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href=\"/pagamenti\">Modalità di Pagamento</a><br />\n<b>Contatti:</b><br />\n<a href=\"mailto:webmaster@soc.chim.it\">Webmaster</a><br />\n<a href=\"mailto:ufficiosoci@soc.chim.it\">Ufficio Soci</a></p>\n </div>\n </div>\n\n </div>\n</div> \n </div>\n <div id=\"content\">\n <div class=\"breadcrumb\"><a href=\"/en\">Home</a></div> <div class=\"content-middle\"> <div class=\"node\">\n <div class=\"content\"><p class=\"pretab0\">Home Gruppo Scienza delle Separazioni</p>\n<p class=\"pretab02\">Coordinatore triennio 2025-2027</p>\n<p style=\"margin-left: 40px;\"><b>Danilo Corradini </b>- Consiglio Nazionale delle Ricerche, Istituto per i Sistemi Biologici, Montelibretti, Roma (<a href=\"mailto:danilo.corradini@cnr,it\">danilo.corradini@cnr.it</a>).  </p>\n<p class=\"pretab02\">Consiglio Direttivo triennio 2025-2027</p>\n<p style=\"background-image: url("images/menu-leaf.gif"); margin-left: 40px;\"><strong>Aldo Laganà</strong> - Università degli Studi di Roma “La Sapienza”, Dipartimento di Chimica.</p>\n<p style=\"background-image: url("images/menu-leaf.gif"); margin-left: 40px;\"><strong>Martina Catani - </strong>Università degli Studi di Ferrara, Dipartimento di Scienze Chimiche, Farmaceutiche ed Agrarie (Segretaria).</p>\n<p style=\"background-image: url("images/menu-leaf.gif"); margin-left: 40px;\"><b>Tommaso Cataldi</b><strong> - </strong>Università degli Studi di Bari Aldo Moro, Dipartimento di Chimica.</p>\n<p style=\"background-image: url("images/menu-leaf.gif"); margin-left: 40px;\"><strong>Cosima Damiana Calvano</strong> .- Università degli Studi di Bari Aldo Moro, Dipartimento di Chimica.</p>\n<p style=\"background-image: url("images/menu-leaf.gif"); margin-left: 40px;\"><strong>Andrea Zattoni</strong> - Università degli Studi di Bologna, Dipartimento di Chimica \"Giacomo Ciamician\".</p>\n<p style=\"background-image: url("images/menu-leaf.gif"); margin-left: 40px;\"><strong>Anna Laura Capriotti</strong> - Università degli Studi di Roma “La Sapienza”, Dipartimento di Chimica.</p>\n<p class=\"pretab02\" style=\"font-size: 13.44px;\">Attività 2025</p>\n<p class=\"m_-83069487692277141Default\" style=\"margin: 0cm; font-size: 12pt; font-family: Arial, sans-serif; text-align: justify;\"><img alt=\"\" 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k43NuB8ki6J9crJWwcn6QbmneXwsvKzldOnScl0CcXmVXqOajtS+BUnfcV4zAVXnSnFDmFIFJznyQgkoLNyi4iqS7ENZm7G+91bfvOIsjTUn9y0kkmjxAtEPsWcvqetsQsLDguLcH2kcEdFnmMYFtj/unSdqLa6TV5z7bZLjolORgIp2WKW1WbysLeNk9UteZpPwfbzs3MvL+mZe1lfxsv4gJpQd2vH8RPFfhOTFW7t7skrj01YeTE9fe2iZf2XDzvS1B/anFNVRX341nTDvO3r7s8V04N3P0huG3k9vHPkAvf6udHr1LSk07uLRNDZ28LLevX//8UeHI6CxojaKZx2Vjo4DVgTL+raalxxvc7L2HX4DiWFkRtKet/aFe0WU9Cyz42WdXRMva6s5SZ1nk9WPeaLvQsdjko1hVBSNW7Af04okxhcghNZ+nKyt5GTtPY5oiwV82Cw5wUVF4mziiD7UOicGYl7S9jLriaRihh+08KkrOVl9V5T1TS3Xiw5bfQidWYzk6gFiwit6fnPiA9E/FSRtmig73ZxdhR4es/hxkrYC181J6iGbpFawDpw4DwqK83Ne1h5nhEjQegqyjhm7OYjICZda19ge0HmZ16QHE4L0SkHSPuaIOk+Q9c/MgVPbx0lqk3nc1gQURN+yjsLyEX78cMQya6or+IyD55RAWowMWHJsoqNfey5HuCghidP8blmiiLaGk9T5NlldwMmwUlvkZwi1CZoT+yFhBFZmdl5Z3xVqAeVl9R5BcTYFyekhXtZfFgTtOshAYSLBE32baHexAZOXtI8tySAWs6Y42STHJGf6AZMkaF9xovou2hxrv0hgMbcpFM8SmYsVA51g172CpE+3Fp5ok+H65SRtd7AtoN3O7tDBtBALkuYBUUGGMN6ZIKjXQ5+VJ9o4XtbWmAMpe48/Ho0LWhAGXxW0IoV+J4Wc7HiPk9UMZg0kBkjw/mDbbUVABaF/F54Ym6xJEay1nGJM6CEMkjhRH8rL+gc8Bn82uDvRfgZZ+/5SAhoraSovG3XBYyMz/QMbrJiQM4O1Wta/Rpxx8BtZEcnF2go4J9E/kvF8id5MkmBpFpTEl0DU4ZZuzw3Ly/oNgj2xnLUh81l8wkuORFEcLPJEH8vLxqcWiYS3IoTYnoZtRcWF99rE+hf2TNTVnKTP483+ajfrV2RMTIdRm6g+YYUQsVAVRV8oxQ3dz0mOj3iiT0IiIgvVIcZ9QTISVBnRX7EmZEECmgtpMl5Wcb4Ksx07DyCJ0SY5XmDfdq9h58Frw6ywZr97l00eyAtEu46TnY/Cosm+t7ih6L9nWAQNbnyBGJ7w9s2LajIna1vZpIx9b+rTVvvmifqKaHex7xBtwiKg6AsEoq+Qew5tCnkvRbykzuMk7UNYfa1+WSDOBnhrrOvgFHWQQHR4MtAvwypsTfbRZ7zDoV9moUBqkFxjwm+eN0hAy9n2zJqsnVIWUBbyRfQ3EK+Ma2ffgvkMmtuv+Zyt3AKQUmNhrKD2by8EKYr/UEzN+OFsT07ZyJSV9S/P+rRpy+xPmw7OXHuITlu4jY5+PEBvHPoQveSaidR+0Shq6z6YXtR3HL1aTaWDJrxAnf736OhnA3TCBxvpqEczKSeotFuPQcegt3hq4mgJqPlBOQ8KkuqzXGo9BE0SiP6N1WHzsr7U6pRtcCkSc1BlA7mszQ7GKnVkMX7E0Uckzk852cjnRdVvWcM4SZtjWk3YAHRQlHU3ElewH+LwBEG7UiDO701LWiIVFONzUdQZEWsmoMFzCsR5wEaMyYhBYsdmMWra1+jsQNZsRC8OnUTwivaA1YnAbWn9biGUgJoZueyZFWLQhYvc6jRFUb/4WAioIKixPNG3mtfFOq0dNkXvF3SLd4RLRyCu+8x1IIu/nIDi2JiRY9C1BmyTcAWPoej7BWJ8wxHtPsTche6LARByVdZz5iXtVevdIrGI4+Ivg4tOIMZym6ylxIrxzFuAcItIBLS7oMZysr7LtFaCgOn+0PMBsUS7EpOP5rhVycFCPiwCGmx/1gD2hkV2gi7DhZb1W5CNCsQvhx8/FLysPw73KdO/lLW3IYRurRNF41yEoYSHAgAkdkB3Qda2N8cwimrz5Cgyev9RkPW3rYkH+76I5rEE+kG0OOLQBdn5ozVZaENAifN+0T6kCeRckLX1cAW3OkUH/2mCbLwkKi5GQkEiTFH3X0ZAUVwBhA7Xzt4H0Z+zSIwF83szvmwmR4zIH5482GSVFyRjrciOa/ZJJmEJDuyKq1yQ9QBHMGFtiTNGO+DNMBTr+3gv3JovCEO7iLJzFSMETFpKe6QlDMcioDrOd0gg+hyzTdOOiPeF5U2QjfWMaLO+xai22ZywxjGwsA8+YWCk+7NJ+gwc23xO2la0d/zemoBiUuyimATH8AkDY+L6nRVaGAAKEsH33ub46DPN7zgR3+I6nh8RMSbUAi9rKZKSWMsmtUR9UxT7Nseot0tAJS1NigP5xPNhE6JHkRTErgfJY7ITYUzbrHclyPoXnTs7zmP7hhBQZhRgY4mWbo0j3RHjSYzPLIMBL6vZ1gTzVCagnKyPFxVnqfldmYaNIy14BsHtD7AQNF7H2HBK3E8UJwnu7DLRm185e9baxo2zP6M0fdUBes9bX9D4CS/TnhfdRrluCdR+8S300uumsN9ufTKPjn/rSzpj+U6auqKOpq1qoGmr91P/igaatnIfTS2qo1cmeGn3Lv12SBcPt4ef7/eEoyOgpmXGJuv3tt6biVk/zUgLLI2y9jWC0/G7QPQPzcEJx9VXKMpwNuiFwm4fdcY5Ib/37n3932GxQkfMLBBmJnqbjxOWHbhw2EdPmMtsMH4PI6BNoqy2ITICYZ01uy6QybNCOl/cizVTxfWHxz+FElBmsZL1lZHi246ZgEr6bea27DkfRIZ6+DYAL2mvWdf+SwmoBY7oBi/qy3nEg1mDR3CQNWfu7O/vYY3E9mb8qM5c7+ZgoWdHSrJCBZPwGX57BFRQ9NsY0WEZ9/pnIeQO777FZSxqIIamJUHWlzKxdFMwnRFQk6TpmaEDKttP0RNNAXcMfCxerd33YZMck9AGTOuuM4fjEiNagUFckHyH+C7E59ntA84Pto/M4DugmFhFar8WpF4stnMPI/4mgX470vbsHcnOveyYIQQUFbd4WfvBbI+wQifcFbJ/87NDKAyIW/AczaEnv4SAQikB4TjBtvhzjx43WpJard8ZMSY3T3KIuhZx1Na69oDJAyfpXpAS06I9JDgpMidJ+JsREsTbxvRjVcbM+G9nXfAeK2zSQIschrehUdZ1c5L+k7W/RUBZm5YgP9T2PSDpRiROxGSbrniJxYa32g5tVxQHdmYxuYLaBUQ9NtaIE4nTnJgQ5z6b+S11DCWgQa/LivYSiiwEQ3w6I8EK/6IPxSQF0mnsXUj6j1bcaCTYiDoD7xyue57oa+HiD10fiYDinjiirpbYdeL5OhaFk3uAk52jBQWTKNPqx0lODffZmoAahyI9N0FWX8R1mc9f24y2jd9PVQIqKNo0UXEeMPvAtkTzSEsIEa3iJf05jtPJqXBfUZxATHn3+wvSVjQ8cu9nTbvu3UDppA++p4MnvUzjet1Cue4qs3DCxX7Hiyvo1EU/0ZSiWupf2UBTV+xl//fmVVJPThl1Z5e2LFkl1L+ino5783Mqy0Nojx79l/QeE5Yh+zvC0RDQoJWrHqX7Wu/NCN0jFgHlZf1bdBxwPQoyYtYsAqPPDN8vEjgSTzDAWh0Yr+gRYxlhJeFkdRcjYyx2yrSYIb4GBNS8FrVKFAe10ZmEvJBp6WPu2CLLGsTWEe2pFgLaVog+lIAyd66kvxa63sKxElDTQmIO9ILs3GhaU9vCTAprm4T0SwgoABKH4H6eOCYLxPUuL+k/B93PrLNkbm9Z3xRDHJ26IElC1jfC4obnbJP0w2bIhyKcgMJ1jd8FWXvMIr5wDXKy+jpPjLdgHbQWnuivwO3N2gYIkaytj4kZ9n+wvlgueNYeRJWFcoTCZoO70rkDz9dM7mFi1m3AyY7RSFhh90uMH2Jj1e7h24B4ikQbwslGhqA4twnEVYLEIdHu3M2SQSQNyRjmvQiOiFncFuSeGFwR8wjLmHM/LzugadkGaMe8rLGQlVACytq7bE648J44WStEmwx9bpysz+VkdSGIp/ldJVIh6KblxeMnoDwxoMjA3LG8pO3hJPVNnuiInQx7Z1oOri147T+GW9MPB/QlNlj+FOe9PDFyeWJUs+sPuucR4mEj2lOM5BDjFoRwmNejonjCfIFor7e6Hll/zSZry02yxojO3h78QGYNNwmoSYA4yZHWzns7nZf1j0HEzEmQ9oa1HYimqLhSURBCVFw7EHPLw1qrOH/mZaMYpDjoldkbmYCy5/NsO+ftIMUk9IA7XyDOr0TFtRPJUoi9FRTn95ysfspLamPwu/quh+SKmHUvSLqLl/U6s5Ka/nV3nmWkt0IkAmpTBnVDfLX57A2K3IBI1wmrLdM/tpsuZ54kom/oyCvaQBDQ4BhRB6WB8P2RXxAyAfjeSoo6FQmoQPSJouI6cFirJznC381E1LIYO7cLku7t0aM9xYTfIQzjdNanhFjyfyngscR3E/77KYe0VXW33ft503ewWI6cs4z2uX4K5WM02uvyMXTAmKcZgfTmV9K01ftoanE99RVUU0+gvDXZbGcBKcV+g+55nnbv3A/uwLHh5/+94KgJKNFqbYrRpqKP6cYNElCif9NJ1M9E/BkvawdaZnkub/h+kRDDJE+0xmAsG1x2w8O3AeDa41gGsumGt8kqs8yGElAOMTm9WgL+LfCyOuXEEVDtrdD1Fo6VgHKS/qhF1kXiykSIQvg2ADL3TwYBDQesNzzRbxcU57cmuTHd/rFEG9VBFP/EyzqLpWMdsKRHtNZGQjgBJcQkeJysFjL3I+uQdUYsWGJX2MKSHYKxpVBHABluS0D1YeHnZckTxLX9cAQ0VlCvEoheZlqGnLt6iI5+4duwGEVJexjubHMQZwPQtwLRM+ByRHayRQaPhoCK9oSLeaJXM+stcZaBKIdvA7SnAyoqjn68rO+zzon7C39mSJTCPZnfKCy7SBQyLbO/iIDKxizTZR18Z8EkpPBzm0kmcMGzxJyS7keRjBQJGHgEJCeK2rMc0febbRJ9jrGFvyjhnzEoz8nidc14XzMha0Sb6zFd9MFvTXHRGDMmtmMoAbWJjlntvTdTOcEkoEhiw3am9JURsOLZkXiI7xOeAkHWfgD5MkMsWJhFPTw1EQmoGUPf5rwgXaLi/NYqkoH4cEinQZGDl/WtpmKH+TzaI6CwegvIzmcJQ64KXnJFDBeIRECZnBXRGQFlRSoELT7SvgjBgNfAtJS6qCA5HmbtTEpoTUDFIRhHWu3Py+q9JgFlz2HTqUpAETcuEme9NTlvTTJ1RjRjbYNo92430e5dg0u3m2CoopzoMLcJ388qsMA8QM5NguScYVnmTzTwHZkKBNocXtZeFmV1CuLYw71VJwICcaSJJDHPJuljw8fS9kE78rw+QJT18ZESzkSiG6LizAsWoDjKY/6KmJC9+5zZnzU9n7aqno58KINlDcZ0HkD7an56x7PFjHSmr9lPU4vrqDe3og25PKolq4SmFtXSSR98R+0XjaYxsfE7fq91rY+FgCIOr/XebQkorBaI2RSI/oXV0XPEYDJGR0JsbILAS5qZPMQIiZEcvg1gJjloZSaRhAVUZdu1IqAgfoppYWu179ET0A9Y/FcIThYB5SV9UsszNDaRmMi6qifSAso6ojD3WzjM7FWj2SIN6zEIH2RbrA6Tk7T08P3aQxsCypkalbxsxt4GE0e2IFbQzCjVZ7detBRIwHB2fY5NcoxFTDDTYA0hoJEIMSzm4mEsoCzL2O76NphUdYiTHW1ILMDL+gCBIFGKPf8SJLiY8cnG6VAx6K6wdrme3d9REFBYQAVisNAHuIVj+cihFyAAgqzvCCeggqBeZYac4PvUkcQyH7F64c+Nk4w0XjZSOKKnC4p+vxD8jlsTUDUz1K16RAJKnLeHWEArbZL6JOTWws/NJHvwzoh2H769I7ng4T2BtFb476Ew9XpNt7WouLbDZR+LQVVxmQkySNbjHS/jfiNfj4F2NBvxycGBPoSAggAlMOIUfl6mz0n0ZSYBHYrzwAPSUSD6I3LccNN6KusFHDf4QvQrLM6aT/gnLyXcKBAn89gcjoBCYSH8vGjjvGQmZrEkKKK9x3GDORAGvC/0t5ykTheIzo4RiYCyWFyis3hduMg5c5LW5v6ASAQUoQS8rG1hx2djBAhF2/3ZdkRvjs+XiJNtZ7ngLQIaK7jQ/lrtLwTjWE9lAmqqjWhFiLkOJ5CYANiEBNr1/OsP8bxz/zXOtEODJj5HB016nt502yP0wr53066dr2dEFMlW7VlErTETWfM2SXWxSfYJAsslkNV35LihLAQD5wE/woSal/SFlhLCiQIn68uU3rc02djE6mitoP7TbKJebO89qolX9AfD94OKhEASt4iykX/KSVv58qpj53zVtGL6ku30kusn0a5nX09vHPUQHf/e19S/qoH6V+w9ftIZYUlbtY+qyXNp1wuuQ3LDAnTa4dd0quNEE1CL1MDdZZECQdY3WjI2rfZVHDIGbetvdKqIKWwmE7KR1aVvizyTBU4yPPhozKxUvQGJSfjdigH9JQTUHHCtGNDWOFkElCMuAzG2zaEHskmow4Fa9SHEb4UV63g8BDQYF/k53M7YP3w9AKLCy0a9dV022QyJEBVjfnAww+/fWhqZrfYVtJ7IPg79LZyAWjGgvKKPNO+Lvc9SyzUfjmC8basOKTQL/ngIKNMyJXrAtBI6mwRJbddaD5UDdh5Y3SUtYrwmy7IPfkuc4IDkU5ttLCCkAdqlrD1iwkX0nEjuJaY7yt6DGQMqBDU9kXzHSfo35veHttZ+zGn33m21K1vHgKqZoa4yk4BqH1sElCf6vNBjIwMbYQPBSUODTYhnMcLhQELVUWvMgrApzvd5xbXkcCLzwe+UEVCEVkBfkylPsDhmRvIOwOoW6VlgwoA2E/Zzcxa8mWCkf8eKCoTB1LF1sQmZOQlR3SYBdeaaiZPOJkiNhZ8XhBF6wME+ts4mmp6koyGgPeyahBCHYF/S2IO0rUjG8w6HQBBWwPqtr60CGQDul1f0AqnnMNO9HVT+aH2EFkQioKbVzJEvIdkN1ymrBVaiXCgEonslO6ziTBljPy+5mJzSfwoBFYg+Q7InQqGjDfmMielPY2MGN/W/65m9E9/9dm9KUXUT+AEWeFhnLN9BRzy0lPa5aRLtesGN+N7YfuEE1Fx01sewfoHFtBttxs7jgUD0+0nP4Yd42WA62FA6EdiY4izjZD0rEtkNcpojPu9I3AeFJfAdI1Y50jEi7QPYRC2L9BrexBEtLZLlFN8AU/OIUDzlN4Nv5b7YB79pWg8rZ4/O/emlN02lY+duoGmrG1gDMGM5S9qQyF+y+Apq6PRlP9PeV9xBY3sMguZcm/izUx0nmoBiUGX7yg6HFCQV+Jcj+mKbPIQRDma1IrqB7F5e1kpFe+JSTlERsG5qIjKiEMxkF7WXLLkUJgIuaHdBK5DFzjCNRj3b0hA9GgIKeZjDENBnrefAy/pPPaT4q1GLOEaKHwT3Equ0dIwElJP1IxJQaApCrDpoeQXxrsRzsIghSD0nqffjulpIqvYtLGNYf6wEFOeDRcR0I7PEgHU2Ub1XINrNNjHhClwvZt/YxjonFghKY3+W8Soz6SlGQnmiL7HIJKxXrFiB6RrcIxDXMpuiuoL7JUQioMjc5iEL0zzxUN8HMQy95lgh8RJkVAuK6zNB0h6JQ5bwLySgSK4QZJ3poUKxgZP1R8P3DQUnIUkNBNQU7w9tOyi3CqusIBssNoy1ITHhIZCq1kdpDU7Rn5J7MoktS87qhS6cGSfJBn5RGyLIBiMgpgtXb7RJ8c3fqCC5PCYxwGBllFkJeRaQ/MfJ+gsicW4RFdeHsOJa6zhRe9lyOyNmG1qdyLwH0UdlHFE2mAU0SBwCZoKN8Ve8Y2YNIkaeFRYBPctwvU5U0oHwuKC4vuJk4yUr+7s9wDWISYApOWZUwQLLyY47eVnvKyrGFdDTjZVVNy9DSN1UPGDSbsGkNUHW34FEFus3ZH0jCkKEHh8xirxiLBSUxB8gndONxCPxAwhaQM2QAqbLSZyfxgqM6J+G/sokUcYWs+9gJLUSnhh2XmLkWu2PMycwzYMtrE7MksysxUzuDFJYLDkHE+4jEVBM0k1vD1NBaMKEMXQbJoAv6wGmhGB+i7u6c4ykmRq5sj4X7QPWYV6CdFRbIhCKSASU/S5qo0SoAyhBbwjRF0C9A+vwrSIuUiBOFHUw9UAlPfOsYHLifwIB7UoGo8oXSyQLJ4yxsYOojUugIx/OaEpfs/8QckhahfPllDFpx/Q1B2hyZklTwrS5O2Ntg78XJJ2pV4Qfz1qCiW4rIiW6HitMlQjjU1jqMYaGEjumwhLmDUPlKsTmi4oLRUaWo2/r0qVvqz6ZGYyY8cC5UCCuzzhZezmWH4z+hb0fkERBMabxIcUJWL+hxN8m2F3LJGXIl0jAQuGI5n2IOpSFe2AiI2pFmOQFk+o6Qr1EIFqaaE9cItoTV2BfK5469Lp+dbhzS/nZG+m6254qgD4ndUydS32FNczq2SaJ6AQv6av30+FzltKYbgMRPP0jWH/49Z3KOFkEFJ22QJyPMFJlWXgg1C7rAUHWoaHIiCLcnmzAUUzi0IdlWRsLEbPFXPFmp/oDLxvZEIFHbCjLQjUFrnfEigkXW9dyNASUl/V2LaCCbDwG/VHWAZhxdSUCMXai00R8KosBlPXiYyOgR7aAArxoDBGJiyVHMAIj601MUkXWcd/fBK2yGEQgcM0sMCJxvQkXBUjDsRBQpn9JXI0WeTDfn2lh4WV1Ly9rEJAPys2YMZk80Rc1Z7sbxukYLGE1NAcc9m5/NhNO9FWcrLHsULxD073jSGTnPYwOKKrAQA+zeQIg6YVIluGJMY6Ttcc4Wf8ZxID0GoVrmW+RjuMhoChfyEiHpKdb7RPtkZO0p3hRd/OiNqtl0e8VZd3PXKk8nptxyLTUao28pC0TJHUirOqwmAcHWDw7ppkLySebkIB4uXYBUibI+lfN0mOmFRjC1exZ8rJxEO8UYvicpAafnfNHi/zgugSiF7PYRgzSkl7Bydqzpu6lmox3AsUGiH6LxHXAZsbvMXAs9GFoMG4SWr/6RlFJXAkXNZ6PKBvPQHoHbYGTtIMs7ENJhHYj2ldHhLwgCctUu8B1q18hgQeaqMh0RuUgPF+I/YuKkd+Zv+mwIR8o+AARdqs/YW3ZfNaIocRztTKp2XpIgYGgWgMQ++4UYxskloJEYYtNctwnKPrdnKTPNMMjEs3CDkT/PsTSHrSAMj1OiNHvhiID9DV5Wc/lZb3I7K+s72EYErmetKzxguJ8Wu4ZdJFDS1dUn+Fk4y6brKYKxPg8mMTH+hXzO9OXmzF3xulHIqAmSdUW4T0FLWYlvKw/hAkqJzoeEBTnD8F7LbXiYqHEwIpmyE4/wgXwvKAjy8mOZ3lRSwpr37MhiQQ1B5yvPQLKtE6JPp+FArB+mfUXmGRmQXuW6bY2q2joJTyvN5OO/wQCysuOB8z20ZokIq6zR7ebaeKsD2na2oPUm3v4PJLUono6c/2hmrtf35DWtVPfaQLRfjCfWeuY0qAhosEmaDefiPsNllUuxPcF/VWMN+3p8vJEHSPaXSXmGKwzdQU2BkjGEpTGxjbofzGJk+OGHjL7bL3RHMuHYbuHO3QY80dO0pbYL2xxwYMbQGeawBpPjO8EuyuHqdUoiQjhuY0pLkj6UtOKrjG5Lng4RSXhCujQcsT4ATqq8DiISmJ+UF2jlkduQgRL6a+GOV80TR/72gbavfuNNPHeD+msTynLYEesZngD+GVLCZvNhJJab24l9eZX0b5GKo3pPgj6Zu9GqoN9qgLmfcGeuFnpZQbo2yT1bmtdrKiOwcDIiAQ6MVRxCANPnE8guD9YFWZ7d9PcHkTfP0AvTpCdTEoFAxWSIMyGaultJm4PJb0ALECCbLzLo+pPsNJG834tEixfI7YqdL8epjSMeS1EPwjrZeh6AO57MyFhJD70DaEyTLAOwUJhDmBmZ4ptJSSmSI6RzC0p6Z+z+2WVjxAn2hZmwL8RPIdxMFaIb0PcI4ETNI9IXFXs/EEpIJZIgaooxFkPsXYIP+N6cA0icX0KLcROfeDKM9ab1zUCBHR6+LFDAYsxrDC8bCzliY4yg2bMVrAalPWuWMdiah5+Ylk7LCD+VJCdL0K7km0f/o5wD8S1HZZuax9YuHBclpxCnDVIrgk9Jpv9Ks7docdipLPncLPCD7NsGS+FWkfNUpyutYhlYu89QklY6NWipCzauKQkNkLMnFnh7YnfsmoswSo3ZiKN2ZatRel1C7sWjutvSRe9wp5TXLDyEbs+sz2Isp4fKyZA5qec/R43nAoCI2uHBVyyPHF+ydo6e/7m/bPnZIrqv2wjjkkgBkzUHeEQIS5vhDoIsrEcVlyzzeDZmQkraD+M3CrOHwTBtERb4OzxV/PEudeciGBSN4zae49m1kMMepLCSqcyMmJOFofTuAtvx/k/tgZFDJACcX2PbVremVnJCucOEpWP26+H3oKYGIQkqKmS4tpgWguDbTH4PZjtEteCiURiSTBcotXAAzkmUXF+CXLaci3mszCf5xAqykaBIAzuGbKbSUAZWXMiCWk2T7SHYS3Ce8W9MEswFlM/9L1QuSTO7urKK0YBzmM+B/O8ZqUfNlF9kpPVlyT7sCbWlojxRdC7cZpA9DVWVS0rqSnkuhhMQXt9u9kXthw/GL8HbeaJvGQ8L/ccwSoYgRhCg5OTtQ2sClwwjCJy+x7FfocwOpuUKeo7pNeIJhybk9QVoQM7jBWQvrJktdp88ywxy9hsExJakSZe0VTJ7jpkTkidkGfCONLqPhHeQnqOaDKfg77TkvOTJKddIPo+9Gtog0ElljbP6GRCkhy4Bia/1YqAEp1263wjvTZxFvUWVB9leF8J9Rc30PTVBzc/u5t2P/9fV8VC/k9QnGYBhWBCYVBlhUnNhV/P8SJorazGMw4Wh/ieTeblhFs7WWWdeafME70E79Um64/DOsnLjgGCYqwjiMuUtCfRJpg+d68Rh1AgBP06z8MtrnnknkOLOclxX0zMeHPC0nN4Eyfpj7BYYsX5qNJr5CFO1l8+M+jdw/cKxQhBdlbgObN4ZVFbxya+kv5aDO/sA8MH5P8Eu+FESIr1/gVFvVuOG4b+fJXYx9QC/01w58ur77jo8nFNrtQPaPr6RuoJnHh3OxbMXmBKDye2sLTe8XwxtcUMxkfbZIswCJ6q6EyG/oMnzpdhoTBrvLe46GyKo59A9IBA9FxUIcJstPXezKUNF1m+SIxcTtZehxxJ2CYdRVEfjAon0CzkZbWEl7TdTO9Rdj7NEaZ/1gYge5yoGwJxLYIECPbjZG0nNEWRjBKpSo9ZfURbLhIDWXILLWtsKARZc8JlhiBmXnI+YQkeB3FaUM5lnSDrZew6MVtUnA8i+BnWCKZ7Kuv5GHBQBz1k32aA+AqSvlgkLFtvEQhQ+DbtQcQASlzzYPUViFaGUABBdr4TTFywyEoxBJBFokO2hbkIMRFAdiAWTmH6e0cES3DgEy4VmVtTX4r4RVSd4WVtMy+x+3ubEx1GJM2/IDqaVk0nqh99LxBHCaxHSFJCXXKoIYRuLBBkmjsz8VwEWX8feomh64FYVsbU+TRPtA2crJVysloO+R6QYMRChnfIffuO+l/R7noiWEc9B202dD3QVVC7CIrzfTwbtKceoh6D9iUS13PsN0nLxMJLWhYvqdnmv+bC3JuKscS6F1jMEcbBy8Yq1pZlDe1yNUdUr1UjXCDOdIE4tyOhLFaIx8B+RDBXql1/RJC1DdY3wklGno1o49j7haVT0d9GmUlO1leGP1tUHuNk7VaB6IvxvbDnRtTdnKyvEhX9XtSTD90+iI6crI/mWUEIrQzfF0+MNZYMEfsGZedUQXFu5GW1gpe1nwXFWQzd1lAS0KPHoBjEl8EdzkvqHpwbKhWC4szkRPWWcF3WIwHkA3GNPKttr+cKkraePQ+if84sw6LxQExrAtkKXM/B/w4mrBVCro2TtXJe0n6GdBYnOyYEC1uEotkCalrpElLZZFM0xqHELWIw2SIba2yyIynUa2IB1iS0eUjR8RK8Hiq8PbCQg/R3lC6MvwDKGrAY88T5ZvCb6sgrKHrgzAMphnemPXKFYg6C4pzLpKyIWs5J2k8gg6g3bhJH7RJRSQwIxCi1SepbwdK+j6CvOnz71gKouGUVixCYTqiez0i6xIT6W10P091FiA3RF/OStqW5P5f1VWgD4RNVIDghz8AYIRLnYtRJD98GMYmCYuQhrAM6rFY8IolVu3NE+1Ag6NuMJTZbi9fkV0JHQVZZGENr8ols94FUkAw6/p0vqX/l3hZOkFVCUwpqafqqg0xzHEaq5DDOMHNtEwxXr/spNUMcMMnA960494PQszhm3tHszj5RgDtcJM43Ma6A8GKiATKKalb/6H7931Epi/QafgiV7UJjpVm8KLSUZf2HOGFALMYKOW7YId6ujgmdpITuI0jah/AM2ER9Nsono09EsqVNVKewwiLEeT0naVfzRCskvUc22ZjnxX9arKgvxX68oqaGHhthTpJ92NUi0Z6FagL6Fl7Wq/HNtWfN/VXwfx3EM7Wprz+btmo/e9nhxPGoFlg1I7nrs0qoL6+KxZHeOXcVHf7wYnrnq2uYFdSyhCLeI6W4jl4/bA7t0flmVIrYdix6d/8tYCZ4QeuJqiGRAp7bA8sCVrSesJiBNIWvP9FA543rBDmOlBTyayAo7dIbGnzh6zjusr/BBXvipTOM0+GutmJLjwXs3Srmu2X6nL8QcPGAjCKOr7VV/dQAJi64V7SRSAQdz/BorH7hgGWMyZHBxd7Wk9IxRtTF9nRiLZiyOY5eUOaIdG3hYO5aTN54hxxpeyZ4j7Zohky0m83KJmgknuDbCa15/kth7xJ/Bia/R7rvcCD5SRR1kT2Lw8s/tSKgnOSYYw38eM84N951JOIZDsTSMQt75Ps/LUYcLEZK4DlaBEuv9o40eQuWAZYiJW6eDKBvwrvG84nUbv4TAJKExDHLMtnsIld02uXca+mAO55hBqhQzsByTgIVPyfnlC/05lQs9wYqG3z5Na0MVyConkB57ZSs7T1D1VYwoZftiZjkvQ03duurOXFA38SJ+mCL9ML7EavoibxipCi9R6HM9DuhGehob5ykbhcU515eckziFeMnhOURM446Ikm2CChUOLie2oW8bBzgZQ1W1AYz3EsDqW/kJXUv85SQxJcR3mUT9QxGQJm8YrAkKwo7SHomSxSV9fUCJndE/5wlI2PSfgRFl5OOWRubRs9c03hcMZ++/CpGIsNnKWxdQTV155Qywfrrb7+f3jl3DXVnBQlryHaQdZo471tKUFaPV4Ml/E6c+TyKKKKIIoqTgnAC2qZSTxT/neAU9R0prq31s3v3m2nPS++gUxZuoSkFFrk03eve/JpNMzJ39zHmzz99/BNL/8edXTYxpaD2IAxZoZxh5uqD4Ctv+XNpq0RFlDiVQ5QMThSQWBRrZ5bu1uEPkpal9B7ZxCmJdyG2mMSNBDksCi2wg2ICTAFC1n6M7Zkg8EQvkuKGNdqYN6TFStmqrKukfWRaQLXZkAbjibGbJ85DnKhPtUnq5ZCTg1cMSXNI+BPjdKimIA40O9wCioI3IMbIBzjrLPMcCD3iJb1SkFCO2wwh+M3gzt4zDubucALKYjQjVTQKCsqjrOaE+d/S218opBPe+7pV9hpiOkBAr0rw0csHJlFPoJK54SMJ1oeK0/focjMrEQmzdfh1RhFFFFFEcUohSkCjaANBUPsjMTLc+slJDhb76fK/T/2r97XiGimFtYeSsncPp7SVhnRHb075a+mrDjSFcgYQV19+zb4Zy3ff0KH19iccF3CD/w2NWMmeWIbYTiZGL6sJKN/Ly9p2VtyD6ENRVhiFOBDfy1znUoLA4jRl/Qul96gmTtRegmUUOs2k5whIUm2PhQyYMCCWk7RpLDtd1u8NJj3NY0RS0h4Oxo0+CxIJqTVcD64LJUhFkvgsqgEGyWZHTtSLWLKUpM5neRlQSZG05xkBJfocnB9WfkFSfZLdCQvoDkJ+/djgVohEQEEeZyzbSce9/TmdMP/rNm52WC1veTKHDpz0PJ380Q/UE0YqU1fU0xH3L6U8r7H1KNMZHv8ZuqBE591z16MGNDLBkBl21CLdUUQRRRRR/CY4De49K6HmSFqZUfznA8mNqDQlKuHWT5326N6fXnLjRDpj+U4WnmeN/+mwaAYqMibPW9EmbCtp2a6uKXnVP/qLESvawiGwT0qgYtnkFdva7HMiwcJyFD1LUhJZopeVOMYSPFG9S9I/QqgNthUU9TYpLrEsqH7ClCeQKIdyuFY4FDSIRaJ/yDLag+ofLDmOValzvhgkoEvtF45GEtILVha8SJwZSHITiHOrSIyPBAL3/3DKCyCppsufV7QHzOx6XN8IKDg8Lchqf4G49rKEUSVxKTSsBYnlg3wG661N0l85kSU/jxmtCGiWmTB0z9sbqZ7yNiOFyZm7W5HFlIJqes9bG+nVLj+d/OH3zBIaSk6ZdXTlXnr5tTPolTd7adra/W0IZ/iCGc20JdtozytvpzznQCAxgrijiCKKKKI4ddGRk7WXeOLayhFjGyw5UQL63w2B6VG7WovOB6sdde92Ix39ZA5FmW9r7EdyckpBzUFPXvnN7VkzPbmVt6cW7T0UmqfCrKYF1U3unBJnmNX0hAPZ5LDqwkIpEO1VqFMIsvGMIDsmwO0fum2sol2CrHWeGF8icdQma0mWMoEFU9NTm8CS65B8R/SXbUKC0xKYR7KiaB/+eKxZNtOMqYZ6iqRCMzZDUJybBeJ6Pqjl2ezGR34IR7R0liysGC9BUxz7Q0JOJPpHTAuaOO83E5tc10k9h7yISmi/qRSTRUBBIlOK6ui4Nz+jN4y+n05asImmFLGA31ZkMW31fjpg/BPUkfwqnbn6QJuseU9uBcumv+iKe+iA259uE2gcaUkprKUpxbX0yv5u2t1MRiq2hwlqRxFFFFFEcWoBCTwYhLFYhS2i+O8EU2Eg2gZoqLZKPILs0gU30MsGTqLe/IqWhOecUpbt7skpn/vCOtpu4tDUjM/+4skpC6SFueLTsG+gfM24rO3N0l6nClhJ2Q6HL6YBNGtEHz1OO5I6RjuVklgBh/Aff3N4AqVjmeRBoIJZN/uPf5IOve9DFpfZhlwia72whvZ1eemoxzJY1lo4mUTcaNLyXbR337tp/OSXmXs9fJvQBYlMkxdtZgR08ISXaEy3ATAdfw+WHn6tUUQRRRRRRBHFqQeUtG1TchOyS9xgynMqvfvV9Sx8z+IVTJ6xoKZ6+rKfeoVmtEeCN6PkKl9BTS2Tc7S4RqCCJS/NCJTeebKtoFGcJPiKam4HAYUbfPqSbfTSwVPp+Pe+pKlFtW3IoidQwQjjlfHJdNTDGSzWM3wbJCCBhPa5djK9cfhDrXW+whY0xjtfW0+7xWl03Dtf0LteXUdtMfGUE9UyKc5xUfi1RhFFFCYeytj1l5RA+eVJOaXXevMrrvLnVjZ7DGbklQnenMpr3dmV13iyK3shq7T13v8ZSMqq+Ls7u+TKpIzSa915FVdOzdh1RLmfKKKI4sQDlQwForUtuUk02q3LDXTA2GdMg5UlwZhTRtNX7qfunPLHjPn0qPond07ZS+mrDzTBcmpxiJmrD1FPdsWjfr+pC/pbwU/pH5Kztv9z+sJvWKW5SJhP6enjXv/6n2Pmr/v7kQj34TBmHf3jlLe//dfY+V8e1hJ6yuPMv/F9Emd9FEBMBhKPpi/eRi8fNJUJxMItHk4Ymwmow436rREtoKa2Zw297Kpp9Nr4WdS/CgQ0UiZ9KfUV1dHBk56nrsF30SH3fkynfPgjjYUovehACbkbwq83iiiiMOHL3E38hXU/pa860JBavLfcm1OB+tsMKfk1r8xcc6DBv3LfXm9uZdHYp3/nHVU78ObsucyTU16avurAXl9+Vdnk5T/bw7eJIoooTj542fG4FNe25GaMbSArwQrFHIT4WeO/f0UD9QYqN49fuqlN0ZP24Murjk0prNmWWrS3WbTem1fV4A5U9EUIyMnUVL377Y3/SM4sG522omFOanH9A/4V9bOnZe2OtyyvntyyPt78qk3u7LIXwuWhLCRnlPZOKaz93ltY9cn4N8uOW/N5eqD0urTiui2e/MrHf9fGhX+ffflUx/Q3mZUSpm0Q0Cvip/0yAsqSkOro5VdNp1cPSKP+1YgBbUtAkQV3z4dbqD5mFn3/jffojXc+wkpzXnL9JBrbYxBKj0WslhNFFFF06DAte7eSWlBbNmsdpb7CmoMpBRWoIc2Qkl8974GvKJ3zOcU3++WtDxS1Oyv/PcMdKL/cnV3eMAvVUfIq9k3O2RMloFFE8StDIOr1IjGqw2WXYP3sfPY1VJ38RivZJRipmNc1r3rCsbrO3YHyqekrDxwCF5m55hBKeT6Hqkgc0T4SZOPWk5EEN2PJNuLLry6699OmpplrG6m/qJ7O2Uipf8XeJk9e+Zzxm5r+x51des3sT5saPTnl2WNeiBzP6l6y5/K0VfvqUlfsXeX/aMtx57gkZZQOSl/ZsD+loHbu0VqPT0n85S/dzx71eObraSv3s/jPE0pA+06nVw88DAHNr6Zj3/+eqqO89O2X36A3jnmQpq9rpAPGPENjuw9GzWJIekQRRRQRMCNzN0kpqNmFb9eXX70Xbnhrna+w9pn0NfvL/Sv2lXkDFZmGf/5/pAV0Rk75Ze6sspq0FfuoJ6+iFqQ8fJsooojipKIjT9R5kn1oG9ml7t360V6X3UlnLN5uFqYJjv3pSF7OrcyfGBI2dLRIXrzxH95AxYr7NjY1+Qpqf3iqtOnfF1xwzWDJPhSxp8XnnDP8hIbhTF28s4svv2bt/V80NXkLqpZMX7ItYfqin3olLd891VdQW43Jb3JW6UXTM0svTC3e2+gJlH0CUjjmhRf+OD2z9N/jl25qtnT6c/f8NSWr9KIZObukDvPp6S+sW/fHqQt+OPuJpU3Mcjt9YenfsM+o13Kbk4X8uVv+F7+FSlQh3Cp50e5Lkwuruoe78t1Ld57lWVZy3uR5EeWpOk5bvOdczydl558y7vu0lQ2jm2NAf2UCOu6DH6g6OoW++eLr9PrbH6Az1zfR4Q8uoTbeATf8JzEx40+aST2KKABvTvlls9fXj3HnVd0w/5e5MzrCCpm2pm60r7BuZPiSWlw9On1FrTHxF8x8Q3E4Ajo1Y9fZU5Zst03/5OfYGUt/7tSevMnvHf8JBHTGsl1SanHDaE9u+dPJ2SVvu7PLX00tqh0/Y/m2i8O3DYd76c+Kv6h2ijtQ/oYnUP6Gv2DvlOnLSnqFbxeOKR99f0Fqfq3LEyifg3MmZ5W8mVJYm5aSV4Wwp4htBYNaakH1CF9R3S3hbdu3om5k2sq60Z78yiOeO4r/LHCK8yZBMerDrZ+c6KDdu/Sjw+9fTNNClHC8eVUQkW9y55YmHG+/5M7co85at79h1toDdyPjm5MS1qPmPMpL2kRj8omUFfJkl/kf+rrpUEpBTdbY3D2tSNuMjJ03p+RVjPUv2vHnpIyKq1KK9jZ6c8rnewJVN6UW1i6fvfbAj76C2jUzAiUDYOlF/zR77cF8/8r6ub3HvPBHT3bVxemrDmzwZZcnebJLbk/Jr/ls1rqD3/sK6xZOWLSjM/p0X37NillrD2z2FdRlzcjedTGeWVLGzqvu+/RgUdqKvX5Yf3Etvsydgjev6qXU4n2b01bu2+nLry305laP8Ptz/4BtUgrrHb6CqsXpKxu+m7V2/+aUgtq17uyS28Yv3fTbcixLhuk3I6C3+Oi7r75D+935GE1bd5De/co6auuWQG1Swqe9f0HtX0A8q+9fY2PV7t0FNbaHOCjmeBbsiyoHvc8b+Ofw40fx+8aM5XsuS1mxd8/D31J0jNmYbYZvc7RALI43v/LjOV80MZ07kCJ/89JAZ3/aSNNW1O+e9PFWKXzfw8LvPy05a3f36ctKOfxr/Tw1Y5fcHgHFDNmTve18zyfbzvfn1vyrvY5+zAvr/picVdXdl1kSm5xVYvNklx2V8sT4pU3/k7x8T0zLftva3Q+dtj+3Ksa9fAcfenxj/pd/wjGmL9vOTc3Y1a31XiamLd5yLu6b3fvira309oBwAjo5czfqKwOn4Zg4Ns6Bc4XtyuBfvu1MbDNl+Q4eVgbr9+mZW/+dHCjtPaewqs05Ae/iii64b9y/F9fuP/YBL2n5Hru3oPolX3717vRV+yksKTPXHqLpqw7SmWsO0tTivaXu7NIZ/Z5Y2maAQIyZJ6vMnVJYvyt9zUEmyo3yhCip7CusK3XnVaXeurC0TdgF3lNKfvXslMKa75CBjHPOwjlXH6Sz1jSiz9/vzi1/a8ry7ReE7+vO2JUIl+PMNQdY+25p2/uof+U+et9nh/ANPXisLtUofr/o1Ef/f7yi54P8hVs/u3W5kfbVU1lYHbLVrXEf7dsTKPtozKJ1xz2ewrrnzq0Yvq2p6f/1iB0wBpn3IMCoQiQS46ceoh4Tvs/xYPK8bWemFtWtnr2usWnG8l2j/Yf5zqdnll6XUlBb78ku/9abW747tXjvZk9uRfkDXzRRb27VpxhbkpftvnT2hqbGlKL6bwz//D8lZ5Vdn1JU1+jNrdjtzausTS2s2+TLr2ycvY6CMxV6Cyo3pa3Yu9mXV1X3wJcUCVuL5s+np0/PKR18/5dNjb6C2g9gbfVnldjSVu77Ys7GpiZvbsV3nkBFbtqKfU33fU6pO7P0bhDk1ML67Flr9m305lb4fHkVXn9xw7ZZaw80eXLKRv6mCVy/NQEdODyZrs4vovc89CFNykcm/nba+/I7aUzMgN1iT9aQ0KEhpuLvf+xwjvynDmeK/+hgu+L8M/qM/PcZl486/4zLhp9/1lVJXTtd/0G3C25Y0rXTtZ90Of+6RRecd80nXTtdu7LrBTds7dr5xp+7dr5p2/EtN/7c7YIbtnTpdG1R53OvWXTBudd+csG51y3ufN61S84/68r08864bNi/z7zslrP/X+/4v3Q4X+lyXl/+nA7KCXUDRHHiMX7pz518edWrMWinr2qENMiyXzIbnJJb8y9vQc0XGJAxywcxxHdlLvvpfZ9RBM1XHgsBTSmovc5XUL3Qm1u51ZNTtsMbqNzqCVS8j5n0tKVbe6QU1OyMREC9+TWPp6/cvyO1sG67N7d88ZhFO1p19oYx/3RPTsVIT6AiyxMo3+rJLv3ZnVO+3Ruo+D4lv/J1d2ZJczxpKEBYIQrtDpTne3IqfsY1eQLlOzyBiu+9gaqXPJm7UdatFZKz9vTz5pZvnbnm4M6UwvqXYJ3wBGriPbkVOZ5A5TZ3oHx7Sn71T57c8renfvwTI6KeZT+d582vedgTKP/OGyjf7glU7PDmVW1IzqpyhR67NQGtrJ68fE8M4rW8uRUfenIrf3LnlG5Pyave5suvWeZeXnpN6L6Ar6ByctrKfT/PXH1whye34nkQdU9e+ZjU4vrvPIHy8hmZuwaEbu8OVF7Hjp1TvsWbU74zeP9bPbnlH7uX70443AAVimnLyq73FdZWIX4XWoZoI6lFdYdSi+sbcS8YsFOL97LBOjW/6s4wN1vHpKzS2RhgMLGBDA2OgQXVYkAsZ39KobX4TOjEA64+T15VIdaxtrn6YHD7vQdwHPTrvrxqikHLk1s+NzyRwheonDNzdWMTxgDr2prb9+qDLN44Obv00SgB/e8BLxp3iIqzjeySjY9najZjXihuJcMITgG3tWXJCz/esaJLl/6CpLi2SnFDDwiKa79gT9yPhCerglD49seK8Qs2dUpbfWBzakFtk3vxrmsOd81JGbuuTSmorcP3m5y1xz1t/pfnJn2y6+rUorqS1MK6A76cPfZpGdvjUosbDvgKa9f7c3P/kJRVerU7UHaAKQ5llI7zL9rxr+ScPdPSV+w7hG80OWvPve6PN58zfckuV9qqfY2+gpofofwB4pq+urExJb/mdRBQX275Mw9+3XQoOatk/vh5m1hVJnd2SWJKQU2qJ7+kF657Qvbuc0a9tqHZ+5acUzrivo0sZjXrkRVNkdz1vw5+WwK6mfYfmkS/Xr+Oel9ZTqdmIYO+ll6TOIt2Ovuq/ZyivmjvM/q9npffteSiK+5ZeXGfe3ZddOk9P194ydjqi/rcQ5uXS+6hl1wxgV4x0E2vHz6HDhz3HE2YNpcmTH2Vxk995QQsr7JjJUx9rXlxTH+dDprwPDvnhZeMw9LY69K7d9kEdVuPHoPyuv77urf/fcalY8/9R59+//ozf174c4/it8P4J5b+jzun7C1Yf9A28bG7s0uX/BICCotWSn51CcvQzC5r8BXUrvcV1q7y5deuwZK2at+61OL6ZcmLtzZbMQ8HX255YvrqAxWwioFkzF5P6X0bKL3/SwoX1nZPVvn0lILar/HthhNQX371OyASs9ZTiDx/HpoFP2nZT+el5Fe/i0D6masb6ax1TfTeDZTe+yllFjQsqYX1NcmB0jHNFwNrQPa281ML6hb4ixooZuj3rsf2h5gVDfviN3/R3jJYCkL3c+eUqf6iuqb7v2CkaJE7q8TnX7FvH+4D+4EE4Vpwb+6cig+mLd2t+Apq87Ee9wDLXmphLZ21FslWdZVJWXuusI7dTEBX7kPftCM5q2RKSmHNFpwLx8P9g1zhnvwrGiqSMnYOD702b17lzHs3NDFLQXJWyYczMkvvTims23//RvNZzMjYqWM7tAt/Qe19aSv31eA9sGe19hBb8OzwW0phbWNyoPzZcLIfCTMyywRvfvXXIG3e3Mp97kD5K768isGe/OoB3kDFK968qoOQq8G9+/JrNmAQsvb15paOSCmsO4QMYPTR3tzKz5NzSh5Iztz9oDe38svUwjqakl8DInrAm1dlWOQVlmhPbuXc+z5ramKDZE55dlJW2Ui4C+Fm9OVWlntzq1hmMdoT5K2sc2LikZRT9t7M1QebPDnl1BOo+tFXWLfCatu+wro1M1fvW+8JVEw43CAdxX8OZHnQObykfy4qrjDrp0a7drqe3nTro4wfNBeygezSmkbqya15/ERZ3Di7qytvTxzASdrVvKz3xYIKPzZJvby9UJJjgXveprNSV9R/kb5yf9O0ZS0Z75EAKbiU4vpGT15lIb4X/DZl0Y5/eQuqv5m9rqnJm7PzqmnZPyupxXubCejUrNKrU4v2NvryqjNg2cQ+vmXbOV9+TUVKYe3Xt81bcSZ+S87Y2Tu1uGF/SmFdKcJn3Jml1zECWlD90oSPN5+TUmhe49SMXde2d40zPt7SJ6Ww5s3Z6/blzly9L8OXX7XCm49KUqUb/Rk/tKrU9KvipBLQAWk0fT1m57AKVbSqB28R0AFDk+iX69bSsbNepxM+2UHTV++nQ2Z+SG2xg1Enlfa/+xk6/t2vqC+3inqyy6k7o4QmZ5TQpIzdLcty818cH5WYUopqWGZ/6oq9bAZ2IhbzWCELjh+UlYDwvjuzhM5Ytove9ep6euuT+dTwzKPXONKpvfeo/TY+/usL/nX1m//+Z5+7zj3zYjH8HUTx68KTV+WFpdJ6f0yP7pcS0Iw9t+AbAimDqwTum6T5m/+OmE8st8378sykrM1/PxrZDAz+mE2DnDFrWBHryL9KzinLdmeXfgbS58urrndnl1aDnLUhoHlVc2GVgqXKnVO+2iKgzIIZqHgV5AzfsZ+R5dJtqDKSnFNW4AlU1OK5gFQx8ppdeQv2M7788k/evMp3YT1jlUsCFfWezNJHk3NKB3sDZbd5AuWZIC6MDBfUNMzIKEm0riUpUBrvySk7xASkM3dXePOrDoEUurNLP3XnlK3H795AOdMP9uSU73Vnl30La7E3ULnTnV1a6MkpK8dzxbcNwufOrnjQIlUWAcW5kzJLGnx51TWz1hyiyTmlXyRnl2e7A2WfwRqNyisgXalF9aXYp/k55VakpK3c1+TJraTJ2SV7vHlVB0AmvblV1d5AxUqL7KbmV07HIIKJiie3otGTU/GuO7dM9+aUG+7s0lc9gYqGtFX7GWn15Fc9cjQkzJOxJy41v/rD4LNq2d5PT3PnVC5MW9HA+mAQ6xmLdwpYBbdlck5ZEdzurG3kVa5lIQBBINzAm1u1HhMWTC6Ss8oKHvqsRRt1zPzNf/fl17zhzi2fHR7P5s0qTU5bub8JzwuTKF9OmWo9Z/fHu8+ZkVm6ERM2X0FdOWLQkFxhtW0sk+d9eWY7iQ9R/AeiRXS+teu9R8wAKpEhdOL7m4Ki8xjvS1iYhje/9tukrApWE/1Ewabo14rEGMeThDEiSRjD/pX18Ryn3vRLSSiIsie77NkHvmw65M4pnxvedyMsaPrC7Ry+ExDQ1BUNjck5ZR9ZmekI5fEVVn8zc01jkzuw53KmXBJiAZ26rPRqfzEsm3XvWfsgdMibV7UrtaD2M4QI4Td3xo7LQVxTCur2zFiwqZNFQH351S9OX7j13ymF9d/5i/c1TVuy5/JIfc+URTuu8BfvLfMVVO+YuXbf5PQ1BzVPbtXcNKgJZJeum7Lo23+F7/Or4aQQ0FX19JJLxtO+/VKoJ6+Mxrvfo5MWfM/2bUNAhyXTL9d/StVhXjrm3U2MFGDQHf/eV3TIzI/o1UNS6Q133UfHvf05TV1Rx7LpmLsowgIBfLMUaDm7jpO/lLNzhl4DxPlBUPGvL6+STvtkGx3zwiqaMOFV2vuyuyjHa7s7n331vAvO6XtLbOy17cbORXFy4M7eneAvbqgCYXAHyivd2aUH4b78pQQ0Oav0XljiQJK8gcqnwtcfC7yByndnrm1i7Ti1oA4Wp4cw08U6dHqwNKUU1lXhW/Hlov0dHQFNziwdnFpU1+jLr2GWQXd2+QfJS7bb0FGjc03KKo1PKazfklpU/5WvoGYuxN2xnzuzxJlaXH8Ix0stbihPziodFnK5LFOT6d8VNzCLqje/auP4pTuZK8gioKxqCUhVQW3FjIzSOyHYjMUXqHgspaAGsUjs22WSSjnlH079ZJeM/VlsVV71NvRHQe3AlWPWUWZltAgo+/YKmNXvYHJWefr4paYbCs/KHSi/z1dQzSx3jFzmVb1pDSQWAUV/hHtLKaqrTM4smTMjc3efyStMMuXO2CV7cypKGYEtrKNJ2aUzwzt5b6DyNm9+dYOpJlJb58+vbia5h0Nff25EvUBvTuULlovdl1f5jTcYk+nO3nWNO1BejwlJakFtY3LO7iHhWbCezN13pRbVN6UU1uE9NEArNXS9P6R2dChmZO65279yXxPGAV9eZVNyTtmN1gDuzq5QvHlVJSDYKfk1W/0Zu347i0kUvzlkeQgvEOe2cNF5TlZpt8430YTJc5nBppkT5FawEJHk3LJJ7Vnojhc80W+X4xIP4VoExckW0Z4IFZ1qXtLUX0pCod2ZWlRfPnM1XOIlKdADxe/enIouSPybuXbfduiQIhMe1kx3TtliS4Zp8ifbzvcV1h6BgDY0x3Ky8+XuifHmVe1JLajb6A72Y5EJ6MHGlLyauTiXJ7f8LZMklz7R1+9nfUry4q2904qqXJigphbVPvTwd02HkjJ3T7WSlmZk7h5676dNje6s0g3uArOv/k1wMggoLJA3Jj5EHePn0tFPBWgfu8pc4ikh8SCtCOi6T2m8cyod8863NLWwxjxGYS1NW9nACN6ED76h1w6fTR1TXwtWU2h9zlN1AYEAYbYsprDi3P3qOjp47Iu01+VjaPfO/b+54OyrHowR+vUMfy9RnHgkZ223IeYQFkBvbsWOpOzSpJT8mgpmtWxLQDt6MspvTs4omeDJLL0rdEnKLJnoya4YZH3M6FQ9gbJ5IJ++/KrGGTmlQxH4nVxY9Q8sIcc8IkB43IGKPSCXLDQgp/yD8G2AlPzqSWkr9h9ghOEIBHTUa2ZyVXJmydvpaw4xl7c3t+rryZ+0TTqCtQ2zautvxDV6AuUfw33GYi1zyh5uvYcJEGR/Uf0mlqCCbzSj5Db8DispCGjQLbzfm10xLnS/aUv39PCv2LsT9wti5Q6Ubwiv7ZxaUP1S+urGoEuv4gfrmYZaQEGQkzJL7wsnZOw9ZpXOw3WBQPpyq3ZMzyuJxQpGQFfsa0qBFTa3qsadXZoQtm8HT055evrqg03MzZ9Tvqq9OM+U/NqPWDIQEoGK6x4x6LHr88GS6Msrn+rLq94LAgmLMxKKOgTbmTun9G5/UT0jpmi/vuB9hMKbs6dHclbJDlhQ8Ty9WXv6hW8TDl9eudOXV7UdUnwg6e6ciiz/0hahbE92+c0pBXX7MLlIzq34wD//y78mL676x+Tl2860iHoU/z3gifpcpMQjyC5d1HccTcrcFWJsKmEx8O5A2bopuTtOuKWtd+8xfxQk7UNTBgqxqOYi2YdSQda/7dpV7RK+z7HCnbNn/MzVB+vhFUopqPk0taAmM7WobssDXyHhdO8PSUu393Rn7Ll85rpDjZ5ARYZFQKFAklpc/wPCXuDVQgzozLWHDqYU1W+ETNPUjNJrZ61takwpqP3YIqD4pn351VWphXXfTg26xqcv23Fl+tqDjalF9ZXMBZ9ddsO9G5oaU/Pr3sV+nsyyPqlFtSXQKE3JrV7gy6t8MrW4duf9Gw/StMK623x5FSPv/aypMSW/+sukrJJbvfkVPk9uxbfpK/c1phbV7Z2WEdly+qvg2AloNb20/0Q67IHFjFiF14tvXkAii+up5l9I33p1Hu0/IpVOWbqTudqwT0sMqElAExKn0zHvmgQ0/JyzPm2ihu892uvS29l1Mnd++PmOYmESEGz/Fkvs0SzYB1ISkQj30S4g1cgIZBbSlXvptCU/0xH3L6NX9HfT7p1uKut09lXPdpMH/e5kZH4vMN2P1QFYFtHe3dmld/qLa+WUwrq9EQkoI5WVS1h8H+LtQhY2SAfK8v1fUpZdjcHaG6j4xgxALzmQlFXycXJ2Wa47e8+a5KzS9UiwgVBx6PW0h+Ss8n7e3MoDjCwV1BwMT4SxkLykxObLr9kFS+6RCOiYMev+iDKVntzydWZ2fgPcsw+0PmJkIJPem1u5CS5fWDKSsvZku7PK7ndnlT7mzjEXJJ+4s8secmeXfgeiiWecnFP6OHNNZZcOAgE13ddVP01ctqtr6PHh3vUFKjYw5YCV++iMjD3p4SQyKbPkdiQCYCDzBCq+tfQDWyUhBcprJy2LnOA1I3PPTf7ivSykwVdQWwsBe/xuEVBYbr25ld9NyG6JtQRg2fXklC3Ds0S/k5S557vknJKH3dmlj1j37skufTQ5s+RBT6D8M8tK684pX3t/VsUxKHj4T0vKKtM8uZUr4P62iKy3oPbjcR+2kHEQ0NTCuiasT84pXY9JTuvjmMoBydllm9AuWB++fPfQ8OdpYdriPXHeQOWbqcV1+/B+zLZe/wUsnqHbeXOrZ6ev2t+Ed4uwhqTsPZ+4M/escWeXrPXklOW5A9UTx6xrey1R/OdBINp1AtHrIsoude5Hh89ZQv0rQ2SXcivh1YQ+pnairZ8WeOLoJSjOinCLLEgoJ+neEyHLhH45pbAmJ6Wgpj6loPYA+l5UnEPiIya5SNxMLa4v9wQq5qFUJvZh0mVFdav8xXV18KrMWLKb+FfsK0kprMtHOJQ3a88VqUX1FSkFtSyZCPt4c7b28OZXfu8rrC12zzMtk9jXv2Iv9ts0fsHnnbxZsJzurfLl171g7Tdp8fbr/UX1RSl5VQc8gbKmlKLaSndOxSMYmxCX7surfj61sK4mKavkIBI0PfkV9yTnlL/pX9FQh3LOJ+vdHBGtCehWetmASXT821+0Q0ARgF5BB097gd752iq2T/g2LQ2vgqas3Eu1lIV03psL6eDRs+mkxT8ziyYIaEp+FR37wQ900Ih76defbqTxidMiElBYDdGgRz2WRS/sO5Y1aPMY5jkQn5m2en9IvEnbBdvBfZ+UtZtO+vB7OvmjHxDz1Wa78AX3i3NPXriZjn48QG99tgCZacz1Hr7t4RbLZc/+RhxsThkjtX7oo+WU0hFzltIrBnho1/NvLOnW4+ZZ4o23sdiPKE4M8HG5s8uewaAOq1JyoPR1SOekrzxwSUph7b72CKg3tzITyTAY8EMXVBly55SvtAgopHw8gfJK83vAjP8gy3pHLCWOzVyXhXW13vyq5NDrigRvTtmNvrzKfcEQgZ1BF3kbQIYptZ0s+FAC6smpWIWsd0jrePOrfrYypd1ZpUe8FiB52fZLPYHyatxbcuYedv8Pfk3pAyEL+/srSpHVjfUPMVkrhCG0JqC+3KofJ2T+3Mpqhw7Sk1VagPsFkUzKLEkNJ0xwF6Xk1zQF408jElBvXkXN1FzTbR8O9/JSPq24YRe28+VVHZgODUJGQMuCBBTkuvKHcDkoXBvkUFhGauYeZkHFfYbev/V/kDe8d7QXT075d3MiyEZFQlJOyVXpK/Yv8AQqDsHCYiY01ezy5FV4Q0WsAXd26ThYQPGsknNKv7ovzFLMtvl49znu7NJNcHmiD0/K2qOFP0/cpy+v+mlvbkUJ3hm+CZbYlF//5pTlpXzothjgvLnVbyMBKTlzN+vz0a7Rvq33jffiza1a7PnkuzYW9Sj+o3CaQPQPpLi2ovPdut5E++oppuwSMzKZYx/6v5TcqgXjNx1/eNPRQFD0+yW7q1VGvkicsIJut9k0TKh+McGCGHzS8p/tM5b+3GfqBz+2sqyyfix718XTM+GVML83EFF37i552rLdl95aVPo3ZJunLN15kW/ZLgnjywMLS//mWV52Mdzu1j7wVnkyKuOg82wpUUwvKv0bBOyTsrb3RDy+f1XZ/81YuruPKcvX8m3f+vI3f/Ms29EL55v44RYh1KrJ4lkXb49DXDtCA9hvyLpftvvS8auajrss6C9GKAGdtngrvcI5g8Vftksus0yrJKwhbdaFLb6iWqp6PqIL3lpMh497mk4MIaAoxXn3+9/Tiakv0W3ffU8HGVMOS0BHPLycXtR3LJMKQQNnJv6cUjpsziJ6lcNDb7rlETpt0dZmcmot+BvbJ0x+jfa6cgzt1fcOeuuzueZ2FimMsDD3eX4VjZ/+ApV7DaEXnNmXDhz/HLO+4v7Dt4+0sBi+4jpm8UyB1EKE0AGWILF6PzvuEP/HVOk9ina74KpB4e8piuMHRH5BHuBCRGY6rET43Z9bc0UIAV08Zp2ZvRhER29ehSelsPYTT6BqQejiK6hd7M4unzk/6GZNziwdgbYCVy4sYJ5A5UF3oGy9J1D2mSdQcQCWoyDxO2RmJrcPzLQ9sIAW1SMDep97+W6Ig7cBOq2U/JodRyKgrSyggfJ1li6pJ7tsTusjRgakkXy55T/iWEgEdOeUL0wtrJ2YUlA3o9VSWDctJb92Umrh3qkz1+5L8hfWXo39LRc8rtObV7VlSlZrQu3P3XKGJ7u0qJmAZpWmhROm6Zl7RhyJgHpyK2om5iAhoC28WbuuTi2sr4WlExZQkD783soCmlf9/T1hBBTPzJ1dloPzphawCfnG1LzqqexeW91/zYzUgtrJqXm1U9NXHZjhDVSMCq1m0h4g+ZRWvLcSGf6wGnvzKvd582temZaxJy58WyA5UDrMV1DTxFzredVVGJTabJNVfqk3t6oK27BQi6ydrVzwyVm7r/flV3/DdEcRLpBfjTChQHKg3NWhQ9sEOYQFePMqV1ljBCPrOWVbk7PLij3ZZSXmtVQxZQB3oHz+EyeZaETx28FGtHiBOPeGWz9tQjzt0X0Avf35ImYQssY2TIBSCuvKUSf9ZLt4Y2MHnM9L2k+iktjq2uS4IcjMf+NEWEGjOAmwCCgyUZMy9tCJC76jSZm7Wyx2ERZLWoEl4RyGiHoKqunAe16l78/9iA6988lWFlAQ0Lvmb6IPvfghLft5G+2vTWqfgK7YS299Jp/2umQMnfrxT9RfXAdXJ73GNZN2Pvdq2uXcq6nL/76ZhBRinTTjUWtp/KSXaOdz+tJO/7ySqklvMDc42y4LoQBVFPFS4feLbW57uoB2veA6esG5V9Gbbn8kKHvS/v22LCXB5KRqeucrq+lNox+mN93yMJ266CdGONtsn1XCOveZ6w/RawalHzyjAzc4/D1FcXyYnrkbAsFVLEM5ULFr8pJmsfIOKXn1F4GAYjB255Qsar2naQWF9RBxf6ELfgsVH0dFGcsa5M2rWpecVTIQZdeQ9e7OKR3qLaguxcQp+J2tDs9ADoU7o1z2BCpKUgvrzYzz7NJXw7cBUIXDV1BTy9zK+dX1KYGyS6x14QTUigF1Z5e9BbINwuUJlH0+7p2WWE8L/hVVZ87ILetk/c0sYIGKTBwvGAf5cnvWhFGvvdaGdFlJSCeTgCI0xltQs3965u6I340vt+J5XHsK1ATyKndPzyllRPVIBBRwZ5c9CP1L07VetnGUv+09MvQ1g/+PFt7c8jtSi/c2MKss5I/ya9d5CysZaW8PsE66AxU78V6xH8Iewgd2T3bZQ+mrDjZB4cCTW7nDF7xXYMby8st8BbU/m7HK1ZgQlbkD5XeGHyMUsMR4ApUVIMi+wtr65OyyOUm5u7rCW4C26s2p+Ci1sJa551OglxiSPR/Ffw5iYvr9n6AYxW1jPzXa7QLILj1CU4qRMNkiuwRFCl92+ZMnSnbpSOAlxyRBMVpbQRUD4vT1HKciBCraLk81pBRWjWEdOyNgZaxjOpxl0FrY9kGLXrjVka1HQ8ytpDfcch/9ZN7H9G7vy3TCJ9uCBAwErYreOX8TfezVhbRix/b2CSiLwaymkz/6kV5y3UQ69q3P6OxPm6ia9Cbtct41THMsfuIrdOY6EAyQyhZSBxI57rUNlItJoF07X097XTaGSSal4BxB8jlhwXd02BNZGOibySvuDfveeOtDtMu/r2HZfXe9tobJSYVfW6QF1mE8k/63P0l7dOlPz//nFbT/mCeD1tPI7nv8nlJQR/sOSNt/Rgd+YPh7iuLYgfi51MLaFczSk8fa9Xe+vJrHfHmVz8MF6cur/sAbqIDAL9ry1tTi+pd8BTUPIcEi/FiHgylQXjU+Obv0rlBZnOb1WSWTkZlsusTLSv25rd2c4fDkVLwHqxgLN8mvPpiUUzodCR9YB7cMRI+9edWbTddnBQb+A5AEsvYPJ6BWFnxSYI/mL65vwjcejHtclLRoB5NFQWb41KU7L/KvaFiRUlj7o39l3fPJgRIm/J6cs2c0EnGYPE9+TZ0no8zRcrUm3DkV4725lRvTVtY9l5Jfo1mZ5r8GAbXuJ6Ww7rvpmduvs+SAJuZuOSM5u2xSamHdPjxLuLcRo9U7aOluIaCRXfBA0tKSnr5ARYVpwa6j7kBFmxABZLj6cqsKUgtr3vQVVE+2FADaA6seFajcbcbv1uA9bJ+8+OdrINU1ed535yPRAMuE+Zs7I3RisiUUTWnHlEDFK5CEwgTem1u5d0bmnnvM7bdf4AuUTUzJq65BW0ebTw6UvWiRy/FPbPofT27Vx7PWNzExeV9+deP0zN2eUa99ee6kBT+dh8IM1nHgXrRKxqJ6lSe39K7k7LJ7pmftGhh+72g/7kD5ZjwfVuUmpzz9cIQ2it8GsZLDHisasKwf17vhZT3VdHG3dr3HQHbJDtmlb5tl7bAwD05u9TZLQuzXwDnKDX8RiJEXTpKRFc/LWs6ZMf2O29UsKo5rOVkf30PSMElkzzAmTj8rNnZAd44b3Kbq2OGgKMP/IspaiqAYL/UQNMSts+OJsn6nGDfkDZ7XLz3e9/S7w8QFm5JaCGhbYhR5gVWyng6ZvYhekuChUxdvZZJD4YQqOVBJrx6WSvOXZ9L7X/mYjvvYsgCaBHTMvE30idcX0cqdIKAT6Zh3v4lMQPOr6LTF2+hl/afSe97ZyGKWruifxCyTvKjRMS+vbCX7wJasEpq2dj8dce8S2vmsvixD76bbH2VC90xMOaccwtb05rEPUUW+ng5/LDOYVGXO3uA6v+HWB2mXTtdSibjouLc+N93obZ5F2wUWmdFPBmj3zjfRC866il6jzWRJTOHPKHQxCWgt7TsgNUpATxBAKNJX7d+B0oamvmE9IyFoP3AZBpORWFwvSAzi+fxFtXunLm4d3/NL4c3ZfllKYc1+061e3ZSctbuVjFE4IDwMyQ2TYAZlvgKVa5Mzd7+elFXyUWpRfZUpnl+2xRMoR3YkYq++8S7eya7blxuZgPq//PJPnkDlG7h3EBimJZlf9bU7q+S15OzdH/jyKneDBIL8ItbRFyhPwn6IQUotqP0QVl7mis+rLEvOKnnAnVN+B5bknJLnPXlVBxEXCBF4X27ldOteTAJaegIIaPVhCGgNTc4qbQjGPda5c8qWJWfufs2TW7mKhezkVTHrtK+wZteM7LLmGutHYwEFvNllqbPWHDJlkfKrDyZnlb6UnFU6BvcOJQVvXvkWxEU++gOFq36RRd7agze/dFzaiv2m9BSbyJfVpxTUfZNSWIfa0VusJbWo/qe01Xt/9OVV97f2dWfvFH151ZtNSaRq9BtNvsK6LSkFdT/hnaIdw8rty6/c7s/d0TzRge6oO1B+ANuwPier9GBKQc0mX2Hd96HnTCms25K+dt+26Vm70o6WSCZll2Skrz7AdFJn5JQ9/ZslNEQREcgU5xU9W1CGlPCS+koPOeGYCI4oO0YLil4b7no3rZ830PhJL9NUqLxYHCKnLGihL5/xa7cFQVb7i8QZVptep6LiBFcYciz3HQqeaO8pvUY18ZL+ZrDKUkeBGK+SniN2CYrr7mNx8dtsA//Fy84v5bihTQJJuNm6JkHWP1B6j2qSFH3ksRzvd4vz/nHpkPipr9WCHIUTosMtIFIzssvooOFeqg+4hQ72vdOGAFoEtO8wPy3OzqGPvLGY3rXgx2YXPCOg8zfRJ99cTKt27aADjclBAtqW5DEC+slWevG199C7Xl1DZ2+gtO9AL73g3KtNAvriCmaxbLUfCOia/XTk/Rm0y7nX0u5db6L973qSpqyoM13zBTX0lrmf0bHTHqLp3vvpNWOfabFwMgJaT2+87WHa5fxrqQgC+ubGoyKgjEgW1dJr9HTa9YLrGQk1ZrxD09fsbyXEH75ECeiJx9TFO7vMXNPwzcw1+/b7CmobIJLevOTX7AV5Y8+evfPSQ+mrGvalFNduhXxG+LGOBLgqk7Oq2ySFAMkZO25MKao7GHSXV3lDxNDbA5J3UPmClU5ENR9WtcgkeKyqUF7lu55AhR8ViNDZs5htyGmw0IKad+d8Qdl34smp3IjgdOu4qBOfWlj3Lqt6xLKtzWpGVkwgxMZTVzQcSFpecp9V0YPtt3zbmanFdR/gGqzKRyAcII74GwTMX7T3gDu7JDW0jGNSoExLW9HAqg2h7vnExVtaWUSg1enNKVuP9SCwMzJL5rQhoMt33TprbVPTnI0gt9U/3R1M8HFnV1zpyaloROJPUlZJwB0oewfXge1wnbg/VkVqHUXsZ2lSXkWr2GpvbvlsSKRgH1SXGr90a4/Q9RbGzv/yr55A+aOpxfX72b2vRwnN/ez+8X9UNEpbeQAk9v1xmW3DGkIBdyTiivEOcW1oEwgPwHsOX3BcVGXyF9Qmhj4TlDxNLd77bXNZzWBJTHY961hC0c++3MqE0H282aXjZgXF9Fn1qRUNrNgAq+QUck5IlD38HaVJOSXPWeQh+cPt/5yycEtEqTgk4rmzy1dZ14GQhV+bdERxeDDLmuI8hPhIWCt5WasSiOt1TtLQD7X7ruB2F2UtiZf1OkbgQsinANmlrjfRi661ZJeqg2NZidkf5des858E2aWjgSCrcyV7YisrqGRPhCdzQ/fujuPSsOUl7S3Sa0QTJ2uvW2U+eUn9OO6iW5s4ok9shzB2hLUz/EdRvPFMXjZWCUQ/JJD465oJqF2TYoX4/qJosByFUPTuPfDPffv2Paown0599MNKo4mi0W4I2K+Ks8/oHe+YNrfGf5SuZWtBQscd73xN75ySQt97/T2qpr7HrInhhIoR0KGpdEVOLp352Jt09OsbKbTmTPd3Nb39ra/ooy9/SGvLSqgxchq9/e2vIhJQViUlUEb73DiFunzz6b0bKe07yNdMQO94ofioCOjNYx4PWkDLmLvA9WSApqY/TB9/+Dl61V1PsIGA7RuRgB6dBdQkoDX0shtmsH1RF3fEI5E1U1vtZ7pSad/+KVECeoIAV6w3v+aqGRklN8/ILrvBWpJzy66fnl1yZXJW6btoByAC7uySVcm5e/qB1PiDMZNHA2iBujN3X4ea4qmFtQvD3bio3esNVMyD+zooF/S9u6DmsC5aC8hYTF914D1PTvlWX371fm+gsiG1qHZdSmFdMpOVyisTUvJrC1OL6vd5ciq+cS83LV7e/MrZ/uL6janFtZ+5c8vfCq9QM/WNz/6Skl97T2phfcCTU16CCkDIDvcGKrakrWz40JtXGzFRCuf05lZOM/crq4DmqS+vqhE16lOLGt6H1Er4Pu680mt8BTVrU4vrP/flVy2dOq/184F11R0ofd1fVL8xtahuoztnz92h6wFPdumg1KL6T/1FdRu9uVULxwc1KuEe9wQqitNX1n/lDpQ9OPG1LWfA+ppSWLfWEyjf58urPoBKQukr989H/GP4cb35VXemraz/LKWw7nNvftUncEOHbxMKT3aZI6W4ARnrqE3fiPv3BMr3+Fc0LPXkVY0d/kZGm8EmHCymuLDuSf/K+o2+vMq11uLNq2iz+PIq1qfk13yK9hp+HPfSnWJqQe1znrzK7725Ffs9WAIV36cU1r46benPbeTcoL+aWlCPylDrDndOb17FutTCuo1JOWWTYQFFOAraUNrKfTvDSS3AYpzza/ayBCVYvXJK7z5ay2kUJx+xRO3OE/0nyd4iUQTrINPJJEYlT4xXBUkfwfMJvSFnFKNoPW2S4yKeOG8XiDMHpTYh7t7K8skWlXb99/XU5XufJdE2G1eCFcvSVjR80G/p0v8x5n/5J/8JXBB7bPjnM/WR9sArDllQ9J2tSbNOJSQkybq7HbJ4WPCy9obcc3gTL2mvgoDy9kQHT7SvQHQ5oi+RyJCxcMljW0EYEisqzvGcpC1GuVKB6E9xXAvZDyGgjaEElLM7rxHtQ+7sIQ5i0k4gr5IyZJAgOx/lZe0zXtazbUQb161bYrNcXKzktItKopuTBl8TKyUIgt05k5P1Ak7WnukuqFAcwbE7gtSKxDWUJ/o8QVY38pI+30Zc8YebgPwqGP/ul6lwXR2LCz5tRT0d+nQhvX1sKl1VsIIa01+hSYHWWeXNBDQxna7KL6bT3U/TIU+upP4VZgIREnpGPL+a3vvo63R/TSUdPXY6ve2tzxm5DT8frg2Z5DeMfog6ps09IQQUQs+uJ7LoQ48/See+soBeP/HFMBf8LyOgV/Rz0y6drjMJ6EPL2l5f+H5BAnrVTd79Z3SIiRLQXwHunPI0kELErrmzyxaGrz8aTJ5XdaYnt/JLWN3MbOzK72ZklaYn55SNTs4qHesJlAdMAfRKloXvya04Kv3NEHT0Lt3aI6Wgpi/0K8PLpk38aMMZnsJqU5IjOPCjwtDUN344G7WMg+7giJ3M8Dc++wuE71MCFX2xeHOqerAEqyNg6hsZf0lavseeUlDRF1VAIH7eXoUdyIbgmu9647OzYUW1dOsswFoGko7rnfrGZ2c/si0Y7xgC6HFif6xHLKxlYYOlFda5Ce9sPgfHsLaHkP2MnD2XeQtrr4ZEFuRjWh0wCOho4pjj5206C8e1CgscFn7/adBg9efXXIVnBpc4RKXDNzscIK9014IfzsZzOdKCa3viMBW6khZt7pySV3Olu6jmSsSLhq+3gHtFewg/fqQF78IfrDaVkls56d4NTUx71JdXtdedXT7XnVF654yMPaOgg+rNq6qEhwrr3TkVX3tzzDCQKH57nNd74J95or1qirSHE0iLiA6hAnFSTtbKeFkr5WWthJO1cmhqmrGTLQk9zUvQ+nl5/2nQhW2TA4KqZ55AeU1yTsVKb15Vnje3suBELZ68yqLU4voCX0750MNZ2jmiesWwUqGi3QVZph02WcVEvd19I6GZgMrayyCwAnEuEFmsqUoFxXVAsif+KEkJQocOff/Ay0aRZB9SDfLJiepnIkk8IClDynnewcruEjLgH5EIKE+M+UqvkU2Soo7AOWyy5hSIq1Egrh85SV3Py8bPJgnWl3TvbbD+jifGONLzlkZeVrcIkrZFsg85hHdKeo6gnOzMuPjifv9nGMbpuG7JPqSRJ/rXvOz4VCTOatE+pDFWckw7HkJ+wuAtqLzjWGNAQUCHPF1AR97howVZefTiG+6h0zNbsuMZoUJWfU457TfyUfrZqs/oPePSqfZgNqtuBAKKGFL1/hya5HmSNh3cSycmpdJb3vj0sAT0xtseolrymyeEgCKWbfDMD+js++6nP/7wE028/yOahHrzZkzWYQkoy7Y/XDLR8RLQwigB/TWBjOFZa5pMYfns0ozjKcVpZomXz0hbse8QviNYgUBoYVVlLmpU4CmqZ65OdMYnoxpIFFGcLEzPLumVsmLvV/hG0KbRti03Pv4PDwLCQ/zFDXXu7DI93EIaxW8HXkmwicS5Q+45nJHNNkQyhFCChIYuEYlncIHsksAb9M6XVreSXWpeskoYCTUl3078gtCR1KK91TOW77msPWs71zPx3wLRvxCVcFf8EMpL+ivHSrqaCSgxLaCCMLQLJ6l5+I2THI/0EAZJMTH92PghEpfRXR58oSgasNSexokOQ7IPBZEs6tu37/+KYt+/RiKggqy9LtkTD0mSSVRBlG12zdlJvPFMXC9TIpD0xXLPYU2cnHArfosVE+4QSWIjk5uSjUU9uPjLOFGdKhLXQYEYNVLcQEi1dRSI60pR1PthUoJvVBQHXiEormqeOHdJUgJCjyI+x5MOS4apLQE1iVibxpVdymSQhj1bTKd6nqZFOYW09/Xj6PTMslakDLJOUzNL6G0pr9Edm3+kd49NodpDmc0ENG3VXjowdQmdNAEhQ/vptJRZdNTc9gkogpz73foY7X/bk3T257+cgCIGqr/nTTpr5r10+9bt9KaxT9Fpmfhwyg9LQBEOMHXpDmjeRXhmUQL6e4I7UHpfanH9wdTivY3JWXsWHc7SdCQk55QbKYU16xBCgrbVPFCj/nl+TYUvv+aR6Zmlh40PjCKKUxHTi0q5lEDVayn5NTWMhK40Y05Z2y6sRYWr/OT8ltrxUZwaMOAqlrQbBVlbxMvGQcRBInYznFAey4L9bVw8Jb2GZPryKrezohYRxrOTumSVsph1X371fHhHwu/bgiCpI0TF1RhKpk0irtd1l1TEyx91ew2xgL5mxYByorqA9BrZxEmtY0C7dOn7v7ykJ/KS9iQvag/EyqqbJ3q9oLjWI5azfQKqI3a1mYCyc5DBnCCpPl7SngexFGRjAZKXbESdwaykkuN20T68kZe0jeJF/VnsKIgvJztXC4rRwBNHH+tYoqJfy4vag5ykPsoJjjRYVJmVW0r47b7dSAQUJAru6EjxmFi8+dV01Mur6YdL8um6olU07rqxEQhoBZ24dDdNfvpDureyjI6500e1h7JCCGgDHehfRCdPuo9SeoBO9c1sl4BiSVu9jyXzXNZvKp25vpH2HZzyywmo9y06a/YcuvWHzfQqdTqdsmy3maUfTkAVFx375md01vpD9PYXVtELrx5BVc9rZrWoMBIaJaC/H/hzyzolZ22/dMri7ZdBGudwLp2jAdy47oySRHdWic8dqHiNlafMLRs/Y/mu5szrKKL4vSJp6Z4rIGvlzSl/Anqw7pzSZHdOiXPqG7uOGPsaxW+HvnAL8wkDBdlYDpeu6XY/jEW0nQWxoHLcMMrxCe916TvqjNSVtS8hOTB8LPs1FiZDll91EHrI7VlBEUPJy2p2W1kmloj1cQfTQnlUiERAkYSExCSbpDMyyH7jHecJinOxoLj22yTHOpuoBWyStlIkzkOC4izu00f/f6EEVLK36JNaBFSQVMjfdeSIOlRSXKWcpO3hJEeBTXQEOFn/SYxLbLIRfZJFQCX7iEZOUud3MMzr6t279x852ZnNK/p+RdF6wjIrKfpTkj1xPy9pm2yyI5eT1JW8rDfgnYaS4F8d4QQUBAo6cf1nvEGN2QtZ0pAH1tCQl28S0DV0We4q+vnq9fTCG2EBbe2Ch6VwwpIddPrj8+neqkgEdB8d6P+QTp40k1J68PAENKuEpq85QIfO+pj2uXky0/zsO8gioGr7BHTtATri3qX0/DMupZ3P7ct0PZlYbpCA9kt6nc6ceT/d+v0P9Cq9LQG9dsS99LwzLqYx3QfSsa9voGnrGmn/CS/TJ+59nLrGzaHTs8z7DD1vlIBGEUUUUURxqqFLl1H/KxLd4BVjqUCMBlhEYVwBGTUto6HWUbjlg4viMmNFFVetQLTnO5OhTIXCl1fZkxU2WHPI5A9IRGLJSCd7KWWltIOx+x8fLnTKJjquDZeQwv9F4mo8FlmmCAS0Iyeqi83MeH28RUBtkmMs6TnyEC87X7aIqiCosbxswAK6EvGYyEI3CahxSBDirwwnoLyUoDJ3O3F+LSiJB3i5RRdUtOsPkV7DD/HEMa6ZgMaNaOREfQGOjW1ggeWIMw/vmJDBHC8nXCrahx7kZH2VlQGPRChBcW0WmVpAQt+jfQ4nHOEEFNm6I5/JoY5Bw2k/w03HL/yJpiJzPYQsQbgb7vT5H2XRPdu20oEjp9DJS3e2KlEJqaZxH/1EJ8x+lTZUl58QAproX0AvvnECnbn+IL203yT6rz/KtOv519LbnstvSSAKLtY5bnkyg3LiYCoKLjpowvPMjW7GlO6j1096iab5H6Q7t2yj1zlT6ZTlu5oJKO7RNfMDepXhozeMepBOWvA9dRfU0OtHPEg3rFhNp6U/S29744s2VuJmAnpTMu3cCVnwg6MENIoooogiilMCcNEKxHkVL+nPcbL2lSmz5GJkFFJN5mL+P+iy3sbL2vsCUaHG0IqoeHPLrk8t3vs94oCRhInYYCT4/hoLk/5CGevcytGH814JRH0+3AoK8s2L+ucxMWbm+pHAS+qbck+QTXVuiwVU+4j0HN5kk/UFNkm9O5aoV/Gyfg/pOeIQL+nzugpqlxgpoQcnJiAB6JBAnHtsinHFeecN/DMvGeukuKFNsVLC0z24+KthpRQU41WWRCTFa//kBv9NkI3vkOBkk1RXZ/6m82Lj1P480bbCCs1L+tuYUHCydqsUN7KRE7WPWhFQ2ZXPE+MACGgsib8SBFSQ9Y2CovXsLg7szEmqV1Rch9gERNacxxoTe8LQhoAWN9Br736cvvnyq3SG7z46AoHGYRJCqUW19Ibp79FXX/uIHmqopqMm+eiET7a3IqAQlL/jrW/pqLEP0X21lfTOOxED2j4BRQzoLa9viExAIXy/soGOfixAe/a5g05f8jO9/eUCanjfpUNmfUSnLNwcscQl7ik5cxed8vFmtg32M+8T599P+979NPV55tCDe/fSu9wv0YlLdrSyaIJEg7CichJ+n5FdSq8dNouuK15N77jLSxOfzGP30+qcueXMzX/J1ZPouX+/iLnwh835pI1OavgSJaBRRBFFFFH8mgABs0nOy2Nl3cHJ2l0c0d8QQKhE1c+JDt0maDeLpixQu0hevicGJVpTCms+R5EET6Byhze3aoc3F/+evAVyaGkr9lakFNa9E6o9HA5mgSTOn+Sew1hmv7mYmeKxkv4oMtfD9wlDR57o8+0Xjm7iZf3tZsumot6NTHsQQnvvW6hAXPd1EY1zBVlfI8cNh3zVbkFxbbeJjlxokCq9b2niZeeDOJ9InM/JPYcfknuNANGvJMTRSST6y6TXiEOirA8DIeSJNk6KG7JfUFwHRcW5RSD6Fk50LOQJ4nmHVEvSjRdwxLhF6X1rI0eMTywCCoIr2BMLmQoA7+iFSk0C0ReTnsOaBGLUSfahW3lZL+IkbYnSGzGs6ovWPf3qaEtA62mfYbPp23Pfo6kzZ1P1waUt+pjBBVWCrrlrLn35uXm0aX8tHTU5tQ0BhdzSqFc2UNWYRg821NHxE2ZSvVUSUpgF1JNOR726th0CCjH6ajr5wx/oJddOoPe8vZHOXHeIpq89QKFhCvLWnsg7LJKwZmIJJamMgN71FPW6EYPaSCf4X6BjF/zYqloRnokZklDOYlpnZJXSK/QZ9NMVq+l99z/KZJzCnw3bJ7eC3vpELnWlvk+HpC+kE+d/FyLUG3mJEtAooogiiihOARyXNWz80k1nQQfZnbFNRmGOk79sI9My9sQlZ1XbjiQfJxD1KkFxvsgT9U240XnZ8ZpAtHdtsvbg0Qiz87LeV4obdrsgaM0uc8Rz8sS4QyDG6wJxzhCDpU5tyqBuoqynwgoqEX1sTMyw/7P1TFQEu/Gw5e7muMR/c8TwgIhKinMkO1ZP/VLZPmR0bKzavcUt70zg2aTA+TQnuaAl+gdR1seLsiup93lj/hzTK6GHaB96h0C05jhO5ubvmdhPUFwjYuL6MQuvKPY/VyD6RNyzQJw+AdZZkF7F9UCs7BgQbtn+1RBOQGHxu+q2J+gH7y2j06f7aX/PO8zMHUqWGAG9+zX68vPz6aF9NXTkRFhAfw4joPV01CvrqcOYQOn+Bur2zKHag0sYYUPpw9YE9BCdOM1NE5/IoWntWApROWnqJz/RS+On0rtfX8/K0IEUmpJIreMwj2ZhBPTOJ6k7aTYFtMTJdPizK1iGf/i2WCwCenViKv1i/ef0qaeepTd732ou59hqCdahT1tzgIUO+IrqqAclAcPiRUOX/xwCevJmUtA+44hObPIghecTbEGZiyh+x4DrySYP4W2ypsRKLgFupfBtfn2cvDYcRRRRnFIA8fptyFcUbQnojEAlHX7vfPrd15vo2Lvd9KZpr9OZq1uTLNMC+ip9+fl5LQR0cSQC+ilNMCbSpv0N9L45D1L1wY9Z3IZJQJEF/yGdNCGdEcBxEzzUMWdxSznMcILG3Ol76F1vrKdj39pAx77xKR339kY65eMf6fSl21k5RVg4rSQqJiMV4TjWAgJ69V1PMRc80H/QGOp6NDeyrlmQgE5auovec++btLq0lN4/50nad+zTbZ5N+ALLZ0LSq/S622fTGRnBJKcI2/2eCShPnL04SZ3IS+rzomJ8xEnaC5CMiCXalTD/h29/vBBlxzCBGPsE4jzAS9q3NpsesXb3iYNxOifqBuJlbJI6wyarUyKVSYuA0ziiD+UEh8cmOpI4QZtwlPv914FV7yCuHwXiOiAS1w5B0CKWfDzJ6Ig2zMvqPbysPSsqro84WX+ZkxzTWPxUhIkO2jVPtDtsspaCUocxF/dj1ZnaA8cN/jfagU1Uk3lZTYZb0FoHN6ggaxPQxvDdtFkExzS2j+zs36nT4cvsHQ1QG1yQdBcnaZ425wouPK5T0kd26zaouepKFFFEEcUJRSgBxTI1s4yOuP99uuPnbfSuMUmRCWhRHb124pv05Zc+YC74YWNn0LELNreqiAAidwsIqD6BNu7bS5986mmqPrQohIDCAvoBTU66nxHAu+720kFpH9D0dggoI2nBGu7unFKalLGLTl64mY5963M6/t0vmFWUEdJFW2hSxm7qK6xps3/oklJcT2+e/gadN28ps8AOGHwXTXwcyUyRCSjUAO549zs60f88pQcb6H2zn6RXH4GA4lpve/1TesdYNx1zy910kO9tRnzDt8PyeySgNtuQf3FEf0pUXGVSMGgd2ZJWEDuyJnnFyBdFfXQXezwq8vwiiGL8LTiuFDeU8pL2MwK8w7c5kYB1jpe1Igg5s3uLG0pFWZ8avl04EKwvEOMAnoUpeaI3xJh6bFGEoTvvkEW7q0LpNRLPeC/KAIZvczJhlu1zviMqzjIr8cJ8b4gTY4kZ1aLsXMiThN6h+yGQX0RcWdwwKiEpgKhPHM6SYrMlXAHZEzluKCuDyMsOh7UuVoyPE2SdVTBpSQaJuDQIxLnYZhvUptTmsYBl4RIj2K7bnCN8Wc9J6qDD3VsUUUQRxXEhlIBChH3y0t100MQX6NYff6J339UOAS2spTd5P6CvvbGINu2vo85bJ9Mxb3/dKs7RIqDxQQL69DPPUHXOh80E1L9yPx2U9jZ9/PGnGQG9kxHQBYcloM1LMDYTLm3mgofldtlORkgRJ5rgeYWOeHQpTS2MTCaxIIvuZt/7dOWazxkBdajjqevxvMgEFDGrK+rpsGdXUueQqZQ2HjAJ6Lhn2jyb0AXVlhLu+5A+9vgT9PN1G+kNY56lnoIaVtc+fNvfGwHtrjjO5olzGQZgDFTmoI3BteXfZkIK3TVijAk/xrGClxwjmYQG6hpL6o+ocxy+zYkELF+ov8uqZ8g6ux9e1n6A1lv4ti3wnybI2sfWPqyqiGRUxYoJUS3QCIjtmSCIimuTSJwNEnFtDcZR/SpAXJeguL5nE4t223BwwkNcu2IlTbX2RfyUQJzfYT209HD9SOJoj6j14BMu5WSjApI2AnFRXtGav3GOxBNO0uusCjTWOUMXJE5gPf4vEP0bhKC0PsPRQ1Fu+AsvO7ODeojs+sPPZ8ruOC35nXL+t4wTiyKKE4/ToJeJNh30cERs2zBCwGMQ/ju2NysfnYjsceN0q4rSsSJ4D6exe+h7xGSqUw/+4rpbmwlobiWduOhnemNiGt36/WZ6913JEQkoiFL8vYvpW+8tpYf21VF91DR6+xsbTetkcBsrBlR1Tab0wD765JNP0AG+15kFkJXiXLmfDk5/i776ykvHTkDbLC2EFPGqibM/pJfePNUkqO3EXXrya2i/Ca/TdWs2svN7fPdR52MZLAkrfFsQUNzPsGdXUN016agJKDL3r534PH3k4Wfpzq3b6dWudDotY0/Ea/q9EVBRcfph+Qnqx6HaxCKBGGmC3TmTV4xZgqR9KMh6KTGtLD/FiLoYfoxjxW9BQAWiZTLJjqA2HkioTXYkhW9rQUDWKHHus3Tn2L+SXvFrW/Z+L0DMJyyAsbGDL4kVjbje56FU3MkHtPEEJXGbaaGGLiDTQlwsEGc6a8Mya8OLBWKgpB0jpBzRy2JjHXbszwio4vwWZJGJW+NfopdzUjwSBdoghnf04YhRZgo/O9sQUF7WaywCijaH62Dfkd05U7A703lJX8pDN5DoFFZUZOMe76BlElAjyyLPyNoVCDuP+e0SPR21o3mi1YqKWS+cl/Uvo2Ek//kQ7JokSPpMXtHv5SUk0Bw+tORkAcRKELTrRFE/M3wdg7/DaTYh/rrY2AHnh686GqDMJU+0ydDDZKE3/E0RjQq8nJCKcSecoMKLwEnafT14R6/wdccKm6BdZ5O1pKPIxm+Fvn37/sFULhjMIQTOJg669pdey6+Kf/xv9863PpX3LKySsCrCmjjh4230JucMuvWHH9oloMgodz6aTd9bkEEb99ZSfeQ0etvcz8II6F468qU1dNjoGZQ2NdHHH3uSXjfpOdMFHSSg8TPfpnNfe/UEENCWBULzE9/7ltovGkXHv/elWa0oLEMelt7knAraN3E2XVu8np3/qaefovojn9CUoghJUIyA7qXDni2iI2/F/Ryi9856/KgI6NVjn6Fz7nuGbtv8I71Sn0GnLUccaPsE9MobPac8AUWnxMt6MZOzUBIxMGdiUAvb7DSeOHqJZMg8XtbdYeuagY7Gbo8/o3t34+/4F6XKwrexcIwEtCOOiaVLl/gzjqcjbUtAQTSYNt43XM/BbcpqYnsb0ZabA3aL6PHhCCg02+xdgvffJf6MTp36tB/jJxp/QihDZzLgH6GxgGY8YkJvW++BEevM497xDHp3N/5+LM8B2ZvYB/uedfhMUVanGNcVzCht7gRRexj3RciAf+BeW+8GoC6x8SeQKdMS0b6e34kCzyf8k5e1NRb5BAnjZS0lPL6SJUgJ6m0CcdYy7T1ZL44RB7OJVDgBNbUF2fG+iDQoHpmAaoyAMlIoJUwMH0jwfXGy80VRcTWJjDQ6q2KUwccVLxtKQE2LqvOp8PMBPFHHCIpzv/nNJVJOSGjXwnv0bcx/Gsfd+je0FbRlDKLWGlwXjoG2Evp7CE7DfmhPhz+HCXxLzd+WPf6MyO0vCguCoF3Cy9pyTnJ4eFl38LKewxH9/tCkvL59WZJgaBvoGG4FlLsNOickbrp5W3MC0zrBj4WDXJTwz9DfAIwDgqQ+GrT0s2P0i+n3P1YoV0zM+P9BzkGsEN/faisstllQu7S0nZbrQpY5/kV1JJxTkpx2QXbMRRiZjWg3w6PX1oKIUqZ6IidpV+Ma0H5w/A59/X9g3jFJH9lSR91/GvOMteiRNp8bJDpoqWRAvxJr15v7CEGKH2GTtLc7dGixtNrt+vnof62/W8HvPw3XjWcgyOpj6FtERe+HRM72vs9TEmf9vdct8VNeYUSJETOLgLqSjkhAhz5dSOcvyg4hoJ+HEdAGOvzFYjpxmo8RvEcfepZeOeYxmh6MgQQBvTn5JTr31VdOKAHFPYDg9b7uTjr8/sVtBOrZNrkVNCm7jF7pdNO1K9ey8z/y8FP0Zs8bTAc1fHuTgDbQxKdyaEravWz7WemP0avHHT4GFNnvg33v0oULA/THb787AgEtpykFtfTqwen7z+jAn+oE9CxeUj833ZbMPfl8+DYhOD18YAfEHoNiOKJOx0DIhI4l7Ude1n8SZGO9QPQ5HDeYC9/naAgoOgFO1iYIxFjAS/oWXtLMRda/Rbxqe0QwEsIJaFCUmQ3GvKz6w7cHqRAUZ4O13WEIaEeOi7+MF7VZ0GPjRY3dPyfpP6FChqgYyaxDDEPw/rfAcofkF/wGzTieOD/liVHHyY7RodvHCoOvArngJf0bXtI285K+Gc9BkLSnYHUM3TYUMXJCX0ExXuJkfRMLOcC7IfpnvKzNguUgfHu8B17SPxVk53ae6EvQwXJ2V1dR1u/libGu+d6Iqwidfei+QpwaK9hdKwVibBMUYz3PO+XQ9ScDnKjeIiqJ0MQzLZey9uDhOm5Bcd0tEOO+7t2v/7v1W1sCar5vNvlQjPnQ4gs9xrEQUF5OSI50PbEKCIJeDRc+SKhNUm+LtN2R0IqAMhe78VKk42DygOopZjxsIrVJjmYNRAs2Sb0cEjE2SfvWbGNs+ZaT9RdsIdIwFhC3zRO9kCdOaBF+K4rxcdBO5BV9Nnv/wbYiEH0ZxNKt/W2ifi2vON9HKULWjonxDS9qKee0mfj6T7OJCVdwRE/nJH0lL2lbzb5F2yoQ5wokc3URzZrZUbQA5I2THe/xogP9CnvmvXuP+TNITS/0qbCKi1qSAMF12eEQBFOUXhR1kZPUmd27IyRLfwh1xnlJzeYk7SNBGBKLqkk24njYJqlP8JJawMnaC52DIUwIgeFlfSEvq9DJnBqqgGESUEe6TdG7iaLejyeOsTzRXuUk7Qv0IZgI8rL6NY+yklw86SHqMZyiPmaT1FdssvoQEvt4JcHGSVoaLJUgkqI9Pk4g2mKeON8EyeaI4ymeH/FPJPfxvNGbE7T7unQZxQguQk5ssjZcELCo14N48rLjAUgucaL2AMe5uvJEv11R9G6yPOgckGFeNnB/r8fGDu1OcN+y40FO0qfzRCviFf2jbtiOxZyrj/J25yucpN7P8igkVeNkjVVOAkHmiOoTif4cJ6lzY0NknwCQeF7SXhWIkYtEQQ59ueS0c8Shc7J2Yfj3dkrjrx1izhoy+6NMZpUMtYA2E9DIMaAoxTny5TV0wZI82lhfQ7Xh0+itczcwwXZrm7QVDXTo8wXUl24StkcefJZecfsjJgENlsK84tb76asvv87Wj7nLc0IIKBb/6n104Ljn6A23PGhWIAqr124R0CucyXTtyjXs/A89+By9ZvxzEQkrFliJE+79kM6cDd1QSmemvUz7jn2Rzlzd/vUm51ZR14Of0B82/0S/3fgVvVyd3i4BNZ/JXqp53t7/rz/L/cPf1akEm23gvywCioGQJ/oPgqz2P1qXIDLERZK4BVYl0mtEMOYskdUZNv/PrDI/CIKKAagZRyKgHNEH88TYhEGV9BxpHo8ddyiV44ZbySVlgmxMCN2vPbQQ0CGUk9RGTlZ38bJmVo8gxm4QB2tbdJi8bORasZ+8rB7iZY2RnFYE1O8/DYQH4sO4ppb7H0KRFIKwBikOcbOuVXBJh14PXEbYFgLKPNEe5hV9pKC4GnGf2JcTHOy+mPuKqPeLiqvKvOchweNCiNmMyRXtiXvgego9fjDm9XGRuKrD98NzxN+iMmSHYMY6NgOkVJD1BjxzVPiIleP7C3bjC4RfmPsGYynxXhVndQ+J1T9mQIcs2RPLcU+i4qoPdqInDWIH40+cpH9klSHkZfXb7soNbcj+kRBGQFFl5ZA58Qi6rMUETFCaB4MTQUAhQSYQjR0D54g1PQtttjsSjpaAtsRAm54Om+hYHvqNi7I+RSDOSrTX1m3Fivt21vKyem+oVR/EQSDGHtZeZe2ATUxIFohRhLbC4smD74WF9yjObV25wRxKJorEVc++j+ZELbTHoTRW0jwhhOmPvKI/LipDqrAt2lSbb8uMTV8TK5mhFFGYwISXkx1vWBPMHhe6LhAk9TZBVhMkyWHnZW0jJ2hzMIEQJG2aICXcjecOfU1edgSgXSkoxtecqD6DZwuvFy9rH/TgE3rzsvYtJguCMLinQFRfrJzwEmLiecmxBJY7kf1fXYjztbxLk4DGxurn87I2W5DU9T0k5zVQi+Alxzz2/cnaM4KkjoiJcXSySer7zB3dM/HfnOwYb5MSnkCNc55oP/CicQcslTzRlrCKRZLDzknGfbysvc0IKEmYCUsrLzveEwQVY29Hm+x4AcmkNkl9jpMdE3hRHWOT9CdwXnyHomh05mXH2z047WpOdDwLUgqyzkP/k6jzeMUpc7K2Ce0fEyJe0ZfAYgrvi0Cc1+MYKO/Ji47JnBQ/iJP0F+GCBxEHqQTB5ST1Jk5SPxQETTKfi/80XtQe5CT1TZ539rJByUJWc3BeTnI8EiPFa8er4fqbIXVF3W3NMaBtCKiX3jTtjcgE9KXV9AMQ0L211DF0Kh396vpWZSlRlsv5eBb1+qHzaRHQRxkBZaUwi/fSS4bNoq++9BZbf8eYVDow7cNfTkCD7vLRT+TQi665h2XEh2bnY7EI6GWam64pNgnoww89R6+d8Hy7BBTP6LpJL1Gf15RtevONxXRA8luRY0ZZxn45Tcoup9fd8Rj9cuNXdNvmbbT/LQ/QKct2RiagTBqqgQ57YPGh887oMzT8PZ1KYAMTcc5DZQnTLc1i1/bykp7DSY77eClh4OHixXhJn6T0HAkSt4+T9U/wgaMcGEfUmQLRdliuQZEYm0RRb67CcSQCysuOG6wBjBf1gE1WkzEztBF1Bk/0z81YviFUkI1qnm+d1RwJoQQUdXs5UXuMk7Vl1sCNWW/LtuotAnEGS5vpsLi8xhPnfubeDbOAwgqgoHKGrO/hZH0uOk4MspyoPSMQYyeIiPls1VzMiK39QBhNAmNQTnJs4BW9XI4bwZ69QJzbOdExzNxO90txeA4WodH2crK2AdYDQdb34TeLtNqIPgn7sHgioj1lDtDWfno9J6ufolyfgNhE9nsiklL2c7LjzubrYp23Vo79OEnbw8vadkYwJL2Ol9UfeUmrMsmZxt6rTYa7yXR3gZCIinOHSYRc5ajcYR33ZIDj4rvysrGZkRi4lWX1sUjk60gIJaAC0THZ+ICX9Q1W+UJRce4LrTV9LARUIAnTI12TKDoGMwu7+b01BpOi2mx3JLQloPoLkY6DMBNMLpvbu6A+aW3HE32sxMIBrEmotp+T9E85SVvPE421Mfxuxqsyb4FpyWSxd86tbB9J3cdLWr25jVHJy8wL0ip+2iapawViVAcTAFESssRazxKzZP1bKykQbViQ9XeUXqOaeNn4mZPV19FOeaIN4SXtSV7Wd+HZYeLHy9qyTkG3bBQdOnSxjzrDJHaDoNaBsJhzeUm/HdVy0I5tkvZh0DvRkZFAMWEUI2qS4yJedCyCrJhkH7JMEBKDZAn9XMIzHFFv4SXH21b9+Itjhv0fD1InaXOwWG5yTtaHcbKabVnYLQIK+TJYHkHksK0oDuzMCwnPx8TpZ4HM8orLRsjQ7pzk+BKkk5O0dE7SHmFkWlATOElbzFzpxOjNydobzecjOofrk+XEcwTJkQZLpCgaQ+CVirXHx2F/eO5AqHlRvYd5amT1GU7WnoW8IEJFONnxAifFazZJe8G6P7j6RXh6BM3JSdqHXYkOTx6I+kT0zzHC4J6QP7ORhHhe0l4TmPSaYzAnG8/A48BL6se8pM7HWIjvhpfVZbzE+oqOaOe86Fge9F6xZwxDAybtjOiShPhI3/EpDU+gdGxbAooY0B/pnWMepDdMfauNlQ8u+MQncum8hVn0UENdZAK6aj8dPHMBTXKnmRbG+5+ml99mWkBbCOhM+vILb7L1L76ygGoPLGUao+HE7FgXX4FZNanXpbebovVFrY8JAjg1Yw8dOuUZ+uOmzez8D9z/PL1m/AvtE9DV++k145+nXo8pG/XZho10yAMLaXJudbOGaqtzBCro9KwyepWWRD9f+yndV1tLJ973BqsY1R4B9a/cS0fcv5R2Pfv61PD3dKoB7kBBcW0OxpCxxcp652W9SZC073hJfyVYoaHVrCwuTj+LJ8aTNpLQyh0LCES7UlBcbIDCwMTJegvROQIBheUvqG14S0gMEgOqUwiy/h0jV8yFrt8buj4SQgkoIyuSOh0uEYHojSZRMMoEe6KE2CBe1r7CNrAWwe2DmTmuMxIBRUIWT5wPwf3Y+oyofGE4BWKSRMg3caHWwiABtTKleaLv4yT9abiyYJkwY5scdp44y00CwEjkGhwDHSxzAUkJqiA7EZZQItgTl1vP16bo/SAdZZJMFxVlYyVinzBjx2DEiY7RvKzvYe/ZfMc/g4Sx6woSULwbJMmwhB1Zy4kVnFexAYNPuJSXta+bCZZsfIEwDuz7axNQWCMwAWFxlCAyRLsjfJujQSgBZe+caGmwWAtELzGffSJCU36y3vvRE1C8X0cS2rIVFwuihOfCE2chk4ZC+wfB4uK7trqoo0Q4AZUU54s4T+jCLD2S/rSoOE0rPjForJTACC8KBgiysceUqWIekE2CEJ+ANmZaeBJuFoixroVQO8tiY00ViFYEVEZbQVsylnbnBl/IrEqiNoqX9YrQCYsAciomjMH3brpe9Y8F4kKpQ1hvK3hev9S6N7wDXnHea7O1DRWB9ikmBsFvq7aHFM9i+8K3+y9FRwF9p+x4D+50/EBgpZMcBYyAyvoCWN0YEZJ1NyeobJKEcp28pGeTmGGdROJcBUsh+50bzAmS+mEs7xhgE7VALHEylz1PHH04WX3HJsWP4ER1gRXniFhGTMYtgsg8SqJjFgioIKn3wwpqElA9BkQQfZJAHHOYJZV3nGcjanGsqI2CJZaX9RtMCyNc/I7l55wz/C89JNcFnKRm2uREFicpEl3nifYW2qxA1Jk4Xjc58RzUesfEBZZSFq8sqy+i3+8k6mfCrW4mLxrrYkVjCCeqj2EM4yX1LU6Kv4ndt6RdLRBnDsc5r7FJjiVWXKYIDWmQbMkxP1ZMuINZMyXtYYQ1QJKNk7WXzJhTxyuIfUVIQaygXQIJtLPOMuPvWe13SX3H7LP9p8XaR56PykZo8zD82OT4hN9de24lwxRGQCdOfJLeOP2dNgQUyTKDZi6ib7y7hDbt3xuRgIKw3Tj9dTpt2ixG2B5/9A165ZinWClOWActAvrS82+w9QUr19PEJwPUW9ByjONdWEZ8fiW9MiGZulLmU/+q1nGdIIATFu+gyU/Op/XVlez8zzz1Dr1xyuvtWjRxP7CQupNNF/zXX31L1dkfMOH+9gloKe3r9NDP1m6gTQcaqO+Z9+l4ENB2KjdZBLTLOdfPDH9PpyIQe8PJ+ju8rAcJT1D/MzjwmJZDZwNP9DcjJWZYgJvFSu4AEBfEBkYQRaI93Pz7EQhoONCR4hqt5AO4vpuPK+u5Vu3c9hBOQAVBS4fljpe1HPM4sNxoz8JSgGxh0yKjbYc7S5D023CeSAQ0HCCPwWB2AJ3YSubyBonhWwiSRUDNJBSjWpBUV8tRTCDeybRiMoK8E/ffZhtOJyCqoZ2VIBsvBd8XC6mIpLHKS45EQTbqTAufi5odaWsCGrRUFYZnlWJiYCbQsPbxTefO5vpjJaB+f4fTREW/lpP10QJitEIWUXaODsYNtotYQb1KkI2aZgIqniACGrSk8nZ1jEBcZua8adkrQAIMc5MRvbx9Aoos+GDsMNG/ESR9MS/ry3lZX4ZkEJ7ou6198axQHOF4B5tmAsqknUAu9W2I3Q2ezzrntzybWBrMUs4T/QPL/c5JuldShjSZ37lRw0sJN4ZfC+qLC5CdCj4HQUbNbVhxXDaLgJoTJG01QnpC9+WJ/rJkH9LErO7EuZ8TEm4NPX4sdHYVFKQwv7ngO4z4LGCZC5Y2ZDGtvKSuZV4SeyKNFR3j29vvvxFm/KHjKRsSkQTHglh+8Dyb5MizSaqLF7VFQSm5jryiqZxsrIwVHNNsouNBEDD0J4Kir+QkdTH6KY7oGbyopmKSxBF1BU/UV3hZn8JJ2gqbFD8WYRmclPA04hxhDACJ5TjTWohrMQmoei/GBlHWH+JF7QEmcSeosRwf/2zMmf3+TyDaHJEkFsNVjWvkZPUZjBGxQvyj+Ka6xQ64OFZMyAZ5xDFhMbURLQ+FFgRifCAQPaN7d6MzDAaY/GCbGNuAWbGCY0v34N/BmNIpiK9HQpYgGLfysrqwhwTXu/YSJj+8pN2I+0Yfx4Ns83piVxYzqhYEw6g6irKWJMgJw1mxCRaDzyZai+D1YiELRF1lY1n58XF4B7Gxg0bhusw475ZkKoG4ruNkbaVNVv2CrD8tEuenPTj1JsSv2myDfn8W0EgE9EbnDLpjy0/06affpQN982lqmFUQVspr75lLX35pPqWN+9onoNPm0mlTTQKaubyQOrxvM4IJgghL48VD0ujzz7zG1mdlF9PB/oXUG5LI9EsWEN2Eqa/SK/onMVIZShJTi2robW98SW8d/xDdV1fLzl+Uv4oOu38hdedFrtmevqqBXjfxVepPfY5t//mGL+m1dz5PZ2SjTnx5m+1bCKjbJKAH99Hp979O73q/tWB/6NJCQG9IC39PpzJ43iGjzqzphtS2QuuQDS4EA4hBEd+FBKDQBAYEoiOpRSBGHksqkDBY6as5zLQl7dsW64meYWU1Hg0BFbv0P5cXHUm8pGfxkv4tD6KmGJ/juJysfsIGRNOaubIdfbdmtCGgEjJCmWzGzbCk4Bo5SavlZK3MPO4QuJdnYRtO1scfjoDaxIFXcLL2DEtCkrUdiIvjiVGMDg/WQpPQuygsj9Y+zQQU1y+qn6M0aegx4TLiFYPF7JmkSHsvdH17CMYlrWbnZKEFGkIL2nZkSFSQ1PXWZIOX9fexHYuvYi549s732wTmCmoFgWg3C8TZxAgDcX7VpYuZCHKsBNR8J3pGUN6r1UJ6jaQyGbIg3OIeim6MLBs/m/uw9zct4r0eAeEElJda3NOi5HxCihva1Gzhk7Qnu9kGKZys7zSJ7+EIaFCXk+mQmouomJqcjJDZnbVwYf6SjO5QAmq5ukPPZ01gzFhm44BAjEAPcVBLKIysvSbaE5vM78iR1TZ72ISgOF8DkTTfub4IVl1YsEwCGmzfxNEcw2lBJIkPMQKK9yOrW0MzhgEkNwkKwk7QFyDeVhsXegyO0y4TFQPhLMV45jwxdgtEL7RJ2lu8pH5rWfkPl9X/34x//fnCnjExNwwiFw/r1KHDX886q0vfcwVF69m7d3MS3mmiMuQKmxCfwPoOkC3eKYv2xGz0jfCmwAqJ7VDpjJMcH/G8o49gdybY7M7Lm78TfMuy2h9eH9RGb30VxuloK8j0hrs8WDmsI4hr59grWL8P0igpQzSbbSCs3R2Zm50brHfrdgWzOnLcZX/r1u0qEhq3DKsoJzk1zg5iPJiDBTY4+Wd9Buk7rNM5fxGawwgQUsCKTojGX1kfJumu2NgBrFY7JpWYXGI7M6seCUuDL8E6THYkyXmRpdZgJlP1PxdjDuJeOcU5CCQVslcsZl9JvISTnPB2dTw/pl+nmJh+g2J4xw1tk+zM8AEkVcEVD4KPvggW07i40WeFZOH/PhCJgN7gnE53bdtK31+QQQf4F7RxYYPQXX3nc/Tl596i9NCB9gnodBBQs9TmD5t+oMMe+IhZDGGB9BXW0mvHPEY/eG8JW79kYQa9fNgcU6g9gkXxWJe0lfX01qfyaM+Lb6czlu5oU6Vp+HOrqKpPovvq64MWzW/orU8spUmBqjbHwoJ7Huh+h77w/Pts+8/WfUav1FLptIySiC51ywV/he6mG9ZsoLSpkY68NZ0Of24dI8Dh27Pr+p0S0FDAGmaTDScCvi2Ljulu00rlYIA7XMKC7PwWyQtIXBFkZ6NAnGsFxbkbsYlsgLa0FWVt+dES0B52TeJl/VOZJR2wpBYca4NAnFvMgTyo2cjImaOob19/xIHTQnsEFB0GL+tZjFwESXZwwN5kuaVByNsjoLyoTRaJswYhBkiUEIizSlCcqwVi1Jn3bz23wxBQSf0c8UvWOoDFMRHnp2YoBLKW1VdC17cHWAEgLcVIgWkdRlZ4RPCitty0dMN6pn+CDpMgC54RUBAxvR7Z9+H7SYpr4IkgoCxbV9LylF6jTPdxyKL0Gk1F4lpyOFLBYstkPYDrCIZLLD4cYW0PhyWgon4mrBuWRRkJWizDWNa2490eiYCaxE8HgWXub+t3Rl4lFd6Rdu/vaNCWgLJzsvNZ57S+P07Sss5sLXnUEckTEiOgmHA5IsaPApI9cQ6IOI7HSfpukAwze9j4ySKgol1HIlxrAqo4H7cIKC9rmyXJdUHoepAbQTGY2oT5XcJdGiQMkj5DUFyVSDgyk/WclQJx4dtisaatvq0oAY2IORvo1enrD76WvurAPG9h/bg5WymLbwzH81ubeqSvqHFQSiHKfpYg6oELzr2+VSZ2jx6DpBhu0JKzO8gnpKSrf0XTmakr6p7wZVY3l7INxQs7KP/QD02pk+dt+3+zNjTc+dTPTRquL3y7cHjzK7u5s0sfuW/DoQXpaw4+6s0pueq3InOPbaFd09buS8ml9HDSd23gL65PSMoqvfpo7veUQSQCeq0+lZb8vI0G8tfSfikfUV9Ra7c4I6B3P0Vfhvu88QAd7JocgYDuozdMf4NOmfIAI2ybvv2e9hv/PJ2aUUJ9+ZV0enY5HT7rXfrdN5tMAvrxUnr5sPQTRkB9+VV02ifb6IVX3EXveK64lWudEdDnV1HVOZHuq69j5//qy68OS0BBwh3+efS9dxebFtB1n9IrtOkslrQ9Ajo1s4QOGP0g3fzNZtp06CB1Jk6miU8Wthvn+nsioP4jVIDAQM8p6juMBJqWjFpUubkgmNhgJtnojZykvoi4yvPO6/1nlmHJyKtukiGTMC47GgKKQV9QjFyWSUuchziiz4NrBDNQuP8x0+Yl7X0M4qZ18PgJKIDAcJZkZMWqmYN5s0B9ewTUJjr6CbJzXzCOso4j+kybPEiBRQszahE15CXtR+v+2yOgNkndGJ7o9U9u8N9EWS+wCKgZU3VkQJZGIIapamAS0MfDtwkC5KOomYDK2sf4jckwhRBQCESH7ygpzkEngoCyRBPJeFi2Dyk2rccti2wfWswrLligD9sBc7I+lREcM9ygrocZv9UumMWBd8Ci04y2BFRrJqAALD9mAg8j6ohVDCojBKtjtSGgWg2zcrJvRXvZdOs5b0IWMhOBD4a2wLIfQXP3mBAaA8raNTE+QbuE3I2Zeat9JNpNvVGe6FvDJbsgNWNZQHnR8UF7BF4grucl+9AmPANO1vM79enz/2BJxTGt9o3vJPx9tSag6o9MezEE7RFQm+Lo9//buxLwJqq1jffq7/UqbiwVBamlNJkkkxZRXC/VyypCaZutGyBYgQvKVtrMTELDIqIoLsgqiLhrlcUF2mRmkpaWAorgAuhVSYECbWayUXbRnv/5zmTSNBTF9RHvvM9zHujMmXPmnJzJvPnO970f+GdLxN/UBAEpsc9WCplVCLsN8va/QkDPBu0W+5WwvvesnmAB7QkZKT4wy8oHU0Gf11RW9ncbf7i7oyKMt7Sne3zXWSt8+Bz83dfA3Jc3ex24/OD14PAg+H79vzuGTOhbuHDrTfgYQn+juaMJTLnQhaoOX1PkbMBr2eHxXWHjg92LPm1uc21PrT1w2VTOf0NRVegmKyd+zXj8twNBhONw3ZNO6boSTrjPUXtiR/6rX19ZWn18xcwtp5+BPqU2mi+zehoS4/uA+7S6hNdoXnx+1uZT99vcwrSSisaHHA7pHTft/UMdYdwysYuMqx3MA8P5W1nnHZ4mXFeuM3b79ktgfmB8Dk/dP+BemFr/DTB38jX0pqZOTJXQhdp2pAPUg/mhK/wD5Lkprmluby1vSEx3SO+raP9lu/7PVhXo5tiFcLwD/UGDjmIbk/4ILeXfDGcT0P3ovpxSFBJ8aPOm7ajfuBWIqWodaCMR0EXohaWvIATEahSFRq/aHheEdBINpt5CpaUrMWH77649KN1AoykbDuO86tNcfjT6yTXocH09Pv/Bug3ojrzZvxkBBT/TGTVNqG+2HQ2ftBLnnpfPYVH5ZZvR+Edo9MOZ73D/u77YjUY+9T6yutvYHuf9yF59DGXPLENr3q2QLKAf70B3ZZeg6a5zW0CnljeiSXNfQSfCYfTDmdMod8Q0lLe45i9BQDWwxay3LILgnvhzMiC6HVttJEtGE34JEAYz6BiC9VNFmrAFLf46NQkyORGLJWnYYDK1w1v3LQQUW5y8RK+WF5Pk/G05g62SGsO3oM3WqlGoo8kuilq+dNmb5C+Yc+HHCCj2R9Ia32jJ7W3wJsbcTzwBhe0hOK7WmuClHPFvNa1qaa8F4J8qb4OmENkjWo7/OAEFEJrsxdC2NHemXcnkYGyRjYXqzoz2saL1JtjuIk1lUp/YYrcz3i8PkKTNvguy/Uh+iDkggQPb19jP7o8ioACwgsoBOrEFiMY5BMxbAful6YxRKxxor6aktL2OQfuTIE3va/W5J8DnKymiUxpPQCECN34tq1Kz7yX0OWFwSZEsm5J185wEVJZhIrNAmSDaFkQIy8FA8MNFpTXa4/v6OWgdhISlsRbFtgfPKUEaD2NXAHhOdUZnrJSSWpf9pCZKEI0+INvRxiPoSd6fROiMe3EbkvKE5CMb9QH97QionAIVxgHXSWupTWmpi1S67K1wDX621FmFbdT5n8Z0p28i4wm4gSDGHndUB2+0uUNLmcrgKpoXV9MusZ+DDScxXHAYEEGG8z8w66PTT82oalpIuRodY5dvv8TuEobYKsPzZ2//zmGvOVZmY8V8Kxu8yr7p6ByK88+jefFdihVmlLj8BOX2z2N4/yKKFV+awYq3xlof7WyoF1MZestWdWSxrfLIbIoVdxWXiyrG6UujWXEFw/oX2dz+pcXlh26mueC/SquPVY1Z/2X70upjzzk2n3wMkz5OuNnKC88znH8J4xYXUk6xt9wHkFiG83MMK05wOCSyigHjcvsNFCuupFzCMisrznRs9F/JcOIwhhOfpnn/4zTvf83KCvaxy9EllNM3kML3ElzKVAaWFDmPdmbc4UG2qvDLNnfwGRiHjfWPsnsCz1Gc/wUr7xvpqDhwbWntCZriAk/DMYYPLivZ2Hg75RJsC2oPXEY5D/em3YEXaXfwRZsnuHzOFye6FbHirbbK0POUq3E+4wm8RnkCz8IYKF4YQrt9d124FlBPCD383n40beZKhL4/gzxsFbrT4kC0J4T9NmWiZK85jgZOeRate3ctJmOLVq1DD776OY6Ol+vM2HwcZc18F61c+S6u8xUmoNPR1A8PodLqJjSl3IeMzMvo4P4D+DxX7kH3PDAf0XFk9xcXyN++7TTKnPoiun3QVJwhSR4DaJAaFmxEsx+TItoBOz/eiQaMfhyVsP6z+oe/gRibH1uH3O7NuP6BvXUo95Fn0ZSNDW0SUCDZ48v+i8ZMfhydPNqEr7E7Iuk+a9oOdLpQCCh2sCaN34Ifnlpn9ILIcAo5vJ/kC5TZQRLXNdyj0hl3SAQUfL2MfoIY0p3QmcbD35LF0Mi3i8kQAehBQrSvMcaP1FCBkPSSgOh2absb/OiMR8GvSLoKO6f31+gtpzDpAzFrVetMRVgAW2dosVjpsjefy3dNxo8TUGwJuoXQm/drU/PE+GCWcxFQDWl+VSagKp35LAsl+BhJYuNSQI9KEyN3dD4EFPyU9OYzUgpF2ELN/hA+L/k8+D6B7yZs1at0xkWg44evI7ItmBBEPq8UrWEZ+CzJ1wHJIEhjrRxoBrI5MvFokWH6Ywjob4EUbfYIQp9zpoX0mXZARC8QS4h2hbkFXzaNzsTKdUCzFSJigbSAX+JPEVAA+CeCPFfs9vpPEtA4HVAIllNrpcA8yWprFmKtkiAYDvqDGtK8BCcL6J171o+HWMRHwbdF1ghtdjFss0vrECzxRrDE4zrg26YmjVhJIBJ09h74ycnXwrMHPtdAmiX3G9MZiIbGBBCsyb8XAdWZXgaLq0R4QVcxrl2NIZfQmY+BNRqPSdLNPesz+1+GY13oantV0wLGHXBTnPA65QmNdtShf9B8cIHNE3qOYg92YDh/H5pruJd2B+5iOGFKkbPh3xQrvF+0/rDmkY2HO1G8fxntDk4ucTaOo7jAFtrTpKY9oUzaHayldzR1kqx8QT3FihtprnHAZE/oaqbm+C2UW+xtZX3P0C7xZdlqCdY9hhPfZvjALOjb7mnKpPnANyVcQx+K871tZX2PgAWRYhssQF7tnuDQ0ppjvExAZ245PavolYbLKS6whuF8DzicDZ2pCjGfYv3vO5xHo/q/krXX77a6xA9ol3+BY6O/K1hZKVZwU2zgjmnvN3W0cr7ZVk60lvDidNrt31zEB7vbKg52o1k/z7gaC+dUBbpF5uRm2u1/w+YScm2e0EMzqo/WFbsOp6d70MUOZ4MOxsm4fQaKFbbRXKP+kY3+Kx0e33VApq28/5Fij3gLxQqclRV6UU7hdcYtDp9XHb5mxqbQbMYdeBpI8czaY14rFxzGcMdvYDjBaeWFvoxTmFTiEvNakeg/O2QCClY+iG4fvWonmmZbiAmTx1WF7sqbiejKFgKKyZmnCf1rJI3crGQNXP7iGpQ1rwI5Yra5IdjI8uSHiONrcJ0vv9iN+holAjpz8zH08PoDaGDePFRftx+f//qLL9GY2a+jYj54FgH8RQWn+zyJxjzvQWm3jUHFH9bjbXk4B1JQ/aetRKUzJPcAwMebt6G7sopRcSSvfGxbcD8gKm+e/wHasUPKHX/0SBgZ8krQqJU70AxwUYhL9wlBUAVLtqABg8agkxE/07mPPoH6T3sBzdzSttbphUJA4SUcEQ7HRSJappNSBpTsbVgLEEiURBSx5qSaxIEtf1OrjekEacLR0CDaTegMK0DwVw3Zd7TZJYTOVC8RRCk4AqK9UwgDDmpRaYz52Kcu4ncJ2+iQUQK021JSDHpCZxaAdEH7aq1pPWSz0Ggy74ZobTVp3B3Z9pfLCZUm+0f1Vn+KgAIgAAvSYMYHNMUTUFlgHYKTItueQCZOECDZRGb0BdKmIg0L1HrjaWzFjY7f8FWy3oBTLp4PAcVi3KRpmSSPFfVN3QOEEors3gAkGHwmI9HJeKwqnfEt2U8O+gENUAh4gbzghM5QJxEGiGoGK3NLetULkYBiwpJqeUqXBlvEMhkyf6/SGfZAgJpKa/yMwJI9kp4qrGGQlpJF68/HAipDpTUshy1ree39XAIKgGwnar2lAZM+sILqjOvbRXYGwFpNkMZGfe9R0H5TkhSwcU6cDwGF4AyCNNTK1kJCZ9gLPyDl84TO8IwuLb+FoOoMX0DwmlSyd8hrhUzDgvMvy4EgLTJMvx0BlbfgJdcKiTSrSeNRLIdGZPRVq4cNgPslSNNJaX6zJb9UMvtbkMeKbVuBBIdHVDMe3wM07/dQvJ8ucQlLaGcD1gFtqRO8m3EHxjKc4GDcYjnN+YzFbGO+jQ/abZvCDOVqHG9lfQawJFJs+FaG939Gb/q6E96GZ4WXSljfKLDWgb8l5RKftrp8symX8DrNiatlAsqU7+tC8eKbzAcH8Fb35HV1V5e4fFWMO3A/xfo42tVYRLGN+SW8b7SVEyZTfDADCOiEsl1XSAT01IzpZXXX0XxgCw3n2cZ8mmt4kHIL823Ohla7HsU1Ynva1diP4sSFlMu33soJjNXl20Q7xQIYF+USptBO4UGry2elXI1PyPdIu3wLoDBO4T6ry7fMyjbaGdb3to0XTDQnjqNcvlfBfQEItJVrLKJ44QmKFxZRrG/PdGcoDVtaWV8xWDRNCP19hkTE32Y4cbyVE9myMoSf8yLnvpsoZ+OSYi4wnub8y02R4xQrvENVCBaGCxRSLsH0Uzt7fypECSgnotkfnUKZczagXMsUTJjqvt6LCuiVaFqFr4WAeoKI4gJIffcoVPGhC9d7Yu7zqN+kFdjiGCVUniMoc/Z6tBUCcICAfr4H3WOk0LSNDWjm5uNo4hovGmAsQfX79kX6+haZJz+Dpmxo26L4S4qtMoxKyg+jtD6j0cgFTjTnk++xRuhjnyM0YPpLyB7R9ATs/eorNCBvGrJWhtHMbaewn6hcwJ3AXnsKDZiwBH20Rcodf+a779DIUZOR+VkOzf0M4W312Gse+wyhB1Z9gjKzJ6LTJ0/ia15Z/SYaPH0VmrMDtaorF2jngac51D2h35+agEL2GjVpXKIhzQJ+QUWkjfB2NM46JFn4pIJ9HVnZQgIpCjWkeam2VyTrCSZj4CNnxBYmDWkWU6QUlSdwmxCkowX5I2nrlNCZDmHhahICCXIQFnQnzU1AgkAGQyaLkrUIXvZGLOoO1hhIYabSGg7DOUwosBDyuQGkTK0zbgKyDVI0hFYia+cDQm+aLmUCwhI0J0HTDY5rNAOvVZPGj6G9qC8lCRmTzIi8eRSQs29UuqyVmOhF5lCWW1KTWTgTEhaQ12Z/IwtwxwP8XtV64+vSXECGmtgI50iUMxBBvfm92ACPm24alkBozWvlzFRyFpnov3iLXgpS6h2TtxiiUAmd4SQIfEOkdrIay/K0gi7VnAnWKSzpozfvlWWYktRZOk2qORj5QXNCpfp9MyHFAqcM1RmLNHoLXhMwVy1rWMqaI7lXmE8AqY+1qvfQDu+m1pv342xe+PPIWhpPpGSoVBntIeEC9k+OZPBJSZN+VAGkzDHZ38NxKed8SzrEWGh0FgqCeuTPRKUzYHkiWFMqnbFekn0yHIyNWG8LEgE1V0v3DkFwppfb6g9HKJPmk9AfVrLQZq+OSpqpMzuodcZoMBJeI/I6i6wXnHGLNJXJupIA0MDFmZAgEQKeD3NRfN9gySV7jWjGYySzG+L1TlM0xsGaVNMP0vdDAdLoJDklcCtRk8Yd8LzDuQhx/kFDmpG+1yj4LtidrMmaDz9QpfWdC8/0L0pn+lcFWDcpjzBU3p5mPEfmWllhFe32z2fcQVsZQn8vcoZusrK+u4E4MpzvYcYt3E9zYrmND/cAa6SdF4ZM/eDADSWsMIlhfSOBZMLWOM37P3d4/F1LOMFB875HZUsd5RJXUqyPXvD2gcusrH8q5RLWyuQKby2zwlraHRgHRMzhAqukuA8sjRTve59xi2MdteFr7azQC/xRGXdgkKPmxFbTol1XlNYcWz5765k5jjLfFYw7yDO8fwzUZarCfWjX4fToGMEf1SmOdXhCeJ3Z+YCW5vzbqXJhElh2GY8vDXw7HXyw7zTPoY4U559Cc8ENYLl1eNA/KFZYQ7H+xxneX864fIOkLf3AQooXR1g5caKVE9bAeIq5xkwYC7YiV4Vupllxu7UimGpjA5YSTnh9Svk+/J1IO3130ZxQbmUP3W1lhXems413wPU2T/AR2N6HdoudwutwDPuvOn0baKeQw2BiKuRcUBbQ0uqjE+d9LhGiebsQMswvRyNGTMWEKeQXUPZIGk1YW4dmf3wGOWqP4eCi6XwQ9S+Yg77aLQUQvfTCKjR4+jI09wuESmuPYcJWuvU0unvE46iS34TriIcbUf5/FuAtayBa4B/5b8M0dMBbh88fqDuAbrtnBHp43T706Cff477iCdrPLltOoDmfIdQ/by4aPOppnG+9eMNBNPWdb9At5jlolkOy9GJCefokGm4aizJL16LxKz5ChYtromXsslo08rkq1GfwVLT7sz3Ra5YvfwXdUTAPjV/xcav6hYur0X9e/AT1n7wczXn0mWj93Z9/jSPnRy2sxHUeXLSpVRm3chsaPuVF1OOmIReEDmgyYeilIi0MvFwJ0vStRm/eBykqISe4Rm/ZqyaNHpXONCleSkKKIjc8QejNe2WrD6HPhevegdzSUEelM76gSctr1Kbm+dUkllnBgJcuoTd/Ay8VbA3VWxpUpLFW8s3Dfpk2gjT9F7b9MLnVWwIEaXETOjOI9EYCUPIOaVJzgilk1tTY+4oHEBQ1aXxbl5ZXp03L96ZopPzr5wPIE6ztlefVpOZ4QXg91rKH0xHqTas0pAXmCUg3EJMDhM68GiRBMIEkjRWa1FyQpmrQag2Y0KWA3mhqrleXlgcZY7ju3c+2gMqAgA+N3gKpEj8mSAsWkJeKRVDrQDDaNLYtKR/J8mW0Q15uAgTtI1qQYKVU60DKxhj1SZWBs4SQxt3a1Dwvnnt1Znp8HTLN3F+jz4HEBV6CtPByPm7I16xNy9umS8uv06bl7oSgkfhrf2+Ae4SGNC4BJQBI/4hle/Tm/QRp2qMmIWfz2UFKENimIXPcWvx55HvVGhDKPjeRwS4MqZZqrT63TkPmeMHqL5/T4PSU5j1wHNrT6I1t6lPCuiB0hnJtWi7U20eQZlfXrgOv7aRJvwJkhjT6nDNqncF3XgSUNL+F771Xfp1an/tEW/0B1KRhoTatYK8mNQee1W/Aoiifw7JKOuNotc5UBQoWLWvMLBA605YUjWEqSIPFtgf+woQ+Zwv0DaUtDU+CtMzU9cJ9esE/t0ePga2i4MG9R5uaA9ZnWE91hLQmcRtSrm3zao3egjOq4fWrzzmgIg2vgF8q/BggSJNTq88NEXpTY4ou+8IT7/4dIVkA/ZyVExZTvPC4verIWvC1dNSeTLZVht5k3MEnaU/oNSsnFlg3HuzFcEKhA6GLwZfTxgeeY/jQXIr3Lypa09CZYn2jSjifEYieY9t3t5TWnnqTdvmyaXdgJ80JTzJcaE6JK2Audgkmhg2stFeFaSsrPE9zwisUe6SDfE82p28gzfvL7ZVH54EPqI0PfGDnRVWxdK9v03xoJsWLKyi2YWjx+oOq0k3HXY6a4+MZPjiydPOJNUBKceEDr1JcYA7N+5dSrsYM2VdyLgQBsb5nac6/voQVZ9krg2V0ZZiBSHqrSyikOWE5Uxl2UKz4rJUN3ljCBcbZ3OEtNC/YaV5YTnP+16zVwRuxm4Dbv6S05vhUxh16heL8D8M8gV8nDuD66EQ3+P+MqiOPAollWPFNiRSfKIN2YA4ZLjyeKvf3p3jh1Uc2fn0l+JXS7uAbtDs4314dLnt023e3UKxvsNUlLHZ4PBeDry3NCqvsbMNQq1MsoNjg0AvKB/SBp7jJE17aiQqX1KAJq3eivg8+iZYuWR0lTaMKZ6ChTBkat2IbKlxSjca9sBUNZd5BYyY+Fa1TXcmjmwePQ2Nf+BgVLq3BUecPPF+N7hhWgnbFELbCwjlo0ORX0cTVO5DxsQ1o5MQn0JlTp6LnJ0yahe4rfg2NX/kR7uvXlxo0ftV2NPQ/S1DP5IzTvfo+9OnN/yr8WqMz13fq3L9+xYr19c3NzdHy6JwX669s37de1XN4fc+kjGhJ6ZFR3+W6gfV97x1bL4qhaP1PPtldn9g9s7571/twneSkjIPJPYYfSumR4UvpMSx8zdX3nF66XPKBBRw/fhxlZExC1yX0R6qeGSgl+exC6GB7zoS1JC8U4G1fdX4XCArC1lF1ZgpJ5nft3WXoP+PrxoIks7qCuDnOsqO2pMRG0+ItYchmoTb1hqCZ2OtwejbIzkFkPwhkDl4qsech0xJs26t0meM1qaY0aCv2PKRv06Qa+yQltdbRbAMX6fVZnSGbD2TSOI/6UYBuHFjJYIzgLxirRScD7qMnaXgI+19GhI9lAGnvqTH2gTmICoCrMtprtcO7QZEkmH5cSB8gXWNOVWuzCqH0TDWlxc9XW4CxgvA0+KBCdpoUXa46nkzIgM8/NdV4A4wX/m2L2MK1MBdw79h1IJIEAP8YUed3gfH36pVzffxn9UcCPmuQlOpBGLTgKxsvc9UK6ekXwzikz8PS7Uby/jalamLRu7fpKhgnzANkNWk53vuS1J7GG+A4zKGcHaYt9OkDuoWWbjhTUaolUV4boCdI6M0iQRo3x6ZvPQcuSks2doK+pPuR0gi2BcjCBGsf1jDMCahNxNeBsYAOJDzH4O4Cahfnugf584Z5w9lp2liLkBYSxgh11Dfnd4kPLIO1lJo6Es8XPJtt9QVb/SDiDbsH8c8WPJsaeLZwkoqWz0GBBIcndDVEvmMfRPZglAjiABzsn3gEvqtxFDYcw/93OP5mrw5owbJn3Y7w9yRsaTu2H8LvgOc2Nl/q2I46Uh+GrwHJIzvfoAVfSYfnJLY6gvXUXhnqNbUifC30CRHj0RuKWCkZT/iWx7Y1dwBLKVge4ThExs+oDN9KVYejiijFLvH62TWnVOnpnouBOFsjlk1oA+o6qk+0Wg8yHNXhJAhOsvNHVLGR5PYaUQV9T1wrkWIgnhQrLKMqfMkw3gllPiyXBPNh54Opjq1NGgi2AmspuAJAdLvcFkT+z6gO94boeYcHXVHs2n+945Pm62nOr4H5pj2iGnxkcUS87AfrCSVSleFbIRof/7390D9jPpeL6I2HO4HVFSy9C2qb2/yO/tMiOTljjJow7lerMr09emR4u3Yf4vV4PvI2NzfjYi9d7O3Q4V6vSpUplZ7DvR079/fOnLU0WkcU/d7bbx/l7dJlkFetzvJCW12uH+QdOHiC1+8P4jo/NP/gXbp0jbdjh397e0bamDzliWgbUF5/Y4O3Y8eB3uTk4S39/crSs2emV6PP2deTyNjcvt318OBc067d5Z2TEu7o/Omn33Zubm6OljVrNndu1y6pc8Ll+riShI8XFBS1qt/Q0NA54fIBnS+PXNP5cl3CtdfefkPXTunJ13W485aEhIFDPZ6dBc3NzSOam5vh34LpU58taN/+zoKUlCEFycmtS48eQ0YkqzLHqMk/zA9OgQIFfwGo9NnDwCfz12RIUqBAwU+DcvsnUZwwXyaICn4FYFunW6c7e3RPuC3x0ktTE1NvG5WI0MlEhBAuS5euS7zqqtsSExJayqVX3Za4rtwTrQPFYnEkXtpOldg9IR3XuerS1MRBw8clhkKhaJ2dX9YlJiSk4/agr3HjHK3a2Lnzy8SrLk1PTIjr79eWG2/slwS/luPHrkCBAgV/BUSi7feA9TH+nAIFCn47gIUYrJvxxxUoUKBAgYL/OajVIzpEgtIU66cCBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIECBQoUKFCgQIGCn4//B7dGluwjrCP/AAAAAElFTkSuQmCC\" /></p>\n<p><a href=\"https://sites.google.com/view/incontrigiss2025/home?authuser=0\">https://sites.google.com/view/incontrigiss2025/home?authuser=0</a></p>\n<p class=\"pretab02\" style=\"font-size: 13.44px;\">Sito web del Gruppo Interdivisonale di Scienza delle Separazioni (in costruzione)</p>\n<p class=\"m_-83069487692277141Default\" style=\"margin: 0cm; font-size: 12pt; font-family: Arial, sans-serif; text-align: justify;\"> </p>\n<p class=\"m_-83069487692277141Default\" style=\"margin-top: 0cm; margin-right: 0cm; margin-bottom: 0cm; background-image: url("images/menu-leaf.gif"); font-size: 12pt; font-family: Arial, sans-serif; color: windowtext; text-align: center;\"><a href=\"https://sites.google.com/view/scienzadelleseparazioni/home\" target=\"_blank\"><strong>https://sites.google.com/view/scienzadelleseparazioni/home</strong></a></p>\n<p class=\"m_-83069487692277141Default\" style=\"margin: 0cm; background-image: url("images/menu-leaf.gif"); font-size: 12pt; font-family: Arial, sans-serif; color: windowtext; text-align: center;\"><a href=\"https://sites.google.com/view/scienzadelleseparazioni/home\" target=\"_blank\"><img alt=\"\" src=\"/sites/default/files/users/sci_scienzaseparazioni/Banner_0.jpg\" style=\"width: 600px; height: 107px;\" /></a></p>\n<p>Il <strong>Gruppo Interdivisionale di Scienza delle Separazioni</strong> (GISS) è stato fondato nel 2002 e si può ritenere essere la naturale evoluzione del Gruppo di Cromatografia della Società Chimica Italiana, nato sul finire degli anni settanta per iniziativa del Prof. Arnaldo Liberti. Il GISS è costituito da Soci SCI che svolgono attività di ricerca o/e tecnico scientifica nel campo della Scienza delle Separazioni. Gli aderenti al GISS sono pertanto studiosi e/o utilizzatori di tecniche separative, principalmente cromatografia ed elettroforesi, e del loro abbinamento alla spettrometria di massa ed alle altre tecniche strumentali di riconoscimento e caratterizzazione molecolare, di fondamentale importanza in molteplici ambiti scientifici, sia in campo accademico sia produttivo.</p>\n<p>Il GISS promuove iniziative finalizzate a favorire momenti d’incontro e discussione tra i propri aderenti e la Comunità scientifica nazionale, con il fine di incoraggiare lo scambio di esperienze tecniche e scientifiche e stimolare le interazioni tra i Gruppi di ricerca, oltre ad offrire ai giovani impegnati nella Scienza delle Separazioni l’opportunità di presentare e discutere i risultati delle proprie ricerche e/o applicazioni tecnico-scientifiche in convegni e seminari organizzati a tale scopo.</p>\n<p>L‘iniziativa maggiormente consolidata nel tempo è l’organizzazione di brevi convegni, denominati “I<strong>ncontri di Scienza delle Separazioni</strong>”, organizzati per discutere lo stato dell’arte e le più recenti innovazioni delle tecniche separative, in risposta alle problematiche emergenti nei diversi settori della ricerca, della produzione industriale e delle attività di controllo analitico in cui queste sono applicate.  Il programma scientifico degli “Incontri”, generalmente svolto nell’arco di due giorni, è costituito da brevi comunicazioni scientifiche dal podio, principalmente presentate da giovani ricercatori di Università, Enti pubblici e privati di ricerca o del settore produttivo, la cui partecipazione è favorita contenendo i costi di iscrizione e di soggiorno, oltre che dalla selezione di località facilmente raggiungibili e distribuite lungo il territorio nazionale. </p>\n<p>Dal 2017 il GISS bandisce annualmente un concorso per l’assegnazione di una medaglia, intitolata <strong><em>\"Gruppo Interdivisionale di Scienza delle Separazioni – Premio Giovane Ricercatore\"</em></strong>, da assegnare ad un giovane ricercatore che abbia dimostrato particolare attitudine ed interesse per studi ed attività di ricerca nel campo della Scienza delle Separazioni. Il premio è riservato a laureati in Università Italiane che entro la data della scadenza dei termini per la presentazione delle candidature siano di età non superiore ai 35 anni e regolarmente iscritti alla Società Chimica Italiana e al Gruppo Interdivisonale di Scienza delle Separazioni.</p>\n<p>Dallo stesso anno 2017 il GISS assegna annualmente la <strong><em>Medaglia “Giovanni Dugo”</em></strong>, intitolata al Prof. Giovanni Dugo, da conferire ad un ricercatore che abbia dimostrato particolare attitudine ed interesse per studi ed attività di ricerca nel campo della Scienza delle Separazioni con applicazioni nel campo della Chimica degli Alimenti.</p>\n<p class=\"m_-83069487692277141Default\" style=\"margin: 0cm; background-image: url("images/menu-leaf.gif"); font-size: 12pt; font-family: Arial, sans-serif; color: windowtext;\"> </p>\n<p class=\"m_-83069487692277141Default\" style=\"margin: 0cm; background-image: url("images/menu-leaf.gif"); font-size: 12pt; font-family: Arial, sans-serif; color: windowtext; text-align: center;\"> </p>\n<p class=\"m_-83069487692277141Default\" style=\"margin: 0cm; background-image: url("images/menu-leaf.gif"); font-size: 12pt; font-family: Arial, sans-serif; color: windowtext; text-align: center;\"><strong style=\"color: windowtext; font-size: 12pt;\">  </strong></p>\n<table class=\"gradient-style sticky-enabled\">\n <thead><tr><th> </th> </tr></thead>\n<tbody>\n <tr class=\"odd\"><td><a href=\"https://www.soc.chim.it/sites/default/files/Regolamento Separazioni_0.pdf\">Regolamento Interno Gruppo</a></td> </tr>\n</tbody>\n</table>\n</div>\n <div style=\"clear:both\"></div>\n <div class=\"links\"><ul class=\"links inline\"><li class=\"print_html first\"><a href=\"/en/print/1299\" title=\"Display a printer-friendly version of this page.\" class=\"print-page\" rel=\"nofollow\"><img src=\"/sites/all/modules/print/icons/print_icon.gif\" alt=\"Printer-friendly version\" title=\"Printer-friendly version\" width=\"16\" height=\"16\" class=\"print-icon\" /></a></li>\n<li class=\"print_pdf last\"><a href=\"/en/printpdf/gruppi/separazioni/home\" title=\"Display a PDF version of this page.\" class=\"print-pdf\" onclick=\"window.open(this.href); return false\" rel=\"nofollow\"><img src=\"/sites/all/modules/print/icons/pdf_icon.gif\" alt=\"PDF version\" title=\"PDF version\" width=\"16\" height=\"16\" class=\"print-icon\" /></a></li>\n</ul></div>\n </div>\n</div>\n \n\n\n\n\n \n</div> \n\n<div style=\"clear:both\"></div>\n</div> \n\n\n \n<div style=\"clear:both\"></div>\n<div id=\"footer-wrapper\">\n<div id=\"footer\">\n </div>\n</div> \n\n<div style=\"clear:both\"></div>\n<div id=\"notice\"><p>Copyright © 2012 Società Chimica Italiana. All Rights Reserved.</p></div>\n<script type=\"text/javascript\" src=\"/sites/default/files/js/js_d3e2989d3f129cfc6f59735fb7cb4858.js\"></script>\n<script type=\"text/javascript\">\n<![CDATA[//><!]]>\n</script>\n</body>\n</html>\n', created = 1765951847, expire = -1, headers = 'Content-Type: text/html; charset=utf-8', serialized = 0 WHERE cid = 'https://www.soc.chim.it/en/gruppi/separazioni/home' in /var/www/html/sci/includes/cache.inc on line 112.

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