La AME celebró sus XXX Jornadas Científicas con el tema "Agua y Cambio Climático" en Zaragoza, del 5 al 7 de mayo de 2008. Simultáneamente se celebraron el IX Encuentro Hispano Luso de Meteorología y el XII Congreso Latinoamericano e Ibérico de Meteorología, con el tema "Agua y Cambio Climático".
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)
La AME celebró sus XXIX Jornadas Científicas con el tema "Aplicaciones Meteorológicas" en Pamplona, del 24 al 26 de abril de 2006. Simultáneamente se celebraron el 7º Encuentro Hispano Luso de Meteorología con una mesa redonda sobre "Meteorología y la Eficiencia Energética" y el VI Encuentro Nacional de Aficionados a la Meteorología. Además, para estas Jornadas, la AME realizó una exposición con diversas piezas, entre ellas las fotografías ganadoras del I Concurso Nacional de Fotografía de la AME.La exposición, denominada posteriormente "Nubes y Meteoros" fué exhibida entre los días 19 al 26 de Abril en la sala "Patio de los Gigantes" del Ayuntamiento de Pamplona.
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)
La AME celebró sus XXVIII Jornadas Científicas y el 5º Encuentro Hispano-Luso de Meteorología con el tema "La Meteorología y el Clima Atlánticos" en Badajoz, del 11 al 13 de febrero de 2004.
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AsQMLy1rVmWLAFXNLhuDfNAaaB/oBRbw0PJJ5I6+wNUAAcWAf6ZbvfTyL7kjRU8+idS4GLewx3AwkWBouxTdcYU0cskf1uPUg0VA7djYWwXbpBM7iwiLEGM8Tz6QSqc0XPpGugWXA+wNIMrdtuHn2KBhgcBJivdWKStp/Og4hElJIinjTAaEm3y8mij1szgQbngtksCrnVVs/xdjK3gfJNO+meVH+KsqBhDsdJrKbr7sdLPdXVd01yFQjj52gHQAHDMDjMVgSwzK3IGikCFrqlMDljEtC8CtF36yJoht5pEROz8vvWtVYerGP1O9Xt3c25us2ThlJo2fRTIxtYKdll7DTnMAyQti9pn7ZPDMauD+wGA1rkNxvsMdyN6q3s/Fu32T2YriCj4znQSbCveyZ2eQz39MzMPBGLqKgNtIi6nUyTmGidAZJFNLTgmCtDLuedRgE4ECpn+uXp/bHTIpxNnXsj7zP/64DlF87+Rok8Tlj5cRFJpBGIIBQdmMAEmjwLdIEKTxgcURqDwIFKAMQahq/vOhC7ow9gKYDkkVhAXMQ70DBjsIv6LwvTqIqv90ttYtQZUQ1LoSAnyziaikDj7oEAqGyDRUHC7BcKR2I4ZsG+a5w2Y33CwOHr4XxeOxCKXrHjWS5l+t32knE1+oXoJIDA+CZaVcQ+0znqkjg8tjrfhcsEkpAVKGdivb4Tw8GgrWcGZpI0kJaPF2Ug6VrfmAVw8D4N1yMARUwCw6EuPc4ahF1bfRc2oes4DRLsd2NArb9nP1UAEU33KLoWGN4BSCIbBkNULls/8zAbD8k9HD1ee7YPkacH5vM4SafTDyKA6H5keJHiNw0z51nYeBahEaOp64nAousQQMoUhXNKdfD9+JyIBwbADbA7kECPRBlW1Roa1TA7uHLqkhACUyrfAeyZegkLSDYUf1UAYylN31paHa4ERlc3wmNBqkXALDpzLr1eOqXjp/Gc/ZzO38/TIfeukZmJ8ByRYSPtUNrHOuUv4Mh1EUUxXQ4crNHeRZBwVAIQ1Pd+7Ga9YroF+4McScgoAiCX+JFEEBqDIxAMxWOADWM1yGlY+EmsgO22SsMB/CFeztOAZTAJO9VTm0CGq8FrIVM9abAu6RDfG11ERM8XsYIDCBmuBIIMeK2CIxDdlBvhc8wttcl9ZyBpB58sq7uHAaG+J6bBNso0jwQi7HMhcMRAAgoLR4fe+/Y5urFs6pDcC9P+8TyPtM6GbaveciAwsuU55jwIjwLfmvTqBEDAk7RRtw0K7vfj8XayxN1URxKpnIOpm4u5C75XsCAELsDmRpqDHIcCw1jKjQLnkYoX+LUrY1Ea1VEECdik7h7GBgAFtlGulnEbBUtpMbfGrkVAg+SaZT5p3IV1CPIeyHCCRtNIa2tTAJq2daPByKiCOZB7QaaUR3BRF0aXt/v9eDmcskFCS9/v9+aWAG52iZaSn0eNebT5cNyHeoENDnGcJ8ZytvAsQtFWm1gv2xeFwHApjiWIPbrukaIfZhi4oXu8ZG6E2YPmp7T9XJ7cDOat2AhufTKAsFDsfu9mPGRdl+uNGQDvzWAMB+n5rnvYi1qntjZATWM8rbEP3s8BS4HVcC8YI+KBxnN1S9FHm9/TrUsjxU3furS9MyZRPwNCdY0DTOvZIp/UxOFunQGRj2chsBlb9IcDQrSPJiTVNAkJ7AN3omtmER7PaYYJHNAqMOy5uvn8xHxe90xs0z378XJIQGAK54E5iNDEUpOOwVeNeMojjAm2wW8IW0xJwPQFDPxxT+UR6Wgw8XJJbydeLiczPLsaBUsKYSMmqd22O6aDpXwdTk4qSOBiWHcwCBQYYBpmH2YPMA6LVANO77WIgoTFHs7HG318LtL6j+Fug3t914ynNg3VP16/VgcYZzIW5qRMxrncapvtBveDOaJwLxCqYBIIYWaSDNBzY/P+7vcez4ntEuB0PEUjncjVcKirDKIaRN0SAw/lM03iXUBueNYkXcgiDwcSM+Tv3Y0JOXXfE3gIQAAOG/fW1PYSOHIWGFyruzSRB+IXI8TH28kYpemTJkGOA79hLLgffoEds9eqpnEaBUyD94QxcgpDQ6ROUdc0p2S7m1wOjxpDu0zh9gT2dwb1ibAos5ySiQoQzzp+lppe69aoJukKmoKEK4e8GhKzhul+7xOLdI+cNfrkmphd8Jvny3ZzlARGado0UguAoBEQMWBUlfMZGH29Ne14OZwoWknRzrm60eSi5KL0lVP+jbmgPI8VOQZMH4AYTdFVMGpskU0acf6U9OJQN4GjTus2WMtcVmUeDZvL0U33nkkQJmMNUGjehPMh6pZKGoXZBtqE2cYBR3IpFnLPzKVp7OiazGYIJTm05owr7g/bGmbyObyPaRxgx2gx9tmYjeQqlD3yyCVnjXfswy4rA17AMsVkGkczYApmBzYGQBBNF3AAkSwrtk18kk6x2WnEPLwf6XonYMlH8/A+wKLZW53EZBHW4NPqSLLxOppy6RbtrZLfwPPwtIJ3yTQGI8J9xwqRwTUZ18tgXpCmz9L3bcAkrBvMoMIcbqAuSJC5uawEBg15fT6Grtn3LmqJQFPfU4PaWA5NTgIouIwyhM6C84m7fGGAMFB0v/VoHvx7kwKwjCsysvLOUGKIlASDO9E0uy/ncyE8NOCBUjtmySKh/p0mCdhDje7GbQrzTcBGKG9T9B4Ekje5FHYlDjy9j4QYHDpO4tyHTIVU0BiTFMDC7kfBoS7OpeDn5CAmDNmssnm/mwcy+CH++PUI7f21Nzq7lb7N9jELZS5K9r0Xrt3DjblwBlZnx/OAIAbqzG09EUpXbpZ3MkadGQ9vBrZDGoxL23UyKBkI5QAWjAaDonkqI8+YdwBq/D3xa5jcO7le67H9BALruQFb9F3j5uvwdEVnYPmNIQH/jkydLY4hCmyRsYeAi3MrmbvhN/UABPf7SZGLDP2DQQ7H01g/q7F9PsdLPc0FxbFLfRq31c/YP5txW/1YlALjYe7orantxaVJ9V/H4+3kwknMX8X4CKKGy6225BuiDot85uSYzTOdz4Fr4jpQD0dQVv8MKhvTwX3cTuNjuLv7QdLseD7NuZHp2pg8hCSbu5+5PDKzlqbv0/vPt2YCDkJpzKfle8FcWmujOo0jKQPlwCpoEhdZBOGvju4qQLrnZBywBx6OJ+1i4u/huB/rezUerrvx1NZT+bm3oFx9760BkclESIu6wQBsTByDwaZvq9VjM0wMBeBg1jpYBdlXvHPT9n0y1nwMDAHQtMM0HRP5lMfr1+bc4hVOgBoJP3653Yx7Odlz23VnoNbNJd0nTbxmYDGg8ewoiwQiFhtUlEgn0yV94G4wTsJaBODgCIWzsep2ttXPRNP13INviU2w/3g+GTMcjimvcbydxlNbW2NZb8VI682PkvIIrB8Frj2DXFLjoCFxHtgMuge5kKZvx657uNnvPDrLbIWUOoyPXmvPR2yXkmYTADAS7Ab2ZsZIz3K1mfZ41u0+bR+O+7nNJpY4HPfzOFRil+P5NL2VN3fQLBXPkQ25nYxJDCSz2OQ5I2CO0sIhbX2vxkpeS+yeve0zX0xl+mdj5zaPydcDMCa0HmmWOxoZLqm+pw/NgF2MIYakSVhnnNqU4Eojy7Ux16QLeDJ07eqEizLR3FySNgB9z9ricqun6QJDb/XhfAxIZvdYn+zTEE2fZsapDsF7RXghHa7IdNUlveKB6QwKimjsJmQSJ1rJ7XA2NQIHr5uHn4qos+Cjyc+P16/Nmn+8frOUPqIB/Aar8W/Np3CepGoaF+mwSNV8i4XbFIojNAVwUA+HrjY+Rds8Y53HojQvYuE7CWDNq/Axl2Lv/Dn4rRFSlivRiEjzK32BSaBJ7IElgxoBgpNlzWNiC4DCvfkXTWckoGTAotyLm70fhMlsWJ52wEk1nl7AEUqWGCOwMFBcmEzGg+jljGoEBE2U8f15ABDdU/QHneAyrZ03dAlsxXC4AAxNyr0NgRkozCrMIpxxBSCqGRzRdMZsKb1i8XsvgsJlaIMMq6X3PyzMHLqf62UwZHkVMbaeZ+e2vi5LvVOPtd9ibDd4R+DJwltZsnGdTpgkypX0DMoPeRKbA0JTBJhRlFU4waZuhtmEIyJN7+vrFOFCtK0Dg2aAIWcRuAplHAUMn6c5FG5wTdhlDNLmbKbDCMxAnJjDb5dd7XIQRPsikCiDZIIVOqRrHUsVmcRCXt6O5pUEg39glu737tyOy9AGhldgmR5RwPR+bT1yIC3BAKJUvmZXs0HFADSqF9iYMJIOC/DYkmZ/i0ASo7kRXdkXDtTJ7wwc6lp6vR5ncn1WN9ckBcNni44Q43eXQPSREQbSPpK65vEOm0UvafVQc3Q+TR6xxDvmgHF54M8M3/p9nGzSRQVpSYMwW6SBvFh/ZCwS7GOX9RFMPECog4RULhSu7dCnzKvQOX+OAmUQNmu08M73a69k8YhtHSPhcRMMuPFgG79fw/t5244FkY1RfGnMpvNGdS5DX/yWN+tcryVmUkBEaXZzNdSzYzYoMI4Zv872ZednCbUCSNB4/DYfttO+1Ph8TL9voh/F4eP61hzW0dcR331X1n8tccjqi9bR23zRp0PTdum777UlrTg/MuVLUvThxmQkbI1AEeVCDEhdMmjGbFl9/vppX+7O3jFQ9olOfDNN15FBov36dejoH7Xwh4bYxt/OT//fex2/t7dxtb+O6201rvbXtOzmfdtqXM8LynMdu5962jf/Lm1H18J6uz9N19xW42p/GlfbalwEy2ozHV9sKzsnWvP/3OFPoKNPiTMYeT+DJ7FPeXDvL4svG2igaOxmtb+Oi+3VG0aMtNrF+8Lz5gZfbOfju7SdLZsqK7PaXScjbKpxsalmQ9F97PLyi+10jqt3F1/bym+p7m06dzVfU8u5JboPqivVN4FquTmPy815XGyv8zqBcD1vrwG4eb0WAAJw2D5ky/QvpAxIBqaCkQHIbIljHiToudtqXO3bjwZZbSoHEG0gZxA1sDTkam5A7qX6OzWsnC/3Z/ei++VZ+Nysrq0HrR3bXyfQyXWtPu4ctu/kntPq219z0NGz2nNv+NkT0Li8b6urazeum0GH7bXs/97e7PfueM2ZBOyQmKElBmn98cI67J27Ui+jh9mfrAF4wf6F1GlAZLCK0R2oozLBvbtnCOrL2GWXn2cMYcc8CHQ7MmhpycoFrvHjskvuO3PhW3LjGUi0d7zpkVGPXWBRUAQuwX4TALg3wM9z7whdAvaRu3JukQ1aYhzUQT1bWeRtO6DdjG1Owf2mThD9RmdYyPaK2gL7Q6AUlvXW67e17NOFyyy21fi9vQVMYg3WuoZMRmUjtGXgUMMzWMx4pd4XAkL3x+5I9URRg4TaqEqubO+N/3a7pIvwvLwuPA9AZUDYVo5JGVAZ47xhji0d+wQOXXBu7G7Y7zKbFNwMG8Yb0QPLA6n1Pb3AFJFrYh+sLsjEb8Q0Qe//T+udv9esHQoMZR1vlz9rfp/e5RrTGHtc/+5OCuzBv7NjhfNDd2MPbsZM61KP5N6gveUdVTv/rwbdvjE6KD0QzOw2F+o2N3ldH68ldeq9ZoL+LeByDcLMwMzBZVioMvjC37StmqPkihQs2P7obooClRsyjGrK4IAr+BNdf+jZkVEzgxWWzy6tpKHKQjgGs6+fARLpj/La12k5JAVygREipnCMsfWaB/ti4br3hgB7ZC5FGwXaJepJma5pzTWEINzEQAjd3YdIhes0JhSQpnshkbwPniO4j1D7bLm+xK4MCHWdbLSIYUpuRo2vgHnHFFF9y83ZuaKYSSxCKTQ2+d0iWArRjG1Lw2YG3LdmyDBqCYyT9XgBXLg4DZO7Am7wT26p1DHM2NAVmxwM78Dhyuw8ADgn8xcm+euymsFR1iTMCAUNgvxJYpsCkEioZgzhGmt+SAUEX2MdbzsggCEiltKs7bYS0FZOCFvvDlxTJNz5uu9cZQioN8fdwp3kDRsowP4S/n5vb1Z2d0wsEkY3Rb8rgMl6sBOxrQ7TwioAACAASURBVCtXchPvgMV0HrmVUGPwuc4AXicZoN4Yy11HfhdZNjIu93JlgrfgCQyP8+m5/6I1/sImKAewYEwrdzfEJFE0887oKWRurUdnUdHsRkquyACxjkWzi7bYRQmY+F45jc9073MtfwCKgpRZjxlkZtYMyKV9uI6GypSQywCymQ27u2ZG/qs7KZV3AAtBYkxCYjWidwWNiFs1ZNbAyjQqVHeF/eqOWL/w8IH02CgZpwyTMqHJcAuq312/wG7ZvQWMl+0vMYEAyZVlBtmkYxq+fgLKX/aVoxtyMWpcdT3O2BEguMdLgzO4tHdGmiLSSNzwbMiSG4jcQnRM2SRzN7gfjFIH57iyu3hdcp8KJjCHsogCBCPXH0Gyk0TaJtYoBZDIgB5vi4EzdsDxkpuKQEAGZiBFQCnV4fYHo9dvWZB6aAaSXX5/rg4GpwJKReyGIiYFeQQg2oYReT8DxKY0fHAlJUCoJtEoJw6BA1Zw+wrhatTzSwyQsZOwgQuD17EQjlzPYuNdgxo7YoWMBXS9u7rIqege/8BclhcpAL8IGAKHGjxyW29ZJKinFO2UNYlQnzZ6kfKZTcTlZO4GIOAGkfxIkQ1EAGeNzRol0i3vcjHU6M5VqFtToEbPzfWIi3PPua2ya7s1MwrdvwMKgyRwHepm3gGFQZa7G+1Z7FLE9ThDq7YoiMnMP0ep/4iB3miOjN71OkrpKj4DJozOK7mJ8Np6PhmQWasEIjvOxg/uybkcXXbXDBjKJH/RLoUQOE0s0iF9i3K4F+J4wCRF0aqNufahbEi9b9xa1rPfuS65Twe4dR5Sh0bXaOcNaJyBt7nRHWADbeSYp6RbCq7Gjm0qB6qMOdZtCI6YSSSWR6WTkcVwJYEYUXvUG0lDhA0vTBK5lMz1KTgC9npXPnKT0X2FjBUAhsWr22a3gTZmzaMA2UrHK4AjcjXRPl2+1qdimYxJ1tsqcytZI2pUU2IX7cGami+AJgJH6ZyiwbWXahJOGCVjDHELRUBtPXgjNxPVEbKBY5IYKJlILbkacicRuxjL8BJpk01xjmsCCTOJjeVwj9m3ecgoBgGAdB5qSNdswIBa/8ICkZbJ1h8EMhvHxph218xoJVejhi8aW+87AIpuZ1qlxCgCirfRzpuyxRB4asjr+H0YPAtwDxTDhYYuCFfVAqF24IVdWAAadXUf69sFz8LllEnYgMwicA3slvh+1HARc9A1YfB381dV9L5bPrmbTwJ2tX3HJGg8HW/Q9Lu4iHRebEwbnSVBpXRc1DVbqS+6domZKDOq92YNom5UeygbU5mFDO4AJccydqFrpHZQULwHQqmczQsJmCUsF2mZCCQWUs3LNBKYT110bkV7Ogy5u1oSjBs08+XcI0Xp8/sl6vszap/zBpoL4YSTyxMwk7xxEZk74IWBTq4qFMARiwlz/QUM/2VhY3+t/XxZnuj0tc4nNK0JQIWJ0AkYDjgF5nA65Z2/jXqo0ugMmlLPckbGNifm1q3vucI0KtassVQcc0MTG0S0jPkXeKtOU9u4F6X5r/XJ1tv9ydYWcWzTHBfXYeTe+dhycx6X630GBH2nCb+/1mnq5Nf6ZPvLybQ9AWPvmYQjm1APMDC0HLPODAgM0bsJQgQQm/+xqVwZdjV4CEyOSa81pi8VtvX39PnLaje29Xe2DH2+793SVD/p3GabLa92Y9tT+Z07T+9jKjef039P23JP+BYr/hnjcJzAhLXf3o9f672tV/N6ufa/9RjvR51f630OEkw0yai7xCLvgEHlzLjrWefQ22H+ZWr8qWJ6r/V4vtr7qfjEZN1cxnt7Hu/teRz67/HZrcah/x7/Devx1W7Gf8N6/PeIl9dr59bZ/mE3vob52EBLtxj/DetxvC/SecObZS6v5V7DLtv/ui+z83Efel+vYTc+u/P4Gnbj0GynZ58BNq1XAtJ10EE2AvydlNmMQ7W13zFIWLiqgNTxFwKF6+nzgh5+OUzGnYw6P2T/7R4ejfd67cLFGXdYj8/ZEM9uNb7uS1tj37NbpYb/AJqS0V/tZnzdl25tACgsuAcDbGl5pDKvdjPdv5zzajfWNtpWfCwqr8B83ZeuM9n2sJvaq5kW3MuzmQAn7iZFNGAS9quZQNtQHmFmB/zBEFBovXJexvtiHO+L8XVf2va/xzL1UOutS9q/tHPQSwGCJ22bcahnjveFM0palhlYQgaJev2DGj8oXzRSZFACNdZD/+2OmdHmBWwBQAFcOP5bp+NcH2+7fWCk3l8D5cL3bpJwFUDMWgECi/3+0H8XDLB0AOHGxgKA2DYZeGKIhWskZgmsrT7t6Y/kIlC3cxnKKAWARC7Bjn1ijAJDKTiYAWFQflZlGw+sCRxRO/F5OeC+qZwH0G+9Gl/DrhDdbBIzQBQdrjsTX85vGxB4Wftt7tHdwvduWtSYcCHJnSx8zyN3w0DR+krsoSzxyTVEjPFqN0kzkOsoui8qZyww7OxZGQz/ukVoWO0kJWDwca5j6L/NrYTAatI6YxL72H79PYnCV+4u3i3JKEsywjI0SOwGlsYo0wN6zTG5mYW5G2We5A6WHnBcP9+HMp4AK6pfgfO6L82nq+H/yigMbNM+1AZgSGODwEUxCHSfrp/NYnItjQeGgvHVLMZXKyBhNY3e8VeA5D12mYxCwDBtoW7gQVpkZhwAg3+zLgEonF4pAaDAIB6sUoe6RjGoMQMbeW4zdz+BMFb9hJ4/9N794LmZLdVdMThMz9DCWoNZgsVqfHyRM4lGEM5P/xUUZBQnSrNeKAxDgEJ5ZhAYykUsxhzS8xVwgTsMhfLgGdHtV/CwmFXWeOfSAjcEYKi71ChKwRrpFXY1GjmFS7PKWUXYJQNJxiT68BlgloXfiUn44TOXJK4hidXVON4Xnj5J6HKd3GvZ3XjX491QGSw5y0TXiVghbKMAPHxN1VXKkgZ8KVfSH7zN2iMHyMKBIduHulW4Oncz/Bd3o0DxjaVRjO/h1HDSQM/A1WhUZGDJdIgCJAboO22V9ewIMKVOFLFGaT8t6mY07DeGEIM6JpnFseU//rBELuzVvHE3zCS6zx1/Rcep4cl9fNIhyiJQ90D4dPN5NMM9Pqr/M0DkfkuGjVjjv7CIuiLdL6AwV0tG+zeLdo1+IrAAJO/yKSEwJJrKmIQfJAZAGSzZPhZz3PuYNR5exSsAOLpIjOG1B9fJ+oSv4dzfO0AXQK73/9boAZPmLroMQM7zMKsAENZxREO82o3tA4PA4KpL+De2+bexWhQCc9xfMv5/cjdkPF6YOf49JrfC5Vh/ZOeK4Rgcuk4gUaD8zd0oENXYfxL2wTHWGPwMTpzPwNAFQDFQ8BLkQ9hNlUQutyvOs6SaMgly+cYmPBglPTEBSHtobgSNQLQHRkBywNAkGve8gkYoM8knkORspcbOOk+JKUrgIa0Vui4BhgnSOU9UYhLHJjTWlIlRio7Y5cBF4bwJLN85SJwRsugmAkQMjDzEzUEBd8N5jndg4H0KrHDfw4vY8P5kOxfX8f0XWWNIUZoHKbVjl5hE0wMW0RFAHGCala15IC5jlOaNsC0AxK1nrxK6GxVUSv0sEmHAfEwkD31VU2AdMUG0PwINWEa1jN5XziIFJnnnNghEHgT+PG4LHYdy7EEgmICR6lWRqiDJwMGhbEMA0cQZRY5mW8oWq0aZljcg4TGGkkbIBOZjWXQdmQAU4Djapayl1uEeiIEmuQU1zvvoZunKfJoz4gypx2d38gxcRgK038c5oeiYgiBfFuNvvbIlgcffh0ZEWbo+ipKiPIkzzrDLsoERQJTiS8CI2MKNoM46iPMzDAqlStY5OsLMdO56f+QOVR8ErMDM6pN8aVvLOZYrGJ7D/PRbk1oLzxriWgCO+3U1DvVi7OrFOMwLlzUAZXmSCWRROJ3NJ4Fx1DCT4s3ZpAQgPc71MVBQp/bY4UlhHIECg11aj2qWJwGEtYkO9mUgkIgD5+XG9cMGUaOjB0/Uv3BgeDULcwk4Hu371y0yQGB7qDFINxl4qBfj/bpyjIL9WGd14f6a4Lxma+sMJA7lZEhd2JfaSOU71zCsnYE59FIwGaPRiCi7PDWKapZcNyzTmsVnSSsQG6XrJWO6iU7W+xaunPV+l/5eOPfAv+P1vN2trHwydlpjH1gEjPKYt7t6Qa5IGKbzYMq2FSRpvmgyVp7DiLejY5EhGXQRkHibyzJ7WFmJEFR/+AjHs4mLKgIx6cG4cAazNRkvGU4MzIYkg2BQjQ2cmMKfZ0zQ5aBR4P3Wq/FRx9twQc7tNDnrsPvKBvgivw+3wQKVQVACDnohhqnZNSl42D0xWJhlIqBEbicf+ZXQNmAPBaoXiwszlvfzC+u5v/U8pXA2JBsW+93MMTV+k85LwEluANuDYwRmpASIBwFBAcLbqO8hwBjqxThUizfuRia8sC5gADyFhvPjq8yIqksisOAYwBK5lkzsdp49nN6g6EXDUQCeWWlyHeQ2gp7ckREYHFFv7WZj6/7oXAYLejkf4zoYMFG9DBxmDv6t4Ciyj4KEhd+zW2UgUU3i1zlwnEomlgAzgWEiBot6NV+PBaV3M3k+RBNWpjsoK2nXgo4gtjA2qFPv7ggIWEfGYrZRdmEAJReQ9EpJJ0TMwKwQsYMCQAGI6zuAzIwSuhsWkKwjGDDJgAuj0d/aG7+DH6XekUcBXtypKA7FMOUWAIAngcWF32+EqpWTSTwv0RZDPTWWsgT2qTE6AgKEJIPIwlSqE78VHJ1cM4taqrTvfl2NTbU2t4N9iHo0AiqxBwBzv74Rruj9SKjlrJEMfTkux7bejE21HqvjZhI79+V4OS7Hy3VpD2YzoDq6EYn/rUfR+MS/YT021Xq8XxPYOD0NJmmq5dhUk8F/DhM7tLVPBmrEpMPkDPbk91djd12MP4fpOTtqaGUTNirKNNV6/Dkszcd3ZDzU+Wym7fq8tDL369S2/Pu3nu4FoAMADIjzfWI/zsGxtt6M9XnpgFISrq92M3bXgEmSW5iFlL2bsQiB8ltPDze9JbYej/ONASTnwzQz6nJdjj+HpTXK5TidU5+n9eU43Xh9noCFhj0eNlYe+3Euzn82U+a1qxcG2Mtx0jWovzqmerAP+1HP8bBx56McGu3nsJyNPneAuczPYTlWx814uabfYJL6PJUDALAGUH4OS3ue7W5jz4fnPWxX7t6wVMfpN47r/XA9vI2yeGbeZhZhkLV1IboxOjYmycNC89PNdtwe1+Ze0BvxcGAbvrGfw9LKoIGr42Y8bFdmQBisPk8PNzTbsT4vx7b+ntcbM+S/RwLD0Cd2q45Tzwc4AZbD1pdBfdyYAOp0P5NBfuvV2F2m+gD86rgxQDfV2tZdvbDn+Tks7ZqX6856fn1O+wEgnHM5JnDgPvgYrs33aYA9pnY9bFeuHICJcmCrodoaAzoXlbmbZmuA8CCRpNC8fb9OLAFXwDqFez1uEmyA32wYuCzsTz0ex5bkdhZ2HNqkqxf2G0ZCXQAowIL60ZARMKvj/HJSszDXwOVgQPxGB8B5Xb2wawI4KA9/D/aJ2oqvCQB5AOyMgbHvHZPgfs0WxEpwQayfwCgxSJo0dyG9I7owN8R5DxWiYBHO6LH7cvsoc+nGLyhLGWVMXY7jQZOEJSGGbeid+3XqUTqaytrDjW9IUgtlI1oemm3KdM5JMghRy6PIbys/axW+Ltc/VJOWYH3B2VTVHiaG53rRSQAY1hysSbgu1PeoP0Q3CIF1QMqFbvLuaNIyeciIvAPAwYZ0htaF0uwRCFzUokAhgZsPqftsJcYwXk0cPnJSTXudClc+l/MT3EM5dNVwFEDgMrx/aLZjd82PQ9TqGE60jzO3fFzHccJJR2zsNEUuZQwTC1BDS/jKmUdeI5+CkVYIXEQxUXr8ckwhMfynscRcd2muhs7FAFggQpk50GuezcqEXJT1ZCM/ZpcGN8D6AHUYEIhtGExwjZyVRYTC+QowB64JVmDA4feDrvMgVufn0GfB+S85/luv8uiGe1w2ftGtXO8zV2T5EBmjELfCc04wK+14mMTmFMauzT/C2IftysJEiMemWo/dZWFG4X2/9WpsDzvz6/DbMCaMwDQ8NNuxuyyctni1GxcBADzQEQABQAFqZ/0AjcDCFJoH+kfFOrSIRXvz/bnITo7jWRlU6hoBFmY4Zj0uw6PPBeG6khxCMJrZLRxIeA20ssuBW4hA8nOY9MZvjYjje7wc52xpt3C9k0NJDmNhlPt1AhIYiMNlHGdVD2MjwjBWuC5dvQi1YVTU9VuvzMgm5CEWr0loHg8blwZQscsAQOTE7MT3x5EJROh5u3IswizJ4NAxIAUNtApA8qijd4HpLXNOYeeZUoAmHWNh6wbC5rJOWzxSWh29RmP3f8PaIgtmBcuDVFsC1sb1OM6FwMAMGG1wjQBgQIS37DpgRLgMGF/D5vM2fyaEqKhX74XrADg113E8pLQA5044pR5pK9VYEL/sVjCnBVMX4xCYv4dBI6Qc1bA4zQHj2QaCVWeHcfqcXRuPNEOIPht6H9i9d8KDYYke/zHzyT7uJa8mRQCgbg4HIQQRMgMUYBGNKgBk1hyca4AuMY1HUQ0Me7/Ox6ptJiCZNWFAuDnUG2mK0niORlRoH/4dMgk3KiKb5J8SCPxEnGmdzyFJYy8wOozN7ucpvzVyKYa4QQQTzS5P+6NoZ+o5HYlBjSR4SqCFvBSpsP/nZBTvsx6KKMruhYYsamrnxkc9AMQEopRuwBgNGIEBgmeMGIRB82pSG0Wz1PIXxvHGV7dw2/lA3GJUlxNNFQhnfwX5DGYugAMZ2ZLRPQAKwCD2iM5hSoa/1oE4GJ6FKkDALkJngKlRuIfqfXBOBoAAs7AbYCBYMlHq5TL6uyRmuW7WNWGehAe8sqH1Ln/LLMp3MLOwSGUm4YwtZ0dhCOgRDNShdz6bqTwMjwZFGdBvd1m4MSKUe8xlGhK+yOoic4yyAAAAwnrBiUwZD8K2jv1YVvPi2QH7WS/heuzGGBQQ6E21HodqajtmBF50P9wIg8u5J8mnZCDJ6NzN3hJWYCHaebegOsRlRiliigTfFNmsLUJhrQDBNzTb8V+3sGiFIx403r9u4UQfRzZY4/rYhibgaErHOXh8JDo2NFtXb31e2r1AdMKdnWlsJxqQO9NYjeZj+P6t3eABiHnApo/rygFFGYgBgnkkb5kExny1m/JMcpqTwZojmgBkIpT0ByIbzleg9/97JCZBb+PGQIOA8tF46HnIc3CYyWMryFdM9U85FRgQ4FWj8WAe8iWoj3MhfI+cY0G4PInSNAoMZkNZ3CfKIzKrzxNo+N5w/e6ycEMOAMvjOrmQx3UCQOjuIFKvuTsaIpCwi8GL4xyNRCzCEYmb/POQKIXYCVMLebzHwuUmjeXgmOkGy8Ossh4xNFtzSd49pdAYUUpTLa3cNHC4dIIToMOYCVwBh+oIwdVlgCk0wcWJPegUsB7c5QPCuEoagt0qu1yLnKrpuU0/VolNWLw+6oUBxXRn449ztGbiveRusknDD3qHReaI8raBheaYPoVB9H1gHNc6/xLVRP6XM8MYZ0oTi/04DEJVHY8Ba2H/o54nB89ro2QSqvdrGjvhSUcoA8PyOAsApe4BIhKL6ouoDA8xPKvEJhrpcHneb2xylbGrEpMwYzAAdNFyLscxf1ICobPOttdBvSetjY3k2LvwNzWyBwcMxceiQTUAxlEtgYLD3aFKM8GUhVAGjMDlra5r0gAcWajReb+W5YSZ5khQNwATRTxOi8j4DqIcPHfsbqBJ5lyJz4v4L/IYwzzWOUACNxO5Jp4uoOzh336T1yU5adZJylkYReeigjl4m8HxbFY20gqGUPDYKPDV19FdF64+zalw/iXMkl4LYGk3kzshdgEgNJzlXMizmerUDpUxkEY6pbQ85xX8VAGfL2Ej88RjJMhsIBD5EtQ5h8FRVBS5FeQzGEBOw3T+esYiNDygE5DZgAwCfvvNHSdQuCQb7bM6xOVwco57LU9WftTvWQTAgJEfswbBPgWI1UtsoODR5Bvv47JhdGNpcjdJWBNqiVFgPOgLy5U0ydVEaXl+gevdfBLOUuZzQaZ9rvfXsUvBPcFgbEhn5CAzqa4E4ACAGDBc/6OOAcNG494e6Qw3nhK4HdYtvJ/vB0zC11VXZKLWaaOASfT75Dp1QF/djAEkE3WIIcxNqSsycOU6xW7cfGliKL5O6C5qel0hyIaypmAmsAk9gVhll2L7xC2x4MX6Me8fKm/oR70Yf68LYxM8L4yuxtPUO5flc+weiMEgTNWlOOB26RpDvcjT8jyQZTPMaE7IQPt1UM8ilcZPTGIXxDrjHUDAGP79l1xsTvfjDce9WsdSovOneSnL3F1UfryGZ31Bhzh9QUBicarr+2woGJ+PMzs4MT73eBajnA9RPYF62YWwEGVXBx0UCVsMgoYgaWv6i4tm5ZjCAySl4F0ZqGVyJylf8n4wLmmQXPixIFTmYGNBd5hB6wkIKhojAIAZmB2UZTi6YTAxu1gvvfptdl3o3drL1d0MtQeVsg0WFr0ckZmwrTwgXs3CMQuYRPNP2aQjqxxTARoCB+kAdi/ZqLBpiDwtz+M7CpY0oWnl3AWMhcZnWtdohUUmG0+N69bzLLds/9UDKXIpnYCO7wfbMNI75mG3BEOqxuBIhl2LcxvETBxNsUDmTCyzGDOLtW0Ekux/UxrPGm4uR6ZTRDt0KydWNaR1fpbFbuMB4EBAPZuH8FmoOuYRQ0ODwMXowmyigrYEgkicGigqH+byMTYs6xcwjkY7bloADXICPJFA1mu56KewRmcKQ2CApCxQ40gnS4YR46R5I8Q8M/DCdcPi00cqBhaieQaSbReYhIHAOgTzYx1j1DmboG6w1VCn+vRFbPX9LEyf5I7Qobi8ZXMpt8HJQ3Ynjzp3typI1U0puBkcOMc8ijKJMUjjX7TKJxn57X8CHEQcnPtgJmH2iNjEPbSivBZwEKV214Vnl8oDA9vGIpf8OI5x5MJg0f2qRTIdQpFFFNpGkQsDKMowc2TkMsYsjuskWDEWxOexoM/EPN1/+N6NvnSl3yWJQl7rIV1iAn6/xmdVY+ZIIRglsHipFo4x0Ijqckq6QjWJZ5X1DJC1AYABiHMxd4O1DNcfRTeOQSJAXBcuh8Hsw5EGj+KiHF+P24iZjQHwIsYquSUdVijOlrccibAGQs70fQ0fHnPSimenMYvwGAsnuDQBlkUxRPMw4oMAFLEF6w51P5wfKRn7HeB4zEaZhhlHcxrsVqLMK68Bhkzs1vGat/EcvM3v7yg784Cl01xRxpVFq375x33nC66h8LUel3afZ5oBHCUtEYGCEa+G5mORWwEA+J0cLeOZZJkD7pI0zCDXBggRJTBbWVs0vgcrCDgl/k5EZs8tWV8FhmMZKsuAG+i6mmlGe2dfFYje73UsQqDgfWxwdiucOEuNlpfHzTomod6Ph+DkFgzEjZhpENIckY4osYPbpjqihBv3Sn0G3s+MwdTPwvH36rO9Gnbz/Uf7GSTsNpjZ1M0AJCpc7RlLITC+KY5JPsiRpFyJsEDvNYQKUQNF78Fh4TXVp6JVG6HEGFHjNdUyzIH4yGbpzm+qpYXa+JIBM0rmt6kdnCv9D6Em9JBFWBfSRwF7OWaQ3A+zRdQ27LZsEE/YgxONxWTaUC/o++Vs/Dy64UZiIel0Rr/yv638vO48OLLEUx33ZGUGXSLdAeDkZdeuTM4y6ySAhe1K4rCkHwYFyWVhC99HJLijzqCuhutUNmQdFWka16aXSLj237Y8u7NbY0lD1MnApkcokaY6g1kHuoTdTeQXNQzW4XrTAbVELhfpoQwCYRZjCirD+9hwTOnWkNRro3BdM6sRS6JujZii67Gbi1yKGpnPMy0i+RB1wa6sguQvi33ohkJeFxJLWPtJpJZ6Gr9egLL368pNFEY5fjAYtanySdAwPuakYjIxb+tL2DxbHe4HZfh4yd1hH8DD5fl1CZ7Qza9w4t7w6kkEDhaiCgpljohJ3Itn4soykDxeH0DywqugCRzRoB3PH40oFz3QBFOfl3GvL8xf9fH7llmD8mz2oV64Ges/h6UxiXsd4upnuPNrGSiLrxWx0Xgff2aKX8Pgme0MqGg/3/t2l14TOR426VNcxJjchu77KAELRftUpDLruAhJQXJr2o9M8mq/R5tjUlwnActiVueAABQRo/Dnn/SVBjaOfiMMrynAmPxeDwzC5+tLV/pJqeNh4wyInq/v8PC7QfbKA4Eb94OvEujntaLXN/idokx81uL2ru9ZxLGt5HQilwSNmY3dNNXVdjCr8Pa9Pdvfbk3fVPvOPueZXFGeqs8GCi1Dm9CL8m298aKKaJG/hdaR28n0xsX3It4HI7FWSbrEv1lnx+Z7wPW7wOW19cYEZ+mYXlfLsN7hT4OalqlzjcRuCHkhfuFKXWAEHmYRDCT6tPzw+sgkz+5MANk4sDhdQiBI4bNMN+ARZkxJQBRFI8IMJvP7ko/g+SOWlaW8AO/rros4r1J7QGn4iYbVTC5fX5mRXQJYVcWl1q+uWWfnlxhAxehvvXKvSDhA1QsHCq6DJx/lM9P63ukPBcjjpSD5FqBsxkzQ8kAeTyOQ/Wn8h8Y4aJyHGz2bsFx5X+2iCdnPjclJNzZwZITEVEu3T7+Dxtfnnh/dhxr4IeBS4EYug7UJdxoWywwElwORe+NUBk+Gz4TrJ/H67M4JIMwm81rnp2oExDfC3+/CqKhnkjSopYk2PDz3eGOAa2q0KHrKRPTVM5KCEcCY3IdnkVK9fH1mBzYwX9emHcp5DBSNlhzbyHXZ1XBij4ETvdpp9qCvS3wOgV9+25ik/fZAwX/2BUPaJlyRW2l8Qo0BwcbnOZpZAkrCQU29d/UiS8ppgkuFGurXJBUbCBlPHdJnd6haIQMPDfylNvDzRFCHjrs4ELxhkN86T+zxNaPzeDASAMk/YjO8PjLJq2uKgmqSgAAACiRJREFULMIfvuGJvJoD4X3cQNbYlUc9XNCD/HmUdVUmcb0moFnUx4zDLJTYIyXkuFG1kTNWkekNzIx4Jn5WY5LKA+wdEHhwkMu8muCaTQ4UvrZOrp5mpm3U3fyOt6YO9UgsXDmy+c4+GMM9TNH6mN0K90T2ydGLS88mBwGziPrZoV5kIGGW+OS/mW0YPApM31tzo6HMS1xoJDiV1SIXpm3JLM2gccdp4hHPX+H74hfNi99MG1//xltTv2WTzN3YshlfVXI5Sp/urbEuHwxzE2lq/8BcF/dWnkWmil17sDY+Cz5u9Eg8MlhY6OE6dp800zwyrPZicyn07TYFCBhPpxQ4RpIZ7jwD/hOD/NYrZzOABWUzd4NcyTuQIE8yNFsDBQOFJ+c6lDaSmaUwS+djKm3/69KMLTW2JucyA0lm0bbrpGEUkMw6fJ5GO1mvDsauYEC+LrcPQKdRErsfXbhezk2xodWFK1CKbpDqCZnk8fodmzZlXSOw9F0zDtV2mlZAi9MnTanxVpmw5d4IFwSjRYq8RMM8wMb5COcyah+RqFHUv2viyU2sJpYpGRM9XUERhcKlOvR+IxCoe1ewcIeNntvVSawSguQvwvXenseh2Y5t/T021aRFABR+Z4QNy2l6ZQ82jL6HqgDhyIVnhWsUw9s67ZENwKFz6VpZTiKYnxHNrO+ImQAUzblM97fNQKHsxe3l3cy7T3Cs7KM4DJZIB6mb+dct7KNA/6dR4L5rxrb+Hodqa2sApal2GUiiXAVTO9wDa5OXiDCeuKtAyFgmuJ4KSC4LgyoTqTvIklkCMIyYRllgu97c8Looy+izsPawN/Yoj6HgUPYAYCCW+Vqoi8vxP3IMlbqb4Z6n5l+xuwFApm+OpUUNwRNvuSe/C4dZpLH74ZwI0zDAyOyk759omlyNHZUd5N61vLoDZj8GYAQMMEh0jA0JAEYi1XIZDYWtxBzOhQUDgBwmu9CX7q+tRbieq9v4eP1+ZBKwBlwOg0VzFUz7eGA364pYJGeaxCScrczYQybhMGgYdA8yXHRvEVAcWwSGD3t9E7OPggLfO4NBOGria/IzKHMwC7BW4f0RGNXNsI7he8iF63AvggNa5d6ex6b6mcRrxiRpFJXBEn2uwRqKgMG9lR/CfD+YiIASZR0ZXKVs5hAYmvWRA0VhpFVZ02maehEC4x1z6MKMqhGggkMZhJfHG4AwqCJAZe7GDfC9iW5Yk7DbGaqtDbPrxF4GDc8XdSyjYNIeL+BhV8bJMw3/HEPIuydR3VyWv3Son7iIgKDgU3ZgBuE2wKKvW3jX643K3yVRsOATndwxfmufMGOxinMVJJm7ebx+4+jmldYTk0zMAbfD7geznHgQTGer6yxwnaSroWrWi5pYf6jBXWKMdAwbA4Zk36+uSOd7cD0KCi4TzTF9V0bnnpaYgV1E9qcBxBS/tR/EUy3D50Os8j3iubOM66foZgLJ2vQHL24isUwodsxSy8BVJTPbyaAauXBjcC5E52RwmGzjMzJcz3Urc6kmYUOye2BQcuPqdMCo8Rl86rI40mNmxId7lREYFCpcAQB7H5nELusbfgYwXlPpVIHh/nFp640TnzxB2L4adCnPTmfqVlDwi9zccJFG4R7MaXYd2+FyqoNcuCy9mHWQuoYouQXjRgzCIFFDRPel7lK1x6NeODAwY2RuZwaDahF8RJEZhd3NUG1n1hdNMn01+dtlUtETdZpeAocuCSz20f1rejeXG7u7TDPXWbM4Kr56poBRmeotUSb6gPMe7Op02h+DMHJT7n7EtbAgxloZghmO8w8wXKZJGExXzxKqLzJmvMa6BB3J1XXNXQ63R1GTRABRajU6rWMGcGChBlCA8BxSZ8TgHB3I08ZlILBBuVGisRF1N9ybdVjAjRlJqM51qVhXBnk2Kamm91xygzxJSJlJWcsAUu0sN8LnacTD4FWghiC5X1duLIYFkBpIw101cnobbu2ErIbINve0Xkj9npW0fs6NoB4YMMt0kkuJxC0fAyu4KKf2bKb65Z0bURf2zt0w67g0QfQqZ7XIMrg8yx0uKdIpmlFVncX1Bh/Wm9/Umwfw9OVxo/I6sQEWfmXRPvtw8ayhLKEN7d/BXXowBpOM3LRFSXQpGNSYETOggXl8iUdoOUOsDBtlZ9V49hvaifRa9MJVxDaunio/BlfCLMGhLjpABGCuH0DJmGSotjYNIA+7tKen2Vp8o5ojUYAo9evL18wkmlfhY4696kXWaGxYZoRoJDibCdd4Y2cDg5c816NGjPZz77XJ13zP9E4w16FCPmIhZv2p3m1yX1cSq83CMQm7G3YzxjIRk2C4P/+Qjb8JfvteZ22FDCOCkaf2KbVnjCHfWkV9GnlwaM2uBddD9BGN5/A52MfsyM8Asa0d5JPbYXBmjJG99+NdOQO5BBDOrLLBLTci4W/EJhGjCEg2NqLLAHGf1mxWjnK154a9XY1Ri//H1wkor8FCmNnLABG4HzYk6mGXoo3NBosG4thg+uI5f/hG/9vmEdT1aWEWccvVswi7FBaiCh4+xuEuz/fBmNGD3AuAgeO5u2nmYf/56wFAYPa+b5N6pzawzq2I3jTDA3ByjF2TazyNoJyuWWfjQAwoLq/A0ME6dRPT65/LxGLUq5lJYEjWNNrj1YCYUM3PHAYCQYSkr0H86yaBys+pyTTs0ykGyhwRS4XuJs1h3Ti3k/7Zc2WvYXJjW++VKIX38TH3LjCxRsrJeN0R9j7RI57J1llvjCIRbZwkltMXBNS1lNyN0zmBW5kmayXjRK+IMnNFbqXkHnhIQSMZuB9O53NnLy2hJpkimrPlSzCCyt97jyY5Kwic6BOW0QbUDK3R/NXrkPyLRF44Zi9o6fu+10VmTJ5v6nu6JgZTKB4NPaD+kgHv1/R+b3Q9zl6reOV7L9Wt2VZNqPE5Ou7DdfDAY7rvwN3YR2tmv/RsVjK7Pe3jSTZK5RGAlOZdQo16Jn+NCL06Gdxnbg0swVhJlPmMIjJlwUx7BMMM7GqULfgePrkeXaJxHZzHeZBnMwttmv74broAj+NEUwN4uiJfv8gkNm+1XmQI/a0TQCIR616c1tDRMcjasUT2NQDSFZ6GPaOkt+WDkdo5xxGl+93vULQu/X3MQwh5JtnrCAWDE4TSU6cvE+QdpVSfClVeVKtgIJDZg//VE9sKZL72pPnCP0UikMz5EgBDp+khf6Kpb2YUvE2vXwbQcRmnSXgRgagpfI1y0OM4WsKEJnZD7KaYrTzjLIU9vLuJgMmN7jQKgcU+LRForahu1KFjLCqU9bcl0OzVFz92xGzH0yl5xlyelm/PttiEovlbadm2vFLBmdpw6dM5PFkJ2zq5GlMj/1IW5VA3X2cqt5n2zefA11od9pew39Q4+LvXnTMa/5t4U62tXhalPPbFY2BtvSn+jay6G9YE5ibmJb3C4hdXrto5TQL2QBmEvTm7fRto0G4Ayf8AiOqvRrvQNIEAAAAASUVORK5CYII=)