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Williams Institute to Discuss ‘Crucial’ LGBT Election Vote on Tuesday, Nov. 13

Williams Institute to Discuss ‘Crucial’ LGBT Election Vote on Tuesday, Nov. 13

by Karen Ocamb on November 9, 2012

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h/yArD/r5/9kNeMV7P8cf+QFY/9fP/ALIa8Yr3cv8A4SPHxf8AEYUUUV3HKFFFFABRRRQA09DVarJ6Gq1fOZ58UPmfacLfBP1QUUUV4B9cFFFFABRRRQAV9EfCH/kQtN+sv/ox6+d6+iPhD/yIWm/WX/0Y9dOH+I8fO/4MfU7SvMPjl/yCtM/67t/KvT68w+Of/IJ03/ru38q9XB/xonyGJ/hs8dooor6Q8QKKKKACiiigAooopT+Eun8USpRRRXwE/iP1yn8MQoooqSwooooAKKKKAPe/gl/yJzf9fT/yFegCvPvgl/yJz/8AX0/8hXoIr06Xwo+Hxn+8T9Tz742f8ipb/wDX2v8A6A9eIV7f8bP+RUt/+vtf/QHrxCvoMt/hngYz+IFFFFd5yBRRRQAUUUUADVUq3VSvnc83j8/0PsuFtp/IKKKK+fPsAooooAKKKKACvf8A4Lf8iYn/AF2f+leAV798Fv8AkTE/67P/AErow3xHkZ1/A+Z39Z/iH/kA6l/16y/+gGtCs/xB/wAgHUv+vaX/ANBNd58saFFFFAGf4f8A+QDpv/XtF/6CK0Kz/D//ACAdN/69ov8A0EVoUAeafHH/AJAdh/19f+yNXjFez/HH/kBWP/Xz/wCymvGK93AfwkePiv4jCiiiu25zBRRRRcAooop3AaehqtVk9DVavm88+KHzPs+FtIT9UFFFFeCfW80QooooFzRCiiigfNEK+iPhF/yIWm/WX/0Y9fO9fRHwi/5ELTfrL/6MeunD/EePncv3K9TtO1eYfHL/AJBWmf8AXdv5V6hXl/xz/wCQTpv/AF3b+VerhP40T5HE/wANnjtFFFfR3PFCiiii4BRRRRcAooopTfulU/iiVKKKK+Bn8R+t05R5YhRRRUlc0QooooDmiFFFFMOaJ738Ev8AkTm/6+n/AJCvQFrz74Jf8ia//X0/8hXoIr0qXwI+Jxn8efqeffGz/kVLf/r7X/0B68Qr2/42/wDIqW//AF9L/wCgvXiFe/lz/dngYz4wooorvucoUUUUXAKKKKLgFVKt1Ur57O94/P8AQ+w4W0U/kFFFFfPn1/NEKKKKA5ohRRRQPmiFe/8AwW/5ExP+uz/0rwCvf/gv/wAiYn/XZ/6V0Yb4jyM5l+4+Z31Z/iD/AJAOpf8AXtL/AOgmtCs/xB/yAdS/69pf/QTXefLmhRRRQBn+H/8AkA6b/wBe0X/oIqt9miutWuhOZGEaR7QJGAGc+hqz4e/5AOm/9e0X/oApLb/kMX3+5F/WgCtd+HtKvECXdqJ1ByBK7OAfxNV/+EM8P/8AQJtf++a6GlpqTWxNkc7/AMIZ4e/6BNp/3xR/whnh7/oE2n/fFdDRT55dxci7HPf8IZ4e/wCgTaf98Uf8IZ4e/wCgTaf98V0NFHPLuHIuxz3/AAhnh7/oE2n/AHxR/wAIZ4e/6BNr/wB8V0NFHPLuHIuxz/8Awhvh7/oEWv8A3zTD4K8Pf9Am1/74roloNTLXc0g3D4dDnf8AhCvDv/QJtf8Avil/4Qvw9/0CLX/viuioqbRK9pPuc7/whfh7/oEWv/fFH/CFeHf+gRa/98V0VFO0Q9pPuc7/AMIV4d/6BNr/AN8Uf8IX4e/6BNr/AN8V0VFFoh7Sfc53/hC/D3/QJtf++KuW2g6dawLDa23kxDpHHIygfgDWtSUWQnOUt2Ykem2x1m4iIl8sQRsB5z9S8me/sKkuvDmlXiKt3aLOFOQJWZ8fmasx/wDIeuf+vaL/ANDkrQpknO/8IZ4e/wCgTaf98Uf8IZ4e/wCgTaf98V0NFVzy7kci7HPf8IZ4e/6BNp/3xR/whnh7/oE2n/fFdDRRzy7hyLsc9/whnh7/AKBNp/3xR/whnh7/AKBNp/3xXQ0Uc8u4ci7HPf8ACGeHv+gTaf8AfFH/AAhnh7/oE2v/AHzXQ0Uc8u4ci7HO/wDCF+Hv+gRa/wDfFH/CF+Hv+gRa/wDfFdFRUWRt7Sfc53/hC/D3/QItf++KP+EL8Pf9Ai1/74roqKLRD2k+5zv/AAhfh7/oEWv/AHxR/wAIX4e/6BFr/wB8V0VFFoh7Sfc53/hC/D3/AECLX/vij/hC/D3/AECLX/viuiootEPaT7mPaeH9Ns4vKtLYQx5ztikZBn6A1FFp9udXuYiJfLWCJgPObgl5M9/YflW9WfD/AMh68/69Yf8A0OWmQ3cr3fh/TLuER3dsJowc7ZZGcZ/E1W/4Qzw//wBAm1/75roKKak1sLlTOe/4Qzw9/wBAm0/74o/4Qzw9/wBAm0/74roaKfPLuTyLsc9/whnh7/oE2n/fFH/CGeHv+gTaf98V0NFHPLuHIuxz3/CGeHv+gTaf98Uf8IZ4e/6BNr/3xXQ0Uc8u4ci7HP8A/CG+Hv8AoEWn/fNNPgvw9/0CbX/viuhWg1L13NINw+HQ57/hC/D3/QItf++KP+EL8Pf9Ai1/74roqKVole0n3Od/4Qvw9/0CbT/vij/hC/D3/QItf++K6Kii0Q9pPuc7/wAIX4e/6BFr/wB8Uf8ACF+Hv+gTa/8AfFdFRRaIe0n3Od/4Qrw9/wBAm0/74q5beH9NtIfKtbbyY852xOyD8ga1qT8aLITnJ7syYbeO01lUhDhDbkkFywzuHqaseIP+QDqX/XtL/wCgmg/8h6P/AK9m/wDQxR4g/wCQDqX/AF7S/wDoJpkmhRRRQBn+Hv8AkA6b/wBesX/oApLb/kMX3+5F/Wl8P/8AIB03/r2i/wDQRSW3/IYvv9yL+tAGjRRRQAUUUUAef/FnxdqXhXS9Ph8P21te69qV2LaztrjJV+CXYgEHAA9e4rEm+It5qPwDu/GWmNDBqkVmXdQmVimU4YYOe/rVTxXoXi3xH8Y7W/0v7Pp1lodli1ur+2M0Us0v39qhhyB3z2rkbbwf4t0jwb8TfCUmnyXsV4pvbCe0hKRSySEeZHGCTjtxnsaAO6+HHjPWNc+IGoaVqM8clnDo1neqqxAESyKC5yPr0rW1bxnqGkfFrR/DV9b2yaNqto72l1tYSNcJ1jJzjpjt3rnPhZ4d1bTPiXqd/f2NxBaSaFY2yzOMAyoo3J9RWp8eNA1TVdA0zV/Dds9zr2h38V7axRj5pBnDJ/n0oAvaT46mvPHXi20n+xW3hzQIo1lvJSVbziMtlicBQPar2ifEvwjrstwml61HPNDAbkxmGSNmjAyXQOoLjj+HNecJ8Pdd1L4B6xYywtB4o1q5OpXUMrbC7eaHERP+4APrV22sdY8ZeP8AwXqcfhrUPD9n4cglW6e+CRmUugURxBSdyjaeeOvagDovhz8WtF8ZaZqlzcGPT3sJJTIJC+wQqcCUyFQBn06iug8O/EHwx4jluIdG1eK4lt4vOljMUkb+X/fAYAke4zXjVv4P8TXPwu8c+Co9HvoNRl1CW+t7qTaLe6jMsbbEfOdxCntj3rZ8B+FpJ9XTUJdK8axalaaZLbedrlzE8SFlx5cQGSwzn0xgetAHoWnfFHwVqsFzJY+IbSSG1txdTuQ6COMnAJJAwc9uvtWr4U8X6H4rhnk0G+F2ISA4MbxsuenDAHHvXlngzwSth+z8ul614VuZrueM/bLO2CRXbDzc5BPVxgMATzgCt/4MQeJ4LjWV1saouhKY00060kYvQBksHKk5UZ4JJoA9YooooAKKKKAM+P8A5D1z/wBe0X/oclaFZ8f/ACHrn/r2i/8AQ5K0KACiiigDgdO8W3118X9Y8KPFbCxstNivElAPmlmIBBOcY/CsrWfG+s6j4y1Hw54Kt9L36UqvqWo6mzeTCz/djCIQSffPGKyNQfVvDfxz1fxB/wAIzreqabd6XDaxyadAknzg5OdzL6VVl0nVPDvi3xDqk/ha88QeF/FcUM1xaQxxyT28oU/JJEzgEc84OKANbxh428V+F/h/d6nex+HbnVEvobaKW3kka2dZCBkrncpGfX3qfwX428San4s1vwvqcWhzX9rYreQX+neYbYM3AjkBJOcnPB6V5jN4E13/AIVD4htrfwzdQrfeII7630sRr5otgw4MYOBwOldn8O/DlwvxRTXNB8MXvhTw7Hp/2e6tbqNYTdzZ4IiRiOOOfagCxZ+LPiRcfES78Jt/wiAuLWzjvZJhBc7SrHGB+8zmum+LXjDU/A+laRqsFva3GnNfx2+ptIjEwxN/y0XBGMH1z1FVNN0XUYvj9rGsPaSrpkujwwR3RHyNIH5XPrXU/EPw8nivwRrGiPjN3bskZPaTqp/PFAGN4j8X39n8RPDHhjSYraf+0Elu72WUE+VbJ0K4I5J45zUy/FDwc2tLpI1+1N4Zvs44byzJ/d83b5efbPXivPvgl4c8T3raxrfjO0nsNU/s6LRrMTjDiNU5f8SR+Oa5w+F/E1x8K7X4Zt4UvotTivd8mrt5f2TZ5pk80SbslsHGMf4UAenaZ8WNKvvihqfhB4zE9tsjguQJD50p+8mNmFx6k4Nbl78SPCNlr39j3euW0WoCQRFcOVWQ9EaQDYD7E1ymmabquhfHLVNRk0m+utN1ewgtor23VWSFk6+bkgjp715zZ/D3UYJdc0HxFpPjK+W81NrmJtKvIl0+ZGcFXk3/AHCMc8HpQB7jrHxG8K6NrH9kanrUNvqfmRRfZmVixaT7mMDnPr0HfFTaH4/8La7q76VpOrw3V8N2FjRsPt67HI2tj2JrjND8JSf8Lp8U6tf6N59idPtorOeeMEOwHIQnoeBzWJ8MtI8RaT44sbXRdN17TPCMayveWOtCJo7eQg4+yyAlyNx9uOtAHvdFFFABWfD/AMh68/69Yf8A0OWtCs+H/kPXn/XrD/6HLQBoVwmp/FLwVpl3dW2oa7DFcWs5tp08qQmKQeuF4HP3unvXd14JH4S1Y6P8Zkk0qYz6tPKbHKc3I8s42evNAHqPiTxx4b8N21nJrGrQwrdjNuIwZWlGM5VUBJGO+MVFJ4/8KL4ftddOt2q6RPMLdLjnb5h/hbjKn1zjHevL9N0bX/CviXwh4muNB1LVreHw+mmT21oivcWsw5ztYjg9Cc1h3/gPxFL4Lu520eVJ9W8VxasNNGGe2gLE/MBwDjqKAPc/C3jfw94oubu20HVYry4tcGWIIyMAehwwGR7jisj4l+LNQ8KXfhaOxitpk1bVY7GbzgTsjIJyuCOeO+awrzwvf3nxu1S8jjv7LSrvQEtft1o/lkSiQ8K/ZgMVlfE7whqWl2XhR9KbxF4kWw1uO+nE0wuZ1jCEHGccf40Adn8SPGk3hqbR9K0mzXUPEOsSmKyt2fYgwPmkkP8AcGc1Fouq+Mre8mGuv4Xu7ZLeSQ/2Y8qyxSKMgFXJyD07YrmPGNvrniHVPDPjbQfDmpRX3h+4lWbStREcM1zDIg3mPDMM+nPWsvw/4fuNS+LFxr+k+Db7w9pv9k3EE/2uCKB5rmQ5zhWO760AReGPi74pvIfCmoala+H7ix1y++x/ZLHzVuofnx5hBYggdTxXSfE3xb488K6tpkdiPDMun6rqCWNoJoZzLHu6GQiQD8q8q8P+BdUk8K+HtK03wVqWkeL7W/S4l16aGOGNIxIScyBt78Y4Ir2T4z6JqWsXPgo6XZy3QtNaiuJzGM+XGOrH2oA6aWfxPZ+C7+4uE0u58RQwSSRR2qSC3kcDKrgnfz061xTfFSRvgjB4ytLeCTVbgLBHbbT5Zui+zZjOcZyetevV836L4B8RQfFNdBm0+UeBrXWZNdiuCP3ZYx8R/wDfeOPrQB6zqvxB8P8AhiG0tvFeqwWurvbLNNBDFJIU4GW2KGKrnpmsTxx8X9F8L3fhlYnivrPWZATcxMxSKHp5g2qd/P8ACOax7y21nwj8TvFmtP4Y1LxBY65axJbSWKxyGIxrgxSBiMKTznn8a5m38AeIvC/gr4dtJp0+oXOiaub+8s7MiSSONiThMkA4+tAHsev+PvDWgWtpPq2qrALtPMgTypHkdMZ3eWoLAe5FN1L4g+FtM0jTtVvtbtYtO1AMba4yTHJgZPIHBx2PfjrXmHxE8N6zP8TbPxWtn4qOlXWli1MehSxx3ls+d+xwTjYe/PWo774fuNO+G1nYeH9S/su11lrq5tr5kmkhibnMuOB645x0oA9HPxV8EZsgdfty15GssWIpDhG6F/l/dg/7WK7lSCAQcg9DXgXxC0HWLXxfdXngHRtfsNcm8mIXFuIZNLu4gAP3ysfkwMjoegPfNe8W3mfZovPCCXaN+3pnHOKAK5/5D0f/AF7N/wChijxD/wAgHUv+vWX/ANANB/5D0f8A17N/6GKPEH/IB1L/AK9pf/QTQBoUUUUAZ/h//kA6b/17Rf8AoIpLb/kMX3+5F/Wl8P8A/IB03/r2i/8AQRSW3/IYvv8Aci/rQBo0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBnx/8AIeuf+vaL/wBDkq3FLHICY3VsHB2nOD6Vh69ff2Wuuah/z66Z53/fPmn+leS/DzxPZfD74L+Hr+9jkvNU124aVYhIkZuJ5XJJaRsBRgDJPpQB73RXl2ifFrTbzRPEl9qFjNZ3Ph9RJeWsU0dzlCMqY5IztbP6VzHjj4peJv8AhWV9rmjaDLpcw8mSG+F5bXUQjZwD6jd2KYyM5oA94orxmTXpL3xh8PG1/TNTsdYu1mMcUOoKYeE+/IqjD5HIGRjNQSfG5Y9JutXXwnqcmjWV81pe3azR4iIfaCg6yevbHAzQB7bRXnPh/wCIz6l4s/sDUtAv9LuprM39l50kchuYgfRT8jexNZ1l8Vx/wlWnaJqegzaeNRna3tpft8E0gYdBLEhJiPseh4oA9XorxD4e/EfxBPrfjZ/FNk8ei6RcyF5/Mh/0FUTPl4UAyE+vNanhP4yWmu69pWn3GlSWcOrhjp8/2yGYyYGQJI1OYiR2NAHrdFeO/tF6lcaXpXhe5t2uAU1qDdHbth5Rn7g5Gc+laen/ABPkl1TV9I1LwzqFnrlharerY+dFIZ4iQNwcHYMEjOTxz6UAen0V5X4e+Ltre3es2er6XJYXel2DalIILuK9SSFBk4eI43e1WfC3xLXVtCvdd1LRp9N0S3tzdJdi6inDoOxEZyr4I+U0Ael0V5L4T+Mdlrevadp93pUmnRapE0thP9shn8wAZxIkZJiOOcGuH+K3xKuvEvgN7nRNG1O20aXU4YbbV1nQCUpKAcqDvUHBAPegD6SormfFniew8HeEZdc1h2+zQIuQgy8jHACj3JrnNF+JFw3iGz0TxP4cutAvr+2a5sVluY5lnCjLLlfusB2NAHpNZ8P/ACHrz/r1h/8AQ5a8ntvjWs+k6drUvhbUIdDurwWMt808ZEUpcqMJ1cccnj0r1F5hDqmozdo7OJ/yMtAGikschdUZWKnDAHOD71NXz98MfFdh4R+Ek/jLVEkuLnXNVmk2qRvmlaUrGmTgAYQnJ6c12fhb4rWeqvr8Op6e+n3mjWn26aGK4juxJDgklGjOCeOnuKAPTqK8N1/4reINR+Gusa74e8O3FmkdsZra/F5bTLGO5decMAQfLIzTZPE1xqOn/DK78V6fqdrqN7exrA1rfRqsxMSnzZFUYKn+7xigD3SivG9U+MrW8HiGe18Kald2eg3bQX1xHPGqRqCBuGeSeegHA5zWzoPxOXUvFGlaXeaBqOm2+swPcaZd3DRnzwBnlASY+PX29aAPS6K8mvvi6NN8Q2enapoFxZ2t5epYxTvewNKrOcAyQBi6DPr2qh4U8d+Jrn4q+MdM1bTyuhacY2JM0I+wR+Xu3nA3ybuuOcZoA9oorx3Rfjdp+qaxpULaVLb6Xq1z9lsrw3cMjPJnC74Qd8YJ7mrH7Sl3Pp3wza6tZZ45EvrXmBirEeYMgY9aAPWqK8v0n4nTNrc2i6v4Z1PT9R+w/brKHzI5Xu4x2ABwrexPr6VH4a+K8Wo+JG0XVtIOn3hs5L2J4L6G9RkT7wJiPDcdKAPVKK808EfEseJ4J9QOi3FnoKRSzJqL3UUuFj6+bGh3REgE4NZfh7412Gq6xpNvJpUttp+sT/Z7G7N3DI7N/D5kKnfHn3oA9for52+L/wASrnWPh/4sXQNH1T+yLWX7F/bUUyIBMHGfkzv2dt309a9fuNftPDvw+i1vVpWFtaWMc8rDlj8g4HqSePxoA6qivLtG+KM02s6HZ+IPDN9okGtg/wBm3U08colOMgMF5jJGOvrWPP8AGxV0u+1T/hFtSfSNOvmsr27WeLCFX2goDy/r2x60Aesn/kPR/wDXs3/oYo8Qf8gHUv8Ar2l/9BNRRSpNrEMkZ3RtallPqCwqXxB/yAdS/wCvaX/0E0AaFFFFAGf4f/5AOm/9e0X/AKCKS2/5DF9/uRf1pfD/APyAdN/69ov/AEEUlr/yGNQ/3Iv/AGagDRooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDn9ZsRqja3YE4F1pogz6bvNH9a8S8KeC7jx58IfDNqhtrbWPDN7JEYNQg82CV4zgxyr6EEHvXvsf/Ieuf8Ar2i/9DkrQoA808PeD9W0/QNZjSy8IabqV4FWOPTdN2WxA7S5w0gOSPbtXGp8FdSutH8Vw3N1pOlS6zDEkNlpcUgs4pI3VhIQxzkkY4HAP4V77RQB5TF4J8QX3iHwPrGs3elifQVmS4jtPM2uCu1Nm4dcYznFZafCjVR8Ldd8Lfb7H7ZqGpPepL83loplD4PGc4Fe1UUAebaz4Eu9S8c6brUd5FBbW2jTaa2zPmhpBgOvbA+tcL4d+C+taZqvhaaeXw0kOh3nnG4tbV1ur5DnmWQ9W6cdOTzxz9B0UAeRR/DPUxqvja0e+sT4b8UbpJflb7VDIUxx/ARmo/h58ONS8N3umx6jZeDDb6aMJf2ml7b64wMAs54U9yRk8e+a9Wtru3ujILe4imMTbH2OG2t6HHQ1boA89+LXg7UPGVho8OmX0FnPYajFe+dMpbGz0A6n24rivEfwg8Q+LLjXtT8Qa1YRazeWcVlbLZRSC3SNJBIQ2Tk7yvPpnvXu9FAHinhT4Za3pPim+1vzPDOnTXOlvZR22l2RWGKTPDFDjzB65x6VBpHwaupbnxDNrE+laXDq2ntYtZ6HE6W5YtnzmRjjcMDgADrXs9zd21u0UdxcQxSTHbGrOAXPoM9aozeIdIjeyjk1K0D3spgt8Sg+bIOqD1PtQB5t4C+G+o6FdWMOq2Pgw29jEYhe2Wl7Lyf5doLueEOOSRn9awJvg/4s/wCEKHg6DXtKGg2l6Lq0Z4JPtEg83f5ch6ADJPAOTjoK+gaKAON+I/g1PG3gq40GS5NrI/ltHOF3eW6EEHHGRxXN2XgjxJq3i/S/EHjXUNJebSLaWGzt9NjkCtJIuGkkL98dgK9WooA8Rf4Taq3wdtPCP2+x+2w6mL0zfN5ZXzTJt6Zzg+ler+Ws+qahC3RrOFD+JlrXrPh/5D15/wBesP8A6HLQB8/eEvA0ni34TXPg6aZLLU/DeuytEbmHzI2YO7rvTujCQj/HpXpHg/wdq2lQatLJaeDtLv7i1+z250fTNiqefmkJwWGcfJ04r0migDwe1+Deo3E/iGe/n0TSP7U017H7JocMiW7MTnzWVj1GBwBWuvw/8SXlh4Cj1i90fzfDV2sjNbiUCWFIwg6j7/HPQV7DRQB5Cvw01NfCnxF0r7ZZ+d4lu5bi2f5tkQcAAPx147ZrUn8B3z6/4DvhdWwj8P20kE45zITGEyvHt3r0qigD5ytvgbrVsdLha58OSR6fqi3/ANu+yOt9dKJNxEknPbtzXeP4A1NPiH4n1KC8sG0LxHbpDewyBhcRbYvL/dkceh5r1GqkN3bzzTQwTxSSwnEio4LIfcdqAPHvAXwr1Hwxc6ZbXNr4NuNPsJvMTUv7KzqEoByMk8Kf9vJIxXZfF7wfd+NvCH9kaddR2k/2mGfzpQSAEbJ4HU13VFAHhuu/CjxJ4t1C9vvE+vWEVymmPpunnTo5FAyeZJAT36ED19uTwd8Kda0fxl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In a new analysis, Williams Institute Distinguished Scholar Gary J. Gates reports that the national 4-5 million LGBT votes were “crucial” to President Obama’s popular vote victory on Election Day. Gates and an expert political panel will discuss the LGBT exit poll data, the state marriage initiatives, and what the vote and the victories mean in impacting Congress, changes in federal agencies and the likelihood of marriage-related cases being taken up in the Supreme Court.

Gates said: “In this close election, data suggest that the overwhelming LGBT support for President Obama constitutes a key factor in his victory.” For more info about the data on the LGBT vote, including data from the Gallup Daily Tracking Poll, see Gallup Special Report: The LGBT Vote in the 2012 Presidential Election.

Tuesday, Nov. 13, 6:30–8:00 p.m. UCLA School Law in Westwood. CLICK HERE TO RSVP.

Panelists:
 Gary J. Gates, Williams Distinguished Scholar, The Williams Institute

Rick Jacobs, Founder and Chair, Courage Campaign

Douglas NeJaime, Associate Professor of Law, Loyola Law School

Darlene Nipper, Deputy Executive Director, NGLTF

Moderated by Adam Winkler, Professor of Law, UCLA School of Law

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