El Vector (vector de conceptualización sociotécnica)
Espacio de pensamiento crítico en torno a las culturas, sociedades y políticas digitales.
Cambios en "Género y tecnología: feminismo de datos. "
Descripción (Castellano)
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La economía de datos plantea desafíos derivados de la recolección, procesamiento, intercambio y uso de los mismos. Muchos de los debates en torno a la privacidad, el consentimiento, la seguridad o el anonimato digital se enmarcan en el terreno de la ética. Sin embargo, el que problemas como las nuevas formas de discriminación e injusticia algorítmicas se aborden como problemas morales sirve de excusa para que las corporaciones tecnológicas eludan la regulación y rendición de cuentas. Por ello, es necesario encontrar un marco ético crítico y común para evitar criterios arbitrarios sin incidencia real sobre los efectos discriminatorios de dichos algoritmos.
Uno de esos posibles marcos es la ética feminista de los datos, un campo de estudio reciente que examina desde un enfoque interseccional el modo en que las prácticas estándar en ciencia de datos sirven para reforzar desigualdades existentes como el sexismo, el racismo o el clasismo. En palabras de Catherine D’Ignazio, se trata de “una crítica del machismo oculto en la mayoría de las narrativas en torno al big data”. Más allá de suministrar recetas sencillas para evitar malas praxis, este marco analiza cuidadosamente las relaciones de poder que se tejen en las distintas fases del proceso tecnológico (desde el diseño hasta la difusión) y plantea preguntas filosóficas cruciales sobre la dimensión encarnada de los datos, la riqueza epistemológica de la pluralidad, o la importancia hermenéutica del contexto.
En esta sesión contaremos con la participación de Digital Fems, una organización que defiende la diversidad de género en la industria tech yque ha impulsado proyectos como “Datos contra el ruido” utilizando el big data para visibilizar las violencias machistas.
Coordinador/a sesión: Toni Navarro
Invitada/o: DigitalFems
Materiales:
Manifiesto por Algoritmias Hackfeministas
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La economía de datos plantea desafíos derivados de la recolección, procesamiento, intercambio y uso de los mismos. Muchos de los debates en torno a la privacidad, el consentimiento, la seguridad o el anonimato digital se enmarcan en el terreno de la ética. Sin embargo, el que problemas como las nuevas formas de discriminación e injusticia algorítmicas se aborden como problemas morales sirve de excusa para que las corporaciones tecnológicas eludan la regulación y rendición de cuentas. Por ello, es necesario encontrar un marco ético crítico y común para evitar criterios arbitrarios sin incidencia real sobre los efectos discriminatorios de dichos algoritmos.
Uno de esos posibles marcos es la ética feminista de los datos, un campo de estudio reciente que examina desde un enfoque interseccional el modo en que las prácticas estándar en ciencia de datos sirven para reforzar desigualdades existentes como el sexismo, el racismo o el clasismo. En palabras de Catherine D’Ignazio, se trata de “una crítica del machismo oculto en la mayoría de las narrativas en torno al big data”. Más allá de suministrar recetas sencillas para evitar malas praxis, este marco analiza cuidadosamente las relaciones de poder que se tejen en las distintas fases del proceso tecnológico (desde el diseño hasta la difusión) y plantea preguntas filosóficas cruciales sobre la dimensión encarnada de los datos, la riqueza epistemológica de la pluralidad, o la importancia hermenéutica del contexto.
En esta sesión contaremos con la participación de Digital Fems, una organización que defiende la diversidad de género en la industria tech yque ha impulsado proyectos como “Datos contra el ruido” utilizando el big data para visibilizar las violencias machistas.
Coordinador/a sesión: Toni Navarro
Invitada/o: DigitalFems
Materiales:
Manifiesto por Algoritmias Hackfeministas
-<p>La economía de datos plantea desafíos derivados de la recolección, procesamiento, intercambio y uso de los mismos. Muchos de los debates en torno a la<strong> privacidad, el consentimiento, la seguridad o el anonimato digital </strong>se enmarcan en el terreno de la ética. Sin embargo, el que problemas como las nuevas formas de discriminación e injusticia algorítmicas se aborden como problemas morales sirve de excusa para que las corporaciones tecnológicas eludan la regulación y rendición de cuentas. Por ello, <strong>es necesario encontrar un marco ético crítico y común</strong> para evitar criterios arbitrarios sin incidencia real sobre los efectos discriminatorios de dichos algoritmos.</p><p>Uno de esos posibles marcos es la <strong>ética feminista de los datos</strong>, un campo de estudio reciente que examina desde un enfoque interseccional el modo en que las prácticas estándar en ciencia de datos sirven para reforzar desigualdades existentes como el sexismo, el racismo o el clasismo. En palabras de Catherine D’Ignazio, se trata de “una crítica del machismo oculto en la mayoría de las narrativas en torno al big data”. Más allá de suministrar recetas sencillas para evitar malas praxis, este marco <strong>analiza cuidadosamente las relaciones de poder</strong> que se tejen en las distintas fases del proceso tecnológico (desde el diseño hasta la difusión) y plantea preguntas filosóficas cruciales sobre la dimensión encarnada de los datos, la riqueza epistemológica de la pluralidad, o la importancia hermenéutica del contexto.</p><p>En esta sesión contaremos con la participación de <a href="http://www.digitalfems.org/" target="_blank">Digital Fems,</a> una organización que defiende la diversidad de género en la industria tech yque ha impulsado proyectos como “Datos contra el ruido” utilizando el <em>big data </em>para visibilizar las violencias machistas.</p><p><strong>Coordinador/a sesión: </strong><a href="https://tecnopolitica.net/es/autor/toni-navarro" target="_blank">Toni Navarro</a></p><p><strong>Invitada/o: </strong>DigitalFems</p><p><strong> Materiales:</strong></p><p><a href="https://www.manifestno.com/home" target="_blank">Feminist Data Manifest-No</a></p><p><a href="https://utopia.partidopirata.com.ar/zines/manifiesto_por_algoritmias_hackfeministas.pdf" target="_blank">Manifiesto por Algoritmias Hackfeministas</a></p><p><a href="https://mutabit.com/repos.fossil/datafem/uv/datafem.pdf" target="_blank">Data Feminism</a></p><p><br></p>- +<p><img 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/J5yVrSTMRfUY+K0m2mBboH3YP2Qft0T/d0T/dlwIDjf9HtQusv+9oQ8iB7b15ci6U/3+eNPIfea5p78h7lc9HrrnWVDZKcfUecDYc3ku5B96B90D7oHnTPgKPMzANT6l9ojpL6Sz7vz9NthqPbNAcnF76qTsbtB/nbVTmejfUT3U+Z6NI96B60D9oH3YPuy4sBxz/x7njKsUzBXJDLya79pRqjbtMcnEzSTJTzpbMbUuVF52ZHO9G1ti3eSLoH3YP2Qfuge9A9Aw6IGC1DvE31/rynf32ay+dqH6YXvuymOTi53qL6hWH/lNOJ7rI60Z26PcWbSPege9A+aB90D7ovNQYcGe66q0x2w5lQgtX87Vys2xQnr/cR5n7Ru6pZ9L7O36J3fO9Yeczb8qSyV+FNpHvQPWgftA+6B92XGgOODKNlSOOThvK47gzicXO+US+r0m2egxMsepfTvzezY+ZuIYmWIuXSOhH9plmge9A9aB+0D7oH3ZcNAw7dYrLhKEczRdORdD7I11FSuvuwgtc5I/u04tlYwpn0pkPZnavzQLcJVuPzRm7P7qZ7uqd7uqd92qd92qd7uqd7umfAkQNTd9T7nPwVX5Jmkq8FOrM5TjgT5u455l20oF7q53yXr02HwjdDZaJrdkxx113eQLqne7oH7YP2QfegezDgeD77ga0sKHEtlu5avjb3cb7XXLq2yKVrp9G7ov6+rN187VL89D118ytv0xOjZfAG0j3d0z1oH7QPugfdQxhwvJDurGF/xZd4Ns7Nc6w+1JyRfZVF7zTCV9KXrFlHVq4uBQtWA4mmI+U51j7kfjy6p3u6B+3TPu2D7kH3YMBxAta2Je5u+rKguBZL52Z+7s+r7FWUnaCzm+jg+frzfWVBydM9eUkz0W56Vb9f582je7qne9A+7dM+6B50DwYcJ1e/pZnsLudrsntx52Lqn8OZMFfPL8961zRHRn2bn0Wvu9ZVF+VDW5wNhzeP7ume7kH7tE/7oHvQPRhwnJx5YIq35SmPt2/n5yip6mPNGdkLnJF9okVvXl30qjvVXDy3pJmIv+Irj099NMUbR/d0T/egfdqnfdA96B4ZDDhOoP5+Xbk0rLvQlWgpHwuLbpMc3WY6UGXvybMP7dxs5uO/50tcS0/nnX1He2QY6J7u6R60D9oH3YPuGXDgpYyWId6mZrL7l3xMds0DUznLOxszVP35vrqo/JCPy8Hi2Vjaf1Y/X1O3mejSPd3TPWif9mkfdE/3dA8GHOfgrrvKZDeYCyR8Mx+Li7OTjjWajqQ/3+eNe4HwD+p7V/0xH5es6Ta38rY8qexVeOPonu7pHrRP+7QPuqd7ugcDjrMzWoY0Pmkoj+vOLB6H6iPNEVLXuHTthYveq+qil4dLwvrzffGX1fvxanc5Koru6Z7uQfu0T/uge7qnezwPA45TcDYc5fKwaDqSYDUY/6Kn2SxHt6kO/iGYS79v2WPCxuXpLfWLtP5FPVfnddM93dM93dM+7dM+7dM93dM93ecNA45T0p1J3L7elqSZjPV5GS1DnP30pWvcm/d8ussNq3vjv2QtWoqUxdjsmOLd8XjT6J7u6R60T/u0D7qne7oHA47BcTYcZXGJpiPprnXH/tzsn9JnOse1ODe7P+dN76rmyKiH41/0dJtZeZtebnZ7pnu6p3u6p33ap33ap3u6p3u6Z8AxQeqfqpNdf8Uf+2RXt2lO7zUuXdMuepfTvxezY459U59gNVAmutaRJe66yxtG93RP96B92qd90D3d0z0YcAyetW0pk924Fo99smttW8ruz7rNdcouaSYSzqR/Lxd3Lo79ebWvqxPd+v06E126p3u6B+3TPu2D7ume7sGAY3gaN9Rdlo/fOpZ4Nh7r87J/Tl+6lp0SQqS3qLlk7fF4L1kLVgOJptOXGFpHljgbDm8Y3dM93YP2aZ/2Qfd0T/c4AQYcZ2QemOJtqZvB6M40HiXd5jl5Ob87L8LfaY6M2h3fkVFJM5Hjd46Vxy+9e4k3i+7pnu5B+7RP+6B7uqd7nBADjnOo3a0pl4n5y7705/tje072V7bymG6TnVIvepkdp+1De6zHMnXXuhLX0v81wNl3cnFON+ie7uketE/7tE/3dE/3dM+AowTMA1O8TXWyqzvbeJTPKXt+d3aTnTKLZ2Pl8rDqk/FdspY0E/FXfOVx3eZWoHu6p3vQPu3TPuie7ukeDDiGxl13lcluMBeM9cim7L154Uw49l2f8yJaUN+X6qPxLXrtj9vKRNfb8pjo0j3d0z1on/ZpH3RP93QPBhyjZbQMqX+mTuB0ZxyPim4TnfBP3JsnIhL8Vt2IqboznkUvno3FX1YnurW7Nd4ouqd7ugft0z7tg+7pnu5xSgw4BsC95yqXigVzgQSr49nV2P5Sc2/eFS5dE1HvyXP2nbEdzaTbpMrb8sZ6jyDonu7pHrRP+7QPuqd7umfAUXL1+5rJ7vXxTHaNliH2of3C2MuoP99XLhGzf7LH8lyipUiZ6JodU+rvcz8e3dM93YP2aZ/2Qfd0T/dgwDFGzoYjzn76HONoOhrbZDe7mU40HY393O5x611TJ9v21+NZ9HSXNXqb3tgmzKB7uqd70D7t0z7onu7pngEHfqXbDff4neOxbPqj20xHt+lOmQRvpL+AzI4plb3KyJ9HtBRJMKc+F3fdJSK6p3u6B+3TPu2D7ume7sGAY/ysbUuZ7Ma1WLpr3ZE/F/uBOq3UbbpTqkUvs9Bkd6Aelad/VY8Wa3zSYKJL93RP96B92qd90D3d0z3OgQHHgE3dnlIe81f8sUx2swtwme/N0x3lVd0b/Y7KwWog4Uz6fbCOLHE2HOKhe7qne9A+7dM+6J7u6R7nwIBjwCp7FfG2vNRjcS2W9sej34TI+V6dMPfn+6V8X3qvae7J+2r0U13dZlRTd6YIh+7pnu5B+7RP+6B7uqd7nBMDjiHQnW3sL/sj3/in+lCdWuo23ymD4PX0JWvWkTXyI5o6H3Qkmk5Pl519R3uJIeie7uketE/7tA+6p3u6BwOOsTMPTGl83lA/9JqzkIepslcRs5MOO7v5ThkkzUS5VGzU9+QlzUT8FV95XLdZFeie7uketE/7tA+6p3u6BwOO3HDXXWXB8Zd97f1hw5SNO7v5Thn0FjWXrH072kWvu9ZVzuV2d12xti1ioXu6p3vQPu3TPuie7ukeDDjyy2gZ4m16yuO6M5GHyflO3dBm1Avv2Be9q+qiV90Z3aZD8Wysn+jeYqJL93RP96B92qd90D3d0z0GhQHHENU+rIl1lJ7aBXPBSBcda1edGga/L9dkN1jMHBl1aI/0mKbOzY4y0fW2vJHfFwi6p3u6B+3TPu2D7ume7hlw4Mzq99XJne5s5GExD0xl4e1dLs/mQ/FsrGz2U30y4onucnqia3ZMqb/PRJfu6Z7uQfu0T/uge7qnezDgKBBnwxH7MH0PWDgTSrA6usmqs+MoP38cZ3WPQ7SgTtCdb0Z3DnX7tnqZorfpjXSqDLqne7oH7dM+7YPu6Z7uGXBgIKY+Us8+1p2RPCzVR5ojpBbLMdntXVFf56g2+4mWIukudFOPmR1T3HWXKOie7uketE/7tA+6p3u6x4Ax4BgBa9sSZz89SYymI+l8MJqjpHSb7Og245lE4SvpI6Pc3dEtOLpNpuqf1Zno0j3d0z1on/ZpH3RP93SPIWDAMSJTt9XJrr/ij+TyMaNlKJfOZTfjmUT9+b56T97eaO7JC98MlWO6rCNL3HtMdOme7uketE/7tA+6p3u6BwOOAqvsVcTbSh8lFddi6a51R/LznR/UqXI8G0/077x3TXNk1MPRLHpP31M3l9JtQgW6p3u6B+3TPu2D7ume7jEYDDhGqHa3pjzmr/gjWXyqP6qx6zblmahFbz696JkdUyp7laH/3GA1UKbJzr4jzoZDBHRP93QP2qd92gfd0z3dgwFH8ZkHptS/SE/24losnZvDvz/P2rbE7KTPYtZtyjNJsvfkXdy5OPSfmTQT7aZS9U+Z6NI93dM9aJ/2aR90T/d0DwYcE8S74ymLj788msmu/XP63rxni88m9vccLUUS19K/0+rj4V+y1l3raie6o9rNGXRP93QP2qd92gfd0z3dM+DASBgtQ7xNT3lcd4byoGU33YlrsfTn+xP5e+69pjkyane4C0/STMRf8ZXHGzcafPDpnu7pHrRP+7QPuqd7useQMeAYA3fdFesoHWB3oSvR0nDvk9NtuqPbnGcShK+mL1mzD20xD8yh/szuWleZJHtb3tB/Luie7uketE/7tA+6p3u6BwOOsTBahnaXXd1ZyoNU2asoi212c55JkT22qfpkuJesxbOxHL91nHrM7JjazaZA93RP96B92h+MpJnQPuie7ukeDDjGzdlwlAUomAskfDMc6s/N3pvXXehO3O9W9zusPhruoqfbPMrbZKILuqd7gPaHqbfYo33QPd3TPX7FgGOMLr17SXlMd6byIOk23xn25XIjX/Suaha9neEtev35vvjL6fvxzI4p7rrLhxx0T/cA7dM+6J7u6R4jwoBjjKxtS5z99HnJ0XQkwWowtJ9pf2mri8Rrk3XpWu9y+vU4+44YLWNoP+/pLfWLytv0hvozQfd0T/egfdqnfdA93dM9GHDkiu7M5Pb1tiTNZCg/z2gZYh+mF77sJj1FljQTCWcymw79ZA/t50VLkXIPoHVkSe1D7scD3dM9QPu0D7qne7oHA44SsbYt8bbSR0lF05F014Z3v1x2E55gLhjaIjtq4Z/UBdz+eniLnm6zKN2mUgDd0z1A+7QPuqd7usdwMeDIAd3uu/6KP7SFSLcJj26zniLqXUm/DrNjSmWvMpSfFawGykTXPrTF2XD4UIPu6R6gfdoH6J7uwYCjfMwDU+pfpCeBcS0e2mTXfqC5N+/qZCx64SuZS9Z+HuJE97o60Z36aIoPNOie7gHap32A7ukeY8CAIye8O56YnfQxQ8dvHUs8Gw/l52U3PMpu1lNE8Wws0XR6l+jq3nB2VA5WA+VnOfuOWNsWH2bQPd0DtE/7AN3TPRhwlJfRMsTb9JTHdWcuD2TR+z696IUz4dAW2FEJ/6i5J++rwU91k2Yix+8cK49P3WaiC7qne4D2aR+ge7rHuDDgyBF33VUmu/6yL/35/sB/VvWh5ozshWKfkd2bT0+mrSNLzANz4D+nu9aVuJb+gvC2vKHd/we6p3u6B+3TPu2D7ume7sGAo1CMliGNTxrK47qzl8+rsldRFtjspj1FM4p78pJmIv6Krzyu2zwKoHu6B2if9gG6p3uMDgOOnHE2HLGO0vd2BXOBREuDn7hmF4XsolEk/fm+Mmm1vx38otf+uK38nMbnjaFMj0H3dE/3oH3ap33QPd3TPRhwFNrUHfX+Lt0ZzOdeYL9L35sXTUeFvTevd02dSFd3BrvpUDwbi7+cnuiaHVPcdZcPLeie7gHap32A7ukeY8aAI4fsB7ay83EwF0iwGgz051i76i7Aus17iiB4Qz2j2mgZA/0Zuk2gvE1v4D8HdE/3dA/ap33aB93TPd2DAcfEqH9aVx7TncV8HuaBqVwil928pzCL3lx60as+GexEN1qKlImudWRJ7UPuxwPd0z1A+7QP0D3dIw8YcOSUtW2Ju5u+HCqajgY+2XV2MkdIFfDePN09i843zkB/hu6ywfr9Oh9U0D3dA7RP+wDd0z1yggFHjtVvqVEdv3MsSTMZ2M+oPkpPP+NaPJSjqoYp+H2g/dIY5KKanRpbR5Y4Gw4fUtA93QO0T/sA3dM9GHDgZcwDU7wtT1mUumvdwS16ms15wj8Ua7Lbu5y+1C47DT+vp39Vj+669O4lPqCge7oHaJ/2Abqne+QIA46cq79fV86w9lf8gU12jZYh9mHmCKlXi7PoJc1Ewpn0863uDe6evGA1UP5+Z98Z6NQYoHu6B2if9kH3dE/3YMAx8YyWId6mOtltfzy4TYicH9RdnIuit6g5Murh4BY93WZPuk2hALqne4D2aR+ge7rHeDHgKAB33VUnu8v+wM6xrv6ouXTtzdOIpGQAACAASURBVGJMdntX04ue2TGlslcZyN/d+aAj0XR6UyNvy2OiC7qne4D2aR+ge7oHAw6chdEypPFJQ41Sc1bzWVjblrKoZheTvAoW0xPoizsXB/L3Js1E/BVfebx2l6OiQPd0D9A+7QN0T/fIIwYcBeFsOMo51v6yrz026Szsn9P35mU388mjeDZWpq7Vx4O5ZK271pW4lp6a17+oi3lg8mEE3dM9QPu0D9A93YMBB85Ddxaz7szms8hu1hPOhAM9omoYogV1wbd2z39JWTwbKxNds2OKd8fjQwi6p3uA9mkfoHu6R04x4CgQZ8MRZ1/dJGgQk13dZj26TX3ypHcl/fzsQ3sgU9fOzY4y0fU2PTFaBh9C0D3dA7RP+wDd0z0YcGAQdLv66s5uPq3KXkW5LC78Xb43H3q2+Cy9cD85/yVr8Wws/nJ6omsdWeKuu3z4QPd0D9A+7QN0T/fIMQYcBWNtW8pkN5wJJVg9/3FP2Xvzwlfyu+j15/vK5LX66PyLXvu25qio+3UmuqB7ugdon/YBuqd7MODAoDVuqLss685wPq3spj3RdDSw46kGrXdNcyb2zvkWvWgpku5CN/0lc2SJs+HwoQPd0z1A+7QP0D3dI+cYcBSQeWCKt+UpC1T3Rvdcf6/9pa0uBAtRLn8Hvfn0oufsO+eevOo2cZq6M8UHDnRP9wDt0z5A93SPAmDAUVC1uzXlPOv22+1z7YZstAyxD9MLX/DbIJevPzt9tX+yz/X3hW+GEswFykJqP7D5sIHu6R6gfdoH6J7uwYADw2IemOJtpie7cS2W7tr5JrvZzXvyeG+ebidp++vzLU5P31M3b9Jt8gTQPd0DtE/7AN3TPfKJAUeBueuuMtn1V/xz3UuX3bwnrsXSn+/n6nX3XktfsmZ2TKnsVc789wWrgUTT6YXU3XXF2rb4kIHu6R6gfdoH6J7uwYADw2a0DKl/VlcWqc7Nzpn/Tt1lWrpNfsYpfDU9ac7uCH0aSTPRbtpUv8VEF3RP9wDt0z5A93SPImHAUXDuPVc509pfPt9kN3s0VfBGfu7NS5qJcv9cde/sOyp317rKRNfb8sQ8MPlwge7pHqB92gfonu7BgAOjVL+vTiB1ZzyfeNH7PrPozeVn0estqhNm+6uzTXWTZiL+ip96zOyYUn+fiS7onu4B2qd9gO7pHkXDgGMCOBuOMontLnS1G/ScRPWhOiU969818EXvanrRs46sM09gu2tdiWvp6be36Z37CCqA7ukeoH3aB+ie7sGAA2ek2wVYd9bzSVT2KsqGRtnNfsa26F1OP4+z3pMXz8Zy/NZx6jGzY4q77vJhAt3TPUD7tA/QPd2jgBhwTAhr21Lvp5sLzjyNzS4mwevjv3Qtno0lnMlsOvTt2RY93eZMjU8aTHRB93QP0D7tA3RP92DAgXGbuj2lPPbL334509/lfJdeQMOZUJJmMtbXFy2oC3h15/SbDsWzsfjL6fvxrCNLnA2HDxHonu4B2qd9gO4L3H1/vk/3JcaAY4JU9iribXnphWI6kmD19BNZa1c9F1q36c8o9a5kLlk7tM80hT2+d6x+YdyZ4gMEuqd7gPZpH6D7gnf/9NZTui8xBhwTpna3pjzWvt4+9UTWPDCVI6mym/6MWvhK+pK16pPTT3SjpUjZKdrZd7RnggN0T/cA7dM+QPd0DwYcGBPzwJTG54106NORdNe6p/67nJ3MfX6L47s3L56NlTOsnW9Of5mZbjMm3aZNAN3TPUD7tA/QPd2jWBhwTCB33VV2RvZX/FNPdquPqsriGc/GY3lN4R9D5TFr2zrV3xGsBtqJ7mn/HoDu6R6gfdoH6J7uwYADI2C0DPE20/fnxbX41JNd3aY+us1/RqE3n75kzt09/RFP7evqRLdxo8EHBnRP9wDt0z5A93SPCcCAY0LVPqwp99Udv3V8qqms0TLEPkzfr5bd/GdUlHvy9k53T16wGiiXvXlbnpgHJh8W0D3dA7RP+wDd0z0YcCDP6vfV+810Z0K/iPOD88LFZxT6832Ja+nFuvrw5Ite0kzk+J30Lupmx9Ru0gTQPd0DtE/7AN3TPYqJAccEczYcZSrrL/unmuxWf1TvzevP90f6OsI/hMqCVdmrnPjPd9e6yqLpbTLRBd3TPUD7tA/QPd2DAQcKY+oj9cxn3Znwz2NtW8omRr1ro710LXw1vehd3Ll44j+bNBPxV3xl0XTXXT4coHu6B2if9gG6p3tMEAYcE87atsTZzxwBNRdItHTyDYTsnzP35s2PdtHL7oZcfXzyS9b893xlolv/rC5Gy+DDAbqne4D2aR+ge7oHAw4UydRtdbKrOyP6ebKb/Izy3rzwTc2RUbsnO+opno2l/ef067SOLHHvMdEF3dM9QPu0D9A93WPSMOAogcpeRbyt9FFSwVwgwWpwskUvs8lPXItPNRU+j97VnrJonfR+Ot0mS7rNmAC6p3uA9mkfoHu6BwMOFIRuF2HdWdHPWzSzx1D1XhvNpWu9y+mf4+w4J/pz0VIk/nL6fjxn3xFnw+HDALqne4D2aR+ge7rHBGLAURLmgSn1L9ITzWg6OvFkN3tvXnYzoGFImomEM5kzsR+d7J483WV59U+Z6ILu6R6gfdoH6J7uMakYcJSId8dTdkk+fudYkmby0j+b3ewnmAtO9OfOo7eoTo6rOy9f9KKlSNmsyNl3xNq2+BCA7ukeoH3aB+ie7sGAA0VntAzxNtP358W1WLpr3Zf+Wd1mP7pFaZDC34XKwnWSHZGf/vWp8phu8yWA7ukeoH3aB+ie7jE5GHCUjLvuKvfY+Sv+Sye05oEp9mHmCKmrQ170Mjs42z/ZL/0zwWqgXOrmbXlS2avw5oPu6R6gfdoH6J7uwYADk8JoGcruwnEtFv89/6V/tvokfclYdlOgQYpnY4mm07s3V398+SVrus2UdJsuAXRP9wDt0z5A93SPycKAo4ScDUeZ7Lb/3JZ4Nn7xopfZ9CecCYd2b160kF7wzI750vvquje6ykLZ+Lxx4qOmALqne4D2aR+ge7oHAw4UzKV3LymP6c6S/mf2A/WysfBPw9lhOfhteuOg7M7OWUkzkfbbbWWhdNdd3myA7gHap32A7ukeJcCAo6SsbUuc/fQ50f6yL9FS9MI/l/0zvSvDuXQte09ede/Fl6x117oS19JTaW/TO9FGRQDd0z1A+7QP0D3dgwEHCkx3VrTuTOl/lt38J7s4DUJ/vq8sYPZXz5/qxrOx+Cvp+wqtI0tqH3I/HkD3AGgfoHu6R1kw4Cgxa9sSbyt9lFQwF7xwsmt/nV58ounopffznVbvWk9ZwF50b13nZkdZJLObKwGge4D2aR+ge7oHAw5MMN2uw7qzpf+uslcRs5NegMI/Dnay25tPL3ovuicvno3FX05PdO1DW5wNhzcXoHsAtA/QPd2jRBhwlJx5YEr9i/QENJwJJVgNnvtnsotQdpE6r+5CN/XP1cfPvyevfVu9zG7qoyneWIDuAdA+QPd0j5JhwAHx7njKpFZ3xvTfOd+lJ6aDvDdPd8mc/aX93H83u0A6+85Lj5gCQPcA7dM+QPd0j8nDgANitAzxNtP350XTkXRvdLX/vrWbXlTiWiz9+f5Ankvvtcwla4f2c3dH1m2SNHWbiS5A9wBoHwDdgwEHSstdd9XJ7tttSZqJ8u+aB6ZYR+mFL/zDYCa7wevpy+WqT/SXrEVLkQRz6X/X2/KkslfhzQToHgDtA6B7MOBAWRktQxqfNFKPxbVYumv6yW723rzw1fMvekkzkXAm/fc43+g3EPrlb78oj+k2UQJA9wBoH6B7ukc5MODAPxaYDUeZ1vorvvZoKPvb9KKXnbCeRW9R3cBId49dsBpINJ2+f6/+Rf2Fx0sBoHsAtA/QPd2DAQdKZOpO+r62uBZL52ZH+feqO+rlZC86U/tEi97V9KLn7KsT3aSZKJsimR1TvDsebx5A9wBoHwDdo8QYcCDFfmAri42/rE52jZYh9mFmsvv78012g8X0n3e+Vxe97lpXmeh6m95zNycCQPcAaB8A3YMBB0qq/mldeUx3BrXzQ3pR6l0++xnZ8WysLGbVh+nJcdJMxF/xU49ZR5a46y5vGkD3AGgfAN2j5BhwQGFtW+LupheS7kJXuSyt+mN6UQpnQu1OzCcRLaT/brNjKrskd9e6EtfS0+X6/ToTXYDuAdA+ALoHGHBAr35LM9nNnEWt2xRIt3nQSfSupP/cxZ2LqX+OZ2M5fus4/fOPLHE2HN4sgO4B0D4AugcYcEDPPDDF20pv5hPMBcpkNzv9DX93tiOkwlfSf676OD0x1m1+dOndS7xRAN0DoH0AdA+ICAMOvED9/bqYnfRxTNkzqat71RcuXifRn+8r9+RZu/+YGMezsfjL6fvxnH1HO1UGQPcAaB8A3YMBB5BitAzxNtOT3Wg6kmD1HzsgZzcHiqYj7VnaL9K7lr5kzTqyUudcH987VhdkzeZIAOgeAO0DoHsw4AC03HVXmey2r7d/3WCoslcR6yg9Xc1uIvTSRW8+cyb2zj/utYuWIgnm0kdKeVseE12A7gHQPgC6Bxhw4OSMliGNTxrpRW06ku5a99d/tn9On5Gd3UToZZR78h79Y1Kc3exIRKR2t8YbA9A9ANoHQPdACgMOvJSz4SiTW3/F/3Wym90k6NnisxP/3dFSpBwHVd35n39fsBooE936F/XUJW0A6B4A7QOge4ABB06sfj99H1xci3+d7P7zJkF//9/68/0T/b291zKXrO07v5513b6enuiaHVO8Ox5vBkD3AGgfAN0DDDhwNs6GI85++hzq47eOJZ6NxTwwxT7MXLp27WSXroWvpi9Zs3/6n39PsBoouy17m96vCyIAugdA+wDoHmDAgTPR7Wb89zOrq0/Sl65lNxN6nuxladUfq5I0Ezl+J72bstkxxV13eRMAugdA+wDoHtBiwIETs7YtZbLrL/sSz8apzYJERLoL3Zf+feGbobKwWduWdNe6yr16jU8aTHQBugdA+wDoHmDAgcFo3Ggojx3fOxb7ga08Hi29+Aip3tX05Nf+2ZakmYi/4qcX2yNLnA2HXz5A9wBoHwDdA8/FgAOnYh6Y4m2lN/8J5gKJliJl4pvdVEhZ9C6n//fqXlX893xlojt1Z4pfPED3AGgfAN0DL8SAA6dWu1sTs5M+vqn9l/avmwb9uhi+Hjz370iaiYQz6cvWrP/Hkvaf07spO/uOdmIMgO4B0D4Augf+GQMOnJp5YIq3qU52/8fU/0g9Fs6Ev56fnRX+KbPgHVny7P9Qz9TWbXYEgO4B0D4AugeyGHDgTNx1V5nsBouB8lhvUX/pWu+K+ri/nL4fz911xdq2+GUDdA+A9gHQPfBSDDhwJkbLkPpn6YlrNB0p99RlNxf6u/CVUPmzWfVbTHQBugdA+wDoHjgZBhw4M/eeK9bRi6eu2c2FRETi/y3WLnL/zNvyxDww+SUDdA+A9gHQPXAiZr1e/7/5NeDMH6DYlGf/+dlz//f4N7HymGEaEv3vz1/0zI4pv/k/fyNGl7OwAboHQPsA6B44Ga7gwLk4G45yZNTLZC9Zy/I2PTFaLHgA3QOgfQB0D5wcAw6c22l3P87eu/fPzI4p7rrLLxWgewC0D4DugVNhwIFzs7atU092n7uAflZnogvQPQDaB0D3wKkx4MBATN2eOv/ieWSJe4+JLkD3AGgfAN0Dp8eAAwNR2auIt+Wd6++o3+eoKIDuAdA+ALoHzoYBBwamdrd25j/r7DvibDj8EgG6B0D7AOgeOBMGHBgY88CUxueNM/3Z025eBIDuAdA+ALoH/hkDDgyUu+6K2TFP9WecfUesbYtfHkD3AGgfAN0DZ8aAAwNltAzxNk93f17jRoNfHED3AGgfAN0D58KAAwNX+7Am1tHJprTelifmgckvDaB7ALQPgO6Bc2HAgaE4yS7JZsc812ZFAOgeAO0DoHvg7xhwYCicDUfsQ/uF/463yUQXoHsAtA+A7oHBYMCBoZn6aOq5/5vZMcVdd/klAXQPgPYB0D0wEAw4MDTWtiXOvv686/pndTFaBr8kgO4B0D4AugcGggEHhmrqtjrZtY4sce8x0QXoHgDtA6B7YHAqeX+C//HVf0gwF6Qec/Yd+c0ffzMxb8K//7d/l3AmTD32L//lX6SyVyn+B0zzGi7+14sT8951PujI8VvHqccanzek9uFkbKiUNBP5tx//TeJaPNLXSPd0T/fl6572aZ/2+c6ne7qn+/J85w9L7q/gqH+q7tAbzAUSLUUTE071SVV5rHetJ5PK/P8mZ7Oh4PVAecz+2p6Y19f+uK0seNaRNfQFj+7pnu7L1z3t0z7t851P93RP9+X5zi/tgMPatsTdVS9xav+lPTEfLOcb9d614I1AkG9JM1Gm8WbHnIhpvIhIPBuLv+yr/0fkBMeC0T3d0z3d0z7t0z7t0z3d0z3dM+DQqN/ST3aD1clYGKxtS/v6kG+9RXXybv88ORPdzs2O+voObXE2HLqne7qne9qnfdqnfbqne7qn+9wpxIDDPDDF2/KUx9vXJ2iyq9mBeJIuzZvIRe+quug53zkT8dqipUg70X3RcWB0T/d0T/e0T/u0T/t0T/d0T/fjVJhTVOrv18XspO/niqYj6d7oTsai970aS++1niC/gkV18m7tWhPx2nSXhTr7jva/QNA93dM93dM+7dM+7dM93dM93edBYQYcRssQb1Mz2X27LUkzKfwbUX2obj6k29QG+RDPxhJNp6fu1pEl5kHxN1WKliLtZZO6Y8Donu7pnu5pn/Zpn/bpnu7pnu4ZcJyBu+4qk924Fkt3rfiT3cpeRXlt4Uw4EQv6JIoW1EsKJ+WevF/+9ovymLfljW1DJboH3Zeve9oH7fOdT/eg+/J855d2wGG0DGl80lAe91f8iVgcLu6oZ0brNrfB+PWuaDYd+rb4i16wGijTahGR2t0a3dM93dM97dM+7dM+3dM93dN9rl0o2hN2NhyxjtL3BsW1WNofF38ToupjzRnZV1n08ih8JVTfv51q4V+XbjOvxueNsV+OR/eg+/J1T/ugfb7z6R50X57v/EG5UMQnrTub11/2JZ6NC/1m6Dat0W1ug/Hqz/eVyad9aIvRMgr9ujofdJTXZXZMcddduqd7uqd72qd92qd9uqd7uqd7BhzD4Gw42qOWdGf5Fol5YCoT62g6KvxiPml61zRHRv1Q7COjkmYi/op6VJS36eVmMad70H35uqd90D7f+XQPui/Pd35pBxwiIvVP9ZPdop8n7exozshe4IzsXC168+qiV/2x2Jesdde6EtfSX67WkSW1D2t0T/ege9qnfdqnfbqne7qn+0Io7IDD2ra0k13dmb5FUn2kuTfvCvfm5Ynunrwinxkdz8baia7u8lC6p3u6p3vap33ap326p3u6p/u8ulDkJ9+4oe6yHMwFhZ7s6javebb4jJUmJ6KlSJl+urvFvm+tc7Ojneg6Gw7d0z3onvZpn/Zpn+7pnu7pvjAKPeAwD0zxtjzlcd3ZvkVhtAxlWh3XYunP91lxcqD3muaStb3iXrIWz8biL6sT3UvvXqJ7ugfd0z7t0z7t0z3d0z3dM+AYpdrdmpid9LE20XQkwWpxdyS2f1LPWNZtdoPRC1/VHBn1sLiL3vG9Y+UxZ9/J/WV4dA+6L1/3tA/a5zuf7kH35fnOP6vCDzjMA1O8TXWyqzvjtyh0m9joNrvBaCXNRIK59JepdWRJZa9SyNcTLUXK6xHRb+pF93RP93RP+7RP+7RP93RP93TPgGME3HVXO9ntfFDMo6SsbUt5PbrNbjBavUX1i8f+2S7s69Ft0uVteYWZ6NI96L583dM+aJ/vfLoH3ZfnO7+0Aw6jZUj9M81RUiu+JM2kkK8pG1Nciwt/LFbhF72rmnvyHhfzkrXwzVA70a3drdE93YPuaZ/2aZ/26Z7u6Z7uGXCMk3vPFevIUhaK7lq3kK9Ht5mNbtMbjHDRu6z+/q3dYk5An773VHms/kVdzAOT7ukedE/7tE/7tE/3dE/3dF9IFybpxejO8vVXfIln48K9Fvsr9XIo3aY3GI2kmUg4k/7924d2IReJYDWQaDr9XwjMjineHY/u6R50T/u0T/u0T/d0T/d0z4AjD5wNR3vsUudm8e7PMw9MZUodzAWFvQyv6MI/aXZUflK8S9aSZqLdlMvb9MRoGXRP96B72qd92qd9uqd7uqd7Bhx5odsV1l8u6GRXs6mNbvMbDF/viuaevEfFW/S6a11lomsdWeKuu3RP96B72qd90D7d0z3d032hTdyAw9q2lMmuiP4M4LzTbWqj2/wGw6fb2dp+UKxdlZNmIv6Kr/4fhfv1wk906R50X77uaR+0z3c+3YPuy/Odf1IXJvFFTd2eUh4L5oLC7Uxsf6mZ6l5m0Ru1eDZWJqG6L9a889/zJa6l/+uGdWSJs+HQPd2D7mmf9kH7dE/3dE/3DDjyqLJXEW9L3URFdxZwnhktQ+zD9MIXzoTcmzdi4R81E92fijXRjWdjaf9Z/fxP3Zmie7oH3dM+7YP26Z7u6Z7uGXDkme6M32AukPDNYu1OrNvcRrcJDoanN69O0u2vi7Xo6Tbfcvadwl16R/ege7qnfdA+7dM96L683/kvM7EDDvPAlMbnDeVx3ZnAeeZ8o15SpNsEB8OTvSfP7JhS2asU5vn35/viL2vux9Ns0kX3dA+6p33ap33ap3u6p3u6L6oLk/zi3HVXzE767OJoOpJgNSjMa7C2rZdGiOEuGNl72XQ7XufZ01vqF72762o/W3RP96B72qd92qd9uqd7uqd7Bhw5ZLQM8TY19+ddbxfq3rbsJjfRdFTIo7CKqHdNnaA73xVno55oKZJgTv2Sr9+q0z3dg+5pn/ZB+3RP93RP9ww4iqT2YU2sI0tZNLpr3eIset+rkek2w8HgBW+oC4a1W5xpqG6zLW/LE/PApHu6B93TPu2D9ume7ume7ifKhTK8yPp9dYLlr/iFmexWH2rOyJ7n3ryRLHqZiah1ZBVmwQhWA+X5mx1T6u+XY6JL96D78nVP+6B9vvPpHnRfL/V7WooBh7PhKEcwxbVY/Pf8Qjz/yl5Fub+Qe/OGT3eWepHuyWtf10x0Nz0xWobQPd2D7mmf9kH7dE/3dE/3DDgKauoj9Qzg9p/bhbm/7eLORWXR7s/3WZmGKPi9esma/W0xFr3uja5E0+lF2+yY4q67pXoP6R50X77uaR+0z3c+3YPuGXBMPGvbUjbwEdGfGZxH1ceaM7L/wGR3mHqX1UsDqzvV3D/vpJlI+211otv4pFG6iS7dg+4bpfwvObQP2uc7n+5B9+V0oUwvduq2Otn1l/1CTEd1m92Er7LoDXPhCGfSv1/70C7EotFd6yrHXVlHljgbTinfS7oH3Qvt0z5on+7pHnTPgGPSVPYq4m2pR0npzg7OG/PAVHaI1h0JhMHoLWqOjPoh/4tG0kzEX1HvN526M1Xa95LuQfe0T/ugfbqne9B9OVwo2wuu3a0pjwVzgXaTmbxxdtToivC8iyj8nToxr/6Y/0vW2h+3lYmus++I/cAu9ftJ96B72qd90D7d0z3ofvKVbsBhHphS/0I9Okd3hnDeVB+p0ek2x8EAFj3NztXWdr7PxI5nY/GX1Ylu/dN66d9Pugfd0z7tg/bpnu5B95PvQhlftHfHU45iCuYCCVbzvYDoNr3RbY6D8y8e2V2J3d3870is20TL2Xdyv1jTPd3TPd3TPu3TPu3TPd3TPd0PQikHHEbLEG9TvT9Pd5Zw3p53dnfocCaUpJnwSR6gaEG9FLC6l+9L1qKlSDvRbdxo8IbSPeie9mkftE/3dA+6Z8Axydx1V9nIJ5qOpHujm+vnbf+k3l+l2yQHZ9e7ojky6mG+Fz3dZZfelifmgckbSvege9qnfdA+3dM96L4USjvgMFqG1O9r7s97u53rKalu8xvdJjk4u2eLz1L/bB1ZUtmr5Pb5RkuRssu22TG1m2yVHd2D7mmf9kH7dE/3dE/3DDgmkrPhKJPduBZLdy2/k11r21LuKdRtkoOz6c/3lZ2J7Z/zvSvxL3/7RXnM22SiS/ege9A+aJ/u6R50z4CjVC69e0l5zF/xcz3ZzUYYTUcSz8Z8mgegd01zydrj/F6yFqwGyiZJZscUd93lzaR70D1oH7RP93QPumfAUSbWtqVs5hPXYml/nN9NiHSb4Og2y8EZFr15ddGzdvO7M7Fus6z6Z3UxWgZvJt2D7kH7oH26p3vQfalc4FegPzvYX/ZzOym1v1Ivowp+yxnZg9BdSF+yaB/aub38q/NBR5noWkeWuPeY6NI96B60D9oH3YPuGXCUkrVtibelHiWlO2s4D8wDU7mfkHvzzi9a0hwZ9SSfl6wlzUT8FfWoKN1mWqB70D1oH7RP93RP93RfBgw4/hfdLrT+sq8NIQ+y9+bFtVj6833eyHPovaa5J+9RPhe97lpX2SDJ2XfE2XB4I+kedA/aB+2D7kH3DDjKzDwwpf6F5iipv+Tz/jzdZji6TXNwcuGr6mTcfpC/XZXj2Vg/0f2UiS7dg+5B+6B90D3ovrwYcPwT746nHMsUzAW5nOzaX6ox6jbNwckkzUQ5Xzq7IVVedG52tBNda9vijaR70D1oH7QPugfdM+CAiNEyxNtU7897+tenuXyu9mF64ctumoOT6y2qXxj2Tzmd6C6rE92p21O8iXQPugftg/ZB96D7UmPAkeGuu8pkN5wJJVjN387Fuk1x8nofYe4XvauaRe/r/C16x/eOlce8LU8qexXeRLoH3YP2Qfuge9B9qTHgyDBahjQ+aSiP684gHjfnG/WyKt3mOTjBonc5/XszO2buFpJoKVIurRPRb5oFugfdg/ZB+6B70H3ZMODQLSYbjnI0UzQdSeeDfB0lpbsPK3idM7JPK56NJZxJbzqU3bk6D3SbYDU+b+T27G66p3u6p3vap33aqyriaQAAIABJREFUp326p3u6p3sGHDkwdUe9z8lf8SVpJvlaoDOb44QzYe6eY95FC+qlfs53+dp0KHwzVCa6ZscUd93lDaR7uqd70D5oH3QPugcDjuezH9jKghLXYumu5WtzH+d7zaVri1y6dhq9K+rvy9rN1y7FT99TN7/yNj0xWgZvIN3TPd2D9kH7oHvQPYQBxwvpzhr2V3yJZ+PcPMfqQ80Z2VdZ9E4jfCV9yZp1ZOXqUrBgNZBoOlKeY+1D7seje7qne9A+7dM+6B50DwYcJ2BtW+Lupi8LimuxdG7m5/68yl5F2Qk6u4kOnq8/31cWlDzdk5c0E+2mV/X7dd48uqd7ugft0z7tg+5B92DAcXL1W5rJ7nK+JrsXdy6m/jmcCXP1/PKsd01zZNS3+Vn0umtddVE+tMXZcHjz6J7u6R60T/u0D7oH3YMBx8mZB6Z4W57yePt2fo6Sqj7WnJG9wBnZJ1r05tVFr7pTzcVzS5qJ+Cu+8vjUR1O8cXRP93QP2qd92gfdg+6RwYDjBOrv15VLw7oLXYmW8rGw6DbJ0W2mA1X2njz70M7NZj7+e77EtfR03tl3tEeGge7pnu5B+6B90D3ongEHXspoGeJtaia7f8nHZNc8MJWzvLMxQ9Wf76uLyg/5uBwsno2l/Wf18zV1m4ku3dM93YP2aZ/2Qfd0T/dgwHEO7rqrTHaDuUDCN/OxuDg76Vij6Uj6833euBcI/6C+d9Uf83HJmm5zK2/Lk8pehTeO7ume7kH7tE/7oHu6p3sw4Dg7o2VI45OG8rjuzOJxqD7SHCF1jUvXXrjovaouenm4JKw/3xd/Wb0fr3aXo6Lonu7pHrRP+7QPuqd7usfzMOA4BWfDUS4Pi6YjCVaD8S96ms1ydJvq4B+CufT7lj0mbFye3lK/SOtf1HN1Xjfd0z3d0z3t0z7t0z7d0z3d033eMOA4Jd2ZxO3rbUmayVifl9EyxNlPX7rGvXnPp7vcsLo3/kvWoqVIWYzNjineHY83je7pnu5B+7RP+6B7uqd7MOAYHGfDURaXaDqS7lp37M/N/il9pnNci3Oz+3Pe9K5qjox6OP5FT7eZlbfp5Wa3Z7qne7qne9qnfdqnfbqne7qnewYcE6T+qTrZ9Vf8sU92dZvm9F7j0jXtonc5/XsxO+bYN/UJVgNlomsdWeKuu7xhdE/3dA/ap33aB93TPd2DAcfgWduWMtmNa/HYJ7vWtqXs/qzbXKfskmYi4Uz693Jx5+LYn1f7ujrRrd+vM9Gle7qne9A+7dM+6J7u6R4MOIancUPdZfn4rWOJZ+OxPi/75/Sla9kpIUR6i5pL1h6P95K1YDWQaDp9iaF1ZImz4fCG0T3d0z1on/ZpH3RP93SPE2DAcUbmgSnelroZjO5M41HSbZ6Tl/O78yL8nebIqN3xHRmVNBM5fudYefzSu5d4s+ie7uketE/7tA+6p3u6xwkx4DiH2t2acpmYv+xLf74/tudkf2Urj+k22Sn1opfZcdo+tMd6LFN3rStxLf1fA5x9JxfndIPu6Z7uQfu0T/t0T/d0T/cMOErAPDDF21Qnu7qzjUf5nLLnd2c32SmzeDZWLg+rPhnfJWtJMxF/xVce121uBbqne7oH7dM+7YPu6Z7uwYBjaNx1V5nsBnPBWI9syt6bF86EY9/1OS+iBfV9qT4a36LX/ritTHS9LY+JLt3TPd2D9mmf9kH3dE/3YMAxWkbLkPpn6gROd8bxqOg20Qn/xL15IiLBb9WNmKo741n04tlY/GV1olu7W+ONonu6p3vQPu3TPuie7ukep8SAYwDce65yqVgwF0iwOp5dje0vNffmXeHSNRH1njxn3xnb0Uy6Taq8LW+s9wiC7ume7kH7tE/7oHu6p3sGHCVXv6+Z7F4fz2TXaBliH9ovjL2M+vN95RIx+yd7LM8lWoqUia7ZMaX+Pvfj0T3d0z1on/ZpH3RP93QPBhxj5Gw44uynzzGOpqOxTXazm+lE09HYz+0et941dbJtfz2eRU93WaO36Y1twgy6p3u6B+3TPu2D7ume7hlw4Fe63XCP3zkey6Y/us10dJvulEnwRvoLyOyYUtmrjPx5REuRBHPqc3HXXSKie7qne9A+7dM+6J7u6R4MOMbP2raUyW5ci6W71h35c7EfqNNK3aY7pVr0MgtNdgfqUXn6V/VoscYnDSa6dE/3dA/ap33aB93TPd3jHBhwDNjU7SnlMX/FH8tkN7sAl/nePN1RXtW90e+oHKwGEs6k3wfryBJnwyEeuqd7ugft0z7tg+7pnu5xDgw4BqyyVxFvy0s9FtdiaX88+k2InO/VCXN/vl/K96X3muaevK9GP9XVbUY1dWeKcOie7uketE/7tA+6p3u6xzkx4BgC3dnG/rI/8o1/qg/VqaVu850yCF5PX7JmHVkjP6Kp80FHoun0dNnZd7SXGILu6Z7uQfu0T/uge7qnezDgGDvzwJTG5w31Q685C3mYKnsVMTvpsLOb75RB0kyUS8VGfU9e0kzEX/GVx3WbVYHu6Z7uQfu0T/uge7qnezDgyA133VUWHH/Z194fNkzZuLOb75RBb1Fzydq3o130umtd5Vxud9cVa9siFrqne7oH7dM+7YPu6Z7uwYAjv4yWId6mpzyuOxN5mJzv1A1tRr3wjn3Ru6ouetWd0W06FM/G+onuLSa6dE/3dA/ap33aB93TPd1jUBhwDFHtw5pYR+mpXTAXjHTRsXbVqWHw+3JNdoPFzJFRh/ZIj2nq3OwoE11vyxv5fYGge7qne9A+7dM+6J7u6Z4BB86sfl+d3OnORh4W88BUFt7e5fJsPhTPxspmP9UnI57oLqcnumbHlPr7THTpnu7pHrRP+7QPuqd7ugcDjgJxNhyxD9P3gIUzoQSro5usOjuO8vPHcVb3OEQL6gTd+WZ051C3b6uXKXqb3kinyqB7uqd70D7t0z7onu7pngEHBmLqI/XsY90ZycNSfaQ5QmqxHJPd3hX1dY5qs59oKZLuQjf1mNkxxV13iYLu6Z7uQfu0T/uge7qnewwYA44RsLYtcfbTk8RoOpLOB6M5Skq3yY5uM55JFL6SPjLK3R3dgqPbZKr+WZ2JLt3TPd2D9mmf9kH3dE/3GAIGHCMydVud7Por/kguHzNahnLpXHYznknUn++r9+TtjeaevPDNUDmmyzqyxL3HRJfu6Z7uQfu0T/uge7qnezDgKLDKXkW8rfRRUnEtlu5adyQ/3/lBnSrHs/FE/8571zRHRj0czaL39D11cyndJlSge7qne9A+7dM+6J7u6R6DwYBjhGp3a8pj/oo/ksWn+qMau25Tnola9ObTi57ZMaWyVxn6zw1WA2Wa7Ow74mw4RED3dE/3oH3ap33QPd3TPRhwFJ95YEr9i/RkL67F0rk5/PvzrG1LzE76LGbdpjyTJHtP3sWdi0P/mUkz0W4qVf+UiS7d0z3dg/Zpn/ZB93RP92DAMUG8O56y+PjLo5ns2j+n7817tvhsYn/P0VIkcS39O60+Hv4la921rnaiO6rdnEH3dE/3oH3ap33QPd3TPQMOjITRMsTb9JTHdWcoD1p20524Fkt/vj+Rv+fea5ojo3aHu/AkzUT8FV95vHGjwQef7ume7kH7tE/7oHu6p3sMGQOOMXDXXbGO0gF2F7oSLQ33Pjndpju6zXkmQfhq+pI1+9AW88Ac6s/srnWVSbK35Q3954Lu6Z7uQfu0T/uge7qnezDgGAujZWh32dWdpTxIlb2KsthmN+eZFNljm6pPhnvJWjwby/Fbx6nHzI6p3WwKdE/3dA/ap/3BSJoJ7YPu6Z7uwYBj3JwNR1mAgrlAwjfDof7c7L153YXuxP1udb/D6qPhLnq6zaO8TSa6oHu6B2h/mHqLPdoH3dM93eNXDDjG6NK7l5THdGcqD5Ju851hXy438kXvqmbR2xneotef74u/nL4fz+yY4q67fMhB93QP0D7tg+7pnu4xIgw4xsjatsTZT5+XHE1HEqwGQ/uZ9pe2uki8NlmXrvUup1+Ps++I0TKG9vOe3lK/qLxNb6g/E3RP93QP2qd92gfd0z3dgwFHrujOTG5fb0vSTIby84yWIfZheuHLbtJTZEkzkXAms+nQT/bQfl60FCn3AFpHltQ+5H480D3dA7RP+6B7uqd7MOAoEWvbEm8rfZRUNB1Jd21498tlN+EJ5oKhLbKjFv5JXcDtr4e36Ok2i9JtKgXQPd0DtE/7oHu6p3sMFwOOHNDtvuuv+ENbiHSb8Og26ymi3pX06zA7plT2KkP5WcFqoEx07UNbnA2HDzXonu4B2qd9gO7pHgw4ysc8MKX+RXoSGNfioU127Qeae/OuTsaiF76SuWTt5yFOdK+rE92pj6b4QIPu6R6gfdoH6J7uMQYMOHLCu+OJ2UkfM3T81rHEs/FQfl52w6PsZj1FFM/GEk2nd4mu7g1nR+VgNVB+lrPviLVt8WEG3dM9QPu0D9A93YMBR3kZLUO8TU95XHfm8kAWve/Ti144Ew5tgR2V8I+ae/K+GvxUN2kmcvzOsfL41G0muqB7ugdon/YBuqd7jAsDjhxx111lsusv+9Kf7w/8Z1Ufas7IXij2Gdm9+fRk2jqyxDwwB/5zumtdiWvpLwhvyxva/X+ge7qne9A+7dM+6J7u6R4MOArFaBnS+KShPK47e/m8KnsVZYHNbtpTNKO4Jy9pJuKv+Mrjus2jALqne4D2aR+ge7rH6DDgyBlnwxHrKH1vVzAXSLQ0+IlrdlHILhpF0p/vK5NW+9vBL3rtj9vKz2l83hjK9Bh0T/d0D9qnfdoH3dM93YMBR6FN3VHv79KdwXzuBfa79L150XRU2HvzetfUiXR1Z7CbDsWzsfjL6Ymu2THFXXf50ILu6R6gfdoH6J7uMWYMOHLIfmArOx8Hc4EEq8FAf461q+4CrNu8pwiCN9Qzqo2WMdCfodsEytv0Bv5zQPd0T/egfdqnfdA93dM9GHBMjPqndeUx3VnM52EemMolctnNewqz6M2lF73qk8FOdKOlSJnoWkeW1D7kfjzQPd0DtE/7AN3TPfKAAUdOWduWuLvpy6Gi6Wjgk11nJ3OEVAHvzdPds+h84wz0Z+guG6zfr/NBBd3TPUD7tA/QPd0jJxhw5Fj9lhrV8TvHkjSTgf2M6qP09DOuxUM5qmqYgt8H2i+NQS6q2amxdWSJs+HwIQXd0z1A+7QP0D3dgwEHXsY8MMXb8pRFqbvWHdyip9mcJ/xDsSa7vcvpS+2y0/DzevpX9eiuS+9e4gMKuqd7gPZpH6B7ukeOMODIufr7deUMa3/FH9hk12gZYh9mjpB6tTiLXtJMJJxJP9/q3uDuyQtWA+Xvd/adgU6NAbqne4D2aR90T/d0DwYcE89oGeJtqpPd9seD24TI+UHdxbkoeouaI6MeDm7R0232pNsUCqB7ugdon/YBuqd7jBcDjgJw1111srvsD+wc6+qPmkvX3izGZLd3Nb3omR1TKnuVgfzdnQ86Ek2nNzXytjwmuqB7ugdon/YBuqd7MODAWRgtQxqfNNQoNWc1n4W1bSmLanYxyatgMT2BvrhzcSB/b9JMxF/xlcdrdzkqCnRP9wDt0z5A93SPPGLAURDOhqOcY+0v+9pjk87C/jl9b152M588imdjZepafTyYS9a6a12Ja+mpef2LupgHJh9G0D3dA7RP+wDd0z0YcOA8dGcx685sPovsZj3hTDjQI6qGIVpQF3xr9/yXlMWzsTLRNTumeHc8PoSge7oHaJ/2Abqne+QUA44CcTYccfbVTYIGMdnVbdaj29QnT3pX0s/PPrQHMnXt3OwoE11v0xOjZfAhBN3TPUD7tA/QPd2DAQcGQberr+7s5tOq7FWUy+LC3+V786Fni8/SC/eT81+yFs/G4i+nJ7rWkSXuusuHD3RP9wDt0z5A93SPHGPAUTDWtqVMdsOZUILV8x/3lL03L3wlv4tef76vTF6rj86/6LVva46Kul9nogu6p3uA9mkfoHu6BwMODFrjhrrLsu4M59PKbtoTTUcDO55q0HrXNGdi75xv0YuWIukudNNfMkeWOBsOHzrQPd0DtE/7AN3TPXKOAUcBmQemeFueskB1b3TP9ffaX9rqQrAQ5fJ30JtPL3rOvnPuyatuE6epO1N84ED3dA/QPu0DdE/3KAAGHAVVu1tTzrNuv90+127IRssQ+zC98AW/DXL5+rPTV/sn+1x/X/hmKMFcoCyk9gObDxvonu4B2qd9gO7pHgw4MCzmgSneZnqyG9di6a6db7Kb3bwnj/fm6XaStr8+3+L09D118ybdJk8A3dM9QPu0D9A93SOfGHAUmLvuKpNdf8U/17102c174los/fl+rl5377X0JWtmx5TKXuXMf1+wGkg0nV5I3V1XrG2LDxnonu4B2qd9gO7pHgw4MGxGy5D6Z3Vlkerc7Jz579RdpqXb5GecwlfTk+bsjtCnkTQT7aZN9VtMdEH3dA/QPu0DdE/3KBIGHAXn3nOVM6395fNNdrNHUwVv5OfevKSZKPfPVffOvqNyd62rTHS9LU/MA5MPF+ie7gHap32A7ukeDDgwSvX76gRSd8bziRe97zOL3lx+Fr3eojphtr8621Q3aSbir/ipx8yOKfX3meiC7ukeoH3aB+ie7lE0DDgmgLPhKJPY7kJXu0HPSVQfqlPSs/5dA1/0rqYXPevIOvMEtrvWlbiWnn57m965j6AC6J7uAdqnfYDu6R4MOHBGul2AdWc9n0Rlr6JsaJTd7Gdsi97l9PM46z158Wwsx28dpx4zO6a46y4fJtA93QO0T/sA3dM9CogBx4Swti31frq54MzT2OxiErw+/kvX4tlYwpnMpkPfnm3R023O1PikwUQXdE/3AO3TPkD3dA8GHBi3qdv/P3t3GxvHdR/6/7eand3R7iwpBNS9hNL0lQgFCWJAsESHFiIotplEZYLYrS4SXwI1HKaGbSVqhNRQbMT2tZJYEZxCtRvarmtGUAHCdiDXChxGTmipujIk1aRcAkETmKBe9J/UAnHFW5jaB8/ucrL/F7mSNXMOubPkPszsfj9AX2S1fNrl96j6eeacLuWx93/4/qo+l/WmdwEtbi5KpafS0p+vvFNdwBNnat90yO1zJTfkvR/PnDfFGrP4JQLd0z1A+7QP0H2Eu1/qX6L7DsaAo43Ep+JiT9jehaK3LM5I7RNZ86x6LrRu059mKt3iu2TtUnJVU9jFI4vqXxiHuvgFAt3TPUD7tA/QfcS7v/rYVbrvYAw42kz6qbTyWPbBbM0TWWPOUI6k8m/602zFm72XrCUu1j7RLQ+WlZ2irRlLeyY4QPd0D9A+7QN0T/dgwIEWMeYM6X6h2xt6b1kKews1fy7rjO8+v12tuzfP7XOVM6ytN2q/zEy3GZNu0yaA7ukeoH3aB+ie7hEtDDjaUGo0peyMnBvO1TzZTVxIKIun2+e25GcqfrGoPGZOmjV9DmfE0U50a/08AN3TPUD7tA/QPd2DAQeaILYQE3vce3+em3ZrnuzqNvXRbf7TDKV+7yVzqbO1H/GUfVCd6Hbv7+YXBnRP9wDt0z5A93SPNsCAo02ln0gr99Ut3rdY01Q2thCT5CXv/Wr+zX+aRbknb6q2e/KcEUe57M2esMWYM/hlAd3TPUD7tA/QPd2DAQfCLPOser+Z7kzolVinrRUXn2ZY6l8SN+1drBPngi96lZ6KLB7w7qJu5A3tJk0A3dM9QPu0D9A93SOaGHC0MWvMUqayuaFcTZPdxHn13ryl/qWm/hzF3UVlwYpPxQN/fGFvQVk07XEmuqB7ugdon/YBuqd7MOBAZHR9Xz3zWXcm/HLMSVPZxKi0o7mXrhW3exe99WfWB/7YSk9FcsM5ZdFMjab45QDd0z1A+7QP0D3do40w4Ghz5qQp1ozvCKitjpQHg28glHzHd29ef3MXPf9uyIm3g1+ylns4p0x0M89lJLYQ45cDdE/3AO3TPkD3dA8GHIiSroPqZFd3RvRy/Jv8NPPevOIezZFRZ4Md9eT2uZL9qvfnNOdNSR1hogu6p3uA9mkfoHu6R7thwNEB4lNxsSe8R0k5Wx1xRpxgi55vkx837dY0FV6L0kBJWbSC3k+n22RJtxkTQPd0D9A+7QN0T/dgwIGI0O0irDsrerlF038MVenW5ly6Vtrm/TrWGSvQx5UHy5Ib8t6PZ81YYo1Z/DKA7ukeoH3aB+ie7tGGGHB0CGPOkMzL3olmubcceLLrvzfPvxlQI1R6KlLc7DsT+0Kwe/J0l+VlnmaiC7qne4D2aR+ge7pHu2LA0UHsQ7ayS/LigUWp9FSqfqx/sx9nqxPo49aitEudHCfOVF/0yoNlZbMia8YSc9LklwB0T/cA7dM+QPd0DwYciLrYQkzsce/9eW7alcLeQtWP1W32o1uU6qn4uaKycAXZEfnqd68qj+k2XwLonu4B2qd9gO7pHu2DAUeHSY2mlHvscsO5qhNaY86Q5CXfEVIDDV70fDs4J6eTVT/GGXGUS93sCVviU3HefNA93QO0T/sA3dM9GHCgXcQWYsruwm7aldzDuaofm7jovWTMvylQPbl9rpR7vbs3J85Xv2RNt5mSbtMlgO7pHqB92gfonu7RXhhwdCBrzFImu9mvZsXtc1de9Hyb/hQ3Fxt2b155p3fBM/JG1fvqCvsLykLZ/UJ34KOmALqne4D2aR+ge7oHAw5EzIbvbFAe050lfaPkcfWyseKXG7PDsnOHd+Mg/87OfpWeimQfyCoLZWo0xZsN0D1A+7QP0D3dowMw4OhQ5qQp1oz3nOjcUE7Kg+UVP87/MaVbGnPpmv+evMTUypesFfYWxE17p9L2uB1ooyKA7ukeoH3aB+ie7sGAAxGmOytad6b0jfyb//gXp3pY6l9SFrDkz5ef6rp9ruSGvfcVmvOmpJ/gfjyA7gHQPkD3dI9OwYCjg5mTptgT3qOknK3OipPd5Env4lPuLVe9n69WpR0lZQFb6d66/EN5ZZH0b64EgO4B2qd9gO7pHgw40MZ0uw7rzpa+Jj4VFyPvXYCKX6zvZLfU7130Vronz+1zJTfknegmLyXFGrN4cwG6B0D7AN3TPToIA44OZ8wZknnZOwEtbi6KM+Is+zH+Rci/SK1VYWfB878Tby9/T172oHqZXdf3u3hjAboHQPsA3dM9OgwDDoh9yFYmtbozpq+x3vROTOt5b57ukrnkz5LLPte/QFozVtUjpgDQPUD7tA/QPd2j/TDggMQWYmKPe+/PK/eWpbC/oH2+eda7qLhpV5b6l+ryvZRu9V2ydim57O7Iuk2Sug4y0QXoHgDtA6B7MOBAx0qNptTJ7gNZqfRUlOcac4aY896Fr7i7PpNd5zbv5XKJi/pL1sqDZXG2ep9rT9gSn4rzZgJ0D4D2AdA9GHCgU8UWYtJ9uNvzmJt2pbBXP9n135tX3L72Ra/SU5HiZu/nsd7QbyD0/g/fVx7TbaIEgO4B0D5A93SPzsCAAx8uMGOWMq3NDee0R0Mlf+Vd9PwT1tUo7VI3MNLdY+eMOFLu9d6/l3k5s+LxUgDoHgDtA3RP92DAgQ7Sdch7X5ubdiX/UF55XuKMejnZSmdqB1r0BryLnjWjTnQrPRVlUyQjb4h9yObNA+geAO0DoHt0MAYc8EgeTyqLTW5InezGFmKSvOSb7H5hbZNdZ5f3461T6qJX2FtQJrr2uL3s5kQA6B4A7QOgezDgQIfKPJ1RHtOdQW2d9i5KpW2rPyPb7XOVxSxxzjs5rvRUJDec8zxmzpuSGk3xpgF0D4D2AdA9OhwDDijMSVNSZ70LSWFnQbksLXHeuygVNxe1OzEHUd7p/dxG3lB2SS7sLYib9k6XM89mmOgCdA+A9gHQPcCAA3qZxzSTXd9Z1LpNgXSbBwVRusX7cevPrPf8b7fPlcX7Fr1ff94Ua8zizQLoHgDtA6B7gAEH9Iw5Q+wJ72Y+zlZHmez6p7/Fz63uCKnizd6PS7ztnRjrNj/a8J0NvFEA3QOgfQB0D4gIAw6sIPNIRoy89zgm/5nUianEiotXEEv9S8o9eebZDyfGbp8ruSHv/XjWjKWdKgOgewC0D4DuwYAD8IgtxMQe9052y71lcUY+3AHZvzlQubesPUt7JaUd3kvWzHnTc8714pFFdUHWbI4EgO4B0D4AugcDDkArNZpSJrvZB7PXNxiKT8XFnPdOV/2bCFVd9Pp9Z2Kf+fBeu/JgWZyt3iOl7AmbiS5A9wBoHwDdAww4EFxsISbdh7u9i1pvWQp7C9f/d/Id7xnZ/k2EqlHuybvw4aTYv9mRiEj6qTRvDED3AGgfAN0DHgw4UJU1ZimT29xw7vpk179J0Ae7Pgj8ucuDZeU4qMSZP34+Z8RRJrqZlzOeS9oA0D0A2gdA9wADDgSWedZ7H5ybdq9Pdm/cJOjany31LwX6vKVbfZeszVjXz7rOPuid6Bp5Q+xDNm8GQPcAaB8A3QMMOLA61pgl1oz3HOrF+xbF7XPFmDMkecl36dqOYJeuFbd7L1lLTv/x8zgjjrLbsj1uX18QAdA9ANoHQPcAAw6sim4342tnVicuei9d828mtBz/ZWmJ8wmp9FRk8YB3N2Ujb0hqNMWbANA9ANoHQPeAFgMOBGZOmspkNzeUE7fP9WwWJCJS2Fmo+vmKe4rKwmZOmlLYW1Du1es+3M1EF6B7ALQPgO4BBhyoj+793cpji0cWJXk8qTxeHlz5CKnSgHfym3wnKZWeiuSGc97Fdt4Ua8zixQfoHgDtA6B7YFkMOFATY84Qe8K7+Y+z1ZHyYFmZ+Po3FVIWvW3eP09MJST3cE6Z6HYd6uKFB+geAO0DoHtgRQw4ULP0U2kx8t7jm7J/nb2+adD1xfA2Z9nPUempSHGz97I1899NyX7Vu5uyNWNpJ8YA6B4A7QOge+BGDDhQM2POEHtcnez+oesPnseKm4vXz8/2K37Zt+DNm/LB/1AEInP2AAAgAElEQVTP1NZtdgSA7gHQPgC6B/wYcGBVUqMpZbLr7HKUx0q79JeulW5RH88Nee/HS51NiTlp8mIDdA+A9gHQPVAVAw6sSmwhJpnnvBPXcm9ZuafOv7nQNcWbi8rH+mUeY6IL0D0A2gdA90AwDDiwaqkjKTHnV566+jcXEhFxN7raRe5G9oQtxpzBiwzQPQDaB0D3QCBGJpP5X7wMWPUvkGvIB5/9YNk/dz/iKo/F1sVk6b8vLf8584Z85H9+RGIFzsIG6B4A7QOgeyAYruDAmlhjlnJkVDWlvpWPlLLHbYktsOABdA+A9gHQPRAcAw6sWa27H/9h/R+W/TMjb0hqNMWLCtA9ANoHQPdATRhwYM3MSbPmye6yC+hzGSa6AN0DoH0AdA/UjAEH6qLrYNfaF895U1JHmOgCdA+A9gHQPVA7Bhyoi/hUXOwJe02fI/MsR0UBdA+A9gHQPbA6DDhQN+mn0qv+WGvGEmvM4kUE6B4A7QOge2BVGHCgbow5Q7pf6F7Vx9a6eREAugdA+wDoHrgRAw7UVWo0JUbeqOljrBlLzEmTFw+gewC0D4DugVVjwIG6ii3ExB6v7f687v3dvHAA3QOgfQB0D6wJAw7UXfqJtJjzwaa09oQtxpzBiwbQPQDaB0D3wJow4EBDBNkl2cgba9qsCADdA6B9AHQPXMOAAw1hjVmSvJRc8Tn2OBNdgO4B0D4AugfqgwEHGqbr+13L/pmRNyQ1muJFAugeAO0DoHugLhhwoGHMSVOsGf1515nnMhJbiPEiAXQPgPYB0D1QFww40FBdB9XJbvy/4pI6wkQXoHsAtA+A7oH6iYf9G/yvn/+XOFsdz2PWjCUf+eJH2uZN+L//+/9KcXPR89h/u+u/SXwqHv1fMM3PkLyYbJv3Lv94XhbvW/Q81v1Ct6SfaI8NlSo9Ffk/5/+PuGm3qT8j3dM93Xde97RP+7TP3/l0T/d03zl/5zdK6K/gyDyt7tDrbHWkPFhum3ASFxPKY6UdJWlX6xbb58Ih5zZHXdRPts+inn0yqyx45rzZ8AWP7ume7juve9qnfdrn73y6p3u675y/8zt2wGFOmpI6q17ilP3rbNv8YllvqPeuObc7gnCr9FSUabyRN9piGi8i4va5khvKqf+PSIBjweie7ume7mmf9mmf9ume7ume7hlwaGQe0092nZH2WBjMSVP78yHcSrvUyXvynTa6JO+hvPrzXUqKNWbRPd3TPd3TPu3TPu3TPd3TPd2HTiQGHMacIfaErTyefbCNJruaHYjb6dK8tlz0BtRFz3rTaoufrTxY1k50VzoOjO7pnu7pnvZpn/Zpn+7pnu7pvpUic4NU5pGMGHnD+8b0lqWwv9Aei94pNZbSrSVBeDm71Mm7edZsi59Nd1moNWNp/wsE3dM93dM97dM+7dM+3dM93dN9GERmwBFbiIk9rpnsPpCVSk8l8m9E4py6+ZBuUxuEg9vnSrnXO3U3500x5ozI/2zlwbL2skndMWB0T/d0T/e0T/u0T/t0T/d0T/cMOFYhNZpSJrtu2pXC3uhPduNTceVnK24utsWC3o7KO9VLCtvlnrz3f/i+8pg9YbdsQyW6B913Xve0D9rn73y6B913zt/5HTvgiC3EpPtwt/J4bjjXFovD+jPrlcd0m9ug9Uq3aDYd+lX0Fz1nxFGm1SIi6afSdE/3dE/3tE/7tE/7dE/3dE/3oRa5Q4qtMUvMee+9QW7aleyT0d+EKPG25ozsARa9MCreXFTfvzOJyP9cus28ul/obvnleHQPuu+87mkftM/f+XQPuu+cv/PrZV0Uv2nd2by5oZy4fW6k3wzdpjW6zW3QWkv9S8rkM3kpKbGFWKR/rvzjeeXnMvKGpEZTdE/3dE/3tE/7tE/7dE/3dE/3DDgawRqztEct6c7yjRJjzlAm1uXecuQX83ZT2qE5Mup0tI+MqvRUJDesHhVlj9uhWczpHnTfed3TPmifv/PpHnTfOX/nd+yAQ0Qk87R+shv186StM5ozsndyRnaoFr1+ddFLnI/2JWuFvQVx096/XM15U9JPpOme7kH3tE/7tE/7dE/3dE/3kRDZAYc5aWonu7ozfaMkcUFzb94t3JsXJrp78qJ8ZrTb52onurrLQ+me7ume7mmf9mmf9ume7ume7sNqXZS/+e796i7LzlYn0pNd3eY1H+z6gJUmJMqDZWX6mTob7fvW8g/ltRNda8yie7oH3dM+7dM+7dM93dM93UdGpAccxpwh9oStPK472zcqYgsxZVrtpl1Z6l9ixQmB0q2aS9amonvJmtvnSm5Inehu+M4Guqd70D3t0z7t0z7d0z3d0z0DjmZKP5UWI+891qbcWxZnJLo7Eien1TOWdZvdoPmK2zVHRp2L7qK3eGRRecyasUJ/GR7dg+47r3vaB+3zdz7dg+475+/81Yr8gMOYM8QeVye7ujN+o0K3iY1usxs0V6WnIs5W71+m5rwp8al4JH+e8mBZ+XlE9Jt60T3d0z3d0z7t0z7t0z3d0z3dM+BogtRoSjvZzT8ezaOkzElT+Xl0m92guUq71L94ku8kI/vz6DbpsifsyEx06R5033nd0z5on7/z6R503zl/53fsgCO2EJPMc5qjpIZzUumpRPJn8sfkpt3IH4sV+UVvQHNP3tvRvGStuKeoneimn0rTPd2D7mmf9mmf9ume7ume7hlwtFLqSErMeVNZKAp7C5H8eXSb2eg2vUETF71t6utvno3mBPTqw1eVxzIvZ8SYM+ie7kH3tE/7tE/7dE/3dE/3kbSunX4Y3Vm+ueGcuH1u5H6W5M/Vy6F0m96gOSo9FSlu9r7+yUvJSC4Szogj5V7vfyEw8obYh2y6p3vQPe3TPu3TPt3TPd3TPQOOMLDGLO2xS/mHond/njFnKFNqZ6sT2cvwoq74Zc2Oyhejd8lapaei3ZTLHrclthCje7oH3dM+7dM+7dM93dM93TPgCAvdrrC5oYhOdjWb2ug2v0HjlW7R3JN3IXqLXmFvQZnomvOmpEZTdE/3oHvap33QPt3TPd3TfaS13YDDnDSVya6I/gzgsNNtaqPb/AaNp9vZOnk8WrsqV3oqkhvOqf+PwrOZyE906R5033nd0z5on7/z6R503zl/5we1rh1/qK6DXcpjzlYncjsTJ3+mmepuY9FrNrfPVSahur9Ywy73cE7ctPe/bpjzplhjFt3TPeie9mkftE/3dE/3dM+AI4ziU3GxJ9RNVHRnAYdZbCEmyUveha+4uci9eU1W/KJmojsdrYmu2+dK9qvq73/XoS66p3vQPe3TPmif7ume7umeAUeY6c74dbY6UtwTrd2JdZvb6DbBQeOU+tVJevJktBY93eZb1owVuUvv6B50T/e0D9qnfboH3Xfu3/nVtO2Aw5gzpPuFbuVx3ZnAYWa9oV5SpNsEB43jvyfPyBsSn4pH5vtf6l+S3JDmfjzNJl10T/ege9qnfdqnfbqne7qn+6ha184/XGo0JUbee3ZxubcszogTmZ/BnDSrRojGLhj+e9l0O16H2dXH1L/oU2dT2t8tuqd70D3t0z7t0z7d0z3d0z0DjhCKLcTEHtfcn/dgNlL3tvk3uSn3liN5FFYUlXaoE3Trzehs1FMeLIuzVf1LPvNYhu7pHnRP+7QP2qd7uqd7umfAESXpJ9JizpvKolHYW4jOondKjUy3GQ7qz7ldXTDMs9GZhuo227InbDHmDLqne9A97dM+aJ/u6Z7u6b6trOuEHzLzrDrByg3nIjPZTZzTnJHdz715TVn0fBNRc96MzILhjDjK92/kDck80hkTXboH3Xde97QP2ufvfLoH3Wc6+j3tiAGHNWYpRzC5aVdyD+ci8f3Hp+LK/YXcm9d4urPUo3RPXvZBzUR33JbYQkzonu5B97RP+6B9uqd7uqd7BhwR1fV99Qzg7Fezkbm/bf2Z9cqivdS/xMrUQM4X1EvWkr+KxqJX2F+Qcq930TbyhqRGUx31HtI96L7zuqd90D5/59M96J4BR9szJ01lAx8R/ZnBYZR4W3NG9m4mu41U2qZeGpg4kwj9913pqUj2AXWi2324u+MmunQPuu/uyP+SQ/ugff7Op3vQfWda10k/bNdBdbKbG8pFYjqq2+ymuJ1Fr5ELR3Gz9/VNXkpGYtEo7C0ox12Z86ZYY1ZHvpd0D7oX2qd90D7d0z3ongFHu4lPxcWeUI+S0p0dHDbGnKHsEK07Egj1UdqlOTLqdPgXjUpPRXLD6v2mXYe6Ova9pHvQPe3TPmif7ukedN8Z1nXaD5x+Kq085mx1tJvMhI11Ro0uCt93FBU/p07ME+fDf8la9smsMtG1ZixJHk929PtJ96B72qd90D7d0z3ovv113IDDmDMk87J6dI7uDOGwSVxQo9NtjoM6LHqanavNyXCfie32uZIbUie6maczHf9+0j3onvZpH7RP93QPum9/6zrxh7YP2cpRTM5WR5yRcC8guk1vdJvjYO2Lh39X4tTZ8O9IrNtEy5qxQr9Y0z3d0z3d0z7t0z7t0z3d0z3d10NHDjhiCzGxx9X783RnCYft+/bvDl3cXJRKT4Xf5Doq71QvBUxMhfuStfJgWTvR7d7fzRtK96B72qd90D7d0z3ongFHO0uNppSNfMq9ZSnsL4T6+05Oq/dX6TbJweqVbtEcGXUu3Iue7rJLe8IWY87gDaV70D3t0z5on+7pHnTfETp2wBFbiEnmWc39eQ9kQz0l1W1+o9skB6v3wa4PPP/bnDclPhUP7fdbHiwru2wbeUO7yVano3vQPe3TPmif7ume7umeAUdbssYsZbLrpl0p7A3vZNecNJV7CnWb5GB1lvqXlJ2Jk++Ee1fi93/4vvKYPc5El+5B96B90D7d0z3ongFHR9nwnQ3KY7nhXKgnu/4Iy71lcftcfpvroLRDc8na2+G9ZM0ZcZRNkoy8IanRFG8m3YPuQfugfbqne9A9A45OYk6aymY+btqV7JPh3YRItwmObrMcrGLR61cXPfNseHcm1m2WlXkuI7GFGG8m3YPuQfugfbqne9B9R1nHS6A/Ozg3lAvtpDT5c/UyKucOzsiuh8JO7yWLyUvJ0F7+lX88r0x0zXlTUkeY6NI96B60D9oH3YPuGXB0JHPSFHtCPUpKd9ZwGBhzhnI/IffmrV15UHNk1MVwXrJW6alIblg9Kkq3mRboHnQP2gft0z3d0z3ddwIGHP+Pbhfa3FBOG0IY+O/Nc9OuLPUv8UauQelWzT15F8K56BX2FpQNkqwZS6wxizeS7kH3oH3QPugedM+Ao5MZc4ZkXtYcJfXX4bw/T7cZjm7THARX3K5OxpPHw7erstvn6ie6TzPRpXvQPWgftA+6B913LgYcN7AP2cqxTM5WJ5ST3eTP1Bh1m+YgmEpPRTlf2r8hVVjkH8prJ7rmpMkbSfege9A+aB90D7pnwAGR2EJM7HH1/ryr370ayu81ecm78Pk3zUFwpV3qXxjJ6ZBOdIfUiW7XwS7eRLoH3YP2Qfuge9B9R2PA4ZMaTSmT3eLmojgj4du5WLcpTljvIwz9ojegWfROhm/RWzyyqDxmT9gSn4rzJtI96B60D9oH3YPuOxoDDp/YQky6D3crj+vOIG416w31sird5jkIsOht875uRt4I3UJSHiwrl9aJ6DfNAt2D7kH7oH3QPei+0zDg0C0mY5ZyNFO5tyz5x8N1lJTuPiznNs7IrpXb50pxs3fTIf/O1WGg2wSr+4Xu0J7dTfd0T/d0T/u0T/u0T/d0T/d0z4AjBLoOqfc55YZzUumphGuB9m2OU9xcDN33GHblneqlftab4dp0qLinqEx0jbwhqdEUbyDd0z3dg/ZB+6B70D0YcCwveTypLChu2pXC3nBt7mOd0ly6totL12pRukV9vcyz4dql+OrD6uZX9rgtsYUYbyDd0z3dg/ZB+6B70D2EAceKdGcN54Zz4va5ofkeE+c0Z2QPsOjVoniz95I1c94M1aVgzogj5d6y8j2mn+B+PLqne7oH7dM+7YPuQfdgwBGAOWlK6qz3siA37Ur+ofDcnxefiis7Qfs30cHylvqXlAUlTPfkVXoq2k2vMs9mePPonu7pHrRP+7QPugfdgwFHcJnHNJPdoXBNdtefWe/538XNxVB9f2FW2qE5MupX4Vn0CnsL6qJ8KSnWmMWbR/d0T/egfdqnfdA96B4MOIIz5gyxJ2zl8ezB8BwllXhbc0b2Ts7IDrTo9auLXuJMIhTfW6WnIrnhnPJ41/e7eOPonu7pHrRP+7QPugfdw4cBRwCZRzLKpWGFnQUpD4ZjYdFtkqPbTAcq/z15yUvJ0Gzmk3s4J27aO523ZiztkWGge7qne9A+aB90D7pnwIGqYgsxscc1k92/Dsdk15gzlLO8/TFDtdS/pC4qp8NxOZjb50r2q+rvV9dBJrp0T/d0D9qnfdoH3dM93YMBxxqkRlPKZNfZ6khxTzgWF+uMN9Zyb1mW+pd441ZQ3K2+d4nz4bhkTbe5lT1hS3wqzhtH93RP96B92qd90D3d0z0YcKxebCEm3Ye7lcd1Zxa3QuKC5gipHVy6tuKit11d9MJwSdhS/5LkhtT78dJPcVQU3dM93YP2aZ/2Qfd0T/dYDgOOGlhjlnJ5WLm3LM6I0/pFT7NZjm5THXzI2ep93/zHhLXK1cfUv0gzL2dCdV433dM93dM97dM+7dM+3dM93dN92DDgqJHuTOLsg1mp9FRa+n3FFmJizXgvXePevOXpLjdMTLX+krXyYFlZjI28IfYhmzeN7ume7kH7tE/7oHu6p3sw4Kgfa8xSFpdyb1kKewst/96S094znd20G5rdn8OmNKA5Mupc6xc93WZW9rgdmt2e6Z7u6Z7uaZ/2aZ/26Z7u6Z7uGXC0kczT6mQ3N5xr+WRXt2lO6VYuXdMuetu8r4uRN1q+qY8z4igTXXPelNRoijeM7ume7kH7tE/7oHu6p3sw4Kg/c9JUJrtu2m35ZNecNJXdn3Wb63S6Sk9Fipu9r8v6M+tb/n1lH1QnuplnM0x06Z7u6R60T/u0D7qne7oHA47G6d6v7rK8eN+iuH1uS7+v5DveS9f8U0KIlHZpLll7u7WXrDkjjpR7vZcYmvOmWGMWbxjd0z3dg/Zpn/ZB93RP9wiAAccqGXOG2BPqZjC6M42bSbd5TljO7w6L4uc0R0adbd2RUZWeiiweWFQe3/CdDbxZdE/3dA/ap33aB93TPd0jIAYca5B+Kq1cJpYbyslS/1LLvqfkz5PKY7pNdjp60fPtOJ28lGzpsUyFvQVx097/GmDNWKE4pxt0T/d0D9qnfdqne7qne7pnwNEBjDlD7HF1sqs727iZ35P//G7/JjudzO1zlcvDEhdbd8lapaciueGc8rhucyvQPd3TPWif9mkfdE/3dA8GHA2TGk0pk11nq9PSI5v89+YVNxdbvutzWJR3qu9L4kLrFr3sk1llomtP2Ex06Z7u6R60T/u0D7qne7oHA47mii3EJPOcOoHTnXHcLLpNdIpf5t48ERHnDnUjpsSZ1ix6bp8ruSF1opt+Ks0bRfd0T/egfdqnfdA93dM9asSAow5SR1LKpWLOVkeckdbsapz8mebevFu4dE1EvSfPmrFadjSTbpMqe8Ju6T2CoHu6p3vQPu3TPuie7umeAUeHyzyrmew+2JrJbmwhJslLyRVj70RL/UvKJWLJ6WRLvpfyYFmZ6Bp5QzKPcD8e3dM93YP2aZ/2Qfd0T/dgwNFC1pgl1oz3HONyb7llk13/Zjrl3nLLz+1utdIOdbKdPNmaRU93WaM9brdswgy6p3u6B+3TPu2D7ume7hlw4DrdbriLBxZbsumPbjMd3aY7ncS53fsXkJE3JD4Vb/r3UR4si7NV/V5Soykionu6p3vQPu3TPuie7ukeDDhaz5w0lcmum3alsLfQ9O8leVydVuo23emoRc+30Ph3oG6Wq99VjxbrPtzNRJfu6Z7uQfu0T/uge7qne6wBA4466zrYpTyWG861ZLLrX4A7+d483VFeianm76jsjDhS3Ox9H8x5U6wxi3jonu7pHrRP+7QPuqd7uscaMOCos/hUXOwJ2/OYm3Yl+2TzNyGyTqkT5qX+pY58X0q3au7J+3nzp7q6zai6DnURDt3TPd2D9mmf9kH3dE/3WCMGHA2gO9s4N5Rr+sY/iXPq1FK3+U4ncG7zXrJmzptNP6Ip/3heyr3e6bI1Y2kvMQTd0z3dg/Zpn/ZB93RP92DA0XLGnCHdL3Srv/Sas5AbKT4VFyPvDdu/+U4nqPRUlEvFmn1PXqWnIrnhnPK4brMq0D3d0z1on/ZpH3RP93QPBhyhkRpNKQtObiinvT+skfxx+zff6QSlXZpL1n7V3EWvsLegnMudOpsSc9IkFrqne7oH7dM+7YPu6Z7uwYAjvGILMbHHbeVx3ZnIjWS9qW5o0+yFt+WL3oC66CXONG/TIbfP1U90H2OiS/d0T/egfdqnfdA93dM96oUBRwOln0iLOe+d2jlbnaYuOuZZdWrofKGzJrvOLt+RUZeSTT2mKf9QXpno2hN20+8LBN3TPd2D9mmf9kH3dE/3DDiwapln1cmd7mzkRjHmDGXhLW3rnM2H3D5X2ewncbHJE90h70TXyBuSeYSJLt3TPd2D9mmf9kH3dE/3YMARIdaYJclL3nvAipuL4ow0b7JqnbGUr9+Ks7pbobxTnaBbbzTvHOrsQfUyRXvcbupUGXRP93QP2qd92gfd0z3dM+BAXXR9Xz37WHdGcqMkLmiOkNrVGZPd0i3qz9mszX7Kg2Up7Cx4HjPyhqRGU0RB93RP96B92qd90D3d0z3qjAFHE5iTplgz3kliubcs+cebc5SUbpMd3WY87ah4s/fIqNTZ5i04uk2mMs9lmOjSPd3TPWif9mkfdE/3dI8GYMDRJF0H1clubjjXlMvHYgsx5dI5/2Y87Wipf0m9J2+qOffkFfcUlWO6zHlTUkeY6NI93dM9aJ/2aR90T/d0DwYcERafios94T1Kyk27UthbaMrXt06rU2W3z23r17y0Q3Nk1LnmLHpXH1Y3l9JtQgW6p3u6B+3TPu2D7ume7lEfDDiaKP1UWnksN5xryuKTOK/GrtuUp60WvX7vomfkDYlPxRv+dZ0RR5kmWzOWWGMWEdA93dM9aJ/2aR90T/d0DwYc0WfMGZJ52TvZc9Ou5B9q/P155qQpRt57FrNuU5524r8nb/2Z9Q3/mpWeinZTqczTTHTpnu7pHrRP+7QPuqd7ugcDjjZiH7KVxSc31JzJbvId7715H+z6oG1f5/JgWdy09zVNvN34S9YKewvaiW6zdnMG3dM93YP2aZ/2Qfd0T/cMONAUsYWY2OO28rjuDOV682+646ZdWepfasvXuXSr5sios41deCo9FckN55THu/d384tP93RP96B92qd90D3d0z0ajAFHC6RGU2LOewMs7CxIebCx98npNt3Rbc7TDorbvZesJS8lxZgzGvo1C3sLyiTZnrAb/nVB93RP96B92qd90D3d0z0YcLREbCGm3WVXd5ZyPcWn4spi69+cp134j21KXGzsJWtunyuL9y16HjPyhnazKdA93dM9aJ/266PSU6F90D3d0z0YcLSaNWYpC5Cz1ZHinmJDv67/3rzCzkLbvba61zBxobGLnm7zKHuciS7onu4B2m+k0q4S7YPu6Z7ucR0Djhba8J0NymO6M5XrSbf5TqMvl2v6ojegWfTONG7RW+pfktyQ9348I29IajTFLznonu4B2qd90D3d0z2ahAFHC5mTplgz3vOSy71lcUachn3N5M+S6iJxa3tdulba5v15rBlLYguxhn29q4+pf1HZ43ZDvybonu7pHrRP+7QPuqd7ugcDjlDRnZmcfTArlZ5KQ75ebCEmyUvehc+/SU+UVXoqUtzs23RoOtmwr1ceLCv3AJrzpqSf4H480D3dA7RP+6B7uqd7MODoIOakKfaE9yipcm9ZCnsbd7+cfxMeZ6vTsEW22YpfVhfw5MnGLXq6zaJ0m0oBdE/3AO3TPuie7ukejcWAIwR0u+/mhnMNW4h0m/DoNuuJotIt3p/DyBsSn4o35Gs5I44y0U1eSoo1ZvFLDbqne4D2aR+ge7oHA47OY8wZknnZOwl0027DJrvJ45p78wbaY9Er3uy7ZO2dBk50H1Qnul3f7+IXGnRP9wDt0z5A93SPFmDAERL2IVuMvPeYocX7FsXtcxvy9fwbHvk364kit8+Vcq93l+jEVGN2VHZGHOVrWTOWmJMmv8yge7oHaJ/2AbqnezDg6FyxhZjY47byuO7M5boseqe8i15xc7FhC2yzFL+ouSfv5/Wf6lZ6KrJ4YFF5vOsgE13QPd0DtE/7AN3TPVqFAUeIpEZTymQ3N5STpf6lun+txDnNGdk7o31GdqnfO5k2500x5oy6f53C3oK4ae9fEPaE3bD7/0D3dE/3oH3ap33QPd3TPRhwREpsISbdh7uVx3VnL69VfCquLLD+TXuiphn35FV6KpIbzimP6zaPAuie7gHap32A7ukezcOAI2SsMUvMee+9Xc5WR8qD9Z+4+hcF/6IRJUv9S8qkNfmr+i962SezytfpfqG7IdNj0D3d0z1on/ZpH3RP93QPBhyR1nVIvb9LdwbzmhfYN7335pV7y5G9N6+0Q51IJ87Ud9Mht8+V3JB3omvkDUmNpvilBd3TPUD7tA/QPd2jxRhwhFDyeFLZ+djZ6ogz4tT165hn1V2AdZv3RIFzu3pGdWwhVtevodsEyh636/51QPd0T/egfdqnfdA93dM9GHC0jczTGeUx3VnMa2HMGcolcv7NeyKz6G31LnqJi/Wd6JYHy8pE15w3Jf0E9+OB7ukeoH3aB+ie7hEGDDhCypw0JXXWezlUubdc98mudcZ3hFQE783T3bNovWHV9WvoLhvMPJvhFxV0T/cA7dM+QPd0j5BgwBFimcfUqBYPLE93nAcAACAASURBVEqlp1K3r5G44J1+umm3IUdVNZLzBUf7l0Y9F1X/1NicN8Uas/glBd3TPUD7tA/QPd2DAQeqMeYMsSdsZVEq7C3Ub9HTbM5T3B2tyW5pm/dSO/80fK2uflc9umvDdzbwCwq6p3uA9mkfoHu6R4gw4Ai5zCMZ5Qzr3HCubpPd2EJMkpd8R0htj86iV+mpSHGz9/tNTNXvnjxnxFE+vzVj1XVqDNA93QO0T/uge7qnezDgaHuxhZjY4+pkN/tk/TYhsk6ruzhHRWmX5sioc/Vb9HSbPek2hQLonu4B2qd9gO7pHq3FgCMCUqMpdbI7lKvbOdaJ85pL1/ZEY7JbGvAuekbekPhUvC6fO/94Xsq93k2N7AmbiS7onu4B2qd9gO7pHgw4sBqxhZh0H+5Wo9Sc1bwa5qSpLKr+xSSsnF3eCfT6M+vr8nkrPRXJDeeUx9NPcVQU6J7uAdqnfYDu6R5hxIAjIqwxSznHOjeU0x6btBrJd7z35vk38wkjt89Vpq6Jt+tzyVphb0HctHdqnnk5I8acwS8j6J7uAdqnfYDu6R4MOLAWurOYdWc2r4Z/s57i5mJdj6hqhPJOdcE3z679kjK3z1UmukbeEPuQzS8h6J7uAdqnfYDu6R4hxYAjQqwxS6wZdZOgekx2dZv16Db1CZPSLd7vL3kpWZepa/6hvDLRtcdtiS3E+CUE3dM9QPu0D9A93YMBB+pBt6uv7uzmWsWn4splccXPhXvzoQ92feBduC+u/ZI1t8+V3JB3omvOm5IaTfHLB7qne4D2aR+ge7pHiDHgiBhz0lQmu8XNRXFG1n7ck//evOLN4V30lvqXlMlr4sLaF73sQc1RUc9mmOiC7ukeoH3aB+ie7sGAA/XWvV/dZVl3hnOt/Jv2lHvLdTueqt5KOzRnYp9Z26JXHixLYWfB+5fMvCnWmMUvHeie7gHap32A7ukeIceAI4KMOUPsCVtZoAr7C2v6vMmfJdWFYGc5lK9Bqd+76Fkz1ponr7pNnLoOdfELB7qne4D2aR+ge7pHBDDgiKj0U2nlPOvsA9k17YYcW4hJ8pJ34XPucEL58/unr8np5Jo+X3FPUZytjrKQJo8n+WUD3dM9QPu0D9A93YMBBxrFmDPEHvdOdt20K4W9a5vs+jfvCeO9ebqdpJMn17Y4XX1Y3bxJt8kTQPd0D9A+7QN0T/cIJwYcEZYaTSmT3dxwbk330vk373HTriz1L4Xq5y7d6r1kzcgbEp+Kr/rzOSOOlHu9C2nqbErMSZNfMtA93QO0T/sA3dM9GHCg0WILMck8l1EWqfxD+VV/Tt1lWrpNflqpuN07afbvCF2LSk9Fu2lT5jEmuqB7ugdon/YBuqd7RAkDjohLHUkpZ1rnhtY22fUfTeXcHp578yo9FeX+ucTU6ndULuwtKBNde8IWY87glwt0T/cA7dM+QPd0DwYcaKbMs+oEUnfGc+BF75Rv0dsankWvtEudMCd/vrqpbqWnIrnhnOcxI29I5hEmuqB7ugdon/YBuqd7RA0DjjZgjVnKJLaws6DdoCeIxDl1Srraz1X3RW/Au+iZ8+aqJ7CFvQVx097ptz1ur/kIKoDu6R6gfdoH6J7uwYADq6TbBVh31nMQ8am4sqGRf7Ofli1627zfx2rvyXP7XFm8b9HzmJE3JDWa4pcJdE/3AO3TPkD3dI8IYsDRJsxJU72fbquz6mmsfzFxbmv9pWtunyvFzb5Nh361ukVPtzlT9+FuJrqge7oHaJ/2AbqnezDgQKt1HexSHnv/h++v6nNZb3oX0OLmolR6Ki39+co71QU8cab2TYfcPldyQ9778cx5U6wxi18i0D3dA7RP+wDdR7j7pf4luu9gDDjaSHwqLvaE7V0oesvijNQ+kTXPqudC6zb9aabSLb5L1i4lVzWFXTyyqP6FcaiLXyDQPd0DtE/7AN1HvPurj12l+w7GgKPNpJ9KK49lH8zWPJE15gzlSCr/pj/NVrzZe8la4mLtE93yYFnZKdqasbRnggN0T/cA7dM+QPd0DwYcaBFjzpDuF7q9ofeWpbC3UPPnss747vPb1bp789w+VznD2nqj9svMdJsx6TZtAuie7gHap32A7uke0cKAow2lRlPKzsi54VzNk93EhYSyeLp9bkt+puIXi8pj5qRZ0+dwRhztRLfWzwPQPd0DtE/7AN3TPRhwoAliCzGxx73357lpt+bJrm5TH93mP81Q6vdeMpc6W/sRT9kH1Ylu9/5ufmFA93QP0D7tA3RP92gDDDjaVPqJtHJf3eJ9izVNZWMLMUle8t6v5t/8p1mUe/KmarsnzxlxlMve7AlbjDmDXxbQPd0DtE/7AN3TPRhwIMwyz6r3m+nOhF6JddpacfFphqX+JXHT3sU6cS74olfpqcjiAe8u6kbe0G7SBNA93QO0T/sA3dM9ookBRxuzxixlKpsbytU02U2cV+/NW+pfaurPUdxdVBas+FQ88McX9haURdMeZ6ILuqd7gPZpH6B7ugcDDkRG1/fVM591Z8Ivx5w0lU2MSjuae+lacbt30Vt/Zn3gj630VCQ3nFMWzdRoil8O0D3dA7RP+wDd0z3aCAOONmdOmmLN+I6A2upIeTD4BkLJd3z35vU3d9Hz74aceDv4JWu5h3PKRDfzXEZiCzF+OUD3dA/QPu0DdE/3YMCBKOk6qE52dWdEL8e/yU8z780r7tEcGXU22FFPbp8r2a96f05z3pTUESa6oHu6B2if9gG6p3u0GwYcHSA+FRd7wnuUlLPVEWfECbbo+Tb5cdNuTVPhtSgNlJRFK+j9dLpNlnSbMQF0T/cA7dM+QPd0DwYciAjdLsK6s6KXWzT9x1CVbm3OpWulbd6vY52xAn1cebAsuSHv/XjWjCXWmMUvA+ie7gHap32A7ukebYgBR4cw5gzJvOydaJZ7y4Enu/578/ybATVCpacixc2+M7EvBLsnT3dZXuZpJrqge7oHaJ/2Abqne7QrBhwdxD5kK7skLx5YlEpPperH+jf7cbY6gT5uLUq71Mlx4kz1Ra88WFY2K7JmLDEnTX4JQPd0D9A+7QN0T/dgwIGoiy3ExB733p/npl0p7C1U/VjdZj+6Rameip8rKgtXkB2Rr373qvKYbvMlgO7pHqB92gfonu7RPhhwdJjUaEq5xy43nKs6oTXmDEle8h0hNdDgRc+3g3NyOln1Y5wRR7nUzZ6wJT4V580H3dM9QPu0D9A93YMBB9pFbCGm7C7spl3JPZyr+rGJi95LxvybAtWT2+dKude7e3PifPVL1nSbKek2XQLonu4B2qd9gO7pHu2FAUcHssYsZbKb/WpW3D535UXPt+lPcXOxYffmlXd6Fzwjb1S9r66wv6AslN0vdAc+agqge7oHaJ/2AbqnezDgQMRs+M4G5THdWdI3Sh5XLxsrfrkxOyw7d3g3DvLv7OxX6alI9oGsslCmRlO82QDdA7RP+wDd0z06AAOODmVOmmLNeM+Jzg3lpDxYXvHj/B9TuqUxl67578lLTK18yVphb0HctHcqbY/bgTYqAuie7gHap32A7ukeDDgQYbqzonVnSt/Iv/mPf3Gqh6X+JWUBS/58+amu2+dKbth7X6E5b0r6Ce7HA+geAO0DdE/36BQMODqYOWmKPeE9SsrZ6qw42U2e9C4+5d5y1fv5alXaUVIWsJXurcs/lFcWSf/mSgDoHqB92gfonu7BgANtTLfrsO5s6WviU3Ex8t4FqPjF+k52S/3eRW+le/LcPldyQ96JbvJSUqwxizcXoHsAtA/QPd2jgzDg6HDGnCGZl70T0OLmojgjzrIf41+E/IvUWhV2Fjz/O/H28vfkZQ+ql9l1fb+LNxagewC0D9A93aPDMOCA2IdsZVKrO2P6GutN78S0nvfm6S6ZS/4suexz/QukNWNVPWIKAN0DtE/7AN3TPdoPAw5IbCEm9rj3/rxyb1kK+wva55tnvYuKm3ZlqX+pLt9L6VbfJWuXksvujqzbJKnrIBNdgO4B0D4AugcDDnSs1GhKnew+kJVKT0V5rjFniDnvXfiKu+sz2XVu814ul7iov2StPFgWZ6v3ufaELfGpOG8mQPcAaB8A3YMBBzpVbCEm3Ye7PY+5aVcKe/WTXf+9ecXta1/0Kj0VKW72fh7rDf0GQu//8H3lMd0mSgDoHgDtA3RP9+gMDDjw4QIzZinT2txwTns0VPJX3kXPP2FdjdIudQMj3T12zogj5V7v/XuZlzMrHi8FgO4B0D5A93QPBhzoIF2HvPe1uWlX8g/lleclzqiXk610pnagRW/Au+hZM+pEt9JTUTZFMvKG2Ids3jyA7gHQPgC6RwdjwAGP5PGkstjkhtTJbmwhJslLvsnuF9Y22XV2eT/eOqUueoW9BWWia4/by25OBIDuAdA+ALoHAw50qMzTGeUx3RnU1mnvolTatvozst0+V1nMEue8k+NKT0VywznPY+a8KanRFG8aQPcAaB8A3aPDMeCAwpw0JXXWu5AUdhaUy9IS572LUnFzUbsTcxDlnd7PbeQNZZfkwt6CuGnvdDnzbIaJLkD3AGgfAN0DDDigl3lMM9n1nUWt2xRIt3lQEKVbvB+3/sx6z/92+1xZvG/R+/XnTbHGLN4sgO4B0D4AugcYcEDPmDPEnvBu5uNsdZTJrn/6W/zc6o6QKt7s/bjE296JsW7zow3f2cAbBdA9ANoHQPeAiDDgwAoyj2TEyHuPY/KfSZ2YSqy4eAWx1L+k3JNnnv1wYuz2uZIb8t6PZ81Y2qkyALoHQPsA6B4MOACP2EJM7HHvZLfcWxZn5MMdkP2bA5V7y9qztFdS2uG9ZM2cNz3nXC8eWVQXZM3mSADoHgDtA6B7MOAAtFKjKWWym30we32DofhUXMx573TVv4lQ1UWv33cm9pkP77UrD5bF2eo9UsqesJnoAnQPgPYB0D3AgAPBxRZi0n2427uo9ZalsLdw/X8n3/Geke3fRKga5Z68Cx9Oiv2bHYmIpJ9K88YAdA+A9gHQPeDBgANVWWOWMrnNDeeuT3b9mwR9sOuDFT9f/P/78Eio8mBZOQ4qceaPn88ZcZSJbubljOeSNgB0D4D2AdA9wIADgWWe9d4H56bd65PdGzcJuvZnS/1LgT5v6VbfJWsz1vWzrrMPeie6Rt4Q+5DNmwHQPQDaB0D3AAMOrI41Zok14z2HevG+RXH7XDHmDEle8l26tiPYpWvF7d5L1pLTf/w8zoij7LZsj9vXF0QAdA+A9gHQPcCAA6ui28342pnViYveS9f8mwktx39ZWuJ8Qio9FVk84N1N2cgbkhpN8SYAdA+A9gHQPaDFgAOBmZOmMtnNDeXE7XM9mwWJiBR2Fqp+vuKeorKwmZOmFPYWlHv1ug93M9EF6B4A7QOge4ABB+qje3+38tjikUVJHk8qj5cHVz5CqjTgnfwm30lKpaciueGcd7GdN8Uas3jxAboHQPsA6B5YFgMO1MSYM8Se8G7+42x1pDxYVia+/k2FlEVvm/fPE1MJyT2cUya6XYe6eOEBugdA+wDoHlgRAw7ULP1UWoy89/im7F9nr28adH0xvM1Z9nNUeipS3Oy9bM38d1OyX/XupmzNWNqJMQC6B0D7AOgeuBEDDtTMmDPEHlcnu3/o+oPnseLm4vXzs/2KX/YtePOmfPA/1DO1dZsdAaB7ALQPgO4BPwYcWJXUaEqZ7Dq7HOWx0i79pWulW9THc0Pe+/FSZ1NiTpq82ADdA6B9AHQPVMWAA6sSW4hJ5jnvxLXcW1buqfNvLnRN8eai8rF+mceY6AJ0D4D2AdA9EAwDDqxa6khKzPmVp67+zYVERNyNrnaRu5E9YYsxZ/AiA3QPgPYB0D0QiJHJZP4XLwNW/QvkGvLBZz9Y9s/dj7jKY7F1MVn670vLf868IR/5nx+RWIGzsAG6B0D7AOgeCIYrOLAm1pilHBlVTalv5SOl7HFbYgsseADdA6B9AHQPBMeAA2tW6+7Hf1j/h2X/zMgbkhpN8aICdA+A9gHQPVATBhxYM3PSrHmyu+wC+lyGiS5A9wBoHwDdAzVjwIG66DrYtfbFc96U1BEmugDdA6B9AHQP1I4BB+oiPhUXe8Je0+fIPMtRUQDdA6B9AHQPrA4DDtRN+qn0qj/WmrHEGrN4EQG6B0D7AOgeW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" alt=""></p><p>La economía de datos plantea desafíos derivados de la recolección, procesamiento, intercambio y uso de los mismos. Muchos de los debates en torno a la<strong> privacidad, el consentimiento, la seguridad o el anonimato digital </strong>se enmarcan en el terreno de la ética. Sin embargo, el que problemas como las nuevas formas de discriminación e injusticia algorítmicas se aborden como problemas morales sirve de excusa para que las corporaciones tecnológicas eludan la regulación y rendición de cuentas. Por ello, <strong>es necesario encontrar un marco ético crítico y común</strong> para evitar criterios arbitrarios sin incidencia real sobre los efectos discriminatorios de dichos algoritmos.</p><p>Uno de esos posibles marcos es la <strong>ética feminista de los datos</strong>, un campo de estudio reciente que examina desde un enfoque interseccional el modo en que las prácticas estándar en ciencia de datos sirven para reforzar desigualdades existentes como el sexismo, el racismo o el clasismo. En palabras de Catherine D’Ignazio, se trata de “una crítica del machismo oculto en la mayoría de las narrativas en torno al big data”. Más allá de suministrar recetas sencillas para evitar malas praxis, este marco <strong>analiza cuidadosamente las relaciones de poder</strong> que se tejen en las distintas fases del proceso tecnológico (desde el diseño hasta la difusión) y plantea preguntas filosóficas cruciales sobre la dimensión encarnada de los datos, la riqueza epistemológica de la pluralidad, o la importancia hermenéutica del contexto.</p><p>En esta sesión contaremos con la participación de <a href="http://www.digitalfems.org/" target="_blank">Digital Fems,</a> una organización que defiende la diversidad de género en la industria tech yque ha impulsado proyectos como “Datos contra el ruido” utilizando el <em>big data </em>para visibilizar las violencias machistas.</p><p><strong>Coordinador/a sesión: </strong><a href="https://tecnopolitica.net/es/autor/toni-navarro" target="_blank">Toni Navarro</a></p><p><strong>Invitada/o: </strong>DigitalFems</p><p><strong> Materiales:</strong></p><p><a href="https://www.manifestno.com/home" target="_blank">Feminist Data Manifest-No</a></p><p><a href="https://utopia.partidopirata.com.ar/zines/manifiesto_por_algoritmias_hackfeministas.pdf" target="_blank">Manifiesto por Algoritmias Hackfeministas</a></p><p><a href="https://mutabit.com/repos.fossil/datafem/uv/datafem.pdf" target="_blank">Data Feminism</a></p><p><br></p>
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La economía de datos plantea desafíos derivados de la recolección, procesamiento, intercambio y uso de los mismos. Muchos de los debates en torno a la privacidad, el consentimiento, la seguridad o el anonimato digital se enmarcan en el terreno de la ética. Sin embargo, el que problemas como las nuevas formas de discriminación e injusticia algorítmicas se aborden como problemas morales sirve de excusa para que las corporaciones tecnológicas eludan la regulación y rendición de cuentas. Por ello, es necesario encontrar un marco ético crítico y común para evitar criterios arbitrarios sin incidencia real sobre los efectos discriminatorios de dichos algoritmos.
Uno de esos posibles marcos es la ética feminista de los datos, un campo de estudio reciente que examina desde un enfoque interseccional el modo en que las prácticas estándar en ciencia de datos sirven para reforzar desigualdades existentes como el sexismo, el racismo o el clasismo. En palabras de Catherine D’Ignazio, se trata de “una crítica del machismo oculto en la mayoría de las narrativas en torno al big data”. Más allá de suministrar recetas sencillas para evitar malas praxis, este marco analiza cuidadosamente las relaciones de poder que se tejen en las distintas fases del proceso tecnológico (desde el diseño hasta la difusión) y plantea preguntas filosóficas cruciales sobre la dimensión encarnada de los datos, la riqueza epistemológica de la pluralidad, o la importancia hermenéutica del contexto.
En esta sesión contaremos con la participación de Digital Fems, una organización que defiende la diversidad de género en la industria tech yque ha impulsado proyectos como “Datos contra el ruido” utilizando el big data para visibilizar las violencias machistas.
Coordinador/a sesión: Toni Navarro
Invitada/o: DigitalFems
Materiales:
Manifiesto por Algoritmias Hackfeministas
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La economía de datos plantea desafíos derivados de la recolección, procesamiento, intercambio y uso de los mismos. Muchos de los debates en torno a la privacidad, el consentimiento, la seguridad o el anonimato digital se enmarcan en el terreno de la ética. Sin embargo, el que problemas como las nuevas formas de discriminación e injusticia algorítmicas se aborden como problemas morales sirve de excusa para que las corporaciones tecnológicas eludan la regulación y rendición de cuentas. Por ello, es necesario encontrar un marco ético crítico y común para evitar criterios arbitrarios sin incidencia real sobre los efectos discriminatorios de dichos algoritmos.
Uno de esos posibles marcos es la ética feminista de los datos, un campo de estudio reciente que examina desde un enfoque interseccional el modo en que las prácticas estándar en ciencia de datos sirven para reforzar desigualdades existentes como el sexismo, el racismo o el clasismo. En palabras de Catherine D’Ignazio, se trata de “una crítica del machismo oculto en la mayoría de las narrativas en torno al big data”. Más allá de suministrar recetas sencillas para evitar malas praxis, este marco analiza cuidadosamente las relaciones de poder que se tejen en las distintas fases del proceso tecnológico (desde el diseño hasta la difusión) y plantea preguntas filosóficas cruciales sobre la dimensión encarnada de los datos, la riqueza epistemológica de la pluralidad, o la importancia hermenéutica del contexto.
En esta sesión contaremos con la participación de Digital Fems, una organización que defiende la diversidad de género en la industria tech yque ha impulsado proyectos como “Datos contra el ruido” utilizando el big data para visibilizar las violencias machistas.
Coordinador/a sesión: Toni Navarro
Invitada/o: DigitalFems
Materiales:
Manifiesto por Algoritmias Hackfeministas
-<p>La economía de datos plantea desafíos derivados de la recolección, procesamiento, intercambio y uso de los mismos. Muchos de los debates en torno a la<strong> privacidad, el consentimiento, la seguridad o el anonimato digital </strong>se enmarcan en el terreno de la ética. Sin embargo, el que problemas como las nuevas formas de discriminación e injusticia algorítmicas se aborden como problemas morales sirve de excusa para que las corporaciones tecnológicas eludan la regulación y rendición de cuentas. Por ello, <strong>es necesario encontrar un marco ético crítico y común</strong> para evitar criterios arbitrarios sin incidencia real sobre los efectos discriminatorios de dichos algoritmos.</p><p>Uno de esos posibles marcos es la <strong>ética feminista de los datos</strong>, un campo de estudio reciente que examina desde un enfoque interseccional el modo en que las prácticas estándar en ciencia de datos sirven para reforzar desigualdades existentes como el sexismo, el racismo o el clasismo. En palabras de Catherine D’Ignazio, se trata de “una crítica del machismo oculto en la mayoría de las narrativas en torno al big data”. Más allá de suministrar recetas sencillas para evitar malas praxis, este marco <strong>analiza cuidadosamente las relaciones de poder</strong> que se tejen en las distintas fases del proceso tecnológico (desde el diseño hasta la difusión) y plantea preguntas filosóficas cruciales sobre la dimensión encarnada de los datos, la riqueza epistemológica de la pluralidad, o la importancia hermenéutica del contexto.</p><p>En esta sesión contaremos con la participación de <a href="http://www.digitalfems.org/" target="_blank">Digital Fems,</a> una organización que defiende la diversidad de género en la industria tech yque ha impulsado proyectos como “Datos contra el ruido” utilizando el <em>big data </em>para visibilizar las violencias machistas.</p><p><strong>Coordinador/a sesión: </strong><a href="https://tecnopolitica.net/es/autor/toni-navarro" target="_blank">Toni Navarro</a></p><p><strong>Invitada/o: </strong>DigitalFems</p><p><strong> Materiales:</strong></p><p><a href="https://www.manifestno.com/home" target="_blank">Feminist Data Manifest-No</a></p><p><a href="https://utopia.partidopirata.com.ar/zines/manifiesto_por_algoritmias_hackfeministas.pdf" target="_blank">Manifiesto por Algoritmias Hackfeministas</a></p><p><a href="https://mutabit.com/repos.fossil/datafem/uv/datafem.pdf" target="_blank">Data Feminism</a></p><p><br></p>
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" alt=""></p><p>La economía de datos plantea desafíos derivados de la recolección, procesamiento, intercambio y uso de los mismos. Muchos de los debates en torno a la<strong> privacidad, el consentimiento, la seguridad o el anonimato digital </strong>se enmarcan en el terreno de la ética. Sin embargo, el que problemas como las nuevas formas de discriminación e injusticia algorítmicas se aborden como problemas morales sirve de excusa para que las corporaciones tecnológicas eludan la regulación y rendición de cuentas. Por ello, <strong>es necesario encontrar un marco ético crítico y común</strong> para evitar criterios arbitrarios sin incidencia real sobre los efectos discriminatorios de dichos algoritmos.</p><p>Uno de esos posibles marcos es la <strong>ética feminista de los datos</strong>, un campo de estudio reciente que examina desde un enfoque interseccional el modo en que las prácticas estándar en ciencia de datos sirven para reforzar desigualdades existentes como el sexismo, el racismo o el clasismo. En palabras de Catherine D’Ignazio, se trata de “una crítica del machismo oculto en la mayoría de las narrativas en torno al big data”. Más allá de suministrar recetas sencillas para evitar malas praxis, este marco <strong>analiza cuidadosamente las relaciones de poder</strong> que se tejen en las distintas fases del proceso tecnológico (desde el diseño hasta la difusión) y plantea preguntas filosóficas cruciales sobre la dimensión encarnada de los datos, la riqueza epistemológica de la pluralidad, o la importancia hermenéutica del contexto.</p><p>En esta sesión contaremos con la participación de <a href="http://www.digitalfems.org/" target="_blank">Digital Fems,</a> una organización que defiende la diversidad de género en la industria tech yque ha impulsado proyectos como “Datos contra el ruido” utilizando el <em>big data </em>para visibilizar las violencias machistas.</p><p><strong>Coordinador/a sesión: </strong><a href="https://tecnopolitica.net/es/autor/toni-navarro" target="_blank">Toni Navarro</a></p><p><strong>Invitada/o: </strong>DigitalFems</p><p><strong> Materiales:</strong></p><p><a href="https://www.manifestno.com/home" target="_blank">Feminist Data Manifest-No</a></p><p><a href="https://utopia.partidopirata.com.ar/zines/manifiesto_por_algoritmias_hackfeministas.pdf" target="_blank">Manifiesto por Algoritmias Hackfeministas</a></p><p><a href="https://mutabit.com/repos.fossil/datafem/uv/datafem.pdf" target="_blank">Data Feminism</a></p><p><br></p>
Descripción (Català)
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L'economia de dades planteja desafiaments derivats de la recol·lecció, processament, intercanvi i ús dels mateixos. Molts dels debats al voltant de la privacitat, el consentiment, la seguretat o l'anonimat digital s'emmarquen en el terreny de l'ètica. No obstant això, el que problemes com les noves formes de discriminació i injustícia algorítmiques s'aborden com problemes morals serveix d'excusa perquè les corporacions tecnològiques eludeixin la regulació i rendició de comptes. Per això, cal trobar un marc ètic crític i comú per evitar criteris arbitraris sense incidència real sobre els efectes discriminatoris d'aquests algoritmes.
Un d'aquests possibles marcs és l'ètica feminista de les dades, un camp d'estudi recent que examina des d'un enfocament interseccional la manera en què les pràctiques estàndard en ciència de dades serveixen per reforçar desigualtats existents com el sexisme, el racisme o el classisme. En paraules de Catherine D'Ignazio, es tracta d' "una crítica del masclisme ocult en la majoria de les narratives al voltant del big data". Més enllà de subministrar receptes senzilles per evitar males praxis, aquest marc analitza acuradament les relacions de poder que es teixeixen en les diferents fases del procés tecnològic (des del disseny fins a la difusió) i planteja preguntes filosòfiques crucials sobre la dimensió encarnada de les dades, la riquesa epistemològica de la pluralitat, o la importància hermenèutica del context.
En aquesta sessió comptarem amb la participació de Digital Fems, una organització que defensa la diversitat de gènere en la indústria tech i que ha impulsat projectes com "Dades contra el soroll" utilitzant el big data per visibilitzar les violències masclistes.
Coordinador/a sessió: Toni Navarro
Convidat/ada: DigitalFems
Materials:
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L'economia de dades planteja desafiaments derivats de la recol·lecció, processament, intercanvi i ús dels mateixos. Molts dels debats al voltant de la privacitat, el consentiment, la seguretat o l'anonimat digital s'emmarquen en el terreny de l'ètica. No obstant això, el que problemes com les noves formes de discriminació i injustícia algorítmiques s'aborden com problemes morals serveix d'excusa perquè les corporacions tecnològiques eludeixin la regulació i rendició de comptes. Per això, cal trobar un marc ètic crític i comú per evitar criteris arbitraris sense incidència real sobre els efectes discriminatoris d'aquests algoritmes.
Un d'aquests possibles marcs és l'ètica feminista de les dades, un camp d'estudi recent que examina des d'un enfocament interseccional la manera en què les pràctiques estàndard en ciència de dades serveixen per reforçar desigualtats existents com el sexisme, el racisme o el classisme. En paraules de Catherine D'Ignazio, es tracta d' "una crítica del masclisme ocult en la majoria de les narratives al voltant del big data". Més enllà de subministrar receptes senzilles per evitar males praxis, aquest marc analitza acuradament les relacions de poder que es teixeixen en les diferents fases del procés tecnològic (des del disseny fins a la difusió) i planteja preguntes filosòfiques crucials sobre la dimensió encarnada de les dades, la riquesa epistemològica de la pluralitat, o la importància hermenèutica del context.
En aquesta sessió comptarem amb la participació de Digital Fems, una organització que defensa la diversitat de gènere en la indústria tech i que ha impulsat projectes com "Dades contra el soroll" utilitzant el big data per visibilitzar les violències masclistes.
Coordinador/a sessió: Toni Navarro
Convidat/ada: DigitalFems
Materials:
-<p>L'economia de dades planteja desafiaments derivats de la recol·lecció, processament, intercanvi i ús dels mateixos. Molts dels debats al voltant de la<strong> privacitat, el consentiment, la seguretat o l'anonimat digita</strong>l s'emmarquen en el terreny de l'ètica. No obstant això, el que problemes com les noves formes de discriminació i injustícia algorítmiques s'aborden com problemes morals serveix d'excusa perquè les corporacions tecnològiques eludeixin la regulació i rendició de comptes. Per això, <strong>cal trobar un marc ètic crític i comú</strong> per evitar criteris arbitraris sense incidència real sobre els efectes discriminatoris d'aquests algoritmes.</p><p>Un d'aquests possibles marcs és <strong>l'ètica feminista de les dades</strong>, un camp d'estudi recent que examina des d'un enfocament interseccional la manera en què les pràctiques estàndard en ciència de dades serveixen per reforçar desigualtats existents com el sexisme, el racisme o el classisme. En paraules de Catherine D'Ignazio, es tracta d' "una crítica del masclisme ocult en la majoria de les narratives al voltant del big data". Més enllà de subministrar receptes senzilles per evitar males praxis, aquest marc analitza a<strong>curadament les relacions de pode</strong>r que es teixeixen en les diferents fases del procés tecnològic (des del disseny fins a la difusió) i planteja preguntes filosòfiques crucials sobre la dimensió encarnada de les dades, la riquesa epistemològica de la pluralitat, o la importància hermenèutica del context.</p><p>En aquesta sessió comptarem amb la participació de <a href="http://www.digitalfems.org/" target="_blank">Digital Fems,</a> una organització que defensa la diversitat de gènere en la indústria tech i que ha impulsat projectes com "Dades contra el soroll" utilitzant el big data per visibilitzar les violències masclistes.</p><p><strong>Coordinador/a sessió</strong>: Toni Navarro</p><p><strong>Convidat/ada</strong>: DigitalFems</p><p><strong> Materials:</strong></p><p><a href="https://www.manifestno.com/home" target="_blank">Feminist Data Manifest-No</a></p><p><a href="https://utopia.partidopirata.com.ar/zines/manifiesto_por_algoritmias_hackfeministas.pdf" target="_blank">Manifiest por Algoritmias Hackfeministas</a></p><p><a href="https://mutabit.com/repos.fossil/datafem/uv/datafem.pdf" target="_blank">Data Feminism</a></p>- +<p><img 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" alt=""></p><p>L'economia de dades planteja desafiaments derivats de la recol·lecció, processament, intercanvi i ús dels mateixos. Molts dels debats al voltant de la<strong> privacitat, el consentiment, la seguretat o l'anonimat digita</strong>l s'emmarquen en el terreny de l'ètica. No obstant això, el que problemes com les noves formes de discriminació i injustícia algorítmiques s'aborden com problemes morals serveix d'excusa perquè les corporacions tecnològiques eludeixin la regulació i rendició de comptes. Per això, <strong>cal trobar un marc ètic crític i comú</strong> per evitar criteris arbitraris sense incidència real sobre els efectes discriminatoris d'aquests algoritmes.</p><p>Un d'aquests possibles marcs és <strong>l'ètica feminista de les dades</strong>, un camp d'estudi recent que examina des d'un enfocament interseccional la manera en què les pràctiques estàndard en ciència de dades serveixen per reforçar desigualtats existents com el sexisme, el racisme o el classisme. En paraules de Catherine D'Ignazio, es tracta d' "una crítica del masclisme ocult en la majoria de les narratives al voltant del big data". Més enllà de subministrar receptes senzilles per evitar males praxis, aquest marc analitza a<strong>curadament les relacions de pode</strong>r que es teixeixen en les diferents fases del procés tecnològic (des del disseny fins a la difusió) i planteja preguntes filosòfiques crucials sobre la dimensió encarnada de les dades, la riquesa epistemològica de la pluralitat, o la importància hermenèutica del context.</p><p>En aquesta sessió comptarem amb la participació de <a href="http://www.digitalfems.org/" target="_blank">Digital Fems,</a> una organització que defensa la diversitat de gènere en la indústria tech i que ha impulsat projectes com "Dades contra el soroll" utilitzant el big data per visibilitzar les violències masclistes.</p><p><strong>Coordinador/a sessió</strong>: Toni Navarro</p><p><strong>Convidat/ada</strong>: DigitalFems</p><p><strong> Materials:</strong></p><p><a href="https://www.manifestno.com/home" target="_blank">Feminist Data Manifest-No</a></p><p><a href="https://utopia.partidopirata.com.ar/zines/manifiesto_por_algoritmias_hackfeministas.pdf" target="_blank">Manifiest por Algoritmias Hackfeministas</a></p><p><a href="https://mutabit.com/repos.fossil/datafem/uv/datafem.pdf" target="_blank">Data Feminism</a></p>
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L'economia de dades planteja desafiaments derivats de la recol·lecció, processament, intercanvi i ús dels mateixos. Molts dels debats al voltant de la privacitat, el consentiment, la seguretat o l'anonimat digital s'emmarquen en el terreny de l'ètica. No obstant això, el que problemes com les noves formes de discriminació i injustícia algorítmiques s'aborden com problemes morals serveix d'excusa perquè les corporacions tecnològiques eludeixin la regulació i rendició de comptes. Per això, cal trobar un marc ètic crític i comú per evitar criteris arbitraris sense incidència real sobre els efectes discriminatoris d'aquests algoritmes.
Un d'aquests possibles marcs és l'ètica feminista de les dades, un camp d'estudi recent que examina des d'un enfocament interseccional la manera en què les pràctiques estàndard en ciència de dades serveixen per reforçar desigualtats existents com el sexisme, el racisme o el classisme. En paraules de Catherine D'Ignazio, es tracta d' "una crítica del masclisme ocult en la majoria de les narratives al voltant del big data". Més enllà de subministrar receptes senzilles per evitar males praxis, aquest marc analitza acuradament les relacions de poder que es teixeixen en les diferents fases del procés tecnològic (des del disseny fins a la difusió) i planteja preguntes filosòfiques crucials sobre la dimensió encarnada de les dades, la riquesa epistemològica de la pluralitat, o la importància hermenèutica del context.
En aquesta sessió comptarem amb la participació de Digital Fems, una organització que defensa la diversitat de gènere en la indústria tech i que ha impulsat projectes com "Dades contra el soroll" utilitzant el big data per visibilitzar les violències masclistes.
Coordinador/a sessió: Toni Navarro
Convidat/ada: DigitalFems
Materials:
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L'economia de dades planteja desafiaments derivats de la recol·lecció, processament, intercanvi i ús dels mateixos. Molts dels debats al voltant de la privacitat, el consentiment, la seguretat o l'anonimat digital s'emmarquen en el terreny de l'ètica. No obstant això, el que problemes com les noves formes de discriminació i injustícia algorítmiques s'aborden com problemes morals serveix d'excusa perquè les corporacions tecnològiques eludeixin la regulació i rendició de comptes. Per això, cal trobar un marc ètic crític i comú per evitar criteris arbitraris sense incidència real sobre els efectes discriminatoris d'aquests algoritmes.
Un d'aquests possibles marcs és l'ètica feminista de les dades, un camp d'estudi recent que examina des d'un enfocament interseccional la manera en què les pràctiques estàndard en ciència de dades serveixen per reforçar desigualtats existents com el sexisme, el racisme o el classisme. En paraules de Catherine D'Ignazio, es tracta d' "una crítica del masclisme ocult en la majoria de les narratives al voltant del big data". Més enllà de subministrar receptes senzilles per evitar males praxis, aquest marc analitza acuradament les relacions de poder que es teixeixen en les diferents fases del procés tecnològic (des del disseny fins a la difusió) i planteja preguntes filosòfiques crucials sobre la dimensió encarnada de les dades, la riquesa epistemològica de la pluralitat, o la importància hermenèutica del context.
En aquesta sessió comptarem amb la participació de Digital Fems, una organització que defensa la diversitat de gènere en la indústria tech i que ha impulsat projectes com "Dades contra el soroll" utilitzant el big data per visibilitzar les violències masclistes.
Coordinador/a sessió: Toni Navarro
Convidat/ada: DigitalFems
Materials:
-<p>L'economia de dades planteja desafiaments derivats de la recol·lecció, processament, intercanvi i ús dels mateixos. Molts dels debats al voltant de la<strong> privacitat, el consentiment, la seguretat o l'anonimat digita</strong>l s'emmarquen en el terreny de l'ètica. No obstant això, el que problemes com les noves formes de discriminació i injustícia algorítmiques s'aborden com problemes morals serveix d'excusa perquè les corporacions tecnològiques eludeixin la regulació i rendició de comptes. Per això, <strong>cal trobar un marc ètic crític i comú</strong> per evitar criteris arbitraris sense incidència real sobre els efectes discriminatoris d'aquests algoritmes.</p><p>Un d'aquests possibles marcs és <strong>l'ètica feminista de les dades</strong>, un camp d'estudi recent que examina des d'un enfocament interseccional la manera en què les pràctiques estàndard en ciència de dades serveixen per reforçar desigualtats existents com el sexisme, el racisme o el classisme. En paraules de Catherine D'Ignazio, es tracta d' "una crítica del masclisme ocult en la majoria de les narratives al voltant del big data". Més enllà de subministrar receptes senzilles per evitar males praxis, aquest marc analitza a<strong>curadament les relacions de pode</strong>r que es teixeixen en les diferents fases del procés tecnològic (des del disseny fins a la difusió) i planteja preguntes filosòfiques crucials sobre la dimensió encarnada de les dades, la riquesa epistemològica de la pluralitat, o la importància hermenèutica del context.</p><p>En aquesta sessió comptarem amb la participació de <a href="http://www.digitalfems.org/" target="_blank">Digital Fems,</a> una organització que defensa la diversitat de gènere en la indústria tech i que ha impulsat projectes com "Dades contra el soroll" utilitzant el big data per visibilitzar les violències masclistes.</p><p><strong>Coordinador/a sessió</strong>: Toni Navarro</p><p><strong>Convidat/ada</strong>: DigitalFems</p><p><strong> Materials:</strong></p><p><a href="https://www.manifestno.com/home" target="_blank">Feminist Data Manifest-No</a></p><p><a href="https://utopia.partidopirata.com.ar/zines/manifiesto_por_algoritmias_hackfeministas.pdf" target="_blank">Manifiest por Algoritmias Hackfeministas</a></p><p><a href="https://mutabit.com/repos.fossil/datafem/uv/datafem.pdf" target="_blank">Data Feminism</a></p>
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/J5yVrSTMRfUY+K0m2mBboH3YP2Qft0T/d0T/dlwIDjf9HtQusv+9oQ8iB7b15ci6U/3+eNPIfea5p78h7lc9HrrnWVDZKcfUecDYc3ku5B96B90D7oHnTPgKPMzANT6l9ojpL6Sz7vz9NthqPbNAcnF76qTsbtB/nbVTmejfUT3U+Z6NI96B60D9oH3YPuy4sBxz/x7njKsUzBXJDLya79pRqjbtMcnEzSTJTzpbMbUuVF52ZHO9G1ti3eSLoH3YP2Qfuge9A9Aw6IGC1DvE31/rynf32ay+dqH6YXvuymOTi53qL6hWH/lNOJ7rI60Z26PcWbSPege9A+aB90D7ovNQYcGe66q0x2w5lQgtX87Vys2xQnr/cR5n7Ru6pZ9L7O36J3fO9Yeczb8qSyV+FNpHvQPWgftA+6B92XGgOODKNlSOOThvK47gzicXO+US+r0m2egxMsepfTvzezY+ZuIYmWIuXSOhH9plmge9A9aB+0D7oH3ZcNAw7dYrLhKEczRdORdD7I11FSuvuwgtc5I/u04tlYwpn0pkPZnavzQLcJVuPzRm7P7qZ7uqd7uqd92qd92qd7uqd7umfAkQNTd9T7nPwVX5Jmkq8FOrM5TjgT5u455l20oF7q53yXr02HwjdDZaJrdkxx113eQLqne7oH7YP2QfegezDgeD77ga0sKHEtlu5avjb3cb7XXLq2yKVrp9G7ov6+rN187VL89D118ytv0xOjZfAG0j3d0z1oH7QPugfdQxhwvJDurGF/xZd4Ns7Nc6w+1JyRfZVF7zTCV9KXrFlHVq4uBQtWA4mmI+U51j7kfjy6p3u6B+3TPu2D7kH3YMBxAta2Je5u+rKguBZL52Z+7s+r7FWUnaCzm+jg+frzfWVBydM9eUkz0W56Vb9f582je7qne9A+7dM+6B50DwYcJ1e/pZnsLudrsntx52Lqn8OZMFfPL8961zRHRn2bn0Wvu9ZVF+VDW5wNhzeP7ume7kH7tE/7oHvQPRhwnJx5YIq35SmPt2/n5yip6mPNGdkLnJF9okVvXl30qjvVXDy3pJmIv+Irj099NMUbR/d0T/egfdqnfdA96B4ZDDhOoP5+Xbk0rLvQlWgpHwuLbpMc3WY6UGXvybMP7dxs5uO/50tcS0/nnX1He2QY6J7u6R60D9oH3YPuGXDgpYyWId6mZrL7l3xMds0DUznLOxszVP35vrqo/JCPy8Hi2Vjaf1Y/X1O3mejSPd3TPWif9mkfdE/3dA8GHOfgrrvKZDeYCyR8Mx+Li7OTjjWajqQ/3+eNe4HwD+p7V/0xH5es6Ta38rY8qexVeOPonu7pHrRP+7QPuqd7ugcDjrMzWoY0Pmkoj+vOLB6H6iPNEVLXuHTthYveq+qil4dLwvrzffGX1fvxanc5Koru6Z7uQfu0T/uge7qnezwPA45TcDYc5fKwaDqSYDUY/6Kn2SxHt6kO/iGYS79v2WPCxuXpLfWLtP5FPVfnddM93dM93dM+7dM+7dM93dM93ecNA45T0p1J3L7elqSZjPV5GS1DnP30pWvcm/d8ussNq3vjv2QtWoqUxdjsmOLd8XjT6J7u6R60T/u0D7qne7oHA47BcTYcZXGJpiPprnXH/tzsn9JnOse1ODe7P+dN76rmyKiH41/0dJtZeZtebnZ7pnu6p3u6p33ap33ap3u6p3u6Z8AxQeqfqpNdf8Uf+2RXt2lO7zUuXdMuepfTvxezY459U59gNVAmutaRJe66yxtG93RP96B92qd90D3d0z0YcAyetW0pk924Fo99smttW8ruz7rNdcouaSYSzqR/Lxd3Lo79ebWvqxPd+v06E126p3u6B+3TPu2D7ume7sGAY3gaN9Rdlo/fOpZ4Nh7r87J/Tl+6lp0SQqS3qLlk7fF4L1kLVgOJptOXGFpHljgbDm8Y3dM93YP2aZ/2Qfd0T/c4AQYcZ2QemOJtqZvB6M40HiXd5jl5Ob87L8LfaY6M2h3fkVFJM5Hjd46Vxy+9e4k3i+7pnu5B+7RP+6B7uqd7nBADjnOo3a0pl4n5y7705/tje072V7bymG6TnVIvepkdp+1De6zHMnXXuhLX0v81wNl3cnFON+ie7uketE/7tE/3dE/3dM+AowTMA1O8TXWyqzvbeJTPKXt+d3aTnTKLZ2Pl8rDqk/FdspY0E/FXfOVx3eZWoHu6p3vQPu3TPuie7ukeDDiGxl13lcluMBeM9cim7L154Uw49l2f8yJaUN+X6qPxLXrtj9vKRNfb8pjo0j3d0z1on/ZpH3RP93QPBhyjZbQMqX+mTuB0ZxyPim4TnfBP3JsnIhL8Vt2IqboznkUvno3FX1YnurW7Nd4ouqd7ugft0z7tg+7pnu5xSgw4BsC95yqXigVzgQSr49nV2P5Sc2/eFS5dE1HvyXP2nbEdzaTbpMrb8sZ6jyDonu7pHrRP+7QPuqd7umfAUXL1+5rJ7vXxTHaNliH2of3C2MuoP99XLhGzf7LH8lyipUiZ6JodU+rvcz8e3dM93YP2aZ/2Qfd0T/dgwDFGzoYjzn76HONoOhrbZDe7mU40HY393O5x611TJ9v21+NZ9HSXNXqb3tgmzKB7uqd70D7t0z7onu7pngEHfqXbDff4neOxbPqj20xHt+lOmQRvpL+AzI4plb3KyJ9HtBRJMKc+F3fdJSK6p3u6B+3TPu2D7ume7sGAY/ysbUuZ7Ma1WLpr3ZE/F/uBOq3UbbpTqkUvs9Bkd6Aelad/VY8Wa3zSYKJL93RP96B92qd90D3d0z3OgQHHgE3dnlIe81f8sUx2swtwme/N0x3lVd0b/Y7KwWog4Uz6fbCOLHE2HOKhe7qne9A+7dM+6J7u6R7nwIBjwCp7FfG2vNRjcS2W9sej34TI+V6dMPfn+6V8X3qvae7J+2r0U13dZlRTd6YIh+7pnu5B+7RP+6B7uqd7nBMDjiHQnW3sL/sj3/in+lCdWuo23ymD4PX0JWvWkTXyI5o6H3Qkmk5Pl519R3uJIeie7uketE/7tA+6p3u6BwOOsTMPTGl83lA/9JqzkIepslcRs5MOO7v5ThkkzUS5VGzU9+QlzUT8FV95XLdZFeie7uketE/7tA+6p3u6BwOO3HDXXWXB8Zd97f1hw5SNO7v5Thn0FjWXrH072kWvu9ZVzuV2d12xti1ioXu6p3vQPu3TPuie7ukeDDjyy2gZ4m16yuO6M5GHyflO3dBm1Avv2Be9q+qiV90Z3aZD8Wysn+jeYqJL93RP96B92qd90D3d0z0GhQHHENU+rIl1lJ7aBXPBSBcda1edGga/L9dkN1jMHBl1aI/0mKbOzY4y0fW2vJHfFwi6p3u6B+3TPu2D7ume7hlw4Mzq99XJne5s5GExD0xl4e1dLs/mQ/FsrGz2U30y4onucnqia3ZMqb/PRJfu6Z7uQfu0T/uge7qnezDgKBBnwxH7MH0PWDgTSrA6usmqs+MoP38cZ3WPQ7SgTtCdb0Z3DnX7tnqZorfpjXSqDLqne7oH7dM+7YPu6Z7uGXBgIKY+Us8+1p2RPCzVR5ojpBbLMdntXVFf56g2+4mWIukudFOPmR1T3HWXKOie7uketE/7tA+6p3u6x4Ax4BgBa9sSZz89SYymI+l8MJqjpHSb7Og245lE4SvpI6Pc3dEtOLpNpuqf1Zno0j3d0z1on/ZpH3RP93SPIWDAMSJTt9XJrr/ij+TyMaNlKJfOZTfjmUT9+b56T97eaO7JC98MlWO6rCNL3HtMdOme7uketE/7tA+6p3u6BwOOAqvsVcTbSh8lFddi6a51R/LznR/UqXI8G0/077x3TXNk1MPRLHpP31M3l9JtQgW6p3u6B+3TPu2D7ume7jEYDDhGqHa3pjzmr/gjWXyqP6qx6zblmahFbz696JkdUyp7laH/3GA1UKbJzr4jzoZDBHRP93QP2qd92gfd0z3dgwFH8ZkHptS/SE/24losnZvDvz/P2rbE7KTPYtZtyjNJsvfkXdy5OPSfmTQT7aZS9U+Z6NI93dM9aJ/2aR90T/d0DwYcE8S74ymLj788msmu/XP63rxni88m9vccLUUS19K/0+rj4V+y1l3raie6o9rNGXRP93QP2qd92gfd0z3dM+DASBgtQ7xNT3lcd4byoGU33YlrsfTn+xP5e+69pjkyane4C0/STMRf8ZXHGzcafPDpnu7pHrRP+7QPuqd7useQMeAYA3fdFesoHWB3oSvR0nDvk9NtuqPbnGcShK+mL1mzD20xD8yh/szuWleZJHtb3tB/Luie7uketE/7tA+6p3u6BwOOsTBahnaXXd1ZyoNU2asoi212c55JkT22qfpkuJesxbOxHL91nHrM7JjazaZA93RP96B92h+MpJnQPuie7ukeDDjGzdlwlAUomAskfDMc6s/N3pvXXehO3O9W9zusPhruoqfbPMrbZKILuqd7gPaHqbfYo33QPd3TPX7FgGOMLr17SXlMd6byIOk23xn25XIjX/Suaha9neEtev35vvjL6fvxzI4p7rrLhxx0T/cA7dM+6J7u6R4jwoBjjKxtS5z99HnJ0XQkwWowtJ9pf2mri8Rrk3XpWu9y+vU4+44YLWNoP+/pLfWLytv0hvozQfd0T/egfdqnfdA93dM9GHDkiu7M5Pb1tiTNZCg/z2gZYh+mF77sJj1FljQTCWcymw79ZA/t50VLkXIPoHVkSe1D7scD3dM9QPu0D7qne7oHA44SsbYt8bbSR0lF05F014Z3v1x2E55gLhjaIjtq4Z/UBdz+eniLnm6zKN2mUgDd0z1A+7QPuqd7usdwMeDIAd3uu/6KP7SFSLcJj26zniLqXUm/DrNjSmWvMpSfFawGykTXPrTF2XD4UIPu6R6gfdoH6J7uwYCjfMwDU+pfpCeBcS0e2mTXfqC5N+/qZCx64SuZS9Z+HuJE97o60Z36aIoPNOie7gHap32A7ukeY8CAIye8O56YnfQxQ8dvHUs8Gw/l52U3PMpu1lNE8Wws0XR6l+jq3nB2VA5WA+VnOfuOWNsWH2bQPd0DtE/7AN3TPRhwlJfRMsTb9JTHdWcuD2TR+z696IUz4dAW2FEJ/6i5J++rwU91k2Yix+8cK49P3WaiC7qne4D2aR+ge7rHuDDgyBF33VUmu/6yL/35/sB/VvWh5ozshWKfkd2bT0+mrSNLzANz4D+nu9aVuJb+gvC2vKHd/we6p3u6B+3TPu2D7ume7sGAo1CMliGNTxrK47qzl8+rsldRFtjspj1FM4p78pJmIv6Krzyu2zwKoHu6B2if9gG6p3uMDgOOnHE2HLGO0vd2BXOBREuDn7hmF4XsolEk/fm+Mmm1vx38otf+uK38nMbnjaFMj0H3dE/3oH3ap33QPd3TPRhwFNrUHfX+Lt0ZzOdeYL9L35sXTUeFvTevd02dSFd3BrvpUDwbi7+cnuiaHVPcdZcPLeie7gHap32A7ukeY8aAI4fsB7ay83EwF0iwGgz051i76i7Aus17iiB4Qz2j2mgZA/0Zuk2gvE1v4D8HdE/3dA/ap33aB93TPd2DAcfEqH9aVx7TncV8HuaBqVwil928pzCL3lx60as+GexEN1qKlImudWRJ7UPuxwPd0z1A+7QP0D3dIw8YcOSUtW2Ju5u+HCqajgY+2XV2MkdIFfDePN09i843zkB/hu6ywfr9Oh9U0D3dA7RP+wDd0z1yggFHjtVvqVEdv3MsSTMZ2M+oPkpPP+NaPJSjqoYp+H2g/dIY5KKanRpbR5Y4Gw4fUtA93QO0T/sA3dM9GHDgZcwDU7wtT1mUumvdwS16ms15wj8Ua7Lbu5y+1C47DT+vp39Vj+669O4lPqCge7oHaJ/2Abqne+QIA46cq79fV86w9lf8gU12jZYh9mHmCKlXi7PoJc1Ewpn0863uDe6evGA1UP5+Z98Z6NQYoHu6B2if9kH3dE/3YMAx8YyWId6mOtltfzy4TYicH9RdnIuit6g5Murh4BY93WZPuk2hALqne4D2aR+ge7rHeDHgKAB33VUnu8v+wM6xrv6ouXTtzdOIpGQAACAASURBVGJMdntX04ue2TGlslcZyN/d+aAj0XR6UyNvy2OiC7qne4D2aR+ge7oHAw6chdEypPFJQ41Sc1bzWVjblrKoZheTvAoW0xPoizsXB/L3Js1E/BVfebx2l6OiQPd0D9A+7QN0T/fIIwYcBeFsOMo51v6yrz026Szsn9P35mU388mjeDZWpq7Vx4O5ZK271pW4lp6a17+oi3lg8mEE3dM9QPu0D9A93YMBB85Ddxaz7szms8hu1hPOhAM9omoYogV1wbd2z39JWTwbKxNds2OKd8fjQwi6p3uA9mkfoHu6R04x4CgQZ8MRZ1/dJGgQk13dZj26TX3ypHcl/fzsQ3sgU9fOzY4y0fU2PTFaBh9C0D3dA7RP+wDd0z0YcGAQdLv66s5uPq3KXkW5LC78Xb43H3q2+Cy9cD85/yVr8Wws/nJ6omsdWeKuu3z4QPd0D9A+7QN0T/fIMQYcBWNtW8pkN5wJJVg9/3FP2Xvzwlfyu+j15/vK5LX66PyLXvu25qio+3UmuqB7ugdon/YBuqd7MODAoDVuqLss685wPq3spj3RdDSw46kGrXdNcyb2zvkWvWgpku5CN/0lc2SJs+HwoQPd0z1A+7QP0D3dI+cYcBSQeWCKt+UpC1T3Rvdcf6/9pa0uBAtRLn8Hvfn0oufsO+eevOo2cZq6M8UHDnRP9wDt0z5A93SPAmDAUVC1uzXlPOv22+1z7YZstAyxD9MLX/DbIJevPzt9tX+yz/X3hW+GEswFykJqP7D5sIHu6R6gfdoH6J7uwYADw2IemOJtpie7cS2W7tr5JrvZzXvyeG+ebidp++vzLU5P31M3b9Jt8gTQPd0DtE/7AN3TPfKJAUeBueuuMtn1V/xz3UuX3bwnrsXSn+/n6nX3XktfsmZ2TKnsVc789wWrgUTT6YXU3XXF2rb4kIHu6R6gfdoH6J7uwYADw2a0DKl/VlcWqc7Nzpn/Tt1lWrpNfsYpfDU9ac7uCH0aSTPRbtpUv8VEF3RP9wDt0z5A93SPImHAUXDuPVc509pfPt9kN3s0VfBGfu7NS5qJcv9cde/sOyp317rKRNfb8sQ8MPlwge7pHqB92gfonu7BgAOjVL+vTiB1ZzyfeNH7PrPozeVn0estqhNm+6uzTXWTZiL+ip96zOyYUn+fiS7onu4B2qd9gO7pHkXDgGMCOBuOMontLnS1G/ScRPWhOiU969818EXvanrRs46sM09gu2tdiWvp6be36Z37CCqA7ukeoH3aB+ie7sGAA2ek2wVYd9bzSVT2KsqGRtnNfsa26F1OP4+z3pMXz8Zy/NZx6jGzY4q77vJhAt3TPUD7tA/QPd2jgBhwTAhr21Lvp5sLzjyNzS4mwevjv3Qtno0lnMlsOvTt2RY93eZMjU8aTHRB93QP0D7tA3RP92DAgXGbuj2lPPbL334509/lfJdeQMOZUJJmMtbXFy2oC3h15/SbDsWzsfjL6fvxrCNLnA2HDxHonu4B2qd9gO4L3H1/vk/3JcaAY4JU9iribXnphWI6kmD19BNZa1c9F1q36c8o9a5kLlk7tM80hT2+d6x+YdyZ4gMEuqd7gPZpH6D7gnf/9NZTui8xBhwTpna3pjzWvt4+9UTWPDCVI6mym/6MWvhK+pK16pPTT3SjpUjZKdrZd7RnggN0T/cA7dM+QPd0DwYcGBPzwJTG54106NORdNe6p/67nJ3MfX6L47s3L56NlTOsnW9Of5mZbjMm3aZNAN3TPUD7tA/QPd2jWBhwTCB33VV2RvZX/FNPdquPqsriGc/GY3lN4R9D5TFr2zrV3xGsBtqJ7mn/HoDu6R6gfdoH6J7uwYADI2C0DPE20/fnxbX41JNd3aY+us1/RqE3n75kzt09/RFP7evqRLdxo8EHBnRP9wDt0z5A93SPCcCAY0LVPqwp99Udv3V8qqms0TLEPkzfr5bd/GdUlHvy9k53T16wGiiXvXlbnpgHJh8W0D3dA7RP+wDd0z0YcCDP6vfV+810Z0K/iPOD88LFZxT6832Ja+nFuvrw5Ite0kzk+J30Lupmx9Ru0gTQPd0DtE/7AN3TPYqJAccEczYcZSrrL/unmuxWf1TvzevP90f6OsI/hMqCVdmrnPjPd9e6yqLpbTLRBd3TPUD7tA/QPd2DAQcKY+oj9cxn3Znwz2NtW8omRr1ro710LXw1vehd3Ll44j+bNBPxV3xl0XTXXT4coHu6B2if9gG6p3tMEAYcE87atsTZzxwBNRdItHTyDYTsnzP35s2PdtHL7oZcfXzyS9b893xlolv/rC5Gy+DDAbqne4D2aR+ge7oHAw4UydRtdbKrOyP6ebKb/Izy3rzwTc2RUbsnO+opno2l/ef067SOLHHvMdEF3dM9QPu0D9A93WPSMOAogcpeRbyt9FFSwVwgwWpwskUvs8lPXItPNRU+j97VnrJonfR+Ot0mS7rNmAC6p3uA9mkfoHu6BwMOFIRuF2HdWdHPWzSzx1D1XhvNpWu9y+mf4+w4J/pz0VIk/nL6fjxn3xFnw+HDALqne4D2aR+ge7rHBGLAURLmgSn1L9ITzWg6OvFkN3tvXnYzoGFImomEM5kzsR+d7J483WV59U+Z6ILu6R6gfdoH6J7uMakYcJSId8dTdkk+fudYkmby0j+b3ewnmAtO9OfOo7eoTo6rOy9f9KKlSNmsyNl3xNq2+BCA7ukeoH3aB+ie7sGAA0VntAzxNtP358W1WLpr3Zf+Wd1mP7pFaZDC34XKwnWSHZGf/vWp8phu8yWA7ukeoH3aB+ie7jE5GHCUjLvuKvfY+Sv+Sye05oEp9mHmCKmrQ170Mjs42z/ZL/0zwWqgXOrmbXlS2avw5oPu6R6gfdoH6J7uwYADk8JoGcruwnEtFv89/6V/tvokfclYdlOgQYpnY4mm07s3V398+SVrus2UdJsuAXRP9wDt0z5A93SPycKAo4ScDUeZ7Lb/3JZ4Nn7xopfZ9CecCYd2b160kF7wzI750vvquje6ykLZ+Lxx4qOmALqne4D2aR+ge7oHAw4UzKV3LymP6c6S/mf2A/WysfBPw9lhOfhteuOg7M7OWUkzkfbbbWWhdNdd3myA7gHap32A7ukeJcCAo6SsbUuc/fQ50f6yL9FS9MI/l/0zvSvDuXQte09ede/Fl6x117oS19JTaW/TO9FGRQDd0z1A+7QP0D3dgwEHCkx3VrTuTOl/lt38J7s4DUJ/vq8sYPZXz5/qxrOx+Cvp+wqtI0tqH3I/HkD3AGgfoHu6R1kw4Cgxa9sSbyt9lFQwF7xwsmt/nV58ounopffznVbvWk9ZwF50b13nZkdZJLObKwGge4D2aR+ge7oHAw5MMN2uw7qzpf+uslcRs5NegMI/Dnay25tPL3ovuicvno3FX05PdO1DW5wNhzcXoHsAtA/QPd2jRBhwlJx5YEr9i/QENJwJJVgNnvtnsotQdpE6r+5CN/XP1cfPvyevfVu9zG7qoyneWIDuAdA+QPd0j5JhwAHx7njKpFZ3xvTfOd+lJ6aDvDdPd8mc/aX93H83u0A6+85Lj5gCQPcA7dM+QPd0j8nDgANitAzxNtP350XTkXRvdLX/vrWbXlTiWiz9+f5Ankvvtcwla4f2c3dH1m2SNHWbiS5A9wBoHwDdgwEHSstdd9XJ7tttSZqJ8u+aB6ZYR+mFL/zDYCa7wevpy+WqT/SXrEVLkQRz6X/X2/KkslfhzQToHgDtA6B7MOBAWRktQxqfNFKPxbVYumv6yW723rzw1fMvekkzkXAm/fc43+g3EPrlb78oj+k2UQJA9wBoH6B7ukc5MODAPxaYDUeZ1vorvvZoKPvb9KKXnbCeRW9R3cBId49dsBpINJ2+f6/+Rf2Fx0sBoHsAtA/QPd2DAQdKZOpO+r62uBZL52ZH+feqO+rlZC86U/tEi97V9KLn7KsT3aSZKJsimR1TvDsebx5A9wBoHwDdo8QYcCDFfmAri42/rE52jZYh9mFmsvv78012g8X0n3e+Vxe97lpXmeh6m95zNycCQPcAaB8A3YMBB0qq/mldeUx3BrXzQ3pR6l0++xnZ8WysLGbVh+nJcdJMxF/xU49ZR5a46y5vGkD3AGgfAN2j5BhwQGFtW+LupheS7kJXuSyt+mN6UQpnQu1OzCcRLaT/brNjKrskd9e6EtfS0+X6/ToTXYDuAdA+ALoHGHBAr35LM9nNnEWt2xRIt3nQSfSupP/cxZ2LqX+OZ2M5fus4/fOPLHE2HN4sgO4B0D4AugcYcEDPPDDF20pv5hPMBcpkNzv9DX93tiOkwlfSf676OD0x1m1+dOndS7xRAN0DoH0AdA+ICAMOvED9/bqYnfRxTNkzqat71RcuXifRn+8r9+RZu/+YGMezsfjL6fvxnH1HO1UGQPcAaB8A3YMBB5BitAzxNtOT3Wg6kmD1HzsgZzcHiqYj7VnaL9K7lr5kzTqyUudcH987VhdkzeZIAOgeAO0DoHsw4AC03HVXmey2r7d/3WCoslcR6yg9Xc1uIvTSRW8+cyb2zj/utYuWIgnm0kdKeVseE12A7gHQPgC6Bxhw4OSMliGNTxrpRW06ku5a99d/tn9On5Gd3UToZZR78h79Y1Kc3exIRKR2t8YbA9A9ANoHQPdACgMOvJSz4SiTW3/F/3Wym90k6NnisxP/3dFSpBwHVd35n39fsBooE936F/XUJW0A6B4A7QOge4ABB06sfj99H1xci3+d7P7zJkF//9/68/0T/b291zKXrO07v5513b6enuiaHVO8Ox5vBkD3AGgfAN0DDDhwNs6GI85++hzq47eOJZ6NxTwwxT7MXLp27WSXroWvpi9Zs3/6n39PsBoouy17m96vCyIAugdA+wDoHmDAgTPR7Wb89zOrq0/Sl65lNxN6nuxladUfq5I0Ezl+J72bstkxxV13eRMAugdA+wDoHtBiwIETs7YtZbLrL/sSz8apzYJERLoL3Zf+feGbobKwWduWdNe6yr16jU8aTHQBugdA+wDoHmDAgcFo3Ggojx3fOxb7ga08Hi29+Aip3tX05Nf+2ZakmYi/4qcX2yNLnA2HXz5A9wBoHwDdA8/FgAOnYh6Y4m2lN/8J5gKJliJl4pvdVEhZ9C6n//fqXlX893xlojt1Z4pfPED3AGgfAN0DL8SAA6dWu1sTs5M+vqn9l/avmwb9uhi+Hjz370iaiYQz6cvWrP/Hkvaf07spO/uOdmIMgO4B0D4Augf+GQMOnJp5YIq3qU52/8fU/0g9Fs6Ev56fnRX+KbPgHVny7P9Qz9TWbXYEgO4B0D4AugeyGHDgTNx1V5nsBouB8lhvUX/pWu+K+ri/nL4fz911xdq2+GUDdA+A9gHQPfBSDDhwJkbLkPpn6YlrNB0p99RlNxf6u/CVUPmzWfVbTHQBugdA+wDoHjgZBhw4M/eeK9bRi6eu2c2FRETi/y3WLnL/zNvyxDww+SUDdA+A9gHQPXAiZr1e/7/5NeDMH6DYlGf/+dlz//f4N7HymGEaEv3vz1/0zI4pv/k/fyNGl7OwAboHQPsA6B44Ga7gwLk4G45yZNTLZC9Zy/I2PTFaLHgA3QOgfQB0D5wcAw6c22l3P87eu/fPzI4p7rrLLxWgewC0D4DugVNhwIFzs7atU092n7uAflZnogvQPQDaB0D3wKkx4MBATN2eOv/ieWSJe4+JLkD3AGgfAN0Dp8eAAwNR2auIt+Wd6++o3+eoKIDuAdA+ALoHzoYBBwamdrd25j/r7DvibDj8EgG6B0D7AOgeOBMGHBgY88CUxueNM/3Z025eBIDuAdA+ALoH/hkDDgyUu+6K2TFP9WecfUesbYtfHkD3AGgfAN0DZ8aAAwNltAzxNk93f17jRoNfHED3AGgfAN0D58KAAwNX+7Am1tHJprTelifmgckvDaB7ALQPgO6Bc2HAgaE4yS7JZsc812ZFAOgeAO0DoHvg7xhwYCicDUfsQ/uF/463yUQXoHsAtA+A7oHBYMCBoZn6aOq5/5vZMcVdd/klAXQPgPYB0D0wEAw4MDTWtiXOvv686/pndTFaBr8kgO4B0D4AugcGggEHhmrqtjrZtY4sce8x0QXoHgDtA6B7YHAqeX+C//HVf0gwF6Qec/Yd+c0ffzMxb8K//7d/l3AmTD32L//lX6SyVyn+B0zzGi7+14sT8951PujI8VvHqccanzek9uFkbKiUNBP5tx//TeJaPNLXSPd0T/fl6572aZ/2+c6ne7qn+/J85w9L7q/gqH+q7tAbzAUSLUUTE071SVV5rHetJ5PK/P8mZ7Oh4PVAecz+2p6Y19f+uK0seNaRNfQFj+7pnu7L1z3t0z7t851P93RP9+X5zi/tgMPatsTdVS9xav+lPTEfLOcb9d614I1AkG9JM1Gm8WbHnIhpvIhIPBuLv+yr/0fkBMeC0T3d0z3d0z7t0z7t0z3d0z3dM+DQqN/ST3aD1clYGKxtS/v6kG+9RXXybv88ORPdzs2O+voObXE2HLqne7qne9qnfdqnfbqne7qn+9wpxIDDPDDF2/KUx9vXJ2iyq9mBeJIuzZvIRe+quug53zkT8dqipUg70X3RcWB0T/d0T/e0T/u0T/t0T/d0T/fjVJhTVOrv18XspO/niqYj6d7oTsai970aS++1niC/gkV18m7tWhPx2nSXhTr7jva/QNA93dM93dM+7dM+7dM93dM93edBYQYcRssQb1Mz2X27LUkzKfwbUX2obj6k29QG+RDPxhJNp6fu1pEl5kHxN1WKliLtZZO6Y8Donu7pnu5pn/Zpn/bpnu7pnu4ZcJyBu+4qk924Fkt3rfiT3cpeRXlt4Uw4EQv6JIoW1EsKJ+WevF/+9ovymLfljW1DJboH3Zeve9oH7fOdT/eg+/J855d2wGG0DGl80lAe91f8iVgcLu6oZ0brNrfB+PWuaDYd+rb4i16wGijTahGR2t0a3dM93dM97dM+7dM+3dM93dN9rl0o2hN2NhyxjtL3BsW1WNofF38ToupjzRnZV1n08ih8JVTfv51q4V+XbjOvxueNsV+OR/eg+/J1T/ugfb7z6R50X57v/EG5UMQnrTub11/2JZ6NC/1m6Dat0W1ug/Hqz/eVyad9aIvRMgr9ujofdJTXZXZMcddduqd7uqd72qd92qd9uqd7uqd7BhzD4Gw42qOWdGf5Fol5YCoT62g6KvxiPml61zRHRv1Q7COjkmYi/op6VJS36eVmMad70H35uqd90D7f+XQPui/Pd35pBxwiIvVP9ZPdop8n7exozshe4IzsXC168+qiV/2x2Jesdde6EtfSX67WkSW1D2t0T/ege9qnfdqnfbqne7qn+0Io7IDD2ra0k13dmb5FUn2kuTfvCvfm5Ynunrwinxkdz8baia7u8lC6p3u6p3vap33ap326p3u6p/u8ulDkJ9+4oe6yHMwFhZ7s6javebb4jJUmJ6KlSJl+urvFvm+tc7Ojneg6Gw7d0z3onvZpn/Zpn+7pnu7pvjAKPeAwD0zxtjzlcd3ZvkVhtAxlWh3XYunP91lxcqD3muaStb3iXrIWz8biL6sT3UvvXqJ7ugfd0z7t0z7t0z3d0z3dM+AYpdrdmpid9LE20XQkwWpxdyS2f1LPWNZtdoPRC1/VHBn1sLiL3vG9Y+UxZ9/J/WV4dA+6L1/3tA/a5zuf7kH35fnOP6vCDzjMA1O8TXWyqzvjtyh0m9joNrvBaCXNRIK59JepdWRJZa9SyNcTLUXK6xHRb+pF93RP93RP+7RP+7RP93RP93TPgGME3HVXO9ntfFDMo6SsbUt5PbrNbjBavUX1i8f+2S7s69Ft0uVteYWZ6NI96L583dM+aJ/vfLoH3ZfnO7+0Aw6jZUj9M81RUiu+JM2kkK8pG1Nciwt/LFbhF72rmnvyHhfzkrXwzVA70a3drdE93YPuaZ/2aZ/26Z7u6Z7uGXCMk3vPFevIUhaK7lq3kK9Ht5mNbtMbjHDRu6z+/q3dYk5An773VHms/kVdzAOT7ukedE/7tE/7tE/3dE/3dF9IFybpxejO8vVXfIln48K9Fvsr9XIo3aY3GI2kmUg4k/7924d2IReJYDWQaDr9XwjMjineHY/u6R50T/u0T/u0T/d0T/d0z4AjD5wNR3vsUudm8e7PMw9MZUodzAWFvQyv6MI/aXZUflK8S9aSZqLdlMvb9MRoGXRP96B72qd92qd9uqd7uqd7Bhx5odsV1l8u6GRXs6mNbvMbDF/viuaevEfFW/S6a11lomsdWeKuu3RP96B72qd90D7d0z3d032hTdyAw9q2lMmuiP4M4LzTbWqj2/wGw6fb2dp+UKxdlZNmIv6Kr/4fhfv1wk906R50X77uaR+0z3c+3YPuy/Odf1IXJvFFTd2eUh4L5oLC7Uxsf6mZ6l5m0Ru1eDZWJqG6L9a889/zJa6l/+uGdWSJs+HQPd2D7mmf9kH7dE/3dE/3DDjyqLJXEW9L3URFdxZwnhktQ+zD9MIXzoTcmzdi4R81E92fijXRjWdjaf9Z/fxP3Zmie7oH3dM+7YP26Z7u6Z7uGXDkme6M32AukPDNYu1OrNvcRrcJDoanN69O0u2vi7Xo6Tbfcvadwl16R/ege7qnfdA+7dM96L683/kvM7EDDvPAlMbnDeVx3ZnAeeZ8o15SpNsEB8OTvSfP7JhS2asU5vn35/viL2vux9Ns0kX3dA+6p33ap33ap3u6p3u6L6oLk/zi3HVXzE767OJoOpJgNSjMa7C2rZdGiOEuGNl72XQ7XufZ01vqF72762o/W3RP96B72qd92qd9uqd7uqd7Bhw5ZLQM8TY19+ddbxfq3rbsJjfRdFTIo7CKqHdNnaA73xVno55oKZJgTv2Sr9+q0z3dg+5pn/ZB+3RP93RP9ww4iqT2YU2sI0tZNLpr3eIset+rkek2w8HgBW+oC4a1W5xpqG6zLW/LE/PApHu6B93TPu2D9ume7ume7ifKhTK8yPp9dYLlr/iFmexWH2rOyJ7n3ryRLHqZiah1ZBVmwQhWA+X5mx1T6u+XY6JL96D78nVP+6B9vvPpHnRfL/V7WooBh7PhKEcwxbVY/Pf8Qjz/yl5Fub+Qe/OGT3eWepHuyWtf10x0Nz0xWobQPd2D7mmf9kH7dE/3dE/3DDgKauoj9Qzg9p/bhbm/7eLORWXR7s/3WZmGKPi9esma/W0xFr3uja5E0+lF2+yY4q67pXoP6R50X77uaR+0z3c+3YPuGXBMPGvbUjbwEdGfGZxH1ceaM7L/wGR3mHqX1UsDqzvV3D/vpJlI+211otv4pFG6iS7dg+4bpfwvObQP2uc7n+5B9+V0oUwvduq2Otn1l/1CTEd1m92Er7LoDXPhCGfSv1/70C7EotFd6yrHXVlHljgbTinfS7oH3Qvt0z5on+7pHnTPgGPSVPYq4m2pR0npzg7OG/PAVHaI1h0JhMHoLWqOjPoh/4tG0kzEX1HvN526M1Xa95LuQfe0T/ugfbqne9B9OVwo2wuu3a0pjwVzgXaTmbxxdtToivC8iyj8nToxr/6Y/0vW2h+3lYmus++I/cAu9ftJ96B72qd90D7d0z3ofvKVbsBhHphS/0I9Okd3hnDeVB+p0ek2x8EAFj3NztXWdr7PxI5nY/GX1Ylu/dN66d9Pugfd0z7tg/bpnu5B95PvQhlftHfHU45iCuYCCVbzvYDoNr3RbY6D8y8e2V2J3d3870is20TL2Xdyv1jTPd3TPd3TPu3TPu3TPd3TPd0PQikHHEbLEG9TvT9Pd5Zw3p53dnfocCaUpJnwSR6gaEG9FLC6l+9L1qKlSDvRbdxo8IbSPeie9mkftE/3dA+6Z8Axydx1V9nIJ5qOpHujm+vnbf+k3l+l2yQHZ9e7ojky6mG+Fz3dZZfelifmgckbSvege9qnfdA+3dM96L4USjvgMFqG1O9r7s97u53rKalu8xvdJjk4u2eLz1L/bB1ZUtmr5Pb5RkuRssu22TG1m2yVHd2D7mmf9kH7dE/3dE/3DDgmkrPhKJPduBZLdy2/k11r21LuKdRtkoOz6c/3lZ2J7Z/zvSvxL3/7RXnM22SiS/ege9A+aJ/u6R50z4CjVC69e0l5zF/xcz3ZzUYYTUcSz8Z8mgegd01zydrj/F6yFqwGyiZJZscUd93lzaR70D1oH7RP93QPumfAUSbWtqVs5hPXYml/nN9NiHSb4Og2y8EZFr15ddGzdvO7M7Fus6z6Z3UxWgZvJt2D7kH7oH26p3vQfalc4FegPzvYX/ZzOym1v1Ivowp+yxnZg9BdSF+yaB/aub38q/NBR5noWkeWuPeY6NI96B60D9oH3YPuGXCUkrVtibelHiWlO2s4D8wDU7mfkHvzzi9a0hwZ9SSfl6wlzUT8FfWoKN1mWqB70D1oH7RP93RP93RfBgw4/hfdLrT+sq8NIQ+y9+bFtVj6833eyHPovaa5J+9RPhe97lpX2SDJ2XfE2XB4I+kedA/aB+2D7kH3DDjKzDwwpf6F5iipv+Tz/jzdZji6TXNwcuGr6mTcfpC/XZXj2Vg/0f2UiS7dg+5B+6B90D3ovrwYcPwT746nHMsUzAW5nOzaX6ox6jbNwckkzUQ5Xzq7IVVedG52tBNda9vijaR70D1oH7QPugfdM+CAiNEyxNtU7897+tenuXyu9mF64ctumoOT6y2qXxj2Tzmd6C6rE92p21O8iXQPugftg/ZB96D7UmPAkeGuu8pkN5wJJVjN387Fuk1x8nofYe4XvauaRe/r/C16x/eOlce8LU8qexXeRLoH3YP2Qfuge9B9qTHgyDBahjQ+aSiP684gHjfnG/WyKt3mOTjBonc5/XszO2buFpJoKVIurRPRb5oFugfdg/ZB+6B70H3ZMODQLSYbjnI0UzQdSeeDfB0lpbsPK3idM7JPK56NJZxJbzqU3bk6D3SbYDU+b+T27G66p3u6p3vap33aqyriaQAAIABJREFUp326p3u6p3sGHDkwdUe9z8lf8SVpJvlaoDOb44QzYe6eY95FC+qlfs53+dp0KHwzVCa6ZscUd93lDaR7uqd70D5oH3QPugcDjuezH9jKghLXYumu5WtzH+d7zaVri1y6dhq9K+rvy9rN1y7FT99TN7/yNj0xWgZvIN3TPd2D9kH7oHvQPYQBxwvpzhr2V3yJZ+PcPMfqQ80Z2VdZ9E4jfCV9yZp1ZOXqUrBgNZBoOlKeY+1D7seje7qne9A+7dM+6B50DwYcJ2BtW+Lupi8LimuxdG7m5/68yl5F2Qk6u4kOnq8/31cWlDzdk5c0E+2mV/X7dd48uqd7ugft0z7tg+5B92DAcXL1W5rJ7nK+JrsXdy6m/jmcCXP1/PKsd01zZNS3+Vn0umtddVE+tMXZcHjz6J7u6R60T/u0D7oH3YMBx8mZB6Z4W57yePt2fo6Sqj7WnJG9wBnZJ1r05tVFr7pTzcVzS5qJ+Cu+8vjUR1O8cXRP93QP2qd92gfdg+6RwYDjBOrv15VLw7oLXYmW8rGw6DbJ0W2mA1X2njz70M7NZj7+e77EtfR03tl3tEeGge7pnu5B+6B90D3ongEHXspoGeJtaia7f8nHZNc8MJWzvLMxQ9Wf76uLyg/5uBwsno2l/Wf18zV1m4ku3dM93YP2aZ/2Qfd0T/dgwHEO7rqrTHaDuUDCN/OxuDg76Vij6Uj6833euBcI/6C+d9Uf83HJmm5zK2/Lk8pehTeO7ume7kH7tE/7oHu6p3sw4Dg7o2VI45OG8rjuzOJxqD7SHCF1jUvXXrjovaouenm4JKw/3xd/Wb0fr3aXo6Lonu7pHrRP+7QPuqd7usfzMOA4BWfDUS4Pi6YjCVaD8S96ms1ydJvq4B+CufT7lj0mbFye3lK/SOtf1HN1Xjfd0z3d0z3t0z7t0z7d0z3d033eMOA4Jd2ZxO3rbUmayVifl9EyxNlPX7rGvXnPp7vcsLo3/kvWoqVIWYzNjineHY83je7pnu5B+7RP+6B7uqd7MOAYHGfDURaXaDqS7lp37M/N/il9pnNci3Oz+3Pe9K5qjox6OP5FT7eZlbfp5Wa3Z7qne7qne9qnfdqnfbqne7qnewYcE6T+qTrZ9Vf8sU92dZvm9F7j0jXtonc5/XsxO+bYN/UJVgNlomsdWeKuu7xhdE/3dA/ap33aB93TPd2DAcfgWduWMtmNa/HYJ7vWtqXs/qzbXKfskmYi4Uz693Jx5+LYn1f7ujrRrd+vM9Gle7qne9A+7dM+6J7u6R4MOIancUPdZfn4rWOJZ+OxPi/75/Sla9kpIUR6i5pL1h6P95K1YDWQaDp9iaF1ZImz4fCG0T3d0z1on/ZpH3RP93SPE2DAcUbmgSnelroZjO5M41HSbZ6Tl/O78yL8nebIqN3xHRmVNBM5fudYefzSu5d4s+ie7uketE/7tA+6p3u6xwkx4DiH2t2acpmYv+xLf74/tudkf2Urj+k22Sn1opfZcdo+tMd6LFN3rStxLf1fA5x9JxfndIPu6Z7uQfu0T/t0T/d0T/cMOErAPDDF21Qnu7qzjUf5nLLnd2c32SmzeDZWLg+rPhnfJWtJMxF/xVce121uBbqne7oH7dM+7YPu6Z7uwYBjaNx1V5nsBnPBWI9syt6bF86EY9/1OS+iBfV9qT4a36LX/ritTHS9LY+JLt3TPd2D9mmf9kH3dE/3YMAxWkbLkPpn6gROd8bxqOg20Qn/xL15IiLBb9WNmKo741n04tlY/GV1olu7W+ONonu6p3vQPu3TPuie7ukep8SAYwDce65yqVgwF0iwOp5dje0vNffmXeHSNRH1njxn3xnb0Uy6Taq8LW+s9wiC7ume7kH7tE/7oHu6p3sGHCVXv6+Z7F4fz2TXaBliH9ovjL2M+vN95RIx+yd7LM8lWoqUia7ZMaX+Pvfj0T3d0z1on/ZpH3RP93QPBhxj5Gw44uynzzGOpqOxTXazm+lE09HYz+0et941dbJtfz2eRU93WaO36Y1twgy6p3u6B+3TPu2D7ume7hlw4Fe63XCP3zkey6Y/us10dJvulEnwRvoLyOyYUtmrjPx5REuRBHPqc3HXXSKie7qne9A+7dM+6J7u6R4MOMbP2raUyW5ci6W71h35c7EfqNNK3aY7pVr0MgtNdgfqUXn6V/VoscYnDSa6dE/3dA/ap33aB93TPd3jHBhwDNjU7SnlMX/FH8tkN7sAl/nePN1RXtW90e+oHKwGEs6k3wfryBJnwyEeuqd7ugft0z7tg+7pnu5xDgw4BqyyVxFvy0s9FtdiaX88+k2InO/VCXN/vl/K96X3muaevK9GP9XVbUY1dWeKcOie7uketE/7tA+6p3u6xzkx4BgC3dnG/rI/8o1/qg/VqaVu850yCF5PX7JmHVkjP6Kp80FHoun0dNnZd7SXGILu6Z7uQfu0T/uge7qnezDgGDvzwJTG5w31Q685C3mYKnsVMTvpsLOb75RB0kyUS8VGfU9e0kzEX/GVx3WbVYHu6Z7uQfu0T/uge7qnezDgyA133VUWHH/Z194fNkzZuLOb75RBb1Fzydq3o130umtd5Vxud9cVa9siFrqne7oH7dM+7YPu6Z7uwYAjv4yWId6mpzyuOxN5mJzv1A1tRr3wjn3Ru6ouetWd0W06FM/G+onuLSa6dE/3dA/ap33aB93TPd1jUBhwDFHtw5pYR+mpXTAXjHTRsXbVqWHw+3JNdoPFzJFRh/ZIj2nq3OwoE11vyxv5fYGge7qne9A+7dM+6J7u6Z4BB86sfl+d3OnORh4W88BUFt7e5fJsPhTPxspmP9UnI57oLqcnumbHlPr7THTpnu7pHrRP+7QPuqd7ugcDjgJxNhyxD9P3gIUzoQSro5usOjuO8vPHcVb3OEQL6gTd+WZ051C3b6uXKXqb3kinyqB7uqd70D7t0z7onu7pngEHBmLqI/XsY90ZycNSfaQ5QmqxHJPd3hX1dY5qs59oKZLuQjf1mNkxxV13iYLu6Z7uQfu0T/uge7qnewwYA44RsLYtcfbTk8RoOpLOB6M5Skq3yY5uM55JFL6SPjLK3R3dgqPbZKr+WZ2JLt3TPd2D9mmf9kH3dE/3GAIGHCMydVud7Por/kguHzNahnLpXHYznknUn++r9+TtjeaevPDNUDmmyzqyxL3HRJfu6Z7uQfu0T/uge7qnezDgKLDKXkW8rfRRUnEtlu5adyQ/3/lBnSrHs/FE/8571zRHRj0czaL39D11cyndJlSge7qne9A+7dM+6J7u6R6DwYBjhGp3a8pj/oo/ksWn+qMau25Tnola9ObTi57ZMaWyVxn6zw1WA2Wa7Ow74mw4RED3dE/3oH3ap33QPd3TPRhwFJ95YEr9i/RkL67F0rk5/PvzrG1LzE76LGbdpjyTJHtP3sWdi0P/mUkz0W4qVf+UiS7d0z3dg/Zpn/ZB93RP92DAMUG8O56y+PjLo5ns2j+n7817tvhsYn/P0VIkcS39O60+Hv4la921rnaiO6rdnEH3dE/3oH3ap33QPd3TPQMOjITRMsTb9JTHdWcoD1p20524Fkt/vj+Rv+fea5ojo3aHu/AkzUT8FV95vHGjwQef7ume7kH7tE/7oHu6p3sMGQOOMXDXXbGO0gF2F7oSLQ33Pjndpju6zXkmQfhq+pI1+9AW88Ac6s/srnWVSbK35Q3954Lu6Z7uQfu0T/uge7qnezDgGAujZWh32dWdpTxIlb2KsthmN+eZFNljm6pPhnvJWjwby/Fbx6nHzI6p3WwKdE/3dA/ap/3BSJoJ7YPu6Z7uwYBj3JwNR1mAgrlAwjfDof7c7L153YXuxP1udb/D6qPhLnq6zaO8TSa6oHu6B2h/mHqLPdoH3dM93eNXDDjG6NK7l5THdGcqD5Ju851hXy438kXvqmbR2xneotef74u/nL4fz+yY4q67fMhB93QP0D7tg+7pnu4xIgw4xsjatsTZT5+XHE1HEqwGQ/uZ9pe2uki8NlmXrvUup1+Ps++I0TKG9vOe3lK/qLxNb6g/E3RP93QP2qd92gfd0z3dgwFHrujOTG5fb0vSTIby84yWIfZheuHLbtJTZEkzkXAms+nQT/bQfl60FCn3AFpHltQ+5H480D3dA7RP+6B7uqd7MOAoEWvbEm8rfZRUNB1Jd21498tlN+EJ5oKhLbKjFv5JXcDtr4e36Ok2i9JtKgXQPd0DtE/7oHu6p3sMFwOOHNDtvuuv+ENbiHSb8Og26ymi3pX06zA7plT2KkP5WcFqoEx07UNbnA2HDzXonu4B2qd9gO7pHgw4ysc8MKX+RXoSGNfioU127Qeae/OuTsaiF76SuWTt5yFOdK+rE92pj6b4QIPu6R6gfdoH6J7uMQYMOHLCu+OJ2UkfM3T81rHEs/FQfl52w6PsZj1FFM/GEk2nd4mu7g1nR+VgNVB+lrPviLVt8WEG3dM9QPu0D9A93YMBR3kZLUO8TU95XHfm8kAWve/Ti144Ew5tgR2V8I+ae/K+GvxUN2kmcvzOsfL41G0muqB7ugdon/YBuqd7jAsDjhxx111lsusv+9Kf7w/8Z1Ufas7IXij2Gdm9+fRk2jqyxDwwB/5zumtdiWvpLwhvyxva/X+ge7qne9A+7dM+6J7u6R4MOArFaBnS+KShPK47e/m8KnsVZYHNbtpTNKO4Jy9pJuKv+Mrjus2jALqne4D2aR+ge7rH6DDgyBlnwxHrKH1vVzAXSLQ0+IlrdlHILhpF0p/vK5NW+9vBL3rtj9vKz2l83hjK9Bh0T/d0D9qnfdoH3dM93YMBR6FN3VHv79KdwXzuBfa79L150XRU2HvzetfUiXR1Z7CbDsWzsfjL6Ymu2THFXXf50ILu6R6gfdoH6J7uMWYMOHLIfmArOx8Hc4EEq8FAf461q+4CrNu8pwiCN9Qzqo2WMdCfodsEytv0Bv5zQPd0T/egfdqnfdA93dM9GHBMjPqndeUx3VnM52EemMolctnNewqz6M2lF73qk8FOdKOlSJnoWkeW1D7kfjzQPd0DtE/7AN3TPfKAAUdOWduWuLvpy6Gi6Wjgk11nJ3OEVAHvzdPds+h84wz0Z+guG6zfr/NBBd3TPUD7tA/QPd0jJxhw5Fj9lhrV8TvHkjSTgf2M6qP09DOuxUM5qmqYgt8H2i+NQS6q2amxdWSJs+HwIQXd0z1A+7QP0D3dgwEHXsY8MMXb8pRFqbvWHdyip9mcJ/xDsSa7vcvpS+2y0/DzevpX9eiuS+9e4gMKuqd7gPZpH6B7ukeOMODIufr7deUMa3/FH9hk12gZYh9mjpB6tTiLXtJMJJxJP9/q3uDuyQtWA+Xvd/adgU6NAbqne4D2aR90T/d0DwYcE89oGeJtqpPd9seD24TI+UHdxbkoeouaI6MeDm7R0232pNsUCqB7ugdon/YBuqd7jBcDjgJw1111srvsD+wc6+qPmkvX3izGZLd3Nb3omR1TKnuVgfzdnQ86Ek2nNzXytjwmuqB7ugdon/YBuqd7MODAWRgtQxqfNNQoNWc1n4W1bSmLanYxyatgMT2BvrhzcSB/b9JMxF/xlcdrdzkqCnRP9wDt0z5A93SPPGLAURDOhqOcY+0v+9pjk87C/jl9b152M588imdjZepafTyYS9a6a12Ja+mpef2LupgHJh9G0D3dA7RP+wDd0z0YcOA8dGcx685sPovsZj3hTDjQI6qGIVpQF3xr9/yXlMWzsTLRNTumeHc8PoSge7oHaJ/2Abqne+QUA44CcTYccfbVTYIGMdnVbdaj29QnT3pX0s/PPrQHMnXt3OwoE11v0xOjZfAhBN3TPUD7tA/QPd2DAQcGQberr+7s5tOq7FWUy+LC3+V786Fni8/SC/eT81+yFs/G4i+nJ7rWkSXuusuHD3RP9wDt0z5A93SPHGPAUTDWtqVMdsOZUILV8x/3lL03L3wlv4tef76vTF6rj86/6LVva46Kul9nogu6p3uA9mkfoHu6BwMODFrjhrrLsu4M59PKbtoTTUcDO55q0HrXNGdi75xv0YuWIukudNNfMkeWOBsOHzrQPd0DtE/7AN3TPXKOAUcBmQemeFueskB1b3TP9ffaX9rqQrAQ5fJ30JtPL3rOvnPuyatuE6epO1N84ED3dA/QPu0DdE/3KAAGHAVVu1tTzrNuv90+127IRssQ+zC98AW/DXL5+rPTV/sn+1x/X/hmKMFcoCyk9gObDxvonu4B2qd9gO7pHgw4MCzmgSneZnqyG9di6a6db7Kb3bwnj/fm6XaStr8+3+L09D118ybdJk8A3dM9QPu0D9A93SOfGHAUmLvuKpNdf8U/17102c174los/fl+rl5377X0JWtmx5TKXuXMf1+wGkg0nV5I3V1XrG2LDxnonu4B2qd9gO7pHgw4MGxGy5D6Z3Vlkerc7Jz579RdpqXb5GecwlfTk+bsjtCnkTQT7aZN9VtMdEH3dA/QPu0DdE/3KBIGHAXn3nOVM6395fNNdrNHUwVv5OfevKSZKPfPVffOvqNyd62rTHS9LU/MA5MPF+ie7gHap32A7ukeDDgwSvX76gRSd8bziRe97zOL3lx+Fr3eojphtr8621Q3aSbir/ipx8yOKfX3meiC7ukeoH3aB+ie7lE0DDgmgLPhKJPY7kJXu0HPSVQfqlPSs/5dA1/0rqYXPevIOvMEtrvWlbiWnn57m965j6AC6J7uAdqnfYDu6R4MOHBGul2AdWc9n0Rlr6JsaJTd7Gdsi97l9PM46z158Wwsx28dpx4zO6a46y4fJtA93QO0T/sA3dM9CogBx4Swti31frq54MzT2OxiErw+/kvX4tlYwpnMpkPfnm3R023O1PikwUQXdE/3AO3TPkD3dA8GHBi3qdv/P3t3GxvHdR/6/7eand3R7iwpBNS9hNL0lQgFCWJAsESHFiIotplEZYLYrS4SXwI1HKaGbSVqhNRQbMT2tZJYEZxCtRvarmtGUAHCdiDXChxGTmipujIk1aRcAkETmKBe9J/UAnHFW5jaB8/ucrL/F7mSNXMOubPkPszsfj9AX2S1fNrl96j6eeacLuWx93/4/qo+l/WmdwEtbi5KpafS0p+vvFNdwBNnat90yO1zJTfkvR/PnDfFGrP4JQLd0z1A+7QP0H2Eu1/qX6L7DsaAo43Ep+JiT9jehaK3LM5I7RNZ86x6LrRu059mKt3iu2TtUnJVU9jFI4vqXxiHuvgFAt3TPUD7tA/QfcS7v/rYVbrvYAw42kz6qbTyWPbBbM0TWWPOUI6k8m/602zFm72XrCUu1j7RLQ+WlZ2irRlLeyY4QPd0D9A+7QN0T/dgwIEWMeYM6X6h2xt6b1kKews1fy7rjO8+v12tuzfP7XOVM6ytN2q/zEy3GZNu0yaA7ukeoH3aB+ie7hEtDDjaUGo0peyMnBvO1TzZTVxIKIun2+e25GcqfrGoPGZOmjV9DmfE0U50a/08AN3TPUD7tA/QPd2DAQeaILYQE3vce3+em3ZrnuzqNvXRbf7TDKV+7yVzqbO1H/GUfVCd6Hbv7+YXBnRP9wDt0z5A93SPNsCAo02ln0gr99Ut3rdY01Q2thCT5CXv/Wr+zX+aRbknb6q2e/KcEUe57M2esMWYM/hlAd3TPUD7tA/QPd2DAQfCLPOser+Z7kzolVinrRUXn2ZY6l8SN+1drBPngi96lZ6KLB7w7qJu5A3tJk0A3dM9QPu0D9A93SOaGHC0MWvMUqayuaFcTZPdxHn13ryl/qWm/hzF3UVlwYpPxQN/fGFvQVk07XEmuqB7ugdon/YBuqd7MOBAZHR9Xz3zWXcm/HLMSVPZxKi0o7mXrhW3exe99WfWB/7YSk9FcsM5ZdFMjab45QDd0z1A+7QP0D3do40w4Ghz5qQp1ozvCKitjpQHg28glHzHd29ef3MXPf9uyIm3g1+ylns4p0x0M89lJLYQ45cDdE/3AO3TPkD3dA8GHIiSroPqZFd3RvRy/Jv8NPPevOIezZFRZ4Md9eT2uZL9qvfnNOdNSR1hogu6p3uA9mkfoHu6R7thwNEB4lNxsSe8R0k5Wx1xRpxgi55vkx837dY0FV6L0kBJWbSC3k+n22RJtxkTQPd0D9A+7QN0T/dgwIGI0O0irDsrerlF038MVenW5ly6Vtrm/TrWGSvQx5UHy5Ib8t6PZ81YYo1Z/DKA7ukeoH3aB+ie7tGGGHB0CGPOkMzL3olmubcceLLrvzfPvxlQI1R6KlLc7DsT+0Kwe/J0l+VlnmaiC7qne4D2aR+ge7pHu2LA0UHsQ7ayS/LigUWp9FSqfqx/sx9nqxPo49aitEudHCfOVF/0yoNlZbMia8YSc9LklwB0T/cA7dM+QPd0DwYciLrYQkzsce/9eW7alcLeQtWP1W32o1uU6qn4uaKycAXZEfnqd68qj+k2XwLonu4B2qd9gO7pHu2DAUeHSY2mlHvscsO5qhNaY86Q5CXfEVIDDV70fDs4J6eTVT/GGXGUS93sCVviU3HefNA93QO0T/sA3dM9GHCgXcQWYsruwm7aldzDuaofm7jovWTMvylQPbl9rpR7vbs3J85Xv2RNt5mSbtMlgO7pHqB92gfonu7RXhhwdCBrzFImu9mvZsXtc1de9Hyb/hQ3Fxt2b155p3fBM/JG1fvqCvsLykLZ/UJ34KOmALqne4D2aR+ge7oHAw5EzIbvbFAe050lfaPkcfWyseKXG7PDsnOHd+Mg/87OfpWeimQfyCoLZWo0xZsN0D1A+7QP0D3dowMw4OhQ5qQp1oz3nOjcUE7Kg+UVP87/MaVbGnPpmv+evMTUypesFfYWxE17p9L2uB1ooyKA7ukeoH3aB+ie7sGAAxGmOytad6b0jfyb//gXp3pY6l9SFrDkz5ef6rp9ruSGvfcVmvOmpJ/gfjyA7gHQPkD3dI9OwYCjg5mTptgT3qOknK3OipPd5Env4lPuLVe9n69WpR0lZQFb6d66/EN5ZZH0b64EgO4B2qd9gO7pHgw40MZ0uw7rzpa+Jj4VFyPvXYCKX6zvZLfU7130Vronz+1zJTfknegmLyXFGrN4cwG6B0D7AN3TPToIA44OZ8wZknnZOwEtbi6KM+Is+zH+Rci/SK1VYWfB878Tby9/T172oHqZXdf3u3hjAboHQPsA3dM9OgwDDoh9yFYmtbozpq+x3vROTOt5b57ukrnkz5LLPte/QFozVtUjpgDQPUD7tA/QPd2j/TDggMQWYmKPe+/PK/eWpbC/oH2+eda7qLhpV5b6l+ryvZRu9V2ydim57O7Iuk2Sug4y0QXoHgDtA6B7MOBAx0qNptTJ7gNZqfRUlOcac4aY896Fr7i7PpNd5zbv5XKJi/pL1sqDZXG2ep9rT9gSn4rzZgJ0D4D2AdA9GHCgU8UWYtJ9uNvzmJt2pbBXP9n135tX3L72Ra/SU5HiZu/nsd7QbyD0/g/fVx7TbaIEgO4B0D5A93SPzsCAAx8uMGOWMq3NDee0R0Mlf+Vd9PwT1tUo7VI3MNLdY+eMOFLu9d6/l3k5s+LxUgDoHgDtA3RP92DAgQ7Sdch7X5ubdiX/UF55XuKMejnZSmdqB1r0BryLnjWjTnQrPRVlUyQjb4h9yObNA+geAO0DoHt0MAYc8EgeTyqLTW5InezGFmKSvOSb7H5hbZNdZ5f3461T6qJX2FtQJrr2uL3s5kQA6B4A7QOgezDgQIfKPJ1RHtOdQW2d9i5KpW2rPyPb7XOVxSxxzjs5rvRUJDec8zxmzpuSGk3xpgF0D4D2AdA9OhwDDijMSVNSZ70LSWFnQbksLXHeuygVNxe1OzEHUd7p/dxG3lB2SS7sLYib9k6XM89mmOgCdA+A9gHQPcCAA3qZxzSTXd9Z1LpNgXSbBwVRusX7cevPrPf8b7fPlcX7Fr1ff94Ua8zizQLoHgDtA6B7gAEH9Iw5Q+wJ72Y+zlZHmez6p7/Fz63uCKnizd6PS7ztnRjrNj/a8J0NvFEA3QOgfQB0D4gIAw6sIPNIRoy89zgm/5nUianEiotXEEv9S8o9eebZDyfGbp8ruSHv/XjWjKWdKgOgewC0D4DuwYAD8IgtxMQe9052y71lcUY+3AHZvzlQubesPUt7JaUd3kvWzHnTc8714pFFdUHWbI4EgO4B0D4AugcDDkArNZpSJrvZB7PXNxiKT8XFnPdOV/2bCFVd9Pp9Z2Kf+fBeu/JgWZyt3iOl7AmbiS5A9wBoHwDdAww4EFxsISbdh7u9i1pvWQp7C9f/d/Id7xnZ/k2EqlHuybvw4aTYv9mRiEj6qTRvDED3AGgfAN0DHgw4UJU1ZimT29xw7vpk179J0Ae7Pgj8ucuDZeU4qMSZP34+Z8RRJrqZlzOeS9oA0D0A2gdA9wADDgSWedZ7H5ybdq9Pdm/cJOjany31LwX6vKVbfZeszVjXz7rOPuid6Bp5Q+xDNm8GQPcAaB8A3QMMOLA61pgl1oz3HOrF+xbF7XPFmDMkecl36dqOYJeuFbd7L1lLTv/x8zgjjrLbsj1uX18QAdA9ANoHQPcAAw6sim4342tnVicuei9d828mtBz/ZWmJ8wmp9FRk8YB3N2Ujb0hqNMWbANA9ANoHQPeAFgMOBGZOmspkNzeUE7fP9WwWJCJS2Fmo+vmKe4rKwmZOmlLYW1Du1es+3M1EF6B7ALQPgO4BBhyoj+793cpji0cWJXk8qTxeHlz5CKnSgHfym3wnKZWeiuSGc97Fdt4Ua8zixQfoHgDtA6B7YFkMOFATY84Qe8K7+Y+z1ZHyYFmZ+Po3FVIWvW3eP09MJST3cE6Z6HYd6uKFB+geAO0DoHtgRQw4ULP0U2kx8t7jm7J/nb2+adD1xfA2Z9nPUempSHGz97I1899NyX7Vu5uyNWNpJ8YA6B4A7QOge+BGDDhQM2POEHtcnez+oesPnseKm4vXz8/2K37Zt+DNm/LB/1AEInP2AAAgAElEQVTP1NZtdgSA7gHQPgC6B/wYcGBVUqMpZbLr7HKUx0q79JeulW5RH88Nee/HS51NiTlp8mIDdA+A9gHQPVAVAw6sSmwhJpnnvBPXcm9ZuafOv7nQNcWbi8rH+mUeY6IL0D0A2gdA90AwDDiwaqkjKTHnV566+jcXEhFxN7raRe5G9oQtxpzBiwzQPQDaB0D3QCBGJpP5X7wMWPUvkGvIB5/9YNk/dz/iKo/F1sVk6b8vLf8584Z85H9+RGIFzsIG6B4A7QOgeyAYruDAmlhjlnJkVDWlvpWPlLLHbYktsOABdA+A9gHQPRAcAw6sWa27H/9h/R+W/TMjb0hqNMWLCtA9ANoHQPdATRhwYM3MSbPmye6yC+hzGSa6AN0DoH0AdA/UjAEH6qLrYNfaF895U1JHmOgCdA+A9gHQPVA7Bhyoi/hUXOwJe02fI/MsR0UBdA+A9gHQPbA6DDhQN+mn0qv+WGvGEmvM4kUE6B4A7QOge2BVGHCgbow5Q7pf6F7Vx9a6eREAugdA+wDoHrgRAw7UVWo0JUbeqOljrBlLzEmTFw+gewC0D4DugVVjwIG6ii3ExB6v7f687v3dvHAA3QOgfQB0D6wJAw7UXfqJtJjzwaa09oQtxpzBiwbQPQDaB0D3wJow4EBDBNkl2cgba9qsCADdA6B9AHQPXMOAAw1hjVmSvJRc8Tn2OBNdgO4B0D4AugfqgwEHGqbr+13L/pmRNyQ1muJFAugeAO0DoHugLhhwoGHMSVOsGf1515nnMhJbiPEiAXQPgPYB0D1QFww40FBdB9XJbvy/4pI6wkQXoHsAtA+A7oH6iYf9G/yvn/+XOFsdz2PWjCUf+eJH2uZN+L//+/9KcXPR89h/u+u/SXwqHv1fMM3PkLyYbJv3Lv94XhbvW/Q81v1Ct6SfaI8NlSo9Ffk/5/+PuGm3qT8j3dM93Xde97RP+7TP3/l0T/d03zl/5zdK6K/gyDyt7tDrbHWkPFhum3ASFxPKY6UdJWlX6xbb58Ih5zZHXdRPts+inn0yqyx45rzZ8AWP7ume7juve9qnfdrn73y6p3u675y/8zt2wGFOmpI6q17ilP3rbNv8YllvqPeuObc7gnCr9FSUabyRN9piGi8i4va5khvKqf+PSIBjweie7ume7mmf9mmf9ume7ume7hlwaGQe0092nZH2WBjMSVP78yHcSrvUyXvynTa6JO+hvPrzXUqKNWbRPd3TPd3TPu3TPu3TPd3TPd2HTiQGHMacIfaErTyefbCNJruaHYjb6dK8tlz0BtRFz3rTaoufrTxY1k50VzoOjO7pnu7pnvZpn/Zpn+7pnu7pvpUic4NU5pGMGHnD+8b0lqWwv9Aei94pNZbSrSVBeDm71Mm7edZsi59Nd1moNWNp/wsE3dM93dM97dM+7dM+3dM93dN9GERmwBFbiIk9rpnsPpCVSk8l8m9E4py6+ZBuUxuEg9vnSrnXO3U3500x5ozI/2zlwbL2skndMWB0T/d0T/e0T/u0T/t0T/d0T/cMOFYhNZpSJrtu2pXC3uhPduNTceVnK24utsWC3o7KO9VLCtvlnrz3f/i+8pg9YbdsQyW6B913Xve0D9rn73y6B913zt/5HTvgiC3EpPtwt/J4bjjXFovD+jPrlcd0m9ug9Uq3aDYd+lX0Fz1nxFGm1SIi6afSdE/3dE/3tE/7tE/7dE/3dE/3oRa5Q4qtMUvMee+9QW7aleyT0d+EKPG25ozsARa9MCreXFTfvzOJyP9cus28ul/obvnleHQPuu+87mkftM/f+XQPuu+cv/PrZV0Uv2nd2by5oZy4fW6k3wzdpjW6zW3QWkv9S8rkM3kpKbGFWKR/rvzjeeXnMvKGpEZTdE/3dE/3tE/7tE/7dE/3dE/3DDgawRqztEct6c7yjRJjzlAm1uXecuQX83ZT2qE5Mup0tI+MqvRUJDesHhVlj9uhWczpHnTfed3TPmifv/PpHnTfOX/nd+yAQ0Qk87R+shv186StM5ozsndyRnaoFr1+ddFLnI/2JWuFvQVx096/XM15U9JPpOme7kH3tE/7tE/7dE/3dE/3kRDZAYc5aWonu7ozfaMkcUFzb94t3JsXJrp78qJ8ZrTb52onurrLQ+me7ume7mmf9mmf9ume7ume7sNqXZS/+e796i7LzlYn0pNd3eY1H+z6gJUmJMqDZWX6mTob7fvW8g/ltRNda8yie7oH3dM+7dM+7dM93dM93UdGpAccxpwh9oStPK472zcqYgsxZVrtpl1Z6l9ixQmB0q2aS9amonvJmtvnSm5Inehu+M4Guqd70D3t0z7t0z7d0z3d0z0DjmZKP5UWI+891qbcWxZnJLo7Eien1TOWdZvdoPmK2zVHRp2L7qK3eGRRecyasUJ/GR7dg+47r3vaB+3zdz7dg+475+/81Yr8gMOYM8QeVye7ujN+o0K3iY1usxs0V6WnIs5W71+m5rwp8al4JH+e8mBZ+XlE9Jt60T3d0z3d0z7t0z7t0z3d0z3dM+BogtRoSjvZzT8ezaOkzElT+Xl0m92guUq71L94ku8kI/vz6DbpsifsyEx06R5033nd0z5on7/z6R503zl/53fsgCO2EJPMc5qjpIZzUumpRPJn8sfkpt3IH4sV+UVvQHNP3tvRvGStuKeoneimn0rTPd2D7mmf9mmf9ume7ume7hlwtFLqSErMeVNZKAp7C5H8eXSb2eg2vUETF71t6utvno3mBPTqw1eVxzIvZ8SYM+ie7kH3tE/7tE/7dE/3dE/3kbSunX4Y3Vm+ueGcuH1u5H6W5M/Vy6F0m96gOSo9FSlu9r7+yUvJSC4Szogj5V7vfyEw8obYh2y6p3vQPe3TPu3TPt3TPd3TPQOOMLDGLO2xS/mHond/njFnKFNqZ6sT2cvwoq74Zc2Oyhejd8lapaei3ZTLHrclthCje7oH3dM+7dM+7dM93dM93TPgCAvdrrC5oYhOdjWb2ug2v0HjlW7R3JN3IXqLXmFvQZnomvOmpEZTdE/3oHvap33QPt3TPd3TfaS13YDDnDSVya6I/gzgsNNtaqPb/AaNp9vZOnk8WrsqV3oqkhvOqf+PwrOZyE906R5033nd0z5on7/z6R503zl/5we1rh1/qK6DXcpjzlYncjsTJ3+mmepuY9FrNrfPVSahur9Ywy73cE7ctPe/bpjzplhjFt3TPeie9mkftE/3dE/3dM+AI4ziU3GxJ9RNVHRnAYdZbCEmyUveha+4uci9eU1W/KJmojsdrYmu2+dK9qvq73/XoS66p3vQPe3TPmif7ume7umeAUeY6c74dbY6UtwTrd2JdZvb6DbBQeOU+tVJevJktBY93eZb1owVuUvv6B50T/e0D9qnfboH3Xfu3/nVtO2Aw5gzpPuFbuVx3ZnAYWa9oV5SpNsEB43jvyfPyBsSn4pH5vtf6l+S3JDmfjzNJl10T/ege9qnfdqnfbqne7qn+6ha184/XGo0JUbee3ZxubcszogTmZ/BnDSrRojGLhj+e9l0O16H2dXH1L/oU2dT2t8tuqd70D3t0z7t0z7d0z3d0z0DjhCKLcTEHtfcn/dgNlL3tvk3uSn3liN5FFYUlXaoE3Trzehs1FMeLIuzVf1LPvNYhu7pHnRP+7QP2qd7uqd7umfAESXpJ9JizpvKolHYW4jOondKjUy3GQ7qz7ldXTDMs9GZhuo227InbDHmDLqne9A97dM+aJ/u6Z7u6b6trOuEHzLzrDrByg3nIjPZTZzTnJHdz715TVn0fBNRc96MzILhjDjK92/kDck80hkTXboH3Xde97QP2ufvfLoH3Wc6+j3tiAGHNWYpRzC5aVdyD+ci8f3Hp+LK/YXcm9d4urPUo3RPXvZBzUR33JbYQkzonu5B97RP+6B9uqd7uqd7BhwR1fV99Qzg7Fezkbm/bf2Z9cqivdS/xMrUQM4X1EvWkr+KxqJX2F+Qcq930TbyhqRGUx31HtI96L7zuqd90D5/59M96J4BR9szJ01lAx8R/ZnBYZR4W3NG9m4mu41U2qZeGpg4kwj9913pqUj2AXWi2324u+MmunQPuu/uyP+SQ/ugff7Op3vQfWda10k/bNdBdbKbG8pFYjqq2+ymuJ1Fr5ELR3Gz9/VNXkpGYtEo7C0ox12Z86ZYY1ZHvpd0D7oX2qd90D7d0z3ongFHu4lPxcWeUI+S0p0dHDbGnKHsEK07Egj1UdqlOTLqdPgXjUpPRXLD6v2mXYe6Ova9pHvQPe3TPmif7ukedN8Z1nXaD5x+Kq085mx1tJvMhI11Ro0uCt93FBU/p07ME+fDf8la9smsMtG1ZixJHk929PtJ96B72qd90D7d0z3ovv113IDDmDMk87J6dI7uDOGwSVxQo9NtjoM6LHqanavNyXCfie32uZIbUie6maczHf9+0j3onvZpH7RP93QPum9/6zrxh7YP2cpRTM5WR5yRcC8guk1vdJvjYO2Lh39X4tTZ8O9IrNtEy5qxQr9Y0z3d0z3d0z7t0z7t0z3d0z3d10NHDjhiCzGxx9X783RnCYft+/bvDl3cXJRKT4Xf5Doq71QvBUxMhfuStfJgWTvR7d7fzRtK96B72qd90D7d0z3ongFHO0uNppSNfMq9ZSnsL4T6+05Oq/dX6TbJweqVbtEcGXUu3Iue7rJLe8IWY87gDaV70D3t0z5on+7pHnTfETp2wBFbiEnmWc39eQ9kQz0l1W1+o9skB6v3wa4PPP/bnDclPhUP7fdbHiwru2wbeUO7yVano3vQPe3TPmif7ume7umeAUdbssYsZbLrpl0p7A3vZNecNJV7CnWb5GB1lvqXlJ2Jk++Ee1fi93/4vvKYPc5El+5B96B90D7d0z3ongFHR9nwnQ3KY7nhXKgnu/4Iy71lcftcfpvroLRDc8na2+G9ZM0ZcZRNkoy8IanRFG8m3YPuQfugfbqne9A9A45OYk6aymY+btqV7JPh3YRItwmObrMcrGLR61cXPfNseHcm1m2WlXkuI7GFGG8m3YPuQfugfbqne9B9R1nHS6A/Ozg3lAvtpDT5c/UyKucOzsiuh8JO7yWLyUvJ0F7+lX88r0x0zXlTUkeY6NI96B60D9oH3YPuGXB0JHPSFHtCPUpKd9ZwGBhzhnI/IffmrV15UHNk1MVwXrJW6alIblg9Kkq3mRboHnQP2gft0z3d0z3ddwIGHP+Pbhfa3FBOG0IY+O/Nc9OuLPUv8UauQelWzT15F8K56BX2FpQNkqwZS6wxizeS7kH3oH3QPugedM+Ao5MZc4ZkXtYcJfXX4bw/T7cZjm7THARX3K5OxpPHw7erstvn6ie6TzPRpXvQPWgftA+6B913LgYcN7AP2cqxTM5WJ5ST3eTP1Bh1m+YgmEpPRTlf2r8hVVjkH8prJ7rmpMkbSfege9A+aB90D7pnwAGR2EJM7HH1/ryr370ayu81ecm78Pk3zUFwpV3qXxjJ6ZBOdIfUiW7XwS7eRLoH3YP2Qfuge9B9R2PA4ZMaTSmT3eLmojgj4du5WLcpTljvIwz9ojegWfROhm/RWzyyqDxmT9gSn4rzJtI96B60D9oH3YPuOxoDDp/YQky6D3crj+vOIG416w31sird5jkIsOht875uRt4I3UJSHiwrl9aJ6DfNAt2D7kH7oH3QPei+0zDg0C0mY5ZyNFO5tyz5x8N1lJTuPiznNs7IrpXb50pxs3fTIf/O1WGg2wSr+4Xu0J7dTfd0T/d0T/u0T/u0T/d0T/d0z4AjBLoOqfc55YZzUumphGuB9m2OU9xcDN33GHblneqlftab4dp0qLinqEx0jbwhqdEUbyDd0z3dg/ZB+6B70D0YcCwveTypLChu2pXC3nBt7mOd0ly6totL12pRukV9vcyz4dql+OrD6uZX9rgtsYUYbyDd0z3dg/ZB+6B70D2EAceKdGcN54Zz4va5ofkeE+c0Z2QPsOjVoniz95I1c94M1aVgzogj5d6y8j2mn+B+PLqne7oH7dM+7YPuQfdgwBGAOWlK6qz3siA37Ur+ofDcnxefiis7Qfs30cHylvqXlAUlTPfkVXoq2k2vMs9mePPonu7pHrRP+7QPugfdgwFHcJnHNJPdoXBNdtefWe/538XNxVB9f2FW2qE5MupX4Vn0CnsL6qJ8KSnWmMWbR/d0T/egfdqnfdA96B4MOIIz5gyxJ2zl8ezB8BwllXhbc0b2Ts7IDrTo9auLXuJMIhTfW6WnIrnhnPJ41/e7eOPonu7pHrRP+7QPugfdw4cBRwCZRzLKpWGFnQUpD4ZjYdFtkqPbTAcq/z15yUvJ0Gzmk3s4J27aO523ZiztkWGge7qne9A+aB90D7pnwIGqYgsxscc1k92/Dsdk15gzlLO8/TFDtdS/pC4qp8NxOZjb50r2q+rvV9dBJrp0T/d0D9qnfdoH3dM93YMBxxqkRlPKZNfZ6khxTzgWF+uMN9Zyb1mW+pd441ZQ3K2+d4nz4bhkTbe5lT1hS3wqzhtH93RP96B92qd90D3d0z0YcKxebCEm3Ye7lcd1Zxa3QuKC5gipHVy6tuKit11d9MJwSdhS/5LkhtT78dJPcVQU3dM93YP2aZ/2Qfd0T/dYDgOOGlhjlnJ5WLm3LM6I0/pFT7NZjm5THXzI2ep93/zHhLXK1cfUv0gzL2dCdV433dM93dM97dM+7dM+3dM93dN92DDgqJHuTOLsg1mp9FRa+n3FFmJizXgvXePevOXpLjdMTLX+krXyYFlZjI28IfYhmzeN7ume7kH7tE/7oHu6p3sw4Kgfa8xSFpdyb1kKewst/96S094znd20G5rdn8OmNKA5Mupc6xc93WZW9rgdmt2e6Z7u6Z7uaZ/2aZ/26Z7u6Z7uGXC0kczT6mQ3N5xr+WRXt2lO6VYuXdMuetu8r4uRN1q+qY8z4igTXXPelNRoijeM7ume7kH7tE/7oHu6p3sw4Kg/c9JUJrtu2m35ZNecNJXdn3Wb63S6Sk9Fipu9r8v6M+tb/n1lH1QnuplnM0x06Z7u6R60T/u0D7qne7oHA47G6d6v7rK8eN+iuH1uS7+v5DveS9f8U0KIlHZpLll7u7WXrDkjjpR7vZcYmvOmWGMWbxjd0z3dg/Zpn/ZB93RP9wiAAccqGXOG2BPqZjC6M42bSbd5TljO7w6L4uc0R0adbd2RUZWeiiweWFQe3/CdDbxZdE/3dA/ap33aB93TPd0jIAYca5B+Kq1cJpYbyslS/1LLvqfkz5PKY7pNdjp60fPtOJ28lGzpsUyFvQVx097/GmDNWKE4pxt0T/d0D9qnfdqne7qne7pnwNEBjDlD7HF1sqs727iZ35P//G7/JjudzO1zlcvDEhdbd8lapaciueGc8rhucyvQPd3TPWif9mkfdE/3dA8GHA2TGk0pk11nq9PSI5v89+YVNxdbvutzWJR3qu9L4kLrFr3sk1llomtP2Ex06Z7u6R60T/u0D7qne7oHA47mii3EJPOcOoHTnXHcLLpNdIpf5t48ERHnDnUjpsSZ1ix6bp8ruSF1opt+Ks0bRfd0T/egfdqnfdA93dM9asSAow5SR1LKpWLOVkeckdbsapz8mebevFu4dE1EvSfPmrFadjSTbpMqe8Ju6T2CoHu6p3vQPu3TPuie7umeAUeHyzyrmew+2JrJbmwhJslLyRVj70RL/UvKJWLJ6WRLvpfyYFmZ6Bp5QzKPcD8e3dM93YP2aZ/2Qfd0T/dgwNFC1pgl1oz3HONyb7llk13/Zjrl3nLLz+1utdIOdbKdPNmaRU93WaM9brdswgy6p3u6B+3TPu2D7ume7hlw4DrdbriLBxZbsumPbjMd3aY7ncS53fsXkJE3JD4Vb/r3UR4si7NV/V5Soykionu6p3vQPu3TPuie7ukeDDhaz5w0lcmum3alsLfQ9O8leVydVuo23emoRc+30Ph3oG6Wq99VjxbrPtzNRJfu6Z7uQfu0T/uge7qne6wBA4466zrYpTyWG861ZLLrX4A7+d483VFeianm76jsjDhS3Ox9H8x5U6wxi3jonu7pHrRP+7QPuqd7uscaMOCos/hUXOwJ2/OYm3Yl+2TzNyGyTqkT5qX+pY58X0q3au7J+3nzp7q6zai6DnURDt3TPd2D9mmf9kH3dE/3WCMGHA2gO9s4N5Rr+sY/iXPq1FK3+U4ncG7zXrJmzptNP6Ip/3heyr3e6bI1Y2kvMQTd0z3dg/Zpn/ZB93RP92DA0XLGnCHdL3Srv/Sas5AbKT4VFyPvDdu/+U4nqPRUlEvFmn1PXqWnIrnhnPK4brMq0D3d0z1on/ZpH3RP93QPBhyhkRpNKQtObiinvT+skfxx+zff6QSlXZpL1n7V3EWvsLegnMudOpsSc9IkFrqne7oH7dM+7YPu6Z7uwYAjvGILMbHHbeVx3ZnIjWS9qW5o0+yFt+WL3oC66CXONG/TIbfP1U90H2OiS/d0T/egfdqnfdA93dM96oUBRwOln0iLOe+d2jlbnaYuOuZZdWrofKGzJrvOLt+RUZeSTT2mKf9QXpno2hN20+8LBN3TPd2D9mmf9kH3dE/3DDiwapln1cmd7mzkRjHmDGXhLW3rnM2H3D5X2ewncbHJE90h70TXyBuSeYSJLt3TPd2D9mmf9kH3dE/3YMARIdaYJclL3nvAipuL4ow0b7JqnbGUr9+Ks7pbobxTnaBbbzTvHOrsQfUyRXvcbupUGXRP93QP2qd92gfd0z3dM+BAXXR9Xz37WHdGcqMkLmiOkNrVGZPd0i3qz9mszX7Kg2Up7Cx4HjPyhqRGU0RB93RP96B92qd90D3d0z3qjAFHE5iTplgz3kliubcs+cebc5SUbpMd3WY87ah4s/fIqNTZ5i04uk2mMs9lmOjSPd3TPWif9mkfdE/3dI8GYMDRJF0H1clubjjXlMvHYgsx5dI5/2Y87Wipf0m9J2+qOffkFfcUlWO6zHlTUkeY6NI93dM9aJ/2aR90T/d0DwYcERafios94T1Kyk27UthbaMrXt06rU2W3z23r17y0Q3Nk1LnmLHpXH1Y3l9JtQgW6p3u6B+3TPu2D7ume7lEfDDiaKP1UWnksN5xryuKTOK/GrtuUp60WvX7vomfkDYlPxRv+dZ0RR5kmWzOWWGMWEdA93dM9aJ/2aR90T/d0DwYc0WfMGZJ52TvZc9Ou5B9q/P155qQpRt57FrNuU5524r8nb/2Z9Q3/mpWeinZTqczTTHTpnu7pHrRP+7QPuqd7ugcDjjZiH7KVxSc31JzJbvId7715H+z6oG1f5/JgWdy09zVNvN34S9YKewvaiW6zdnMG3dM93YP2aZ/2Qfd0T/cMONAUsYWY2OO28rjuDOV682+646ZdWepfasvXuXSr5sios41deCo9FckN55THu/d384tP93RP96B92qd90D3d0z0ajAFHC6RGU2LOewMs7CxIebCx98npNt3Rbc7TDorbvZesJS8lxZgzGvo1C3sLyiTZnrAb/nVB93RP96B92qd90D3d0z0YcLREbCGm3WVXd5ZyPcWn4spi69+cp134j21KXGzsJWtunyuL9y16HjPyhnazKdA93dM9aJ/266PSU6F90D3d0z0YcLSaNWYpC5Cz1ZHinmJDv67/3rzCzkLbvba61zBxobGLnm7zKHuciS7onu4B2m+k0q4S7YPu6Z7ucR0Djhba8J0NymO6M5XrSbf5TqMvl2v6ojegWfTONG7RW+pfktyQ9348I29IajTFLznonu4B2qd90D3d0z2ahAFHC5mTplgz3vOSy71lcUachn3N5M+S6iJxa3tdulba5v15rBlLYguxhn29q4+pf1HZ43ZDvybonu7pHrRP+7QPuqd7ugcDjlDRnZmcfTArlZ5KQ75ebCEmyUvehc+/SU+UVXoqUtzs23RoOtmwr1ceLCv3AJrzpqSf4H480D3dA7RP+6B7uqd7MODoIOakKfaE9yipcm9ZCnsbd7+cfxMeZ6vTsEW22YpfVhfw5MnGLXq6zaJ0m0oBdE/3AO3TPuie7ukejcWAIwR0u+/mhnMNW4h0m/DoNuuJotIt3p/DyBsSn4o35Gs5I44y0U1eSoo1ZvFLDbqne4D2aR+ge7oHA47OY8wZknnZOwl0027DJrvJ45p78wbaY9Er3uy7ZO2dBk50H1Qnul3f7+IXGnRP9wDt0z5A93SPFmDAERL2IVuMvPeYocX7FsXtcxvy9fwbHvk364kit8+Vcq93l+jEVGN2VHZGHOVrWTOWmJMmv8yge7oHaJ/2AbqnezDg6FyxhZjY47byuO7M5boseqe8i15xc7FhC2yzFL+ouSfv5/Wf6lZ6KrJ4YFF5vOsgE13QPd0DtE/7AN3TPVqFAUeIpEZTymQ3N5STpf6lun+txDnNGdk7o31GdqnfO5k2500x5oy6f53C3oK4ae9fEPaE3bD7/0D3dE/3oH3ap33QPd3TPRhwREpsISbdh7uVx3VnL69VfCquLLD+TXuiphn35FV6KpIbzimP6zaPAuie7gHap32A7ukezcOAI2SsMUvMee+9Xc5WR8qD9Z+4+hcF/6IRJUv9S8qkNfmr+i962SezytfpfqG7IdNj0D3d0z1on/ZpH3RP93QPBhyR1nVIvb9LdwbzmhfYN7335pV7y5G9N6+0Q51IJ87Ud9Mht8+V3JB3omvkDUmNpvilBd3TPUD7tA/QPd2jxRhwhFDyeFLZ+djZ6ogz4tT165hn1V2AdZv3RIFzu3pGdWwhVtevodsEyh636/51QPd0T/egfdqnfdA93dM9GHC0jczTGeUx3VnMa2HMGcolcv7NeyKz6G31LnqJi/Wd6JYHy8pE15w3Jf0E9+OB7ukeoH3aB+ie7hEGDDhCypw0JXXWezlUubdc98mudcZ3hFQE783T3bNovWHV9WvoLhvMPJvhFxV0T/cA7dM+QPd0j5BgwBFimcfUqBYPLE93nAcAACAASURBVEqlp1K3r5G44J1+umm3IUdVNZLzBUf7l0Y9F1X/1NicN8Uas/glBd3TPUD7tA/QPd2DAQeqMeYMsSdsZVEq7C3Ub9HTbM5T3B2tyW5pm/dSO/80fK2uflc9umvDdzbwCwq6p3uA9mkfoHu6R4gw4Ai5zCMZ5Qzr3HCubpPd2EJMkpd8R0htj86iV+mpSHGz9/tNTNXvnjxnxFE+vzVj1XVqDNA93QO0T/uge7qnezDgaHuxhZjY4+pkN/tk/TYhsk6ruzhHRWmX5sioc/Vb9HSbPek2hQLonu4B2qd9gO7pHq3FgCMCUqMpdbI7lKvbOdaJ85pL1/ZEY7JbGvAuekbekPhUvC6fO/94Xsq93k2N7AmbiS7onu4B2qd9gO7pHgw4sBqxhZh0H+5Wo9Sc1bwa5qSpLKr+xSSsnF3eCfT6M+vr8nkrPRXJDeeUx9NPcVQU6J7uAdqnfYDu6R5hxIAjIqwxSznHOjeU0x6btBrJd7z35vk38wkjt89Vpq6Jt+tzyVphb0HctHdqnnk5I8acwS8j6J7uAdqnfYDu6R4MOLAWurOYdWc2r4Z/s57i5mJdj6hqhPJOdcE3z679kjK3z1UmukbeEPuQzS8h6J7uAdqnfYDu6R4hxYAjQqwxS6wZdZOgekx2dZv16Db1CZPSLd7vL3kpWZepa/6hvDLRtcdtiS3E+CUE3dM9QPu0D9A93YMBB+pBt6uv7uzmWsWn4splccXPhXvzoQ92feBduC+u/ZI1t8+V3JB3omvOm5IaTfHLB7qne4D2aR+ge7pHiDHgiBhz0lQmu8XNRXFG1n7ck//evOLN4V30lvqXlMlr4sLaF73sQc1RUc9mmOiC7ukeoH3aB+ie7sGAA/XWvV/dZVl3hnOt/Jv2lHvLdTueqt5KOzRnYp9Z26JXHixLYWfB+5fMvCnWmMUvHeie7gHap32A7ukeIceAI4KMOUPsCVtZoAr7C2v6vMmfJdWFYGc5lK9Bqd+76Fkz1ponr7pNnLoOdfELB7qne4D2aR+ge7pHBDDgiKj0U2nlPOvsA9k17YYcW4hJ8pJ34XPucEL58/unr8np5Jo+X3FPUZytjrKQJo8n+WUD3dM9QPu0D9A93YMBBxrFmDPEHvdOdt20K4W9a5vs+jfvCeO9ebqdpJMn17Y4XX1Y3bxJt8kTQPd0D9A+7QN0T/cIJwYcEZYaTSmT3dxwbk330vk373HTriz1L4Xq5y7d6r1kzcgbEp+Kr/rzOSOOlHu9C2nqbErMSZNfMtA93QO0T/sA3dM9GHCg0WILMck8l1EWqfxD+VV/Tt1lWrpNflqpuN07afbvCF2LSk9Fu2lT5jEmuqB7ugdon/YBuqd7RAkDjohLHUkpZ1rnhtY22fUfTeXcHp578yo9FeX+ucTU6ndULuwtKBNde8IWY87glwt0T/cA7dM+QPd0DwYcaKbMs+oEUnfGc+BF75Rv0dsankWvtEudMCd/vrqpbqWnIrnhnOcxI29I5hEmuqB7ugdon/YBuqd7RA0DjjZgjVnKJLaws6DdoCeIxDl1Srraz1X3RW/Au+iZ8+aqJ7CFvQVx097ptz1ur/kIKoDu6R6gfdoH6J7uwYADq6TbBVh31nMQ8am4sqGRf7Ofli1627zfx2rvyXP7XFm8b9HzmJE3JDWa4pcJdE/3AO3TPkD3dI8IYsDRJsxJU72fbquz6mmsfzFxbmv9pWtunyvFzb5Nh361ukVPtzlT9+FuJrqge7oHaJ/2AbqnezDgQKt1HexSHnv/h++v6nNZb3oX0OLmolR6Ki39+co71QU8cab2TYfcPldyQ9778cx5U6wxi18i0D3dA7RP+wDdR7j7pf4luu9gDDjaSHwqLvaE7V0oesvijNQ+kTXPqudC6zb9aabSLb5L1i4lVzWFXTyyqP6FcaiLXyDQPd0DtE/7AN1HvPurj12l+w7GgKPNpJ9KK49lH8zWPJE15gzlSCr/pj/NVrzZe8la4mLtE93yYFnZKdqasbRnggN0T/cA7dM+QPd0DwYcaBFjzpDuF7q9ofeWpbC3UPPnss747vPb1bp789w+VznD2nqj9svMdJsx6TZtAuie7gHap32A7uke0cKAow2lRlPKzsi54VzNk93EhYSyeLp9bkt+puIXi8pj5qRZ0+dwRhztRLfWzwPQPd0DtE/7AN3TPRhwoAliCzGxx73357lpt+bJrm5TH93mP81Q6vdeMpc6W/sRT9kH1Ylu9/5ufmFA93QP0D7tA3RP92gDDDjaVPqJtHJf3eJ9izVNZWMLMUle8t6v5t/8p1mUe/KmarsnzxlxlMve7AlbjDmDXxbQPd0DtE/7AN3TPRhwIMwyz6r3m+nOhF6JddpacfFphqX+JXHT3sU6cS74olfpqcjiAe8u6kbe0G7SBNA93QO0T/sA3dM9ookBRxuzxixlKpsbytU02U2cV+/NW+pfaurPUdxdVBas+FQ88McX9haURdMeZ6ILuqd7gPZpH6B7ugcDDkRG1/fVM591Z8Ivx5w0lU2MSjuae+lacbt30Vt/Zn3gj630VCQ3nFMWzdRoil8O0D3dA7RP+wDd0z3aCAOONmdOmmLN+I6A2upIeTD4BkLJd3z35vU3d9Hz74aceDv4JWu5h3PKRDfzXEZiCzF+OUD3dA/QPu0DdE/3YMCBKOk6qE52dWdEL8e/yU8z780r7tEcGXU22FFPbp8r2a96f05z3pTUESa6oHu6B2if9gG6p3u0GwYcHSA+FRd7wnuUlLPVEWfECbbo+Tb5cdNuTVPhtSgNlJRFK+j9dLpNlnSbMQF0T/cA7dM+QPd0DwYciAjdLsK6s6KXWzT9x1CVbm3OpWulbd6vY52xAn1cebAsuSHv/XjWjCXWmMUvA+ie7gHap32A7ukebYgBR4cw5gzJvOydaJZ7y4Enu/578/ybATVCpacixc2+M7EvBLsnT3dZXuZpJrqge7oHaJ/2Abqne7QrBhwdxD5kK7skLx5YlEpPperH+jf7cbY6gT5uLUq71Mlx4kz1Ra88WFY2K7JmLDEnTX4JQPd0D9A+7QN0T/dgwIGoiy3ExB733p/npl0p7C1U/VjdZj+6Rameip8rKgtXkB2Rr373qvKYbvMlgO7pHqB92gfonu7RPhhwdJjUaEq5xy43nKs6oTXmDEle8h0hNdDgRc+3g3NyOln1Y5wRR7nUzZ6wJT4V580H3dM9QPu0D9A93YMBB9pFbCGm7C7spl3JPZyr+rGJi95LxvybAtWT2+dKude7e3PifPVL1nSbKek2XQLonu4B2qd9gO7pHu2FAUcHssYsZbKb/WpW3D535UXPt+lPcXOxYffmlXd6Fzwjb1S9r66wv6AslN0vdAc+agqge7oHaJ/2AbqnezDgQMRs+M4G5THdWdI3Sh5XLxsrfrkxOyw7d3g3DvLv7OxX6alI9oGsslCmRlO82QDdA7RP+wDd0z06AAOODmVOmmLNeM+Jzg3lpDxYXvHj/B9TuqUxl67578lLTK18yVphb0HctHcqbY/bgTYqAuie7gHap32A7ukeDDgQYbqzonVnSt/Iv/mPf3Gqh6X+JWUBS/58+amu2+dKbth7X6E5b0r6Ce7HA+geAO0DdE/36BQMODqYOWmKPeE9SsrZ6qw42U2e9C4+5d5y1fv5alXaUVIWsJXurcs/lFcWSf/mSgDoHqB92gfonu7BgANtTLfrsO5s6WviU3Ex8t4FqPjF+k52S/3eRW+le/LcPldyQ96JbvJSUqwxizcXoHsAtA/QPd2jgzDg6HDGnCGZl70T0OLmojgjzrIf41+E/IvUWhV2Fjz/O/H28vfkZQ+ql9l1fb+LNxagewC0D9A93aPDMOCA2IdsZVKrO2P6GutN78S0nvfm6S6ZS/4suexz/QukNWNVPWIKAN0DtE/7AN3TPdoPAw5IbCEm9rj3/rxyb1kK+wva55tnvYuKm3ZlqX+pLt9L6VbfJWuXksvujqzbJKnrIBNdgO4B0D4AugcDDnSs1GhKnew+kJVKT0V5rjFniDnvXfiKu+sz2XVu814ul7iov2StPFgWZ6v3ufaELfGpOG8mQPcAaB8A3YMBBzpVbCEm3Ye7PY+5aVcKe/WTXf+9ecXta1/0Kj0VKW72fh7rDf0GQu//8H3lMd0mSgDoHgDtA3RP9+gMDDjw4QIzZinT2txwTns0VPJX3kXPP2FdjdIudQMj3T12zogj5V7v/XuZlzMrHi8FgO4B0D5A93QPBhzoIF2HvPe1uWlX8g/lleclzqiXk610pnagRW/Au+hZM+pEt9JTUTZFMvKG2Ids3jyA7gHQPgC6RwdjwAGP5PGkstjkhtTJbmwhJslLvsnuF9Y22XV2eT/eOqUueoW9BWWia4/by25OBIDuAdA+ALoHAw50qMzTGeUx3RnU1mnvolTatvozst0+V1nMEue8k+NKT0VywznPY+a8KanRFG8aQPcAaB8A3aPDMeCAwpw0JXXWu5AUdhaUy9IS572LUnFzUbsTcxDlnd7PbeQNZZfkwt6CuGnvdDnzbIaJLkD3AGgfAN0DDDigl3lMM9n1nUWt2xRIt3lQEKVbvB+3/sx6z/92+1xZvG/R+/XnTbHGLN4sgO4B0D4AugcYcEDPmDPEnvBu5uNsdZTJrn/6W/zc6o6QKt7s/bjE296JsW7zow3f2cAbBdA9ANoHQPeAiDDgwAoyj2TEyHuPY/KfSZ2YSqy4eAWx1L+k3JNnnv1wYuz2uZIb8t6PZ81Y2qkyALoHQPsA6B4MOACP2EJM7HHvZLfcWxZn5MMdkP2bA5V7y9qztFdS2uG9ZM2cNz3nXC8eWVQXZM3mSADoHgDtA6B7MOAAtFKjKWWym30we32DofhUXMx573TVv4lQ1UWv33cm9pkP77UrD5bF2eo9UsqesJnoAnQPgPYB0D3AgAPBxRZi0n2427uo9ZalsLdw/X8n3/Geke3fRKga5Z68Cx9Oiv2bHYmIpJ9K88YAdA+A9gHQPeDBgANVWWOWMrnNDeeuT3b9mwR9sOuDFT9f/P/78Eio8mBZOQ4qceaPn88ZcZSJbubljOeSNgB0D4D2AdA9wIADgWWe9d4H56bd65PdGzcJuvZnS/1LgT5v6VbfJWsz1vWzrrMPeie6Rt4Q+5DNmwHQPQDaB0D3AAMOrI41Zok14z2HevG+RXH7XDHmDEle8l26tiPYpWvF7d5L1pLTf/w8zoij7LZsj9vXF0QAdA+A9gHQPcCAA6ui28342pnViYveS9f8mwktx39ZWuJ8Qio9FVk84N1N2cgbkhpN8SYAdA+A9gHQPaDFgAOBmZOmMtnNDeXE7XM9mwWJiBR2Fqp+vuKeorKwmZOmFPYWlHv1ug93M9EF6B4A7QOge4ABB+qje3+38tjikUVJHk8qj5cHVz5CqjTgnfwm30lKpaciueGcd7GdN8Uas3jxAboHQPsA6B5YFgMO1MSYM8Se8G7+42x1pDxYVia+/k2FlEVvm/fPE1MJyT2cUya6XYe6eOEBugdA+wDoHlgRAw7ULP1UWoy89/im7F9nr28adH0xvM1Z9nNUeipS3Oy9bM38d1OyX/XupmzNWNqJMQC6B0D7AOgeuBEDDtTMmDPEHlcnu3/o+oPnseLm4vXzs/2KX/YtePOmfPA/1DO1dZsdAaB7ALQPgO4BPwYcWJXUaEqZ7Dq7HOWx0i79pWulW9THc0Pe+/FSZ1NiTpq82ADdA6B9AHQPVMWAA6sSW4hJ5jnvxLXcW1buqfNvLnRN8eai8rF+mceY6AJ0D4D2AdA9EAwDDqxa6khKzPmVp67+zYVERNyNrnaRu5E9YYsxZ/AiA3QPgPYB0D0QiJHJZP4XLwNW/QvkGvLBZz9Y9s/dj7jKY7F1MVn670vLf868IR/5nx+RWIGzsAG6B0D7AOgeCIYrOLAm1pilHBlVTalv5SOl7HFbYgsseADdA6B9AHQPBMeAA2tW6+7Hf1j/h2X/zMgbkhpN8aICdA+A9gHQPVATBhxYM3PSrHmyu+wC+lyGiS5A9wBoHwDdAzVjwIG66DrYtfbFc96U1BEmugDdA6B9AHQP1I4BB+oiPhUXe8Je0+fIPMtRUQDdA6B9AHQPrA4DDtRN+qn0qj/WmrHEGrN4EQG6B0D7AOgeWBUGHKgbY86Q7he6V/WxtW5eBIDuAdA+ALoHbsSAA3WVGk2JkTdq+hhrxhJz0uTFA+geAO0DoHtg1RhwoK5iCzGxx2u7P697fzcvHED3AGgfAN0Da8KAA3WXfiIt5nywKa09YYsxZ/CiAXQPgPYB0D2wJgw40BBBdkk28saaNisCQPcAaB8A3QPXMOBAQ1hjliQvJVd8jj3ORBegewC0D4DugfpgwIGG6fp+17J/ZuQNSY2meJEAugdA+wDoHqgLBhxoGHPSFGtGf9515rmMxBZivEgA3QOgfQB0D9QFAw40VNdBdbIb/6+4pI4w0QXoHgDtA6B7oH4YcKCh4lNx5bHU6yx4AN0DoH0AdA/UFwMONJ1xhc2GALoHQPsA6B6oLwYcAAAAAAAg8hhwAAAAAACAyGPAAQAAAAAAIo8BBwAAAAAAiDwGHAAAAAAAIPIYcAAAAAAAgMhjwAEAAAAAACKPAQcAAAAAAIg8BhwAAAAAACDyGHAAAAAAAIDIY8ABAAAAAAAijwEHAAAAAACIPAYcAAAAAAAg8hhwAAAAAACAyGPAAQAAAAAAIo8BBwAAAAAAiDwGHAAAAAAAIPIYcAAAAAAAgMhjwAEAAAAAACKPAQcAAAAAAIg8BhwAAAAAACDyGHAAAAAAAIDIY8ABAAAAAAAijwEHAAAAAACIPAYcAAAAAAAg8hhwAAAAAACAyGPAAQAAAAAAIo8BBwAAAAAAiDwGHAAAAAAAIPIYcAAAAAAAgMhjwAEAAAAAACKPAQcAAAAAAIg8BhwAAAAAACDyGHAAAAAAAIDIY8ABAAAAAAAijwEHAAAAAACIPAYcAAAAAAAg8hhwAAAAAACAyGPAAQAAAAAAIo8BBwAAAAAAiDwGHAAAAAAAIPIYcAAAAAAAgMhjwAEAAAAAACKPAQcAAAAAAIg8BhwAAAAAACDyGHAAAAAAAIDIY8ABAAAAAAAijwEHAAAAAACIPAYcAAAAAAAg8hhwAAAAAACAyGPAAQAAAAAAIo8BBwAAAAAAiDwGHAAAAAAAIPIYcAAAAAAAgMhjwAEAAAAAACKPAQcAAAAAAIg8BhwAAAAAACDyGHAAAAAAAIDIY8ABAAAAAAAijwEHAAAAAACIPAYcAAAAAAAg8hhwAAAAAACAyGPAAQAAAAAAIi+2adOmCi8DAAAAAACIMq7gAAAAAAAAkceAAwAAAAAARB4DDgAAAAAAEHkMOAAAAAAAQOQx4AAAAAAAAJHHgAMAAAAAAEQeAw4AAAAAABB5DDgAAAAAAEDkMeAAAAAAAACRx4ADAAAAAABEHgMOAAAAAAAQeQw4AAAAAABA5DHgAAAAAAAAkceAAwAAAAAARB4DDgAAAAAAEHkMOAAAAAAAQOQx4AAAAAAAAJHHgAMAAAAAAEQeAw4AAAAAABB5cV6CzrZlyxb57Gc/K3/6p38qn/jEJ0REZPv27df/fHZ2Vq5evSq//e1v5Xe/+538y7/8i8zOzvLC/T8bN26UO+64Qz71qU/JJz7xCenq6pItW7Z4nnP58mV57733rr+Gr776qly5coUXDwAAAADqKLZp06ZK2L6p06dPK/9I9Dt27Jg88sgja/5aBw4ckH379q3pa7333ntNfX2+/vWvy8mTJ9f0j/Kvfe1r8vnPf77q66wzOzsrP/3pT+X5559f9fewe/duefHFF1v2O/bRj350TR+/e/duufvuu+X2229f1cefOnVKTp48KS+99FLdfqZ6/h5eG8r853/+p/z+97+XEydOMNgCAAAAEGqhvEXll7/8ZdXnDA4O1uVrff7zn6/6nNdff71t3vADBw7IW2+9Jfv27VvVcEPkj1d9PProo/Luu+/K/fff31HB7N69W06cOCEvvvjiqocbIiK33367/OhHP5Lp6WnZvXt36H7OTZs2yfbt2+Wuu+6Sffv2yenTp+XEiRMd934DAAAAiI5QDjhOnDgR6B9gAwMDa/o6W7ZsqfqP/MuXL8uFCxci/0Zv2bJFTp8+Lfv27ZNMJlOXz5nJZOTRRx+VEydOyMaNG9s+lieffFJefPFFzy089RgkvPjii/LjH/849K/h9u3bO+r9BgAAABAtoRxwzM7OyvT0dNXnfelLX1rT17nzzjurPuf48eORf5MHBgbkZz/72aqv2AjyD9+33nprzQOnsNq4caOcPn1a7rnnnoZ9jbvuukteeeWVSAwO2v39BgAAABBNoT1F5Y033qj6nLXephLk9pQgV5OE2cDAgBw9erRuV20sJ5PJyNGjR9vuH70bN26UV155pWHDoRtt2bIlMkOOTCYjzzzzDFdyAAAAAAiN0A44Xn311arPWcttKkFuT5mdnY30xopbtmxpynDjxn/0/uAHP2irf/T+4z/+Y1OGGze+Z6+88kokXptNmzbJ448/zioKAAAAIBRCO+C4cuWKvPbaa1Wft9rbVILcnhJks9MwO3z4cM3DjenpaTl27Jg888wz8swzz8j09LRks9ma/oG+f//+tojjwIEDq9pvY3p62vN/tbx+117DJ598MhKv0V133dXUARAAAAAALCce5m/u3Llzctddd634nMHBwVUdF9vM21Oy2ay8++67dXtd3n///arPuf/++wP/4/zy5csyNja24rGv999/v4yMjMimTZuqfr577rlHjh07tuLVL++//36gfVauqfaz1Ps13rJlS9Xjg280PT0tr7zyyrLHvg4MDMjw8HDV3+cbX8O33nprTccB677HaoO9jRs3yrZt22RoaCjw93rnnXfK4cOHWU0BAAAAtFRs06ZNlTB/g++++27VqxD27NlT00kn104UWcmpU6fkL//yLwN9vvfee2/N/7Cst+np6UDDiOnpafmrv/oruXLlSqDP++Mf/zjQP3xref3C+BqfOHEi0IAom83K3/3d3604HLrR7t275ciRI4GurKn1Z6r3a3T//ffLo48+2vT3GgAAAABWY13Yv8F//ud/rvqcWm9TCfKPvPPnz0f2Tb377rsDDTdmZ2drGm6IiHzjG9+QU6dOVX3e7bffHtlbF7Zs2RJ4uHHvvfcGHm6IiJw8eVI+85nPBLptZfv27S3dtPX5558PdJtYV1cXKykAAACAlgv9gOP111+v+pxaT1MJcntKkE1Ow2r37t2BnvfAAw/UNNy45tvf/nagf6A3+6qVevnmN78Z6HlHjx6t6cqha65cuSL33ntvoOcODw+39LU4d+5c1ed89KMfZSUFAAAA0HKhH3BcuHBBLl++vOJzajlNJcjpKadOnVrVP/zD4vbbb6/6nGp7ZFT7B/rRo0erPu+Tn/xkJF+/O+64o+pzpqen17TvxIULF+TYsWN1+V4aKch+L9VujQEAAACAZlgXhW/y+PHjVZ8T9DaVdr89JejVG0H+cb2Sn/zkJ1Wf09/fH7nXb2BgIND+GPU4yjXIe5DJZAK/p61y9epVVlIAAAAALRePwjd54sSJqidaBD1NpdrtKdlstqY9FcLmpptuqvqc2dnZVV+9cc2VK1dkz549smHDhrYKYufOnVWfk81mlz0tpRazs7Ny6tSpqlfc3HTTTXU9TaXev0+/+c1vWEkBAAAAtFwkBhzX/kG+0q0l125TWWlPhCC3p7z55pt1//4/+tGPyoEDB9b8eX79619X/YdukNtC/vVf/7UuP9dq9p8Iu4997GNVn1PP35Hf/OY3VQccrbrVZ+PGjbJnz54Vn5PNZgNdzQMAAAAAjRaPyjf605/+tOqRlV/60pdW/Ed3kNtTgmyqWKtNmzZVvQIliGeeeabqgCPIiRaLi4v85i/jT/7kT6o+5/e//33dvt6vf/3rqs9pxSklW7Zskeeee67qaTxHjx6N9H41AAAAANpHZAYcr776atUBR7XbVILcnlKPWw9a6eMf/3hd/lHdqYKcCFLP1+/ixYt1eU+D/mzVriTq7u6WT3/604GO+F3rRqsAAAAAUE+RGXBcuXKl6n4FK92msnHjxpbcntJsQTbIhKz4O9Ts3+tmvaf1upJIROS1116Tb3zjG/zCAAAAAAiNdVH6ZoNstLjcaSp/8Rd/UfVjx8fH+Y0AVnD58mX5m7/5G4YbAAAAAEInUgOOl156SbLZ7IrP+fSnP619/NZbb636D7d23DQTqKe3335b/uM//oMXAgAAAEDorIvaN1ztNpLlTkqpdlLF5ORkW7yh1QZAWNnly5eb+vU2btwYqff0rrvukuPHj8uTTz7JLwsAAACAUIncgCPIbST+01Luvvvuqh/z+uuvt8Ub+u6771Z9zk033cRv/jLee++9pr5+27Ztq8t72mz33HNPXY4+BgAAAIB6iUftG75w4YJcvnx5xc0gBwYGPP/7U5/61Iqfs9G3p0xPTwc6orYerl69WvU53d3ddflaAwMDsmHDhhWfc/HixUgdIxrk9fvYxz5Wt68XZFgS5HtqhX379smJEydkdnaWlRQAAABAy8Wj+E1PTk7KPffcs+yfb9++XTZu3Hj9H9aDg4Mrfr7jx4+3zRv6m9/8purtOMvtU1KrH/zgB1VPpgly7GrUXr877rijbl/vk5/8ZKDvqR6CDtruvvtu+cpXviLbt2+v+tx77rlnxaOZAQAAAKBZ1kXxmz527FjV51z7R+iWLVuqHv154sSJtnlDf/3rX1d9znL7lNQiyLG7zd7Poh7Onj1b9TmZTCbQbU9B3odqw5Sg72k9vfTSS3LnnXfK9PR01efWa1gGAAAAAGsVyQHH7Oxs1cvid+zYISJS9b9YB/lcUXLy5MlAm1KudAVMEF/72teqPuftt9+O3Ot34cKFQK/fSLEfvgAAIABJREFUV77ylTV/rSDvQTabDXQ8ciME2WNjrYMyAAAAAKiXdVH9xn/5y1+u+Oe33HKLiFS/BaDa54miqampqs/58z//81X/43Tjxo1y7733Vn3ev//7v0fy9at2Uo/IH2+DWssmmwMDA4EGHEG+l0aZnZ2N5FU4AAAAADpTZAccP/nJT1b8802bNsmWLVukv79/xee10+0p17z00ktVn5PJZOS5555b1ef/27/9W8lkMlWf9+qrr0by9fv7v//7QM+79957lQ1tg9i4caMcPXo00HODnBrUSEFOldm9ezcrKQAAAICWi+yA48qVK3Lq1KkVn/PNb35zxX+Inzp1qi1PgDh58mSg//K+ZcsW+ad/+ifZuHFj4H+Y//jHPw60b8Rrr70WqdNTbjQ7Oxto/4lMJiNHjx6V+++/P/Dn3r17t7z11luBBkTT09MNPd0niLCe4AIAAAAAfvEof/Pnz59f8R/b1U67OH/+fFO+z49//ON1vVLk8OHDVf/h+9hjj8mLL75Y9XPdfvvt8otf/ELGxsbk+eefX/Z5999/v4yMjFTdsPWaoFdBhNWBAwfk9OnTVZ+XyWTk0UcflS984QvyyiuvLHv1zMDAgAwPD8tdd90V+Hv4h3/4h5a/DkFOlQEAAACAMIj0gOP555+Xb33rW8v+1/Bq/5W8WbdQZDKZQEduBrVhw4aqzzl58qScOnUq0D9ON23aJI8++qh861vfknfffVd++9vfyuLionR3d8snPvGJmr/3Z555JvJXxszOzsozzzwj+/btC/T87du3y/bt2+VHP/qRcvXHxz/+8UBXbNzo2LFjLdtcFAAAAACiKB71H+DNN9+s6b+KX3Pq1KnI3kIR1Le//W35xS9+Efiqi2uDmLUMY2ZnZ+Xw4cNt8fodPnxYPv/5z9e8Getah1mzs7PyyCOPsDoBAAAAQA3WRf0HmJiYWNXHNev2lFa6cuWK7Nu3L9Cxp/WQzWblgQceaKvX8Ctf+UpTr0aZnZ2tyxG0zXTTTTexkgIAAABoucgPOIJuqOn/h/hK+020kwsXLsi9997b8CHH5cuX5d577227TVuvXLnStCHHteFGu19ZBAAAAACNsK4dfojJycmanv/mm2921Jt84cIF+cxnPhPoZJDVmJ6elj/7sz9r+YkfjXLlyhW57bbb5NixYw37Gq+99loohxu/+93vqj6nu7ublRQAAABAy7XFgOP111+v6fnnzp3ruDf6ypUrcuedd8r3vve9ul3NcfnyZfne974nd955Z0dcdfDII4/I17/+9bpezXH58mX5+te/Lt/4xjdC+Rr+27/9W9XnfPrTn2YlBQAAANBybTHguPD/s3e/sU1def7433SY2V3tOPTBXmnXKaw0q9VNk5LpSJhiqrBqHASeLGpMIrIWu0SGsIRVatGhkqWgwI9GIFmFDnIjkS4hUdCiiNmkDotaT0UcJKLitkYjTUrY3H0wmqGNV1prVxBrZyVmpv0+qJxfgOSeY/vavn/eLwmpM76x7z333PPnc8+fVEq605nL5dbcytMJhoaGUFdXh4GBgaI76pqmYWBgAB6PxzFTffISiQSam5vR3d2NZDJZ9Pckk8nlNDTzbimapgnziaqq8Pv9LE2JiIiIiKiq1rnd7m+YDM6lqipee+01bNq0CfX19QCe3AVE0zQsLS3h/v37ePDgAW7dumW7dTZKoSgKWlpasHnzZtTX16O2tvaZXWsymQwWFxeX03BycpLrbBARERERERmMAQ4iIiIiIiIisrznmAREREREREREZHUMcBARERERERGR5THAQURERERERESWxwAHEREREREREVkeAxxEREREREREZHkMcBARERERERGR5THAQURERERERESWxwAHEREREREREVkeAxxEREREREREZHkMcBARERERERGR5THAQURERERERESWxwAHEREREREREVneeiYBkbN5vV7s2LEDGzduxAsvvICamhqoqrr8uaZpWFpawldffYUvv/wSc3NzSCQSTDgiImJ9Q0REprLO7XZ/Y+YTXFxcrNhvdXd3CyvSSp6P7Dn5/X4MDw8X/N0vv/wystlswX9X7O/V1tYaeu/T6TTa2toMO99YLIZoNFqWfCpzH8tx7WtRVRVtbW3o6OiA2+0u+O9zuRymp6dx9epVpFKpos/DqXm3GuWEmcrkXC6HhYUFLC0tYX5+vqydGN4L89wLkbNnz6Krq6uq6WylNLVK3jZLfUNERM7AERwO1tLSgvHx8YL/rqmpyZbpEQqFMDIyUlTH2UoikQhCoRBcLlfR3+FyuRAIBBAIBBCPx3H69OmKphvzrrW5XC54PB4AgM/ne6IT895770HTNCaSA+/F3r17pY9tbW017Zt95m971TdERGQtXIPDwV599dWi/m7nzp22beifP3/etvdbURRcuXIF4XC4pMbm0wKBAD766CN4vV7mXSq5EzMzM4MrV648MWyd7H8vgsFgQeVSS0sLFEVhmrK+ISIiegIDHA7W0tJS8N94vd6ihphahc/ng9/vt+W1nT9/fvltotHcbjdGR0cr1mhn3rU3n8+H69evIxKJMDEcci8KDVq6XC60t7czTVnfEBERPYEBDgdzuVwIBoMF/c2ePXtsny5vv/22pd4MyohEImVrbK7MTxcvXmTeJcPucTgcxuDgIBPD5vdCURQEAoGC/2737t1MU9Y3RERET2CAw+E2b95c0PHbtm2zfZq43W4cPHjQNtejKApCoVBBf6NpGtLpNNLpNHK5nPTfqaqKnp4e5l0yTCAQYJDD5vei2JEYHo/H8m/x7Za/7VrfEBGRdTDA4XCFrEmgqqpjhoSGw2HbzPFtb2+XmgOdTqfx1ltvoba2Fs3NzWhra0NbWxvq6urw8ssvY2BgAJlMRvg9hw4dYt4lwzuBnK5i33uxb9++ov9WdtcV5m/WN0RE5AyW30Ulvx2bER4+fGiq8zHqnPS43W54vV6prddK2ZbUiiKRiC2uefv27cJjkskkDhw4sObn2WwWQ0NDmJycxLVr13SDBYXkKafmXauVE4XIZDKYmJjQPaahoQFbt24taPHBUCiEqakpw3eg4L2o7r0QBR9zuZzuue3cuRN9fX1MU5PkbbvWN0RExABHxSwsLJiq82K285FpIO7Zs0eqcbBr1y5HPRwejweRSATRaNTS1/Hiiy8Kjzlz5ozUd2WzWRw9ehQzMzO6x+3YscOQBqdd864ZywmjLC4uSj8zwWAQhw8flhpd43K5EI1GDU833ovq3gvRd4yOjqKjo2PNBYLdbjeCwWBR20bbPX9XI29bub4hIiJ74BQVB1hYWNCd1yqzNoGiKLqNtGQyacu0C4VCll9wVGbnkELeGmqaJrzfGzduZN4lofHxcTQ3N2NsbEzqeI/Hw+0hbXYvOjo6dD+fmprCzZs3dY8pdtto5m/WN0REZD8McDjE559/vuZnMusTiBaBm5+ft2W6uVwunD9/3vb5o9Agjuh+v/DCC8y7JK2vr0+6E7h//34mmE3uhd/v1+0Qa5oGTdNw48YN3e8JBAKmDkQzf1unviEiIutjgMMh7ty5o/u5aBiraF7t1NSUbdPO5/PB7/db9vxlFmordNeYaDSK2traNf8ZOSyaedc5HWuZvNrS0sLEssm9aG1t1f38448/BgCkUinh+RS7EwvzN+sbIiKyFwY4HOLWrVu6n+utUaAoiu6e9plMxvCF/ypJ0zTh1nRvv/22ZaeqLC4uCo8Jh8OmXcWfedc53n33XeExLpfL0gFH3gv5zvzK4KNomkopO7Ewf7O+ISIi+2CAwyHyQ33Xoqrqmh14USNU1PA0u6WlJYyOjuoe43a7C37rZBayi6+Fw2Gk02lEIhFTzQNn3nWO8fFxYbARABobG5lYFr8XPT09ugsIP/3ci6apWGEraCfkb6vXN0REZH2W30Wltra25DcBjx49wtDQkGnOBwDm5uaQSCQMOae6ujoA3w731WsAtre3r5oOogXcbty4YfmFOEdGRhAKhXQb3OFwGLdv37bcau1TU1MIh8NSx7rdboTDYYTD4eUtBlOpFB49eoRf/vKXFb92u+ZdM5YTZjE9PY1AIKB7TENDA++Fxe+FaOpYfnrKyo5zJpPRXbOjq6urolvGmj1/VyNvW7m+ISIiBjhMIV9BliKdThsW4DDifAAgFosZ1ljOd9pv376te27bt29fNR303oJnMhmkUinLDxnPZrO4cOEC+vv7dY+LRCKWm++raRri8biwUb1avvF4PPB4PM88L6lUqiLBHrvmXTOWE2bx5ZdfCo+pqanhvbDwvVBVVXfqWL6j/LSbN2+iq6trzb/ZuXOn6QMclczf1cjbVq5viIjIHjhFxUFEC7Wt1uD0+/26oxo+++wzy6dLbW0tAGBoaEi4HoPH47Hk3OHTp09LDY2W4fF4EA6HMTExgZmZGfT09DDvkmHm5uakn1my5r0QBYnXmpYmmqbidrsRDAaZv1nfEBGRgzHA4TCiNQeebhw2NTXpHv/JJ59YPk1WDnl+5513hMeHQiHLTcnJZrMIhUKGNTrzVFVFf38/0ul02TsWzLu02jNL1rsXegsDA89OT8mT2U1FNC2N+Zv1DRER2RsDHA4jegP2dONw27Ztax6by+UwPj5uq/RJJBKIx+O6x7hcLpw6dcpy15ZKpRAKhcqya4jb7ca5c+cwODjIvEtEa/J6vcLFQPW2bhYFOgOBgOXXhLIDq9c3RERkXQxwOLDRofcG7JVXXln+b0VRdBui09PTtkwjmeG1gUDAkuuOpFIpNDc3IxaLGf52LZ8u5Wp0Mu8SWd+ePXt0PxftmiQKdALfLjpMrG+IiMiZGOBwIL03YG63e3nLNlEj0a5D/LPZrHDbWAA4cuTI8n+Xo/FWTtFoFE1NTYjFYoa/YQsEAmVbp4R5lwAIpymQee/F3r17dT9fa3rKyk6zqMzat28f8zfrGyIicigGOBxodnZW9/MdO3YAAF566SXd4+w8xD8ajSKdTuse4/F4lhc8W1hYsNw1ZrNZRKNRNDc3o7m5GQMDA4jH44Y0QMu1Tgnzrv01NjYKj1lcXGRCWfBeBINB3YV/Af3pKXmiIIiqqsvBTuZv1jdEROQslt8mNp1Om2rbTrOdz2oSiQRyudyaDc2GhgYATw75f1oymbT9wxGNRjExMaF7zKFDhwzbYriaVhsW7vV68cMf/hCbNm3Ctm3bhPPmV3K5XGhvbzc8beySd61QTlTLxo0bhccsLS3xXljwXogWAE0mk1Id3qmpKeH2p3v27DHltqKVzN9mzdtWqW+IiIgBDrKQ6enpNfep9/l8UFVVdyX3O3fu2D6NUqkUYrGYbkPa7XbbdnhsKpV6ooOgqira2toQCoWEb2EBYPv27WVpcDLv2ltLS4vwmPn5eSaUxe6FoihrPrcrn1+jRi/s3bsXfX19zN+sb4iIyGE4RcWhRGsQnDhxQvfzyclJR6TTyMiIcD50KBRCTU2N7dNC07TludQyb1lffPFF5l0qiMwUBgCYm5tjYlnsXlR64U+Xy2W6rUSZv61X3xARkfUwwOFQ4+Pjugtj+ny+NT9LJpPIZrOOSKdsNouTJ08KG9KFDKetpKmpKSwuLq75T2a++2pp8s477wiP0xtFwbxLqzl8+LDwmFwuh0QiwcSy2L2oxsKfZtvpyu752471DRERWQ8DHA5W7FaZThvin0gkLLvmiGgud11dXdFpwrxLRjp79qxUoJBb/FrvXqiqWpUgsM/nM83ik07I33atb4iIyFoY4HCwYrfKdOIQ/+PHj1tuK1hAPJfb5XKZdrcB5l1ndai7urqkjr169SoTzGL3opoLXR48eJD5m/UNERE5CAMcDlbMVpnpdNqRQ/yz2SxGR0ctd94PHjwQHnP06NGCv1dmbrtom13mXQoGg5iZmZHu/KXTaVPujMF7oa+jo6Nq17Vr1y7mb9Y3RETkINxFxWB1dXVFzTNdSzQaLWuDJ5lM6q5Z8DQndy6i0Si8Xi88Ho9lzllmuLPP50MkEkE0GpX6TkVR8JOf/ER43P3798t6bVbOu1YrJwpRW1sr3FmooaEBW7dulVpwMS+Xy5VlxyLei/LeC7/fX9X1EVRVhdfrNeyeWCl/Vzpv27m+ISIiBjgcy+VyGdoBfv7558t6vnfu3Cmok2hkY8mqQY6JiQnLnG82m0U8HhduzxgOh+H1evHzn/8ck5OTq450UBQF7e3tOHbsmFTDfXZ2lnnXJuVEIdxut+7WysUaHR2V2k2B98Jc96K1tVV4THd3d9Hn0tjYKLzGPXv2GBbgsFL+rnTetnN9Q0REDHCQRUxOTqK/v1/qWE3TytLBsJJUKoVYLFaWBm65vPfee8IGJwB4PB54PJ7l/LByyG9dXV1BbyM1TSv7wnDMu84Rj8el3/iSue5FS0uL7ufJZLKksuLu3bvC8njv3r3o6+tj/mZ9Q0REDsA1OBwum81K7xDy8ccfM8EAjIyMIJPJWOZ8NU1DLBYr+O/yDVCPx1NQYxOA1LZ+zLsk2/nr7e1lQljwXvT09AjLjlJ3Nspms8L1F1wul9Q6DszfrG+IiMj6GOAg6Qam06enrGxQnzx50lLnHI1GEY/HK/JbAwMDFXubxrxrX7lcDrFYjMENC9+L7du3C4+5detWyecnM/3E7/czf7O+ISIiB2CAg6S2zuQQ/yclEgnp0QNm0dvbi7GxsbI3NoeGhph3qSTJZBKvv/46p6VY+F6oqipcI8eoZ1MmgOnz+aAoCvM36xsiIrI5BjgI2WxW2Mj89NNPmVBPOX78OHK5nKXOua+vD93d3YZPsUmn0+jo6Kh4Y5N51z5yuRzi8Tiam5tx4MABBqUsfi/a2tqExxg1dUw2UHLw4EHmb9Y3RERkc1xklJYbmqqqrvn5jRs3mEirdK5HR0ctteAo8O3ok0QigWAwCL/fX9BOJE9LJpMYHx+v6hBh5l1rdqAXFhawtLSE+fl5zM3NcZi5ze7Frl27hMcYOXVMVA4AQEdHR0VGTTB/27e+ISIi81vndru/YTIQOZeiKGhpacGmTZvQ0NCAmpoa1NTUPNFZ0DQNS0tLbLATERHrGyIiMi0GOIiIiIiIiIjI8rgGBxERERERERFZHgMcRERERERERGR5DHAQERERERERkeUxwEFERERERERElscABxERERERERFZHgMcRERERERERGR5DHAQERERERERkeUxwEFERERERERElscABxERERERERFZHgMcRERERERERGR5DHAQERERERERkeUxwEFERERERERElreeSVA+iqKgpaUFmzdvRn19PWpqaqCq6hPHZDIZLC4u4v79+3jw4AEmJyeRzWaZeERELM+rSlVVtLW1oaGhAS+88MIT15vL5bCwsID79+/jiy++wPj4ODOJjfL5pk2b4PV6AQB1dXVwuVxP3PelpSXMz8/jwYMHmJ6eZruFiCzJ6/Vix44d2LhxI1544YVn6nZN07C0tISvvvoKX375Jebm5pBIJJhwJrfO7XZ/Y7aT8vv9GB4ertrv19bWlnz+wWAQPp+vqL9PJpNIJBKGNhhl0zQWiyEajRb1G4uLi7qfd3d3F1QoiL4vnU6jra3NdPnSTGko4+zZs+jq6pI6tpTfn5mZeaZD+LSxsTH09fWVfE2RSAThcLisv1WpdCslvxQi3znPV+JTU1PQNM0R52i18rwSDb5IJAKPx1PQvZmYmCi67KsEI/Li0x38cjV2K13/9fT0YN++fcIyutL5vNR0sGp70gr1S6XbYGaqi4y4J5U8n0LySbHPzMsvv1xUoLPY3yulr5YP3nd0dMDtdhdVD0xPT+Pq1atIpVKMJpgQp6gY3BCemprC8PBw0Y1hAPD5fDh37hzS6TT8fn9FryEUCkFRFN5MB6Xh3r17pY9tbW0t+nc+/vhj4TE7d+405Jp27dolPObGjRuWSLdKcbvd8Hg8CAQCCIfDmJmZwdTUFHp6ehx5jnYoz4sRiUQwMTFRUHAjf2/y98TOdYjL5YLH44HP50M4HMbw8DAWFhYwODhYdHCgmnp6epBOp9Hf31/S+a/M58FgkA0Bi9TLREZpaWkp6u+ampoqXsddv34d4XC4qOBGvh4IBAKYmJjA4OAg+00McNjX2bNnMTw8XHCjUNRgHB4erujD43K5cP78ed5Qh6RhMBhcHnosW4EVmxenpqak8nx+WHSxVFUVNtQzmUxJUfdKpls1eTwe9Pf3Y2pqyrTnX45ztEt5Xsx1i0Y+yTx/165dc1SDL9/YnZmZwZUrVywR6FAUBVNTU+jv7y+6kb9WPj937hyuXLnCRj/rF3KQV199tai/M+rFlkyZd+XKFYTD4YKeL5FAIICPPvqo5LYrMcBhukbCzMyM9FDCYh+eSjYYfT6fJd40mplV0rDQCsnlcqG9vb2o39I0Del0Wnjcnj17SrommSGzExMTlkk3swQRZmdnTV2BG3GOdizPZfn9fsOuW1VVXLp0ybFl//Xr1xGJREx7jl6vF7Ozs4YG8FZLB6cFuqxYLxMZpZgRHF6v19AAq57z58+XNBpTj9vtxujoqCVH8THAQas2hq9du1aRDF3pt2Jvv/02GyY2T0NFURAIBAr+u927dxf9mz//+c+Fx5QazZeZniIzmsRM6WYGLpcLsVjM1Hm6lHO0c3kuW14ZyePxODZQ7nK5EA6HMTg4aMrgxujoqKFvMK2Uz63QrnRi/UL2KPcKnZ5W6gstWZFIpGzBjZXXf/HiRWYEBjis79KlSxWN1uUbC5Xgdrtx8OBB3mQbp2Gxb3w8Hk/R+X5yclIq3Yp9Cy8zPUXTtJIWpqxGupkpT586dcqW52jn8lym0yt6i5bL5RCLxdDd3Y3u7m6MjY0hl8vp/o3T1wYIBAKmCnIoilKx4IYZ87kVOLl+IevbvHlzQcdv27atIuVeKBQq6G/yI47T6bSwnnu6vDPTumUMcFDBCl1hPi//wBTz4OQfnrNnz1bkGsPhMOeU2TgN9+3bV/TfFjuUPZvNIh6PC48rNqovMz1FZrFTs6Wb2TptZm9IF3qOTijP9ezYsUP380wmg6amJkSjUSQSCSQSCfT19aGpqQmZTGbNv6uvr3d8HRAIBEwzXeXSpUsFBzc0TUM8HkcsFkMsFkM8Hi84QKyqqqmn7Di9XiYySiEjcGVeSBmhvb1dqtxLp9N46623UFtbi+bmZrS1taGtrQ11dXV4+eWXMTAwoFvf5R06dIgZwQTWm/GkHj58KDVXP0/UMM1v62YUVVULWogtnU7j2rVra26f5vV6sX//fulhiV1dXZidna3IPsyRSMRS24CZkRnTUFSx5HI53Qph586dRW+x+sknnwjzerHfX+7pKdVMt2LIbOOnKAq2bNmC1tZW6TKora3NsO1Aq32OTirP1yIKwl6+fHnV7f+y2SwuX76M/v7+NdPWSvJb3eppaGjA1q1bCwoUhEKhimxprKenp6egIF4sFtM9Z0VRcPDgQYRCIam0CIVCGBkZKWobSTu3J61cv9iNkff24cOHpjofo85JJD8CV2YR90q1i7dv3y48JplM4sCBA2t+ns1mMTQ0hMnJSeFU1kLSgBwW4EilUgVlfNFe0gsLC4Y+SLIN+1wuhwsXLmBoaEh4valUCh9++CF++tOfSjUWjhw5UpEGscfjQSQSMawz40RmTEPR8zA6Oqq7P7jb7UYwGFyzk6dnfHwcp06d0s3nxVQQMm8DkslkSZ2MaqZbuWSz2eW38vfu3Vuzs/p0J88u5+ik8rxYv/nNb4r6zGoWFxel80MwGMThw4elgjgulwvRaLSqgW7Zt4qapuHEiRPCsjebzSIajWJkZERq7RqXy4WDBw9WvB40e3vS7vWLlZTz3trhfFbWhXr12p49e6TabjIvpIzw4osvCo85c+aMdFvk6NGjmJmZ0T1ux44dDHBUGaeoFEhVVam3ILlcDqFQSNgYXimRSKCpqUlqmLPH46nY1IdQKMRFwmyWhh0dHbqfT01N4ebNm7rHFLslGAB88MEHwmMKnaYi0xC4c+eOpdOt3IaGhqSmENXU1NjiHJ1Ynq9maWlJ9/PGxsaiPqvmiIVyGx8fR3NzM8bGxqSOr+Y9DgaDUjsVZDIZdHZ2FtQwz2az6OzslLrXovLT6exev5A9LCws6NZrMutqKIqiGxRNJpOGna9M2VdIXaVpmvD8Nm7cyIzCAIe1vPHGG1LHjY6OFhW9y2az0ovh7N+/vyLX7HK5cP78ed58m6Sh3+/XLfDzi3DeuHFD93sCgUDRQRvRdwOF76Yi8zZAZpFTM6dbJXzyySfCY2pra21xjk4sz1czPz9fVMdLURTdTtn9+/dtX7b39fVJBzmqdY9ld7M5efJkUVNIstksTpw4IdXR4EKYzq5fyB4+//zzNT+TGU0rWkxXVCcZrdBnRnR+L7zwAjMJAxzWIrPPczqdLmkYZiqVkmowFbPndLF8Pp9jt/yzWxqKdjbIL8KZSqWECyoVu+K7zHcXspuK7PSUUuZ/myHdKkFmnq5oGLdVztGp5fnTROvSuN3uVReJPHXqlG6n7MMPP3RE2d7X1ye1+Fw17rGiKFLbI8bj8ZKmSaVSKam3rq+99hobAw6uX8geRKNhRSNqRetilLJW2tNkyuZCdzyMRqOora1d8x/XLmSAw1K8Xq/UfGojtkSTaRC7XC7DOsyapgmHUr/99tt8M2CDNBQ1sldWLKLhsKWs+C5azA+Qn6ZSiekpZkk3MxBNabDCOdq5PC+m7BJ1TsPh8PL2d6qqYmZmRnch1WQyaep1RYz27rvvmvIeb9myReq4q1evlvxbZ86cWd5GeK1/t27dYmOB9QtZnOg51htRKwq6ZjIZQ6c3yrzsCIfD3OmJAQ7nEm2lB3w7V9uIBZ5kGpyA/vznQjsDo6Ojuse43e6Co5xOYoU07Onp0e3U5YfB5omGw5ayzZdMhF52mopoekqgliPqAAAgAElEQVQulyto/QQzp1u5yZQplR4+Wo5ztHN5XmznVBSg7e/vx5UrVzAzMyPc7eH48eOOKv/Hx8el1lup9D2W+b1MJmPIgniapi0vBrzWPzuvy8L6hZzi6Ty5Wh5c62WeKJgnCuAVSrZsC4fDSKfTiEQiVV0Ti4yxnkkgT2bRmOnpacN+b35+Xji01MjdDEZGRoRbvoXDYdy+fZurA1s0DUXDAvPDYFdWDJlMRncYeldXV1Fb0+UryFK325JpzJX6XJop3cpJtKZCvvM6MjJi+XO0e3lezPN44cIF4Q41omvIL8ha6e1AzWB6elq4PXCl77FMQ/2zzz5j5V1FTqlfzK62trbkt/iPHj0q6WWK0ecDAHNzc4aOpqurq1vOl3ptr/b29lXTQrQQ7o0bNwwd6Tw1NSW9Fbzb7UY4HEY4HF7epjeVSuHRo0f45S9/yb4PAxz2JLNozJdffmnY783NzQmPMXI3g2w2K9XAjUQinF9mwTRUVVXYOVltVMXNmzfR1dW15t/s3Lmz6IbUz372M2FaibYck0lHmUUprZRu5cofFy9eFK44Pjo6WrXOq5HnaPfyvBhDQ0N46aWXhJ10vSCJzBajdiWTX6p9j8udz4n1i1XlO7elSKfThgU4jDgfAIjFYoYGOPIv8G7fvq17ftu3b181LfRGcORHkxk5lU/TNMTj8YLrNZfLBY/H88xOa+l0GqlUii97GeCwD5lV+WUasbLu3r0rPCYfSTXq2oaGhrBv3z7dqKzH40EkEqn4fvZWyR9mTUNRIGCtIYc3btzQbUi53W4Eg8GihvJPTk4KAxyihprM9JRSphmYMd0KyZOiN0AbNmzAtm3bpIY0l7rgppnO0c7lebEURSm6szs2Noaf/vSnjhy5UUh+qfQORDJ5qpB8bsTif3xBYo/6hZxNNJJotcCd3+/XHeFcrtFkp0+fRktLi9S6WyL5oEc4HIamafjZz35mWFCLGOCoCpm9lI0k01A04mF9+treeecdDA8P6x4fCoUwMjLi6Mas1dJQFAh4ehisbCUGfDvksJiGVDabRTKZ1H2DpTdNRbSXOlD6NAMzplshedKIN0DAt7ss9Pb22uYc7VyeFyMSiQin160mmUzizJkzXFvBpO0Io/PU028zyX71MpEs0Uiip4NsTU1Nut9XymhbUf0bCoUwOjpqaJmoqir6+/tx6NAhvPvuu3zeTISLjNIzEokE4vG4sNF06tQpJpZF0tDr9QoDAXpv5kSLPgUCgaLnTMoMnVxrNxWZ7fBK2R3AzOlWKZlMBm+99VZZghtOOkezyu+IEg6Hi2r4vfDCC/if//mfVT/r6elBJBJZ9R+3HSenY/1CVida8Pbp9Ta2bdu25rFGLeq9llQqhVAoVJZgvNvtxrlz5zA4OMhMwQAHmdnp06eFK8IHAgE2Ui2ShqLtVkUrYosqMdlgw2pkdh9Yq1IULc5W6u4AZk63Svnss8/w61//mudo0w7W9evXS9pxQVVVXLt2bdWO1O7du5cXbHv6XzV3jCEyA9YvZHX5kURreeWVV5b/WzTi1shFvfXOt7m5GbFYTGrXq0IFAgEGORjgsB69h7gcZCLv5XhAgW+Hc4m2PAWAI0eOlP1crMpMabh3717dz9caBruyUhBFvfft21f0+YkqtrV2ShEtzlbqdmNmT7dKCAQCmJiYwNmzZ211jk4qz9c6H6OG66qqivPnzz/z/+tNZ3jw4AHbETb8PWL9Qs6i187KTzEGxMG2ck1PWU00GkVTUxNisZjhIzoCgYAhu98QAxwVs7i4KDzGyLdSW7ZsER6zsLBQ1gIgnU7rHuPxeNDT01P2c7EqM6RhMBgUdmJkFo4TNbZUVS1673CZaSRPL8YWDAaFfyPzhsvK6VZJXV1dpq+0CzlHp5XnTzt//rwwf6fTabz88svC6XbAt8HGlW+uRHnajiNuZPKLTL6zcruFWL+Qs8zOzup+vmPHDgDASy+9pHtcpdevyGaziEajaG5uRnNzMwYGBhCPxw0JeIRCIU4PqzIuMlqApaUl4TEbN26saGNJ5pxK7aBPTEzoHnPo0CGuIGziNBTtOZ5MJqUKdJm9xEVbuq5FZsG0pxtpmzdv1v3OUqenWCHdKi0cDmNqasrUC0rKnqMTy/OVnR7R6Kd0Or0cVMyvbSLaZi8QCGBpaQl9fX3LjVq9Z95uZPJLpe5xIb/X0NDAirrCWL+Yz8oyj+cjL5FIIJfLrRmwy5cvK6errJbfq2m16WBerxc//OEPsWnTJuld3PJcLhfa29vZN2KAwxrm5+eFjUK9/Z0LJdPomJ+fL+s1p1IpxGIx3QrU7XZzOJZJ01BRFGGnxOfzGfZWce/evbpbuuoRrcbt8XigKMrybhQ7d+7U/T5RUMku6WZEAykYDKKzs1Nqh4Suri5Dz7Va5+jE8nxl+og8XR7JBjm6urrw4MED3d0hqt2YLReZ/FKpe1xIPt+6dav094m2uU2n0xXfKcZq7FK/EOVNT0+vmad9Ph9UVdUtF+7cuWPKtvvKwKCqqmhra5PebWz79u0McFQRp6gU4Pbt28JjXC6X1NB5EZk3bEBh+9cXa2RkRDiPNxQKoaamhpnEZGlY6QXGSsn/Y2Nj0h0IUWUJyA3vtUO6GWF8fBxtbW3C6VSA/iroVjpHp5bnAFBfX6/7+Vpvj0+fPi31Vrm/v1/3bZcZG7OlkplyUMl7XMjvGZXPFUVhcIP1CzmQaP2MEydO6H4+OTlp+mvUNG157Q6ZevDFF19kxmCAwxpSqZTUInCdnZ0l/5bMG7ZcLie1xWapstksTp48KaxAS1mJ3+6qlYbVWGCs2F1hRCvGA///sF7RG3+Z77JLuhlJZhRRtZ9zo87RqeU5AOEomLVGGWSzWXR2dpb0bOVyOUs0Zgt1+PBhU93jPNnfMyKfHzx4kJU96xdyINFueHoB/mQyuTwy12hTU1NYXFxc818xL8Ky2Szeeecd4XEM9jLAYSky2xh5PJ6Spht4vV6pBnEltlRa2Uiy67Biu6bhWjuPlJvP5yt6cSXRgmn5OZyi4f6i77FbuhlF0zTT77pg5Dk6tTwvRalBjunp6bI1Zqvl7NmzUmVGte6xTL1Taj5XVRWhUIgVPesXYv+oIOUc0Sdag6iurq7o9jwxwGEr7733ntRxoVCoqJWr81v3yZDZecJIx48f51awFkrDai5OVeybvJGREd3P3W43VFUVzhkvZXqKFdPNSDLzvqv9NtCoc3Ryea5HFEDMZrM4evRowWVZLpeTTnMrBTdkAljVvMeyjfFS8vnFixcN2XLY7pxev5B9FbvNazlH9InWPHK5XNxliAEOAr59eygzB9zlcmF0dHR5+08Zfr8fs7OzUo2EdDpd8VWxs9msdGOdqp+GHR0dVbtOvQUGRekjetv4xhtv6D4jsqvP2yndjFTpXR6qeY5OLc9Fz4fP5xM2+jRNQygUKijIMTo6auodeAoRDAYxMzMjHdyoRp2dNz4+LjXqKZ/PC1mvQVEUXLt2jVNUWb+QwxWzzWs6nS7riL4HDx4Ijzl69GhR5b/MtVH1cBeVIkQiEczMzEg1Fvr7+7F7925cu3ZtzYff6/Vi//79wlW1V3r//fercu3RaBRer1dqJwOqXhr6/f6qzv9TVRVer7eoBv2dO3d052uKdiooZbijldPNKDK7LlSbkefoxPL8/v37wg7pmTNn0NnZqdv4TKVSCIVCGB0dlQrkiEZoVVttba1wmkZDQwO2bt1a0GiFXC5X9Z3GLl++jP7+fql8fu7cOfj9fly8eHHNskhRFBw8eFB6RwGyX/1SV1dX0mjJfFnEHV7Kl75Ptz3L3bZIJpMF1c3lPh+ZaTM+nw+RSATRaFTqOxVFwU9+8hOpvE0McFiKpmnCbT9X8ng88Hg8OHfu3DMRvbq6uoIbB2NjY1Wd/xWNRkvagpPKn4atra3CY7q7u4v+/sbGRmH+37NnT1GV19DQEI4dO7bmcyF6XkoZ7mjldCOW57Lu3bsnDMCoqorZ2VlcuHABk5OTzwQ6FEVBe3s7du/eLX3N165dQ3Nzs2nzgtvtls4HhTDDyJWhoSHs3r1bOrDu8/ng8/mQyWSwuLi4XCZt3LgR9fX1HLHB+gUul4svu8rI6PR9/vnny37OohdUTzMygLOabDaLeDwurO/C4TC8Xi9+/vOfr1rfrazz9NqnK83OzjITM8BhzQ7qrl27Cq7kSy2sNE2rerQ7lUoV1CGgyqehaJRDMpksqVN19+5d4bnv3bu36Lyqt6e66LpKGe5o9XQjlueynV2ZRlp+1Ep/fz80TVueGlRTU1NUB1dVVQwODqK3t9cxeSsej0u/GSy3SCSC69evFxSEc7vdcLvd7MiyXiYSmpyclBoplq//KhH4fe+996Tak/mXF/nzX/kCo9CXF5qmcSHSKuMaHCUodbu8YhrDRmzlZoSRkRHT77ZgduVKw56eHmFBXOqq1dlsVji/0OVyFTSXe6UPP/ywqL8r5brskG6V0tjYaPrnq9BzdFp5fuHChYKDE/kGYClv7wOBAAYHBx0T3DBTMEfTNLz55ptl/x3OPWf9Qs4ks45aXim73RVa7sVisYL/Ll/feTyegkdmymwjSwxwmPpBrlSjON8YNsv2etlsFidPnmQmMGEabt++XXjMrVu3Sv4dmWGuxe62kUgkCg7+5HI5DA0NOTrdiOW5rKGhIcTj8ar8diAQqPqaFOWUy+UQi8VMOVIlkUhgYGCgrNd++PBh2ywmy3qZqDCygbpyT09ZKRqNVqy+GxgY4OgNBjjs0Shubm7G2NhY2X4jHo+bKrixsqEkG6mlyqShqqrC+Y9GDQuUqZx8Ph8URSnq+2/evFnQ8cXuwW63dCuVzKrjGzZsqOpzU65zdFp5fvr06aoFOcLhcEG70lhFMpnE66+/bpppKasZGhpCR0eH4SMINU1DU1MTstksF9hj/UIOJbMOWqWmp6zU29tb1ro9H9wo5UUbMcBhOn19feju7jb0gc1kMuju7kZvb6/pght5x48fL2ibQCpvGra1tQmPMWpYoGwFdfDgwaK+/8aNGwUdX+we7HZLt1L94he/EB6zbdu2qj4z5T5Hp5Tn2WwWvb29RQ3fXU1+5EJzc7NU2vX399tiuHwul0M8HkdzczMOHDhgidELqVQKP/7xjw1r8I+NjT0RuLt37x4rd9Yv5EDZbFaYBz/99NOq9tWMDu6m02l0dHQwuMEAhz0lEgk0Nzeju7u7pLfyyWQSAwMD8Hg8ph/mlM1mMTo6yptvkjSU2efeyGGBMo2yjo6Oohvgsh2FXC5X1B7sdky3SjSQVVWt6jDnSpyjk8rzaDSK5uZmxOPxooKtmUwGsVgMTU1NiEajy1NwZJ7fU6dOwev1WiqYkU6nkUwmEYvF0N3djbq6OvT29lpuWkY2m0VfX9/yqKVi7n0ymUR3dzf6+vqeCNz98pe/ZOXO+oUcSpQHC32BZXRfzePx4K233ip5BHW+/Gtra+Pudyazzu12f8NkKA9FUdDS0oLNmzejvr4etbW1z+yBnt+C7f79+3jw4MGa2xMRERHL80oIBoPYtGkTvF7vqjumpNNpLC0tYX5+Hrdv32bDzkb8fj8aGxvR0NCAmpqaJ/J5ficdtleIyG51+6ZNm5bLvafrvXzZl6/35ubmuM4GAxxEREREREREROXFKSpEREREREREZHkMcBARERERERGR5THAQURERERERESWxwAHEREREREREVkeAxxEREREREREZHkMcBARERERERGR5THAQURERERERESWxwAHEREREREREVkeAxxEREREREREZHkMcBARERERERGR5THAQURERERERESWxwAHEREREREREVneeiufvNfrxY4dO9DQ0ICamhrU1dXB5XItf65pGpaWlpBKpfDgwQOMj4/zjhsgGAxi8+bNqK+vR21tLdxu9/JnmUwGi4uLuH//Pr744gtMT08jm81W7Nz8fj8aGxuX88TK88vlclhYWACA5TxR6fNjnqdKyj8PXq8XAODxeJ74PP+8fvXVV7h37x5u3boFTdOYcERERERkSevcbvc3Vjvpnp4eHDp06ImOtYxcLofp6Wm89957FW/EK4qC2dnZJzqja6mtrTVdmquqijfeeAMtLS1S11DJNC/23PKSySTGx8eRSCSY54vsRA8PD6/6WTqdRltbG0vaCqaZoig4ePAgQqFQUc9DOp3G+++/X/LzsLi4KPydYq9zamrqmWCNFcpRIiIiIiovS01R8Xq9SKfT6O/vL7ijBwAulwuBQADXr19HJBKp6Llfu3atqM6GGUQiEVy/fh2BQKDga8in+czMTFnSPBKJYGZmpqhzy/P5fBgeHsaVK1egKArzfIGamppYkpokzSKRCGZnZxEOh4t+HjweD4aHhzE1NQVVVXmziIiIiMgyLBPg6OnpwcTERFGdvNU6feFwGIODgxXp0A4ODlq2ozA4OFhSZ2klI9NcURRMTU0hHA4bdq0+nw+zs7PLw/mZ5+Xs3LmTJakJ0szIZxX4NtBx/fp10zwPREREREQilghw+P1+9Pf3G/69gUAAp06dKuu5RyIRBAIBS2aOwcFBw889EAjg/PnzJX/PqVOnhEPUiw0EjI6OVn0kh1XyfE9PjyEBGCcpR5qVq5wxy/NARERERCTD9AEORVHw9ttvl+37A4FA2Ybu+/1+Q0cYVFI5AzM+nw9nz54tqYNYzqCRy+UyJAhj9zyvKAqOHTvGUrTKaVbucsblcuHSpUu8eURERERkeqYPcBw8eLDsb4hDoZDhbyhVVcVPf/pTS2aKSgRmurq64Pf7i/rbQ4cOSR+by+WQTqeRTqeRyWSk/87n81VtWpEV8ryqqpZeV6YaypVmwWBQ6rh4PI5YLIbu7m50d3fjrbfeQiwWk3ouPB4Pp6oQERERkemZfpvYUCgk3Xi/d+8efvOb3wAA/vIv/xIvvfSS1Jt+l8uF9vZ2DA0NGXLOiqLg4sWLlu38HTlyRDp48MEHH+CLL77Aw4cP8fzzz2Pz5s3Yu3ev1LUfOXKk4J0agsGgVOc/mUzi4sWLSKVSz3Qy29rapAI4bW1tiEajzPNP6enpwbFjxxjcMEGaKYoCn8+ne4ymaTh69Oiau+hEo1FEIhHhM7Fnz55nniciIiIiIgY4JPn9fmGHIJfLIRQKrdnwvnr1KkZHR4Xfs337dsMCHKdOnbLsoqJ+v19qbYu1Ok3j4+MYGxvDxYsXhWng8Xjg9/sLCnK8+uqrUh3/3t7eNc87Go3i0aNHwjUuqvHG2ox53u/3Lwevdu7cyTU3JO9jJdJsy5YtwrzS2dmJbDare1w+kKcX5Kivr+eNJSIiIiIGOIrV2NgoPObChQu6bxVTqRTefPNNDA8P637Piy++aMg5W3lRUQBobW0VHiPqNGmahs7OTszOzgo72a2trQUFOESdrEwms2ZwY6WhoSHs3r1bN5hTU1Pj6Dwv81afqptmovzywQcfCIMbeSMjI7rnXo5FfYmIiIiIjGTqNThEb9AzmYzUG+hEIoFcLqd7jBFvWIPBoG4HQdM0jI2NmTpDtLS0SHWwRZ2mbDaLCxcuGPJ7K4lGhdy8eVP6u0TD7asxUsFqeZ7M7YsvvpA+NpvNrjmNhYiIiIjICp6z8sn/+7//u/SxCwsLZe+Y6m2/mcvlcOLECTx69Mi06SkzPQIAJicnpb5P5jiXy1X0YqOrMTJ9y51nrJ7nyfwePnxY0PFLS0tMNCIiIiKyrPVWPvn5+XnDvkv0tluPoig4c+aMbnDgzTffRCqVwo4dO0ybnjLTI5LJpPSQ92w2i2QyKVwEsbGxUXqaSm1trWHXu2HDBt3Pv/rqK+Z5MrW5uTnDni0AqKurW/OzdDrNBCciIiIiUzN1gCMajeL5559f8/Nf/epXhjTcgdLedp8/f1536kQsFit4t5BqkFlUs9AO9vz8vDDAUY3FPBVFwc6dO3WP+eSTT5jnydTu3r2r+3lHR4f0TkA9PT26Qdr79+8zwYmIiIjI1Ewd4DBqS0JRw72UxnskEtHtwMfj8apsNVoMmdERojfGxRxv5KgMGYqi4NSpU7prUGiahvHxceZ5MrVsNot0Or3mAqButxuDg4PChXe9Xi+OHTume8zs7CwTnIiIiIhMbb3dL1Cm4Q4Uthjfyk6kaFHR06dPWyatZBadLHROv1G/W4yn1/YoZNvOEydOOD7PR6NRYXBucXHRkHPu6enB7t27y5oubW1tZU/7SqZZ3vvvv6+7w0kgEMArr7yCy5cv49atW08sJOr3+9Ha2irc+SmdThs+Cq2urg5TU1NF/y0RERER0dNsHeCIRCIIhULCN9mZTKbgt/WiTmQul8PRo0el16uwikJHGFRzao5om9S1DAwMGDaSwk55vpw2bNjAbUiLlEgkMDY2hq6urjWPcbvd6O/vR39/f8Hfn8vlEIlEDD9vl8vFe05EREREhrJlgCMYDKKzs1O68fzuu+8W9P2KoiAWi+l2IkOhkKW2XDRyJ5Nif7/a65RkMhmcPHnSEuulVDrPk7n19fWhpqZGOBKjULlcznJlGRERERE5l60CHD09PTh06FBBUx7i8XjBb7IvXbqk+xtWHgHgVLlczpLBjUrleTK/3t5e3Lt3r6hRGqvRNA2dnZ22G4VGRERERPZl+QCHqqpoa2uTGpa/WgNetPje086ePav7ljwej2NoaIg5y2JcLheGh4eRTqcRiURM/ca60nmerCE/PcnIfHbp0iVEo1EGbImIiIjIEp6z6okrioLBwUHMzMwgHA4X3NGLx+Nobm4u6G96enp057mz82h9Ho8H169fr8rWtWbM82SNsrDYPCHzPExMTKCnp4cJTURERESmZ8kRHLILKa4ml8thdHS04K1bVVXVHfqdy+XQ2dnJHGUDLpcLo6OjeP31100zkqMaeZ7MT1EUXLt2DaqqSh2vaRqWlpaW/3ddXZ1UnsqXfRydRkRERERmZqkAh6IoOH/+PHw+X1F/H4/H8d577xXVaf3BD36g+/no6Ci2bNki/J6NGzcKj3l6wc+HDx+WfYh4tdeeKMfv19bWPpN/Wlpa8OqrrwoXY3S5XIhGoxXZWtSseb6SZLZXpWedOnVKGNzIZDK4fPkyJicnV11Pw+v1Yv/+/cJnor+//5ltZomIiIiIzMQyAY5C31SulEwmMT4+XtZOfDgcNuy7nt7eNJ1OV72jvbIzVEiwxUxTPbLZLMbHxzE+Pi61GKPH4yn4ep2U56n6z6IoKCGzUGgqlUIqlZJ6Jk6cOIEDBw4Ycv6llGtTU1PcYpaIiIiInmGZAMelS5cK7uhZ5e21WWQyGeFuHM8//3xB3ylzfCaTqfi1Dg0NYcOGDcLA1J49e6oW4GCeJ1HeFDl69Kj0LihDQ0N46aWXdIMmPp8PiqJwZxUiIiIiMiVLBDgikUhBb+vYySvO4uKiMMDR2NhY0KiAxsZGqd+VMTU1pfv5+++/X9C53b59WxjgqK+vZ54nUxLlzWQyWXB+uHr1qnBUyJYtWzgyiIiIiIhMyfQBDlVVpad/JJNJnDlzhp28IqVSKWGnuqGhoaDvlDledoSE6NxSqVRBHS+Z363GMHjmeTLieZifny+qDBApNMhJRERERFQppg9wvPHGG8JjcrkcLly4wBX+SzQ3Nyc8ppAh6oqiYOvWrYb8rgyZBVytgHmeiIiIiIiocM+Z+eTyu16IjI6OsqNngEQigVwuJzyuvb1d6vva29uFW1Dmcjnpt8HpdFr381deeaWg6zXTAqjM82S0QkdbmfWZICIiIiKSZeoAR0tLi7CDnMlkuL0kvt1adnFxUfhPZHp6WnjMsWPHoCiKsKN+7NgxQ34v7/79+7qfu91uRCIR6e87evSo8BhRUMWodGeep0KJpiX5fL6CF6ndv3+/8JgHDx6w7CQiIiIiUzL1FJXNmzcLj1lcXITf7zfk9+7evbvm1ItEIoHa2tqSf0Nme0MjfqdYH374oXCRQZfLhWvXruHo0aOrdrLy25uKOur535P1xRdfCI/Jr12hFwBQFAWnTp2Cz+cTfp8oqGLnPE/mdv/+fWEA4+LFi8JtYvN6enqEzz4A/OIXv2DiExEREZEpmTrAIbODhcfjMWwhyO7ubscvnpdIJJBOp4Vpqqoqrl+/jg8++ABffPEFHj58iOeffx6bN2/G3r17pYIb6XS6oPQeHx/HT37yE+FOL+FwGB0dHbh58+byuQEo+PwAYHZ2lnmeTOmTTz4RBiRUVcVHH32Ey5cvY3JyctVAh9frxf79+6WCG5qmcUFbIiIiIjItUwc4qjmSwcnef/99qQ60y+VCV1dXSb9TqImJCakdRtxud0nnBhQegGGep0oaHx/H4cOHhaM43G43+vv70d/fD03TsLS0tPxZXV2ddLAPAC5dusSEJyIiIiLTMvUaHKI39VQeiUQCsVisrL8xNjZWVPAgGo1W7A1yNda5YJ6nQrzzzjsFHa+q6vIIII/HU1BwI51OY3x8nIlORERERKb1HJOA1urcx+Pxsnx3MplEX19f0X9/9OhRqd1eSjEwMIBUKsWMQKaWSCQwMDBQ9t/RNA2HDx9mghMRERGRqZk2wFHo6v9kvNOnTxse5IjH4zh+/HjJna1QKFS2kRwDAwNV2YKVeZ6KMTQ0VNYgh6Zp0guVEhERERFVk2kDHD/4wQ94d6osm82it7cXsVjMkBETsVgMvb29hnSUUqkUOjs7MTY2Ztj1ZjIZdHd3VyW4wTxPpRgaGkJHR4dwW+NC5HI5xGIxNDc3M7hBRERERJbAKSokFI1G8frrryMejxcc6MjlcojH42hubjZ8TYtsNou+vj40NzcXdW55mqZhYGAAHo+HO4qQZaVSKbS1teGtt95CMpks+nsymQxisRhef/31qqxDQ0RERERUrHVut/sbJgMVIhgMYvPmzaivr0dtbe0TC2NmMhksLi7i/v37+HwsuGAAACAASURBVOKLLzA9PV3Rt79+vx+NjY1oaGhATU3NM7tE5M/vq6++wr1793Dr1i1ue0m2pCgKWlpalp/VmpqaZ6ZB5XI5LCwsYGlpCfPz87h9+zbXniEiIiIiy2KAg4iIiIiIiIgsj1NUiIiIiIiIiMjyGOAgIiIiIiIiIstbzyQgq1EUBQcPHhQexwUSiYiIiIiInIMBDrKcbDaLR48eob+/X/e4ubk57opCRERERETkEN9xuVz/H5OBrObu3bv47W9/i7/5m79Z85gtW7ZgamoKv/3tb5lgRERERERENscAB1mWKMjhcrnw+PFjfPLJJ0wsIiIiIiIim2OAgyxNFOR45ZVX8OGHH+K///u/mVhEREREREQ2xl1UyPKGhoYQj8fX/JyLjRIREREREdkfR3CQLXz00Uf4wQ9+gBdffPGZz2pra/Hb3/4Wd+/eZUIRERERERHZ1Dq32/0Nk4HsYnBwEIFA4Jn/P5fLoampCdlslolERERERERkQwxwEBEREREREZHlcQ0OIiIiIiIiIrK89Xa5EFVV8dprr2HTpk2or68HAHg8nuXPNU3D0tIS7t+/jwcPHuDWrVvQNI05wAYURUFLSws2b96M+vp61NTUQFXVJ47JZDJYXFxcvv+Tk5OcrsL7z8QjIiIiIrIRS09RURQFBw8exK5du57p0MjQNA0/+9nPMDQ0VLFzPnv2LLq6uqSO7e7uRiKRMOy3/X4/hoeHhcfFYrGidx5ZXFys2DX5/X4Eg0H4fL6i/j6ZTCKRSGB8fNywNBZdv4xcLoeFhQUsLS1hfn4ec3NzhuYDI8/16QDCV199hS+//BJTU1NlDyCa8f7LPmNPe/nll4sKuBT7e7W1tRUr8+yYJkY+O0bVBVZ4nkXnmE6n0dbW5riytpDrtkJbw47tDTOkKRERybHsFJVIJILZ2VmEw+GighvAt6M++vv7sbCwgJ6enoqc9969e6WPbW1trUrahkIhKIpi2nvv9/sxNTWF4eHhoju3AODz+XDu3Dmk02n4/X7TXJ/L5YLH44HP50M4HMbw8DAWFhYwODhYdF4vN7fbDY/Hg0AggHA4jJmZGUxNTZXlubLj/W9paSnq75qammxbOTFNnPE8s6x1blvDCu0NK6YpEREDHBajqipmZmYQDofhcrkMa+T09/djamqqrBVtMBgs6JxbWlqqUvG7XC6cP3/elPf/7NmzGB4efmL6kRGN+eHhYQwODpq2oeVyuRAIBDAzM4MrV65YovHt8XgMf67sev9fffXVov5u586dtq2cmCb2f55Z1jq7rWH29oZV05SIiAEOC/F6vbh+/XrZGhwejwezs7Pwer2maLC7XC60t7dXJa19Pp+pRjUoioKZmRnp4aHFCAQCuHbtmukbJT6fD9evX0ckErFMx6jU58ru97+Y0Qperxdut9u2lRPTxL7Ps1VYray1YlvDjO0NO6QpEZGTWSbA4fV6MTo6atioDb1KaXR01PDGm6IoCAQCBf/d7t27q5bmb7/9tik6+4qi4Nq1axV5k6aqqiWCHC6XC+FwGIODg5Z4fl0uF2KxWFHp6oT773K5EAwGC/qbPXv22LpyYprY83m24rVaqay1YlvDTO0NO6UpEZFTWSLAoapqRYIbKxs0Z86cMbSyLTaS7/F4qjZE1u124+DBg1W//5cuXapoGuQ7uVYQCAQs0/B2u904deoU7/8aNm/eXNDx27Zts30FxTSx3/NsVVYpa63Y1jBTe8NOaUpE5FSWCHBEo9GCgxvpdBpjY2OIxWKIxWJIp9PI5XIFdXLefPNNw65h3759Rf9tOYfli4TD4aoORY5EIkWtt5BOp5/4V8i9z9//s2fPWqbhbZUh1IFAoKAGn5PufyFrR6iq6oiGM9PEXs+zHa7X7GWtVdsaZmhv2DFNiYicaL3ZT7Cnp0e6g5PJZHD58mXdbV97enpw6NAhqXnaXV1dGBsbK3l7PFHDO5fL6QZwdu7cib6+vqoGGYzewk423cLhcEGd2mvXrq257afX68X+/fulh5p2dXVhdnbW0K3eMpkMJiYmdI9paGjA1q1bCwrqhUIhw7dmldm6UFEUbNmyBa2trdLp2tbWJrUtoB3vvx632w2v14tUKiWVhk5g1TTJbz9qlIcPH1r+ea40K5W1RtaZVm5rVLO9Yec0JSJigMNkDh06JN14O3z4MLLZrO5xQ0NDGBoawuDgoFQD7sSJEzhw4EBJ1yCqrEdHR9HR0bFm0MXtdiMYDK7ZcSs3j8eDSCRS8Uas7O/lcjlcuHBBN7AFAKlUCqlUCh9++CF++tOfSjVqjxw5YmgHd3FxUfq6gsEgDh8+LPWG1OVyIRqNVrxhmM1mkUgkkEgkcO/ePfT39wv/pqGhwbH3X9QY3rNnj1RnfteuXbaphOyYJgsLC5YMQpXzea40u5W1TmhrVLO9Yec0JSJyGlNPUQkGg1IjLTRNkwpurNTb24tkMik8zufzlTwEt6OjQ/fzqakp3Lx5U/eYYrdMNEql96pXVVVq5E4ul0MoFBJ2bldKJBJoamqSmrbg8XiqNmR2fHwczc3NGBsbk24YVnN479DQEOLxuPC4mpoax97/hYUF3d+VWUNCURTdMkmmXDMTpok5Gfk8m53Vylo7tzWq0d5wQpoSETHAYRKy24YdPXq0oOBG3vHjx6U6OaW8qfH7/bpBGk3ToGkabty4ofs9gUCgqhV+pfeqf+ONN6SOGx0dlXq7+7RsNotQKCR17P79+6v6HPT19Uk3vKt9rp988onwmNraWkff/88//3zNz2TWkRAteDc/P2+5iohpYk5GPc9WYaWy1q5tjWq0N5yQpkREDHCYhM/nEx5TyhoZ2WwWo6OjwuNKGYLb2tqq+/nHH38M4Nvh85lMpqRGfCXuR6X2qm9paREek06nSxrGmkqlpBqzMudSiYa3KH+Y4Vxl1gpYXFx09P2/c+eO7ueigOr27dt1P5+amrJcRcQ0MSejnmerBTmsUNbaua1R6faGU9KUiIgBjiqTrdhk37asZWRkRHjM1q1by9ZRX9nwFg1zLGUlbxmapglHtFRir3qv1yu1PoIRW3nK5B+Xy1X1hhYAvPvuu5Y5Vz1LS0uOvv+3bt3S/VxvLQlFUXQDv5lMxpSLHzJN7Ev0PFuRFctaK7U1zNTesFOaEhGRyQMcjY2NUhVkqQ3XbDaLjo4OdHd3r/mv2O1ie3p6dDtqT5+/aJhjubdBXFpaEo5oqcRe9Tt27BAek8vlDFm0S9M0qfn5Mvmx3MbHx6WmVFXzXGV+WzRdwO73X1Ruqaq6ZqNe1OAWNbLNimli3XrYjtN/rFDWWrmtYab2hp3SlIiIvmXaXVRkpoV8+umnhvxWMXP4ZYiGTeeHN648j0wmozvns6urq6xbjo2MjCAUCulW7OFwGLdv3y5bum3cuFF4zPT0tGG/Nz8/L5wOZZadAqanp4W7/1TrXBVFES7IlsvlhKOm7Hz/6+rqlp99vcZue3v7qguniharu3HjhuXmetsxTWpraxGJREr+nrm5uYptU1yu59mqzFzW2qGtYZb2ht3SlIiITBzgkFmZ/dGjR6ZNWFVVhZ2m1eaF37x5E11dXWv+Tbn3VM9ms7hw4YJwe8By7lX/wgsvCI/58ssvDfu9ubk5Q/JjJchcdzXOVVVVXLx4Ubjr0ejoqHBBYDvf/3xD/vbt2wiHw7qN69U683qjFTKZDFKplOmnKDkhTdxut+61yIrFYlUJcBj5PFuVWctau7Q1zNLesFuaEhGRiQMc+bd6pXZMqkVUGa81JPvGjRu6FWQ591TPr4Y/NDSEffv26b5NLede9TKr8ht57+/evWtIfqwEmes2alcDmbfQGzZswLZt26SG3souCuqE+y9627da49rv9+u+6fzss88sXRkxTcqrWs+zVVWyrHVaW8NM7Q07pSkREZk8wCGzyKCZ6S2KBzw7vFG2kQ98OyS7HBXkyt985513MDw8rHt8KBTCyMiI4W/wRG8NjSZz/lbKj0aln1FvoQEgHo+jt7eX938F0du+pxvCTU1Nut8ns6Wn2TFNylsuVON5tnuasq1h7faGndKUiIi+9RyTwHher1f4Bkxv20LRoniV2FM9kUggHo8LO32nTp3iDac1ZTIZvPXWW+wMrUK0KN3Ta0ts27ZtzWONWnSVaUJ8ntnWqGRbw2ztDbukKRGRkzHAUQZ79uzR/Vy0Y4CokQ9UZk/106dPC1eSDwQClpvzT5Xz2Wef4de//jUTYhX5t31reeWVV5b/W1EU3Ua3kYuuMk2IzzPbGpVsa5ipvWGnNCUicirTBjhktmgzq7179+p+vtbwxpWNfNH2t5XYUz2bzQq3cQOAI0eOGHrf9Do45SDzNsVK+bHS6SdqkE5MTODs2bO8/6vQe9vndrvh9XqlGsR2morBNDGvYp5nO6t2WWuXtkY12xt2TlMiIgY4TGZhYUF4jFn2oF8pGAwK5+vrDW+UrURVVV1u6JdTNBpFOp3WPcbj8aCnp0f6voksLi5W9N5v2bLFkPxYCTLXLZN+ldbV1SW9baaT7v/s7Kzu5zt27AAAvPTSS7rH2WkqBtPE/Ap5nq3K7GWt3doa1Wpv2D1NiYgY4DCRpaUl4TEbNmww5Le8Xi/8fr/uP9k5k0/PEX9aMpkURvdlK1HRUEojGx0ihw4dqui937hxY0UbsjLnVAky122Wc31aOByW2p3BSfc/kUjovoVsaGgA8OTUjNXKFDuxQ5qk02nU1taW/M/Mu5TIPs9WZfay1o5tjWq0N5yQpkRETmPaXVTm5+eF+5DrLTBXiDNnzggbajLbwSmKgkAgoHuMz+cz7K3P3r17K7KneiqVQiwW012B3+12G/ZGT+bet7S0GHZ9+Q6T6JzMQOa6jTrXdDot3C4P+PatV2dnJzwej/DYrq4uYZ512v2fnp5es9zw+XxQVVV3Vf47d+7YrmJimpQn6FKN59mqKlnWFsqubY1qtDeckKZERE5j2hEcMnvQq6pa8hsk0UJ1gPw820ovHOVyuRAMBivyWyMjI8J0CIVCqKmpKfm3bt++XbFrV1VV2JmWzY/lJjN8thrnOj4+jra2NuHQYkAuKOm0+y9aK+LEiRO6n09OTtquYmKaVI/Rz7MVmbWsdUJbo9LtDaekKRERAxwmIBqmnNfV1VXS7xw8eFB4zGeffSb1XdVYOKpSO5hks1mcPHlSWGEbMWQ5lUpJ3fvOzs6Sf0sm/+RyOSQSiao/E4cPHzb1ucq8UZPJH067/+Pj47rXqxeASSaTyGaztuxkM02qy6jn2YrMXtbaua1R6faGU9KUiIgBDpP4/PPPhcfs3bu36EpOURSEQiHhcffu3ZNq6FWjsefz+Sq2p3oikajY3HaZLR49Hk9Jw1S9Xq9UB9cM202ePXtWKn9V81w1TTNsVwGn3f9if8POUzGYJtVl5PNsJWYva53Q1qh0e8MpaUpExACHCcisgu9yuXDx4sWivv/8+fNSw1BlhjvLzG0uF5lRKEY5fvx4RbZMfe+996SOC4VCRa1GriiK1JZ0AHD16tWqN7hlRypV+1xl5ifLvLVy2v0vdktTO0/FYJpUn1HPs1VYoax1Slujku0NJ6UpEZETmDrAkUgkpN4gqaqKK1euSEfCFUXB4OCg1Nz7eDwuNdy5o6Ojaum0a9euiv2W7F71pdI0TWoOuMvlwujo6PK2cTL8fj9mZ2elglvpdBqpVKoq9zUYDGJmZka6wV3Nc80zalcBp93/YrY0TafTtp6KwTSpPrPuyOTkstYpbY1KtjeclKZERE6w3uwnePLkSQwPDwuP8/l8+Oijj3D58mUMDQ2teVxPTw8OHTqkuwL/SjJvkv1+v/T3lUN+T/VKNbii0Si8Xq/UKvuliEQimJmZkerk9vf3Y/fu3bh27dqaHSOv14v9+/cLV0pf6f333zf0mmpra4XTKhoaGrB161apDnheLpczfFX5YsjsgOLk+68nmUwWlHbVDmYxTdZWV1cntVVkIWVuNa7NyOe50uxY1jqtrVGJ9oYT05SIiAGOKsvPw5RpZLndbvT39+PYsWNYWFjA/fv38ejRI2zYsAH19fUFV5CxWExqz/PW1lbhMd3d3UWnQWNjo+6WacC3e6pXutExMTFR1t/QNE24XdxKHo8HHo8H586de+btf11dXUGNWAAYGxszfBE5t9stfT2FGB0dlcqrVmLH+6/nzp07BXUmjexAm5VV08TlchnaIXv++efZWmFZ68i2RrnbG05NUyIiBjiq7Pjx4/joo4+ko+z5xmUpDUxN0xCNRqWObWlp0f08mUyW1FG6e/eusIKs9J7qMnvVG9Ww2bVrV8ELgJXaudA0zTJ71Mfjcem8ajVOuv+Tk5Po7++XPj+7BbSYJsSylm2NSrc3nJqmRER29pwVTjKbzSIcDldksSng2yGoR48elTq2p6dH+Ga41FX9s9mscD2CauypLrNXvRE6Ozsr2nHRNM2QLUgr1eDu7e21VKHT2NjI+7/Gcy67a8DHH3/siAqKaWK/59nKwY1qlrVObmuUq73h9DQlImKAo8pSqRRCoVDZgxyZTAahUEi6Q7V9+3bhMbdu3TLk+kUqvZq9zF71Rv1OpTq5+c6t2RcqzOVyiMVilgtu8P7DkMa0E6anME2IZS3bGuVsbzg9TYmI7Oo5K51sKpVCU1OT1O4KxUin0/jxj38sPRdSVVXh/HCjhk3LNN6rsad6pfaqz2azaG5uxtjYWNl+Ix6PWyK4kUwm8frrr5tyWsqDBw+Ex2zYsIH3fw0yW5w6bSoG08R+z7NVmKWsZVvD+PYG05SIiAEO08hms2hra8PAwIBhozkymQwGBgbQ1tZWUOdGZu90o4ZNy1a01dhTvVJ71QNAX18furu7De3MZDIZdHd3o7e317TBjVwuh3g8jubmZhw4cMC0nblf/OIXwmO2bdvG+69Tvomu7dNPP3VUJcU0se/zzLKWbY1qtTeYpkREDHCYztDQEOrq6jAwMFB0A0TTNAwMDMDj8ehuLbsWmf3LjRw2LVPZVmM/90rtVZ+XSCTQ3NyM7u7ukt7mJJPJ5ftfyd0yZBrY6XQayWQSsVgM3d3dqKurQ29vr+nfUss05FRVLWk4rt3vv+g5v3HjhuMqKqaJfZ9nlrVsa1SjvcE0JSKyr3Vut/sbO1yIqqp47bXXsGnTJtTX1wN4cicFTdOwtLSE+/fv48GDB7h16xaHNNuEoihoaWnB5s2bUV9fj9ra2md23MlkMlhcXFy+/5OTk6afikK8/0REREREJM82AQ4iIiIiIiIicq7nmAREREREREREZHUMcBARERERERGR5THAQURERERERESWxwAHEREREREREVkeAxxEREREREREZHkMcBARERERERGR5THAQURERERERESWxwAHEREREREREVmeKQMc69at450hIiIiIiIiImmmDHB88803+Ku/+iucO3cOe/fu5V0iIiIiIiIiIl2mnaLy/e9/H8FgEIcPH+aIDiIiIiIiIiLStd6sJ/bNN98AAL7++musW7du+X8TkTU899xz+KM/+iP84Q9/wOPHj7Fu3Tr8yZ/8Cb7zne/gm2++wePHj5f//z/+4z/G+vXrC37O161bh9/97nd4/Pgxvv76ayY6EREREZGDmTbA8ad/+qcAvg10rF+/Ho8fP177Itavx9dffy3s4Dz33HNYt24dvv76a1sFTP7sz/4M//AP/4CtW7fC5XJV5DczmQw+++wzXL58mU8Rrer73/8+/u7v/g7T09P41a9+hXXr1qGrqwsbN27Ed77zHVy+fBn/8R//AQBob29HQ0MDfv/732PdunVYv3491q1bh9///ve6z/X3vvc9zM3N4d/+7d+Qy+WY6EREREREDma6AIfX64Xf74fH4wEA/PVf/zXeffddrF+/Hvfu3cN77723PGVl27ZtOHDgADZu3Ij//d//xY0bN/Cv//qvzwRDFEXBP/7jP+KHP/whvve97+G//uu/cPXqVczOzlr+rW9HRwfOnj27HBCqlB/96EdobW3FP/3TP+Ho0aP4/PPP+TTRMwGOtrY23Lp1CwDwhz/8Aa2trfjRj34EABgfHwfw7SitpqYm/O3f/u3y36ZSKczPz+P111+Hoii6v3Pz5k3cvHmTAQ4iIiIiIoczXYDj1VdfxaFDhwAAv/vd7/D9738fgUAAALBnzx4MDg4CAI4cOYKTJ08+8bdNTU3o7OxEZ2cn/u///g8A8Bd/8RdIpVL47ne/+8Sxra2t+Pjjj3HkyBH87ne/s+TNO3ToEN5+++2qnsOf//mf41/+5V/w93//9wxy0BO+/vprPH78+Ilnb2Xw8Tvf+c7yf//+978HAFy5cgX//M//jEwmg8ePH+PcuXP40Y9+hGg0ik2bNq36O48fP+YUNiIiIiIiMt8io4lEAu3t7bh06RK++93v4j//8z9x9OhR7N+/H21tbf+vvXuPjvHe9zj+niQkjEij0UYoqtKQUtJUuml3XCqUqLvtUhY9LqVFmhIpirJ6WjY56ug1aJUijrgVdc/WaIWgEfdUioRIEKlbEpckc/7InmdnJOmm2DL1ea1lSZ555pnfM5OZtZ7P/H7fL1AYZFjDjVmzZvHKK68wfPhwzp07h7+/P5MmTSo8OQcHFixYQLly5Th+/DgjRoygY8eOLFy4EIC2bdsSHh5uly+ct7d3mRm72Wxm+vTpejdJiW4nfHjkkUfYvHkzEyZM4MSJE1y/fh2LxcKVK1eIjY1l0KBBXLx4UU+miIiIiIiUqszN4Dh06BAAV69eZfDgwZw6dYo1a9YYF0kmk4k333wTgC+++IK///3vABw4cICUlBTWrFlDnz59+OCDD/Dy8sLX15ecnBx69uzJmTNnAPj555/57bffGDlyJP7+/jg5ORnfINuLoUOH3pNlKVu3bqVGjRr4+Pjc1XHq1q3LwIEDVZNDiinaBalo2FF0+7Vr1/jiiy+M9+FTTz2Fh4cHBw4cICcnh8OHD7N06VLeeOONYscvX768Oi2JiIiIiEjZLTLq5FQ4tHLlytl0UXFzc6Np06YA+Pr6EhISQsWKFcnJyaFatWpA4dT36tWr4+3tDcDatWuNcMN6kTVt2jQ+++wzrl+/bnfhBsDzzz9/18dISkri9OnTnD59GldXV7y8vO7qeC+88MIdBRwBAQG4ublx6dKlYstbvL296dOnDwCTJ0/WO9WO5efnGz9XqFChxIAjKSmJ/fv3G+HGsmXLePzxx1mwYAFjx47FYrGwY8cOI+C4dOkSiYmJXLx4kWPHjtntMjMREREREXkIAo6iFz9Ff65UqZKxpj8wMJDAwMAS7+/i4oKHh4dxMVQSey5KWLdu3T9839GjRxsFHq0zN8aNGwfAhx9+SP/+/f/Qce8kIPHw8GDlypUAZGdn8/TTT9vcXrt2bYYMGQLcn4Bj0qRJNGnSxKawpT0ICgqiR48edtPBxmKx4ODgYLyPU1NTadSoEfn5+Zw9e9bYr3z58kbB3/Lly1OpUiWgsJhthQoVyM3N5ciRI5w5c4bc3FwGDhzIsWPHSvyMEBERERERBRxlMuC4tU3kpUuXuHr1KpUqVSIiIoKVK1fi7OwMYMzGKFeuHKmpqUZRwpIuvB0cHDCbzeTl5RkFSR8Go0ePpmbNmrRr146wsDBOnz4NQOXKlYmLi2P79u0AfzjkuF2dOnUyfjabzXTv3p3o6Gib1zkhIeG+Pb41PLE3zZo1Izg4mLS0NLsIN27evEn79u05cuQIAOPHj+eHH37g119/5dSpU8bfXv369Y33eUFBgTGrKj8/39ju6OhIQUFBsXDD2dmZ69ev69NcREREREQBR9lknaVRu3ZtqlSpwoULF7BYLFy9epWYmBg6duxIxYoVOXHihHEfNzc3nnrqKbKyssjLy+PXX38FCjumPP/88+zZs8c49hdffMErr7zCgQMH6NChg10uU/kj2rVrx6FDh+jduzdz5swBoGHDhmzfvp2wsDAuXbqEr6/vfR9H69atbX5v06aNTcBx/PhxZs2aZbNPUFAQAAkJCWRmZpa4zbrsxRqO9OvXj8uXL7N69WoyMzPx9vamdu3apR7Tw8ODTp06UaNGDaCw6G3R5TNFj2/d7/Tp06xevdp4vMqVK3P69OliMyw8PDxsbreOyXqbn5+fsVwnKCiIZs2a2Tx+UFAQ1atXB6B69eoEBQWVuLynLLlx4wYjRowgJiaGhIQELly4YMwegsKg8d1336VChQqlFiO1hp3Ozs4sX77cCDeqVq3KoEGDSElJYdWqVeTk5OgTXURERETkIWby8vIqk/0Vq1Spwv79+zGZTKSnp5OSksKNGzcYOHAgVatW5ccff8TBwYFt27axaNEi6tWrx8iRIylXrhxxcXF0794dgGnTptG3b18A5s+fz759+xg8eDDPPPMMAK+//jqbNm2yuxfubr7BHz16NBcvXuT48eNUqVLF2P7II49Qq1YtJkyY8IeOm5CQcFtLPry9vdm2bRsAUVFR9OrVC4BGjRrZBBfz5883LuaLnvOAAQPYvHlzidvWrl2Ln58fsbGx+Pv7G4VYk5OTad68OZMmTSpx9saAAQM4efIkUVFReHp62ty2bt064z7W4ycnJ9ssE0pOTqZSpUo2942KimLUqFFGMPLtt9/aFIbNzs422utazzcjI4P09HT8/PyM/UJCQoiOji7xNb/d5/xBePzxx5kxYwatWrUiPT2dkJAQEhMTyc/Px2QyYTab6d+/P6GhocTFxfG3v/2NgoICGjZsyKpVq3BxcSExMZHOnTtz48YN/P39cXd3Z/PmzZhMJkaOHEl4eDibNm0iPDycc+fO6RNdREREROQhVmZncGRlZdG2bVuWLFlCtWrVjAKilStXJiUlhdatW7N06VJatGhBixYtjPtt2LCB4cOHG7+PHTsWBwcH+vTpw4ABA4ztFy5cICwszC7Djbv1zjvvHMAc/gAAHyNJREFU0L59e1q3bs2LL75IjRo1iIuLY9WqVUyZMuW+P771gjwjI4OPPvrICDg6dep0z+pKBAYGkp2dTUJCAn5+fkaXlx07dgD/WqISGRkJwMmTJxk6dKgRUKxbt44jR44wevRogoODix2/bt26xMbGcuXKFYKDg42wIyoqCi8vLwIDA+nVq5cRcFjDjeTkZGMGkqenJ59//jn+/v7GcT09PfH09CQhIYGnn34as9nM2LFjiY6OJjIykiZNmuDn50dCQgK7d+82lhiVddWqVeObb77h6NGj3Lx5E5PJRJUqVXjqqaeK7ZuWlsbx48fx9fVlxYoV3LhxAygMxi5fvmzM6LDW9nhYZl+JiIiIiIidBhxQ2DLW39+fRx55hPz8fCwWC7/99htQ2HWhadOm/OUvf6FmzZrk5OQQHx9PSkqKzTEKCgoICwtj7ty5NGrUCIvFQkpKCvv27TMunB42Xl5e7Nu3jytXrjB58mTc3Nx4++23GTly5H/k8Tt37gzAtm3byMzMJDY2lsDAQFq3bn3PAo6MjAx69erFsWPH+OGHH6hbty41atRg3rx5bN68ucQCpocPHyYyMpJDhw4RHR1tLF+Bwhkl1lkjUDhzonfv3gD88ssvmM1mY8aGh4cHiYmJxv3c3NyMmRvdunUjMzOT9evXs3LlSjw9PQkICLAZe2RkJJMnT6Z79+7MmjXLCF0mT57MpEmT8PPzY/fu3XbXXaZChQo2M1OK8vX1xc/Pj71795KVlUVwcDCPPvoo6enpQOEyleeff94mkLQGGxaLpdTlLSIiIiIiooCjTFwMtWzZkvj4eM6fP0/Dhg3x8fGhXLlyHDx4kIMHD5Kbm8s//vEPm/s9/fTTBAYG4uDgwOXLl9myZQuZmZkkJSWRlJSEyWQiICAAb29vjhw5Qp06dWjZsiWOjo4cPXqU7du327S1tKpXrx7NmjXD0dGRnJwc/vGPf5CWlma33RuSkpLo2bMnoaGhHDhwgE6dOvH5558bXVXuF29vb2O2w9KlSwHYsmWL0RHHw8PDWKZyN/bu3WvUarjdbjkHDhygS5cuDBkypFj9j1vt3r3b+PmXX37Bz8+PuLg4gGLjty6HAozgoyg3Nzeb3xcvXgyU3v3nz8jNzY0pU6bQr18/srKyuHHjhhFuADRo0IDevXuzZs0aY5s6p4iIiIiIiF0EHM8++yxz5szh4sWLpKWl2VwkAnz//fcMHTrUCCPMZjOzZ8+mbdu2NvtZuy5s3LgRk8lEnTp1WLFiBQC7du3ihRdesNk/NjaW119/nWvXrgGFnRumTp1Knz59io3xww8/5LPPPrO7b49XrlzJ8OHDiYmJ4fLly/j6+hIREUGrVq1YtWoVTZo0uW+PXbRehLVNbFH9+vVj5syZt3WsW2c+FPVHapR8/vnnxmyJ2NhYjh49ekfdVm4nkCipM8ylS5dsQo6iHUIeFgUFBTRu3Jjo6GjGjRvHkSNHsFgsVK5cmbZt2xIaGgpgM+vKxcUFKGwrq7BDREREREQcyurAbt68CRQWvqxfvz6jRo2iW7duxjKB9u3bG61MTSYTy5Yto23btly/fp2wsDC6devGypUrcXBw4Ouvv+avf/2rcSFl9cILL7B+/Xr69etn1GIIDAxk2rRpxj6TJk0ywo3Zs2fTo0cP5s6dC8C4ceN4++23cXR0tLtww8fHp9hsjd69exMQEFBi8HCvWAu+lsa6fOX3WMOAnj173vV4Bg4caPxsDTciIyPp3bu3MZPiblnrfgBMmTKFDh06EBoayu7du9m9e/cf6oLSqlUrPDw8/jwfRP+sp+Hj48Py5cs5dOgQ+/fvZ9euXUyZMgV3d3cAnnjiCaBwWcrmzZvZsmULBw8eVB0OEREREREpuwFH0VkR7dq1Iyoqip07dzJs2DDjG+6XX34ZgMaNG9OoUSMAevXqxeLFi9m5cyfDhw/n448/BmDixIk4OjrafAM8ffp0Bg0aRExMDJMnT2b06NFAYZ0EFxcX3N3djRBlwIABTJ06lR07djBp0iTef/99AEJDQ43wxF7CjQ8//LDY0h5rYODl5UXXrl3vS8gREBBghAgtWrSgevXqxr+QkBCgsHint7d3iffPyMgACmfO/PDDD0Zx0rsxZcoU1q5dS1BQENnZ2QC89tprREREsG7dOmO/qVOn/uHH2Lx5M8nJyUBhsdHIyEiioqIYMmQI9erV+0PHrFu3Lhs3bjSCuT8bk8lktIouaujQoTg6OmIymdi3bx9Dhgxhzpw5t70MSUREREREFHA8MEePHuXIkSPG77m5uSxcuBAobCXr6OhI48aNATh48GCxJQALFiwAoH79+ri7u9vM4Fi0aFGxACArKwuTyUT16tWpXbs2Tk5OnDhxwmhrahUdHU1eXh6Ojo6lXpCXxXAjJiYGX1/fUvc7c+YMo0aNui8hh3XGRXJycrFlGNHR0UbAUFrb048++ojs7GzMZjN169YlOzvbCD3uVNFgwFr40jpzx2w2G+FJZGQk2dnZxVrH3qmwsDCSk5Mxm80EBwfj6elJRkbGbS/HsVq8eLFxzp6ennh5eT1UH1g+Pj6Ehobi5FS4uu769etcunSJvLw8LVMREREREXnIOZX1Aebm5hbbZl2+4uzsbExtB8jJybEJMIru6+DgYLOU5OrVq8YFtVVeXh7nz5+nSpUquLu7G2v8L1y4UGwKfG5uLhcuXODxxx8v8zU4rOFG79692bhxI6mpqQD87//+L6mpqcWWevTs2ZMlS5bQtWtX4uPj71lNjqVLl7JhwwZOnjxZ4u19+/bFzc2NkydPGjNybg1BEhMTqV27NlBYz6JOnTq4ubkZwdaUKVOMY1iVtG3y5MksXryY2rVrc/LkSSNwiY2NtTl+ZmamzVKV3zt+0XDN2pLYui0+Pp7mzZvbdGa5tStL0TbGpW07duwY/v7+xnGKHuNhUFBQQGhoKH5+fmzdupUffvgBFxcXTp48Wez9LCIiIiIiCjjKvFu/qbUGDM7OzsVus05zt1gsFBQUGIGI2WymfPny5OTk/OvJcHKiSpUqxcKSRx99FEdHR5uQw8nJiUqVKpU4nrJk69atDB8+nKFDh5KYmMjJkyfJysoyLuazsrJKrGVhncnRuXNnYmJi7kl3lX9XayI+Ph5vb2/69OnDa6+9VuI+x44ds5n9cWvHkpIeo7THvfVYv7ftTo9fWvBQ2vbMzMxit5W07d8d58/O+v5t0aIFLVq0IDs7m5iYGCZOnKiAQ0RERETkIedgj4O2BhoODg5YLBb2798PQKNGjWjQoIHNvtYCocnJycbyE2so0a9fP5t9W7duTdWqVQE4deoUJ06cID8/nyeffJJmzZrZ7Nu1a1fMZjN5eXlGfYWyJikpiVGjRhETE8OECROIjo4mOjraWIpR9OeSWIOPnj17/sdqHNSuXZshQ4ZgNpsBbOpgiNzKbDYby1VEREREROThVmavDKxBREkdSqzbrEtI9u/fz9mzZ3n88ceJiorivffeIz09naCgIAYPHgwUFhTNz8+3KVz47rvv8tRTTxEdHU2jRo0YN24cAN99951xQb9w4UIGDBjAokWLmDp1Kj///DMvvvii0bbys88+48cffyxTz92VK1dwdXVl/PjxLF269K5mX5w5c4bevXsTGhrKzJkzcXV1va9jT0hIMOpjXL582ai3In8uly5dYsmSJeTk5DB48OBS/64uX77MkiVLuHr1Kv379y+xc0xBQYHdtWoWEREREZGHKOBwdnYGCtvElnZb5cqVMZlM3Lx5k/bt2zNnzhyee+45Zs2aZbN/eHi4MRPA+m3vzZs3OXLkCD169KBHjx7GvocPHyY8PNz4/f3336dWrVq0bNnSCECs5s6dy4wZM8jPzy9Tz92KFSuM5278+PEkJydTt25dli9fzqhRo4iIiGDUqFGYTCZGjRoFwKxZswgICGDUqFHExcUxa9Ys43+ALVu28PXXX9O0adN7VpPDauDAgXTp0sWYcTJ58uQ7ur91WcutF8Y//fTTH2rBer9ERETg4+PDypUrmTdv3kP9wTN9+nS+/vprAHbu3MnChQuN93XR4CI0NJQNGzZgsVhISUnh448/tqm7IyIiIiIiUuYDjgMHDhAWFsbBgweLBQiLFy/m6tWrJCUlGUVEMzIy6NKlC/7+/gQGBlKpUiX2799PXFwcZ86cMe5r/ab34sWLDBgwgMqVKxttYXfu3ElMTIxNK9mbN2/Sv39/mjVrRoMGDahatSrnz59n+/btHDx4sEw+d9bWtgcOHAAKW4oGBgayfPlyevbsSUREhM3/AE2aNCEkJISePXsWCzBGjx7Nf/3XfzFy5Mj7Mt4aNWoYnUz+COuylltZ2/4OGDCgTNSs8PHxwc/Pj927dz/UHzppaWmsX7/e+P2nn35i165dBAYG2uyXnp7Oli1bgMIZXTt37iQtLY0nnnhCn9wiIiIiImI/AUdubi6xsbFcvHjRZrvJZMLV1ZVt27Zx9epVXF1dqVmzJmlpaVy8eJFdu3axa9cuAFxdXfHw8MDFxYVr167ZHKdChQpcuXKFs2fPMnXq1N8dS35+Ptu3b2f79u129eJOmjSJTp060bJlyz98jNGjR3Px4kVmzJhhF+dctP1rx44d8fT0JCQk5KEtyvkgOTo6Ur58+RLfT0WXlFgsFs6dO1dsv6ysLJtw02KxlLgUxdHRUS1iRURERESk7AYcjRs35rvvvmPHjh307NnT6GjSpUsXZs+eTX5+Pl27dqVhw4Z88MEHfPXVV0yYMMHmYsi6pGLcuHF88803xsUQQKVKlWzqcfwZubq6snr1aurVq0e7du1K3S8gIKDEnwFatmzJ6tWr7+m4PDw86NSpE61btzbqhZRk4MCBtG7dGldXV3bv3s3ixYuLdTi5VdHlLZ9++imJiYn4+fkREBBgLFcJDQ0lICAAV1dXkpKSWLp0qXGbdbnL6dOnmTdvHgMHDgRg3rx5eHh40K9fP15++WWuXLnCli1bii01KTrmrVu3snDhwmKdXm4VFBREjx498PLyIikpiS+++MI4z5LG06VLF7Zu3crMmTNtntN+/frZnFfR4zwIly9f5vDhw7z00ks228+ePculS5dstlWsWLHY/VNTU20CjfT0dPbt20fNmjVt9svJyTFmcomIiIiIiAKOMqtKlSrGt7PVqlVjxowZ7Nq1i7feeov09HQaNWpUeCJOTlgsFpsuKefPnwewuZi6fv06N2/eJCUl5aG4KHJ1dSUmJoZWrVoZF+u3mj9/Pr6+vgQEBBg/h4eHk5SUxOrVq+9pYVFvb2/WrVtndEkpTWRkJMHBwcbvfn5+vPbaawQHB9/2RXuLFi2AwuVLx48fB2Dt2rU2y2H8/Pzo1asXXbp0IT4+3ljuYl3y5OfnR0JCArGxscXGHRgYiK+vr1HHZMmSJTbLLPz8/Ojbty9t27YtNeSIiIigV69eNvd59dVXeeutt9i8ebPNeN588008PT2N/WrUqGE89vLly6lbt26x49zJ83WvXb16lblz51KrVi3atm0LwPnz55k+fbrNjCqTycSYMWPw8fHhySefBAqXkEVERNgcz2Kx8MEHH1C/fn28vb2N13PGjBn89ttv+jQXEREREXnIldlqfdYZG7m5uca2zMxMnnvuObp27Up6ejqAMQvj5s2bxaaph4SE8Mwzz/Ddd98Z21JTU/H19aV9+/bk5OQ8FC+yj48PMTExrF+/ng0bNhS73dfX16i74evry9KlS0lKSiImJuaed00JCwvDbDaTnZ1NZGQkEydOJDs722afoKAgI9yIjIwkJCSE5ORkzGYzU6ZM+d3jp6WlGf+sBVI/++wzMjMzCQgIMMKNhIQEWrRoQUJCAkCxGS6enp48/fTTREVFsXLlSptxz5gxwyha26tXL7y9vRk4cCCBgYHGeYWEhJCRkYGnpycffvhhiWMNCAgwwo3Y2FhmzJhBRkYGZrO52LIpT09PPD09WbdundGW+NVXXzWeL2u4ERsba5yX2WwuVnz1Py0tLY1hw4bx+uuvM2bMGFq3bs1PP/2Ei4sLzZs3JygoiMqVK5OVlUWbNm0YM2YMo0aN4oUXXiApKQk3NzfatGlD8+bNMZvNpKWlERwczLvvvktYWBgjR44kJSVFn+QiIiIiIlL2Z3AUDTs6dOhA1apVmTt3Lq6urowZM4ZmzZoB0KZNG65fv07FihWJioriwIEDNGjQgI4dO/Lll18agQgUdmFp3749vr6+mM1mUlNTWbZsGadOnbJ5XGdnZzp27EjTpk3Jy8ujoKCA5cuX22WRSGvI8XszOQBj5kZMTMxdtZctjXVWxZo1a4zlJL6+vjazGF555RUAkpOT2bFjBwB79uwxiqXeqS5dujBv3jyOHz/OgAEDqFmzJqmpqdSuXdvYp169esXuZ51FYX1erOO2Lg0JDQ2lcuXKuLu707p1awB++eUXY8x79+4lODgYf3//EsdVNFQZMWIEmZmZnDp1ilmzZuHp6VlsudDEiROZN28eQUFBzJ8/35hNkpCQUOp5Va9e/YH/7V2/fp1NmzYZv1esWJGFCxfyl7/8xdjWqVMn9uzZw5IlS4xt3t7ebNmyxeh8dO7cObp27cqJEyfUPlhEREREROwz4ABwcXEhIiICZ2dnVq1axXPPPceAAQMAuHHjBk888QRvvvkmAGazmZCQEMaNG0fTpk1JTU3lq6++AuDZZ59l3bp1xVpNjho1ivDwcL799lugcGnM+vXrqVGjhs1+/fr146OPPuKTTz6x65CjVq1axW738vICYPfu3cbP95r1ojwuLs7YFhcXZxNwWIOVunXrMn/+/Ds6ftELemsQ4Ofnx8CBA1m9ejUhISEldmwpaaZK0cKkJY27aA0M6/39/PyKjdm6rKQ0CQkJxhKWbdu2Gdvd3Nxs9rN2xSlJaed1v17Hu/HGG2/YhBtQOLOnV69eNjU33nvvPSPcAHjssceYNGmS8b4XERERERGxy4DDYrGQk5ODs7MzN27cYMeOHcyZM4cXX3wRX19fUlJSWLFiBWaz2SiKae3AcuXKFaBwRkZ0dDQODg4cPHiQhQsXcv36dfr06UNAQADTpk3j+PHj7Nixg//+7/+mRo0aXLlyhU8//ZTDhw/TvHlzBg4cyNixY9mwYYOxVMAeQ45hw4bZzOQYPXo0Pj4+97zmRmmKtvq8te2n9fXKyMiwWV50pzZv3kxCQoJRr+Ktt94yQoDY2Fji4+OpX7++Ta2POxl3QEAAbm5unDx50tiWnJxMTEzMHY2zWrVqxs916tQpdT9rIdRbjR079q7P6z/FwcGBbt26Fdvu7OyMo6MjeXl5QGEx4Mcee6zYfo0bN8ZkMpXYTUVERERERB5uDvY0WOtFjZOTE5cvX+b999/n//7v/4yL2enTpzN58mT27dsH/Ks+h7WgYbt27TCbzSQmJtK9e3e+/fZbli1bxt/+9jeWLVsGYBQtHTNmDA0bNsTf35/Zs2ezdetWpk2bxq+//grAX//6V7t90a1BBsCGDRsIDw/Hzc3tvtTcuJU1FOrcuTMeHh4AvPzyyyVeyHt6evLpp58yefJkLl++TJMmTahcufLvHj8oKMj4Fxoaalz4r1+/3qgzkp2dzYgRI1i4cOFtL8O5ddxBQUGsXLmS+fPn4+7uTlJSkhFW3DrmW7Vq1QoPDw9Onz5tnGf37t0BGDRokLGftT7I7byet55XactiHrSCgoISZ+UcO3bMCDegcMZWSZ1VVq1apXBDRERERERK5GSPg761mOi/c/36deBftR3mzp1rzBKAwgKlb7/9NqNHjyY/Px8onEXg4OBA9erV6dSpEy+++CJPPvmksWSlpIsve+Lq6srcuXP55ptvGD9+fLGQ4X6ZPXs2s2bNom7duuzYsYMrV64UW8KxcOFC+vbti6enJ4mJiSQnJxtFNFeuXPm7xy/p4jkhIYH4+Hi2bt2Kn58fZrOZjRs3GuECYCxjSU1N/bfjTkxMNLZnZGQQHx/Pb7/9xquvvorZbC52XtZip7t378bPz89YetOhQwejM8qsWbOM/QCioqL+bXtZK+txSzuvoi1yHyRrl6MFCxbQrFkzo7PKyZMnmThxorFfuXLleOedd2y6wkBh/ZNbi6+KiIiIiIhYOdjjoK3f4FosFhwdHQtPxKH0U7EWKbXWNMjIyChxv7y8POPYLVu25NixY+zcuZPp06fTuXNnatasabSjtAYhD8q9XB7z72ZF3K6ioVFpoqOjmTFjhtEVJT09ncjISJt9MjMzGTZsmDGDwXqhGxUVxbx58257PBkZGaxbt87ovLJw4UJiY2ONAMDV1ZXIyEjj8X/veYiOjmbixIk2fzsJCQkMGzYMKJyB0LdvX6MLiqenp9FRxVrLY/HixcVet169ehWbqREVFWW0f70dn376abHzmjhxIlFRUTZ/9w+K2Wxm/PjxLFq0iHr16nHjxg0GDRpE27Zt6dGjBy1atCA3N5datWoxbdo0Nm7cyBtvvAHAiRMnGDFiBC1btmTYsGFcu3YNX19fvv32Wz755BMeffRRfYqLiIiIiAhgpzM4irIGGzdu3Ch1Zoc1BLF2UvH29jY6XRhPhJMTbm5uXLhwAW9vb6PY6KpVq1iyZAlHjhzh2rVrzJw5s0zUNkhKSir2Dfcf0b9//3s2pi1bttzWfjNnzrQp0AkYHVWs4uPj6dChAx4eHtSpU+d3ZyBs3rz5trqFZGZm0rt3b4BisxqKPn5px5o3b97vBizx8fH4+/vj4eGBu7s7x44ds7n92LFjNG/evNi23zvPks7t1m3W8yrpGHcSlNwP3t7efPDBB7z00ksANG3alBEjRvD9999z8OBBY7+mTZuyZMkSY1kZFC4tGzx4MEeOHDG2tWnThi+//JLy5csDULVqVd57771iz7WIiIiIiDx87HIGhzXIMJlM3Lx5EyisieHu7m6zj3U2houLixFWQGHLz6LFHB999FE2bdrE/v376dmzJ88++yxQ2JZywoQJ/Pjjj1y4cIEGDRoYy1wetOnTp5ep1yQjI8Oo63EvZWZm3pflFfdzyUZmZuYdX3Dfi/O8X8/VH1WlShXCwsKMcMP6XgwPD7d5r1osFoYMGWITbgBs377dJtxwc3PjnXfeMcINgJdeeonw8PASC5KKiIiIiIgCjrIxsH/OzLC2iTSZTCXO0Pj5558BeOaZZ9i+fTtxcXGMHz8eJycnY8mENeDYsWMHaWlpuLm5sWnTJt5++22GDRtGTEyMUajxxx9/JCUlBShsSzl16lRee+01Fi1axIoVK4zZINb/H5Rjx47Z1C140N59993brhkhDwcXFxebIMPK1dXVeE9alfR+Onv2bLH7lbQk5UG/F0VEREREpIzkCGV1YNa6GdaZGPn5+ZjNZsC2/sXevXv58ssvAXB3d6dmzZq0b98eR0fHYnUy8vLyeOWVVzh48CAVKlQgLCyM9957Dw8PDy5cuEC3bt1IS0tj7969rF27FoDg4GD+/ve/06JFC1atWkVcXJxxrAdt3rx5DzzkyM7OJiQkxKgzIWKVmZnJ+vXrjfeydUbVxo0bi4UXv/zyS7H7W7vMFP391iKzBQUF7Nu3z6iNIyIiIiIiDy9HV1fX98viwCwWC+np6SxbtoxTp05hMpk4dOgQu3bt4sCBA8bSFICffvqJ2NhY9uzZQ0xMDFFRUaSmpnL27FmOHz9OTEwMly5dAiA3N5c1a9Zw8uRJAFJTU1mwYAETJ060mQ4fExPD8ePHsVgspKamEhERwSeffMLevXtJT0/n+++/N475ICUkJLBmzRpcXFxwcXGhSpUq/7HHXbRoESEhIezZs0fvJCkmPz+fo0ePcv78eQIDA3F0dGTNmjWMHz+eGzduGPuZTCbi4+NxdXU12vrOmTOHjz/+uFhIuXPnTmrUqIGvry8A//M//8NXX31Fbm6unnARERERkYecycvLy1LmBlWkfsbd7HPr/oDNfZycnHBycuLatWulHte6RKYszNgQsasPl3++l9zd3fH19cXZ2ZmkpCTS0tJKfP8+9thjeHt7A4VLsM6dO1fi8by8vPDx8eHmzZscPnyYrKwsPdkiIiIiIlI2Aw4R+RN/6NxhOHmv7isiIiIiIn9uDnoKROQ/6W4CCoUbIiIiIiJSGgUcIiIiIiIiImL3FHCIiIiIiIiIiN1TwCEiIiIiIiIidk8Bh4iIiIiIiIjYPQUcIiIiIiIiImL3FHCIiIiIiIiIiN1TwCEiIiIiIiIidk8Bh4iIiIiIiIjYPQUcIiIiIiIiImL3FHCIiIiIiIiIiN1TwCEiIiIiIiIidk8Bh4iIiIiIiIjYPQUcIiIiIiIiImL3FHCIiIiIiIiIiN1TwCEiIiIiIiIidk8Bh4iIiIiIiIjYPQUcIiIiIiIiImL3FHCIiIiIiIiIiN1TwCEiIiIiIiIidk8Bh4iIiIiIiIjYPQUcIiIiIiIiImL3FHCIiIiIiIiIiN1TwCEiIiIiIiIidk8Bh4iIiIiIiIjYPQUcIiIiIiIiImL3FHCIiIiIiIiIiN1TwCEiIiIiIiIidk8Bh4iIiIiIiIjYPQUcIiIiIiIiImL3FHCIiIiIiIiIiN1TwCEiIiIiIiIidk8Bh4iIiIiIiIjYPQUcIiIiIiIiImL3/h+LqC5Edu81WwAAAABJRU5ErkJggg==" alt=""></p><p>L'economia de dades planteja desafiaments derivats de la recol·lecció, processament, intercanvi i ús dels mateixos. Molts dels debats al voltant de la<strong> privacitat, el consentiment, la seguretat o l'anonimat digita</strong>l s'emmarquen en el terreny de l'ètica. No obstant això, el que problemes com les noves formes de discriminació i injustícia algorítmiques s'aborden com problemes morals serveix d'excusa perquè les corporacions tecnològiques eludeixin la regulació i rendició de comptes. Per això, <strong>cal trobar un marc ètic crític i comú</strong> per evitar criteris arbitraris sense incidència real sobre els efectes discriminatoris d'aquests algoritmes.</p><p>Un d'aquests possibles marcs és <strong>l'ètica feminista de les dades</strong>, un camp d'estudi recent que examina des d'un enfocament interseccional la manera en què les pràctiques estàndard en ciència de dades serveixen per reforçar desigualtats existents com el sexisme, el racisme o el classisme. En paraules de Catherine D'Ignazio, es tracta d' "una crítica del masclisme ocult en la majoria de les narratives al voltant del big data". Més enllà de subministrar receptes senzilles per evitar males praxis, aquest marc analitza a<strong>curadament les relacions de pode</strong>r que es teixeixen en les diferents fases del procés tecnològic (des del disseny fins a la difusió) i planteja preguntes filosòfiques crucials sobre la dimensió encarnada de les dades, la riquesa epistemològica de la pluralitat, o la importància hermenèutica del context.</p><p>En aquesta sessió comptarem amb la participació de <a href="http://www.digitalfems.org/" target="_blank">Digital Fems,</a> una organització que defensa la diversitat de gènere en la indústria tech i que ha impulsat projectes com "Dades contra el soroll" utilitzant el big data per visibilitzar les violències masclistes.</p><p><strong>Coordinador/a sessió</strong>: Toni Navarro</p><p><strong>Convidat/ada</strong>: DigitalFems</p><p><strong> Materials:</strong></p><p><a href="https://www.manifestno.com/home" target="_blank">Feminist Data Manifest-No</a></p><p><a href="https://utopia.partidopirata.com.ar/zines/manifiesto_por_algoritmias_hackfeministas.pdf" target="_blank">Manifiest por Algoritmias Hackfeministas</a></p><p><a href="https://mutabit.com/repos.fossil/datafem/uv/datafem.pdf" target="_blank">Data Feminism</a></p>