8"></span>constante <span class="_ _8"></span>da Opção <span class="_ _8"></span>4 <span class="_ _8"></span>(linha <span class="_ _8"></span>laranja) </div><div class="t m1fe x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">aparententemente é <span class="_ _8"></span>irracional <span class="_ _8"></span>ou pode <span class="_ _8"></span>signicar <span class="_ _8"></span>que o <span class="_ _8"></span>re<span class="_ _8"></span>spondente não </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">entendeu o que s<span class="_ _8"></span>e que<span class="_ _8"></span>stionav<span class="_ _3"></span>a. Isso <span class="_ _8"></span>porque essa combinação <span class="_ _8"></span>arma que </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">a mulher possuir <span class="_ _8"></span>emprego é um <span class="_ _8"></span>f<span class="_ _3"></span>ator para que ela <span class="_ _8"></span>permaneça em um <span class="_ _8"></span>re-</div><div class="t m4b0 x3a hb y23 fff fs5 fc2 sc0 ls9 wsb">lacionament<span class="_ _4"></span>o <span class="_ _4"></span>abusivo<span class="_ _3"></span>, ou <span class="_ _4"></span>seja, se ela <span class="_ _3"></span>e<span class="_ _8"></span>stivesse des<span class="_ _8"></span>empregada, <span class="_ _4"></span>teria maior </div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">95</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf61" class="pf wa h0" data-page-no="61"><div class="pc pc61 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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ACFagIAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChmgAAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoJgAAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAMlVE2TR+mcEANgx/2GEFHyoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAHC3BTwWEC9EUk15AAAAAElFTkSuQmCC"/><div class="t m132 x3a hb y6a fff fs5 fc2 sc0 ls4 ws5">motiv<span class="_ _4"></span>ação para <span class="_ _8"></span>deixar <span class="_ _8"></span>o relacionamento<span class="_ _3"></span>, <span class="_ _8"></span>o <span class="_ _8"></span>que é <span class="_ _8"></span>refutado <span class="_ _8"></span>pel<span class="_ _4"></span>os e<span class="_ _8"></span>studos </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">existentes na literatura <span class="_ _4"></span>internacional, conf<span class="_ _3"></span>orme demonstrado <span class="_ _3"></span>no capítulo </div><div class="t m4b1 x3a hb y87 fff fs5 fc2 sc0 ls9 wsb">2. <span class="_ _4"></span>A<span class="_ _4"></span>demais, <span class="_ _4"></span>vericou-se que <span class="_ _3"></span>nenhum respondente respondeu <span class="_ _4"></span>dessa f<span class="_ _3"></span>orma, </div><div class="t m330 x3a hb y88 fff fs5 fc2 sc0 ls9 wsb">inclusive <span class="_ _3"></span>no t<span class="_ _3"></span>ocante aos <span class="_ _4"></span>demais <span class="_ _4"></span>cust<span class="_ _4"></span>os <span class="_ _4"></span>afundados <span class="_ _4"></span>que <span class="_ _4"></span>serão apres<span class="_ _8"></span>entados </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">posteriormente<span class="_ _4"></span>.</div><div class="t m43e x19 hb y6b fff fs5 fc2 sc0 ls0 ws0">Após essa <span class="_ _4"></span>etapa, <span class="_ _4"></span>f<span class="_ _3"></span>aremos um <span class="_ _4"></span>teste de <span class="_ _4"></span>proporção <span class="_ _4"></span>entre <span class="_ _4"></span>as <span class="_ _4"></span>respostas da </div><div class="t m4b2 x3a hb y6c fff fs5 fc2 sc0 lsb wsd">Opção <span class="_ _4"></span>1 <span class="_ _4"></span>para <span class="_ _3"></span>cada grupo <span class="_ _3"></span>de pesquisa, de <span class="_ _3"></span>f<span class="_ _4"></span>orma <span class="_ _4"></span>a <span class="_ _3"></span>vericar <span class="_ _4"></span>se há <span class="_ _3"></span>diferença <span class="_ _3"></span>de </div><div class="t m4b3 x3a hb y6d fff fs5 fc2 sc0 ls5 ws6">percepção <span class="_ _4"></span>entre os <span class="_ _3"></span>grupos e<span class="_ _3"></span>, caso <span class="_ _4"></span>haja, <span class="_ _4"></span>se é <span class="_ _4"></span>signicativ<span class="_ _4"></span>a <span class="_ _4"></span>estatisticamente.</div><div class="t m2 x3a h28 y6f ff1b fs7 fc8 sc0 ls0 ws0">2.5.3.2. <span class="_ _40"> </span>Cust<span class="_ _4"></span>o Afundado do T<span class="_ _5"></span>empo de Relacionament<span class="_ _3"></span>o</div><div class="t m2 x19 hb y71 fff fs5 fc2 sc0 ls0 ws0">Outro f<span class="_ _3"></span>ator <span class="_ _4"></span>que pode af<span class="_ _4"></span>etar a decisão da mulher <span class="_ _4"></span>de suportar as agres-</div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">sões e <span class="_ _8"></span>se manter no relacionamento é o tempo de duração de<span class="_ _8"></span>ste<span class="_ _3"></span>. Ne<span class="_ _8"></span>ss<span class="_ _8"></span>es </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">casos, a mulher pode entender <span class="_ _4"></span>que já inv<span class="_ _4"></span>estiu muito <span class="_ _4"></span>tempo naquel<span class="_ _4"></span>e rela-</div><div class="t m4b4 x3a hb y74 fff fs5 fc2 sc0 lsc wse">cionament<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _8"></span>de f<span class="_ _4"></span>orma <span class="_ _8"></span>que não <span class="_ _8"></span>s<span class="_ _8"></span>eria intere<span class="_ _8"></span>ssante o <span class="_ _8"></span>término, pois <span class="_ _8"></span>estaria </div><div class="t m4b5 x3a hb y75 fff fs5 fc2 sc0 ls10 ws12">“jogando <span class="_ _8"></span>f<span class="_ _3"></span>ora” <span class="_ _8"></span>um <span class="_ _8"></span>tempo <span class="_ _8"></span>de sua <span class="_ _8"></span>vida. <span class="_ _8"></span>Se <span class="_ _8"></span>a <span class="_ _8"></span>decisão <span class="_ _8"></span>de permanecer <span class="_ _8"></span>no </div><div class="t m4b6 x3a hb y76 fff fs5 fc2 sc0 lsc wse">relacionament<span class="_ _4"></span>o <span class="_ _8"></span>f<span class="_ _3"></span>or <span class="_ _8"></span>inuenciada por <span class="_ _8"></span>e<span class="_ _8"></span>ssa s<span class="_ _8"></span>ensação <span class="_ _8"></span>de “tempo <span class="_ _8"></span>perdido”, </div><div class="t m47e x3a hb y77 fff fs5 fc2 sc0 ls5 ws6">podemos <span class="_ _4"></span>inf<span class="_ _4"></span>erir que <span class="_ _3"></span>o tempo <span class="_ _3"></span>de relacionament<span class="_ _4"></span>o <span class="_ _4"></span>pode <span class="_ _4"></span>ser considerado <span class="_ _4"></span>um </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">cust<span class="_ _4"></span>o afundado<span class="_ _4"></span>.</div><div class="t m2 x19 hb y79 fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>ara v<span class="_ _4"></span>ericar se o tempo <span class="_ _4"></span>de relacionament<span class="_ _3"></span>o pode ser considerado um </div><div class="t m4b7 x3a hb y7a fff fs5 fc2 sc0 ls23 ws2c">cust<span class="_ _4"></span>o <span class="_ _8"></span>afundado em <span class="_ _8"></span>um <span class="_ _8"></span>relacionament<span class="_ _3"></span>o <span class="_ _8"></span>em <span class="_ _8"></span>que <span class="_ _8"></span>há violência domé<span class="_ _8"></span>stica, </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">utilizamos as perguntas 26 e 29.</div><div class="t m2 x19 hb y7c fff fs5 fc2 sc0 ls0 ws0">Em ambas as <span class="_ _8"></span>perguntas, f<span class="_ _3"></span>oi <span class="_ _8"></span>atribuído o val<span class="_ _3"></span>or 1 (um) <span class="_ _8"></span>para as re<span class="_ _8"></span>spostas </div><div class="t m26f x3a hb y7d fff fs5 fc2 sc0 ls7 ws9">“T<span class="_ _5"></span>erminar <span class="_ _8"></span>o <span class="_ _8"></span>relacionament<span class="_ _3"></span>o” <span class="_ _8"></span>e <span class="_ _8"></span>“Denunciar <span class="_ _8"></span>a agre<span class="_ _8"></span>ssão” <span class="_ _8"></span>e val<span class="_ _3"></span>or <span class="_ _8"></span>0 <span class="_ _8"></span>(zero) </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">para as demais respostas.</div><div class="t m4b8 x19 hb y7f fff fs5 fc2 sc0 ls5 ws6">O <span class="_ _4"></span>cálcul<span class="_ _3"></span>o dos <span class="_ _4"></span>cust<span class="_ _4"></span>os <span class="_ _4"></span>afundados <span class="_ _4"></span>do <span class="_ _4"></span>tempo de <span class="_ _3"></span>relacionamento <span class="_ _3"></span>s<span class="_ _8"></span>erá rea<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">lizado do mesmo modo do cálcul<span class="_ _3"></span>o dos custos <span class="_ _4"></span>afundados do des<span class="_ _8"></span>emprego<span class="_ _4"></span>, </div><div class="t m4b9 x3a hb y81 fff fs5 fc2 sc0 ls10 ws12">comparando<span class="_ _4"></span>, <span class="_ _8"></span>no entanto<span class="_ _3"></span>, <span class="_ _8"></span>as <span class="_ _8"></span>re<span class="_ _8"></span>spostas das <span class="_ _8"></span>que<span class="_ _8"></span>st<span class="_ _4"></span>ões <span class="_ _8"></span>26 <span class="_ _8"></span>e <span class="_ _8"></span>29. Para isso, </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">interessam-nos apenas as respostas dos participantes que tiv<span class="_ _3"></span>erem val<span class="_ _3"></span>or 0 </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">(zero) <span class="_ _4"></span>para <span class="_ _4"></span>a questão 26 <span class="_ _3"></span>e v<span class="_ _4"></span>al<span class="_ _3"></span>or 1 (um) <span class="_ _3"></span>para a <span class="_ _4"></span>questão 29. Nessa <span class="_ _4"></span>situação<span class="_ _4"></span>, </div><div class="t m4ba x3a hb y84 fff fs5 fc2 sc0 lse ws10">a <span class="_ _8"></span>decisão de <span class="_ _8"></span>permanecer <span class="_ _8"></span>no <span class="_ _8"></span>relacionament<span class="_ _3"></span>o <span class="_ _8"></span>foi afetada pelo tempo <span class="_ _8"></span>de </div><div class="t m4bb x3a hb y85 fff fs5 fc2 sc0 lsd wsf">relacionament<span class="_ _4"></span>o<span class="_ _4"></span>. <span class="_ _4"></span>Da <span class="_ _4"></span>mesma maneira <span class="_ _3"></span>que pr<span class="_ _4"></span>ocedemos <span class="_ _4"></span>no <span class="_ _4"></span>t<span class="_ _4"></span>ocante <span class="_ _4"></span>aos <span class="_ _4"></span>cust<span class="_ _3"></span>os<span class="_ _8"></span> </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">afundados do emprego<span class="_ _4"></span>, também realizaremos um teste de proporçõe<span class="_ _8"></span>s<span class="_ _3"></span>.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">96</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf62" class="pf wa h0" data-page-no="62"><div class="pc pc62 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m2 x3a h28 y6a ff1b fs7 fc8 sc0 ls0 ws0">2.5.3.3. <span class="_ _40"> </span>Cust<span class="_ _4"></span>o Afundado da Existência de Filhos</div><div class="t m2 x19 hb y87 fff fs5 fc2 sc0 ls0 ws0">É possív<span class="_ _4"></span>el que mulheres em situação de viol<span class="_ _3"></span>ência domé<span class="_ _8"></span>stica não con-</div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">sigam sair <span class="_ _4"></span>do cicl<span class="_ _3"></span>o vicioso de <span class="_ _4"></span>viol<span class="_ _4"></span>ência doméstica de<span class="_ _3"></span>vido ao f<span class="_ _3"></span>ato <span class="_ _3"></span>de terem </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">lhos para criar<span class="_ _5"></span>. A mulher pode <span class="_ _4"></span>acreditar que <span class="_ _4"></span>é melhor permanecer <span class="_ _4"></span>nessa </div><div class="t m29a x3a hb y6b fff fs5 fc2 sc0 ls5 ws6">situação <span class="_ _4"></span>– suportando <span class="_ _3"></span>as agressõe<span class="_ _8"></span>s <span class="_ _3"></span>– porque <span class="_ _4"></span>acredita <span class="_ _4"></span>que criar <span class="_ _3"></span>s<span class="_ _8"></span>eus <span class="_ _4"></span>lhos </div><div class="t m4bc x3a hb y6c fff fs5 fc2 sc0 lsf ws11">sozinha <span class="_ _8"></span>seria <span class="_ _8"></span>muit<span class="_ _4"></span>o <span class="_ _8"></span>mais difícil. <span class="_ _8"></span>Essa <span class="_ _8"></span>hipóte<span class="_ _8"></span>se <span class="_ _8"></span>é <span class="_ _8"></span>ainda mais <span class="_ _8"></span>importante </div><div class="t m4bd x3a hb y6d fff fs5 fc2 sc0 ls5 ws6">quando <span class="_ _4"></span>a mulher <span class="_ _3"></span>é dependente <span class="_ _3"></span>economicamente do <span class="_ _4"></span>companheiro<span class="_ _3"></span>. Caso <span class="_ _4"></span>a </div><div class="t m39f x3a hb y6e fff fs5 fc2 sc0 ls5 ws6">decisão <span class="_ _4"></span>de se <span class="_ _4"></span>manter no <span class="_ _3"></span>relacionamento <span class="_ _3"></span>s<span class="_ _8"></span>eja <span class="_ _4"></span>determinada pela <span class="_ _3"></span>existência </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">de llhos, podemos entendê-l<span class="_ _4"></span>os como cust<span class="_ _4"></span>os afundados da relação<span class="_ _4"></span>.</div><div class="t m4be x19 hb y70 fff fs5 fc2 sc0 lsc wse">P<span class="_ _4"></span>ara vericar <span class="_ _8"></span>se <span class="_ _8"></span>o <span class="_ _8"></span>f<span class="_ _3"></span>ato de <span class="_ _8"></span>o casal <span class="_ _8"></span>possuir <span class="_ _8"></span>lhos pode <span class="_ _8"></span>s<span class="_ _8"></span>er considerado </div><div class="t m4bf x3a hb y71 fff fs5 fc2 sc0 lsa wsc">um <span class="_ _4"></span>cust<span class="_ _4"></span>o <span class="_ _4"></span>afundado <span class="_ _4"></span>em <span class="_ _4"></span>um <span class="_ _4"></span>relacionament<span class="_ _4"></span>o <span class="_ _4"></span>em <span class="_ _3"></span>que há <span class="_ _4"></span>viol<span class="_ _4"></span>ência <span class="_ _3"></span>domé<span class="_ _8"></span>stica, </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">utilizamos as perguntas 27 e 30.</div><div class="t m2 x19 hb y73 fff fs5 fc2 sc0 ls0 ws0">Em ambas as <span class="_ _8"></span>perguntas, f<span class="_ _3"></span>oi <span class="_ _8"></span>atribuído o val<span class="_ _3"></span>or 1 (um) <span class="_ _8"></span>para as re<span class="_ _8"></span>spostas </div><div class="t m26f x3a hb y74 fff fs5 fc2 sc0 ls7 ws9">“T<span class="_ _5"></span>erminar <span class="_ _8"></span>o <span class="_ _8"></span>relacionament<span class="_ _3"></span>o” <span class="_ _8"></span>e <span class="_ _8"></span>“Denunciar <span class="_ _8"></span>a agre<span class="_ _8"></span>ssão” <span class="_ _8"></span>e val<span class="_ _3"></span>or <span class="_ _8"></span>0 <span class="_ _8"></span>(zero) </div><div class="t mb3 x3a hb y75 fff fs5 fc2 sc0 ls8 wsa">para <span class="_ _4"></span>as <span class="_ _4"></span>demais <span class="_ _4"></span>respostas. <span class="_ _3"></span>Os cust<span class="_ _3"></span>os afundados <span class="_ _4"></span>da <span class="_ _4"></span>existência <span class="_ _4"></span>de <span class="_ _4"></span>lhos <span class="_ _4"></span>serão </div><div class="t m4c0 x3a hb y76 fff fs5 fc2 sc0 ls7 ws9">calculados da <span class="_ _8"></span>mesma <span class="_ _8"></span>f<span class="_ _4"></span>orma que <span class="_ _8"></span>os <span class="_ _8"></span>cust<span class="_ _4"></span>os <span class="_ _8"></span>afundados do <span class="_ _8"></span>de<span class="_ _8"></span>semprego <span class="_ _8"></span>e </div><div class="t m321 x3a hb y77 fff fs5 fc2 sc0 ls4 ws5">do <span class="_ _8"></span>tempo de <span class="_ _8"></span>relacionament<span class="_ _4"></span>o<span class="_ _4"></span>, comparando, no <span class="_ _8"></span>entanto<span class="_ _3"></span>, <span class="_ _8"></span>as re<span class="_ _8"></span>spostas <span class="_ _8"></span>das </div><div class="t m38 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">questões 27 <span class="_ _3"></span>e 30. <span class="_ _3"></span>Para <span class="_ _4"></span>isso<span class="_ _3"></span>, interessam-nos apenas <span class="_ _3"></span>as respostas dos <span class="_ _3"></span>parti-</div><div class="t m38f x3a hb y79 fff fs5 fc2 sc0 ls5 ws6">cipantes que <span class="_ _4"></span>tiverem <span class="_ _3"></span>val<span class="_ _3"></span>or 0 <span class="_ _3"></span>(zero) para <span class="_ _3"></span>a questão 27 <span class="_ _4"></span>e <span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>or <span class="_ _4"></span>1 (um) <span class="_ _3"></span>para a </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">questão <span class="_ _8"></span>30. Ne<span class="_ _8"></span>ssa situação, a decisão <span class="_ _8"></span>de permanecer no <span class="_ _8"></span>relacionament<span class="_ _4"></span>o </div><div class="t m4c1 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>oi <span class="_ _8"></span>inuenciada <span class="_ _8"></span>pela existência <span class="_ _8"></span>de <span class="_ _8"></span>lhos<span class="_ _3"></span>. <span class="_ _8"></span>T<span class="_ _5"></span>ambém <span class="_ _8"></span>realizaremos <span class="_ _8"></span>um te<span class="_ _8"></span>ste </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">de proporção nos mesmos moldes dos dois anteriore<span class="_ _8"></span>s<span class="_ _3"></span>.</div><div class="t m2 x3a h19 y7f ff11 fs1 fc8 sc0 ls0 ws0">2.6. <span class="_ _d"> </span> <span class="_ _13"></span>ANÁLISE DOS D<span class="_ _3"></span>ADOS</div><div class="t m4c2 x19 hb y81 fff fs5 fc2 sc0 ls8 wsa">Primeiramente<span class="_ _4"></span>, <span class="_ _4"></span>os <span class="_ _4"></span>dados <span class="_ _4"></span>f<span class="_ _3"></span>oram analisados <span class="_ _4"></span>utilizando-se as <span class="_ _3"></span>ferramentas </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">de análise disponíveis <span class="_ _4"></span>na plataf<span class="_ _3"></span>orma Surve<span class="_ _3"></span>y Monke<span class="_ _4"></span>y<span class="_ _3"></span>, a qual permitiu a <span class="_ _4"></span>ex-</div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">portação dos dados <span class="_ _8"></span>em f<span class="_ _3"></span>ormato “csv”. Posteriormente<span class="_ _3"></span>, foi f<span class="_ _3"></span>eito o cálcul<span class="_ _3"></span>o </div><div class="t m4c3 x3a hb y84 fff fs5 fc2 sc0 lsc wse">das <span class="_ _8"></span>medianas dos <span class="_ _8"></span>indicadores <span class="_ _8"></span>para <span class="_ _8"></span>cada <span class="_ _8"></span>grupo de <span class="_ _8"></span>e<span class="_ _8"></span>studo<span class="_ _3"></span>. <span class="_ _8"></span>Por m, <span class="_ _8"></span>reali<span class="ls0 ws0">-</span></div><div class="t m4c4 x3a hb y85 fff fs5 fc2 sc0 ls4 ws5">zou-se <span class="_ _8"></span>te<span class="_ _8"></span>ste e<span class="_ _8"></span>statístico não <span class="_ _8"></span>paramétrico <span class="_ _8"></span>de Wilcoxon-Mann-Whitney por </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">meio do <span class="ff1f">software</span> R.</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">97</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf63" class="pf wa h0" data-page-no="63"><div class="pc pc63 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m4c5 x19 hb y6a fff fs5 fc2 sc0 ls8 wsa">Como <span class="_ _4"></span>a <span class="_ _4"></span>população <span class="_ _4"></span>de <span class="_ _4"></span>estudo é <span class="_ _3"></span>pequena, para <span class="_ _4"></span>que <span class="_ _4"></span>possamos <span class="_ _4"></span>extrapolar </div><div class="t m4c6 x3a hb y86 fff fs5 fc2 sc0 ls4 ws5">o <span class="_ _8"></span>resultado <span class="_ _8"></span>da amostra <span class="_ _8"></span>para <span class="_ _8"></span>a população, é <span class="_ _8"></span>necessário <span class="_ _8"></span>realizar <span class="_ _8"></span>um te<span class="_ _8"></span>ste </div><div class="t m1c8 x3a hb y87 fff fs5 fc2 sc0 ls23 ws2c">de <span class="_ _8"></span>hipótes<span class="_ _8"></span>es. Ne<span class="_ _8"></span>sse <span class="_ _8"></span>caso<span class="_ _4"></span>, poderia <span class="_ _8"></span>s<span class="_ _8"></span>er feit<span class="_ _3"></span>o <span class="_ _8"></span>um <span class="_ _8"></span>teste <span class="_ _8"></span>paramétrico <span class="_ _8"></span>ou <span class="_ _8"></span>um </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">teste não paramétrico.</div><div class="t m4c7 x19 hb y89 fff fs5 fc2 sc0 lse ws10">Após <span class="_ _8"></span>a anális<span class="_ _8"></span>e <span class="_ _8"></span>dos dados <span class="_ _8"></span>das <span class="_ _8"></span>amostras <span class="_ _8"></span>desta <span class="_ _8"></span>pesquisa, <span class="_ _8"></span>obs<span class="_ _8"></span>ervou-se </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">que os grupos de <span class="_ _8"></span>estudo não possuíam <span class="_ _8"></span>distribuição normal, o que sugere </div><div class="t m30e x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">a <span class="_ _4"></span>realização <span class="_ _4"></span>de u<span class="_ _4"></span>m teste <span class="_ _4"></span>não <span class="_ _4"></span>paramétrico <span class="_ _4"></span>(livre <span class="_ _4"></span>distribuição), <span class="_ _4"></span>uma <span class="_ _4"></span>vez <span class="_ _3"></span>que </div><div class="t mb3 x3a hb y6d fff fs5 fc2 sc0 ls8 wsa">tais <span class="_ _4"></span>teste<span class="_ _8"></span>s <span class="_ _4"></span>não <span class="_ _4"></span>exigem <span class="_ _4"></span>suposição <span class="_ _4"></span>sobre <span class="_ _4"></span>a <span class="_ _4"></span>distribuição <span class="_ _4"></span>da <span class="_ _4"></span>população<span class="_ _4"></span>, <span class="_ _4"></span>motivo </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">pel<span class="_ _4"></span>o qual <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _4"></span>opt<span class="_ _4"></span>ou, no <span class="_ _3"></span>pre<span class="_ _8"></span>sente estudo, <span class="_ _3"></span>por f<span class="_ _3"></span>azer o <span class="_ _4"></span>T<span class="_ _5"></span>e<span class="_ _8"></span>ste <span class="_ _4"></span>Wilcoxon-Mann-</div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">-Whitney<span class="_ _3"></span>. Ess<span class="_ _8"></span>e teste <span class="_ _8"></span>não s<span class="_ _8"></span>e baseia <span class="_ _8"></span>na grandeza numérica dos <span class="_ _8"></span>dados, mas </div><div class="t m73 x3a hb y70 fff fs5 fc2 sc0 ls23 ws2c">na <span class="_ _8"></span>posição das <span class="_ _8"></span>obs<span class="_ _8"></span>erv<span class="_ _3"></span>açõe<span class="_ _8"></span>s<span class="_ _4"></span>. <span class="_ _8"></span>P<span class="_ _3"></span>or <span class="_ _8"></span>e<span class="_ _8"></span>ssa razão, ele<span class="_ _3"></span>, <span class="_ _8"></span>ao <span class="_ _8"></span>contrário <span class="_ _8"></span>do T<span class="_ _5"></span>e<span class="_ _8"></span>ste <span class="_ _8"></span>T </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">Student, analisa e compara as <span class="_ _8"></span>medianas, não as médias (WIJNAND e V<span class="_ _4"></span>AN </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">DE VELDE, 2000).</div><div class="t m4c8 x19 hb y73 fff fs5 fc2 sc0 lsa wsc">A<span class="_ _4"></span>dicionalmente<span class="_ _3"></span>, a <span class="_ _3"></span>m de <span class="_ _3"></span>corroborar <span class="_ _4"></span>as <span class="_ _4"></span>inf<span class="_ _3"></span>ormaçõe<span class="_ _8"></span>s <span class="_ _4"></span>obtidas <span class="_ _3"></span>por meio <span class="_ _3"></span>do </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">T<span class="_ _5"></span>e<span class="_ _8"></span>ste <span class="_ _4"></span>Wilcoxon-Mann-Whitne<span class="_ _3"></span>y, <span class="_ _4"></span>realizamos para <span class="_ _4"></span>cada v<span class="_ _3"></span>ariável <span class="_ _4"></span>dependente </div><div class="t m3f9 x3a hb y75 fff fs5 fc2 sc0 ls5 ws6">regressõe<span class="_ _8"></span>s lineares <span class="_ _4"></span>com <span class="_ _4"></span>model<span class="_ _4"></span>o <span class="_ _4"></span>de ef<span class="_ _3"></span>eitos <span class="_ _3"></span>xos. <span class="_ _3"></span>Ne<span class="_ _8"></span>ssas <span class="_ _4"></span>regressõe<span class="_ _8"></span>s busca<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m4c9 x3a hb y76 fff fs5 fc2 sc0 ls22 ws2b">mos <span class="_ _4"></span>aplicar<span class="_ _3"></span>, <span class="_ _4"></span>sequencialmente, <span class="_ _3"></span>efeit<span class="_ _3"></span>os xos <span class="_ _4"></span>em <span class="_ _4"></span>cada <span class="_ _4"></span>v<span class="_ _4"></span>ariável <span class="_ _3"></span>independente, </div><div class="t m4ca x3a hb y77 fff fs5 fc2 sc0 lsc wse">de <span class="_ _8"></span>f<span class="_ _3"></span>orma <span class="_ _8"></span>que a <span class="_ _8"></span>cada <span class="_ _8"></span>regressão <span class="_ _8"></span>acre<span class="_ _8"></span>scentamos efeit<span class="_ _3"></span>o <span class="_ _8"></span>xo <span class="_ _8"></span>a uma <span class="_ _8"></span>variáv<span class="_ _3"></span>el </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">independente<span class="_ _4"></span>. De<span class="_ _8"></span>ssa f<span class="_ _4"></span>orma, para <span class="_ _8"></span>cada v<span class="_ _4"></span>ariável dependente<span class="_ _3"></span>, <span class="_ _8"></span>geramos “n” </div><div class="t m1c9 x3a hb y79 fff fs5 fc2 sc0 ls4 ws5">regressõe<span class="_ _8"></span>s (n <span class="_ _8"></span>= <span class="_ _8"></span>quantidade de <span class="_ _8"></span>va<span class="_ _4"></span>riáveis independentes) <span class="_ _8"></span>até <span class="_ _8"></span>que todas as </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">v<span class="_ _4"></span>ariáveis estivessem com efeit<span class="_ _3"></span>os xos.</div><div class="t m323 x19 hb y7b fff fs5 fc2 sc0 ls23 ws2c">A<span class="_ _4"></span>o <span class="_ _8"></span>realizarmos uma <span class="_ _8"></span>regressão <span class="_ _8"></span>linear <span class="_ _8"></span>temos <span class="_ _8"></span>de ter <span class="_ _8"></span>a <span class="_ _8"></span>preocupação <span class="_ _8"></span>de </div><div class="t m4cb x3a hb y7c fff fs5 fc2 sc0 ls5 ws6">que <span class="_ _4"></span>vies<span class="_ _8"></span>es prov<span class="_ _3"></span>eniente<span class="_ _8"></span>s <span class="_ _4"></span>de v<span class="_ _3"></span>ariáveis <span class="_ _3"></span>omitidas não <span class="_ _4"></span>estejam pres<span class="_ _8"></span>entes. <span class="_ _3"></span>Ne<span class="_ _8"></span>s<span class="ls0 ws0">-</span></div><div class="t m4cc x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">ta pe<span class="_ _8"></span>squisa, <span class="_ _8"></span>as variáv<span class="_ _4"></span>eis independente<span class="_ _8"></span>s <span class="_ _8"></span>(idade<span class="_ _3"></span>, <span class="_ _8"></span>e<span class="_ _8"></span>scolaridade<span class="_ _3"></span>, <span class="_ _8"></span>e<span class="_ _8"></span>stado civil, </div><div class="t m4cd x3a hb y7e fff fs5 fc2 sc0 lsc wse">quantidade <span class="_ _8"></span>de lhos, <span class="_ _8"></span>raça, <span class="_ _8"></span>religião e <span class="_ _8"></span>renda) <span class="_ _8"></span>são únicas <span class="_ _8"></span>e <span class="_ _8"></span>não mudam <span class="_ _8"></span>ao </div><div class="t m4ce x3a hb y7f fff fs5 fc2 sc0 lsa wsc">l<span class="_ _4"></span>ongo <span class="_ _4"></span>do <span class="_ _4"></span>tempo<span class="_ _4"></span>. <span class="_ _4"></span>Ness<span class="_ _8"></span>e <span class="_ _4"></span>caso<span class="_ _4"></span>, <span class="_ _4"></span>podemos <span class="_ _4"></span>eliminar <span class="_ _4"></span>possíveis <span class="_ _3"></span>vie<span class="_ _8"></span>se<span class="_ _8"></span>s <span class="_ _3"></span>de v<span class="_ _4"></span>ariáv<span class="_ _4"></span>eis </div><div class="t m4cf x3a hb y80 fff fs5 fc2 sc0 lsd wsf">omitidas <span class="_ _4"></span>utilizando <span class="_ _4"></span>o <span class="_ _3"></span>modelo <span class="_ _3"></span>de ef<span class="_ _3"></span>eitos <span class="_ _3"></span>xos, uma <span class="_ _3"></span>vez <span class="_ _4"></span>que <span class="_ _4"></span>capturam <span class="_ _3"></span>fat<span class="_ _3"></span>ore<span class="_ _8"></span>s </div><div class="t m4d0 x3a hb y81 fff fs5 fc2 sc0 ls5 ws6">não <span class="_ _4"></span>observáv<span class="_ _4"></span>eis <span class="_ _4"></span>e <span class="_ _4"></span>constantes no <span class="_ _4"></span>tempo <span class="_ _4"></span>que <span class="_ _4"></span>af<span class="_ _4"></span>etam a <span class="_ _3"></span>variáv<span class="_ _3"></span>el dependente </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">(GARCES et. al, 2002).</div><div class="t m4d1 x19 hb y83 fff fs5 fc2 sc0 ls10 ws12">O <span class="_ _8"></span>model<span class="_ _3"></span>o <span class="_ _8"></span>de <span class="_ _8"></span>efeit<span class="_ _3"></span>os <span class="_ _8"></span>xos <span class="_ _8"></span>objetiv<span class="_ _4"></span>a <span class="_ _8"></span>controlar os <span class="_ _8"></span>ef<span class="_ _4"></span>eit<span class="_ _4"></span>os <span class="_ _8"></span>de <span class="_ _8"></span>e<span class="_ _3"></span>ventuais </div><div class="t m4d2 x3a hb y84 fff fs5 fc2 sc0 ls9 wsb">v<span class="_ _4"></span>ariáveis <span class="_ _3"></span>omitidas que <span class="_ _3"></span>variam <span class="_ _4"></span>entre <span class="_ _4"></span>indivíduos, <span class="_ _4"></span>mas <span class="_ _4"></span>permanecem constan<span class="ls0 ws0">-</span></div><div class="t m304 x3a hb y85 fff fs5 fc2 sc0 ls7 ws9">tes <span class="_ _8"></span>ao <span class="_ _8"></span>l<span class="_ _4"></span>ongo <span class="_ _8"></span>do tempo. Para tanto<span class="_ _3"></span>, <span class="_ _8"></span>admite-se <span class="_ _8"></span>que <span class="_ _8"></span>o <span class="_ _8"></span>intercept<span class="_ _4"></span>o<span class="_ _3"></span>, <span class="_ _8"></span>embora </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">98</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">constante ao l<span class="_ _3"></span>ongo do tempo, v<span class="_ _3"></span>aria de indivíduo para indivíduo (ANGRIST </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">e PISCHKE, 2008).</div><div class="t m2 x3a h19 y89 ff11 fs1 fc8 sc0 ls0 ws2a">2.7. <span class="_ _19"> </span> RESUL<span class="_ _6"></span>T<span class="_ _5"></span>ADOS</div><div class="t m2 x3a h28 y6c ff1b fs7 fc8 sc0 ls0 ws0">2.7.1. <span class="_ _40"> </span>T<span class="_ _5"></span>axa de Resposta</div><div class="t m4d3 x19 hb y6e fff fs5 fc2 sc0 lsc wse">Das <span class="_ _8"></span>90 convidadas, <span class="_ _8"></span>86 <span class="_ _8"></span>concordaram em <span class="_ _8"></span>participar <span class="_ _8"></span>da pe<span class="_ _8"></span>squisa <span class="_ _8"></span>e re<span class="_ _8"></span>s<span class="ls0 ws0">-</span></div><div class="t m4d4 x3a hb y6f fff fs5 fc2 sc0 lsf ws11">ponder <span class="_ _8"></span>ao que<span class="_ _8"></span>stionário<span class="_ _4"></span>. <span class="_ _8"></span>Dess<span class="_ _8"></span>e <span class="_ _8"></span>t<span class="_ _3"></span>otal, <span class="_ _8"></span>os <span class="_ _8"></span>Grupos <span class="_ _8"></span>A <span class="_ _8"></span>e B <span class="_ _8"></span>alcançaram taxas </div><div class="t m3c2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">de 100% <span class="_ _8"></span>de <span class="_ _8"></span>participação<span class="_ _4"></span>, ou <span class="_ _8"></span>s<span class="_ _8"></span>eja, 30 <span class="_ _8"></span>participantes <span class="_ _8"></span>em <span class="_ _8"></span>cada grupo. Já <span class="_ _8"></span>no </div><div class="t m4d5 x3a hb y71 fff fs5 fc2 sc0 ls23 ws2c">Grupo <span class="_ _8"></span>A, a <span class="_ _8"></span>taxa <span class="_ _8"></span>de participação <span class="_ _8"></span>f<span class="_ _4"></span>oi <span class="_ _8"></span>de 86,66%, <span class="_ _8"></span>ou <span class="_ _8"></span>seja, <span class="_ _8"></span>26 <span class="_ _8"></span>participantes </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">das 30 convidadas<span class="_ _4"></span>.</div><div class="t m2 x3a h28 y74 ff1b fs7 fc8 sc0 ls0 ws0">2.7.2. <span class="_ _40"> </span>Cálcul<span class="_ _3"></span>o dos Indicadore<span class="_ _8"></span>s</div><div class="t m2 x3a h29 y24d ff22 fs7 fc8 sc0 ls0 ws0">2.7.2.1. <span class="_ _40"> </span>Grau de Conança no Emprego (GCE) </div><div class="t m2 x86 h28 y24e ff1b fs7 fc8 sc0 ls0 ws0">/ <span class="ff20">Job Condence Degree</span> (JCD)</div><div class="t m4d6 x19 hb y78 fff fs5 fc2 sc0 ls8 wsa">Utilizando-se a <span class="_ _3"></span>metodol<span class="_ _4"></span>ogia <span class="_ _4"></span>de <span class="_ _4"></span>cálcul<span class="_ _3"></span>o descrita <span class="_ _4"></span>no <span class="_ _4"></span>item <span class="_ _4"></span>2.5.1 <span class="_ _4"></span>(mediana </div><div class="t m47f x3a hb y79 fff fs5 fc2 sc0 ls9 wsb">das <span class="_ _4"></span>médias individuais), <span class="_ _3"></span>o Grau <span class="_ _3"></span>de Conança <span class="_ _4"></span>no <span class="_ _4"></span>Emprego <span class="_ _4"></span>(JCD) <span class="_ _4"></span>dos <span class="_ _4"></span>grupos </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>oi, re<span class="_ _8"></span>spectiv<span class="_ _4"></span>amente<span class="_ _4"></span>, 0,500 (A), 0,250 (B) e 0,250 (C).</div><div class="t m4d7 x19 hb y7b fff fs5 fc2 sc0 ls0 ws0">Observa-se que <span class="_ _3"></span>o JCD <span class="_ _4"></span>para <span class="_ _4"></span>as mulheres <span class="_ _4"></span>que f<span class="_ _3"></span>oram <span class="_ _4"></span>vítimas de <span class="_ _3"></span>violência </div><div class="t m4d8 x3a hb y7c fff fs5 fc2 sc0 ls8 wsa">doméstica (Grupo <span class="_ _3"></span>A) é <span class="_ _4"></span>superior <span class="_ _4"></span>ao <span class="_ _4"></span>dos <span class="_ _4"></span>demais <span class="_ _4"></span>grupos<span class="_ _4"></span>. <span class="_ _4"></span>Isso <span class="_ _4"></span>e<span class="_ _4"></span>videncia <span class="_ _4"></span>que <span class="_ _4"></span>as </div><div class="t m4d9 x3a hb y7d fff fs5 fc2 sc0 ls5 ws6">mulheres que <span class="_ _4"></span>ingressaram no <span class="_ _3"></span>mercado de <span class="_ _4"></span>trabalho por <span class="_ _3"></span>meio do <span class="_ _3"></span>Programa </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">de Assistência a <span class="_ _4"></span>Mulheres em Situação de V<span class="_ _3"></span>ulnerabilidade Econômica em </div><div class="t m4da x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">Decorrência <span class="_ _8"></span>de Violência Domé<span class="_ _8"></span>stica e <span class="_ _8"></span>Familiar<span class="_ _3"></span>, <span class="_ _8"></span>mulheres <span class="_ _8"></span>essas <span class="_ _8"></span>que <span class="_ _8"></span>já vi<span class="_ _8"></span>-</div><div class="t m4db x3a hb y80 fff fs5 fc2 sc0 ls22 ws2b">venciaram <span class="_ _3"></span>os ef<span class="_ _3"></span>eitos <span class="_ _3"></span>e as <span class="_ _3"></span>cons<span class="_ _8"></span>equências da <span class="_ _3"></span>violência <span class="_ _3"></span>domé<span class="_ _8"></span>stica, <span class="_ _4"></span>acreditam </div><div class="t m4dc x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">que <span class="_ _4"></span>o emp<span class="_ _4"></span>rego é <span class="_ _3"></span>uma f<span class="_ _3"></span>erramenta v<span class="_ _3"></span>álida para <span class="_ _3"></span>diminuir a <span class="_ _3"></span>violência <span class="_ _3"></span>contra a </div><div class="t mb2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">mulher<span class="_ _3"></span>. <span class="_ _4"></span>Os <span class="_ _4"></span>demais gr<span class="_ _4"></span>upos (B <span class="_ _3"></span>e C), <span class="_ _3"></span>em menor <span class="_ _4"></span>grau, <span class="_ _4"></span>acreditam <span class="_ _4"></span>também <span class="_ _4"></span>que </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">o emprego diminui a viol<span class="_ _4"></span>ência doméstica.</div><div class="t m4dd x19 hb y84 fff fs5 fc2 sc0 lsa wsc"> <span class="_ _4"></span>Esse<span class="_ _8"></span>s <span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>ores encontrados <span class="_ _3"></span>conrmam a <span class="_ _3"></span>hipóte<span class="_ _8"></span>se de <span class="_ _3"></span>pe<span class="_ _8"></span>squisa <span class="_ _4"></span>nº <span class="_ _4"></span>5 <span class="_ _4"></span>(A <span class="_ _4"></span>in<span class="ls0 ws0">-</span></div><div class="t m4de x3a hb y85 fff fs5 fc2 sc0 lsd wsf">serção de <span class="_ _3"></span>mulhere<span class="_ _8"></span>s <span class="_ _4"></span>no <span class="_ _4"></span>mercado <span class="_ _4"></span>de <span class="_ _4"></span>trabalho <span class="_ _3"></span>diminui a <span class="_ _3"></span>violência <span class="_ _4"></span>doméstica).</div><div class="t m2 x4b h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">99</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m3b6 x19 hb y6a fff fs5 fc2 sc0 ls4 ws5">A m <span class="_ _8"></span>de <span class="_ _8"></span>corroborar ess<span class="_ _8"></span>es <span class="_ _8"></span>achados, <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>estimada <span class="_ _8"></span>a <span class="_ _8"></span>seguinte <span class="_ _8"></span>regressão </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">linear:</div><div class="t m2 x19 hb y87 fff fs5 fc2 sc0 ls0 ws0">JCD_i = a_i + B_1 Treat_i + B * Control<span class="_ _3"></span>e<span class="_ _8"></span>s_i + Erro_i</div><div class="t m2 x3a h1e y24f fff fsb fc2 sc0 ls0 ws0">T<span class="_ _5"></span>abela 2: Regre<span class="_ _8"></span>ssão linear – JCD (Fonte: <span class="ff1f">software</span> R)</div><div class="t m2 x19 hb y76 fff fs5 fc2 sc0 ls0 ws0">Da me<span class="_ _8"></span>sma <span class="_ _8"></span>f<span class="_ _3"></span>orma <span class="_ _8"></span>que zemos <span class="_ _8"></span>para o <span class="_ _8"></span>cálcul<span class="_ _3"></span>o <span class="_ _8"></span>do TDD<span class="_ _3"></span>V <span class="_ _8"></span>e <span class="_ _8"></span>do SIRD<span class="_ _3"></span>V<span class="_ _5"></span>, em </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">cada coluna <span class="_ _4"></span>apres<span class="_ _8"></span>entamos uma <span class="_ _4"></span>regressão dif<span class="_ _4"></span>erente com <span class="_ _4"></span>número <span class="_ _4"></span>dif<span class="_ _4"></span>eren-</div><div class="t m4df x3a hb y78 fff fs5 fc2 sc0 ls23 ws2c">te <span class="_ _8"></span>de efeit<span class="_ _3"></span>os <span class="_ _8"></span>xos. Incluímos <span class="_ _8"></span>ef<span class="_ _4"></span>eit<span class="_ _3"></span>os <span class="_ _8"></span>xos <span class="_ _8"></span>de <span class="_ _8"></span>idade<span class="_ _3"></span>, <span class="_ _8"></span>e<span class="_ _8"></span>scolaridade<span class="_ _4"></span>, e<span class="_ _8"></span>stado </div><div class="t m28d x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">civil, lhos, <span class="_ _3"></span>raça e <span class="_ _3"></span>religião. <span class="_ _4"></span>A<span class="_ _4"></span>dicionamos <span class="_ _4"></span>os ef<span class="_ _3"></span>eitos <span class="_ _3"></span>xos como <span class="_ _4"></span>control<span class="_ _3"></span>e em </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">cada coluna, <span class="_ _4"></span>uma a <span class="_ _4"></span>uma, para <span class="_ _4"></span>av<span class="_ _4"></span>aliar os <span class="_ _4"></span>ef<span class="_ _4"></span>eit<span class="_ _3"></span>os de cada contr<span class="_ _4"></span>ol<span class="_ _4"></span>e sobre <span class="_ _4"></span>os </div><div class="t m2f5 x3a hb y7b fff fs5 fc2 sc0 ls5 ws6">resultados. <span class="_ _4"></span>Como <span class="_ _4"></span>podemos <span class="_ _4"></span>ver<span class="_ _5"></span>, os <span class="_ _3"></span>re<span class="_ _8"></span>sultados <span class="_ _4"></span>são r<span class="_ _4"></span>obust<span class="_ _4"></span>os <span class="_ _4"></span>para <span class="_ _4"></span>a <span class="_ _4"></span>inclusão </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">dess<span class="_ _8"></span>es efeit<span class="_ _3"></span>os xos.</div><div class="t m4e0 x19 hb y7d fff fs5 fc2 sc0 lsf ws11">A<span class="_ _4"></span>o <span class="_ _8"></span>compararmos o <span class="_ _8"></span>Grupo <span class="_ _8"></span>A <span class="_ _8"></span>com os <span class="_ _8"></span>demais <span class="_ _8"></span>grupos, <span class="_ _8"></span>vericamos que </div><div class="t m5 x3a hb y7e fff fs5 fc2 sc0 ls6 ws8">a <span class="_ _8"></span>regressão <span class="_ _8"></span>reitera <span class="_ _8"></span>o <span class="_ _8"></span>resultado <span class="_ _8"></span>encontrado <span class="_ _8"></span>e <span class="_ _8"></span>ratica <span class="_ _8"></span>a <span class="_ _8"></span>conrmação <span class="_ _8"></span>da </div><div class="t m4e1 x3a hb y7f fff fs5 fc2 sc0 ls10 ws12">hipótes<span class="_ _8"></span>e <span class="_ _8"></span>nº <span class="_ _8"></span>5. A <span class="_ _8"></span>regre<span class="_ _8"></span>ssão nos <span class="_ _8"></span>mostra <span class="_ _8"></span>que <span class="_ _8"></span>o <span class="_ _8"></span>JCD <span class="_ _8"></span>dos Grupos <span class="_ _8"></span>B <span class="_ _8"></span>e <span class="_ _8"></span>C <span class="_ _8"></span>são </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">semelhante<span class="_ _8"></span>s e que a <span class="_ _8"></span>dif<span class="_ _3"></span>erença <span class="_ _8"></span>do JCD do Grupo A <span class="_ _8"></span>para o JCD dos demais </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">grupos é negativ<span class="_ _4"></span>a e estatisticamente <span class="_ _8"></span>signicativ<span class="_ _3"></span>a (p varia conf<span class="_ _3"></span>orme o nú-</div><div class="t m4e2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">mero <span class="_ _3"></span>de v<span class="_ _4"></span>ariáve<span class="_ _4"></span>is independ<span class="_ _4"></span>entes com <span class="_ _4"></span>ef<span class="_ _4"></span>eit<span class="_ _4"></span>os <span class="_ _4"></span>xos, <span class="_ _4"></span>ou <span class="_ _4"></span>seja, 0,01&lt; <span class="_ _4"></span>p <span class="_ _4"></span>&lt; <span class="_ _4"></span>0,1).</div><div class="t m4e3 x19 hb y83 fff fs5 fc2 sc0 lsf ws11">A <span class="_ _8"></span>gura abaixo <span class="_ _8"></span>f<span class="_ _4"></span>acilita <span class="_ _8"></span>visualizarmos as <span class="_ _8"></span>diferenças dos <span class="_ _8"></span>JCD <span class="_ _8"></span>entre <span class="_ _8"></span>os </div><div class="t m4e4 x3a hb y84 fff fs5 fc2 sc0 ls4 ws5">grupos, <span class="_ _8"></span>pois vemos os <span class="_ _8"></span>Grupos <span class="_ _8"></span>B e <span class="_ _8"></span>C <span class="_ _8"></span>bem distribuídos <span class="_ _8"></span>longitudinalmente<span class="_ _3"></span>, </div><div class="t m2e6 x3a hb y85 fff fs5 fc2 sc0 ls5 ws6">enquant<span class="_ _4"></span>o <span class="_ _4"></span>o Grupo <span class="_ _3"></span>A apres<span class="_ _8"></span>enta <span class="_ _3"></span>maior concentração <span class="_ _4"></span>à <span class="_ _4"></span>direita, demonstran<span class="ls0 ws0">-</span></div><div class="t m4e5 x3a hb y23 fff fs5 fc2 sc0 ls4 ws5">do <span class="_ _8"></span>que e<span class="_ _8"></span>ste grupo <span class="_ _8"></span>possui <span class="_ _8"></span>maior conança <span class="_ _8"></span>no <span class="_ _8"></span>emprego como <span class="_ _8"></span>f<span class="_ _4"></span>erramenta </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">100</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">para a diminuição <span class="_ _4"></span>da viol<span class="_ _3"></span>ência domé<span class="_ _8"></span>stica. Esse achado é particularmente </div><div class="t m4e6 x3a hb y86 fff fs5 fc2 sc0 ls23 ws2c">importante<span class="_ _4"></span>, <span class="_ _8"></span>pois e<span class="_ _8"></span>ste grupo <span class="_ _8"></span>(A) <span class="_ _8"></span>é <span class="_ _8"></span>o que <span class="_ _8"></span>possui <span class="_ _8"></span>maior “conhecimento de </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">causa”, uma v<span class="_ _4"></span>ez que t<span class="_ _3"></span>odas as suas integrante<span class="_ _8"></span>s f<span class="_ _3"></span>oram vítimas de viol<span class="_ _4"></span>ência </div><div class="t m4e7 x3a hb y88 fff fs5 fc2 sc0 lse ws10">doméstica <span class="_ _8"></span>e <span class="_ _8"></span>f<span class="_ _3"></span>oram <span class="_ _8"></span>inseridas <span class="_ _8"></span>no <span class="_ _8"></span>mercado de <span class="_ _8"></span>trabalho <span class="_ _8"></span>pel<span class="_ _4"></span>o <span class="_ _8"></span>progr<span class="_ _4"></span>ama <span class="_ _8"></span>de </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">cotas instituído pel<span class="_ _4"></span>o Senado Federal.</div><div class="t m2 x3a h1e y250 fff fsb fc2 sc0 ls0 ws0">Figura 1: Distribuição do JCD (Fonte: <span class="ff1f">software</span> R)</div><div class="t m2 x3a h28 y7b ff1b fs7 fc8 sc0 ls0 ws0">2.7.2. <span class="_ _40"> </span>Externalidade Negativ<span class="_ _4"></span>a</div><div class="t m23f x19 hb y7d fff fs5 fc2 sc0 ls5 ws6">A <span class="_ _4"></span>possibilidade de <span class="_ _3"></span>ocorrer externalidade <span class="_ _3"></span>negativa <span class="_ _4"></span>em <span class="_ _4"></span>uma política <span class="_ _3"></span>que </div><div class="t m4e8 x3a hb y7e fff fs5 fc2 sc0 ls8 wsa">res<span class="_ _8"></span>erve <span class="_ _3"></span>vagas <span class="_ _3"></span>de emprego <span class="_ _3"></span>para mulheres <span class="_ _4"></span>vítimas <span class="_ _4"></span>de <span class="_ _4"></span>viol<span class="_ _4"></span>ência <span class="_ _3"></span>domé<span class="_ _8"></span>stica <span class="_ _4"></span>f<span class="_ _3"></span>oi<span class="_ _8"></span> </div><div class="t m4e9 x3a hb y7f fff fs5 fc2 sc0 ls9 wsb">medida <span class="_ _4"></span>pela média <span class="_ _3"></span>aritmética da <span class="_ _3"></span>que<span class="_ _8"></span>stão <span class="_ _4"></span>de <span class="_ _4"></span>número <span class="_ _4"></span>24 <span class="_ _4"></span>(“Uma <span class="_ _4"></span>política <span class="_ _4"></span>de </div><div class="t m35a x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">cotas de <span class="_ _3"></span>emprego pode <span class="_ _3"></span>incentivar <span class="_ _4"></span>mulheres a <span class="_ _4"></span>realizarem <span class="_ _4"></span>f<span class="_ _3"></span>alsas denúncias </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">de viol<span class="_ _4"></span>ência doméstica para cons<span class="_ _8"></span>eguirem um emprego?”).</div><div class="t m4ea x19 hb y82 fff fs5 fc2 sc0 ls9 wsb">Os <span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>ores encontrados <span class="_ _4"></span>f<span class="_ _3"></span>oram 0,192 <span class="_ _3"></span>(Grupo A), <span class="_ _4"></span>0,233 <span class="_ _4"></span>(Grupo B) <span class="_ _3"></span>e 0,233 </div><div class="t m4eb x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">(Grupo C). <span class="_ _8"></span>Conf<span class="_ _4"></span>orme a <span class="_ _8"></span>modelagem <span class="_ _8"></span>da pergunta, <span class="_ _8"></span>quanto maior <span class="_ _8"></span>o val<span class="_ _3"></span>or <span class="_ _8"></span>da </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">média aritmética das re<span class="_ _8"></span>spostas dessa <span class="_ _8"></span>questão, maior a propensão de que </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">a política gere essa externalidade negativa.</div><div class="t m2 x19 hb y23 fff fs5 fc2 sc0 ls0 ws0">Primeiramente<span class="_ _4"></span>, é <span class="_ _8"></span>de <span class="_ _8"></span>se <span class="_ _8"></span>observar que, em <span class="_ _8"></span>uma e<span class="_ _8"></span>scala que <span class="_ _8"></span>v<span class="_ _4"></span>aria de <span class="_ _8"></span>0 <span class="_ _8"></span>a </div><div class="t m4ec x3a hb y251 fff fs5 fc2 sc0 lsc wse">1, <span class="_ _8"></span>os val<span class="_ _3"></span>ore<span class="_ _8"></span>s encontrados <span class="_ _8"></span>são <span class="_ _8"></span>baixos, o <span class="_ _8"></span>que <span class="_ _8"></span>e<span class="_ _4"></span>videncia baixo <span class="_ _8"></span>potencial <span class="_ _8"></span>de </div><div class="t m2 x3a hb y252 fff fs5 fc2 sc0 ls0 ws0">surgiment<span class="_ _4"></span>o de <span class="_ _4"></span>denúncias f<span class="_ _5"></span>alsas (externalidade <span class="_ _4"></span>negativ<span class="_ _4"></span>a). A<span class="_ _3"></span>dicionalmente, </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">101</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf67" class="pf wa h0" data-page-no="67"><div class="pc pc67 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m4ed x3a hb y6a fff fs5 fc2 sc0 lsd wsf">verica-se <span class="_ _4"></span>que <span class="_ _4"></span>o <span class="_ _4"></span>Grupo <span class="_ _3"></span>A (mulheres atendidas <span class="_ _3"></span>pelo <span class="_ _3"></span>Programa <span class="_ _4"></span>de <span class="_ _4"></span>Assistência </div><div class="t m388 x3a hb y86 fff fs5 fc2 sc0 ls9 wsb">a <span class="_ _4"></span>Mulheres em <span class="_ _4"></span>Situação <span class="_ _4"></span>de <span class="_ _4"></span>V<span class="_ _3"></span>ulnerabilidade Econômica <span class="_ _3"></span>em Decorrência <span class="_ _4"></span>de </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">Viol<span class="_ _4"></span>ência Doméstica) apres<span class="_ _8"></span>enta o menor <span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>or entre os <span class="_ _4"></span>três grupos, o que </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">ref<span class="_ _3"></span>orça a baixa <span class="_ _4"></span>probabilidade <span class="_ _4"></span>de essa externalidade <span class="_ _4"></span>negativ<span class="_ _3"></span>a ocorrer<span class="_ _3"></span>, uma </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">vez que e<span class="_ _8"></span>sse <span class="_ _8"></span>grupo é o <span class="_ _8"></span>que mais guarda <span class="_ _8"></span>correspondência <span class="_ _8"></span>com a situação </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">em análise.</div><div class="t m2 x3a h28 y6d ff1b fs7 fc8 sc0 ls0 ws0">2.7.3. <span class="_ _40"> </span>Cust<span class="_ _4"></span>os Afundados</div><div class="t m5 x19 hb y6f fff fs5 fc2 sc0 ls3d ws4e">Os <span class="_ _8"></span>cust<span class="_ _4"></span>os <span class="_ _8"></span>afundados <span class="_ _8"></span>f<span class="_ _3"></span>oram <span class="_ _8"></span>avaliados <span class="_ _8"></span>com <span class="_ _8"></span>enf<span class="_ _3"></span>oque <span class="_ _8"></span>em <span class="_ _8"></span>trê<span class="_ _8"></span>s <span class="_ _8"></span>f<span class="_ _3"></span>atores </div><div class="t m4e3 x3a hb y70 fff fs5 fc2 sc0 lsf ws11">(des<span class="_ _8"></span>emprego<span class="_ _4"></span>, <span class="_ _8"></span>tempo de <span class="_ _8"></span>relacionamento e <span class="_ _8"></span>existência <span class="_ _8"></span>de <span class="_ _8"></span>lhos) e <span class="_ _8"></span>f<span class="_ _4"></span>oram </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">calculados na f<span class="_ _3"></span>orma descrita no tópico 2.5.3 (Cust<span class="_ _3"></span>os Afundados).</div><div class="t m24 x19 hb y72 fff fs5 fc2 sc0 lsb wsd">P<span class="_ _4"></span>ara <span class="_ _4"></span>o <span class="_ _3"></span>de<span class="_ _8"></span>s<span class="_ _8"></span>emprego<span class="_ _3"></span>, os <span class="_ _3"></span>val<span class="_ _3"></span>ore<span class="_ _8"></span>s <span class="_ _4"></span>do <span class="_ _3"></span>custo <span class="_ _3"></span>afundado f<span class="_ _3"></span>oram, respectiv<span class="_ _4"></span>amen<span class="ls0 ws0">-</span></div><div class="t ma4 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">te<span class="_ _4"></span>, 30,77% <span class="_ _8"></span>(A), <span class="_ _8"></span>20,00% (B) <span class="_ _8"></span>e <span class="_ _8"></span>10,00% (C). <span class="_ _8"></span>V<span class="_ _5"></span>erica-s<span class="_ _8"></span>e que <span class="_ _8"></span>o <span class="_ _8"></span>des<span class="_ _8"></span>emprego é </div><div class="t m4ee x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">considerado um <span class="_ _3"></span>“custo <span class="_ _3"></span>afundado” sob <span class="_ _4"></span>a <span class="_ _4"></span>ótica da <span class="_ _3"></span>violência <span class="_ _3"></span>domé<span class="_ _8"></span>stica, em </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">especial para as mulhere<span class="_ _8"></span>s que já f<span class="_ _3"></span>oram vítimas dela (Grupo A).</div><div class="t m4ef x19 hb y76 fff fs5 fc2 sc0 lsb wsd">Os <span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>ores dos <span class="_ _3"></span>custos <span class="_ _3"></span>afundados para <span class="_ _3"></span>o <span class="_ _4"></span>tempo <span class="_ _4"></span>de <span class="_ _4"></span>relacionament<span class="_ _4"></span>o <span class="_ _3"></span>foram, </div><div class="t m27d x3a hb y77 fff fs5 fc2 sc0 ls23 ws2c">respectivamente<span class="_ _3"></span>, <span class="_ _8"></span>15,38% <span class="_ _8"></span>(A), <span class="_ _8"></span>10,00% (B) <span class="_ _8"></span>e <span class="_ _8"></span>0,00% (C). <span class="_ _8"></span>Com <span class="_ _8"></span>base <span class="_ _8"></span>ne<span class="_ _8"></span>sse<span class="_ _8"></span>s </div><div class="t m4f0 x3a hb y78 fff fs5 fc2 sc0 ls5 ws6">indicadores, podemos <span class="_ _4"></span>armar <span class="_ _4"></span>que o <span class="_ _3"></span>tempo de <span class="_ _3"></span>relacionamento <span class="_ _4"></span>é <span class="_ _4"></span>um <span class="_ _4"></span>cust<span class="_ _4"></span>o </div><div class="t m183 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">afundado<span class="_ _4"></span>, <span class="_ _4"></span>sob a <span class="_ _3"></span>ótica das <span class="_ _4"></span>mulheres, quando <span class="_ _3"></span>s<span class="_ _8"></span>e analisa <span class="_ _3"></span>a viol<span class="_ _3"></span>ência domés-</div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">tica, embora não <span class="_ _8"></span>tenha a me<span class="_ _8"></span>sma magnitude do <span class="_ _8"></span>que o de<span class="_ _8"></span>semprego. Cabe </div><div class="t m4f1 x3a hb y7b fff fs5 fc2 sc0 ls9 wsb">frisar <span class="_ _4"></span>que os <span class="_ _3"></span>homens (Grupo <span class="_ _3"></span>C) entendem <span class="_ _4"></span>que <span class="_ _4"></span>o <span class="_ _4"></span>tempo <span class="_ _4"></span>de relacionament<span class="_ _3"></span>o </div><div class="t m202 x3a hb y7c fff fs5 fc2 sc0 ls22 ws2b">não <span class="_ _4"></span>de<span class="_ _4"></span>ve <span class="_ _3"></span>inuenciar na <span class="_ _3"></span>tomada <span class="_ _3"></span>de decisão <span class="_ _4"></span>de <span class="_ _4"></span>uma <span class="_ _4"></span>mulher <span class="_ _4"></span>em <span class="_ _4"></span>permanecer </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">em um relacionament<span class="_ _4"></span>o abusivo (cust<span class="_ _3"></span>o afundado = zero).</div><div class="t m2 x19 hb y7e fff fs5 fc2 sc0 ls0 ws0">Já em relação à <span class="_ _4"></span>existência de lhos, os <span class="_ _4"></span>cust<span class="_ _4"></span>os afundados encontrados </div><div class="t m91 x3a hb y7f fff fs5 fc2 sc0 ls5 ws6">equiv<span class="_ _4"></span>al<span class="_ _4"></span>em, <span class="_ _4"></span>respectivamente<span class="_ _3"></span>, a <span class="_ _4"></span>15,38% (A), <span class="_ _3"></span>6,67% (B) <span class="_ _3"></span>e 13,33% <span class="_ _4"></span>(C). <span class="_ _4"></span>A exis<span class="ls0 ws0">-</span></div><div class="t m4f2 x3a hb y80 fff fs5 fc2 sc0 lsa wsc">tência <span class="_ _4"></span>de <span class="_ _4"></span>lhos <span class="_ _4"></span>é <span class="_ _4"></span>um <span class="_ _4"></span>cust<span class="_ _4"></span>o <span class="_ _3"></span>afundado l<span class="_ _3"></span>ev<span class="_ _4"></span>ado <span class="_ _3"></span>em consideração <span class="_ _4"></span>nas <span class="_ _3"></span>situaçõe<span class="_ _8"></span>s </div><div class="t m4f3 x3a hb y81 fff fs5 fc2 sc0 lsa wsc">de <span class="_ _4"></span>viol<span class="_ _4"></span>ência <span class="_ _4"></span>doméstica. Fat<span class="_ _3"></span>o a <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _4"></span>destacar é <span class="_ _3"></span>que os <span class="_ _3"></span>homens (Grupo <span class="_ _3"></span>C) v<span class="_ _4"></span>eem </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">a existência <span class="_ _4"></span>de lhos <span class="_ _3"></span>mais como cust<span class="_ _3"></span>os afundados de <span class="_ _4"></span>um relacionament<span class="_ _3"></span>o </div><div class="t m4f4 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">do <span class="_ _4"></span>que mulheres <span class="_ _4"></span>que não <span class="_ _3"></span>f<span class="_ _4"></span>oram vítimas <span class="_ _3"></span>de viol<span class="_ _3"></span>ência doméstica (Grupo <span class="_ _4"></span>B).</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">102</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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gAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAKZiaYCh+/u4XIwBAGz/99qMRBsEZKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACM2x9E0BzlSSh9eAAAAABJRU5ErkJggg=="/><div class="t m2 x5d h2a y253 ff24 fs10 fc2 sc0 ls4c ws0">CUST<span class="_ _4"></span>OS AFUNDADOS</div><div class="t m2 x46 h2b y254 ff25 fs11 fc2 sc0 ls0 ws0">Emprego<span class="_ _26"> </span>T<span class="_ _5"></span>empo de Relacionamento</div><div class="t m2 x34 h2b y255 ff25 fs11 fc2 sc0 ls0 ws0">Filhos</div><div class="t m2 x1f h2c y256 ff24 fs12 fc2 sc0 ls4d ws6b">35,00%</div><div class="t m2 x1f h2c y257 ff24 fs12 fc2 sc0 ls4d ws6b">30,00%</div><div class="t m2 x1f h2c y258 ff24 fs12 fc2 sc0 ls4d ws6b">25,00%</div><div class="t m2 x1f h2c y259 ff24 fs12 fc2 sc0 ls4d ws6b">20,00%</div><div class="t m2 x1f h2c y25a ff24 fs12 fc2 sc0 ls4d ws6b">15,00%</div><div class="t m2 x1f h2c y25b ff24 fs12 fc2 sc0 ls4d ws6b">10,00%</div><div class="t m2 x87 h2c y25c ff24 fs12 fc2 sc0 ls4d ws6b">5,00%</div><div class="t m2 x1f h2c y25d ff24 fs12 fc2 sc0 ls4d ws6b">00,00%</div><div class="t m4f5 x7c h2d y25e ff25 fs13 fc2 sc0 ls0 ws0">Emprego</div><div class="t m4f5 x7c h2d y25f ff25 fs13 fc2 sc0 ls0 ws0">T<span class="_ _3"></span>empo de Relacionamento</div><div class="t m4f5 x7c h2d y260 ff25 fs13 fc2 sc0 ls0 ws0">Filhos</div><div class="t mb7 x88 h2c y261 ff24 fs12 fc2 sc0 ls4d ws6b">30,77%</div><div class="t mb7 x89 h2c y262 ff24 fs12 fc9 sc0 ls0 ws0">A<span class="_ _43"> </span>B<span class="_ _28"> </span>C</div><div class="t mb7 x8a h2c y261 ff24 fs12 fc2 sc0 ls4d ws6b">20,00%</div><div class="t mb7 x88 h2c y263 ff24 fs12 fc2 sc0 ls4d ws6b">15,98%</div><div class="t mb7 x88 h2c y264 ff24 fs12 fc2 sc0 ls4d ws6b">15,38%<span class="_ _44"> </span>13,33%</div><div class="t mb7 x62 h2c y263 ff24 fs12 fc2 sc0 ls4d ws6b">10,00%</div><div class="t mb7 x62 h2c y261 ff24 fs12 fc2 sc0 ls4d ws6b">20,00%</div><div class="t mb7 x8b h2c y265 ff24 fs12 fc2 sc0 ls4d ws6b">6,67%</div><div class="t mb7 x8a h2c y266 ff24 fs12 fc2 sc0 ls4d ws6b">00,00%</div><div class="c x8c y267 wb h2e"><div class="t mb7 x3c h2a y268 ff24 fs10 fc2 sc0 ls4c ws0"><span class="fc3 sc0">PROGR</span><span class="fc3 sc0">A</span><span class="fc3 sc0">M</span><span class="fc3 sc0">A M</span><span class="fc3 sc0">ÃE NUTRIZ POR ANO</span></div><div class="t mb7 x1f h2b y269 ff25 fs11 fc2 sc0 ls0 ws0"><span class="fc3 sc0">2016 - 2021</span></div><div class="t mb7 x8d h2c y26a ff24 fs12 fc2 sc0 ls4d ws6b"><span class="fc3 sc0">40</span></div><div class="t mb7 x8d h2c y26b ff24 fs12 fc2 sc0 ls4d ws6b"><span class="fc3 sc0">30</span></div><div class="t mb7 x8d h2c y26c ff24 fs12 fc2 sc0 ls4d ws6b"><span class="fc3 sc0">20</span></div><div class="t mb7 x8d h2c y26d ff24 fs12 fc2 sc0 ls4d ws6b"><span class="fc3 sc0">10</span></div><div class="t mb7 x18 h2c y26e ff24 fs12 fc2 sc0 ls4d ws6b"><span class="fc3 sc0">2016</span><span class="_ _45"> </span><span class="fc3 sc0">2020</span><span class="_ _46"></span><span class="fc3 sc0">2017</span><span class="_ _47"> </span><span class="fc3 sc0">2019</span><span class="_ _48"></span><span class="fc3 sc0">2018</span><span class="_ _49"> </span><span class="fc3 sc0">2021</span></div><div class="t mb7 x70 h2c y26f ff24 fs12 fc2 sc0 ls0 ws0"><span class="fc3 sc0">0</span></div><div class="t mb7 x8e h2f y270 ff26 fs12 fc0 sc0 ls4d ws0"><span class="fc3 sc0">T</span><span class="_ _4"></span><span class="fc3 sc0">: 135</span></div><div class="t mb7 x8f h30 y271 ff26 fs10 fc2 sc0 ls4c ws0"><span class="fc3 sc0">Dados dos b</span><span class="fc3 sc0">enefícios às ser</span><span class="_ _8"></span><span class="fc3 sc0">vidor</span><span class="_ _4"></span><span class="fc3 sc0">as </span></div><div class="t mb7 x1d h30 y272 ff26 fs10 fc2 sc0 ls4c ws0"><span class="fc3 sc0">mães do SF (L</span><span class="_ _3"></span><span class="fc3 sc0">G - L</span><span class="_ _4"></span><span class="fc3 sc0">GP - P</span><span class="fc3 sc0">MN)</span></div><div class="t mb7 x90 h31 y273 ff25 fs14 fc2 sc0 ls0 ws0"><span class="fc3 sc0">2016 - 2021</span></div><div class="t mb7 x91 h32 y274 ff24 fs15 fc2 sc0 ls4e ws6c"><span class="fc3 sc0">40</span></div><div class="t mb7 x91 h32 y275 ff24 fs15 fc2 sc0 ls4e ws6c"><span class="fc3 sc0">30</span></div><div class="t mb7 x91 h32 y276 ff24 fs15 fc2 sc0 ls4e ws6c"><span class="fc3 sc0">20</span></div><div class="t mb7 x91 h32 y277 ff24 fs15 fc2 sc0 ls4e ws6c"><span class="fc3 sc0">10</span></div><div class="t mb7 x92 h32 y278 ff24 fs15 fc2 sc0 ls4e ws6c"><span class="fc3 sc0">2016</span><span class="_ _4a"> </span><span class="fc3 sc0">2020</span><span class="_ _4b"></span><span class="fc3 sc0">2017</span><span class="_ _4c"> </span><span class="fc3 sc0">2019</span><span class="_ _4d"></span><span class="fc3 sc0">2018</span><span class="_ _4e"> </span><span class="fc3 sc0">2021</span></div><div class="t mb7 x6 h32 y279 ff24 fs15 fc2 sc0 ls0 ws0"><span class="fc3 sc0">0</span></div><div class="t mb7 x64 h32 y27a ff24 fs15 fc2 sc0 ls4e ws0"><span class="fc3 sc0">L</span><span class="fc3 sc0">G - Lic</span><span class="_ _4"></span><span class="fc3 sc0">ença à gestan</span><span class="fc3 sc0">t</span><span class="fc3 sc0">e</span></div><div class="t mb7 x93 h32 y27b ff24 fs15 fc2 sc0 ls4e ws0"><span class="fc3 sc0">L</span><span class="fc3 sc0">GP - Lic</span><span class="_ _4"></span><span class="fc3 sc0">ença à gestan</span><span class="fc3 sc0">t</span><span class="fc3 sc0">e </span></div><div class="t mb7 x94 h32 y27c ff24 fs15 fc2 sc0 ls4e ws0"><span class="fc3 sc0">c</span><span class="fc3 sc0">om pr</span><span class="fc3 sc0">orr</span><span class="fc3 sc0">ogação</span></div><div class="t mb7 x95 h32 y27d ff24 fs15 fc2 sc0 ls4e ws0"><span class="fc3 sc0">P</span><span class="fc3 sc0">MN - P</span><span class="fc3 sc0">r</span><span class="fc3 sc0">og</span><span class="fc3 sc0">r</span><span class="_ _4"></span><span class="fc3 sc0">ama M</span><span class="fc3 sc0">ãe </span></div><div class="t mb7 x96 h32 y27e ff24 fs15 fc2 sc0 ls4e ws6c"><span class="fc3 sc0">Nutriz</span></div></div><div class="t mb7 x3a h1e y27f fff fsb fc2 sc0 ls0 ws0">Gráco 1: Custos Afundados (Fonte: Surv<span class="_ _3"></span>ey Monke<span class="_ _4"></span>y)</div><div class="t m4f6 x19 hb y76 fff fs5 fc2 sc0 lsc wse">Da <span class="_ _8"></span>análise <span class="_ _8"></span>dos indicadore<span class="_ _8"></span>s <span class="_ _8"></span>apres<span class="_ _8"></span>entados ne<span class="_ _8"></span>sta <span class="_ _8"></span>seção, podemos <span class="_ _8"></span>con<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">cluir que:</div><div class="t m2 x1d h27 y280 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y78 fff fs5 fc2 sc0 ls0 ws0">o desemprego, <span class="_ _3"></span>o tempo de <span class="_ _3"></span>relacionamento <span class="_ _3"></span>e a <span class="_ _4"></span>existência de <span class="_ _3"></span>lhos são </div><div class="t m4f7 x72 hb y79 fff fs5 fc2 sc0 ls23 ws2c">cust<span class="_ _4"></span>os <span class="_ _8"></span>afundados nos <span class="_ _8"></span>relacionament<span class="_ _4"></span>os <span class="_ _8"></span>em que <span class="_ _8"></span>há <span class="_ _8"></span>viol<span class="_ _4"></span>ência contra <span class="_ _8"></span>a </div><div class="t m2 x72 hb y7a fff fs5 fc2 sc0 ls0 ws0">mulher;</div><div class="t m2 x1d h27 y281 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y7b fff fs5 fc2 sc0 ls0 ws0">para as <span class="_ _8"></span>mulheres <span class="_ _8"></span>que já foram vítimas de violência (Grupo A), <span class="_ _8"></span>o maior </div><div class="t m4f8 x72 hb y7c fff fs5 fc2 sc0 ls4 ws5">cust<span class="_ _4"></span>o <span class="_ _8"></span>afundado f<span class="_ _4"></span>oi <span class="_ _8"></span>o emprego <span class="_ _8"></span>(30,77%). <span class="_ _8"></span>T<span class="_ _5"></span>empo <span class="_ _8"></span>de relacionamento e </div><div class="t m4f9 x72 hb y7d fff fs5 fc2 sc0 ls9 wsb">lhos <span class="_ _4"></span>possuem a <span class="_ _3"></span>me<span class="_ _8"></span>sma <span class="_ _4"></span>repres<span class="_ _8"></span>entatividade <span class="_ _4"></span>para <span class="_ _4"></span>ess<span class="_ _8"></span>e grupo <span class="_ _3"></span>(15,38%);</div><div class="t m2 x1d h27 y21b ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m1dc x72 hb y7e fff fs5 fc2 sc0 ls22 ws2b">para <span class="_ _4"></span>as <span class="_ _4"></span>mulheres que <span class="_ _4"></span>não <span class="_ _4"></span>f<span class="_ _3"></span>oram vítimas <span class="_ _4"></span>de <span class="_ _4"></span>viol<span class="_ _4"></span>ência <span class="_ _4"></span>(Grupo <span class="_ _4"></span>B), <span class="_ _4"></span>o <span class="_ _4"></span>maior </div><div class="t m333 x72 hb y7f fff fs5 fc2 sc0 ls9 wsb">cust<span class="_ _4"></span>o <span class="_ _4"></span>afundado também <span class="_ _3"></span>f<span class="_ _4"></span>oi <span class="_ _4"></span>o emprego <span class="_ _3"></span>(20,00%), seguido de <span class="_ _3"></span>tempo de </div><div class="t m2 x72 hb y80 fff fs5 fc2 sc0 ls0 ws0">relacionament<span class="_ _4"></span>o (10,00%) e lhos (6,67%), nessa ordem;</div><div class="t m2 x1d h27 y21d ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m4fa x72 hb y81 fff fs5 fc2 sc0 ls23 ws2c">para <span class="_ _8"></span>as mulhere<span class="_ _8"></span>s, <span class="_ _8"></span>vítimas ou <span class="_ _8"></span>não <span class="_ _8"></span>de violência domé<span class="_ _8"></span>stica, <span class="_ _8"></span>o principal </div><div class="t m4fb x72 hb y82 fff fs5 fc2 sc0 lsf ws11">cust<span class="_ _4"></span>o <span class="_ _8"></span>afundado é <span class="_ _8"></span>o <span class="_ _8"></span>de<span class="_ _8"></span>semprego. No <span class="_ _8"></span>entant<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _8"></span>para as <span class="_ _8"></span>mulhere<span class="_ _8"></span>s <span class="_ _8"></span>que </div><div class="t m4fc x72 hb y83 fff fs5 fc2 sc0 ls5 ws6">f<span class="_ _3"></span>oram vítimas, <span class="_ _3"></span>e<span class="_ _8"></span>sse cust<span class="_ _4"></span>o <span class="_ _4"></span>afundado <span class="_ _4"></span>(30,77%) <span class="_ _4"></span>é <span class="_ _4"></span>aproximadamente <span class="_ _3"></span>50% </div><div class="t m2 x72 hb y84 fff fs5 fc2 sc0 ls0 ws0">acima do cust<span class="_ _4"></span>o afundado para as mulheres não vítimas (20,00%); e</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">103</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf69" class="pf wa h0" data-page-no="69"><div class="pc pc69 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m2 x1d h27 y282 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m5 x72 hb y6a fff fs5 fc2 sc0 ls3d ws4e">para <span class="_ _8"></span>os <span class="_ _8"></span>homens <span class="_ _8"></span>(Grupo <span class="_ _8"></span>C), <span class="_ _8"></span>o <span class="_ _7"></span>maior <span class="_ _8"></span>cust<span class="_ _4"></span>o <span class="_ _8"></span>afundado <span class="_ _8"></span>f<span class="_ _4"></span>oi <span class="_ _8"></span>a <span class="_ _8"></span>existência </div><div class="t m479 x72 hb y86 fff fs5 fc2 sc0 lsc wse">de <span class="_ _8"></span>lhos (13,33%), <span class="_ _8"></span>seguido <span class="_ _8"></span>do <span class="_ _8"></span>des<span class="_ _8"></span>emprego <span class="_ _8"></span>(10,00%). Já <span class="_ _8"></span>o <span class="_ _8"></span>tempo de </div><div class="t m2 x72 hb y87 fff fs5 fc2 sc0 ls0 ws0">relacionament<span class="_ _4"></span>o não é considerado um cust<span class="_ _4"></span>o afundado<span class="_ _4"></span>.</div><div class="t m2 x3a h19 y6b ff11 fs1 fc8 sc0 ls0 ws0">3. <span class="_ _d"> </span> <span class="_ _13"></span>CONCL<span class="_ _3"></span>USÕES E SUGESTÕES P<span class="_ _5"></span>ARA </div><div class="t m2 x4c h19 y6c ff11 fs1 fc8 sc0 ls0 ws0">FUTURA<span class="_ _3"></span>S PESQUISA<span class="_ _5"></span>S</div><div class="t m4fd x19 hb y6e fff fs5 fc2 sc0 ls0 ws0">A <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>doméstica <span class="_ _8"></span>é <span class="_ _8"></span>uma que<span class="_ _8"></span>stão <span class="_ _8"></span>de saúde <span class="_ _8"></span>pública <span class="_ _8"></span>que nece<span class="_ _8"></span>ssita </div><div class="t m4fe x3a hb y6f fff fs5 fc2 sc0 lsf ws11">de <span class="_ _8"></span>urgente intervenção<span class="_ _4"></span>, <span class="_ _8"></span>uma <span class="_ _8"></span>v<span class="_ _4"></span>ez <span class="_ _8"></span>que ela <span class="_ _8"></span>pode <span class="_ _8"></span>causar <span class="_ _8"></span>diversos danos <span class="_ _8"></span>à </div><div class="t m4ff x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">saúde <span class="_ _4"></span>da mulher<span class="_ _5"></span>, al<span class="_ _3"></span>ém de <span class="_ _3"></span>cons<span class="_ _8"></span>equências mais <span class="_ _3"></span>gravosas e <span class="_ _3"></span>extremas, como </div><div class="t m30f x3a hb y71 fff fs5 fc2 sc0 lsf ws11">o <span class="_ _8"></span>abort<span class="_ _3"></span>o, <span class="_ _8"></span>o feminicídio e <span class="_ _8"></span>o <span class="_ _8"></span>suicídio<span class="_ _4"></span>. <span class="_ _8"></span>Consiste <span class="_ _8"></span>em agrante <span class="_ _8"></span>violação <span class="_ _8"></span>aos </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">direit<span class="_ _4"></span>os humanos fundamentais, protegidos pela nossa Carta Maior<span class="_ _5"></span>.</div><div class="t m347 x19 hb y73 fff fs5 fc2 sc0 ls4 ws5">A <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>não <span class="_ _8"></span>se <span class="_ _8"></span>restringe <span class="_ _8"></span>a <span class="_ _8"></span>agressõe<span class="_ _8"></span>s físicas; <span class="_ _8"></span>ela <span class="_ _8"></span>pode s<span class="_ _8"></span>er <span class="_ _8"></span>também </div><div class="t m500 x3a hb y74 fff fs5 fc2 sc0 ls22 ws2b">psicol<span class="_ _4"></span>ógica <span class="_ _4"></span>e <span class="_ _4"></span>sexual, deixando <span class="_ _4"></span>as <span class="_ _4"></span>mulheres em <span class="_ _3"></span>situação de <span class="_ _4"></span>vulnerabilidade </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">psicol<span class="_ _4"></span>ógica, social e econômica, inclusive l<span class="_ _3"></span>ev<span class="_ _3"></span>ando ao isolamento social.</div><div class="t m1e4 x19 hb y76 fff fs5 fc2 sc0 lsd wsf">Um <span class="_ _4"></span>aspect<span class="_ _4"></span>o <span class="_ _4"></span>rel<span class="_ _4"></span>e<span class="_ _3"></span>vante <span class="_ _3"></span>que f<span class="_ _3"></span>oi encontrado <span class="_ _3"></span>ne<span class="_ _8"></span>sta <span class="_ _4"></span>pesquisa consiste <span class="_ _3"></span>na au</div><div class="t m501 x43 hb y76 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m502 x3a hb y77 fff fs5 fc2 sc0 ls8 wsa">sência de <span class="_ _3"></span>dados de <span class="_ _4"></span>qualidade <span class="_ _4"></span>sobre <span class="_ _4"></span>viol<span class="_ _3"></span>ência doméstica. Muitas <span class="_ _3"></span>s<span class="_ _8"></span>ecretarias </div><div class="t m503 x3a hb y78 fff fs5 fc2 sc0 ls8 wsa">estaduais têm <span class="_ _3"></span>dados sobre <span class="_ _4"></span>seus respectivos <span class="_ _4"></span>estados. <span class="_ _3"></span>Contudo, <span class="_ _3"></span>é necessário </div><div class="t m504 x3a hb y79 fff fs5 fc2 sc0 ls4 ws5">construir <span class="_ _8"></span>base<span class="_ _8"></span>s de <span class="_ _8"></span>dados <span class="_ _8"></span>nacionais que <span class="_ _8"></span>possibilitem <span class="_ _8"></span>uma anális<span class="_ _8"></span>e do <span class="_ _8"></span>pro<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">bl<span class="_ _4"></span>ema de f<span class="_ _3"></span>orma abrangente e guiem a formulação de políticas públicas<span class="_ _3"></span>.</div><div class="t m2 x19 hb y7b fff fs5 fc2 sc0 ls0 ws0">Al<span class="_ _4"></span>ém da ausência de bases de dados nacionais <span class="_ _4"></span>abrangentes – por mu-</div><div class="t m505 x3a hb y7c fff fs5 fc2 sc0 ls22 ws2b">nicípio <span class="_ _4"></span>ou <span class="_ _4"></span>estado –, <span class="_ _4"></span>observamos <span class="_ _3"></span>que muit<span class="_ _4"></span>os <span class="_ _4"></span>dados <span class="_ _4"></span>são <span class="_ _4"></span>def<span class="_ _3"></span>asados, hav<span class="_ _4"></span>endo </div><div class="t m506 x3a hb y7d fff fs5 fc2 sc0 ls5 ws6">diculdade <span class="_ _3"></span>de obtenção <span class="_ _3"></span>de dados <span class="_ _3"></span>mais atuais<span class="_ _3"></span>. Essas <span class="_ _4"></span>dicul<span class="_ _4"></span>dades mostram </div><div class="t m507 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">que o <span class="_ _8"></span>probl<span class="_ _4"></span>ema <span class="_ _8"></span>ainda não <span class="_ _8"></span>é considerado <span class="_ _8"></span>prioridade <span class="_ _8"></span>por parte <span class="_ _8"></span>das <span class="_ _8"></span>aut<span class="_ _3"></span>ori<span class="_ _8"></span>-</div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">dades públicas.</div><div class="t m2 x19 hb y80 fff fs5 fc2 sc0 ls0 ws0">A L<span class="_ _4"></span>ei Maria <span class="_ _4"></span>da Penha <span class="_ _4"></span>compl<span class="_ _4"></span>et<span class="_ _4"></span>ou 15 <span class="_ _4"></span>anos de <span class="_ _4"></span>vigência e <span class="_ _4"></span>trouxe <span class="_ _4"></span>av<span class="_ _4"></span>anços </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">signicativos <span class="_ _4"></span>no <span class="_ _4"></span>combate <span class="_ _4"></span>à viol<span class="_ _3"></span>ência doméstica. Ainda <span class="_ _3"></span>falta <span class="_ _3"></span>muito <span class="_ _3"></span>a f<span class="_ _3"></span>azer<span class="_ _3"></span>. </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">Uma prioridade <span class="_ _8"></span>consiste na <span class="_ _8"></span>construção de <span class="_ _8"></span>base<span class="_ _8"></span>s de dados <span class="_ _8"></span>nacionais com </div><div class="t m508 x3a hb y83 fff fs5 fc2 sc0 lsb wsd">estatísticas conáv<span class="_ _4"></span>eis <span class="_ _3"></span>e des<span class="_ _8"></span>enho <span class="_ _3"></span>de políticas <span class="_ _3"></span>públicas que <span class="_ _3"></span>e<span class="_ _8"></span>stejam <span class="_ _3"></span>bas<span class="_ _8"></span>eadas </div><div class="t m509 x3a hb y84 fff fs5 fc2 sc0 lsc wse">nas <span class="_ _8"></span>e<span class="_ _3"></span>vidências. Para isso <span class="_ _8"></span>é fundamental <span class="_ _8"></span>o <span class="_ _8"></span>envol<span class="_ _3"></span>vimento e <span class="_ _8"></span>a <span class="_ _8"></span>participação </div><div class="t m4d0 x3a hb y85 fff fs5 fc2 sc0 ls5 ws6">dos <span class="_ _4"></span>funcionários públicos <span class="_ _3"></span>que atuam <span class="_ _3"></span>ne<span class="_ _8"></span>ssas áreas <span class="_ _3"></span>e<span class="_ _8"></span>specializadas, <span class="_ _4"></span>al<span class="_ _4"></span>ém <span class="_ _4"></span>de </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">104</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf6a" class="pf wa h0" data-page-no="6a"><div class="pc pc6a wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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class="t m50a x3a hb y6a fff fs5 fc2 sc0 ls4 ws5">um <span class="_ _8"></span>esf<span class="_ _4"></span>orço de <span class="_ _8"></span>integração <span class="_ _8"></span>por parte <span class="_ _8"></span>do <span class="_ _8"></span>núcl<span class="_ _4"></span>eo mais <span class="_ _8"></span>próximo <span class="_ _8"></span>ao chefe do </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>oder Executivo<span class="_ _3"></span>.</div><div class="t m50b x19 hb y87 fff fs5 fc2 sc0 ls7 ws9">A <span class="_ _8"></span>literatura internacional <span class="_ _8"></span>demonstra <span class="_ _8"></span>que a <span class="_ _8"></span>mulher <span class="_ _8"></span>depender <span class="_ _8"></span>econo<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m50c x3a hb y88 fff fs5 fc2 sc0 ls5 ws6">micamente <span class="_ _4"></span>do marido <span class="_ _3"></span>é um <span class="_ _3"></span>dos f<span class="_ _3"></span>atores predit<span class="_ _3"></span>ore<span class="_ _8"></span>s <span class="_ _4"></span>da viol<span class="_ _3"></span>ência doméstica. </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">Al<span class="_ _4"></span>ém disso, vericamos a <span class="_ _8"></span>existência <span class="_ _8"></span>de custos afundados <span class="_ _8"></span>do de<span class="_ _8"></span>semprego </div><div class="t m475 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">nos relacionament<span class="_ _3"></span>os abusiv<span class="_ _4"></span>os, <span class="_ _4"></span>principalmente quando <span class="_ _3"></span>analisamos as <span class="_ _3"></span>mu-</div><div class="t m50d x3a hb y6c fff fs5 fc2 sc0 lse ws10">lheres <span class="_ _8"></span>vítimas <span class="_ _8"></span>de <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>domé<span class="_ _8"></span>stica. Ne<span class="_ _8"></span>sse <span class="_ _8"></span>s<span class="_ _8"></span>entido<span class="_ _4"></span>, políticas <span class="_ _8"></span>públicas </div><div class="t m50e x3a hb y6d fff fs5 fc2 sc0 ls23 ws2c">que <span class="_ _8"></span>visem <span class="_ _8"></span>à <span class="_ _8"></span>independência econômica <span class="_ _8"></span>da <span class="_ _8"></span>mulher<span class="_ _5"></span>, <span class="_ _8"></span>como <span class="_ _8"></span>o <span class="_ _8"></span>Programa de </div><div class="t m50f x3a hb y6e fff fs5 fc2 sc0 ls8 wsa">Assistência <span class="_ _4"></span>a <span class="_ _4"></span>Mulheres Vítimas <span class="_ _3"></span>de Viol<span class="_ _3"></span>ência Doméstica e <span class="_ _3"></span>Familiar instituído </div><div class="t m136 x3a hb y6f fff fs5 fc2 sc0 ls22 ws2b">pel<span class="_ _4"></span>o <span class="_ _4"></span>Senado <span class="_ _4"></span>Federal, <span class="_ _4"></span>de<span class="_ _4"></span>vem <span class="_ _3"></span>s<span class="_ _8"></span>er <span class="_ _4"></span>incentiv<span class="_ _4"></span>adas <span class="_ _4"></span>e <span class="_ _4"></span>pensadas <span class="_ _4"></span>pel<span class="_ _4"></span>os <span class="_ _4"></span>promot<span class="_ _4"></span>ores </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">de políticas públicas<span class="_ _4"></span>.</div><div class="t m2 x3a h19 y73 ff11 fs1 fc8 sc0 ls0 ws0">REFERÊNCIA<span class="_ _3"></span>S BIBLIOGRÁFICA<span class="_ _4"></span>S</div><div class="t m510 x3a hb y75 fff fs5 fc2 sc0 ls4 ws5">AGÜERO, <span class="_ _8"></span>J. M. <span class="_ _8"></span>CO<span class="_ _4"></span>VID-19 and <span class="_ _8"></span>the <span class="_ _8"></span>rise <span class="_ _8"></span>of <span class="_ _8"></span>intimate partner <span class="_ _8"></span>viol<span class="_ _4"></span>ence<span class="_ _4"></span>. <span class="ff1f ls4f ws46">Wo<span class="_ _8"></span>rld<span class="_ _8"></span> </span></div><div class="t m2 x3a hb y76 ff1f fs5 fc2 sc0 ls0 ws0">De<span class="_ _4"></span>vel<span class="_ _3"></span>opment<span class="fff">, v<span class="_ _3"></span>. 137, 2021.</span></div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">ANGRIST<span class="_ _6"></span>, J. D.; PISCHKE, J. <span class="_ _4"></span><span class="ff1f ws4e">Mostl<span class="_ _3"></span>y harmless econometrics: <span class="fff ws0">an empiricist’s </span></span></div><div class="t m511 x3a hb y79 fff fs5 fc2 sc0 lsa wsc">companion. <span class="_ _4"></span>Economics <span class="_ _3"></span>Books, Princet<span class="_ _3"></span>on Univ<span class="_ _4"></span>ersity <span class="_ _4"></span>Press, edition <span class="_ _3"></span>1, number </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">8769, 2009.</div><div class="t m512 x3a hb y7c fff fs5 fc2 sc0 ls9 wsb">ERT<span class="_ _3"></span>AN, <span class="_ _4"></span>D.; EL-HAGE, <span class="_ _3"></span>W<span class="_ _5"></span>.; THIERRÉE, <span class="_ _4"></span>S.; <span class="_ _4"></span>JA<span class="_ _3"></span>VEL<span class="_ _3"></span>OT<span class="_ _5"></span>, H.; <span class="_ _3"></span>HINGRA<span class="_ _3"></span>Y<span class="_ _5"></span>, <span class="_ _4"></span>C. CO<span class="_ _3"></span>VID-19: </div><div class="t m513 x3a hb y7d fff fs5 fc2 sc0 ls4 ws5">urgency <span class="_ _8"></span>f<span class="_ _3"></span>or <span class="_ _8"></span>distancing from <span class="_ _8"></span>domestic <span class="_ _8"></span>violence<span class="_ _3"></span>. <span class="_ _8"></span><span class="ff1f ws30">European Journal of P<span class="_ _3"></span>sy<span class="ls0 ws0">-</span></span></div><div class="t m2 x3a hb y7e ff1f fs5 fc2 sc0 ls0 ws0">chotraumat<span class="_ _4"></span>ol<span class="_ _4"></span>ogy<span class="fff">, v<span class="_ _3"></span>. 11, n. 1, 2020.</span></div><div class="t m5 x3a hb y80 fff fs5 fc2 sc0 ls39 ws48">FENILLI, <span class="_ _8"></span>R. <span class="_ _8"></span><span class="ff1f ws6d">A nov<span class="_ _3"></span>a lei de licitações e as mulheres vítimas de violência </span></div><div class="t m514 x3a hb y81 ff1f fs5 fc2 sc0 ls4 ws5">doméstica.<span class="fff"> <span class="_ _8"></span>Disponível em: <span class="_ _8"></span>https://www.sollicita.com.br/Noticia/?p_idNo<span class="_ _8"></span><span class="ls0 ws0">-</span></span></div><div class="t m509 x3a hb y82 fff fs5 fc2 sc0 lsc wse">ticia=17429&amp;n=a-nov<span class="_ _3"></span>a-lei-de-licita%C3%A7%C3%B5es-. <span class="_ _8"></span>A<span class="_ _4"></span>cesso <span class="_ _8"></span>em: <span class="_ _8"></span>27 </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">maio 2021.</div><div class="t m515 x3a hb y85 fff fs5 fc2 sc0 lsf ws11">GARCES, <span class="_ _8"></span>E.; THOMAS, D.; <span class="_ _8"></span>CURRIE, <span class="_ _8"></span>J. <span class="_ _8"></span>L<span class="_ _4"></span>onger-term <span class="_ _8"></span>eff<span class="_ _3"></span>ects <span class="_ _8"></span>of <span class="_ _8"></span>Head <span class="_ _8"></span>Start. </div><div class="t m2 x3a hb y23 ff1f fs5 fc2 sc0 ls0 ws0">American Economic Re<span class="_ _4"></span>view<span class="fff"> 92(4), p 999-1012, 2002.</span></div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">105</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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ACFagIAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChmgAAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoJgAAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAMlVE2TR+mcEANgx/2GEFHyoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAHC3BTwWEC9EUk15AAAAAElFTkSuQmCC"/><div class="t m516 x3a hb y6a fff fs5 fc2 sc0 ls8 wsa">GARCIA-MORENO, <span class="_ _4"></span>C.; <span class="_ _4"></span>JANSEN, <span class="_ _4"></span>H.; <span class="_ _4"></span>ELLSBERG, <span class="_ _4"></span>M.; <span class="_ _4"></span>HEISE, <span class="_ _4"></span>L.; <span class="_ _4"></span>W<span class="_ _4"></span>A<span class="_ _3"></span>TTS, <span class="_ _4"></span>C. <span class="_ _4"></span>Pre<span class="_ _4"></span>v<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">al<span class="_ _4"></span>ence of intimate partner viol<span class="_ _3"></span>ence:<span class="ff1f"> </span>ndings from the <span class="_ _4"></span>WHO multi-country </div><div class="t m517 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">study on <span class="_ _8"></span>women’s <span class="_ _8"></span>health and <span class="_ _8"></span>dome<span class="_ _8"></span>stic violence<span class="_ _3"></span>. <span class="_ _8"></span><span class="ff1f">Lancet</span>, v<span class="_ _3"></span>. <span class="_ _8"></span>368, n. <span class="_ _8"></span>9543, </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">p<span class="_ _4"></span>. 1260–1269, 2006.</div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">GEBREW<span class="_ _4"></span>AHD, G. T<span class="_ _6"></span>.; GEBREMESKEL, G. G.; T<span class="_ _3"></span>ADESSE, D. B. Intimate partner </div><div class="t md8 x3a hb y6c fff fs5 fc2 sc0 ls23 ws2c">viol<span class="_ _4"></span>ence <span class="_ _8"></span>against reproductive age <span class="_ _8"></span>women <span class="_ _8"></span>during COVID-19 pandemic <span class="_ _8"></span>in </div><div class="t m11 x3a hb y6d fff fs5 fc2 sc0 ls5 ws6">northern <span class="_ _4"></span>Ethiopia 2020: <span class="_ _3"></span>A community-based cr<span class="_ _4"></span>oss-sectional study<span class="_ _3"></span>. <span class="ff1f">Repro<span class="ls0 ws0">-</span></span></div><div class="t m2 x3a hb y6e ff1f fs5 fc2 sc0 ls0 ws0">ductive Health<span class="fff">, v<span class="_ _5"></span>. 17, n. 1, 2020.</span></div><div class="t me7 x3a hb y70 fff fs5 fc2 sc0 lsb wsd">GULA<span class="_ _3"></span>TI, <span class="_ _4"></span>G.; <span class="_ _4"></span>KELL<span class="_ _6"></span>Y<span class="_ _5"></span>, <span class="_ _4"></span>B. <span class="_ _3"></span>D. Domestic viol<span class="_ _3"></span>ence against <span class="_ _3"></span>women <span class="_ _4"></span>and <span class="_ _4"></span>the <span class="_ _4"></span>CO<span class="_ _3"></span>VID-19<span class="_ _8"></span> </div><div class="t m518 x3a hb y71 fff fs5 fc2 sc0 ls5 ws6">pandemic:<span class="ff1f ls0 ws0"> <span class="_ _4"></span><span class="fff ls5 ws6">what is <span class="_ _3"></span>the rol<span class="_ _3"></span>e of <span class="_ _3"></span>psychiatry?<span class="ff1f ws2f"> International Journal of Law and </span></span></span></div><div class="t m2 x3a hb y72 ff1f fs5 fc2 sc0 ls0 ws0">Psychiatry<span class="fff">, v<span class="_ _5"></span>. 71, 2020.</span></div><div class="t m519 x3a hb y74 fff fs5 fc2 sc0 ls10 ws12">INCE <span class="_ _8"></span>YENILMEZ, M. <span class="_ _8"></span>The <span class="_ _8"></span>Covid-19 <span class="_ _8"></span>pandemic and <span class="_ _8"></span>the <span class="_ _8"></span>struggle to tackle </div><div class="t m51a x3a hb y75 fff fs5 fc2 sc0 ls9 wsb">gender-based viol<span class="_ _3"></span>ence<span class="ff1f ls0 ws0">.<span class="ff10"> </span><span class="ls9 ws2f">Journal of A<span class="_ _4"></span>dult Protection<span class="fff wsb">, <span class="_ _3"></span>v<span class="_ _3"></span>. 22, <span class="_ _4"></span>n. <span class="_ _4"></span>6, <span class="_ _4"></span>p<span class="_ _4"></span>. <span class="_ _4"></span>391–399, </span></span></span></div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">2020.</div><div class="t m46c x3a hb y78 fff fs5 fc2 sc0 ls9 wsb">JEWKES, <span class="_ _4"></span>R.; <span class="_ _4"></span>LEVIN, J.; <span class="_ _3"></span>PENN-KEKANA, L. <span class="_ _3"></span>Risk f<span class="_ _3"></span>actors <span class="_ _3"></span>f<span class="_ _4"></span>or domestic <span class="_ _4"></span>viol<span class="_ _4"></span>ence: </div><div class="t m4e2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">ndings <span class="_ _4"></span>from <span class="_ _4"></span>a <span class="_ _4"></span>South <span class="_ _4"></span>African <span class="_ _4"></span>cross-sectional study<span class="_ _3"></span>. <span class="_ _4"></span><span class="ff1f ws2f">Social Science &amp; Med<span class="ws0">-</span></span></div><div class="t m2 x3a hb y7a ff1f fs5 fc2 sc0 ls0 ws0">icine<span class="fff">, v<span class="_ _3"></span>. 55, n. 9, p<span class="_ _4"></span>. 1603-1617, 2002.</span></div><div class="t m286 x3a hb y7c fff fs5 fc2 sc0 lsc wse">KOFMAN, <span class="_ _8"></span>Y<span class="_ _6"></span>. <span class="_ _8"></span>B.; GARFIN, <span class="_ _8"></span>D. <span class="_ _8"></span>R. Home <span class="_ _8"></span>is <span class="_ _8"></span>not <span class="_ _8"></span>al<span class="_ _4"></span>ways a <span class="_ _8"></span>haven:<span class="ff1f ls0 ws0"> </span>The <span class="_ _8"></span>domestic </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">viol<span class="_ _4"></span>ence crisis <span class="_ _3"></span>amid the CO<span class="_ _3"></span>VID-19 pandemic<span class="ff1f">.<span class="ff10"> </span><span class="ws6e">P<span class="_ _3"></span>sychological Trauma<span class="fff ws0">, <span class="_ _4"></span>v<span class="_ _3"></span>. 12, </span></span></span></div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">n. S1, p 199-201, 2020.</div><div class="t m51b x3a hb y80 fff fs5 fc2 sc0 ls9 wsb">KUMAR, <span class="_ _4"></span>A. <span class="_ _4"></span>CO<span class="_ _4"></span>VID-19 <span class="_ _4"></span>and <span class="_ _4"></span>domestic viol<span class="_ _3"></span>ence: a <span class="_ _3"></span>possible <span class="_ _3"></span>public health <span class="_ _3"></span>crisis<span class="ff1f ls0 ws0">.<span class="ff10"> </span></span></div><div class="t m2 x3a hb y81 ff1f fs5 fc2 sc0 ls0 ws0">Journal of Health Management<span class="fff">, v<span class="_ _3"></span>. 22, n. 2, p<span class="_ _4"></span>. 192-196, 2020.</span></div><div class="t m51c x3a hb y83 fff fs5 fc2 sc0 ls9 wsb">LIMA, <span class="_ _4"></span>V<span class="_ _6"></span>. The <span class="_ _4"></span>rol<span class="_ _3"></span>e of <span class="_ _4"></span>l<span class="_ _4"></span>ocal <span class="_ _4"></span>gov<span class="_ _4"></span>ernment <span class="_ _4"></span>in <span class="_ _4"></span>the <span class="_ _4"></span>pre<span class="_ _4"></span>vention <span class="_ _3"></span>of viol<span class="_ _3"></span>ence against </div><div class="t m3d2 x3a hb y84 fff fs5 fc2 sc0 ls8 wsa">women <span class="_ _4"></span>and <span class="_ _4"></span>girls <span class="_ _3"></span>during the <span class="_ _3"></span>COVID-19 <span class="_ _3"></span>pandemic. <span class="_ _4"></span><span class="ff1f ws2f">Bull<span class="_ _4"></span>etin of Latin American </span></div><div class="t m2 x3a hb y85 ff1f fs5 fc2 sc0 ls0 ws0">Res<span class="_ _8"></span>earch<span class="fff">, v<span class="_ _3"></span>. 39, n. S1, p<span class="_ _4"></span>. 84–87, 2020.</span></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">106</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2cf x3a hb y6a fff fs5 fc2 sc0 ls23 ws2c">MARQUES, <span class="_ _8"></span>E.; DE <span class="_ _8"></span>MORAES, <span class="_ _8"></span>C.; HASSELMANN, M. <span class="_ _8"></span>H.; DESLANDES, <span class="_ _8"></span>S.; <span class="_ _8"></span>RE<span class="ls0 ws0">-</span></div><div class="t m36a x3a hb y86 fff fs5 fc2 sc0 lsa wsc">ICHENCHEIM, <span class="_ _4"></span>M. <span class="_ _4"></span>Viol<span class="_ _4"></span>ence <span class="_ _4"></span>against <span class="_ _4"></span>women, <span class="_ _4"></span>children, <span class="_ _3"></span>and adol<span class="_ _3"></span>e<span class="_ _8"></span>scents <span class="_ _3"></span>during<span class="_ _8"></span> </div><div class="t m51d x3a hb y87 fff fs5 fc2 sc0 ls10 ws12">the <span class="_ _8"></span>CO<span class="_ _3"></span>VID-19 <span class="_ _8"></span>pandemic<span class="ff1f ls0 ws0">:</span> <span class="_ _8"></span>overview, contributing <span class="_ _8"></span>f<span class="_ _3"></span>actors, and <span class="_ _8"></span>mitigating </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">measures. <span class="ff1f">Cadernos de Saúde Pública</span>, v<span class="_ _5"></span>. 36, n. 4, 2020.</div><div class="t m51e x3a hb y6b fff fs5 fc2 sc0 ls23 ws2c">RA<span class="_ _4"></span>O, <span class="_ _8"></span>V<span class="_ _6"></span>. <span class="_ _8"></span>Wif<span class="_ _4"></span>e-beating in <span class="_ _8"></span>rural <span class="_ _8"></span>South <span class="_ _8"></span>India<span class="ff1f">: <span class="_ _8"></span></span>A qualitative and <span class="_ _8"></span>econometric </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">anal<span class="_ _4"></span>ysis<span class="ff1f">.<span class="ff10"> </span>Social Science and Medicine</span>, v<span class="_ _3"></span>. 44, n. 8, p<span class="_ _4"></span>. 1169-1180, 1997.</div><div class="t m51f x3a hb y6e fff fs5 fc2 sc0 lsd wsf">S<span class="_ _4"></span>A<span class="_ _3"></span>YUMPORN, <span class="_ _4"></span>W<span class="_ _5"></span>.; PEDROS<span class="_ _3"></span>A, C.; <span class="_ _3"></span>L<span class="_ _3"></span>OPEZ, V<span class="_ _6"></span>. Domestic <span class="_ _4"></span>viol<span class="_ _4"></span>ence <span class="_ _4"></span>against <span class="_ _3"></span>women<span class="ff1f ls0 ws0">: </span></div><div class="t m4d6 x3a hb y6f fff fs5 fc2 sc0 ls8 wsa">incidence <span class="_ _4"></span>and <span class="_ _4"></span>pre<span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>ence <span class="_ _4"></span>in <span class="_ _4"></span>an <span class="_ _4"></span>emergency <span class="_ _4"></span>department <span class="_ _4"></span>population<span class="ff1f ls0 ws0">.<span class="ff10"> </span></span><span class="ff1f">Journal </span></div><div class="t m2 x3a hb y70 ff1f fs5 fc2 sc0 ls0 ws0">of Nursing Education and Practice<span class="fff">, v<span class="_ _3"></span>. 2, n. 4, p<span class="_ _4"></span>. 146-154, 2012.</span></div><div class="t m520 x3a hb y72 fff fs5 fc2 sc0 ls5 ws6">SCHULER, <span class="_ _4"></span>S. R.; <span class="_ _3"></span>HA<span class="_ _4"></span>SHEMI, <span class="_ _4"></span>S. M.; <span class="_ _3"></span>RILLEY<span class="_ _5"></span>, <span class="_ _4"></span>A. P<span class="_ _6"></span>,; <span class="_ _4"></span>AKHTER, <span class="_ _4"></span>S. <span class="_ _4"></span>Credit pr<span class="_ _4"></span>ograms, </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">patriarchy and men’s violence against women in rural Bangladesh<span class="ff1f ws2b">. Social </span></div><div class="t m2 x3a hb y74 ff1f fs5 fc2 sc0 ls0 ws0">Science &amp; Medicine<span class="fff">, v<span class="_ _3"></span>. 43, n. 12, p<span class="_ _4"></span>. 1729-1742, 1996.</span></div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">SEDIRI, S.; <span class="_ _8"></span>ZGUEB, Y<span class="_ _5"></span>.; OU<span class="_ _3"></span>ANES, <span class="_ _8"></span>S.; OU<span class="_ _3"></span>ALI, T<span class="_ _5"></span>.; <span class="_ _8"></span>BOURGOU<span class="_ _3"></span>, <span class="_ _8"></span>S.; JOMLI, R.; <span class="_ _8"></span>NA-</div><div class="t m521 x3a hb y77 fff fs5 fc2 sc0 lsc wse">CEF<span class="_ _6"></span>, <span class="_ _8"></span>F<span class="_ _6"></span>. <span class="_ _8"></span>Women’s mental <span class="_ _8"></span>health<span class="ff1f">: <span class="_ _8"></span></span>acute impact <span class="_ _8"></span>of <span class="_ _8"></span>CO<span class="_ _4"></span>VID-19 pandemic <span class="_ _8"></span>on </div><div class="t m495 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">domestic viol<span class="_ _4"></span>ence<span class="ff1f">.<span class="ff10"> <span class="_ _3"></span><span class="ff1f ws2f">Archives of Women’s Mental Health<span class="fff ws0">, v<span class="_ _5"></span>. 23, <span class="_ _3"></span>n. 6, <span class="_ _4"></span>p<span class="_ _4"></span>. <span class="_ _4"></span>749-</span></span></span></span></div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">756, 2020.</div><div class="t m5 x3a hb y7b fff fs5 fc2 sc0 ls6 ws8">SHARMA, <span class="_ _8"></span>A.; <span class="_ _8"></span>BORAH, <span class="_ _8"></span>S. <span class="_ _8"></span>B. Covid-19 <span class="_ _8"></span>and <span class="_ _8"></span>dome<span class="_ _8"></span>stic violence: <span class="_ _8"></span>an <span class="_ _8"></span>indirect </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">path to social and economic crisis<span class="ff1f">.<span class="ff10"> <span class="_ _8"></span></span><span class="ws6f">Journal of Famil<span class="_ _3"></span>y Violence<span class="fff ws0">, v<span class="_ _3"></span>. 2667, <span class="_ _8"></span>n. </span></span></span></div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">20, p<span class="_ _4"></span>. 1-7, 2020.</div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">SINGH, M. <span class="_ _3"></span>Dome<span class="_ _8"></span>stic <span class="_ _4"></span>harassment of <span class="_ _3"></span>women and <span class="_ _4"></span>children <span class="_ _3"></span>during CO<span class="_ _4"></span>VID-19<span class="ff1f">.<span class="ff10"> </span></span></div><div class="t m522 x3a hb y80 ff1f fs5 fc2 sc0 ls22 ws7">European Journal of Mol<span class="_ _3"></span>ecular and Clinical Medicine<span class="fff ws2b">, v<span class="_ _5"></span>. 7, <span class="_ _4"></span>n. <span class="_ _4"></span>6, <span class="_ _4"></span>p<span class="_ _4"></span>. <span class="_ _4"></span>754-761, </span></div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">2020.</div><div class="t m523 x3a hb y83 fff fs5 fc2 sc0 ls4 ws5">SUGA, <span class="_ _8"></span>T<span class="_ _6"></span>. <span class="_ _8"></span>Protecting women: <span class="_ _8"></span>new dome<span class="_ _8"></span>stic <span class="_ _8"></span>viol<span class="_ _3"></span>ence <span class="_ _8"></span>countermeasure<span class="_ _8"></span>s f<span class="_ _4"></span>or </div><div class="t m1ca x3a hb y84 fff fs5 fc2 sc0 ls23 ws2c">CO<span class="_ _4"></span>VID-19 <span class="_ _8"></span>in Japan<span class="ff1f ls0 ws0">.<span class="ff10"> <span class="_ _8"></span></span><span class="ls23 ws31">Sexual and Reproductiv<span class="_ _4"></span>e Health Matters<span class="fff ws2c">, <span class="_ _8"></span>v<span class="_ _5"></span>. <span class="_ _8"></span>29, <span class="_ _8"></span>n. <span class="_ _8"></span>1, </span></span></span></div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">p<span class="_ _4"></span>. 1-4, 2021.</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">107</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m16e x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">T<span class="_ _3"></span>ABAK, <span class="_ _3"></span>B. M. <span class="_ _4"></span>Análise econômica <span class="_ _4"></span>do <span class="_ _4"></span>direit<span class="_ _4"></span>o: <span class="_ _4"></span>proposições l<span class="_ _3"></span>egislativas <span class="_ _3"></span>e polí-</div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">ticas públicas<span class="ff1f">.<span class="ff10"> <span class="_ _8"></span></span><span class="ws70">Re<span class="_ _3"></span>vista de Informação L<span class="_ _3"></span>egislativa<span class="fff ws0">, Brasília, ano <span class="_ _8"></span>52, n. 205, </span></span></span></div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">p<span class="_ _4"></span>. 321-349, 2015.</div><div class="t m38d x3a hb y89 fff fs5 fc2 sc0 ls5 ws6">T<span class="_ _3"></span>ABAK, <span class="_ _3"></span>B.; AMARAL, <span class="_ _4"></span>P<span class="_ _6"></span>. Viese<span class="_ _8"></span>s cognitiv<span class="_ _4"></span>os <span class="_ _4"></span>e <span class="_ _4"></span>políticas públicas<span class="ff1f ls0 ws0">.<span class="_ _4"></span><span class="ff10"> <span class="_ _4"></span><span class="ff1f ls5 ws2f">Re<span class="_ _4"></span>vista Brasi<span class="ls0 ws0">-</span></span></span></span></div><div class="t m2 x3a hb y6b ff1f fs5 fc2 sc0 ls0 ws0">l<span class="_ _4"></span>eira de P<span class="_ _4"></span>olíticas Públicas<span class="fff">, Brasília, volume 8, n° 2, p<span class="_ _3"></span>. 472-491, 2018.</span></div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">T<span class="_ _3"></span>ANAKA, M. Limitations <span class="_ _8"></span>of social protections of migrant families in Japan </div><div class="t m1c9 x3a hb y6e fff fs5 fc2 sc0 ls4 ws5">exposed <span class="_ _8"></span>by COVID-19<span class="ff1f">: </span>the cas<span class="_ _8"></span>e <span class="_ _8"></span>of Nepalese <span class="_ _8"></span>women<span class="ff1f ls0 ws0">.<span class="ff10"> <span class="_ _8"></span></span></span><span class="ff20">Asia-P<span class="_ _3"></span>asic <span class="_ _8"></span>Journal: </span></div><div class="t m2 x3a hb y6f ff1f fs5 fc2 sc0 ls0 ws0">Japan Focus<span class="fff">, v<span class="_ _3"></span>. 18, n. 18, p<span class="_ _4"></span>. 1-9, 2020.</span></div><div class="t m524 x3a hb y71 fff fs5 fc2 sc0 lsc wse">WEBSTER, <span class="_ _8"></span>S.; PEDROSA, C.; <span class="_ _8"></span>L<span class="_ _3"></span>OPEZ, <span class="_ _8"></span>V<span class="_ _6"></span>. <span class="_ _8"></span>Domestic <span class="_ _8"></span>violence against <span class="_ _8"></span>women<span class="ff1f ls0 ws0">: </span></div><div class="t m4d6 x3a hb y72 fff fs5 fc2 sc0 ls8 wsa">incidence <span class="_ _4"></span>and <span class="_ _4"></span>pre<span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>ence <span class="_ _4"></span>in <span class="_ _4"></span>an <span class="_ _4"></span>emergency <span class="_ _4"></span>department <span class="_ _4"></span>population. <span class="ff1f">Journal </span></div><div class="t m2 x3a hb y73 ff1f fs5 fc2 sc0 ls0 ws0">of Nursing Education and Practice<span class="fff">, v<span class="_ _3"></span>. 2, n. 4, p<span class="_ _4"></span>. 146-154, 2012.</span></div><div class="t m525 x3a hb y75 fff fs5 fc2 sc0 ls23 ws2c">Worl<span class="_ _3"></span>d <span class="_ _8"></span>Health <span class="_ _8"></span>Organization. <span class="ff1f ws31">Multi-country study on women’s health and </span></div><div class="t m526 x3a hb y76 ff1f fs5 fc2 sc0 lsc ws30">domestic violence against women. <span class="fff wse">W<span class="_ _4"></span>orld Health <span class="_ _8"></span>Organization, 2005. <span class="_ _8"></span>Di<span class="ls0 ws0">-</span></span></div><div class="t m527 x3a hb y77 fff fs5 fc2 sc0 lsf ws11">sponível em: <span class="_ _8"></span>https://www.<span class="_ _3"></span>who<span class="_ _4"></span>.int/reproductiv<span class="_ _4"></span>ehealth/publications/vio<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">l<span class="_ _4"></span>ence/24159358X/en/. A<span class="_ _4"></span>cesso em: 29 jul. 2020.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">108</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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gAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAQIuCCWoxDpMRAIDSvK7533RDBQCgLAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAA5PYDYWAhz7uKD9UAAAAASUVORK5CYII="/><div class="t m2 x97 hd y6a ff11 fs6 fc6 sc0 ls0 ws0">Capítul<span class="_ _3"></span>o 5 – MA<span class="_ _5"></span>TERNID<span class="_ _4"></span>ADE, TRAB<span class="_ _4"></span>ALHO E </div><div class="t m2 x3b hd y17a ff11 fs6 fc6 sc0 ls0 ws0">EQUID<span class="_ _3"></span>ADE DE GÊNERO: O QUE APRENDER COM O </div><div class="t m2 x98 hd y283 ff11 fs6 fc6 sc0 ls0 ws0">PROGRAMA MÃE NUTRIZ DO SENADO FEDERAL?</div><div class="t m2 x37 h17 y112 ff1a fs5 fc2 sc0 ls0 ws0">Gabriell<span class="_ _4"></span>e T<span class="_ _5"></span>atith Pereira</div><div class="t m2 x5a h18 y113 ff1b fs9 fc2 sc0 ls0 ws0">34</div><div class="t m528 x3a h1a y284 ff1c fs2 fc2 sc0 ls26 ws32">34<span class="ff1d ls21 ws27"> <span class="_ _1e"> </span>Gabrielle <span class="_ _8"></span>T<span class="_ _5"></span>ath <span class="_ _8"></span>Per<span class="_ _4"></span>eira. Mãe da <span class="_ _8"></span>Soa (7 <span class="_ _8"></span>anos) e <span class="_ _8"></span>do Luca <span class="_ _8"></span>(5 anos). <span class="_ _8"></span>Advog<span class="_ _4"></span>ada do <span class="_ _8"></span>Senado </span></div><div class="t m529 x1e h1a y285 ff1c fs2 fc2 sc0 ls3b ws28">Feder<span class="_ _4"></span>al. Coordenadora do Núcleo de Assessor<span class="_ _4"></span>amento e Es<span class="_ _4"></span>tudos T<span class="_ _5"></span>écnicos da Advocacia do </div><div class="t m4b3 x1e h1a y286 ff1c fs2 fc2 sc0 ls20 ws26">Senado Feder<span class="_ _4"></span>al. Atua como g<span class="_ _4"></span>estor<span class="_ _4"></span>a na Advocacia do Senado há anos, desen<span class="_ _4"></span>volve es<span class="_ _4"></span>tudos </div><div class="t m52a x1e h1a y287 ff1d fs2 fc2 sc0 ls21 ws27">e faz cursos <span class="_ _8"></span>na temáca de <span class="_ _8"></span>ges<span class="_ _4"></span>tão e <span class="_ _8"></span>lideranç<span class="_ _4"></span>a. É <span class="_ _8"></span>mestre em Direito Constucional <span class="_ _8"></span>pelo </div><div class="t m52b x1e h1a y288 ff1d fs2 fc2 sc0 ls0 ws0">Instuto de Desenvolvimento e <span class="_ _8"></span>P<span class="_ _4"></span>esquisa (IDP). <span class="_ _8"></span>Pós-gr<span class="_ _4"></span>aduanda em <span class="_ _8"></span>Direito Digital, Inova<span class="ff1c">-</span></div><div class="t m2 x1e h1a y289 ff1d fs2 fc2 sc0 ls0 ws0">ção e Éca nos Negócios pela Fundaç<span class="_ _4"></span>ão Instuto de Administr<span class="_ _4"></span>ação (FIA). Especialist<span class="_ _4"></span>a em </div><div class="t m52c x1e h1a y204 ff1d fs2 fc2 sc0 ls26 ws32">Comunicação <span class="_ _4"></span>Eleitor<span class="_ _4"></span>al e <span class="_ _3"></span>Markeng <span class="_ _4"></span>Políc<span class="_ _4"></span>o e <span class="_ _3"></span>em Direito <span class="_ _3"></span>Público. Gr<span class="_ _4"></span>aduada em <span class="_ _3"></span>Direito pela </div><div class="t m2 x1e h1a y205 ff1c fs2 fc2 sc0 ls0 ws0">Universidade F<span class="_ _4"></span>ederal de San<span class="_ _4"></span>ta Maria/RS.</div><div class="t m2 x3a h1a y28a ff1c fs2 fc2 sc0 ls0 ws0">35<span class="ff1d"> <span class="_ _1e"> </span>Ao <span class="_ _8"></span>escrever este argo<span class="_ _4"></span>, ve <span class="_ _8"></span>a felicidade de dialogar <span class="_ _8"></span>com a Camila <span class="_ _8"></span>Zaiden Simão <span class="_ _8"></span>Goggin, </span></div><div class="t m52d x1e h1a y28b ff1c fs2 fc2 sc0 ls21 ws25">a quem agradeço imensamen<span class="_ _4"></span>te pelo con<span class="_ _4"></span>vívio – ainda que virtual – e pelas important<span class="_ _4"></span>es </div><div class="t m358 x1e h1a y28c ff1c fs2 fc2 sc0 ls21 ws25">contribuições que tr<span class="_ _4"></span>ouxe ao tr<span class="_ _3"></span>abalho. T<span class="_ _3"></span>ambém agradeço à T<span class="_ _5"></span>erezinha Nunes, coordena<span class="ls0 ws0">-</span></div><div class="t m2 x1e h1a y28d ff1c fs2 fc2 sc0 ls0 ws5d">dora do Comitê Pr<span class="_ _3"></span>ó-Equidade de Gênero e Raça do Senado Feder<span class="_ _4"></span>al, pelas sugest<span class="_ _4"></span>ões, que </div><div class="t m5 x1e h1a y207 ff1c fs2 fc2 sc0 ls50 ws51">decorrem de um olhar sempr<span class="_ _4"></span>e apurado às paut<span class="_ _4"></span>as fe<span class="_ _4"></span>mininas e nos faz<span class="_ _4"></span>em av<span class="_ _4"></span>ançar um </div><div class="t m2 x1e h1a y208 ff1d fs2 fc2 sc0 ls0 ws0">pouco mais em <span class="_ _8"></span>nossas próprias compreensões sobre a <span class="_ _8"></span>realidade que nos <span class="_ _8"></span>cerca. Por m, </div><div class="t m52e x1e h1a y209 ff1c fs2 fc2 sc0 ls3 ws66">agradeço as v<span class="_ _4"></span>aliosas troc<span class="_ _4"></span>as de experiências com a Solange<span class="_ _4"></span> Bandeira Soares P<span class="_ _3"></span>almeira e </div><div class="t m52f x1e h1a y155 ff1c fs2 fc2 sc0 ls21 ws66">com a Márcia Andr<span class="_ _4"></span>éa Rennó Silv<span class="_ _4"></span>a Negreir<span class="_ _4"></span>os, mães-servidoras do Senado, e c<span class="_ _4"></span>om a Ilana </div><div class="t m2 x1e h1a y156 ff1d fs2 fc2 sc0 ls0 ws0">T<span class="_ _3"></span>rombka, mãe <span class="_ _4"></span>e dire<span class="_ _4"></span>tora-g<span class="_ _4"></span>eral <span class="_ _4"></span>da Casa, a quem <span class="_ _4"></span>ve o <span class="_ _4"></span>praz<span class="_ _4"></span>er de “<span class="_ _3"></span>dar voz” por <span class="_ _4"></span>meio dest<span class="_ _4"></span>e </div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">argo, c<span class="_ _4"></span>omparlhando suas experiências e percepç<span class="_ _4"></span>ões sobre maternidade e tr<span class="_ _3"></span>abalho. </div><div class="t m2 x99 hb y28e ff1f fs5 fc2 sc0 ls0 ws0">“I’m not free whil<span class="_ _4"></span>e any woman is unfree<span class="_ _4"></span>, e<span class="_ _4"></span>ven when </div><div class="t m2 x9a hb y28f ff1f fs5 fc2 sc0 ls0 ws0">her shackl<span class="_ _4"></span>es are very diff<span class="_ _4"></span>erent from my own.”</div><div class="t m2 x7c hb y290 ff1f fs5 fc2 sc0 ls0 ws0">“Eu não sou livre enquant<span class="_ _4"></span>o qualquer mulher f<span class="_ _3"></span>or cativ<span class="_ _4"></span>a, mesmo que </div><div class="t m2 x7c hb y291 ff1f fs5 fc2 sc0 ls0 ws0">suas correntes s<span class="_ _8"></span>ejam muit<span class="_ _4"></span>o dif<span class="_ _4"></span>erentes das minhas.” (tradução livre)</div><div class="t m2 x9b h1b y292 ff11 fs2 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>udre Lorde</div><div class="t m2 x3a h19 y75 ff11 fs1 fc8 sc0 ls0 ws0">INTRODUÇÃ<span class="_ _3"></span>O</div><div class="t m2 x9c h33 y293 ff1b fs16 fc8 sc0 ls0 ws0">35</div><div class="t m530 x3a hb y77 fff fs5 fc2 sc0 ls22 ws2b">Cresci ouvindo <span class="_ _4"></span>de <span class="_ _4"></span>minha <span class="_ _4"></span>mãe<span class="_ _4"></span>, <span class="_ _4"></span>avó <span class="_ _3"></span>e tias <span class="_ _3"></span>o ditado <span class="_ _4"></span>popular <span class="_ _4"></span>“ser mãe <span class="_ _4"></span>é <span class="_ _4"></span>pade<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">cer no paraíso” e percebo <span class="_ _8"></span>que el<span class="_ _3"></span>e <span class="_ _8"></span>está pre<span class="_ _8"></span>sente na <span class="_ _8"></span>vida de muitas outras </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">mães com quem compartilho experiências. </div><div class="t m531 x19 hb y7a fff fs5 fc2 sc0 lsd wsf">A <span class="_ _4"></span>contradição <span class="_ _4"></span>inerente <span class="_ _4"></span>ao <span class="_ _3"></span>s<span class="_ _8"></span>entido <span class="_ _4"></span>das <span class="_ _4"></span>expressõe<span class="_ _8"></span>s <span class="_ _4"></span>padecer <span class="_ _4"></span>(sofrer<span class="_ _5"></span>, supor<span class="ls0 ws0">-</span></div><div class="t m183 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">tar) e <span class="_ _3"></span>paraíso (prazer<span class="_ _5"></span>, f<span class="_ _3"></span>elicidade) tem <span class="_ _4"></span>múltipl<span class="_ _4"></span>os <span class="_ _4"></span>signicados na <span class="_ _3"></span>construção </div><div class="t m2 x13 h1c y132 ff17 fs6 fc4 sc0 ls0 ws0">109</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf6f" class="pf wa h0" data-page-no="6f"><div class="pc pc6f wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m39d x3a hb y6a fff fs5 fc2 sc0 ls4 ws5">do <span class="_ _8"></span>papel das <span class="_ _8"></span>mulheres <span class="_ _8"></span>na <span class="_ _8"></span>sociedade<span class="_ _3"></span>. <span class="_ _8"></span>Um <span class="_ _8"></span>del<span class="_ _4"></span>es, <span class="_ _8"></span>e <span class="_ _8"></span>tal<span class="_ _3"></span>vez <span class="_ _8"></span>o principal, <span class="_ _8"></span>está </div><div class="t m532 x3a hb y86 fff fs5 fc2 sc0 lse ws10">relacionado <span class="_ _8"></span>à ideia <span class="_ _8"></span>culturalmente <span class="_ _8"></span>f<span class="_ _3"></span>orjada <span class="_ _8"></span>de <span class="_ _8"></span>que <span class="_ _8"></span>a mulher <span class="_ _8"></span>nasceu <span class="_ _8"></span>para </div><div class="t m68 x3a hb y87 fff fs5 fc2 sc0 lsc wse">parir e <span class="_ _8"></span>cuidar <span class="_ _8"></span>das crianças <span class="_ _8"></span>e <span class="_ _8"></span>da organização <span class="_ _8"></span>da família, restringindo-s<span class="_ _8"></span>e o </div><div class="t m533 x3a hb y88 fff fs5 fc2 sc0 ls4 ws5">seu <span class="_ _8"></span>papel <span class="_ _8"></span>e rele<span class="_ _3"></span>vância social <span class="_ _8"></span>à maternidade <span class="_ _8"></span>(à <span class="_ _8"></span>vida privada), que <span class="_ _8"></span>assume </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">como um sacrifício<span class="_ _3"></span>, uma f<span class="_ _3"></span>orma sagrada de <span class="_ _4"></span>encontrar a <span class="_ _4"></span>pl<span class="_ _4"></span>enitude<span class="_ _4"></span>. Mas um </div><div class="t md x3a hb y6b fff fs5 fc2 sc0 ls9 wsb">outro <span class="_ _3"></span>signicado, <span class="_ _4"></span>igualmente <span class="_ _4"></span>rel<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _3"></span>ante à <span class="_ _4"></span>saúde <span class="_ _4"></span>mental <span class="_ _4"></span>das <span class="_ _4"></span>mulheres, está </div><div class="t m534 x3a hb y6c fff fs5 fc2 sc0 lsa wsc">relacionado <span class="_ _4"></span>à <span class="_ _4"></span>compl<span class="_ _4"></span>exidade <span class="_ _4"></span>física, <span class="_ _4"></span>psíquica <span class="_ _4"></span>e <span class="_ _4"></span>emocional <span class="_ _3"></span>que a <span class="_ _4"></span>maternidade </div><div class="t m535 x3a hb y6d fff fs5 fc2 sc0 ls8 wsa">traz <span class="_ _4"></span>consigo <span class="_ _4"></span>e <span class="_ _4"></span>que <span class="_ _4"></span>continua <span class="_ _4"></span>muit<span class="_ _4"></span>o <span class="_ _4"></span>suf<span class="_ _3"></span>ocada pel<span class="_ _3"></span>o romantismo <span class="_ _3"></span>do moment<span class="_ _3"></span>o, </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">sem e<span class="_ _8"></span>spaço para re<span class="_ _4"></span>verberar nas f<span class="_ _3"></span>amílias e na sociedade<span class="_ _4"></span>. </div><div class="t m536 x19 hb y6f fff fs5 fc2 sc0 ls22 ws2b">Rero-me <span class="_ _3"></span>às mudanças <span class="_ _4"></span>físicas <span class="_ _4"></span>e <span class="_ _4"></span>hormonais <span class="_ _4"></span>da <span class="_ _4"></span>gestação, <span class="_ _3"></span>que impactam </div><div class="t m537 x3a hb y70 fff fs5 fc2 sc0 ls23 ws2c">as <span class="_ _8"></span>mulheres <span class="_ _8"></span>de <span class="_ _8"></span>f<span class="_ _3"></span>ormas <span class="_ _8"></span>dif<span class="_ _4"></span>erentes; <span class="_ _8"></span>ao <span class="_ _8"></span>part<span class="_ _4"></span>o e <span class="_ _8"></span>aos <span class="_ _8"></span>riscos <span class="_ _8"></span>à vida <span class="_ _8"></span>e <span class="_ _8"></span>à saúde </div><div class="t ma4 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">de mulhere<span class="_ _8"></span>s <span class="_ _8"></span>e bebê<span class="_ _8"></span>s; e <span class="_ _8"></span>às <span class="_ _8"></span>mudanças psíquicas <span class="_ _8"></span>do <span class="_ _8"></span>pós-part<span class="_ _4"></span>o<span class="_ _4"></span>, que <span class="_ _8"></span>são <span class="_ _8"></span>um </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">marco fundamental <span class="_ _8"></span>na construção <span class="_ _8"></span>da relação <span class="_ _8"></span>mãe-bebê e <span class="_ _8"></span>que perduram </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">por muit<span class="_ _4"></span>os anos<span class="_ _4"></span>. </div><div class="t m538 x19 hb y74 fff fs5 fc2 sc0 lsc wse">Hoje as <span class="_ _8"></span>mulhere<span class="_ _8"></span>s e<span class="_ _8"></span>stão (cada <span class="_ _8"></span>vez mais) <span class="_ _8"></span>inseridas <span class="_ _8"></span>no mercado <span class="_ _8"></span>de <span class="_ _8"></span>tra<span class="ls0 ws0">-</span></div><div class="t m1c6 x3a hb y75 fff fs5 fc2 sc0 lse ws10">balho <span class="_ _8"></span>e lutam <span class="_ _8"></span>por <span class="_ _8"></span>iguais <span class="_ _8"></span>oportunidades <span class="_ _8"></span>e <span class="_ _8"></span>remuneração<span class="_ _4"></span>. A <span class="_ _8"></span>maternidade </div><div class="t m5 x3a hb y76 fff fs5 fc2 sc0 ls3d ws4e">é <span class="_ _8"></span>(cada <span class="_ _8"></span>vez <span class="_ _8"></span>mais) <span class="_ _8"></span>uma <span class="_ _8"></span>e<span class="_ _8"></span>scolha, <span class="_ _8"></span>não <span class="_ _8"></span>uma <span class="_ _8"></span>imposição. <span class="_ _8"></span>Os <span class="_ _8"></span>pais <span class="_ _8"></span>(cada <span class="_ _8"></span>vez </div><div class="t m5 x3a hb y77 fff fs5 fc2 sc0 ls10 ws12">mais) <span class="_ _8"></span>assumem <span class="_ _8"></span>suas re<span class="_ _8"></span>sponsabilidades <span class="_ _8"></span>pela <span class="_ _8"></span>criação <span class="_ _8"></span>das <span class="_ _8"></span>crianças<span class="_ _4"></span>. <span class="_ _8"></span>Mas, </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">em termos <span class="_ _8"></span>culturais, e<span class="_ _8"></span>stamos longe do momento em <span class="_ _8"></span>que a <span class="_ _8"></span>igual<span class="_ _4"></span>dade de </div><div class="t m22b x3a hb y79 fff fs5 fc2 sc0 ls7 ws9">responsabilidade<span class="_ _8"></span>s <span class="_ _8"></span>pel<span class="_ _3"></span>o <span class="_ _8"></span>cuidado <span class="_ _8"></span>da <span class="_ _8"></span>f<span class="_ _3"></span>amília <span class="_ _8"></span>seja <span class="_ _8"></span>a <span class="_ _8"></span>realidade <span class="_ _8"></span>no mundo <span class="_ _8"></span>e, </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">em especial, no Brasil.</div><div class="t m539 x19 hb y7b fff fs5 fc2 sc0 lsf ws11">E, <span class="_ _8"></span>quando as <span class="_ _8"></span>mãe<span class="_ _8"></span>s retornam ao <span class="_ _8"></span>mercado <span class="_ _8"></span>de trabalho <span class="_ _8"></span>(para <span class="_ _8"></span>aquelas </div><div class="t m53a x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">que <span class="_ _4"></span>conseguem f<span class="_ _3"></span>azê-lo),</div><div class="t m53a x5e h18 y1a4 ff1b fs9 fc2 sc0 ls0 ws0">36</div><div class="t m53a x54 hb y7c fff fs5 fc2 sc0 ls0 ws0"> <span class="_ _4"></span>frequentemente estão <span class="_ _4"></span>sobrecarregadas <span class="_ _4"></span>com as </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">demandas f<span class="_ _4"></span>amiliares e <span class="_ _8"></span>prossionais, têm dicul<span class="_ _4"></span>dade de administrar satis-</div><div class="t m53b x3a h1a y294 ff1c fs2 fc2 sc0 ls3 ws4">36<span class="ls3b ws26"> <span class="_ _1d"> </span>Estudo desen<span class="_ _4"></span>volvido pela pesquisador<span class="_ _4"></span>a da Fundação Getúlio V<span class="_ _3"></span>arg<span class="_ _4"></span>as Cecília Machado, com </span></div><div class="t m122 x1e h1a y295 ff1d fs2 fc2 sc0 ls1f ws56">resultados apresent<span class="_ _4"></span>ados em <span class="_ _8"></span>2016, mostra que, na <span class="_ _8"></span>iniciava privada, a probabilidade <span class="_ _8"></span>de </div><div class="t m53c x1e h1a y296 ff1c fs2 fc2 sc0 ls3b ws28">emprego das mães no merc<span class="_ _4"></span>ado de trabalho f<span class="_ _4"></span>ormal restring<span class="_ _4"></span>e-se ao período de licença-ma<span class="ls0 ws0">-</span></div><div class="t m53d x1e h1a y297 ff1d fs2 fc2 sc0 ls51 ws71">ternidade, <span class="_ _4"></span>que c<span class="_ _4"></span>orrespondente <span class="_ _3"></span>à est<span class="_ _4"></span>abilidade no <span class="_ _3"></span>emprego assegur<span class="_ _4"></span>ada <span class="_ _4"></span>constucionalment<span class="_ _4"></span>e, </div><div class="t m53e x1e h1a y28b ff1d fs2 fc2 sc0 ls3a ws4a">caindo <span class="_ _4"></span>signicav<span class="_ _4"></span>amente <span class="_ _3"></span>ao término <span class="_ _3"></span>desse praz<span class="_ _3"></span>o. Após <span class="_ _4"></span>24 m<span class="_ _4"></span>eses do <span class="_ _3"></span>início da <span class="_ _4"></span>licença, <span class="_ _3"></span>quase<span class="_ _8"></span> </div><div class="t m2 x1e h1a y28c ff1c fs2 fc2 sc0 ls0 ws6a">metade das mulhere<span class="_ _4"></span>s está f<span class="_ _4"></span>ora do mer<span class="_ _4"></span>cado de tr<span class="_ _4"></span>abalho, um padr<span class="_ _4"></span>ão que se perpetua até </div><div class="t m2 x1e h1a y28d ff1c fs2 fc2 sc0 ls0 ws72">os 47 meses após a licença. A maior parte das saídas do merc<span class="_ _4"></span>ado de trabalho se dá sem </div><div class="t m89 x1e h1a y207 ff1d fs2 fc2 sc0 ls4b ws6a">justa <span class="_ _3"></span>causa e <span class="_ _4"></span>por <span class="_ _4"></span>iniciava <span class="_ _3"></span>do empreg<span class="_ _4"></span>ador<span class="_ _5"></span>. T<span class="_ _3"></span>rabalhador<span class="_ _3"></span>as com <span class="_ _4"></span>nível <span class="_ _4"></span>educacional <span class="_ _4"></span>mais baix<span class="_ _3"></span>o </div><div class="t m321 x1e h1a y208 ff1d fs2 fc2 sc0 ls1f ws56">são ainda <span class="_ _8"></span>mais afetadas, com queda <span class="_ _8"></span>de emprego de <span class="_ _8"></span>51% nos <span class="_ _8"></span>12 meses <span class="_ _8"></span>após o <span class="_ _8"></span>início da </div><div class="t m53f x1e h1a y209 ff1d fs2 fc2 sc0 ls8 wsa">licença-maternidade. <span class="_ _3"></span>In: MACHADO, <span class="_ _3"></span>Cecília; NETO<span class="_ _3"></span>, Pinho. The <span class="_ _3"></span>Labor Mark<span class="_ _4"></span>et <span class="_ _4"></span>Consequences </div><div class="t m123 x1e h1a y155 ff1c fs2 fc2 sc0 ls3a ws26">of Maternity Lea<span class="_ _4"></span>ve P<span class="_ _4"></span>olicies: Evidence fr<span class="_ _4"></span>om Brazil. <span class="ff21 ws4a">F<span class="_ _4"></span>undação <span class="_ _4"></span>Getúlio <span class="_ _4"></span>V<span class="_ _3"></span>argas<span class="ff1d">, 2016. <span class="_ _4"></span>Disponível </span></span></div><div class="t m540 x1e h1a y156 ff1d fs2 fc2 sc0 ls26 ws32">em: h<span class="_ _4"></span>ps://portal.<span class="_ _4"></span>f<span class="_ _4"></span>gv<span class="_ _5"></span>.br/think-tank/mulher<span class="_ _4"></span>es-perdem-tr<span class="_ _4"></span>abalho-apos-ter<span class="_ _4"></span>em-lhos. <span class="_ _4"></span>Acesso </div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">em: 4 jan. 2022.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">110</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf70" class="pf wa h0" data-page-no="70"><div class="pc pc70 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m541 x3a hb y6a fff fs5 fc2 sc0 ls4 ws5">f<span class="_ _3"></span>atoriamente o <span class="_ _8"></span>tempo <span class="_ _8"></span>e s<span class="_ _8"></span>e <span class="_ _8"></span>sentem <span class="_ _8"></span>“fracassadas” em <span class="_ _8"></span>praticamente <span class="_ _8"></span>tudo </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">o que f<span class="_ _3"></span>azem. </div><div class="t m542 x19 hb y87 fff fs5 fc2 sc0 ls0 ws0">Garantir que <span class="_ _3"></span>a maternidade <span class="_ _3"></span>(ou as <span class="_ _4"></span>muitas maternidades, <span class="_ _4"></span>para ser <span class="_ _4"></span>mais </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">adequada) seja <span class="_ _4"></span>um pr<span class="_ _4"></span>ojet<span class="_ _4"></span>o <span class="_ _4"></span><span class="ff1f">emancipador<span class="fff"> <span class="_ _4"></span>às mulheres <span class="_ _4"></span>que desejem viv<span class="_ _4"></span>ê-l<span class="_ _4"></span>o </span></span></div><div class="t m543 x3a hb y89 fff fs5 fc2 sc0 ls23 ws2c">é <span class="_ _8"></span>mais que <span class="_ _8"></span>um <span class="_ _8"></span>objetivo pe<span class="_ _8"></span>ssoal ou <span class="_ _8"></span>f<span class="_ _4"></span>amiliar<span class="_ _3"></span>, <span class="_ _8"></span>de<span class="_ _3"></span>ve <span class="_ _8"></span>ser <span class="_ _8"></span>um <span class="_ _8"></span>objetivo social, </div><div class="t m543 x3a hb y6b fff fs5 fc2 sc0 ls23 ws2c">amparado <span class="_ _8"></span>por políticas <span class="_ _8"></span>públicas <span class="_ _8"></span>adequadas e <span class="_ _8"></span>capaze<span class="_ _8"></span>s de <span class="_ _8"></span>reduzir <span class="_ _8"></span>a <span class="_ _8"></span>desi<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">gualdade de gêner<span class="_ _4"></span>o tant<span class="_ _4"></span>o na esfera priv<span class="_ _3"></span>ada quanto na pública. </div><div class="t m2 x19 hb y6d fff fs5 fc2 sc0 ls0 ws0">Neste artigo<span class="_ _4"></span>, pretende-se analisar <span class="_ _3"></span>a relação <span class="_ _4"></span>entre maternidade<span class="_ _3"></span>, traba-</div><div class="t m544 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">lho <span class="_ _8"></span>e equidade <span class="_ _8"></span>de gênero, com <span class="_ _8"></span>enf<span class="_ _3"></span>oque <span class="_ _8"></span>na <span class="_ _8"></span>contribuição que <span class="_ _8"></span>a <span class="_ _8"></span>gestão <span class="_ _8"></span>de </div><div class="t m545 x3a hb y6f fff fs5 fc2 sc0 ls4 ws5">pessoas <span class="_ _8"></span>pode <span class="_ _8"></span>aportar para <span class="_ _8"></span>as trabalhadoras <span class="_ _8"></span>mães <span class="_ _8"></span>a <span class="_ _8"></span>partir da <span class="_ _8"></span>experiência </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">do programa Mãe Nutriz do Senado Federal. </div><div class="t md4 x19 hb y71 fff fs5 fc2 sc0 ls8 wsa">Mas, <span class="_ _4"></span>antes de <span class="_ _3"></span>tratar propriamente <span class="_ _3"></span>da instituição <span class="_ _3"></span>social do <span class="_ _3"></span>trabalho e <span class="_ _3"></span>do<span class="_ _8"></span> </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">programa, tem-s<span class="_ _8"></span>e como <span class="_ _8"></span>pressuposto fundamental <span class="_ _8"></span>uma anális<span class="_ _8"></span>e <span class="_ _8"></span>das com-</div><div class="t m1ed x3a hb y73 fff fs5 fc2 sc0 lsc wse">pl<span class="_ _4"></span>exidades <span class="_ _8"></span>da <span class="_ _8"></span>relação maternidade-trabalho <span class="_ _8"></span>a partir <span class="_ _8"></span>de uma <span class="_ _8"></span>abordagem </div><div class="t m546 x3a hb y74 fff fs5 fc2 sc0 lse ws10">bidimensional, <span class="_ _8"></span>ou s<span class="_ _8"></span>eja, <span class="_ _8"></span>na perspectiva das <span class="_ _8"></span>mãe<span class="_ _8"></span>s e <span class="_ _8"></span>das <span class="_ _8"></span>crianças. Pre<span class="_ _8"></span>ssu<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">põe-se <span class="_ _8"></span>que a compreensão <span class="_ _8"></span>dessa relação <span class="_ _8"></span>depende de um <span class="_ _8"></span>olhar profundo </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">e empático à experiência da maternidade<span class="_ _4"></span>.</div><div class="t m177 x19 hb y77 fff fs5 fc2 sc0 ls8 wsa">Dess<span class="_ _8"></span>e <span class="_ _4"></span>modo<span class="_ _4"></span>, <span class="_ _4"></span>no <span class="_ _4"></span>primeiro <span class="_ _3"></span>tópico <span class="_ _3"></span>trata da <span class="_ _4"></span>maternidade <span class="_ _4"></span>na <span class="_ _4"></span>perspectiv<span class="_ _3"></span>a do </div><div class="t m547 x3a hb y78 fff fs5 fc2 sc0 ls8 wsa">íntimo <span class="_ _4"></span>das <span class="_ _4"></span>mães e <span class="_ _3"></span>de como <span class="_ _3"></span>o trabalho <span class="_ _4"></span>“entra” <span class="_ _4"></span>nessa equação; <span class="_ _3"></span>em seguida, </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">aborda-se a maternidade na <span class="_ _4"></span>perspectiv<span class="_ _4"></span>a das crianças <span class="_ _4"></span>e suas <span class="_ _4"></span>necessidade<span class="_ _8"></span>s </div><div class="t m2df x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">e <span class="_ _4"></span>de como <span class="_ _3"></span>elas são <span class="_ _4"></span>af<span class="_ _3"></span>etadas pela <span class="_ _4"></span>volta <span class="_ _4"></span>das <span class="_ _4"></span>mães ao <span class="_ _4"></span>trabalho<span class="_ _4"></span>. <span class="_ _4"></span>No segundo </div><div class="t m548 x3a hb y7b fff fs5 fc2 sc0 ls23 ws2c">t<span class="_ _4"></span>ópico<span class="_ _4"></span>, <span class="_ _8"></span>discute-se <span class="_ _8"></span>a <span class="_ _8"></span>maternidade na <span class="_ _8"></span>perspectiv<span class="_ _4"></span>a <span class="_ _8"></span>das instituiçõe<span class="_ _8"></span>s <span class="_ _8"></span>sociais, </div><div class="t m549 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">mais <span class="_ _8"></span>especicamente <span class="_ _8"></span>do trabalho, e <span class="_ _8"></span>do <span class="_ _8"></span>seu <span class="_ _8"></span>papel na <span class="_ _8"></span>construção <span class="_ _8"></span>de uma </div><div class="t maa x3a hb y7d fff fs5 fc2 sc0 ls9 wsb">sociedade <span class="_ _4"></span>com <span class="_ _4"></span>maior igual<span class="_ _3"></span>dade de <span class="_ _3"></span>gênero, <span class="_ _3"></span>tendo como <span class="_ _3"></span>exemplo <span class="_ _4"></span>o <span class="_ _4"></span>Senado </div><div class="t m54a x3a hb y7e fff fs5 fc2 sc0 ls22 ws2b">Federal <span class="_ _4"></span>e <span class="_ _4"></span>a <span class="_ _4"></span>criação <span class="_ _4"></span>do <span class="_ _4"></span>programa <span class="_ _4"></span>Mãe <span class="_ _4"></span>Nutriz. <span class="_ _4"></span>No <span class="_ _4"></span>terceiro <span class="_ _3"></span>tópico<span class="_ _3"></span>, f<span class="_ _3"></span>az-s<span class="_ _8"></span>e <span class="_ _4"></span>uma </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">análise <span class="_ _8"></span>dos dados do programa Mãe Nutriz. <span class="_ _8"></span>P<span class="_ _3"></span>or <span class="_ _8"></span>m, prospecta-se sobre o </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">que se pode e<span class="_ _8"></span>sperar da relação maternidade-trabalho no futuro<span class="_ _3"></span>. </div><div class="t m54b x19 hb y81 fff fs5 fc2 sc0 ls7 ws9">Duas <span class="_ _8"></span>importantes <span class="_ _8"></span>observações. A <span class="_ _8"></span>primeira <span class="_ _8"></span>é que <span class="_ _8"></span>e<span class="_ _8"></span>ste artigo <span class="_ _8"></span>traz <span class="_ _8"></span>um </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">olhar sobre a relação entre maternidade<span class="_ _3"></span>, trabalho e igualdade de <span class="_ _4"></span>gênero<span class="_ _3"></span>, </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">mas não <span class="_ _8"></span>pretende <span class="_ _8"></span>ser <span class="_ _8"></span>uma verdade <span class="_ _8"></span>sobre o <span class="_ _8"></span>tema. É <span class="_ _8"></span>apenas <span class="_ _8"></span><span class="ff1f">uma</span> aborda-</div><div class="t m54c x3a hb y84 fff fs5 fc2 sc0 lse ws10">gem, <span class="_ _8"></span>entre tantas <span class="_ _8"></span>outras <span class="_ _8"></span>possíveis e <span class="_ _8"></span>igualmente <span class="_ _8"></span>l<span class="_ _4"></span>egítimas<span class="_ _3"></span>. <span class="_ _8"></span>Pretende-s<span class="_ _8"></span>e </div><div class="t m54d x3a hb y85 fff fs5 fc2 sc0 ls22 ws2b">alcançar <span class="_ _3"></span>leit<span class="_ _3"></span>oras e <span class="_ _3"></span>leit<span class="_ _3"></span>ore<span class="_ _8"></span>s, <span class="_ _4"></span>principalmente <span class="_ _4"></span>as mães, <span class="_ _4"></span>mas <span class="_ _4"></span>também <span class="_ _4"></span>se aceita </div><div class="t m1d9 x3a hb y23 fff fs5 fc2 sc0 ls4 ws5">a <span class="_ _8"></span>div<span class="_ _4"></span>ergência e <span class="_ _8"></span>o <span class="_ _8"></span>contrapont<span class="_ _4"></span>o<span class="_ _4"></span>. Seria <span class="_ _8"></span>autoritário pretender <span class="_ _8"></span>univ<span class="_ _4"></span>ersalizar a </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">111</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m80 x3a hb y6a fff fs5 fc2 sc0 ls5 ws6">experiência <span class="_ _4"></span>da maternidade<span class="_ _3"></span>. A <span class="_ _3"></span>s<span class="_ _8"></span>egunda <span class="_ _4"></span>é que <span class="_ _3"></span>o trabalho <span class="_ _3"></span>s<span class="_ _8"></span>e conecta, <span class="_ _3"></span>inevi<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">tavelmente<span class="_ _3"></span>, com as pré-compreensões de mundo <span class="_ _4"></span>desta autora <span class="_ _4"></span>e com <span class="_ _4"></span>sua </div><div class="t m54e x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">própria experiência <span class="_ _8"></span>de <span class="_ _8"></span>maternidade e <span class="_ _8"></span>trabalho<span class="_ _4"></span>, a <span class="_ _8"></span>ref<span class="_ _4"></span>orçar (uma <span class="_ _8"></span>vez mais) </div><div class="t m54f x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">que s<span class="_ _8"></span>e <span class="_ _8"></span>trata de <span class="_ _8"></span>uma <span class="_ _8"></span>abordagem, um <span class="_ _8"></span>convite <span class="_ _8"></span>à reexão, s<span class="_ _8"></span>em a <span class="_ _8"></span>pretensão </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">de dominar ou encerrar o debate<span class="_ _4"></span>.</div><div class="t m2 x3a h1a y204 ff1c fs2 fc2 sc0 ls0 ws0">37<span class="ff1d"> <span class="_ _1e"> </span>Para <span class="_ _4"></span>as pessoas <span class="_ _4"></span>que desejam <span class="_ _3"></span>ter uma e<span class="_ _4"></span>xperiência plena, <span class="_ _4"></span>a vida <span class="_ _3"></span>é um processo <span class="_ _3"></span>de autoco<span class="ff1c">-</span></span></div><div class="t m550 x1e h1a y205 ff1c fs2 fc2 sc0 ls3b ws26">nhecimento que en<span class="_ _4"></span>volve o enc<span class="_ _4"></span>ontro c<span class="_ _4"></span>om a própria <span class="ff21 ws4b">sombra</span>, c<span class="_ _4"></span>om as partes da nossa psique </div><div class="t m292 x1e h1a y206 ff1c fs2 fc2 sc0 ls20 ws26">que são desconhecidas ou ocultas, par<span class="_ _3"></span>a que possamos trabalhá-las, superá-las, tr<span class="_ _4"></span>azê-las à </div><div class="t m2 x1e h1a y182 ff1c fs2 fc2 sc0 ls0 ws50">luz. Esse conceito de sombr<span class="_ _4"></span>a tem em Carl Gust<span class="_ _4"></span>av Jung um de seus principais re<span class="_ _4"></span>fer<span class="_ _4"></span>enciais </div><div class="t m551 x1e h1a y183 ff1d fs2 fc2 sc0 ls26 ws32">teóricos. <span class="_ _3"></span>Sem a pr<span class="_ _4"></span>etensão <span class="_ _3"></span>de traz<span class="_ _4"></span>er <span class="_ _4"></span>uma de<span class="_ _4"></span>nição <span class="_ _4"></span>técnica, <span class="_ _4"></span>própria <span class="_ _3"></span>da psicologia, <span class="_ _4"></span>a <span class="_ _4"></span>ideia de </div><div class="t m552 x1e h1a y184 ff1c fs2 fc2 sc0 ls3a ws26">sombra associa-se ao inconscie<span class="_ _4"></span>nte ou à parte da p<span class="_ _4"></span>sique que é normalmente r<span class="_ _4"></span>eprimida pelas </div><div class="t m553 x1e h1a y185 ff1d fs2 fc2 sc0 ls1f ws56">pessoas, porque é <span class="_ _8"></span>incompavel com o <span class="_ _8"></span>padr<span class="_ _4"></span>ão social <span class="_ _8"></span>ou com <span class="_ _8"></span>a represent<span class="_ _4"></span>ação da <span class="_ _8"></span>pessoa </div><div class="t m554 x1e h1a y186 ff1d fs2 fc2 sc0 ls25 ws2e">“ideal” que <span class="_ _8"></span>assumimos perante os <span class="_ _8"></span>demais. Nesse lugar <span class="_ _8"></span>escuro são reprimidos insntos </div><div class="t m555 x1e h1a y187 ff1d fs2 fc2 sc0 ls21 ws27">negav<span class="_ _4"></span>os, como <span class="_ _8"></span>r<span class="_ _4"></span>aiva, ódio, egoísmo, medos, <span class="_ _8"></span>traumas e decepções que <span class="_ _8"></span>inuenciam na </div><div class="t m556 x1e h1a y188 ff1c fs2 fc2 sc0 ls26 ws26">formaç<span class="_ _4"></span>ão da nossa psique e na forma c<span class="_ _4"></span>omo conduzimos nossas vidas e tomamos decisões.</div><div class="t m557 x3a h1a y156 ff1c fs2 fc2 sc0 ls1f ws56">38<span class="ls20 ws28"> <span class="_ _1f"> </span>GUTMAN, Laura. <span class="ff21 ws50">A mat<span class="_ _4"></span>ernidade e <span class="_ _4"></span>o enc<span class="_ _4"></span>ontro <span class="_ _4"></span>com a <span class="_ _3"></span>própria sombra<span class="ff1c ws28">. 9ª ed. Rio de Janeiro: </span></span></span></div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">BestSeller<span class="_ _5"></span>, 2016. p. 15.</div><div class="t m2 x3a h19 y6d ff11 fs1 fc8 sc0 ls0 ws0">A<span class="_ _3"></span>S MA<span class="_ _3"></span>TERNID<span class="_ _3"></span>ADES, SU<span class="_ _3"></span>A<span class="_ _3"></span>S COMPLEXID<span class="_ _4"></span>ADES E O TRAB<span class="_ _4"></span>ALHO </div><div class="t m2 x19 hb y6f ff1f fs5 fc2 sc0 ls0 ws0">As maternidades, (nós) as mãe<span class="_ _8"></span>s e a volta ao trabalho<span class="_ _3"></span>.</div><div class="t m5 x19 hb y70 fff fs5 fc2 sc0 ls6 ws8">A <span class="_ _8"></span>maternidade<span class="_ _4"></span>, <span class="_ _8"></span>pelas <span class="_ _8"></span>circunstâncias que <span class="_ _8"></span>lhe <span class="_ _8"></span>são <span class="_ _8"></span>particulare<span class="_ _8"></span>s, <span class="_ _8"></span>pode </div><div class="t m2cd x3a hb y71 fff fs5 fc2 sc0 ls4 ws5">of<span class="_ _4"></span>erecer <span class="_ _8"></span>uma oportunidade <span class="_ _8"></span>para <span class="_ _8"></span>que as <span class="_ _8"></span>mães <span class="_ _8"></span>tenham <span class="_ _8"></span>um encontro <span class="_ _8"></span>com </div><div class="t m11a x3a hb y72 fff fs5 fc2 sc0 lsc wse">a <span class="_ _8"></span>própria <span class="ff1f">sombra</span><span class="ls0 ws0">,</span></div><div class="t m4a1 x24 h18 y298 ff1b fs9 fc2 sc0 ls52 ws73">37</div><div class="t m11a x45 hb y72 fff fs5 fc2 sc0 lsc wse"> <span class="_ _8"></span>reetida como <span class="_ _8"></span>espelho <span class="_ _8"></span>na <span class="_ _8"></span>alma e <span class="_ _8"></span>no <span class="_ _8"></span>corpo <span class="_ _8"></span>do bebê. </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">Nas palavras <span class="_ _8"></span>de Laura Gutman, <span class="_ _8"></span>a maternidade <span class="_ _8"></span>pode s<span class="_ _8"></span>er um <span class="_ _8"></span>processo <span class="_ _8"></span>po-</div><div class="t m414 x3a hb y74 fff fs5 fc2 sc0 ls7 ws9">sitiv<span class="_ _4"></span>amente <span class="_ _8"></span>transf<span class="_ _3"></span>ormador <span class="_ _8"></span>se <span class="_ _8"></span>as <span class="_ _8"></span>mulheres <span class="_ _8"></span>e<span class="_ _8"></span>stiv<span class="_ _4"></span>erem <span class="_ _8"></span>dispostas a <span class="_ _8"></span>vivê-l<span class="_ _3"></span>o </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">dessa forma:</div><div class="t m2 x16 h18 y1a3 ff1b fs9 fc2 sc0 ls0 ws0">38</div><div class="t m2 x19 hb y76 fff fs5 fc2 sc0 ls0 ws0">Muit<span class="_ _4"></span>os aspect<span class="_ _4"></span>os ocult<span class="_ _4"></span>os de nossa psique feminina são re<span class="_ _3"></span>velados e ati-</div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">v<span class="_ _4"></span>ados com a chegada <span class="_ _8"></span>dos lhos<span class="_ _4"></span>. Ess<span class="_ _8"></span>es momentos são<span class="_ _4"></span>, habitualmente<span class="_ _4"></span>, de </div><div class="t m9d x3a hb y78 fff fs5 fc2 sc0 lsf ws11">re<span class="_ _4"></span>velação e <span class="_ _8"></span>de <span class="_ _8"></span>experiências místicas, <span class="_ _8"></span>s<span class="_ _8"></span>e e<span class="_ _8"></span>stivermos dispostas <span class="_ _8"></span>a <span class="_ _8"></span>viv<span class="_ _4"></span>ê-l<span class="_ _4"></span>os </div><div class="t mbb x3a hb y79 fff fs5 fc2 sc0 ls9 wsb">ness<span class="_ _8"></span>e sentido <span class="_ _4"></span>e <span class="_ _4"></span>se encontrarmos <span class="_ _4"></span>ajuda <span class="_ _4"></span>e <span class="_ _4"></span>apoio <span class="_ _4"></span>para enfrentá-l<span class="_ _3"></span>os. <span class="_ _3"></span>T<span class="_ _5"></span>ambém </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">são uma oportunidade de ref<span class="_ _4"></span>ormularmos as ideias preconcebidas, os pre-</div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">conceit<span class="_ _4"></span>os e <span class="_ _8"></span>os autoritarismos encarnados em <span class="_ _8"></span>opiniões discutíveis sobre <span class="_ _8"></span>a </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">maternidade<span class="_ _4"></span>, a criação dos <span class="_ _8"></span>lhos, a educação, as f<span class="_ _3"></span>ormas de <span class="_ _8"></span>criar víncul<span class="_ _4"></span>os </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">e a comunicação entre adult<span class="_ _4"></span>os e crianças<span class="_ _4"></span>. </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">112</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf72" class="pf wa h0" data-page-no="72"><div class="pc pc72 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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IUKAIBCNQEAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEA4AONCYpwHsfQ9XYoyLpvRgCAZ1JEWAEAgHz48gMAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAOC+xgSlmNvFCADwxrSPRiiCGyoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAA/NsFuekZLTwDVPAAAAAASUVORK5CYII="/><div class="t m2 x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">Nessa jornada, é preciso se preparar e s<span class="_ _8"></span>e abrir para essa oportunidade </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">de aut<span class="_ _3"></span>oconhecimento e <span class="_ _4"></span>para transf<span class="_ _3"></span>ormar isso em oportunidade <span class="_ _4"></span>de cresci-</div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">ment<span class="_ _4"></span>o<span class="_ _4"></span>. Vista <span class="_ _8"></span>de <span class="_ _8"></span>uma forma mais ampla, <span class="_ _8"></span>a <span class="_ _8"></span>maternidade pode <span class="_ _8"></span>repres<span class="_ _8"></span>entar </div><div class="t m558 x3a hb y88 fff fs5 fc2 sc0 lsf ws11">uma <span class="_ _8"></span>possibilidade às <span class="_ _8"></span>mães <span class="_ _8"></span>de <span class="_ _8"></span>reescrev<span class="_ _4"></span>er <span class="_ _8"></span>a própria <span class="_ _8"></span>hist<span class="_ _4"></span>ória <span class="_ _8"></span>por meio <span class="_ _8"></span>da </div><div class="t m22f x3a hb y89 fff fs5 fc2 sc0 ls10 ws12">relação <span class="_ _8"></span>com suas <span class="_ _8"></span>lhas <span class="_ _8"></span>e <span class="_ _8"></span>seus <span class="_ _8"></span>lhos, <span class="_ _8"></span>contribuindo <span class="_ _8"></span>para <span class="_ _8"></span>a formação de </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">sere<span class="_ _8"></span>s humanos emocionalmente equilibrados que <span class="_ _4"></span>possam ser agente<span class="_ _8"></span>s de </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">transf<span class="_ _3"></span>ormação em prol de um mundo melhor<span class="_ _3"></span>, mais inclusivo<span class="_ _4"></span>, mais f<span class="_ _4"></span>eliz. </div><div class="t m559 x19 hb y6d fff fs5 fc2 sc0 lsf ws11">Ness<span class="_ _8"></span>e <span class="_ _8"></span>sentido, a <span class="_ _8"></span>maternidade pode <span class="_ _8"></span>s<span class="_ _8"></span>er um <span class="_ _8"></span>projet<span class="_ _4"></span>o <span class="_ _8"></span>de dimensão <span class="_ _8"></span>e<span class="_ _8"></span>s<span class="ls0 ws0">-</span></div><div class="t m55a x3a hb y6e fff fs5 fc2 sc0 ls10 ws12">piritual <span class="_ _8"></span>e emocional <span class="_ _8"></span>que <span class="_ _8"></span>depende <span class="_ _8"></span>fundamentalmente <span class="_ _8"></span>da <span class="_ _8"></span>qualidade da </div><div class="t m55b x3a hb y6f fff fs5 fc2 sc0 ls5 ws6">relação <span class="_ _4"></span>mãe-bebê<span class="_ _4"></span>. Essa <span class="_ _3"></span>relação começa, <span class="_ _3"></span>para muitas <span class="_ _4"></span>mães, no <span class="_ _4"></span>útero<span class="_ _3"></span>. P<span class="_ _3"></span>ara </div><div class="t m55c x3a hb y70 fff fs5 fc2 sc0 ls10 ws12">outras <span class="_ _8"></span>tantas, quando <span class="_ _8"></span>s<span class="_ _8"></span>e <span class="_ _8"></span>inv<span class="_ _4"></span>estem <span class="_ _8"></span>da <span class="_ _8"></span>qualidade <span class="_ _8"></span>de <span class="_ _8"></span>mães. No <span class="_ _8"></span>caso <span class="_ _8"></span>das </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">mães parturiente<span class="_ _8"></span>s, a fusão <span class="_ _4"></span>mãe-bebê é condição biol<span class="_ _3"></span>ógica da gestação e, </div><div class="t m55d x3a hb y72 fff fs5 fc2 sc0 ls23 ws2c">após <span class="_ _8"></span>o parto<span class="_ _3"></span>, <span class="_ _8"></span>ape<span class="_ _8"></span>sar da <span class="_ _8"></span>separação <span class="_ _8"></span>física, <span class="_ _8"></span>se <span class="_ _8"></span>projeta <span class="_ _8"></span>num plano <span class="_ _8"></span>psíquico<span class="_ _4"></span>. </div><div class="t m55e x3a hb y73 fff fs5 fc2 sc0 ls23 ws2c">A <span class="_ _8"></span>fusão mental <span class="_ _8"></span>entre mãe <span class="_ _8"></span>e <span class="_ _8"></span>bebê é <span class="_ _8"></span>um <span class="_ _8"></span>aspect<span class="_ _3"></span>o <span class="_ _8"></span>marcante <span class="_ _8"></span>dessa <span class="_ _8"></span>relação </div><div class="t m55f x3a hb y74 fff fs5 fc2 sc0 ls10 ws12">e <span class="_ _8"></span>se <span class="_ _8"></span>prol<span class="_ _4"></span>onga <span class="_ _8"></span>por muitos me<span class="_ _8"></span>se<span class="_ _8"></span>s, <span class="_ _8"></span>até <span class="_ _8"></span>que o <span class="_ _8"></span>bebê <span class="_ _8"></span>comece <span class="_ _8"></span>progressiva e </div><div class="t m560 x3a hb y75 fff fs5 fc2 sc0 ls7 ws9">l<span class="_ _4"></span>entamente <span class="_ _8"></span>a de<span class="_ _8"></span>senvolv<span class="_ _3"></span>er <span class="_ _8"></span>o <span class="_ _8"></span>seu <span class="_ _8"></span>intelect<span class="_ _3"></span>o <span class="_ _8"></span>e <span class="_ _8"></span>suas capacidade<span class="_ _8"></span>s <span class="_ _8"></span>intuitiv<span class="_ _3"></span>as, </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">adquirindo consciência da sua existência apartada da mãe<span class="_ _4"></span>. </div><div class="t m561 x19 hb y77 fff fs5 fc2 sc0 ls23 ws2c">Mas, <span class="_ _8"></span>até que <span class="_ _8"></span>essa <span class="_ _8"></span>s<span class="_ _8"></span>eparação s<span class="_ _8"></span>e complete<span class="_ _3"></span>, <span class="_ _8"></span>mãe<span class="_ _8"></span>s e <span class="_ _8"></span>crianças <span class="_ _8"></span>estão <span class="_ _8"></span>co<span class="ls0 ws0">-</span></div><div class="t m562 x3a hb y78 fff fs5 fc2 sc0 ls4 ws5">nectadas e<span class="_ _8"></span>spiritualmente<span class="_ _4"></span>, <span class="_ _8"></span>e e<span class="_ _8"></span>ssa conexão <span class="_ _8"></span>começa <span class="_ _8"></span>em grau <span class="_ _8"></span>máximo com </div><div class="t m563 x3a hb y79 fff fs5 fc2 sc0 ls23 ws2c">o <span class="_ _8"></span>nasciment<span class="_ _3"></span>o. Os <span class="_ _8"></span>bebê<span class="_ _8"></span>s e <span class="_ _8"></span>as <span class="_ _8"></span>crianças são <span class="_ _8"></span><span class="ff1f ws30">s<span class="_ _8"></span>eres fusionais</span><span class="ls0 ws0">,</span></div><div class="t m564 x9d h18 y299 ff1b fs9 fc2 sc0 ls53 ws74">39</div><div class="t m563 x9e hb y79 fff fs5 fc2 sc0 ls23 ws2c"> <span class="_ _8"></span>ou s<span class="_ _8"></span>eja, <span class="_ _8"></span>para </div><div class="t m2 x3a hb y7a ff1f fs5 fc2 sc0 ls0 ws0">serem<span class="fff"> <span class="_ _8"></span>precisam estar em <span class="_ _8"></span></span><span class="wsd">fusão emocional</span><span class="fff"> com os outros, e<span class="_ _8"></span>specialmente </span></div><div class="t m1f x3a hb y7b fff fs5 fc2 sc0 ls7 ws9">com <span class="_ _8"></span>a mãe. É <span class="_ _8"></span>por <span class="_ _8"></span>isso que <span class="_ _8"></span>as <span class="_ _8"></span>mães <span class="_ _8"></span>aguçam <span class="_ _8"></span>seus <span class="_ _8"></span>instintos para <span class="_ _8"></span>cuidar <span class="_ _8"></span>e </div><div class="t m565 x3a hb y7c fff fs5 fc2 sc0 ls10 ws12">f<span class="_ _3"></span>azer <span class="_ _8"></span>pers<span class="_ _8"></span>e<span class="_ _3"></span>verar <span class="_ _8"></span>a <span class="_ _8"></span>cria, de<span class="_ _8"></span>sprendendo-se <span class="_ _8"></span>em <span class="_ _8"></span>grande <span class="_ _8"></span>medida do <span class="_ _8"></span>mundo </div><div class="t m566 x3a hb y7d fff fs5 fc2 sc0 ls23 ws2c">exterior <span class="_ _8"></span>e da <span class="_ _8"></span>racionalidade <span class="_ _8"></span>que lhe <span class="_ _8"></span>é <span class="_ _8"></span>própria. Cria-s<span class="_ _8"></span>e um <span class="_ _8"></span>mundo <span class="_ _8"></span>interior </div><div class="t m567 x3a hb y7e fff fs5 fc2 sc0 ls8 wsa">que <span class="_ _4"></span>é <span class="_ _4"></span>compartilhado <span class="_ _4"></span>entre <span class="_ _4"></span>mãe <span class="_ _4"></span>e <span class="_ _4"></span>bebê<span class="_ _4"></span>, <span class="_ _4"></span>que <span class="_ _4"></span>passam <span class="_ _4"></span>a <span class="_ _4"></span>ser um <span class="_ _4"></span>só <span class="_ _4"></span>(mãe-bebê </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">e bebê-mãe). </div><div class="t m568 x19 hb y80 fff fs5 fc2 sc0 ls5 ws6">Essa <span class="_ _4"></span>fusão emocional <span class="_ _3"></span>que marca <span class="_ _3"></span>profundamente a <span class="_ _3"></span>relação entre <span class="_ _4"></span>mães </div><div class="t m5 x3a hb y81 fff fs5 fc2 sc0 ls3d ws4e">e <span class="_ _8"></span>bebê<span class="_ _8"></span>s <span class="_ _8"></span>f<span class="_ _3"></span>az <span class="_ _8"></span>com <span class="_ _8"></span>que <span class="_ _7"></span>os <span class="_ _8"></span>sentimentos <span class="_ _8"></span>e <span class="_ _8"></span>o <span class="_ _8"></span>e<span class="_ _8"></span>stado <span class="_ _8"></span>de <span class="_ _8"></span>espírito <span class="_ _8"></span>da <span class="_ _8"></span>mãe <span class="_ _8"></span>s<span class="_ _8"></span>e </div><div class="t m569 x3a hb y82 fff fs5 fc2 sc0 lse ws10">reitam <span class="_ _8"></span>no corpo <span class="_ _8"></span>e <span class="_ _8"></span>na <span class="_ _8"></span>mente do <span class="_ _8"></span>bebê <span class="_ _8"></span>e <span class="_ _8"></span>da criança, <span class="_ _8"></span>não <span class="_ _8"></span>apenas <span class="_ _8"></span>quant<span class="_ _3"></span>o </div><div class="t m2 x3a h1a y207 ff1c fs2 fc2 sc0 ls0 ws0">39<span class="ff1d"> <span class="_ _1e"> </span>Para Laura Gutman, “o bebê sente, como <span class="_ _8"></span>se fossem seus, todos <span class="_ _8"></span>os senmentos da mãe, </span></div><div class="t m2a x1e h1a y208 ff1c fs2 fc2 sc0 ls51 ws26">sobretudo aqueles dos quais ela não tem consciência. A maioria das mulheres não apr<span class="_ _4"></span>oveita </div><div class="t m2 x1e h1a y209 ff1d fs2 fc2 sc0 ls0 ws0">esta v<span class="_ _4"></span>antag<span class="_ _4"></span>em de ter a alma e<span class="_ _4"></span>xposta; é arrisc<span class="_ _4"></span>ado encarar <span class="_ _4"></span>a própria ver<span class="_ _4"></span>dade. No entan<span class="_ _4"></span>to, </div><div class="t m2 x1e h1a y155 ff1d fs2 fc2 sc0 ls0 ws0">este é um c<span class="_ _4"></span>aminho que inevitav<span class="_ _4"></span>elmente elas per<span class="_ _4"></span>correr<span class="_ _3"></span>ão, embora seja pessoal a decisão </div><div class="t m56a x1e h1a y156 ff1d fs2 fc2 sc0 ls26 ws32">de f<span class="_ _4"></span>azê-lo <span class="_ _3"></span>com maior <span class="_ _4"></span>ou menor <span class="_ _3"></span>consciência.<span class="_ _3"></span>” In: <span class="ff1e ws28">A mat<span class="_ _4"></span>ernidade e o encontro com a própria </span></div><div class="t m2 x1e h1a y157 ff21 fs2 fc2 sc0 ls0 ws0">sombra<span class="ff1d">. 9ª ed. Rio de Janeiro: BestSeller<span class="_ _5"></span>, 2016. p. 31.</span></div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">113</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf73" class="pf wa h0" data-page-no="73"><div class="pc pc73 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m56b x3a hb y6a fff fs5 fc2 sc0 ls23 ws2c">ao <span class="_ _8"></span>que é <span class="_ _8"></span>conhecido <span class="_ _8"></span>mas também <span class="_ _8"></span>quanto ao <span class="_ _8"></span>que e<span class="_ _8"></span>stá <span class="_ _8"></span>ocult<span class="_ _4"></span>o<span class="_ _4"></span>. O <span class="_ _8"></span>choro<span class="_ _4"></span>, <span class="_ _8"></span>a </div><div class="t m56c x3a hb y86 fff fs5 fc2 sc0 ls5 ws6">inquietude<span class="_ _4"></span>, <span class="_ _4"></span>os anseios, <span class="_ _4"></span>os medos, <span class="_ _3"></span>as dores, a <span class="_ _3"></span>tranquilidade, <span class="_ _3"></span>a segurança, o </div><div class="t m19b x3a hb y87 fff fs5 fc2 sc0 ls22 ws2b">amor<span class="_ _3"></span>, <span class="_ _4"></span>enm, muit<span class="_ _3"></span>os dos <span class="_ _3"></span>s<span class="_ _8"></span>entiment<span class="_ _4"></span>os <span class="_ _4"></span>e <span class="_ _4"></span>sensaçõe<span class="_ _8"></span>s <span class="_ _4"></span>do <span class="_ _4"></span>bebê e <span class="_ _3"></span>da criança <span class="_ _3"></span>são </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">reexos de <span class="_ _8"></span>sentimentos e s<span class="_ _8"></span>ensações <span class="_ _8"></span>por que e<span class="_ _8"></span>stá passando <span class="_ _8"></span>a mãe, ainda </div><div class="t m56d x3a hb y89 fff fs5 fc2 sc0 ls23 ws2c">que <span class="_ _8"></span>não consiga <span class="_ _8"></span>ter <span class="_ _8"></span>a coragem <span class="_ _8"></span>ou <span class="_ _8"></span>a clareza <span class="_ _8"></span>de <span class="_ _8"></span>expressá-los e <span class="_ _8"></span>de <span class="_ _8"></span>buscar </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">ajuda, quando necessário. </div><div class="t m56e x19 hb y6c fff fs5 fc2 sc0 lsf ws11">Sob <span class="_ _8"></span>essa <span class="_ _8"></span>perspectiv<span class="_ _4"></span>a, <span class="_ _8"></span>a <span class="_ _8"></span>maternidade é <span class="_ _8"></span>uma <span class="_ _8"></span>experiência <span class="_ _8"></span>compl<span class="_ _3"></span>exa <span class="_ _8"></span>e </div><div class="t m4aa x3a hb y6d fff fs5 fc2 sc0 ls8 wsa">profunda. <span class="_ _3"></span>Mais do <span class="_ _3"></span>que um <span class="_ _4"></span>processo <span class="_ _4"></span>de <span class="_ _4"></span>conheciment<span class="_ _4"></span>o <span class="_ _4"></span>e <span class="_ _4"></span>criação <span class="_ _4"></span>de <span class="_ _4"></span>um <span class="_ _4"></span>novo </div><div class="t m5a x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">ser<span class="_ _3"></span>, compreende <span class="_ _4"></span>um <span class="_ _4"></span>processo de <span class="_ _3"></span>s<span class="_ _8"></span>e encontrar <span class="_ _3"></span>no papel <span class="_ _4"></span>“mãe” <span class="_ _4"></span>e <span class="_ _4"></span>construir </div><div class="t m56f x3a hb y6f fff fs5 fc2 sc0 ls23 ws2c">uma <span class="_ _8"></span>relação afetiv<span class="_ _3"></span>a <span class="_ _8"></span>saudável com <span class="_ _8"></span>a <span class="_ _8"></span>criança. Compreende <span class="_ _8"></span>também <span class="_ _8"></span>uma </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">readequação de <span class="_ _8"></span>prioridades, <span class="_ _8"></span>que <span class="_ _8"></span>envol<span class="_ _3"></span>ve a <span class="_ _8"></span>redução signicativa da <span class="_ _8"></span>aut<span class="_ _3"></span>o-</div><div class="t m570 x3a hb y71 fff fs5 fc2 sc0 ls9 wsb">nomia <span class="_ _4"></span>e da <span class="_ _3"></span>satisf<span class="_ _4"></span>ação <span class="_ _4"></span>de necessidades próprias <span class="_ _3"></span>para atender <span class="_ _3"></span>nece<span class="_ _8"></span>ssidade<span class="_ _8"></span>s </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">do bebê ou da criança.</div><div class="t m367 x19 hb y73 fff fs5 fc2 sc0 ls7 ws9">E <span class="_ _8"></span>isso acontece <span class="_ _8"></span>em <span class="_ _8"></span>meio <span class="_ _8"></span>a outros <span class="_ _8"></span>processos <span class="_ _8"></span>e <span class="_ _8"></span>descobertas. Recupe<span class="ls0 ws0">-</span></div><div class="t m439 x3a hb y74 fff fs5 fc2 sc0 lsf ws11">ração <span class="_ _8"></span>do parto<span class="_ _3"></span>, <span class="_ _8"></span>entendimento do <span class="_ _8"></span>novo s<span class="_ _8"></span>er <span class="_ _8"></span>e dos <span class="_ _8"></span>sinais <span class="_ _8"></span>que <span class="_ _8"></span>el<span class="_ _4"></span>e <span class="_ _8"></span>of<span class="_ _3"></span>erece, </div><div class="t m5 x3a hb y75 fff fs5 fc2 sc0 ls6 ws8">amamentação <span class="_ _8"></span>e <span class="_ _8"></span>suas diculdades, <span class="_ _8"></span>privação de <span class="_ _8"></span>sono, reorganização <span class="_ _8"></span>da </div><div class="t m571 x3a hb y76 fff fs5 fc2 sc0 ls10 ws12">rotina da <span class="_ _8"></span>f<span class="_ _4"></span>amília, <span class="_ _8"></span>cumplicidade <span class="_ _8"></span>e participação <span class="_ _8"></span>do <span class="_ _8"></span>pai <span class="_ _8"></span>ou <span class="_ _8"></span>da outra <span class="_ _8"></span>mãe, </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">receptividade e <span class="_ _8"></span>demanda emocional <span class="_ _8"></span>de <span class="_ _8"></span>irmãs e/ou <span class="_ _8"></span>irmãos, interferências </div><div class="t m572 x3a hb y78 fff fs5 fc2 sc0 lsa wsc">da <span class="_ _4"></span>f<span class="_ _3"></span>amília, adiament<span class="_ _3"></span>o ou <span class="_ _3"></span>de<span class="_ _8"></span>sistência <span class="_ _4"></span>de <span class="_ _4"></span>projet<span class="_ _3"></span>os prossionais, <span class="_ _3"></span>rede<span class="_ _8"></span>scoberta </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">da sexualidade etc. </div><div class="t m61 x19 hb y7a fff fs5 fc2 sc0 lsc wse">E <span class="_ _8"></span>as complexidades <span class="_ _8"></span>não param <span class="_ _8"></span>por <span class="_ _8"></span>aí. Cada <span class="_ _8"></span>mulher <span class="_ _8"></span>tem um <span class="_ _8"></span>lugar <span class="_ _8"></span>de </div><div class="t m573 x3a hb y7b fff fs5 fc2 sc0 ls5 ws6">f<span class="_ _3"></span>ala que <span class="_ _4"></span>lhe <span class="_ _4"></span>é <span class="_ _4"></span>particular<span class="_ _3"></span>, conf<span class="_ _5"></span>orme a <span class="_ _4"></span>realidade <span class="_ _4"></span>f<span class="_ _3"></span>amiliar<span class="_ _3"></span>, social <span class="_ _4"></span>e <span class="_ _4"></span>econômica </div><div class="t mce x3a hb y7c fff fs5 fc2 sc0 ls4 ws5">em <span class="_ _8"></span>que e<span class="_ _8"></span>stá ins<span class="_ _8"></span>erida. <span class="_ _8"></span>Mães <span class="_ _8"></span>negras, mãe<span class="_ _8"></span>s <span class="_ _8"></span>pobres, <span class="_ _8"></span>mães <span class="_ _8"></span>LGBTQIA+, mães </div><div class="t m2 x3a hb y7d ff1f fs5 fc2 sc0 ls0 ws0">sol<span class="_ _4"></span>o<span class="fff">, mãe<span class="_ _8"></span>s <span class="_ _8"></span>de crianças <span class="_ _8"></span>com nece<span class="_ _8"></span>ssidades <span class="_ _8"></span>e<span class="_ _8"></span>speciais, mãe<span class="_ _8"></span>s adotivas, mãe<span class="_ _8"></span>s </span></div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">divorciadas, mães-avós<span class="_ _4"></span>. A vida é repl<span class="_ _4"></span>eta de possibilidades. </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">114</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m574 x19 hb y6a fff fs5 fc2 sc0 lsf ws11">O <span class="_ _8"></span>período de <span class="_ _8"></span>licença <span class="_ _8"></span>à ge<span class="_ _8"></span>stante<span class="_ _4"></span>,</div><div class="t m575 x95 h18 y18e ff1b fs9 fc2 sc0 ls42 ws57">40</div><div class="t m574 x9f hb y6a fff fs5 fc2 sc0 lsf ws11"> <span class="_ _8"></span>que vai de <span class="_ _8"></span>quatro a <span class="_ _8"></span>s<span class="_ _8"></span>eis me<span class="_ _8"></span>se<span class="_ _8"></span>s, <span class="_ _8"></span>é </div><div class="t m576 x3a hb y86 fff fs5 fc2 sc0 ls23 ws2c">um <span class="_ _8"></span>período muito inferior ao <span class="_ _8"></span>período <span class="_ _8"></span>de fusão <span class="_ _8"></span>emocional <span class="_ _8"></span>mãe-bebê <span class="_ _8"></span>e à </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">dependência que ess<span class="_ _8"></span>es dois sere<span class="_ _8"></span>s, conectados como um só<span class="_ _3"></span>, des<span class="_ _8"></span>envol<span class="_ _4"></span>v<span class="_ _4"></span>em </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">um em relação ao outro<span class="_ _3"></span>. </div><div class="t m577 x19 hb y89 fff fs5 fc2 sc0 lsa wsc">À <span class="_ _4"></span>medida <span class="_ _4"></span>que <span class="_ _4"></span>o <span class="_ _4"></span>bebê <span class="_ _4"></span>cresce e <span class="_ _3"></span>passa a <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _4"></span>relacionar <span class="_ _4"></span>com <span class="_ _4"></span>outras <span class="_ _4"></span>pessoas, </div><div class="t m3f9 x3a hb y6b fff fs5 fc2 sc0 ls5 ws6">v<span class="_ _4"></span>ai <span class="_ _4"></span>ampliando o <span class="_ _3"></span>s<span class="_ _8"></span>eu <span class="_ _4"></span>círcul<span class="_ _4"></span>o <span class="_ _4"></span>de <span class="_ _4"></span>relações fusionais <span class="_ _4"></span>(bebê-pai, <span class="_ _4"></span>bebê-irmão/ã, </div><div class="t m366 x3a hb y6c fff fs5 fc2 sc0 ls4 ws5">bebê-avó<span class="_ _3"></span>, <span class="_ _8"></span>bebê-pe<span class="_ _8"></span>ssoa que <span class="_ _8"></span>cuida <span class="_ _8"></span>de mim). <span class="_ _8"></span>Mas <span class="_ _8"></span>ninguém substitui <span class="_ _8"></span>a <span class="_ _8"></span>pre<span class="ls0 ws0">-</span></div><div class="t maa x3a hb y6d fff fs5 fc2 sc0 ls9 wsb">sença física <span class="_ _4"></span>e <span class="_ _4"></span>emocional <span class="_ _4"></span>da <span class="_ _4"></span>mãe<span class="_ _4"></span>. <span class="_ _4"></span>P<span class="_ _4"></span>or <span class="_ _4"></span>isso<span class="_ _4"></span>, <span class="_ _4"></span>a <span class="_ _4"></span>volta <span class="_ _4"></span>ao <span class="_ _4"></span>trabalho <span class="_ _4"></span>agrega <span class="_ _4"></span>ainda </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">mais compl<span class="_ _4"></span>exidade à maternidade<span class="_ _4"></span>. </div><div class="t m3d5 x19 hb y6f fff fs5 fc2 sc0 ls22 ws2b">Quando <span class="_ _4"></span>as <span class="_ _4"></span>mães-bebê<span class="_ _8"></span>s ret<span class="_ _3"></span>ornam ao <span class="_ _3"></span>trabalho, <span class="_ _3"></span>são f<span class="_ _3"></span>orçadas a <span class="_ _3"></span>performar </div><div class="t m578 x3a hb y70 fff fs5 fc2 sc0 lsf ws11">no <span class="_ _8"></span>mundo da <span class="_ _8"></span>racionalidade, do <span class="_ _8"></span>control<span class="_ _3"></span>e <span class="_ _8"></span>do <span class="_ _8"></span>horário <span class="_ _8"></span>e <span class="_ _8"></span>da produtividade.<span class="_ _4"></span> </div><div class="t me9 x3a hb y71 fff fs5 fc2 sc0 lse ws10">Com <span class="_ _8"></span>o foco no <span class="_ _8"></span>bebê<span class="_ _4"></span>, <span class="_ _8"></span>nos instintos e <span class="_ _8"></span>no <span class="_ _8"></span>mundo <span class="_ _8"></span>interior<span class="_ _5"></span>, <span class="_ _8"></span>muitas <span class="_ _8"></span>mães <span class="_ _8"></span>s<span class="_ _8"></span>e </div><div class="t m579 x3a hb y72 fff fs5 fc2 sc0 lsd wsf">sentem deslocadas, <span class="_ _3"></span>incapaze<span class="_ _8"></span>s, <span class="_ _3"></span>diminuídas, como <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _4"></span>a <span class="_ _3"></span>prossional que <span class="_ _3"></span>ante<span class="_ _8"></span>s </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">existia tiv<span class="_ _3"></span>e<span class="_ _8"></span>sse se perdido, <span class="_ _3"></span>s<span class="_ _8"></span>em mais <span class="_ _3"></span>e<span class="_ _8"></span>spaço na <span class="_ _4"></span>nov<span class="_ _3"></span>a vida. E <span class="_ _3"></span>e<span class="_ _8"></span>sse moment<span class="_ _4"></span>o </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">normalmente coincide <span class="_ _4"></span>com o <span class="_ _3"></span>começo da introdução <span class="_ _3"></span>alimentar do bebê <span class="_ _4"></span>e<span class="_ _4"></span>, </div><div class="t m454 x3a hb y75 fff fs5 fc2 sc0 lsb wsd">para <span class="_ _4"></span>algumas <span class="_ _3"></span>mãe<span class="_ _8"></span>s, <span class="_ _3"></span>com a <span class="_ _3"></span>interrupção precoce <span class="_ _3"></span>e abrupta <span class="_ _3"></span>da amamentação<span class="_ _3"></span>.</div><div class="t m1b8 x19 hb y76 fff fs5 fc2 sc0 ls0 ws0">Modo geral, <span class="_ _3"></span>a sociedade <span class="_ _3"></span>não reconhece <span class="_ _4"></span>a fundamentalidade<span class="_ _3"></span>, inclusiv<span class="_ _3"></span>e </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">em termos de perpetuação da espécie<span class="_ _4"></span>, e a sobrecarga que a maternidade </div><div class="t m57a x3a hb y78 fff fs5 fc2 sc0 ls23 ws2c">repres<span class="_ _8"></span>enta <span class="_ _8"></span>na vida <span class="_ _8"></span>física <span class="_ _8"></span>e psíquica <span class="_ _8"></span>das <span class="_ _8"></span>mães. E <span class="_ _8"></span>isso <span class="_ _8"></span>se <span class="_ _8"></span>reproduz no <span class="_ _8"></span>am<span class="ls0 ws0">-</span></div><div class="t m37b x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">biente de <span class="_ _3"></span>trabalho quando <span class="_ _3"></span>as mães-bebê<span class="_ _8"></span>s <span class="_ _4"></span>são tratadas <span class="_ _3"></span>exatamente como </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">as(os) demais col<span class="_ _4"></span>egas<span class="_ _4"></span>. </div><div class="t m2 x19 hb y7b fff fs5 fc2 sc0 ls0 ws0">Essa “igualdade” é articial e pode ser desvelada ao se constatar que </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">a maioria <span class="_ _3"></span>das mães dorme mal <span class="_ _3"></span>e/ou acorda <span class="_ _4"></span>na madrugada <span class="_ _3"></span>para amamen-</div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">tar; muit<span class="_ _3"></span>os bebê<span class="_ _8"></span>s alteram o <span class="_ _4"></span>padrão de sono <span class="_ _4"></span>quando as mães ret<span class="_ _3"></span>ornam ao </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">trabalho para compensar <span class="_ _8"></span>a ausência <span class="_ _8"></span>durante o dia; a <span class="_ _8"></span>jornada de trabalho </div><div class="t m57b x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">das mães <span class="_ _4"></span>tem <span class="_ _4"></span>de se <span class="_ _4"></span>ajustar ao <span class="_ _3"></span>horário das <span class="_ _4"></span>creches ou <span class="_ _3"></span>das empregadas; ao </div><div class="t m57c x3a h1a y296 ff1d fs2 fc2 sc0 ls20 ws50">40<span class="ls0 ws0"> <span class="_ _1e"> </span>A <span class="_ _8"></span>Lei nº <span class="_ _8"></span>8.112/1990 prevê, em <span class="_ _8"></span>seu art. <span class="_ _8"></span>207, a <span class="_ _8"></span>licença à <span class="_ _8"></span>gest<span class="_ _4"></span>ante pelo prazo de <span class="_ _8"></span>120 dias, </span></div><div class="t m57d x1e h1a y297 ff1d fs2 fc2 sc0 ls20 ws50">com <span class="_ _4"></span>possibilidade de <span class="_ _4"></span>prorrog<span class="_ _3"></span>ação por mais <span class="_ _3"></span>60 dias em <span class="_ _4"></span>face <span class="_ _3"></span>da regulamentaç<span class="_ _4"></span>ão c<span class="_ _4"></span>onstant<span class="_ _4"></span>e </div><div class="t m5 x1e h1a y28b ff1d fs2 fc2 sc0 ls38 ws45">do Decreto nº <span class="_ _8"></span>6.690/2008. <span class="_ _8"></span>A lei <span class="_ _8"></span>e o <span class="_ _8"></span>decreto também asseguram licença <span class="_ _8"></span>à adotante e </div><div class="t m57e x1e h1a y28c ff1c fs2 fc2 sc0 ls54 ws66">uma prorr<span class="_ _4"></span>ogação pr<span class="_ _4"></span>oporcional à idade da criança quando da adoç<span class="_ _4"></span>ão. Muito do que é </div><div class="t m57f x1e h1a y28d ff1c fs2 fc2 sc0 ls20 ws28">trat<span class="_ _4"></span>ado sobre a mat<span class="_ _4"></span>ernidade neste tópic<span class="_ _4"></span>o é aplicável às mães adot<span class="_ _4"></span>antes, com adapt<span class="_ _4"></span>ações </div><div class="t m1b2 x1e h1a y207 ff1c fs2 fc2 sc0 ls0 ws25">relacionadas ao período ges<span class="_ _4"></span>tacional e ao parto. As mães adotan<span class="_ _4"></span>tes, entr<span class="_ _4"></span>etant<span class="_ _4"></span>o, têm um </div><div class="t m2 x1e h1a y208 ff1d fs2 fc2 sc0 ls0 ws0">desao maior <span class="_ _3"></span>de construir a <span class="_ _3"></span>relação fusional <span class="_ _4"></span>mãe-criança e <span class="_ _3"></span>de trabalhar <span class="_ _4"></span>juntament<span class="_ _4"></span>e c<span class="_ _4"></span>om </div><div class="t m12c x1e h1a y209 ff1d fs2 fc2 sc0 ls0 ws0">lhas e <span class="_ _8"></span>lhos traumas, perdas <span class="_ _8"></span>e ausências <span class="_ _8"></span>vivenciados na <span class="_ _8"></span>vida intra e extrauterina até o </div><div class="t m2 x1e h1a y155 ff1d fs2 fc2 sc0 ls0 ws0">momento da adoção. Essas violências, sem dúvida, es<span class="_ _4"></span>tão regis<span class="_ _4"></span>tradas na memória a<span class="_ _4"></span>fev<span class="_ _4"></span>a </div><div class="t m2 x1e h1a y156 ff1d fs2 fc2 sc0 ls0 ws0">e inuenciaram a construç<span class="_ _4"></span>ão da psique dessas crianças. Compreender a maternidade na </div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">perspecv<span class="_ _4"></span>a da mãe adotante demandaria um en<span class="_ _4"></span>foque ainda mais aprofundado.</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">115</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m580 x3a hb y6a fff fs5 fc2 sc0 lse ws10">ingressarem <span class="_ _8"></span>nas <span class="_ _8"></span>creches/e<span class="_ _8"></span>scolas, <span class="_ _8"></span>as crianças <span class="_ _8"></span>cam <span class="_ _8"></span>doente<span class="_ _8"></span>s com <span class="_ _8"></span>maior </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">frequência e <span class="_ _4"></span>precisam de cuidados <span class="_ _4"></span>em casa; <span class="_ _4"></span>ao chegarem <span class="_ _4"></span>a casa, as <span class="_ _4"></span>mães </div><div class="t m581 x3a hb y87 fff fs5 fc2 sc0 ls7 ws9">empregam <span class="_ _8"></span>muit<span class="_ _3"></span>o <span class="_ _8"></span>tempo <span class="_ _8"></span>nos <span class="_ _8"></span>cuidados com <span class="_ _8"></span>a <span class="_ _8"></span>criança <span class="_ _8"></span>e com <span class="_ _8"></span>a <span class="_ _8"></span>casa, <span class="_ _8"></span>res<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m52f x3a hb y88 fff fs5 fc2 sc0 lsc wse">tando <span class="_ _8"></span>pouco ou <span class="_ _8"></span>nenhum <span class="_ _8"></span>tempo para <span class="_ _8"></span>os <span class="_ _8"></span>cuidados pe<span class="_ _8"></span>ssoais; <span class="_ _8"></span>as mãe<span class="_ _8"></span>s <span class="_ _8"></span>que </div><div class="t m582 x3a hb y89 fff fs5 fc2 sc0 ls23 ws2c">amamentam <span class="_ _8"></span>precisam ordenhar <span class="_ _8"></span>o <span class="_ _8"></span>l<span class="_ _4"></span>eite<span class="_ _3"></span>, <span class="_ _8"></span>em <span class="_ _8"></span>casa <span class="_ _8"></span>e no <span class="_ _8"></span>trabalho; <span class="_ _8"></span>as mãe<span class="_ _8"></span>s </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">raramente têm tempo para <span class="_ _8"></span>inv<span class="_ _4"></span>estir <span class="_ _8"></span>em capacitação ou trabalhar além da </div><div class="t m3dc x3a hb y6c fff fs5 fc2 sc0 lsa wsc">jornada; <span class="_ _4"></span>mas, <span class="_ _4"></span>ess<span class="_ _8"></span>encialmente<span class="_ _4"></span>, <span class="_ _4"></span>as <span class="_ _4"></span>mães trabalham <span class="_ _3"></span>fundidas emocionalmen<span class="ls0 ws0">-</span></div><div class="t m583 x3a hb y6d fff fs5 fc2 sc0 ls7 ws9">te <span class="_ _8"></span>com bebê<span class="_ _8"></span>s/crianças, <span class="_ _8"></span>e<span class="_ _3"></span>, <span class="_ _8"></span>me<span class="_ _8"></span>smo que <span class="_ _8"></span>de<span class="_ _8"></span>sejem, <span class="_ _8"></span>muitas <span class="_ _8"></span>não cons<span class="_ _8"></span>eguem </div><div class="t m21a x3a hb y6e fff fs5 fc2 sc0 ls7 ws9">estar <span class="_ _8"></span>integralmente <span class="_ _8"></span>f<span class="_ _3"></span>ocadas <span class="_ _8"></span>na <span class="_ _8"></span>atividade <span class="_ _8"></span>laboral (é <span class="_ _8"></span>muito comum <span class="_ _8"></span>ouvir </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">as mãe<span class="_ _8"></span>s <span class="_ _8"></span>dizerem que <span class="_ _8"></span>v<span class="_ _3"></span>ão <span class="_ _8"></span>para <span class="_ _8"></span>o trabalho <span class="_ _8"></span>de <span class="_ _8"></span>coração e <span class="_ _8"></span>mente divididos... </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">uma parte<span class="_ _4"></span>, a mais signicativ<span class="_ _4"></span>a, ca com a criança).</div><div class="t m15a x19 hb y71 fff fs5 fc2 sc0 ls4 ws5">Ness<span class="_ _8"></span>e <span class="_ _8"></span>sentido, a <span class="_ _8"></span>volta ao <span class="_ _8"></span>trabalho das <span class="_ _8"></span>mãe<span class="_ _8"></span>s-bebês <span class="_ _8"></span>de<span class="_ _4"></span>ve ser <span class="_ _8"></span>tutelada </div><div class="t m584 x3a hb y72 fff fs5 fc2 sc0 lse ws10">por <span class="_ _8"></span>políticas públicas <span class="_ _8"></span>adequadas. Dev<span class="_ _3"></span>e <span class="_ _8"></span>s<span class="_ _8"></span>er programada <span class="_ _8"></span>e <span class="_ _8"></span>f<span class="_ _3"></span>acilitada <span class="_ _8"></span>não </div><div class="t m585 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">apenas pela <span class="_ _3"></span>rede de <span class="_ _3"></span>apoio f<span class="_ _3"></span>amiliar mas <span class="_ _4"></span>também <span class="_ _4"></span>pelas instituições <span class="_ _4"></span>sociais, </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">em especial a do trabalho<span class="_ _3"></span>, de modo a garantir o <span class="_ _4"></span>acolhiment<span class="_ _4"></span>o e a exibili-</div><div class="t m7a x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">dade minimamente <span class="_ _8"></span>nece<span class="_ _8"></span>ssários a <span class="_ _8"></span>ess<span class="_ _8"></span>e <span class="_ _8"></span>processo <span class="_ _8"></span>de reins<span class="_ _8"></span>erção da <span class="_ _8"></span>(agora) </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">mãe-bebê-prossional na atividade laboral, evitando que muitas mães s<span class="_ _8"></span>e </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">sintam f<span class="_ _3"></span>orçadas a escolher entre os papéis da maternidade <span class="_ _4"></span>e do trabalho<span class="_ _3"></span>, </div><div class="t m531 x3a hb y78 fff fs5 fc2 sc0 lsd wsf">ou <span class="_ _4"></span>que <span class="_ _4"></span>se sintam <span class="_ _3"></span>“fracassadas” pel<span class="_ _3"></span>o desempenho insatisf<span class="_ _3"></span>atório <span class="_ _3"></span>de ambos<span class="_ _3"></span>.</div><div class="t m531 x5a h18 y29a ff1b fs9 fc2 sc0 ls55 ws75">41</div><div class="t m531 x69 hb y78 ff10 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m586 x19 hb y79 fff fs5 fc2 sc0 lsa wsc">Esse aspect<span class="_ _3"></span>o é <span class="_ _3"></span>fundamental, porque <span class="_ _3"></span>o ret<span class="_ _3"></span>orno ao <span class="_ _3"></span>trabalho pode <span class="_ _4"></span>agrav<span class="_ _3"></span>ar<span class="_ _8"></span> </div><div class="t m587 x3a hb y7a fff fs5 fc2 sc0 ls7 ws9">ainda <span class="_ _8"></span>mais a <span class="_ _8"></span>de<span class="_ _8"></span>sigual<span class="_ _4"></span>dade <span class="_ _8"></span>de gênero <span class="_ _8"></span>no mercado <span class="_ _8"></span>de <span class="_ _8"></span>trabalho<span class="_ _4"></span>. <span class="_ _8"></span>Mas não </div><div class="t mac x3a hb y7b fff fs5 fc2 sc0 lsc wse">precisa s<span class="_ _8"></span>er <span class="_ _8"></span>assim. Se <span class="_ _8"></span>o <span class="_ _8"></span>ret<span class="_ _3"></span>orno <span class="_ _8"></span>ao <span class="_ _8"></span>trabalho f<span class="_ _4"></span>or conduzido <span class="_ _8"></span>com <span class="_ _8"></span>responsa</div><div class="t m588 x43 hb y7b fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m5 x3a hb y7c fff fs5 fc2 sc0 ls6 ws8">bilidade<span class="_ _4"></span>, <span class="_ _8"></span>com <span class="_ _8"></span>diál<span class="_ _3"></span>ogo <span class="_ _8"></span>e <span class="_ _8"></span>com <span class="_ _8"></span>re<span class="_ _8"></span>speit<span class="_ _4"></span>o<span class="_ _3"></span>, <span class="_ _8"></span>pode <span class="_ _8"></span>agregar <span class="_ _8"></span>val<span class="_ _3"></span>or <span class="_ _8"></span>ao <span class="_ _8"></span>re<span class="_ _8"></span>sultado </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">do trabalho <span class="_ _8"></span>por <span class="_ _8"></span>qualidades <span class="_ _8"></span>e capacidade<span class="_ _8"></span>s de<span class="_ _8"></span>senvolvidas na maternidade </div><div class="t m589 x3a hb y7e fff fs5 fc2 sc0 ls7 ws9">que<span class="_ _4"></span>, <span class="_ _8"></span>canalizadas da <span class="_ _8"></span>f<span class="_ _4"></span>orma correta, <span class="_ _8"></span>constituem <span class="_ _8"></span>f<span class="_ _3"></span>ator de <span class="_ _8"></span>diversidade e <span class="_ _8"></span>de </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">enriqueciment<span class="_ _4"></span>o às organizações.</div><div class="t m2 x89 h18 y29b ff1b fs9 fc2 sc0 ls0 ws0">42</div><div class="t m2 xa0 hb y7f ff10 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m58a x3a h1a y183 ff1c fs2 fc2 sc0 ls25 ws2e">41<span class="ff1d ls3b ws4b"> <span class="_ _1f"> </span>Essa é <span class="_ _4"></span>a <span class="_ _4"></span>realidade <span class="_ _4"></span>da gr<span class="_ _4"></span>ande maioria <span class="_ _3"></span>das mães-bebês-prossionais. <span class="_ _4"></span>V<span class="_ _3"></span>er interessan<span class="_ _4"></span>te <span class="_ _4"></span>abor<span class="ff1c ls0 ws0">-</span></span></div><div class="t m2 x1e h1a y184 ff1d fs2 fc2 sc0 ls0 ws0">dagem do assunt<span class="_ _4"></span>o em BEARD<span class="_ _4"></span>, Alison. Ideal work<span class="_ _3"></span>er or perfect mom? In: <span class="ff21">Harvard Business </span></div><div class="t m58b x1e h1a y185 ff21 fs2 fc2 sc0 ls8 wsa">Review<span class="ff1d ls0 ws0">. Jan.<span class="_ _3"></span>-Febr<span class="_ _6"></span>., 2019. Disponível <span class="_ _3"></span>em: hps://hbr<span class="_ _5"></span>.org/2019/01/ideal-worker<span class="_ _3"></span>-or-perf<span class="_ _4"></span>ec<span class="ff1c">-</span></span></div><div class="t m2 x1e h1a y186 ff1d fs2 fc2 sc0 ls0 ws0">t-mom. Acesso em 4 jan. 2022.</div><div class="t m58c x3a h1a y209 ff1c fs2 fc2 sc0 ls6 ws8">42<span class="ff1d ls3a ws4a"> <span class="_ _1d"> </span>Sobre <span class="_ _3"></span>a diver<span class="_ _4"></span>sidade no <span class="_ _3"></span>ambiente de<span class="_ _4"></span> tr<span class="_ _3"></span>abalho, ver<span class="_ _5"></span>, <span class="_ _4"></span>por e<span class="_ _4"></span>x<span class="_ _4"></span>emplo, <span class="_ _3"></span>EL<span class="_ _3"></span>Y<span class="_ _5"></span>, R<span class="_ _4"></span>obin <span class="_ _4"></span>J; THOMAZ, <span class="_ _3"></span>David </span></div><div class="t m307 x1e h1a y155 ff1d fs2 fc2 sc0 ls25 ws2e">A. Geng <span class="_ _8"></span>serious about <span class="_ _8"></span>diversity: enough already <span class="_ _8"></span>with the <span class="_ _8"></span>bussiness case. In: <span class="_ _8"></span><span class="ff1e">Harvard </span></div><div class="t m58d x1e h1a y156 ff21 fs2 fc2 sc0 ls26 ws32">Bussiness R<span class="_ _4"></span>eview<span class="ff1d">. <span class="_ _4"></span>Nov<span class="_ _5"></span>.<span class="_ _4"></span>-Dez., <span class="_ _4"></span>2020. Disponível <span class="_ _3"></span>em: hps://hbr<span class="_ _5"></span>.org/2020/11/geng-seriou<span class="ff1c ls0 ws0">-</span></span></div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">s-about-div<span class="_ _4"></span>ersity<span class="_ _4"></span>-enough-already<span class="_ _4"></span>-with-the-business-case. Acesso em: 15 dez. 2021.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">116</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf76" class="pf wa h0" data-page-no="76"><div class="pc pc76 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m2 x3a h22 y6a ff1f fs7 fc8 sc0 ls0 ws0">As maternidades, as crianças e a volta das mãe<span class="_ _8"></span>s ao trabalho</div><div class="t m58e x3a h1a y205 ff1c fs2 fc2 sc0 ls0 ws0">43<span class="ws26"> <span class="_ _1f"> </span>Segundo o psiquiatra tchec<span class="_ _4"></span>o Stanisla<span class="_ _4"></span>v Grof<span class="_ _3"></span>, um dos maiores nomes da pesquisa moderna </span></div><div class="t m2 x1e h1a y206 ff1c fs2 fc2 sc0 ls0 ws28">sobre a consciência, “(...) e<span class="_ _4"></span>xiste um consenso de que o momen<span class="_ _4"></span>to logo após o nascimento </div><div class="t m58f x1e h1a y182 ff1d fs2 fc2 sc0 ls3b ws4b">é e<span class="_ _4"></span>xtremament<span class="_ _4"></span>e import<span class="_ _4"></span>ante. <span class="_ _3"></span>A ligação <span class="_ _3"></span>e a tr<span class="_ _4"></span>oca <span class="_ _4"></span>de olhar<span class="_ _4"></span>es e<span class="_ _4"></span>ntre <span class="_ _4"></span>a <span class="_ _4"></span>mãe e <span class="_ _3"></span>o lho são <span class="_ _3"></span>vistos </div><div class="t m590 x1e h1a y183 ff1d fs2 fc2 sc0 ls4b ws6a">como <span class="_ _4"></span>algo <span class="_ _4"></span>muito <span class="_ _4"></span>signicavo <span class="_ _3"></span>para o <span class="_ _3"></span>relacionamento <span class="_ _4"></span>dos <span class="_ _4"></span>dois dur<span class="_ _3"></span>ante toda <span class="_ _3"></span>a vida. <span class="_ _4"></span>T<span class="_ _3"></span>ambém </div><div class="t m5f x1e h1a y184 ff1c fs2 fc2 sc0 ls3b ws28">há um consenso de que os cuidados iniciais são importantes e podem r<span class="_ _4"></span>ealmente moldar a </div><div class="t m2 x1e h1a y185 ff1d fs2 fc2 sc0 ls0 ws0">personalidade da criança.<span class="_ _5"></span>” <span class="_ _8"></span>In: Nascer é o nosso primeiro grande desao. <span class="ff21">R<span class="_ _4"></span>evist<span class="_ _4"></span>a Crescer<span class="ff1c">. </span></span></div><div class="t m591 x1e h1a y186 ff1d fs2 fc2 sc0 ls0 ws0">2015. Disponível <span class="_ _8"></span>em: hps://revist<span class="_ _4"></span>acrescer<span class="_ _5"></span>.globo.com/Gra<span class="_ _4"></span>videz/Part<span class="_ _4"></span>o/nocia/2015/07/</div><div class="t m592 x1e h1a y187 ff1d fs2 fc2 sc0 ls1f ws56">nascer-e-o-nosso-primeir<span class="_ _3"></span>o-grande-desao-diz-o-medico-stanisla<span class="_ _4"></span>v-gr<span class="_ _3"></span>of<span class="_ _4"></span>.html. Acesso <span class="_ _8"></span>em: </div><div class="t m2 x1e h1a y188 ff1d fs2 fc2 sc0 ls0 ws0">5 jan. 2022.</div><div class="t m557 x3a h1a y156 ff1c fs2 fc2 sc0 ls1f ws56">44<span class="ls20 ws28"> <span class="_ _1f"> </span>GUTMAN, Laura. <span class="ff21 ws50">A mat<span class="_ _4"></span>ernidade e <span class="_ _4"></span>o enc<span class="_ _4"></span>ontro <span class="_ _4"></span>com a <span class="_ _3"></span>própria sombra<span class="ff1c ws28">. 9ª ed. Rio de Janeiro: </span></span></span></div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">BestSeller<span class="_ _5"></span>, 2016. p. 26.</div><div class="t m5 x19 hb y87 fff fs5 fc2 sc0 ls6 ws8">Se <span class="_ _8"></span>a <span class="_ _8"></span>maternidade <span class="_ _8"></span>pode s<span class="_ _8"></span>er <span class="_ _8"></span>uma <span class="_ _8"></span>escolha <span class="_ _8"></span>para <span class="_ _8"></span>as <span class="_ _8"></span>mães, <span class="_ _8"></span>certamente </div><div class="t m104 x3a hb y88 fff fs5 fc2 sc0 ls4 ws5">não <span class="_ _8"></span>é para <span class="_ _8"></span>as <span class="_ _8"></span>crianças<span class="_ _3"></span>. <span class="_ _8"></span>T<span class="_ _5"></span>anto as <span class="_ _8"></span>experiências <span class="_ _8"></span>do útero <span class="_ _8"></span>e do <span class="_ _8"></span>part<span class="_ _4"></span>o <span class="_ _8"></span>quant<span class="_ _3"></span>o </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">as experiências pós-nasciment<span class="_ _4"></span>o</div><div class="t m2 xa1 h18 y1b5 ff1b fs9 fc2 sc0 ls0 ws0">43</div><div class="t m2 xa2 hb y89 fff fs5 fc2 sc0 ls0 ws0"> moldam a psique do bebê e constituem </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">sua relação fusioemocional com a mãe<span class="_ _4"></span>.</div><div class="t m205 x19 hb y6c fff fs5 fc2 sc0 ls0 ws0">O <span class="_ _8"></span>bebê passa <span class="_ _8"></span>por um <span class="_ _8"></span>longo processo <span class="_ _8"></span>de <span class="_ _8"></span>compreensão de <span class="_ _8"></span>sua s<span class="_ _8"></span>epara-</div><div class="t m308 x3a hb y6d fff fs5 fc2 sc0 ls5 ws6">ção <span class="_ _4"></span>física com <span class="_ _3"></span>a mãe <span class="_ _3"></span>(aproximadamente nov<span class="_ _3"></span>e mes<span class="_ _8"></span>es de <span class="_ _4"></span>vida <span class="_ _4"></span>extrauterina) </div><div class="t m593 x3a hb y6e fff fs5 fc2 sc0 ls23 ws2c">e <span class="_ _8"></span>mais um <span class="_ _8"></span>longo processo <span class="_ _8"></span>de <span class="_ _8"></span>compreensão do <span class="_ _8"></span>“eu” <span class="_ _8"></span>e da <span class="_ _8"></span>sua <span class="_ _8"></span>separação </div><div class="t m594 x3a hb y6f fff fs5 fc2 sc0 lsf ws11">emocional, que <span class="_ _8"></span>s<span class="_ _8"></span>e <span class="_ _8"></span>inicia a <span class="_ _8"></span>partir <span class="_ _8"></span>dos dois <span class="_ _8"></span>anos, <span class="_ _8"></span>dois <span class="_ _8"></span>anos e <span class="_ _8"></span>meio</div><div class="t m595 x38 h18 y29c ff1b fs9 fc2 sc0 ls42 ws57">44</div><div class="t m594 xa3 hb y6f fff fs5 fc2 sc0 lsf ws11"> <span class="_ _8"></span>e vai </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">praticamente até o início da vida adulta. </div><div class="t m596 x19 hb y71 fff fs5 fc2 sc0 ls9 wsb">A<span class="_ _4"></span>o <span class="_ _4"></span>nascer<span class="_ _3"></span>, <span class="_ _4"></span>o <span class="_ _4"></span>bebê é <span class="_ _3"></span>totalmente <span class="_ _3"></span>indefeso <span class="_ _4"></span>e <span class="_ _4"></span>dependente da<span class="_ _4"></span> mãe<span class="_ _3"></span>. Se <span class="_ _3"></span>rela<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">ciona de f<span class="_ _3"></span>orma instintiva, buscando emitir <span class="_ _4"></span>sinais para que a mãe satisf<span class="_ _3"></span>aça </div><div class="t m2cd x3a hb y73 fff fs5 fc2 sc0 ls4 ws5">suas <span class="_ _8"></span>necessidade<span class="_ _8"></span>s físicas <span class="_ _8"></span>e <span class="_ _8"></span>emocionais mais <span class="_ _8"></span>primárias <span class="_ _8"></span>(f<span class="_ _3"></span>ome, s<span class="_ _8"></span>ede<span class="_ _3"></span>, <span class="_ _8"></span>sono, </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">insegurança, medo, <span class="_ _4"></span>dor<span class="_ _3"></span>, frio<span class="_ _3"></span>, calor<span class="_ _5"></span>, troca <span class="_ _4"></span>de fral<span class="_ _4"></span>da etc.). As <span class="_ _4"></span>mães, de outro </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">lado<span class="_ _4"></span>, de<span class="_ _8"></span>senvolv<span class="_ _3"></span>em <span class="_ _8"></span>o conhecimento intuitivo no proce<span class="_ _8"></span>sso de <span class="_ _8"></span>fusão com o </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">bebê<span class="_ _4"></span>, rel<span class="_ _4"></span>egando a um segundo plano o conhecimento racional. </div><div class="t m597 x19 hb y77 fff fs5 fc2 sc0 lsc wse">Nos <span class="_ _8"></span>primeiros mes<span class="_ _8"></span>e<span class="_ _8"></span>s de <span class="_ _8"></span>vida, <span class="_ _8"></span>a relação <span class="_ _8"></span>bebê-mãe <span class="_ _8"></span>de<span class="_ _3"></span>ve <span class="_ _8"></span>ser <span class="_ _8"></span>uma <span class="_ _8"></span>con<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">tinuidade da vida intrauterina. <span class="_ _8"></span>Segundo L<span class="_ _4"></span>aura Gutman, o bebê <span class="_ _8"></span>precisa de </div><div class="t m2 x3a hb y79 ff1f fs5 fc2 sc0 ls0 ws0">comunicação<span class="fff"> (olho <span class="_ _4"></span>no <span class="_ _4"></span>olho<span class="_ _4"></span>, v<span class="_ _4"></span>oz, percepção <span class="_ _4"></span>da presença e amor), <span class="_ _3"></span><span class="ff1f">contato<span class="ff10"> </span></span></span></div><div class="t m83 x3a hb y7a fff fs5 fc2 sc0 lsc wse">(corpo <span class="_ _8"></span>a corpo, toque<span class="_ _3"></span>, <span class="_ _8"></span>apert<span class="_ _4"></span>o<span class="_ _4"></span>, aconchego), <span class="_ _8"></span><span class="ff1f">moviment<span class="_ _3"></span>o<span class="fff"> <span class="_ _8"></span>(no <span class="_ _8"></span>útero<span class="_ _3"></span>, <span class="_ _8"></span>o <span class="_ _8"></span>bebê </span></span></div><div class="t m37 x3a hb y7b fff fs5 fc2 sc0 lsf ws11">estava em <span class="_ _8"></span>constante <span class="_ _8"></span>moviment<span class="_ _3"></span>o, não <span class="_ _8"></span>apenas <span class="_ _8"></span>pelo moviment<span class="_ _4"></span>o <span class="_ _8"></span>da mãe, </div><div class="t m598 x3a hb y7c fff fs5 fc2 sc0 lse ws10">mas <span class="_ _8"></span>pel<span class="_ _3"></span>o <span class="_ _8"></span>moviment<span class="_ _4"></span>o <span class="_ _8"></span>dos órgãos <span class="_ _8"></span>internos; <span class="_ _8"></span>por isso, os <span class="_ _8"></span>bebê<span class="_ _8"></span>s s<span class="_ _8"></span>entem-se </div><div class="t m599 x3a hb y7d fff fs5 fc2 sc0 ls7 ws9">conf<span class="_ _3"></span>ortáveis <span class="_ _8"></span>no embalo) e <span class="_ _8"></span><span class="ff1f ws31">alimentação permanente</span> (amamentação <span class="_ _8"></span>em </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">117</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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FQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAABvakxQinacjQAAT2zLZIQiuKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAwL/d8iIZLU7Zoo8AAAAASUVORK5CYII="/><div class="t m59a x3a hb y6a fff fs5 fc2 sc0 ls4 ws5">livre <span class="_ _8"></span>demanda, não <span class="_ _8"></span>apenas <span class="_ _8"></span>para suprir <span class="_ _8"></span>as nece<span class="_ _8"></span>ssidade<span class="_ _8"></span>s alimentare<span class="_ _8"></span>s, mas </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">principalmente a af<span class="_ _4"></span>etiv<span class="_ _4"></span>a), nessa ordem.</div><div class="t m2 xa4 h18 y172 ff1b fs9 fc2 sc0 ls0 ws0">45</div><div class="t m59b x19 hb y87 fff fs5 fc2 sc0 ls7 ws9">Os <span class="_ _8"></span>bebês <span class="_ _8"></span>não <span class="_ _8"></span>têm consciência <span class="_ _8"></span>do <span class="_ _8"></span>processo <span class="_ _8"></span>compl<span class="_ _4"></span>exo pelo qual <span class="_ _8"></span>pas<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">sam suas mãe<span class="_ _8"></span>s com a maternidade. El<span class="_ _4"></span>es apenas <span class="_ _8"></span>precisam e demandam a </div><div class="t m59c x3a hb y89 fff fs5 fc2 sc0 lsc wse">satisf<span class="_ _3"></span>ação <span class="_ _8"></span>de<span class="_ _8"></span>ssas nece<span class="_ _8"></span>ssidades. E <span class="_ _8"></span>a <span class="_ _8"></span>incapacidade das <span class="_ _8"></span>mãe<span class="_ _8"></span>s de <span class="_ _8"></span>prov<span class="_ _4"></span>erem </div><div class="t m59d x3a hb y6b fff fs5 fc2 sc0 lsf ws11">as <span class="_ _8"></span>necessidade<span class="_ _8"></span>s básicas <span class="_ _8"></span>de <span class="_ _8"></span>seus <span class="_ _8"></span>lhos <span class="_ _8"></span>nos <span class="_ _8"></span>primeiros anos <span class="_ _8"></span>de <span class="_ _8"></span>vida pode </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">repercutir em <span class="_ _3"></span>adultos <span class="_ _3"></span>que buscarão – <span class="_ _3"></span>a vida <span class="_ _4"></span>inteira – <span class="_ _3"></span>satisfazer <span class="_ _3"></span>aquilo <span class="_ _4"></span>que </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">lhes foi negado<span class="_ _3"></span>.</div><div class="t m2 xa5 h18 y29d ff1b fs9 fc2 sc0 ls0 ws0">46</div><div class="t m2 xa6 hb y6d ff10 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m2 x19 hb y6e fff fs5 fc2 sc0 ls0 ws0">A intensidade com que <span class="_ _4"></span>se vivencia a relação mãe-bebê <span class="_ _4"></span>está, portanto<span class="_ _3"></span>, </div><div class="t mfe x3a hb y6f fff fs5 fc2 sc0 lsd wsf">diretamente <span class="_ _4"></span>relacionada <span class="_ _4"></span>à <span class="_ _4"></span>f<span class="_ _3"></span>ormação de <span class="_ _3"></span>crianças e <span class="_ _3"></span>adultos <span class="_ _3"></span>emocionalmente </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">saudáveis, <span class="_ _3"></span>s<span class="_ _8"></span>eguros <span class="_ _3"></span>e corajosos para <span class="_ _3"></span>de<span class="_ _8"></span>scobrir <span class="_ _4"></span>o <span class="_ _4"></span>mundo<span class="_ _4"></span>, se <span class="_ _4"></span>relacionar <span class="_ _4"></span>e ter </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">uma experiência de vida f<span class="_ _4"></span>eliz.</div><div class="t m2 x39 h18 y29e ff1b fs9 fc2 sc0 ls0 ws0">47</div><div class="t m2 xa7 hb y71 ff10 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m59e x19 hb y72 fff fs5 fc2 sc0 lsc wse">Sob <span class="_ _8"></span>essa <span class="_ _8"></span>perspectiv<span class="_ _4"></span>a, mais <span class="_ _8"></span>do <span class="_ _8"></span>que <span class="_ _8"></span>um projeto f<span class="_ _3"></span>amiliar<span class="_ _3"></span>, <span class="_ _8"></span>o <span class="_ _8"></span>respeito e <span class="_ _8"></span>a </div><div class="t m2e2 x3a hb y73 fff fs5 fc2 sc0 ls5 ws6">proteção <span class="_ _3"></span>de<span class="_ _8"></span>ssa relação <span class="_ _3"></span>é um <span class="_ _3"></span>projeto <span class="_ _3"></span>comunitário. <span class="_ _3"></span>De f<span class="_ _3"></span>ato<span class="_ _3"></span>, quando <span class="_ _3"></span>a socie<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m59f x3a hb y74 fff fs5 fc2 sc0 lsc wse">dade <span class="_ _8"></span>reconhece (inclusive juridicamente) <span class="_ _8"></span>às <span class="_ _8"></span>crianças e <span class="_ _8"></span>aos <span class="_ _8"></span>adol<span class="_ _4"></span>escente<span class="_ _8"></span>s </div><div class="t m5a0 x3a hb y75 fff fs5 fc2 sc0 ls7 ws9">o <span class="_ _8"></span>direit<span class="_ _3"></span>o <span class="_ _8"></span>à <span class="_ _8"></span>vida <span class="_ _8"></span>e à <span class="_ _8"></span>saúde, o <span class="_ _8"></span>direit<span class="_ _4"></span>o <span class="_ _8"></span>à liberdade, ao <span class="_ _8"></span>re<span class="_ _8"></span>speit<span class="_ _3"></span>o, à <span class="_ _8"></span>dignidade </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">e à <span class="_ _8"></span>conviv<span class="_ _4"></span>ência familiar<span class="_ _5"></span>, <span class="_ _8"></span>está <span class="_ _8"></span>assegurando <span class="_ _8"></span>o direito que <span class="_ _8"></span>el<span class="_ _4"></span>es <span class="_ _8"></span>têm de <span class="_ _8"></span>viver </div><div class="t m31c x3a hb y77 fff fs5 fc2 sc0 ls7 ws9">satisf<span class="_ _3"></span>atoriamente a <span class="_ _8"></span>fusão <span class="_ _8"></span>emocional <span class="_ _8"></span>criança-mãe<span class="_ _3"></span>, <span class="_ _8"></span>em <span class="_ _8"></span>t<span class="_ _4"></span>odas <span class="_ _8"></span>as fases <span class="_ _8"></span>do </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">seu <span class="_ _8"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento<span class="_ _3"></span>. E, <span class="_ _8"></span>para que ess<span class="_ _8"></span>e direito seja exercido em sua <span class="_ _8"></span>pl<span class="_ _3"></span>eni-</div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">tude<span class="_ _4"></span>, é necessário que s<span class="_ _8"></span>ejam ass<span class="_ _8"></span>egurados às crianças e às mães os meios </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">adequados para isso<span class="_ _4"></span>. </div><div class="t m2 x3a h1a y29f ff1c fs2 fc2 sc0 ls0 ws0">45 <span class="_ _1e"> </span>Ibidem, p. 134.</div><div class="t m2 x3a h1a y2a0 ff1c fs2 fc2 sc0 ls0 ws0">46 <span class="_ _1e"> </span>Ibidem, p. 135.</div><div class="t m5a1 x3a h1a y2a1 ff1c fs2 fc2 sc0 ls1f ws56">47<span class="ff1d ls0 ws0"> <span class="_ _1e"> </span>É inquesonáv<span class="_ _4"></span>el que <span class="_ _4"></span>os <span class="_ _4"></span>pais t<span class="_ _4"></span>ambém desempenham <span class="_ _3"></span>um papel fundament<span class="_ _4"></span>al na <span class="_ _3"></span>formação </span></div><div class="t m5a2 x1e h1a y2a2 ff1d fs2 fc2 sc0 ls3 ws4">das lhas <span class="_ _8"></span>e dos <span class="_ _8"></span>lhos. <span class="_ _8"></span>Não se <span class="_ _8"></span>pre<span class="_ _4"></span>tende negar esse <span class="_ _8"></span>aspecto,<span class="_ _4"></span> apesar <span class="_ _8"></span>do <span class="_ _8"></span>enf<span class="_ _4"></span>oque dado <span class="_ _8"></span>à </div><div class="t m5a3 x1e h1a y294 ff1c fs2 fc2 sc0 ls21 ws66">relação bebê-mãe. Ao c<span class="_ _4"></span>ontr<span class="_ _4"></span>ário, a assunção dessa r<span class="_ _4"></span>esponsabilidade pelos pais é funda<span class="ls0 ws0">-</span></div><div class="t m5a4 x1e h1a y295 ff1c fs2 fc2 sc0 ls21 ws66">mental par<span class="_ _4"></span>a auxiliar as mães no processo pelo qual passam e par<span class="_ _3"></span>a reduzir a sobrecarg<span class="_ _3"></span>a </div><div class="t m5a5 x1e h1a y296 ff1d fs2 fc2 sc0 ls3b ws4b">sica <span class="_ _4"></span>e emocional. <span class="_ _3"></span>E não apenas <span class="_ _3"></span>a relação <span class="_ _4"></span>pais-bebês <span class="_ _4"></span>é import<span class="_ _4"></span>ante <span class="_ _3"></span>mas também <span class="_ _4"></span>a r<span class="_ _4"></span>elação </div><div class="t m5a6 x1e h1a y297 ff1c fs2 fc2 sc0 ls26 ws26">entre pai e mãe. Daniel Goleman, ao tr<span class="_ _3"></span>atar da inteligência emocional no ambie<span class="_ _4"></span>nte f<span class="_ _4"></span>amiliar<span class="_ _5"></span>, </div><div class="t m5a7 x1e h1a y28b ff1d fs2 fc2 sc0 ls1f ws56">arma que <span class="_ _8"></span>“há centenas de <span class="_ _8"></span>estudos que demonstram que a <span class="_ _8"></span>forma como os <span class="_ _8"></span>pais trat<span class="_ _4"></span>am </div><div class="t m5a8 x1e h1a y28c ff1d fs2 fc2 sc0 ls7 ws9">os lhos <span class="_ _8"></span>– <span class="_ _8"></span>se com rígida <span class="_ _8"></span>disciplina <span class="_ _8"></span>ou empáca compreensão, indiferenç<span class="_ _4"></span>a ou <span class="_ _8"></span>simpaa </div><div class="t m5a9 x1e h1a y28d ff1d fs2 fc2 sc0 ls54 ws76">etc. – <span class="_ _8"></span>tem consequências <span class="_ _8"></span>profundas e duradouras para a <span class="_ _8"></span>vida <span class="_ _8"></span>af<span class="_ _4"></span>eva da <span class="_ _8"></span>criança. Mas </div><div class="t m5aa x1e h1a y207 ff1c fs2 fc2 sc0 ls21 ws66">só recent<span class="_ _4"></span>emente sur<span class="_ _4"></span>giram dados c<span class="_ _4"></span>oncret<span class="_ _4"></span>os que mostram<span class="_ _4"></span> que ter pais emocionalment<span class="_ _4"></span>e </div><div class="t m5ab x1e h1a y208 ff1c fs2 fc2 sc0 ls7 ws66">inteligen<span class="_ _4"></span>tes é em si de enorme pr<span class="_ _4"></span>oveito par<span class="_ _4"></span>a a criança. A maneir<span class="_ _4"></span>a como um casal lida </div><div class="t m5ac x1e h1a y209 ff1d fs2 fc2 sc0 ls1f ws56">com os <span class="_ _8"></span>seus senmentos – <span class="_ _8"></span>além do <span class="_ _8"></span>tra<span class="_ _4"></span>to direto com a <span class="_ _8"></span>criança – <span class="_ _8"></span>passa poderosas lições </div><div class="t m2 x1e h1a y155 ff1d fs2 fc2 sc0 ls0 ws0">para <span class="_ _4"></span>seus lhos, <span class="_ _3"></span>que são aprendiz<span class="_ _3"></span>es astutos, <span class="_ _4"></span>sintoniz<span class="_ _4"></span>ados c<span class="_ _4"></span>om os <span class="_ _4"></span>mais sus <span class="_ _3"></span>intercâmbios </div><div class="t m5ad x1e h1a y156 ff1d fs2 fc2 sc0 ls1f ws56">emocionais na <span class="_ _8"></span>família”<span class="_ _5"></span>. In: <span class="_ _8"></span><span class="ff21">Inteligência emocional: <span class="_ _8"></span>a teoria revolucionária <span class="_ _8"></span>que redene <span class="_ _8"></span>o </span></div><div class="t m2 x1e h1a y157 ff21 fs2 fc2 sc0 ls0 ws0">que é ser inteligen<span class="_ _4"></span>te<span class="ff1d">. 2 ed. Rio de Janeiro: Obje<span class="_ _4"></span>va, 2012. p. 208. </span></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">118</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf78" class="pf wa h0" data-page-no="78"><div class="pc pc78 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m2 x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">Criar instrumentos, inclusive legais, para <span class="_ _8"></span>que crianças <span class="_ _8"></span>e mãe<span class="_ _8"></span>s <span class="_ _8"></span>possam </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">estar <span class="_ _8"></span>física <span class="_ _8"></span>e emocionalmente <span class="_ _8"></span>conectadas por <span class="_ _8"></span>mais tempo, para <span class="_ _8"></span>al<span class="_ _4"></span>ém do </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">curt<span class="_ _4"></span>o período de licença-maternidade, é indispensáv<span class="_ _4"></span>el para resguardar as </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">necessidade<span class="_ _8"></span>s e os direit<span class="_ _4"></span>os dessas crianças.</div><div class="t m1bd x19 hb y89 fff fs5 fc2 sc0 ls7 ws9">E <span class="_ _8"></span>ess<span class="_ _8"></span>es <span class="_ _8"></span>direit<span class="_ _4"></span>os têm <span class="_ _8"></span>de <span class="_ _8"></span>ser <span class="_ _8"></span>re<span class="_ _8"></span>speitados quando <span class="_ _8"></span>do <span class="_ _8"></span>ret<span class="_ _3"></span>orno <span class="_ _8"></span>das <span class="_ _8"></span>mães </div><div class="t m5ae x3a hb y6b fff fs5 fc2 sc0 ls5 ws6">ao <span class="_ _4"></span>mercado de <span class="_ _3"></span>trabalho. <span class="_ _3"></span>Bebê<span class="_ _8"></span>s e <span class="_ _3"></span>crianças não <span class="_ _3"></span>têm compreensão <span class="_ _4"></span>do papel </div><div class="t m5 x3a hb y6c fff fs5 fc2 sc0 ls6 ws8">prossional de<span class="_ _8"></span>s<span class="_ _8"></span>empenhado por <span class="_ _8"></span>suas <span class="_ _8"></span>mãe<span class="_ _8"></span>s <span class="_ _8"></span>e do <span class="_ _8"></span>quanto elas <span class="_ _8"></span>podem <span class="_ _8"></span>s<span class="_ _8"></span>e </div><div class="t m5af x3a hb y6d fff fs5 fc2 sc0 ls4 ws5">realizar existencialmente <span class="_ _8"></span>com <span class="_ _8"></span>o trabalho. Da <span class="_ _8"></span>f<span class="_ _3"></span>orma <span class="_ _8"></span>como compreendem </div><div class="t m5b0 x3a hb y6e fff fs5 fc2 sc0 lse ws10">e <span class="_ _8"></span>sentem, <span class="_ _8"></span>o <span class="_ _8"></span>trabalho das <span class="_ _8"></span>mãe<span class="_ _8"></span>s signica <span class="_ _8"></span>a <span class="_ _8"></span>priv<span class="_ _4"></span>ação <span class="_ _8"></span>de comunicação, de </div><div class="t m5b1 x3a hb y6f fff fs5 fc2 sc0 lsb wsd">contat<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>de <span class="_ _3"></span>movimento <span class="_ _3"></span>e de <span class="_ _3"></span>alimentação permanente<span class="_ _3"></span>, necessidades básicas </div><div class="t m475 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">que as <span class="_ _3"></span>mãe<span class="_ _8"></span>s <span class="_ _4"></span>supriam <span class="_ _4"></span>quase que <span class="_ _4"></span>com <span class="_ _4"></span>exclusividade<span class="_ _4"></span>. Ressal<span class="_ _4"></span>v<span class="_ _3"></span>adas situações </div><div class="t m5b2 x3a hb y71 fff fs5 fc2 sc0 ls22 ws2b">traumáticas <span class="_ _4"></span>(como<span class="_ _4"></span>, <span class="_ _4"></span>por <span class="_ _4"></span>exempl<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>perda, <span class="_ _4"></span>abandono<span class="_ _4"></span>, <span class="_ _4"></span>doença <span class="_ _4"></span>etc.), a <span class="_ _3"></span>volta <span class="_ _4"></span>ao </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">trabalho das mãe<span class="_ _8"></span>s é a primeira grande ruptura da fusão emocional <span class="_ _8"></span>bebê-</div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">-mãe<span class="_ _4"></span>, s<span class="_ _8"></span>eja pela <span class="_ _8"></span>ausência <span class="_ _8"></span>prol<span class="_ _3"></span>ongada <span class="_ _8"></span>da mãe, s<span class="_ _8"></span>eja pela <span class="_ _8"></span>sujeição do <span class="_ _8"></span>bebê/</div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">criança aos cuidados de outras pessoas, em casa ou na e<span class="_ _8"></span>scola.</div><div class="t m5b3 x19 hb y75 fff fs5 fc2 sc0 lsf ws11">Então<span class="_ _4"></span>, <span class="_ _8"></span>al<span class="_ _3"></span>ém <span class="_ _8"></span>de <span class="_ _8"></span>processar <span class="_ _8"></span>o <span class="_ _8"></span>sentimento de <span class="_ _8"></span>perda <span class="_ _8"></span>ou <span class="_ _8"></span>de <span class="_ _8"></span>ausência <span class="_ _8"></span>da </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">mãe<span class="_ _4"></span>, o bebê/criança <span class="_ _4"></span>tem de <span class="_ _4"></span>construir nov<span class="_ _3"></span>as relações fusionais com aque-</div><div class="t m1bb x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">l<span class="_ _4"></span>es que<span class="_ _4"></span>, <span class="_ _4"></span>durante <span class="_ _4"></span>a jornada <span class="_ _3"></span>de trabalho<span class="_ _3"></span>, se ocuparão <span class="_ _4"></span>dos <span class="_ _4"></span>cuidados <span class="_ _4"></span>consigo<span class="_ _4"></span>. </div><div class="t m5b4 x3a hb y78 fff fs5 fc2 sc0 ls4 ws5">E isso <span class="_ _8"></span>normalmente <span class="_ _8"></span>acontece quando <span class="_ _8"></span>o bebê <span class="_ _8"></span>tem <span class="_ _8"></span>apenas entre <span class="_ _8"></span>quatro a </div><div class="t m4ca x3a hb y79 fff fs5 fc2 sc0 lsc wse">seis <span class="_ _8"></span>me<span class="_ _8"></span>se<span class="_ _8"></span>s de <span class="_ _8"></span>vida, <span class="_ _8"></span>ou s<span class="_ _8"></span>eja, <span class="_ _8"></span>quando ele ainda <span class="_ _8"></span>se <span class="_ _8"></span>s<span class="_ _8"></span>ente uma <span class="_ _8"></span>extensão <span class="_ _8"></span>do </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">corpo físico da mãe<span class="_ _4"></span>.</div><div class="t m5 x19 hb y7b fff fs5 fc2 sc0 ls3f ws52">O <span class="_ _8"></span>retorno <span class="_ _8"></span>das <span class="_ _8"></span>mães <span class="_ _7"></span>ao <span class="_ _8"></span>trabalho <span class="_ _8"></span>é <span class="_ _7"></span>um <span class="_ _8"></span>fat<span class="_ _3"></span>or <span class="_ _8"></span>e<span class="_ _8"></span>stressor <span class="_ _7"></span>para <span class="_ _8"></span>bebê<span class="_ _8"></span>s <span class="_ _8"></span>e </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">crianças e <span class="_ _4"></span>pode gerar <span class="_ _4"></span>traumas capazes de <span class="_ _4"></span>inuenciar a <span class="_ _4"></span>construção da <span class="_ _4"></span>sua </div><div class="t m5b5 x3a hb y7d fff fs5 fc2 sc0 ls22 ws2b">psique<span class="_ _4"></span>. <span class="_ _4"></span>P<span class="_ _4"></span>ortant<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>respeitar o <span class="_ _3"></span>direito <span class="_ _4"></span>ao <span class="_ _4"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento <span class="_ _3"></span>saudável <span class="_ _4"></span>de <span class="_ _4"></span>bebês<span class="_ _8"></span> </div><div class="t m5b6 x3a hb y7e fff fs5 fc2 sc0 ls8 wsa">e <span class="_ _4"></span>crianças <span class="_ _4"></span>signica <span class="_ _4"></span>criar <span class="_ _4"></span>mecanismos <span class="_ _4"></span>que <span class="_ _4"></span>possam <span class="_ _4"></span>f<span class="_ _3"></span>acilitar<span class="_ _4"></span>, <span class="_ _4"></span>e <span class="_ _4"></span>t<span class="_ _3"></span>ornar gradual, </div><div class="t m5b7 x3a hb y7f fff fs5 fc2 sc0 lsf ws11">o <span class="_ _8"></span>ret<span class="_ _3"></span>orno <span class="_ _8"></span>das <span class="_ _8"></span>mãe<span class="_ _8"></span>s à <span class="_ _8"></span>atividade <span class="_ _8"></span>laboral, <span class="_ _8"></span>minimizando as <span class="_ _8"></span>cons<span class="_ _8"></span>equências </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">negativ<span class="_ _4"></span>as em seu bem-e<span class="_ _8"></span>star e des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento físico e emocional.</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">119</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws0">A MA<span class="_ _5"></span>TERNID<span class="_ _4"></span>ADE E A INSTITUIÇÃ<span class="_ _3"></span>O SOCIAL </div><div class="t m2 x3a h19 y86 ff11 fs1 fc8 sc0 ls0 ws0">DO TRABALHO: A EXPERIÊNCIA DO SENADO </div><div class="t m2 x3a h19 y87 ff11 fs1 fc8 sc0 ls0 ws0">FEDERAL COM O PROGRAMA MÃE NUTRIZ</div><div class="t m5b8 x3a h1a y209 ff1c fs2 fc2 sc0 ls4b ws6a">48<span class="ls25 ws66"> <span class="_ _1e"> </span>V<span class="_ _3"></span>er<span class="_ _3"></span>, a respeito<span class="_ _4"></span>, inter<span class="_ _4"></span>essante es<span class="_ _4"></span>tudo sobre a penalidade pela mat<span class="_ _4"></span>ernidade denominado </span></div><div class="t m5b9 x1e h1a y155 ff1d fs2 fc2 sc0 ls7 ws9">“<span class="_ _5"></span>A <span class="_ _8"></span>penalidade pela <span class="_ _8"></span>maternidade: parcipação e <span class="_ _8"></span>qualidade <span class="_ _8"></span>da inserção no <span class="_ _8"></span>merc<span class="_ _4"></span>ado de </div><div class="t m5ba x1e h1a y156 ff1d fs2 fc2 sc0 ls1f ws56">trabalho das mulheres <span class="_ _8"></span>com lhos”<span class="_ _5"></span>. <span class="_ _8"></span>In: <span class="ff21">Revist<span class="_ _4"></span>a Brasileira <span class="_ _8"></span>de Estudos <span class="_ _8"></span>P<span class="_ _4"></span>opulacionais<span class="ff1c ws25">. n. 36. </span></span></div><div class="t m5bb x1e h1a y157 ff1d fs2 fc2 sc0 ls3a ws4a">2019. Disponív<span class="_ _4"></span>el em: <span class="_ _3"></span>hps://doi.org/10.20947/S0102-3098a0090.<span class="_ _8"></span> <span class="_ _3"></span>Acesso em: 20 <span class="_ _3"></span>fev<span class="_ _5"></span>. 2022.</div><div class="t m2 x19 hb y89 fff fs5 fc2 sc0 ls0 ws0">Abordar a maternidade sob o prisma <span class="_ _8"></span>das instituições signica analisar </div><div class="t m5bc x3a hb y6b fff fs5 fc2 sc0 ls9 wsb">como <span class="_ _4"></span>dif<span class="_ _4"></span>erentes instituições consagradas <span class="_ _3"></span>em nossa <span class="_ _4"></span>sociedade <span class="_ _4"></span>inuenciam </div><div class="t m5bd x3a hb y6c fff fs5 fc2 sc0 ls5 ws6">na <span class="_ _4"></span>relação mãe-bebê/criança <span class="_ _3"></span>e, <span class="_ _3"></span>cons<span class="_ _8"></span>equentemente<span class="_ _4"></span>, <span class="_ _4"></span>na f<span class="_ _5"></span>ormação de <span class="_ _4"></span>gera<span class="ls0 ws0">-</span></div><div class="t m5be x3a hb y6d fff fs5 fc2 sc0 lsc wse">ções <span class="_ _8"></span>emocionalmente <span class="_ _8"></span>inteligentes <span class="_ _8"></span>e <span class="_ _8"></span>mais igualitárias. A <span class="_ _8"></span>maternidade <span class="_ _8"></span>se </div><div class="t m5bf x3a hb y6e fff fs5 fc2 sc0 lsb wsd">relaciona <span class="_ _4"></span>com <span class="_ _4"></span>muitas <span class="_ _3"></span>instituiçõe<span class="_ _8"></span>s <span class="_ _4"></span>sociais, <span class="_ _4"></span>fundamentalmente <span class="_ _4"></span>com <span class="_ _4"></span>a <span class="_ _3"></span>família. </div><div class="t m5c0 x3a hb y6f fff fs5 fc2 sc0 ls4 ws5">Mas <span class="_ _8"></span>também recebe <span class="_ _8"></span>inuências <span class="_ _8"></span>da comunidade, da <span class="_ _8"></span>escola, <span class="_ _8"></span>de <span class="_ _8"></span>entidades </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">religiosas, do trabalho<span class="_ _4"></span>, do Estado etc.</div><div class="t m5c1 x19 hb y71 fff fs5 fc2 sc0 ls5 ws6">Pretende-se, <span class="_ _3"></span>ne<span class="_ _8"></span>ste t<span class="_ _3"></span>ópico, <span class="_ _3"></span>tratar da <span class="_ _3"></span>relação da <span class="_ _4"></span>maternidade <span class="_ _4"></span>com o <span class="_ _3"></span>tra<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">balho e, a <span class="_ _8"></span>partir da <span class="_ _8"></span>experiência do <span class="_ _8"></span>Senado Federal, <span class="_ _8"></span>f<span class="_ _4"></span>alar do <span class="_ _8"></span>surgiment<span class="_ _4"></span>o e </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">da importância do programa Mãe Nutriz. </div><div class="t m5c2 x19 hb y74 fff fs5 fc2 sc0 ls0 ws0">Nos t<span class="_ _3"></span>ópicos anteriores, a <span class="_ _3"></span>maternidade f<span class="_ _3"></span>oi analisada <span class="_ _3"></span>na perspectiv<span class="_ _4"></span>a <span class="_ _4"></span>das </div><div class="t m137 x3a hb y75 fff fs5 fc2 sc0 ls9 wsb">mães e <span class="_ _4"></span>das <span class="_ _4"></span>crianças<span class="_ _4"></span>. <span class="_ _4"></span>Nessas duas <span class="_ _4"></span>perspectiv<span class="_ _4"></span>as, <span class="_ _4"></span>o <span class="_ _4"></span>ret<span class="_ _4"></span>orno <span class="_ _4"></span>ao <span class="_ _4"></span>trabalho <span class="_ _4"></span>apre<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">senta de<span class="_ _8"></span>saos e demanda <span class="_ _4"></span>das instituições sociais, em especial da f<span class="_ _3"></span>amília, </div><div class="t m112 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">do trabalho <span class="_ _3"></span>e do <span class="_ _3"></span>Estado, <span class="_ _4"></span>a <span class="_ _4"></span>concretização da <span class="_ _3"></span>igualdade <span class="_ _4"></span>material, <span class="_ _4"></span>ou seja, <span class="_ _4"></span>a </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">garantia moral <span class="_ _8"></span>e <span class="_ _8"></span>jurídica do <span class="_ _8"></span><span class="ff1f ws77">tratament<span class="_ _3"></span>o de<span class="_ _8"></span>sigual<span class="fff ws0"> <span class="_ _8"></span>de mãe<span class="_ _8"></span>s e <span class="_ _8"></span>crianças, em </span></span></div><div class="t m1a x3a hb y79 fff fs5 fc2 sc0 lsf ws11">decorrência <span class="_ _8"></span>da situação <span class="_ _8"></span>única <span class="_ _8"></span>que <span class="_ _8"></span>a <span class="_ _8"></span>relação fusioemocional <span class="_ _8"></span>mãe-bebê </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">repres<span class="_ _8"></span>enta. </div><div class="t m309 x19 hb y7b fff fs5 fc2 sc0 ls7 ws9">Esse <span class="_ _8"></span>tratamento diferenciado já <span class="_ _8"></span>está <span class="_ _8"></span>juridicamente <span class="_ _8"></span>contemplado <span class="_ _8"></span>na </div><div class="t m33f x3a hb y7c fff fs5 fc2 sc0 ls22 ws2b">licença <span class="_ _4"></span>à <span class="_ _4"></span>gestante, <span class="_ _3"></span>inclusive pr<span class="_ _4"></span>orrogada. <span class="_ _3"></span>Mas ess<span class="_ _8"></span>e <span class="_ _3"></span>curto <span class="_ _4"></span>período <span class="_ _4"></span>está l<span class="_ _3"></span>onge </div><div class="t m5c2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">de reetir <span class="_ _3"></span>as reais <span class="_ _3"></span>nece<span class="_ _8"></span>ssidades. <span class="_ _4"></span>É <span class="_ _4"></span>fundamental que <span class="_ _3"></span>as instituições sociais </div><div class="t m525 x3a hb y7e fff fs5 fc2 sc0 ls23 ws2c">assegurem <span class="_ _8"></span>outros <span class="_ _8"></span>instrument<span class="_ _3"></span>os <span class="_ _8"></span>que <span class="_ _8"></span>viabilizem a <span class="_ _8"></span>mãe<span class="_ _8"></span>s e <span class="_ _8"></span>bebê<span class="_ _8"></span>s/crianças </div><div class="t m51c x3a hb y7f fff fs5 fc2 sc0 ls9 wsb">viverem <span class="_ _3"></span>com pl<span class="_ _3"></span>enitude sua <span class="_ _4"></span>relação<span class="_ _4"></span>. <span class="_ _4"></span>Dif<span class="_ _4"></span>erentemente <span class="_ _4"></span>da <span class="_ _4"></span>mentalidade <span class="_ _4"></span>pobre </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">e simplista que enxerga os direitos de mães e <span class="_ _8"></span>crianças como um cust<span class="_ _4"></span>o ao </div><div class="t m5c3 x3a hb y81 fff fs5 fc2 sc0 ls9 wsb">mercado <span class="_ _4"></span>de <span class="_ _4"></span>trabalho<span class="_ _4"></span>,</div><div class="t m5c3 x42 h18 y2a3 ff1b fs9 fc2 sc0 ls56 ws78">48</div><div class="t m5c3 x85 hb y81 fff fs5 fc2 sc0 ls9 wsb"> <span class="_ _4"></span>respeitar ess<span class="_ _8"></span>e <span class="_ _4"></span>moment<span class="_ _4"></span>o <span class="_ _4"></span>constitui <span class="_ _4"></span>um <span class="_ _4"></span>investiment<span class="_ _4"></span>o </div><div class="t m3f9 x3a hb y82 fff fs5 fc2 sc0 ls5 ws6">col<span class="_ _4"></span>etivo <span class="_ _3"></span>para a <span class="_ _4"></span>f<span class="_ _3"></span>ormação de <span class="_ _4"></span>sere<span class="_ _8"></span>s <span class="_ _4"></span>humanos mais <span class="_ _3"></span>s<span class="_ _8"></span>eguros <span class="_ _3"></span>e f<span class="_ _3"></span>elize<span class="_ _8"></span>s e <span class="_ _3"></span>para a </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">construção de uma sociedade com maior igualdade de gêner<span class="_ _4"></span>o<span class="_ _4"></span>.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">120</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m5c4 x19 hb y6a fff fs5 fc2 sc0 ls7 ws9">O <span class="_ _8"></span>programa Mãe <span class="_ _8"></span>Nutriz, <span class="_ _8"></span>instituído pelo Senado <span class="_ _8"></span>Federal <span class="_ _8"></span>por meio <span class="_ _8"></span>do </div><div class="t m5 x3a hb y86 fff fs5 fc2 sc0 ls3d ws4e">At<span class="_ _4"></span>o <span class="_ _8"></span>da <span class="_ _8"></span>Comissão <span class="_ _8"></span>Diretora nº <span class="_ _7"></span>3, <span class="_ _8"></span>de <span class="_ _8"></span>2016, <span class="_ _8"></span>é <span class="_ _8"></span>um <span class="_ _8"></span>importante <span class="_ _8"></span>exemplo <span class="_ _8"></span>de </div><div class="t m31f x3a hb y87 fff fs5 fc2 sc0 ls7 ws9">como <span class="_ _8"></span>as instituiçõe<span class="_ _8"></span>s <span class="_ _8"></span>podem s<span class="_ _8"></span>er <span class="_ _8"></span>parceiras das <span class="_ _8"></span>mães-bebê<span class="_ _8"></span>s-prossionais<span class="_ _3"></span>. </div><div class="t m5c5 x3a hb y88 fff fs5 fc2 sc0 ls4 ws5">O <span class="_ _8"></span>termo <span class="ff1f ws30">Mãe Nutriz</span> <span class="_ _8"></span>abrange <span class="_ _8"></span>tant<span class="_ _3"></span>o <span class="_ _8"></span>a <span class="_ _8"></span>nutrição física <span class="_ _8"></span>quanto a <span class="_ _8"></span>emocional, </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">como s<span class="_ _8"></span>e depreende <span class="_ _8"></span>claramente dos <span class="_ _8"></span>objetivos do <span class="_ _8"></span>programa: “incentivar e </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">possibilitaro aleitament<span class="_ _3"></span>o <span class="_ _8"></span>materno durante operíodo de <span class="_ _8"></span>amamentação”; </div><div class="t m369 x3a hb y6c fff fs5 fc2 sc0 ls5 ws6">“promov<span class="_ _3"></span>er a <span class="_ _4"></span>integração <span class="_ _4"></span>da mãe <span class="_ _3"></span>com a <span class="_ _3"></span>criança”; e <span class="_ _4"></span>“of<span class="_ _4"></span>erecer oportunidade </div><div class="t m5c6 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">eestímul<span class="_ _4"></span>o <span class="_ _4"></span>para <span class="_ _4"></span>o pl<span class="_ _3"></span>eno, <span class="_ _3"></span>natural,seguro e <span class="_ _3"></span>feliz <span class="_ _3"></span>de<span class="_ _8"></span>senvolviment<span class="_ _3"></span>o socioaf<span class="_ _3"></span>e-</div><div class="t m49b x3a hb y6e fff fs5 fc2 sc0 ls9 wsb">tivo <span class="_ _3"></span>da criança”. <span class="_ _4"></span>P<span class="_ _4"></span>or <span class="_ _4"></span>meio do <span class="_ _3"></span>programa, <span class="_ _4"></span>assegura-s<span class="_ _8"></span>e às <span class="_ _3"></span>mãe<span class="_ _8"></span>s <span class="_ _4"></span>a <span class="_ _4"></span>redução <span class="_ _4"></span>da </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">jornada de <span class="_ _4"></span>trabalho para <span class="_ _3"></span>s<span class="_ _8"></span>eis horas, <span class="_ _4"></span>mesmo que ocupem <span class="_ _4"></span>cargos de <span class="_ _3"></span>chea </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">ou direção<span class="_ _4"></span>, até os 24 mes<span class="_ _8"></span>es de vida da criança.</div><div class="t m2 x80 h18 y8a ff1b fs9 fc2 sc0 ls0 ws0">49</div><div class="t m2 x59 hb y70 ff10 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m2 x19 hb y71 fff fs5 fc2 sc0 ls0 ws0">A ideia <span class="_ _4"></span>surgiu com <span class="_ _4"></span>servidoras do Senado Federal <span class="_ _4"></span>que<span class="_ _4"></span>, durante <span class="_ _4"></span>o perío-</div><div class="t m1c3 x3a hb y72 fff fs5 fc2 sc0 lse ws10">do <span class="_ _8"></span>de licença-maternidade, e <span class="_ _8"></span>ao <span class="_ _8"></span>se <span class="_ _8"></span>depararem com <span class="_ _8"></span>a <span class="_ _8"></span>angústia <span class="_ _8"></span>da volta </div><div class="t m5c7 x3a hb y73 fff fs5 fc2 sc0 ls23 ws2c">ao <span class="_ _8"></span>trabalho<span class="_ _3"></span>, <span class="_ _8"></span>conheceram <span class="_ _8"></span>experiências <span class="_ _8"></span>de outras <span class="_ _8"></span>instituições <span class="_ _8"></span>e <span class="_ _8"></span>iniciaram </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">uma mobilização envol<span class="_ _3"></span>vendo outras mães-servidoras, diretoras(es), sena-</div><div class="t m5c8 x3a hb y75 fff fs5 fc2 sc0 ls7 ws9">doras(es) <span class="_ _8"></span>em <span class="_ _8"></span>prol da <span class="_ _8"></span>institucionalização <span class="_ _8"></span>do <span class="_ _8"></span>programa. Da <span class="_ _8"></span>ideação <span class="_ _8"></span>até a </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">aprov<span class="_ _3"></span>ação, <span class="_ _4"></span>ess<span class="_ _8"></span>e grupo de <span class="_ _4"></span>mães-s<span class="_ _8"></span>ervidoras criou <span class="_ _4"></span>um moviment<span class="_ _3"></span>o <span class="ff1f ws62">do bem</span><span class="ls57 ws79"> e </span></div><div class="t m505 x3a hb y77 fff fs5 fc2 sc0 ls22 ws2b">f<span class="_ _3"></span>oi progressivamente <span class="_ _3"></span>conquistando e <span class="_ _3"></span>convencendo <span class="_ _4"></span>as <span class="_ _4"></span>dif<span class="_ _4"></span>erentes instâncias </div><div class="t m5c9 x3a hb y78 fff fs5 fc2 sc0 ls23 ws2c">administrativ<span class="_ _4"></span>as <span class="_ _8"></span>e políticas <span class="_ _8"></span>da <span class="_ _8"></span>importância do <span class="_ _8"></span>programa e <span class="_ _8"></span>dos <span class="_ _8"></span>benefícios </div><div class="t m5ca x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">não <span class="_ _4"></span>apenas <span class="_ _4"></span>para m<span class="_ _4"></span>ães e <span class="_ _4"></span>bebês mas <span class="_ _4"></span>também <span class="_ _4"></span>para <span class="_ _4"></span>o <span class="_ _4"></span>ambiente <span class="_ _4"></span>de <span class="_ _4"></span>trabalho<span class="_ _4"></span>.</div><div class="t m5 x19 hb y7a fff fs5 fc2 sc0 ls6 ws8">Hoje <span class="_ _8"></span>o <span class="_ _8"></span>Mãe Nutriz <span class="_ _8"></span>já <span class="_ _8"></span>conta <span class="_ _8"></span>com <span class="_ _8"></span>mais de <span class="_ _8"></span>cinco <span class="_ _8"></span>anos <span class="_ _8"></span>de <span class="_ _8"></span>existência <span class="_ _8"></span>e </div><div class="t m5cb x3a hb y7b fff fs5 fc2 sc0 ls7 ws9">muitas <span class="_ _8"></span>mães-bebê<span class="_ _8"></span>s-prossionais beneciadas <span class="_ _8"></span>por <span class="_ _8"></span>ajustarem com <span class="_ _8"></span>maior </div><div class="t m2d8 x3a hb y7c fff fs5 fc2 sc0 ls4 ws5">exibilidade <span class="_ _8"></span>as jornadas <span class="_ _8"></span>que de<span class="_ _8"></span>s<span class="_ _8"></span>empenham com <span class="_ _8"></span>a <span class="_ _8"></span>maternidade e <span class="_ _8"></span>com a </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">gestão da família, para al<span class="_ _3"></span>ém da jornada laboral. </div><div class="t mf1 x19 hb y7e fff fs5 fc2 sc0 ls23 ws2c">Os <span class="_ _8"></span>dados da <span class="_ _8"></span>Secretaria <span class="_ _8"></span>de Ge<span class="_ _8"></span>stão <span class="_ _8"></span>de Pe<span class="_ _8"></span>ssoas <span class="_ _8"></span>sobre o <span class="_ _8"></span>programa Mãe </div><div class="t m5cc x3a hb y7f fff fs5 fc2 sc0 ls9 wsb">Nutriz <span class="_ _4"></span>mostram <span class="_ _4"></span>que <span class="_ _4"></span>houv<span class="_ _4"></span>e <span class="_ _4"></span>ampla <span class="_ _4"></span>adesão das <span class="_ _3"></span>mãe<span class="_ _8"></span>s-servidoras desde o <span class="_ _3"></span>s<span class="_ _8"></span>eu </div><div class="t m12c x3a h1a y207 ff1c fs2 fc2 sc0 ls0 ws0">49<span class="ff1d"> <span class="_ _1e"> </span>Originalmente, <span class="_ _8"></span>o programa Mãe Nutriz <span class="_ _8"></span>assegura<span class="_ _4"></span>va a redução d<span class="_ _8"></span>a jornada <span class="_ _8"></span>dur<span class="_ _4"></span>ante os pri<span class="_ _8"></span><span class="ff1c">-</span></span></div><div class="t m2 x1e h1a y208 ff1d fs2 fc2 sc0 ls0 ws0">meiros 15 meses de vida <span class="_ _8"></span>da criança. Em verdadeira evoluç<span class="_ _4"></span>ão instucional, impulsionada </div><div class="t m5cd x1e h1a y209 ff1d fs2 fc2 sc0 ls25 ws2e">pelas mães-ser<span class="_ _8"></span>vidoras, e como <span class="_ _8"></span>reconhecimen<span class="_ _4"></span>to dos <span class="_ _8"></span>resultados posivos do <span class="_ _8"></span>progr<span class="_ _4"></span>ama, </div><div class="t m122 x1e h1a y155 ff1d fs2 fc2 sc0 ls1f ws56">o prazo para a redução da <span class="_ _8"></span>jornada de <span class="_ _8"></span>trabalho foi ampliado para 24 <span class="_ _8"></span>meses por <span class="_ _8"></span>meio do </div><div class="t m5ce x1e h1a y156 ff1d fs2 fc2 sc0 ls21 ws27">At<span class="_ _4"></span>o da <span class="_ _8"></span>Comissão Diretora nº 3, <span class="_ _8"></span>de 2019, <span class="_ _8"></span>estando mais adequado <span class="_ _8"></span>às <span class="_ _8"></span>rec<span class="_ _4"></span>omendações da </div><div class="t m2 x1e h1a y157 ff1c fs2 fc2 sc0 ls0 ws0">Org<span class="_ _4"></span>anização Mundial da Saúde quant<span class="_ _4"></span>o ao aleitamento ma<span class="_ _4"></span>terno prolong<span class="_ _3"></span>ado. </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">121</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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KgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAKA0jREU4fXl5ebq2hwK8vj8ZAgA8D+7lJIpAACwHt7lBwBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAACNEZSivb03BAA4xvxwZwhFsEMFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAgG17A5VBfw6DxVmgAAAAAElFTkSuQmCC"/><div class="t m5cf x3a hb y6a fff fs5 fc2 sc0 ls8 wsa">início<span class="_ _4"></span>.</div><div class="t m5d0 xa8 h18 y18e ff1b fs9 fc2 sc0 ls58 ws7a">50</div><div class="t m5cf x41 hb y6a fff fs5 fc2 sc0 ls8 wsa"> <span class="_ _4"></span>De <span class="_ _4"></span>2016 <span class="_ _4"></span>a <span class="_ _4"></span>2021, <span class="_ _4"></span>f<span class="_ _3"></span>oram 135 <span class="_ _3"></span>mãe<span class="_ _8"></span>s inscritas, <span class="_ _3"></span>entre servidoras <span class="_ _4"></span>ef<span class="_ _4"></span>etiv<span class="_ _4"></span>as </div><div class="t m5d1 x3a hb y86 fff fs5 fc2 sc0 ls8 wsa">e <span class="_ _4"></span>comissionadas, <span class="_ _4"></span>considerando <span class="_ _4"></span>um <span class="_ _4"></span>universo <span class="_ _3"></span>de 181 <span class="_ _3"></span>mãe<span class="_ _8"></span>s <span class="_ _4"></span>que <span class="_ _4"></span>entraram <span class="_ _4"></span>em </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">licença à gestante no período.</div><div class="t m2 x19 h14 y88 ff12 fs5 fc2 sc0 ls0 ws0">GRÁFICO A</div><div class="t m77 x19 hb y76 fff fs5 fc2 sc0 ls24 ws2d">Não <span class="_ _4"></span>apenas <span class="_ _3"></span>os números <span class="_ _3"></span>mostram a <span class="_ _3"></span>importância <span class="_ _4"></span>do <span class="_ _4"></span>programa <span class="_ _3"></span>Mãe Nutriz </div><div class="t m5d2 x3a hb y77 fff fs5 fc2 sc0 lsc wse">no <span class="_ _8"></span>Senado Federal. <span class="_ _8"></span>A <span class="_ _8"></span>percepção das <span class="_ _8"></span>mãe<span class="_ _8"></span>s beneciadas <span class="_ _8"></span>também <span class="_ _8"></span>ref<span class="_ _3"></span>orça </div><div class="t m5d3 x3a hb y78 fff fs5 fc2 sc0 lsf ws11">o <span class="_ _8"></span>acert<span class="_ _3"></span>o <span class="_ _8"></span>da <span class="_ _8"></span>iniciativa. Segundo <span class="_ _8"></span>Camilla <span class="_ _8"></span>Zaiden Simão <span class="_ _8"></span>Goggin, <span class="_ _8"></span>uma <span class="_ _8"></span>das </div><div class="t m5d4 x3a hb y79 fff fs5 fc2 sc0 lsc wse">mães-s<span class="_ _8"></span>ervidoras <span class="_ _8"></span>que participou <span class="_ _8"></span>ativamente do <span class="_ _8"></span>processo <span class="_ _8"></span>de instituciona<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m1a6 x3a hb y7a fff fs5 fc2 sc0 ls23 ws2c">lização <span class="_ _8"></span>do programa, <span class="_ _8"></span>el<span class="_ _4"></span>e traz <span class="_ _8"></span>muitos benefícios <span class="_ _8"></span>pessoais <span class="_ _8"></span>e <span class="_ _8"></span>prossionais, </div><div class="t m5d5 x3a hb y7b fff fs5 fc2 sc0 ls4 ws5">os <span class="_ _8"></span>quais e<span class="_ _8"></span>stão justamente <span class="_ _8"></span>alinhados <span class="_ _8"></span>com os <span class="_ _8"></span>objetivos a <span class="_ _8"></span>que <span class="_ _8"></span>se <span class="_ _8"></span>propõe o </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">A<span class="_ _3"></span>T<span class="_ _3"></span>C nº 3, de 2009: </div><div class="t m39f x19 hb y7d fff fs5 fc2 sc0 ls5 ws6">O <span class="_ _4"></span>programa <span class="_ _4"></span>Mãe <span class="_ _4"></span>Nutriz <span class="_ _4"></span>reduz a <span class="_ _3"></span>ansiedade e <span class="_ _3"></span>a angústia <span class="_ _4"></span>da <span class="_ _4"></span>mãe no <span class="_ _3"></span>pós<span class="ls0 ws0">-</span></div><div class="t m5d6 x3a hb y7e fff fs5 fc2 sc0 ls8 wsa">-part<span class="_ _4"></span>o <span class="_ _4"></span>e <span class="_ _4"></span>durante <span class="_ _4"></span>a <span class="_ _4"></span>licença-maternidade <span class="_ _4"></span>em <span class="_ _4"></span>relação <span class="_ _4"></span>à <span class="_ _4"></span>compl<span class="_ _4"></span>exa <span class="_ _4"></span>l<span class="_ _4"></span>ogística <span class="_ _4"></span>de </div><div class="t mce x3a hb y7f fff fs5 fc2 sc0 ls4 ws5">ret<span class="_ _4"></span>orno ao <span class="_ _8"></span>trabalho; <span class="_ _8"></span>permite <span class="_ _8"></span>à mãe <span class="_ _8"></span>dar <span class="_ _8"></span>continuidade ao <span class="_ _8"></span>relacionament<span class="_ _4"></span>o </div><div class="t m4c4 x3a hb y80 fff fs5 fc2 sc0 ls4 ws5">diret<span class="_ _4"></span>o com <span class="_ _8"></span>o <span class="_ _8"></span>bebê por <span class="_ _8"></span>um <span class="_ _8"></span>período <span class="_ _8"></span>maior do <span class="_ _8"></span>dia; <span class="_ _8"></span>f<span class="_ _3"></span>acilita <span class="_ _8"></span>para a <span class="_ _8"></span>mãe <span class="_ _8"></span>con<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">ciliar<span class="_ _3"></span>, com adequada qualidade e satisf<span class="_ _3"></span>ação<span class="_ _4"></span>, ambos os papéis de materni-</div><div class="t m2 x3a h1a y28d ff1d fs2 fc2 sc0 ls0 ws0">50<span class="ff1c ws56"> <span class="_ _1e"> </span>Os dados, individualizados por servidora e anonimizados, f<span class="_ _4"></span>oram e<span class="_ _4"></span>xtraídos por servidores </span></div><div class="t m5d7 x1e h1a y207 ff1d fs2 fc2 sc0 ls0 ws0">do Prodasen, <span class="_ _8"></span>em trabalho conjunto com ser<span class="_ _8"></span>vidores da Secretaria de <span class="_ _8"></span>Gestão de Pessoas, </div><div class="t m2 x1e h1a y208 ff1d fs2 fc2 sc0 ls0 ws0">a parr <span class="_ _8"></span>de solicitação feit<span class="_ _4"></span>a pela autora deste argo. Agradeço, em especial, o <span class="_ _8"></span>tr<span class="_ _4"></span>abalho e </div><div class="t m2 x1e h1a y209 ff1d fs2 fc2 sc0 ls0 ws0">a genleza de Leonardo Marcelino T<span class="_ _3"></span>eixeir<span class="_ _4"></span>a (Prodasen) e Ana <span class="_ _8"></span>V<span class="_ _3"></span>aléria <span class="_ _8"></span>Cant<span class="_ _4"></span>ão (SEGP). Pela </div><div class="t m5d8 x1e h1a y155 ff1d fs2 fc2 sc0 ls54 ws76">forma como os <span class="_ _8"></span>dados <span class="_ _8"></span>f<span class="_ _4"></span>oram coletados, não <span class="_ _8"></span>há possibilidade <span class="_ _8"></span>de idencação de <span class="_ _8"></span>dado </div><div class="t m5d9 x1e h1a y156 ff1c fs2 fc2 sc0 ls0 ws26">pessoal de qualquer servidora do Senado F<span class="_ _4"></span>ederal, não incidindo<span class="_ _3"></span>, portanto, as disposiç<span class="_ _4"></span>ões </div><div class="t m2 x1e h1a y157 ff1c fs2 fc2 sc0 ls0 ws0">da Lei Geral de Pr<span class="_ _4"></span>oteção de Dados. </div><div class="c xa9 y2a4 wc h34"><div class="t m2 x97 h35 y2a5 ff24 fs17 fc2 sc0 ls59 ws0"><span class="fc3 sc0">CUST</span><span class="_ _3"></span><span class="fc3 sc0">OS AFUND</span><span class="fc3 sc0">ADOS</span></div><div class="t m2 x3b h36 y2a6 ff25 fs18 fc2 sc0 ls0 ws0"><span class="fc3 sc0">Empr</span><span class="fc3 sc0">ego</span><span class="_ _34"> </span><span class="fc3 sc0">T</span><span class="_ _5"></span><span class="fc3 sc0">empo de R</span><span class="_ _8"></span><span class="fc3 sc0">elacionamen</span><span class="fc3 sc0">t</span><span class="fc3 sc0">o</span></div><div class="t m2 xaa h36 y2a7 ff25 fs18 fc2 sc0 ls0 ws0"><span class="fc3 sc0">F</span><span class="fc3 sc0">ilhos</span></div><div class="t m2 x98 h37 y2a8 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">35,00%</span></div><div class="t m2 x98 h37 y2a9 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">30,00%</span></div><div class="t m2 x98 h37 y2aa ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">25,00%</span></div><div class="t m2 x98 h37 y2ab ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">20,00%</span></div><div class="t m2 x98 h37 y2ac ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">15,00%</span></div><div class="t m2 x98 h37 y2ad ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">10,00%</span></div><div class="t m2 x72 h37 y2ae ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">5,00%</span></div><div class="t m2 x98 h37 y2af ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">00,00%</span></div><div class="t m2 xab h38 y2b0 ff25 fs1a fc2 sc0 ls0 ws0"><span class="fc3 sc0">Empr</span><span class="fc3 sc0">ego</span></div><div class="t m2 xab h38 y2b1 ff25 fs1a fc2 sc0 ls0 ws0"><span class="fc3 sc0">T</span><span class="_ _3"></span><span class="fc3 sc0">empo de R</span><span class="fc3 sc0">elacionamen</span><span class="fc3 sc0">t</span><span class="fc3 sc0">o</span></div><div class="t m2 xab h38 y2b2 ff25 fs1a fc2 sc0 ls0 ws0"><span class="fc3 sc0">F</span><span class="fc3 sc0">ilhos</span></div><div class="t m2 x90 h37 y2b3 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">30,77%</span></div><div class="t m2 xac h37 y2b4 ff24 fs19 fc9 sc0 ls0 ws0"><span class="fc3 sc0">A</span><span class="_ _4f"> </span><span class="fc3 sc0">B</span><span class="_ _50"> </span><span class="fc3 sc0">C</span></div><div class="t m2 xad h37 y2b3 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">20,00%</span></div><div class="t m2 x90 h37 y2b5 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">15,98%</span></div><div class="t m2 x90 h37 y2b6 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">15,38%</span><span class="_ _51"> </span><span class="fc3 sc0">13,33%</span></div><div class="t m2 xae h37 y2b5 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">10,00%</span></div><div class="t m2 xae h37 y2b3 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">20,00%</span></div><div class="t m2 xaf h37 y2b7 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">6,67%</span></div><div class="t m2 xad h37 y2b8 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">00,00%</span></div></div><div class="t m2 xb0 h35 y2b9 ff24 fs17 fc2 sc0 ls59 ws0">PROGRAMA MÃE NUTRIZ POR ANO</div><div class="t m2 xb1 h36 y2ba ff25 fs18 fc2 sc0 ls0 ws0">2016 - 2021</div><div class="t m2 xb2 h37 y2bb ff24 fs19 fc2 sc0 ls5a ws7b">40</div><div class="t m2 xb2 h37 y2bc ff24 fs19 fc2 sc0 ls5a ws7b">30</div><div class="t m2 xb2 h37 y2bd ff24 fs19 fc2 sc0 ls5a ws7b">20</div><div class="t m2 xb2 h37 y2be ff24 fs19 fc2 sc0 ls5a ws7b">10</div><div class="t m2 xb3 h37 y2bf ff24 fs19 fc2 sc0 ls5a ws7b">2016<span class="_ _52"> </span>2020<span class="_ _53"></span>2017<span class="_ _54"> </span>2019<span class="_ _55"></span>2018<span class="_ _56"> </span>2021</div><div class="t m2 x25 h37 y2c0 ff24 fs19 fc2 sc0 ls0 ws0">0</div><div class="t m2 xb4 h39 y2c1 ff26 fs19 fc0 sc0 ls5a ws0">T<span class="_ _4"></span>: 135</div><div class="c xa9 y2a4 wc h34"><div class="t m2 xb5 h3a y2c2 ff26 fs17 fc2 sc0 ls59 ws0"><span class="fc3 sc0">Dados dos b</span><span class="fc3 sc0">enefícios às ser</span><span class="_ _8"></span><span class="fc3 sc0">vidor</span><span class="fc3 sc0">as </span></div><div class="t m2 xb6 h3a y2c3 ff26 fs17 fc2 sc0 ls59 ws0"><span class="fc3 sc0">mães do SF (L</span><span class="_ _3"></span><span class="fc3 sc0">G - L</span><span class="_ _3"></span><span class="fc3 sc0">GP - P</span><span class="fc3 sc0">MN)</span></div><div class="t m2 x51 h3b y2c4 ff25 fs1b fc2 sc0 ls0 ws0"><span class="fc3 sc0">2016 - 2021</span></div><div class="t m2 xb7 h3c y2c5 ff24 fs1c fc2 sc0 ls5b ws7c"><span class="fc3 sc0">40</span></div><div class="t m2 xb7 h3c y2c6 ff24 fs1c fc2 sc0 ls5b ws7c"><span class="fc3 sc0">30</span></div><div class="t m2 xb7 h3c y2c7 ff24 fs1c fc2 sc0 ls5b ws7c"><span class="fc3 sc0">20</span></div><div class="t m2 xb7 h3c y2c8 ff24 fs1c fc2 sc0 ls5b ws7c"><span class="fc3 sc0">10</span></div><div class="t m2 xb8 h3c y2c9 ff24 fs1c fc2 sc0 ls5b ws7c"><span class="fc3 sc0">2016</span><span class="_ _57"> </span><span class="fc3 sc0">2020</span><span class="_ _58"></span><span class="fc3 sc0">2017</span><span class="_ _59"> </span><span class="fc3 sc0">2019</span><span class="_ _5a"></span><span class="fc3 sc0">2018</span><span class="_ _5b"> </span><span class="fc3 sc0">2021</span></div><div class="t m2 xb9 h3c y2ca ff24 fs1c fc2 sc0 ls0 ws0"><span class="fc3 sc0">0</span></div><div class="t m2 x94 h3c y2cb ff24 fs1c fc2 sc0 ls5b ws0"><span class="fc3 sc0">L</span><span class="_ _4"></span><span class="fc3 sc0">G - Lic</span><span class="fc3 sc0">ença à gestan</span><span class="fc3 sc0">t</span><span class="fc3 sc0">e</span></div><div class="t m2 x8e h3c y2cc ff24 fs1c fc2 sc0 ls5b ws0"><span class="fc3 sc0">L</span><span class="_ _4"></span><span class="fc3 sc0">GP - Lic</span><span class="fc3 sc0">ença à gestan</span><span class="fc3 sc0">t</span><span class="fc3 sc0">e </span></div><div class="t m2 xba h3c y2cd ff24 fs1c fc2 sc0 ls5b ws0"><span class="fc3 sc0">c</span><span class="fc3 sc0">om pr</span><span class="fc3 sc0">orr</span><span class="fc3 sc0">ogação</span></div><div class="t m2 x9f h3c y2ce ff24 fs1c fc2 sc0 ls5b ws0"><span class="fc3 sc0">P</span><span class="fc3 sc0">MN - P</span><span class="fc3 sc0">r</span><span class="fc3 sc0">og</span><span class="_ _4"></span><span class="fc3 sc0">r</span><span class="fc3 sc0">ama M</span><span class="fc3 sc0">ãe </span></div><div class="t m2 xbb h3c y2cf ff24 fs1c fc2 sc0 ls5b ws7c"><span class="fc3 sc0">Nutriz</span></div></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">122</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf7c" class="pf wa h0" data-page-no="7c"><div class="pc pc7c wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">dade e trabalho; facilita a divisão de turnos do <span class="_ _8"></span>dia, de f<span class="_ _4"></span>orma a viabilizar a </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">contratação de <span class="_ _3"></span>creche, <span class="_ _4"></span>babá, ou <span class="_ _3"></span>a disponibilidade <span class="_ _4"></span>do pai <span class="_ _3"></span>ou outro <span class="_ _4"></span>f<span class="_ _3"></span>amiliar </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">para cuidar <span class="_ _4"></span>da criança, <span class="_ _3"></span>em período alternado <span class="_ _4"></span>da r<span class="_ _4"></span>otina; e <span class="_ _4"></span>e<span class="_ _4"></span>vita que <span class="_ _3"></span>a mãe<span class="_ _4"></span>, </div><div class="t m4cd x3a hb y88 fff fs5 fc2 sc0 lsc wse">de <span class="_ _8"></span>imediat<span class="_ _3"></span>o, s<span class="_ _8"></span>eja de<span class="_ _8"></span>stituída <span class="_ _8"></span>de cargos <span class="_ _8"></span>de <span class="_ _8"></span>direção e <span class="_ _8"></span>chea <span class="_ _8"></span>por não <span class="_ _8"></span>poder </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">cumprir integralmente a jornada de trabalho<span class="_ _4"></span>. </div><div class="t m311 x19 hb y6b fff fs5 fc2 sc0 ls5 ws6">Solange <span class="_ _4"></span>Bandeira Soares <span class="_ _4"></span>P<span class="_ _4"></span>almeira, <span class="_ _4"></span>mãe-servidora, também <span class="_ _4"></span>f<span class="_ _3"></span>ala da <span class="_ _4"></span>im<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">portância do Mãe Nutriz a partir da sua própria experiência:</div><div class="t m5da x19 hb y6d fff fs5 fc2 sc0 lsf ws11">É <span class="_ _8"></span>um programa <span class="_ _8"></span>que <span class="_ _8"></span>de<span class="_ _4"></span>v<span class="_ _4"></span>eria <span class="_ _8"></span>ser <span class="_ _8"></span>adotado <span class="_ _8"></span>por <span class="_ _8"></span>t<span class="_ _3"></span>odo <span class="_ _8"></span>o <span class="_ _8"></span>serviço <span class="_ _8"></span>público, </div><div class="t m5 x3a hb y6e fff fs5 fc2 sc0 ls3d ws4e">e <span class="_ _8"></span>também <span class="_ _8"></span>pelo privado<span class="_ _3"></span>, <span class="_ _7"></span>porque <span class="_ _8"></span>garante <span class="_ _8"></span>às <span class="_ _8"></span>mãe<span class="_ _8"></span>s <span class="_ _8"></span>um <span class="_ _8"></span>tempo <span class="_ _8"></span>a <span class="_ _8"></span>mais <span class="_ _8"></span>de </div><div class="t m5db x3a hb y6f fff fs5 fc2 sc0 lse ws10">qualidade num <span class="_ _8"></span>período <span class="_ _8"></span>que <span class="_ _8"></span>é dos <span class="_ _8"></span>mais <span class="_ _8"></span>importantes <span class="_ _8"></span>no de<span class="_ _8"></span>senvolvimen<span class="ls0 ws0">-</span></div><div class="t m5dc x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">t<span class="_ _4"></span>o <span class="_ _8"></span>das crianças, <span class="_ _8"></span>que <span class="_ _8"></span>são os <span class="_ _8"></span>primeiros mil <span class="_ _8"></span>dias<span class="_ _4"></span>. <span class="_ _8"></span>Eu trabalhei <span class="_ _8"></span>ass<span class="_ _8"></span>essorando </div><div class="t m5dd x3a hb y71 fff fs5 fc2 sc0 ls10 ws12">a <span class="_ _8"></span>Comissão da <span class="_ _8"></span>Primeira <span class="_ _8"></span>Inf<span class="_ _4"></span>ância <span class="_ _8"></span>do Senado <span class="_ _8"></span>e <span class="_ _8"></span>pude <span class="_ _8"></span>ouvir<span class="_ _3"></span>, <span class="_ _8"></span>de <span class="_ _8"></span>dif<span class="_ _3"></span>erente<span class="_ _8"></span>s </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">especialistas, a importância da pres<span class="_ _8"></span>ença da mãe <span class="_ _4"></span>na segurança, no des<span class="_ _8"></span>en-</div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">vol<span class="_ _3"></span>vimento emocional e intelectual da criança. <span class="_ _8"></span>Mais do que a <span class="_ _8"></span>questão <span class="_ _8"></span>da </div><div class="t m41a x3a hb y74 fff fs5 fc2 sc0 ls22 ws2b">amamentação<span class="_ _4"></span>, <span class="_ _4"></span>há <span class="_ _4"></span>um <span class="_ _4"></span>f<span class="_ _3"></span>ortaleciment<span class="_ _3"></span>o do <span class="_ _3"></span>vínculo <span class="_ _3"></span>de amor <span class="_ _3"></span>entre mãe <span class="_ _3"></span>e bebê </div><div class="t m5de x3a hb y75 fff fs5 fc2 sc0 ls23 ws2c">e <span class="_ _8"></span>uma melhora <span class="_ _8"></span>na <span class="_ _8"></span>qualidade de <span class="_ _8"></span>vida <span class="_ _8"></span>de ambos. É <span class="_ _8"></span>um tempo <span class="_ _8"></span>a <span class="_ _8"></span>mais que </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>az <span class="_ _8"></span>t<span class="_ _3"></span>oda a <span class="_ _8"></span>dif<span class="_ _3"></span>erença no <span class="_ _8"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento da criança e na tranquilidade da </div><div class="t m1b6 x3a hb y77 fff fs5 fc2 sc0 lse ws10">mãe<span class="_ _4"></span>. <span class="_ _8"></span>E na <span class="_ _8"></span>perspectiva prossional <span class="_ _8"></span>da mãe, o <span class="_ _8"></span>programa <span class="_ _8"></span>proporciona um </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">ret<span class="_ _4"></span>orno gradual ao trabalho e<span class="_ _4"></span>, durante a jornada, um rendiment<span class="_ _4"></span>o maior<span class="_ _3"></span>. </div><div class="t m5df x19 hb y79 fff fs5 fc2 sc0 lsa wsc">T<span class="_ _5"></span>ambém servidora <span class="_ _4"></span>do <span class="_ _4"></span>Senado <span class="_ _4"></span>e <span class="_ _4"></span>grande <span class="_ _4"></span>def<span class="_ _4"></span>ensora <span class="_ _4"></span>do <span class="_ _4"></span>Mãe <span class="_ _4"></span>Nutriz, <span class="_ _3"></span>Márcia<span class="_ _8"></span> </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">Andréa Rennó Silv<span class="_ _3"></span>a Negreiros mostra como o programa contribuiu para a </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">reorganização f<span class="_ _3"></span>amiliar após o nascimento de seu lho: </div><div class="t m69 x19 hb y7c fff fs5 fc2 sc0 lse ws10">A <span class="_ _8"></span>mulher<span class="_ _5"></span>, <span class="_ _8"></span>quando <span class="_ _8"></span>se <span class="_ _8"></span>t<span class="_ _4"></span>orna <span class="_ _8"></span>mãe<span class="_ _3"></span>, <span class="_ _8"></span>experimenta <span class="_ _8"></span>uma <span class="_ _8"></span>mudança de <span class="_ _8"></span>vida </div><div class="t m5e0 x3a hb y7d fff fs5 fc2 sc0 lsd wsf">enorme<span class="_ _4"></span>. <span class="_ _4"></span>T<span class="_ _5"></span>em que <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _3"></span>adaptar para <span class="_ _3"></span>dar conta <span class="_ _3"></span>das demandas <span class="_ _3"></span>diárias numa <span class="_ _3"></span>jor<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m5e1 x3a hb y7e fff fs5 fc2 sc0 lsa wsc">nada <span class="_ _4"></span>de <span class="_ _4"></span>apenas <span class="_ _4"></span>24 <span class="_ _4"></span>horas<span class="_ _4"></span>. <span class="_ _4"></span>Ness<span class="_ _8"></span>e <span class="_ _4"></span>context<span class="_ _4"></span>o<span class="_ _3"></span>, a <span class="_ _4"></span>redução <span class="_ _3"></span>da jornada <span class="_ _4"></span>de <span class="_ _3"></span>trabalho<span class="_ _8"></span> </div><div class="t m5e2 x3a hb y7f fff fs5 fc2 sc0 ls9 wsb">benecia <span class="_ _4"></span>diretamente mãe<span class="_ _3"></span>, bebê <span class="_ _3"></span>e f<span class="_ _3"></span>amília, porque <span class="_ _3"></span>facilita <span class="_ _3"></span>a conciliação <span class="_ _3"></span>da </div><div class="t m5e3 x3a hb y80 fff fs5 fc2 sc0 lsa wsc">rotina <span class="_ _3"></span>familiar <span class="_ _3"></span>com a <span class="_ _3"></span>rotina <span class="_ _4"></span>de <span class="_ _4"></span>trabalho; <span class="_ _4"></span>ajuda <span class="_ _4"></span>demais <span class="_ _4"></span>no <span class="_ _3"></span>equilíbrio emocio</div><div class="t m5e4 x43 hb y80 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m433 x3a hb y81 fff fs5 fc2 sc0 ls5 ws6">nal <span class="_ _4"></span>da mãe<span class="_ _3"></span>, dando-lhe <span class="_ _3"></span>mais tranquilidade <span class="_ _4"></span>e <span class="_ _4"></span>exibilidade <span class="_ _4"></span>na administração </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">do tempo; mostra <span class="_ _4"></span>para a mãe <span class="_ _4"></span>o v<span class="_ _3"></span>alor pr<span class="_ _4"></span>ossional que ela <span class="_ _4"></span>tem como f<span class="_ _3"></span>orça </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">de trabalho <span class="_ _3"></span>na organização<span class="_ _4"></span>, no <span class="_ _4"></span>caso o <span class="_ _3"></span>Senado, <span class="_ _4"></span>pois a <span class="_ _3"></span>gente se sente v<span class="_ _4"></span>al<span class="_ _4"></span>o-</div><div class="t m5e5 x3a hb y84 fff fs5 fc2 sc0 ls9 wsb">rizada <span class="_ _4"></span>e <span class="_ _4"></span>reconhecida pel<span class="_ _3"></span>o esf<span class="_ _3"></span>orço de <span class="_ _4"></span>des<span class="_ _8"></span>empenhar <span class="_ _4"></span>uma <span class="_ _4"></span>dupla <span class="_ _4"></span>jornada: em </div><div class="t m2ef x3a hb y85 fff fs5 fc2 sc0 ls5 ws6">casa, <span class="_ _4"></span>como mãe<span class="_ _3"></span>, e <span class="_ _3"></span>no trabalho<span class="_ _3"></span>, como <span class="_ _4"></span>prossional. <span class="_ _4"></span>As <span class="_ _4"></span>servidoras benecia<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">das pelo programa <span class="_ _8"></span>Mãe Nutriz <span class="_ _8"></span>trabalham <span class="_ _8"></span>mais felizes <span class="_ _8"></span>e realizadas, <span class="_ _8"></span>o que </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">123</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">tem reexos positiv<span class="_ _4"></span>os na <span class="_ _4"></span>amamentação<span class="_ _4"></span>, uma v<span class="_ _3"></span>ez que o estress<span class="_ _8"></span>e materno </div><div class="t m11e x3a hb y86 fff fs5 fc2 sc0 ls4 ws5">interf<span class="_ _4"></span>ere diretamente <span class="_ _8"></span>na <span class="_ _8"></span>qualidade <span class="_ _8"></span>dessa <span class="_ _8"></span>amamentação<span class="_ _4"></span>. São <span class="_ _8"></span>frequente<span class="_ _8"></span>s </div><div class="t m5e6 x3a hb y87 fff fs5 fc2 sc0 ls5 ws6">os <span class="_ _4"></span>relat<span class="_ _4"></span>os de <span class="_ _3"></span>mãe<span class="_ _8"></span>s <span class="_ _4"></span>que <span class="_ _4"></span>não <span class="_ _4"></span>conseguem amamentar <span class="_ _4"></span>por <span class="_ _4"></span>causas <span class="_ _4"></span>associadas </div><div class="t m5e7 x3a hb y88 fff fs5 fc2 sc0 lsc wse">ao <span class="_ _8"></span>estre<span class="_ _8"></span>sse. As <span class="_ _8"></span>mães <span class="_ _8"></span>que <span class="_ _8"></span>podem e <span class="_ _8"></span>conseguem <span class="_ _8"></span>amamentar <span class="_ _8"></span>f<span class="_ _3"></span>ortalecem o </div><div class="t m5e8 x3a hb y89 fff fs5 fc2 sc0 ls8 wsa">víncul<span class="_ _4"></span>o <span class="_ _4"></span>af<span class="_ _4"></span>etivo <span class="_ _3"></span>e contribuem <span class="_ _3"></span>para o <span class="_ _3"></span>fortal<span class="_ _3"></span>ecimento <span class="_ _3"></span>do sistema <span class="_ _3"></span>imunológico </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">e para a redução de al<span class="_ _4"></span>ergias em seus bebê<span class="_ _8"></span>s<span class="_ _4"></span>. </div><div class="t m5e9 x19 hb y6c fff fs5 fc2 sc0 ls9 wsb">Se <span class="_ _4"></span>a <span class="_ _4"></span>adesão e <span class="_ _4"></span>a <span class="_ _4"></span>percepção <span class="_ _4"></span>das mães <span class="_ _4"></span>quant<span class="_ _4"></span>o <span class="_ _4"></span>às <span class="_ _4"></span>v<span class="_ _4"></span>antagens <span class="_ _4"></span>do <span class="_ _4"></span>programa </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">já s<span class="_ _8"></span>eriam <span class="_ _8"></span>sucientes <span class="_ _8"></span>para validar e <span class="_ _8"></span>garantir e<span class="_ _8"></span>stabilidade ao <span class="_ _8"></span>Mãe Nutriz, <span class="_ _8"></span>a </div><div class="t m5ea x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">visão de <span class="_ _8"></span>ge<span class="_ _8"></span>st<span class="_ _3"></span>ore<span class="_ _8"></span>s <span class="_ _8"></span>da Casa <span class="_ _8"></span>quant<span class="_ _4"></span>o <span class="_ _8"></span>aos ganhos <span class="_ _8"></span>institucionais, <span class="_ _8"></span>inclusiv<span class="_ _4"></span>e em </div><div class="t m5eb x3a hb y6f fff fs5 fc2 sc0 ls5 ws6">termos <span class="_ _4"></span>de pr<span class="_ _4"></span>odutividade <span class="_ _4"></span>e <span class="_ _4"></span>saúde das <span class="_ _3"></span>colaboradoras, mostra <span class="_ _3"></span>que o <span class="_ _4"></span>Senado </div><div class="t m5ec x3a hb y70 fff fs5 fc2 sc0 ls10 ws12">Federal <span class="_ _8"></span>viv<span class="_ _4"></span>enciou <span class="_ _8"></span>(e vivencia) <span class="_ _8"></span>uma <span class="_ _8"></span>mudança de <span class="_ _8"></span>cultura <span class="_ _8"></span>organizacional </div><div class="t m5 x3a hb y71 fff fs5 fc2 sc0 ls6 ws8">signicativ<span class="_ _4"></span>a e <span class="_ _8"></span>que <span class="_ _8"></span>tem <span class="_ _8"></span>assumido <span class="_ _8"></span>a sua <span class="_ _8"></span>parcela <span class="_ _8"></span>de <span class="_ _8"></span>responsabilidade <span class="_ _8"></span>na </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">promoção de um ambiente de trabalho com maior igual<span class="_ _4"></span>dade de gênero<span class="_ _3"></span>. </div><div class="t m2b6 x19 hb y73 fff fs5 fc2 sc0 ls0 ws0">A <span class="_ _8"></span>diret<span class="_ _3"></span>ora-geral <span class="_ _8"></span>do <span class="_ _8"></span>Senado Federal, <span class="_ _8"></span>Ilana <span class="_ _8"></span>Trombk<span class="_ _3"></span>a, <span class="_ _8"></span>exerceu papel <span class="_ _8"></span>re-</div><div class="t ma9 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">l<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>ante na <span class="_ _8"></span>criação <span class="_ _8"></span>do programa <span class="_ _8"></span>Mãe Nutriz <span class="_ _8"></span>e, como <span class="_ _8"></span>gestora, f<span class="_ _3"></span>ala <span class="_ _8"></span>dos <span class="_ _8"></span>be-</div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">nefícios do programa numa perspectiv<span class="_ _3"></span>a institucional:</div><div class="t m2 x19 hb y76 fff fs5 fc2 sc0 ls0 ws0">O programa <span class="_ _8"></span>Mãe Nutriz <span class="_ _8"></span>é <span class="_ _8"></span>uma prov<span class="_ _4"></span>a de <span class="_ _8"></span>que<span class="_ _4"></span>, quando <span class="_ _8"></span>a <span class="_ _8"></span>gente percebe </div><div class="t m5ed x3a hb y77 fff fs5 fc2 sc0 ls10 ws12">que <span class="_ _8"></span>o s<span class="_ _8"></span>ervidor <span class="_ _8"></span>ou <span class="_ _8"></span>a s<span class="_ _8"></span>ervidora <span class="_ _8"></span>precisam <span class="_ _8"></span>de uma <span class="_ _8"></span>atenção <span class="_ _8"></span>em <span class="_ _8"></span>v<span class="_ _3"></span>ários <span class="_ _8"></span>mo</div><div class="t m1d x43 hb y77 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m5ee x3a hb y78 fff fs5 fc2 sc0 lse ws10">ment<span class="_ _4"></span>os <span class="_ _8"></span>da sua <span class="_ _8"></span>vida, <span class="_ _8"></span>e <span class="_ _8"></span>atenções <span class="_ _8"></span>distintas, <span class="_ _8"></span>ess<span class="_ _8"></span>e s<span class="_ _8"></span>ervidor <span class="_ _8"></span>e e<span class="_ _8"></span>ssa <span class="_ _8"></span>servidora </div><div class="t m12e x3a hb y79 fff fs5 fc2 sc0 ls23 ws2c">reconhecem <span class="_ _8"></span>isso e <span class="_ _8"></span>dev<span class="_ _4"></span>ol<span class="_ _4"></span>vem isso <span class="_ _8"></span>para a <span class="_ _8"></span>organização. A <span class="_ _8"></span>imensa <span class="_ _8"></span>maioria, </div><div class="t m5ef x3a hb y7a fff fs5 fc2 sc0 lsc wse">senão <span class="_ _8"></span>a <span class="_ _8"></span>t<span class="_ _4"></span>otalidade das <span class="_ _8"></span>mulhere<span class="_ _8"></span>s ins<span class="_ _8"></span>eridas <span class="_ _8"></span>no programa <span class="_ _8"></span>Mãe Nutriz, <span class="_ _8"></span>não </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">perde a sua produtividade<span class="_ _3"></span>, ape<span class="_ _8"></span>sar de trabalhar menos horas <span class="_ _4"></span>por causa do </div><div class="t m5bc x3a hb y7c fff fs5 fc2 sc0 ls9 wsb">programa. <span class="_ _3"></span>Porque <span class="_ _4"></span>no <span class="_ _4"></span>tempo <span class="_ _4"></span>em <span class="_ _4"></span>que <span class="_ _4"></span>ela está <span class="_ _4"></span>disponível <span class="_ _3"></span>para o <span class="_ _3"></span>trabalho do </div><div class="t m5f0 x3a hb y7d fff fs5 fc2 sc0 ls22 ws2b">Senado <span class="_ _4"></span>ela <span class="_ _4"></span>f<span class="_ _3"></span>az questão de <span class="_ _3"></span>ter uma <span class="_ _3"></span>alta produtividade<span class="_ _3"></span>, porque <span class="_ _3"></span>entende que </div><div class="t m5f1 x3a hb y7e fff fs5 fc2 sc0 ls22 ws2b">ela <span class="_ _4"></span>está em <span class="_ _3"></span>uma parceria <span class="_ _3"></span>do Senado <span class="_ _3"></span>Federal com <span class="_ _3"></span>ela e <span class="_ _3"></span>dela com <span class="_ _3"></span>o Senado<span class="_ _3"></span>. </div><div class="t m2 x19 hb y7f fff fs5 fc2 sc0 ls0 ws0">Ilana ainda salienta que o Mãe Nutriz tem objetivos muit<span class="_ _3"></span>o maiore<span class="_ _8"></span>s do </div><div class="t m5f2 x3a hb y80 fff fs5 fc2 sc0 lsa wsc">que <span class="_ _4"></span>o <span class="_ _4"></span>auxílio <span class="_ _4"></span>à <span class="_ _4"></span>amamentação<span class="_ _4"></span>, <span class="_ _4"></span>porque <span class="_ _4"></span>nem <span class="_ _4"></span>t<span class="_ _4"></span>odas <span class="_ _4"></span>as <span class="_ _3"></span>mãe<span class="_ _8"></span>s conseguem <span class="_ _4"></span>ama<span class="ls0 ws0">-</span></div><div class="t m77 x3a hb y81 fff fs5 fc2 sc0 ls24 ws2d">mentar <span class="_ _4"></span>ou <span class="_ _3"></span>prolongar <span class="_ _3"></span>e<span class="_ _8"></span>ssa <span class="_ _3"></span>amamentação. <span class="_ _3"></span>O pr<span class="_ _4"></span>ograma <span class="_ _3"></span>tem o <span class="_ _3"></span>propósito <span class="_ _3"></span>muit<span class="_ _4"></span>o </div><div class="t m5f3 x3a hb y82 fff fs5 fc2 sc0 ls9 wsb">importante <span class="_ _4"></span>de <span class="_ _4"></span>pres<span class="_ _8"></span>erv<span class="_ _4"></span>ar a <span class="_ _3"></span><span class="ff1f">convivência<span class="fff"> <span class="_ _3"></span>entre mãe <span class="_ _3"></span>e criança, <span class="_ _3"></span>aspecto <span class="_ _4"></span>que <span class="_ _4"></span>se </span></span></div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">t<span class="_ _4"></span>orna até mais <span class="_ _8"></span>rel<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>ante para as <span class="_ _8"></span>mães <span class="_ _8"></span>que não cons<span class="_ _8"></span>eguem e<span class="_ _8"></span>stabel<span class="_ _3"></span>ecer <span class="_ _8"></span>o </div><div class="t m5f4 x3a hb y84 fff fs5 fc2 sc0 ls8 wsa">víncul<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>amamentação<span class="_ _4"></span>. <span class="_ _4"></span>E <span class="_ _4"></span>indiretamente <span class="_ _4"></span>tem-se uma <span class="_ _3"></span>contribuição social, </div><div class="t m5f5 x3a hb y85 fff fs5 fc2 sc0 ls7 ws9">porque <span class="_ _8"></span>o programa <span class="_ _8"></span>auxilia <span class="_ _8"></span>na f<span class="_ _4"></span>ormação <span class="_ _8"></span>de s<span class="_ _8"></span>eres <span class="_ _8"></span>humanos <span class="_ _8"></span>que <span class="_ _8"></span>poderão </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">124</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m5f6 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">conviver <span class="_ _3"></span>melhor em <span class="_ _4"></span>sociedade <span class="_ _4"></span>por estarem <span class="_ _4"></span>mais <span class="_ _4"></span>próximos <span class="_ _4"></span>das <span class="_ _4"></span>mães e <span class="_ _4"></span>das </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>amílias nos primeiros dois anos de vida.</div><div class="t m5f7 x19 hb y87 fff fs5 fc2 sc0 ls9 wsb">Essa <span class="_ _4"></span>compreensão do <span class="_ _3"></span>Mãe Nutriz <span class="_ _3"></span>como uma <span class="_ _4"></span>iniciativ<span class="_ _4"></span>a <span class="_ _4"></span>em <span class="_ _4"></span>que <span class="_ _4"></span>t<span class="_ _4"></span>odos <span class="_ _4"></span>os </div><div class="t m5f8 x3a hb y88 fff fs5 fc2 sc0 ls22 ws2b">at<span class="_ _4"></span>ores são <span class="_ _3"></span>beneciados (mães-bebê<span class="_ _8"></span>s-instituições-sociedade) é <span class="_ _3"></span>crucial para </div><div class="t m5f9 x3a hb y89 fff fs5 fc2 sc0 ls8 wsa">a <span class="_ _4"></span>f<span class="_ _3"></span>ormulação de <span class="_ _4"></span>políticas <span class="_ _4"></span>públicas <span class="_ _4"></span>ef<span class="_ _4"></span>etiv<span class="_ _3"></span>as e <span class="_ _4"></span>capazes de <span class="_ _3"></span>promover <span class="_ _3"></span>transf<span class="_ _4"></span>or<span class="ls0 ws0">-</span></div><div class="t m5fa x3a hb y6b fff fs5 fc2 sc0 ls5 ws6">mações sociais <span class="_ _4"></span>fundamentais, <span class="_ _4"></span>a começar <span class="_ _3"></span>pela v<span class="_ _3"></span>alorização <span class="_ _3"></span>da maternidade </div><div class="t m97 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">e <span class="_ _4"></span>pela redução <span class="_ _3"></span>da desigualdade <span class="_ _3"></span>de gênero <span class="_ _3"></span>no mercado <span class="_ _4"></span>de trabalho<span class="_ _3"></span>. Mas <span class="_ _3"></span>o </div><div class="t m5fb x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">programa vai mais <span class="_ _8"></span>al<span class="_ _4"></span>ém, porque <span class="_ _8"></span>s<span class="_ _8"></span>e coloca como <span class="_ _8"></span>parceiro das <span class="_ _8"></span>f<span class="_ _3"></span>amílias <span class="_ _8"></span>ao </div><div class="t m5fc x3a hb y6e fff fs5 fc2 sc0 ls4 ws5">permitir <span class="_ _8"></span>que as <span class="_ _8"></span>mães <span class="_ _8"></span>e<span class="_ _8"></span>stejam mais <span class="_ _8"></span>pres<span class="_ _8"></span>entes <span class="_ _8"></span>num <span class="_ _8"></span>período muito impor<span class="ls0 ws0">-</span></div><div class="t m5fd x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">tante para <span class="_ _3"></span>a f<span class="_ _3"></span>ormação da <span class="_ _3"></span>personalidade e <span class="_ _4"></span>para <span class="_ _4"></span>a educação <span class="_ _3"></span>das crianças, <span class="_ _4"></span>o </div><div class="t m504 x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">que<span class="_ _4"></span>, no <span class="_ _8"></span>futuro<span class="_ _4"></span>, <span class="_ _8"></span>ret<span class="_ _3"></span>ornará <span class="_ _8"></span>para <span class="_ _8"></span>a comunidade <span class="_ _8"></span>com <span class="_ _8"></span>a redução <span class="_ _8"></span>da <span class="_ _8"></span>viol<span class="_ _3"></span>ência </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">(inclusive <span class="_ _3"></span>domé<span class="_ _8"></span>stica), da <span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>asão escolar<span class="_ _3"></span>, do <span class="_ _3"></span>alcoolismo<span class="_ _4"></span>, do <span class="_ _4"></span>uso de <span class="_ _3"></span>drogas, </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">da gravidez na adol<span class="_ _4"></span>escência etc.</div><div class="t m5fe x19 hb y73 fff fs5 fc2 sc0 ls23 ws2c">Com <span class="_ _8"></span>a implementação de<span class="_ _8"></span>sse <span class="_ _8"></span>tipo <span class="_ _8"></span>de política <span class="_ _8"></span>inclusiva, o <span class="_ _8"></span>Senado Fe<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">deral coloca-se em de<span class="_ _8"></span>staque como uma <span class="_ _8"></span>instituição pública sustentável e </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">alinhada às melhores práticas de <span class="_ _8"></span>gestão, av<span class="_ _3"></span>aliadas a partir de trê<span class="_ _8"></span>s pilares </div><div class="t m497 x3a hb y76 fff fs5 fc2 sc0 ls22 ws2b">fundamentais: <span class="_ _4"></span>o <span class="_ _4"></span>social, <span class="_ _4"></span>o <span class="_ _4"></span>ambiental <span class="_ _3"></span>e a <span class="_ _4"></span>gov<span class="_ _3"></span>ernança (<span class="ff1f ws2f">social, envir<span class="_ _4"></span>onmental, </span></div><div class="t m577 x3a hb y77 ff1f fs5 fc2 sc0 lsa wsc">gov<span class="_ _4"></span>ernance<span class="fff"> <span class="_ _4"></span>– <span class="_ _4"></span>ESG). <span class="_ _4"></span>Desde 2005, <span class="_ _3"></span>quando o <span class="_ _3"></span>conceito <span class="_ _3"></span>foi <span class="_ _3"></span>introduzido <span class="_ _4"></span>no <span class="_ _4"></span>Rela<span class="ls0 ws0">-</span></span></div><div class="t m5ff x3a hb y78 fff fs5 fc2 sc0 ls5 ws6">t<span class="_ _4"></span>ório <span class="_ _4"></span><span class="ff20">Who Cares <span class="_ _4"></span>Wins: connecting <span class="_ _3"></span>nancial mark<span class="_ _4"></span>ets <span class="_ _4"></span>t<span class="_ _4"></span>o <span class="_ _4"></span>a changing <span class="_ _3"></span>world<span class="fff ls0 ws0">,</span></span></div><div class="t m5ff x5a h18 y29a ff1b fs9 fc2 sc0 ls3c ws4d">51</div><div class="t m5ff x69 hb y78 ff10 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m600 x3a hb y79 fff fs5 fc2 sc0 ls5 ws6">elaborado <span class="_ _4"></span>por uma <span class="_ _3"></span>iniciativa <span class="_ _3"></span>conjunta de <span class="_ _4"></span>instituições nanceiras <span class="_ _3"></span>mundiais </div><div class="t m601 x3a hb y7a fff fs5 fc2 sc0 ls4 ws5">a <span class="_ _8"></span>convite da <span class="_ _8"></span>Organização das <span class="_ _8"></span>Naçõe<span class="_ _8"></span>s Unidas <span class="_ _8"></span>(ONU), <span class="_ _8"></span>o ESG <span class="_ _8"></span>t<span class="_ _4"></span>ornou-se <span class="_ _8"></span>um </div><div class="t m602 x3a hb y7b fff fs5 fc2 sc0 lsb wsd">importante <span class="_ _4"></span>instrument<span class="_ _4"></span>o <span class="_ _4"></span>para <span class="_ _3"></span>o des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento <span class="_ _3"></span>de organizações <span class="_ _4"></span>públicas <span class="_ _4"></span>e </div><div class="t m486 x3a hb y7c fff fs5 fc2 sc0 ls22 ws2b">priv<span class="_ _4"></span>adas <span class="_ _4"></span>mais <span class="_ _4"></span>comprometidas <span class="_ _4"></span>com <span class="_ _4"></span>a <span class="_ _4"></span>transf<span class="_ _3"></span>ormação da <span class="_ _3"></span>realidade mediante </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">a impl<span class="_ _4"></span>ementação de políticas e práticas alinhadas a ess<span class="_ _8"></span>es pilare<span class="_ _8"></span>s<span class="_ _4"></span>.</div><div class="t m24e x19 hb y7e fff fs5 fc2 sc0 ls23 ws2c">No <span class="_ _8"></span>âmbit<span class="_ _3"></span>o <span class="_ _8"></span>social, <span class="_ _8"></span>as instituiçõe<span class="_ _8"></span>s <span class="_ _8"></span>buscam contribuir <span class="_ _8"></span>direta <span class="_ _8"></span>e <span class="_ _8"></span>indireta<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">mente na proteção de direitos humanos, em projet<span class="_ _3"></span>os que tragam retorno </div><div class="t m3ce x3a hb y80 fff fs5 fc2 sc0 ls9 wsb">às <span class="_ _4"></span>comunidades l<span class="_ _4"></span>ocais <span class="_ _4"></span>e <span class="_ _4"></span>regionais, <span class="_ _4"></span>na criação <span class="_ _3"></span>de um <span class="_ _3"></span>ambiente de <span class="_ _4"></span>trabalho </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">inclusivo <span class="_ _4"></span>e div<span class="_ _4"></span>erso<span class="_ _4"></span>, no <span class="_ _4"></span>incentivo <span class="_ _4"></span>e apoio <span class="_ _4"></span>a que <span class="_ _3"></span>mulhere<span class="_ _8"></span>s ocupem posições </div><div class="t m300 x3a hb y82 fff fs5 fc2 sc0 ls5 ws6">de <span class="_ _4"></span>liderança, na <span class="_ _3"></span>adoção de <span class="_ _3"></span>iniciativas <span class="_ _4"></span>que <span class="_ _4"></span>priorizem <span class="_ _4"></span>a <span class="_ _4"></span>saúde e <span class="_ _3"></span>a segurança </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">de colaboradoras e colaboradores e da comunidade etc.</div><div class="t m5 x3a h1a y156 ff1c fs2 fc2 sc0 ls24 ws2d">51<span class="ls0 ws0"> <span class="_ _1e"> </span><span class="ff21 ls5c ws7d">United<span class="_ _4"></span> <span class="_"> </span>Nations <span class="_"> </span>Global <span class="_"> </span>Compact<span class="ff1c ws7e">. Disponív<span class="_ _4"></span>el em: http<span class="_ _4"></span>s://pt.scribd.com/fulls<span class="ls0 ws0">-</span></span></span></span></div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">creen/16876740?access_k<span class="_ _3"></span>ey=key<span class="_ _4"></span>-16pe23pd759qalbnx2pv<span class="_ _5"></span>. Acesso em: 5 fev<span class="_ _5"></span>. 2022.</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">125</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m4c6 x19 hb y6a fff fs5 fc2 sc0 ls4 ws5">O <span class="_ _8"></span>programa Mãe <span class="_ _8"></span>Nutriz do <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal e<span class="_ _8"></span>stá bem <span class="_ _8"></span>alinhado <span class="_ _8"></span>com o </div><div class="t m603 x3a hb y86 fff fs5 fc2 sc0 lsd wsf">pilar <span class="_ _4"></span>social <span class="_ _4"></span>do <span class="_ _4"></span>ESG <span class="_ _3"></span>por v<span class="_ _3"></span>árias razões: <span class="_ _4"></span>privil<span class="_ _4"></span>egia <span class="_ _4"></span>o <span class="_ _4"></span>melhor <span class="_ _3"></span>intere<span class="_ _8"></span>ss<span class="_ _8"></span>e <span class="_ _3"></span>da criança </div><div class="t m604 x3a hb y87 fff fs5 fc2 sc0 lsa wsc">ao <span class="_ _4"></span>assegurar dignidade <span class="_ _3"></span>e conviv<span class="_ _3"></span>ência f<span class="_ _3"></span>amiliar; pr<span class="_ _4"></span>oporciona <span class="_ _4"></span>um <span class="_ _4"></span>ambiente <span class="_ _4"></span>de </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">trabalho mais <span class="_ _4"></span>inclusivo <span class="_ _4"></span>às mães-prossionais; <span class="_ _4"></span>apoia as <span class="_ _4"></span>mães-prossionais </div><div class="t m605 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">a <span class="_ _8"></span>manterem suas <span class="_ _8"></span>posições <span class="_ _8"></span>de <span class="_ _8"></span>chea e <span class="_ _8"></span>direção; <span class="_ _8"></span>prioriza a <span class="_ _8"></span>saúde <span class="_ _8"></span>das cola<span class="_ _8"></span>-</div><div class="t m606 x3a hb y6b fff fs5 fc2 sc0 ls22 ws2b">boradoras <span class="_ _4"></span>mães; e <span class="_ _4"></span>contribui <span class="_ _4"></span>para <span class="_ _4"></span>a <span class="_ _4"></span>f<span class="_ _3"></span>ormação de <span class="_ _3"></span>cidadãos emocionalmente </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">equilibrados, seguros e mais aptos a retribuírem à col<span class="_ _3"></span>etividade. </div><div class="t m607 x19 hb y6d fff fs5 fc2 sc0 lsf ws11">T<span class="_ _5"></span>ambém <span class="_ _8"></span>está <span class="_ _8"></span>alinhado <span class="_ _8"></span>com <span class="_ _8"></span>o <span class="_ _8"></span>pilar da <span class="_ _8"></span>governança, porque <span class="_ _8"></span>f<span class="_ _3"></span>omenta </div><div class="t m608 x3a hb y6e fff fs5 fc2 sc0 lsf ws11">a <span class="_ _8"></span>institucionalização de <span class="_ _8"></span>propósit<span class="_ _4"></span>os <span class="_ _8"></span>e <span class="_ _8"></span>v<span class="_ _3"></span>alores <span class="_ _8"></span>mais <span class="_ _8"></span>éticos em <span class="_ _8"></span>relação <span class="_ _8"></span>às </div><div class="t m41f x3a hb y6f fff fs5 fc2 sc0 ls4 ws5">mulheres, <span class="_ _8"></span>especialmente <span class="_ _8"></span>às mãe<span class="_ _8"></span>s, <span class="_ _8"></span>pro<span class="_ _4"></span>vocando uma <span class="_ _8"></span>mudança na <span class="_ _8"></span>cultura </div><div class="t m609 x3a hb y70 fff fs5 fc2 sc0 ls8 wsa">organizacional <span class="_ _4"></span>que <span class="_ _4"></span>resultará em <span class="_ _3"></span>maior produtividade <span class="_ _3"></span>e satisf<span class="_ _3"></span>ação das <span class="_ _3"></span>cola</div><div class="t m60a x43 hb y70 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m60b x3a hb y71 fff fs5 fc2 sc0 lsd wsf">boradoras <span class="_ _4"></span>e <span class="_ _4"></span>dos <span class="_ _4"></span>colaboradores, em <span class="_ _3"></span>f<span class="_ _4"></span>ortal<span class="_ _4"></span>eciment<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>posição <span class="_ _4"></span>da <span class="_ _4"></span>instituição </div><div class="t m9c x3a hb y72 fff fs5 fc2 sc0 ls5 ws6">e <span class="_ _4"></span>em maior <span class="_ _3"></span>val<span class="_ _3"></span>or agregado <span class="_ _3"></span>aos produt<span class="_ _3"></span>os e <span class="_ _4"></span>serviços entregues à <span class="_ _3"></span>sociedade.</div><div class="t m364 x19 hb y73 fff fs5 fc2 sc0 ls0 ws0">Os benefícios <span class="_ _3"></span>do programa <span class="_ _3"></span>Mãe Nutriz <span class="_ _3"></span>são muit<span class="_ _4"></span>os, <span class="_ _4"></span>e signicativ<span class="_ _4"></span>os, <span class="_ _4"></span>não </div><div class="t m60c x3a hb y74 fff fs5 fc2 sc0 lsb wsd">apenas <span class="_ _4"></span>no <span class="_ _3"></span>âmbito <span class="_ _3"></span>do Senado <span class="_ _3"></span>Federal mas <span class="_ _3"></span>também como <span class="_ _3"></span>model<span class="_ _4"></span>o <span class="_ _4"></span>de <span class="_ _4"></span>política </div><div class="t m60d x3a hb y75 fff fs5 fc2 sc0 ls22 ws2b">pública <span class="_ _4"></span>a <span class="_ _4"></span>ser apres<span class="_ _8"></span>entada <span class="_ _4"></span>como <span class="_ _4"></span>alternativ<span class="_ _4"></span>a <span class="_ _4"></span>às <span class="_ _4"></span>demais <span class="_ _4"></span>instituições públicas </div><div class="t m60e x3a hb y76 fff fs5 fc2 sc0 ls9 wsb">e <span class="_ _4"></span>priv<span class="_ _4"></span>adas <span class="_ _4"></span>no Brasil <span class="_ _3"></span>e no <span class="_ _3"></span>mundo, <span class="_ _3"></span>para conciliarem, <span class="_ _4"></span>com <span class="_ _4"></span>ganhos recípr<span class="_ _4"></span>ocos, </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">a maternidade<span class="_ _4"></span>, a inf<span class="_ _3"></span>ância e o trabalho. </div><div class="t m2 x3a h19 y7a ff11 fs1 fc8 sc0 ls0 ws0">D<span class="_ _3"></span>ADOS DO PROGRAMA MÃE NUTRIZ NO SENADO FEDERAL </div><div class="t m2 x3a h19 y7b ff11 fs1 fc8 sc0 ls0 ws0">E SU<span class="_ _5"></span>A INTERF<span class="_ _6"></span>ACE COM A P<span class="_ _6"></span>ANDEMIA D<span class="_ _3"></span>A COVID-19</div><div class="t m54e x19 hb y7d fff fs5 fc2 sc0 ls0 ws0">O programa <span class="_ _8"></span>Mãe <span class="_ _8"></span>Nutriz tev<span class="_ _3"></span>e <span class="_ _8"></span>signicativa ade<span class="_ _8"></span>são das <span class="_ _8"></span>mães-s<span class="_ _8"></span>ervidoras </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">desde o s<span class="_ _8"></span>eu início<span class="_ _3"></span>, contando com um t<span class="_ _4"></span>otal de 135 beneciárias, <span class="_ _4"></span>num uni-</div><div class="t m60f x3a hb y7f fff fs5 fc2 sc0 ls22 ws2b">verso <span class="_ _3"></span>de 181 <span class="_ _3"></span>mãe<span class="_ _8"></span>s, <span class="_ _4"></span>entre os <span class="_ _3"></span>anos de <span class="_ _3"></span>2016 a <span class="_ _3"></span>2021. Contudo<span class="_ _3"></span>, há <span class="_ _4"></span>um <span class="_ _4"></span>aspect<span class="_ _4"></span>o </div><div class="t m610 x3a hb y80 fff fs5 fc2 sc0 lse ws10">interessante <span class="_ _8"></span>dos <span class="_ _8"></span>dados <span class="_ _8"></span>col<span class="_ _3"></span>etados <span class="_ _8"></span>em <span class="_ _8"></span>relação <span class="_ _8"></span>ao programa <span class="_ _8"></span>nos <span class="_ _8"></span>anos de </div><div class="t m1ec x3a hb y81 fff fs5 fc2 sc0 ls23 ws2c">2019, <span class="_ _8"></span>2020 e <span class="_ _8"></span>2021, <span class="_ _8"></span>em que <span class="_ _8"></span>s<span class="_ _8"></span>e obs<span class="_ _8"></span>erv<span class="_ _4"></span>a <span class="_ _8"></span>uma redução <span class="_ _8"></span>na <span class="_ _8"></span>adesão <span class="_ _8"></span>das <span class="_ _8"></span>ser<span class="ls0 ws0">-</span></div><div class="t m611 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">vidoras-mães, <span class="_ _8"></span>que <span class="_ _8"></span>merece anális<span class="_ _8"></span>e <span class="_ _8"></span>apartada ne<span class="_ _8"></span>ste artigo, por <span class="_ _8"></span>decorrerem </div><div class="t m612 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">possivelmente <span class="_ _3"></span>de uma <span class="_ _4"></span>interf<span class="_ _4"></span>erência <span class="_ _4"></span>externa <span class="_ _4"></span>(no caso<span class="_ _3"></span>, uma <span class="_ _3"></span>doença pandê<span class="_ _4"></span>-</div><div class="t m20 x3a hb y84 fff fs5 fc2 sc0 ls4 ws5">mica) nos <span class="_ _8"></span>re<span class="_ _8"></span>sultados institucionais <span class="_ _8"></span>norteadores <span class="_ _8"></span>do <span class="_ _8"></span>benefício que <span class="_ _8"></span>vinham </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">sendo produzidos até então. </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">126</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m613 x19 hb y6a fff fs5 fc2 sc0 ls5 ws6">O <span class="_ _4"></span>Gráco B <span class="_ _3"></span>repre<span class="_ _8"></span>senta a <span class="_ _3"></span>evolução <span class="_ _3"></span>anual das <span class="_ _4"></span>servidoras que <span class="_ _3"></span>usufruíram </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">de licença à gestante (L<span class="_ _4"></span>G) e<span class="_ _3"></span>, nos termos da l<span class="_ _4"></span>egislação de regência, suces-</div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">siv<span class="_ _4"></span>amente da licença prorrogada (L<span class="_ _3"></span>GP) e do programa Mãe Nutriz (PMN). </div><div class="t m2 x19 h14 y88 ff12 fs5 fc2 sc0 ls0 ws0">GRÁFICO B</div><div class="t m614 x19 hb y79 fff fs5 fc2 sc0 ls7 ws9">Comparativ<span class="_ _4"></span>amente<span class="_ _4"></span>, nos <span class="_ _8"></span>anos <span class="_ _8"></span>de <span class="_ _8"></span>2016 e <span class="_ _8"></span>2017, <span class="_ _8"></span>há praticamente <span class="_ _8"></span>uma </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">equiv<span class="_ _4"></span>al<span class="_ _4"></span>ência entre as s<span class="_ _8"></span>ervidoras que entraram em licença à ge<span class="_ _8"></span>stante e as </div><div class="t m615 x3a hb y7b fff fs5 fc2 sc0 lsb wsd">que <span class="_ _4"></span>solicitaram <span class="_ _4"></span>adesão ao <span class="_ _3"></span>programa, <span class="_ _4"></span>a <span class="_ _4"></span>comprov<span class="_ _3"></span>ar a <span class="_ _3"></span>importância <span class="_ _4"></span>da <span class="_ _4"></span>redução </div><div class="t m616 x3a hb y7c fff fs5 fc2 sc0 ls4 ws5">e <span class="_ _8"></span>da exibilização <span class="_ _8"></span>da <span class="_ _8"></span>jornada de <span class="_ _8"></span>trabalho <span class="_ _8"></span>quando as <span class="_ _8"></span>mulheres <span class="_ _8"></span>cumulam </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">também as jornadas materna e doméstica. </div><div class="t m4fd x19 hb y7e fff fs5 fc2 sc0 ls0 ws0">No ano <span class="_ _8"></span>de <span class="_ _8"></span>2018, inicia-s<span class="_ _8"></span>e <span class="_ _8"></span>uma diferenciação entre <span class="_ _8"></span>beneciárias da <span class="_ _8"></span>li-</div><div class="t m347 x3a hb y7f fff fs5 fc2 sc0 ls4 ws5">cença <span class="_ _8"></span>à ge<span class="_ _8"></span>stante e <span class="_ _8"></span>aderente<span class="_ _8"></span>s ao <span class="_ _8"></span>programa, com <span class="_ _8"></span>pequena <span class="_ _8"></span>redução de<span class="_ _8"></span>ste </div><div class="t m617 x3a hb y80 fff fs5 fc2 sc0 ls7 ws9">grupo <span class="_ _8"></span>(em 15%, <span class="_ _8"></span>corre<span class="_ _8"></span>spondendo a <span class="_ _8"></span>um <span class="_ _8"></span>t<span class="_ _4"></span>otal de <span class="_ _8"></span>85% <span class="_ _8"></span>das <span class="_ _8"></span>servidoras <span class="_ _8"></span>que </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">usufruíram da licença à gestante no ano de 2018). </div><div class="t m5 x19 hb y82 fff fs5 fc2 sc0 ls39 ws48">Já <span class="_ _8"></span>no <span class="_ _8"></span>ano <span class="_ _8"></span>de <span class="_ _8"></span>2019, <span class="_ _8"></span>obs<span class="_ _8"></span>erv<span class="_ _3"></span>a-s<span class="_ _8"></span>e <span class="_ _8"></span>uma <span class="_ _8"></span>redução <span class="_ _8"></span>de <span class="_ _8"></span>53,33% <span class="_ _8"></span>na <span class="_ _8"></span>ade<span class="_ _8"></span>são </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">(correspondendo <span class="_ _8"></span>a <span class="_ _8"></span>46, 66% <span class="_ _8"></span>das <span class="_ _8"></span>servidoras <span class="_ _8"></span>que iniciaram <span class="_ _8"></span>a <span class="_ _8"></span>licença à <span class="_ _8"></span>ges-</div><div class="t m618 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">tante no <span class="_ _8"></span>ano <span class="_ _8"></span>de 2019). <span class="_ _8"></span>Nos <span class="_ _8"></span>anos de <span class="_ _8"></span>2020 <span class="_ _8"></span>e 2021, <span class="_ _8"></span>a <span class="_ _8"></span>adesão <span class="_ _8"></span>ao programa </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">Mãe Nutriz mante<span class="_ _3"></span>ve-se nos percentuais respectivos de <span class="_ _4"></span>47,82% e 42,10%, </div><div class="t m51b x3a hb y23 fff fs5 fc2 sc0 ls9 wsb">considerando <span class="_ _4"></span>as <span class="_ _4"></span>servidoras que <span class="_ _3"></span>iniciaram a <span class="_ _3"></span>licença à <span class="_ _3"></span>ge<span class="_ _8"></span>stante <span class="_ _4"></span>ness<span class="_ _8"></span>es anos<span class="_ _3"></span>. </div><div class="c xbc y2d0 wd h3d"><div class="t m2 x56 h35 y2d1 ff24 fs17 fc2 sc0 ls59 ws0"><span class="fc3 sc0">CUST</span><span class="_ _3"></span><span class="fc3 sc0">OS AFUND</span><span class="fc3 sc0">ADOS</span></div><div class="t m2 xb2 h36 y2d2 ff25 fs18 fc2 sc0 ls0 ws0"><span class="fc3 sc0">Empr</span><span class="fc3 sc0">ego</span><span class="_ _34"> </span><span class="fc3 sc0">T</span><span class="_ _5"></span><span class="fc3 sc0">empo de R</span><span class="_ _8"></span><span class="fc3 sc0">elacionamen</span><span class="fc3 sc0">t</span><span class="fc3 sc0">o</span></div><div class="t m2 x31 h36 y2d3 ff25 fs18 fc2 sc0 ls0 ws0"><span class="fc3 sc0">F</span><span class="fc3 sc0">ilhos</span></div><div class="t m2 xbd h37 y2d4 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">35,00%</span></div><div class="t m2 xbd h37 y2d5 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">30,00%</span></div><div class="t m2 xbd h37 y2d6 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">25,00%</span></div><div class="t m2 xbd h37 y2d7 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">20,00%</span></div><div class="t m2 xbd h37 y2d8 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">15,00%</span></div><div class="t m2 xbd h37 y2d9 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">10,00%</span></div><div class="t m2 xbe h37 y2da ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">5,00%</span></div><div class="t m2 xbd h37 y2db ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">00,00%</span></div><div class="t m2 x92 h38 y2dc ff25 fs1a fc2 sc0 ls0 ws0"><span class="fc3 sc0">Empr</span><span class="fc3 sc0">ego</span></div><div class="t m2 x92 h38 y2dd ff25 fs1a fc2 sc0 ls0 ws0"><span class="fc3 sc0">T</span><span class="_ _3"></span><span class="fc3 sc0">empo de R</span><span class="fc3 sc0">elacionamen</span><span class="fc3 sc0">t</span><span class="fc3 sc0">o</span></div><div class="t m2 x92 h38 y2de ff25 fs1a fc2 sc0 ls0 ws0"><span class="fc3 sc0">F</span><span class="fc3 sc0">ilhos</span></div><div class="t m2 x5d h37 y2df ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">30,77%</span></div><div class="t m2 x54 h37 y2e0 ff24 fs19 fc9 sc0 ls0 ws0"><span class="fc3 sc0">A</span><span class="_ _4f"> </span><span class="fc3 sc0">B</span><span class="_ _50"> </span><span class="fc3 sc0">C</span></div><div class="t m2 x28 h37 y2df ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">20,00%</span></div><div class="t m2 x5d h37 y2e1 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">15,98%</span></div><div class="t m2 x5d h37 y2e2 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">15,38%</span><span class="_ _51"> </span><span class="fc3 sc0">13,33%</span></div><div class="t m2 xa4 h37 y2e1 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">10,00%</span></div><div class="t m2 xa4 h37 y2df ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">20,00%</span></div><div class="t m2 xbf h37 y2e3 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">6,67%</span></div><div class="t m2 x28 h37 y2e4 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">00,00%</span></div><div class="t m2 x1e h35 y2e5 ff24 fs17 fc2 sc0 ls59 ws0"><span class="fc3 sc0">PROGR</span><span class="fc3 sc0">A</span><span class="fc3 sc0">M</span><span class="fc3 sc0">A M</span><span class="fc3 sc0">ÃE NUTRIZ POR ANO</span></div><div class="t m2 xc0 h36 y2e6 ff25 fs18 fc2 sc0 ls0 ws0"><span class="fc3 sc0">2016 - 2021</span></div><div class="t m2 x19 h37 y2e7 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">40</span></div><div class="t m2 x19 h37 y2e8 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">30</span></div><div class="t m2 x19 h37 y2e9 ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">20</span></div><div class="t m2 x19 h37 y2ea ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">10</span></div><div class="t m2 xbd h37 y2eb ff24 fs19 fc2 sc0 ls5a ws7b"><span class="fc3 sc0">2016</span><span class="_ _52"> </span><span class="fc3 sc0">2020</span><span class="_ _53"></span><span class="fc3 sc0">2017</span><span class="_ _54"> </span><span class="fc3 sc0">2019</span><span class="_ _55"></span><span class="fc3 sc0">2018</span><span class="_ _56"> </span><span class="fc3 sc0">2021</span></div><div class="t m2 x76 h37 y2ec ff24 fs19 fc2 sc0 ls0 ws0"><span class="fc3 sc0">0</span></div><div class="t m2 xc1 h39 y2ed ff26 fs19 fc0 sc0 ls5a ws0"><span class="fc3 sc0">T</span><span class="_ _4"></span><span class="fc3 sc0">: 135</span></div></div><div class="t m2 xbe h3a y2ee ff26 fs17 fc2 sc0 ls59 ws0">Dados dos benefícios às ser<span class="_ _8"></span>vidoras </div><div class="t m2 xa5 h3a y2ef ff26 fs17 fc2 sc0 ls59 ws0">mães do SF (L<span class="_ _3"></span>G - L<span class="_ _3"></span>GP - PMN)</div><div class="t m2 xc2 h3b y2f0 ff25 fs1b fc2 sc0 ls0 ws0">2016 - 2021</div><div class="t m2 x7b h3c y2f1 ff24 fs1c fc2 sc0 ls5b ws7c">40</div><div class="t m2 x7b h3c y2f2 ff24 fs1c fc2 sc0 ls5b ws7c">30</div><div class="t m2 x7b h3c y2f3 ff24 fs1c fc2 sc0 ls5b ws7c">20</div><div class="t m2 x7b h3c y2f4 ff24 fs1c fc2 sc0 ls5b ws7c">10</div><div class="t m2 x41 h3c y2f5 ff24 fs1c fc2 sc0 ls5b ws7c">2016<span class="_ _57"> </span>2020<span class="_ _58"></span>2017<span class="_ _59"> </span>2019<span class="_ _5a"></span>2018<span class="_ _5b"> </span>2021</div><div class="t m2 x72 h3c y2f6 ff24 fs1c fc2 sc0 ls0 ws0">0</div><div class="t m2 x57 h3c y2f7 ff24 fs1c fc2 sc0 ls5b ws0">L<span class="_ _4"></span>G - Licença à gestante</div><div class="t m2 x14 h3c y2f8 ff24 fs1c fc2 sc0 ls5b ws0">L<span class="_ _4"></span>GP - Licença à gestante </div><div class="t m2 xc3 h3c y2f9 ff24 fs1c fc2 sc0 ls5b ws0">com prorrogação</div><div class="t m2 x6b h3c y2fa ff24 fs1c fc2 sc0 ls5b ws0">PMN - Prog<span class="_ _4"></span>rama Mãe </div><div class="t m2 xc4 h3c y2fb ff24 fs1c fc2 sc0 ls5b ws7c">Nutriz</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">127</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">A dif<span class="_ _3"></span>erenciação signicativa <span class="_ _4"></span>entre servidoras que entraram <span class="_ _4"></span>em licença </div><div class="t m5 x3a hb y86 fff fs5 fc2 sc0 ls6 ws8">à <span class="_ _8"></span>gestante <span class="_ _8"></span>e <span class="_ _8"></span>que <span class="_ _8"></span>aderiram <span class="_ _8"></span>ao <span class="_ _8"></span>programa Mãe <span class="_ _8"></span>Nutriz <span class="_ _8"></span>nos <span class="_ _8"></span>anos <span class="_ _8"></span>de 2019, </div><div class="t m619 x3a hb y87 fff fs5 fc2 sc0 lse ws10">2020 <span class="_ _8"></span>e 2021 <span class="_ _8"></span>pode <span class="_ _8"></span>estar <span class="_ _8"></span>associada <span class="_ _8"></span>à <span class="_ _8"></span>situação excepcional <span class="_ _8"></span>de <span class="_ _8"></span>pandemia </div><div class="t m50a x3a hb y88 fff fs5 fc2 sc0 ls4 ws5">da <span class="_ _8"></span>covid-19 e <span class="_ _8"></span>à ins<span class="_ _8"></span>erção <span class="_ _8"></span>de praticamente <span class="_ _8"></span>t<span class="_ _4"></span>odas <span class="_ _8"></span>e todos os <span class="_ _8"></span>servidore<span class="_ _8"></span>s <span class="_ _8"></span>do </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">Senado Federal <span class="_ _3"></span>no sistema de <span class="_ _3"></span>teletrabalho<span class="_ _3"></span>,</div><div class="t m2 xc5 h18 y1b5 ff1b fs9 fc2 sc0 ls0 ws0">52</div><div class="t m2 xc6 hb y89 fff fs5 fc2 sc0 ls0 ws0"> a <span class="_ _3"></span>exibilizar o cumpriment<span class="_ _3"></span>o </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">da jornada pres<span class="_ _8"></span>encialmente na repartição<span class="_ _4"></span>.</div><div class="t m2e2 x19 hb y6c fff fs5 fc2 sc0 ls5 ws6">A <span class="_ _4"></span>met<span class="_ _4"></span>odol<span class="_ _4"></span>ogia <span class="_ _4"></span>adotada <span class="_ _4"></span>na <span class="_ _4"></span>col<span class="_ _4"></span>eta <span class="_ _4"></span>dos dados<span class="_ _4"></span> que <span class="_ _3"></span>s<span class="_ _8"></span>erviram <span class="_ _4"></span>de <span class="_ _4"></span>base para </div><div class="t m50b x3a hb y6d fff fs5 fc2 sc0 ls7 ws9">a <span class="_ _8"></span>elaboração dos <span class="_ _8"></span>Grácos <span class="_ _8"></span>A e <span class="_ _8"></span>B <span class="_ _8"></span>considera <span class="_ _8"></span>como marco <span class="_ _8"></span>denidor <span class="_ _8"></span>do <span class="_ _8"></span>en</div><div class="t m61a x43 hb y6d fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m4d7 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">quadrament<span class="_ _4"></span>o <span class="_ _4"></span>da servidora <span class="_ _4"></span>beneciária o <span class="_ _3"></span>ano em <span class="_ _3"></span>que se iniciou <span class="_ _4"></span>a <span class="_ _4"></span>licença à </div><div class="t m34a x3a hb y6f fff fs5 fc2 sc0 lsa wsc">gestante (ano <span class="_ _3"></span>do nasciment<span class="_ _3"></span>o do <span class="_ _3"></span>bebê). A <span class="_ _3"></span>prorrogação <span class="_ _4"></span>da <span class="_ _4"></span>licença <span class="_ _4"></span>à <span class="_ _4"></span>gestante </div><div class="t me8 x3a hb y70 fff fs5 fc2 sc0 lsc wse">(em <span class="_ _8"></span>até 60 <span class="_ _8"></span>dias) <span class="_ _8"></span>e a <span class="_ _8"></span>ade<span class="_ _8"></span>são ao <span class="_ _8"></span>programa Mãe <span class="_ _8"></span>Nutriz <span class="_ _8"></span>(até os <span class="_ _8"></span>15 <span class="_ _8"></span>mes<span class="_ _8"></span>es <span class="_ _8"></span>e </div><div class="t m61b x3a hb y71 fff fs5 fc2 sc0 lsb wsd">depois <span class="_ _4"></span>até <span class="_ _4"></span>os <span class="_ _3"></span>24 mes<span class="_ _8"></span>es da <span class="_ _3"></span>criança) <span class="_ _4"></span>são <span class="_ _4"></span>benefícios <span class="_ _4"></span>que <span class="_ _4"></span>se sucedem <span class="_ _3"></span>no tempo </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">e que são usufruídos ao l<span class="_ _4"></span>ongo de até dois anos subsequente<span class="_ _8"></span>s<span class="_ _4"></span>.</div><div class="t m9d x19 hb y73 fff fs5 fc2 sc0 lsf ws11">Ness<span class="_ _8"></span>e <span class="_ _8"></span>sentido, bebê<span class="_ _8"></span>s que <span class="_ _8"></span>nasceram <span class="_ _8"></span>durante <span class="_ _8"></span>os <span class="_ _8"></span>anos de <span class="_ _8"></span>2019, <span class="_ _8"></span>2020 </div><div class="t m61c x3a hb y74 fff fs5 fc2 sc0 lsc wse">e <span class="_ _8"></span>2021 usufruíram <span class="_ _8"></span>da <span class="_ _8"></span>licença à <span class="_ _8"></span>ge<span class="_ _8"></span>stante<span class="_ _3"></span>, <span class="_ _8"></span>da <span class="_ _8"></span>prorrogação e <span class="_ _8"></span>do programa </div><div class="t m61d x3a hb y75 fff fs5 fc2 sc0 ls4 ws5">nos <span class="_ _8"></span>anos de <span class="_ _8"></span>2019, <span class="_ _8"></span>2020 e <span class="_ _8"></span>2021, <span class="_ _8"></span>e em <span class="_ _8"></span>alguns casos <span class="_ _8"></span>continuam a <span class="_ _8"></span>usufruir </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">ainda em 2022.</div><div class="t m4e2 x19 hb y77 fff fs5 fc2 sc0 ls0 ws0">O <span class="_ _4"></span>estado de <span class="_ _4"></span>calamidade <span class="_ _4"></span>em <span class="_ _4"></span>saúde <span class="_ _4"></span>pública de<span class="_ _4"></span>corrente da <span class="_ _3"></span>pandemia da </div><div class="t m2ee x3a hb y78 fff fs5 fc2 sc0 lsc wse">covid-19 no <span class="_ _8"></span>Brasil <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>instituído <span class="_ _8"></span>por meio <span class="_ _8"></span>do <span class="_ _8"></span>Decret<span class="_ _4"></span>o Legislativo nº <span class="_ _8"></span>6, <span class="_ _8"></span>de </div><div class="t mf0 x3a hb y79 fff fs5 fc2 sc0 ls4 ws5">20 <span class="_ _8"></span>de março <span class="_ _8"></span>de 2020. <span class="_ _8"></span>No <span class="_ _8"></span>âmbit<span class="_ _4"></span>o do <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal, houve <span class="_ _8"></span>a suspensão </div><div class="t m61e x3a hb y7a fff fs5 fc2 sc0 lsc wse">das <span class="_ _8"></span>atividades <span class="_ _8"></span>pres<span class="_ _8"></span>enciais e <span class="_ _8"></span>a <span class="_ _8"></span>introdução do <span class="_ _8"></span>Sistema <span class="_ _8"></span>de Deliberação <span class="_ _8"></span>Re<span class="ls0 ws0">-</span></div><div class="t m61f x3a hb y7b fff fs5 fc2 sc0 lsc wse">mota <span class="_ _8"></span>para as <span class="_ _8"></span>atividades <span class="_ _8"></span>legislativ<span class="_ _3"></span>as <span class="_ _8"></span>e <span class="_ _8"></span>do teletrabalho para <span class="_ _8"></span>as <span class="_ _8"></span>atividades </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">administrativ<span class="_ _4"></span>as da Casa. </div><div class="t m566 x19 hb y7d fff fs5 fc2 sc0 ls23 ws2c">Muit<span class="_ _4"></span>o <span class="_ _8"></span>embora o <span class="_ _8"></span>tel<span class="_ _4"></span>etrabalho <span class="_ _8"></span>dif<span class="_ _3"></span>erencie-s<span class="_ _8"></span>e <span class="_ _8"></span>da redução <span class="_ _8"></span>da <span class="_ _8"></span>jornada de </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">trabalho assegurada pel<span class="_ _3"></span>o programa <span class="_ _4"></span>Mãe Nutriz, <span class="_ _4"></span>um dos <span class="_ _3"></span>benefícios do pri-</div><div class="t m5 x3a hb y7f fff fs5 fc2 sc0 ls39 ws48">meiro <span class="_ _8"></span>é <span class="_ _8"></span>a maior <span class="_ _8"></span>exibilidade <span class="_ _8"></span>de <span class="_ _8"></span>horários <span class="_ _8"></span>no <span class="_ _8"></span>de<span class="_ _8"></span>sempenho <span class="_ _8"></span>da <span class="_ _8"></span>atividade </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">laboral pela <span class="_ _8"></span>introdução de <span class="_ _8"></span>mecanismos de <span class="_ _8"></span>control<span class="_ _3"></span>e <span class="_ _8"></span>de <span class="_ _8"></span>produtividade em </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">substituição ao horário<span class="_ _4"></span>. </div><div class="t m620 x19 hb y82 fff fs5 fc2 sc0 lsa wsc">Ness<span class="_ _8"></span>e <span class="_ _4"></span>context<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>e <span class="_ _4"></span>sem adentrar <span class="_ _3"></span>nas inúmeras <span class="_ _3"></span>complexidades <span class="_ _4"></span>que <span class="_ _4"></span>a <span class="_ _4"></span>pan<span class="ls0 ws0">-</span></div><div class="t m621 x3a hb y83 fff fs5 fc2 sc0 ls5 ws6">demia <span class="_ _4"></span>trouxe <span class="_ _4"></span>a <span class="_ _4"></span>mães e <span class="_ _4"></span>pais <span class="_ _4"></span>(mas <span class="_ _4"></span>especialmente às <span class="_ _4"></span>mães) com <span class="_ _4"></span>a <span class="_ _4"></span>educação </div><div class="t m622 x3a h1a y155 ff1c fs2 fc2 sc0 ls25 ws2e">52<span class="ff1d ls3b ws4b"> <span class="_ _1f"> </span>V<span class="_ _4"></span>er pr<span class="_ _4"></span>incipalmente <span class="_ _4"></span>A<span class="_ _4"></span>to da <span class="_ _3"></span>Comissão Diret<span class="_ _4"></span>ora <span class="_ _4"></span>nº <span class="_ _4"></span>7, de <span class="_ _3"></span>2020, At<span class="_ _4"></span>os do <span class="_ _3"></span>Presidente <span class="_ _4"></span>do Senado </span></div><div class="t m623 x1e h1a y156 ff1d fs2 fc2 sc0 ls0 ws0">Feder<span class="_ _4"></span>al nº <span class="_ _8"></span>2, 3 <span class="_ _8"></span>e 4, <span class="_ _8"></span>de 2020, <span class="_ _8"></span>At<span class="_ _4"></span>o do <span class="_ _8"></span>Primeiro-Secre<span class="_ _4"></span>tário nº <span class="_ _8"></span>1, de <span class="_ _8"></span>2020, e <span class="_ _8"></span>A<span class="_ _4"></span>tos da <span class="_ _8"></span>Dire<span class="_ _4"></span>to<span class="ff1c">-</span></div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">ria-Geral nº 4 e 5, de 2020.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">128</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m624 x3a hb y6a fff fs5 fc2 sc0 lsa wsc">das <span class="_ _4"></span>crianças <span class="_ _4"></span>à <span class="_ _4"></span>distância, <span class="_ _4"></span>é <span class="_ _3"></span>possível <span class="_ _4"></span>que <span class="_ _4"></span>o <span class="_ _4"></span>tel<span class="_ _4"></span>etrabalho <span class="_ _4"></span>tenha <span class="_ _4"></span>assegurado um </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">resultado prático <span class="_ _4"></span>similar<span class="_ _3"></span>, ou <span class="_ _3"></span>até mais <span class="_ _4"></span>benéco <span class="_ _4"></span>para os <span class="_ _3"></span>ns de <span class="_ _4"></span>proteção <span class="_ _4"></span>da </div><div class="t m3c1 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">maternidade<span class="_ _4"></span>, <span class="_ _4"></span>que a <span class="_ _3"></span>redução da <span class="_ _4"></span>jornada <span class="_ _4"></span>de <span class="_ _4"></span>trabalho presencial, a <span class="_ _4"></span>justicar </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">a diminuição da adesão ao programa Mãe Nutriz no período.</div><div class="t m625 x19 hb y89 fff fs5 fc2 sc0 ls23 ws2c">Entretant<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _8"></span>essas <span class="_ _8"></span>hipótes<span class="_ _8"></span>es <span class="_ _8"></span>precisam <span class="_ _8"></span>ser <span class="_ _8"></span>validadas com <span class="_ _8"></span>a anális<span class="_ _8"></span>e <span class="_ _8"></span>da </div><div class="t m3fc x3a hb y6b fff fs5 fc2 sc0 ls4 ws5">adesão <span class="_ _8"></span>ao <span class="_ _8"></span>programa Mãe <span class="_ _8"></span>Nutriz nos <span class="_ _8"></span>anos <span class="_ _8"></span>vindouros, considerando <span class="_ _8"></span>tant<span class="_ _4"></span>o </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">o término da pandemia quanto o retorno às atividades pre<span class="_ _8"></span>senciais no <span class="_ _8"></span>Se-</div><div class="t m626 x3a hb y6d fff fs5 fc2 sc0 lsc wse">nado <span class="_ _8"></span>Federal e <span class="_ _8"></span>as <span class="_ _8"></span>nov<span class="_ _3"></span>as <span class="_ _8"></span>f<span class="_ _3"></span>ormas <span class="_ _8"></span>de <span class="_ _8"></span>cumpriment<span class="_ _4"></span>o da <span class="_ _8"></span>jornada <span class="_ _8"></span>de trabalho </div><div class="t m618 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">– <span class="_ _8"></span>inclusiv<span class="_ _4"></span>e o <span class="_ _8"></span>próprio teletrabalho – <span class="_ _8"></span>para <span class="_ _8"></span>as atividade<span class="_ _8"></span>s que <span class="_ _8"></span>s<span class="_ _8"></span>e adequam <span class="_ _8"></span>à </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">substituição do control<span class="_ _3"></span>e de horário pelo control<span class="_ _3"></span>e de produtividade<span class="_ _4"></span>.</div><div class="t m627 x19 hb y70 fff fs5 fc2 sc0 ls23 ws2c">A <span class="_ _8"></span>partir da <span class="_ _8"></span>análise <span class="_ _8"></span>de <span class="_ _8"></span>dados <span class="_ _8"></span>futuros, dissociados <span class="_ _8"></span>do <span class="_ _8"></span>context<span class="_ _3"></span>o <span class="_ _8"></span>pandê<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">mico<span class="_ _4"></span>, s<span class="_ _8"></span>erá possível av<span class="_ _3"></span>aliar <span class="_ _8"></span>se <span class="_ _8"></span>há (ou não) uma <span class="_ _8"></span>constante entre s<span class="_ _8"></span>ervidoras </div><div class="t m628 x3a hb y72 fff fs5 fc2 sc0 ls9 wsb">mães em <span class="_ _4"></span>tel<span class="_ _4"></span>etrabalho <span class="_ _4"></span>e <span class="_ _4"></span>baixa <span class="_ _4"></span>adesão ao <span class="_ _3"></span>programa Mãe <span class="_ _3"></span>Nutriz, o <span class="_ _4"></span>que<span class="_ _4"></span>, <span class="_ _4"></span>num </div><div class="t m629 x3a hb y73 fff fs5 fc2 sc0 lse ws10">segundo <span class="_ _8"></span>momento<span class="_ _3"></span>, <span class="_ _8"></span>implicaria reetir <span class="_ _8"></span>sobre <span class="_ _8"></span>a <span class="_ _8"></span>possibilidade de <span class="_ _8"></span>inclusão<span class="_ _4"></span>, </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">no âmbit<span class="_ _3"></span>o do pr<span class="_ _4"></span>óprio programa, <span class="_ _3"></span>do teletrabalho <span class="_ _3"></span>como um dos <span class="_ _4"></span>benefícios, </div><div class="t m62a x3a hb y75 fff fs5 fc2 sc0 lsd wsf">alternativ<span class="_ _4"></span>amente <span class="_ _4"></span>à <span class="_ _4"></span>redução <span class="_ _3"></span>da jornada <span class="_ _3"></span>de trabalho <span class="_ _3"></span>pre<span class="_ _8"></span>sencial, a <span class="_ _3"></span>critério das </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">beneciárias e desde que <span class="_ _8"></span>compatív<span class="_ _4"></span>el com as atribuições de<span class="_ _8"></span>sempenhadas </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">na unidade. Isso porque o control<span class="_ _3"></span>e por <span class="_ _8"></span>produtividade<span class="_ _3"></span>, em vez do control<span class="_ _4"></span>e </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">por horário<span class="_ _4"></span>, pode signicar ainda mais exibilidade às <span class="_ _4"></span>servidoras mãe<span class="_ _8"></span>s na </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">administração do tempo entre maternidade e trabalho<span class="_ _4"></span>. </div><div class="t m2 x3a h19 y7c ff11 fs1 fc8 sc0 ls0 ws0">CONSIDERA<span class="_ _4"></span>ÇÕES FINAIS E O QUE </div><div class="t m2 x3a h19 y7d ff11 fs1 fc8 sc0 ls0 ws0">PROSPECT<span class="_ _5"></span>AR P<span class="_ _5"></span>ARA O FUTURO </div><div class="t m479 x19 hb y7f fff fs5 fc2 sc0 lsc wse">Reetir <span class="_ _8"></span>abertamente sobre <span class="_ _8"></span>a <span class="_ _8"></span>maternidade repre<span class="_ _8"></span>senta <span class="_ _8"></span>um <span class="_ _8"></span>ganho que </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">ultrapassa o <span class="_ _8"></span>univ<span class="_ _4"></span>erso feminino<span class="_ _3"></span>. <span class="_ _8"></span>Promo<span class="_ _4"></span>ve compreensão e empatia <span class="_ _8"></span>no am-</div><div class="t m62b x3a hb y81 fff fs5 fc2 sc0 lsc wse">biente <span class="_ _8"></span>f<span class="_ _3"></span>amiliar<span class="_ _3"></span>, <span class="_ _8"></span>no <span class="_ _8"></span>trabalho e <span class="_ _8"></span>em <span class="_ _8"></span>outros círculos sociais. Compreender <span class="_ _8"></span>o </div><div class="t m5 x3a hb y82 fff fs5 fc2 sc0 ls6 ws8">processo <span class="_ _8"></span>físico, psíquico <span class="_ _8"></span>e <span class="_ _8"></span>emocional <span class="_ _8"></span>por <span class="_ _8"></span>que <span class="_ _8"></span>passam <span class="_ _8"></span>mães <span class="_ _8"></span>e <span class="_ _8"></span>crianças </div><div class="t m62c x3a hb y83 fff fs5 fc2 sc0 ls7 ws9">juntas, <span class="_ _8"></span>durante muitos anos, <span class="_ _8"></span>construindo uma <span class="_ _8"></span>relação <span class="_ _8"></span>de amor<span class="_ _3"></span>, <span class="_ _8"></span>de <span class="_ _8"></span>con<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">ança e <span class="_ _8"></span>de aprendizado mútuo, ref<span class="_ _4"></span>orça a <span class="_ _8"></span>grandiosidade<span class="_ _3"></span>, <span class="_ _8"></span>a magnitude <span class="_ _8"></span>e a </div><div class="t m62d x3a hb y85 fff fs5 fc2 sc0 ls22 ws2b">bel<span class="_ _4"></span>eza <span class="_ _4"></span>que <span class="_ _4"></span>essa experiência <span class="_ _4"></span>pode <span class="_ _4"></span>repres<span class="_ _8"></span>entar <span class="_ _4"></span>na <span class="_ _4"></span>vida <span class="_ _4"></span>das <span class="_ _4"></span>mães, apesar das </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">diculdades, das angústias e dos desaos. </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">129</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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ACFagIAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChmgAAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoJgAAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAMlVE2TR+mcEANgx/2GEFHyoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAHC3BTwWEC9EUk15AAAAAElFTkSuQmCC"/><div class="t m5 x19 hb y6a fff fs5 fc2 sc0 ls6 ws8"> <span class="_ _8"></span>E <span class="_ _8"></span>cada mulher <span class="_ _8"></span>tem <span class="_ _8"></span>uma <span class="_ _8"></span>realidade <span class="_ _8"></span>única <span class="_ _8"></span>na <span class="_ _8"></span>gestação, no <span class="_ _8"></span>parto<span class="_ _3"></span>, <span class="_ _8"></span>no </div><div class="t m5b4 x3a hb y86 fff fs5 fc2 sc0 ls4 ws5">pós-part<span class="_ _4"></span>o e <span class="_ _8"></span>na <span class="_ _8"></span>construção de<span class="_ _8"></span>ssa relação <span class="_ _8"></span>mãe-bebê<span class="_ _3"></span>. <span class="_ _8"></span>Não <span class="_ _8"></span>se <span class="_ _8"></span>pretende pa<span class="ls0 ws0">-</span></div><div class="t m62e x3a hb y87 fff fs5 fc2 sc0 ls8 wsa">dronizar <span class="_ _3"></span>ou generalizar <span class="_ _3"></span>a experiência <span class="_ _4"></span>única <span class="_ _4"></span>de <span class="_ _4"></span>cada <span class="_ _4"></span>mãe<span class="_ _3"></span>, em <span class="_ _4"></span>relação <span class="_ _4"></span>a <span class="_ _4"></span>cada </div><div class="t m62f x3a hb y88 fff fs5 fc2 sc0 ls23 ws2c">lha <span class="_ _8"></span>ou lho. O <span class="_ _8"></span>pont<span class="_ _4"></span>o <span class="_ _8"></span>comum é <span class="_ _8"></span>que <span class="_ _8"></span>administrar <span class="_ _8"></span>t<span class="_ _3"></span>odos <span class="_ _8"></span>e<span class="_ _8"></span>sse<span class="_ _8"></span>s aspectos e </div><div class="t m630 x3a hb y89 fff fs5 fc2 sc0 ls9 wsb">sentimentos <span class="_ _3"></span>conitante<span class="_ _8"></span>s, bem <span class="_ _3"></span>como as <span class="_ _3"></span>demais taref<span class="_ _3"></span>as domésticas e <span class="_ _3"></span>o tra<span class="ls0 ws0">-</span></div><div class="t m24c x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">balho<span class="_ _4"></span>, <span class="_ _4"></span>pode exigir <span class="_ _3"></span>muito <span class="_ _3"></span>e<span class="_ _8"></span>sf<span class="_ _3"></span>orço das <span class="_ _4"></span>mães, e <span class="_ _4"></span>tão mais <span class="_ _3"></span>f<span class="_ _4"></span>ácil será <span class="_ _4"></span>passar por </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">essa experiência quanto maiores f<span class="_ _3"></span>orem <span class="ff1f ws10">o tempo</span><span class="lsa wsc"> e </span><span class="ff1f ws10">a rede de apoio</span> de que </div><div class="t m3ce x3a hb y6d fff fs5 fc2 sc0 ls9 wsb">elas <span class="_ _4"></span>dispõem. Isso <span class="_ _3"></span>é central <span class="_ _3"></span>para a <span class="_ _4"></span>saúde <span class="_ _4"></span>mental <span class="_ _4"></span>das <span class="_ _4"></span>mães e <span class="_ _4"></span>suas <span class="_ _4"></span>crianças<span class="_ _4"></span>.</div><div class="t m631 x19 hb y6e fff fs5 fc2 sc0 ls23 ws2c">A <span class="_ _8"></span>sociedade<span class="_ _3"></span>, <span class="_ _8"></span>a <span class="_ _8"></span>f<span class="_ _3"></span>amília, <span class="_ _8"></span>o <span class="_ _8"></span>trabalho<span class="_ _4"></span>, entre <span class="_ _8"></span>outros, <span class="_ _8"></span>precisam entender <span class="_ _8"></span>e </div><div class="t m184 x3a hb y6f fff fs5 fc2 sc0 ls8 wsa">assegurar que <span class="_ _3"></span>as mães tenham <span class="_ _3"></span><span class="ff1f">tempo<span class="fff ls5d ws6d"> e </span>acolhiment<span class="_ _3"></span>o<span class="fff"> para <span class="_ _4"></span>viv<span class="_ _4"></span>er <span class="_ _4"></span>a <span class="_ _4"></span>experiên<span class="ls0 ws0">-</span></span></span></div><div class="t m24b x3a hb y70 fff fs5 fc2 sc0 ls9 wsb">cia <span class="_ _4"></span>da maternidade <span class="_ _3"></span>e para <span class="_ _3"></span>viver <span class="_ _4"></span>essa relação <span class="_ _4"></span>fusional <span class="_ _4"></span>com <span class="_ _4"></span>suas crianças <span class="_ _3"></span>de </div><div class="t m632 x3a hb y71 fff fs5 fc2 sc0 lsd wsf">f<span class="_ _3"></span>orma pl<span class="_ _3"></span>ena, sem jul<span class="_ _3"></span>gamentos, <span class="_ _3"></span>cobranças e <span class="_ _3"></span>s<span class="_ _8"></span>em <span class="_ _4"></span>culpas<span class="_ _4"></span>. <span class="_ _3"></span>A intensidade <span class="_ _3"></span>de<span class="_ _8"></span>sse<span class="_ _8"></span> </div><div class="t m633 x3a hb y72 fff fs5 fc2 sc0 ls9 wsb">moment<span class="_ _4"></span>o <span class="_ _4"></span>contribuirá para <span class="_ _3"></span>a f<span class="_ _3"></span>ormação de <span class="_ _3"></span>mãe<span class="_ _8"></span>s <span class="_ _4"></span>conscientes e <span class="_ _4"></span>seguras e <span class="_ _3"></span>de<span class="_ _8"></span> </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">crianças com <span class="_ _3"></span>inteligência emocional, capazes de <span class="_ _3"></span>s<span class="_ _8"></span>er pr<span class="_ _4"></span>otagonistas de <span class="_ _3"></span>sua </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">própria hist<span class="_ _3"></span>ória e de construir relacionamentos saudáv<span class="_ _4"></span>eis<span class="_ _4"></span>. </div><div class="t m634 x19 hb y75 fff fs5 fc2 sc0 ls7 ws9">O <span class="_ _8"></span>programa Mãe <span class="_ _8"></span>Nutriz do <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal <span class="_ _8"></span>é uma <span class="_ _8"></span>feliz e <span class="_ _8"></span>importante </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">iniciativ<span class="_ _4"></span>a a s<span class="_ _8"></span>er seguida <span class="_ _8"></span>por outras instituições <span class="_ _8"></span>públicas e priv<span class="_ _4"></span>adas efetiv<span class="_ _3"></span>a-</div><div class="t m635 x3a hb y77 fff fs5 fc2 sc0 lsc wse">mente <span class="_ _8"></span>comprometidas com <span class="_ _8"></span>os direitos das <span class="_ _8"></span>crianças, <span class="_ _8"></span>com a <span class="_ _8"></span>qualidade <span class="_ _8"></span>de </div><div class="t m44a x3a hb y78 fff fs5 fc2 sc0 lse ws10">vida <span class="_ _8"></span>de suas <span class="_ _8"></span>colaboradoras <span class="_ _8"></span>e <span class="_ _8"></span>com a <span class="_ _8"></span>construção <span class="_ _8"></span>de <span class="_ _8"></span>uma sociedade <span class="_ _8"></span>com </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">mais igualdade de gêner<span class="_ _4"></span>o<span class="_ _4"></span>. </div><div class="t m103 x19 hb y7a fff fs5 fc2 sc0 ls4 ws5">E <span class="_ _8"></span>muit<span class="_ _3"></span>o <span class="_ _8"></span>ainda <span class="_ _8"></span>pode s<span class="_ _8"></span>er <span class="_ _8"></span>al<span class="_ _4"></span>cançado para <span class="_ _8"></span>auxiliar <span class="_ _8"></span>as mãe<span class="_ _8"></span>s <span class="_ _8"></span>a viverem de </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">modo mais <span class="_ _4"></span>pl<span class="_ _4"></span>eno e <span class="_ _4"></span>mais l<span class="_ _3"></span>ev<span class="_ _3"></span>e a experiência da <span class="_ _3"></span>maternidade e o ret<span class="_ _3"></span>orno ao </div><div class="t m636 x3a hb y7c fff fs5 fc2 sc0 ls5 ws6">trabalho<span class="_ _4"></span>. <span class="_ _4"></span>Ampliar o <span class="_ _3"></span>programa para <span class="_ _3"></span>contemplar a <span class="_ _3"></span>opção de <span class="_ _4"></span>tel<span class="_ _4"></span>etrabalho <span class="_ _4"></span>às </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">servidoras mães até os <span class="_ _3"></span>24 mes<span class="_ _8"></span>es de vida <span class="_ _4"></span>das <span class="_ _4"></span>crianças pode <span class="_ _3"></span>trazer resulta-</div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">dos importante<span class="_ _8"></span>s em termos de <span class="_ _8"></span>exibilidade no de<span class="_ _8"></span>sempenho do trabalho. </div><div class="t m6 x3a hb y7f fff fs5 fc2 sc0 ls7 ws9">Estender <span class="_ _8"></span>a política <span class="_ _8"></span>de <span class="_ _8"></span>redução <span class="_ _8"></span>da jornada <span class="_ _8"></span>às <span class="_ _8"></span>mães <span class="_ _8"></span>na <span class="_ _8"></span>iniciativ<span class="_ _3"></span>a <span class="_ _8"></span>privada, </div><div class="t m637 x3a hb y80 fff fs5 fc2 sc0 ls23 ws2c">sem <span class="_ _8"></span>prejuízo <span class="_ _8"></span>da remuneração <span class="_ _8"></span>e <span class="_ _8"></span>dos <span class="_ _8"></span>cargos de <span class="_ _8"></span>chea <span class="_ _8"></span>e direção, também </div><div class="t m638 x3a hb y81 fff fs5 fc2 sc0 lsf ws11">contribui <span class="_ _8"></span>na conciliação <span class="_ _8"></span>da <span class="_ _8"></span>maternidade <span class="_ _8"></span>e do <span class="_ _8"></span>emprego, já <span class="_ _8"></span>que <span class="_ _8"></span>as mãe<span class="_ _8"></span>s </div><div class="t m639 x3a hb y82 fff fs5 fc2 sc0 lsc wse">cel<span class="_ _4"></span>etistas apre<span class="_ _8"></span>sentam <span class="_ _8"></span>ele<span class="_ _3"></span>vado índice <span class="_ _8"></span>de de<span class="_ _8"></span>semprego <span class="_ _8"></span>no <span class="_ _8"></span>período entre <span class="_ _8"></span>o </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">término da estabilidade e os 24 me<span class="_ _8"></span>se<span class="_ _8"></span>s do nasciment<span class="_ _4"></span>o das crianças<span class="_ _4"></span>. </div><div class="t m1bc x19 hb y84 fff fs5 fc2 sc0 lsc wse">Al<span class="_ _4"></span>ém de <span class="_ _8"></span>não <span class="_ _8"></span>haver uma <span class="_ _8"></span>relação nece<span class="_ _8"></span>ssária <span class="_ _8"></span>entre redução <span class="_ _8"></span>da <span class="_ _8"></span>jornada </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">de trabalho e decréscimo de produtividade<span class="_ _4"></span>, como e<span class="_ _4"></span>videncia a experiência </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">do Senado <span class="_ _3"></span>Federal, a manutenção <span class="_ _3"></span>da f<span class="_ _3"></span>onte de renda <span class="_ _3"></span>é aspect<span class="_ _4"></span>o nucl<span class="_ _3"></span>ear da </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">130</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m63a x3a hb y6a fff fs5 fc2 sc0 lsd wsf">emancipação <span class="_ _3"></span>das mães e <span class="_ _3"></span>da p<span class="_ _4"></span>romoção <span class="_ _3"></span>de igual<span class="_ _4"></span>dade <span class="_ _3"></span>de gênero<span class="_ _3"></span>, t<span class="_ _3"></span>ornando-as </div><div class="t m63b x3a hb y86 fff fs5 fc2 sc0 ls5 ws6">menos <span class="_ _4"></span>suscetíveis <span class="_ _3"></span>à discriminação <span class="_ _4"></span>e <span class="_ _4"></span>à <span class="_ _4"></span>viol<span class="_ _4"></span>ência, <span class="_ _4"></span>especialmente a <span class="_ _4"></span>viol<span class="_ _4"></span>ência </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">doméstica. </div><div class="t m394 x19 hb y88 fff fs5 fc2 sc0 ls8 wsa">Outra <span class="_ _4"></span>questão importante <span class="_ _3"></span>é a <span class="_ _4"></span>ampliação <span class="_ _4"></span>do <span class="_ _4"></span>período <span class="_ _4"></span>de <span class="_ _4"></span>licença-paterni<span class="ls0 ws0">-</span></div><div class="t m193 x3a hb y89 fff fs5 fc2 sc0 ls9 wsb">dade <span class="_ _4"></span>e a <span class="_ _3"></span>extensão de <span class="_ _3"></span>programas de <span class="_ _3"></span>redução de <span class="_ _4"></span>jornada <span class="_ _4"></span>ou <span class="_ _4"></span>de <span class="_ _4"></span>tel<span class="_ _4"></span>etrabalho </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">aos pais, para que <span class="_ _4"></span>possam f<span class="_ _3"></span>ortalecer a <span class="_ _4"></span>relação pai-bebê e <span class="_ _4"></span>reduzir a sobre-</div><div class="t m259 x3a hb y6c fff fs5 fc2 sc0 ls4 ws5">carga <span class="_ _8"></span>comumente imposta <span class="_ _8"></span>às <span class="_ _8"></span>mães <span class="_ _8"></span>com o <span class="_ _8"></span>trabalho <span class="_ _8"></span>doméstico <span class="_ _8"></span>e <span class="_ _8"></span>com os </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">cuidados com a criança. </div><div class="t m2 x19 hb y6e fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>aíse<span class="_ _8"></span>s como Suécia, Japão<span class="_ _3"></span>, Coreia do Sul, Dinamarca, Canadá, Finlân-</div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">dia, Espanha e <span class="_ _8"></span>Noruega asseguram <span class="_ _8"></span>aos pais licenças <span class="_ _8"></span>que v<span class="_ _4"></span>ariam entre 68 </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">e 15 <span class="_ _8"></span>semanas. Os <span class="_ _8"></span>períodos são <span class="_ _8"></span>t<span class="_ _3"></span>otal <span class="_ _8"></span>ou parcialmente <span class="_ _8"></span>remunerados e, em </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">alguns casos, <span class="_ _8"></span>podem s<span class="_ _8"></span>er divididos <span class="_ _8"></span>entre <span class="_ _8"></span>mães <span class="_ _8"></span>e pais, <span class="_ _8"></span>assegurando-s<span class="_ _8"></span>e <span class="_ _8"></span>um </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">período mínimo <span class="_ _3"></span>para cada.</div><div class="t m2 xc7 h18 y298 ff1b fs9 fc2 sc0 ls0 ws0">53</div><div class="t m2 xc8 hb y72 fff fs5 fc2 sc0 ls0 ws0"> No <span class="_ _3"></span>Brasil, as empresas começam <span class="_ _4"></span>a despertar </div><div class="t m63c x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">para <span class="_ _4"></span>os benef<span class="_ _4"></span>ícios f<span class="_ _3"></span>amiliares e <span class="_ _4"></span>laborais <span class="_ _4"></span>de <span class="_ _4"></span>uma <span class="_ _4"></span>licença <span class="_ _4"></span>paternidade <span class="_ _4"></span>esten-</div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">dida (maior que 5 ou <span class="_ _4"></span>20 dias, no caso das empresas cidadãs e instituições </div><div class="t m63d x3a hb y75 fff fs5 fc2 sc0 lse ws10">públicas). <span class="_ _8"></span>Al<span class="_ _3"></span>ém <span class="_ _8"></span>de <span class="_ _8"></span>f<span class="_ _4"></span>ormarmos uma <span class="_ _8"></span>geração <span class="_ _8"></span>de <span class="_ _8"></span>pais-bebês-prossionais </div><div class="t m570 x3a hb y76 fff fs5 fc2 sc0 ls9 wsb">mais <span class="_ _4"></span>realizados e <span class="_ _3"></span>consciente<span class="_ _8"></span>s, <span class="_ _4"></span>o <span class="_ _4"></span>mercado <span class="_ _4"></span>de <span class="_ _4"></span>trabalho também <span class="_ _3"></span>ganha com </div><div class="t m495 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">a <span class="_ _4"></span>retenção e <span class="_ _3"></span>a atração <span class="_ _4"></span>de <span class="_ _4"></span>tal<span class="_ _4"></span>ent<span class="_ _4"></span>os, <span class="_ _4"></span>com <span class="_ _4"></span>o aument<span class="_ _3"></span>o da <span class="_ _3"></span>produtividade, <span class="_ _3"></span>com </div><div class="t m63e x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">a redução <span class="_ _8"></span>da <span class="_ _8"></span>desigualdade de <span class="_ _8"></span>gênero <span class="_ _8"></span>e com <span class="_ _8"></span>o aumento de <span class="_ _8"></span>mulhere<span class="_ _8"></span>s em </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">posições de liderança.</div><div class="t m2 x26 h18 y299 ff1b fs9 fc2 sc0 ls0 ws0">54</div><div class="t m2 xc9 hb y79 ff10 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m63f x19 hb y7a fff fs5 fc2 sc0 ls5 ws6">Há <span class="_ _4"></span>muitas possibilidades <span class="_ _4"></span>para <span class="_ _4"></span>se ampliar <span class="_ _4"></span>a <span class="_ _4"></span>proteção <span class="_ _4"></span>social, <span class="_ _4"></span>econômica </div><div class="t m174 x3a hb y7b fff fs5 fc2 sc0 ls23 ws2c">e <span class="_ _8"></span>jurídica da <span class="_ _8"></span>relação <span class="_ _8"></span>maternidade-trabalho por <span class="_ _8"></span>meio <span class="_ _8"></span>da <span class="_ _8"></span>impl<span class="_ _3"></span>ementação </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">de políticas <span class="_ _4"></span>públicas ef<span class="_ _3"></span>etivas <span class="_ _4"></span>no Brasil. <span class="_ _4"></span>O programa <span class="_ _3"></span>Mãe Nutriz do Senado </div><div class="t m5 x3a hb y7d fff fs5 fc2 sc0 ls39 ws48">Federal <span class="_ _8"></span>é <span class="_ _8"></span>a <span class="_ _8"></span>prov<span class="_ _3"></span>a <span class="_ _8"></span>de <span class="_ _8"></span>que, <span class="_ _8"></span>mediante <span class="_ _8"></span>a <span class="_ _8"></span>participação <span class="_ _8"></span>dos <span class="_ _8"></span>diversos <span class="_ _8"></span>at<span class="_ _3"></span>ore<span class="_ _8"></span>s </div><div class="t m465 x3a hb y7e fff fs5 fc2 sc0 ls5 ws6">interessados, e <span class="_ _4"></span>especialmente ao <span class="_ _4"></span>dar <span class="_ _4"></span>voz <span class="_ _4"></span>às <span class="_ _4"></span>mães beneciárias, <span class="_ _4"></span>podem-se </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">construir soluções inteligente<span class="_ _8"></span>s e com ganhos recíprocos<span class="_ _3"></span>.</div><div class="t m57b x19 hb y80 fff fs5 fc2 sc0 ls0 ws0">O futur<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>relação maternidade-trabalho <span class="_ _3"></span>é promissor<span class="_ _5"></span>. E <span class="_ _3"></span>produzirá so-</div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">ciedades mais igualitárias e mais felizes!</div><div class="t m20f x3a h1a y183 ff1c fs2 fc2 sc0 ls20 ws50">53<span class="ls1f ws66"> <span class="_ _1e"> </span>MACAGNAN, Manuela. Como é a licença-pa<span class="_ _4"></span>ternidade no mundo e o que est<span class="_ _4"></span>á mudando </span></div><div class="t m640 x1e h1a y184 ff1c fs2 fc2 sc0 ls21 ws66">no Brasil. In: <span class="ff21 ws27">Bebe Abril<span class="ff1d">. Fev<span class="_ _5"></span>., <span class="_ _8"></span>2021. Disponível <span class="_ _8"></span>em: hps://bebe.abril.com.br/<span class="_ _4"></span>especiais/</span></span></div><div class="t m2 x1e h1a y185 ff1c fs2 fc2 sc0 ls0 ws4b">como-e-a-licenca-pat<span class="_ _4"></span>ernidade-no-mundo-e-o-que-esta-mudando-no-br<span class="_ _4"></span>asil/. Acesso em: </div><div class="t m2 x1e h1a y186 ff1d fs2 fc2 sc0 ls0 ws0">6 jan. 2022.</div><div class="t m43f x3a h1a y209 ff1c fs2 fc2 sc0 ls0 ws0">54<span class="ff1d"> <span class="_ _1e"> </span>PEREIRA<span class="_ _8"></span>, Vitoria. Licença-paternidade estendida ainda <span class="_ _8"></span>é rara e <span class="_ _8"></span>movo de piadas. <span class="_ _8"></span>In: <span class="ff1e ls5e ws7f">Fo<span class="_ _8"></span></span><span class="ff21">-</span></span></div><div class="t m641 x1e h1a y155 ff21 fs2 fc2 sc0 ls1f ws56">lha de <span class="_ _8"></span>São Paulo<span class="ff1d">. Nov<span class="_ _3"></span>. <span class="_ _8"></span>2021. Disponível em: <span class="_ _8"></span>hps://www1.f<span class="_ _3"></span>olha.uol.com.br/sobretudo/</span></div><div class="t m642 x1e h1a y156 ff1d fs2 fc2 sc0 ls26 ws32">carreir<span class="_ _4"></span>as/2021/11/licenca-paternidade-es<span class="_ _4"></span>tendida-ainda-e-rar<span class="_ _3"></span>a-e-movo-de-piadas.shtml. </div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">Acesso em: 6 jan. 2022.</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">131</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws0">REFERÊNCIA<span class="_ _3"></span>S BIBLIOGRÁFICA<span class="_ _4"></span>S</div><div class="t m643 x3a hb y87 fff fs5 fc2 sc0 ls22 ws2b">BARROS, <span class="_ _3"></span>Duda M; <span class="_ _3"></span>FERRAZ, Ricardo<span class="_ _3"></span>. Brasil<span class="_ _3"></span>eiras se v<span class="_ _4"></span>eem <span class="_ _4"></span>julgadas <span class="_ _3"></span>pelo <span class="_ _3"></span>modo </div><div class="t m59a x3a hb y88 fff fs5 fc2 sc0 ls4 ws5">como <span class="_ _8"></span>criam lhos, <span class="_ _8"></span>diz <span class="_ _8"></span>pesquisa. <span class="_ _8"></span><span class="ff1f ws30">Re<span class="_ _3"></span>vista V<span class="_ _3"></span>eja. <span class="fff ws5">Abril. <span class="_ _8"></span>Fe<span class="_ _3"></span>v<span class="_ _3"></span>. <span class="_ _8"></span>2022. <span class="_ _8"></span>Disponív<span class="_ _4"></span>el </span></span></div><div class="t m644 x3a hb y89 fff fs5 fc2 sc0 ls22 ws2b">em: <span class="_ _4"></span>https://veja.abril.com.br/brasil/brasil<span class="_ _3"></span>eiras-s<span class="_ _8"></span>e-veem-jul<span class="_ _3"></span>gadas-pelo-mo<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">do-como-criam-lhos-diz-pesquisa/. Acesso em: 15 fe<span class="_ _3"></span>v<span class="_ _3"></span>. 2022.</div><div class="t m645 x3a hb y6d fff fs5 fc2 sc0 ls9 wsb">BEARD, <span class="_ _4"></span>Alison. Ideal <span class="_ _3"></span>worker <span class="_ _4"></span>or <span class="_ _4"></span>perf<span class="_ _4"></span>ect <span class="_ _4"></span>mom?<span class="ff1f ls0 ws0"> </span>In: <span class="_ _3"></span><span class="ff1f ws7">Harvard Bussiness Review<span class="fff ls0 ws0">. </span></span></div><div class="t m5c2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">Jan.-Febr<span class="_ _3"></span>., 2019. <span class="_ _3"></span>Disponível <span class="_ _4"></span>em: <span class="_ _4"></span>https://hbr<span class="_ _3"></span>.<span class="_ _4"></span>org/2019/01/ideal-worker-or<span class="_ _4"></span>-</div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">-perf<span class="_ _4"></span>ect-mom. A<span class="_ _4"></span>cesso em: 4 jan. 2022.</div><div class="t m646 x3a hb y71 fff fs5 fc2 sc0 lse ws10">EL<span class="_ _6"></span>Y<span class="_ _5"></span>, <span class="_ _8"></span>Robin <span class="_ _8"></span>J; THOMAZ, <span class="_ _8"></span>David <span class="_ _8"></span>A. <span class="_ _8"></span>Getting s<span class="_ _8"></span>erious <span class="_ _8"></span>about diversity: <span class="_ _8"></span>enough </div><div class="t m48b x3a hb y72 fff fs5 fc2 sc0 lsf ws11">alredy <span class="_ _8"></span>with the <span class="_ _8"></span>bussine<span class="_ _8"></span>ss <span class="_ _8"></span>case<span class="ff1f ls0 ws0">.<span class="_ _8"></span></span> In: <span class="_ _8"></span><span class="ff1f ws30">Harvard Bussiness Re<span class="_ _4"></span>view<span class="fff ws11">. <span class="_ _8"></span>Nov<span class="_ _5"></span>.-Dez. </span></span></div><div class="t m548 x3a hb y73 fff fs5 fc2 sc0 ls23 ws2c">2020. <span class="_ _8"></span>Disponív<span class="_ _4"></span>el <span class="_ _8"></span>em: https://hbr<span class="_ _3"></span>.org/2020/11/getting-serious-about-di<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">versity-enough-already-with-the-business-case. A<span class="_ _3"></span>ce<span class="_ _8"></span>sso em: 15 dez. 2021.</div><div class="t m647 x3a hb y76 fff fs5 fc2 sc0 ls10 ws12">GOLEMAN, <span class="_ _8"></span>Daniel. <span class="_ _8"></span><span class="ff1f ws31">Inteligência emocional: a teoria re<span class="_ _3"></span>volucionária que </span></div><div class="t m2 x3a hb y77 ff20 fs5 fc2 sc0 ls0 ws0">redene o que é ser inteligente.<span class="fff"> 2 ed. Rio de Janeiro: Objetiv<span class="_ _3"></span>a, 2012.</span></div><div class="t m648 x3a hb y79 fff fs5 fc2 sc0 ls9 wsb">GROF<span class="_ _6"></span>, Stanislav<span class="_ _5"></span>. Nascer <span class="_ _4"></span>é <span class="_ _4"></span>o <span class="_ _4"></span>nosso <span class="_ _4"></span>primeiro <span class="_ _3"></span>grande desao<span class="ff1f ls0 ws0">.<span class="ff10"> <span class="_ _4"></span><span class="ff1f ls9 ws2f">Re<span class="_ _4"></span>vista Crescer<span class="fff ls0 ws0">. </span></span></span></span></div><div class="t m5 x3a hb y7a fff fs5 fc2 sc0 ls10 ws12">2015. <span class="_ _8"></span>Disponív<span class="_ _4"></span>el <span class="_ _8"></span>em: <span class="_ _8"></span>https://re<span class="_ _3"></span>vistacre<span class="_ _8"></span>scer<span class="_ _3"></span>.<span class="_ _4"></span>gl<span class="_ _4"></span>obo<span class="_ _4"></span>.com/Gravidez/P<span class="_ _4"></span>art<span class="_ _4"></span>o/</div><div class="t m649 x3a hb y7b fff fs5 fc2 sc0 ls7 ws9">noticia/2015/07/nascer-e-o-nosso-primeiro-grande-desao-diz-o-medi<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">co-stanislav-grof<span class="_ _5"></span>.html. Acesso em: 5 jan. 2022.</div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">GUIGINSKY<span class="_ _6"></span>, Janaína; WAJNAMN, <span class="_ _4"></span>Simone<span class="_ _4"></span>. A penalidade pela maternidade: </div><div class="t m64a x3a hb y7f fff fs5 fc2 sc0 ls8 wsa">participação <span class="_ _4"></span>e <span class="_ _4"></span>qualidade <span class="_ _4"></span>da <span class="_ _4"></span>inserção no <span class="_ _3"></span>mercado de <span class="_ _3"></span>trabalho das <span class="_ _4"></span>mulheres </div><div class="t m64b x3a hb y80 fff fs5 fc2 sc0 lse ws10">com <span class="_ _8"></span>lhos<span class="ff1f ls0 ws0">.</span> In: <span class="_ _8"></span><span class="ff1f ws31">Revista Brasil<span class="_ _3"></span>eira de Estudos Populacionais<span class="fff ws10">. n. <span class="_ _8"></span>36. <span class="_ _8"></span>2019. </span></span></div><div class="t m24e x3a hb y81 fff fs5 fc2 sc0 ls23 ws2c">Disponível em: <span class="_ _8"></span>https://doi.<span class="_ _4"></span>org/10.20947/S0102-3098a0090. Acesso <span class="_ _8"></span>em: </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">20 f<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _3"></span>. 2022.</div><div class="t m64c x3a hb y84 fff fs5 fc2 sc0 ls9 wsb">GUTMAN, <span class="_ _4"></span>Laura. <span class="_ _3"></span><span class="ff1f ws2f">A maternidade e o encontro com a própria sombra.<span class="fff wsb"> <span class="_ _4"></span>9ª <span class="_ _4"></span>ed. </span></span></div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">Rio de Janeiro: BestSeller<span class="_ _5"></span>, 2016.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">132</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m386 x3a hb y6a fff fs5 fc2 sc0 ls23 ws2c">MA<span class="_ _4"></span>CAGNAN, <span class="_ _8"></span>Manuela. Como <span class="_ _8"></span>é <span class="_ _8"></span>a licença <span class="_ _8"></span>paternidade <span class="_ _8"></span>no <span class="_ _8"></span>mundo e <span class="_ _8"></span>o <span class="_ _8"></span>que </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">está <span class="_ _8"></span>mudando no <span class="_ _8"></span>Brasil<span class="ff1f">.</span> In: <span class="ff1f ws80">Bebe Abril</span>. <span class="_ _8"></span>Fe<span class="_ _3"></span>v<span class="_ _3"></span>. <span class="_ _8"></span>2021. Disponível em: https://</div><div class="t mff x3a hb y87 fff fs5 fc2 sc0 ls4 ws5">bebe<span class="_ _4"></span>.abril.com.br/especiais/como-e-a-licenca-paternidade-no-mundo-e</div><div class="t m322 x43 hb y87 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">-o-que-esta-mudando-no-brasil/. Acesso em: 6 jan. 2022.</div><div class="t m64d x3a hb y6b fff fs5 fc2 sc0 ls4 ws5">MA<span class="_ _4"></span>CHADO, Cecília; <span class="_ _8"></span>NETO, <span class="_ _8"></span>Pinho<span class="_ _4"></span>. <span class="ff1f ws30">The labor market consequence<span class="_ _8"></span>s of ma<span class="ls0 ws0">-</span></span></div><div class="t m64e x3a hb y6c ff1f fs5 fc2 sc0 ls8 ws2f">ternity l<span class="_ _4"></span>eave policies: e<span class="_ _4"></span>vidence from Brazil.<span class="fff wsa"> <span class="_ _3"></span>Fundação Getúlio <span class="_ _3"></span>V<span class="_ _3"></span>argas, 2016. </span></div><div class="t m64f x3a hb y6d fff fs5 fc2 sc0 lsa wsc">Disponível <span class="_ _3"></span>em: https://portal.f<span class="_ _3"></span>gv<span class="_ _3"></span>.br/think-tank/mulheres-perdem-trabalho<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">-apos-terem-lhos<span class="_ _4"></span>. A<span class="_ _4"></span>cesso em: 4 jan. 2022.</div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">PEREIRA, Vit<span class="_ _4"></span>oria. Licença-paternidade estendida ainda é <span class="_ _8"></span>rara e motivo de </div><div class="t m650 x3a hb y71 fff fs5 fc2 sc0 lsc wse">piadas<span class="ff1f ls0 ws0">.</span> <span class="_ _8"></span>In: <span class="ff1f ws30">Folha de São Paul<span class="_ _3"></span>o<span class="fff wse">. <span class="_ _8"></span>Nov<span class="_ _3"></span>. <span class="_ _8"></span>2021. Disponível <span class="_ _8"></span>em: https://www1.</span></span></div><div class="t m651 x3a hb y72 fff fs5 fc2 sc0 lse ws10">f<span class="_ _3"></span>olha.uol.com.br/sobretudo/carreiras/2021/11/licenca-paternidade-e<span class="_ _8"></span>s<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">tendida-ainda-e-rara-e-motivo-de-piadas<span class="_ _3"></span>.shtml. Acesso em: 6 jan. 2022.</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">133</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m2 xca hd y6a ff11 fs6 fc6 sc0 ls0 ws0">Capítul<span class="_ _3"></span>o 6 – CAMP<span class="_ _6"></span>ANHA<span class="_ _4"></span>S CONTRA </div><div class="t m2 xa5 hd y17a ff11 fs6 fc6 sc0 ls0 ws0">O A<span class="_ _3"></span>SSÉDIO MORAL E SEXU<span class="_ _5"></span>AL</div><div class="t m2 x64 h17 y17c ff1a fs5 fc2 sc0 ls0 ws0">Isabela do Rosário Lisboa Martins</div><div class="t m2 x5a h18 y17d ff1b fs9 fc2 sc0 ls0 ws0">55</div><div class="t m2 x8b h17 y112 ff1a fs5 fc2 sc0 ls0 ws0">Marina de Andrade V<span class="_ _5"></span>ahle</div><div class="t m2 x5a h18 y113 ff1b fs9 fc2 sc0 ls0 ws0">56</div><div class="t m652 x3a h1a y2fc ff1c fs2 fc2 sc0 ls3b ws4b">55<span class="ls1f ws25"> <span class="_ _1e"> </span>Isabela Lisboa é formada em Dir<span class="_ _4"></span>eito pela Univer<span class="_ _4"></span>sidade Federal de Juiz de F<span class="_ _4"></span>ora. P<span class="_ _4"></span>ós-gra<span class="ls0 ws0">-</span></span></div><div class="t m2 x1e h1a y2fd ff1d fs2 fc2 sc0 ls0 ws0">duada em Invesgaç<span class="_ _4"></span>ão e em <span class="_ _8"></span>Direit<span class="_ _4"></span>o Público e <span class="_ _8"></span>mestr<span class="_ _4"></span>e em Constuição e Sociedade, <span class="_ _8"></span>tev<span class="_ _4"></span>e </div><div class="t m122 x1e h1a y2fe ff1c fs2 fc2 sc0 ls1f ws66">trabalhos publicados na ár<span class="_ _4"></span>ea e recen<span class="_ _4"></span>tement<span class="_ _4"></span>e escreveu a obr<span class="_ _3"></span>a <span class="ff21 ws56">Paradigmas da <span class="_ _8"></span>Rotulação<span class="_ _4"></span> </span></div><div class="t m2 x1e h1a y2ff ff21 fs2 fc2 sc0 ls0 ws0">Penal<span class="ff1d">, que tr<span class="_ _4"></span>ata da lógica do discurso puniv<span class="_ _4"></span>o e da selevidade penal de públicos vulne<span class="ff1c">-</span></span></div><div class="t m653 x1e h1a y300 ff1c fs2 fc2 sc0 ls0 ws25">rá<span class="_ _4"></span>veis. Iniciou sua carreir<span class="_ _4"></span>a como prof<span class="_ _3"></span>essora de Direito P<span class="_ _4"></span>enal na Universidade F<span class="_ _4"></span>ederal de </div><div class="t m2 x1e h1a y301 ff1d fs2 fc2 sc0 ls0 ws0">Juiz de Fora. Como policial <span class="_ _8"></span>legislav<span class="_ _4"></span>a no <span class="_ _8"></span>Senado Feder<span class="_ _4"></span>al, atuou na <span class="_ _8"></span>área de inves<span class="_ _4"></span>gações </div><div class="t m4b6 x1e h1a y302 ff1d fs2 fc2 sc0 ls21 ws27">da Secretaria de <span class="_ _8"></span>Polícia do Senado. <span class="_ _8"></span>A<span class="_ _4"></span>tualmente desenvolve<span class="_ _4"></span> avidades <span class="_ _8"></span>de apoio <span class="_ _8"></span>técnico </div><div class="t m2 x1e h1a y303 ff1c fs2 fc2 sc0 ls0 ws0">policial no Gabinete da Secre<span class="_ _4"></span>taria de Polícia do Senado F<span class="_ _4"></span>ederal.</div><div class="t m2 x3a h1a y304 ff1c fs2 fc2 sc0 ls0 ws0">56<span class="ws4c"> <span class="_ _1e"> </span>Marina V<span class="_ _4"></span>ahle é psicóloga, mes<span class="_ _4"></span>tre em P<span class="_ _4"></span>sicologia Clínica pela Univer<span class="_ _4"></span>sidade de São Paulo e </span></div><div class="t m654 x1e h1a y305 ff1c fs2 fc2 sc0 ls1f ws56">pós-graduada <span class="ff21">(lato sensu)<span class="ff1d"> em <span class="_ _8"></span>Filosoa e <span class="_ _8"></span>Sociologia pela <span class="_ _8"></span>Univer<span class="_ _4"></span>sidade Cândido <span class="_ _8"></span>Mendes. </span></span></div><div class="t m2 x1e h1a y306 ff1d fs2 fc2 sc0 ls0 ws0">Possui <span class="_ _4"></span>trabalhos <span class="_ _4"></span>publicados na <span class="_ _4"></span>área de <span class="_ _4"></span>teoria p<span class="_ _4"></span>sicanalíca. É <span class="_ _4"></span>servidora <span class="_ _4"></span>efe<span class="_ _4"></span>va do <span class="_ _4"></span>Senado </div><div class="t m655 x1e h1a y307 ff1d fs2 fc2 sc0 ls3a ws4a">Feder<span class="_ _4"></span>al desde<span class="_ _4"></span> 2012, <span class="_ _3"></span>ocupando o <span class="_ _4"></span>carg<span class="_ _4"></span>o de <span class="_ _3"></span>psicóloga <span class="_ _4"></span>e <span class="_ _4"></span>atuando <span class="_ _4"></span>na ár<span class="_ _4"></span>ea <span class="_ _4"></span>de <span class="_ _4"></span>saúde e <span class="_ _3"></span>qualidade </div><div class="t m656 x1e h1a y308 ff1d fs2 fc2 sc0 ls26 ws32">de vida <span class="_ _3"></span>no trabalho. <span class="_ _4"></span>Atualmen<span class="_ _4"></span>te <span class="_ _4"></span>se des<span class="_ _4"></span>taca <span class="_ _4"></span>em pr<span class="_ _3"></span>oj<span class="_ _8"></span>etos <span class="_ _3"></span>instucionais que <span class="_ _4"></span>envolvem <span class="_ _3"></span>clima </div><div class="t m2 x1e h1a y309 ff1c fs2 fc2 sc0 ls0 ws0">org<span class="_ _4"></span>anizacional, inclusão da diver<span class="_ _4"></span>sidade e prevenç<span class="_ _4"></span>ão de assédio no trabalho.</div><div class="t m2 xcb hb y28e ff1f fs5 fc2 sc0 ls0 ws0">V<span class="_ _3"></span>ocê tem que agir como se fosse possível transf<span class="_ _3"></span>ormar radical-</div><div class="t m2 xcc hb y28f ff1f fs5 fc2 sc0 ls0 ws0">mente o mundo<span class="_ _4"></span>. E você tem que f<span class="_ _3"></span>azer isso o tempo todo<span class="_ _3"></span>.</div><div class="t m2 xc4 h1b y30a ff11 fs2 fc2 sc0 ls0 ws0">(Angela Davis)</div><div class="t m2 x3a h19 y73 ff11 fs1 fc8 sc0 ls0 ws2a">1. <span class="_ _19"> </span> INTRODUÇÃ<span class="_ _3"></span>O</div><div class="t m2 x19 hb y75 fff fs5 fc2 sc0 ls0 ws0">O presente trabalho <span class="_ _4"></span>aborda o <span class="_ _3"></span>tratamento <span class="_ _3"></span>dispensado pel<span class="_ _4"></span>o Senado <span class="_ _3"></span>Fe-</div><div class="t m3ed x3a hb y76 fff fs5 fc2 sc0 ls5 ws6">deral <span class="_ _4"></span>às ocorrências <span class="_ _3"></span>de assédio moral <span class="_ _3"></span>e sexual, condutas <span class="_ _3"></span>que inf<span class="_ _4"></span>elizmente </div><div class="t m657 x3a hb y77 fff fs5 fc2 sc0 ls4 ws5">acompanham <span class="_ _8"></span>a realidade <span class="_ _8"></span>laboral tanto no <span class="_ _8"></span>s<span class="_ _8"></span>erviço público <span class="_ _8"></span>quant<span class="_ _4"></span>o na <span class="_ _8"></span>ini</div><div class="t m658 x43 hb y77 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">ciativ<span class="_ _4"></span>a priv<span class="_ _4"></span>ada. </div><div class="t m5e4 x19 hb y79 fff fs5 fc2 sc0 lsa wsc">Após <span class="_ _4"></span>a <span class="_ _4"></span>adesão, <span class="_ _3"></span>por parte <span class="_ _3"></span>do Senado <span class="_ _3"></span>Federal, ao <span class="_ _3"></span>Programa Pr<span class="_ _4"></span>ó-Equidade </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">de Gênero e <span class="_ _4"></span>Raça do Gov<span class="_ _3"></span>erno Federal, a Casa Legislativ<span class="_ _3"></span>a adot<span class="_ _4"></span>ou algumas </div><div class="t m659 x3a hb y7b fff fs5 fc2 sc0 ls4 ws5">ações <span class="_ _8"></span>para <span class="_ _8"></span>pre<span class="_ _4"></span>v<span class="_ _4"></span>enção <span class="_ _8"></span>e tratamento dos <span class="_ _8"></span>casos <span class="_ _8"></span>de ass<span class="_ _8"></span>édio<span class="_ _4"></span>, a <span class="_ _8"></span>começar <span class="_ _8"></span>por </div><div class="t m65a x3a hb y7c fff fs5 fc2 sc0 lsb wsd">uma <span class="_ _4"></span>campanha <span class="_ _4"></span>de <span class="_ _3"></span>conscientização sobre <span class="_ _3"></span>o tema, <span class="_ _3"></span>iniciada ao <span class="_ _3"></span>nal de <span class="_ _3"></span>2018 e </div><div class="t m65b x3a hb y7d fff fs5 fc2 sc0 lsa wsc">com <span class="_ _4"></span>duração <span class="_ _4"></span>de <span class="_ _4"></span>cerca <span class="_ _4"></span>de <span class="_ _4"></span>um <span class="_ _4"></span>ano<span class="_ _4"></span>. <span class="_ _3"></span>Concomitantemente, <span class="_ _4"></span>houv<span class="_ _4"></span>e <span class="_ _4"></span>a <span class="_ _4"></span>publicação </div><div class="t m2 x13 h1c y132 ff17 fs6 fc4 sc0 ls0 ws0">135</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf89" class="pf wa h0" data-page-no="89"><div class="pc pc89 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">de normativo <span class="_ _8"></span>interno<span class="_ _4"></span>, o <span class="_ _8"></span>At<span class="_ _4"></span>o do <span class="_ _8"></span>Primeiro-Secretário nº <span class="_ _8"></span>8, de <span class="_ _8"></span>2018 <span class="_ _8"></span>(APS nº </div><div class="t m251 x3a hb y86 fff fs5 fc2 sc0 ls7 ws9">8/2018), <span class="_ _8"></span>que dispõe <span class="_ _8"></span>sobre <span class="_ _8"></span>o <span class="_ _8"></span>procediment<span class="_ _3"></span>o <span class="_ _8"></span>para <span class="_ _8"></span>instrução preliminar <span class="_ _8"></span>de </div><div class="t m65c x3a hb y87 fff fs5 fc2 sc0 lsd wsf">casos <span class="_ _4"></span>de <span class="_ _3"></span>ass<span class="_ _8"></span>édio <span class="_ _4"></span>moral <span class="_ _4"></span>ou <span class="_ _4"></span>sexual no <span class="_ _3"></span>ambiente de <span class="_ _3"></span>trabalho<span class="_ _4"></span>. <span class="_ _4"></span>Houve<span class="_ _3"></span>, tam<span class="_ _4"></span>bém, </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">a publicação de <span class="_ _4"></span>cartilha educativ<span class="_ _3"></span>a sobre assédio moral e sexual no traba-</div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">lho<span class="_ _4"></span>, entre <span class="_ _8"></span>outras <span class="_ _8"></span>ações <span class="_ _8"></span>para o <span class="_ _8"></span>público interno, como <span class="_ _8"></span>pal<span class="_ _3"></span>e<span class="_ _8"></span>stras <span class="_ _8"></span>e ocinas, </div><div class="t m33a x3a hb y6b fff fs5 fc2 sc0 ls9 wsb">conf<span class="_ _3"></span>orme se v<span class="_ _4"></span>erá <span class="_ _4"></span>adiante<span class="_ _4"></span>. <span class="_ _4"></span>P<span class="_ _4"></span>or m, <span class="_ _3"></span>o Senado <span class="_ _3"></span>contou, <span class="_ _3"></span>a partir <span class="_ _4"></span>da <span class="_ _4"></span>publicação </div><div class="t m81 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">do APS <span class="_ _8"></span>nº <span class="_ _8"></span>8/2018, com <span class="_ _8"></span>rigoroso acompanhamento e<span class="_ _8"></span>statístico dos <span class="_ _8"></span>casos, </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">consolidado em relat<span class="_ _4"></span>órios anuais entregues à administração da Casa. </div><div class="t m65d x19 hb y6e fff fs5 fc2 sc0 ls7 ws9">Assim, <span class="_ _8"></span>trataremos a <span class="_ _8"></span>s<span class="_ _8"></span>eguir de <span class="_ _8"></span>cada <span class="_ _8"></span>uma <span class="_ _8"></span>dessas <span class="_ _8"></span>etapas listadas, <span class="_ _8"></span>mas </div><div class="t m65e x3a hb y6f fff fs5 fc2 sc0 lsf ws11">não <span class="_ _8"></span>sem <span class="_ _8"></span>antes <span class="_ _8"></span>denirmos, <span class="_ _8"></span>brev<span class="_ _3"></span>emente, o <span class="_ _8"></span>que <span class="_ _8"></span>entendemos <span class="_ _8"></span>por <span class="_ _8"></span>assédio </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">moral e assédio s<span class="_ _8"></span>exual. </div><div class="t m2 x3a h19 y73 ff11 fs1 fc8 sc0 ls0 ws2a">2. <span class="_ _19"> </span> REFERENCIAL <span class="_ _1a"> </span>TEÓRICO</div><div class="t m387 x19 hb y75 fff fs5 fc2 sc0 ls10 ws12">É <span class="_ _8"></span>importante expor <span class="_ _8"></span>o <span class="_ _8"></span>que <span class="_ _8"></span>entendemos <span class="_ _8"></span>por <span class="_ _8"></span>assédio <span class="_ _8"></span>moral <span class="_ _8"></span>e ass<span class="_ _8"></span>édio </div><div class="t m50c x3a hb y76 fff fs5 fc2 sc0 ls5 ws6">sexual no <span class="_ _4"></span>context<span class="_ _4"></span>o <span class="_ _4"></span>deste artigo<span class="_ _4"></span>. <span class="_ _4"></span>Conf<span class="_ _3"></span>orme conceit<span class="_ _4"></span>o <span class="_ _4"></span>adotado <span class="_ _4"></span>pela Cartilha </div><div class="t m5 x3a hb y77 ff1f fs5 fc2 sc0 ls6 ws81">Assédio moral e s<span class="_ _8"></span>exual no trabalho<span class="fff ws8"> <span class="_ _8"></span>do <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal, ass<span class="_ _8"></span>édio <span class="_ _8"></span>moral </span></div><div class="t m65f x3a hb y78 fff fs5 fc2 sc0 ls23 ws2c">consiste <span class="_ _8"></span>na “repetição <span class="_ _8"></span>deliberada <span class="_ _8"></span>de ge<span class="_ _8"></span>stos, palavras <span class="_ _8"></span>(orais ou <span class="_ _8"></span>e<span class="_ _8"></span>scritas) </div><div class="t m660 x3a hb y79 fff fs5 fc2 sc0 lsc wse">e/ou <span class="_ _8"></span>comportament<span class="_ _3"></span>os <span class="_ _8"></span>que <span class="_ _8"></span>expõem o/a <span class="_ _8"></span>s<span class="_ _8"></span>ervidor/a, o/a <span class="_ _8"></span>empregado/a <span class="_ _8"></span>ou </div><div class="t m661 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">o/a e<span class="_ _8"></span>stagiário/a, <span class="_ _8"></span>ou ainda, <span class="_ _8"></span>o <span class="_ _8"></span>grupo de <span class="_ _8"></span>servidore<span class="_ _8"></span>s/as <span class="_ _8"></span>ou empregados/as <span class="_ _8"></span>a </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">situações <span class="_ _8"></span>humilhantes <span class="_ _8"></span>e constrangedoras, capaze<span class="_ _8"></span>s de <span class="_ _8"></span>lhes <span class="_ _8"></span>causar of<span class="_ _4"></span>ensa </div><div class="t m662 x3a hb y7c fff fs5 fc2 sc0 lsf ws11">à <span class="_ _8"></span>personalidade<span class="_ _3"></span>, <span class="_ _8"></span>à <span class="_ _8"></span>dignidade <span class="_ _8"></span>ou <span class="_ _8"></span>à integridade <span class="_ _8"></span>psíquica <span class="_ _8"></span>ou <span class="_ _8"></span>física, com <span class="_ _8"></span>o </div><div class="t m663 x3a hb y7d fff fs5 fc2 sc0 ls7 ws9">objetivo de <span class="_ _8"></span>excluí-los/las das <span class="_ _8"></span>suas <span class="_ _8"></span>funções <span class="_ _8"></span>ou <span class="_ _8"></span>de deteriorar <span class="_ _8"></span>o <span class="_ _8"></span>ambiente </div><div class="t m524 x3a hb y7e fff fs5 fc2 sc0 lsc wse">de <span class="_ _8"></span>trabalho” (SENADO <span class="_ _8"></span>FEDERAL, <span class="_ _8"></span>2018, p. 6). <span class="_ _8"></span>P<span class="_ _4"></span>ara caracterizar <span class="_ _8"></span>o <span class="_ _8"></span>assédio </div><div class="t m664 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">moral, é <span class="_ _3"></span>nece<span class="_ _8"></span>ssário <span class="_ _4"></span>que <span class="_ _4"></span>a conduta <span class="_ _3"></span>s<span class="_ _8"></span>eja <span class="_ _4"></span>intencional <span class="_ _4"></span>e repetida <span class="_ _3"></span>ao l<span class="_ _3"></span>ongo do </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">tempo (habitualidade). </div><div class="t m665 x19 hb y81 fff fs5 fc2 sc0 ls9 wsb">Ness<span class="_ _8"></span>e sentido<span class="_ _4"></span>, <span class="_ _4"></span>um <span class="_ _4"></span>at<span class="_ _4"></span>o <span class="_ _4"></span>isolado <span class="_ _4"></span>de viol<span class="_ _3"></span>ência psicol<span class="_ _3"></span>ógica no <span class="_ _3"></span>trabalho não </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">constitui ass<span class="_ _8"></span>édio moral, embora passível de punição conf<span class="_ _3"></span>orme as <span class="_ _8"></span>normas </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">l<span class="_ _4"></span>egais vigentes. </div><div class="t m90 x19 hb y84 fff fs5 fc2 sc0 ls22 ws2b">O <span class="_ _4"></span>assédio moral <span class="_ _4"></span>é <span class="_ _4"></span>mais <span class="_ _4"></span>comum <span class="_ _4"></span>quando <span class="_ _4"></span>praticado <span class="_ _4"></span>de <span class="_ _4"></span>“cima <span class="_ _4"></span>para <span class="_ _4"></span>baixo” </div><div class="t mc8 x3a hb y85 fff fs5 fc2 sc0 lsd wsf">(vertical <span class="_ _3"></span>de<span class="_ _8"></span>scendente), <span class="_ _3"></span>ou seja, de <span class="_ _3"></span>um superior <span class="_ _3"></span>hierárquico, <span class="_ _3"></span>como por <span class="_ _3"></span>exem<span class="ls0 ws0">-</span></div><div class="t m666 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">pl<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>o(a) <span class="_ _4"></span>chef<span class="_ _4"></span>e<span class="_ _4"></span>, <span class="_ _4"></span>para <span class="_ _4"></span>o(a) <span class="_ _4"></span>subordinado(a). <span class="_ _4"></span>Mas <span class="_ _4"></span>também <span class="_ _4"></span>é <span class="_ _4"></span>possível <span class="_ _3"></span>ocorrer o </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">136</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">assédio vertical <span class="_ _3"></span>ascendente, <span class="_ _4"></span>ou seja, de <span class="_ _3"></span>subordinado(a) para o(a) <span class="_ _3"></span>superior<span class="_ _3"></span>, </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">ou mesmo ass<span class="_ _8"></span>édio horizontal, entre col<span class="_ _4"></span>egas sem relação hierárquica. </div><div class="t m59d x19 hb y87 fff fs5 fc2 sc0 lsf ws11"> <span class="_ _8"></span>Embora ainda <span class="_ _8"></span>não <span class="_ _8"></span>haja <span class="_ _8"></span>l<span class="_ _3"></span>egislação <span class="_ _8"></span>e<span class="_ _8"></span>specíca sobre <span class="_ _8"></span>o <span class="_ _8"></span>ass<span class="_ _8"></span>édio moral </div><div class="t m539 x3a hb y88 fff fs5 fc2 sc0 lsf ws11">no <span class="_ _8"></span>serviço <span class="_ _8"></span>público federal ou <span class="_ _8"></span>na <span class="_ _8"></span>iniciativ<span class="_ _4"></span>a privada (apenas <span class="_ _8"></span>algumas leis<span class="_ _4"></span> </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">estaduais e municipais para s<span class="_ _8"></span>ervidores e empregados públicos), materiais </div><div class="t m667 x3a hb y6b fff fs5 fc2 sc0 ls4 ws5">des<span class="_ _8"></span>envol<span class="_ _3"></span>vidos <span class="_ _8"></span>no <span class="_ _8"></span>âmbit<span class="_ _4"></span>o de <span class="_ _8"></span>outros órgãos <span class="_ _8"></span>da <span class="_ _8"></span>A<span class="_ _4"></span>dministração ass<span class="_ _8"></span>entam <span class="_ _8"></span>o </div><div class="t m668 x3a hb y6c fff fs5 fc2 sc0 lsc wse">que doutrinariamente <span class="_ _8"></span>entendemos por <span class="_ _8"></span>ass<span class="_ _8"></span>édio moral, <span class="_ _8"></span>como s<span class="_ _8"></span>e <span class="_ _8"></span>pôde ver </div><div class="t m669 x3a hb y6d fff fs5 fc2 sc0 ls7 ws9">acima, no <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal. Outro <span class="_ _8"></span>exempl<span class="_ _4"></span>o é <span class="_ _8"></span>a <span class="_ _8"></span>denição apregoada <span class="_ _8"></span>pelo<span class="_ _4"></span> </div><div class="t m66a x3a hb y6e fff fs5 fc2 sc0 ls9 wsb">Conselho Nacional <span class="_ _4"></span>de <span class="_ _4"></span>Justiça <span class="_ _4"></span>(2021), <span class="_ _4"></span>que <span class="_ _4"></span>conceitua o <span class="_ _3"></span>ass<span class="_ _8"></span>édio <span class="_ _4"></span>moral <span class="_ _4"></span>como </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">o “proce<span class="_ _8"></span>sso contínuo <span class="_ _8"></span>e reiterado de <span class="_ _8"></span>condutas abusivas que, independen-</div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">temente de <span class="_ _8"></span>intencionalidade<span class="_ _4"></span>, atentem <span class="_ _8"></span>contra <span class="_ _8"></span>a integridade, identidade e </div><div class="t m2a6 x3a hb y71 fff fs5 fc2 sc0 ls4 ws5">dignidade humana <span class="_ _8"></span>do <span class="_ _8"></span>trabalhador<span class="_ _5"></span>, <span class="_ _8"></span>por meio <span class="_ _8"></span>da <span class="_ _8"></span>degradação das <span class="_ _8"></span>relações </div><div class="t m66b x3a hb y72 fff fs5 fc2 sc0 ls8 wsa">socioprossionais <span class="_ _3"></span>e do <span class="_ _3"></span>ambiente de <span class="_ _4"></span>trabalho<span class="_ _4"></span>, <span class="_ _3"></span>exigência de <span class="_ _4"></span>cumpriment<span class="_ _4"></span>o <span class="_ _4"></span>de </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">taref<span class="_ _3"></span>as <span class="_ _8"></span>desnece<span class="_ _8"></span>ssárias ou <span class="_ _8"></span>exorbitantes, <span class="_ _8"></span>discriminação<span class="_ _4"></span>, humilhação, cons-</div><div class="t m66c x3a hb y74 fff fs5 fc2 sc0 lsa wsc">trangiment<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>isolament<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>exclusão <span class="_ _4"></span>social, <span class="_ _4"></span>dif<span class="_ _3"></span>amação ou <span class="_ _3"></span>abalo <span class="_ _3"></span>psicológico”. </div><div class="t m66d x3a hb y75 fff fs5 fc2 sc0 lsd wsf">O <span class="_ _4"></span>mesmo órgão <span class="_ _3"></span>também den<span class="_ _4"></span>e <span class="_ _4"></span>o <span class="_ _4"></span>chamado <span class="_ _3"></span>“<span class="_ _4"></span>Assédio Moral <span class="_ _3"></span>Organizacional” </div><div class="t m66e x3a hb y76 fff fs5 fc2 sc0 lsd wsf">como <span class="_ _4"></span>o <span class="_ _4"></span>“processo <span class="_ _4"></span>contínuo <span class="_ _4"></span>de <span class="_ _4"></span>condutas <span class="_ _4"></span>abusiv<span class="_ _4"></span>as <span class="_ _3"></span>amparado por <span class="_ _3"></span>e<span class="_ _8"></span>stratégias<span class="_ _8"></span> </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">organizacionais e/ou métodos gerenciais que visem <span class="_ _8"></span>a obter engajament<span class="_ _4"></span>o </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">intensivo dos funcionários ou <span class="_ _4"></span>excluir aquel<span class="_ _4"></span>es que a instituição não des<span class="_ _8"></span>eja </div><div class="t m59c x3a hb y79 fff fs5 fc2 sc0 lsc wse">manter <span class="_ _8"></span>em s<span class="_ _8"></span>eus quadros, <span class="_ _8"></span>por <span class="_ _8"></span>meio do <span class="_ _8"></span>de<span class="_ _8"></span>srespeito aos <span class="_ _8"></span>seus <span class="_ _8"></span>direit<span class="_ _4"></span>os <span class="_ _8"></span>fun<span class="ls0 ws0">-</span></div><div class="t m66f x3a hb y7a fff fs5 fc2 sc0 ls23 ws2c">damentais<span class="_ _4"></span>. <span class="_ _8"></span>Exempl<span class="_ _3"></span>os: <span class="_ _8"></span>pre<span class="_ _8"></span>ssão para <span class="_ _8"></span>o <span class="_ _8"></span>atingiment<span class="_ _4"></span>o de <span class="_ _8"></span>metas, <span class="_ _8"></span>sobrecarga </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">e ritmo exce<span class="_ _8"></span>ssivo de trabalho<span class="_ _3"></span>, s<span class="_ _8"></span>egregação dos(as) funcionários(as)” (CNJ, </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">2021, p<span class="_ _4"></span>. 7).</div><div class="t m2 x19 hb y7d fff fs5 fc2 sc0 ls0 ws0">Noutro giro<span class="_ _3"></span>, em parâmetro mundial, a Convenção nº 155, de 1981, da </div><div class="t m2a4 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">Organização <span class="_ _4"></span>Internacional <span class="_ _4"></span>do <span class="_ _4"></span>Trabalho <span class="_ _4"></span>(OIT) <span class="_ _4"></span>vers<span class="_ _4"></span>a sobre <span class="_ _3"></span>a pr<span class="_ _4"></span>oteção <span class="_ _4"></span>da in-</div><div class="t m670 x3a hb y7f fff fs5 fc2 sc0 ls5 ws6">tegridade <span class="_ _4"></span>física <span class="_ _4"></span>e <span class="_ _4"></span>mental <span class="_ _4"></span>dos <span class="_ _4"></span>trabalhadores. <span class="_ _3"></span>Mais recentemente<span class="_ _3"></span>, em <span class="_ _3"></span>2020, </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">aquela Organização <span class="_ _8"></span>editou a Convenção (C190) <span class="_ _8"></span>sobre <span class="_ _8"></span>viol<span class="_ _3"></span>ência <span class="_ _8"></span>e <span class="_ _8"></span>assédio </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">no mundo do trabalho<span class="_ _4"></span>. </div><div class="t m671 x19 hb y82 fff fs5 fc2 sc0 ls8 wsa"> <span class="_ _4"></span>A <span class="_ _4"></span>ess<span class="_ _8"></span>e <span class="_ _4"></span>respeito<span class="_ _3"></span>, é <span class="_ _4"></span>importante <span class="_ _4"></span>pontuar <span class="_ _4"></span>que <span class="_ _3"></span>a Convenção <span class="_ _3"></span>sobre Viol<span class="_ _3"></span>ência </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">e Assédio nº <span class="_ _4"></span>190 da <span class="_ _4"></span>OIT é <span class="_ _3"></span>o primeiro tratado <span class="_ _3"></span>internacional sobre viol<span class="_ _3"></span>ência </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">e assédio no <span class="_ _3"></span>mundo do trabalho<span class="_ _3"></span>, f<span class="_ _3"></span>ornecendo a primeira <span class="_ _3"></span>denição interna-</div><div class="t m672 x3a hb y85 fff fs5 fc2 sc0 ls5 ws6">cional <span class="_ _4"></span>dess<span class="_ _8"></span>e<span class="_ _8"></span>s <span class="_ _3"></span>construtos<span class="_ _4"></span>. <span class="_ _4"></span>A <span class="_ _4"></span>convenção <span class="_ _3"></span>entrou em <span class="_ _3"></span>vigor em <span class="_ _4"></span>25 <span class="_ _4"></span>de <span class="_ _4"></span>junho de </div><div class="t m5c x3a hb y23 fff fs5 fc2 sc0 ls8 wsa">2021 <span class="_ _4"></span>– <span class="_ _4"></span>dois <span class="_ _4"></span>anos <span class="_ _4"></span>depois <span class="_ _4"></span>de <span class="_ _4"></span>ter <span class="_ _4"></span>sido <span class="_ _4"></span>adotada <span class="_ _4"></span>pela <span class="_ _4"></span>Conf<span class="_ _4"></span>erência <span class="_ _4"></span>Internacional </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">137</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf8b" class="pf wa h0" data-page-no="8b"><div class="pc pc8b wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m144 x3a hb y6a fff fs5 fc2 sc0 ls9 wsb">do <span class="_ _4"></span>Trabalho <span class="_ _4"></span>(CIT) <span class="_ _4"></span>da <span class="_ _4"></span>OIT<span class="_ _6"></span>. Até <span class="_ _4"></span>o <span class="_ _4"></span>moment<span class="_ _4"></span>o<span class="_ _3"></span>, seis paíse<span class="_ _8"></span>s <span class="_ _3"></span>raticaram a <span class="_ _4"></span>Conv<span class="_ _4"></span>en<span class="ls0 ws0">-</span></div><div class="t m673 x3a hb y86 fff fs5 fc2 sc0 ls9 wsb">ção <span class="_ _4"></span>nº 190: <span class="_ _3"></span>Argentina, Equador<span class="_ _5"></span>, Fiji, <span class="_ _3"></span>Namíbia, Somália <span class="_ _4"></span>e <span class="_ _4"></span>Uruguai. <span class="_ _4"></span>Os <span class="_ _4"></span>paíse<span class="_ _8"></span>s </div><div class="t m674 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">que <span class="_ _4"></span>raticaram estão <span class="_ _4"></span>l<span class="_ _4"></span>egalmente <span class="_ _4"></span>vinculados às <span class="_ _3"></span>disposiçõe<span class="_ _8"></span>s <span class="_ _4"></span>da <span class="_ _4"></span>convenção </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">um ano após a raticação<span class="_ _4"></span>.</div><div class="t m5 x19 hb y89 fff fs5 fc2 sc0 ls39 ws48">A <span class="_ _8"></span>convenção dene <span class="_ _8"></span>a <span class="_ _8"></span>violência <span class="_ _8"></span>e <span class="_ _8"></span>o <span class="_ _8"></span>assédio <span class="_ _8"></span>como <span class="_ _8"></span>“um <span class="_ _8"></span>conjunto <span class="_ _8"></span>de </div><div class="t m675 x3a hb y6b fff fs5 fc2 sc0 lsc wse">comportament<span class="_ _4"></span>os <span class="_ _8"></span>e práticas <span class="_ _8"></span>inaceitáveis” que <span class="_ _8"></span>“visem, <span class="_ _8"></span>causem, <span class="_ _8"></span>ou <span class="_ _8"></span>sejam </div><div class="t m676 x3a hb y6c fff fs5 fc2 sc0 ls9 wsb">susceptíveis <span class="_ _3"></span>de causar <span class="_ _3"></span>dano físico<span class="_ _4"></span>, <span class="_ _4"></span>psicol<span class="_ _4"></span>ógico<span class="_ _4"></span>, <span class="_ _4"></span>sexual ou <span class="_ _3"></span>econômico” (OIT<span class="_ _6"></span>, </div><div class="t m677 x3a hb y6d fff fs5 fc2 sc0 lsd wsf">2019, <span class="_ _4"></span>p<span class="_ _4"></span>. <span class="_ _4"></span>2). <span class="_ _4"></span>Essa <span class="_ _3"></span>denição abrange<span class="_ _3"></span>, entre <span class="_ _3"></span>outros, o <span class="_ _3"></span>abuso físico<span class="_ _3"></span>, o <span class="_ _3"></span>abuso v<span class="_ _3"></span>er<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m678 x3a hb y6e fff fs5 fc2 sc0 lsa wsc">bal, <span class="_ _4"></span>o <span class="_ _4"></span><span class="ff1f">bull<span class="_ _4"></span>ying<span class="fff ls5f ws82"> <span class="_ _4"></span>e o <span class="ff1f lsa wsc">mobbing</span><span class="ls0 ws0">,</span></span></span></div><div class="t m679 x23 h18 y30b ff1b fs9 fc2 sc0 ls58 ws7a">57</div><div class="t m678 xcd hb y6e fff fs5 fc2 sc0 lsa wsc"> <span class="_ _4"></span>o <span class="_ _4"></span>assédio sexual, as <span class="_ _3"></span>ameaças e <span class="_ _3"></span>a perseguição. </div><div class="t m97 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">Associada <span class="_ _4"></span>à sua <span class="_ _3"></span>recomendação compl<span class="_ _3"></span>ementar (de <span class="_ _4"></span>nº <span class="_ _4"></span>206), estabel<span class="_ _4"></span>ece <span class="_ _4"></span>um </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">quadro comum de ações para pre<span class="_ _4"></span>venir e combater a viol<span class="_ _3"></span>ência e o ass<span class="_ _8"></span>édio </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">no mundo do trabalho<span class="_ _4"></span>.</div><div class="t m2 x19 hb y72 fff fs5 fc2 sc0 ls0 ws0">Assim, pelo expost<span class="_ _4"></span>o<span class="_ _4"></span>, é <span class="_ _8"></span>possív<span class="_ _4"></span>el concluir <span class="_ _8"></span>que<span class="_ _3"></span>, <span class="_ _8"></span>embora não haja <span class="_ _8"></span>concei-</div><div class="t m67a x3a hb y73 fff fs5 fc2 sc0 lsa wsc">tuação <span class="_ _4"></span>nacional <span class="_ _4"></span>em <span class="_ _4"></span>l<span class="_ _4"></span>egislação <span class="_ _4"></span>f<span class="_ _4"></span>ederal <span class="_ _4"></span>a <span class="_ _4"></span>respeito <span class="_ _3"></span>do que <span class="_ _3"></span>s<span class="_ _8"></span>eja <span class="_ _4"></span>assédio moral, </div><div class="t m67b x3a hb y74 fff fs5 fc2 sc0 lsc wse">a <span class="_ _8"></span>doutrina demonstra <span class="_ _8"></span>de <span class="_ _8"></span>f<span class="_ _3"></span>orma <span class="_ _8"></span>pormenorizada os <span class="_ _8"></span>requisitos do <span class="_ _8"></span>compor<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">tament<span class="_ _4"></span>o moralmente <span class="_ _3"></span>ass<span class="_ _8"></span>ediador<span class="_ _3"></span>, o <span class="_ _3"></span>que traz luz <span class="_ _3"></span>ao tratament<span class="_ _4"></span>o jurídico <span class="_ _3"></span>do </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">tema e ref<span class="_ _3"></span>orça a importância de falarmos a respeit<span class="_ _4"></span>o<span class="_ _4"></span>.</div><div class="t m67c x19 hb y77 fff fs5 fc2 sc0 lse ws10">Ness<span class="_ _8"></span>e <span class="_ _8"></span>sentido, aquele(a) que <span class="_ _8"></span>assedia <span class="_ _8"></span>moralmente <span class="_ _8"></span>pode <span class="_ _8"></span>incorrer <span class="_ _8"></span>em </div><div class="t m67d x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">infração disciplinar <span class="_ _8"></span>e <span class="_ _8"></span>ser <span class="_ _8"></span>responsabilizado(a) <span class="_ _8"></span>na <span class="_ _8"></span>esfera administrativa (no </div><div class="t m67e x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">Senado<span class="_ _4"></span>, embasado <span class="_ _8"></span>pelo procediment<span class="_ _4"></span>o regulado <span class="_ _8"></span>pelo APS <span class="_ _8"></span>nº 8, <span class="_ _8"></span>de 2018); </div><div class="t m3bf x3a hb y7a fff fs5 fc2 sc0 ls23 ws2c">na <span class="_ _8"></span>esfera trabalhista <span class="_ _8"></span>(o art. <span class="_ _8"></span>483, <span class="_ _8"></span><span class="ff1f ws30">a, b<span class="_ _4"></span>, c, d, e<span class="_ _4"></span>, g,<span class="fff ws2c"> da <span class="_ _8"></span>CL<span class="_ _6"></span>T <span class="_ _8"></span>traz <span class="_ _8"></span>hipótes<span class="_ _8"></span>es <span class="_ _8"></span>de </span></span></div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">extinção do <span class="_ _4"></span>contrat<span class="_ _4"></span>o de trabalho <span class="_ _4"></span>de f<span class="_ _3"></span>orma indireta, hipótese<span class="_ _8"></span>s que <span class="_ _4"></span>podem </div><div class="t m67f x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">ser aplicadas <span class="_ _4"></span>àquel<span class="_ _4"></span>e <span class="_ _4"></span>que <span class="_ _4"></span>sofre <span class="_ _4"></span>humilhação <span class="_ _4"></span>moral); na <span class="_ _3"></span>civil (o <span class="_ _3"></span>art. 5º, <span class="_ _4"></span>V <span class="_ _4"></span>e X, </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">da Constituição <span class="_ _4"></span>assegura a proteção <span class="_ _4"></span>à intimidade<span class="_ _3"></span>, à vida <span class="_ _4"></span>priv<span class="_ _4"></span>ada, à <span class="_ _4"></span>honra, </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">à imagem <span class="_ _3"></span>e ao patrimônio <span class="_ _3"></span>moral e <span class="_ _4"></span>material, inclusiv<span class="_ _3"></span>e com a <span class="_ _3"></span>possibilidade </div><div class="t m680 x3a hb y7f fff fs5 fc2 sc0 ls7 ws9">de <span class="_ _8"></span>ressarcimento do <span class="_ _8"></span>dano <span class="_ _8"></span>moral, por <span class="_ _8"></span>exemplo); e <span class="_ _8"></span>penal, pois <span class="_ _8"></span>há <span class="_ _8"></span>condu<span class="ls0 ws0">-</span></div><div class="t m345 x3a hb y80 fff fs5 fc2 sc0 ls23 ws2c">tas <span class="_ _8"></span>latentemente pre<span class="_ _8"></span>sente<span class="_ _8"></span>s <span class="_ _8"></span>no ass<span class="_ _8"></span>édio moral <span class="_ _8"></span>que <span class="_ _8"></span>podem <span class="_ _8"></span>ser <span class="_ _8"></span>tipicadas </div><div class="t m681 x3a hb y81 fff fs5 fc2 sc0 lse ws10">como <span class="_ _8"></span>crimes <span class="_ _8"></span>(ameaça, constrangimento ilegal e <span class="_ _8"></span>crimes <span class="_ _8"></span>contra <span class="_ _8"></span>a <span class="_ _8"></span>honra, </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">por exempl<span class="_ _4"></span>o). </div><div class="t m127 x3a h1a y209 ff1c fs2 fc2 sc0 ls3a ws4a">57<span class="ls0 ws0"> <span class="_ _1e"> </span><span class="ff21 ls3 ws4">Mobbing <span class="ff1c ws25">é o processo no qual o indivíduo é selecionado como alvo, marcado par<span class="_ _3"></span>a ser </span></span></span></div><div class="t m682 x1e h1a y155 ff1c fs2 fc2 sc0 ls54 ws66">ex<span class="_ _4"></span>cluído, agr<span class="_ _4"></span>edido e perseguido, sem cessar<span class="_ _5"></span>, por um indivíduo ou grupo no ambiente </div><div class="t m2 x1e h1a y156 ff1c fs2 fc2 sc0 ls0 ws67">de trabalho. A tônic<span class="_ _4"></span>a do <span class="ff21 ws0">mobbing</span> são as relações simétric<span class="_ _4"></span>as (entre coleg<span class="_ _3"></span>as), enquanto o </div><div class="t m2 x1e h1a y157 ff21 fs2 fc2 sc0 ls0 ws0">bullying<span class="ff1d"> ocorreria nas r<span class="_ _4"></span>elações hierar<span class="_ _4"></span>quizadas (SANT<span class="_ _3"></span>OS, 2019). </span></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">138</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf8c" class="pf wa h0" data-page-no="8c"><div class="pc pc8c wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m683 x19 hb y6a fff fs5 fc2 sc0 lsb wsd">A<span class="_ _4"></span>o <span class="_ _4"></span>contrário <span class="_ _4"></span>do <span class="_ _3"></span>ass<span class="_ _8"></span>édio <span class="_ _4"></span>moral, <span class="_ _4"></span>o <span class="_ _4"></span>assédio sexual <span class="_ _4"></span>possui <span class="_ _4"></span>l<span class="_ _4"></span>egislação <span class="_ _4"></span>especí<span class="ls0 ws0">-</span></div><div class="t m17a x3a hb y86 fff fs5 fc2 sc0 ls9 wsb">ca. <span class="_ _4"></span>O Código <span class="_ _3"></span>Penal, no <span class="_ _3"></span>s<span class="_ _8"></span>eu <span class="_ _4"></span>art. 216-A, <span class="_ _3"></span>dene o <span class="_ _3"></span>ass<span class="_ _8"></span>édio <span class="_ _4"></span>sexual como <span class="_ _4"></span>o <span class="_ _4"></span>at<span class="_ _4"></span>o </div><div class="t m77 x3a hb y87 fff fs5 fc2 sc0 ls24 ws2d">de <span class="_ _4"></span>“constranger <span class="_ _3"></span>alguém, <span class="_ _4"></span>com <span class="_ _4"></span>o <span class="_ _3"></span>intuito <span class="_ _3"></span>de obter <span class="_ _3"></span>vantagem <span class="_ _3"></span>ou f<span class="_ _3"></span>avoreciment<span class="_ _3"></span>o<span class="_ _8"></span> </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">sexual, pre<span class="_ _4"></span>v<span class="_ _4"></span>al<span class="_ _4"></span>ecendo-se o <span class="_ _4"></span>agente da <span class="_ _3"></span>sua condição <span class="_ _4"></span>de superior <span class="_ _3"></span>hierárquico </div><div class="t m684 x3a hb y89 fff fs5 fc2 sc0 ls23 ws2c">ou <span class="_ _8"></span>ascendência inerente<span class="_ _8"></span>s ao <span class="_ _8"></span>exercício <span class="_ _8"></span>de emprego, cargo <span class="_ _8"></span>ou <span class="_ _8"></span>função”. O </div><div class="t m685 x3a hb y6b fff fs5 fc2 sc0 ls9 wsb">assédio sexual no <span class="_ _3"></span>ambiente de <span class="_ _4"></span>trabalho <span class="_ _4"></span>é percebido <span class="_ _3"></span>notoriamente <span class="_ _3"></span>por sua </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">natureza de cunho <span class="_ _8"></span>sexual, <span class="_ _8"></span>característica que é re<span class="_ _8"></span>ssaltada no proce<span class="_ _8"></span>sso de </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">identicação do crime<span class="_ _4"></span>. </div><div class="t m686 x19 hb y6e fff fs5 fc2 sc0 ls0 ws0">É <span class="_ _4"></span>importante atentar <span class="_ _3"></span>que, <span class="_ _3"></span>para que <span class="_ _4"></span>se caracterize <span class="_ _4"></span>assédio sexual, de<span class="_ _3"></span>ve </div><div class="t m687 x3a hb y6f fff fs5 fc2 sc0 lsf ws11">estar <span class="_ _8"></span>pre<span class="_ _8"></span>sente <span class="_ _8"></span>o <span class="_ _8"></span>constrangiment<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _8"></span>re<span class="_ _3"></span>velado <span class="_ _8"></span>pel<span class="_ _4"></span>o atentado <span class="_ _8"></span>à <span class="_ _8"></span>dignidade </div><div class="t m3c8 x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">sexual <span class="_ _8"></span>e <span class="_ _8"></span>pela conduta <span class="_ _8"></span>íntima <span class="_ _8"></span>de não <span class="_ _8"></span>consentimento por <span class="_ _8"></span>parte <span class="_ _8"></span>da pe<span class="_ _8"></span>ssoa </div><div class="t m688 x3a hb y71 fff fs5 fc2 sc0 lse ws10">assediada. <span class="_ _8"></span>E <span class="_ _8"></span>mais: <span class="_ _8"></span>para que <span class="_ _8"></span>s<span class="_ _8"></span>ejam caracterizados <span class="_ _8"></span>o <span class="_ _8"></span>assédio <span class="_ _8"></span>s<span class="_ _8"></span>exual bem </div><div class="t m5bc x3a hb y72 fff fs5 fc2 sc0 ls9 wsb">como <span class="_ _4"></span>o <span class="_ _4"></span>assédio moral, <span class="_ _4"></span>não <span class="_ _4"></span>é <span class="_ _4"></span>necessário que <span class="_ _4"></span>haja <span class="_ _4"></span>confront<span class="_ _3"></span>o ou <span class="_ _4"></span>abordagem </div><div class="t m3df x3a hb y73 fff fs5 fc2 sc0 ls23 ws2c">direta <span class="_ _8"></span>e verbal entre <span class="_ _8"></span>o <span class="_ _8"></span>assediador <span class="_ _8"></span>e <span class="_ _8"></span>assediado <span class="_ _8"></span>– <span class="_ _8"></span>as duas <span class="_ _8"></span>condutas <span class="_ _8"></span>cam </div><div class="t m689 x3a hb y74 fff fs5 fc2 sc0 lsa wsc">consolidadas <span class="_ _4"></span>também <span class="_ _4"></span>por <span class="_ _4"></span>meio <span class="_ _4"></span>de <span class="_ _4"></span>gestos, <span class="_ _3"></span>palavras l<span class="_ _3"></span>ev<span class="_ _3"></span>adas por <span class="_ _3"></span>um terceiro<span class="_ _3"></span>, </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">cartas, e-mail etc. </div><div class="t m215 x19 hb y76 fff fs5 fc2 sc0 ls9 wsb">Entretant<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>para <span class="_ _4"></span>que haja <span class="_ _3"></span>a constatação <span class="_ _3"></span>do assédio sexual, basta <span class="_ _3"></span>que a </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">conduta ocorra uma única v<span class="_ _4"></span>ez, enquant<span class="_ _4"></span>o o assédio moral é caracterizado </div><div class="t m7a x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">por condutas <span class="_ _8"></span>repetitivas e <span class="_ _8"></span>reiteradas por <span class="_ _8"></span>um <span class="_ _8"></span>lapso temporal <span class="_ _8"></span>prol<span class="_ _3"></span>ongado. </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">A diferença ess<span class="_ _8"></span>encial entre as duas <span class="_ _8"></span>modalidades <span class="_ _8"></span>reside na <span class="_ _8"></span>esfera de inte-</div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">ress<span class="_ _8"></span>es <span class="_ _8"></span>tutelados, uma vez que o assédio <span class="_ _8"></span>sexual atenta contra <span class="_ _8"></span>a liberdade </div><div class="t m68a x3a hb y7b fff fs5 fc2 sc0 lsc wse">sexual <span class="_ _8"></span>do <span class="_ _8"></span>indivíduo<span class="_ _4"></span>, enquanto o <span class="_ _8"></span>ass<span class="_ _8"></span>édio moral <span class="_ _8"></span>fere a <span class="_ _8"></span>dignidade psíquica </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">do ser humano. </div><div class="t m68b x19 hb y7d fff fs5 fc2 sc0 lsd wsf">Destaque-s<span class="_ _8"></span>e <span class="_ _4"></span>que <span class="_ _4"></span>o <span class="_ _4"></span>gênero <span class="_ _3"></span>da vítima <span class="_ _3"></span>também não <span class="_ _3"></span>é determinante <span class="_ _3"></span>para a </div><div class="t m41d x3a hb y7e fff fs5 fc2 sc0 lsa wsc">caracterização <span class="_ _4"></span>do <span class="_ _4"></span>assédio sexual como <span class="_ _3"></span>crime. <span class="_ _3"></span>A esse respeito<span class="_ _3"></span>, a <span class="_ _3"></span>“tipicação </div><div class="t m27f x3a hb y7f fff fs5 fc2 sc0 ls8 wsa">especíca é <span class="_ _3"></span>de 2001, <span class="_ _4"></span>quando <span class="_ _4"></span>se introduziu <span class="_ _3"></span>o artigo <span class="_ _3"></span>216-A no <span class="_ _3"></span>Código Penal, </div><div class="t m68c x3a hb y80 fff fs5 fc2 sc0 ls5 ws6">e <span class="_ _4"></span>a prática <span class="_ _3"></span>é punív<span class="_ _4"></span>el <span class="_ _4"></span>independentemente <span class="_ _4"></span>do gêner<span class="_ _4"></span>o”, <span class="_ _4"></span>explica <span class="_ _4"></span>a presidente </div><div class="t m68d x3a hb y81 fff fs5 fc2 sc0 lsf ws11">do <span class="_ _8"></span>Tribunal Superior <span class="_ _8"></span>do <span class="_ _8"></span>Trabalho, ministra <span class="_ _8"></span>Maria <span class="_ _8"></span>Cristina Peduzzi <span class="_ _8"></span>(TST<span class="_ _5"></span>, </div><div class="t m198 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">2019). No <span class="_ _3"></span>entanto<span class="_ _3"></span>, estatisticamente, <span class="_ _3"></span>a prática <span class="_ _3"></span>s<span class="_ _8"></span>e dá <span class="_ _3"></span>preponderantemente </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">em relação às mulheres. </div><div class="t m686 x19 hb y84 fff fs5 fc2 sc0 ls0 ws0">V<span class="_ _5"></span>emos que<span class="_ _3"></span>, para <span class="_ _4"></span>a <span class="_ _4"></span>conguração <span class="_ _4"></span>do dispositiv<span class="_ _4"></span>o <span class="_ _4"></span>penal <span class="_ _4"></span>que v<span class="_ _3"></span>ersa sobre <span class="_ _4"></span>o </div><div class="t m68e x3a hb y85 fff fs5 fc2 sc0 ls22 ws2b">assédio sexual, a <span class="_ _3"></span>condição hierárquica <span class="_ _3"></span>é imprescindível. <span class="_ _3"></span>Contudo, <span class="_ _3"></span>entende<span class="ls0 ws0">-</span></div><div class="t m49c x3a hb y23 fff fs5 fc2 sc0 ls22 ws2b">mos <span class="_ _4"></span>que<span class="_ _4"></span>, <span class="_ _4"></span>no <span class="_ _4"></span>mundo <span class="_ _4"></span>f<span class="_ _3"></span>enomênico, <span class="_ _3"></span>é possív<span class="_ _4"></span>el <span class="_ _4"></span>haver <span class="_ _3"></span>ass<span class="_ _8"></span>édio <span class="_ _3"></span>s<span class="_ _8"></span>exual <span class="_ _4"></span>horizontal </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">139</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf8d" class="pf wa h0" data-page-no="8d"><div class="pc pc8d wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">(sem distinção hierárquica). T<span class="_ _6"></span>al f<span class="_ _4"></span>orma de <span class="_ _4"></span>viol<span class="_ _4"></span>ência sexual, embora escape </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">à tipicação <span class="_ _3"></span>do crime “assédio sexual”, pode <span class="_ _4"></span>congurar outr<span class="_ _4"></span>o crime: <span class="_ _4"></span>o de </div><div class="t me8 x3a hb y87 fff fs5 fc2 sc0 lsc wse">importunação <span class="_ _8"></span>sexual, <span class="_ _8"></span>denido como <span class="_ _8"></span>o <span class="_ _8"></span>at<span class="_ _4"></span>o de <span class="_ _8"></span>“Praticar <span class="_ _8"></span>contra <span class="_ _8"></span>al<span class="_ _4"></span>guém e </div><div class="t m68f x3a hb y88 fff fs5 fc2 sc0 lsc wse">sem <span class="_ _8"></span>a <span class="_ _8"></span>sua anuência <span class="_ _8"></span>ato libidinoso <span class="_ _8"></span>com o <span class="_ _8"></span>objetivo <span class="_ _8"></span>de satisfazer a <span class="_ _8"></span>própria </div><div class="t m690 x3a hb y89 fff fs5 fc2 sc0 lsf ws11">lascívia <span class="_ _8"></span>ou a <span class="_ _8"></span>de <span class="_ _8"></span>terceiro”. <span class="_ _8"></span>T<span class="_ _6"></span>al <span class="_ _8"></span>conduta <span class="_ _8"></span>criminosa <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>incluída <span class="_ _8"></span>no <span class="_ _8"></span>Código </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">Penal em 2018 por intermédio da Lei nº 13.718/18.</div><div class="t m691 x19 hb y6c fff fs5 fc2 sc0 lse ws10">Importante <span class="_ _8"></span>acrescentar <span class="_ _8"></span>que<span class="_ _4"></span>, <span class="_ _8"></span>embora no <span class="_ _8"></span>Direito Penal <span class="_ _8"></span>a <span class="_ _8"></span>relação hie<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">rárquica f<span class="_ _3"></span>aça parte <span class="_ _3"></span>da caracterização <span class="_ _4"></span>do crime <span class="_ _3"></span>de assédio sexual, em <span class="_ _4"></span>caso </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">de vínculo trabalhista, a <span class="_ _8"></span>Justiça do Trabalho <span class="_ _8"></span>pode reconhecer <span class="_ _8"></span>o dano e <span class="_ _8"></span>o </div><div class="t m247 x3a hb y6f fff fs5 fc2 sc0 ls22 ws2b">direit<span class="_ _4"></span>o <span class="_ _4"></span>à <span class="_ _4"></span>reparação<span class="_ _4"></span>, <span class="_ _4"></span>ainda <span class="_ _4"></span>que a <span class="_ _3"></span>vítima não <span class="_ _3"></span>s<span class="_ _8"></span>eja <span class="_ _4"></span>subordinada <span class="_ _4"></span>ao <span class="_ _4"></span>assediador<span class="_ _3"></span>.<span class="_ _8"></span> </div><div class="t m692 x3a hb y70 fff fs5 fc2 sc0 ls5 ws6">São <span class="_ _4"></span>os casos <span class="_ _3"></span>de assédio horizontal, <span class="_ _3"></span>entre col<span class="_ _3"></span>egas de <span class="_ _4"></span>trabalho<span class="_ _4"></span>. <span class="_ _4"></span>A responsa<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">bilidade pela reparação é <span class="_ _4"></span>da empresa (art. 932, inciso III, <span class="_ _4"></span>do Código Civil), </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">e o empregador poderá ajuizar ação de regre<span class="_ _8"></span>sso (ressarcimento) contra o </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">agente assediador<span class="_ _3"></span>.</div><div class="t m693 x19 hb y74 fff fs5 fc2 sc0 ls7 ws9">V<span class="_ _5"></span>ale re<span class="_ _8"></span>ssaltar que <span class="_ _8"></span>a <span class="_ _8"></span>punição <span class="_ _8"></span>pre<span class="_ _3"></span>vista <span class="_ _8"></span>para <span class="_ _8"></span>o <span class="_ _8"></span>crime de <span class="_ _8"></span>ass<span class="_ _8"></span>édio s<span class="_ _8"></span>exual </div><div class="t m679 x3a hb y75 fff fs5 fc2 sc0 lsa wsc">pode <span class="_ _4"></span>chegar <span class="_ _4"></span>a <span class="_ _4"></span>dois <span class="_ _4"></span>anos <span class="_ _4"></span>de <span class="_ _4"></span>detenção<span class="_ _4"></span>, <span class="ff1f">quantum</span> <span class="_ _3"></span>também atribuído <span class="_ _3"></span>à condu</div><div class="t m678 x43 hb y75 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m27f x3a hb y76 fff fs5 fc2 sc0 ls8 wsa">ta <span class="_ _4"></span>de <span class="_ _4"></span>importunação <span class="_ _4"></span>sexual denida <span class="_ _4"></span>pel<span class="_ _3"></span>o art. <span class="_ _4"></span>215-A <span class="_ _4"></span>do <span class="_ _4"></span>Código <span class="_ _4"></span>Penal. <span class="_ _4"></span>Ainda, </div><div class="t m694 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">de <span class="_ _4"></span>acordo com <span class="_ _3"></span>a CL<span class="_ _6"></span>T<span class="_ _6"></span>, pode <span class="_ _3"></span>ens<span class="_ _8"></span>ejar <span class="_ _4"></span>demissão por<span class="_ _4"></span> justa <span class="_ _3"></span>causa e <span class="_ _3"></span>direito <span class="_ _4"></span>à <span class="_ _4"></span>re-</div><div class="t m1e5 x3a hb y78 fff fs5 fc2 sc0 ls22 ws2b">paração <span class="_ _4"></span>do <span class="_ _4"></span>dano<span class="_ _4"></span>. <span class="_ _4"></span>Já <span class="_ _4"></span>na <span class="_ _4"></span>esfera <span class="_ _4"></span>administrativ<span class="_ _4"></span>a, <span class="_ _4"></span>no <span class="_ _4"></span>serviço público<span class="_ _3"></span>, a <span class="_ _3"></span>conduta<span class="_ _8"></span> </div><div class="t m43c x3a hb y79 fff fs5 fc2 sc0 lsc wse">pode gerar <span class="_ _8"></span>abertura <span class="_ _8"></span>de procediment<span class="_ _4"></span>o administrativo, em <span class="_ _8"></span>observ<span class="_ _4"></span>ância ao </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">procediment<span class="_ _3"></span>o e rol de puniçõe<span class="_ _8"></span>s pre<span class="_ _3"></span>vistas pela Lei nº 8.112/1990. </div><div class="t m2 x3a h19 y7d ff11 fs1 fc8 sc0 ls0 ws0">3. <span class="_ _d"> </span> <span class="_ _13"></span>CAMP<span class="_ _6"></span>ANHA DE COMBA<span class="_ _5"></span>TE A<span class="_ _4"></span>O A<span class="_ _3"></span>SSÉDIO – 2019 </div><div class="t m2db x19 hb y7f fff fs5 fc2 sc0 ls0 ws0">As práticas <span class="_ _8"></span>de <span class="_ _8"></span>combate ao <span class="_ _8"></span>ass<span class="_ _8"></span>édio moral <span class="_ _8"></span>e <span class="_ _8"></span>sexual <span class="_ _8"></span>no Senado <span class="_ _8"></span>Federal </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">obedeceram, no ano de 2019, a três fases distintas:</div><div class="t m3c1 x19 hb y81 fff fs5 fc2 sc0 ls0 ws0">Na primeira <span class="_ _3"></span>f<span class="_ _4"></span>ase, <span class="_ _4"></span>f<span class="_ _3"></span>oram produzidas <span class="_ _3"></span>cartilhas de <span class="_ _4"></span>assédio moral <span class="_ _4"></span>e <span class="_ _4"></span>sexual </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">disponibilizadas tanto na f<span class="_ _3"></span>orma <span class="_ _8"></span>impressa (em <span class="_ _8"></span>t<span class="_ _4"></span>otens espalhados <span class="_ _8"></span>pel<span class="_ _4"></span>o Se-</div><div class="t m695 x3a hb y83 fff fs5 fc2 sc0 ls10 ws12">nado) <span class="_ _8"></span>como na <span class="_ _8"></span>Biblioteca <span class="_ _8"></span>Digital <span class="_ _8"></span>do <span class="_ _8"></span>Senado <span class="_ _8"></span>Federal. Paral<span class="_ _3"></span>elamente, a </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">Campanha f<span class="_ _3"></span>oi divulgada nos <span class="_ _4"></span>gabinetes parlamentare<span class="_ _8"></span>s, com <span class="_ _4"></span>a distribuição </div><div class="t m696 x3a hb y85 fff fs5 fc2 sc0 lse ws10">da <span class="_ _8"></span>v<span class="_ _4"></span>ersão <span class="_ _8"></span>física da <span class="_ _8"></span>cartilha. <span class="_ _8"></span>A<span class="_ _4"></span>companhou <span class="_ _8"></span>a campanha <span class="_ _8"></span>a <span class="_ _8"></span>divulgação por </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">cartazes e calendários, os últimos distribuídos às secretarias da Casa:</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">140</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2db xce hb y7f fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">As </span><span class="fc3 sc0">práticas </span><span class="_ _8"></span><span class="fc3 sc0">de </span><span class="_ _8"></span><span class="fc3 sc0">combate </span><span class="fc3 sc0">ao </span><span class="_ _8"></span><span class="fc3 sc0">ass</span><span class="_ _8"></span><span class="fc3 sc0">édio </span><span class="fc3 sc0">moral </span><span class="_ _8"></span><span class="fc3 sc0">e </span><span class="_ _8"></span><span class="fc3 sc0">s</span><span class="fc3 sc0">exual </span><span class="_ _8"></span><span class="fc3 sc0">no </span><span class="fc3 sc0">Senado </span><span class="_ _8"></span><span class="fc3 sc0">Federal </span></div><div class="t m2 xcf hb y80 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">obedeceram, </span><span class="fc3 sc0">no </span><span class="fc3 sc0">ano </span><span class="fc3 sc0">de </span><span class="fc3 sc0">2019, </span><span class="fc3 sc0">a </span><span class="fc3 sc0">trê</span><span class="fc3 sc0">s </span><span class="fc3 sc0">f</span><span class="fc3 sc0">as</span><span class="fc3 sc0">e</span><span class="fc3 sc0">s </span><span class="fc3 sc0">distintas:</span></div><div class="t m3c1 xce hb y81 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">Na </span><span class="fc3 sc0">primeira </span><span class="_ _3"></span><span class="fc3 sc0">f</span><span class="_ _4"></span><span class="fc3 sc0">as</span><span class="fc3 sc0">e</span><span class="fc3 sc0">, </span><span class="_ _4"></span><span class="fc3 sc0">f</span><span class="_ _3"></span><span class="fc3 sc0">oram </span><span class="fc3 sc0">pr</span><span class="fc3 sc0">oduzidas </span><span class="_ _3"></span><span class="fc3 sc0">cartilhas </span><span class="fc3 sc0">de </span><span class="_ _4"></span><span class="fc3 sc0">ass</span><span class="fc3 sc0">édio </span><span class="fc3 sc0">moral </span><span class="_ _4"></span><span class="fc3 sc0">e </span><span class="_ _4"></span><span class="fc3 sc0">s</span><span class="fc3 sc0">exual </span></div><div class="t m2 xcf hb y82 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">disponibilizadas </span><span class="fc3 sc0">tant</span><span class="fc3 sc0">o </span><span class="fc3 sc0">na </span><span class="fc3 sc0">f</span><span class="_ _3"></span><span class="fc3 sc0">orma </span><span class="_ _8"></span><span class="fc3 sc0">impre</span><span class="fc3 sc0">ssa </span><span class="fc3 sc0">(em </span><span class="_ _8"></span><span class="fc3 sc0">t</span><span class="_ _4"></span><span class="fc3 sc0">otens </span><span class="fc3 sc0">e</span><span class="fc3 sc0">spalhados </span><span class="_ _8"></span><span class="fc3 sc0">pel</span><span class="_ _4"></span><span class="fc3 sc0">o </span><span class="fc3 sc0">Se-</span></div><div class="t m695 xcf hb y83 fff fs5 fc2 sc0 ls10 ws12"><span class="fc3 sc0">nado) </span><span class="_ _8"></span><span class="fc3 sc0">como </span><span class="fc3 sc0">na </span><span class="_ _8"></span><span class="fc3 sc0">Biblioteca </span><span class="_ _8"></span><span class="fc3 sc0">Digital </span><span class="_ _8"></span><span class="fc3 sc0">do </span><span class="_ _8"></span><span class="fc3 sc0">Senado </span><span class="_ _8"></span><span class="fc3 sc0">Federal. </span><span class="fc3 sc0">P</span><span class="fc3 sc0">aral</span><span class="_ _3"></span><span class="fc3 sc0">elamente</span><span class="fc3 sc0">, </span><span class="fc3 sc0">a</span><span class="fc3 sc0"> </span></div><div class="t m2 xcf hb y84 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">Campanha </span><span class="fc3 sc0">f</span><span class="_ _3"></span><span class="fc3 sc0">oi </span><span class="fc3 sc0">divul</span><span class="fc3 sc0">gada </span><span class="fc3 sc0">nos </span><span class="_ _4"></span><span class="fc3 sc0">gabinete</span><span class="fc3 sc0">s </span><span class="fc3 sc0">parlamentare</span><span class="_ _8"></span><span class="fc3 sc0">s, </span><span class="fc3 sc0">com </span><span class="_ _4"></span><span class="fc3 sc0">a </span><span class="fc3 sc0">distribuição </span></div><div class="t m696 xcf hb y85 fff fs5 fc2 sc0 lse ws10"><span class="fc3 sc0">da </span><span class="_ _8"></span><span class="fc3 sc0">v</span><span class="_ _4"></span><span class="fc3 sc0">ersão </span><span class="_ _8"></span><span class="fc3 sc0">física </span><span class="fc3 sc0">da </span><span class="_ _8"></span><span class="fc3 sc0">cartilha. </span><span class="_ _8"></span><span class="fc3 sc0">A</span><span class="_ _4"></span><span class="fc3 sc0">companhou </span><span class="_ _8"></span><span class="fc3 sc0">a </span><span class="fc3 sc0">campanha </span><span class="_ _8"></span><span class="fc3 sc0">a </span><span class="_ _8"></span><span class="fc3 sc0">divul</span><span class="fc3 sc0">gação </span><span class="fc3 sc0">por</span><span class="fc3 sc0"> </span></div><div class="t m2 xcf hb y23 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">cartaze</span><span class="fc3 sc0">s </span><span class="fc3 sc0">e </span><span class="fc3 sc0">cal</span><span class="fc3 sc0">endários, </span><span class="fc3 sc0">os </span><span class="fc3 sc0">últimos </span><span class="fc3 sc0">distribuídos </span><span class="fc3 sc0">às </span><span class="fc3 sc0">s</span><span class="fc3 sc0">ecretarias </span><span class="fc3 sc0">da </span><span class="fc3 sc0">Casa:</span></div><div class="t m39b x19 hb y7c fff fs5 fc2 sc0 ls8 wsa">Compl<span class="_ _4"></span>ementando <span class="_ _4"></span>a <span class="_ _4"></span>Fase 1, <span class="_ _3"></span>foi <span class="_ _3"></span>realizada uma <span class="_ _3"></span>mostra de <span class="_ _3"></span>20 publicações </div><div class="t m697 x3a hb y7d fff fs5 fc2 sc0 ls5 ws6">reunidas <span class="_ _4"></span>em <span class="_ _4"></span>vitrine <span class="_ _4"></span>na <span class="_ _4"></span>Biblioteca <span class="_ _4"></span>na <span class="_ _4"></span>temática <span class="_ _4"></span>do <span class="_ _4"></span>Assédio Moral <span class="_ _3"></span>e Sexual, <span class="_ _4"></span>e </div><div class="t m2 x3a hb y7e ff1f fs5 fc2 sc0 ls0 ws0">QR Code<span class="fff"> com acesso a mais de 600 documentos sobre o tema.</span></div><div class="t m2b5 x19 hb y7f fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>or último, foi realizada <span class="_ _8"></span>a exposição <span class="_ _8"></span>da <span class="_ _8"></span>campanha contra <span class="_ _8"></span>o <span class="_ _8"></span>assédio <span class="_ _8"></span>a </div><div class="t m55e x3a hb y80 fff fs5 fc2 sc0 lsc wse">21 <span class="_ _8"></span>repres<span class="_ _8"></span>entantes <span class="_ _8"></span>de <span class="_ _8"></span>empresas <span class="_ _8"></span>terceirizadas pre<span class="_ _8"></span>stadoras <span class="_ _8"></span>de s<span class="_ _8"></span>erviços <span class="_ _8"></span>no </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">Senado Federal. </div><div class="t m2 x19 hb y82 fff fs5 fc2 sc0 ls0 ws0">Na Fase 2, <span class="_ _4"></span>f<span class="_ _3"></span>oi projetada <span class="_ _4"></span>a campanha <span class="_ _4"></span>“Senado<span class="_ _4"></span>, ambiente <span class="_ _3"></span>livre de qual-</div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">quer tipo de assédio”. <span class="_ _8"></span>Foram expost<span class="_ _3"></span>os, no âmbito da Casa, t<span class="_ _4"></span>otens de ma-</div><div class="t m64b x3a hb y84 fff fs5 fc2 sc0 lse ws10">deira <span class="_ _8"></span>(em tamanho <span class="_ _8"></span>real <span class="_ _8"></span>das <span class="_ _8"></span>pessoas <span class="_ _8"></span>repres<span class="_ _8"></span>entadas) <span class="_ _8"></span>e displays <span class="_ _8"></span>ade<span class="_ _8"></span>sivos </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">para monit<span class="_ _4"></span>or com motivos e layouts<span class="_"> </span>da campanha:</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">141</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x19 hb y84 fff fs5 fc2 sc0 ls0 ws0">Na Fase 3, houve a compl<span class="_ _3"></span>ementação da Fase 2 com a abordagem por </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">meio de recursos audiovisuais: f<span class="_ _4"></span>oram produzidos vídeos cuja interl<span class="_ _4"></span>ocução </div><div class="t m698 x3a hb y23 fff fs5 fc2 sc0 ls5 ws6">partiu <span class="_ _4"></span>de servidores dos <span class="_ _4"></span>mais <span class="_ _4"></span>diversos <span class="_ _3"></span>s<span class="_ _8"></span>et<span class="_ _4"></span>ores do <span class="_ _4"></span>Senado <span class="_ _4"></span>Federal, al<span class="_ _3"></span>ém de </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">142</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m699 x3a hb y6a fff fs5 fc2 sc0 ls5 ws6">alguns <span class="_ _3"></span>s<span class="_ _8"></span>enadores. <span class="_ _3"></span>A abordagem <span class="_ _4"></span>e <span class="_ _4"></span>o <span class="_ _4"></span>conteúdo permaneceram <span class="_ _3"></span>em t<span class="_ _3"></span>orno do </div><div class="t m236 x3a hb y86 fff fs5 fc2 sc0 lsc wse">combate <span class="_ _8"></span>ao ass<span class="_ _8"></span>édio moral <span class="_ _8"></span>e <span class="_ _8"></span>sexual, <span class="_ _8"></span>mas <span class="_ _8"></span>o ponto intere<span class="_ _8"></span>ssante <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>exata<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">mente o repert<span class="_ _4"></span>ório e o ref<span class="_ _4"></span>erencial de diversidade de cada participante:</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">143</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws0">4. <span class="_ _d"> </span> <span class="_ _13"></span>NORMA<span class="_ _5"></span>TIV<span class="_ _4"></span>O INTERNO SOBRE O TRA<span class="_ _5"></span>T<span class="_ _3"></span>AMENTO </div><div class="t m2 x4c h19 y86 ff11 fs1 fc8 sc0 ls0 ws0">DOS CA<span class="_ _3"></span>SOS DE A<span class="_ _4"></span>SSÉDIO – APS Nº 8/2018</div><div class="t m182 x19 hb y88 fff fs5 fc2 sc0 ls0 ws0">O <span class="_ _4"></span>At<span class="_ _4"></span>o do <span class="_ _3"></span>Primeiro Secretár<span class="_ _4"></span>io nº <span class="_ _3"></span>8, de <span class="_ _4"></span>2018 <span class="_ _4"></span>(APS <span class="_ _4"></span>nº <span class="_ _4"></span>8/2018), entr<span class="_ _4"></span>ou <span class="_ _4"></span>em </div><div class="t m69a x3a hb y89 fff fs5 fc2 sc0 ls23 ws2c">vigor em <span class="_ _8"></span>27 <span class="_ _8"></span>de <span class="_ _8"></span>dezembr<span class="_ _4"></span>o <span class="_ _8"></span>de 2018, <span class="_ _8"></span>abordando o <span class="_ _8"></span>uxo <span class="_ _8"></span>institucional para </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">tratament<span class="_ _4"></span>o <span class="_ _4"></span>dos casos <span class="_ _3"></span>de assédio moral <span class="_ _3"></span>e sexual no <span class="_ _4"></span>ambiente <span class="_ _4"></span>de trabalho<span class="_ _3"></span>. </div><div class="t m69b x19 hb y6c fff fs5 fc2 sc0 lsb wsd">Uma <span class="_ _4"></span>das <span class="_ _4"></span>novidades <span class="_ _4"></span>trazidas <span class="_ _4"></span>por <span class="_ _3"></span>e<span class="_ _8"></span>ss<span class="_ _8"></span>e <span class="_ _3"></span>ato <span class="_ _3"></span>é a <span class="_ _3"></span>diferenciação <span class="_ _3"></span>entre <span class="_ _4"></span><span class="ff1f">comuni<span class="ls0 ws0">-</span></span></div><div class="t m69c x3a hb y6d ff1f fs5 fc2 sc0 lsd wsf">cação <span class="_ _4"></span><span class="fff">e <span class="_ _4"></span><span class="ff1f">denúncia<span class="fff">, <span class="_ _4"></span>dispositivos <span class="_ _3"></span>que envol<span class="_ _3"></span>vem <span class="_ _3"></span>distintos <span class="_ _3"></span>atores e <span class="_ _3"></span>procedimen<span class="ls0 ws0">-</span></span></span></span></div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">t<span class="_ _4"></span>os internos. A <span class="_ _8"></span><span class="ff1f">comunicação</span> de <span class="_ _8"></span>supost<span class="_ _4"></span>o caso <span class="_ _8"></span>de <span class="_ _8"></span>assédio <span class="_ _8"></span>moral ou <span class="_ _8"></span>sexual </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">pode ser f<span class="_ _4"></span>eita por <span class="_ _4"></span>qualquer <span class="_ _4"></span>pessoa que tenha sofrido <span class="_ _4"></span>ou t<span class="_ _3"></span>omado conheci-</div><div class="t m472 x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">ment<span class="_ _4"></span>o de <span class="_ _8"></span>possível ocorrência <span class="_ _8"></span>de <span class="_ _8"></span>assédio <span class="_ _8"></span>no trabalho. T<span class="_ _5"></span>al <span class="_ _8"></span>comunicação <span class="_ _8"></span>é </div><div class="t md2 x3a hb y71 fff fs5 fc2 sc0 ls8 wsa">f<span class="_ _4"></span>eita <span class="_ _4"></span>à <span class="_ _4"></span>equipe <span class="_ _4"></span>psicossocial <span class="_ _3"></span>do Serviço <span class="_ _3"></span>de Saúde <span class="_ _4"></span>Ocupacional <span class="_ _3"></span>e Qualidade <span class="_ _3"></span>de<span class="_ _8"></span> </div><div class="t m69d x3a hb y72 fff fs5 fc2 sc0 ls22 ws2b">Vida <span class="_ _4"></span>no <span class="_ _4"></span>Trabalho <span class="_ _4"></span>(SESOQ<span class="_ _3"></span>VT), resguardado o <span class="_ _3"></span>sigilo <span class="_ _3"></span>e o <span class="_ _3"></span>anonimato <span class="_ _3"></span>do comu<span class="ls0 ws0">-</span></div><div class="t m69e x3a hb y73 fff fs5 fc2 sc0 ls8 wsa">nicante<span class="_ _4"></span>. <span class="_ _4"></span>Trata-se, <span class="_ _3"></span>pois, de <span class="_ _3"></span>um atendiment<span class="_ _4"></span>o <span class="_ _4"></span>caracterizado <span class="_ _4"></span>pel<span class="_ _3"></span>o acolhiment<span class="_ _4"></span>o </div><div class="t m69f x3a hb y74 fff fs5 fc2 sc0 ls8 wsa">especializado do(a) <span class="_ _3"></span>colaborador(a) e <span class="_ _4"></span>pela <span class="_ _4"></span>orientação <span class="_ _4"></span>sobre <span class="_ _4"></span>o <span class="_ _4"></span>procediment<span class="_ _3"></span>o </div><div class="t m6a0 x3a hb y75 fff fs5 fc2 sc0 ls4 ws5">de <span class="_ _8"></span>denúncia f<span class="_ _4"></span>ormal <span class="_ _8"></span>of<span class="_ _3"></span>erecido <span class="_ _8"></span>pel<span class="_ _4"></span>o <span class="_ _8"></span>Senado<span class="_ _3"></span>, <span class="_ _8"></span>cuja <span class="_ _8"></span>decisão depende <span class="_ _8"></span>tão <span class="_ _8"></span>so<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m6a1 x3a hb y76 fff fs5 fc2 sc0 lsa wsc">mente <span class="_ _4"></span>do(a) <span class="_ _4"></span>comunicante<span class="_ _4"></span>. <span class="_ _4"></span>O(a) <span class="_ _4"></span>comunicante <span class="_ _3"></span>pode ser acompanhado(a) <span class="_ _3"></span>por </div><div class="t m6a2 x3a hb y77 fff fs5 fc2 sc0 ls9 wsb">um <span class="_ _4"></span>prossional <span class="_ _4"></span>dessa equipe <span class="_ _3"></span>de saúde <span class="_ _4"></span>por <span class="_ _4"></span>período <span class="_ _4"></span>indeterminado<span class="_ _4"></span>, <span class="_ _4"></span>visando </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">à restauração ou manutenção da sua saúde ocupacional. </div><div class="t m445 x19 hb y79 fff fs5 fc2 sc0 lsa wsc">Já <span class="_ _4"></span>a <span class="_ _4"></span><span class="ff1f">denúncia<span class="fff"> <span class="_ _4"></span>consiste <span class="_ _4"></span>no <span class="_ _4"></span>registro <span class="_ _3"></span>de ocorrência <span class="_ _3"></span>de f<span class="_ _3"></span>ato <span class="_ _3"></span>considerado as<span class="ls0 ws0">-</span></span></span></div><div class="t m65b x3a hb y7a fff fs5 fc2 sc0 lsa wsc">sédio moral <span class="_ _3"></span>ou sexual, realizado <span class="_ _3"></span>na Secretaria <span class="_ _3"></span>de P<span class="_ _3"></span>olícia do <span class="_ _3"></span>Senado Federal </div><div class="t m6a3 x3a hb y7b fff fs5 fc2 sc0 ls9 wsb">(SPOL), <span class="_ _4"></span>por qual<span class="_ _3"></span>quer pessoa que <span class="_ _3"></span>tome <span class="_ _3"></span>conhecimento <span class="_ _4"></span>diret<span class="_ _4"></span>o <span class="_ _4"></span>ou <span class="_ _4"></span>indiret<span class="_ _4"></span>o <span class="_ _4"></span>do </div><div class="t m6a4 x3a hb y7c fff fs5 fc2 sc0 lsd wsf">f<span class="_ _3"></span>ato<span class="_ _3"></span>. Esse registr<span class="_ _4"></span>o <span class="_ _4"></span>l<span class="_ _3"></span>ev<span class="_ _4"></span>ará <span class="_ _3"></span>a um <span class="_ _3"></span>procedimento <span class="_ _3"></span>apuratório <span class="_ _3"></span>preliminar f<span class="_ _3"></span>eito <span class="_ _3"></span>pela </div><div class="t mcd x3a hb y7d fff fs5 fc2 sc0 ls5 ws6">equipe <span class="_ _4"></span>de policiais <span class="_ _3"></span>legislativ<span class="_ _4"></span>os e<span class="_ _3"></span>, caso <span class="_ _3"></span>haja tipicação <span class="_ _4"></span>penal, <span class="_ _4"></span>à <span class="_ _4"></span>abertura de </div><div class="t m57 x3a hb y7e fff fs5 fc2 sc0 ls9 wsb">inquérit<span class="_ _4"></span>o <span class="_ _4"></span>policial <span class="_ _4"></span>ou termo <span class="_ _3"></span>circunstanciado e <span class="_ _3"></span>posterior encaminhament<span class="_ _3"></span>o à </div><div class="t m4fc x3a hb y7f fff fs5 fc2 sc0 ls5 ws6">aut<span class="_ _4"></span>oridade <span class="_ _4"></span>competente<span class="_ _3"></span>. P<span class="_ _4"></span>aral<span class="_ _4"></span>elamente<span class="_ _3"></span>, hav<span class="_ _4"></span>endo <span class="_ _4"></span>ou nã<span class="_ _4"></span>o tipi<span class="_ _4"></span>cação p<span class="_ _4"></span>enal, </div><div class="t m51f x3a hb y80 fff fs5 fc2 sc0 lsd wsf">a <span class="_ _4"></span>SPOL <span class="_ _4"></span>encaminha <span class="_ _4"></span>à <span class="_ _4"></span>Diret<span class="_ _3"></span>oria-Geral do <span class="_ _3"></span>Senado uma <span class="_ _3"></span>cópia da <span class="_ _3"></span>denúncia para </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">que seja autuado proce<span class="_ _8"></span>sso administrativo<span class="_ _3"></span>. </div><div class="t m6a5 x19 hb y82 fff fs5 fc2 sc0 lsc wse">A<span class="_ _4"></span>demais, o <span class="_ _8"></span>APS <span class="_ _8"></span>nº <span class="_ _8"></span>8/2018 prev<span class="_ _3"></span>ê <span class="_ _8"></span>a <span class="_ _8"></span>adoção<span class="_ _3"></span>, <span class="_ _8"></span>por <span class="_ _8"></span>parte da <span class="_ _8"></span>Diretoria-Ge<span class="_ _3"></span><span class="ls0 ws0">-</span></div><div class="t m6a6 x3a hb y83 fff fs5 fc2 sc0 lse ws10">ral, <span class="_ _8"></span>de medidas <span class="_ _8"></span>acautelatórias em <span class="_ _8"></span>relação <span class="_ _8"></span>à pe<span class="_ _8"></span>ssoa <span class="_ _8"></span>of<span class="_ _4"></span>endida <span class="_ _8"></span>durante o </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">andament<span class="_ _4"></span>o do <span class="_ _8"></span>processo administrativo, tais como <span class="_ _8"></span>alteração de <span class="_ _8"></span>l<span class="_ _3"></span>otação <span class="_ _8"></span>e </div><div class="t m378 x3a hb y85 fff fs5 fc2 sc0 ls4 ws5">de jornada <span class="_ _8"></span>de <span class="_ _8"></span>trabalho<span class="_ _3"></span>, <span class="_ _8"></span>manutenção do <span class="_ _8"></span>cargo <span class="_ _8"></span>ou função <span class="_ _8"></span>comissionada e </div><div class="t m3cf x3a hb y23 fff fs5 fc2 sc0 ls9 wsb">encaminhament<span class="_ _4"></span>o <span class="_ _4"></span>para <span class="_ _4"></span>se<span class="_ _8"></span>ssões de <span class="_ _4"></span>mediação <span class="_ _4"></span>de <span class="_ _4"></span>conit<span class="_ _4"></span>os com <span class="_ _3"></span>prossionais </div><div class="t m2 x3a hb y251 fff fs5 fc2 sc0 ls0 ws0">do SESOQ<span class="_ _4"></span>VT<span class="_ _6"></span>. </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">144</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m6a7 x19 hb y6a fff fs5 fc2 sc0 ls5 ws6">P<span class="_ _4"></span>or <span class="_ _4"></span>m, o <span class="_ _3"></span>ato <span class="_ _3"></span>normativo pre<span class="_ _3"></span>vê <span class="_ _3"></span>a conf<span class="_ _3"></span>ecção de <span class="_ _4"></span>relat<span class="_ _4"></span>órios <span class="_ _4"></span>anuais com <span class="_ _3"></span>as </div><div class="t m15b x3a hb y86 fff fs5 fc2 sc0 lsc wse">estatísticas <span class="_ _8"></span>dos <span class="_ _8"></span>casos de <span class="_ _8"></span>suposto ass<span class="_ _8"></span>édio moral <span class="_ _8"></span>ou <span class="_ _8"></span>sexual, <span class="_ _8"></span>consolidados </div><div class="t m6a8 x3a hb y87 fff fs5 fc2 sc0 lse ws10">pel<span class="_ _4"></span>o <span class="_ _8"></span>SESOQ<span class="_ _3"></span>VT <span class="_ _8"></span>em <span class="_ _8"></span>parceria <span class="_ _8"></span>com a <span class="_ _8"></span>SPOL <span class="_ _8"></span>e <span class="_ _8"></span>a Diretoria-Geral. Igualmente </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">pre<span class="_ _4"></span>v<span class="_ _4"></span>ê a <span class="_ _8"></span>adoção <span class="_ _8"></span>de açõe<span class="_ _8"></span>s permanente<span class="_ _8"></span>s <span class="_ _8"></span>de prev<span class="_ _3"></span>enção <span class="_ _8"></span>à <span class="_ _8"></span>prática de <span class="_ _8"></span>assédio </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">no trabalho<span class="_ _4"></span>. </div><div class="t m2 x3a h19 y6d ff11 fs1 fc8 sc0 ls0 ws0">5. <span class="_ _d"> </span> <span class="_ _13"></span>EST<span class="_ _5"></span>A<span class="_ _3"></span>TÍSTICA<span class="_ _3"></span>S DOS CA<span class="_ _3"></span>SOS </div><div class="t m6a9 x19 hb y6f fff fs5 fc2 sc0 ls8 wsa">O <span class="_ _4"></span>APS <span class="_ _4"></span>nº <span class="_ _4"></span>8/2018 <span class="_ _4"></span>pre<span class="_ _4"></span>v<span class="_ _4"></span>ê<span class="_ _4"></span>, <span class="_ _4"></span>no <span class="_ _4"></span>art. <span class="_ _4"></span>13, <span class="_ _4"></span>que <span class="_ _4"></span>“o <span class="_ _4"></span>SESOQ<span class="_ _4"></span>VT <span class="_ _4"></span>elaborará <span class="_ _4"></span>relat<span class="_ _4"></span>órios </div><div class="t m6aa x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">anuais <span class="_ _8"></span>com as <span class="_ _8"></span>estatísticas <span class="_ _8"></span>de <span class="_ _8"></span>comunicação e <span class="_ _8"></span>denúncia <span class="_ _8"></span>de ass<span class="_ _8"></span>édio <span class="_ _8"></span>moral </div><div class="t m6ab x3a hb y71 fff fs5 fc2 sc0 ls5 ws6">ou <span class="_ _4"></span>sexual no <span class="_ _4"></span>Senado <span class="_ _4"></span>Federal, <span class="_ _3"></span>re<span class="_ _8"></span>speitado o <span class="_ _3"></span>sigilo <span class="_ _3"></span>dos env<span class="_ _4"></span>ol<span class="_ _4"></span>vidos, <span class="_ _4"></span>e <span class="_ _4"></span>proporá </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">ações <span class="_ _8"></span>de pre<span class="_ _4"></span>venção visando garantir um meio <span class="_ _8"></span>ambiente de trabalho livre </div><div class="t m1fa x3a hb y73 fff fs5 fc2 sc0 ls22 ws2b">de <span class="_ _4"></span>viol<span class="_ _4"></span>ência”. <span class="_ _4"></span>Assim, <span class="_ _4"></span>a <span class="_ _4"></span>partir <span class="_ _4"></span>de <span class="_ _4"></span>2019, <span class="_ _4"></span>aquel<span class="_ _4"></span>e <span class="_ _4"></span>serviço passou <span class="_ _4"></span>a <span class="_ _4"></span>computar <span class="_ _4"></span>os </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">dados estatísticos dos <span class="_ _3"></span>casos de <span class="_ _4"></span>supost<span class="_ _4"></span>o assédio moral <span class="_ _3"></span>e sexual, t<span class="_ _4"></span>otalizan-</div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">do<span class="_ _4"></span>, até o moment<span class="_ _4"></span>o<span class="_ _4"></span>, dois relat<span class="_ _4"></span>órios com dados ref<span class="_ _4"></span>erentes ao ano anterior<span class="_ _3"></span>. </div><div class="t m2 x19 hb y76 fff fs5 fc2 sc0 ls0 ws0">T<span class="_ _5"></span>endo isso <span class="_ _4"></span>em <span class="_ _4"></span>vista, percebemos <span class="_ _3"></span>no ano de <span class="_ _3"></span>2019 uma nítida <span class="_ _3"></span>prev<span class="_ _3"></span>alên-</div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">cia de comunicações de <span class="_ _8"></span>assédio (T<span class="_ _5"></span>abela 1), em detrimento das denúncias </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>ormalizadas, o que é compreensív<span class="_ _3"></span>el, pois há uma tendência à <span class="_ _4"></span>inibição na </div><div class="t m6ac x3a hb y79 fff fs5 fc2 sc0 ls5 ws6">f<span class="_ _3"></span>ormalização de <span class="_ _4"></span>queixas <span class="_ _4"></span>dess<span class="_ _8"></span>e tipo<span class="_ _3"></span>, sobretudo <span class="_ _3"></span>pelo <span class="_ _3"></span>temor de <span class="_ _4"></span>retaliações e </div><div class="t m6ad x3a hb y7a fff fs5 fc2 sc0 ls9 wsb">pela <span class="_ _4"></span>f<span class="_ _3"></span>alta de <span class="_ _4"></span>f<span class="_ _3"></span>amiliaridade com <span class="_ _4"></span>o <span class="_ _4"></span>uxo <span class="_ _4"></span>das <span class="_ _4"></span>denúncias (anal, <span class="_ _3"></span>tratava-se de </div><div class="t m6ae x3a hb y7b fff fs5 fc2 sc0 ls5 ws6">um <span class="_ _4"></span>dispositivo <span class="_ _4"></span>novo <span class="_ _3"></span>na Casa). <span class="_ _3"></span>Já em <span class="_ _4"></span>2020, <span class="_ _4"></span>os númer<span class="_ _4"></span>os <span class="_ _4"></span>caíram <span class="_ _4"></span>vertiginosa<span class="ls0 ws0">-</span></div><div class="t m4ef x3a hb y7c fff fs5 fc2 sc0 lsb wsd">mente<span class="_ _4"></span>, <span class="_ _4"></span>e <span class="_ _3"></span>a quantidade <span class="_ _3"></span>de comunicações e <span class="_ _3"></span>denúncias <span class="_ _4"></span>caram <span class="_ _4"></span>equilibradas<span class="_ _4"></span>. <span class="_ _3"></span>O<span class="_ _8"></span> </div><div class="t m6af x3a hb y7d fff fs5 fc2 sc0 ls8 wsa">advent<span class="_ _3"></span>o da <span class="_ _3"></span>pandemia e <span class="_ _3"></span>do trabalho <span class="_ _3"></span>em <span class="ff20">home <span class="_ _4"></span>ofce<span class="fff"> <span class="_ _4"></span>ou <span class="_ _4"></span>escalas certamente </span></span></div><div class="t m6b0 x3a hb y7e fff fs5 fc2 sc0 ls23 ws2c">contribuíram <span class="_ _8"></span>para e<span class="_ _8"></span>sse <span class="_ _8"></span>cenário, por <span class="_ _8"></span>gerar distanciamento físico <span class="_ _8"></span>entre <span class="_ _8"></span>os </div><div class="t ma4 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">colaboradores, <span class="_ _8"></span>distanciamento dos <span class="_ _8"></span>canais de <span class="_ _8"></span>comunicação e <span class="_ _8"></span>denúncia <span class="_ _8"></span>e<span class="_ _4"></span>, </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">tal<span class="_ _4"></span>vez, <span class="_ _4"></span>a baixa disponibilidade subjetiv<span class="_ _3"></span>a (devido ao <span class="_ _4"></span>estre<span class="_ _8"></span>sse da pandemia) </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">para dar seguimento a tais empreitadas<span class="_ _3"></span>. </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">145</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf93" class="pf wa h0" data-page-no="93"><div class="pc pc93 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m6b1 x19 h14 y6a ff12 fs5 fc2 sc0 lsc ws31">T<span class="_ _5"></span>abela 1<span class="fff ls23 ws2c">. <span class="_ _8"></span>Quantidade e <span class="_ _8"></span>percentual <span class="_ _8"></span>de comunicaçõe<span class="_ _8"></span>s <span class="_ _8"></span>e denúncias <span class="_ _8"></span>de </span></div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">assédio, por ano:</div><div class="t m2 xd0 h23 y30c ff12 fs2 fc2 sc0 ls0 ws0">Comunicação / Denúncia</div><div class="t m2 xc2 h23 y30d ff12 fs2 fc2 sc0 ls0 ws0">Qtde </div><div class="t m2 xc2 h23 y30e ff12 fs2 fc2 sc0 ls0 ws0">2019</div><div class="t m2 xd1 h23 y30d ff12 fs2 fc2 sc0 ls0 ws0">% </div><div class="t m2 xba h23 y30e ff12 fs2 fc2 sc0 ls0 ws0">2019</div><div class="t m2 x35 h23 y30d ff12 fs2 fc2 sc0 ls0 ws0">Qtde </div><div class="t m2 x35 h23 y30e ff12 fs2 fc2 sc0 ls0 ws0">2020</div><div class="t m2 xd2 h23 y30d ff12 fs2 fc2 sc0 ls0 ws0">%</div><div class="t m2 xc3 h23 y30e ff12 fs2 fc2 sc0 ls0 ws0">2020</div><div class="t m2 x71 hc y30f fff fs2 fc2 sc0 ls0 ws0">Casos não denunciados (comuni-</div><div class="t m2 x71 hc y310 fff fs2 fc2 sc0 ls0 ws0">cação de assédio)</div><div class="t m2 x1c hc y311 fff fs2 fc2 sc0 ls0 ws0">43<span class="_ _5c"> </span>67%<span class="_ _3d"> </span>7<span class="_ _5d"> </span>50%</div><div class="t m2 x71 hc y312 fff fs2 fc2 sc0 ls0 ws0">Casos denunciados (registros de </div><div class="t m2 x71 hc y313 fff fs2 fc2 sc0 ls0 ws0">ocorrências)</div><div class="t m2 x1c hc y314 fff fs2 fc2 sc0 ls0 ws0">21<span class="_ _5c"> </span>33%<span class="_ _3d"> </span>7<span class="_ _5d"> </span>50%</div><div class="t m2 x71 h23 y315 ff12 fs2 fc2 sc0 ls0 ws0">T<span class="_ _3"></span>otal<span class="_ _5e"> </span>64<span class="_ _5f"> </span>100%<span class="_ _1d"> </span>14<span class="_ _5f"> </span>100%</div><div class="t m6b2 x19 hb y6f fff fs5 fc2 sc0 ls5 ws6">Observamos, <span class="_ _3"></span>em ambos <span class="_ _4"></span>os anos <span class="_ _3"></span>computados, a <span class="_ _3"></span>acentuada primazia <span class="_ _4"></span>de </div><div class="t m6b3 x3a hb y70 fff fs5 fc2 sc0 lsb wsd">casos <span class="_ _4"></span>de <span class="_ _4"></span>supost<span class="_ _3"></span>o assédio moral, <span class="_ _3"></span>em detriment<span class="_ _3"></span>o <span class="_ _4"></span>do <span class="_ _4"></span>assédio sexual, <span class="_ _4"></span>conf<span class="_ _3"></span>orme<span class="_ _8"></span> </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">T<span class="_ _5"></span>abela 2, abaixo<span class="_ _3"></span>, o que <span class="_ _3"></span>é e<span class="_ _8"></span>sperado<span class="_ _3"></span>, visto <span class="_ _3"></span>que as condutas <span class="_ _4"></span>que podem <span class="_ _4"></span>vir a </div><div class="t m6b4 x3a hb y72 fff fs5 fc2 sc0 lsb wsd">caracterizar <span class="_ _4"></span>o <span class="_ _4"></span>assédio moral <span class="_ _3"></span>são mais <span class="_ _3"></span>abrangente<span class="_ _8"></span>s <span class="_ _3"></span>que as <span class="_ _3"></span>de assédio sexual. </div><div class="t m2 x19 h14 y73 ff12 fs5 fc2 sc0 ls0 ws0">T<span class="_ _5"></span>abela 2<span class="fff">. Percentual de casos, de acordo com sua tipologia:</span></div><div class="t m2 x71 h23 y316 ff12 fs2 fc2 sc0 ls0 ws0">Tipo<span class="_ _60"> </span>2019<span class="_ _37"> </span>2020</div><div class="t m2 x71 hc y317 fff fs2 fc2 sc0 ls0 ws0">Assédio moral<span class="_ _61"> </span>84%<span class="_ _3a"> </span>79%</div><div class="t m2 x71 hc y318 fff fs2 fc2 sc0 ls0 ws0">Assédio s<span class="_ _8"></span>exual<span class="_ _62"> </span>16%<span class="_ _3a"> </span>21%</div><div class="t m2 x71 h23 y319 ff12 fs2 fc2 sc0 ls0 ws0">T<span class="_ _3"></span>otal<span class="_ _2b"> </span>100%<span class="_ _34"> </span>100%</div><div class="t m6b5 x19 hb y79 fff fs5 fc2 sc0 ls0 ws0">Al<span class="_ _4"></span>ém disso, é <span class="_ _8"></span>uma <span class="_ _8"></span>v<span class="_ _3"></span>ariável <span class="_ _8"></span>comum nos <span class="_ _8"></span>anos <span class="_ _8"></span>pesquisados <span class="_ _8"></span>o fat<span class="_ _3"></span>o <span class="_ _8"></span>de as </div><div class="t m489 x3a hb y7a fff fs5 fc2 sc0 lsc wse">mulheres <span class="_ _8"></span>s<span class="_ _8"></span>erem os <span class="_ _8"></span>maiores <span class="_ _8"></span>alv<span class="_ _4"></span>os <span class="_ _8"></span>de suposto ass<span class="_ _8"></span>édio moral <span class="_ _8"></span>ou <span class="_ _8"></span>sexual, <span class="_ _8"></span>o </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">que também não surpreende<span class="_ _4"></span>, pois há ampla literatura a ess<span class="_ _8"></span>e respeito<span class="_ _3"></span>. </div><div class="t m2 x3a h14 y7d ff12 fs5 fc2 sc0 ls0 ws0">T<span class="_ _5"></span>abela 3<span class="fff">. Percentual de ofendidos(as) por ano<span class="_ _3"></span>, de acordo com o s<span class="_ _8"></span>exo:</span></div><div class="t m2 xd3 h23 y31a ff12 fs2 fc2 sc0 ls0 ws0">Sexo<span class="_ _63"> </span>2019<span class="_ _64"> </span>2020</div><div class="t m2 x71 hc y31b fff fs2 fc2 sc0 ls0 ws0">Homens<span class="_ _65"> </span>17%<span class="_ _64"> </span>21%</div><div class="t m2 x71 hc y31c fff fs2 fc2 sc0 ls0 ws0">Mulheres<span class="_ _66"> </span>77%<span class="_ _64"> </span>57%</div><div class="t m2 x71 hc y31d fff fs2 fc2 sc0 ls0 ws0">Equipe (ambos os sexos) </div><div class="t m2 x42 h3e y31e ff1b fs1d fc2 sc0 ls0 ws0">58</div><div class="t m2 xa7 hc y31f fff fs2 fc2 sc0 ls0 ws0">6%<span class="_ _67"> </span>21%</div><div class="t m2 x71 h23 y320 ff12 fs2 fc2 sc0 ls0 ws0">T<span class="_ _3"></span>otal<span class="_ _68"> </span>100%<span class="_ _69"> </span>100%</div><div class="t m6b6 x3a h1a y321 ff1c fs2 fc2 sc0 ls0 ws0">58<span class="ws25"> <span class="_ _1e"> </span>Aqui estamos nos re<span class="_ _4"></span>ferindo a c<span class="_ _4"></span>asos em que não se trat<span class="_ _4"></span>a de uma única pessoa ofendida, </span></div><div class="t m4ed x1e h1a y322 ff1c fs2 fc2 sc0 ls8 ws26">mas um grupo de pessoas que se sente of<span class="_ _3"></span>endida por ações de um mesmo ofensor<span class="_ _6"></span>. A equipe </div><div class="t m11e x1e h1a y323 ff1c fs2 fc2 sc0 ls1f ws25">pode ser compost<span class="_ _4"></span>a por pessoas de qualquer sex<span class="_ _4"></span>o, qualquer vínculo funcional, qualquer </div><div class="t m2 x1e h1a y324 ff1c fs2 fc2 sc0 ls0 ws0">cor/raç<span class="_ _4"></span>a. </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">146</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf94" class="pf wa h0" data-page-no="94"><div class="pc pc94 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t ma9 x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">Os re<span class="_ _8"></span>sultados <span class="_ _8"></span>por cor/raça <span class="_ _8"></span>também <span class="_ _8"></span>merecem de<span class="_ _8"></span>staque (T<span class="_ _3"></span>abela <span class="_ _8"></span>4): as </div><div class="t m6b7 x3a hb y86 fff fs5 fc2 sc0 lsd wsf">pessoas brancas <span class="_ _3"></span>e pardas <span class="_ _3"></span>trouxeram mais <span class="_ _3"></span>queixas <span class="_ _4"></span>de <span class="_ _4"></span>supost<span class="_ _4"></span>o <span class="_ _4"></span>assédio que <span class="_ _3"></span>as </div><div class="t m6b8 x3a hb y87 fff fs5 fc2 sc0 ls5 ws6">pessoas das <span class="_ _4"></span>demais <span class="_ _4"></span>cores e <span class="_ _4"></span>raças<span class="_ _4"></span>. <span class="_ _4"></span>P<span class="_ _4"></span>orém, <span class="_ _4"></span>ao contrário <span class="_ _3"></span>dos dados <span class="_ _3"></span>por sexo, </div><div class="t m6b9 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">os <span class="_ _4"></span>dados p<span class="_ _4"></span>or cor/raç<span class="_ _4"></span>a, em <span class="_ _3"></span>termos absolut<span class="_ _3"></span>os, não <span class="_ _3"></span>coincidem com <span class="_ _4"></span>os <span class="_ _4"></span>dados </div><div class="t m6ba x3a hb y89 fff fs5 fc2 sc0 lsb wsd">relativos<span class="_ _3"></span>. Em <span class="_ _3"></span>outras palavras, <span class="_ _3"></span>há mais <span class="_ _3"></span>pe<span class="_ _8"></span>ssoas <span class="_ _3"></span>brancas e <span class="_ _3"></span>pardas trabalhando </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">no Senado, então é <span class="_ _8"></span>natural que <span class="_ _8"></span>o número <span class="_ _8"></span>de ofendidos(as) dessas <span class="_ _8"></span>cores/</div><div class="t m6bb x3a hb y6c fff fs5 fc2 sc0 lsc wse">raças <span class="_ _8"></span>seja <span class="_ _8"></span>maior<span class="_ _3"></span>. <span class="_ _8"></span>L<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>ando em <span class="_ _8"></span>consideração <span class="_ _8"></span>ess<span class="_ _8"></span>e <span class="_ _8"></span>dado (a <span class="_ _8"></span>composição <span class="_ _8"></span>da </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>orça de trabalho da <span class="_ _3"></span>Casa), as pessoas amarelas f<span class="_ _3"></span>oram as <span class="_ _4"></span>mais assediadas </div><div class="t m6bc x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">(são tão <span class="_ _8"></span>poucas <span class="_ _8"></span>pessoas <span class="_ _8"></span>que <span class="_ _8"></span>se <span class="_ _8"></span>aut<span class="_ _4"></span>odenominam amarelas <span class="_ _8"></span>que <span class="_ _8"></span>um único </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">caso reportado se torna estatisticamente rele<span class="_ _3"></span>vante). </div><div class="t m12 x3a h14 y71 ff12 fs5 fc2 sc0 ls5 ws7">T<span class="_ _5"></span>abela 4<span class="ff1b ws2f">. Percentual de ofendidos(as) por ano<span class="_ _3"></span>, de acordo com a cor/raça:</span></div><div class="t m2 xd4 h23 y325 ff12 fs2 fc2 sc0 ls0 ws0">Cor/Raça<span class="_ _59"> </span>2019<span class="_ _3c"> </span>2020</div><div class="t m2 x71 hc y326 fff fs2 fc2 sc0 ls0 ws0">Branca<span class="_ _6a"> </span>41%<span class="_ _41"> </span>43%</div><div class="t m2 x71 hc y327 fff fs2 fc2 sc0 ls0 ws0">Parda<span class="_ _6b"> </span>34%<span class="_ _41"> </span>29%</div><div class="t m2 x71 hc y328 fff fs2 fc2 sc0 ls0 ws0">Preta<span class="_ _6c"> </span>6%<span class="_ _38"> </span>0%</div><div class="t m2 x71 hc y329 fff fs2 fc2 sc0 ls0 ws0">Amarela<span class="_ _6d"> </span>5%<span class="_ _38"> </span>7%</div><div class="t m2 x71 hc y32a fff fs2 fc2 sc0 ls0 ws0">Indígena<span class="_ _6e"> </span>0%<span class="_ _38"> </span>0%</div><div class="t m2 x71 hc y32b fff fs2 fc2 sc0 ls0 ws0">Equipe (cor/raça diversas)<span class="_ _5d"> </span>8%<span class="_ _31"> </span>21%</div><div class="t m2 x71 hc y32c fff fs2 fc2 sc0 ls0 ws0">Não inf<span class="_ _4"></span>ormada<span class="_ _6f"> </span>6%<span class="_ _38"> </span>0%</div><div class="t m2 x71 h23 y32d ff12 fs2 fc2 sc0 ls0 ws0">T<span class="_ _3"></span>otal<span class="_ _70"> </span>100%<span class="_ _30"> </span>100%</div><div class="t m6bd x19 hb y7d fff fs5 fc2 sc0 lse ws10">O <span class="_ _8"></span>SESOQ<span class="_ _3"></span>VT <span class="_ _8"></span>fez uma <span class="_ _8"></span>estatística <span class="_ _8"></span>à <span class="_ _8"></span>parte <span class="_ _8"></span>de como <span class="_ _8"></span>os <span class="_ _8"></span>casos <span class="_ _8"></span>chegaram </div><div class="t m6be x3a hb y7e fff fs5 fc2 sc0 ls7 ws9">até <span class="_ _8"></span>ess<span class="_ _8"></span>e s<span class="_ _8"></span>erviço <span class="_ _8"></span>– T<span class="_ _3"></span>abela <span class="_ _8"></span>5. Obs<span class="_ _8"></span>erv<span class="_ _4"></span>a-se <span class="_ _8"></span>que, nos <span class="_ _8"></span>dois <span class="_ _8"></span>anos e<span class="_ _8"></span>studados, <span class="_ _8"></span>a </div><div class="t m6bc x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">maior <span class="_ _8"></span>parte dos <span class="_ _8"></span>casos chegou <span class="_ _8"></span>por <span class="_ _8"></span>iniciativ<span class="_ _4"></span>a própria <span class="_ _8"></span>das pe<span class="_ _8"></span>ssoas <span class="_ _8"></span>af<span class="_ _3"></span>etadas </div><div class="t m37e x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">(sobretudo <span class="_ _4"></span>os[as] <span class="_ _4"></span>of<span class="_ _4"></span>endidos[as]), <span class="_ _4"></span>havendo <span class="_ _3"></span>também encaminhament<span class="_ _3"></span>os por </div><div class="t m6bf x3a hb y81 fff fs5 fc2 sc0 ls5 ws6">parte <span class="_ _4"></span>de set<span class="_ _4"></span>ores parceiros, <span class="_ _3"></span>como o <span class="_ _4"></span>Serviço <span class="_ _4"></span>de Gestão <span class="_ _4"></span>de <span class="_ _4"></span>Estágios (SGEST), </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">e de gest<span class="_ _4"></span>ores. Esses dados nos re<span class="_ _4"></span>velam, <span class="_ _4"></span>a princípio<span class="_ _3"></span>, qual público tem sido </div><div class="t m1ba x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">mais <span class="_ _4"></span>atingido pelas <span class="_ _3"></span>açõe<span class="_ _8"></span>s <span class="_ _4"></span>educativ<span class="_ _4"></span>as <span class="_ _4"></span>da campanha <span class="_ _3"></span>de assédio, <span class="_ _3"></span>a pont<span class="_ _3"></span>o de </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">conhecerem o uxo de comunicação dess<span class="_ _8"></span>e tipo de prática. </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">147</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a h14 y6a ff12 fs5 fc2 sc0 ls0 wsa">T<span class="_ _5"></span>abela 5<span class="ff1b">. Percentual de comunicaçõe<span class="_ _8"></span>s de assédio, de acordo com a pr<span class="_ _4"></span>o<span class="ws0">-</span></span></div><div class="t m2 x3a h24 y86 ff1b fs5 fc2 sc0 ls0 ws0">cedência dos casos:</div><div class="t m2 xd5 h23 y32e ff12 fs2 fc2 sc0 ls0 ws0">Procedência<span class="_ _71"> </span>2019<span class="_ _3c"> </span>2020</div><div class="t m2 x71 hc y32f fff fs2 fc2 sc0 ls0 ws0">Iniciativa pr<span class="_ _4"></span>ópria<span class="_ _72"> </span>53%<span class="_ _73"> </span>64%</div><div class="t m2 x71 hc y330 fff fs2 fc2 sc0 ls0 ws0">SGEST<span class="_ _74"> </span>16%<span class="_ _73"> </span>7%</div><div class="t m2 x71 hc y331 fff fs2 fc2 sc0 ls0 ws0">Gestor(a)<span class="_ _75"> </span>14%<span class="_ _73"> </span>7%</div><div class="t m2 x71 hc y332 fff fs2 fc2 sc0 ls0 ws0">Encaminhamento interno<span class="_ _76"> </span>11%<span class="_ _73"> </span>-</div><div class="t m2 x71 hc y333 fff fs2 fc2 sc0 ls0 ws0">SPOL<span class="_ _6c"> </span>5%<span class="_ _5f"> </span>-</div><div class="t m2 x71 hc y334 fff fs2 fc2 sc0 ls0 ws0">Outros (testemunhas, por </div><div class="t m2 x71 hc y335 fff fs2 fc2 sc0 ls0 ws0">exemplo)</div><div class="t m2 x39 hc y334 fff fs2 fc2 sc0 ls0 ws0">2%<span class="_ _5f"> </span>21%</div><div class="t m2 x71 h23 y336 ff12 fs2 fc2 sc0 ls0 ws0">T<span class="_ _3"></span>otal<span class="_ _70"> </span>100%<span class="_ _26"> </span>100%</div><div class="t m2 x19 hb y72 fff fs5 fc2 sc0 ls0 ws0">Quant<span class="_ _4"></span>o ao de<span class="_ _8"></span>sf<span class="_ _4"></span>echo dos casos <span class="_ _8"></span>de ass<span class="_ _8"></span>édio<span class="_ _3"></span>, <span class="_ _8"></span>v<span class="_ _4"></span>ericamos que há <span class="_ _8"></span>uma di-</div><div class="t m1ba x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _4"></span>erença <span class="_ _4"></span>importante entre <span class="_ _3"></span>os casos <span class="_ _3"></span>que são <span class="_ _4"></span>denunciados f<span class="_ _3"></span>ormalmente <span class="_ _4"></span>e os </div><div class="t m6c0 x3a hb y74 fff fs5 fc2 sc0 ls22 ws2b">que <span class="_ _4"></span>são <span class="_ _4"></span>apenas <span class="_ _4"></span>comunicados ao <span class="_ _3"></span>SESOQVT <span class="_ _3"></span>(s<span class="_ _8"></span>em <span class="_ _4"></span>denúncia <span class="_ _4"></span>f<span class="_ _3"></span>ormal). Entre <span class="_ _3"></span>os<span class="_ _8"></span> </div><div class="t m6c1 x3a hb y75 fff fs5 fc2 sc0 lsd wsf">primeiros, <span class="_ _3"></span>os desf<span class="_ _4"></span>echos <span class="_ _4"></span>mais <span class="_ _4"></span>comuns <span class="_ _3"></span>foram <span class="_ _3"></span>a demissão <span class="_ _3"></span>do <span class="_ _4"></span>of<span class="_ _4"></span>ensor <span class="_ _4"></span>por <span class="_ _4"></span>parte </div><div class="t m6c2 x3a hb y76 fff fs5 fc2 sc0 lsd wsf">da <span class="_ _4"></span>empresa em <span class="_ _3"></span>2019 (no<span class="_ _4"></span> <span class="_ _4"></span>caso <span class="_ _4"></span>de <span class="_ _4"></span>o <span class="_ _3"></span>ofensor <span class="_ _3"></span>s<span class="_ _8"></span>er <span class="_ _4"></span>um <span class="_ _3"></span>colaborador terceirizado) </div><div class="t m6c3 x3a hb y77 fff fs5 fc2 sc0 lsb wsd">e <span class="_ _4"></span>o <span class="_ _4"></span>arquiv<span class="_ _4"></span>ament<span class="_ _4"></span>o <span class="_ _3"></span>da denúncia, <span class="_ _3"></span>em 2020 <span class="_ _3"></span>(T<span class="_ _3"></span>abela <span class="_ _4"></span>6). <span class="_ _4"></span>T<span class="_ _5"></span>al <span class="_ _4"></span>arquiv<span class="_ _4"></span>ament<span class="_ _4"></span>o <span class="_ _4"></span>ocorre </div><div class="t m6c4 x3a hb y78 fff fs5 fc2 sc0 ls8 wsa">quando <span class="_ _4"></span>a <span class="_ _4"></span>SPOL <span class="_ _3"></span>entende que <span class="_ _3"></span>não há <span class="_ _3"></span>tipicação penal <span class="_ _3"></span>e a <span class="_ _3"></span>Diretoria-Geral, <span class="_ _3"></span>na </div><div class="t m195 x3a hb y79 fff fs5 fc2 sc0 ls22 ws2b">sua <span class="_ _4"></span>instrução <span class="_ _4"></span>preliminar<span class="_ _3"></span>, também <span class="_ _3"></span>verica <span class="_ _3"></span>que a <span class="_ _4"></span>denúncia <span class="_ _4"></span>prescinde de <span class="_ _3"></span>ele<span class="ls0 ws0">-</span></div><div class="t m112 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">ment<span class="_ _4"></span>os <span class="_ _4"></span>que ensejem <span class="_ _4"></span>a abertura <span class="_ _3"></span>de uma <span class="_ _4"></span>sindicância <span class="_ _4"></span>e <span class="_ _4"></span>processo disciplinar<span class="_ _5"></span>. </div><div class="t m6c5 x19 h14 y7b ff12 fs5 fc2 sc0 lsd ws7">T<span class="_ _5"></span>abela 6<span class="fff wsf">. Tipos <span class="_ _3"></span>e frequência <span class="_ _3"></span>de <span class="_ _4"></span>desfechos <span class="_ _3"></span>dos possív<span class="_ _4"></span>eis <span class="_ _4"></span>casos <span class="_ _4"></span>de <span class="_ _3"></span>ass<span class="_ _8"></span>édio </span></div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">moral e sexual <span class="ff1f">denunciados </span>(formalmente)</div><div class="t m2 xd6 h23 y337 ff12 fs2 fc2 sc0 ls0 ws0">Desfecho<span class="_ _77"> </span>2019<span class="_ _1d"> </span>2020</div><div class="t m2 x71 hc y338 fff fs2 fc2 sc0 ls0 ws0">Demissão do(a) ofensor(a) (por parte da empresa)<span class="_ _78"> </span>24%<span class="_ _26"> </span>14%</div><div class="t m2 x71 hc y339 fff fs2 fc2 sc0 ls0 ws0">Ocorrência em curso<span class="_ _79"> </span>17%<span class="_ _26"> </span>14%</div><div class="t m2 x71 hc y33a fff fs2 fc2 sc0 ls0 ws0">Denúncia arquivada<span class="_ _7a"> </span>14%<span class="_ _26"> </span>57%</div><div class="t m2 x71 hc y33b fff fs2 fc2 sc0 ls0 ws0">Mudança de lotação (of<span class="_ _3"></span>endido[a])<span class="_ _7b"> </span>7%<span class="_ _7c"> </span>-</div><div class="t m2 x71 hc y33c fff fs2 fc2 sc0 ls0 ws0">Ação gerencial <span class="_ _7d"> </span>7%<span class="_ _7c"> </span>-</div><div class="t m2 x71 hc y33d fff fs2 fc2 sc0 ls0 ws0">Substituição do(a) gestor(a) da unidade em que ocorreu o supost<span class="_ _4"></span>o </div><div class="t m2 x71 hc y33e fff fs2 fc2 sc0 ls0 ws0">assédio </div><div class="t m2 x8a hc y33d fff fs2 fc2 sc0 ls0 ws0">7%<span class="_ _7c"> </span>-</div><div class="t m2 x71 hc y33f fff fs2 fc2 sc0 ls0 ws0">Encaminhamento do caso à Justiça<span class="_ _7e"> </span>7%<span class="_ _7f"> </span>14%</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">148</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pf96" class="pf wa h0" data-page-no="96"><div class="pc pc96 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA4sAAAUYCAIAAACOU9DjAAAACXBIWXMAABYlAAAWJQFJUiTwAAAXeUlEQVR42u3ZscnjSACGYemQQKiKA8cqwaHCDbYCJxs6Gq6MQ4kc/okr2GBLUB2Cq0IIFMwFznSR8S3MDM/TwXyMxYunjjFWAACQjD9MAACAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAACSrMUEWtv0YxtkOAPChdQlGUKj8P/qurarq+49vpgBI38+vX8V8sUs6y+s47mcWvPIDAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAABndYzRCunb9mMYZzsAwIfWJRghfY0JstB3bVVVj+lmCoD03cOzmC92SWd5Hcf9zIJXfgAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEA4KyOMVohfdt+DONsBwD40LoEI6SvMUEW+q71owLIxeU6FfPFLuksr+O4n1nwyg8AgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAJzVMUYrpG/bj2Gc7QAAH1qXYIT0NSbIQt+1VVU9ppspANJ3D89ivtglneV1HPczC175AQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQCAszrGaIX0bfsxjLMdAOBD6xKMkL7GBFnou9aPCiAXl+tUzBe7pLO8juN+ZsErPwAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAcFbHGK2Qvm0/hnG2AwB8aF2CEdLXmCALfddWVfWYbqYASN89PIv5Ypd0ltdx3M8seOUHAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAADO6hijFdK37ccwznYAgA+tSzBC+hoTZKHvWj8qgFxcrlMxX+ySzvI6jvuZBa/8AAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAIG11jNEK6dv2YxhnOwDAh9YlGEGhAgDAe7zyAwCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQDgd2pMkIVtP4ZxtgMAvGtdghEUKr9F37VVVX3/8c0UAAn6+fWrvE90GYf6+fXL/cyRV34AABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAOCsjjFaIX3bfgzjbAcAeNe6BCNkpzFBFvqu9RsDSNblOpX3iS7jUJfr5H7myCs/AAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAABwVscYrZC+bT+GcbYDALxrXYIRstOYIAt911ZV9ZhupgBI0D08y/tEl3Goe3i6nznyyg8AgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAA8F91jNEK6dv2YxhnOwDAu9YlGCE7jQmy0Het3xhAsi7XqbxPdBmHulwn9zNHXvkBAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAICzOsZohfRt+zGMsx0A4F3rEoyQncYEWei7tqqqx3QzBUCC7uFZ3ie6jEPdw9P9zJFXfgAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEA4KyOMVohfdt+DONsBwB417oEI2SnMUEW+q71GwNI1uU6lfeJLuNQl+vkfubIKz8AAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAHBWxxitkL5tP4ZxtgMAvGtdghGy05ggC33XVlX1mG6mAEjQPTzL+0SXcah7eLqfOfLKDwCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEASF0dY7RC+rb9GMbZDgDwrnUJRshOY4Is9F3rNwaQrMt1Ku8TXcahLtfJ/cyRV34AABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAOCsjjFaIX3bfgzjbAcAeNe6BCNkpzFBFvqurarqMd1MAZCge3iW94ku41D38HQ/c+SVHwAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAOKtjjFZI37YfwzjbAQDetS7BCNlpTJCFvmv9xgCSdblO5X2iyzjU5Tq5nznyyg8AgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAJzVMUYrpG/bj2Gc7QAA71qXYASFCgAAH/HKDwCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCQp8YEufj7z8kIAPCJv/4JRsiC/1ABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAoGz/AmykVZ+DbsBgAAAAAElFTkSuQmCC"/><div class="t m2 xd6 h23 y340 ff12 fs2 fc2 sc0 ls0 ws0">Desfecho<span class="_ _77"> </span>2019<span class="_ _1d"> </span>2020</div><div class="t m2 x71 hc y341 fff fs2 fc2 sc0 ls0 ws0">Feedback do SESOQVT ao supost<span class="_ _3"></span>o ofensor ou of<span class="_ _4"></span>ensora<span class="_ _80"> </span>3%<span class="_ _7c"> </span>-</div><div class="t m2 x71 hc y342 fff fs2 fc2 sc0 ls0 ws0">Projet<span class="_ _4"></span>o de ação educativ<span class="_ _4"></span>a no ambiente de trabalho<span class="_ _81"> </span>3%<span class="_ _7c"> </span>-</div><div class="t m2 x71 hc y343 fff fs2 fc2 sc0 ls0 ws0">Mediação de conitos <span class="_ _82"> </span>3%<span class="_ _7c"> </span>-</div><div class="t m2 x71 hc y344 fff fs2 fc2 sc0 ls0 ws0">Ofendido(a) pediu desligament<span class="_ _4"></span>o do Senado<span class="_ _6c"> </span>3%<span class="_ _7c"> </span>-</div><div class="t m2 x71 hc y345 fff fs2 fc2 sc0 ls0 ws0">Sindicância<span class="_ _83"> </span>3%<span class="_ _7c"> </span>-</div><div class="t m2 x71 hc y346 ff10 fs2 fc2 sc0 ls0 ws0">T<span class="_ _3"></span>otal<span class="_ _84"> </span><span class="fff">100%<span class="_ _10"> </span>100%</span></div><div class="t m6c6 x19 hb y6e fff fs5 fc2 sc0 ls22 ws2b">P<span class="_ _4"></span>or <span class="_ _4"></span>outro <span class="_ _3"></span>lado, <span class="_ _3"></span>quando os <span class="_ _3"></span>casos são <span class="_ _3"></span>comunicados à <span class="_ _3"></span>equipe psicossocial </div><div class="t m3b2 x3a hb y6f fff fs5 fc2 sc0 ls5 ws6">do <span class="_ _4"></span>SESOQ<span class="_ _4"></span>VT<span class="_ _6"></span>, mas <span class="_ _4"></span>não <span class="_ _4"></span>são <span class="_ _4"></span>denunciados <span class="_ _4"></span>à P<span class="_ _3"></span>olícia do <span class="_ _3"></span>Senado (T<span class="_ _5"></span>abela <span class="_ _4"></span>7), ob<span class="_ _3"></span><span class="ls0 ws0">-</span></div><div class="t m6c7 x3a hb y70 fff fs5 fc2 sc0 ls5 ws6">servamos <span class="_ _4"></span>que <span class="_ _4"></span>a <span class="_ _4"></span>mudança de <span class="_ _3"></span>lotação <span class="_ _3"></span>da pessoa of<span class="_ _3"></span>endida é<span class="_ _4"></span>, <span class="_ _4"></span>inf<span class="_ _4"></span>elizmente<span class="_ _4"></span>, <span class="_ _4"></span>o </div><div class="t m6c8 x3a hb y71 fff fs5 fc2 sc0 ls5 ws6">desfecho <span class="_ _4"></span>mais <span class="_ _4"></span>comum, <span class="_ _4"></span>em <span class="_ _4"></span>ambos os <span class="_ _3"></span>anos pesquisados. <span class="_ _3"></span>Isso ocorre <span class="_ _3"></span>devido </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">à sua f<span class="_ _4"></span>alta de empoderamento para f<span class="_ _3"></span>ormalizar <span class="_ _8"></span>a denúncia ou para acatar </div><div class="t m6c9 x3a hb y73 fff fs5 fc2 sc0 lsc wse">outros tipos <span class="_ _8"></span>de solução <span class="_ _8"></span>em <span class="_ _8"></span>que também <span class="_ _8"></span>seria <span class="_ _8"></span>nece<span class="_ _8"></span>ssário algum grau <span class="_ _8"></span>de </div><div class="t m124 x3a hb y74 fff fs5 fc2 sc0 ls23 ws2c">protagonismo – <span class="_ _8"></span>como <span class="_ _8"></span>l<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _3"></span>ar <span class="_ _8"></span>o <span class="_ _8"></span>caso <span class="_ _8"></span>à chea, <span class="_ _8"></span>ou <span class="_ _8"></span>permitir intervenções <span class="_ _8"></span>do </div><div class="t m513 x3a hb y75 fff fs5 fc2 sc0 ls4 ws5">SESOQ<span class="_ _4"></span>VT (por <span class="_ _8"></span>exemplo<span class="_ _3"></span>, <span class="_ _8"></span>mediação <span class="_ _8"></span>de conitos, quando <span class="_ _8"></span>cabível). O <span class="_ _8"></span>medo </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">da perda do <span class="_ _4"></span>anonimat<span class="_ _3"></span>o torna <span class="_ _4"></span>a mudança de <span class="_ _4"></span>l<span class="_ _4"></span>otação uma <span class="_ _4"></span>f<span class="_ _3"></span>orma mais f<span class="_ _3"></span>ácil </div><div class="t m69d x3a hb y77 fff fs5 fc2 sc0 ls22 ws2b">e <span class="_ _4"></span>rápida <span class="_ _4"></span>de <span class="_ _4"></span>escapar daquel<span class="_ _3"></span>e tipo <span class="_ _3"></span>de agressão <span class="_ _4"></span>ou <span class="_ _4"></span>conit<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>sem precisar <span class="_ _3"></span>lidar </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">com o f<span class="_ _3"></span>antasma da retaliação. </div><div class="t m6c5 x19 h14 y79 ff12 fs5 fc2 sc0 lsd ws7">T<span class="_ _5"></span>abela 7<span class="fff wsf">. Tipos <span class="_ _3"></span>e frequência <span class="_ _3"></span>de <span class="_ _4"></span>desfechos <span class="_ _3"></span>dos possív<span class="_ _4"></span>eis <span class="_ _4"></span>casos <span class="_ _4"></span>de <span class="_ _3"></span>ass<span class="_ _8"></span>édio </span></div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">moral e sexual <span class="ff1f">comunicados</span> (s<span class="_ _8"></span>em denúncia)</div><div class="t m2 x71 h23 y347 ff12 fs2 fc2 sc0 ls0 ws0">Desfecho<span class="_ _83"> </span>2019<span class="_ _1d"> </span>2020</div><div class="t m2 x71 hc y348 fff fs2 fc2 sc0 ls0 ws0">Mudança de lotação (of<span class="_ _3"></span>endido[a])<span class="_ _85"> </span>20%<span class="_ _26"> </span>33%</div><div class="t m2 x71 hc y349 fff fs2 fc2 sc0 ls0 ws0">Ofendido(a) se empoderou para buscar soluções no ambiente de </div><div class="t m2 x71 hc y34a fff fs2 fc2 sc0 ls0 ws0">trabalho</div><div class="t m2 xd2 hc y349 fff fs2 fc2 sc0 ls0 ws0">18%<span class="_ _7f"> </span>8%</div><div class="t m2 x71 hc y34b fff fs2 fc2 sc0 ls0 ws0">Ação gerencial <span class="_ _86"> </span>18%<span class="_ _c"> </span>-</div><div class="t m2 x71 hc y34c fff fs2 fc2 sc0 ls0 ws0">Feedback do SESOQVT ao supost<span class="_ _3"></span>o ofensor ou of<span class="_ _4"></span>ensora<span class="_ _2b"> </span>11%<span class="_ _c"> </span>-</div><div class="t m2 x71 hc y34d fff fs2 fc2 sc0 ls0 ws0">Comunicante não aceitou pr<span class="_ _4"></span>opostas de solução sugeridas<span class="_ _67"> </span>10%<span class="_ _7f"> </span>8%</div><div class="t m2 x71 hc y34e fff fs2 fc2 sc0 ls0 ws0">Ofendido(a) desligou-se do Senado por motivos diversos ao possív<span class="_ _4"></span>el </div><div class="t m2 x71 hc y34f fff fs2 fc2 sc0 ls0 ws0">assédio</div><div class="t m2 x84 hc y34e fff fs2 fc2 sc0 ls0 ws0">5%<span class="_ _7c"> </span>-</div><div class="t m2 x71 hc y350 fff fs2 fc2 sc0 ls0 ws0">Mudança de lotação (of<span class="_ _3"></span>ensor[a])<span class="_ _87"> </span>5%<span class="_ _32"> </span>8%</div><div class="t m2 x71 hc y351 fff fs2 fc2 sc0 ls0 ws0">Projet<span class="_ _4"></span>o de ação educativ<span class="_ _4"></span>a no ambiente de trabalho<span class="_ _88"> </span>3%<span class="_ _7c"> </span>-</div><div class="t m2 x71 hc y352 fff fs2 fc2 sc0 ls0 ws0">Ofendido(a) desistiu do acompanhament<span class="_ _4"></span>o pel<span class="_ _4"></span>o SESOQVT<span class="_ _59"> </span>3%<span class="_ _7c"> </span>-</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">149</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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gAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAgO9aE5Tidh+NAAA/sS7RCEXwHyoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAA1O0fIweFq8+ToakAAAAASUVORK5CYII="/><div class="t m2 x71 h23 y340 ff12 fs2 fc2 sc0 ls0 ws0">Desfecho<span class="_ _83"> </span>2019<span class="_ _1d"> </span>2020</div><div class="t m2 x71 hc y341 fff fs2 fc2 sc0 ls0 ws0">Suposto(a) of<span class="_ _3"></span>ensor(a) perdeu a FC<span class="_ _89"> </span>3%<span class="_ _32"> </span>8%</div><div class="t m2 x71 hc y342 fff fs2 fc2 sc0 ls0 ws0">Mediação de conitos <span class="_ _8a"> </span>2%<span class="_ _32"> </span>8%</div><div class="t m2 x71 hc y343 fff fs2 fc2 sc0 ls0 ws0">Ofendido(a) pediu desligament<span class="_ _4"></span>o do Senado<span class="_ _8b"> </span>2%<span class="_ _7f"> </span>16%</div><div class="t m2 x71 hc y344 fff fs2 fc2 sc0 ls0 ws0">Ofendido(a) perdeu a chea<span class="_ _8c"> </span>-<span class="_ _7c"> </span>8%</div><div class="t m2 x71 hc y345 ff10 fs2 fc2 sc0 ls0 ws0">T<span class="_ _3"></span>otal<span class="_ _8d"> </span><span class="fff">100%<span class="_ _10"> </span>100%</span></div><div class="t m6ca x19 hb y6d fff fs5 fc2 sc0 lsc wse">Claro que <span class="_ _8"></span>a <span class="_ _8"></span>apreciação de <span class="_ _8"></span>suce<span class="_ _8"></span>sso ou <span class="_ _8"></span>não <span class="_ _8"></span>nos de<span class="_ _8"></span>sf<span class="_ _4"></span>echos <span class="_ _8"></span>é subjetiva, </div><div class="t m6cb x3a hb y6e fff fs5 fc2 sc0 ls9 wsb">porque <span class="_ _4"></span>o <span class="_ _4"></span>que pode <span class="_ _3"></span>sugerir uma <span class="_ _3"></span>positividade no <span class="_ _3"></span>re<span class="_ _8"></span>sultado não <span class="_ _3"></span>signica que </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">o(a) of<span class="_ _3"></span>endido(a) se sinta restituído(a) do <span class="_ _4"></span>dano que <span class="_ _3"></span>supostamente sofreu e </div><div class="t m6cc x3a hb y70 fff fs5 fc2 sc0 ls8 wsa">vice-versa. <span class="_ _3"></span>A parte <span class="_ _3"></span>ofendida <span class="_ _3"></span>que consegue mudar <span class="_ _3"></span>sua l<span class="_ _3"></span>otação, <span class="_ _3"></span>por exempl<span class="_ _3"></span>o, </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">poderá se <span class="_ _8"></span>sentir protegida e plenamente atendida em suas necessidade<span class="_ _8"></span>s, </div><div class="t m6cd x3a hb y72 fff fs5 fc2 sc0 lse ws10">ainda <span class="_ _8"></span>que a <span class="_ _8"></span>instituição <span class="_ _8"></span>perceba <span class="_ _8"></span>como falha em <span class="_ _8"></span>sua <span class="_ _8"></span>atuação<span class="_ _4"></span>. <span class="_ _8"></span>A<span class="_ _3"></span>dotamos </div><div class="t m61d x3a hb y73 fff fs5 fc2 sc0 ls4 ws5">como <span class="_ _8"></span>princípio que, comprov<span class="_ _3"></span>ado <span class="_ _8"></span>o <span class="_ _8"></span>assédio, a <span class="_ _8"></span>pessoa <span class="_ _8"></span>of<span class="_ _4"></span>endida <span class="_ _8"></span>de<span class="_ _3"></span>verá <span class="_ _8"></span>ter </div><div class="t m31e x3a hb y74 fff fs5 fc2 sc0 ls8 wsa">sua <span class="_ _4"></span>condição <span class="_ _4"></span>pres<span class="_ _8"></span>ente <span class="_ _4"></span>o <span class="_ _4"></span>mais <span class="_ _4"></span>pres<span class="_ _8"></span>erv<span class="_ _4"></span>ada <span class="_ _4"></span>possível <span class="_ _3"></span>(manutenção da <span class="_ _3"></span>lotação<span class="_ _3"></span>, </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">por exempl<span class="_ _3"></span>o), s<span class="_ _8"></span>endo o(a) of<span class="_ _3"></span>ensor(a) quem de<span class="_ _3"></span>verá ser af<span class="_ _4"></span>astado da vítima <span class="_ _4"></span>e </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">sofrer o ônus de alterações. </div><div class="t m2 x3a h19 y79 ff11 fs1 fc8 sc0 ls0 ws2a">6. <span class="_ _19"> </span> CONCL<span class="_ _4"></span>USÕES </div><div class="t m23 x19 hb y7b fff fs5 fc2 sc0 ls4 ws5">Conf<span class="_ _3"></span>orme <span class="_ _8"></span>explicitado <span class="_ _8"></span>anteriormente<span class="_ _4"></span>, a <span class="_ _8"></span>partir <span class="_ _8"></span>da ade<span class="_ _8"></span>são<span class="_ _4"></span>, por <span class="_ _8"></span>parte <span class="_ _8"></span>do </div><div class="t m6ce x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">Senado Federal, <span class="_ _3"></span>ao Programa <span class="_ _3"></span>Pró-Equidade de <span class="_ _3"></span>Gênero e <span class="_ _3"></span>Raça do <span class="_ _4"></span>Gov<span class="_ _4"></span>erno </div><div class="t m518 x3a hb y7d fff fs5 fc2 sc0 ls5 ws6">Federal, <span class="_ _4"></span>observou-s<span class="_ _8"></span>e <span class="_ _4"></span>que <span class="_ _4"></span>as <span class="_ _4"></span>ações para <span class="_ _4"></span>pre<span class="_ _4"></span>venção <span class="_ _3"></span>e tratament<span class="_ _3"></span>o dos <span class="_ _4"></span>casos </div><div class="t m6cf x3a hb y7e fff fs5 fc2 sc0 ls22 ws2b">de <span class="_ _4"></span>assédio e <span class="_ _4"></span>a <span class="_ _4"></span>publicação <span class="_ _4"></span>de <span class="_ _4"></span>normativo <span class="_ _3"></span>interno, <span class="_ _3"></span>o At<span class="_ _4"></span>o <span class="_ _4"></span>do <span class="_ _4"></span>Primeiro-Secretá<span class="ls0 ws0">-</span></div><div class="t m6d0 x3a hb y7f fff fs5 fc2 sc0 lsb wsd">rio <span class="_ _4"></span>nº <span class="_ _3"></span>8, de <span class="_ _3"></span>2018, impactaram <span class="_ _3"></span>sobremaneira a <span class="_ _3"></span>compreensão acerca <span class="_ _3"></span>do tema. </div><div class="t me x3a hb y80 fff fs5 fc2 sc0 lsa wsc">Nessa esteira, cremos <span class="_ _3"></span>que tais <span class="_ _3"></span>açõe<span class="_ _8"></span>s <span class="_ _3"></span>tenham, em <span class="_ _3"></span>outra ponta, <span class="_ _3"></span>s<span class="_ _8"></span>ensibilizado </div><div class="t m6d1 x3a hb y81 fff fs5 fc2 sc0 ls23 ws2c">o <span class="_ _8"></span>comportament<span class="_ _3"></span>o <span class="_ _8"></span>do <span class="_ _8"></span>público <span class="_ _8"></span>interno diante <span class="_ _8"></span>de <span class="_ _8"></span>casos concretos que <span class="_ _8"></span>em </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">tes<span class="_ _8"></span>e congurem os dois tipos de assédio aqui analisados.</div><div class="t m3ce x19 hb y83 fff fs5 fc2 sc0 ls9 wsb">Dess<span class="_ _8"></span>e modo<span class="_ _3"></span>, partindo <span class="_ _3"></span>da observação <span class="_ _3"></span>de que <span class="_ _3"></span>mais da <span class="_ _4"></span>metade <span class="_ _4"></span>dos <span class="_ _4"></span>casos </div><div class="t m6d2 x3a hb y84 fff fs5 fc2 sc0 lsc wse">de <span class="_ _8"></span>2019 e <span class="_ _8"></span>de <span class="_ _8"></span>2020 chegaram <span class="_ _8"></span>por <span class="_ _8"></span>iniciativ<span class="_ _3"></span>a <span class="_ _8"></span>própria <span class="_ _8"></span>das pe<span class="_ _8"></span>ssoas afetadas </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">(na grande <span class="_ _8"></span>maioria, dos <span class="_ _8"></span>próprios of<span class="_ _4"></span>endidos ou <span class="_ _8"></span>of<span class="_ _3"></span>endidas), <span class="_ _8"></span>de acordo <span class="_ _8"></span>com </div><div class="t m6c x3a hb y23 fff fs5 fc2 sc0 ls23 ws2c">a <span class="_ _8"></span>T<span class="_ _5"></span>abela <span class="_ _8"></span>5, isso <span class="_ _8"></span>nos <span class="_ _8"></span>l<span class="_ _3"></span>ev<span class="_ _3"></span>anta <span class="_ _8"></span>a <span class="_ _8"></span>hipótes<span class="_ _8"></span>e <span class="_ _8"></span>de que <span class="_ _8"></span>a <span class="_ _8"></span>campanha institucional </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">150</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">de combate ao <span class="_ _8"></span>assédio moral <span class="_ _8"></span>e s<span class="_ _8"></span>exual f<span class="_ _3"></span>oi <span class="_ _8"></span>ecaz ao instruir – <span class="_ _8"></span>por meio de </div><div class="t m3c3 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">cartilhas, vídeos, <span class="_ _3"></span>matérias na <span class="_ _3"></span>intranet, t<span class="_ _4"></span>otens <span class="_ _4"></span>e pal<span class="_ _3"></span>e<span class="_ _8"></span>stras <span class="_ _3"></span>– às <span class="_ _4"></span>pessoas que </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">se sentiss<span class="_ _8"></span>em vítimas <span class="_ _4"></span>de al<span class="_ _4"></span>gum tipo <span class="_ _4"></span>de assédio que <span class="_ _4"></span>procurassem os <span class="_ _4"></span>canais </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">disponíveis para acolhiment<span class="_ _3"></span>o, orientações e providências<span class="_ _3"></span>.</div><div class="t m5 x19 hb y89 fff fs5 fc2 sc0 ls39 ws48">No <span class="_ _8"></span>entant<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _8"></span>compreendemos <span class="_ _8"></span>que <span class="_ _8"></span>há <span class="_ _8"></span>muit<span class="_ _4"></span>o <span class="_ _8"></span>a <span class="_ _8"></span>ser <span class="_ _8"></span>feit<span class="_ _3"></span>o <span class="_ _8"></span>em <span class="_ _8"></span>torno <span class="_ _8"></span>da </div><div class="t m18f x3a hb y6b fff fs5 fc2 sc0 ls7 ws9">manutenção <span class="_ _8"></span>das abordagens <span class="_ _8"></span>prev<span class="_ _3"></span>entivas que <span class="_ _8"></span>f<span class="_ _4"></span>oquem na <span class="_ _8"></span>explanação <span class="_ _8"></span>da </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">temática do ass<span class="_ _8"></span>édio moral <span class="_ _8"></span>e do ass<span class="_ _8"></span>édio sexual. <span class="_ _8"></span>A<span class="_ _4"></span>creditamos que os <span class="_ _8"></span>eixos </div><div class="t m5be x3a hb y6d fff fs5 fc2 sc0 lsc wse">de <span class="_ _8"></span>ref<span class="_ _3"></span>orço <span class="_ _8"></span>explicativo e <span class="_ _8"></span>periódico <span class="_ _8"></span>dessa <span class="_ _8"></span>probl<span class="_ _3"></span>emática <span class="_ _8"></span>s<span class="_ _8"></span>ejam as <span class="_ _8"></span>açõe<span class="_ _8"></span>s de </div><div class="t m485 x3a hb y6e fff fs5 fc2 sc0 lsc wse">sensibilização, que <span class="_ _8"></span>acabam <span class="_ _8"></span>por e<span class="_ _8"></span>stimular a <span class="_ _8"></span>procura <span class="_ _8"></span>pel<span class="_ _3"></span>os <span class="_ _8"></span>canais <span class="_ _8"></span>de aco<span class="ls0 ws0">-</span></div><div class="t m6d3 x3a hb y6f fff fs5 fc2 sc0 ls23 ws2c">lhiment<span class="_ _4"></span>o <span class="_ _8"></span>e denúncia <span class="_ _8"></span>de <span class="_ _8"></span>assédio <span class="_ _8"></span>(SESOQ<span class="_ _4"></span>VT <span class="_ _8"></span>e SPOL). <span class="_ _8"></span>Em <span class="_ _8"></span>outras palavras, </div><div class="t m6d4 x3a hb y70 fff fs5 fc2 sc0 lsf ws11">cremos <span class="_ _8"></span>que o <span class="_ _8"></span>e<span class="_ _8"></span>sclareciment<span class="_ _4"></span>o s<span class="_ _8"></span>eja <span class="_ _8"></span>a <span class="_ _8"></span>principal ferramenta oferecida aos </div><div class="t m1fb x3a hb y71 fff fs5 fc2 sc0 lse ws10">servidore<span class="_ _8"></span>s(as) <span class="_ _8"></span>e colaboradore<span class="_ _8"></span>s(as), <span class="_ _8"></span>de forma a <span class="_ _8"></span>contribuir <span class="_ _8"></span>para <span class="_ _8"></span>a melhor </div><div class="t ma2 x3a hb y72 fff fs5 fc2 sc0 ls7 ws9">t<span class="_ _4"></span>omada <span class="_ _8"></span>de decisõe<span class="_ _8"></span>s <span class="_ _8"></span>individuais e <span class="_ _8"></span>para <span class="_ _8"></span>o <span class="_ _8"></span>ref<span class="_ _3"></span>orço <span class="_ _8"></span>de <span class="_ _8"></span>que o <span class="_ _8"></span>órgão <span class="_ _8"></span>of<span class="_ _4"></span>erece </div><div class="t m67d x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">canais ociais <span class="_ _8"></span>e <span class="_ _8"></span>ecazes <span class="_ _8"></span>para <span class="_ _8"></span>o proce<span class="_ _8"></span>ssament<span class="_ _3"></span>o <span class="_ _8"></span>das <span class="_ _8"></span>situações <span class="_ _8"></span>de ass<span class="_ _8"></span>édio. </div><div class="t m585 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">Ness<span class="_ _8"></span>e sentido<span class="_ _4"></span>, <span class="_ _4"></span>estão em <span class="_ _4"></span>planejament<span class="_ _4"></span>o <span class="_ _4"></span>no Plano <span class="_ _3"></span>de Equidade <span class="_ _3"></span>de Gênero <span class="_ _3"></span>e </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">Raça a capacitação <span class="_ _4"></span>de gestores na temática <span class="_ _4"></span>do assédio e a <span class="_ _4"></span>elaboração de </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">uma cartilha exclusiv<span class="_ _4"></span>a para ess<span class="_ _8"></span>e público<span class="_ _4"></span>. </div><div class="t m6d5 x19 hb y77 fff fs5 fc2 sc0 lsd wsf">Indo <span class="_ _4"></span>mais <span class="_ _4"></span>al<span class="_ _4"></span>ém, <span class="_ _3"></span>acreditamos que <span class="_ _3"></span>uma abordagem <span class="_ _3"></span>prev<span class="_ _4"></span>entiv<span class="_ _4"></span>a <span class="_ _4"></span>do <span class="_ _4"></span>assédio </div><div class="t m6d6 x3a hb y78 fff fs5 fc2 sc0 ls23 ws2c">que <span class="_ _8"></span>f<span class="_ _3"></span>oque <span class="_ _8"></span>na construção <span class="_ _8"></span>de <span class="_ _8"></span>relações <span class="_ _8"></span>de trabalho <span class="_ _8"></span>marcadas <span class="_ _8"></span>pela coope<span class="ls0 ws0">-</span></div><div class="t m6d7 x3a hb y79 fff fs5 fc2 sc0 ls10 ws12">ração<span class="_ _4"></span>, <span class="_ _8"></span>conança e <span class="_ _8"></span>acolhimento da <span class="_ _8"></span>diferença possa <span class="_ _8"></span>contribuir <span class="_ _8"></span>para <span class="_ _8"></span>que </div><div class="t m6d8 x3a hb y7a fff fs5 fc2 sc0 ls23 ws2c">a <span class="_ _8"></span>polarização entre <span class="_ _8"></span>of<span class="_ _4"></span>endido <span class="_ _8"></span>e ofensor dê <span class="_ _8"></span>lugar <span class="_ _8"></span>tão somente <span class="_ _8"></span>a <span class="_ _8"></span>conit<span class="_ _4"></span>os </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">salutares de trabalho.</div><div class="t m6d9 x19 hb y7c fff fs5 fc2 sc0 lsc wse">Entendemos, <span class="_ _8"></span>igualmente<span class="_ _3"></span>, <span class="_ _8"></span>que <span class="_ _8"></span>a transparência <span class="_ _8"></span>dos <span class="_ _8"></span>dados e<span class="_ _8"></span>statísticos </div><div class="t m6da x3a hb y7d fff fs5 fc2 sc0 ls5 ws6">consolidados <span class="_ _4"></span>sobre <span class="_ _4"></span>comunicação <span class="_ _4"></span>e <span class="_ _4"></span>denúncia <span class="_ _4"></span>de <span class="_ _4"></span>assédio na <span class="_ _4"></span>Casa <span class="_ _4"></span>(por <span class="_ _4"></span>meio </div><div class="t m6db x3a hb y7e fff fs5 fc2 sc0 lsc wse">de <span class="_ _8"></span>matéria na <span class="_ _8"></span>intranet, <span class="_ _8"></span>por exemplo), re<span class="_ _8"></span>sguardado o <span class="_ _8"></span>sigilo e <span class="_ _8"></span>anonimat<span class="_ _4"></span>o<span class="_ _4"></span>, </div><div class="t m6dc x3a hb y7f fff fs5 fc2 sc0 lsa wsc">possa <span class="_ _4"></span>dar <span class="_ _4"></span>mais <span class="_ _4"></span>segurança ao <span class="_ _3"></span>corpo funcional <span class="_ _3"></span>acerca da <span class="_ _3"></span>efetividade <span class="_ _4"></span>do <span class="_ _3"></span>uxo<span class="_ _8"></span> </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">institucional para tratament<span class="_ _4"></span>o dos casos de assédio. </div><div class="t m6dd x19 hb y81 fff fs5 fc2 sc0 lsd wsf">Aspiramos, <span class="_ _3"></span>por m, <span class="_ _3"></span>que as <span class="_ _3"></span>açõe<span class="_ _8"></span>s <span class="_ _3"></span>adotadas no <span class="_ _3"></span>âmbito <span class="_ _3"></span>do Senado <span class="_ _3"></span>Federal </div><div class="t m7f x3a hb y82 fff fs5 fc2 sc0 ls4 ws5">t<span class="_ _4"></span>ornem-se <span class="_ _8"></span>o <span class="_ _8"></span>l<span class="_ _4"></span>eme da <span class="_ _8"></span>construção <span class="_ _8"></span>positiv<span class="_ _3"></span>a <span class="_ _8"></span>de <span class="_ _8"></span>um futuro <span class="_ _8"></span>por <span class="_ _8"></span>meio do <span class="_ _8"></span>qual </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">as relações <span class="_ _4"></span>dentro <span class="_ _4"></span>e <span class="_ _4"></span>f<span class="_ _3"></span>ora do <span class="_ _4"></span>ambiente laboral <span class="_ _3"></span>s<span class="_ _8"></span>ejam <span class="_ _4"></span>marcadas pel<span class="_ _3"></span>o escla-</div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">reciment<span class="_ _4"></span>o<span class="_ _4"></span>, cooperação e principalmente pel<span class="_ _4"></span>o acolhiment<span class="_ _4"></span>o da dif<span class="_ _4"></span>erença. </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">151</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws2a">7. <span class="_ _19"> </span> REFERÊNCIA<span class="_ _3"></span>S <span class="_ _3e"> </span>BIBLIOGRÁFICA<span class="_ _3"></span>S </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">BARRETO, Marco A<span class="_ _3"></span>urélio Aguiar<span class="_ _5"></span>. <span class="_ _8"></span><span class="ff1f wsd">Assédio moral no trabalho</span>: re<span class="_ _8"></span>sponsabili-</div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">dade do empregador: perguntas e respostas.<span class="ff1f"> </span>2. ed. São P<span class="_ _3"></span>aulo: L<span class="_ _6"></span>Tr<span class="_ _3"></span>, 2009.</div><div class="t m6de x3a hb y6b fff fs5 fc2 sc0 lse ws10">BRA<span class="_ _3"></span>SIL. <span class="_ _8"></span>[Constituição <span class="_ _8"></span>(1988)]. <span class="ff1f ws31">Constituição da República Federativ<span class="_ _4"></span>a do </span></div><div class="t m1af x3a hb y6c ff1f fs5 fc2 sc0 ls5 ws7">Brasil de 1988<span class="fff ws6">, <span class="_ _4"></span>1988. Disponív<span class="_ _3"></span>el em: <span class="_ _4"></span>http://www.planalt<span class="_ _4"></span>o<span class="_ _4"></span>.<span class="_ _4"></span>gov<span class="_ _5"></span>.br/ccivil_03/</span></div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">constituicao/constituicao<span class="_ _4"></span>.htm. A<span class="_ _4"></span>cesso em: 21 dez. 2021.</div><div class="t m6df x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">_____. Decret<span class="_ _3"></span>o-lei <span class="_ _3"></span>nº 2.848, <span class="_ _3"></span>de 7 <span class="_ _4"></span>de dezembr<span class="_ _4"></span>o <span class="_ _4"></span>de 1940. <span class="_ _3"></span>Código Penal. <span class="_ _3"></span><span class="ff1f">Di<span class="ff10">ário </span></span></div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">Ocial da União<span class="_ _4"></span>, P<span class="_ _4"></span>oder Executivo<span class="_ _3"></span>, Brasília, DF<span class="_ _5"></span>, 31 dez. 1940.</div><div class="t m6e0 x3a hb y72 fff fs5 fc2 sc0 ls4 ws5">_____. Decreto-l<span class="_ _3"></span>ei <span class="_ _8"></span>nº <span class="_ _8"></span>5.452, de <span class="_ _8"></span>1º de <span class="_ _8"></span>maio <span class="_ _8"></span>de 1943. <span class="_ _8"></span>Aprov<span class="_ _3"></span>a <span class="_ _8"></span>a Consolidação </div><div class="t m1b4 x3a hb y73 fff fs5 fc2 sc0 lsa wsc">das <span class="_ _4"></span>Leis <span class="_ _3"></span>do Trabalho<span class="_ _3"></span>. <span class="ff20">Diário <span class="_ _3"></span>Ocial da <span class="_ _3"></span>União,<span class="fff"> <span class="_ _3"></span>Poder <span class="_ _3"></span>Executivo, <span class="_ _3"></span>Brasília, DF<span class="_ _6"></span>, <span class="_ _4"></span>9 </span></span></div><div class="t m6e1 x3a hb y74 fff fs5 fc2 sc0 ls8 wsa">ago<span class="_ _4"></span>. <span class="_ _4"></span>1943. <span class="_ _4"></span>Disponível <span class="_ _3"></span>em: http://www.planalt<span class="_ _3"></span>o.<span class="_ _3"></span>gov<span class="_ _3"></span>.br/ccivil_03/decreto-l<span class="_ _3"></span>ei/</div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">del5452.html. A<span class="_ _4"></span>cesso em: 20 dez. 2021.</div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">_____. L<span class="_ _3"></span>ei nº 8.112, <span class="_ _4"></span>de 11 <span class="_ _4"></span>de dezembr<span class="_ _4"></span>o de <span class="_ _3"></span>1990. Dispõe sobre <span class="_ _4"></span>o regime <span class="_ _3"></span>jurí-</div><div class="t m1d4 x3a hb y78 fff fs5 fc2 sc0 ls9 wsb">dico <span class="_ _4"></span>dos <span class="_ _4"></span>servidore<span class="_ _8"></span>s públicos <span class="_ _3"></span>civis da <span class="_ _3"></span>União, <span class="_ _3"></span>das autarquias <span class="_ _4"></span>e <span class="_ _4"></span>das <span class="_ _4"></span>fundações </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">públicas f<span class="_ _4"></span>ederais<span class="_ _4"></span>. <span class="ff20">Diário Ocial da União</span>, Poder Executiv<span class="_ _4"></span>o<span class="_ _4"></span>, Brasília, DF<span class="_ _6"></span>, 12 </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">dez. 1990.</div><div class="t m6e2 x3a hb y7c fff fs5 fc2 sc0 ls8 wsa">DIA<span class="_ _3"></span>S, M. <span class="_ _3"></span>B. L<span class="_ _4"></span>ei <span class="_ _4"></span>Maria <span class="_ _4"></span>da <span class="_ _4"></span>Penha <span class="_ _4"></span>na <span class="_ _4"></span>Justiça. <span class="_ _4"></span>In: <span class="_ _3"></span><span class="ff1f ws2f">Lei Maria da Penha na Justiça<span class="fff ls0 ws0">. </span></span></div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">[<span class="ff1f">S. l.</span>]: Juspodivm, 2021.</div><div class="t m6e3 x3a hb y7f fff fs5 fc2 sc0 lse ws10">FELKER, <span class="_ _8"></span>R. D. <span class="_ _8"></span>H. <span class="_ _8"></span><span class="ff1f ws30">O dano moral, o assédio moral e o ass<span class="_ _8"></span>édio sexual nas </span></div><div class="t m2 x3a hb y80 ff1f fs5 fc2 sc0 ls0 ws0">relações do trabalho<span class="fff">. São Paul<span class="_ _3"></span>o: L<span class="_ _5"></span>Tr<span class="_ _3"></span>, 2007.</span></div><div class="t m6e4 x3a hb y82 fff fs5 fc2 sc0 lsc wse">CNJ. <span class="_ _8"></span><span class="ff1f ws30">Assédio Moral, Sexual e Discriminação: Política <span class="_ _4"></span>de Pre<span class="_ _4"></span>venção e En<span class="ls0 ws0">-</span></span></div><div class="t m2 x3a hb y83 ff1f fs5 fc2 sc0 ls0 ws49">frentament<span class="_ _4"></span>o no Âmbit<span class="_ _4"></span>o do P<span class="_ _4"></span>oder Judiciário<span class="_ _4"></span>.<span class="fff ws0"> <span class="_ _4"></span>Brasília, 2021. <span class="_ _3"></span>Disponível <span class="_ _4"></span>em: </span></div><div class="t m542 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">https://www.cnj.jus<span class="_ _4"></span>.br/wp-content/upl<span class="_ _4"></span>oads/2021/09/cartilha-assediomo-</div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">ral-aprov<span class="_ _3"></span>ada.pdf<span class="_ _3"></span>. Acesso em: 16 dez. 2021. </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">152</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m6e5 x3a hb y6a fff fs5 fc2 sc0 ls9 wsb">OIT<span class="_ _6"></span>. <span class="ff1f ws7">C155 – </span>Segurança <span class="_ _4"></span>e <span class="_ _4"></span>Saúde <span class="_ _4"></span>dos <span class="_ _4"></span>Trabalhadores. <span class="_ _4"></span>Genebra, <span class="_ _4"></span>11 <span class="_ _4"></span>ago<span class="_ _4"></span>. <span class="_ _4"></span>1983. </div><div class="t m6e6 x3a hb y86 fff fs5 fc2 sc0 ls7 ws9">Disponível em: <span class="_ _8"></span>https://www.il<span class="_ _4"></span>o<span class="_ _4"></span>.<span class="_ _4"></span>org/brasilia/convencoes/WCMS_236163/</div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">lang--pt/index.htm. A<span class="_ _4"></span>cesso em: 16 dez. 2021.</div><div class="t m1ca x3a hb y89 fff fs5 fc2 sc0 ls23 ws2c">_____.<span class="ff1f ws31"> C190 – </span>Convenção sobre <span class="_ _8"></span>a eliminação <span class="_ _8"></span>da <span class="_ _8"></span>viol<span class="_ _4"></span>ência <span class="_ _8"></span>e do <span class="_ _8"></span>assédio <span class="_ _8"></span>no </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">mundo do trabalho<span class="ff1f">. </span>Genebra, 21 jun. 2019. Disponível em: </div><div class="t m6e7 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">https://www.il<span class="_ _4"></span>o<span class="_ _4"></span>.<span class="_ _4"></span>org/wcmsp5/groups/public/---europe/---r<span class="_ _4"></span>o-gene<span class="_ _4"></span>v<span class="_ _4"></span>a/---il<span class="_ _4"></span>o-</div><div class="t m6e8 x3a hb y6e fff fs5 fc2 sc0 ls7 ws9">-lisbon/documents/genericdocument/wcms_729459.pdf<span class="_ _3"></span>. <span class="_ _8"></span>A<span class="_ _3"></span>ce<span class="_ _8"></span>sso <span class="_ _8"></span>em: 16 </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">dez. 2021.</div><div class="t m94 x3a hb y71 fff fs5 fc2 sc0 lsf ws11">_____.<span class="ff1f ws31"> R206 – </span>Recomendação <span class="_ _8"></span>sobre a <span class="_ _8"></span>eliminação <span class="_ _8"></span>da <span class="_ _8"></span>viol<span class="_ _4"></span>ência <span class="_ _8"></span>e do <span class="_ _8"></span>ass<span class="_ _8"></span>é<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">dio no mundo do trabalho<span class="ff1f">. <span class="_ _4"></span><span class="fff">Genebra, 21 jun. 2019. <span class="_ _4"></span>Disponível em: <span class="_ _4"></span>https://</span></span></div><div class="t m4ab x3a hb y73 fff fs5 fc2 sc0 lsc wse">www.il<span class="_ _4"></span>o<span class="_ _4"></span>.<span class="_ _4"></span>org/wcmsp5/groups/public/---europe/---r<span class="_ _4"></span>o-gene<span class="_ _4"></span>v<span class="_ _4"></span>a/---il<span class="_ _4"></span>o-lisbon/</div><div class="t mb1 x3a hb y74 fff fs5 fc2 sc0 ls22 ws2b">documents/genericdocument/wcms_729461.pdf<span class="_ _3"></span>. <span class="_ _4"></span>A<span class="_ _4"></span>cesso em: <span class="_ _4"></span>16 <span class="_ _4"></span>dez. <span class="_ _4"></span>2021.</div><div class="t mdc x3a hb y76 fff fs5 fc2 sc0 ls9 wsb">S<span class="_ _4"></span>ANTOS, <span class="_ _4"></span>Ramonny<span class="_ _3"></span>.<span class="ff1f ws2f">Assédio moral no ambiente de trabalho:</span> <span class="_ _3"></span>uma visão <span class="_ _3"></span>pa<span class="ls0 ws0">-</span></div><div class="t m6e9 x3a hb y77 fff fs5 fc2 sc0 ls22 ws2b">norâmica <span class="_ _4"></span>do <span class="_ _4"></span>direit<span class="_ _4"></span>o <span class="_ _4"></span>internacional <span class="_ _4"></span>à <span class="_ _4"></span>luz <span class="_ _4"></span>do <span class="_ _4"></span>princípio da <span class="_ _3"></span>dignidade da <span class="_ _3"></span>pe<span class="_ _8"></span>ssoa </div><div class="t m6ea x3a hb y78 fff fs5 fc2 sc0 ls23 ws2c">humana. <span class="_ _8"></span>2019. Trabalho <span class="_ _8"></span>de <span class="_ _8"></span>Conclusão de <span class="_ _8"></span>Curso <span class="_ _8"></span>(Bacharel <span class="_ _8"></span>em Direito) – </div><div class="t m6eb x3a hb y79 fff fs5 fc2 sc0 ls22 ws2b">Universidade <span class="_ _3"></span>Tiradente<span class="_ _8"></span>s, <span class="_ _4"></span>Aracaju, <span class="_ _4"></span>2019. <span class="_ _4"></span>Disponível <span class="_ _3"></span>em: https://openrit.<span class="_ _3"></span>gru<span class="ls0 ws0">-</span></div><div class="t m62e x3a hb y7a fff fs5 fc2 sc0 ls8 wsa">potiradentes.com/xmlui/bitstream/handl<span class="_ _3"></span>e/s<span class="_ _8"></span>et/4219/A<span class="_ _3"></span>SS%C3%89DIO%20</div><div class="t m6ec x3a hb y7b fff fs5 fc2 sc0 lsf ws11">MORAL%20NO%20AMBIENTE%20DE%20TRABALHO.pdf?sequence=1. </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>cesso em: 16 dez. 2021.</div><div class="t m159 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">SENADO FEDERAL. <span class="_ _3"></span>Ato <span class="_ _3"></span>do 1º <span class="_ _4"></span>Secretário <span class="_ _4"></span>nº 8, <span class="_ _3"></span>de 2018. <span class="_ _3"></span>Dispõe sobre <span class="_ _4"></span>o pr<span class="_ _4"></span>o-</div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">cediment<span class="_ _4"></span>o para instrução preliminar de casos de assédio moral ou sexual </div><div class="t mf9 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">no <span class="_ _4"></span>meio ambiente <span class="_ _3"></span>de trabalho <span class="_ _3"></span>do Senado <span class="_ _4"></span>Federal. <span class="_ _3"></span><span class="ff1f ws2f">Boletim A<span class="_ _3"></span>dministrativo </span></div><div class="t m2 x3a hb y81 ff1f fs5 fc2 sc0 ls0 ws63">do Senado Federal<span class="fff ws0">, nº <span class="_ _3"></span>6664, seção nº 2, <span class="_ _4"></span>de 27 <span class="_ _3"></span>de dezembro <span class="_ _4"></span>de 2018, <span class="_ _4"></span>p<span class="_ _3"></span>. 1. </span></div><div class="t m68a x3a hb y82 fff fs5 fc2 sc0 lsc wse">Disponível em: <span class="_ _8"></span>https://adm.senado.l<span class="_ _3"></span>eg.br/normas/ui/pub/normaConsul<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">tada?1. A<span class="_ _4"></span>cesso em: 18 dez. 2021.</div><div class="t m6ed x3a hb y85 fff fs5 fc2 sc0 lsf ws11">_____. <span class="_ _8"></span><span class="ff1f ws31">Assédio moral e sexual no trabalho. </span>Brasília, 2018. <span class="_ _8"></span>Disponível em: </div><div class="t m6ee x3a hb y23 fff fs5 fc2 sc0 lsc wse">https://www12.senado.l<span class="_ _3"></span>eg.br/institucional/re<span class="_ _8"></span>sponsabilidade-social/equi<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">153</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m6ef x3a hb y6a fff fs5 fc2 sc0 lse ws10">dade/pages/comite_/pdfs/cartilha-ass<span class="_ _8"></span>edio-moral-e-sexual-no-trabalho. </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>cesso em: 21 dez. 2021.</div><div class="t m490 x3a hb y88 fff fs5 fc2 sc0 lsc wse">TST<span class="_ _6"></span>. <span class="_ _8"></span><span class="ff1f ws31">Ass<span class="_ _8"></span>édio sexual:</span> <span class="_ _8"></span>o que <span class="_ _8"></span>é, quais <span class="_ _8"></span>são os <span class="_ _8"></span>s<span class="_ _8"></span>eus direitos e <span class="_ _8"></span>como <span class="_ _8"></span>pre<span class="_ _3"></span>venir? </div><div class="t m20f x3a hb y89 fff fs5 fc2 sc0 ls4 ws5">[S. <span class="_ _8"></span>l.], 2019. <span class="_ _8"></span>Disponível em: <span class="_ _8"></span>https://www.tst.jus<span class="_ _3"></span>.br/ass<span class="_ _8"></span>edio-sexual. <span class="_ _8"></span>Acesso </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">em: 16 dez. 2021.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">154</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x72 hd y6a ff11 fs6 fc6 sc0 ls0 ws0">Capítul<span class="_ _3"></span>o 7 – COLEÇÃ<span class="_ _3"></span>O <span class="ff1f">ESCRITORA<span class="_ _3"></span>S DO BRA<span class="_ _3"></span>SIL<span class="ff11">: </span></span></div><div class="t m2 x3f hd y17a ff11 fs6 fc6 sc0 ls0 ws0">UMA NO<span class="_ _3"></span>V<span class="_ _3"></span>A CONSPIRA<span class="_ _4"></span>ÇÃ<span class="_ _5"></span>O D<span class="_ _3"></span>A<span class="_ _4"></span>S S<span class="_ _3"></span>AIA<span class="_ _3"></span>S...</div><div class="t m2 xaa h14 y17c ff27 fs5 fc2 sc0 ls0 ws0"><span class="ff12">Mônica Almeida Rizzo Soares</span></div><div class="t m2 x5a h18 y17d ff1b fs9 fc2 sc0 ls0 ws0">59</div><div class="t m2 x69 h14 y17c ff12 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m2 x8e h14 y112 ff12 fs5 fc2 sc0 ls0 ws0">Maria Hel<span class="_ _4"></span>ena de Almeida Freitas</div><div class="t m2 x5a h18 y113 ff1b fs9 fc2 sc0 ls0 ws0">60</div><div class="t m2 x69 h17 y112 ff1a fs5 fc2 sc0 ls0 ws0"> </div><div class="t m60a x3a h1a y212 ff1c fs2 fc2 sc0 ls7 ws9">59<span class="ls26 ws26"> <span class="_ _1d"> </span>Bacharel em Bibliotec<span class="_ _4"></span>onomia e Documentaç<span class="_ _4"></span>ão pela Universidade F<span class="_ _4"></span>eder<span class="_ _4"></span>al do Estado do Rio </span></div><div class="t m66e x1e h1a y213 ff1d fs2 fc2 sc0 ls3a ws4a">de Janeir<span class="_ _4"></span>o <span class="_ _4"></span>(UniRio) e <span class="_ _3"></span>mestre em <span class="_ _3"></span>Memória Social pela <span class="_ _3"></span>mesma instuição. <span class="_ _3"></span>Dirigiu a Bibliot<span class="_ _4"></span>eca </div><div class="t m6f0 x1e h1a y180 ff1d fs2 fc2 sc0 ls1f ws56">do Senado <span class="_ _8"></span>Feder<span class="_ _4"></span>al de <span class="_ _8"></span>2017 a <span class="_ _8"></span>2019, onde, <span class="_ _8"></span>atualment<span class="_ _4"></span>e, é <span class="_ _8"></span>chef<span class="_ _4"></span>e do <span class="_ _8"></span>Serviço de <span class="_ _8"></span>Pesquisa e </div><div class="t m58f x1e h1a y181 ff1d fs2 fc2 sc0 ls3b ws4b">Recuper<span class="_ _4"></span>ação <span class="_ _4"></span>de In<span class="_ _4"></span>formações <span class="_ _3"></span>Bibliográcas. <span class="_ _4"></span>Foi <span class="_ _4"></span>servidora <span class="_ _4"></span>da Fundaç<span class="_ _4"></span>ão Bibliot<span class="_ _4"></span>eca <span class="_ _4"></span>Nacional </div><div class="t m6f1 x1e h1a y353 ff1d fs2 fc2 sc0 ls1f ws56">(BN  <span class="_ _8"></span>Rio de <span class="_ _8"></span>Janeiro) de 1983 <span class="_ _8"></span>a 2014. <span class="_ _8"></span>Nessa instuição exer<span class="_ _4"></span>ceu a <span class="_ _8"></span>função de diretora do </div><div class="t m6f2 x1e h1a y354 ff1c fs2 fc2 sc0 ls3 ws25">Centro de R<span class="_ _4"></span>ef<span class="_ _4"></span>erência e Difusão, sendo<span class="_ _4"></span>, nesse período, r<span class="_ _4"></span>epresentan<span class="_ _4"></span>te da Fundação em </div><div class="t m6f3 x1e h1a y11c ff1c fs2 fc2 sc0 ls26 ws26">diversos or<span class="_ _4"></span>ganismos in<span class="_ _4"></span>ternacionais nos campos da ciência da inf<span class="_ _3"></span>ormação e da preservação </div><div class="t m2 x1e h1a y11d ff1c fs2 fc2 sc0 ls0 ws0">do patrimônio cultural.</div><div class="t m2 x3a h1a y355 ff1d fs2 fc2 sc0 ls0 ws0">60 <span class="_ _1e"> </span>Bibliotecária da Biblioteca <span class="_ _4"></span>do Senado Feder<span class="_ _3"></span>al desde 2009. Formou-se pela <span class="_ _4"></span>Poncia <span class="_ _4"></span>Uni<span class="ff1c">-</span></div><div class="t m6f4 x1e h1a y187 ff1c fs2 fc2 sc0 ls21 ws66">versidade Ca<span class="_ _4"></span>tólica de Campinas/SP (PUCCamp). P<span class="_ _4"></span>ossui mestr<span class="_ _4"></span>ado em Biblioteconomia e </div><div class="t m6f5 x1e h1a y188 ff1d fs2 fc2 sc0 ls8 wsa">Ciência da <span class="_ _3"></span>Informação <span class="_ _4"></span>(PUCCamp) <span class="_ _4"></span>e em <span class="_ _3"></span>História da <span class="_ _3"></span>Ciência (PUC-SP), <span class="_ _4"></span>além <span class="_ _4"></span>de uma <span class="_ _3"></span>segunda </div><div class="t m2 x1e h1a y194 ff1d fs2 fc2 sc0 ls0 ws0">graduação em Filosoa (UnB). Con<span class="_ _4"></span>tato: escrit<span class="_ _4"></span>orasdobr<span class="_ _4"></span>asil@senado.leg.br<span class="_ _5"></span>.</div><div class="t m2 x3a h1a y195 ff1c fs2 fc2 sc0 ls0 ws0">61<span class="ff1d"> <span class="_ _1e"> </span>DUARTE, 2009, p. 15.</span></div><div class="t m2 xd7 hb y28e ff1f fs5 fc2 sc0 ls0 ws0">A censura e a repressão trabalham juntas para de<span class="_ _8"></span>struir o arquivo<span class="_ _3"></span>, </div><div class="t m2 xd7 hb y28f ff1f fs5 fc2 sc0 ls0 ws0">antes me<span class="_ _8"></span>smo de tê-l<span class="_ _4"></span>o produzido<span class="_ _3"></span>, já havia dito Derrida. Pul<span class="_ _4"></span>sões de </div><div class="t m2 x7c hb y356 ff1f fs5 fc2 sc0 ls0 ws0">morte jogam o arquivo na amnésia, na aniquilação da memória, na </div><div class="t m2 xd7 hb y357 ff20 fs5 fc2 sc0 ls0 ws0">erradicação da verdade<span class="_ _3"></span>.Não f<span class="_ _4"></span>oram poucos os poemas deA<span class="_ _3"></span>utade </div><div class="t m2 x97 hb y358 ff1f fs5 fc2 sc0 ls0 ws0">Souza que seus irmãos alteraram, ante<span class="_ _8"></span>s de enviá-l<span class="_ _4"></span>os para a publi-</div><div class="t m2 xd7 hb y359 ff20 fs5 fc2 sc0 ls0 ws0">cação<span class="_ _4"></span>.T<span class="_ _5"></span>ambém não f<span class="_ _4"></span>oram poucas as obras de escritoras queima<span class="ff1f">-</span></div><div class="t m2 xd8 hb y35a ff20 fs5 fc2 sc0 ls0 ws0">das e destruídas por lhos e maridos ciumentos de seus talent<span class="_ _3"></span>os.</div><div class="t m2 x59 h1b y35b ff11 fs2 fc2 sc0 ls0 ws0">(Constância de Lima Duarte)</div><div class="t m2 x48 h3e y35c ff1b fs1d fc2 sc0 ls0 ws0">61</div><div class="t m2 x69 h3f y35b ff28 fs2 fc2 sc0 ls0 ws0"></div><div class="t m5bc x19 hb y75 fff fs5 fc2 sc0 ls9 wsb">A <span class="_ _4"></span>col<span class="_ _4"></span>eção<span class="ff1f ws2f"> Escrit<span class="_ _4"></span>oras do Brasil<span class="fff wsb">, <span class="_ _4"></span>projet<span class="_ _3"></span>o iniciado <span class="_ _4"></span>em <span class="_ _4"></span>2018 <span class="_ _4"></span>pela <span class="_ _4"></span>Biblioteca </span></span></div><div class="t m6f6 x3a hb y76 fff fs5 fc2 sc0 ls8 wsa">do <span class="_ _4"></span>Senado <span class="_ _4"></span>Federal <span class="_ _3"></span>e apro<span class="_ _4"></span>v<span class="_ _4"></span>ado <span class="_ _4"></span>pel<span class="_ _3"></span>o Conselho Edit<span class="_ _3"></span>orial da <span class="_ _3"></span>Casa, <span class="_ _4"></span>constitui-se </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">de 30 obras literárias ou jornalísticas de escritoras brasil<span class="_ _3"></span>eiras em domínio </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">público<span class="_ _4"></span>, oriundas <span class="_ _8"></span>de <span class="_ _8"></span>t<span class="_ _3"></span>odas <span class="_ _8"></span>as <span class="_ _8"></span>regiões <span class="_ _8"></span>do país. T<span class="_ _5"></span>em <span class="_ _8"></span>por <span class="_ _8"></span>objetivo promov<span class="_ _3"></span>er </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">o conheciment<span class="_ _4"></span>o<span class="_ _4"></span>, a divulgação e a l<span class="_ _3"></span>eitura de e<span class="_ _8"></span>squecida parte da produção </div><div class="t m6f7 x3a hb y7a fff fs5 fc2 sc0 ls8 wsa">cultural <span class="_ _4"></span>brasil<span class="_ _4"></span>eira, <span class="_ _4"></span>resgatando, <span class="_ _3"></span>assim, el<span class="_ _3"></span>ementos <span class="_ _3"></span>signicativos <span class="_ _4"></span>de <span class="_ _4"></span>nossa <span class="_ _4"></span>tra<span class="ls0 ws0">-</span></div><div class="t m6f8 x3a hb y7b fff fs5 fc2 sc0 ls9 wsb">dição<span class="_ _4"></span>. <span class="_ _4"></span>O <span class="_ _4"></span>projet<span class="_ _3"></span>o compreende <span class="_ _3"></span>a concepção <span class="_ _3"></span>e o <span class="_ _3"></span>de<span class="_ _8"></span>senvolviment<span class="_ _3"></span>o do <span class="_ _3"></span>modelo </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">de pr<span class="_ _4"></span>odução do <span class="_ _4"></span>início ao <span class="_ _4"></span>m, desde o <span class="_ _4"></span>projet<span class="_ _3"></span>o edit<span class="_ _4"></span>orial e <span class="_ _4"></span>gráco<span class="_ _4"></span>, a <span class="_ _3"></span>s<span class="_ _8"></span>el<span class="_ _4"></span>eção </div><div class="t m7e x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">e recebiment<span class="_ _3"></span>o de <span class="_ _3"></span>ediçõe<span class="_ _8"></span>s <span class="_ _4"></span>originais e <span class="_ _3"></span>a preparação <span class="_ _4"></span>dos <span class="_ _4"></span>text<span class="_ _4"></span>os, <span class="_ _4"></span>culminando </div><div class="t mc8 x3a hb y7e fff fs5 fc2 sc0 lsd wsf">na <span class="_ _4"></span>impressão das <span class="_ _3"></span>obras e <span class="_ _3"></span>posteriore<span class="_ _8"></span>s <span class="_ _4"></span>lançament<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>distribuição <span class="_ _3"></span>e divul<span class="_ _4"></span>gação<span class="_ _4"></span>.</div><div class="t m2 x13 h1c y132 ff17 fs6 fc4 sc0 ls0 ws0">155</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws0">HISTÓRICO DO PROJETO</div><div class="t m6f9 x19 hb y87 fff fs5 fc2 sc0 ls22 ws2b">O <span class="_ _4"></span>projet<span class="_ _3"></span>o col<span class="_ _3"></span>eção<span class="ff1f ws2f"> Escritoras do Brasil</span> <span class="_ _4"></span>f<span class="_ _3"></span>oi concebido <span class="_ _3"></span>em 2018 <span class="_ _4"></span>a <span class="_ _4"></span>partir <span class="_ _4"></span>de </div><div class="t m493 x3a hb y88 fff fs5 fc2 sc0 lsb wsd">outro <span class="_ _3"></span>projeto <span class="_ _3"></span>da Biblioteca <span class="_ _3"></span>do Senado<span class="_ _3"></span>, a <span class="_ _3"></span><span class="ff1f ws2f">Roda de Leitura<span class="fff wsd">. <span class="_ _3"></span>A ideia <span class="_ _3"></span>da <span class="ff1f ws2f">Roda de </span></span></span></div><div class="t m373 x3a hb y89 ff1f fs5 fc2 sc0 lsa wsc">Leitura<span class="fff"> <span class="_ _3"></span>surgiu a <span class="_ _3"></span>partir de <span class="_ _3"></span>um desao <span class="_ _4"></span>em <span class="_ _4"></span>utilizar <span class="_ _4"></span>res<span class="_ _8"></span>enhas <span class="_ _4"></span>of<span class="_ _4"></span>erecidas <span class="_ _4"></span>por <span class="_ _4"></span>um </span></div><div class="t m97 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">col<span class="_ _4"></span>ega <span class="_ _4"></span>integrante da <span class="_ _3"></span>Consultoria <span class="_ _3"></span>legislativ<span class="_ _3"></span>a. Dessa f<span class="_ _3"></span>orma, em <span class="_ _3"></span>2017, f<span class="_ _3"></span>oram </div><div class="t m23b x3a hb y6c fff fs5 fc2 sc0 ls22 ws2b">iniciados <span class="_ _4"></span>debates mensais <span class="_ _4"></span>na <span class="_ _4"></span>biblioteca <span class="_ _4"></span>que <span class="_ _4"></span>visav<span class="_ _4"></span>am <span class="_ _4"></span>à <span class="_ _4"></span>l<span class="_ _4"></span>eitura <span class="_ _4"></span>e <span class="_ _4"></span>à <span class="_ _4"></span>discussão </div><div class="t m6fa x3a hb y6d fff fs5 fc2 sc0 ls9 wsb">de <span class="_ _4"></span>obras ou <span class="_ _3"></span>e<span class="_ _8"></span>scrit<span class="_ _3"></span>ore<span class="_ _8"></span>s presente<span class="_ _8"></span>s no <span class="_ _3"></span>acervo<span class="_ _4"></span>, <span class="_ _4"></span>de modo <span class="_ _3"></span>a ampliar <span class="_ _3"></span>a interação </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">entre o público<span class="_ _3"></span>, o acervo<span class="_ _4"></span>, a equipe e <span class="_ _4"></span>o espaço, como <span class="_ _4"></span>preconizado na obra </div><div class="t m2 x3a hb y6f ff1f fs5 fc2 sc0 ls0 ws83">Guidelines for l<span class="_ _3"></span>egislative libraries<span class="fff ws0"> <span class="_ _8"></span>(ANDERSON et al., <span class="_ _8"></span>2022, p. 37-38), que </span></div><div class="t m6fb x3a hb y70 fff fs5 fc2 sc0 ls22 ws2b">sugere <span class="_ _4"></span>o <span class="_ _4"></span>uso <span class="_ _4"></span>do <span class="_ _4"></span>espaço para <span class="_ _4"></span>atividades recreativ<span class="_ _3"></span>as e <span class="_ _3"></span>também para <span class="_ _4"></span>mostras </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">e exposições que apre<span class="_ _8"></span>sentem assuntos do interess<span class="_ _8"></span>e do P<span class="_ _3"></span>arlamento<span class="_ _3"></span>.</div><div class="t m77 x19 hb y72 fff fs5 fc2 sc0 ls24 ws2d"> <span class="_ _4"></span>No <span class="_ _3"></span>s<span class="_ _8"></span>egundo <span class="_ _4"></span>ano <span class="_ _4"></span>da <span class="_ _3"></span>iniciativa <span class="_ _3"></span>(2018), al<span class="_ _4"></span>guns <span class="_ _4"></span>temas <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _4"></span>destacaram, como </div><div class="t mbc x3a hb y73 fff fs5 fc2 sc0 lsd wsf">a <span class="_ _4"></span>escravidão, <span class="_ _3"></span>o abolicionismo <span class="_ _3"></span>e a <span class="_ _3"></span>literatura de <span class="_ _3"></span>autoria <span class="_ _3"></span>feminina. <span class="_ _3"></span>Consultoras </div><div class="t m5af x3a hb y74 fff fs5 fc2 sc0 ls4 ws5">do Senado <span class="_ _8"></span>Federal, <span class="_ _8"></span>procuradas para <span class="_ _8"></span>mediar a <span class="_ _8"></span>atividade<span class="_ _4"></span>, e<span class="_ _8"></span>specicamente </div><div class="t m6fc x3a hb y75 fff fs5 fc2 sc0 ls5 ws6">T<span class="_ _5"></span>atiana Feit<span class="_ _3"></span>osa de <span class="_ _3"></span>Brito <span class="_ _3"></span>e Maria <span class="_ _3"></span>da Conceição <span class="_ _4"></span>Lima <span class="_ _4"></span>Al<span class="_ _3"></span>ves, propuseram <span class="_ _4"></span>que </div><div class="t m6fd x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>oss<span class="_ _8"></span>em <span class="_ _4"></span>realizadas <span class="_ _4"></span>rodas <span class="_ _3"></span>para debater <span class="_ _4"></span>o <span class="_ _4"></span>trabalho <span class="_ _4"></span>de <span class="_ _4"></span>aut<span class="_ _4"></span>oras <span class="_ _4"></span>do <span class="_ _4"></span>século <span class="_ _3"></span>XIX, </div><div class="t m6fe x3a hb y77 fff fs5 fc2 sc0 ls9 wsb">desconhecidas do <span class="_ _4"></span>público <span class="_ _4"></span>em <span class="_ _4"></span>geral. <span class="_ _4"></span>Dada <span class="_ _4"></span>a <span class="_ _4"></span>diculdade <span class="_ _3"></span>de l<span class="_ _3"></span>ocalização des<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">sas obras atualizadas ortogracamente nas bibliotecas, nasceu a ideia <span class="_ _8"></span>de </div><div class="t m6ff x3a hb y79 fff fs5 fc2 sc0 ls9 wsb">propor <span class="_ _3"></span>à Secretaria <span class="_ _4"></span>de <span class="_ _4"></span>Edit<span class="_ _4"></span>oração e <span class="_ _3"></span>Publicaçõe<span class="_ _8"></span>s <span class="_ _4"></span>(Segraf) <span class="_ _4"></span>a <span class="_ _4"></span>reedição <span class="_ _4"></span>dess<span class="_ _8"></span>es </div><div class="t m5fc x3a hb y7a fff fs5 fc2 sc0 ls4 ws5">títul<span class="_ _4"></span>os<span class="_ _4"></span>. A <span class="_ _8"></span>ideia <span class="_ _8"></span>se <span class="_ _8"></span>expandiu <span class="_ _8"></span>da edição <span class="_ _8"></span>de <span class="_ _8"></span>al<span class="_ _4"></span>gumas <span class="_ _8"></span>obras para <span class="_ _8"></span>a <span class="_ _8"></span>edição de </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">uma col<span class="_ _4"></span>eção<span class="_ _4"></span>.</div><div class="t m700 x19 hb y7c fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>ara auxiliar <span class="_ _8"></span>o <span class="_ _8"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento do <span class="_ _8"></span>projet<span class="_ _3"></span>o, as <span class="_ _8"></span>consultoras citadas <span class="_ _8"></span>in-</div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">dicaram a <span class="_ _8"></span>consult<span class="_ _4"></span>ora apos<span class="_ _8"></span>entada Cleide de Oliveira Lemos<span class="_ _3"></span>. <span class="_ _8"></span>O grupo <span class="_ _8"></span>t<span class="_ _4"></span>odo </div><div class="t m701 x3a hb y7e fff fs5 fc2 sc0 lse ws10">concebeu <span class="_ _8"></span>um pré-projeto<span class="_ _3"></span>, <span class="_ _8"></span>que <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>apres<span class="_ _8"></span>entado <span class="_ _8"></span>ao chefe de <span class="_ _8"></span>gabinete <span class="_ _8"></span>da </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">Segraf<span class="_ _3"></span>, Ricardo <span class="_ _8"></span>Abril Marinho, que<span class="_ _4"></span>, além de apoiar <span class="_ _8"></span>a ideia, orientou a <span class="_ _8"></span>ela-</div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">boração do projet<span class="_ _3"></span>o nal.</div><div class="t m702 x19 hb y81 fff fs5 fc2 sc0 ls5 ws6">O <span class="_ _4"></span>document<span class="_ _4"></span>o nalizado <span class="_ _3"></span>f<span class="_ _4"></span>oi <span class="_ _4"></span>l<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>ado <span class="_ _4"></span>à <span class="_ _4"></span>diret<span class="_ _4"></span>ora-geral, Sra. <span class="_ _3"></span>Ilana Trombk<span class="_ _5"></span>a,<span class="_ _8"></span> </div><div class="t m77 x3a hb y82 fff fs5 fc2 sc0 ls24 ws2d">grande <span class="_ _4"></span>impul<span class="_ _4"></span>sionadora <span class="_ _4"></span>da <span class="_ _4"></span>ideia, <span class="_ _3"></span>que o <span class="_ _3"></span>encaminhou para <span class="_ _3"></span>anális<span class="_ _8"></span>e <span class="_ _3"></span>e apr<span class="_ _4"></span>ov<span class="_ _3"></span>ação<span class="_ _8"></span> </div><div class="t m6a7 x3a hb y83 fff fs5 fc2 sc0 ls5 ws6">do <span class="_ _4"></span>Conselho Edit<span class="_ _4"></span>orial <span class="_ _4"></span>do <span class="_ _4"></span>Senado Federal. <span class="_ _3"></span>É preciso <span class="_ _3"></span>salientar que <span class="_ _4"></span>o <span class="_ _4"></span>projet<span class="_ _3"></span>o<span class="_ _8"></span> </div><div class="t m6fb x3a hb y84 fff fs5 fc2 sc0 ls22 ws2b">f<span class="_ _3"></span>oi absolutamente <span class="_ _4"></span>bem <span class="_ _4"></span>recebido <span class="_ _4"></span>e <span class="_ _4"></span>apoiado <span class="_ _4"></span>por <span class="_ _4"></span>t<span class="_ _4"></span>odas <span class="_ _4"></span>as <span class="_ _4"></span>instâncias <span class="_ _4"></span>da <span class="_ _4"></span>Casa.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">156</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws0">UMA COLEÇÃ<span class="_ _3"></span>O SÓ DE ESCRITORA<span class="_ _3"></span>S</div><div class="t m2 x19 hb y87 fff fs5 fc2 sc0 ls0 ws0">O projet<span class="_ _3"></span>o coleção<span class="ff1f wse"> Escrit<span class="_ _3"></span>oras do Brasil<span class="fff ws0"> nasceu a partir da percepção da </span></span></div><div class="t md2 x3a hb y88 fff fs5 fc2 sc0 ls8 wsa">inexistência <span class="_ _4"></span>edit<span class="_ _4"></span>orial <span class="_ _4"></span>da <span class="_ _3"></span>maioria dos <span class="_ _3"></span>textos <span class="_ _3"></span>e<span class="_ _8"></span>scrit<span class="_ _4"></span>os <span class="_ _4"></span>por <span class="_ _4"></span>mulheres brasil<span class="_ _3"></span>eiras </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">no século <span class="_ _4"></span>XIX. Mas, al<span class="_ _3"></span>ém da f<span class="_ _3"></span>alta de nov<span class="_ _3"></span>as edições, chamou a atenção do </div><div class="t m636 x3a hb y6b fff fs5 fc2 sc0 ls5 ws6">grupo <span class="_ _4"></span>a inexistência <span class="_ _3"></span>de<span class="_ _8"></span>ssas <span class="_ _4"></span>escritoras <span class="_ _3"></span>nas ant<span class="_ _4"></span>ol<span class="_ _4"></span>ogias, <span class="_ _4"></span>nas <span class="_ _4"></span>obras de <span class="_ _3"></span>história </div><div class="t m703 x3a hb y6c fff fs5 fc2 sc0 ls5 ws6">da <span class="_ _4"></span>literatura brasil<span class="_ _3"></span>eira e<span class="_ _3"></span>, consequentemente, <span class="_ _3"></span>nas escolas e <span class="_ _3"></span>nos exames de </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">admissão para universidades<span class="_ _4"></span>.</div><div class="t m612 x19 hb y6e fff fs5 fc2 sc0 ls0 ws0">As <span class="_ _4"></span>aut<span class="_ _4"></span>oras brasil<span class="_ _3"></span>eiras do <span class="_ _3"></span>s<span class="_ _8"></span>écul<span class="_ _4"></span>o <span class="_ _4"></span>XIX, e <span class="_ _3"></span>f<span class="_ _4"></span>oram muitas, <span class="_ _3"></span>praticamente não </div><div class="t m4a3 x3a hb y6f fff fs5 fc2 sc0 ls22 ws2b">são <span class="_ _4"></span>reeditadas, <span class="_ _4"></span>estudadas ou <span class="_ _3"></span>recordadas. <span class="_ _3"></span>Foram sumariamente <span class="_ _3"></span>e<span class="_ _8"></span>squecidas </div><div class="t m704 x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">e <span class="_ _8"></span>riscadas do <span class="_ _8"></span>mapa <span class="_ _8"></span>cultural brasileiro<span class="_ _3"></span>, <span class="_ _8"></span>embora tenham <span class="_ _8"></span>publicado <span class="_ _8"></span>impor<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">tantes <span class="_ _8"></span>obras, não <span class="_ _8"></span>somente literárias, <span class="_ _8"></span>e <span class="_ _8"></span>tenham sido <span class="_ _8"></span>f<span class="_ _3"></span>e<span class="_ _8"></span>stejadas nos <span class="_ _8"></span>meios </div><div class="t m705 x3a hb y72 fff fs5 fc2 sc0 lse ws10">literários <span class="_ _8"></span>e jornalísticos <span class="_ _8"></span>brasileir<span class="_ _4"></span>os <span class="_ _8"></span>e<span class="_ _3"></span>, <span class="_ _8"></span>por <span class="_ _8"></span>vezes, <span class="_ _8"></span>europeus<span class="_ _3"></span>. <span class="_ _8"></span>Entretanto<span class="_ _3"></span>, <span class="_ _8"></span>o </div><div class="t m513 x3a hb y73 fff fs5 fc2 sc0 ls4 ws5">espaço <span class="_ _8"></span>da <span class="_ _8"></span>escrita <span class="_ _8"></span>f<span class="_ _4"></span>eminina, <span class="_ _8"></span>ao contrário <span class="_ _8"></span>de <span class="_ _8"></span>se <span class="_ _8"></span>expandir no <span class="_ _8"></span>s<span class="_ _8"></span>écul<span class="_ _3"></span>o <span class="_ _8"></span>XX, <span class="_ _8"></span>f<span class="_ _3"></span>oi </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">se <span class="_ _8"></span>estreitando, a ponto de a <span class="_ _8"></span>população brasileira desconhecer<span class="_ _3"></span>, <span class="_ _8"></span>quase <span class="_ _8"></span>por </div><div class="t m4e8 x3a hb y75 fff fs5 fc2 sc0 ls8 wsa">compl<span class="_ _4"></span>et<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _4"></span>os <span class="_ _3"></span>nome<span class="_ _8"></span>s e<span class="_ _4"></span> <span class="_ _4"></span>as <span class="_ _4"></span>obras <span class="_ _4"></span>das <span class="_ _4"></span>mulheres que <span class="_ _3"></span>participaram da <span class="_ _3"></span>formação </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">da cultura nacional. Ignoradas <span class="_ _4"></span>pela hist<span class="_ _4"></span>ória cultural, pel<span class="_ _3"></span>os e<span class="_ _8"></span>studos literá-</div><div class="t m706 x3a hb y77 fff fs5 fc2 sc0 ls9 wsb">rios, <span class="_ _4"></span>pel<span class="_ _4"></span>os <span class="_ _4"></span>críticos e <span class="_ _3"></span>pelas edit<span class="_ _3"></span>oras, percebe-se que <span class="_ _3"></span>tais escritoras <span class="_ _3"></span>sofreram </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">um impressionante silenciament<span class="_ _3"></span>o. </div><div class="t m707 x19 hb y79 fff fs5 fc2 sc0 ls5 ws6">P<span class="_ _4"></span>ode-se compreender <span class="_ _4"></span>o <span class="_ _4"></span>sil<span class="_ _4"></span>enciament<span class="_ _4"></span>o <span class="_ _4"></span>da mulher <span class="_ _3"></span>no século <span class="_ _3"></span>XIX. Nessa </div><div class="t m52f x3a hb y7a fff fs5 fc2 sc0 lsc wse">época, <span class="_ _8"></span>a vida <span class="_ _8"></span>da <span class="_ _8"></span>mulher era <span class="_ _8"></span>circunscrita <span class="_ _8"></span>ao lar <span class="_ _8"></span>e <span class="_ _8"></span>à Igreja. <span class="_ _8"></span>A <span class="_ _8"></span>educação <span class="_ _8"></span>da </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">mulher f<span class="_ _4"></span>oi um direito arduamente al<span class="_ _4"></span>cançado no decorrer daquele século<span class="_ _3"></span>, </div><div class="t m708 x3a hb y7c fff fs5 fc2 sc0 lsf ws11">e <span class="_ _8"></span>de forma bastante <span class="_ _8"></span>parcial. Nas <span class="_ _8"></span>ciências <span class="_ _8"></span>e <span class="_ _8"></span>nas arte<span class="_ _8"></span>s, quando <span class="_ _8"></span>a <span class="_ _8"></span>mulher </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">conseguia atuar e des<span class="_ _8"></span>envol<span class="_ _3"></span>ver-se, vivia enormes percalços, <span class="_ _4"></span>diculdades e </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">quase <span class="_ _8"></span>nenhuma oportunidade<span class="_ _3"></span>, <span class="_ _8"></span>al<span class="_ _3"></span>ém <span class="_ _8"></span>de não ter direit<span class="_ _4"></span>os sociais e políticos </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">assegurados.</div><div class="t m709 x19 hb y80 fff fs5 fc2 sc0 ls22 ws2b">No <span class="_ _4"></span>campo <span class="_ _4"></span>literário<span class="_ _4"></span>, <span class="_ _4"></span>a situação <span class="_ _3"></span>não f<span class="_ _3"></span>oi dif<span class="_ _3"></span>erente, <span class="_ _3"></span>como esclarece Zahidé </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">Muzart, prof<span class="_ _3"></span>e<span class="_ _8"></span>ssora de literatura e criadora da Edit<span class="_ _4"></span>ora Mulheres: </div><div class="t m2 x19 hb y82 fff fs5 fc2 sc0 ls0 ws0">Nessa época, <span class="_ _4"></span>como se sabe<span class="_ _3"></span>, a <span class="_ _3"></span>mulher era t<span class="_ _3"></span>olerada, <span class="_ _3"></span>não realmente <span class="_ _4"></span>res-</div><div class="t m70a x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">peitada como <span class="_ _8"></span>e<span class="_ _8"></span>scrit<span class="_ _3"></span>ora. <span class="_ _8"></span>A <span class="_ _8"></span>crítica, quando <span class="_ _8"></span>s<span class="_ _8"></span>e debruçava sobre <span class="_ _8"></span>os livros <span class="_ _8"></span>de </div><div class="t m70b x3a hb y84 fff fs5 fc2 sc0 lse ws10">mulheres, <span class="_ _8"></span>o <span class="_ _8"></span>f<span class="_ _3"></span>azia <span class="_ _8"></span>“com <span class="_ _8"></span>luv<span class="_ _4"></span>as <span class="_ _8"></span>de pelica”, <span class="_ _8"></span>“com <span class="_ _8"></span>a <span class="_ _8"></span>cortesia <span class="_ _8"></span>devida a <span class="_ _8"></span>uma </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">senhora”, <span class="_ _8"></span>não <span class="_ _8"></span>estudando <span class="_ _8"></span>o livro <span class="_ _8"></span>como literatura, <span class="_ _8"></span>mas vendo atrás <span class="_ _8"></span>del<span class="_ _4"></span>e o </div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>antasma de uma mulher<span class="_ _3"></span>. (MUZART<span class="_ _5"></span>, 1990, p. 65)</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">157</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m70c x19 hb y6a fff fs5 fc2 sc0 lsc wse">Da <span class="_ _8"></span>metade do <span class="_ _8"></span>século XIX <span class="_ _8"></span>em diante <span class="_ _8"></span>muitas <span class="_ _8"></span>escolas <span class="_ _8"></span>começam a <span class="_ _8"></span>abrir </div><div class="t m70d x3a hb y86 fff fs5 fc2 sc0 ls4 ws5">suas <span class="_ _8"></span>portas às <span class="_ _8"></span>meninas<span class="_ _4"></span>. Aparecem <span class="_ _8"></span>revistas voltadas ao <span class="_ _8"></span>público <span class="_ _8"></span>f<span class="_ _4"></span>eminino<span class="_ _4"></span>. </div><div class="t m3e8 x3a hb y87 fff fs5 fc2 sc0 lsd wsf">Escrit<span class="_ _4"></span>oras <span class="_ _4"></span>começam <span class="_ _4"></span>a <span class="_ _4"></span>publicar <span class="_ _3"></span>suas obras<span class="_ _3"></span>. Nessas re<span class="_ _3"></span>vistas e <span class="_ _3"></span>livros, <span class="_ _4"></span>mulheres<span class="_ _8"></span> </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">exigem mais <span class="_ _8"></span>oportunidades <span class="_ _8"></span>à educação <span class="_ _8"></span>f<span class="_ _4"></span>eminina e <span class="_ _8"></span>mais <span class="_ _8"></span>post<span class="_ _3"></span>os <span class="_ _8"></span>de traba-</div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">lho<span class="_ _4"></span>. Falam do direit<span class="_ _4"></span>o ao divórcio e também trazem ideias abolicionistas e </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">sufragistas<span class="_ _4"></span>.</div><div class="t m70e x19 hb y6c fff fs5 fc2 sc0 lse ws10">O <span class="_ _8"></span>Brasil do <span class="_ _8"></span>s<span class="_ _8"></span>écul<span class="_ _3"></span>o <span class="_ _8"></span>XX, <span class="_ _8"></span>no <span class="_ _8"></span>entant<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _8"></span>dá continuidade <span class="_ _8"></span>ao <span class="_ _8"></span>cerceament<span class="_ _4"></span>o </div><div class="t m122 x3a hb y6d fff fs5 fc2 sc0 ls4 ws5">dos <span class="_ _8"></span>direit<span class="_ _3"></span>os <span class="_ _8"></span>f<span class="_ _4"></span>emininos <span class="_ _8"></span>e ao <span class="_ _8"></span>sil<span class="_ _4"></span>enciament<span class="_ _4"></span>o <span class="_ _8"></span>de sua <span class="_ _8"></span>produtividade em <span class="_ _8"></span>áreas </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">v<span class="_ _4"></span>ariadas<span class="_ _4"></span>. As mudanças v<span class="_ _3"></span>ão ocorrendo um pouco em câmera lenta. Na dé-</div><div class="t m487 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">cada <span class="_ _8"></span>de 1930, <span class="_ _8"></span>após um <span class="_ _8"></span>longo período <span class="_ _8"></span>de movimento sufragista <span class="_ _8"></span>no Brasil </div><div class="t m70f x3a hb y70 fff fs5 fc2 sc0 lsf ws11">e <span class="_ _8"></span>no mundo, são <span class="_ _8"></span>garantidos <span class="_ _8"></span>direitos políticos <span class="_ _8"></span>à <span class="_ _8"></span>mulher brasileira, e<span class="_ _8"></span>sta<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m710 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">bel<span class="_ _4"></span>ecendo-se <span class="_ _8"></span>sua <span class="_ _8"></span>possibilidade de <span class="_ _8"></span>votar e <span class="_ _8"></span>de <span class="_ _8"></span>ser <span class="_ _8"></span>el<span class="_ _4"></span>eita a <span class="_ _8"></span>cargos <span class="_ _8"></span>políticos </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">diversos<span class="_ _3"></span>. Mas, na <span class="_ _3"></span>literatura, somente a <span class="_ _4"></span>década <span class="_ _4"></span>de 1970 <span class="_ _4"></span>pôde apresentar a </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">primeira mulher <span class="_ _3"></span>a entrar <span class="_ _4"></span>na <span class="_ _4"></span>A<span class="_ _4"></span>cademia <span class="_ _4"></span>Brasil<span class="_ _4"></span>eira de <span class="_ _3"></span>Letras, <span class="_ _4"></span>antes restrita a </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">candidaturas masculinas<span class="_ _4"></span>. </div><div class="t m2 x19 hb y75 fff fs5 fc2 sc0 ls0 ws0">No nal <span class="_ _8"></span>do <span class="_ _8"></span>século XX, com <span class="_ _8"></span>inúmeras mudanças <span class="_ _8"></span>culturais <span class="_ _8"></span>e<span class="_ _3"></span>, <span class="_ _8"></span>principal-</div><div class="t m711 x3a hb y76 fff fs5 fc2 sc0 lsc wse">mente<span class="_ _4"></span>, <span class="_ _8"></span>o moviment<span class="_ _4"></span>o <span class="_ _8"></span>f<span class="_ _3"></span>eminista, <span class="_ _8"></span>as <span class="_ _8"></span>instituições <span class="_ _8"></span>literárias, <span class="_ _8"></span>edit<span class="_ _4"></span>oriais e <span class="_ _8"></span>uni<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">versitárias, <span class="_ _4"></span>em v<span class="_ _3"></span>ários países do mundo<span class="_ _3"></span>, iniciam um <span class="_ _4"></span>moviment<span class="_ _4"></span>o de <span class="_ _3"></span>re<span class="_ _8"></span>sgate </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">dessa antiga pr<span class="_ _4"></span>odução literária. <span class="_ _4"></span>No Brasil, <span class="_ _3"></span>há v<span class="_ _3"></span>árias e preciosas <span class="_ _4"></span>iniciativ<span class="_ _4"></span>as, </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">desde <span class="_ _8"></span>grupos de l<span class="_ _4"></span>eitura até a publicação de <span class="_ _8"></span>col<span class="_ _3"></span>eçõe<span class="_ _8"></span>s de e<span class="_ _8"></span>scrit<span class="_ _4"></span>oras, como </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">a col<span class="_ _4"></span>eção<span class="ff1f"> Escrit<span class="_ _4"></span>oras do Brasil<span class="fff">. Seguem abaixo algumas dessas iniciativ<span class="_ _4"></span>as:</span></span></div><div class="t mf5 x19 hb y7b ff1f fs5 fc2 sc0 ls23 ws31">Grupo Leia Mulheres<span class="fff ws2c"> <span class="_ _8"></span>e suas <span class="_ _8"></span>“liais” <span class="_ _8"></span>regionais: grupos <span class="_ _8"></span>pre<span class="_ _8"></span>senciais <span class="_ _8"></span>de </span></div><div class="t m712 x3a hb y7c fff fs5 fc2 sc0 lsc wse">l<span class="_ _4"></span>eitura <span class="_ _8"></span>de obras <span class="_ _8"></span>de <span class="_ _8"></span>escritoras, que <span class="_ _8"></span>se <span class="_ _8"></span>reúnem <span class="_ _8"></span>em livrarias <span class="_ _8"></span>e <span class="_ _8"></span>espaços <span class="_ _8"></span>cul<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">turais, mais recentemente on-line<span class="_ _3"></span>. Estão pres<span class="_ _8"></span>ente<span class="_ _8"></span>s em t<span class="_ _3"></span>odo o Brasil. Site: </div><div class="t m2 x3a hb y7e ff1f fs5 fc2 sc0 ls0 ws0">https://l<span class="_ _4"></span>eiamulheres.com.br/. </div><div class="t m713 x19 hb y7f ff1f fs5 fc2 sc0 lsd ws5f">Mulherio das L<span class="_ _4"></span>etras<span class="fff wsf">: <span class="_ _4"></span>grupo <span class="_ _3"></span>iniciado pela <span class="_ _3"></span>e<span class="_ _8"></span>scrit<span class="_ _3"></span>ora Maria <span class="_ _3"></span>V<span class="_ _3"></span>al<span class="_ _4"></span>éria <span class="_ _3"></span>Rezende. </span></div><div class="t m1aa x3a hb y80 fff fs5 fc2 sc0 lse ws10">Dene-se <span class="_ _8"></span>como <span class="_ _8"></span>um <span class="_ _8"></span>“moviment<span class="_ _3"></span>o <span class="_ _8"></span>nacional <span class="_ _8"></span>de <span class="_ _8"></span>mulheres <span class="_ _8"></span>envol<span class="_ _3"></span>vidas <span class="_ _8"></span>com </div><div class="t m67d x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">literatura”, cujo <span class="_ _8"></span>objetivo <span class="_ _8"></span>“é dar <span class="_ _8"></span>visibilidade ao <span class="_ _8"></span>trabalho <span class="_ _8"></span>das mulhere<span class="_ _8"></span>s <span class="_ _8"></span>no </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">mercado edit<span class="_ _3"></span>orial, em colaboração umas <span class="_ _4"></span>com as <span class="_ _4"></span>outras”.</div><div class="t m2 xd9 h18 y35d ff1b fs9 fc2 sc0 ls0 ws0">62</div><div class="t m2 xda hb y82 fff fs5 fc2 sc0 ls0 ws0"> Disponív<span class="_ _4"></span>el em </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">v<span class="_ _3"></span>árias plataformas digitais:</div><div class="t m2 x3a h1a y157 ff1c fs2 fc2 sc0 ls0 ws0">62<span class="ff1d"> <span class="_ _1e"> </span>hps://www<span class="_ _4"></span>.f<span class="_ _4"></span>acebook.com/mulheriodasletr<span class="_ _4"></span>as/.</span></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">158</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pfa0" class="pf wa h0" data-page-no="a0"><div class="pc pca0 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m714 x19 hb y6a ff1f fs5 fc2 sc0 ls10 ws12">https://pt.<span class="_ _3"></span>wikipedia.<span class="_ _3"></span>org/wiki/Mulherio_das_Letras<span class="fff">, </span>https://web.f<span class="_ _3"></span>ace<span class="ls0 ws0">-</span></div><div class="t m33a x3a hb y86 ff1f fs5 fc2 sc0 ls5 ws6">book.com/mulheriodasl<span class="_ _3"></span>etras/?_rdc=1&amp;_rdr<span class="fff ls60 ws84">e<span class="_ _8"></span> <span class="_ _4"></span><span class="ff1f ls9 wsb">https://www.instagram.com/</span></span></div><div class="t m2 x3a hb y87 ff20 fs5 fc2 sc0 ls0 ws0">mulheriodasl<span class="_ _4"></span>etras_ocial/?hl=en.<span class="ff10"> </span></div><div class="t m715 x19 hb y88 ff1f fs5 fc2 sc0 ls9 ws2f">Grupo de trabalho Mulher na Literatura<span class="fff wsb">: <span class="_ _3"></span>grupo da <span class="_ _4"></span>Associação <span class="_ _3"></span>Nacional </span></div><div class="t m716 x3a hb y89 fff fs5 fc2 sc0 ls23 ws2c">de <span class="_ _8"></span>P<span class="_ _3"></span>ós-graduação <span class="_ _8"></span>e <span class="_ _8"></span>Pesquisa <span class="_ _8"></span>em <span class="_ _8"></span>L<span class="_ _4"></span>etras <span class="_ _8"></span>e Linguística <span class="_ _8"></span>(Anpoll). <span class="_ _8"></span>Busca di<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">vulgar <span class="_ _3"></span>e incentiv<span class="_ _4"></span>ar <span class="_ _4"></span>a pesquisa <span class="_ _4"></span>na temática <span class="_ _3"></span>de gênero<span class="_ _3"></span>. Link:<span class="_ _4"></span><span class="ff1f">https://anpoll.</span></div><div class="t m2 x3a hb y6c ff1f fs5 fc2 sc0 ls0 ws0">org.br/gt/a-mulher-na-literatura/<span class="fff">.</span></div><div class="t m717 x19 hb y6d ff1f fs5 fc2 sc0 ls0 ws2f">Edit<span class="_ _4"></span>ora Mulheres<span class="fff ws0">: possiv<span class="_ _4"></span>elmente uma <span class="_ _3"></span>das iniciativ<span class="_ _3"></span>as mais <span class="_ _4"></span>importantes </span></div><div class="t m718 x3a hb y6e fff fs5 fc2 sc0 lsf ws11">e <span class="_ _8"></span>corajosas de<span class="_ _8"></span>sta <span class="_ _8"></span>lista <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>a <span class="_ _8"></span>criação da <span class="_ _8"></span>Editora Mulhere<span class="_ _8"></span>s, <span class="_ _8"></span>que publicava </div><div class="t m719 x3a hb y6f fff fs5 fc2 sc0 lsc wse">somente <span class="_ _8"></span>obras e<span class="_ _8"></span>scritas por <span class="_ _8"></span>ou <span class="_ _8"></span>sobre mulhere<span class="_ _8"></span>s. A <span class="_ _8"></span>edit<span class="_ _3"></span>ora <span class="_ _8"></span>f<span class="_ _4"></span>oi fundada <span class="_ _8"></span>em </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">1995, em Florianópolis, pelas pr<span class="_ _4"></span>of<span class="_ _4"></span>essoras Zahidé Muzart, <span class="_ _8"></span>Susana Funck e </div><div class="t m71a x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">El<span class="_ _4"></span>vira <span class="_ _4"></span>Sponholz. Conf<span class="_ _3"></span>orme <span class="_ _4"></span>Funck (2016), <span class="_ _3"></span>a “intenção <span class="_ _4"></span>da <span class="_ _4"></span>empresa era <span class="_ _4"></span>a <span class="_ _4"></span>de </div><div class="t m71b x3a hb y72 fff fs5 fc2 sc0 ls4 ws5">resgatar<span class="_ _3"></span>, <span class="_ _8"></span>reeditar <span class="_ _8"></span>e colocar em <span class="_ _8"></span>circulação <span class="_ _8"></span>obras literárias <span class="_ _8"></span>produzidas por </div><div class="t m5ef x3a hb y73 fff fs5 fc2 sc0 lsc wse">mulheres <span class="_ _8"></span>que, por <span class="_ _8"></span>razões <span class="_ _8"></span>hist<span class="_ _4"></span>óricas <span class="_ _8"></span>e ideológicas, haviam <span class="_ _8"></span>sido <span class="_ _8"></span>excluídas </div><div class="t m71c x3a hb y74 fff fs5 fc2 sc0 ls9 wsb">do <span class="_ _4"></span>cânone”.</div><div class="t m71d xdb h18 y35e ff1b fs9 fc2 sc0 ls56 ws78">63</div><div class="t m71c x51 hb y74 fff fs5 fc2 sc0 ls9 wsb"> <span class="_ _4"></span>Considerada um <span class="_ _3"></span>marco na <span class="_ _3"></span>rede<span class="_ _8"></span>scoberta <span class="_ _4"></span>da <span class="_ _4"></span>literatura escrita </div><div class="t m429 x3a hb y75 fff fs5 fc2 sc0 ls9 wsb">por <span class="_ _4"></span>mulheres no <span class="_ _3"></span>s<span class="_ _8"></span>écul<span class="_ _4"></span>o <span class="_ _4"></span>XIX, <span class="_ _4"></span>a <span class="_ _4"></span>edit<span class="_ _4"></span>ora <span class="_ _4"></span>publicou <span class="_ _4"></span>uma <span class="_ _4"></span>das <span class="_ _4"></span>maiores pesquisas </div><div class="t m71e x3a hb y76 fff fs5 fc2 sc0 ls5 ws6">sobre <span class="_ _4"></span>o tema, <span class="_ _3"></span>de aut<span class="_ _3"></span>oria de <span class="_ _4"></span>Zahidé <span class="_ _4"></span>Muzart: <span class="_ _3"></span><span class="ff1f ws2f">Escritoras brasil<span class="_ _3"></span>eiras do s<span class="_ _8"></span>écul<span class="_ _4"></span>o </span></div><div class="t m4fd x3a hb y77 ff1f fs5 fc2 sc0 ls0 ws30">XIX: ant<span class="_ _4"></span>ol<span class="_ _4"></span>ogia<span class="fff ws0"> (3 <span class="_ _8"></span>v<span class="_ _3"></span>.), <span class="_ _8"></span>al<span class="_ _4"></span>ém de <span class="_ _8"></span>romances <span class="_ _8"></span>de <span class="_ _8"></span>Maria Firmina <span class="_ _8"></span>dos <span class="_ _8"></span>Reis (1825-</span></div><div class="t m71f x3a hb y78 fff fs5 fc2 sc0 ls4 ws5">1917), <span class="_ _8"></span>Carmen Dolores <span class="_ _8"></span>(1852-1910), Inê<span class="_ _8"></span>s Sabino <span class="_ _8"></span>(1853-1911), <span class="_ _8"></span>Maria Be</div><div class="t m720 x43 hb y78 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">nedita Bormann <span class="_ _3"></span>(1853-1895), Emília Freitas <span class="_ _3"></span>(1855-1908) e Júlia <span class="_ _3"></span>Lopes de </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">Almeida (1862-1934), <span class="_ _4"></span>entre outras<span class="_ _3"></span>. Após o f<span class="_ _3"></span>al<span class="_ _4"></span>eciment<span class="_ _4"></span>o de <span class="_ _4"></span>Zahidé Muzart, </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">em 2015, <span class="_ _8"></span>conf<span class="_ _3"></span>orme <span class="_ _8"></span>registra Hellmann <span class="_ _8"></span>(2017, p. 8), <span class="_ _8"></span>a “editora f<span class="_ _3"></span>oi <span class="_ _8"></span>vendida </div><div class="t m213 x3a hb y7c fff fs5 fc2 sc0 lsd wsf">pel<span class="_ _4"></span>os <span class="_ _4"></span>herdeiros <span class="_ _3"></span>e já <span class="_ _3"></span>não <span class="_ _4"></span>cumpre <span class="_ _4"></span>o <span class="_ _3"></span>objetivo para <span class="_ _3"></span>o <span class="_ _4"></span>qual <span class="_ _4"></span>f<span class="_ _3"></span>oi criada <span class="_ _3"></span>e mantida”.</div><div class="t m170 x19 hb y7d ff20 fs5 fc2 sc0 ls23 ws2c">LivrariaGato<span class="_ _4"></span>.sem.rabo<span class="fff">: <span class="_ _8"></span>uma <span class="_ _8"></span>livraria independente, na <span class="_ _8"></span>cidade <span class="_ _8"></span>de São </span></div><div class="t m721 x3a hb y7e fff fs5 fc2 sc0 lsc wse">P<span class="_ _4"></span>aul<span class="_ _4"></span>o<span class="_ _4"></span>, que <span class="_ _8"></span>reúne <span class="_ _8"></span>uma <span class="_ _8"></span>cuidadosa s<span class="_ _8"></span>el<span class="_ _4"></span>eção de <span class="_ _8"></span>livros <span class="_ _8"></span>escritos por <span class="_ _8"></span>mulheres </div><div class="t m3b1 x3a hb y7f fff fs5 fc2 sc0 ls7 ws9">em <span class="_ _8"></span>div<span class="_ _4"></span>ersas <span class="_ _8"></span>áreas do <span class="_ _8"></span>conhecimento<span class="_ _3"></span>.<span class="_ _8"></span>Seguindo <span class="_ _8"></span>os me<span class="_ _8"></span>smos <span class="_ _8"></span>princípios da </div><div class="t m722 x3a hb y80 ff1f fs5 fc2 sc0 ls22 ws2b">Edit<span class="_ _4"></span>ora<span class="ff10 ls0 ws0"> <span class="_ _4"></span><span class="ff1f ls22 ws2b">Mulheres<span class="fff">, o <span class="_ _4"></span>projet<span class="_ _3"></span>o f<span class="_ _3"></span>oi criado <span class="_ _3"></span>para atuar <span class="_ _4"></span>diretamente <span class="_ _4"></span>na <span class="_ _4"></span>promoção </span></span></span></div><div class="t m266 x3a hb y81 fff fs5 fc2 sc0 lsd wsf">da <span class="_ _4"></span>l<span class="_ _4"></span>eitura <span class="_ _4"></span>de <span class="_ _3"></span>obras de <span class="_ _3"></span>autoria <span class="_ _3"></span>feminina. <span class="_ _3"></span>A livraria <span class="_ _3"></span>também promo<span class="_ _4"></span>ve <span class="_ _3"></span>ciclos <span class="_ _3"></span>de </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">debates on-line<span class="_ _4"></span>. Site: <span class="_ _3"></span><span class="ff1f">https://www.instagram.com/gato<span class="_ _3"></span>.s<span class="_ _8"></span>em.rabo/?hl=en.<span class="ff10"> </span></span></div><div class="t m723 x19 hb y83 fff fs5 fc2 sc0 lsd wsf">No <span class="_ _4"></span>mesmo sentido <span class="_ _4"></span>e <span class="_ _4"></span>partindo <span class="_ _4"></span>dos <span class="_ _4"></span>mesmos princípios, <span class="_ _3"></span>na atuação <span class="_ _3"></span>contra </div><div class="t m724 x3a hb y84 fff fs5 fc2 sc0 lsd wsf">a <span class="_ _4"></span>discriminação <span class="_ _4"></span>hist<span class="_ _4"></span>órica <span class="_ _4"></span>da <span class="_ _3"></span>mulher e <span class="_ _3"></span>de sua <span class="_ _3"></span>produção intel<span class="_ _3"></span>ectual, o <span class="_ _3"></span>projeto </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">da Biblioteca do Senado <span class="_ _8"></span>Federal alinha-se totalmente aos compromissos </div><div class="t m2 x3a h1a y157 ff1c fs2 fc2 sc0 ls0 ws0">63<span class="ff1d"> <span class="_ _1e"> </span>O GÊNERO, a importância e o papel de uma Edit<span class="_ _4"></span>ora chamada Mulher<span class="_ _4"></span>es, 2016, p. 3.</span></div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">159</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pfa1" class="pf wa h0" data-page-no="a1"><div class="pc pca1 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m5bc x3a hb y6a fff fs5 fc2 sc0 ls9 wsb">institucionais <span class="_ _4"></span>com <span class="_ _4"></span>a igual<span class="_ _3"></span>dade e <span class="_ _4"></span>a <span class="_ _4"></span>livre <span class="_ _4"></span>disseminação de <span class="_ _3"></span>ideias. <span class="_ _4"></span>Al<span class="_ _4"></span>ém <span class="_ _4"></span>disso<span class="_ _4"></span>, </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">o re<span class="_ _8"></span>sgate de<span class="_ _8"></span>sse<span class="_ _8"></span>s textos é<span class="_ _4"></span>, também, <span class="_ _8"></span>o resgate <span class="_ _8"></span>da memória <span class="_ _8"></span>do moviment<span class="_ _4"></span>o </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">pel<span class="_ _4"></span>os direit<span class="_ _4"></span>os políticos das mulheres no Brasil.</div><div class="t m15b x19 hb y88 fff fs5 fc2 sc0 lsc wse">Esse <span class="_ _8"></span>projet<span class="_ _4"></span>o busca, <span class="_ _8"></span>ao <span class="_ _8"></span>lado <span class="_ _8"></span>das outras <span class="_ _8"></span>iniciativ<span class="_ _4"></span>as <span class="_ _8"></span>citadas, oferecer às </div><div class="t m259 x3a hb y89 fff fs5 fc2 sc0 ls4 ws5">escritoras brasileiras do <span class="_ _8"></span>século XIX <span class="_ _8"></span>o <span class="_ _8"></span>seu <span class="_ _8"></span>lugar na <span class="_ _8"></span>memória <span class="_ _8"></span>cultural e <span class="_ _8"></span>na </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>ormação da nacionalidade brasileiras<span class="_ _3"></span>.</div><div class="t m2 x60 h18 y1b6 ff1b fs9 fc2 sc0 ls0 ws0">64</div><div class="t m725 x3a h1a y155 ff1c fs2 fc2 sc0 ls0 ws0">64<span class="ff1d"> <span class="_ _1e"> </span>O <span class="_ _8"></span>projeto não se <span class="_ _8"></span>atém às mulheres <span class="_ _8"></span>do século <span class="_ _8"></span>XIX, mas trabalha <span class="_ _8"></span>com obras de escritoras </span></div><div class="t m2 x1e h1a y156 ff1d fs2 fc2 sc0 ls0 ws0">em domínio público, isto é, que falecer<span class="_ _3"></span>am <span class="_ _8"></span>há até 70 anos atr<span class="_ _4"></span>ás. A grande maioria dessas </div><div class="t m2 x1e h1a y157 ff1c fs2 fc2 sc0 ls0 ws0">escritoras é do século XIX.</div><div class="t m2 x3a h19 y6e ff11 fs1 fc8 sc0 ls0 ws0">REVIRANDO O CÂNONE</div><div class="t m726 x19 hb y70 fff fs5 fc2 sc0 lsd wsf">O <span class="_ _4"></span>projet<span class="_ _3"></span>o nasceu <span class="_ _3"></span>de uma <span class="_ _3"></span>diculdade<span class="_ _4"></span>. <span class="_ _3"></span>Mas, como <span class="_ _3"></span>nada acontece <span class="_ _3"></span>por aca<span class="_ _4"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">so<span class="_ _4"></span>, a <span class="_ _4"></span>diculdade <span class="_ _4"></span>em achar <span class="_ _4"></span>obras de <span class="_ _4"></span>escritoras <span class="_ _4"></span>do século <span class="_ _4"></span>XIX f<span class="_ _3"></span>oi resultante </div><div class="t m302 x3a hb y72 fff fs5 fc2 sc0 ls8 wsa">do <span class="_ _4"></span>estabelecido <span class="_ _3"></span>no cânone <span class="_ _4"></span>literário <span class="_ _4"></span>brasil<span class="_ _4"></span>eiro<span class="_ _3"></span>. Esta <span class="_ _3"></span>não é <span class="_ _3"></span>uma realidade <span class="_ _4"></span>so<span class="ls0 ws0">-</span></div><div class="t m727 x3a hb y73 fff fs5 fc2 sc0 ls22 ws2b">mente <span class="_ _4"></span>brasil<span class="_ _4"></span>eira. <span class="_ _4"></span>Até <span class="_ _4"></span>o <span class="_ _4"></span>século <span class="_ _3"></span>passado, <span class="_ _4"></span>o <span class="_ _4"></span>cânone <span class="_ _4"></span>literário <span class="_ _4"></span>tinha <span class="_ _4"></span>“cor<span class="_ _5"></span>, sexo e </div><div class="t m728 x3a hb y74 fff fs5 fc2 sc0 ls8 wsa">classe social”, <span class="_ _3"></span>como diz <span class="_ _4"></span>o <span class="_ _4"></span>bl<span class="_ _4"></span>og <span class="_ _4"></span>Bruta <span class="_ _4"></span>L<span class="_ _4"></span>etra <span class="_ _4"></span>(2019), <span class="_ _4"></span>aqui <span class="_ _4"></span>e <span class="_ _4"></span>no <span class="_ _4"></span>mundo <span class="_ _4"></span>inteiro<span class="_ _3"></span>.<span class="_ _8"></span> </div><div class="t m158 x19 hb y75 fff fs5 fc2 sc0 ls4 ws5">Cânone <span class="_ _8"></span>é o <span class="_ _8"></span>rol dos <span class="_ _8"></span>grandes <span class="_ _8"></span>e<span class="_ _8"></span>scrit<span class="_ _3"></span>ore<span class="_ _8"></span>s, <span class="_ _8"></span>aquel<span class="_ _3"></span>e<span class="_ _8"></span>s <span class="_ _8"></span>que participam <span class="_ _8"></span>da <span class="_ _8"></span>se<span class="ls0 ws0">-</span></div><div class="t m729 x3a hb y76 fff fs5 fc2 sc0 lsc wse">l<span class="_ _4"></span>eta <span class="_ _8"></span>lista dos <span class="_ _8"></span>“melhores”, <span class="_ _8"></span>e<span class="_ _8"></span>stabel<span class="_ _3"></span>ecida <span class="_ _8"></span>por <span class="_ _8"></span>críticos <span class="_ _8"></span>literários, academias </div><div class="t m72a x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">de <span class="_ _4"></span>l<span class="_ _4"></span>etras, <span class="_ _4"></span>universidades, e<span class="_ _4"></span>dit<span class="_ _4"></span>oras, <span class="_ _4"></span>outros <span class="_ _3"></span><span class="ff1f">grande<span class="_ _8"></span>s<span class="fff"> escrit<span class="_ _4"></span>ores e <span class="_ _3"></span>leit<span class="_ _3"></span>ore<span class="_ _8"></span>s<span class="_ _4"></span>. Mas </span></span></div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">entrar nessa lista é que são elas. </div><div class="t m72b x19 hb y79 fff fs5 fc2 sc0 ls22 ws2b">Antes de <span class="_ _3"></span>tudo é <span class="_ _3"></span>nece<span class="_ _8"></span>ssário <span class="_ _4"></span>que <span class="_ _4"></span>o <span class="_ _4"></span>candidat<span class="_ _4"></span>o <span class="_ _4"></span>a <span class="_ _4"></span>grande <span class="_ _4"></span>escritor <span class="_ _3"></span>aprenda a </div><div class="t m72c x3a hb y7a fff fs5 fc2 sc0 ls9 wsb">l<span class="_ _4"></span>er<span class="_ _3"></span>, <span class="_ _4"></span>v<span class="_ _3"></span>á à <span class="_ _4"></span>escola, l<span class="_ _3"></span>eia livros <span class="_ _3"></span>(muitos <span class="_ _4"></span>livros). <span class="_ _3"></span>E tenha <span class="_ _4"></span>tempo<span class="_ _4"></span>, <span class="_ _4"></span>espaço e <span class="_ _4"></span>dinheiro </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">para isso<span class="_ _3"></span>, ou <span class="_ _4"></span>seja, não precise trabalhar <span class="_ _4"></span>incansav<span class="_ _4"></span>elmente para <span class="_ _4"></span>ganhar <span class="_ _4"></span>seu </div><div class="t mf2 x3a hb y7c fff fs5 fc2 sc0 ls4 ws5">sustent<span class="_ _4"></span>o<span class="_ _4"></span>. Depois, <span class="_ _8"></span>bem <span class="_ _8"></span>estudado, ilustrado, é <span class="_ _8"></span>necessário <span class="_ _8"></span>que <span class="_ _8"></span>saiba outras </div><div class="t m504 x3a hb y7d fff fs5 fc2 sc0 ls4 ws5">línguas, <span class="_ _8"></span>viaje um <span class="_ _8"></span>pouco<span class="_ _4"></span>, conheça <span class="_ _8"></span>outros <span class="_ _8"></span>escritores, participe <span class="_ _8"></span>de <span class="_ _8"></span>clubes <span class="_ _8"></span>e </div><div class="t m47a x3a hb y7e fff fs5 fc2 sc0 lse ws10">e<span class="_ _4"></span>vent<span class="_ _3"></span>os <span class="_ _8"></span>literários<span class="_ _4"></span>... <span class="_ _8"></span>v<span class="_ _3"></span>á <span class="_ _8"></span>se <span class="_ _8"></span>aprimorando. Até <span class="_ _8"></span>cair <span class="_ _8"></span>nas graças <span class="_ _8"></span>dos <span class="_ _8"></span>edit<span class="_ _4"></span>ores, </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">críticos e l<span class="_ _4"></span>eit<span class="_ _4"></span>ores e alcançar o <span class="ff1f">céu literário</span>.</div><div class="t m72d x19 hb y80 fff fs5 fc2 sc0 ls9 wsb">As <span class="_ _4"></span>salas de <span class="_ _3"></span>aula não <span class="_ _3"></span>eram f<span class="_ _3"></span>eitas para <span class="_ _4"></span>a <span class="_ _4"></span>classe trabalhadora, <span class="_ _4"></span>já <span class="_ _4"></span>que <span class="_ _4"></span>esta </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">tinha de trabalhar<span class="_ _5"></span>. Não eram f<span class="_ _3"></span>eitas para negros e negras<span class="_ _3"></span>. Este<span class="_ _8"></span>s tinham de </div><div class="t m72e x3a hb y82 fff fs5 fc2 sc0 ls4 ws5">só trabalhar<span class="_ _3"></span>, <span class="_ _8"></span>e<span class="_ _8"></span>scrav<span class="_ _4"></span>os <span class="_ _8"></span>que eram <span class="_ _8"></span>no Brasil <span class="_ _8"></span>– <span class="_ _8"></span>não podiam <span class="_ _8"></span>nem andar <span class="_ _8"></span>livre<span class="ls0 ws0">-</span></div><div class="t m42f x3a hb y83 fff fs5 fc2 sc0 ls7 ws9">mente<span class="_ _4"></span>, <span class="_ _8"></span>quant<span class="_ _3"></span>o <span class="_ _8"></span>mais <span class="_ _8"></span>ir <span class="_ _8"></span>à e<span class="_ _8"></span>scola. <span class="_ _8"></span>E tampouco <span class="_ _8"></span>eram <span class="_ _8"></span>f<span class="_ _4"></span>eitas para <span class="_ _8"></span>mulhere<span class="_ _8"></span>s, </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">160</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m5fa x3a hb y6a fff fs5 fc2 sc0 ls5 ws6">consideradas <span class="_ _4"></span>pouco racionais <span class="_ _3"></span>e extremamente <span class="_ _3"></span>s<span class="_ _8"></span>entimentais<span class="_ _4"></span>. A <span class="_ _3"></span>elas estava </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">destinado o s<span class="_ _8"></span>eguro e estabelecido espaço do lar e das igrejas<span class="_ _4"></span>.</div><div class="t m7a x19 hb y87 fff fs5 fc2 sc0 ls0 ws0">Virginia Woolf<span class="_ _3"></span>, <span class="_ _8"></span>escritora britânica, <span class="_ _8"></span>frisou em <span class="_ _8"></span>palestra no <span class="_ _8"></span>ano <span class="_ _8"></span>de 1928: </div><div class="t m27b x3a hb y88 fff fs5 fc2 sc0 lsc wse">“tudo <span class="_ _8"></span>o que <span class="_ _8"></span>poderia <span class="_ _8"></span>f<span class="_ _3"></span>azer <span class="_ _8"></span>seria <span class="_ _8"></span>oferecer-lhes uma <span class="_ _8"></span>opinião <span class="_ _8"></span>acerca <span class="_ _8"></span>de um </div><div class="t m72f x3a hb y89 fff fs5 fc2 sc0 ls7 ws9">aspect<span class="_ _4"></span>o insignicante: <span class="_ _8"></span>a <span class="_ _8"></span>mulher <span class="_ _8"></span>precisa ter <span class="_ _8"></span>dinheiro e <span class="_ _8"></span>um <span class="_ _8"></span>tet<span class="_ _4"></span>o <span class="_ _8"></span>t<span class="_ _3"></span>odo <span class="_ _8"></span>s<span class="_ _8"></span>eu </div><div class="t m730 x3a hb y6b fff fs5 fc2 sc0 lse ws10">se <span class="_ _8"></span>pretende <span class="_ _8"></span>mesmo <span class="_ _8"></span>escrev<span class="_ _4"></span>er <span class="_ _8"></span>cção” (WOOLF<span class="_ _6"></span>, <span class="_ _8"></span>2019). <span class="_ _8"></span>Ou s<span class="_ _8"></span>eja, <span class="_ _8"></span>para uma </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">mulher<span class="_ _3"></span>, a carreira de escritora tinha entrav<span class="_ _4"></span>es quas<span class="_ _8"></span>e que intransponíveis<span class="_ _3"></span>.</div><div class="t m359 x19 hb y6d fff fs5 fc2 sc0 lsc wse">No <span class="_ _8"></span>sécul<span class="_ _4"></span>o <span class="_ _8"></span>XIX, a <span class="_ _8"></span>maioria das <span class="_ _8"></span>mulhere<span class="_ _8"></span>s não <span class="_ _8"></span>podia e<span class="_ _8"></span>studar<span class="_ _3"></span>, <span class="_ _8"></span>o que <span class="_ _8"></span>lhes </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>oi <span class="_ _8"></span>f<span class="_ _4"></span>acultado lá <span class="_ _8"></span>pela <span class="_ _8"></span>metade do <span class="_ _8"></span>século<span class="_ _3"></span>, <span class="_ _8"></span>quando <span class="_ _8"></span>se <span class="_ _8"></span>criaram salas <span class="_ _8"></span>de <span class="_ _8"></span>aulas </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">para meninas. O <span class="_ _8"></span>estudo, no entanto<span class="_ _3"></span>, <span class="_ _8"></span>de<span class="_ _4"></span>veria garantir períodos <span class="_ _8"></span>dedicados, </div><div class="t m155 x3a hb y70 fff fs5 fc2 sc0 ls4 ws5">necessariamente, às <span class="_ _8"></span>artes <span class="_ _8"></span>da <span class="_ _8"></span>costura, da <span class="_ _8"></span>música <span class="_ _8"></span>e ao <span class="_ _8"></span>aprendizado <span class="_ _8"></span>de al<span class="ls0 ws0">-</span></div><div class="t m731 x3a hb y71 fff fs5 fc2 sc0 ls5 ws6">guma <span class="_ _4"></span>língua, para <span class="_ _3"></span>que, <span class="_ _3"></span>assim, as <span class="_ _4"></span>mulheres pudess<span class="_ _8"></span>em <span class="_ _4"></span>realizar <span class="_ _4"></span>melhor <span class="_ _4"></span>suas </div><div class="t m5af x3a hb y72 fff fs5 fc2 sc0 ls4 ws5">atividades <span class="_ _8"></span>de <span class="_ _8"></span>esposas <span class="_ _8"></span>e mãe<span class="_ _8"></span>s, garantiss<span class="_ _8"></span>em o <span class="_ _8"></span>lustre <span class="_ _8"></span>de sua <span class="_ _8"></span>classe <span class="_ _8"></span>e, mais </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>acilmente, conhecessem um bom e <span class="_ _4"></span>rico rapaz <span class="_ _4"></span>e seguiss<span class="_ _8"></span>em <span class="_ _4"></span>o caminho do </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">matrimônio<span class="_ _4"></span>. </div><div class="t m732 x19 hb y75 fff fs5 fc2 sc0 ls7 ws9">O <span class="_ _8"></span>cânone literário <span class="_ _8"></span>é <span class="_ _8"></span>f<span class="_ _3"></span>ormado <span class="_ _8"></span>em <span class="_ _8"></span>uma <span class="_ _8"></span>estrutura <span class="_ _8"></span>social <span class="_ _8"></span>com corpos <span class="_ _8"></span>e </div><div class="t m733 x3a hb y76 fff fs5 fc2 sc0 ls10 ws12">papéis <span class="_ _8"></span>bem delimitados <span class="_ _8"></span>e <span class="_ _8"></span>s<span class="_ _8"></span>e de<span class="_ _8"></span>senvolv<span class="_ _3"></span>erá <span class="_ _8"></span>como <span class="_ _8"></span>s<span class="_ _8"></span>eu e<span class="_ _8"></span>spelho<span class="_ _4"></span>. <span class="_ _8"></span>Em uma </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">sociedade de<span class="_ _8"></span>sigual, escravista <span class="_ _8"></span>e misógina, como o <span class="_ _8"></span>Brasil do s<span class="_ _8"></span>écul<span class="_ _3"></span>o <span class="_ _8"></span>XIX, o </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">cânone literário não poderia s<span class="_ _8"></span>e f<span class="_ _4"></span>ormar dif<span class="_ _4"></span>erentemente<span class="_ _4"></span>. Mas, superada tal </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">estrutura, <span class="_ _8"></span>assim continuou por <span class="_ _8"></span>t<span class="_ _3"></span>odo <span class="_ _8"></span>o s<span class="_ _8"></span>écul<span class="_ _3"></span>o <span class="_ _8"></span>XX, eximindo-s<span class="_ _8"></span>e de voltar o </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">olhar aos esquecidos e e<span class="_ _8"></span>squecidas, como se não tivess<span class="_ _8"></span>em existido<span class="_ _4"></span>. </div><div class="t m3e2 x19 hb y7b fff fs5 fc2 sc0 ls23 ws2c">Apesar <span class="_ _8"></span>de <span class="_ _8"></span>al<span class="_ _4"></span>gumas mudanças, <span class="_ _8"></span>os <span class="_ _8"></span>cânones <span class="_ _8"></span>continuam s<span class="_ _8"></span>e <span class="_ _8"></span>f<span class="_ _3"></span>ormando <span class="_ _8"></span>a </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">partir de <span class="_ _4"></span>desigualdades e privil<span class="_ _3"></span>egiando pessoas e grupos <span class="_ _4"></span>f<span class="_ _3"></span>avorecidos e <span class="_ _4"></span>es-</div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">pecícos<span class="_ _4"></span>. A<span class="_ _3"></span>o que parece<span class="_ _3"></span>, os cânones literários <span class="_ _4"></span>mais excluem <span class="_ _4"></span>que incluem. </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">Enaltecem os <span class="_ _8"></span>já incluídos, <span class="_ _8"></span>os já poderosos. De acordo <span class="_ _8"></span>com Muzart (1995, </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">p<span class="_ _4"></span>. 87): </div><div class="t m2 x19 hb y80 fff fs5 fc2 sc0 ls0 ws0">Observa-se que<span class="_ _4"></span>, em geral, são <span class="_ _4"></span>excluídos dos cânones: o popular<span class="_ _5"></span>, o hu-</div><div class="t m734 x3a hb y81 fff fs5 fc2 sc0 lsb wsd">mor<span class="_ _3"></span>, <span class="_ _4"></span>o <span class="_ _4"></span>satírico <span class="_ _3"></span>e o <span class="_ _3"></span>erótico. <span class="_ _3"></span>O <span class="ff1f">baixo</span> <span class="_ _3"></span>é excluído<span class="_ _3"></span>. Permanece <span class="_ _3"></span>o <span class="ff1f">alt<span class="_ _3"></span>o<span class="fff">. No <span class="_ _3"></span>entanto<span class="_ _3"></span>, </span></span></div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">há um <span class="_ _3"></span>e<span class="_ _8"></span>stil<span class="_ _4"></span>o <span class="_ _4"></span><span class="ff1f">alt<span class="_ _4"></span>o<span class="fff">, r<span class="_ _4"></span>omântico<span class="_ _4"></span>, <span class="_ _4"></span>bel<span class="_ _4"></span>etrista e <span class="_ _3"></span>que deixou <span class="_ _4"></span>produção <span class="_ _4"></span>abundante </span></span></div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">também excluída do <span class="_ _8"></span>cânone: é o <span class="_ _8"></span>text<span class="_ _3"></span>o <span class="_ _8"></span>das mulhere<span class="_ _8"></span>s no s<span class="_ _8"></span>écul<span class="_ _3"></span>o <span class="_ _8"></span>XIX, texto </div><div class="t m2de x3a hb y84 fff fs5 fc2 sc0 ls23 ws2c">sempre <span class="_ _8"></span>de<span class="_ _8"></span>stacado nas <span class="_ _8"></span>críticas <span class="_ _8"></span>de <span class="_ _8"></span>jornais, em <span class="_ _8"></span>sua <span class="_ _8"></span>época, qual <span class="_ _8"></span>s<span class="_ _8"></span>ecção de </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">trabalhos manuais, como <span class="_ _3"></span><span class="ff1f ws62">Obras de Senhoras<span class="fff ws0">. Não ousando inov<span class="_ _3"></span>ar<span class="_ _3"></span>, as mu-</span></span></div><div class="t m6ef x3a hb y23 fff fs5 fc2 sc0 lse ws10">lheres <span class="_ _8"></span>submeteram-s<span class="_ _8"></span>e aos <span class="_ _8"></span>cânone<span class="_ _8"></span>s masculinos. E, <span class="_ _8"></span>imitando-os, <span class="_ _8"></span>para <span class="_ _8"></span>se </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">161</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pfa3" class="pf wa h0" data-page-no="a3"><div class="pc pca3 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m3cf x3a hb y6a fff fs5 fc2 sc0 ls9 wsb">integrarem <span class="_ _4"></span>na corrente<span class="_ _3"></span>, também <span class="_ _3"></span>não f<span class="_ _3"></span>oram reconhecidas <span class="_ _3"></span>nem respeitadas </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">e sim esquecidas, mortas.</div><div class="t m735 x19 hb y87 fff fs5 fc2 sc0 lsb wsd">E <span class="_ _4"></span>não <span class="_ _4"></span>se f<span class="_ _3"></span>ala <span class="_ _4"></span>somente <span class="_ _4"></span>de <span class="_ _4"></span>grupos <span class="_ _3"></span>minoritários. <span class="_ _3"></span>Fala-s<span class="_ _8"></span>e <span class="_ _4"></span>também <span class="_ _4"></span>de <span class="_ _4"></span>estilos </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">literários pouco consagrados, como o Simbolismo<span class="_ _4"></span>, por exempl<span class="_ _4"></span>o<span class="_ _4"></span>.</div><div class="t m277 x19 hb y89 fff fs5 fc2 sc0 ls9 wsb">Não <span class="_ _4"></span>se pode <span class="_ _3"></span>dizer que <span class="_ _4"></span>só <span class="_ _4"></span>a <span class="_ _4"></span>literatura <span class="_ _3"></span>s<span class="_ _8"></span>e com<span class="_ _4"></span>porte <span class="_ _4"></span>dess<span class="_ _8"></span>e <span class="_ _4"></span>modo<span class="_ _4"></span>. <span class="_ _4"></span>Sempre </div><div class="t m736 x3a hb y6b fff fs5 fc2 sc0 ls22 ws2b">f<span class="_ _3"></span>oi regra <span class="_ _3"></span>geral privil<span class="_ _4"></span>egiar <span class="_ _4"></span>grupos <span class="_ _4"></span>que <span class="_ _4"></span>já <span class="_ _4"></span>dominam <span class="_ _4"></span>um <span class="_ _4"></span>determinado <span class="_ _4"></span>setor <span class="_ _3"></span>– e </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">isso em <span class="_ _8"></span>qualquer área <span class="_ _8"></span>do conhecimento e <span class="_ _8"></span>agrupament<span class="_ _3"></span>o <span class="_ _8"></span>social e <span class="_ _8"></span>político. </div><div class="t m532 x3a hb y6d fff fs5 fc2 sc0 lse ws10">Quem <span class="_ _8"></span>domina cria <span class="_ _8"></span>regras <span class="_ _8"></span>que <span class="_ _8"></span>solidicam o <span class="_ _8"></span>s<span class="_ _8"></span>eu poder<span class="_ _3"></span>, <span class="_ _8"></span>excluindo <span class="_ _8"></span>t<span class="_ _4"></span>odo o </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">resto<span class="_ _3"></span>. </div><div class="t m737 x19 hb y6f fff fs5 fc2 sc0 ls9 wsb">Mas <span class="_ _4"></span>as <span class="_ _4"></span>regras <span class="_ _4"></span>têm <span class="_ _4"></span>suas <span class="_ _4"></span>exceções. <span class="_ _3"></span>Nenhuma estrutura <span class="_ _4"></span>social <span class="_ _4"></span>ou <span class="_ _4"></span>política </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">consegue <span class="_ _8"></span>dominar totalmente<span class="_ _3"></span>, o <span class="_ _8"></span>tempo todo<span class="_ _3"></span>, os <span class="_ _8"></span>seus <span class="_ _8"></span>integrantes. E nem </div><div class="t m738 x3a hb y71 fff fs5 fc2 sc0 ls5 ws6">t<span class="_ _4"></span>odos <span class="_ _4"></span>são iguais <span class="_ _3"></span>e concordantes com <span class="_ _3"></span>as regras <span class="_ _3"></span>gerais. <span class="_ _4"></span>Assim, <span class="_ _4"></span>de <span class="_ _4"></span>soluço <span class="_ _4"></span>em </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">soluço<span class="_ _4"></span>, as exceções vão ocorrendo<span class="_ _3"></span>. </div><div class="t m739 x19 hb y73 fff fs5 fc2 sc0 lsf ws11">E <span class="_ _8"></span>os vent<span class="_ _4"></span>os <span class="_ _8"></span>da mudança <span class="_ _8"></span>sopram, <span class="_ _8"></span>quer <span class="_ _8"></span>se <span class="_ _8"></span>queira, <span class="_ _8"></span>quer <span class="_ _8"></span>não<span class="_ _4"></span>. E <span class="_ _8"></span>os <span class="_ _8"></span>tais </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">vent<span class="_ _3"></span>os <span class="_ _8"></span>também v<span class="_ _4"></span>êm atingindo <span class="_ _8"></span>a literatura <span class="_ _8"></span>e seus <span class="_ _8"></span>cânones <span class="_ _8"></span>bem e<span class="_ _8"></span>stabel<span class="_ _3"></span>e-</div><div class="t m73a x3a hb y75 fff fs5 fc2 sc0 ls9 wsb">cidos<span class="_ _4"></span>. <span class="_ _4"></span>Desde o <span class="_ _4"></span>nal <span class="_ _4"></span>do <span class="_ _4"></span>século <span class="_ _4"></span>XX, <span class="_ _4"></span>o <span class="_ _4"></span>mundo <span class="_ _4"></span>inteiro <span class="_ _3"></span>tem l<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>antado <span class="_ _4"></span>a <span class="_ _4"></span>mesma </div><div class="t m77 x3a hb y76 fff fs5 fc2 sc0 ls24 ws2d">questão: onde <span class="_ _3"></span>e<span class="_ _8"></span>stão <span class="_ _4"></span>as <span class="_ _3"></span>mulhere<span class="_ _8"></span>s? <span class="_ _4"></span>Onde <span class="_ _4"></span>estão os <span class="_ _3"></span>negros <span class="_ _4"></span>e <span class="_ _3"></span>os homossexuais? </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">Onde estão os pobre<span class="_ _8"></span>s? E onde estavam antes? </div><div class="t m4e2 x19 hb y78 fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>ois <span class="_ _4"></span>houve <span class="_ _3"></span>nas L<span class="_ _4"></span>etras <span class="_ _4"></span>do <span class="_ _4"></span>século <span class="_ _4"></span>XIX <span class="_ _4"></span>v<span class="_ _3"></span>árias exceções. <span class="_ _3"></span>E houv<span class="_ _4"></span>e<span class="_ _3"></span>, sim, <span class="_ _4"></span>mu-</div><div class="t m73b x3a hb y79 fff fs5 fc2 sc0 ls5 ws6">lheres que <span class="_ _4"></span>estudaram e <span class="_ _4"></span>conseguiram negar <span class="_ _3"></span>a regra <span class="_ _4"></span>geral <span class="_ _4"></span>de <span class="_ _4"></span>viver <span class="_ _3"></span>somente </div><div class="t m35f x3a hb y7a fff fs5 fc2 sc0 ls23 ws2c">no <span class="_ _8"></span>espaço <span class="_ _8"></span>seguro <span class="_ _8"></span>(nem <span class="_ _8"></span>sempre <span class="_ _8"></span>seguro) <span class="_ _8"></span>e cerceador <span class="_ _8"></span>do <span class="_ _8"></span>lar<span class="_ _3"></span>, <span class="_ _8"></span>à sombra <span class="_ _8"></span>de </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">seus <span class="_ _8"></span>pais, irmãos <span class="_ _8"></span>e maridos. Mulheres <span class="_ _8"></span>que escrev<span class="_ _4"></span>eram e <span class="_ _8"></span>publicaram todo </div><div class="t m534 x3a hb y7c fff fs5 fc2 sc0 lsa wsc">tipo <span class="_ _4"></span>de <span class="_ _4"></span>gênero <span class="_ _3"></span>literário: poesia, r<span class="_ _4"></span>omance<span class="_ _4"></span>, <span class="_ _4"></span>cartas, <span class="_ _4"></span>crônica, <span class="_ _3"></span>teatro, <span class="_ _3"></span>jornalismo. </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">Houve entre elas quem nunca publicou uma linha qualquer<span class="_ _3"></span>. Houve quem </div><div class="t m3a3 x3a hb y7e fff fs5 fc2 sc0 ls5 ws6">muit<span class="_ _4"></span>o <span class="_ _4"></span>publicou e <span class="_ _3"></span>da literatura <span class="_ _3"></span>viveu. São <span class="_ _3"></span>e<span class="_ _8"></span>ssas <span class="_ _4"></span>mulheres que <span class="_ _4"></span>uma <span class="_ _4"></span>enorme </div><div class="t m35f x3a hb y7f fff fs5 fc2 sc0 ls23 ws2c">gama <span class="_ _8"></span>de editoras, universidades, <span class="_ _8"></span>núcleos literários, <span class="_ _8"></span>bibliotecas e <span class="_ _8"></span>grupos </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">f<span class="_ _4"></span>eministas está buscando <span class="_ _3"></span>e trazendo <span class="_ _4"></span>a público <span class="_ _3"></span>de<span class="_ _8"></span>sde o <span class="_ _3"></span>nal do sécul<span class="_ _4"></span>o <span class="_ _4"></span>XX. </div><div class="t m73c x19 hb y81 fff fs5 fc2 sc0 lsb wsd">Nem <span class="_ _4"></span>sempre a <span class="_ _3"></span>produção <span class="_ _4"></span>f<span class="_ _4"></span>eminina <span class="_ _4"></span>f<span class="_ _3"></span>oi exempl<span class="_ _3"></span>o de <span class="_ _3"></span>erudição e <span class="_ _3"></span>excepciona<span class="ls0 ws0">-</span></div><div class="t m6ac x3a hb y82 fff fs5 fc2 sc0 ls5 ws6">lidade <span class="_ _4"></span>literária. Anal, <span class="_ _3"></span>a maioria <span class="_ _3"></span>das mulheres não <span class="_ _4"></span>pôde <span class="_ _4"></span>ou <span class="_ _4"></span>não <span class="_ _4"></span>conseguiu </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">estudar<span class="_ _3"></span>. Não viajou tant<span class="_ _3"></span>o quant<span class="_ _4"></span>o seus pares masculinos. <span class="_ _3"></span>Não passou suas </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">noites nas f<span class="_ _3"></span>e<span class="_ _8"></span>stas <span class="_ _4"></span>literárias<span class="_ _4"></span>. <span class="_ _4"></span>Não f<span class="_ _3"></span>ez tant<span class="_ _3"></span>os amigos <span class="_ _4"></span>no mundo <span class="_ _3"></span>da literatura. </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">E não era aceita nas academias de l<span class="_ _4"></span>etras<span class="_ _4"></span>.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">162</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">Muit<span class="_ _4"></span>os dess<span class="_ _8"></span>es text<span class="_ _4"></span>os são excepcionais, <span class="_ _4"></span>f<span class="_ _3"></span>orte<span class="_ _8"></span>s e vibrantes<span class="_ _4"></span>. E outr<span class="_ _4"></span>os são </div><div class="t m73d x3a hb y86 fff fs5 fc2 sc0 lsf ws11">literariamente <span class="_ _8"></span>fracos, é <span class="_ _8"></span>possível <span class="_ _8"></span>dizer<span class="_ _5"></span>. <span class="_ _8"></span>Então, por <span class="_ _8"></span>qual <span class="_ _8"></span>razão dev<span class="_ _4"></span>em <span class="_ _8"></span>ser </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">publicados? A que<span class="_ _8"></span>stão fundamental <span class="_ _8"></span>é que são, t<span class="_ _4"></span>odos, de<span class="_ _8"></span>sconhecidos! Es-</div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">tão f<span class="_ _3"></span>ora dos <span class="_ _4"></span>livros <span class="_ _4"></span>didáticos<span class="_ _4"></span>. Não <span class="_ _4"></span>f<span class="_ _3"></span>azem parte das <span class="_ _4"></span>listas das <span class="_ _4"></span>prov<span class="_ _3"></span>as para <span class="_ _4"></span>as </div><div class="t m23e x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">universidades<span class="_ _4"></span>. Não <span class="_ _8"></span>são <span class="_ _8"></span>citados nas <span class="_ _8"></span>coletâneas e <span class="_ _8"></span>nas grande<span class="_ _8"></span>s obras <span class="_ _8"></span>sobre </div><div class="t m413 x3a hb y6b fff fs5 fc2 sc0 lsc wse">a <span class="_ _8"></span>literatura nacional. <span class="_ _8"></span>Em <span class="_ _8"></span>tempo<span class="_ _3"></span>, <span class="_ _8"></span>uma <span class="_ _8"></span>correção: algumas <span class="_ _8"></span>poucas autoras </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">são citadas, <span class="ff1f">en passant</span>.</div><div class="t m73e x19 hb y6d fff fs5 fc2 sc0 lsa wsc">Quer-se publicar <span class="_ _3"></span>uma visão <span class="_ _3"></span>de mun<span class="_ _4"></span>do<span class="_ _4"></span>, <span class="_ _4"></span>basicamente<span class="_ _3"></span>. Uma <span class="_ _3"></span>visão de <span class="_ _3"></span>mun<span class="ls0 ws0">-</span></div><div class="t m4c5 x3a hb y6e fff fs5 fc2 sc0 ls8 wsa">do <span class="_ _4"></span>ocultada <span class="_ _4"></span>por <span class="_ _4"></span>um <span class="_ _4"></span>século <span class="_ _3"></span>e meio<span class="_ _3"></span>. E <span class="_ _4"></span>não <span class="_ _4"></span>é <span class="_ _4"></span>just<span class="_ _4"></span>o <span class="_ _4"></span>que <span class="_ _4"></span>o <span class="_ _3"></span>que está canonizado </div><div class="t m12f x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">como o <span class="_ _8"></span><span class="ff1f">melhor</span> <span class="_ _8"></span>de uma <span class="_ _8"></span>época <span class="_ _8"></span>não possa <span class="_ _8"></span>s<span class="_ _8"></span>er cotejado <span class="_ _8"></span>com <span class="_ _8"></span>o <span class="ff1f">re<span class="_ _8"></span>st<span class="_ _4"></span>o<span class="fff">. <span class="_ _8"></span>E por </span></span></div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">que mesmo que o <span class="ff1f">re<span class="_ _8"></span>st<span class="_ _4"></span>o<span class="fff"> virou </span>resto<span class="fff">?</span></span></div><div class="t m2 x19 hb y71 fff fs5 fc2 sc0 ls0 ws0">A questão é que, se a hist<span class="_ _3"></span>ória cultural brasileira não f<span class="_ _3"></span>or re<span class="_ _4"></span>vista, desve-</div><div class="t m66a x3a hb y72 fff fs5 fc2 sc0 ls9 wsb">lando-se parte <span class="_ _4"></span>signicativ<span class="_ _4"></span>a <span class="_ _4"></span>de <span class="_ _4"></span>aut<span class="_ _4"></span>ores e <span class="_ _3"></span>produçõe<span class="_ _8"></span>s <span class="_ _4"></span>que <span class="_ _4"></span>ajudaram <span class="_ _4"></span>a <span class="_ _4"></span>erigir a </div><div class="t m65 x3a hb y73 fff fs5 fc2 sc0 ls22 ws2b">f<span class="_ _3"></span>ormação da <span class="_ _4"></span>nação<span class="_ _4"></span>, <span class="_ _4"></span>a <span class="_ _4"></span>tradição <span class="_ _4"></span>literária <span class="_ _4"></span>brasil<span class="_ _4"></span>eira <span class="_ _4"></span>cará <span class="_ _4"></span>sempre incompl<span class="_ _3"></span>eta. </div><div class="t m5 x3a hb y74 fff fs5 fc2 sc0 ls6 ws8">P<span class="_ _4"></span>ara <span class="_ _8"></span>tant<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _8"></span>é <span class="_ _8"></span>preciso <span class="_ _8"></span>encontrar <span class="_ _8"></span>t<span class="_ _3"></span>odos <span class="_ _8"></span>os <span class="_ _8"></span>e<span class="_ _8"></span>squecidos <span class="_ _8"></span>e <span class="_ _8"></span>os <span class="_ _8"></span>ocultados <span class="_ _8"></span>do </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">conhecido patrimônio cultural brasil<span class="_ _4"></span>eiro<span class="_ _3"></span>.</div><div class="t m2 x19 hb y76 fff fs5 fc2 sc0 ls0 ws0">E é aí que começa nossa hist<span class="_ _4"></span>ória.</div><div class="t m2 x3a h1a y157 ff1c fs2 fc2 sc0 ls0 ws0">65<span class="ff1d"> <span class="_ _1e"> </span>As obras estão list<span class="_ _4"></span>adas nas ref<span class="_ _3"></span>erências bibliográcas, ao nal do te<span class="_ _4"></span>xto.</span></div><div class="t m2 x3a h19 y79 ff11 fs1 fc8 sc0 ls0 ws0">A SELEÇÃ<span class="_ _3"></span>O D<span class="_ _3"></span>A<span class="_ _4"></span>S ESCRITORA<span class="_ _3"></span>S E OBRA<span class="_ _3"></span>S: </div><div class="t m2 x3a h19 y7a ff11 fs1 fc8 sc0 ls0 ws0">V<span class="_ _4"></span>OL<span class="_ _3"></span>UMES PUBLICADOS </div><div class="t m73f x19 hb y7c fff fs5 fc2 sc0 ls23 ws2c">A <span class="_ _8"></span>seleção das <span class="_ _8"></span>aut<span class="_ _4"></span>oras e <span class="_ _8"></span>textos que <span class="_ _8"></span>comporiam <span class="_ _8"></span>a coleção<span class="ff1f ls0 ws0"> <span class="_ _8"></span></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>iniciada </div><div class="t m6ef x3a hb y7d fff fs5 fc2 sc0 lse ws10">a <span class="_ _8"></span>partir de <span class="_ _8"></span>pe<span class="_ _8"></span>squisa em <span class="_ _8"></span>v<span class="_ _4"></span>árias <span class="_ _8"></span>obras de <span class="_ _8"></span>referência que <span class="_ _8"></span>el<span class="_ _4"></span>encam <span class="_ _8"></span>a maior </div><div class="t m19c x3a hb y7e fff fs5 fc2 sc0 ls9 wsb">parte <span class="_ _4"></span>das escrit<span class="_ _4"></span>oras <span class="_ _4"></span>conhecidas,</div><div class="t m19c xc2 h18 y1bb ff1b fs9 fc2 sc0 ls56 ws78">65</div><div class="t m19c xaf hb y7e fff fs5 fc2 sc0 ls9 wsb"> <span class="_ _4"></span>dentro <span class="_ _4"></span>do <span class="_ _4"></span>universo <span class="_ _3"></span>de obras <span class="_ _3"></span>em domínio </div><div class="t m740 x3a hb y7f fff fs5 fc2 sc0 ls7 ws9">público<span class="_ _4"></span>, isto é, de <span class="_ _8"></span>autor<span class="_ _4"></span>as <span class="_ _8"></span>f<span class="_ _3"></span>alecidas há <span class="_ _8"></span>70 anos <span class="_ _8"></span>ou <span class="_ _8"></span>mais<span class="_ _4"></span>. <span class="_ _8"></span>Dess<span class="_ _8"></span>e grupo <span class="_ _8"></span>de </div><div class="t m1c4 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">escritoras, <span class="_ _4"></span>f<span class="_ _3"></span>oram selecionadas <span class="_ _3"></span>aquelas com <span class="_ _4"></span>um <span class="_ _4"></span>papel signicativ<span class="_ _4"></span>o <span class="_ _4"></span>em <span class="_ _4"></span>sua </div><div class="t m741 x3a hb y81 fff fs5 fc2 sc0 ls7 ws9">época, <span class="_ _8"></span>seja <span class="_ _8"></span>pela <span class="_ _8"></span>rel<span class="_ _3"></span>ev<span class="_ _3"></span>ância <span class="_ _8"></span>da <span class="_ _8"></span>obra literária, <span class="_ _8"></span>s<span class="_ _8"></span>eja por <span class="_ _8"></span>suas <span class="_ _8"></span>atividades <span class="_ _8"></span>de </div><div class="t m742 x3a hb y82 fff fs5 fc2 sc0 ls8 wsa">v<span class="_ _4"></span>anguarda <span class="_ _4"></span>no <span class="_ _4"></span>universo <span class="_ _3"></span>intelectual, <span class="_ _3"></span>como as <span class="_ _3"></span>editoras <span class="_ _3"></span>de jornais <span class="_ _3"></span>e re<span class="_ _3"></span>vistas do </div><div class="t m743 x3a hb y83 fff fs5 fc2 sc0 ls8 wsa">século <span class="_ _3"></span>XIX. Foram <span class="_ _4"></span>listadas <span class="_ _4"></span>mais <span class="_ _4"></span>de <span class="_ _4"></span>30 <span class="_ _4"></span>aut<span class="_ _4"></span>oras <span class="_ _4"></span>em <span class="_ _4"></span>uma <span class="_ _4"></span>pesquisa preliminar<span class="_ _5"></span>. </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">163</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m744 x19 hb y6a fff fs5 fc2 sc0 lsb wsd"> <span class="_ _4"></span>Na <span class="_ _4"></span>abertura <span class="_ _3"></span>do projet<span class="_ _3"></span>o f<span class="_ _3"></span>oram <span class="_ _4"></span>escolhidos seis text<span class="_ _3"></span>os, cuja <span class="_ _3"></span>edição original </div><div class="t m745 x3a hb y86 fff fs5 fc2 sc0 lsa wsc">estava <span class="_ _3"></span>disponível <span class="_ _4"></span>el<span class="_ _4"></span>etronicamente <span class="_ _3"></span>em al<span class="_ _4"></span>gumas <span class="_ _4"></span>bibliotecas</div><div class="t m745 x28 h18 y172 ff1b fs9 fc2 sc0 ls46 ws5c">66</div><div class="t m745 xdc hb y86 fff fs5 fc2 sc0 lsa wsc"> <span class="_ _4"></span>ou <span class="_ _4"></span>na <span class="_ _4"></span>internet. </div><div class="t m746 x3a hb y87 fff fs5 fc2 sc0 ls9 wsb">P<span class="_ _4"></span>ara <span class="_ _4"></span>inaugurar a <span class="_ _3"></span>coleção<span class="ff1f ls0 ws0"> <span class="_ _3"></span><span class="fff ls9 wsb">optou-se pela <span class="_ _3"></span>obra <span class="ff1f ws7">A mulher moderna</span> <span class="_ _4"></span>(1891), de </span></span></div><div class="t m747 x3a hb y88 fff fs5 fc2 sc0 ls9 wsb">Josena Ál<span class="_ _3"></span>vares de <span class="_ _3"></span>Azev<span class="_ _4"></span>edo <span class="_ _4"></span>(1851-1913), col<span class="_ _3"></span>etânea de <span class="_ _3"></span>textos <span class="_ _3"></span>jornalísticos </div><div class="t m748 x3a hb y89 fff fs5 fc2 sc0 ls5 ws6">publicados <span class="_ _4"></span>no jornal <span class="_ _3"></span><span class="ff1f ws7">A Família</span></div><div class="t m749 x88 h18 y1b5 ff1b fs9 fc2 sc0 ls3c ws4d">67</div><div class="t m748 xa1 hb y89 fff fs5 fc2 sc0 ls5 ws6"> <span class="_ _4"></span>e uma <span class="_ _3"></span>peça teatral <span class="_ _3"></span>e<span class="_ _8"></span>scrita com <span class="_ _3"></span>o objetivo </div><div class="t mfc x3a hb y6b fff fs5 fc2 sc0 ls9 wsb">de <span class="_ _4"></span>f<span class="_ _3"></span>ortalecer <span class="_ _4"></span>o <span class="_ _4"></span>debate <span class="_ _4"></span>sobre <span class="_ _4"></span>o v<span class="_ _4"></span>ot<span class="_ _4"></span>o <span class="_ _4"></span>f<span class="_ _4"></span>eminino <span class="_ _4"></span>no <span class="_ _4"></span>P<span class="_ _4"></span>arlament<span class="_ _4"></span>o <span class="_ _4"></span>e <span class="_ _4"></span>sua <span class="_ _4"></span>inserção </div><div class="t m74a x3a hb y6c fff fs5 fc2 sc0 ls8 wsa">na <span class="_ _4"></span>nov<span class="_ _3"></span>a carta <span class="_ _3"></span>magna que <span class="_ _4"></span>a <span class="_ _4"></span>Constituinte <span class="_ _4"></span>republicana <span class="_ _4"></span>estava <span class="_ _3"></span>pre<span class="_ _8"></span>stes a <span class="_ _3"></span>votar<span class="_ _3"></span>. </div><div class="t m1f x3a hb y6d fff fs5 fc2 sc0 ls7 ws9">A <span class="_ _8"></span>escolha <span class="_ _8"></span>dess<span class="_ _8"></span>e <span class="_ _8"></span>títul<span class="_ _3"></span>o <span class="_ _8"></span>f<span class="_ _4"></span>oi <span class="_ _8"></span>motiv<span class="_ _3"></span>ada <span class="_ _8"></span>pela <span class="_ _8"></span>intenção <span class="_ _8"></span>de unir <span class="_ _8"></span>a <span class="_ _8"></span>temática <span class="_ _8"></span>da </div><div class="t m36c x3a hb y6e fff fs5 fc2 sc0 ls22 ws2b">participação <span class="_ _4"></span>política <span class="_ _4"></span>f<span class="_ _4"></span>eminina <span class="_ _4"></span>com <span class="_ _4"></span>os objetiv<span class="_ _4"></span>os <span class="_ _4"></span>do <span class="_ _4"></span>próprio <span class="_ _3"></span>Senado Federal. </div><div class="t m2f6 x3a hb y6f fff fs5 fc2 sc0 ls8 wsa">Inf<span class="_ _4"></span>elizmente<span class="_ _4"></span>, <span class="_ _4"></span>o <span class="_ _4"></span>intent<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _4"></span>grande <span class="_ _4"></span>cronista <span class="_ _3"></span>e edit<span class="_ _3"></span>ora do <span class="_ _4"></span>jornal <span class="ff1f ws2f">A Família</span> <span class="_ _3"></span>não </div><div class="t m1e x3a hb y70 fff fs5 fc2 sc0 ls7 ws9">f<span class="_ _3"></span>oi <span class="_ _8"></span>alcançado<span class="_ _3"></span>, <span class="_ _8"></span>pois <span class="_ _8"></span>as <span class="_ _8"></span>mulheres <span class="_ _8"></span>brasil<span class="_ _4"></span>eiras <span class="_ _8"></span>sairiam daquela <span class="_ _8"></span>Constituinte </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">ainda sem s<span class="_ _8"></span>eus direit<span class="_ _4"></span>os políticos assegurados. </div><div class="t m2 x19 hb y72 fff fs5 fc2 sc0 ls0 ws0">Seguiu-se <span class="_ _8"></span>o livro <span class="_ _8"></span>de contos <span class="ff1f ws85">Ânsia eterna</span> (1903), <span class="_ _8"></span>de Júlia <span class="_ _8"></span>L<span class="_ _4"></span>opes <span class="_ _8"></span>de Al-</div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">meida (1862-1934), grande r<span class="_ _4"></span>omancista carioca. O <span class="_ _4"></span>conjunt<span class="_ _4"></span>o da obra dessa </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">aut<span class="_ _4"></span>ora é <span class="_ _8"></span>extenso <span class="_ _8"></span>e tem <span class="_ _8"></span>títulos em diversos <span class="_ _8"></span>gêneros literários, <span class="_ _8"></span>que vão do </div><div class="t m6b5 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">jornalismo <span class="_ _8"></span>à literatura <span class="_ _8"></span>inf<span class="_ _3"></span>anto-juv<span class="_ _4"></span>enil. A <span class="_ _8"></span>e<span class="_ _8"></span>scolha do <span class="_ _8"></span>títul<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _8"></span>f<span class="_ _3"></span>acilitada <span class="_ _8"></span>pela </div><div class="t m474 x3a hb y76 fff fs5 fc2 sc0 lsf ws11">existência <span class="_ _8"></span>de versão <span class="_ _8"></span>digital da <span class="_ _8"></span>edição <span class="_ _8"></span>original, <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>justicada <span class="_ _8"></span>pela <span class="_ _8"></span>apre<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">sentadora <span class="_ _8"></span>da edição<span class="_ _4"></span>, Cleide L<span class="_ _4"></span>emos, consultora l<span class="_ _3"></span>egislativa e prof<span class="_ _4"></span>essora de </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">literatura:</div><div class="t m74b x19 hb y79 fff fs5 fc2 sc0 ls23 ws2c">[...] <span class="_ _8"></span>este <span class="_ _8"></span>livro rev<span class="_ _4"></span>ela o <span class="_ _8"></span>complet<span class="_ _3"></span>o <span class="_ _8"></span>domínio <span class="_ _8"></span>da autora sobre <span class="_ _8"></span>o <span class="_ _8"></span>seu <span class="_ _8"></span>f<span class="_ _4"></span>azer </div><div class="t m74c x3a hb y7a fff fs5 fc2 sc0 lsd wsf">literário<span class="_ _4"></span>, <span class="_ _4"></span>condensado <span class="_ _4"></span>em <span class="_ _4"></span>pequenas <span class="_ _3"></span>histórias, <span class="_ _4"></span>certamente <span class="_ _3"></span>mais aptas <span class="_ _3"></span>a atrair </div><div class="t m74c x3a hb y7b fff fs5 fc2 sc0 lsd wsf">a <span class="_ _4"></span>atenção <span class="_ _4"></span>fugaz <span class="_ _4"></span>do <span class="_ _4"></span>público <span class="_ _3"></span>contemporâneo, <span class="_ _3"></span>disputada minut<span class="_ _4"></span>o <span class="_ _3"></span>a minut<span class="_ _3"></span>o por </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">uma quantidade indizível de apel<span class="_ _3"></span>os de toda sorte<span class="_ _3"></span>. (LEMOS, 2021)</div><div class="t m36a x19 hb y7d fff fs5 fc2 sc0 lsa wsc">O <span class="_ _4"></span>volume <span class="_ _3"></span>s<span class="_ _8"></span>eguinte <span class="_ _4"></span>f<span class="_ _3"></span>oi o <span class="_ _4"></span>ensaio <span class="_ _4"></span><span class="ff1f ws2f">Opúscul<span class="_ _4"></span>o humanitário<span class="fff wsc"> <span class="_ _4"></span>(1853), <span class="_ _4"></span>da <span class="_ _4"></span>educa<span class="ls0 ws0">-</span></span></span></div><div class="t m4ff x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">dora <span class="_ _4"></span>Nísia Fl<span class="_ _3"></span>ore<span class="_ _8"></span>sta <span class="_ _3"></span>Brasileira <span class="_ _4"></span>A<span class="_ _3"></span>ugusta (1810-1885), <span class="_ _4"></span>que <span class="_ _4"></span>dispensa <span class="_ _4"></span>apres<span class="_ _8"></span>en-</div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">tações. <span class="_ _4"></span>Nísia <span class="_ _4"></span>Fl<span class="_ _4"></span>oresta f<span class="_ _3"></span>oi uma <span class="_ _4"></span>das primeiras <span class="_ _3"></span>brasileiras <span class="_ _3"></span>a romper <span class="_ _4"></span>os <span class="_ _4"></span>limites </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">dos e<span class="_ _8"></span>spaços dedicados <span class="_ _8"></span>à mulher<span class="_ _3"></span>, <span class="_ _8"></span>dirigindo escolas <span class="_ _8"></span>e publicando <span class="_ _8"></span>obras de </div><div class="t m74d x3a hb y81 fff fs5 fc2 sc0 ls5 ws6">caráter <span class="_ _4"></span>l<span class="_ _4"></span>osóco<span class="_ _4"></span>, <span class="_ _4"></span>pedagógico <span class="_ _4"></span>e <span class="_ _4"></span>político<span class="_ _4"></span>, <span class="_ _4"></span>em qu<span class="_ _4"></span>e def<span class="_ _3"></span>endia ideais <span class="_ _3"></span>libertários </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">para as mulheres, negros e indígenas.</div><div class="t m2 x3a h1a y188 ff1c fs2 fc2 sc0 ls0 ws0">66 <span class="_ _1e"> </span>Biblioteca Nacional (BN) e Biblioteca Brasiliana Guit<span class="_ _4"></span>a e José Mindlin (USP).</div><div class="t m2 x3a h1a y35f ff1c fs2 fc2 sc0 ls0 ws0">67<span class="ff1d"> <span class="_ _1e"> </span>Periódico dirigido por <span class="_ _4"></span>Josena Álv<span class="_ _4"></span>ares <span class="_ _4"></span>de Az<span class="_ _4"></span>evedo. Sur<span class="_ _4"></span>giu em São <span class="_ _4"></span>Paulo<span class="_ _3"></span>, em 1888. T<span class="_ _3"></span>rans<span class="ff1c">-</span></span></div><div class="t m2 x1e h1a y195 ff1c fs2 fc2 sc0 ls0 ws0">ferido par<span class="_ _4"></span>a o Rio de Janeiro em 1889, cir<span class="_ _4"></span>culou até 1897.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">164</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pfa6" class="pf wa h0" data-page-no="a6"><div class="pc pca6 wa h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m74e x19 hb y6a fff fs5 fc2 sc0 ls22 ws2b"> <span class="_ _4"></span>O <span class="_ _4"></span>quart<span class="_ _4"></span>o <span class="_ _4"></span>volume <span class="_ _3"></span>da col<span class="_ _4"></span>eção<span class="_ _4"></span>, <span class="_ _4"></span>o <span class="_ _4"></span>livro <span class="_ _3"></span>de poemas <span class="_ _3"></span>parnasianos <span class="ff1f">Mármores</span><span class="ls0 ws0">, </span></div><div class="t m74f x3a hb y86 fff fs5 fc2 sc0 lsb wsd">f<span class="_ _3"></span>oi publicado <span class="_ _3"></span>originalmente em <span class="_ _3"></span>1895 por <span class="_ _3"></span>Francisca Júlia <span class="_ _3"></span>(1871-1920), poeta </div><div class="t m731 x3a hb y87 fff fs5 fc2 sc0 ls5 ws6">paulista <span class="_ _4"></span>de grande <span class="_ _3"></span>suce<span class="_ _8"></span>sso <span class="_ _4"></span>no <span class="_ _4"></span>meio literário <span class="_ _3"></span>de sua <span class="_ _3"></span>época, tendo <span class="_ _4"></span>recebido </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">el<span class="_ _4"></span>ogios de Olavo Bilac e Araripe Júnior<span class="_ _5"></span>.</div><div class="t m2 x19 hb y89 fff fs5 fc2 sc0 ls0 ws0">Na sequência, editou-se o romance <span class="ff1f wse">A judia Raquel</span>, da jornalista Fran-</div><div class="t m750 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">cisca <span class="_ _4"></span>Senhorinha da <span class="_ _3"></span>Motta Diniz <span class="_ _4"></span>(18?-1910) <span class="_ _4"></span>e <span class="_ _4"></span>uma de <span class="_ _3"></span>suas lhas<span class="_ _3"></span>.</div><div class="t m751 x27 h18 y1b6 ff1b fs9 fc2 sc0 ls0 ws0">68</div><div class="t m750 x78 hb y6b fff fs5 fc2 sc0 ls0 ws0"> <span class="_ _4"></span>A obra, </div><div class="t m752 x3a hb y6c fff fs5 fc2 sc0 ls22 ws2b">ambientada <span class="_ _4"></span>no <span class="_ _4"></span>Oriente <span class="_ _4"></span>Médio<span class="_ _4"></span>, <span class="_ _4"></span>no <span class="_ _4"></span>período <span class="_ _4"></span>das <span class="_ _4"></span>Cruzadas, <span class="_ _4"></span>tem <span class="_ _4"></span>uma <span class="_ _4"></span>narrativ<span class="_ _4"></span>a </div><div class="t m753 x3a hb y6d fff fs5 fc2 sc0 ls22 ws2b">romanesca e<span class="_ _3"></span>, em <span class="_ _3"></span>alguns <span class="_ _4"></span>trechos, <span class="_ _4"></span>bastante <span class="_ _4"></span>confusa, <span class="_ _4"></span>obrigando <span class="_ _4"></span>a <span class="_ _4"></span>supervisão </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">edit<span class="_ _4"></span>orial a produzir uma grande quantidade de notas explicativ<span class="_ _3"></span>as.</div><div class="t m754 x19 hb y6f fff fs5 fc2 sc0 ls4 ws5">Fechando <span class="_ _8"></span>a primeira <span class="_ _8"></span>lista, <span class="_ _8"></span>está <span class="_ _8"></span>a peça <span class="_ _8"></span>teatral <span class="_ _8"></span><span class="ff1f ws30">Cancros sociais </span>(1866), </div><div class="t m13 x3a hb y70 fff fs5 fc2 sc0 lsc wse">da <span class="_ _8"></span>primeira dramaturga <span class="_ _8"></span>brasil<span class="_ _4"></span>eira, <span class="_ _8"></span>Maria (Angélica) <span class="_ _8"></span>Ribeiro (1829-1880). </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">A obra <span class="_ _8"></span>traz uma <span class="_ _8"></span>reexão sobre <span class="_ _8"></span>questões sociais <span class="_ _8"></span>e familiares com <span class="_ _8"></span>f<span class="_ _3"></span>oco <span class="_ _8"></span>no </div><div class="t m755 x3a hb y72 fff fs5 fc2 sc0 lsb wsd">racismo <span class="_ _4"></span>e <span class="_ _4"></span>na <span class="_ _3"></span>exploração <span class="_ _3"></span>da mulher <span class="_ _3"></span>negra pel<span class="_ _3"></span>o homem <span class="_ _3"></span>branco. <span class="_ _3"></span>Maria Ribeir<span class="_ _4"></span>o </div><div class="t m756 x3a hb y73 fff fs5 fc2 sc0 lsa wsc">publicou <span class="_ _4"></span>inúmeras <span class="_ _4"></span>obras <span class="_ _4"></span>que <span class="_ _4"></span>destacavam <span class="_ _3"></span>as desigualdades, <span class="_ _4"></span>principalmente </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">aquelas infringidas contra as mulheres.</div><div class="t m5 x19 hb y75 fff fs5 fc2 sc0 ls39 ws48">Abrindo <span class="_ _8"></span>a <span class="_ _8"></span>segunda <span class="_ _8"></span>lista, <span class="_ _8"></span>foi s<span class="_ _8"></span>el<span class="_ _4"></span>ecionada <span class="_ _8"></span>a <span class="_ _8"></span>col<span class="_ _4"></span>etânea <span class="_ _8"></span>de <span class="_ _8"></span>cont<span class="_ _4"></span>os <span class="_ _8"></span><span class="ff1f ls0 ws0">Um </span></div><div class="t m362 x3a hb y76 ff1f fs5 fc2 sc0 ls5 ws2f">drama na roça,<span class="fff ws6"> <span class="_ _4"></span>da <span class="_ _4"></span>escritora <span class="_ _3"></span>Carmen Dol<span class="_ _4"></span>ores (1852-1910), <span class="_ _3"></span>famosa <span class="_ _3"></span>cronista </span></div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">do jornal <span class="_ _3"></span><span class="ff1f ws86">O Paiz.</span></div><div class="t m2 xcc h18 y360 ff1b fs9 fc2 sc0 ls0 ws0">69</div><div class="t m2 x24 hb y77 ff1f fs5 fc2 sc0 ls0 ws0"> <span class="ff10 ws86">Foi a</span> <span class="_ _3"></span><span class="fff">primeira obra pr<span class="_ _4"></span>ov<span class="_ _4"></span>eniente do <span class="_ _3"></span>acervo da <span class="_ _4"></span>Biblioteca </span></div><div class="t m757 x3a hb y78 fff fs5 fc2 sc0 lsf ws11">do <span class="_ _8"></span>Senado utilizada <span class="_ _8"></span>na <span class="_ _8"></span>col<span class="_ _4"></span>eção<span class="_ _4"></span>. <span class="_ _8"></span>Compõe-se <span class="_ _8"></span>de <span class="_ _8"></span>26 <span class="_ _8"></span>cont<span class="_ _3"></span>os <span class="_ _8"></span>ambientados </div><div class="t m758 x3a hb y79 fff fs5 fc2 sc0 ls7 ws9">majoritariamente <span class="_ _8"></span>no Rio <span class="_ _8"></span>de <span class="_ _8"></span>Janeiro<span class="_ _3"></span>. <span class="_ _8"></span>Neles, <span class="_ _8"></span>a autora, com <span class="_ _8"></span>grande <span class="_ _8"></span>realis<span class="ls0 ws0">-</span></div><div class="t m759 x3a hb y7a fff fs5 fc2 sc0 ls23 ws2c">mo<span class="_ _4"></span>, narra <span class="_ _8"></span>e<span class="_ _8"></span>st<span class="_ _3"></span>órias <span class="_ _8"></span>de <span class="_ _8"></span>div<span class="_ _4"></span>ersas <span class="_ _8"></span>personagens feminin<span class="_ _4"></span>as, <span class="_ _8"></span>numa abordagem </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">psicol<span class="_ _4"></span>ógica e social.</div><div class="t m75a x19 hb y7c ff1f fs5 fc2 sc0 ls8 wsa">Dálias<span class="fff">, <span class="_ _4"></span>da <span class="_ _4"></span>poeta <span class="_ _4"></span>negra <span class="_ _4"></span>potiguar <span class="_ _4"></span>A<span class="_ _3"></span>uta de <span class="_ _3"></span>Souza (1876-1901), <span class="_ _4"></span>é <span class="_ _4"></span>o <span class="_ _4"></span>volume </span></div><div class="t m75b x3a hb y7d fff fs5 fc2 sc0 ls8 wsa">oitavo <span class="_ _3"></span>da col<span class="_ _3"></span>eção. <span class="_ _4"></span>O <span class="_ _3"></span>proce<span class="_ _8"></span>sso <span class="_ _4"></span>de <span class="_ _4"></span>publicação <span class="_ _4"></span>de <span class="_ _4"></span>Dálias <span class="_ _4"></span>f<span class="_ _3"></span>oi o <span class="_ _3"></span>mais extenso <span class="_ _3"></span>de </div><div class="t m75c x3a hb y7e fff fs5 fc2 sc0 lsd wsf">t<span class="_ _4"></span>odos, <span class="_ _4"></span>até <span class="_ _4"></span>o <span class="_ _4"></span>moment<span class="_ _3"></span>o, <span class="_ _4"></span>tendo <span class="_ _3"></span>le<span class="_ _4"></span>v<span class="_ _3"></span>ado mais <span class="_ _3"></span>de um <span class="_ _3"></span>ano para <span class="_ _3"></span>s<span class="_ _8"></span>er <span class="_ _4"></span>ef<span class="_ _4"></span>etiv<span class="_ _4"></span>ado<span class="_ _4"></span>. <span class="_ _4"></span>Isso </div><div class="t m75d x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">porque a <span class="_ _8"></span>obra <span class="_ _8"></span>nunca havia <span class="_ _8"></span>sido <span class="_ _8"></span>publicada anteriormente <span class="_ _8"></span>e <span class="_ _8"></span>t<span class="_ _3"></span>oda <span class="_ _8"></span>a <span class="_ _8"></span>edição </div><div class="t m75e x3a hb y80 fff fs5 fc2 sc0 lse ws10">f<span class="_ _3"></span>oi <span class="_ _8"></span>bas<span class="_ _8"></span>eada no <span class="_ _8"></span>manuscrito original <span class="_ _8"></span>da <span class="_ _8"></span>aut<span class="_ _4"></span>ora. Foram <span class="_ _8"></span>incluídas <span class="_ _8"></span>algumas </div><div class="t m186 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">imagens de <span class="_ _3"></span>trechos do <span class="_ _3"></span>manuscrito <span class="_ _4"></span>para <span class="_ _4"></span>que os <span class="_ _3"></span>leit<span class="_ _3"></span>ore<span class="_ _8"></span>s <span class="_ _4"></span>possam observ<span class="_ _4"></span>ar <span class="_ _4"></span>o </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">trabalho de <span class="_ _8"></span>criação <span class="_ _8"></span>de Auta de <span class="_ _8"></span>Souza. A <span class="_ _8"></span>publicação de <span class="_ _8"></span><span class="ff1f">Dálias</span> <span class="_ _8"></span>na coleção<span class="ff1f"> </span></div><div class="t m2 x3a h1a y188 ff1c fs2 fc2 sc0 ls0 ws0">68<span class="ff1d"> <span class="_ _1e"> </span>Não foi possível estabelecer qual de suas lhas f<span class="_ _4"></span>oi a coautor<span class="_ _4"></span>a.</span></div><div class="t m75f x3a h1a y156 ff1c fs2 fc2 sc0 ls8 wsa">69<span class="ls3 ws66"> <span class="_ _1e"> </span>Jornal c<span class="_ _4"></span>arioca diário fundado em 1º de outubro de 18<span class="_ _4"></span>84 por João José dos Reis Júnior<span class="_ _6"></span>. </span></div><div class="t m2 x1e h1a y157 ff1c fs2 fc2 sc0 ls0 ws0">Circulou at<span class="_ _4"></span>é 18 de novembro de 1934.</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">165</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pfa7" class="pf wa h0" data-page-no="a7"><div class="pc pca7 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m760 x3a hb y6a ff1f fs5 fc2 sc0 lse ws31">Escrit<span class="_ _4"></span>oras do Brasil <span class="fff ws10">é um <span class="_ _8"></span>marco <span class="_ _8"></span>para <span class="_ _8"></span>t<span class="_ _4"></span>odo o <span class="_ _8"></span>grupo <span class="_ _8"></span>de <span class="_ _8"></span>trabalho<span class="_ _3"></span>, <span class="_ _8"></span>por <span class="_ _8"></span>sua </span></div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">compl<span class="_ _4"></span>exidade e ineditismo<span class="_ _4"></span>.</div><div class="t m2 x3a h19 y89 ff11 fs1 fc8 sc0 ls0 ws0"> <span class="_ _1"></span>A SELEÇÃ<span class="_ _3"></span>O D<span class="_ _4"></span>A<span class="_ _3"></span>S ESCRITORA<span class="_ _4"></span>S E OBRA<span class="_ _3"></span>S: </div><div class="t m2 x3a h19 y6b ff11 fs1 fc8 sc0 ls0 ws0">PRÓ<span class="_ _3"></span>XIMOS VOL<span class="_ _3"></span>UMES </div><div class="t m2 x19 hb y6d fff fs5 fc2 sc0 ls0 ws0">O trabalho da Comissão <span class="_ _4"></span>edit<span class="_ _4"></span>orial continua a <span class="_ _4"></span>pl<span class="_ _4"></span>eno v<span class="_ _4"></span>apor<span class="_ _5"></span>. Fazem parte </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">da s<span class="_ _8"></span>egunda lista textos, que serão <span class="_ _8"></span>publicados de 2022 a <span class="_ _8"></span>2024, as s<span class="_ _8"></span>eguin-</div><div class="t m761 x3a hb y6f fff fs5 fc2 sc0 lse ws10">tes <span class="_ _8"></span>autoras: a <span class="_ _8"></span>mineira <span class="_ _8"></span>Al<span class="_ _4"></span>exina Leite <span class="_ _8"></span>de Magalhãe<span class="_ _8"></span>s <span class="_ _8"></span>Pint<span class="_ _4"></span>o <span class="_ _8"></span>(1870-1921), a </div><div class="t m3c x3a hb y70 fff fs5 fc2 sc0 ls10 ws12">catarinense <span class="_ _8"></span>Ana <span class="_ _8"></span>Luísa <span class="_ _8"></span>de <span class="_ _8"></span>Aze<span class="_ _3"></span>vedo <span class="_ _8"></span>Castro (1823-1869), <span class="_ _8"></span>a <span class="_ _8"></span>baiana <span class="_ _8"></span>A<span class="_ _3"></span>délia </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">(Josena de <span class="_ _8"></span>Castro) Fonseca (1827-1920), a carioca Chrysanthème (Cecí-</div><div class="t m762 x3a hb y72 fff fs5 fc2 sc0 ls4 ws5">lia <span class="_ _8"></span>Moncorvo Bandeira <span class="_ _8"></span>de Mello Rebello de <span class="_ _8"></span>V<span class="_ _5"></span>asconcell<span class="_ _4"></span>os) <span class="_ _8"></span>(1870-1948), a </div><div class="t m763 x3a hb y73 fff fs5 fc2 sc0 ls23 ws2c">paulista <span class="_ _8"></span>T<span class="_ _6"></span>ere<span class="_ _8"></span>sa <span class="_ _8"></span>Margarida da <span class="_ _8"></span>Silv<span class="_ _3"></span>a <span class="_ _8"></span>e Horta <span class="_ _8"></span>(1711-1793), <span class="_ _8"></span>a mineira <span class="_ _8"></span>Maria </div><div class="t m764 x3a hb y74 fff fs5 fc2 sc0 lsd wsf">Lacerda <span class="_ _3"></span>de Moura <span class="_ _3"></span>(1887-1945), a <span class="_ _3"></span>uruguaia, radicada <span class="_ _3"></span>em Mat<span class="_ _3"></span>o Gr<span class="_ _4"></span>osso<span class="_ _4"></span>, <span class="_ _3"></span>Maria<span class="_ _8"></span> </div><div class="t m765 x3a hb y75 fff fs5 fc2 sc0 ls7 ws9">do <span class="_ _8"></span>Carmo de <span class="_ _8"></span>Mello Rego <span class="_ _8"></span>(1840-?) e <span class="_ _8"></span>a <span class="_ _8"></span>gaúcha <span class="_ _8"></span>Ana Eurídice <span class="_ _8"></span>Eufrosina <span class="_ _8"></span>de </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">Barandas (1806-1863).</div><div class="t m2 x19 hb y77 fff fs5 fc2 sc0 ls0 ws0">A s<span class="_ _8"></span>el<span class="_ _4"></span>eção <span class="_ _8"></span>das e<span class="_ _8"></span>scrit<span class="_ _3"></span>oras <span class="_ _8"></span>é <span class="_ _8"></span>um trabalho <span class="_ _8"></span>de cunho <span class="_ _8"></span>quase <span class="_ _8"></span>arqueológico<span class="_ _3"></span>. </div><div class="t m645 x3a hb y78 fff fs5 fc2 sc0 ls9 wsb">Os <span class="_ _4"></span>critérios de <span class="_ _3"></span>s<span class="_ _8"></span>el<span class="_ _3"></span>eção incluem <span class="_ _4"></span>a <span class="_ _4"></span>abrangência geográca <span class="_ _3"></span>e também <span class="_ _3"></span>étnica </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">e racial. </div><div class="t m766 x19 hb y7a fff fs5 fc2 sc0 lsd wsf">A <span class="_ _4"></span>identicação <span class="_ _4"></span>de <span class="_ _3"></span>autoras <span class="_ _3"></span>negras f<span class="_ _3"></span>oi um <span class="_ _3"></span>exempl<span class="_ _4"></span>o <span class="_ _4"></span>de <span class="_ _4"></span>desao. <span class="_ _3"></span>São poucas </div><div class="t m767 x3a hb y7b fff fs5 fc2 sc0 ls8 wsa">mulheres negras, <span class="_ _3"></span>não escravas, <span class="_ _3"></span>que conseguiram seguir <span class="_ _4"></span>em <span class="_ _4"></span>frente com <span class="_ _3"></span>s<span class="_ _8"></span>eu </div><div class="t m768 x3a hb y7c fff fs5 fc2 sc0 ls22 ws2b">tal<span class="_ _4"></span>ent<span class="_ _4"></span>o <span class="_ _4"></span>e <span class="_ _4"></span>publicar <span class="_ _4"></span>seus text<span class="_ _4"></span>os, <span class="_ _4"></span>ultrapassando <span class="_ _4"></span>as <span class="_ _4"></span>f<span class="_ _3"></span>orte<span class="_ _8"></span>s barreiras <span class="_ _3"></span>do racismo </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">e do sexismo do Brasil oitocentista. </div><div class="t m769 x19 hb y7e fff fs5 fc2 sc0 ls22 ws2b">A <span class="_ _4"></span>pesquisa da <span class="_ _4"></span>equipe <span class="_ _4"></span>da <span class="_ _4"></span>col<span class="_ _4"></span>eção<span class="ff1f ls0 ws0"> <span class="_ _4"></span><span class="fff ls22 ws2b">apont<span class="_ _4"></span>ou, <span class="_ _4"></span>inicialmente<span class="_ _4"></span>, <span class="_ _4"></span>a <span class="_ _4"></span>africana <span class="_ _4"></span>Rosa </span></span></div><div class="t m6c6 x3a hb y7f fff fs5 fc2 sc0 ls22 ws2b">Maria <span class="_ _4"></span>Egipicíaca <span class="_ _4"></span>de <span class="_ _3"></span>V<span class="_ _3"></span>era C<span class="_ _4"></span>ruz <span class="_ _4"></span>(1719-17?), <span class="_ _4"></span>que <span class="_ _4"></span>escrev<span class="_ _3"></span>eu um <span class="_ _4"></span>livro <span class="_ _3"></span>na metade </div><div class="t m20b x3a hb y80 fff fs5 fc2 sc0 ls8 wsa">do <span class="_ _4"></span>século <span class="_ _3"></span>XVIII e<span class="_ _3"></span>, por <span class="_ _4"></span>causa <span class="_ _4"></span>de <span class="_ _4"></span>visões de <span class="_ _3"></span>cunho religioso<span class="_ _3"></span>, f<span class="_ _3"></span>oi presa <span class="_ _4"></span>por <span class="_ _4"></span>here</div><div class="t m76a x43 hb y80 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t m136 x3a hb y81 fff fs5 fc2 sc0 ls22 ws2b">sia <span class="_ _4"></span>pela <span class="_ _4"></span>Inquisição <span class="_ _4"></span>e enviada <span class="_ _3"></span>a P<span class="_ _3"></span>ortugal. Seu <span class="_ _3"></span>de<span class="_ _8"></span>stino <span class="_ _4"></span>não f<span class="_ _3"></span>oi <span class="_ _4"></span>documentado<span class="_ _4"></span>, </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">e seu texto permanece desconhecido (MOTT<span class="_ _5"></span>, 2010, p<span class="_ _4"></span>. 246). </div><div class="t m183 x19 hb y83 fff fs5 fc2 sc0 ls0 ws0">A <span class="_ _4"></span>mais f<span class="_ _3"></span>amosa <span class="_ _4"></span>delas, conhecida <span class="_ _3"></span>como a <span class="_ _4"></span>primeira <span class="_ _4"></span>escritora <span class="_ _3"></span>negra brasi-</div><div class="t m76b x3a hb y84 fff fs5 fc2 sc0 ls22 ws2b">l<span class="_ _4"></span>eira, <span class="_ _4"></span>a <span class="_ _4"></span>maranhense Maria <span class="_ _4"></span>Firmina <span class="_ _4"></span>dos <span class="_ _4"></span>Reis <span class="_ _4"></span>(1822-1917), <span class="_ _4"></span>já <span class="_ _4"></span>havia <span class="_ _4"></span>sido <span class="_ _4"></span>pres<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">tigiada por outras <span class="_ _4"></span>iniciativ<span class="_ _4"></span>as edit<span class="_ _3"></span>oriais e, por <span class="_ _4"></span>isso<span class="_ _4"></span>, não f<span class="_ _3"></span>oi incluída na <span class="_ _4"></span>col<span class="_ _4"></span>e-</div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">ção<span class="ff1f">.</span></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">166</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 xce hb y6d fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">O </span><span class="fc3 sc0">trabalho </span><span class="fc3 sc0">da </span><span class="fc3 sc0">Comissão </span><span class="_ _4"></span><span class="fc3 sc0">edit</span><span class="_ _4"></span><span class="fc3 sc0">orial </span><span class="fc3 sc0">continua </span><span class="fc3 sc0">a </span><span class="_ _4"></span><span class="fc3 sc0">pl</span><span class="_ _4"></span><span class="fc3 sc0">eno </span><span class="fc3 sc0">v</span><span class="_ _4"></span><span class="fc3 sc0">apor</span><span class="_ _5"></span><span class="fc3 sc0">. </span><span class="fc3 sc0">Fazem </span><span class="fc3 sc0">parte </span></div><div class="t m2 xcf hb y6e fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">da </span><span class="fc3 sc0">s</span><span class="_ _8"></span><span class="fc3 sc0">egunda </span><span class="fc3 sc0">lista </span><span class="fc3 sc0">text</span><span class="fc3 sc0">os, </span><span class="fc3 sc0">que </span><span class="fc3 sc0">s</span><span class="fc3 sc0">erão </span><span class="_ _8"></span><span class="fc3 sc0">publicados </span><span class="fc3 sc0">de </span><span class="fc3 sc0">2022 </span><span class="fc3 sc0">a </span><span class="_ _8"></span><span class="fc3 sc0">2024, </span><span class="fc3 sc0">as </span><span class="fc3 sc0">s</span><span class="_ _8"></span><span class="fc3 sc0">eguin-</span></div><div class="t m761 xcf hb y6f fff fs5 fc2 sc0 lse ws10"><span class="fc3 sc0">te</span><span class="fc3 sc0">s </span><span class="_ _8"></span><span class="fc3 sc0">aut</span><span class="fc3 sc0">oras: </span><span class="fc3 sc0">a </span><span class="_ _8"></span><span class="fc3 sc0">mineira </span><span class="_ _8"></span><span class="fc3 sc0">Al</span><span class="_ _4"></span><span class="fc3 sc0">exina </span><span class="fc3 sc0">L</span><span class="fc3 sc0">eite </span><span class="_ _8"></span><span class="fc3 sc0">de </span><span class="fc3 sc0">Magalhãe</span><span class="_ _8"></span><span class="fc3 sc0">s </span><span class="_ _8"></span><span class="fc3 sc0">Pint</span><span class="_ _4"></span><span class="fc3 sc0">o </span><span class="_ _8"></span><span class="fc3 sc0">(1870-1921), </span><span class="fc3 sc0">a</span><span class="fc3 sc0"> </span></div><div class="t m3c xcf hb y70 fff fs5 fc2 sc0 ls10 ws12"><span class="fc3 sc0">catarinens</span><span class="fc3 sc0">e </span><span class="_ _8"></span><span class="fc3 sc0">Ana </span><span class="_ _8"></span><span class="fc3 sc0">Luísa </span><span class="_ _8"></span><span class="fc3 sc0">de </span><span class="_ _8"></span><span class="fc3 sc0">Aze</span><span class="_ _3"></span><span class="fc3 sc0">v</span><span class="fc3 sc0">edo </span><span class="_ _8"></span><span class="fc3 sc0">Castr</span><span class="fc3 sc0">o </span><span class="fc3 sc0">(1823-1869), </span><span class="_ _8"></span><span class="fc3 sc0">a </span><span class="_ _8"></span><span class="fc3 sc0">baiana </span><span class="_ _8"></span><span class="fc3 sc0">A</span><span class="_ _3"></span><span class="fc3 sc0">délia</span><span class="fc3 sc0"> </span></div><div class="t m2 xcf hb y71 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">(Jos</span><span class="fc3 sc0">ena </span><span class="fc3 sc0">de </span><span class="_ _8"></span><span class="fc3 sc0">Castr</span><span class="fc3 sc0">o) </span><span class="fc3 sc0">Fons</span><span class="fc3 sc0">eca </span><span class="fc3 sc0">(1827-1920), </span><span class="fc3 sc0">a </span><span class="fc3 sc0">carioca </span><span class="fc3 sc0">Chrysanthème </span><span class="fc3 sc0">(Cecí-</span></div><div class="t m762 xcf hb y72 fff fs5 fc2 sc0 ls4 ws5"><span class="fc3 sc0">lia </span><span class="_ _8"></span><span class="fc3 sc0">Moncorv</span><span class="fc3 sc0">o </span><span class="fc3 sc0">Bandeira </span><span class="_ _8"></span><span class="fc3 sc0">de </span><span class="fc3 sc0">Mell</span><span class="fc3 sc0">o </span><span class="fc3 sc0">Rebell</span><span class="fc3 sc0">o </span><span class="fc3 sc0">de </span><span class="_ _8"></span><span class="fc3 sc0">V</span><span class="_ _5"></span><span class="fc3 sc0">asconcell</span><span class="_ _4"></span><span class="fc3 sc0">os) </span><span class="_ _8"></span><span class="fc3 sc0">(1870-1948), </span><span class="fc3 sc0">a</span><span class="fc3 sc0"> </span></div><div class="t m763 xcf hb y73 fff fs5 fc2 sc0 ls23 ws2c"><span class="fc3 sc0">pa</span><span class="fc3 sc0">ul</span><span class="fc3 sc0">is</span><span class="fc3 sc0">ta</span><span class="fc3 sc0"> </span><span class="_ _8"></span><span class="fc3 sc0">T</span><span class="_ _6"></span><span class="fc3 sc0">er</span><span class="fc3 sc0">e</span><span class="_ _8"></span><span class="fc3 sc0">s</span><span class="fc3 sc0">a </span><span class="_ _8"></span><span class="fc3 sc0">M</span><span class="fc3 sc0">arg</span><span class="fc3 sc0">ar</span><span class="fc3 sc0">ida</span><span class="fc3 sc0"> </span><span class="fc3 sc0">da</span><span class="fc3 sc0"> </span><span class="_ _8"></span><span class="fc3 sc0">Si</span><span class="fc3 sc0">l</span><span class="fc3 sc0">v</span><span class="_ _3"></span><span class="fc3 sc0">a </span><span class="_ _8"></span><span class="fc3 sc0">e</span><span class="fc3 sc0"> </span><span class="fc3 sc0">Ho</span><span class="fc3 sc0">rt</span><span class="fc3 sc0">a </span><span class="_ _8"></span><span class="fc3 sc0">(</span><span class="fc3 sc0">171</span><span class="fc3 sc0">1-1</span><span class="fc3 sc0">79</span><span class="fc3 sc0">3),</span><span class="fc3 sc0"> </span><span class="_ _8"></span><span class="fc3 sc0">a </span><span class="fc3 sc0">m</span><span class="fc3 sc0">in</span><span class="fc3 sc0">ei</span><span class="fc3 sc0">ra </span><span class="_ _8"></span><span class="fc3 sc0">M</span><span class="fc3 sc0">ar</span><span class="fc3 sc0">ia</span><span class="fc3 sc0"> </span></div><div class="t m764 xcf hb y74 fff fs5 fc2 sc0 lsd wsf"><span class="fc3 sc0">L</span><span class="fc3 sc0">acerda </span><span class="_ _3"></span><span class="fc3 sc0">de </span><span class="fc3 sc0">Moura </span><span class="_ _3"></span><span class="fc3 sc0">(1887-1945), </span><span class="fc3 sc0">a </span><span class="_ _3"></span><span class="fc3 sc0">uruguaia, </span><span class="fc3 sc0">radicada </span><span class="_ _3"></span><span class="fc3 sc0">em </span><span class="fc3 sc0">Mat</span><span class="_ _3"></span><span class="fc3 sc0">o </span><span class="fc3 sc0">Gr</span><span class="_ _4"></span><span class="fc3 sc0">osso</span><span class="_ _4"></span><span class="fc3 sc0">, </span><span class="_ _3"></span><span class="fc3 sc0">Maria</span><span class="_ _8"></span><span class="fc3 sc0"> </span></div><div class="t m765 xcf hb y75 fff fs5 fc2 sc0 ls7 ws9"><span class="fc3 sc0">do </span><span class="_ _8"></span><span class="fc3 sc0">Carmo </span><span class="fc3 sc0">de </span><span class="_ _8"></span><span class="fc3 sc0">Mell</span><span class="fc3 sc0">o </span><span class="fc3 sc0">Rego </span><span class="_ _8"></span><span class="fc3 sc0">(1840-?) </span><span class="fc3 sc0">e </span><span class="_ _8"></span><span class="fc3 sc0">a </span><span class="_ _8"></span><span class="fc3 sc0">gaúcha </span><span class="_ _8"></span><span class="fc3 sc0">Ana </span><span class="fc3 sc0">Eurídice </span><span class="_ _8"></span><span class="fc3 sc0">Eufr</span><span class="fc3 sc0">osina </span><span class="_ _8"></span><span class="fc3 sc0">de</span><span class="fc3 sc0"> </span></div><div class="t m2 xcf hb y76 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">Barandas </span><span class="fc3 sc0">(1806-1863).</span></div><div class="t m2 xce hb y77 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">A </span><span class="fc3 sc0">s</span><span class="_ _8"></span><span class="fc3 sc0">el</span><span class="_ _4"></span><span class="fc3 sc0">eção </span><span class="_ _8"></span><span class="fc3 sc0">das </span><span class="fc3 sc0">e</span><span class="_ _8"></span><span class="fc3 sc0">scrit</span><span class="_ _3"></span><span class="fc3 sc0">oras </span><span class="_ _8"></span><span class="fc3 sc0">é </span><span class="_ _8"></span><span class="fc3 sc0">um </span><span class="fc3 sc0">trabalho </span><span class="_ _8"></span><span class="fc3 sc0">de </span><span class="fc3 sc0">cunho </span><span class="_ _8"></span><span class="fc3 sc0">quas</span><span class="fc3 sc0">e </span><span class="_ _8"></span><span class="fc3 sc0">arqueol</span><span class="fc3 sc0">ógico</span><span class="_ _3"></span><span class="fc3 sc0">. </span></div><div class="t m645 xcf hb y78 fff fs5 fc2 sc0 ls9 wsb"><span class="fc3 sc0">Os </span><span class="_ _4"></span><span class="fc3 sc0">critérios </span><span class="fc3 sc0">de </span><span class="_ _3"></span><span class="fc3 sc0">s</span><span class="_ _8"></span><span class="fc3 sc0">el</span><span class="_ _3"></span><span class="fc3 sc0">eção </span><span class="fc3 sc0">incluem </span><span class="_ _4"></span><span class="fc3 sc0">a </span><span class="_ _4"></span><span class="fc3 sc0">abrangência </span><span class="fc3 sc0">geográca </span><span class="_ _3"></span><span class="fc3 sc0">e </span><span class="fc3 sc0">também </span><span class="_ _3"></span><span class="fc3 sc0">étnica</span><span class="fc3 sc0"> </span></div><div class="t m2 xcf hb y79 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">e </span><span class="fc3 sc0">racial. </span></div><div class="t m766 xce hb y7a fff fs5 fc2 sc0 lsd wsf"><span class="fc3 sc0">A </span><span class="_ _4"></span><span class="fc3 sc0">iden</span><span class="fc3 sc0">tic</span><span class="fc3 sc0">ação</span><span class="fc3 sc0"> </span><span class="_ _4"></span><span class="fc3 sc0">de</span><span class="fc3 sc0"> </span><span class="_ _3"></span><span class="fc3 sc0">au</span><span class="fc3 sc0">t</span><span class="fc3 sc0">ora</span><span class="fc3 sc0">s </span><span class="_ _3"></span><span class="fc3 sc0">n</span><span class="fc3 sc0">egras</span><span class="fc3 sc0"> </span><span class="fc3 sc0">f</span><span class="_ _3"></span><span class="fc3 sc0">o</span><span class="fc3 sc0">i </span><span class="fc3 sc0">u</span><span class="fc3 sc0">m </span><span class="_ _3"></span><span class="fc3 sc0">e</span><span class="fc3 sc0">xemp</span><span class="fc3 sc0">l</span><span class="_ _4"></span><span class="fc3 sc0">o </span><span class="_ _4"></span><span class="fc3 sc0">de </span><span class="_ _4"></span><span class="fc3 sc0">de</span><span class="fc3 sc0">s</span><span class="fc3 sc0">ao</span><span class="fc3 sc0">. </span><span class="_ _3"></span><span class="fc3 sc0">São</span><span class="fc3 sc0"> </span><span class="fc3 sc0">po</span><span class="fc3 sc0">uca</span><span class="fc3 sc0">s</span><span class="fc3 sc0"> </span></div><div class="t m767 xcf hb y7b fff fs5 fc2 sc0 ls8 wsa"><span class="fc3 sc0">mulhere</span><span class="fc3 sc0">s </span><span class="fc3 sc0">negras, </span><span class="_ _3"></span><span class="fc3 sc0">não </span><span class="fc3 sc0">e</span><span class="fc3 sc0">scrav</span><span class="fc3 sc0">as, </span><span class="_ _3"></span><span class="fc3 sc0">que </span><span class="fc3 sc0">cons</span><span class="fc3 sc0">eguiram </span><span class="fc3 sc0">s</span><span class="fc3 sc0">eguir </span><span class="_ _4"></span><span class="fc3 sc0">em </span><span class="_ _4"></span><span class="fc3 sc0">frente </span><span class="fc3 sc0">com </span><span class="_ _3"></span><span class="fc3 sc0">s</span><span class="_ _8"></span><span class="fc3 sc0">eu</span><span class="fc3 sc0"> </span></div><div class="t m768 xcf hb y7c fff fs5 fc2 sc0 ls22 ws2b"><span class="fc3 sc0">tal</span><span class="_ _4"></span><span class="fc3 sc0">ent</span><span class="_ _4"></span><span class="fc3 sc0">o </span><span class="_ _4"></span><span class="fc3 sc0">e </span><span class="_ _4"></span><span class="fc3 sc0">publicar </span><span class="_ _4"></span><span class="fc3 sc0">s</span><span class="fc3 sc0">eus </span><span class="fc3 sc0">text</span><span class="_ _4"></span><span class="fc3 sc0">os, </span><span class="_ _4"></span><span class="fc3 sc0">ultrapassando </span><span class="_ _4"></span><span class="fc3 sc0">as </span><span class="_ _4"></span><span class="fc3 sc0">f</span><span class="_ _3"></span><span class="fc3 sc0">orte</span><span class="_ _8"></span><span class="fc3 sc0">s </span><span class="fc3 sc0">barreiras </span><span class="_ _3"></span><span class="fc3 sc0">do </span><span class="fc3 sc0">racismo</span><span class="fc3 sc0"> </span></div><div class="t m2 xcf hb y7d fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">e </span><span class="fc3 sc0">do </span><span class="fc3 sc0">s</span><span class="fc3 sc0">exismo </span><span class="fc3 sc0">do </span><span class="fc3 sc0">Brasil </span><span class="fc3 sc0">oit</span><span class="fc3 sc0">ocentista. </span></div><div class="t m769 xce hb y7e fff fs5 fc2 sc0 ls22 ws2b"><span class="fc3 sc0">A </span><span class="_ _4"></span><span class="fc3 sc0">pe</span><span class="fc3 sc0">squisa </span><span class="fc3 sc0">da </span><span class="_ _4"></span><span class="fc3 sc0">equipe </span><span class="_ _4"></span><span class="fc3 sc0">da </span><span class="_ _4"></span><span class="fc3 sc0">col</span><span class="_ _4"></span><span class="fc3 sc0">eção</span><span class="ff1f ls0 ws0"><span class="fc3 sc0"> </span><span class="_ _4"></span><span class="fff ls22 ws2b"><span class="fc3 sc0">apont</span><span class="_ _4"></span><span class="fc3 sc0">ou, </span><span class="_ _4"></span><span class="fc3 sc0">inicialmente</span><span class="_ _4"></span><span class="fc3 sc0">, </span><span class="_ _4"></span><span class="fc3 sc0">a </span><span class="_ _4"></span><span class="fc3 sc0">africana </span><span class="_ _4"></span><span class="fc3 sc0">Rosa</span><span class="fc3 sc0"> </span></span></span></div><div class="t m6c6 xcf hb y7f fff fs5 fc2 sc0 ls22 ws2b"><span class="fc3 sc0">M</span><span class="fc3 sc0">a</span><span class="fc3 sc0">r</span><span class="fc3 sc0">i</span><span class="fc3 sc0">a</span><span class="fc3 sc0"> </span><span class="_ _4"></span><span class="fc3 sc0">E</span><span class="fc3 sc0">g</span><span class="fc3 sc0">i</span><span class="fc3 sc0">p</span><span class="fc3 sc0">i</span><span class="fc3 sc0">c</span><span class="fc3 sc0">í</span><span class="fc3 sc0">a</span><span class="fc3 sc0">c</span><span class="fc3 sc0">a</span><span class="fc3 sc0"> </span><span class="_ _4"></span><span class="fc3 sc0">d</span><span class="fc3 sc0">e</span><span class="fc3 sc0"> </span><span class="_ _3"></span><span class="fc3 sc0">V</span><span class="_ _3"></span><span class="fc3 sc0">e</span><span class="fc3 sc0">r</span><span class="fc3 sc0">a</span><span class="fc3 sc0"> </span><span class="fc3 sc0">C</span><span class="_ _4"></span><span class="fc3 sc0">r</span><span class="fc3 sc0">u</span><span class="fc3 sc0">z</span><span class="fc3 sc0"> </span><span class="_ _4"></span><span class="fc3 sc0">(</span><span class="fc3 sc0">1</span><span class="fc3 sc0">7</span><span class="fc3 sc0">1</span><span class="fc3 sc0">9</span><span class="fc3 sc0">-</span><span class="fc3 sc0">1</span><span class="fc3 sc0">7</span><span class="fc3 sc0">?</span><span class="fc3 sc0">)</span><span class="fc3 sc0">,</span><span class="fc3 sc0"> </span><span class="_ _4"></span><span class="fc3 sc0">q</span><span class="fc3 sc0">u</span><span class="fc3 sc0">e</span><span class="fc3 sc0"> </span><span class="_ _4"></span><span class="fc3 sc0">e</span><span class="fc3 sc0">s</span><span class="fc3 sc0">c</span><span class="fc3 sc0">r</span><span class="fc3 sc0">e</span><span class="fc3 sc0">v</span><span class="_ _3"></span><span class="fc3 sc0">e</span><span class="fc3 sc0">u</span><span class="fc3 sc0"> </span><span class="fc3 sc0">u</span><span class="fc3 sc0">m</span><span class="fc3 sc0"> </span><span class="_ _4"></span><span class="fc3 sc0">l</span><span class="fc3 sc0">i</span><span class="fc3 sc0">v</span><span class="fc3 sc0">r</span><span class="fc3 sc0">o</span><span class="fc3 sc0"> </span><span class="_ _3"></span><span class="fc3 sc0">n</span><span class="fc3 sc0">a</span><span class="fc3 sc0"> </span><span class="fc3 sc0">m</span><span class="fc3 sc0">e</span><span class="fc3 sc0">t</span><span class="fc3 sc0">a</span><span class="fc3 sc0">d</span><span class="fc3 sc0">e</span><span class="fc3 sc0"> </span></div><div class="t m20b xcf hb y80 fff fs5 fc2 sc0 ls8 wsa"><span class="fc3 sc0">do </span><span class="_ _4"></span><span class="fc3 sc0">s</span><span class="fc3 sc0">écul</span><span class="fc3 sc0">o </span><span class="_ _3"></span><span class="fc3 sc0">XVIII </span><span class="fc3 sc0">e</span><span class="_ _3"></span><span class="fc3 sc0">, </span><span class="fc3 sc0">por </span><span class="_ _4"></span><span class="fc3 sc0">causa </span><span class="_ _4"></span><span class="fc3 sc0">de </span><span class="_ _4"></span><span class="fc3 sc0">visõe</span><span class="fc3 sc0">s </span><span class="fc3 sc0">de </span><span class="_ _3"></span><span class="fc3 sc0">cunho </span><span class="fc3 sc0">religioso</span><span class="_ _3"></span><span class="fc3 sc0">, </span><span class="fc3 sc0">f</span><span class="_ _3"></span><span class="fc3 sc0">oi </span><span class="fc3 sc0">pre</span><span class="fc3 sc0">sa </span><span class="_ _4"></span><span class="fc3 sc0">por </span><span class="_ _4"></span><span class="fc3 sc0">here</span></div><div class="t m76a xdd hb y80 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">-</span></div><div class="t m136 xcf hb y81 fff fs5 fc2 sc0 ls22 ws2b"><span class="fc3 sc0">sia </span><span class="_ _4"></span><span class="fc3 sc0">pela </span><span class="_ _4"></span><span class="fc3 sc0">Inquisição </span><span class="_ _4"></span><span class="fc3 sc0">e </span><span class="fc3 sc0">enviada </span><span class="_ _3"></span><span class="fc3 sc0">a </span><span class="fc3 sc0">P</span><span class="_ _3"></span><span class="fc3 sc0">ortugal. </span><span class="fc3 sc0">Seu </span><span class="_ _3"></span><span class="fc3 sc0">de</span><span class="_ _8"></span><span class="fc3 sc0">stino </span><span class="_ _4"></span><span class="fc3 sc0">não </span><span class="fc3 sc0">f</span><span class="_ _3"></span><span class="fc3 sc0">oi </span><span class="_ _4"></span><span class="fc3 sc0">documentado</span><span class="_ _4"></span><span class="fc3 sc0">,</span><span class="fc3 sc0"> </span></div><div class="t m2 xcf hb y82 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">e </span><span class="fc3 sc0">s</span><span class="fc3 sc0">eu </span><span class="fc3 sc0">text</span><span class="fc3 sc0">o </span><span class="fc3 sc0">permanece </span><span class="fc3 sc0">de</span><span class="fc3 sc0">sconhecido </span><span class="fc3 sc0">(MOTT</span><span class="_ _5"></span><span class="fc3 sc0">, </span><span class="fc3 sc0">2010, </span><span class="fc3 sc0">p</span><span class="_ _4"></span><span class="fc3 sc0">. </span><span class="fc3 sc0">246). </span></div><div class="t m183 xce hb y83 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">A </span><span class="fc3 sc0">mais </span><span class="_ _3"></span><span class="fc3 sc0">f</span><span class="_ _4"></span><span class="fc3 sc0">amosa </span><span class="_ _4"></span><span class="fc3 sc0">delas, </span><span class="fc3 sc0">conhecida </span><span class="_ _3"></span><span class="fc3 sc0">como </span><span class="fc3 sc0">a </span><span class="_ _4"></span><span class="fc3 sc0">primeira </span><span class="_ _4"></span><span class="fc3 sc0">e</span><span class="fc3 sc0">scrit</span><span class="fc3 sc0">ora </span><span class="_ _3"></span><span class="fc3 sc0">negra </span><span class="fc3 sc0">brasi</span><span class="fc3 sc0">-</span></div><div class="t m76b xcf hb y84 fff fs5 fc2 sc0 ls22 ws2b"><span class="fc3 sc0">l</span><span class="_ _4"></span><span class="fc3 sc0">eira, </span><span class="_ _4"></span><span class="fc3 sc0">a </span><span class="_ _4"></span><span class="fc3 sc0">maranhens</span><span class="fc3 sc0">e </span><span class="fc3 sc0">Maria </span><span class="_ _4"></span><span class="fc3 sc0">Firmina </span><span class="_ _4"></span><span class="fc3 sc0">dos </span><span class="_ _4"></span><span class="fc3 sc0">Reis </span><span class="_ _4"></span><span class="fc3 sc0">(1822-1917), </span><span class="_ _4"></span><span class="fc3 sc0">já </span><span class="_ _4"></span><span class="fc3 sc0">havia </span><span class="_ _4"></span><span class="fc3 sc0">sido </span><span class="_ _4"></span><span class="fc3 sc0">pre</span><span class="fc3 sc0">s</span><span class="_ _8"></span><span class="ls0 ws0"><span class="fc3 sc0">-</span></span></div><div class="t m2 xcf hb y85 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">tigiada </span><span class="fc3 sc0">por </span><span class="fc3 sc0">outras </span><span class="_ _4"></span><span class="fc3 sc0">iniciativ</span><span class="_ _4"></span><span class="fc3 sc0">as </span><span class="fc3 sc0">edit</span><span class="_ _3"></span><span class="fc3 sc0">oriais </span><span class="fc3 sc0">e</span><span class="fc3 sc0">, </span><span class="fc3 sc0">por </span><span class="_ _4"></span><span class="fc3 sc0">isso</span><span class="_ _4"></span><span class="fc3 sc0">, </span><span class="fc3 sc0">não </span><span class="fc3 sc0">f</span><span class="_ _3"></span><span class="fc3 sc0">oi </span><span class="fc3 sc0">incluída </span><span class="fc3 sc0">na </span><span class="_ _4"></span><span class="fc3 sc0">col</span><span class="_ _4"></span><span class="fc3 sc0">e-</span></div><div class="t m2 xcf hb y23 fff fs5 fc2 sc0 ls0 ws0"><span class="fc3 sc0">ção</span><span class="ff1f"><span class="fc3 sc0">.</span></span></div><div class="t m76c x95 hb y6a fff fs5 fc2 sc0 ls4 ws5">Até <span class="_ _8"></span>o momento<span class="_ _3"></span>, <span class="_ _8"></span>não <span class="_ _8"></span>f<span class="_ _3"></span>oram <span class="_ _8"></span>l<span class="_ _4"></span>ocaliza<span class="ls0 ws0">-</span></div><div class="t m484 xde hb y86 fff fs5 fc2 sc0 lse ws10">das <span class="_ _8"></span>escritoras de <span class="_ _8"></span>origem <span class="_ _8"></span>indígena. Mas </div><div class="t m2 xde hb y87 fff fs5 fc2 sc0 ls0 ws0">as pesquisas continuam.</div><div class="t m2 xde h1e y361 fff fsb fc2 sc0 ls0 ws0">Coleção <span class="_ _4"></span><span class="ff16 ws87">Escrit<span class="_ _4"></span>oras do Brasil <span class="fff ws0">– Capas dos <span class="_ _4"></span>volumes </span></span></div><div class="t m2 xde h1e y362 fff fsb fc2 sc0 ls0 ws0">publicados</div><div class="t m2 x3a h19 y6e ff11 fs1 fc8 sc0 ls0 ws0"> O PROCESSO DE EDIÇÃ<span class="_ _3"></span>O D<span class="_ _3"></span>A<span class="_ _4"></span>S OBRA<span class="_ _3"></span>S</div><div class="t m76d x19 hb y70 fff fs5 fc2 sc0 ls0 ws0"> <span class="_ _8"></span>O projet<span class="_ _4"></span>o <span class="_ _8"></span>col<span class="_ _3"></span>eção<span class="ff1f ws30"> Escritoras do Brasil</span> conta, <span class="_ _8"></span>desde <span class="_ _8"></span>a <span class="_ _8"></span>sua concepção, </div><div class="t m1fe x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">com um <span class="_ _8"></span>grande <span class="_ _8"></span>parceiro interno, a <span class="_ _8"></span>Segraf<span class="_ _5"></span>, <span class="_ _8"></span>que <span class="_ _8"></span>realiza de<span class="_ _8"></span>sde <span class="_ _8"></span>a revisão da </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">obra até a impressão nal. </div><div class="t m5fb x19 hb y73 fff fs5 fc2 sc0 ls0 ws0">A <span class="_ _8"></span>partir da <span class="_ _8"></span>seleção da <span class="_ _8"></span>aut<span class="_ _4"></span>ora e <span class="_ _8"></span>do <span class="_ _8"></span>títul<span class="_ _4"></span>o<span class="_ _4"></span>, o <span class="_ _8"></span>grupo <span class="_ _8"></span>de trabalho <span class="_ _8"></span>já <span class="_ _8"></span>iden-</div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">tica e<span class="_ _8"></span>specialistas que possam de<span class="_ _8"></span>senvol<span class="_ _4"></span>ver uma apres<span class="_ _8"></span>entação à obra e à </div><div class="t m76e x3a hb y75 fff fs5 fc2 sc0 lsd wsf">aut<span class="_ _4"></span>ora, <span class="_ _4"></span>para <span class="_ _4"></span>of<span class="_ _4"></span>erecer <span class="_ _4"></span>ao <span class="_ _3"></span>leit<span class="_ _4"></span>or <span class="_ _3"></span>informações <span class="_ _4"></span>mais <span class="_ _4"></span>aprofundadas<span class="_ _3"></span>. A <span class="_ _3"></span>s<span class="_ _8"></span>eleção <span class="_ _3"></span>de </div><div class="t m76f x3a hb y76 fff fs5 fc2 sc0 lsa wsc">especialistas passa <span class="_ _3"></span>por um <span class="_ _3"></span>le<span class="_ _3"></span>vantament<span class="_ _3"></span>o de <span class="_ _3"></span>pe<span class="_ _8"></span>squisadores acadêmicos <span class="_ _3"></span>que </div><div class="t m3ce x3a hb y77 fff fs5 fc2 sc0 ls9 wsb">tenham <span class="_ _4"></span>dedicado seus <span class="_ _4"></span>estudos à <span class="_ _4"></span>aut<span class="_ _4"></span>ora/obra. <span class="_ _4"></span>A <span class="_ _4"></span>partir <span class="_ _4"></span>da escolha <span class="_ _4"></span>do <span class="_ _4"></span>espe<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">cialista, é f<span class="_ _3"></span>eito o convite para <span class="_ _4"></span>elaboração do text<span class="_ _3"></span>o. É preciso registrar <span class="_ _4"></span>que </div><div class="t m770 x3a hb y79 fff fs5 fc2 sc0 ls9 wsb">a <span class="_ _4"></span>escolha tem <span class="_ _4"></span>privil<span class="_ _4"></span>egiado <span class="_ _4"></span>pesquisadoras, mantendo <span class="_ _4"></span>o <span class="_ _4"></span>espírito <span class="_ _3"></span>da col<span class="_ _4"></span>eção<span class="_ _4"></span>. </div><div class="t m771 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">Mesmo assim, <span class="_ _4"></span>não <span class="_ _4"></span>se descarta a <span class="_ _4"></span>possibilidade <span class="_ _4"></span>de convite <span class="_ _3"></span>a pesquisadore<span class="_ _8"></span>s<span class="_ _3"></span>.</div><div class="t m5 x19 hb y7b fff fs5 fc2 sc0 ls6 ws8">P<span class="_ _4"></span>ara <span class="_ _8"></span>iniciar o <span class="_ _8"></span>processo <span class="_ _8"></span>de <span class="_ _8"></span>edição <span class="_ _8"></span>é <span class="_ _8"></span>preciso<span class="_ _4"></span>, <span class="_ _8"></span>inicialmente<span class="_ _3"></span>, <span class="_ _8"></span>digitalizar </div><div class="t m631 x3a hb y7c fff fs5 fc2 sc0 ls23 ws2c">a <span class="_ _8"></span>obra, caso <span class="_ _8"></span>f<span class="_ _4"></span>aça parte <span class="_ _8"></span>do <span class="_ _8"></span>acervo da <span class="_ _8"></span>Biblioteca <span class="_ _8"></span>do Senado, ou <span class="_ _8"></span>obter <span class="_ _8"></span>seu </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">arquivo digitalizado em <span class="_ _4"></span>outras bibliotecas ou arquiv<span class="_ _4"></span>os<span class="_ _4"></span>. Isso porque as <span class="_ _4"></span>pu-</div><div class="t m772 x3a hb y7e fff fs5 fc2 sc0 ls9 wsb">blicações do <span class="_ _4"></span>século <span class="_ _3"></span>XIX são <span class="_ _3"></span>consideradas obras <span class="_ _4"></span>raras <span class="_ _4"></span>no <span class="_ _4"></span>Brasil, <span class="_ _4"></span>o que <span class="_ _3"></span>torna </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">o empréstimo inviável.</div><div class="t m59e x19 hb y80 fff fs5 fc2 sc0 lsc wse">De <span class="_ _8"></span>posse <span class="_ _8"></span>do arquivo <span class="_ _8"></span>digital, <span class="_ _8"></span>o material <span class="_ _8"></span>é <span class="_ _8"></span>encaminhado à <span class="_ _8"></span>Segraf <span class="_ _8"></span>para </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">conversão em arquiv<span class="_ _4"></span>o editáv<span class="_ _4"></span>el, a m de propiciar o trabalho de re<span class="_ _3"></span>visão. O </div><div class="t m773 x3a hb y82 fff fs5 fc2 sc0 ls8 wsa">arquivo <span class="_ _3"></span>é diretamente <span class="_ _3"></span>enviado ao <span class="_ _4"></span>Serviço <span class="_ _4"></span>de <span class="_ _4"></span>Re<span class="_ _3"></span>visão da <span class="_ _4"></span>própria <span class="_ _3"></span>Segraf para </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">atualização ort<span class="_ _3"></span>ográca e checagem <span class="_ _4"></span>com o original. <span class="_ _3"></span>Seu produt<span class="_ _4"></span>o é <span class="_ _4"></span>o text<span class="_ _3"></span>o </div><div class="t m5f2 x3a hb y84 fff fs5 fc2 sc0 lsa wsc">pront<span class="_ _3"></span>o para <span class="_ _3"></span>s<span class="_ _8"></span>er diagramado <span class="_ _3"></span>e f<span class="_ _3"></span>ormatado<span class="_ _4"></span>. <span class="_ _4"></span>O <span class="_ _4"></span>material <span class="_ _4"></span>re<span class="_ _4"></span>visado <span class="_ _4"></span>e <span class="_ _4"></span>diagramado </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">167</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m774 x3a hb y6a fff fs5 fc2 sc0 ls5 ws6">ret<span class="_ _4"></span>orna <span class="_ _4"></span>à Biblioteca <span class="_ _3"></span>para que <span class="_ _3"></span>o grupo <span class="_ _4"></span>de <span class="_ _4"></span>trabalho<span class="_ _4"></span>, <span class="_ _4"></span>atualmente <span class="_ _4"></span>constituído </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">de quatro bibliotecários,</div><div class="t m2 x5e h18 y172 ff1b fs9 fc2 sc0 ls0 ws0">70</div><div class="t m2 x54 hb y86 fff fs5 fc2 sc0 ls0 ws0"> proceda à inserção de notas e ajuste<span class="_ _8"></span>s gerais<span class="_ _3"></span>.</div><div class="t m775 x19 hb y87 fff fs5 fc2 sc0 lsa wsc">São <span class="_ _4"></span>redigidas <span class="_ _4"></span>notas <span class="_ _4"></span>sobre <span class="_ _4"></span>l<span class="_ _4"></span>ocais, <span class="_ _4"></span>f<span class="_ _3"></span>atos <span class="_ _3"></span>históricos <span class="_ _3"></span>e pessoas citados <span class="_ _3"></span>pelas </div><div class="t m3a1 x3a hb y88 fff fs5 fc2 sc0 lsa wsc">aut<span class="_ _4"></span>oras, <span class="_ _4"></span>expressõe<span class="_ _8"></span>s <span class="_ _4"></span>idiomáticas <span class="_ _4"></span>em <span class="_ _4"></span>desuso, <span class="_ _3"></span>palavras que <span class="_ _3"></span>não se encontram </div><div class="t m30d x3a hb y89 fff fs5 fc2 sc0 ls7 ws9">em <span class="_ _8"></span>dicionários atuais <span class="_ _8"></span>e <span class="_ _8"></span>t<span class="_ _4"></span>odas <span class="_ _8"></span>as informações <span class="_ _8"></span>necessárias <span class="_ _8"></span>para <span class="_ _8"></span>uma boa </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">compreensão de um text<span class="_ _4"></span>o mais antigo<span class="_ _4"></span>. Muitas de<span class="_ _8"></span>ssas notas tal<span class="_ _3"></span>vez não se </div><div class="t m776 x3a hb y6c fff fs5 fc2 sc0 ls23 ws2c">zess<span class="_ _8"></span>em <span class="_ _8"></span>necessárias, <span class="_ _8"></span>mas <span class="_ _8"></span>a intenção <span class="_ _8"></span>é <span class="_ _8"></span>que as <span class="_ _8"></span>obras <span class="_ _8"></span>sejam <span class="_ _8"></span>lidas <span class="_ _8"></span>por <span class="_ _8"></span>l<span class="_ _3"></span>ei<span class="ls0 ws0">-</span></div><div class="t m777 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">t<span class="_ _4"></span>ores <span class="_ _8"></span>de <span class="_ _8"></span>idades <span class="_ _8"></span>v<span class="_ _4"></span>ariadas, utilizadas <span class="_ _8"></span>nas <span class="_ _8"></span>escolas <span class="_ _8"></span>e <span class="_ _8"></span>em prov<span class="_ _4"></span>as admissionais </div><div class="t m778 x3a hb y6e fff fs5 fc2 sc0 ls4 ws5">dos cursos <span class="_ _8"></span>superiores, <span class="_ _8"></span>além de <span class="_ _8"></span>conhecidas pelo grande <span class="_ _8"></span>público<span class="_ _3"></span>. <span class="_ _8"></span>As <span class="_ _8"></span>notas </div><div class="t m303 x3a hb y6f fff fs5 fc2 sc0 ls9 wsb">visam <span class="_ _4"></span>f<span class="_ _3"></span>acilitar a <span class="_ _4"></span>l<span class="_ _4"></span>eitura, <span class="_ _4"></span>t<span class="_ _4"></span>ornando <span class="_ _4"></span>os <span class="_ _4"></span>livros <span class="_ _4"></span>mais <span class="_ _4"></span>atrativos <span class="_ _3"></span>aos l<span class="_ _4"></span>eit<span class="_ _4"></span>ores, dado </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">o público diverso e ampl<span class="_ _3"></span>o que s<span class="_ _8"></span>e busca atingir<span class="_ _5"></span>.</div><div class="t m779 x19 hb y71 fff fs5 fc2 sc0 lsb wsd">Foi <span class="_ _4"></span>necessária a <span class="_ _3"></span>elaboração de <span class="_ _3"></span>nov<span class="_ _4"></span>as <span class="_ _4"></span>edições dos <span class="_ _3"></span>trê<span class="_ _8"></span>s <span class="_ _3"></span>primeiros v<span class="_ _4"></span>olumes<span class="_ _8"></span> </div><div class="t m77a x3a hb y72 fff fs5 fc2 sc0 ls9 wsb">da <span class="_ _4"></span>col<span class="_ _4"></span>eção<span class="_ _4"></span>, <span class="_ _4"></span>pois <span class="_ _4"></span>se vericou, <span class="_ _3"></span>a certa <span class="_ _3"></span>altura, a <span class="_ _3"></span>nece<span class="_ _8"></span>ssidade de <span class="_ _3"></span>ampliação de </div><div class="t m2ac x3a hb y73 fff fs5 fc2 sc0 lsa wsc">notas <span class="_ _4"></span>explicativ<span class="_ _4"></span>as <span class="_ _4"></span>e <span class="_ _4"></span>aprimorament<span class="_ _4"></span>o <span class="_ _4"></span>da <span class="_ _3"></span>revisão <span class="_ _4"></span>textual. <span class="_ _3"></span>A decisão <span class="_ _4"></span>de <span class="_ _3"></span>realizar<span class="_ _8"></span> </div><div class="t m77b x3a hb y74 fff fs5 fc2 sc0 ls23 ws2c">as <span class="_ _8"></span>edições <span class="_ _8"></span>re<span class="_ _4"></span>vistas <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>motiv<span class="_ _4"></span>ada pela <span class="_ _8"></span>rele<span class="_ _3"></span>vância do <span class="_ _8"></span>conjunt<span class="_ _3"></span>o <span class="_ _8"></span>das <span class="_ _8"></span>obras <span class="_ _8"></span>e </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">também pela constante busca de aperf<span class="_ _4"></span>eiçoament<span class="_ _4"></span>o de t<span class="_ _4"></span>oda a equipe<span class="_ _4"></span>.</div><div class="t m62e x19 hb y76 fff fs5 fc2 sc0 ls8 wsa">As <span class="_ _4"></span>capas <span class="_ _4"></span>são <span class="_ _4"></span>um <span class="_ _4"></span>trabalho <span class="_ _4"></span>à <span class="_ _4"></span>parte<span class="_ _4"></span>. <span class="_ _4"></span>Procura-se inserir <span class="_ _4"></span>imagens <span class="_ _4"></span>da <span class="_ _4"></span>mesma </div><div class="t m77c x3a hb y77 fff fs5 fc2 sc0 lsf ws11">época <span class="_ _8"></span>do texto ou <span class="_ _8"></span>que <span class="_ _8"></span>possam <span class="_ _8"></span>se <span class="_ _8"></span>relacionar <span class="_ _8"></span>com <span class="_ _8"></span>este. É <span class="_ _8"></span>dada <span class="_ _8"></span>especial </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">atenção à <span class="_ _3"></span>autoria dessas imagens <span class="_ _3"></span>a m de <span class="_ _4"></span>não f<span class="_ _3"></span>erir os <span class="_ _4"></span>direit<span class="_ _4"></span>os aut<span class="_ _3"></span>orais de </div><div class="t m384 x3a hb y79 fff fs5 fc2 sc0 ls8 wsa">seus criadores. <span class="_ _3"></span>Assim, buscam-se imagens <span class="_ _3"></span>igualmente em <span class="_ _3"></span>domínio público<span class="_ _3"></span>, </div><div class="t m5da x3a hb y7a fff fs5 fc2 sc0 lsf ws11">já <span class="_ _8"></span>que o <span class="_ _8"></span>projet<span class="_ _4"></span>o <span class="_ _8"></span>não utiliza <span class="_ _8"></span>nenhum <span class="_ _8"></span>tipo <span class="_ _8"></span>de <span class="_ _8"></span>recurso material, <span class="_ _8"></span>além dos </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">disponíveis na pr<span class="_ _4"></span>ópria instituição<span class="_ _4"></span>.</div><div class="t m2 x19 hb y7c fff fs5 fc2 sc0 ls0 ws0">O lilás foi escolhido para <span class="_ _8"></span>cor principal da capa, pois <span class="_ _8"></span>está intimamente </div><div class="t m77d x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">ligado <span class="_ _4"></span>aos <span class="_ _4"></span>moviment<span class="_ _3"></span>os de <span class="_ _4"></span>def<span class="_ _4"></span>esa dos <span class="_ _3"></span>direitos <span class="_ _3"></span>das mulheres. <span class="_ _3"></span>Maria Guima-</div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">rães (2021), militante feminista, esclarece que:</div><div class="t m2 x4d hb y7f fff fs5 fc2 sc0 ls0 ws0">[...] a visibilidade e <span class="_ _4"></span>o simbolismo do <span class="_ _4"></span>Lilás para o f<span class="_ _3"></span>eminismo </div><div class="t m2 x4e hb y363 fff fs5 fc2 sc0 ls0 ws0">surgiu ainda <span class="_ _8"></span>na <span class="_ _8"></span>década de <span class="_ _8"></span>1960, quando, através do <span class="_ _8"></span>processo </div><div class="t m19c x4e hb y364 fff fs5 fc2 sc0 ls9 wsb">de <span class="_ _4"></span>aut<span class="_ _4"></span>o-organização do <span class="_ _3"></span>moviment<span class="_ _4"></span>o <span class="_ _4"></span>f<span class="_ _4"></span>eminista, <span class="_ _4"></span>f<span class="_ _3"></span>oi adotada <span class="_ _4"></span>esta </div><div class="t m66e x4e hb y365 fff fs5 fc2 sc0 lsd wsf">cor<span class="_ _3"></span>. <span class="_ _4"></span>Sua <span class="_ _4"></span>composição <span class="_ _4"></span>é <span class="_ _3"></span>cons<span class="_ _8"></span>eguida <span class="_ _4"></span>atrav<span class="_ _4"></span>és da <span class="_ _3"></span>mistura da <span class="_ _3"></span>me<span class="_ _8"></span>sma </div><div class="t m653 x3a h1a y207 ff1d fs2 fc2 sc0 ls20 ws50">70<span class="ls0 ws0"> <span class="_ _1e"> </span>Além <span class="_ _8"></span>dos bibli<span class="_ _8"></span>otec<span class="_ _4"></span>ários Maria <span class="_ _8"></span>Helena de <span class="_ _8"></span>Almeida Freitas, Mônica <span class="_ _8"></span>Almeida Rizzo Soares, </span></div><div class="t m77e x1e h1a y208 ff1c fs2 fc2 sc0 ls21 ws66">Osmar Arouck e St<span class="_ _4"></span>ella Maria V<span class="_ _3"></span>az Santos V<span class="_ _3"></span>aladares, a equipe conta c<span class="_ _4"></span>om a preciosa cola<span class="ls0 ws0">-</span></div><div class="t m2 x1e h1a y209 ff1d fs2 fc2 sc0 ls0 ws0">boração <span class="_ _4"></span>da re<span class="_ _4"></span>visora Mariana <span class="_ _4"></span>Sanmarn de Mello. <span class="_ _4"></span>A equipe t<span class="_ _4"></span>em se modicado <span class="_ _4"></span>e crescido </div><div class="t m77f x1e h1a y155 ff1d fs2 fc2 sc0 ls3b ws4b">com <span class="_ _4"></span>o t<span class="_ _4"></span>empo, <span class="_ _4"></span>envolv<span class="_ _4"></span>endo no<span class="_ _4"></span>vos <span class="_ _4"></span>prossionais <span class="_ _4"></span>a c<span class="_ _4"></span>ada public<span class="_ _4"></span>ação. Como <span class="_ _3"></span>é um pr<span class="_ _3"></span>ojeto além </div><div class="t m2 x1e h1a y156 ff1d fs2 fc2 sc0 ls0 ws0">das avidades normais de cada servidor<span class="_ _5"></span>, é natural que haja essa migraç<span class="_ _4"></span>ão.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">168</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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KgmAABAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFKoJAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhWoCAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCQXDVBFl/7jQAAO8bsRkjBhwoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAd1tnEBAvSGmUtQAAAABJRU5ErkJggg=="/><div class="t m766 x4e hb y366 fff fs5 fc2 sc0 lsd wsf">medida <span class="_ _4"></span>das <span class="_ _4"></span>cores r<span class="_ _4"></span>osa <span class="_ _4"></span>e <span class="_ _4"></span>azul, <span class="_ _3"></span>que costumam <span class="_ _3"></span>s<span class="_ _8"></span>er <span class="_ _4"></span>adotadas <span class="_ _4"></span>como </div><div class="t m3f5 x4e hb y367 fff fs5 fc2 sc0 lsa wsc">as <span class="_ _4"></span>cores f<span class="_ _3"></span>eminina e <span class="_ _3"></span>masculina p<span class="_ _4"></span>ela <span class="_ _4"></span>sociedade<span class="_ _4"></span>. <span class="_ _3"></span>Porém, <span class="_ _3"></span>os primei<span class="ls0 ws0">-</span></div><div class="t m2 x4e hb y368 fff fs5 fc2 sc0 ls0 ws0">ros registros históricos da <span class="_ _8"></span>sua utilização <span class="_ _8"></span>são datados <span class="_ _8"></span>do início </div><div class="t m2f8 x4e hb y369 fff fs5 fc2 sc0 lsf ws11">do <span class="_ _8"></span>século 20, <span class="_ _8"></span>quando <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>utilizada <span class="_ _8"></span>pelas <span class="_ _8"></span>sufragistas inglesas </div><div class="t m2 x4e hb y36a fff fs5 fc2 sc0 ls0 ws0">para identicar a luta pel<span class="_ _4"></span>o direit<span class="_ _4"></span>o ao vot<span class="_ _3"></span>o.</div><div class="t m239 x4d hb y6b fff fs5 fc2 sc0 lsa wsc">O <span class="_ _4"></span>lilás <span class="_ _4"></span>surgiu <span class="_ _4"></span>como <span class="_ _4"></span>uma <span class="_ _4"></span>síntes<span class="_ _8"></span>e <span class="_ _4"></span>cromática <span class="_ _3"></span>da luta <span class="_ _3"></span>por igual<span class="ls0 ws0">-</span></div><div class="t m2 x4e hb y36b fff fs5 fc2 sc0 ls0 ws0">dade e libertação. Hoje<span class="_ _3"></span>, <span class="_ _8"></span>o lilás continua simbolizando <span class="_ _8"></span>as lutas </div><div class="t m134 x4e hb y36c fff fs5 fc2 sc0 ls0 ws0">e <span class="_ _4"></span>os pr<span class="_ _4"></span>otestos <span class="_ _3"></span>feministas <span class="_ _4"></span>para <span class="_ _4"></span>a superação <span class="_ _3"></span>do patriarcado <span class="_ _3"></span>e do </div><div class="t m2a1 x4e hb y36d fff fs5 fc2 sc0 ls0 ws0">machismo<span class="_ _4"></span>. <span class="_ _4"></span>A simbol<span class="_ _3"></span>ogia de <span class="_ _3"></span>igualdade <span class="_ _4"></span>f<span class="_ _4"></span>ez, desta <span class="_ _4"></span>cor<span class="_ _3"></span>, o <span class="_ _3"></span>símbolo </div><div class="t m2 x4e hb y36e fff fs5 fc2 sc0 ls0 ws0">do f<span class="_ _4"></span>eminismo<span class="_ _4"></span>.</div><div class="t m2 x19 hb y70 fff fs5 fc2 sc0 ls0 ws0"> A partir da inserção das <span class="_ _8"></span>notas e da escolha da imagem para a capa, o </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">material ret<span class="_ _4"></span>orna à Segraf para a edit<span class="_ _4"></span>oração nal. A edit<span class="_ _3"></span>oração é a correta </div><div class="t m780 x3a hb y72 fff fs5 fc2 sc0 ls10 ws12">ordenação <span class="_ _8"></span>e distribuição <span class="_ _8"></span>dos <span class="_ _8"></span>element<span class="_ _3"></span>os <span class="_ _8"></span>textuais <span class="_ _8"></span>e <span class="_ _8"></span>visuais conforme os </div><div class="t m2cd x3a hb y73 fff fs5 fc2 sc0 ls4 ws5">parâmetros e<span class="_ _8"></span>stabel<span class="_ _4"></span>ecidos nos <span class="_ _8"></span>projet<span class="_ _4"></span>os <span class="_ _8"></span>gráco e <span class="_ _8"></span>edit<span class="_ _4"></span>orial, <span class="_ _8"></span>que s<span class="_ _8"></span>e conclui </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">com o <span class="_ _3"></span>arquivo nal <span class="_ _3"></span>do livro <span class="_ _3"></span>pronto <span class="_ _3"></span>para impressão e <span class="_ _3"></span>disponibilização digi-</div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">tal. A <span class="_ _4"></span>impressão, <span class="_ _4"></span>tant<span class="_ _4"></span>o da <span class="_ _4"></span>capa quant<span class="_ _3"></span>o do miol<span class="_ _3"></span>o, <span class="_ _3"></span>ocorre na própria <span class="_ _3"></span>Segraf<span class="_ _3"></span>. </div><div class="t m781 x19 hb y76 fff fs5 fc2 sc0 lsb wsd">As <span class="_ _4"></span>obras <span class="_ _3"></span>da col<span class="_ _3"></span>eção<span class="ff1f ls0 ws0"> </span>são <span class="_ _3"></span>vendidas <span class="_ _3"></span>a preço <span class="_ _3"></span>de <span class="_ _4"></span>cust<span class="_ _4"></span>o <span class="_ _3"></span>industrial pela <span class="_ _3"></span>Livraria </div><div class="t m5b5 x3a hb y77 fff fs5 fc2 sc0 ls22 ws2b">do <span class="_ _4"></span>Senado <span class="_ _4"></span>e <span class="_ _4"></span>disponibilizadas on-line <span class="_ _3"></span>tanto <span class="_ _3"></span>na Livraria <span class="_ _3"></span>quanto <span class="_ _3"></span>na Biblioteca </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">Digital do Senado Federal (BDSF). </div><div class="t m2 x19 hb y79 fff fs5 fc2 sc0 ls0 ws0">A divul<span class="_ _4"></span>gação é <span class="_ _4"></span>a última f<span class="_ _3"></span>ase do projet<span class="_ _3"></span>o, <span class="_ _4"></span>compreendendo a elaboração </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">de material pr<span class="_ _4"></span>omocional e as ações de publicidade <span class="_ _4"></span>para o lançament<span class="_ _3"></span>o do </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">livro<span class="_ _3"></span>, bem como a disponibilização das obras nos canais de distribuição<span class="_ _4"></span>. A </div><div class="t m782 x3a hb y7c fff fs5 fc2 sc0 ls4 ws5">of<span class="_ _4"></span>erta <span class="_ _8"></span>gratuita congura-s<span class="_ _8"></span>e como <span class="_ _8"></span>mais <span class="_ _8"></span>uma forma de <span class="_ _8"></span>f<span class="_ _3"></span>avorecer <span class="_ _8"></span>a ampla </div><div class="t m277 x3a hb y7d fff fs5 fc2 sc0 ls9 wsb">divulgação<span class="_ _4"></span> da <span class="_ _3"></span>coleção<span class="ff1f ls0 ws0"> <span class="_ _3"></span><span class="fff ls9 wsb">aos l<span class="_ _3"></span>eitores <span class="_ _4"></span>que <span class="_ _4"></span>não <span class="_ _4"></span>des<span class="_ _8"></span>ejam <span class="_ _4"></span>ou <span class="_ _4"></span>não <span class="_ _4"></span>têm <span class="_ _4"></span>condições </span></span></div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">de comprar os livros impressos.</div><div class="t m721 x19 hb y7f fff fs5 fc2 sc0 lsc wse">O <span class="_ _8"></span>lançament<span class="_ _3"></span>o <span class="_ _8"></span>dos <span class="_ _8"></span>volumes <span class="_ _8"></span>tem sido <span class="_ _8"></span>organizado <span class="_ _8"></span>pela <span class="_ _8"></span>Diret<span class="_ _3"></span>oria-Geral </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">do Senado Federal. Os e<span class="_ _4"></span>vent<span class="_ _3"></span>os vêm sendo realizados, no moment<span class="_ _4"></span>o atual, </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">atrav<span class="_ _4"></span>és do Y<span class="_ _5"></span>ou<span class="_ _3"></span>T<span class="_ _3"></span>ube<span class="_ _4"></span>, geralmente <span class="_ _4"></span>com uma <span class="_ _4"></span>conversa <span class="_ _4"></span>entre a <span class="_ _4"></span>diret<span class="_ _4"></span>ora-geral </div><div class="t m412 x3a hb y82 fff fs5 fc2 sc0 ls7 ws9">e <span class="_ _8"></span>a apre<span class="_ _8"></span>sentadora <span class="_ _8"></span>da <span class="_ _8"></span>obra. <span class="_ _8"></span>Antes <span class="_ _8"></span>do <span class="_ _8"></span>adv<span class="_ _4"></span>ent<span class="_ _4"></span>o da <span class="_ _8"></span>pandemia <span class="_ _8"></span>de <span class="_ _8"></span>covid-19, </div><div class="t m19a x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">ocorreram lançament<span class="_ _3"></span>os em <span class="_ _3"></span>feiras <span class="_ _3"></span>de livros, <span class="_ _4"></span>das <span class="_ _4"></span>quais <span class="_ _4"></span>a Livraria <span class="_ _3"></span>do Senado </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">participou. </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">169</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m744 x19 hb y6a fff fs5 fc2 sc0 lsb wsd">A <span class="_ _4"></span>divulgação <span class="_ _3"></span>tem sido <span class="_ _3"></span>realizada, <span class="_ _4"></span>quase que <span class="_ _3"></span>exclusivamente<span class="_ _3"></span>, pel<span class="_ _3"></span>os canais </div><div class="t m510 x3a hb y86 fff fs5 fc2 sc0 ls4 ws5">de <span class="_ _8"></span>comunicação do <span class="_ _8"></span>próprio Senado <span class="_ _8"></span>Federal, <span class="_ _8"></span>f<span class="_ _3"></span>altando <span class="_ _8"></span>ainda um <span class="_ _8"></span>plano <span class="_ _8"></span>de </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">comunicação mais abrangente<span class="_ _4"></span>.</div><div class="t m2 x19 hb y88 fff fs5 fc2 sc0 ls0 ws0">A Biblioteca do <span class="_ _8"></span>Senado enviou um <span class="_ _8"></span>pacote dos volumes <span class="_ _8"></span>publicados da </div><div class="t m18 x3a hb y89 fff fs5 fc2 sc0 lsc wse">col<span class="_ _4"></span>eção<span class="ff1f ls0 ws0"> </span>a <span class="_ _8"></span>cerca <span class="_ _8"></span>de 40 <span class="_ _8"></span>bibliotecas <span class="_ _8"></span>brasil<span class="_ _4"></span>eiras, entre <span class="_ _8"></span>públicas <span class="_ _8"></span>e <span class="_ _8"></span>univ<span class="_ _4"></span>ersitá<span class="ls0 ws0">-</span></div><div class="t m783 x3a hb y6b fff fs5 fc2 sc0 lse ws10">rias, <span class="_ _8"></span>não somente <span class="_ _8"></span>a <span class="_ _8"></span>m <span class="_ _8"></span>de divulgar <span class="_ _8"></span>as publicaçõe<span class="_ _8"></span>s <span class="_ _8"></span>mas também <span class="_ _8"></span>com <span class="_ _8"></span>o </div><div class="t m3d0 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">objetivo <span class="_ _3"></span>de ampliar <span class="_ _4"></span>as col<span class="_ _3"></span>eçõe<span class="_ _8"></span>s <span class="_ _3"></span>das bibliotecas <span class="_ _4"></span>parceiras<span class="_ _4"></span>. <span class="_ _4"></span>A <span class="_ _4"></span>distribuição <span class="_ _4"></span>às </div><div class="t m159 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">bibliotecas públicas <span class="_ _3"></span>busca divul<span class="_ _4"></span>gar <span class="_ _4"></span>esta literatura <span class="_ _4"></span>f<span class="_ _4"></span>eminina <span class="_ _4"></span>ao público <span class="_ _3"></span>em </div><div class="t m43e x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">geral. Já <span class="_ _3"></span>o envio <span class="_ _3"></span>às bibliotecas <span class="_ _4"></span>universitárias <span class="_ _3"></span>tem o <span class="_ _4"></span>propósit<span class="_ _3"></span>o de <span class="_ _4"></span>estimular </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">e ampliar a pesquisa na área.</div><div class="t m2 x3a h19 y72 ff11 fs1 fc8 sc0 ls0 ws0">RESSONÂNCIA</div><div class="t m318 x19 hb y74 fff fs5 fc2 sc0 ls8 wsa">Qual <span class="_ _4"></span>uma <span class="_ _4"></span>caixa <span class="_ _4"></span>de <span class="_ _4"></span>ressonância, a <span class="_ _3"></span>coleção<span class="ff1f ls0 ws0"> <span class="_ _3"></span><span class="fff ls8 wsa">tem vibrado <span class="_ _4"></span>numa <span class="_ _4"></span>frequência </span></span></div><div class="t m784 x3a hb y75 fff fs5 fc2 sc0 ls4 ws5">própria e <span class="_ _8"></span>ganhado <span class="_ _8"></span>not<span class="_ _3"></span>oriedade <span class="_ _8"></span>rapidamente, rapidez <span class="_ _8"></span>esta <span class="_ _8"></span>des<span class="_ _8"></span>ejada, <span class="_ _8"></span>mas </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">não esperada, em tão pouco tempo, pel<span class="_ _3"></span>o grupo de trabalho.</div><div class="t m51e x19 hb y77 fff fs5 fc2 sc0 ls23 ws2c">Considerando <span class="_ _8"></span>tant<span class="_ _3"></span>o <span class="_ _8"></span>o <span class="_ _8"></span>mercado <span class="_ _8"></span>edit<span class="_ _3"></span>orial <span class="_ _8"></span>brasileir<span class="_ _4"></span>o <span class="_ _8"></span>quant<span class="_ _3"></span>o <span class="_ _8"></span>o <span class="_ _8"></span>teor <span class="_ _8"></span>his</div><div class="t m74b x43 hb y77 fff fs5 fc2 sc0 ls0 ws0">-</div><div class="t md3 x3a hb y78 fff fs5 fc2 sc0 ls23 ws2c">t<span class="_ _4"></span>órico <span class="_ _8"></span>dessas <span class="_ _8"></span>obras literárias, <span class="_ _8"></span>os <span class="_ _8"></span>dados <span class="_ _8"></span>de venda dos <span class="_ _8"></span>volumes <span class="_ _8"></span>impre<span class="_ _8"></span>ssos </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">são satisf<span class="_ _3"></span>atórios<span class="_ _3"></span>. </div><div class="t m2 x19 h14 y7a ff12 fs5 fc2 sc0 ls0 ws0">Col<span class="_ _4"></span>eção <span class="ff19">Escrit<span class="_ _4"></span>oras do Brasil <span class="ff12">– volume de v<span class="_ _4"></span>endas</span></span></div><div class="t m2 x1d h23 y36f ff12 fs2 fc2 sc0 ls61 ws88">v.<span class="_ _69"> </span><span class="ls0 ws0">TÍTUL<span class="_ _4"></span>O<span class="_ _8e"> </span>2019<span class="_ _26"> </span>2020<span class="_ _18"> </span>2021<span class="_ _3c"> </span>jul. 2022<span class="_ _41"> </span>T<span class="_ _3"></span>otal</span></div><div class="t m2 x70 hc y370 fff fs2 fc2 sc0 ls0 ws0">1<span class="_ _1e"> </span>A mulher moderna<span class="_ _5c"> </span>229<span class="_ _8f"> </span>52<span class="_ _90"> </span>82<span class="_ _2f"> </span>16<span class="_ _91"> </span>379</div><div class="t m2 x70 hc y371 fff fs2 fc2 sc0 ls0 ws0">2<span class="_ _1e"> </span>Ânsia eterna<span class="_ _67"> </span>123<span class="_ _8f"> </span>162<span class="_ _73"> </span>77<span class="_ _2f"> </span>27<span class="_ _91"> </span>389</div><div class="t m2 x70 hc y372 fff fs2 fc2 sc0 ls0 ws0">3<span class="_ _1e"> </span>Opúscul<span class="_ _3"></span>o humanitário<span class="_ _30"> </span>8<span class="_ _92"> </span>61<span class="_ _90"> </span>97<span class="_ _2f"> </span>22<span class="_ _91"> </span>188</div><div class="t m2 x70 hc y373 fff fs2 fc2 sc0 ls0 ws0">4<span class="_ _1e"> </span>Mármores<span class="_ _27"> </span>-<span class="_ _5d"> </span>59<span class="_ _90"> </span>90<span class="_ _93"> </span>26<span class="_ _91"> </span>175</div><div class="t m2 x70 hc y374 fff fs2 fc2 sc0 ls0 ws0">5<span class="_ _1e"> </span>A judia Raquel<span class="_ _94"> </span>-<span class="_ _5d"> </span>6<span class="_ _22"> </span>106<span class="_ _9"> </span>21<span class="_ _91"> </span>133</div><div class="t m2 x70 hc y375 fff fs2 fc2 sc0 ls0 ws0">6<span class="_ _1e"> </span>Cancros sociais<span class="_ _95"> </span>-<span class="_ _5d"> </span>-<span class="_ _a"> </span>106<span class="_ _96"> </span>22<span class="_ _91"> </span>128</div><div class="t m2 x70 hc y376 fff fs2 fc2 sc0 ls0 ws0">7<span class="_ _1e"> </span>Um drama na roça<span class="_ _97"> </span>-<span class="_ _5d"> </span>-<span class="_ _a"> </span>56<span class="_ _93"> </span>44<span class="_ _98"> </span>100</div><div class="t m2 x70 hc y377 fff fs2 fc2 sc0 ls0 ws0">8<span class="_ _1e"> </span>Dálias<span class="_ _99"> </span>-<span class="_ _5d"> </span>-<span class="_ _a"> </span>-<span class="_ _9a"> </span>55<span class="_ _98"> </span>55</div><div class="t m2 x70 hc y378 fff fs2 fc2 sc0 ls0 ws0">TOT<span class="_ _3"></span>AL<span class="_ _75"> </span>360<span class="_ _32"> </span>340<span class="_ _73"> </span>614<span class="_ _9"> </span>233<span class="_ _8e"> </span>1.547</div><div class="t m2 x3a h1e y379 fff fsb fc2 sc0 ls0 ws0">Dados Segraf julho 2022</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">170</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m785 x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">T<span class="_ _5"></span>odavia, os <span class="_ _3"></span>dados de <span class="_ _4"></span>visualizações on-line <span class="_ _4"></span>e <span class="_ _4"></span>de <span class="_ _3"></span><span class="ff1f">downloads<span class="fff"> <span class="_ _4"></span>são <span class="_ _4"></span>impres-</span></span></div><div class="t m786 x3a hb y86 fff fs5 fc2 sc0 ls23 ws2c">sionantes. Contribuem <span class="_ _8"></span>para <span class="_ _8"></span>ess<span class="_ _8"></span>es <span class="_ _8"></span>números tanto a <span class="_ _8"></span>migração <span class="_ _8"></span>de <span class="_ _8"></span>l<span class="_ _3"></span>eitores </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">para o mundo digital quant<span class="_ _4"></span>o a gratuidade na disponibilização das obras<span class="_ _4"></span>. </div><div class="t m2 x19 h14 y88 ff12 fs5 fc2 sc0 ls0 ws0">Col<span class="_ _4"></span>eção <span class="ff19">Escrit<span class="_ _4"></span>oras do Brasil <span class="ff12">– volume de acessos</span></span></div><div class="t m2 x98 h23 y37a ff12 fs2 fc2 sc0 ls61 ws88">v.<span class="_ _9b"> </span><span class="ls0 ws0">TÍTUL<span class="_ _3"></span>O<span class="_ _9c"> </span>Visualizações<span class="_ _5c"> </span>Downloads</span></div><div class="t m2 x70 hc y37b fff fs2 fc2 sc0 ls0 ws0">1<span class="_ _2d"> </span>A mulher moderna<span class="_ _9d"> </span>1.077<span class="_ _28"> </span>10.351</div><div class="t m2 x70 hc y37c fff fs2 fc2 sc0 ls0 ws0">2<span class="_ _2d"> </span>Ânsia eterna<span class="_ _44"> </span>2.078<span class="_ _28"> </span>46.960</div><div class="t m2 x70 hc y37d fff fs2 fc2 sc0 ls0 ws0">3<span class="_ _2d"> </span>Opúsculo humanitário<span class="_ _9e"> </span>1.950<span class="_ _28"> </span>5.658</div><div class="t m2 x70 hc y37e fff fs2 fc2 sc0 ls0 ws0">4<span class="_ _2d"> </span>Mármores<span class="_ _9f"> </span>574<span class="_ _4f"> </span>5.951</div><div class="t m2 x70 hc y37f fff fs2 fc2 sc0 ls0 ws0">5<span class="_ _2d"> </span>A judia Raquel<span class="_ _a0"> </span>436<span class="_ _4f"> </span>2.721</div><div class="t m2 x70 hc y380 fff fs2 fc2 sc0 ls0 ws0">6<span class="_ _2d"> </span>Cancros sociais<span class="_ _a1"> </span>221<span class="_ _4f"> </span>3.478</div><div class="t m2 x70 hc y381 fff fs2 fc2 sc0 ls0 ws0">7<span class="_ _2d"> </span>Um drama na roça<span class="_ _78"> </span>182<span class="_ _4f"> </span>1.872</div><div class="t m2 x70 hc y382 fff fs2 fc2 sc0 ls0 ws0">8<span class="_ _2d"> </span>Dálias<span class="_ _a2"> </span>730<span class="_ _4f"> </span>935</div><div class="t m2 x70 hc y383 fff fs2 fc2 sc0 ls0 ws0">TOT<span class="_ _3"></span>AL<span class="_ _a3"> </span>7.248<span class="_ _28"> </span>77.926</div><div class="t m2 x3a h1e y384 fff fsb fc2 sc0 ls0 ws0">Dados BDSF julho 2022</div><div class="t m2fa x19 hb y76 fff fs5 fc2 sc0 lsc wse">Os <span class="_ _8"></span>alt<span class="_ _3"></span>os <span class="_ _8"></span>números de <span class="_ _8"></span>download de <span class="_ _8"></span><span class="ff1f ws31">Ânsia eterna</span> dev<span class="_ _4"></span>em-se, quas<span class="_ _8"></span>e cer<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">tamente<span class="_ _4"></span>, ao <span class="_ _3"></span>fat<span class="_ _3"></span>o de este títul<span class="_ _3"></span>o ter sido <span class="_ _3"></span>e<span class="_ _8"></span>scolhido como <span class="_ _3"></span>leitura obrigat<span class="_ _3"></span>ória </div><div class="t m787 x3a hb y78 fff fs5 fc2 sc0 ls8 wsa">das <span class="_ _4"></span>prov<span class="_ _3"></span>as para <span class="_ _3"></span>ingre<span class="_ _8"></span>sso <span class="_ _4"></span>na <span class="_ _3"></span>Universidade Federal <span class="_ _3"></span>de Santa <span class="_ _3"></span>Catarina (UFSC), </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">desde 2020.</div><div class="t m788 x19 hb y7a fff fs5 fc2 sc0 ls7 ws9">Al<span class="_ _4"></span>ém <span class="_ _8"></span>dos dados <span class="_ _8"></span>acima <span class="_ _8"></span>apres<span class="_ _8"></span>entados, alguns ev<span class="_ _4"></span>ent<span class="_ _4"></span>os em <span class="_ _8"></span>torno da <span class="_ _8"></span>li<span class="ls0 ws0">-</span></div><div class="t m789 x3a hb y7b fff fs5 fc2 sc0 lse ws10">teratura <span class="_ _8"></span>f<span class="_ _3"></span>eminina <span class="_ _8"></span>do <span class="_ _8"></span>século XIX <span class="_ _8"></span>têm <span class="_ _8"></span>sido <span class="_ _8"></span>realizados, com <span class="_ _8"></span>a <span class="_ _8"></span>inclusão <span class="_ _8"></span>de </div><div class="t m78a x3a hb y7c fff fs5 fc2 sc0 ls23 ws2c">ref<span class="_ _4"></span>erências aos <span class="_ _8"></span>livros <span class="_ _8"></span>da coleção<span class="_ _3"></span>. <span class="_ _8"></span>Um <span class="_ _8"></span>exempl<span class="_ _3"></span>o <span class="_ _8"></span>é <span class="_ _8"></span>o <span class="_ _8"></span>e<span class="_ _3"></span>vent<span class="_ _4"></span>o <span class="ff1f ws31">Em dia de reis </span></div><div class="t m2 x3a hb y7d ff20 fs5 fc2 sc0 ls0 ws0">f<span class="_ _3"></span>alar <span class="_ _8"></span>de rainhas: <span class="_ _8"></span>homenagem à <span class="_ _8"></span>escritora e <span class="_ _8"></span>sufragista Jos<span class="_ _8"></span>ena Álv<span class="_ _3"></span>are<span class="_ _8"></span>s de </div><div class="t m78b x3a hb y7e ff1f fs5 fc2 sc0 ls5 ws6">Aze<span class="_ _4"></span>vedo<span class="fff">, <span class="_ _3"></span>realizado em <span class="_ _3"></span>6 de <span class="_ _4"></span>janeiro <span class="_ _4"></span>de <span class="_ _4"></span>2022, <span class="_ _4"></span>uma parceria <span class="_ _3"></span>da Univ<span class="_ _4"></span>ersidade </span></div><div class="t m78c x3a hb y7f fff fs5 fc2 sc0 ls23 ws2c">Federal de <span class="_ _8"></span>Campina <span class="_ _8"></span>Grande (PB) <span class="_ _8"></span>e <span class="_ _8"></span>da Biblioteca <span class="_ _8"></span>Nacional de <span class="_ _8"></span>Portugal,</div><div class="t m78c x5a h18 y29b ff1b fs9 fc2 sc0 ls52 ws73">71</div><div class="t m78c x69 hb y7f ff10 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m4e4 x3a hb y80 fff fs5 fc2 sc0 ls4 ws5">e <span class="_ _8"></span>o outro <span class="_ _8"></span>é um <span class="_ _8"></span><span class="ff1f">podcast</span> <span class="_ _8"></span>disponibilizado pela <span class="_ _8"></span>UFSC <span class="_ _8"></span>para apre<span class="_ _8"></span>s<span class="_ _8"></span>entação da </div><div class="t m78d x3a hb y81 fff fs5 fc2 sc0 ls7 ws9">obra <span class="_ _8"></span><span class="ff1f">Ânsia<span class="ff10 ls0 ws0"> </span>eterna</span> <span class="_ _8"></span>aos <span class="_ _8"></span>candidat<span class="_ _3"></span>os <span class="_ _8"></span>do <span class="_ _8"></span>v<span class="_ _4"></span>estibular<span class="_ _3"></span>,</div><div class="t m78d x59 h18 y2a3 ff1b fs9 fc2 sc0 ls53 ws74">72</div><div class="t m78d xdf hb y81 fff fs5 fc2 sc0 ls7 ws9"> <span class="_ _8"></span>com a <span class="_ _8"></span>participação <span class="_ _8"></span>de </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">Cl<span class="_ _4"></span>eide de <span class="_ _8"></span>Oliv<span class="_ _4"></span>eira Lemos, apre<span class="_ _8"></span>sentadora <span class="_ _8"></span>do livro e <span class="_ _8"></span>uma das <span class="_ _8"></span>participantes </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">da elaboração do projet<span class="_ _3"></span>o inicial, como já comentado.</div><div class="t m2 x3a h1a y385 ff1c fs2 fc2 sc0 ls0 ws0">71<span class="ff1d"> <span class="_ _1e"> </span>Evento tr<span class="_ _4"></span>ansmido pelo Y<span class="_ _5"></span>ouTube: <span class="ff21">h<span class="_ _4"></span>ps://www<span class="_ _3"></span>.youtube.com/<span class="_ _4"></span>c/UFCG<span class="_ _4"></span>VirtuaI<span class="ff1c">. </span></span></span></div><div class="t m78e x3a h1a y386 ff1c fs2 fc2 sc0 ls3b ws4b">72<span class="ls21 ws66"> <span class="_ _1e"> </span>Disponível em: <span class="ff21 ws27">hp<span class="_ _4"></span>s://nocias.ufsc.br/2020/11/<span class="_ _4"></span>coperve-lanca-segundo-episodio-de-uni<span class="ls0 ws0">-</span></span></span></div><div class="t m2 x1e h1a y387 ff21 fs2 fc2 sc0 ls0 ws0">versos-vivos-podcas<span class="_ _4"></span>t<span class="_ _4"></span>-sobre-os-livros-do-vesbular<span class="_ _3"></span>-da-ufsc/<span class="ff1c">. </span></div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">171</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws0">CONCL<span class="_ _4"></span>US<span class="_ _3"></span>Ã<span class="_ _3"></span>O: A CONTINUID<span class="_ _4"></span>ADE DO PROJETO</div><div class="t m78f x19 hb y87 fff fs5 fc2 sc0 lse ws10">O <span class="_ _8"></span>projet<span class="_ _3"></span>o <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>inicialmente <span class="_ _8"></span>pensado <span class="_ _8"></span>para <span class="_ _8"></span>a publicação <span class="_ _8"></span>de <span class="_ _8"></span>30 <span class="_ _8"></span>aut<span class="_ _3"></span>oras. </div><div class="t m790 x3a hb y88 fff fs5 fc2 sc0 ls23 ws2c">Contudo<span class="_ _4"></span>, <span class="_ _8"></span>percebe-se <span class="_ _8"></span>que há <span class="_ _8"></span>muito mais <span class="_ _8"></span>nomes <span class="_ _8"></span>e <span class="_ _8"></span>títul<span class="_ _3"></span>os <span class="_ _8"></span>a <span class="_ _8"></span>serem <span class="_ _8"></span>(re)co<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">nhecidos, o que <span class="_ _4"></span>f<span class="_ _3"></span>az com que a iniciativ<span class="_ _3"></span>a mereça ter continuidade al<span class="_ _3"></span>ém do </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">que f<span class="_ _3"></span>oi e<span class="_ _8"></span>stabel<span class="_ _4"></span>ecido<span class="_ _4"></span>. </div><div class="t m2 x19 hb y6c fff fs5 fc2 sc0 ls0 ws0">A história da <span class="_ _8"></span>literatura de <span class="_ _8"></span>mulheres, <span class="_ _8"></span>no Brasil, <span class="_ _8"></span>desde <span class="_ _8"></span>seus <span class="_ _8"></span>primórdios, </div><div class="t m293 x3a hb y6d fff fs5 fc2 sc0 ls9 wsb">ainda <span class="_ _4"></span>está sendo pesquisada, estudada, <span class="_ _4"></span>escrita, reescrita e <span class="_ _3"></span>divulgada. <span class="_ _4"></span>Mas, </div><div class="t ma1 x3a hb y6e fff fs5 fc2 sc0 ls8 wsa">para <span class="_ _4"></span>isso<span class="_ _4"></span>, <span class="_ _4"></span>ess<span class="_ _8"></span>e <span class="_ _4"></span>material <span class="_ _4"></span>precisa <span class="_ _4"></span>ser retirado <span class="_ _3"></span>do limbo <span class="_ _3"></span>literário em <span class="_ _3"></span>que se en<span class="ls0 ws0">-</span></div><div class="t m791 x3a hb y6f fff fs5 fc2 sc0 lsb wsd">contra. <span class="_ _4"></span>É <span class="_ _4"></span>preciso <span class="_ _3"></span>s<span class="_ _8"></span>er <span class="_ _4"></span>descoberto<span class="_ _3"></span>, reimpresso e <span class="_ _3"></span>disponibilizado <span class="_ _4"></span>publicamente<span class="_ _4"></span>. </div><div class="t m792 x19 hb y70 fff fs5 fc2 sc0 lsb wsd">O <span class="_ _4"></span>f<span class="_ _3"></span>ato <span class="_ _3"></span>é: o <span class="_ _3"></span>que não <span class="_ _3"></span>é conhecido <span class="_ _3"></span>nem l<span class="_ _3"></span>embrado simpl<span class="_ _3"></span>e<span class="_ _8"></span>smente <span class="_ _3"></span>não existe<span class="_ _3"></span>.<span class="_ _8"></span> </div><div class="t m61d x3a hb y71 fff fs5 fc2 sc0 ls4 ws5">E <span class="_ _8"></span>o que <span class="_ _8"></span>não <span class="_ _8"></span>existiu no <span class="_ _8"></span>passado não <span class="_ _8"></span>pode <span class="_ _8"></span>ser <span class="_ _8"></span>utilizado <span class="_ _8"></span>para a <span class="_ _8"></span>elaboração </div><div class="t m488 x3a hb y72 fff fs5 fc2 sc0 ls4 ws5">do pre<span class="_ _8"></span>sente <span class="_ _8"></span>e <span class="_ _8"></span>do futuro. É <span class="_ _8"></span>preciso barrar <span class="_ _8"></span>ess<span class="_ _8"></span>e proce<span class="_ _8"></span>sso de <span class="_ _8"></span>sil<span class="_ _4"></span>enciament<span class="_ _4"></span>o </div><div class="t m793 x3a hb y73 fff fs5 fc2 sc0 ls23 ws2c">da <span class="_ _8"></span>f<span class="_ _3"></span>ala <span class="_ _8"></span>f<span class="_ _4"></span>eminina, sob <span class="_ _8"></span>pena <span class="_ _8"></span>de <span class="_ _8"></span>ret<span class="_ _3"></span>orno <span class="_ _8"></span>constante <span class="_ _8"></span>ao <span class="_ _8"></span>início da <span class="_ _8"></span>história, da </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">literatura e do moviment<span class="_ _3"></span>o dos direitos das mulheres brasileiras<span class="_ _3"></span>.</div><div class="t m794 x19 hb y75 fff fs5 fc2 sc0 ls4 ws5">A<span class="_ _3"></span>uxiliar <span class="_ _8"></span>em <span class="_ _8"></span>tão sublime <span class="_ _8"></span>intento é <span class="_ _8"></span>a absoluta <span class="_ _8"></span>nalidade <span class="_ _8"></span>do grupo <span class="_ _8"></span>que </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">integra a Comissão edit<span class="_ _4"></span>orial da col<span class="_ _4"></span>eção<span class="ff1f"> Escrit<span class="_ _4"></span>oras do Brasil<span class="fff">.</span></span></div><div class="t m2 x3a h19 y79 ff11 fs1 fc8 sc0 ls0 ws0">REFERÊNCIA<span class="_ _3"></span>S BIBLIOGRÁFICA<span class="_ _4"></span>S</div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">ANDERSON, Julie et al. <span class="ff1f ws2b">Guideline<span class="_ _8"></span>s f<span class="_ _3"></span>or legislativ<span class="_ _4"></span>e libraries.<span class="fff ws0"> 3rd ed. Gene<span class="_ _4"></span>v<span class="_ _3"></span>a: </span></span></div><div class="t m517 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">Inter-P<span class="_ _4"></span>arliamentary Union; <span class="_ _8"></span>Den <span class="_ _8"></span>Haag: International <span class="_ _8"></span>Federation <span class="_ _8"></span>of Library </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">Associations and Institutions, 2022. 97 p<span class="_ _4"></span>.</div><div class="t m2 x3a hb y7f ff1f fs5 fc2 sc0 ls0 ws47">As mensageiras: primeiras escritoras do Brasil.<span class="fff ws0"> <span class="_ _4"></span>Brasília: Câmara <span class="_ _3"></span>dos Depu-</span></div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">tados, Edições Câmara, 2018.</div><div class="t m75 x3a hb y82 fff fs5 fc2 sc0 ls4 ws5">BITTENCOURT<span class="_ _6"></span>, <span class="_ _8"></span>A<span class="_ _4"></span>dalzira. <span class="_ _8"></span><span class="ff20">Dicionário biobibliográco <span class="_ _8"></span>de <span class="_ _8"></span>mulheres <span class="_ _8"></span>ilustres, </span></div><div class="t m2 x3a hb y83 ff1f fs5 fc2 sc0 ls0 ws0">notáveis e intel<span class="_ _3"></span>ectuais do Brasil.<span class="fff"> Rio de Janeiro: P<span class="_ _4"></span>ongetti, 1970.</span></div><div class="t m795 x3a hb y85 fff fs5 fc2 sc0 lse ws10">BLAKE, <span class="_ _8"></span>A<span class="_ _3"></span>ugusto Victorino Alv<span class="_ _3"></span>e<span class="_ _8"></span>s <span class="_ _8"></span>Sacrament<span class="_ _3"></span>o. <span class="ff1f ws31">Diccionario bibliographico </span></div><div class="t m2 x3a hb y23 ff1f fs5 fc2 sc0 ls0 ws0">brazil<span class="_ _4"></span>eiro<span class="_ _3"></span>.<span class="fff"> Rio de Janeiro: Cons<span class="_ _8"></span>elho Federal de Cultura, 1970. 7 v<span class="_ _5"></span>.</span></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">172</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m32d x3a hb y6a fff fs5 fc2 sc0 lsa wsc">BRUT<span class="_ _3"></span>A <span class="_ _4"></span>LETRA <span class="_ _4"></span>(Bl<span class="_ _4"></span>og). <span class="_ _4"></span><span class="ff1f ws2f">Machismo na literatura brasil<span class="_ _4"></span>eira: o cânone tem sexo, </span></div><div class="t m2 x3a hb y86 ff1f fs5 fc2 sc0 ls0 ws10">cor e classe social. <span class="fff ws0">23 s<span class="_ _8"></span>et. 2019. Site Medium. <span class="_ _4"></span>Disponível em: <span class="_ _4"></span>https://me-</span></div><div class="t m796 x3a hb y87 fff fs5 fc2 sc0 lsc wse">dium.com/qg-f<span class="_ _4"></span>eminista/misoginia-na-literatura-brasil<span class="_ _4"></span>eira-26c83d64b31. </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">A<span class="_ _4"></span>cesso em: 18 out. 2021.</div><div class="t m795 x3a hb y6b fff fs5 fc2 sc0 lse ws10">Coelho<span class="_ _4"></span>, <span class="_ _8"></span>Nell<span class="_ _3"></span>y <span class="_ _8"></span>Nov<span class="_ _4"></span>aes. <span class="ff1f ws31">Dicionário crítico de e<span class="_ _8"></span>scrit<span class="_ _3"></span>oras brasileiras: (1711-</span></div><div class="t m2 x3a hb y6c ff1f fs5 fc2 sc0 ls0 ws0">2001).<span class="fff"> São P<span class="_ _4"></span>aul<span class="_ _4"></span>o: Escrituras, 2002. 750 p<span class="_ _4"></span>.</span></div><div class="t m797 x3a hb y6e fff fs5 fc2 sc0 ls5 ws6">DEL <span class="_ _4"></span>PRIORE, Mary <span class="_ _3"></span>(org.); B<span class="_ _4"></span>A<span class="_ _3"></span>SSANEZI, <span class="_ _3"></span>Carla (coord.). <span class="ff1f ws7">Hist<span class="_ _3"></span>ória das mulhere<span class="_ _8"></span>s </span></div><div class="t m2 x3a hb y6f ff1f fs5 fc2 sc0 ls0 ws0">no Brasil.<span class="fff"> 9. ed. São P<span class="_ _4"></span>aul<span class="_ _4"></span>o: Context<span class="_ _4"></span>o<span class="_ _4"></span>, 2010. 678 p<span class="_ _4"></span>.</span></div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">Duarte<span class="_ _4"></span>, Constância Lima. Arquiv<span class="_ _4"></span>os de mulheres e mulheres anarquiv<span class="_ _4"></span>adas: </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">hist<span class="_ _4"></span>órias de <span class="_ _3"></span>uma hist<span class="_ _4"></span>ória mal<span class="_ _3"></span>contada. <span class="ff1f ws47">Gênero: re<span class="_ _3"></span>vista do Núcleo Transdis<span class="ws0">-</span></span></div><div class="t m320 x3a hb y73 ff1f fs5 fc2 sc0 lsc ws31">ciplinar de Estudos de Gênero – NUTEG<span class="fff wse">, Niterói, <span class="_ _8"></span>v<span class="_ _5"></span>. <span class="_ _8"></span>9, <span class="_ _8"></span>n. 2, <span class="_ _8"></span>p. 11-17, <span class="_ _8"></span>jan./</span></div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">jun. 2009.</div><div class="t m798 x3a hb y76 ff20 fs5 fc2 sc0 ls22 ws2b">GA<span class="_ _3"></span>TO <span class="_ _4"></span>Sem <span class="_ _4"></span>Rabo: livraria <span class="_ _3"></span>quer ‘desmisticar <span class="_ _4"></span>noção de <span class="_ _3"></span>que a <span class="_ _3"></span>narrativa <span class="_ _3"></span>mas<span class="_ _8"></span><span class="ff1f ls0 ws0">-</span></div><div class="t m799 x3a hb y77 ff1f fs5 fc2 sc0 ls7 ws30">culina é universal’<span class="fff ws9">. 10 <span class="_ _8"></span>jun. <span class="_ _8"></span>2021. Site <span class="_ _8"></span>Hypene<span class="_ _8"></span>ss<span class="_ _3"></span>. <span class="_ _8"></span>Disponível em: <span class="_ _7"></span><span class="ff1f">https://</span></span></div><div class="t m79a x3a hb y78 ff20 fs5 fc2 sc0 lse ws10">www.hypeness.com.br/2021/06<span class="_ _4"></span>/gat<span class="_ _4"></span>o-sem-rabo-livraria-quer-de<span class="_ _8"></span>smisti<span class="ff1f ls0 ws0">-</span></div><div class="t m79b x3a hb y79 ff1f fs5 fc2 sc0 lse ws10">car-nocao-de-que-a-narrativ<span class="_ _4"></span>a-masculina-e-universal-reunindo-apenas<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7a ff1f fs5 fc2 sc0 ls0 ws0">-aut<span class="_ _4"></span>oras-mulheres/<span class="fff">. Acesso em: 10 jan. 2022.</span></div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">GUIMARÃES, Maria. <span class="ff1f ws6">A visibilidade do Lilás para o f<span class="_ _4"></span>eminismo<span class="_ _4"></span>.<span class="fff ws0"> 3 mar<span class="_ _3"></span>. 2021. </span></span></div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">Site T<span class="_ _6"></span>amo juntas<span class="_ _3"></span>. Disponível <span class="_ _3"></span>em: <span class="ff1f">https://tamojuntas<span class="_ _3"></span>.org.br/a-visibilidade-</span></div><div class="t m2 x3a hb y7e ff1f fs5 fc2 sc0 ls0 ws0">-do-lilas-para-o-f<span class="_ _4"></span>eminismo/. <span class="fff">A<span class="_ _4"></span>cesso em: 14 fe<span class="_ _3"></span>v<span class="_ _3"></span>. 2022.</span></div><div class="t m79c x3a hb y80 fff fs5 fc2 sc0 ls23 ws2c">HOLLAND<span class="_ _3"></span>A, <span class="_ _8"></span>Heloisa Buarque <span class="_ _8"></span>de<span class="_ _4"></span>. <span class="_ _8"></span><span class="ff1f ws30">Ensaístas brasil<span class="_ _3"></span>eiras: mulhere<span class="_ _8"></span>s que e<span class="_ _8"></span>s<span class="ls0 ws0">-</span></span></div><div class="t m513 x3a hb y81 ff1f fs5 fc2 sc0 ls4 ws30">cre<span class="_ _4"></span>veram sobre literatura e artes de 1860 a 1991.<span class="fff ws5"> Rio <span class="_ _8"></span>de <span class="_ _8"></span>Janeiro: Rocco, </span></div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">1993. 322 p<span class="_ _4"></span>.</div><div class="t m447 x3a hb y84 fff fs5 fc2 sc0 lsa wsc">LEMOS, <span class="_ _4"></span>Cl<span class="_ _4"></span>eide <span class="_ _4"></span>de <span class="_ _4"></span>Oliv<span class="_ _4"></span>eira. <span class="_ _4"></span>Apres<span class="_ _8"></span>entação<span class="_ _4"></span>. <span class="_ _4"></span>In: <span class="_ _4"></span>ALMEID<span class="_ _3"></span>A, Júlia <span class="_ _3"></span>Lopes de<span class="_ _3"></span>. <span class="_ _4"></span><span class="ff1f">Ânsia </span></div><div class="t m2 x3a hb y85 ff1f fs5 fc2 sc0 ls0 ws0">eterna. <span class="fff">2. ed. Brasília: Senado Federal, 2020. p<span class="_ _4"></span>. 7-15.</span></div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">173</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pfaf" class="pf wa h0" data-page-no="af"><div class="pc pcaf wa h0"><img class="bi x0 y0 w1 h1" alt="" 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ACFagIAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChmgAAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoJgAAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAMlVE2TR+mcEANgx/2GEFHyoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAHC3BTwWEC9EUk15AAAAAElFTkSuQmCC"/><div class="t m664 x3a hb y6a fff fs5 fc2 sc0 ls0 ws0">MOTT<span class="_ _6"></span>, Maria <span class="_ _4"></span>Lúcia <span class="_ _4"></span>de Barr<span class="_ _4"></span>os<span class="_ _4"></span>. <span class="_ _4"></span>Escrit<span class="_ _4"></span>oras <span class="_ _4"></span>negras: resgatando <span class="_ _4"></span>nossa hist<span class="_ _3"></span>ória. </div><div class="t m51 x3a hb y86 fff fs5 fc2 sc0 ls4 ws5">In: <span class="_ _8"></span>PEREIRA, Edimilson de <span class="_ _8"></span>Almeida <span class="_ _8"></span>(org.). <span class="ff20">Um <span class="_ _8"></span>tigre <span class="_ _8"></span>na ore<span class="_ _8"></span>sta de <span class="_ _8"></span>signos</span><span class="ls0 ws0">: </span></div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">estudos <span class="_ _8"></span>sobre <span class="_ _8"></span>poesia <span class="_ _8"></span>e demandas <span class="_ _8"></span>sociais no <span class="_ _8"></span>Brasil. <span class="_ _8"></span>Bel<span class="_ _3"></span>o <span class="_ _8"></span>Horizonte: <span class="_ _8"></span>Maza </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">Edições, 2010. p. 245-255. </div><div class="t m5 x3a hb y6b fff fs5 fc2 sc0 ls49 ws64">MUZART<span class="_ _6"></span>, <span class="_ _7"></span>Zahide <span class="_ _8"></span>Lupinacci <span class="_ _8"></span>(org.). <span class="_ _7"></span><span class="ff1f ws89">Escrit<span class="_ _4"></span>oras brasil<span class="_ _3"></span>eiras do s<span class="_ _8"></span>écul<span class="_ _4"></span>o XIX<span class="fff ls0 ws0">: </span></span></div><div class="t m79d x3a hb y6c fff fs5 fc2 sc0 ls7 ws9">ant<span class="_ _4"></span>ol<span class="_ _4"></span>ogia. Florianópolis: Editora Mulheres; <span class="_ _8"></span>Santa <span class="_ _8"></span>Cruz do <span class="_ _8"></span>Sul; <span class="_ _8"></span>EDUNISC, </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">1999-2009. 3 v<span class="_ _3"></span>.</div><div class="t m2ee x3a hb y6f fff fs5 fc2 sc0 lsc wse">MUZART<span class="_ _6"></span>, <span class="_ _8"></span>Zahidé <span class="_ _8"></span>Lupinacci. <span class="_ _8"></span><span class="ff1f ws30">Artimanhas nas entrelinhas</span>: leitura do <span class="_ _8"></span>para<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">text<span class="_ _4"></span>o de escritoras do século XIX. <span class="_ _4"></span>Travessia, Fl<span class="_ _4"></span>orianópolis, n. 21, p<span class="_ _4"></span>. 64-70, </div><div class="t m79e x3a hb y71 fff fs5 fc2 sc0 lsa wsc">1990. <span class="_ _4"></span>Disponível <span class="_ _3"></span>em: <span class="ff1f">https://periodicos<span class="_ _3"></span>.ufsc.br/index.php/travessia/article/</span></div><div class="t m2 x3a hb y72 ff1f fs5 fc2 sc0 ls0 ws0">view/17202/15776<span class="fff">. A<span class="_ _4"></span>cesso em: 3 jan. 2022.</span></div><div class="t m79f x3a h14 y74 fff fs5 fc2 sc0 lsc wse">MUZART<span class="_ _6"></span>, <span class="_ _8"></span>Zahidé <span class="_ _8"></span>Lupinacci. <span class="_ _8"></span><span class="ff1f ws30">A questão do cânone.</span> Anuário<span class="ff12 ls0 ws0"> <span class="_ _8"></span></span>de<span class="ff12 ls0 ws0"> </span>Literatura, </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">Fl<span class="_ _4"></span>orianópolis, n. 3, p<span class="_ _4"></span>. 85-94, 1995.</div><div class="t m5 x3a hb y77 ff1f fs5 fc2 sc0 ls3f ws8a">O GÊNERO, a importância e o papel de uma Edit<span class="_ _3"></span>ora chamada Mulhe<span class="ls0 ws0">-</span></div><div class="t m651 x3a hb y78 ff1f fs5 fc2 sc0 ls62 ws30">r<span class="_ _8"></span>e<span class="_ _8"></span>s.<span class="_ _8"></span><span class="fff lse ws10"> <span class="_ _8"></span>7 jan. <span class="_ _8"></span>2016. <span class="_ _8"></span>Site <span class="_ _8"></span>Nonada. Disponível <span class="_ _8"></span>em: <span class="_ _8"></span><span class="ff1f">https://www.nonada.com.</span></span></div><div class="t m75b x3a hb y79 ff1f fs5 fc2 sc0 ls8 wsa">br/2016/01/o-genero-a-importancia-e-o-papel-de-uma-edit<span class="_ _3"></span>ora-chamada<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7a ff1f fs5 fc2 sc0 ls0 ws0">-mulheres/<span class="fff">. Acesso em: 11 dez. 2021.</span></div><div class="t m7a0 x3a hb y7c fff fs5 fc2 sc0 ls4 ws5">S<span class="_ _4"></span>ABINO, Ignez. <span class="_ _8"></span><span class="ff1f ws31">Mulheres illustre<span class="_ _8"></span>s do Brazil.</span> Ed. <span class="_ _8"></span>f<span class="_ _3"></span>ac-similar<span class="_ _3"></span>. <span class="_ _8"></span>Flo<span class="_ _4"></span>rianópolis: </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">Ed. das Mulheres, 1996. 280 p.</div><div class="t m5 x3a hb y7f fff fs5 fc2 sc0 ls6 ws8">SCHMIDT<span class="_ _6"></span>, <span class="_ _8"></span>Simone <span class="_ _8"></span>Pereira; <span class="_ _8"></span>RAMOS, T<span class="_ _3"></span>ânia <span class="_ _8"></span>Regina Oliveira. <span class="_ _8"></span>[Res<span class="_ _8"></span>enha de] </div><div class="t m1db x3a hb y80 fff fs5 fc2 sc0 lsc wse">MUZART<span class="_ _6"></span>, <span class="_ _8"></span>Zahidé <span class="_ _8"></span>L. (org.). <span class="_ _8"></span><span class="ff1f ws30">Escritoras brasil<span class="_ _3"></span>eiras do s<span class="_ _8"></span>écul<span class="_ _4"></span>o XIX<span class="fff wse">: <span class="_ _8"></span>ant<span class="_ _3"></span>ologia.<span class="ff1f ls0 ws0"> </span></span></span></div><div class="t m4f6 x3a hb y81 fff fs5 fc2 sc0 lsc wse">Fl<span class="_ _4"></span>orianópolis: <span class="_ _8"></span>Edit<span class="_ _3"></span>ora <span class="_ _8"></span>Mulhere<span class="_ _8"></span>s; Santa <span class="_ _8"></span>Cruz <span class="_ _8"></span>do Sul; <span class="_ _8"></span>EDUNISC <span class="_ _8"></span>(v<span class="_ _3"></span>. 1, <span class="_ _8"></span>1999, </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">960 p<span class="_ _4"></span>.; v<span class="_ _3"></span>. 2, 2004, 1184 p.). Graphos, João Pessoa, v<span class="_ _3"></span>. 7, n. 2/1, p. 219-222, </div><div class="t m336 x3a hb y83 fff fs5 fc2 sc0 ls8 wsa">2005. <span class="_ _4"></span>Disponível <span class="_ _3"></span>em: <span class="ff1f">https://periodicos<span class="_ _3"></span>.ufpb.br/index.php/graphos/articl<span class="_ _3"></span>e/</span></div><div class="t m2 x3a hb y84 ff1f fs5 fc2 sc0 ls0 ws0">view/9463/5116<span class="fff">. A<span class="_ _4"></span>cesso em: 10 dez. 2021.</span></div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">SCHUMAHER, Schuma; BRAZIL, <span class="_ _4"></span>Érico Vital <span class="_ _4"></span>(orgs<span class="_ _4"></span>.). <span class="ff1f ws52">Dicionário mulheres do </span></div><div class="t m2 x3a hb y251 ff1f fs5 fc2 sc0 ls0 ws0">Brasil: <span class="fff">de 1500 até a atualidade<span class="_ _4"></span>. Rio de Janeiro: Zahar<span class="_ _5"></span>, 2000. 567 p.</span></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">174</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pfb0" class="pf wa h0" data-page-no="b0"><div class="pc pcb0 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws0">ARQUIV<span class="_ _4"></span>OS</div><div class="t m255 x3a hb y87 fff fs5 fc2 sc0 ls8 wsa">FUND<span class="_ _3"></span>AÇÃ<span class="_ _3"></span>O <span class="_ _4"></span>BIBLIOTECA NA<span class="_ _3"></span>CIONAL. Rio <span class="_ _3"></span>de Janeir<span class="_ _4"></span>o<span class="_ _4"></span>. <span class="ff1f">https://www.bn.<span class="_ _3"></span>gov<span class="_ _3"></span>.br/.</span></div><div class="t m5 x3a hb y89 fff fs5 fc2 sc0 ls6 ws8">BIBLIOTECA <span class="_ _8"></span>BRA<span class="_ _3"></span>SILIANA <span class="_ _8"></span>GUIT<span class="_ _3"></span>A <span class="_ _8"></span>E <span class="_ _8"></span>JOSÉ <span class="_ _8"></span>MINDLIN. <span class="_ _8"></span>Universidade de <span class="_ _8"></span>São </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">P<span class="_ _4"></span>aul<span class="_ _4"></span>o (USP). São P<span class="_ _4"></span>aul<span class="_ _4"></span>o<span class="_ _4"></span>. <span class="ff1f">https://www.bbm.usp<span class="_ _4"></span>.br/pt-br/.</span></div><div class="t m7a1 x3a hb y6d fff fs5 fc2 sc0 lsa wsc">BIBLIOTECA <span class="_ _4"></span>DIGIT<span class="_ _3"></span>AL <span class="_ _4"></span>DE <span class="_ _4"></span>LITERA<span class="_ _3"></span>TURA <span class="_ _4"></span>DE <span class="_ _4"></span>P<span class="_ _5"></span>AÍSES L<span class="_ _3"></span>USÓFONOS. Univ<span class="_ _3"></span>ersidade<span class="_ _8"></span> </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">Federal de Santa <span class="_ _4"></span>Catarina. Fl<span class="_ _3"></span>orianópolis. <span class="ff1f">https://www.literaturabrasil<span class="_ _3"></span>eira.</span></div><div class="t m2 x3a hb y6f ff1f fs5 fc2 sc0 ls0 ws0">ufsc.br/?l<span class="_ _4"></span>ocal<span class="_ _4"></span>e=pt_BR<span class="fff">. </span></div><div class="t m7a2 x3a hb y71 fff fs5 fc2 sc0 lse ws10">LABELLE <span class="_ _8"></span>– LABORA<span class="_ _3"></span>TÓRIO <span class="_ _8"></span>DE <span class="_ _8"></span>ESTUDOS <span class="_ _8"></span>DE LITERA<span class="_ _3"></span>TURA <span class="_ _8"></span>E <span class="_ _8"></span>CUL<span class="_ _6"></span>TURA <span class="_ _8"></span>D<span class="_ _3"></span>A </div><div class="t m7a3 x3a hb y72 fff fs5 fc2 sc0 lsc wse">BELLE <span class="_ _8"></span>ÉPOQUE. Instituto de <span class="_ _8"></span>L<span class="_ _4"></span>etras <span class="_ _8"></span>da Universidade do <span class="_ _8"></span>Estado <span class="_ _8"></span>do Rio <span class="_ _8"></span>de </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">Janeiro (UERJ). Rio de Janeiro<span class="_ _3"></span>. <span class="ff1f">http://labelleuerj.com.br/.</span></div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">PORT<span class="_ _3"></span>AL DOMÍNIO PÚBLICO. <span class="ff1f">http://www.<span class="_ _4"></span>dominiopublico<span class="_ _4"></span>.<span class="_ _4"></span>gov<span class="_ _5"></span>.br/.</span></div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">175</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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class="t m2 x3f hd y6a ff11 fs6 fc6 sc0 ls0 ws0">Capítul<span class="_ _3"></span>o 8 – MENTORIA DE FORMAÇÃ<span class="_ _6"></span>O </div><div class="t m2 xe0 hd y17a ff11 fs6 fc6 sc0 ls0 ws0">DE LIDERANÇA<span class="_ _3"></span>S FEMININA<span class="_ _3"></span>S</div><div class="t m2 xc8 h17 y17c ff1a fs5 fc2 sc0 ls0 ws0">Cláudia Lopes da Costa de Góes Nogueira</div><div class="t m2 x5a h40 y17d ff1c fs9 fc2 sc0 ls0 ws0">73</div><div class="t m2 x3a h1a y28d ff1c fs2 fc2 sc0 ls0 ws0">73<span class="ff1d"> <span class="_ _1e"> </span>Ser<span class="_ _8"></span>vidora <span class="_ _3"></span>do Senado F<span class="_ _4"></span>ederal <span class="_ _4"></span>há 30 <span class="_ _3"></span>anos, ex<span class="_ _4"></span>erceu <span class="_ _4"></span>funções de <span class="_ _3"></span>gestão e <span class="_ _3"></span>liderança a<span class="_ _4"></span>té <span class="_ _4"></span>2012, </span></div><div class="t m7a4 x1e h1a y207 ff1d fs2 fc2 sc0 ls20 ws50">quando se <span class="_ _3"></span>direcionou para <span class="_ _3"></span>o desenvolvimen<span class="_ _4"></span>to <span class="_ _4"></span>de lider<span class="_ _4"></span>anças. <span class="_ _4"></span>Possui <span class="_ _3"></span>diversas cercaç<span class="_ _4"></span>ões </div><div class="t m649 x1e h1a y208 ff1d fs2 fc2 sc0 ls3 ws4">na área. <span class="_ _8"></span>Sua experiência inclui <span class="_ _8"></span>treinament<span class="_ _4"></span>o de <span class="_ _8"></span>líderes e <span class="_ _8"></span>equipes em <span class="_ _8"></span>várias instuições </div><div class="t m2 x1e h1a y209 ff1d fs2 fc2 sc0 ls0 ws0">públicas e privadas. De <span class="_ _8"></span>2017 a 2020, <span class="_ _8"></span>atuou como coordenadora do Progr<span class="_ _4"></span>ama de <span class="_ _8"></span>Forma<span class="ff1c">-</span></div><div class="t m2 x1e h1a y155 ff1d fs2 fc2 sc0 ls0 ws0">ção Ger<span class="_ _4"></span>encial (PF<span class="_ _4"></span>G). É <span class="_ _4"></span>palestr<span class="_ _4"></span>ante <span class="_ _4"></span>e f<span class="_ _3"></span>acilitadora de <span class="_ _3"></span>workshops, cur<span class="_ _4"></span>sos e <span class="_ _4"></span>treinament<span class="_ _4"></span>os em </div><div class="t m2 x1e h1a y156 ff1d fs2 fc2 sc0 ls0 ws0">Liderança e Equipes de Alto Desempenho. <span class="_ _8"></span>Desde 2020, conduz <span class="_ _8"></span>o Programa de Mentoria </div><div class="t m2 x1e h1a y157 ff1c fs2 fc2 sc0 ls0 ws0">de Liderança par<span class="_ _3"></span>a ser<span class="_ _8"></span>vidor<span class="_ _4"></span>as públicas no Senado Feder<span class="_ _4"></span>al.</div><div class="t m2 xb0 hb y18b ff1f fs5 fc2 sc0 ls0 ws0">“<span class="_ _3"></span>A mentoria em liderança me tr<span class="_ _4"></span>ouxe uma apropriação do pa-</div><div class="t m2 xe1 hb y18c ff1f fs5 fc2 sc0 ls0 ws0">pel de líder<span class="_ _3"></span>. Com isso me sint<span class="_ _4"></span>o mais segura em e<span class="_ _8"></span>star à fren-</div><div class="t m2 x20 hb y388 ff1f fs5 fc2 sc0 ls0 ws0">te de equipes, em dar e pedir feedbacks, em estabelecer </div><div class="t m2 x42 hb y389 ff20 fs5 fc2 sc0 ls0 ws0">propósit<span class="_ _3"></span>os e em me projetar para posiçõe<span class="_ _8"></span>s futuras<span class="_ _3"></span>.”</div><div class="t m2 xe2 h1b y38a ff11 fs2 fc2 sc0 ls0 ws0">Juliana Borges dos Santos</div><div class="t m2 xe3 h1b y38b ff11 fs2 fc2 sc0 ls0 ws0">Coordenadora-Geral de Gestão da Secretaria de Relaçõe<span class="_ _8"></span>s Públicas do Senado Federal</div><div class="t m2 x3a h19 y74 ff11 fs1 fc8 sc0 ls0 ws0">A BUSCA DE EQUID<span class="_ _3"></span>ADE </div><div class="t m5c x3a hb y76 fff fs5 fc2 sc0 ls8 wsa">Desde 1988, <span class="_ _3"></span>a Constituição <span class="_ _4"></span>do <span class="_ _4"></span>Brasil <span class="_ _4"></span>deixou <span class="_ _4"></span>claro <span class="_ _3"></span>que “homens <span class="_ _3"></span>e mulheres </div><div class="t m7a5 x3a hb y77 fff fs5 fc2 sc0 ls7 ws9">são <span class="_ _8"></span>iguais em <span class="_ _8"></span>direitos e <span class="_ _8"></span>obrigações” <span class="_ _8"></span>e <span class="_ _8"></span>estabeleceu entre <span class="_ _8"></span>s<span class="_ _8"></span>eus objetivos </div><div class="t m6ce x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">“promov<span class="_ _3"></span>er o <span class="_ _4"></span>bem de <span class="_ _3"></span>todos, <span class="_ _3"></span>s<span class="_ _8"></span>em <span class="_ _4"></span>preconceit<span class="_ _4"></span>os de <span class="_ _3"></span>origem, raça, <span class="_ _4"></span>sexo, <span class="_ _3"></span>idade </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">e quaisquer f<span class="_ _3"></span>ormas de discriminação”. </div><div class="t m7a6 x19 hb y7a fff fs5 fc2 sc0 ls8 wsa">Nos <span class="_ _4"></span>últimos <span class="_ _4"></span>anos, <span class="_ _4"></span>líderes f<span class="_ _3"></span>emininas mundiais <span class="_ _4"></span>têm <span class="_ _4"></span>se destacado bastan<span class="ls0 ws0">-</span></div><div class="t m7a7 x3a hb y7b fff fs5 fc2 sc0 ls4 ws5">te<span class="_ _4"></span>, s<span class="_ _8"></span>eja <span class="_ _8"></span>na tomada de <span class="_ _8"></span>decisões <span class="_ _8"></span>para conter <span class="_ _8"></span>a <span class="_ _8"></span>pandemia da <span class="_ _8"></span>covid-19, s<span class="_ _8"></span>eja </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">no campo geral da <span class="_ _4"></span>política, seja no âmbit<span class="_ _4"></span>o da ciência, dos esportes ou do </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">ativismo ecol<span class="_ _4"></span>ógico<span class="_ _4"></span>, entre tant<span class="_ _4"></span>os outros<span class="_ _3"></span>. </div><div class="t m450 x19 hb y7e fff fs5 fc2 sc0 ls7 ws9">No <span class="_ _8"></span>entant<span class="_ _3"></span>o, ainda <span class="_ _8"></span>sofremos <span class="_ _8"></span>com <span class="_ _8"></span>o pe<span class="_ _8"></span>so <span class="_ _8"></span>de discriminaçõe<span class="_ _8"></span>s, <span class="_ _8"></span>como as </div><div class="t m220 x3a hb y7f fff fs5 fc2 sc0 ls10 ws12">de <span class="_ _8"></span>gênero e <span class="_ _8"></span>raça, <span class="_ _8"></span>que <span class="_ _8"></span>mol<span class="_ _4"></span>daram <span class="_ _8"></span>nossas instituiçõe<span class="_ _8"></span>s. Ainda <span class="_ _8"></span>são <span class="_ _8"></span>poucas </div><div class="t m7a8 x3a hb y80 fff fs5 fc2 sc0 lsc wse">as <span class="_ _8"></span>mulheres <span class="_ _8"></span>que ocupam <span class="_ _8"></span>cargos <span class="_ _8"></span>de <span class="_ _8"></span>liderança, principalmente <span class="_ _8"></span>nos <span class="_ _8"></span>nív<span class="_ _4"></span>eis </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">hierárquicos mais el<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>ados<span class="_ _4"></span>.</div><div class="t m2 x13 h1c y132 ff17 fs6 fc4 sc0 ls0 ws0">177</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m7a9 x19 hb y6a fff fs5 fc2 sc0 ls23 ws2c">A <span class="_ _8"></span>repres<span class="_ _8"></span>entatividade nos <span class="_ _8"></span>cargos <span class="_ _8"></span>de poder <span class="_ _8"></span>é, ainda, <span class="_ _8"></span>uma pauta <span class="_ _8"></span>muito </div><div class="t m7aa x3a hb y86 fff fs5 fc2 sc0 ls7 ws9">importante <span class="_ _8"></span>e nece<span class="_ _8"></span>ssária <span class="_ _8"></span>quando s<span class="_ _8"></span>e <span class="_ _8"></span>trata de <span class="_ _8"></span>equidade <span class="_ _8"></span>de <span class="_ _8"></span>gênero e <span class="_ _8"></span>raça. </div><div class="t m7ab x3a hb y87 fff fs5 fc2 sc0 ls23 ws2c">Somos <span class="_ _8"></span>um dos <span class="_ _8"></span>paíse<span class="_ _8"></span>s <span class="_ _8"></span>mais de<span class="_ _8"></span>siguais <span class="_ _8"></span>do mundo, como <span class="_ _8"></span>reiterou recente<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">menteAnastasia <span class="_ _4"></span>Divinsk<span class="_ _3"></span>aya, <span class="_ _4"></span>repres<span class="_ _8"></span>entante da <span class="_ _4"></span>ONU Mulheres, em<span class="_ _3"></span>cerimô-</div><div class="t m3e4 x3a hb y89 fff fs5 fc2 sc0 lsc wse">nia <span class="_ _8"></span>de lançamento</div><div class="t m3e4 xe4 h18 y1b5 ff1b fs9 fc2 sc0 ls52 ws73">74</div><div class="t m3e4 x3d hb y89 fff fs5 fc2 sc0 lsc wse"> <span class="_ _8"></span>do Plano <span class="_ _8"></span>de <span class="_ _8"></span>Equidade de <span class="_ _8"></span>Gênero e <span class="_ _8"></span>Raça <span class="_ _8"></span>do <span class="_ _8"></span>Senado </div><div class="t m611 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">Federal <span class="_ _8"></span>– 2021-2023. <span class="_ _8"></span>Esse <span class="_ _8"></span>f<span class="_ _4"></span>at<span class="_ _4"></span>o e<span class="_ _8"></span>stá <span class="_ _8"></span>consignado no<span class="_ _8"></span>relat<span class="_ _4"></span>ório</div><div class="t m7ac x2a h18 y1b6 ff1b fs9 fc2 sc0 ls0 ws0">75</div><div class="t m611 xe5 hb y6b fff fs5 fc2 sc0 ls0 ws0"> <span class="_ _8"></span>elaborado </div><div class="t m7ad x3a hb y6c fff fs5 fc2 sc0 ls23 ws2c">pel<span class="_ _4"></span>o <span class="_ _8"></span>Fórum Econômico <span class="_ _8"></span>Mundial <span class="_ _8"></span>de 2021. <span class="_ _8"></span>A <span class="_ _8"></span>pre<span class="_ _4"></span>visão <span class="_ _8"></span>de igualdade <span class="_ _8"></span>entre </div><div class="t m622 x3a hb y6d fff fs5 fc2 sc0 ls9 wsb">homens <span class="_ _4"></span>e <span class="_ _4"></span>mulheres no <span class="_ _4"></span>mundo<span class="_ _3"></span>, segundo o <span class="_ _3"></span>relatório<span class="_ _3"></span>, retrocedeu <span class="_ _3"></span>no período </div><div class="t m3f7 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">da <span class="_ _4"></span>pandemia, <span class="_ _4"></span>passando <span class="_ _4"></span>de <span class="_ _4"></span>99,5 par<span class="_ _4"></span>a absurd<span class="_ _4"></span>os 136 <span class="_ _3"></span>anos, ou <span class="_ _3"></span>s<span class="_ _8"></span>eja, <span class="_ _4"></span>no p<span class="_ _4"></span>asso </div><div class="t m330 x3a hb y6f fff fs5 fc2 sc0 ls9 wsb">em <span class="_ _4"></span>que estamos, <span class="_ _4"></span>mais <span class="_ _4"></span>de <span class="_ _4"></span>um sécul<span class="_ _4"></span>o <span class="_ _4"></span>ainda <span class="_ _4"></span>será necessário até <span class="_ _3"></span>que a <span class="_ _4"></span>igual<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">dade de direit<span class="_ _4"></span>os em geral seja uma realidade para as mulhere<span class="_ _8"></span>s<span class="_ _4"></span>. </div><div class="t m2 x19 hb y71 fff fs5 fc2 sc0 ls0 ws0">V<span class="_ _5"></span>emos um padrão <span class="_ _4"></span>alarmante no <span class="_ _3"></span>que diz respeito <span class="_ _4"></span>às mulheres no <span class="_ _4"></span>setor </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">público<span class="_ _4"></span>. Segundo <span class="_ _3"></span>o Atlas do <span class="_ _3"></span>Estado Brasil<span class="_ _4"></span>eiro <span class="_ _3"></span>de 2017,</div><div class="t m2 xe6 h18 y298 ff1b fs9 fc2 sc0 ls0 ws0">76</div><div class="t m2 x57 hb y72 fff fs5 fc2 sc0 ls0 ws0"> as <span class="_ _3"></span>de<span class="_ _8"></span>sigualdades </div><div class="t m35d x3a hb y73 fff fs5 fc2 sc0 ls8 wsa">entre <span class="_ _4"></span>os <span class="_ _4"></span>sexos são <span class="_ _3"></span>persistente<span class="_ _8"></span>s, <span class="_ _4"></span>tant<span class="_ _4"></span>o <span class="_ _4"></span>na <span class="_ _4"></span>métrica <span class="_ _4"></span>das <span class="_ _4"></span>remunerações médias </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">como na métrica <span class="_ _4"></span>da distribuição <span class="_ _4"></span>de poder<span class="_ _5"></span>, por meio do <span class="_ _4"></span>preenchiment<span class="_ _4"></span>o de </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">cargos dirigentes<span class="_ _4"></span>. Enquant<span class="_ _3"></span>o no <span class="_ _4"></span>D<span class="_ _3"></span>AS <span class="_ _3"></span>1 elas são <span class="_ _3"></span>aproximadamente 53%, <span class="_ _4"></span>ou </div><div class="t m185 x3a hb y76 fff fs5 fc2 sc0 ls5 ws6">seja, pouco <span class="_ _4"></span>mais <span class="_ _4"></span>da metade <span class="_ _3"></span>das apro<span class="_ _4"></span>v<span class="_ _4"></span>adas <span class="_ _4"></span>em <span class="_ _4"></span>concursos públicos, <span class="_ _3"></span>no D<span class="_ _3"></span>A<span class="_ _4"></span>S </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">6 elas são pouco <span class="_ _4"></span>menos de 17%, o <span class="_ _4"></span>que demonstra uma <span class="_ _4"></span>maior diculdade </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">para mulheres do s<span class="_ _8"></span>et<span class="_ _4"></span>or público em acel<span class="_ _4"></span>erarem e alcançarem post<span class="_ _3"></span>os mais </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">alt<span class="_ _4"></span>os em suas carreiras<span class="_ _4"></span>.</div><div class="t m2 x19 hb y7a fff fs5 fc2 sc0 ls0 ws0">Em outras <span class="_ _3"></span>palavras, quant<span class="_ _4"></span>o <span class="_ _4"></span>maior o <span class="_ _3"></span>nível hierárquico <span class="_ _3"></span>no setor <span class="_ _4"></span>público<span class="_ _4"></span>, </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">menor a pres<span class="_ _8"></span>ença de mulheres.</div><div class="t m7ae x19 hb y7c fff fs5 fc2 sc0 lse ws10">O <span class="_ _8"></span>Senado mostrou <span class="_ _8"></span>sua <span class="_ _8"></span>disposição em <span class="_ _8"></span>mudar<span class="_ _3"></span>, <span class="_ _8"></span>para <span class="_ _8"></span>mol<span class="_ _4"></span>dar <span class="_ _8"></span>um outro </div><div class="t m1be x3a hb y7d fff fs5 fc2 sc0 ls23 ws2c">futuro<span class="_ _3"></span>. <span class="_ _8"></span>A <span class="_ _8"></span>Casa <span class="_ _8"></span>tem sido <span class="_ _8"></span>ref<span class="_ _4"></span>erência <span class="_ _8"></span>na temática <span class="_ _8"></span>da <span class="_ _8"></span>equidade de <span class="_ _8"></span>gênero <span class="_ _8"></span>e </div><div class="t m7af x3a hb y7e fff fs5 fc2 sc0 lsd wsf">raça <span class="_ _4"></span>no <span class="_ _4"></span>setor <span class="_ _3"></span>público desde <span class="_ _4"></span>2011, <span class="_ _4"></span>após <span class="_ _4"></span>a <span class="_ _3"></span>ade<span class="_ _8"></span>são <span class="_ _4"></span>ao <span class="_ _4"></span>Programa <span class="_ _3"></span>Pró-Equidade </div><div class="t m7b0 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">– um <span class="_ _3"></span>programa do <span class="_ _3"></span>Governo <span class="_ _3"></span>Federal que <span class="_ _4"></span>busca <span class="_ _4"></span>gerar no<span class="_ _4"></span>v<span class="_ _4"></span>as <span class="_ _4"></span>concepções na </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">gestão de pe<span class="_ _8"></span>ssoas –, pel<span class="_ _4"></span>o qual já conquist<span class="_ _4"></span>ou três s<span class="_ _8"></span>el<span class="_ _4"></span>os de boas práticas<span class="_ _4"></span>. </div><div class="t m7b1 x3a h1a y193 ff1c fs2 fc2 sc0 ls26 ws32">74<span class="ls0 ws0"> <span class="_ _1e"> </span><span class="ff21 ls21 ws27">Senado <span class="_ _8"></span>lança segunda <span class="_ _8"></span>edição do plano <span class="_ _8"></span>de equidade <span class="_ _8"></span>– 22/10/2021 <span class="_ _8"></span>– Y<span class="_ _4"></span>ouT<span class="_ _3"></span>ube. <span class="_ _8"></span>Disponível </span></span></div><div class="t m2 x1e h1a y1b1 ff1e fs2 fc2 sc0 ls0 ws0">em<span class="ff1c">: <span class="ff21">hps://www<span class="_ _3"></span>.youtube.com/wat<span class="_ _4"></span>ch?v=L1GfUryCoGg<span class="ff1c">.</span></span></span></div><div class="t m7b2 x3a h1a y188 ff1c fs2 fc2 sc0 ls20 ws50">75<span class="ls1f ws66"> <span class="_ _1e"> </span>Disponível em: <span class="ff21 ws56">WEF_GGGR_2021.pdf (weforum.org)</span> – <span class="ff21 ws56">hps<span class="_ _4"></span>://www3.<span class="_ _4"></span>weforum.org/docs/</span></span></div><div class="t m2 x1e h1a y194 ff21 fs2 fc2 sc0 ls0 ws0">WEF_GGGR_2021.pdf<span class="_ _3"></span>.<span class="ff1c"> </span></div><div class="t m2 x3a h1a y195 ff1c fs2 fc2 sc0 ls0 ws0">76 <span class="_ _1e"> </span>Disponível em: <span class="ff21">hps://www<span class="_ _4"></span>.ipea.gov<span class="_ _5"></span>.br/atlasestado/.<span class="ff1c"> </span></span></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">178</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m7b3 x19 hb y6a fff fs5 fc2 sc0 lsf ws11">Em <span class="_ _8"></span>2019, o <span class="_ _8"></span>Senado <span class="_ _8"></span>tev<span class="_ _3"></span>e <span class="_ _8"></span>a <span class="_ _8"></span>iniciativ<span class="_ _4"></span>a <span class="_ _8"></span>de instituir <span class="_ _8"></span>o <span class="_ _8"></span>s<span class="_ _8"></span>eu próprio <span class="_ _8"></span>Plano </div><div class="t m7b4 x3a hb y86 fff fs5 fc2 sc0 ls7 ws9">de <span class="_ _8"></span>Equidade de <span class="_ _8"></span>Gênero <span class="_ _8"></span>e Raça,</div><div class="t m7b5 xae h18 y172 ff1b fs9 fc2 sc0 ls3e ws4f">77</div><div class="t m7b4 xde hb y86 fff fs5 fc2 sc0 ls7 ws9"> <span class="_ _8"></span>f<span class="_ _3"></span>omentando <span class="_ _8"></span>a <span class="_ _8"></span>busca por <span class="_ _8"></span>um <span class="_ _8"></span>ambiente </div><div class="t m2 x3a hb y87 fff fs5 fc2 sc0 ls0 ws0">organizacional que prime <span class="_ _4"></span>pel<span class="_ _4"></span>os v<span class="_ _3"></span>alores da equidade<span class="_ _3"></span>, do antirracismo e do </div><div class="t m7b6 x3a hb y88 fff fs5 fc2 sc0 ls10 ws12">respeito à <span class="_ _8"></span>diversidade<span class="_ _3"></span>. <span class="_ _8"></span>A <span class="_ _8"></span>primeira edição <span class="_ _8"></span>do <span class="_ _8"></span>plano<span class="_ _4"></span>, <span class="_ _8"></span>para o <span class="_ _8"></span>biênio <span class="_ _8"></span>2019-</div><div class="t m78d x3a hb y89 fff fs5 fc2 sc0 ls7 ws9">2021, <span class="_ _8"></span>al<span class="_ _4"></span>cançou re<span class="_ _8"></span>sultados <span class="_ _8"></span>altamente satisf<span class="_ _4"></span>at<span class="_ _4"></span>órios, com <span class="_ _8"></span>86% <span class="_ _8"></span>das metas </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">cumpridas<span class="_ _4"></span>.</div><div class="t m7b7 x19 hb y6c fff fs5 fc2 sc0 lsb wsd">O <span class="_ _4"></span>2º <span class="_ _4"></span>Plano <span class="_ _3"></span>de Equidade <span class="_ _3"></span>para o <span class="_ _3"></span>período de <span class="_ _3"></span>2021-2023 f<span class="_ _3"></span>oi <span class="_ _4"></span>lançado <span class="_ _4"></span>em <span class="_ _4"></span>ou<span class="ls0 ws0">-</span></div><div class="t m1e0 x3a hb y6d fff fs5 fc2 sc0 lsb wsd">tubro <span class="_ _3"></span>de 2021 <span class="_ _3"></span>e encontra-se <span class="_ _3"></span>alinhado com <span class="_ _3"></span>os Objetiv<span class="_ _4"></span>os <span class="_ _4"></span>do <span class="_ _3"></span>De<span class="_ _8"></span>senvolviment<span class="_ _3"></span>o </div><div class="t m7b8 x3a hb y6e fff fs5 fc2 sc0 ls22 ws2b">Sustentável <span class="_ _3"></span>(ODS), denidos <span class="_ _3"></span>pela A<span class="_ _3"></span>genda 2030 <span class="_ _3"></span>da ONU<span class="_ _3"></span>, e <span class="_ _3"></span>com os <span class="_ _4"></span>Objetivos </div><div class="t m7b9 x3a hb y6f fff fs5 fc2 sc0 ls5 ws6">Estratégicos do <span class="_ _4"></span>Senado <span class="_ _4"></span>Federal. No <span class="_ _3"></span>total, <span class="_ _3"></span>possui 26 <span class="_ _4"></span>objetivos, <span class="_ _3"></span>distribuídos </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">em cinco <span class="_ _3"></span>temas: Comunicação<span class="_ _4"></span>, <span class="_ _4"></span>Educação<span class="_ _4"></span>, Cultura <span class="_ _3"></span>Organizacional, Gestão </div><div class="t m7ba x3a hb y71 fff fs5 fc2 sc0 lsc wse">e <span class="_ _8"></span>Saúde<span class="_ _3"></span>. <span class="_ _8"></span>Dentro do <span class="_ _8"></span>eixo <span class="_ _8"></span>temático de <span class="_ _8"></span>Gestão, um <span class="_ _8"></span>dos <span class="_ _8"></span>objetivos<span class="_ _4"></span> <span class="_ _8"></span>é instituir </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">o Programa de <span class="_ _4"></span>Liderança para as Mulheres, de responsabilidade conjunta </div><div class="t m7bb x3a hb y73 fff fs5 fc2 sc0 ls7 ws9">do <span class="_ _8"></span>ILB e <span class="_ _8"></span>do <span class="_ _8"></span>Comitê <span class="_ _8"></span>de Equidade, com <span class="_ _8"></span>dois <span class="_ _8"></span>resultados-chave e<span class="_ _8"></span>sperados: </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">realizar mais <span class="_ _8"></span>uma turma de <span class="_ _8"></span>ment<span class="_ _4"></span>oria para <span class="_ _8"></span>mulheres ocupante<span class="_ _8"></span>s de <span class="_ _8"></span>chea </div><div class="t m7bc x3a hb y75 fff fs5 fc2 sc0 ls9 wsb">ou <span class="_ _4"></span>função comissionada <span class="_ _3"></span>e pr<span class="_ _4"></span>omov<span class="_ _4"></span>er <span class="_ _4"></span>um curso <span class="_ _3"></span>de Liderança <span class="_ _3"></span>para mulheres </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">pardas e pretas não ocupantes de função comissionada.</div><div class="t m770 x19 hb y77 fff fs5 fc2 sc0 ls9 wsb">Este <span class="_ _4"></span>capítul<span class="_ _4"></span>o <span class="_ _4"></span>tem por <span class="_ _3"></span>objetivo <span class="_ _4"></span>relatar o <span class="_ _3"></span>surgimento <span class="_ _3"></span>da ideia <span class="_ _3"></span>e a <span class="_ _4"></span>criação </div><div class="t m7bd x3a hb y78 fff fs5 fc2 sc0 ls4 ws5">do <span class="_ _8"></span>Programa de <span class="_ _8"></span>Ment<span class="_ _3"></span>oria <span class="_ _8"></span>Liderança <span class="_ _8"></span>Corajosa e <span class="_ _8"></span>Gentil <span class="_ _8"></span>para s<span class="_ _8"></span>ervidoras do </div><div class="t m2 x3a hb y79 fff fs5 fc2 sc0 ls0 ws0">Senado Federal, <span class="_ _3"></span>s<span class="_ _8"></span>eu <span class="_ _4"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento <span class="_ _4"></span>e os <span class="_ _3"></span>re<span class="_ _8"></span>sultados <span class="_ _4"></span>atingidos em <span class="_ _3"></span>2020-</div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">2021. </div><div class="t m77 x3a h1a y186 ff1c fs2 fc2 sc0 ls6 ws8">77<span class="ls63 ws8b"> <span class="_ _a4"> </span>Disponível em: <span class="ff21 ws4c">hps://www12.senado.leg.br/ins<span class="_ _4"></span>tucional/responsabilidade-social/equidade/</span></span></div><div class="t m2 x1e h1a y187 ff21 fs2 fc2 sc0 ls0 ws0">pages/plano-de-equidade.<span class="ff1c"> </span></div><div class="t m7be x3a h1a y155 ff1c fs2 fc2 sc0 ls20 ws50">78<span class="ls1f ws66"> <span class="_ _1e"> </span>Nunes, M.<span class="_ _3"></span>T<span class="_ _5"></span>. <span class="ff21 ws56">Indicadores de <span class="_ _8"></span>gênero e <span class="_ _8"></span>raça do <span class="_ _8"></span>Senado em <span class="_ _8"></span>2021</span>. Intr<span class="_ _4"></span>anet. Senado Feder<span class="_ _4"></span>al, </span></div><div class="t m2 x1e h1a y156 ff1d fs2 fc2 sc0 ls0 ws0">2021. Disponível em: <span class="_ _8"></span><span class="ff21">hps://in<span class="_ _4"></span>tranet.senado.leg.br/nocias/materias/2021/10/indicado-</span></div><div class="t m2 x1e h1a y157 ff21 fs2 fc2 sc0 ls0 ws0">res-de-genero-e-raca-do-senado-em-2021<span class="ff1d">. Acesso em 10 f<span class="_ _4"></span>ev<span class="_ _5"></span>. 2022.</span></div><div class="t m2 x3a h19 y7d ff11 fs1 fc8 sc0 ls0 ws0">SITU<span class="_ _5"></span>AÇÃ<span class="_ _5"></span>O A<span class="_ _3"></span>TU<span class="_ _5"></span>AL NO SENADO</div><div class="t m2 x19 hb y7f fff fs5 fc2 sc0 ls0 ws0">Segundo Nunes (2021):</div><div class="t m2 x23 h18 y29b ff1b fs9 fc2 sc0 ls0 ws0">78</div><div class="t m2 xcd hb y7f ff10 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m2 x4d hb y80 fff fs5 fc2 sc0 ls0 ws0">Em reuniões ou <span class="_ _3"></span>encontros inf<span class="_ _3"></span>ormais no <span class="_ _4"></span>trabalho<span class="_ _4"></span>, é <span class="_ _3"></span>comum </div><div class="t mdf x4e hb y38c fff fs5 fc2 sc0 ls5 ws6">ouvir <span class="_ _4"></span>frase<span class="_ _8"></span>s do <span class="_ _3"></span>tipo: “as <span class="_ _3"></span>mulhere<span class="_ _8"></span>s estão <span class="_ _4"></span>no <span class="_ _4"></span>poder!” ou <span class="_ _3"></span>“as mu<span class="ls0 ws0">-</span></div><div class="t m249 x4e hb y38d fff fs5 fc2 sc0 ls8 wsa">lheres v<span class="_ _4"></span>enceram!”, <span class="_ _4"></span>muitas <span class="_ _4"></span>vezes <span class="_ _4"></span>prof<span class="_ _3"></span>eridas por <span class="_ _3"></span>colegas <span class="_ _4"></span>homens </div><div class="t m22e x4e hb y38e fff fs5 fc2 sc0 lsc wse">por s<span class="_ _8"></span>e <span class="_ _8"></span>basearem <span class="_ _8"></span>em percepçõe<span class="_ _8"></span>s do <span class="_ _8"></span>s<span class="_ _8"></span>enso comum, <span class="_ _8"></span>por terem </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">179</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m7bf x4e hb y366 fff fs5 fc2 sc0 lse ws10">uma <span class="_ _8"></span>chef<span class="_ _3"></span>e <span class="_ _8"></span>mulher <span class="_ _8"></span>ou, ainda, <span class="_ _8"></span>por <span class="_ _8"></span>identicarem algumas <span class="_ _8"></span>mu<span class="ls0 ws0">-</span></div><div class="t m7c0 x4e hb y367 fff fs5 fc2 sc0 ls23 ws2c">lheres <span class="_ _8"></span>em <span class="_ _8"></span>cargos <span class="_ _8"></span>de poder<span class="_ _3"></span>. <span class="_ _8"></span>De <span class="_ _8"></span>f<span class="_ _3"></span>ato<span class="_ _3"></span>, <span class="_ _8"></span>o <span class="_ _8"></span>Senado Federal <span class="_ _8"></span>já <span class="_ _8"></span>te<span class="_ _4"></span>ve </div><div class="t m7c1 x4e hb y368 fff fs5 fc2 sc0 lsd wsf">mulheres em <span class="_ _3"></span>postos <span class="_ _3"></span>chaves de <span class="_ _3"></span>poder <span class="_ _4"></span>por <span class="_ _4"></span>l<span class="_ _4"></span>ongos <span class="_ _3"></span>anos, como <span class="_ _3"></span>são </div><div class="t m2 x4e hb y369 fff fs5 fc2 sc0 ls0 ws0">exempl<span class="_ _4"></span>os Maria <span class="_ _8"></span>Rondon, na <span class="_ _8"></span>então Secretaria <span class="_ _8"></span>de Recursos <span class="_ _8"></span>Hu-</div><div class="t m362 x4e hb y36a fff fs5 fc2 sc0 ls5 ws6">manos, <span class="_ _4"></span>e Sarah <span class="_ _3"></span>Abrahão e <span class="_ _3"></span>Sara Figueiredo<span class="_ _4"></span>, <span class="_ _4"></span>na <span class="_ _4"></span>Secretaria-Geral </div><div class="t m13c x4e hb y38f fff fs5 fc2 sc0 ls8 wsa">da <span class="_ _4"></span>Mesa. P<span class="_ _3"></span>orém, o <span class="_ _4"></span>Senado<span class="_ _4"></span>, <span class="_ _4"></span>na <span class="_ _4"></span>virada <span class="_ _4"></span>do <span class="_ _4"></span>mil<span class="_ _4"></span>ênio<span class="_ _4"></span>, <span class="_ _4"></span>já <span class="_ _4"></span>caminhando </div><div class="t m2 x4e hb y390 fff fs5 fc2 sc0 ls0 ws0">para os seus 200 anos de existência, ainda não tinha tido uma </div><div class="t m2 x4e hb y391 fff fs5 fc2 sc0 ls0 ws0">diret<span class="_ _4"></span>ora-geral. (...)</div><div class="t m7c2 x19 hb y6d fff fs5 fc2 sc0 ls8 wsa">Os <span class="_ _4"></span>dados <span class="_ _4"></span>do <span class="_ _4"></span>perl <span class="_ _4"></span>funcional <span class="_ _4"></span>dos(as) <span class="_ _4"></span>colaboradores(as) do <span class="_ _3"></span>Senado Fede<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">ral, data-base outubro de <span class="_ _4"></span>2021, seguem a mesma tendência apresentada </div><div class="t m7c3 x3a hb y6f fff fs5 fc2 sc0 ls8 wsa">anteriormente <span class="_ _4"></span>pel<span class="_ _4"></span>os <span class="_ _4"></span>indicadores de <span class="_ _3"></span>2014, 2016 <span class="_ _4"></span>e <span class="_ _4"></span>2018, <span class="_ _4"></span>ou <span class="_ _4"></span>seja, um <span class="_ _3"></span>quadro </div><div class="t m7c4 x3a hb y70 fff fs5 fc2 sc0 lsc wse">ef<span class="_ _4"></span>etivo majoritariamente <span class="_ _8"></span>masculino <span class="_ _8"></span>e branco, inclusive na <span class="_ _8"></span>ocupação <span class="_ _8"></span>das </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">funções comissionadas.</div><div class="t m2 x19 hb y72 fff fs5 fc2 sc0 ls0 ws0">O Senado <span class="_ _3"></span>Federal possui bons <span class="_ _3"></span>índice<span class="_ _8"></span>s, quando <span class="_ _3"></span>comparado com outras </div><div class="t m189 x3a hb y73 fff fs5 fc2 sc0 lsf ws11">instituições <span class="_ _8"></span>públicas, <span class="_ _8"></span>no <span class="_ _8"></span>que <span class="_ _8"></span>tange à <span class="_ _8"></span>equidade <span class="_ _8"></span>de <span class="_ _8"></span>gênero na <span class="_ _8"></span>liderança. </div><div class="t m7c5 x3a hb y74 fff fs5 fc2 sc0 ls8 wsa">Entendemos <span class="_ _4"></span>que <span class="_ _4"></span>ess<span class="_ _8"></span>e <span class="_ _4"></span>av<span class="_ _4"></span>anço <span class="_ _4"></span>se de<span class="_ _3"></span>ve ao <span class="_ _3"></span>empenho da <span class="_ _3"></span>atual gestão da <span class="_ _3"></span>Casa </div><div class="t m4db x3a hb y75 fff fs5 fc2 sc0 ls22 ws2b">em <span class="_ _4"></span>buscar <span class="_ _4"></span>maior <span class="_ _4"></span>equidade <span class="_ _4"></span>de <span class="_ _4"></span>gênero <span class="_ _4"></span>e <span class="_ _4"></span>de <span class="_ _4"></span>raça <span class="_ _4"></span>na <span class="_ _4"></span>ocupação <span class="_ _4"></span>dess<span class="_ _8"></span>es cargos<span class="_ _3"></span>.</div><div class="t mb7 x3a h1e y392 fff fsb fc2 sc0 ls0 ws0">Fonte: <span class="ff1f">https://intranet.senado.l<span class="_ _4"></span>eg.br/noticias/document<span class="_ _4"></span>os/indicadores-out-2021.pdf/.</span></div><div class="t m580 x19 hb y83 fff fs5 fc2 sc0 lse ws10">Os <span class="_ _8"></span>grácos acima <span class="_ _8"></span>nos <span class="_ _8"></span>mostram <span class="_ _8"></span>que a <span class="_ _8"></span>proporção <span class="_ _8"></span>atual de <span class="_ _8"></span>homens <span class="_ _8"></span>e </div><div class="t m6c5 x3a hb y84 fff fs5 fc2 sc0 lsd wsf">mulheres entre <span class="_ _3"></span>s<span class="_ _8"></span>ervidores ocupantes das <span class="_ _3"></span>funçõe<span class="_ _8"></span>s <span class="_ _3"></span>comissionadas no <span class="_ _3"></span>Senado </div><div class="t m7c6 x3a hb y85 fff fs5 fc2 sc0 ls9 wsb">Federal <span class="_ _4"></span>é de <span class="_ _3"></span>69% para <span class="_ _3"></span>31%. Essa <span class="_ _4"></span>é <span class="_ _4"></span>aproximadamente <span class="_ _3"></span>a mesma proporção </div><div class="t m2 x2d h41 y393 ff29 fs1e fc2 sc0 ls64 ws0">Gráco 10 - P<span class="_ _4"></span>erl de colaboradores(as) </div><div class="t m2 x2d h41 y394 ff29 fs1e fc2 sc0 ls64 ws0">ocupantes de FC, por tipo de FC e sex<span class="_ _4"></span>o</div><div class="t m2 xe2 h42 y395 ff2a fs1f fc2 sc0 ls0 ws0">Mulheres<span class="_ _a5"> </span>Homens</div><div class="t m2 x61 h43 y396 ff29 fs1f fc2 sc0 ls65 ws8c">FC-1</div><div class="t m2 x9f h44 y397 ff2b fs20 fc2 sc0 ls66 ws8d">34%</div><div class="t m2 x96 h44 y398 ff2b fs20 fc2 sc0 ls66 ws8d">66%</div><div class="t m2 x7d h45 y399 ff29 fs20 fc2 sc0 ls67 ws0">FC-4 + </div><div class="t m2 xe7 h45 y39a ff29 fs20 fc2 sc0 ls67 ws8e">SF-3</div><div class="t m2 xe8 h44 y39b ff2b fs20 fc2 sc0 ls66 ws8d">73%</div><div class="t m2 xe9 h44 y39c ff2b fs20 fc2 sc0 ls66 ws8d">28%</div><div class="t m2 xea h43 y39d ff29 fs1f fc2 sc0 ls65 ws8c">FC-3</div><div class="t m2 xd9 h44 y39e ff2b fs20 fc2 sc0 ls66 ws8d">74%</div><div class="t m2 xe6 h44 y39f ff2b fs20 fc2 sc0 ls66 ws8d">26%</div><div class="t m2 xeb h43 y39d ff29 fs1f fc2 sc0 ls65 ws8c">FC-2</div><div class="t m2 x6e h44 y3a0 ff2b fs20 fc2 sc0 ls66 ws8d">66%</div><div class="t m2 x15 h44 y3a1 ff2b fs20 fc2 sc0 ls66 ws8d">34%</div><div class="t m2 x68 h43 y39d ff29 fs1f fc2 sc0 ls65 ws8c">FC-5</div><div class="t m2 x6c h44 y3a2 ff2b fs20 fc2 sc0 ls66 ws8d">50%<span class="_ _a6"> </span>50%</div><div class="t m2 x8d h41 y3a3 ff29 fs1e fc2 sc0 ls64 ws0">Gráco 9 - P<span class="_ _4"></span>erl de </div><div class="t m2 xec h41 y3a4 ff29 fs1e fc2 sc0 ls64 ws0">colaboradores(as) ef<span class="_ _4"></span>etivas(os) por </div><div class="t m2 x92 h41 y3a5 ff29 fs1e fc2 sc0 ls64 ws0">função comissionada (FC) e sexo</div><div class="t m2 x71 h42 y3a6 ff2a fs1f fc2 sc0 ls0 ws0">Mulheres<span class="_ _a5"> </span>Homens</div><div class="t m2 xd0 h46 y3a7 ff2b fs21 fc2 sc0 ls68 ws8f">69%</div><div class="t m2 x86 h46 y3a8 ff2b fs21 fc0 sc0 ls68 ws8f">31%</div><div class="c x6 y3a9 we h47"><div class="t m2 xed h48 y3aa ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">0 (0%)</span><span class="_ _18"> </span><span class="fc3 sc0">0 (0%)</span><span class="_ _18"> </span><span class="fc3 sc0">0 (0%)</span><span class="_ _a7"> </span><span class="fc3 sc0">0 (0%)</span><span class="_ _18"> </span><span class="fc3 sc0">0 (0%)</span><span class="_ _60"> </span><span class="fc3 sc0">0 (0%)</span></div><div class="t m2 x2d h48 y3ab ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">3 (37,5%)</span></div><div class="t m2 xe9 h49 y3ac ff2a fs23 fca sc0 ls69 ws0"><span class="fc3 sc0">4 (50%)</span></div><div class="t m2 xee h49 y3ad ff2a fs23 fc2 sc0 ls0 ws0"><span class="fc3 sc0">1</span></div><div class="t m2 xee h49 y3ae ff2a fs23 fc2 sc0 ls0 ws0"><span class="fc3 sc0">0</span></div><div class="t m2 xee h49 y3af ff2a fs23 fc2 sc0 ls0 ws0"><span class="fc3 sc0">2</span></div><div class="t m2 xee h49 y3b0 ff2a fs23 fc2 sc0 ls0 ws0"><span class="fc3 sc0">3</span></div><div class="t m2 xee h49 y3b1 ff2a fs23 fc2 sc0 ls0 ws0"><span class="fc3 sc0">4</span></div><div class="t m2 xef h49 y3b2 ff2a fs23 fca sc0 ls0 ws0"><span class="fc3 sc0">1</span><span class="_ _a8"> </span><span class="fc3 sc0">2</span><span class="_ _a8"> </span><span class="fc3 sc0">3</span><span class="_ _a8"> </span><span class="fc3 sc0">4</span><span class="_ _a8"> </span><span class="fc3 sc0">5</span><span class="_ _a8"> </span><span class="fc3 sc0">6</span><span class="_ _a8"> </span><span class="fc3 sc0">7</span><span class="_ _a8"> </span><span class="fc3 sc0">8</span></div><div class="t m2 xf0 h49 y3b3 ff2a fs23 fc2 sc0 ls0 ws0"><span class="fc3 sc0">1</span></div><div class="t m2 xf0 h49 y3b4 ff2a fs23 fc2 sc0 ls0 ws0"><span class="fc3 sc0">0</span></div><div class="t m2 xf0 h49 y3b5 ff2a fs23 fc2 sc0 ls0 ws0"><span class="fc3 sc0">2</span></div><div class="t m2 xf0 h49 y3b6 ff2a fs23 fc2 sc0 ls0 ws0"><span class="fc3 sc0">3</span></div><div class="t m2 xf0 h49 y3b7 ff2a fs23 fc2 sc0 ls0 ws0"><span class="fc3 sc0">4</span></div><div class="t m2 xf1 h48 y3b8 ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">0 (0%)</span></div><div class="t m2 x92 h49 y3b9 ff2a fs23 fca sc0 ls0 ws0"><span class="fc3 sc0">1</span></div><div class="t m2 x70 h48 y3b8 ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">0 (0%)</span></div><div class="t m2 xe3 h49 y3b9 ff2a fs23 fca sc0 ls0 ws0"><span class="fc3 sc0">2</span></div><div class="t m2 x25 h48 y3b8 ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">0 (0%)</span></div><div class="t m2 xf2 h49 y3b9 ff2a fs23 fca sc0 ls0 ws0"><span class="fc3 sc0">3</span></div><div class="t m2 x1f h48 y3b8 ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">0 (0%)</span></div><div class="t m2 x42 h49 y3b9 ff2a fs23 fca sc0 ls0 ws0"><span class="fc3 sc0">4</span></div><div class="t m2 x1c h48 y3ba ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">4 </span></div><div class="t m2 x9a h48 y3bb ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">(50%)</span></div><div class="t m2 xf3 h49 y3b9 ff2a fs23 fca sc0 ls0 ws0"><span class="fc3 sc0">5</span></div><div class="t m2 xf4 h48 y3bc ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">2 </span></div><div class="t m2 x95 h48 y3bd ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">(25%)</span></div><div class="t m2 xf5 h49 y3b9 ff2a fs23 fca sc0 ls0 ws0"><span class="fc3 sc0">7</span></div><div class="t m2 xf6 h48 y3bc ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">2 </span></div><div class="t m2 x8b h48 y3bd ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">(25%)</span></div><div class="t m2 xeb h49 y3b9 ff2a fs23 fca sc0 ls0 ws0"><span class="fc3 sc0">7</span></div><div class="t m2 x2e h48 y3b8 ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">0 (0%)</span></div><div class="t m2 xd9 h49 y3b9 ff2a fs23 fca sc0 ls0 ws0"><span class="fc3 sc0">7</span></div><div class="t m2 xf7 h48 y3b8 ff2a fs22 fca sc0 ls0 ws0"><span class="fc3 sc0">0 (0%)</span></div><div class="t m2 x78 h49 y3b9 ff2a fs23 fca sc0 ls0 ws0"><span class="fc3 sc0">7</span></div><div class="t m2 xf8 h4a y3be ff2a fs24 fc2 sc0 ls6a ws0"><span class="fc3 sc0">No ger</span><span class="fc3 sc0">al</span><span class="fc3 sc0">, c</span><span class="fc3 sc0">omo me per</span><span class="_ _4"></span><span class="fc3 sc0">c</span><span class="fc3 sc0">ebo em t</span><span class="fc3 sc0">er</span><span class="fc3 sc0">mos de habilidades de lider</span><span class="fc3 sc0">ança?</span></div><div class="t m2 xf8 h4b y3bf ff2a fs21 fc2 sc0 ls6b ws0"><span class="fc3 sc0">8 r</span><span class="fc3 sc0">espostas</span></div></div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">180</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
<div id="pfb6" class="pf wa h0" data-page-no="b6"><div class="pc pcb6 wa h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m7c7 x3a hb y6a fff fs5 fc2 sc0 lse ws10">de <span class="_ _8"></span>homens e <span class="_ _8"></span>mulhere<span class="_ _8"></span>s no <span class="_ _8"></span>quadro <span class="_ _8"></span>geral de <span class="_ _8"></span>s<span class="_ _8"></span>ervidores <span class="_ _8"></span>ef<span class="_ _4"></span>etivos<span class="_ _3"></span>. <span class="_ _8"></span>Por e<span class="_ _8"></span>sse </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">ângul<span class="_ _4"></span>o<span class="_ _4"></span>, entendemos que já há equidade de gênero na Casa. </div><div class="t m5e3 x19 hb y87 fff fs5 fc2 sc0 lsa wsc">Apesar disso<span class="_ _3"></span>, outro <span class="_ _3"></span>aspecto <span class="_ _3"></span>importante a <span class="_ _3"></span>s<span class="_ _8"></span>er <span class="_ _3"></span>considerado nesta questão </div><div class="t m416 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">é que <span class="_ _3"></span>muitas das <span class="_ _3"></span>s<span class="_ _8"></span>ervidoras ocupantes <span class="_ _4"></span>dessas posições não <span class="_ _4"></span>se sentem se-</div><div class="t me0 x3a hb y89 fff fs5 fc2 sc0 lsa wsc">guras <span class="_ _4"></span>e <span class="_ _4"></span>f<span class="_ _3"></span>ortalecidas <span class="_ _3"></span>para o <span class="_ _3"></span>exercício da <span class="_ _3"></span>função. <span class="_ _3"></span>Prepará-las adequadamente </div><div class="t m7c8 x3a hb y6b fff fs5 fc2 sc0 lse ws10">contribui <span class="_ _8"></span>para fomentar a <span class="_ _8"></span>equidade <span class="_ _8"></span>de gênero <span class="_ _8"></span>na <span class="_ _8"></span>liderança. <span class="_ _8"></span>E torna-se,<span class="_ _4"></span> </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">portant<span class="_ _4"></span>o<span class="_ _4"></span>, uma necessidade.</div><div class="t m2 x3a h1a y186 ff1c fs2 fc2 sc0 ls0 ws0">79<span class="ws6a"> <span class="_ _1e"> </span>SANDBERG, Sheryl. </span><span class="ff21">Faça acont<span class="_ _4"></span>ecer:<span class="ff1c ws6a"> mulheres, tr<span class="_ _4"></span>abalho e a vont<span class="_ _4"></span>ade de liderar<span class="_ _6"></span>. 1ª ed. São </span></span></div><div class="t m2 x1e h1a y187 ff1d fs2 fc2 sc0 ls0 ws0">Paulo: Companhia das Letr<span class="_ _4"></span>as, 2013.</div><div class="t m30 x3a h1a y155 ff1d fs2 fc2 sc0 ls54 ws76">80<span class="ff1c ls4b ws26"> <span class="_ _1d"> </span>Fonte: pesquisa Bain/Link<span class="_ _3"></span>edin sobre igualdade entre os se<span class="_ _4"></span>xos. Disponív<span class="_ _4"></span>el em: <span class="ff21 ws6a">hps://www<span class="_ _3"></span>.</span></span></div><div class="t m7c9 x1e h4c y156 ff21 fs2 fc2 sc0 ls0 ws0">bain.com/con<span class="_ _4"></span>tent<span class="_ _4"></span>assets/e4f<span class="_ _4"></span>cb1f4478f49658dacdbcfe326b07e/bain_link<span class="_ _3"></span>edin_liderancafe-</div><div class="t m2 x1e h1a y157 ff21 fs2 fc2 sc0 ls0 ws0">minina_sematalhos.pdf<span class="_ _3"></span>.<span class="ff1c"> </span></div><div class="t m2 x3a h19 y6f ff11 fs1 fc8 sc0 ls0 ws0">O SURGIMENTO DO PROGRAMA</div><div class="t m2 x19 hb y71 fff fs5 fc2 sc0 ls0 ws0">Segundo Sheryl <span class="_ _4"></span>Sandberg em <span class="_ _4"></span>seu livro <span class="ff1f ws60">Faça acontecer: mulheres, tra<span class="ws0">-</span></span></div><div class="t m1b6 x3a hb y72 ff1f fs5 fc2 sc0 lse ws31">balho e a vontade de liderar<span class="fff ls0 ws0">,</span></div><div class="t m1b6 x1c h18 y298 ff1b fs9 fc2 sc0 ls42 ws57">79</div><div class="t m1b6 xc2 hb y72 fff fs5 fc2 sc0 lse ws10"> <span class="_ _8"></span>um relatório interno <span class="_ _8"></span>da <span class="_ _8"></span>Hewll<span class="_ _4"></span>et <span class="_ _8"></span>P<span class="_ _3"></span>ackard<span class="_ _4"></span> </div><div class="t m2d8 x3a hb y73 fff fs5 fc2 sc0 ls4 ws5">diz <span class="_ _8"></span>que “as <span class="_ _8"></span>mulheres <span class="_ _8"></span>só <span class="_ _8"></span>se <span class="_ _8"></span>candidatam <span class="_ _8"></span>a nov<span class="_ _4"></span>as <span class="_ _8"></span>funções <span class="_ _8"></span>se <span class="_ _8"></span>acharem <span class="_ _8"></span>que </div><div class="t m7ca x3a hb y74 fff fs5 fc2 sc0 lsf ws11">atendem <span class="_ _8"></span>integralmente a <span class="_ _8"></span>todos os <span class="_ _8"></span>critérios <span class="_ _8"></span>arrolados; já <span class="_ _8"></span>os <span class="_ _8"></span>homens <span class="_ _8"></span>se </div><div class="t m7cb x3a hb y75 fff fs5 fc2 sc0 lsa wsc">candidatam <span class="_ _4"></span>se acharem <span class="_ _3"></span>que atendem <span class="_ _3"></span>a 60% <span class="_ _3"></span>dos requisit<span class="_ _3"></span>os”. Essa <span class="_ _3"></span>diferença </div><div class="t m7cc x3a hb y76 fff fs5 fc2 sc0 lsa wsc">tem <span class="_ _4"></span>um <span class="_ _4"></span>enorme <span class="_ _4"></span>ef<span class="_ _4"></span>eit<span class="_ _4"></span>o <span class="_ _4"></span>cascata. <span class="_ _3"></span>As mulheres precisam <span class="_ _3"></span>parar de <span class="_ _3"></span>pensar “Não </div><div class="t m6ea x3a hb y77 fff fs5 fc2 sc0 ls23 ws2c">estou preparada <span class="_ _8"></span>para <span class="_ _8"></span>f<span class="_ _3"></span>azer <span class="_ _8"></span>isso” <span class="_ _8"></span>e passar <span class="_ _8"></span>a <span class="_ _8"></span>pensar <span class="_ _8"></span>“Quero f<span class="_ _4"></span>azer isso <span class="_ _8"></span>– <span class="_ _8"></span>e </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">vou aprender f<span class="_ _3"></span>azendo!”.</div><div class="t m7cd x19 hb y79 fff fs5 fc2 sc0 ls9 wsb">Em <span class="_ _4"></span>comparação <span class="_ _4"></span>aos <span class="_ _4"></span>homens <span class="_ _4"></span>em <span class="_ _4"></span>meio <span class="_ _4"></span>de <span class="_ _4"></span>carreira, <span class="_ _4"></span>mulheres no <span class="_ _3"></span>me<span class="_ _8"></span>smo </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">cicl<span class="_ _4"></span>o têm:</div><div class="t m2 xf9 h18 y3c0 ff1b fs9 fc2 sc0 ls0 ws0">80</div><div class="t m2 x1d h27 y281 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y7b fff fs5 fc2 sc0 ls0 ws0">41% mais chance de <span class="_ _8"></span>acreditar que elas não têm <span class="_ _8"></span>as mesmas <span class="_ _8"></span>oportuni-</div><div class="t m2 x72 hb y7c fff fs5 fc2 sc0 ls0 ws0">dades de ascender na carreira como s<span class="_ _8"></span>eus pares;</div><div class="t m2 x1d h27 y3c1 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y7d fff fs5 fc2 sc0 ls0 ws0">16% mais chance de terem questionado, <span class="_ _4"></span>pel<span class="_ _4"></span>o menos uma v<span class="_ _4"></span>ez, a habi-</div><div class="t m2 x72 hb y7e fff fs5 fc2 sc0 ls0 ws0">lidade para serem bem-sucedidas;</div><div class="t m2 x1d h27 y200 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m7ce x72 hb y7f fff fs5 fc2 sc0 lsf ws11">20% <span class="_ _8"></span>mais chance <span class="_ _8"></span>de <span class="_ _8"></span>não <span class="_ _8"></span>se <span class="_ _8"></span>sentirem <span class="_ _8"></span>motivadas e <span class="_ _8"></span>inspiradas <span class="_ _8"></span>para o </div><div class="t m2 x72 hb y80 fff fs5 fc2 sc0 ls0 ws0">trabalho do dia a dia;</div><div class="t m2 x1d h27 y21d ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m6a7 x72 hb y81 fff fs5 fc2 sc0 ls5 ws6">40% <span class="_ _4"></span>mais chance <span class="_ _3"></span>de serem incapazes de <span class="_ _3"></span>lidar com <span class="_ _3"></span>o estre<span class="_ _8"></span>sse diário <span class="_ _4"></span>do </div><div class="t m2 x72 hb y82 fff fs5 fc2 sc0 ls0 ws0">trabalho<span class="_ _4"></span>, sem gerar grande<span class="_ _8"></span>s impact<span class="_ _4"></span>os sobre outras atividades;</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">181</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x1d h27 y282 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y6a fff fs5 fc2 sc0 ls0 ws0">38% mais <span class="_ _8"></span>chance de acreditarem <span class="_ _8"></span>que o volume e <span class="_ _8"></span>o ritmo <span class="_ _8"></span>de trabalho </div><div class="t m2 x72 hb y86 fff fs5 fc2 sc0 ls0 ws0">não são sucientes para receber uma promoção;</div><div class="t m2 x19 hb y87 fff fs5 fc2 sc0 ls0 ws0">Mesmo com t<span class="_ _3"></span>oda a sua competência, <span class="_ _4"></span>mulheres muitas v<span class="_ _4"></span>ezes duvidam </div><div class="t m7cf x3a hb y88 fff fs5 fc2 sc0 lsc wse">da <span class="_ _8"></span>sua capacidade <span class="_ _8"></span>e he<span class="_ _8"></span>sitam <span class="_ _8"></span>diante de <span class="_ _8"></span>um <span class="_ _8"></span>convite para <span class="_ _8"></span>assumir alguma </div><div class="t m29a x3a hb y89 fff fs5 fc2 sc0 ls5 ws6">função <span class="_ _4"></span>de liderança <span class="_ _3"></span>ou para <span class="_ _3"></span>s<span class="_ _8"></span>e manter <span class="_ _3"></span>na liderança. <span class="_ _3"></span>Há razões sociocultu<span class="ls0 ws0">-</span></div><div class="t mef x3a hb y6b fff fs5 fc2 sc0 ls9 wsb">rais <span class="_ _4"></span>para <span class="_ _4"></span>isso – <span class="_ _3"></span>e elas <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _4"></span>manif<span class="_ _4"></span>estam nas <span class="_ _3"></span>e<span class="_ _8"></span>statísticas mostradas <span class="_ _3"></span>acima, que </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">podem s<span class="_ _8"></span>er traduzidas, entre <span class="_ _8"></span>outras f<span class="_ _4"></span>ormas, nas <span class="_ _8"></span>v<span class="_ _3"></span>árias <span class="_ _8"></span>dicul<span class="_ _4"></span>dades <span class="_ _8"></span>típicas </div><div class="t m7d0 x3a hb y6d fff fs5 fc2 sc0 lsc wse">de <span class="_ _8"></span>mulheres <span class="_ _8"></span>na liderança, <span class="_ _8"></span>começando <span class="_ _8"></span>por <span class="_ _8"></span>comentários jocosos <span class="_ _8"></span>no <span class="_ _8"></span>meio </div><div class="t m2 x3a hb y6e fff fs5 fc2 sc0 ls0 ws0">de reuniões, passando pelo <span class="_ _4"></span>descrédito de al<span class="_ _3"></span>guns colegas, chegando até <span class="_ _4"></span>o </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">desre<span class="_ _8"></span>speit<span class="_ _4"></span>o e <span class="_ _3"></span>o assédio. <span class="_ _3"></span>É e<span class="_ _4"></span>vidente <span class="_ _4"></span>o quant<span class="_ _3"></span>o apoio<span class="_ _3"></span>, incentivo <span class="_ _3"></span>e orientação </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">podem impulsionar s<span class="_ _8"></span>ervidoras <span class="_ _8"></span>para a <span class="_ _8"></span>liderança e <span class="_ _8"></span>o quanto a <span class="_ _8"></span>f<span class="_ _3"></span>alta <span class="_ _8"></span>de pre-</div><div class="t m7d1 x3a hb y71 fff fs5 fc2 sc0 ls4 ws5">paro para <span class="_ _8"></span>lidar <span class="_ _8"></span>com as <span class="_ _8"></span>questões <span class="_ _8"></span>que surgem <span class="_ _8"></span>na <span class="_ _8"></span>liderança pode <span class="_ _8"></span>retraí-las </div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">ou paralisá-las<span class="_ _4"></span>.</div><div class="t m2 x19 hb y73 fff fs5 fc2 sc0 ls0 ws0">O Programa de <span class="_ _4"></span>Ment<span class="_ _4"></span>oria de Liderança surgiu <span class="_ _4"></span>como uma iniciativ<span class="_ _3"></span>a pio-</div><div class="t m7d2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">neira, com <span class="_ _8"></span>o <span class="_ _8"></span>objetivo de <span class="_ _8"></span>melhorar <span class="_ _8"></span>a realidade <span class="_ _8"></span>do Senado <span class="_ _8"></span>Federal <span class="_ _8"></span>no que </div><div class="t m238 x3a hb y75 fff fs5 fc2 sc0 ls23 ws2c">tange <span class="_ _8"></span>à equidade <span class="_ _8"></span>de <span class="_ _8"></span>gênero na <span class="_ _8"></span>ocupação <span class="_ _8"></span>de cargos <span class="_ _8"></span>de <span class="_ _8"></span>liderança, tendo </div><div class="t m2ba x3a hb y76 fff fs5 fc2 sc0 ls22 ws2b">como <span class="_ _4"></span>público-al<span class="_ _4"></span>vo <span class="_ _3"></span>as servidoras públicas <span class="_ _3"></span>do Senado <span class="_ _4"></span>ocupantes de <span class="_ _3"></span>funçõe<span class="_ _8"></span>s </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">comissionadas em cargos de liderança. </div><div class="t m7d3 x19 hb y78 fff fs5 fc2 sc0 ls8 wsa">Grandes empresas já <span class="_ _3"></span>têm pr<span class="_ _4"></span>ogramas <span class="_ _4"></span>estruturados e <span class="_ _3"></span>aplicaçõe<span class="_ _8"></span>s v<span class="_ _3"></span>ariadas </div><div class="t m7d4 x3a hb y79 fff fs5 fc2 sc0 lse ws10">de <span class="_ _8"></span>ment<span class="_ _3"></span>oria, <span class="_ _8"></span>atingindo, constantemente, re<span class="_ _8"></span>sultados <span class="_ _8"></span>de excelência com </div><div class="t m3b5 x3a hb y7a fff fs5 fc2 sc0 ls23 ws2c">programas de<span class="_ _8"></span>sse <span class="_ _8"></span>tipo<span class="_ _4"></span>. O <span class="_ _8"></span>s<span class="_ _8"></span>erviço público <span class="_ _8"></span>também <span class="_ _8"></span>precisav<span class="_ _3"></span>a <span class="_ _8"></span>se <span class="_ _8"></span>beneciar </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">desta forma de desenvolviment<span class="_ _3"></span>o de pe<span class="_ _8"></span>ssoas<span class="_ _3"></span>.</div><div class="t m7d5 x19 hb y7c fff fs5 fc2 sc0 ls23 ws2c">O <span class="_ _8"></span>programa surgiu <span class="_ _8"></span>como <span class="_ _8"></span>inov<span class="_ _3"></span>ação <span class="_ _8"></span>também <span class="_ _8"></span>ao propor <span class="_ _8"></span>o format<span class="_ _3"></span>o <span class="_ _8"></span>on<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">-line quando e<span class="_ _8"></span>stávamos em meio ao conjunto de incertezas <span class="_ _8"></span>trazidas pela </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">pandemia e adaptando-nos ao f<span class="_ _3"></span>ormato de trabalho remot<span class="_ _3"></span>o. </div><div class="t m1bc x19 hb y7f fff fs5 fc2 sc0 lsc wse">O <span class="_ _8"></span>projet<span class="_ _3"></span>o <span class="_ _8"></span>f<span class="_ _3"></span>oi <span class="_ _8"></span>apre<span class="_ _8"></span>sentado <span class="_ _8"></span>no programa <span class="_ _8"></span>Manhã de <span class="_ _8"></span>Ideias <span class="_ _8"></span>da <span class="_ _8"></span>Casa, em </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">setembro de 2020, <span class="_ _3"></span>e tev<span class="_ _3"></span>e t<span class="_ _4"></span>otal receptividade <span class="_ _4"></span>por parte <span class="_ _4"></span>da Diret<span class="_ _3"></span>oria-Geral, </div><div class="t m41a x3a hb y81 fff fs5 fc2 sc0 ls22 ws2b">que <span class="_ _4"></span>aut<span class="_ _4"></span>orizou <span class="_ _4"></span>a <span class="_ _4"></span>realização <span class="_ _4"></span>de <span class="_ _4"></span>uma <span class="_ _4"></span>turma <span class="_ _4"></span>pil<span class="_ _3"></span>oto <span class="_ _3"></span>ainda naquel<span class="_ _3"></span>e mesmo ano<span class="_ _3"></span>.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">182</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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KgmAABAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFKoJAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhWoCAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAoFABAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBAoQIAoFABAEChAgCQXDVBFl/7jQAAO8bsRkjBhwoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAd1tnEBAvSGmUtQAAAABJRU5ErkJggg=="/><div class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws0">ALINHAMENTO ESTRA<span class="_ _5"></span>TÉGICO DO PROGRAMA </div><div class="t m709 x19 hb y87 fff fs5 fc2 sc0 ls22 ws2b">Este <span class="_ _4"></span>programa <span class="_ _4"></span>f<span class="_ _3"></span>oi criado <span class="_ _3"></span>em consonância <span class="_ _4"></span>com <span class="_ _4"></span>os <span class="_ _4"></span>seguinte<span class="_ _8"></span>s <span class="_ _4"></span>normativos </div><div class="t m2 x3a hb y88 fff fs5 fc2 sc0 ls0 ws0">do Senado Federal: </div><div class="t m2 x1d h27 y3c2 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y89 fff fs5 fc2 sc0 ls0 ws0">Objetivo estraté<span class="_ _8"></span>gico do Senado Federal: </div><div class="t m5 x19 hb y6b fff fs5 fc2 sc0 ls3d ws4e">3) <span class="_ _8"></span>V<span class="_ _5"></span>alorizar <span class="_ _8"></span>as <span class="_ _8"></span>pessoas: <span class="_ _8"></span>A <span class="_ _8"></span>val<span class="_ _3"></span>orização <span class="_ _7"></span>das <span class="_ _8"></span>pessoas <span class="_ _7"></span>de<span class="_ _4"></span>v<span class="_ _4"></span>e <span class="_ _8"></span>s<span class="_ _8"></span>er <span class="_ _8"></span>um <span class="_ _8"></span>dos </div><div class="t m2 x3a hb y6c fff fs5 fc2 sc0 ls0 ws0">pilares da eciência do Senado <span class="_ _4"></span>Federal. Essa v<span class="_ _3"></span>alorização <span class="_ _4"></span>de<span class="_ _4"></span>ve <span class="_ _4"></span>ocorrer por </div><div class="t m63c x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">meio <span class="_ _4"></span>do desenvol<span class="_ _4"></span>viment<span class="_ _4"></span>o <span class="_ _4"></span>de comp<span class="_ _4"></span>etências ne<span class="_ _4"></span>cessárias para <span class="_ _4"></span>que <span class="_ _4"></span>exerçam </div><div class="t m7ab x3a hb y6e fff fs5 fc2 sc0 ls23 ws2c">suas <span class="_ _8"></span>funções, <span class="_ _8"></span>da melhoria <span class="_ _8"></span>do <span class="_ _8"></span>ambiente <span class="_ _8"></span>de trabalho <span class="_ _8"></span>e <span class="_ _8"></span>especialmente <span class="_ _8"></span>do </div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">tratament<span class="_ _4"></span>o equânime e da ética e do respeito nas relações. </div><div class="t m2 x1d h27 y3c3 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y70 fff fs5 fc2 sc0 ls0 ws0">Diretriz estraté<span class="_ _8"></span>gica do Senado Federal: </div><div class="t m2 x19 hb y71 fff fs5 fc2 sc0 ls0 ws0">II – <span class="_ _4"></span>Alinhament<span class="_ _4"></span>o da <span class="_ _3"></span>capacitação com a <span class="_ _4"></span>estraté<span class="_ _8"></span>gia: A <span class="_ _3"></span>capacitação dev<span class="_ _3"></span>e </div><div class="t m78 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">ser <span class="_ _8"></span>percebida <span class="_ _8"></span>como um <span class="_ _8"></span>instrument<span class="_ _4"></span>o <span class="_ _8"></span>institucional de <span class="_ _8"></span>realização <span class="_ _8"></span>da e<span class="_ _8"></span>stra-</div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">tégia e que alavanque o capital humano do Senado Federal, com f<span class="_ _3"></span>oco no </div><div class="t m2 x3a hb y74 fff fs5 fc2 sc0 ls0 ws0">atingiment<span class="_ _4"></span>o das açõe<span class="_ _8"></span>s propostas para e<span class="_ _8"></span>ste biênio. Assim, de<span class="_ _4"></span>ve-se f<span class="_ _4"></span>omen-</div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">tar a integração e <span class="_ _8"></span>o alinhament<span class="_ _4"></span>o da capacitação de todas as áreas com a </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">estraté<span class="_ _8"></span>gia da Casa. </div><div class="t m2 x1d h27 y3c4 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m7d6 x72 hb y77 fff fs5 fc2 sc0 ls0 ws0">Compromisso com <span class="_ _8"></span>a <span class="_ _8"></span>Igual<span class="_ _4"></span>dade da <span class="_ _8"></span>Carta <span class="_ _8"></span>de Compromissos <span class="_ _8"></span>do Senado </div><div class="t m2 x72 hb y78 fff fs5 fc2 sc0 ls0 ws0">Federal.</div><div class="t m2 x3a h19 y7b ff11 fs1 fc8 sc0 ls0 ws0">POR QUE MENTORIA? </div><div class="t m79c x19 hb y7d fff fs5 fc2 sc0 ls23 ws2c">É <span class="_ _8"></span>comum que <span class="_ _8"></span>s<span class="_ _8"></span>ervidoras assumam <span class="_ _8"></span>posiçõe<span class="_ _8"></span>s de <span class="_ _8"></span>liderança <span class="_ _8"></span>sem <span class="_ _8"></span>terem </div><div class="t m7d7 x3a hb y7e fff fs5 fc2 sc0 ls22 ws2b">sido <span class="_ _4"></span>pre<span class="_ _4"></span>viamente <span class="_ _4"></span>preparadas <span class="_ _4"></span>para <span class="_ _4"></span>tal. <span class="_ _4"></span>Algumas <span class="_ _3"></span>então buscam <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _4"></span>aprimorar </div><div class="t m5 x3a hb y7f fff fs5 fc2 sc0 ls10 ws12">e <span class="_ _8"></span>se <span class="_ _8"></span>capacitar <span class="_ _8"></span>por <span class="_ _8"></span>conta própria. <span class="_ _8"></span>Ess<span class="_ _8"></span>e é <span class="_ _8"></span>um <span class="_ _8"></span>caminho <span class="_ _8"></span>que <span class="_ _8"></span>gera re<span class="_ _8"></span>sulta<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">dos, mas <span class="_ _8"></span>é consideravelmente mais <span class="_ _8"></span>l<span class="_ _4"></span>ongo<span class="_ _4"></span>. É <span class="_ _8"></span>possível alcançar resultados </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">bastante mais <span class="_ _3"></span>rapidamente com um <span class="_ _3"></span>acompanhamento <span class="_ _3"></span>personalizado por </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">meio de um programa de ment<span class="_ _3"></span>oria. Assim s<span class="_ _8"></span>endo<span class="_ _4"></span>, essa mentoria f<span class="_ _3"></span>oi criada </div><div class="t m7d8 x3a hb y83 fff fs5 fc2 sc0 ls4 ws5">para <span class="_ _8"></span>orientar as <span class="_ _8"></span>servidoras <span class="_ _8"></span>que <span class="_ _8"></span>já ocupam <span class="_ _8"></span>cargos <span class="_ _8"></span>de chea <span class="_ _8"></span>e <span class="_ _8"></span>liderança e </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">têm t<span class="_ _3"></span>odo o potencial <span class="_ _4"></span>para serem excel<span class="_ _3"></span>ente<span class="_ _8"></span>s líderes, mas <span class="_ _4"></span>que precisam <span class="_ _4"></span>de </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">técnicas, orientação e um plano t<span class="_ _4"></span>otalmente individualizado<span class="_ _4"></span>.</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">183</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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EIFAEChmgAAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoJgAAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoFABAFCoAACgUAEASKU2QQrncfRtZ4dEln0zAgDcU0aEFQAAeA9ffgAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAUKgAAKBQAQBQqAAAoFABAFCoAACgUAEAQKECAKBQAQBAoQIAoFABAEChAgCgUAEAQKECAKBQAQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAAIUKAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAoVAAAFCoAAChUAAAUKgAAKFQAABQqAAAoVAAAFCoAAChUAABQqAAAKFQAAFCoAAAoVAAAUKgAAChUAABQqAAAKFQAAFCoAAD8V22CLJphMgIAPLHOoxFScEMFAEChAgCAQgUAQKECAIBCBQBAoQIAgEIFAEChAgCAQgUAQKECAIBCBQAAhQoAgEIFAACFCgCAQgUAAIUKAIBCBQAAhQoAgEIFAACFCgAAChUAAIUKAAAKFQAAhQoAAAoVAACFCgAAChUAgG+7APlIGS25uKskAAAAAElFTkSuQmCC"/><div class="t m4ef x19 hb y6a fff fs5 fc2 sc0 ls0 ws0">“<span class="ff20 lsb wsd">Às <span class="_ _3"></span>vezes, mulheres de <span class="_ _3"></span>grande <span class="_ _4"></span>potencial <span class="_ _4"></span>têm <span class="_ _4"></span>dicul<span class="_ _4"></span>dade <span class="_ _4"></span>em <span class="_ _4"></span>pedir <span class="_ _3"></span>ajuda<span class="_ _8"></span> </span></div><div class="t m2 x3a hb y86 ff1f fs5 fc2 sc0 ls0 ws2d">porque não querem parecer confusas<span class="_ _4"></span>. Não saber bem como proceder é o </div><div class="t mcc x3a hb y87 ff1f fs5 fc2 sc0 ls7 ws31">sentimento mais natural do mundo<span class="_ _3"></span>. Eu me sinto assim o tempo inteiro<span class="_ _3"></span>. </div><div class="t m7d9 x3a hb y88 ff1f fs5 fc2 sc0 ls23 ws30">Pedir uma f<span class="_ _3"></span>orça não é sinal de fraqueza, mas muitas vezes é o primeiro </div><div class="t m7da x3a hb y89 ff1f fs5 fc2 sc0 ls7 ws30">passo para encontrar um caminho”. <span class="fff ws9">É <span class="_ _8"></span>assim que <span class="_ _8"></span>Sheryl <span class="_ _8"></span>Sandberg, <span class="_ _8"></span>che<span class="ls0 ws0">-</span></span></div><div class="t m73 x3a hb y6b fff fs5 fc2 sc0 ls23 ws2c">f<span class="_ _4"></span>e <span class="_ _8"></span>operacional do <span class="_ _8"></span>Facebook, <span class="_ _8"></span>f<span class="_ _3"></span>ala, <span class="_ _8"></span>em <span class="_ _8"></span>seu <span class="_ _8"></span>livro<span class="_ _4"></span>,</div><div class="t m7db xf6 h18 y1b6 ff1b fs9 fc2 sc0 ls53 ws74">81</div><div class="t m73 xad hb y6b fff fs5 fc2 sc0 ls23 ws2c"> <span class="_ _8"></span>sobre a <span class="_ _8"></span>importância <span class="_ _8"></span>de </div><div class="t m7dc x3a hb y6c fff fs5 fc2 sc0 ls5 ws6">orientação <span class="_ _4"></span>prossional <span class="_ _4"></span>para <span class="_ _4"></span>mulheres. <span class="_ _3"></span>E ela <span class="_ _4"></span>acrescenta ainda <span class="_ _4"></span>que <span class="_ _4"></span>aquelas </div><div class="t m2 x3a hb y6d fff fs5 fc2 sc0 ls0 ws0">que tiveram mentores <span class="_ _8"></span>por meio <span class="_ _8"></span>de programas <span class="_ _8"></span>f<span class="_ _3"></span>ormais <span class="_ _8"></span>em suas <span class="_ _8"></span>empresas </div><div class="t m7dd x3a hb y6e fff fs5 fc2 sc0 ls5 ws6">receberam <span class="_ _4"></span>50% mais <span class="_ _3"></span>promoções do <span class="_ _4"></span>que mulheres <span class="_ _4"></span>que <span class="_ _4"></span>encontraram men<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y6f fff fs5 fc2 sc0 ls0 ws0">t<span class="_ _4"></span>ores por conta própria. </div><div class="t m1ba x19 hb y70 fff fs5 fc2 sc0 ls0 ws0">Uma <span class="_ _4"></span>ment<span class="_ _4"></span>oria é <span class="_ _3"></span>um processo <span class="_ _4"></span>de orientação <span class="_ _3"></span>prossional recomendado </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">como uma <span class="_ _3"></span>f<span class="_ _4"></span>orma de <span class="_ _3"></span>ganhar v<span class="_ _4"></span>el<span class="_ _4"></span>ocidade de <span class="_ _3"></span>cre<span class="_ _8"></span>sciment<span class="_ _4"></span>o <span class="_ _4"></span>e acel<span class="_ _3"></span>erar resulta-</div><div class="t m4a9 x3a hb y72 fff fs5 fc2 sc0 ls9 wsb">dos, <span class="_ _4"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>vendo <span class="_ _4"></span>as <span class="_ _4"></span>competências <span class="_ _3"></span>nece<span class="_ _8"></span>ssárias <span class="_ _4"></span>para <span class="_ _4"></span>o <span class="_ _4"></span>objetivo <span class="_ _3"></span>de<span class="_ _8"></span>sejado. </div><div class="t m7de x3a hb y73 fff fs5 fc2 sc0 ls22 ws2b">Ment<span class="_ _4"></span>orias <span class="_ _4"></span>são <span class="_ _4"></span>excel<span class="_ _4"></span>entes. <span class="_ _3"></span>T<span class="_ _3"></span>al<span class="_ _4"></span>vez <span class="_ _3"></span>até a <span class="_ _3"></span>melhor f<span class="_ _3"></span>orma de <span class="_ _3"></span>aprender<span class="_ _3"></span>. Contudo<span class="_ _3"></span>, </div><div class="t m3ae x3a hb y74 fff fs5 fc2 sc0 ls22 ws2b">programas <span class="_ _3"></span>de ment<span class="_ _4"></span>oria <span class="_ _4"></span>ainda <span class="_ _4"></span>são <span class="_ _4"></span>pouco <span class="_ _4"></span>aplicados <span class="_ _4"></span>no <span class="_ _4"></span>Brasil – <span class="_ _3"></span>menos ainda </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">nas instituições <span class="_ _8"></span>públicas e menos ainda para as mulhere<span class="_ _8"></span>s, o que de<span class="_ _8"></span>sf<span class="_ _3"></span>avo-</div><div class="t m7df x3a hb y76 fff fs5 fc2 sc0 ls4 ws5">rece <span class="_ _8"></span>o atingimento da <span class="_ _8"></span>equidade de <span class="_ _8"></span>gênero que <span class="_ _8"></span>s<span class="_ _8"></span>e busca <span class="_ _8"></span>atualmente <span class="_ _8"></span>nas </div><div class="t m2 x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">organizações públicas como um todo e<span class="_ _3"></span>, em e<span class="_ _8"></span>special, no Senado Federal. </div><div class="t m7e0 x19 hb y78 fff fs5 fc2 sc0 ls8 wsa">Ment<span class="_ _4"></span>oria <span class="_ _4"></span>consiste <span class="_ _4"></span>numa <span class="_ _4"></span>orientação <span class="_ _4"></span>estruturada em <span class="_ _3"></span>que um <span class="_ _3"></span>prossional </div><div class="t m7e1 x3a hb y79 fff fs5 fc2 sc0 ls4 ws5">mais <span class="_ _8"></span>experiente (mentor) orienta <span class="_ _8"></span>um menos <span class="_ _8"></span>experiente <span class="_ _8"></span>(ment<span class="_ _3"></span>orado), <span class="_ _8"></span>em </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">encontros periódicos, a <span class="_ _4"></span>m de des<span class="_ _8"></span>envol<span class="_ _3"></span>ver habilidades e competências<span class="_ _4"></span>. É </div><div class="t m228 x3a hb y7b fff fs5 fc2 sc0 ls4 ws5">um <span class="_ _8"></span>poderoso processo <span class="_ _8"></span>de <span class="_ _8"></span>transmissão de <span class="_ _8"></span>conheciment<span class="_ _4"></span>o <span class="_ _8"></span>que provoca <span class="ff1f">in<span class="ls0 ws0">-</span></span></div><div class="t m7e2 x3a hb y7c ff1f fs5 fc2 sc0 lsa wsc">sights<span class="fff"> <span class="_ _4"></span>na <span class="_ _4"></span>pessoa ment<span class="_ _3"></span>orada, acel<span class="_ _3"></span>erando o <span class="_ _3"></span>s<span class="_ _8"></span>eu <span class="_ _4"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento<span class="_ _3"></span>. Encaixa-se </span></div><div class="t m758 x3a hb y7d fff fs5 fc2 sc0 ls7 ws9">bem <span class="_ _8"></span>para e<span class="_ _8"></span>stimular <span class="_ _8"></span>e orientar <span class="_ _8"></span>prossionais <span class="_ _8"></span>que s<span class="_ _8"></span>e <span class="_ _8"></span>propõem a <span class="_ _8"></span>enfrentar </div><div class="t m2 x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">novos desaos<span class="_ _4"></span>. </div><div class="t m582 x19 hb y7f fff fs5 fc2 sc0 ls23 ws2c">Em <span class="_ _8"></span>um artigo <span class="_ _8"></span>para <span class="_ _8"></span>a revista <span class="ff1f">Inc.</span>, <span class="_ _8"></span>o <span class="_ _8"></span>especialista <span class="_ _8"></span>em <span class="_ _8"></span>liderança Gordon </div><div class="t m4b x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">Tregold aponta <span class="_ _8"></span>13 benefícios <span class="_ _8"></span>de <span class="_ _8"></span>um programa <span class="_ _8"></span>de mentoria de <span class="_ _8"></span>liderança. </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">Entre el<span class="_ _4"></span>es, podemos de<span class="_ _8"></span>stacar: </div><div class="t m2 x1d h27 y3c5 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2ea x72 hb y82 fff fs5 fc2 sc0 lsd wsf">cria <span class="_ _4"></span>um <span class="_ _4"></span>model<span class="_ _4"></span>o <span class="_ _3"></span>de liderança <span class="_ _3"></span>denido conscientemente <span class="_ _3"></span>e que <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _4"></span>atualiza </div><div class="t m2 x72 hb y83 fff fs5 fc2 sc0 ls0 ws0">conf<span class="_ _3"></span>orme as nece<span class="_ _8"></span>ssidades dos tempos; </div><div class="t m2 x1d h27 y3c6 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y84 fff fs5 fc2 sc0 ls0 ws0">l<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>a a melhorias de perf<span class="_ _3"></span>ormance consideráveis; </div><div class="t m2 x3a h1a y156 ff1c fs2 fc2 sc0 ls0 ws0">81 <span class="_ _1e"> </span>SANDBERG, Sheryl<span class="ff21">. Faça Acont<span class="_ _4"></span>ecer<span class="ff1c">: mulheres, tr<span class="_ _4"></span>abalho e a vont<span class="_ _4"></span>ade de liderar<span class="_ _6"></span>. 1ª ed. São </span></span></div><div class="t m2 x1e h1a y157 ff1d fs2 fc2 sc0 ls0 ws0">Paulo: Companhia das Letr<span class="_ _4"></span>as, 2013.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">184</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x1d h27 y282 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y6a fff fs5 fc2 sc0 ls0 ws0">aumenta a percepção de si mesma;</div><div class="t m2 x1d h27 y3c7 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y86 fff fs5 fc2 sc0 ls0 ws0">aumenta a percepção do outro; </div><div class="t m2 x1d h27 y3c8 ff10 fsf fc7 sc0 ls0 ws0"> <span class="_ _3f"></span><span class="fff">■</span></div><div class="t m2 x72 hb y87 fff fs5 fc2 sc0 ls0 ws0">melhora a condução da equipe para atingiment<span class="_ _4"></span>o de resultados. </div><div class="t m2 x19 hb y88 fff fs5 fc2 sc0 ls0 ws0">A promoção <span class="_ _8"></span>da troca <span class="_ _8"></span>de experiências <span class="_ _8"></span>entre <span class="_ _8"></span>as prossionais, <span class="_ _8"></span>orientada </div><div class="t m60a x3a hb y89 fff fs5 fc2 sc0 ls8 wsa">por <span class="_ _4"></span>uma <span class="_ _4"></span>ment<span class="_ _4"></span>ora, <span class="_ _4"></span>é <span class="_ _4"></span>uma <span class="_ _4"></span>excel<span class="_ _4"></span>ente <span class="_ _4"></span>maneira <span class="_ _4"></span>de <span class="_ _4"></span>potencializar <span class="_ _4"></span>o <span class="_ _4"></span>crescimento </div><div class="t m526 x3a hb y6b fff fs5 fc2 sc0 lsc wse">prossional. É <span class="_ _8"></span>possível aprender <span class="_ _8"></span>a <span class="_ _8"></span>se <span class="_ _8"></span>t<span class="_ _4"></span>ornar uma <span class="_ _8"></span>líder <span class="_ _8"></span>observando o <span class="_ _8"></span>que </div><div class="t m77b x3a hb y6c fff fs5 fc2 sc0 ls23 ws2c">outras <span class="_ _8"></span>líderes <span class="_ _8"></span>excel<span class="_ _4"></span>entes <span class="_ _8"></span>f<span class="_ _4"></span>azem ou <span class="_ _8"></span>zeram <span class="_ _8"></span>antes <span class="_ _8"></span>de <span class="_ _8"></span>você e, a <span class="_ _8"></span>partir <span class="_ _8"></span>daí, </div><div class="t m7b7 x3a hb y6d fff fs5 fc2 sc0 lsb wsd">criando <span class="_ _4"></span>os <span class="_ _4"></span>seus pr<span class="_ _4"></span>óprios <span class="_ _4"></span>comportament<span class="_ _4"></span>os <span class="_ _4"></span>e <span class="_ _3"></span>recursos. <span class="_ _3"></span>Por <span class="_ _3"></span>meio de <span class="_ _3"></span>encontros </div><div class="t m7e3 x3a hb y6e fff fs5 fc2 sc0 ls8 wsa">em <span class="_ _4"></span>grupo <span class="_ _4"></span>para <span class="_ _4"></span>f<span class="_ _3"></span>omentar a <span class="_ _3"></span>troca de <span class="_ _3"></span>ideias e <span class="_ _3"></span>debater questões <span class="_ _4"></span>trazidas <span class="_ _4"></span>pelas </div><div class="t m7e4 x3a hb y6f fff fs5 fc2 sc0 lsb wsd">participantes, cria-se uma <span class="_ _3"></span>experiência <span class="_ _4"></span>muit<span class="_ _4"></span>o <span class="_ _4"></span>rica <span class="_ _4"></span>em <span class="_ _3"></span>termos de <span class="_ _3"></span>aprendizado.</div><div class="t m7e5 x19 hb y70 fff fs5 fc2 sc0 ls0 ws0">O Pr<span class="_ _4"></span>ograma <span class="_ _4"></span>de <span class="_ _4"></span>Ment<span class="_ _4"></span>oria <span class="_ _4"></span>de Liderança <span class="_ _3"></span>f<span class="_ _4"></span>oi criado <span class="_ _3"></span>com o <span class="_ _4"></span>objetivo <span class="_ _3"></span>de via-</div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">bilizar e<span class="_ _8"></span>ssas <span class="_ _8"></span>conv<span class="_ _4"></span>ersas e <span class="_ _8"></span>dar <span class="_ _8"></span>suporte e <span class="_ _8"></span>direcionament<span class="_ _4"></span>o às <span class="_ _8"></span>s<span class="_ _8"></span>ervidoras com </div><div class="t m7e6 x3a hb y72 fff fs5 fc2 sc0 ls23 ws2c">o <span class="_ _8"></span>intuit<span class="_ _3"></span>o <span class="_ _8"></span>de <span class="_ _8"></span>melhorar <span class="_ _8"></span>sua performance e <span class="_ _8"></span>qualidade de <span class="_ _8"></span>vida <span class="_ _8"></span>no <span class="_ _8"></span>trabalho<span class="_ _3"></span>, </div><div class="t m7e7 x3a hb y73 fff fs5 fc2 sc0 ls4 ws5">promov<span class="_ _3"></span>endo <span class="_ _8"></span>o <span class="_ _8"></span>des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento integral <span class="_ _8"></span>por meio <span class="_ _8"></span>do <span class="_ _8"></span>compartilhament<span class="_ _4"></span>o </div><div class="t m7e8 x3a hb y74 fff fs5 fc2 sc0 ls7 ws9">de <span class="_ _8"></span>temas e <span class="_ _8"></span>desaos <span class="_ _8"></span>do <span class="_ _8"></span>seu <span class="_ _8"></span>cotidiano. Consegue-s<span class="_ _8"></span>e<span class="_ _4"></span>, <span class="_ _8"></span>com isso, alavancar </div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">o de<span class="_ _8"></span>senvol<span class="_ _4"></span>viment<span class="_ _4"></span>o prossional das mulhere<span class="_ _8"></span>s – com protagonismo e de<span class="_ _8"></span>s-</div><div class="t m7e9 x3a hb y76 fff fs5 fc2 sc0 lsc wse">taque <span class="_ _8"></span>– a <span class="_ _8"></span>partir <span class="_ _8"></span>dos de<span class="_ _8"></span>saos que <span class="_ _8"></span>elas <span class="_ _8"></span>enfrentam, <span class="_ _8"></span>al<span class="_ _3"></span>ém <span class="_ _8"></span>de <span class="_ _8"></span>aprimorar sua </div><div class="t m7ea x3a hb y77 fff fs5 fc2 sc0 lsa wsc">liderança. <span class="_ _4"></span>As <span class="_ _4"></span>servidoras obtêm <span class="_ _3"></span>um maior <span class="_ _3"></span>aprov<span class="_ _4"></span>eitament<span class="_ _4"></span>o<span class="_ _4"></span>, <span class="_ _3"></span>em menor <span class="_ _3"></span>tempo<span class="_ _8"></span> </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">e com resultados mensuráveis<span class="_ _4"></span>. </div><div class="t m5 x19 hb y79 fff fs5 fc2 sc0 ls39 ws48">A <span class="_ _8"></span>proposta é <span class="_ _8"></span>combinar <span class="_ _8"></span>competências <span class="_ _8"></span>técnicas, <span class="_ _8"></span>comportamentais <span class="_ _8"></span>e </div><div class="t m438 x3a hb y7a fff fs5 fc2 sc0 ls23 ws2c">acompanhament<span class="_ _4"></span>o <span class="_ _8"></span>personalizado<span class="_ _3"></span>, <span class="_ _8"></span>apoiando <span class="_ _8"></span>as <span class="_ _8"></span>participantes <span class="_ _8"></span>na constru<span class="_ _8"></span><span class="ls0 ws0">-</span></div><div class="t m55b x3a hb y7b fff fs5 fc2 sc0 ls5 ws6">ção <span class="_ _4"></span>de uma <span class="_ _3"></span>trajetória <span class="_ _3"></span>de superação<span class="_ _3"></span>, ultrapassando <span class="_ _4"></span>barreiras que <span class="_ _3"></span>retardam </div><div class="t m4df x3a hb y7c fff fs5 fc2 sc0 ls23 ws2c">e/ou <span class="_ _8"></span>bl<span class="_ _3"></span>oqueiam <span class="_ _8"></span>o <span class="_ _8"></span>seu <span class="_ _8"></span>ace<span class="_ _8"></span>sso a <span class="_ _8"></span>cargos <span class="_ _8"></span>de alta <span class="_ _8"></span>liderança; <span class="_ _8"></span>contribuir <span class="_ _8"></span>para </div><div class="t m7eb x3a hb y7d fff fs5 fc2 sc0 lse ws10">a <span class="_ _8"></span>mudança de <span class="_ _8"></span>paradigma <span class="_ _8"></span>e <span class="_ _8"></span>empoderar as <span class="_ _8"></span>mulhere<span class="_ _8"></span>s, <span class="_ _8"></span>possibilitando que </div><div class="t m7ec x3a hb y7e fff fs5 fc2 sc0 ls4 ws5">se <span class="_ _8"></span>sintam <span class="_ _8"></span>ainda mais <span class="_ _8"></span>preparadas <span class="_ _8"></span>e fortal<span class="_ _3"></span>ecidas <span class="_ _8"></span>para ocupar <span class="_ _8"></span>os <span class="_ _8"></span>cargos de </div><div class="t m7ed x3a hb y7f fff fs5 fc2 sc0 lsc wse">liderança, <span class="_ _8"></span>seguras <span class="_ _8"></span>em sua <span class="_ _8"></span>atuação, com <span class="_ _8"></span>satisf<span class="_ _3"></span>ação <span class="_ _8"></span>pelos re<span class="_ _8"></span>sultados que </div><div class="t m2 x3a hb y80 fff fs5 fc2 sc0 ls0 ws0">alcançam e com orgulho da importância do que f<span class="_ _3"></span>azem.</div><div class="t m2 x3a h19 y83 ff11 fs1 fc8 sc0 ls0 ws0">A LIDERANÇA FEMININA</div><div class="t m7ee x19 hb y85 fff fs5 fc2 sc0 ls10 ws12">Há <span class="_ _8"></span>estudos <span class="_ _8"></span>de <span class="_ _8"></span>tendências <span class="_ _8"></span>que armam <span class="_ _8"></span>que <span class="_ _8"></span>o <span class="_ _8"></span>futuro da <span class="_ _8"></span>liderança <span class="_ _8"></span>é </div><div class="t m206 x3a hb y23 fff fs5 fc2 sc0 ls5 ws6">“f<span class="_ _4"></span>eminino”, <span class="_ _4"></span>ou <span class="_ _4"></span>seja, que <span class="_ _3"></span>o exercício <span class="_ _4"></span>da <span class="_ _4"></span>liderança <span class="_ _4"></span>v<span class="_ _3"></span>ai cada <span class="_ _4"></span>vez <span class="_ _3"></span>mais acolher </div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">185</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m7ef x3a hb y6a fff fs5 fc2 sc0 lse ws10">os <span class="_ _8"></span>princípios femininos de <span class="_ _8"></span>liderar: <span class="_ _8"></span>cooperação<span class="_ _4"></span>, <span class="_ _8"></span>respeito às <span class="_ _8"></span>diversidades, </div><div class="t m2 x3a hb y86 fff fs5 fc2 sc0 ls0 ws0">contribuição social, acolhiment<span class="_ _4"></span>o<span class="_ _4"></span>, empatia, humanização<span class="_ _4"></span>, entre outros<span class="_ _3"></span>. </div><div class="t m7f0 x19 hb y87 fff fs5 fc2 sc0 lsf ws11">As <span class="_ _8"></span>competências que <span class="_ _8"></span>f<span class="_ _4"></span>ormam <span class="_ _8"></span>o <span class="_ _8"></span>perl da <span class="_ _8"></span>liderança <span class="_ _8"></span>f<span class="_ _4"></span>eminina <span class="_ _8"></span>são e<span class="_ _8"></span>s<span class="ls0 ws0">-</span></div><div class="t m389 x3a hb y88 fff fs5 fc2 sc0 lse ws10">senciais <span class="_ _8"></span>para <span class="_ _8"></span>o <span class="_ _8"></span>período dinâmico <span class="_ _8"></span>pelo qual <span class="_ _8"></span>o <span class="_ _8"></span>mercado corporativo <span class="_ _8"></span>está </div><div class="t m2 x3a hb y89 fff fs5 fc2 sc0 ls0 ws0">passando<span class="_ _4"></span>, inuenciado pelatransf<span class="_ _3"></span>ormação digitale ofuturo do trabalho.</div><div class="t md3 x19 hb y6b fff fs5 fc2 sc0 ls23 ws2c">É <span class="_ _8"></span>f<span class="_ _3"></span>ato que, quando <span class="_ _8"></span>começaram a <span class="_ _8"></span>liderar<span class="_ _3"></span>, <span class="_ _8"></span>muitas mulhere<span class="_ _8"></span>s <span class="_ _8"></span>acabaram </div><div class="t m7f1 x3a hb y6c fff fs5 fc2 sc0 lsf ws11">copiando <span class="_ _8"></span>o modelo masculino. Primeiro, porque <span class="_ _8"></span>ainda <span class="_ _8"></span>existiam <span class="_ _8"></span>poucas </div><div class="t m7f2 x3a hb y6d fff fs5 fc2 sc0 lsd wsf">mulheres exercendo <span class="_ _3"></span>liderança. Sendo <span class="_ _3"></span>assim, não <span class="_ _3"></span>havia um <span class="_ _3"></span>modelo <span class="_ _3"></span>feminino </div><div class="t me5 x3a hb y6e fff fs5 fc2 sc0 ls8 wsa">muit<span class="_ _4"></span>o <span class="_ _4"></span>claro <span class="_ _3"></span>a ser seguido. <span class="_ _3"></span>E, consequentemente<span class="_ _4"></span>, <span class="_ _4"></span>os <span class="_ _4"></span>princípios <span class="_ _4"></span>f<span class="_ _4"></span>emininos <span class="_ _4"></span>de </div><div class="t m7f3 x3a hb y6f fff fs5 fc2 sc0 ls5 ws6">liderança <span class="_ _4"></span>ainda não <span class="_ _3"></span>eram percebidos <span class="_ _3"></span>como v<span class="_ _4"></span>al<span class="_ _3"></span>or<span class="_ _4"></span>. <span class="_ _4"></span>Isso <span class="_ _4"></span>nos <span class="_ _4"></span>l<span class="_ _4"></span>e<span class="_ _4"></span>v<span class="_ _4"></span>a <span class="_ _4"></span>ao <span class="_ _4"></span>segundo </div><div class="t m7f4 x3a hb y70 fff fs5 fc2 sc0 lsb wsd">pont<span class="_ _4"></span>o: <span class="_ _4"></span>havia <span class="_ _4"></span>o <span class="_ _3"></span>receio de <span class="_ _3"></span>s<span class="_ _8"></span>ermos <span class="_ _4"></span>vistas <span class="_ _4"></span>como <span class="_ _4"></span>fracas <span class="_ _3"></span>e inef<span class="_ _3"></span>etivas <span class="_ _3"></span>s<span class="_ _8"></span>e <span class="_ _4"></span>agíssemos<span class="_ _8"></span> </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">de f<span class="_ _3"></span>orma mais feminina.</div><div class="t m4a7 x19 hb y72 fff fs5 fc2 sc0 ls23 ws2c">Com <span class="_ _8"></span>tempo<span class="_ _3"></span>, <span class="_ _8"></span>e<span class="_ _8"></span>studo e <span class="_ _8"></span>experiência, <span class="_ _8"></span>as mulhere<span class="_ _8"></span>s <span class="_ _8"></span>f<span class="_ _3"></span>oram <span class="_ _8"></span>modicando <span class="_ _8"></span>o </div><div class="t m711 x3a hb y73 fff fs5 fc2 sc0 lsc wse">seu <span class="_ _8"></span>e<span class="_ _8"></span>stil<span class="_ _3"></span>o <span class="_ _8"></span>de <span class="_ _8"></span>liderar: ouvir <span class="_ _8"></span>muito<span class="_ _3"></span>, <span class="_ _8"></span>dar <span class="_ _8"></span>voz às <span class="_ _8"></span>pessoas, <span class="_ _8"></span>praticar <span class="_ _8"></span><span class="ff1f">f<span class="_ _4"></span>eedbacks<span class="fff ls0 ws0">, </span></span></div><div class="t m7f5 x3a hb y74 fff fs5 fc2 sc0 ls23 ws2c">distribuir <span class="_ _8"></span>reconheciment<span class="_ _3"></span>os, <span class="_ _8"></span>de<span class="_ _8"></span>spertar leal<span class="_ _4"></span>dade e <span class="_ _8"></span>conança, <span class="_ _8"></span>engajar <span class="_ _8"></span>me<span class="ls0 ws0">-</span></div><div class="t m2 x3a hb y75 fff fs5 fc2 sc0 ls0 ws0">lhor as pessoas da equipe, <span class="_ _4"></span>pedir desculpas reconhecendo erros<span class="_ _4"></span>. Esse<span class="_ _8"></span>s são </div><div class="t m2 x3a hb y76 fff fs5 fc2 sc0 ls0 ws0">alguns exempl<span class="_ _3"></span>os <span class="_ _8"></span>para s<span class="_ _8"></span>e compreenderem melhor a <span class="_ _8"></span>f<span class="_ _3"></span>orça e <span class="_ _8"></span>a importância </div><div class="t m7f6 x3a hb y77 fff fs5 fc2 sc0 ls8 wsa">dos <span class="_ _4"></span>princípios <span class="_ _3"></span>femininos <span class="_ _3"></span>na liderança. <span class="_ _3"></span>Vivemos <span class="_ _4"></span>um <span class="_ _3"></span>momento <span class="_ _3"></span>histórico<span class="_ _3"></span>, uma </div><div class="t m7f7 x3a hb y78 fff fs5 fc2 sc0 ls9 wsb">nov<span class="_ _3"></span>a era, <span class="_ _4"></span>em <span class="_ _4"></span>que <span class="_ _4"></span>a <span class="_ _4"></span>resposta não <span class="_ _4"></span>está em <span class="_ _3"></span>uma única <span class="_ _4"></span>pessoa. Brilhante <span class="_ _3"></span>hoje </div><div class="t m268 x3a hb y79 fff fs5 fc2 sc0 ls22 ws2b">em <span class="_ _4"></span>dia <span class="_ _4"></span>é <span class="_ _4"></span>quem tem <span class="_ _3"></span>a competência <span class="_ _3"></span>de trabalhar <span class="_ _3"></span>bem em <span class="_ _4"></span>grupo<span class="_ _4"></span>, <span class="_ _4"></span>f<span class="_ _3"></span>omentar a </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">diversidade <span class="_ _3"></span>de opiniões e incluir <span class="_ _4"></span>t<span class="_ _4"></span>odos no <span class="_ _3"></span>proce<span class="_ _8"></span>sso <span class="_ _4"></span>de t<span class="_ _3"></span>omada de decisão<span class="_ _3"></span>. </div><div class="t m7f8 x19 hb y7b fff fs5 fc2 sc0 lsa wsc">Existem <span class="_ _4"></span>cinco <span class="_ _4"></span>características <span class="_ _4"></span>que <span class="_ _4"></span>normalmente <span class="_ _3"></span>são melhoradas <span class="_ _3"></span>quando<span class="_ _8"></span> </div><div class="t m461 x3a hb y7c fff fs5 fc2 sc0 lsc wse">as <span class="_ _8"></span>mulheres <span class="_ _8"></span>assumem um <span class="_ _8"></span>s<span class="_ _8"></span>et<span class="_ _3"></span>or<span class="_ _3"></span>, <span class="_ _8"></span>um <span class="_ _8"></span>departament<span class="_ _4"></span>o <span class="_ _8"></span>ou uma <span class="_ _8"></span>instituição <span class="_ _8"></span>e </div><div class="t m2 x3a hb y7d fff fs5 fc2 sc0 ls0 ws0">estão devidamente capacitadas para essa liderança.</div><div class="t m2 x3a h28 y7f ff1b fs7 fc8 sc0 ls0 ws0">1. <span class="_ _40"> </span>Maior empatia</div><div class="t m7a9 x19 hb y81 fff fs5 fc2 sc0 ls23 ws2c">É <span class="_ _8"></span>muit<span class="_ _3"></span>o <span class="_ _8"></span>importante <span class="_ _8"></span>que lídere<span class="_ _8"></span>s <span class="_ _8"></span>generosamente inspirem, <span class="_ _8"></span>motivem e </div><div class="t m498 x3a hb y82 fff fs5 fc2 sc0 lsa wsc">estimulem <span class="_ _3"></span>as pessoas ao <span class="_ _3"></span>s<span class="_ _8"></span>eu <span class="_ _4"></span>redor<span class="_ _5"></span>. As <span class="_ _4"></span>líderes f<span class="_ _3"></span>emininas costumam <span class="_ _3"></span>ter mais </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">empatia do que <span class="_ _4"></span>os homens<span class="_ _3"></span>. Por <span class="_ _4"></span>isso<span class="_ _4"></span>, podem dar <span class="_ _4"></span>uma grande contribuição </div><div class="t m2 x3a hb y84 fff fs5 fc2 sc0 ls0 ws0">para o clima da organização e ter uma postura motiv<span class="_ _4"></span>acional muit<span class="_ _4"></span>o f<span class="_ _3"></span>orte.</div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">186</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a h29 y6a ff22 fs7 fc8 sc0 ls0 ws0">2. <span class="_ _40"> </span>Maior exibilidade</div><div class="t m2 x19 hb y87 fff fs5 fc2 sc0 ls0 ws0">As líderes são capaze<span class="_ _8"></span>s de gerir t<span class="_ _4"></span>odas as suas responsabilidade<span class="_ _8"></span>s obser-</div><div class="t m474 x3a hb y88 fff fs5 fc2 sc0 lsf ws11">v<span class="_ _4"></span>ando <span class="_ _8"></span>as nece<span class="_ _8"></span>ssidades <span class="_ _8"></span>dos <span class="_ _8"></span>colaboradores <span class="_ _8"></span>de <span class="_ _8"></span>sua <span class="_ _8"></span>equipe<span class="_ _4"></span>.Ademais, elas </div><div class="t m228 x3a hb y89 fff fs5 fc2 sc0 ls4 ws5">tendem <span class="_ _8"></span>a s<span class="_ _8"></span>e adaptar <span class="_ _8"></span>mais <span class="_ _8"></span>f<span class="_ _3"></span>acilmente <span class="_ _8"></span>às <span class="_ _8"></span>mudanças e <span class="_ _8"></span>a <span class="_ _8"></span>lidar melhor <span class="_ _8"></span>com </div><div class="t m2 x3a hb y6b fff fs5 fc2 sc0 ls0 ws0">as atualizações do mundo do trabalho.</div><div class="t m2 x3a h28 y6d ff1b fs7 fc8 sc0 ls0 ws0">3. <span class="_ _40"> </span>Des<span class="_ _8"></span>envol<span class="_ _3"></span>vimento de relações interpe<span class="_ _8"></span>ssoais</div><div class="t m7f9 x19 hb y6f fff fs5 fc2 sc0 ls5 ws6">Com <span class="_ _4"></span>base na <span class="_ _4"></span>escuta ativ<span class="_ _4"></span>a, <span class="_ _4"></span>na <span class="_ _4"></span>comunicação assertiv<span class="_ _4"></span>a <span class="_ _4"></span>e na <span class="_ _3"></span>exibilidade, </div><div class="t m2 x3a hb y70 fff fs5 fc2 sc0 ls0 ws0">as líderes ganham <span class="_ _8"></span>a conança da equipe e estabelecem relacionament<span class="_ _3"></span>os </div><div class="t m2 x3a hb y71 fff fs5 fc2 sc0 ls0 ws0">de alta qualidade<span class="_ _4"></span>.Geralmente são mais desenvoltas ao negociar com co-</div><div class="t m2 x3a hb y72 fff fs5 fc2 sc0 ls0 ws0">l<span class="_ _4"></span>egas, f<span class="_ _3"></span>ornecedores, parceiros, <span class="_ _4"></span>cidadãos <span class="_ _4"></span>em geral, <span class="_ _3"></span>o que lhes conf<span class="_ _3"></span>ere uma </div><div class="t m2 x3a hb y73 fff fs5 fc2 sc0 ls0 ws0">v<span class="_ _4"></span>antagem signicativ<span class="_ _4"></span>a.</div><div class="t m2 x3a h28 y75 ff1b fs7 fc8 sc0 ls0 ws0">4. <span class="_ _40"> </span>P<span class="_ _4"></span>otencialização da colaboração</div><div class="t m38c x19 hb y77 fff fs5 fc2 sc0 ls5 ws6">A<span class="_ _4"></span>costumadas <span class="_ _4"></span>a lidar <span class="_ _3"></span>com necessidade<span class="_ _8"></span>s <span class="_ _4"></span>múltiplas <span class="_ _4"></span>ao <span class="_ _4"></span>mesmo tempo<span class="_ _4"></span>, <span class="_ _4"></span>as </div><div class="t m2 x3a hb y78 fff fs5 fc2 sc0 ls0 ws0">líderes tendem a compartilhar e<span class="_ _8"></span>ssas nece<span class="_ _8"></span>ssidades e pedir ajuda à equipe. </div><div class="t m7fa x3a hb y79 fff fs5 fc2 sc0 ls23 ws2c">Essa <span class="_ _8"></span>abertura le<span class="_ _3"></span>va a <span class="_ _8"></span>atitudes <span class="_ _8"></span>s<span class="_ _8"></span>emelhantes <span class="_ _8"></span>entre <span class="_ _8"></span>os membros <span class="_ _8"></span>da equipe, </div><div class="t m2 x3a hb y7a fff fs5 fc2 sc0 ls0 ws0">que passam a compartilhar pr<span class="_ _4"></span>obl<span class="_ _4"></span>emas e construir soluções dif<span class="_ _4"></span>erenciadas, </div><div class="t m2 x3a hb y7b fff fs5 fc2 sc0 ls0 ws0">aumentando a colaboração<span class="_ _4"></span>.</div><div class="t m2 x3a h29 y7d ff22 fs7 fc8 sc0 ls0 ws0">5. <span class="_ _40"> </span>Melhora do clima organizacional</div><div class="t m7fb x19 hb y7f fff fs5 fc2 sc0 ls4 ws5">As <span class="_ _8"></span>mulheres <span class="_ _8"></span>líderes <span class="_ _8"></span>costumam <span class="_ _8"></span>proporcionar um <span class="_ _8"></span>ambiente acolhedor </div><div class="t m7fc x3a hb y80 fff fs5 fc2 sc0 ls10 ws12">e <span class="_ _8"></span>agradáv<span class="_ _4"></span>el. <span class="_ _8"></span>Isso porque, em <span class="_ _8"></span>geral, <span class="_ _8"></span>adotam e<span class="_ _8"></span>stil<span class="_ _4"></span>os <span class="_ _8"></span>de liderança <span class="_ _8"></span>menos </div><div class="t m7fd x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">aut<span class="_ _4"></span>oritários <span class="_ _4"></span>e col<span class="_ _3"></span>ocam de <span class="_ _3"></span>lado a <span class="_ _4"></span>agressividade para <span class="_ _4"></span>priorizar <span class="_ _4"></span>a harmonia <span class="_ _3"></span>e </div><div class="t m2 x3a hb y82 fff fs5 fc2 sc0 ls0 ws0">aprodutividadeno ambiente de trabalho<span class="_ _3"></span>.</div><div class="t m2 x13 h1c y133 ff17 fs6 fc4 sc0 ls0 ws0">187</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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"/><div class="t m2 x3a h19 y6a ff11 fs1 fc8 sc0 ls0 ws0"> <span class="_ _1"></span>REALIZAÇÃ<span class="_ _5"></span>O D<span class="_ _4"></span>A MENTORIA</div><div class="t m2 x19 hb y87 ff1f fs5 fc2 sc0 ls0 ws0">TURMA 01 – PIL<span class="_ _3"></span>OTO</div><div class="t m1b5 x19 hb y75 fff fs5 fc2 sc0 ls7 ws9">A <span class="_ _8"></span>ment<span class="_ _3"></span>oria <span class="_ _8"></span>f<span class="_ _4"></span>oi <span class="_ _8"></span>divul<span class="_ _4"></span>gada <span class="_ _8"></span>na intranet <span class="_ _8"></span>da <span class="_ _8"></span>Casa e <span class="_ _8"></span>por <span class="_ _8"></span>e-mail <span class="_ _8"></span>mark<span class="_ _4"></span>eting </div><div class="t m7fe x3a hb y76 fff fs5 fc2 sc0 lse ws10">disparado <span class="_ _8"></span>pela  <span class="_ _0"></span>Secretaria <span class="_ _8"></span>de Ge<span class="_ _8"></span>stão <span class="_ _8"></span>de Pe<span class="_ _8"></span>ssoas <span class="_ _8"></span>(SEGP) exclusivamente </div><div class="t m7ff x3a hb y77 fff fs5 fc2 sc0 ls0 ws0">para as <span class="_ _8"></span>s<span class="_ _8"></span>ervidoras ocupante<span class="_ _8"></span>s de <span class="_ _8"></span>cargos <span class="_ _8"></span>de liderança <span class="_ _8"></span>FC-2 <span class="_ _8"></span>(chef<span class="_ _4"></span>es <span class="_ _8"></span>de <span class="_ _8"></span>ser-</div><div class="t m800 x3a hb y78 fff fs5 fc2 sc0 ls10 ws12">viço) <span class="_ _8"></span>e FC-3 <span class="_ _8"></span>(coordenadoras). <span class="_ _8"></span>O <span class="_ _8"></span>progr<span class="_ _4"></span>ama <span class="_ _8"></span>obte<span class="_ _3"></span>ve <span class="_ _8"></span>23 inscriçõe<span class="_ _8"></span>s<span class="_ _4"></span>. <span class="_ _8"></span>Após a </div><div class="t m801 x3a hb y79 fff fs5 fc2 sc0 ls7 ws9">inscrição<span class="_ _4"></span>, <span class="_ _8"></span>as intere<span class="_ _8"></span>ssadas <span class="_ _8"></span>receberam um <span class="_ _8"></span>e-mail <span class="_ _8"></span>com orientaçõe<span class="_ _8"></span>s <span class="_ _8"></span>para o </div><div class="t m4d5 x3a hb y7a fff fs5 fc2 sc0 ls23 ws2c">preenchiment<span class="_ _4"></span>o <span class="_ _8"></span>de um <span class="_ _8"></span>f<span class="_ _4"></span>ormulário de <span class="_ _8"></span>aplicação, como <span class="_ _8"></span>parte <span class="_ _8"></span>do proce<span class="_ _8"></span>sso </div><div class="t m802 x3a hb y7b fff fs5 fc2 sc0 ls22 ws2b">seletivo <span class="_ _3"></span>para o <span class="_ _3"></span>preenchimento <span class="_ _3"></span>das v<span class="_ _4"></span>agas<span class="_ _4"></span>. <span class="_ _4"></span>Das <span class="_ _4"></span>23 <span class="_ _4"></span>inscritas, <span class="_ _4"></span>18 <span class="_ _4"></span>responderam </div><div class="t m2 x3a hb y7c fff fs5 fc2 sc0 ls0 ws0">ao formulário<span class="_ _3"></span>. <span class="_ _8"></span>E, de<span class="_ _8"></span>stas, 10 <span class="_ _8"></span>f<span class="_ _3"></span>oram <span class="_ _8"></span>selecionadas para participar<span class="_ _3"></span>, <span class="_ _8"></span>conf<span class="_ _3"></span>orme </div><div class="t m803 x3a hb y7d fff fs5 fc2 sc0 ls7 ws9">critérios <span class="_ _8"></span>de disponibilidade, nível de <span class="_ _8"></span>liderança, <span class="_ _8"></span>conheciment<span class="_ _4"></span>os <span class="_ _8"></span>pré<span class="_ _3"></span>vios <span class="_ _8"></span>e </div><div class="t m48a x3a hb y7e fff fs5 fc2 sc0 ls0 ws0">objetivos <span class="_ _4"></span>a <span class="_ _4"></span>alcançar<span class="_ _5"></span>. Um <span class="_ _3"></span>e-mail com <span class="_ _4"></span>a <span class="_ _4"></span>con<span class="_ _13"></span> rmação da <span class="_ _4"></span>seleção <span class="_ _4"></span>f<span class="_ _3"></span>oi enviado </div><div class="t m2 x3a hb y7f fff fs5 fc2 sc0 ls0 ws0">para cada uma delas<span class="_ _4"></span>.</div><div class="t m804 x19 hb y80 fff fs5 fc2 sc0 lsb wsd">A <span class="_ _4"></span>turma <span class="_ _4"></span>experimental <span class="_ _3"></span>do programa <span class="_ _3"></span>ocorreu no <span class="_ _3"></span>período <span class="_ _4"></span>de <span class="_ _4"></span>20 <span class="_ _4"></span>de <span class="_ _3"></span>outubro </div><div class="t m2 x3a hb y81 fff fs5 fc2 sc0 ls0 ws0">a 8 <span class="_ _3"></span>de dezembro <span class="_ _3"></span>de 2020, <span class="_ _4"></span>em <span class="_ _4"></span>oit<span class="_ _4"></span>o encontr<span class="_ _4"></span>os <span class="_ _4"></span>semanais, às <span class="_ _4"></span>terças-f<span class="_ _4"></span>eiras <span class="_ _4"></span>de </div><div class="t md4 x3a hb y82 fff fs5 fc2 sc0 ls8 wsa">manhã, <span class="_ _4"></span>t<span class="_ _4"></span>otalizando <span class="_ _4"></span>dois <span class="_ _4"></span>mes<span class="_ _8"></span>es de <span class="_ _3"></span>mentoria. <span class="_ _3"></span>Os encontros <span class="_ _3"></span>foram <span class="_ _3"></span>realizados </div><div class="t m2 x3a hb y83 fff fs5 fc2 sc0 ls0 ws0">por meio da plataf<span class="_ _3"></span>orma T<span class="_ _3"></span>eams<span class="_ _4"></span>. </div><div class="t m4b x19 hb y84 fff fs5 fc2 sc0 ls0 ws0">Após o <span class="_ _8"></span>primeiro <span class="_ _8"></span>dia de <span class="_ _8"></span>ment<span class="_ _4"></span>oria, foi feit<span class="_ _3"></span>o <span class="_ _8"></span>um ajuste <span class="_ _8"></span>para <span class="_ _8"></span>extensão do </div><div class="t m2 x3a hb y85 fff fs5 fc2 sc0 ls0 ws0">horário<span class="_ _4"></span>, sob <span class="_ _8"></span>consenso <span class="_ _8"></span>das mentoradas, pois percebeu-s<span class="_ _8"></span>e que <span class="_ _8"></span>t<span class="_ _3"></span>odas <span class="_ _8"></span>des<span class="_ _8"></span>e-</div><div class="t m2 x3a hb y23 fff fs5 fc2 sc0 ls0 ws0">jav<span class="_ _4"></span>am mais espaço de fala. </div><div class="t m2 x3a h1c y133 ff17 fs6 fc5 sc0 ls0 ws0">188</div></div><div class="pi" data-data='{"ctm":[1.500000,0.000000,0.000000,1.500000,-21.259800,-21.259800]}'></div></div>
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