AUXERRE TV - Mot-clé - auxerre écologieLa première Web Télé de l'Yonne2024-03-28T20:39:25+01:00urn:md5:e378ce404c0b8f51a27bd9bc32605d36DotclearLes doutes de Olivier Bourgeois conseiller municipal d'Auxerreurn:md5:8df8657a430a45ebd3d579122b86d84f2016-09-16T11:59:00+02:002016-09-16T12:53:07+02:00Pierre-Jules GAYELA CITEauxerreauxerre écologieblocagesconseil municipalexplications de voteinformationmajorité municipaleolivier bourgeoisvideo<h2>Parole à un jeune élu qui vit mal les conditions qui lui sont faites au cours d'un mandat qu'il souhaite court mais efficace. Il est rare qu'un élu appartenant à une majorité, s'en désolidarise sur certains points. Comment entendre la nouvelle génération d'élus qui voient la politique autrement ?</h2> <p style="text-align: justify;"> </p>
<p><iframe width="700" height="480" frameborder="0" allowfullscreen="" src="http://www.auxerretv.com//www.dailymotion.com/embed/video/x4tf4ch"></iframe></p>
<p> </p>
<p> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong>M</strong></span><span style="font-size: 18px;">ercredi soir, en fin de réunion du conseil municipal d'Auxerre, Olivier Bourgeois élu de la liste Auxerre écologie, a mis en cause l'accès à l'information des élus, la transmission tardive de gros dossiers à digérer en deux jours, la non réalisation des objectifs en matière de restauration scolaire, notamment dans les circuits-courts. Il a aussi mis en cause le mode de financement du chantier du bassin d'orage en bas du boulevard de la Chaînette.<br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Le conseiller municipal de la majorité, a en conséquence voté contre les rectifications modificatives du budget. Avant d'être pris d'assault à la sortie du conseil par des colistiers avec lesquels le ton est monté au pied du perron de l'Hôtel de Ville devant les badauds.</span></p>
<p style="text-align: justify;"><em><span style="font-size: 18px;">AUXERRE TV</span></em><span style="font-size: 18px;"> a voulu en savoir plus sur ces différends et prises de position. </span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Non pas tant le cas d'espèce, mais en ce qu'il symbolise et traduit les difficultés de la vie démocratique et le non renouvellement des usages et modes de fonctionnement. Cela pose aussi le fonctionnement démocratique au sein d'un seul parti. <br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">La démocratie est malade y compris la démocratie participative qui serait une utopie. La crise de la représentation politique est alimentée par les pesanteurs culturelles et les blocages à tous les niveaux.</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">C'est la-dessus qu'il convient sans doute de réfléchir et d'approfondir car c'est aussi à cause de cette réalité, que des partis extémistes prônant le clivage et le rejet, prospèrent au-delà du raisonnable.</span></p>
<div style="left: 118.04px; top: 362.55px; font-size: 18.4px; font-family: sans-serif; transform: scaleX(0.961319); text-align: justify;" data-canvas-width="111.94559999999997">La démocratie, explique Pierre Rosanvallon dans son livre la <em>Légitimité démocratique</em>, est par définition le régime qui donne le pouvoir à la généralité sociale. Mais cette généralité est de plus en plus difficile à formuler : les sociétés contemporaines se comprennent de plus en plus à partir de la notion de minorité. Alors que la démocratie moderne s’est construite en rêvant l’unité du peuple, le fait minoritaire s’impose de plus en plus comme essentiel dans l’horizon d'une bonne représentation. Comment construire cette nouvelle représentation ? </div>
<p style="text-align: justify;"><span style="font-size: 18px;">La légitimité de proximité traduit le besoin nouveau de la prise en compte du particulier et de la construction d’un lien de confiance entre les citoyens et les institutions. </span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Pierre Rosanvallon considère même qu’il y a une véritable urgence à développer des formes de démocratie permanente, et à ne pas se contenter d'une démocratie intermittente, sur l’ancienne équation «légitimité = élection». Comment ? En repensant la qualité du lien entre gouvernants et gouvernés : contraintes de publicité, plein exercice de la responsabilité avec des comptes à rendre, exigences de délibération, mais aussi consultation plus fréquente : primaires, place du référendum, nouvelles formes de délibération comme les jurys citoyens ... </span></p>
<div class="copy-paste-block" style="text-align: justify;"><span style="font-size: 18px;">« C’est par la démultiplication des formes d’expression des citoyens que l’on répondra à la crise de la représentation »<br />
</span><span><br />
</span></div>
<p> </p>
<p style="text-align: center;"><span style="font-size: 18px;"><img width="640" height="356" src="http://www.auxerretv.com/content/public/une(23)(1).jpg" alt="" /></span></p>
<p style="text-align: center;"><span style="font-size: 18px;"><strong>Olivier Bourgeois conseiller de base, a pris la parole en conseil municipal, mercredi soir (DR)<br />
</strong></span></p>
<p> </p>http://www.auxerretv.com/content/index.php?post/2016/09/16/Les-doutes-de-Olivier-Bourgeois-conseiller-municipal-d-Auxerre#comment-formhttp://www.auxerretv.com/content/index.php?feed/atom/comments/8060Conférence débat sur la sécurité avec Laurent Mucchielli : désidéologiserurn:md5:f2aafaf93c2e7428d60f861e1e233d572013-10-23T07:34:00+02:002013-10-24T14:45:50+02:00Pierre-Jules GAYESOCIETEauxerre écologieconférencedélinquanceLaurent Mucchiellisécurité tranquillité publiquevidéo<h2><span style="font-size: 18px;">Conférence débat mercredi soir (20h30 salle Paul-Bert à Auxerre : Laurent Mucchielli est sociologue, chercheur au CNRS, et à
l'université Aix-Marseille, créateur de « l’Observatoire régional de la
délinquance et des contextes sociaux» </span></h2> <p><span style="font-size: 18px;">A l’image de Pierre Bourdieu, Laurent Mucchielli est un intellectuel engagé dans le débat public qui s’efforce d’apporter des outils de réflexions et d’actions.<br />
<strong>"<em>Tranquillité publique, sécurité : Parlons-en sans démagogie !</em>" Mercredi 23 octobre 20h30 Salle Anna, Maison Paul -Bert 5, rue Germain Bénard à Auxerre</strong><br />
Une conférence débat organisée par le <em>Collectif citoyen et écologiste Auxerre Écologie Pour une politique citoyenne et de proximité.</em><br />
Des peurs, des chiffres, des faits...</span><span style="font-size: 30px;"><strong><br />
</strong></span></p>
<p style="text-align: center;"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAESCAYAAABOwx/7AAAWomlDQ1BJQ0MgUHJvZmlsZQAAWAmtWXdUFE/WrZ7MkHPOOeec85BzjsOQs0OUKIgoQVFAJCMYSAoICoKoiCgoiICICKggBlBUDIgEZRtd+e13zu5/X82Z7juvb1dX1a2uV+8NAGwpxOjocAQdABGRsWR7UwM+Vzd3PuwzAMEfBsANRIikmGh9W1tL8D/L9ymYC5dH0rt1/U/af79A7x8QQwIAsoUv+/nHkCJgfBn+HiBFk2MBQCrBdqGE2Ohd7ApjJjLcQBjvPocp6A8+sIv9/uDi3xxHe0OY0wAAjopIJAcBQHkZtvPFk4LgeignAcAwRPqHRAJAvwRjHVIw0R8ANjGYIxUREbWLHWEs5vcf9QT9ByYS/fbqJBKD9vCfvsB3wg82ComJDifu//3j//MQER4Hj9fvwgMfqWLCHCzgMw4es0QS0djhLw4OMNvV7Lc9OtbA/i8OiTXb7dtve3Acwekvjgtz0v+Lw6Is9viRftY2f+2kGEN47P/cmxTs6PIX+wcYGf/F5Cj7PX5MvMOePSnY0PovJ5Rovqv37zYQyTD6Nw4IN917bnSs7V47I8Ot9/oSSDbZ4wTE/NPf2GBHwt96YsmOe5zAEBOzv/ZgMmHPHh3+e07/bgM5zn5vHAIinfbG0J9otDe2IARYASIgxQYkxu422DAqej85JCg4lk8fnvUBUnxmkSQZKT4FOXlFsPsO7XIA+Gr/+92AWB7+Y0sxBUCvHdbr6j82x34AGm8DwBj4j014BADmPABu0JDiyPF/6kPtntAAD2gBE2AHPEAQiAFpoABUgCbQA8bAHNgAR+AGvAEJBIMIQAYJIAVkgGyQB46Dk6Ac1IAzoAFcBO2gC/SCW+AuGAZj4DGYBfPgNXgPVsF3sAVBEBaihhghdogXEoYkIQVIDdKBjCFLyB5yg3yhICgSioNSoINQHlQIlUO1UCN0CeqGbkH3oHHoKbQALUNfoE0EEkGFYEJwI0QQsgg1hD7CAuGI8EIEIfYhkhBZiGOIUkQd4gKiE3ELMYx4jJhHvEesIQGSEsmC5EdKI9WQhkgbpDsyEElGpiFzkSXIOmQLsgc5iHyEnEeuIDdQGBQjig8ljdJEEVBOKBJqHyoNlY8qRzWgOlEDqEeoBdQq6heaGs2FlkRroM3QruggdAI6G12CPo++gr6Dfox+jf6OwWBYMKIYVQwB44YJxSRj8jFVmFZMH2Ycs4hZw2Kx7FhJrDbWBkvExmKzsWXYC9ib2Ansa+wPHCWOF6eAM8G54yJxmbgSXBPuBm4C9xa3RUFHIUyhQWFD4U+xn6KA4ixFD8VDitcUW3h6vCheG++ID8Vn4EvxLfg7+Dn8V0pKSgFKdUo7yhDKA5SllG2UQ5QLlBtUDFQSVIZUnlRxVMeo6qn6qJ5SfaWmphah1qN2p46lPkbdSH2b+jn1DxpGGhkaMxp/mnSaCppOmgmaj7QUtMK0+rTetEm0JbQdtA9pV+go6EToDOmIdGl0FXTddE/o1ugZ6eXpbegj6PPpm+jv0S8xYBlEGIwZ/BmyGM4w3GZYZEQyCjIaMpIYDzKeZbzD+JoJwyTKZMYUypTHdJFplGmVmYFZidmZOZG5gvk68zwLkkWExYwlnKWApZ1limWTlZtVnzWANYe1hXWCdZ2Nk02PLYAtl62V7THbJjsfuzF7GPsJ9i72ZxwoDgkOO44EjmqOOxwrnEycmpwkzlzOds4ZLgSXBJc9VzLXGa4RrjVuHm5T7mjuMu7b3Cs8LDx6PKE8xTw3eJZ5GXl1eEN4i3lv8r7jY+bT5wvnK+Ub4Fvl5+In8Mfx1/KP8m8JiAo4CWQKtAo8E8QLqgkGChYL9guuCvEKWQmlCDULzQhTCKsJBwufEh4UXhcRFXEROSzSJbIkyiZqJpok2iw6J0Ytpiu2T6xObFIcI64mHiZeJT4mgZBQlgiWqJB4KImQVJEMkaySHJdCS6lLRUrVST2RppLWl46XbpZekGGRsZTJlOmS+SgrJOsue0J2UPaXnLJcuNxZuVl5Bnlz+Uz5HvkvChIKJIUKhUlFakUTxXTFq4qflSSVApSqlaaVGZWtlA8r9yv/VFFVIau0qCyrCqn6qlaqPlFjUrNVy1cbUkerG6inq/eqb2ioaMRqtGt80pTWDNNs0lzSEtUK0DqrtagtoE3UrtWe1+HT8dU5rTOvy69L1K3TfaknqOevd17vrb64fqj+Bf2PBnIGZIMrBuuGGoaphn1GSCNTo1yjUWMGYyfjcuPnJgImQSbNJqumyqbJpn0ENMGCcILwxIzbjGTWaLZqrmqeaj5gQWXhYFFu8dJSwpJs2WOFsDK3KrKasxa2jrTusgE2ZjZFNs9sRW332V6zw9jZ2lXYvbGXt0+xH3RgdPBxaHL47mjgWOA46yTmFOfU70zr7Onc6LzuYuRS6DLvKuua6jrsxuEW4nbVHevu7H7efc3D2OOkx2tPZc9szykvUa9Er3veHN7h3td9aH2IPh2+aF8X3ybfbaINsY645mfmV+m3SjIknSK999fzL/ZfDtAOKAx4G6gdWBi4FKQdVBS0HKwbXBK8EmIYUh7yOZQQWhO6HmYTVh+2E+4S3hqBi/CN6I5kiAyLHIjiiUqMGo+WjM6Ont+nse/kvlWyBfl8DBTjFXM1lgnerIzEicUdiluI14mviP+R4JzQkUifGJk4sl9if87+t0kmSeeSUcmk5P4U/pSMlIVU/dTaNCjNL60/XTA9K/31AdMDDRn4jLCMB5lymYWZ3w66HOzJ4s46kLV4yPRQczZNNjn7yWHNwzVHUEdCjozmKOaU5fzK9c+9nyeXV5K3nU/Kv39U/mjp0Z1jgcdGC1QKqo9jjkcenzqhe6KhkL4wqXCxyKqos5ivOLf420mfk/dKlEpqTuFPxZ2aL7UsvVomVHa8bLs8uPxxhUFFayVXZU7lepV/1US1XnVLDXdNXs3m6ZDT07WmtZ11InUlZzBn4s+8Oet8dvCc2rnG8xzn887/rI+sn2+wbxhoVG1sbOJqKmhGNMc1L1/wvDB20eji1RbpltpWlta8NtAW1/buku+lqXaL9v4OtY6Wy8KXK68wXsnthDr3d652BXfNX3W7Ot5t3t3fo9lz5ZrMtfpe/t6K68zXC27gb2Td2LmZdHOtL7pv5VbQrcV+n/7Z2663JwfsBkbvWNwZumty9/ag/uDNIe2h3nsa97rvq93vGlYZ7hxRHrnyQPnBlVGV0c6Hqg+vjqmP9Yxrjd+Y0J249cjo0d1Js8nhx9aPx6ecpqafeD6Zn/afXnoa/vTzTPzM1uyBOfRc7jO6ZyXPuZ7XvRB/0TqvMn99wWhh5KXDy9lF0uL7VzGvtl9nvaF+U/KW923jksJS77LJ8tg7j3ev30e/31rJ/kD/ofKj2MfLn/Q+jay6rr7+TP688yX/K/vX+m9K3/rXbNeef4/4vrWe+4P9R8OG2sbgpsvm262Ebex26U/xnz2/LH7N7UTs7EQTycTfewEkfEQEBgLwpR4Aajd47zAGAJ7mzx73NwPeAsMbcwSMJcEA5A774vNILxQnahidj7HHsmLf4LoocvH+lAZUHFRb1Is0A7RtdBX02QyJjOFMvsxOLFasxmwG7IYcBpz6XARucx4HXg8+In+wQKRgmJCvsIWInCiV6Cuxq+L5Ej6SilJIqUfSZ2RiZU3l2OVW5G8qFCuGKGkr0yovqLSrZqrZq/Orf9Lo1czRctLm1/6gc003T89bX8mAyuCtYb9RpXG8iY2piOlPwoRZg3mahb2lqOWm1aj1GZskW2c7FXt2+x2H147DTpecS1ySXb3d9NwFPFDwm3/Xq8E7z2efrxfRxs+UZOSvH6AbqB2kEawcIhMqFsYfzh5BH0kZhY3G7qMmc8RIxOrEOcQHJSQnHttfm9SefDtlMvVV2tcDiAz6TJ6DklmqhwyzrQ+7HvHLiciNy0vLzz567FhxQeXxMyeaCtuLuov7Tg6WPDj1qPRp2fPylxVvKt9Vfaz+WrNZi6pjOCN4Vvmc6Xm3+tCGlMajTVXNLRduXHzYMt+6dom2XarD6nL0laLOzq7pq5s9XNe0e72vp9+ouXmjb+7Wxm2WAfk7VneDBw8OVd3ruj8+/O4BYpTjofKY43jCRO2jB5PbU5JP3KaPPO2ceTXH8Ez/OflF/fzLlyKL0a9uvKF+67nUvLz53nyl/MPKJ+PV+i+sXwvXmL9X/hDZ6Ngy3J76Fbqz83/0d0ShUXfQmRgDLA47jKukIOPNKAUpt6mmqDtpymkz6MLpXRgMGGWYhJiZWChYkazbbN/YP3N85vzM9Y17necnH4IfI4ARhAS/CM0J94qUiEaI6YrTir+QaJFMlbKQZpd+JXNJNl3OWp5H/oPCdcWjSl7KUsqbKkOqxWpEdSn1dY1bmrlajtpc2q90WnT36xH02fRXDG4ZnjKKMDYwYTVZMb1JKDILNFezwFvMWDZbpVhb2/DbrNuO27XaH3eIcXR2Unfmcv7l8sL1llude6aHn6e+F5838H7pM+TbQTznV0kq8S8MyA88HJQZnBISFxoZFhjuE+ESaRdlGW29z4nsFxMTeyiuNL454Xri2P7FpLUUTCpbmli62gFChkum/0FyVtqh3OySw6ePNOdcyb2RN5g/dnT62HzB0vHVEz+KQDHuJG0JyymuUoEykXLxCqlKmSq5aoUaldNataZ1TmcCzyaeyz1fWd/a0Nc43vSy+dtFVAtLq3ib3iWP9pSO05fvXlnpYriq2u3VkwmvZiPXV28y9qncculPuH1qoPPO5N0vQ3T3pO+bDQeMZDyoGu1+ODMOTcg8Ik6WPB55gphWexoxUzc79Qz/XPfF/vmel9hFz1ddb5jfkpfG3km/z1tZ/mj5qfuz1pepb5nfVdaXNoq2lLfHfgXv6W8BTSPISD7kBOoAWhm9ijmL9cNJ4dYpevFHKN2oxKh2qKdo2mjz6ELoLRgkGekYN5nmme+zdLKeYythz+bYzxnF5c/tDq8BBD49fnkBLoFfgjNCHcKHRdxFpUQ3xe6Ll0kESipJAakR6VMyJFk52U25AfkCBXdFEcVVpW7lTBULVQbVabUa9QANCY2Pmh1a8drq2ts6fbrZelb6rPovDVoNU43MjVmNF01aTJMIxma0ZtPmtRahlgrwStBvnWfjYitku2Z3z77GId7R2knYadv5kUuja7qbk7u4+7bHmOdZrwRvCx9+ny3fWWKfXxM8Ew4GRAd6BRGCFUN4QilCv4Y9Cx+MaI+sisqPztiXTE6KSY3NiDsUn5twNPHE/uKkU8llKRWpVWnV6dUHqjOqM6sOlmeVHSrJLjp8/Eh+Tk5uVl56ftLRuGNRBaHHA074FXoXeRa7nXQucThlW2pZZlZuXKFfqVWlVq1UI39avlalTvsM4azTOeL5iPr9DVmNBU1lzWcuXLjY2dLfOt72ph3RIXzZ/Ep0Z0lX79WFHsw1yV6b6zE3Sm5e63vRj7otMWB7J/5u5WD/0NJ9mmHFEbcHaaP1DyfHKScsH52cXJxSepI9PT0jOZs6N/5c7MXh+e8vU14xvO54676MetexEv7RZJX45cXaxAbLduau/n9yHbs+AaMCwDnYV7gIAWD2EYDTsE04A/YdcC7ElhoAR3UADbYAqGcBQAWee/4DAbCABrDC0aYcHGXaAX+wHxTAUWQ/eAbHiuyQBuQJpUNnoWHoKxzrERCxcFQ3gUQglZHByCrkJIoaZYo6hBpE06Dd0c0YCOOBuYplw6ZgF3FWuG4KMYoyPDX+IP4nZRLlFtUBahx1MY0QTRetDe07uiP0ovSDDEGMOMYmJhumH8znWJxZ8ay32dLYdTggjiHOE1ye3MLcH3gu86bwmfAz8b8W6BYsFIoUtoK9E4vojtg78UmJa5LVUmnSnjJasjxySLn38k8UBhW7lVqU61XqVKvUStWPa2RpxmkFajvrEHS19BT1pQzEDEWNxIylTBRNtQimZs7mQRbJloVWF6yHbJbs8PayDs6OGU4tzs9d6d1M3dM9uj2/eyv5xPl2E3dIBP/igMUgpeCckIUwrfCyiB9RLtGXybQxwbG34rkSEhOnkzSSq1PRaVHpsxnmmT1ZUocqD1McicmZydPPbzhGX5By/F2hR9GDkwYlPaVKZW0VspWXqlVrbtZa1M2cDTu3U1/SKNs0fCGkBd/acsmpfedyQ6dt19fuE9ckevtvuN38cuvYbcmB+3fDh2jvXRn2gD1J/ZjZ+OtHSY/xUyXT/E8vzmrO3X/u8eLDQsYi86umNzpvR5fd3s2uOH6480lhtfIL6mv4t0ffNdZPb6A3Q7ZGfyr+Kv29fvzRnw3WXx7oAwcQCJJBIWiGcwcv4UQhL6QHkaAj0EXoMfQLIQZH+JmIS4gFJCPSBJmMvIRcRgmifFGnUa/RMug09ARGEnMEs4S1wLbjuHC5uE2KCIqXeHf8Y0oHysdU7lSL1NE0EM1JWhna+3Rh9DT0lxncGSHGBiY7pp/MF1l8WVlYx9kK2O04WDkWOFu40rhtePh4PvFe58vn9xKQF8QJLgrdEq4TOSwaLeYpbiGhJSktxSmNkn4n81D2ily1fI5CgmKwkqeyg4qVqpkaQZ2gQdA00tLWVtQR0+XRY9anMcAbYo2wxhQmNKbMBF4zSXMNC0tLX6tE60KbNtsxuy8ObI56TmHOZS73XX+6K3qEe9Z7vfIR8g0kNvl99tcMOBI4HSwVkhX6Ilw7oiYKGR2ybzRGPvZE3KcEy8SmJMrkyJRHaZrp5zMYMzMPfjsUnP3siG1OX55UfvHR7QLS8ZFC1aJzJ5lLsk9tlu0rX670r3pZ43f6TV3kmY1zh+tZG5qa9JqnL8a00rddanfq2LpS12V+9WPP0V6R6z03Lfrm+iMHkHfKBhWGHtwPHcE/uPDQZmx1In+S73HzE7npthnp2eZnEs+b5qUW2haVX117Y/D27rLxu94VwQ+pH0dXWT+7f6n6urAm9j12/c4G52b81uOfqr/K/60/DtABDiAK55kIwANEgyOgFlwHM2AD4oC0ISKsfhv0FIFGKCCIiBOI24h1pBSShKxETsH5GTtUEeopWggdix7C8GNSMc+wutjzODpcKu4jhR/FUzgXMgFr/4TKh+o9dTINLU09rSHtIt1heln6OYZ8Rh3GL0z1zF4szCzjrMfZHNk52d9ydHHmcZG49Xj4eFG8S3wP+NsEigQThLyFCSIqomJiPOKsEsySrFJc0iIyCrLacibyZgpmigQlgrKlir2qp1qoepLGMc1zWje1Z3U29Vj15QyMDV2MgowTTfJMTxO6zSbNP1syWClbe9hk2bbZvXCgdzRxSnPucfnhpu6e5nHHi9bb0+ciEfi5kNoCqAJDg+6HSIYeC/sa4R45EK2wry6GOTY3HpmQlvgzKS0FSj2YjjiQlrF+MCprKdv/8GJOQO5y/j5Y7ZwTHIUXinVOjp5yLZ0td62YqLKsHjptXHsH9hsPzjvWP28Ma9q4kNvC1dp2yah95jK5k7KrvtuoZ7H30A2xm6O34m/zDQzfjR1iu9cxbDIyNur08Mm428TcpM/jV09Cpz/PJM0hn+W9oJ3PXdhYdH916Q301mqpeHn2Pf9K0Ifmjx9XZT4HwNFHw7fGtcrvSevWP+h+PNo4uKm4Ob+VvS29PfEz7hfbr54dr139YwIVFXa9B4CoDOD04/Odna8iAGALAfh5Ymdnq25n5+cZONiYA6Av/E/+fJeMgf9VqCzZRf+t/AugEkJ5Orzz9AAAQABJREFUeAHM3WezJkl2H/a63rf33dNzu8fvzOyswe4CWEAwAZEKEFLwI0ivRICKECF9gf0k4ksyAsFABMWgSJABQwK7WCwwa2dndmxPe2+vt/r/su7pfvpOT/fCyOSNulWVlXnynJP/PHnSVD1DP3rn6nY3EIaGhtpdnUdGRgae/u0vi87n5tx6VPz2dn9dZ3kG81d8nT3f3t7M8Sif69330glFq87iZucmu8XFxe7Bgwfd+vp6NzY20U1OTuY81tIPdSOP5RsaenQv//rGI32hOzw83Ofb0SOa+Nna2mpnz9EeHR1taa/cvNRNT093MzOzHV1vbm42Pra3elpra2vd+Ph44wudjY2NRl/c5OR492DhbqMtXllb0Sc6fZ6xbn2t10/pBP94kAa/q2sLn9FXpXXeXf+DumvX61vU8FBmcYPHysrKY/eDz1xvhJfB8lwP3k9MTDT56MVBTodrOqU7YXe+ojHanv7/4F8x9P8GK8qiXOHu3btNORRJWQAOfJ5Lt7y02tIBRQ/e7jEQU3TRcqZ054pDC/Ccgc7zpaWlFgc8BaCqsKpEDUuQT56igU8VrEHeuLHUHTy072Hlyru5udXS4126qcmZdt8/83zj4XP0xyd6PbjeHcgwqKvdzz0biV52B/EOoeQbTDP4fCUNWFBW6bjXc69DaT1DRzx9DOanlwrFb907PxPgxehgpn/Ia+odLGPw+h+inKI3KPzu67Ko4gFhdXU5PPUVv7nVW8xuq1ds9NwAMjzcq258vK9geYVH5577sTHWcrRjiRcXlxt9PI2MqMDNbnQ4FTsUC7+51jecbrsblyf0VSZ+5F1bXY01HmpxKns0+SfSYO7fv/+wXHKMjxcwer1uhK7y0kZ2zr3lE9frZrzx3F/3PA/qR0w9q/iS0bOh0ZGHz6Xb2qHr2oEnoe4Hn4v33DNBQ9YoK22dPSvQVyPAw2N85L7oSF+8/n8O8NTnwzDIYF0PCvEw4d/iAp0SVrbBa/cUTGnCakCkS6XokZGx9ozVbWG7dz1coymNMDo2/phii+86o4eGe2B03rdvX8cSK292bqbFAbLKdTTaO+XNzs42UIfz9gzYAXxiYipuzUx38/b1xkdZOPKxaktLy43+3Nxck3lkeKzlI++gTmPnW37/Kh6Pu/Xk+WB8paU78YMH/ks/+PKs7p3r3nl4+PEGMkhHmfQiiC+e6tp98SGuQqVzfibAK9Pnn/uK/rznfMKnhZGhHlyDDA5eP563aNU5T4eUX/fOdciZ6zyvp2IApQIFrK72gGFllatCHOPjkw2YVUF84qq4/rzjW3d9F1k8Ow9eq6Cl5b5nGBoOeHN/7/7NxoJnM6sTLb36wU+VX41u8f7tFj88FIsevoZHuUqRYWOlW8sxPTXRAL2xEX7S22hMkxOx5KNjrUEYXzSa6WlGAqbRlv+RzjcyhsBvoNLzjY+d63beqT+8CQ+1h+GEQVlL9sG4lugp/+7du9cMjN7KoQE6XNMBA7E7FH3x1QBcF4+Dz58J8MHEiHw2PA6f3c+flT9weCzLYPrB68cS/S1uBmlQQN3XdQGqzpRKaawga8mCClsxJPIWyF07xkcn2vN6VvHOgvO1a9faQFalsdp37txplbF///5u756Zlo4lA86pqan2rCzdpUtXms++kcEci3348OFOPnw2vzwAX15e7m7fvt1o6xmkm5yYbmnIUrIWb+JKDo2lnjsXz+1i4J+8u9N5XHwWbXHSVdoCYD2vMqoBk9m1Qx1UPLqC+8pbPNfZc3kGeRMnVDkB+G4LXG3084XtSdT/3fkrvj8r/KmhNyYtSUu7U/zD6x2l71DbITVAc/vpFtwsi9ArvM8+eM1acAtYinIPeoA/GqlLv/vodlyIjc3VJ1YA/h0XL17sbt682d26dasBUDlADoi37+zpThw52ECSqmxWSyNQgaur6y2dcg2EFx4sttmdY8eOdUeOHGnX6G+NjTTa16/fbA1BfrNAVfFnzrzQGs705nRMSY7tyYegUc7wSF8B1Nx03gwOMA/e93qj9aa7/rZdr2fQOhiGNJgdO68qN1iGgVDPd6q52z+9/zP603Dxhp9BwDd5E1/P3JOz8ZTrCoP3Qz965/KjJ0nhoVDnXugW9Tn//n4A1+1WqLLqLJ4AFSq+zuKfNU1IWRVKpjqL17UvLCw0/7hZxAAE+EbTxVNuTQviA3jq4DJ4fvve9VYRlD544NHx53/+5w1wZk5YcmXs2bOn5VXuwt1b7ZpPLZ7P3De6rdaDHDx4sAF9LYBHr7pvvLtfDz77xrnVrL/06FRDGR01nTjZ4vbu3dvNzuxpgC/gbHdPn2Yl06C+Bq+b/oJfcU86PCfvk55V3HDGOgJZCrh1Fl8NtdJI5xi8f9r10Lvv30j6PhPC1X1VnMp+Wlhf76fRKg3GB8MgQAfj65pP+vcJZiNKYJXmIINuuw3i4mKI426UC8Casqpku3DxXCt+dKTvKnX1ly5d6viGZHnuudPNJThy5FgbHAJOlSfj6vpiAxjXAvjQRaP099Of/rS5J1evXu0OHTrUeOIXAzeeujQwg06uB3AL4tfXezfCbA1gitPDcD/kvXP7bgP06tZ6941vfKM7d+5c43d6euYhKA4cOBAXaH+j6/nzzz/fvfTSS60H0GOgo+FpIHSjHBggu3qT/8aNGw8b5dGjR1tauqU7+l2LfSu905f8QI1f9SBdgflJ543N3kqj4Tm9yU9W+cUJ9XzwLB4vQtH+zPVPf3Y9NB8B3HW1INcq7WlhKwOb3aGY2h3/pPvtKOTvFx4fsVeLp3yKElgw1+IAlPKuX7/euvar1y415Swtrjz0Y4FVxZDfINT8+OzsnhZXlVmW/ODhvU1H8gALuirGAeiXL19uZQIKXWpcaACTY//cbKOLHqABHT7Nx+MBwD/++OOWlnXmrqBjGvGDDz7ovv7NX2yVTG7xi4tLDdDcmJMnT3YffvBxe14N45vf/GaHzv79B9tceukHwOml7w02Go9owgL94ZlM9Fiyawhb4UM6cQU+eaR1LiwUAOusXNfrG339Vzp5Kj/910KOuMJmXaOhTPGfF0ari+8TScj/6s+uP+ujP04qY6OHoZh8GJELzDw9POv503Nvxwd39OWwBn13OTZmsaYHd29NNgLAxeaKaPXchU8//TRa7isBqAC0AWW8B4sKHx8fS2VtJF+/IERGlTk1NdMAePvuzQYsFaEcoMaLCmbNz54920B78eLl0GC1N5oln56eDVjiHpgmy7GV2aT1zFisrMdg5H46DYoF1Zs8f+ZM+Ogt5mjOM+mVzNMfOHwkZW0E9LcbmIFfQ7pyZSuynUvjOtks9vLyZMCcFcu4I3/6Z3/c/c7v/E536fKnrTfQsJeWFpoF10DIZooUkE01AjcM0I/GJ83w8GQawlqus/K6HR+Yz91mW2Icd+qC4XIMB/xCs8OAmIuY0wZu50HQDgKXngtPBeA6N4L55159CUVn8Cx+9PMAOFiAhJ8XtKDBUExV3OfRr+fPOu8Wanf6ElB8WZDBOBUGzNUVX7hwoeMu1PL87Nx0s1ryGMCpUEBdTQWShWXrAds3oipDeXiTliUz28LFYHXNdwOI6/Pnzzfryw3RsDQAPLHerOr4ziBRHmWxrvI9uL/Yvf/++62R4G1lZbXlYZnxz268+uqrgd5aO8tjdub06dPNyi8tZRoxvFnxVO7U1HRrLHqaczvuit5kbXWj6Uc6fJGZjNwRtFzTFXlck1PDRxOv65u9Be111M/lSyuNuHK76Euo+qzzUBq2Mt0XVpRDZodyPK/DM42s7oumvEUHrTpiwVnpx4OEFZ70vJ79PGfW9enhs+U/nv7pz8dibYfjxm/t7N3offIoOit4FH312uUGiLLQFy+dbwAE5P0H9sYyWV1cbxYXIChQ5Qiuddl96OeoKdfBqm1srAWMkzlvJs5+kf4wQF2PJbZsfvfuvXSzMwHGXAZ6e1t6IDEtuLy80i2uxK6mkmfiKwPpyPhU7Gz0n8HheKz8i68eaUBdWFhqbIxPz3VfeG6+Vb5eYjbA1Xjfe/ed1hi4JYsL91PmbHcvlv2d9Dx8//W4WuMB8GZ08sHPftYtB7QfffRRdLHYZFe2Bqah6Qk0SD77L/zCL7TyPZNmLrybGDB2alY6PckguPEEMzAEoIWlAhwhBq9HxvuZaroWpHfd9yQjrez2YOeZ60FMFv06e+660jy04JVg97lalYxPCoPPBwk/Ke3fJa4Y/by8yqSQ4puCqzvV+s/FWoljhVhyVk5lAal4AGbVzJa4Jg/LOpYFEfcaiWAhiNLlK0sn7Uim2VgpNJrl3/Hz8c1dYOVKL0BjhsM9EHFhZvfONas4E0Ci98j6T7XBLTqAdufOvUbPHHgNVhuvU1333e9+t1n75557rtEl/+HDR9sUpYaMt+vXrrceQI9S5egJooLuxIkT3QsvvNB6MKDEl56OC1c9DotObrxIKx2dru1Y8KonspWO1Iv4ekaPrpX/MC4MuJavGsRgfeLd88onb+UX17tQj0CPjgMN4TEL7oFQidrNM/4pbHcoOrvj/5+4Z20JKjgDGZCoGGfdMH64EbphCmOJAFdaYOY/U64GsZlRPYCQC8B14WWVVJx8Ggia0uzZuz8FK9xK4XBcjslYuPis49mZmEWgu3fieiTOwosZjXIZxJ06ebrbc3B/4+3GrX7FEn9jEyOZI7/X3fn4XPOhz316IQUMdy+9/GpzHYAUj2+99Vb3h3/wf3Tf//7fED/A6mXA3/LyYmQzszPRBr6TU5PdRx9/0B0/drLJxR2jh1u3+t2IGiP9cZ3IqSGSFdCbHqIr6YFcXoH8W1mAks9BJ3xuq6Vj6aGkpWOOd78HRZ6k46/v5FnZ7Hcb0n+BEq3qRcUPBs+EOqubwYCHyiNNA7jIJwXxRehJz8UZVAyGnyfPY+kHb/4O12VhZcUrhbIsLDUrCdjuXQMzS0R5ngP2wQCsKhDvBqLyuO595MlWkcpRoVwLgRKVpwGhDxim+gT3aAKrOJVggIY34KvGA6T3dgZ43BZl4q3S8bfR6H3r3i354Q9/2Aaf0v/Lf/kvu6X7l5tV1TsA4Npa70sbnLK0GizAoksefKB75cqVBlR58Nd4idxmfUpX3B09hrGAvEDfN57lJn8/w9FvQygjQLYCJ/0M4sH97mMlOqDLQavfGo7Gk0N+oaz64Fl81b90lXbweuSf/y+//y1bGxodYG2jYFM8OTJ70HzonXjPPnuklGbBtNMQyrVz/e2+Hzao2PlzHaikbC7Gkw+ugX0hLJE0/NroKdbBAkY/Nce/vXf3fip4Mv72tVTSlXTnN1OJV7uV5dXuxPGTHRfATMLaWixwaKHbrEkc+OVl21ftuuv9aj65ityzJ67HNABk0BRdjGePx1w2R7GUD+4/iGW81o1l997qqvwroZlZm6nMp+eM1nj8y6s3r3Xjk2Pd8/Pz2bv9gKHvJrK8fu3m9W4mtE7FGg4l7f27Wb7fipuUHYfZJN0dORjfezljgmSYi989GX6uRZ4D+zKDEn7+7E//c3YXLsfArHfPnX4uao5uAoj1AHlkdCQgC0Cip5UsEB09eiwNdyXyGyxuRU9TTaf79h+IXBnEDW93E+FxJXLcun2j8T81PZU9M3ezmWw0vcmt7lpkPXHyeHf5yuXu8JFD6bn2RMb0WvHBp+MGqUmH9ItpRIvLDzLbM51pxDDhoJOcN7KDcj1z96sbq+04EB4mJ/n/xjZmcAwi1flY+BxvBgc2xbc9OJHU4tzq6kqMyHLS9fPs1XA0Co1NI3Me+d3f+/1vha8wGyb+nmGwBRWpitt9/yg+3D8llGXAn+tq3dWSTZOhpSXr/lkm3a1r6T1jaeSXhrVAg8USt7Bwr1k19wKfTnoDRunkQcegkcvDb2W1DSyb/9emVPvFGc/RUaZZD77sgfjgzhqWoAuXxsBQb3Lz+o12zeKnuHYNnCwm/vjH77zzTgOUXuLixfPNyrIN3LDZ2clmuQ1s0cQri6+nkf7kyVMtntz4mJqcbq6YnuVcxicG4wILqjwy6zU0fumZK70Fd0P6Tz75pOVHz7hlPFOKytXroDER/XlmCwA9DO34wtDV6O+U4dphnl+Zg3W7+15d14GmIK9rABcqvt0M3LchrMQVBq8r7h/qXEzU+eehS3ABX8Wb/JSglRJct+sZ8Ole+dLida+UTuHSqjj0pAdG18MjsXh5rgKl0TNQ2vb2Wqs4c9doSWMwuW/vgYdsK5Ml0XUDE5A6ig5g8Jfxq6HgbWpmujtz5sxDfjfbbEtchDxfXu1XYKcm467ECu8/dLBbXlvt5vbt7RYCoiumO5fvN35OZkA5Gqs+NzveXCK9iIY3N7s3+8tHu1OnTnXz6TVYbi6XBssdAUZn/FooGhufafQ0OjqR3sDYc43AzA+3RaMh7+nM4Hzw/kfdxx+da3PvY2lpphPfeOuL3ey+6fDQG5c94ZleVtIzkl8PY+5+KFY/2kxcv2ZBL4I0ddS9s3oRrw6chaqPSl/x+KtDOtcj/+x3/8W33AgiKgxeV9yzzlVQnQfTV1ydHz17ugXHB4FKwDqj49lMAKMCgZWFAW4A85wlBrgacAIp10NaadCyWQpwWePef19qFta1vDMzs62RyKMcro8Ggr4Gc+bMfLNwwOzIg5afu8RC70sjk3d/umL3un5BHKAtxG3SWHt993O801lEQlvlWhl1xo/yTW2SYSqDRmDd3t5o5fW6mIl/fbQBSxp8WqzRyDUug8Nz5z5twNRDGCvcu3e7yV49BjdOOZ4p81pmXzxz9OX1vRyeNIgrly632ZY79/qFsNFYdPqcmZ1p+ivLHcU0uR/+y22PhT7edX//COzSFsDrWeV3r/64moN5B5+3/BXRK7i/G7yu53/X8yBjT7oeaFNPLELllADOeAOOch3W1oZbhRSQqwwAVknSsU4lk0pXgb2VHW2NgBINxrxxo4Eos4E/NKw8tvyZZ9+7d1/32quvd8ePH29g1mAWFu+36UfduTxjARbLxSMFCFYYD8rAz41bNxv/AKiccp/wPTzcb5cdGzW33r9jqSwuisGvRqixAt7w8NFepljEmfjoeCxQA+Pt7FXhpmlUaGiYGtTI6FA3ly26ejthDx84jdgxPbcnPcyeBlx8aRDkxzv5NrZudBfTQFjsffv2N/lWlhdS1q3upz/9SXhe607PP99Wb6dnzVbFfcn8O70M76xTcFkiapctRC2+3YSPwTrGV9WjvOquDs8qeCZU3VaawfvHpgkHE9d1FeT+7xMG6QxeP4smEBXDlRbAVajjgw/ea1YOeFgUlk9FyyOdstxTBqCZCwcSlQ0I+w/MNFAXuJUhL4ChP5IpP8A6sP9Qm31gpXXXP/rRj5q/f//B3UZbHrzuz/I61yhGufFzKi4GwLNsGpdQMx69he17DLytZecS12B6aq6BR7nilWlApRHPZnrREj7epF0NwMhXvQAg4oMeWg+RMvErjgtjBgXdO7fvtYYyEddFvJ5CvAG4BiQ9/X3xi19sOnMN6NwMfNO3YLxjXv7Uqeeazv7qr/6q+8lPftJ9/Wu/2H3lK18JjZ3eqQE7Vjp51IV6afWac+HBuQ60K4105CsZK7/n+BKkafR2XT/2wkMlqAzO/xABIxUGryvuaWc8EYJwgnsVXeAwhSUAd1lD4JRORbFi0ioXDVZV5QMZC6oC7L2Wx718wMNySX/k8ME20OOPovX973+/LXlH/Q14wKWhAJNgkNWAkpkfwDTovXjxYtscBVz8W4DCL4AKI5k1EBYXVuPCTLcjsGhpv/Od7zSLyDLibTgNjlV+550fZx9Idv7dutP41qjIZeAHnHxucty7Z+C71vxpeqMH5+WVfipzdCKLVxl3jI54F3Qi+Ww1WAiPpgsNqm92b775ZvflL3+1zYlPT+1pZ3pEn6Xex23KG/70bYbjSmZa/ubt7zUdvvWVLzfZvHfa+I/PgofmDOecZZ4WX7iQRmhpcu1ePcDAIJjJ6Jn6E1xX3sHrxwDeUu4kruu/77kYfxKd/lkv0JOeiyvBnDFOWIrlSgAuq8JCigda1ko8y8fKAJm0KkRAQ3ogBNiJyX45WeNgGcRxYYBeGt00Oix/7xpkwSVbTu3tAO6JydE2kDTvDDgj4UdDmZnpVyiBTnl3s3Cj59h3YH+716DwZVYCOIF2dG+/6khWPrMwPz/fAPXqq680V+OP/+SPHlpP+kOb1dbAlE8fGs9c3A306UVZrD7ZlEcu8ni2mDQaGr0oczKzLOLR1SD37NnXGiRAkeUf/+N/3P3bf/tvG502GN0z2vTOJaMfjV15dIavqjNThIOhcFHbpeveuY5KXzTw5VqoNOIE8fVs8Hrkf/5n/+u3WoqdRK4rYcU/7awyCe8AkN2HysIEoR11XzRNpykPw/IK0vRddv9GuEGL5+gAifQqQ0UuLDxogFeBFOy5ygNSFQd46KpU4McvMEuH7qFDfb7Ll03/2QnIPdlsq46vv/5GA4WyZmb6zVRmJ86ePdv4QfPS5YsNoC+//HL32muvdWfyTKOw/0S4H/50/3OZq9eVG2R+73vf6770pS91P/7xj7Pf/Llm4TVAL7+Q+/XX32wW9+233+7eeOONdv3977/d5Dpx0kDxXK6vtrQnjp7MzMbzAdynWXXNNGim3fZldXUtrhH+AE656NOXOP43AKuP4Vj6y5lfnwl/R48dD6+3YhSyrhDLr5Fcil4MkOcym+K4cfNW91Z4fxAjshp9v/zKmW7v/n3dvTQe/rUeDASNV27nZY4H2YuzHl6mEj+WmaGtWNz15OuPbAtOfDUM9auuNFaNcRCo4jXeOgor8K5OHdKjpaGj1RrB93/48cOmJUGFupboaQHhp4UCNHpVKObqsDXTszqKVpWLYQdrBJCACagqubfMD5qVZtXl8ZzlUIGUYamZpUXDc/wqGy3H2vpSS2N6UCPVOFiq504939IDCDrmwfUGwM7iKgNYJqf6QTCw6DlUPJn7xZQsmadyNagL5+OmhP6bb32xVeBf/MVfNB/1L//yLxt9vc/c7P5W/muvvdH0wUL+6Z/+aVuRNB1pFXNmdqK5TD76Q46tTC1yn8iiMX/88cdN3hmuQ2hqkHjDK5CXISowXQ1g8c0YmNL09j0dvv76630DOnGqVQkD8iu/8iux3v9n68FY6A8//DBlZBEr+1PefvsHTQ7xaFtY458PZXAp79xcv3tyfv5sk4dO6XBvGp+6odvW4CJTjR12Y6swWWeM0bPyHIWhunce+d3f+xffKjA5776uuM87U/LTQjFTZ2nRkq+n2W+kJySQOmOsyiO068rHp3WUNbbqpXIAs6wUHxdIWU4AVakagwoXVCilA6INRea9tfpGM/tH+l1/E42GZ6w6OuizhsqiWBb/0uULraJUrIa0N2WoIC8e4OPg4UONXwsvlr7PpTzlfv3rX28N60Espe+b3EplD8d/BtTJ7Cj8zre/0+3PTMWeWNGl0JoMTWkOZ0ywL/LeiGwfZPzhTSSrt6ztwsJieFxOmiM9D9mBePr0893NG9kWu/PmVYHeHnegmprekx7neHTE1dsbHdxLY5hq92TnvwPaiy++GDfqWBayh1Luh9nTcqL1UhcufRpX5lhWPbMLMb3mUAahi+EDbfW0nW5pcXGh6enDD9/vrqbHM7V5MH778WMZ1+TDSg2IqaPCCGy4Vu4gVtSd+AJwn2a8NUS4ca8OqmHsALxfySxAIVLXP8/5WQBHbzAUwwVwllGFOzDoEJxLEADVvepa+ZAaQgHfMrvrckvKD2U1AZIFQ4fFAB5nYGXh0bl580aL59I0QB481Hxd+VUSyycPvqXBd28l89JwLN2eTLlpGLXP3DW6BnnKuxJXAv+nTp5qFm88QBWPlvjnMvtQ723aASieH4xGe2MnDYHc9EEe24P7jVG927dwvwcTfxnPrDDLaNYFz1yed999t3sn03jyC2jTFwNwNNsYlIknINEQ6YFOyc9VkRYt+d5660vNvwYisq5vLLdy53fGCscylhDPEEivUVad0Pt6VnTxjxd6Hc6sEJ2265wriKOfwon4wkfhwhl+8D2In8KO80MLTgCHsPu6RX7OPwz8bQLaxbSzUTBBtDxgci5AYVCwkubdRopmKaWvweBo/DoWmTLLb1MxlEpwigQ+Fa0inYFbJQCOBRPXVv/2ZkCFh/lUliVyFaEbxoe5aHz94Ac/ynmslQcUwxk8qTh+t0q1F0Q+wFC+hR5uDcfUfPS5vGmDPzyI54sCE8t6I5YWneWsJqo8m6Wqstxr5PaNoHvkyOEG5o01r3XNRMaLbVlejyYPK+yYne0Hfbdu32y0D2SQq1y9nrAVl+Rg+H7/gw/b+OF8XCmNENBtM7iQN5GWsm/90KF8ruLAwe7T8xfax44Cku5Y5LkeWe+nkb326hvRpx2JaUCZgVrOJjK6tM9J3Wxn/8mevJ43Nc3ipm5WltIzPejm9h9teICFsrzAqo6FwheZdh+e2wIhrbzSFvgLUyO/989//1u7Ab0b6PX8884K+rwgD8YEZ/cYqcOmf/HuKy0BAVHFY5hV4l9SmLRAXgMmLzgAsbzyASFhgZliuSLyOBMaKPm2rJQGcefO7dYYMuPWgMcSAiwQsIRp7o13/Jjp0P2bRQFItDazlwOPJZuBF3cIQNDZCE+AfTUDOaA6HPoGl64tmNxJL4CXnv/+HUSvsslLTv5+7/Is9A0im5SUNxewmH60dI4+2Q1+9WimTsnaH/38/4O8BKFM5WisdOD5QlwEMsvPKLz22hfaPPYv//IvN8OgkShfvt7N29/y0i8deIGEK3I4DUAd/uxn77XnH7z/3kOA0+Mnn3zcet+rV680ubYykFfe+HTf0OiPcRPoWj3iSbmeDR7SiO8x5Ctf/QdT5alnZTAD8P/tWxLXg93X7p91tMzP+IfBCugVoPl4KowwBBsEtjziKZOVBlzAA27xKub8+XNNUZTFKjrQk7b45o8TXgNxoKE36AF+NwsrMy0twHJpNJhLWYJWucDDYh49erxZZZWqawdKDW8zlgktvYDyTBPijWWRbzV7MfD+/PPzrcc4lAGheCA0aLuRXoQP/lF6irmsIs7NZB9K/NgLoX07A8AjAU77+lda4PWUc+VSfNj0egdjieczuNvKzsOfvfez+L93W0UfiJU1ZjidHYbkPHnyRCt/NDsgVfq+7BHRMPRQ5L0ff3n/Pi8z34sR6L/RQn/VI17PZjB69g6qRltjGzKYAbLVgI+vIR6JATj3ybn46y+lQV8OKLs0wFMNnGNjw63s6exa3Mh4YG3d9x8znbjaY09do02HMIBXeoSTQXBXnfbgfrRUD1vSVbx7cjycB5dRgn/osJtuMagc17prgrDWzngAxrJAwIxp1gywgL0sSrkkfM+yKPICn/wsDnABqQoz2wD4LI6yKdSBNteAS1CNzL1y5emt6FSjYZVO5cqvgn2dtfgFmOU0NMBSNh7WMpjTqNbXPuy+8IUvNCs2P28T1FKbFUGbjPjwAsO/+3f/rjuWqT/uDh+fzBqVbxhqvOPjp1u5BrfkmJs51NyoX/ylb7QGS4dcrzNnnm+6xf+5zDgBDL7piiWnZzKYLbl9616zuvIChZ5FL0MfBtPSasz/9J/+07bQJQ++i566I4+86pM+9Jjy/Pp/880mx0J6pKafxfuth7iZ7cL4eH6jf49VHjLTWeEAPUcF/ArqpYKV1TKK4snpXPWY1+uePs2ngEHgD173hfSFVoG7z1q9N/d1uQoFxEFg3brVf2ahFK481hggCdrvw+int8YzwJrIypszegZSk9mvrdsDmrV03x998mEP7kyrWembjsK3o5jJVOxIwH0tPuOtWNsrl6818Nqauho/dmExfu3RU61iVfCtW5niSr7l9vb4WPfJpx93J04d7770lbea9WWxgeXylU8baIFw+Ppw/Mx9AdeZWLGxls4edgC4fuV6N5XZEZZwazUf4JzJDMlUuufIcuvBve6tr321e/fjd7uhLDxN7pvo7q2ml7l3tXvuxdPddnrujeGt7ma+U2iVcTWViu7d8Lw5/KD70je+2i1nj/hILOPemYPdYs5vpyF+9atf7f76Rz/p7u+8QM3duru43s0dONZdvhFDMXugO7P/cHf7/lJ3I42SwfBhIMB+88u/0N7ZHA7PeqjzFy91b//ox938Cy935y5mdiSzNwsreQkkK6CrW1ng2ben++Ti+e70C2e681cudV/+xi91+zK7cv3Og27f4ePdTz/IAtOeqW56f/a87L/dDS9mv/xcPl2RscHNK7Pd4eS/mXwHYiTsfZ/JcTeNxvTto8AAPwK3+PU0vpGMn2o12IfMjOviI7TP6n1mL8ojYv3VZwH9KMXTnlUq1lGr1EKB17WzgZjB390sBrBgZY0BV1oNgSVmKQBEGrRca+loyBPnpgFVo3DIj7ZPmfFJ79y52946Z0UNVk0Lamjosjbnzp1v89G64Z/lZVyWh2VZiM+KV+ml1ROwWMpAy7QZgM+fOdmsnzj6WHjQf8Hq4MHDzWL/1//6521Rx3e6uSW/9Vv/qPUiZNGbnAkgzJaQ2WyHlzvMFOFdoxFYJM8dXKgf/OAHbfncvcZUvElHRpaeEaEzvCvXs1deeaXJ4FqvpifUS5DTtXh7VPBGvxr6hx+mYcedQYt80qsbPjxrefdev1eGMVL2/rhALLUyTYs+yIscjAF50LDPRs8njePK+f4NIrrwnH7FM3B4+izGHvcywtJTwzMBPph7sLDB68E0u68piuIwDCAUIeh6Aerq1UtNWYAprQOIBRbUvbLkBUwVRwGCdFMzk80dqHv7J2ycAjh5VA4A6C6b8rJfGg0uBID+9n//O40O686deP7smTZj451Gq4gPsovP3uzZgEY3fD7+K34MONcjy43rF1uD8K4j2aQBGHtZuArcEq7EmfkXGvCuX7/aGpyNSIBiAKZy3333ZwHweNNLG1t82q+QcpXI+dOfvpe0t9OwvAHTz/SIl1+5QKQs4NRI8WcGCBA1RvJquHQC9BoPsB6IlS2jQy93hzJTE72jTT+stw1XwIoWl0AAPrTUDzdIfZoImMo2YdYT7S9/+cvdnowpPvjgozTE51s9WEiaSK8wPNwbtZG8uWPP+HamWxYyQL6XF1Bm9852SztAV+d9KE+hx88jS17xO8l2nR764LviP3M7COjB688k3BWhMgAcuCiZ1aFAoKMESmVJBQpifSmPcpUjTuMgaFkaikXP4XUwlSFO5QIYy4KGiqd8laBMDWN6qvfx8QUED5IeD/LgTTnKE/7gD/6g8QgY8/Onm7VkHfUseh/8jY32OwDNjStbeegCwrn4vgsZxLG60tMDS4a3//yf/7j7zd/8zaYTZQLShfQWM+ERHSupXAW8kANY+55loZXB6rOS6DEOZnaUawCJngbtWgPQmJRPP+SWnszz8/M7rl7cuZThYNnpiT6NJehOvcnT66jfqYkW/fuYJpnJ756M+NqTrwWQY1/0RffqU0Pz+QoNmx7p4f7dvNoW2srDGyuOhzhhLZ/y+/BkIGdYufP8yadnWvDdYK77Oj+Z7KNYwgGOg4IcFAHgFHfiRP8SMMEohCKqa2aVuCEUD9yeyS8dhajw+7GwFlWAQzBboWLQ133fufeg5bmfVT357PtWgSroxu07zSqx8vJQdDVCrkJzgaJg4Lhx41pzHVgx5aocFfLJR+93V0avtUZGRm/EKMdz4PICgvz4fu70ydY4NEjvdvqi1NaY2YUDDZRHU7GsuTLwyBXTmDR6oMUn2iz09Ws3upMnTnVvvtFvZ335pVeaz0wHZoXeaz1C5uvjf9+PDjIc6Y7GWqNPN75WC5jkpktWnbzHjh5+CEh8amTqQX3jw6olvqTVSDLECr2lh4BVV81VOfCFlm86Fl0vhG96+/D9D9o1Gq0n2XO/0aN3PRdsAPVY1hrI/Pk4K0v+dB/l57bgFFeF1VncswKGy/JSrsBa6b4p6e23+/ltLV86FQsMKgEIgY7AnlNoD6J+RQ4Qlq+tNReAAm14Yhn0DM4UavuoZxSPtu2g6Gt4eg6bntAEwvlYNEF369MHv/Vbv9X98R//cQPWbF6g1QjRkR5PgGHmw73KV7HoSGOmQTm304jIpdGyxoAPtHiT7mbGICpb8KUqNFji2/mcAz6AwH4VvOK/QLAnezv4yKwlvvFCJnxVHDrKARTGwXM00ZFX+e/HTURT4/EhIPnpXXl0bxDOxcK39Bo1mhqGuDvh30TAm2++3spQb+h7pgHJg/5f//VftTLgAV/ihMPZ7Ca9zWKC8uELr48DfKg93/1PuqeFnxvgBeo6P43o4DMMOwBUoAADN10oRVI8gKBLeKAHDMpV8Vo2pZbgFKYypZVvPb4uC3XwwKHu+dPzAdqtlDIcn/G55OkCJos13sr2+zXZcJRv8S0u+JTZVPfyS6+2/RMsldU8U3wGeJN5puIuXr7UvfTKy40fPrllueOZVwZEYMXn97JfW2PCy7Hsz8CvhoDHfvA41gDRpvRSkSrX3LlDGTPJqyKPHD4WsH3YQPDpuQutOycjGfjmr77yWrPAZPEFAY1GD8E/phuNgGXnDgn0R89AppHY083A4E16/HFhyEDPAIkPzwFOUGesdzVQg0P8y+9QfwwVWvdSB4cOHelu5BU3X9Wyt1yP8fGHHzS69riw/i+lp8GnzWLK3spcuDLtK7f7kNGKTcoMWBb5UtdeSu7DbkvdA7tf79xJ8oTT0x2YIh3wPSkA5bMOSq3WyJKqlPINgRWgKYpyBXHSARDFUrwKqm4bmFgX5bIifHTWqCyb8jQaFSC/a3nQq4Gm9OjJC5jmfFWmyrKVVQWoTABjofEE+MLXvva1FqdSDZI12D/7sz/r/uRP/qSlR1e5yleB+JKfZXetHCDBk8ZAdjyTUzxwoaFR0wm+uQl6J3F8XWUCMqurLFb5137t1xpN/GuwrLhpQnmVi99zGRPo3WzD/Zu/+ZtW3vz8fHuOD/w48CC9ugJw+sYvOvSJJ/xW3eNNr4R/vJXbI5385NDQNCS6FUf3GqGyYMC18shDR3QmVBl/13O+i/K/fwsAB009YhVU1OcFeTCDKUBxLQzmpxACV0X6zJhtnypIejvNVAharKoDPUqRxzVFAZuWzr0xSBGaIjIffDQ+3ktRsn0SutSRkfjC2QIwEj/ubizLcBxFq3tf+tKXu9ffeDN7KbJ/OOB7JZb4P/yH/6uBRzlo2/ppMef48WPNd1QmS2hp3IDutdde6/7wD/+w8acyfXwEKDSav/zL7wZQLzb58c89OXjwQCr9QQPj7OxMXJBLAcrhNPILDUTTs3mzKBYaeOlN92/Gwp4X/Nof49sh3ADyauym+8wUnThxMjqxH95OOt/KXsmzV0PfhzOfT50YgPvK7a3ozBtPM5Hxenqg1xqfdjx6y1/vAnQAamdhBSCmS8AGUGMaLy1rgPRiWtPOxouZI1/fWGuNaTy6tW/oi198q+l9O0BdXsq3XmJwNUjfNqQ3+8XPnn2h+/Cj90LL63P95znIiL5voIyM1Cqmle6+19Hw6AlvsLUemVO5Wd3NIuHOt3y2gqfNjczR55y36n//WzIMHgSs+xL2886AKa2G4NDy6toZwwDM8mi1rA0gAW3vG280ZssiiAMYdOSlWPkrjlWstGhMRWH8W/n6xtBPJ8qLL2+3Aw23gp/84EE/uDVS/+u//uvWVcrHkqg01yzNlauXW0Ww7r/6q7/aQGl/hnuDpm9/+9uN/mS2lAKdSlUOGhoCwChDr4FPz8gNyNKzpCp6LCuFnpOPDKxlP/d+oH340hI6WcyEkNtsiXDy5KmHA1D5VTbaeoOyvuh7Rod0RC4zGdwVRoKhGR7r34jyvBms+AesqTJZ1uPH+14CDXVo05VxAkvsnutGZz7eQ79HsleHMTLFyqrPpVFrQD4IpE73pxxl0w15fZ9dnZooQEdPATfqg5GoX7ZgpPCER0Hdouc3yFxXnOu6F/fw45uDkYPXiD4tSFuAHswnj3tMsO6EBHAVoCIo33MVrxIAg0BoSaOiHe5LKOmAHU+UolJm9h3K6lu/2b8H+u2W/0RmGJTDiql8AygVx/8GUP7utex+279/pjsby6TLBjK0Kfns/JnWAPxa2aULF7NM/T90/+bf/Jtm7RfTSL4S68qy+TYfsE5PzTYXx7uOKo6lByAyOshA/q9+9csBgBkd8meQl5emf/Ebv9Lymlr0o1Pz3IZsnTW+0NO99957cTk+bDL7LjcdTEzcb0Bj7ZSHPvkE/GtE5ZqoA7rQO+H1P/2n/9TAq8HuzSAPEOmfTr2hX/WmHvSo9Met1ECUoR64QHqVN954tdVh6XflwFpk/FoDq3KNffjkfG51yVKz3hqMBm/T1f6D/aeltzWC9UwaZL/NwfRa6kJj1bB90VYDAG9011ezXhJak/H1hdKzc907PwT4YGQlEvcsgGNagfJQMjA7u/eM8l1Lo2VTmtaPWfeUSsEAD9CeoSGeclWIgJaAtkN+tAiPtrzyqQw0VCYaLCD/mUVoZd2806wwK0t5r732QgMQXrgGaLNEV7JszFqixY81J66LtYrI5RJYuBfPvNiApHHg1ytleEAP+GbiAnC18Ih2a2S5Z+EBcF/2QwMH8Ejnc8Uqnjz0AkTo2ewlDeuJFr0CMTAzEmTjYuBJwA990NN8Ggyrad85cBqYMgZ8XvSAnz6Uef/eQjNG9I02/QO/WSHh29/+Tjv/q3/1r7rf/u3fzs+nfLX1UvhRjjLlk0fQMPCnUeOF7vBJ91Vf6hB/eMM/WehAuqrvRmzgn3jYhC2HUNd1L66GqK7/ToEiHArEMOaq5bE0BFQhwEhwVhoQCEXBKpWwlEvJlEGpZeFbN5XngjQqBi0VKM1KWvHqar+hyv3JvEDAOgylS/P+oNW/L7z+ZgMmK/31r/9iZkZebfkzJd4UjhYeCmiAc/r0qSaPyv+jP/qjVkHkBEyA43o4m1f/L//lz9OAZpqPStYb1291b7z5hQbye9nlJ93a2koA2f8GDv2YRfHZtInx/a0cPOi26UQPo1HSKVBwK2bSSxnU4oce/QSJinStTMAxgwRYytOQvCZGVz/+8TstzcGDh5se9RT49mK1dBqxss5lEGqpXv2IU5YeRV1pCMqgJ+6YVUpuX1SSnu7tlp9+NGrpfNkWWM0k6c3MZsk7H8MDF95CcrbLcbn1aP3EAqAzNOpC+Ro1GQbB7Jpe4G1zpV/13hEMyvsjEfQz8ru/99ntsoQdPFrmz/lHKEF6jDjEAS5l+36IShPEi5MWc6ycbto1hVKOygJwrZli0ZOeUK4JXYeK3E4XyHoAv3wHs+VTI6Fkjctgi69oFoMvbVDGx1W2H29aXenn27kPLDXlovPCC2dbmWjj2aBHhZlpEZTHAk/5LHLKW0/XqjwyaJTuVYKBmEryTiW+yUEur5ChPZ33MMlhkKrb90xDHR3p345XhgZ3/Xo+ipm8GjhdGdjRq0qUB1ArLXp0im9gVY7GozEAWQGRXu2FwSew4c90K1rysKI2ddFVD8qr6Rnn2wwTeso2aAbGEyeONxnwgq6XnvF3NwYBPRvj9Iy/kJkd+kGTsdjIj9m6tu3WGX9okI8cysEfH1xQpvAQ4HHjhIp3rkN89oP3syiUhzHH4LVEP0+Qh1IF4DaYBAaVRlkC5l0DMSExYkGFYuX1jNDSiSOga7R7IfsuSQXhU9ziSt4eD8j4dobq8qFLWc5G3z1v450ZgDPxt90DAwBM5wuwBwKgX/nlb3b74xsupAE8d/JUfPT3ss/6ve5uZkIeJN3rr7/W/XWm4MbC5564O96JPJKewg+0kgUAX3zxpVTMhTYgXFjMJylSUSySHkUFq+jVfBF2Y2O9NQQ8HjmWb4QHeMYoLPViVgXNeLDoLJ+FKbMj9MKy+2IVOelGA0Wz9VjRhwZYugVsjZybUy6gRsxwkJ/LRo/L+YUL1rmO99//oFloeTVichmUanRcNu9p0quGjOfpfCUAX2+++cXwcST8ZwNc6H7wwYct71R0oFfXUAwkX3opMgYf+MDXVt7uMd8tn5c/xpOGbn3ZeCa0j2YsMhzZxlLXDnvl2y9LpF430yj7D6xAVw9yvDnqfpSwFQYfAJCA2aeFyl/ptXQCsIJArhIJWK0TKKUBXJXwIC0XEAhMieipcHHSASEeWG+WjAVzzxo4uoDb61IAMR8fUAW7xg/LCRAUmdFE61ZVimfo4WXhQb9jUVfKWmiQeJme7huY9ObCuQxo48FZAwGusdGplkeFs8K/9mu/2ho2+QBDDZDJD0VpfCv3esuoi5eGLAaSrgW9gWs9Cf70BOTUu7jnC7OMxgN4o2vyOuicfpRHPnK7L/8aiPHsuXLxc/nGlVYuA0MuwFc2cEt3+vR8a8D8YWVxb9DAk+fO6pf8plcPHtjX9s1okAzWSEBKHtii30cLQ/1LLCOz/TgBPsh18mS/m9LcOh7RUF/woDyh8IPfmQzuhQL2IIbFD/3gR5/2cN9JJLISuS7gun5S2BMgEEC3r6IonXAKBwoMeg68LF0pV4VgdGOot+TSOLxw2yx3flkBuFlmyn3xxZdbeqt8Kkbj4Ad/6Wu/1FwQlSKfQZ4ylxYWm9K5BsoyT8qFqL3plMeaf5oRu3JVlHzmnVzfutVX3PETx1rvcu/enSajb4VTPoCzmIv3V9viDxrKcSYXgOBTw1FxgCt4hneAtYHKh3XEHc+sD3emPoOAt431vGp3KIs+Ez0toNVQ6dHct7Km5vr90nimc3RZdI1UOsAgK10CqAUsBgRIz8XnHsuvuZW86sYbRMBqPhu9W/kuOD1fS28M/Hgn06WsOaDz6uuvth6LXujjViw+l8X0IAM3ly0O+IFNOhvJF67w9mne/MGbBkPvP/vZu80gvPveT1q+b37zl1qDZqRMOcq7lZ9LoYPx7EYkE34HsVrXdabvJwLcg0pEyKeF8TAuLSZVKuEcKltrxUhfMf3IXjoCYk7Lv3mv30gkjfy6ZBXnS/Ge+1QBxVGEeL8+xir1fu1q21BPeBZIpXEBKHY+vjeA+TAk//tkrAeg+Z44nlhlfK5v9y6GBqgc03wAty8b8DUa8+G66/4nQexVZ4377xGyol//6i+3KUZTeXx8fKDPIgnoAjeQ6MrpBDDIjx+Absvtkc8sx5n89LYGpDEeyMsIR7PgtLLcfycRX7bhou8zEXqTlY2eX2WhTy8sN2utjDIE9D6fHk5Z9E/f5L2aJXTAPRDLKy3DgFd7VJrFz/w2DCwnP/2TS/6XX3ix+/Vf//X+Y/a5/+STj5qBOfdRv9I6vjPvvWdupg1GL1260OptLO/QGhO9cKafxbpwIYtEaYh+UBhP+exSA/6ePbMtnfGG3q7Nio31xg/AC5dkFAqvu68fA/juhzIp/GlhIyNgoYE1FWak75APyAXMqBSH+LoWv7D6oAHAPgZdsMrRA/jONQAZbRPSNJkyAAbdRn8pm+3zbqLnKgtwVKRKOBwrpPe5F1qA/t3vfqfFeybv3gBEg7i/2u9LBkzgUMn4W82sB1qsHjpoOOK0NRDrVfB36/qd1jWzjBqooEFpQPxvAzXpWEn8s2boSuu52ZAXX3i1+9f/+l83IBw+mv0cSWtBBSA1CA3KixTy288B2EMj/RyxX5FwD/wAKT2eyYZHVtpzPDAEZbmBFd0D2VvTdJlVTfmAly7msuqpR1yIXgUvd6NzwDgldSAvvVy5fqXV3+0bN5ur9qUvv9Xq8F5eNFFPp5872YDrS7N6kT2x6OTTqOjzXn7DiGu1N9treQFHjvY/RW73Jt7x7Bsy/P/Zmf5HvCbilpIXPvFa4UkgH/rhj883F+VJD2VE6GlhLQsWBVobflgeAFUZaGqVQEUZWpu0roGIQifnel97OT81Ig5IWbzVvA4F7FbS3OdRUwylqSRW3Icgp/MGCUuorOqOWbJrcZWkuRSw6fo/+uiDtl+DMvnKLBVA7DvaVxhg41WZ+BqJpdYAlcXiWB4HSl2pVUXz1aYdz310vlWWdA4rndwLZatQoCA3WgV2AAEe5XBR7tzWQ203gF/O63fK4ZrhR2Pgu3qVjOwWeujWxi9gPJmfFWEYNBbAoVs6lEaZGr8zA6Bc/KALOMpfSg8m/1hmbeQFfOkWdga6x6NL5TzIa3We+XEpmJBXvR4/dbytIwA4EF69dqXJeycfReKyHj92pLmqdmNKfyA9Izp0QV9jefUNvbNn+/GTL4XpgX/84x82njVMujaOmJrs3wICcDIJeB8Mu3H8EOAS7X44mPHzrjczHYRxYPn3//7fN6a0TGCjhOrOKRZ9FgbIVbD7rfxGDnBRLkV640NalYT54Si0WdQ8k96OQPHF62q+tCSvJXP58UIZ9zOoYyXMHKj8M3lhAT+sgspGg2L3HegtKUvgkBbtKt+eD/FoA4XZAvywNuTYDkDcu1ZxwKxc9OUD9mo0gENPgKChAeHs3JHWA9jExff96KMPm+X1DLjpEkh9+B4w8YYu/bpn2dFXPp7FkYtOXAOLgB49A5U412S6Y5dkQlzjFvCP/mRmM+THL3nsIQEqOpSvdP3Jp580fkdTTxbBzPxo2Fw5Pcjh9IrqnGHgevkGp4aY5I3nI4fy0dGUZ4yj7PsP+r3nuWwYIT+3CtC77f7LCABO59I7CgsEGLx2P0oRFbn7WgJxTw2pSJVJaSpEgWU9gFtFUIw0nhFGcJb+2Kn8Tk0ssGuKBG55VBK+Dh3a3xQiD8vWL1D0H5Z0/877H7WBlek8eZRD+aweEPInKcl3qw16AQ5QVQbZVtfnmsXCswph3fFGgQCrPA3CFB4/sAbQeETfJizlovu9732v+yf/5J80Fw1Y0WepgIQsJScAKE85eENbWeLxTV/Koi/PDdzRwTcdSafh4tEUKdoAC3zAI79GQT/ArzdBX++qkWlcXCX5YxlaXgZCPgZCvBcVGCF8kvlm6KKhFxGkoRcNy/jD5y7saKy5fGMY5cKF/Pghy/V8Hwa/Vpg9VybXkEtSOoIBBz7VCTnk3djxlpXdeA8fhU95KwxeN7RJVJGD1zIUocq8+2weeim7xT7JqHpoNAs9qTTnbWCL0lybx13IQVl+jz2z2PkoZVyQCDkWBfs9yRPHewVQGMEoF0iAgxJqFqJaOp/OTIfvd6/HX/YLYUB3OrMoU1Pm1fmo+SLTwb098LOK+MILv5l5140G4n355Fpzpx5cj/LzLZLMTiwt5rc08+Y6HqwccnXGku9Lb70Z/vrNTbpecpjNyOx8+8aHdA/yi2SvvvJS5nPvZ2/J15pbRHdANxE/WWP3y8Ma0J28SQ7AwKSH2Juvwb78wtnmCh3O7kM90MWL5xsf5y983IA+G30M5edWrlzsfeeN7N5T6YsL/bcD6asqHji6/Hra++/2q4H3bvfz6BqKdBOxzJ5fj2VdCGiBD5BY96nojbt4704aws3Nbj7jgC1fMwjINGQ0NBKGxC8nD0XXR8Izo/LDH7zdepE4oNkFmRe6M/BscqdXNGfv2qEurR/Y9wK8Gr5D73nl6sXWiN988/Umf/UYMDCUt+c1ehgtWd1XKAy7r+uHHvpuYFcmQj0tEJZFARaB4ALla5ksM4FYJmUAr4plcShW6y6fEbMqQD4CoKtxAJRyWCcCWyJG35LxL/7Kr7UuXhnSoQWgLDflraQLVp49Hc7/3X/7j9rS+2ZmU3TBwEl5XuFyr+w+DDf+AFBDQ5Ms/EpA8HKzgeXE5KMdj2XV5WdxzcKci0tkwGngzWqywA1kaYx0MDnd6+gv/uIvWjpyubbUTVY6ao07+gCOtSyMkEvjpbv8fkWLRxM9IGEU6EEPQd/4pk/5VLwxBbrk2Jd86kwa+p/I3hh6YKmVb0yBhu76Am4AAEAASURBVK8CaDh0JT3aruXDB7peeqYnevDcLJUyyM36q0Pp8Egn8GCxBnbwAyOHjxxovZMy1I2y4cDziZ0fzCqAK783NjtVtnMqcLvNJq3HnfTHk/a+G0IUhDAluNZiMU2xKs89AYFQ5VK27hF9jQSzFCQdkDhURE3bNeVGMeiNxuory6rZ3r39jzVRgq8y+bbe3r172haAF144Gx8rPI7ED4t1O3r4RLOSFMnPNbjM4D+W6EZ2Bz7fRJuINTp75nSb6VDhY3l+NPuzlzMfjGeDOwoC4ImR0e6N17/YKtH3SNZS6avbmS5Lpc7OznWvv5LFiO1+gWpl4UF3/uOPWkVcuXC+25MFjqXsc56Lhbt47pPuRMog+3D2LM9mA9b9TF/S6+ze3sa8+cU3MkW21b3z4x81QJ84fjgAiy7itG5ktXFyIttY05iu5otbKn0zFpyc+/Yda8AdyZYHA/65/AanRiKon83kPRBrylV4EMCSTdrF+LzbtgtkhVUDHknD2Vz0Zk3/Qsm+vGGTIptROHT2+Vjua/Gf9Wz9j2jZs8Jg+N3O/fufa2UdOZRPuaWetja2u7e/9274zVtTmU7E50fv9+9iTs32e19u5pN5GtCFzIfDSM3ScFvwCDvqAx7MSpnf13hgb3S039tERnmlr8PzunZ+bDehDLuDRE8CuDgHkPIHAVJLA9Q65MUAy4M51stbJtIJWqWu1n09VynuHYSzFIxG3233r1ixDJ5pNNWYvNDLcngBgZLxoGGhq/vVBbJM0kvHWniWoU4DjC4Tzfl0ySwmy+05UFK2FylK+eV7aiDnPr3SKpqs8jnIoHzWi14EZbtWtkrwnJVDQ1AGfTICrK/KV/aNvMbF4i1k8MWq2uNBH+aZ5dXjkBPYKtAdfgTlkJ1rgT4Z8aAR4ENe9acu8L663u96nM40IflZSM9GRvxqxUyjgTa3Ep21uDq9YVhrjYgcysSXhqNccgjk8pkIgMcvPenl3OuR6Iee6MC8eNUfPhjRN9/4cuN7ba3/jSb1IY1QwHaNv5K//cJDRTzpLCPFDBIoxSA+llmNDzO57+0Z1s9e37j+WZk72a7tPwjmwvSBKMKq1pF8S/pBdtKlkmMhp9NK1+MX8+NHcu/XxPBBWAr3i8sqWFeooRw+crBV8uhoKjl++CorkkUKG+k3ooi7+dCMPMeS7k6s5KWsVNoodf3a5QAibxfFckUFGRTlhdosg3vjxi8u21/SKj7y2PvgFwl0nw4+PctlFXQ18/7bcW/ixDb3ZzrPpLF3Auis4K1l9dT+Ct/0Rnc1VjKjnFhuS/uxOKxMePTLBzPR1779+T3JuFJWA0+dsnKafeGX885q5N3Mb7lPJs9QdLIZ+fRIo5FnJgswRw8HRIxErK9fPR6P/zyZL39ZLUyW/AJxpgrzta+h8D2SnsCz9Vj0NeOV7OLbCKjOPv9cfsjKt83HGt07NzPrEj4OZOyB3vm4WBORy16a0RS+knpYCiAt/JDBF2LvpkcBWHVxKKC2Cqp+7KS0U9CUq7pXpzdTJwwQA6KHHkvvC1/K13CtP2ggemmNUaMWzw06dvTEjqHoP+/GYGo8u3GbymlB/DMtOOISChhUuODs0PoxPB/LB/j8Ui1SNwqQZTW07JqN0LIFrdWPEymDNWNdgYjV8Ex+sxTuCepsygnY8aKlsx4sGUGVpRy9hDMLIQ/lK5PV1liEyud3MlkWsyBoZtavlUsGfrxZFM/xgwe6oFgWUHp08c4FYGmUiXbph04E+V2ji4bGJM7BMmoQnpGDfKzwaFY3793Pi7jNaPTuoj0yaM/kbOrsdj6NxtCgja5naIujD7wWn56rL3oVlEM35DsYw0OfgERO+iOXGR7xt7JwQ2a/Foe+rbZ06zeK6H9fGhr59TysNoNFFiAtXsiqDvSoVqybDtJge732c/Xm0eFhYcGXe/vvtOAP33amcj2PBujowhOZKjzp+uEgsxLtPmOK0iiQouq6FDoUgZey+LCQ74G0ys3mpps5FKZuF9osQRZjojAKGc/3prkWhJ9N3mF0MxthCozCdTuUNBVfkj8PkBRw81b/DUNKQedovt8hDUX7rcojBw8lbXzjVPzZzHn/x//4Tu6zMzEWS6WdPpUPvcfvozQy6ALHM2h55ezrDVhbK/2bOeZnlXEoK4qT6ZWKH5uehob6D04CBT/WLzAsPrifMtMLxeIAzlosHSCwevjU0KdjbdEE4KWFB+353nyXr7koWehaX89cdPbkrG/kq7YXbjXQHzqQ7jwAHxmJ9c15ISuN9Dsby4o+EKxnMWwhLkyEysb+uIyxzIF1o7sSHdId9wLwpHc9n4WZoedONH4YlGYs0vt8+LOftKoHJns+lvOu7OnnzjT9LS1mnjqWdyUy+NCO8i3BS3v79o30BKv5Lk2/7+havteivI3UK5kv5Suz3JW9e/rVVrNpcDQz0+8GvXnzRqsfrirMbKZXAF5pGm85F3BNy/bThr0rSD46rCBPhbp+bDdhPRw8A0MVIJN7wdk9i6oQlgIYtGY+n3gtTAMhsPSeq2StEYhZv+l0TdJN5xNs0lCeZ2hTIJfFc5WLLktLcabbnPnGnj8Xl8hzNOWXHl/cHDzNP+87ex825VE42gDI2rBQ0ilzcam3iNW40CL/RiZhNWp55FUJ6PthV2WKxz9Ak1dDKlDhpay/xg1o5FSBDg0GLfmVhfaefL5sMS9MN9p5T5LuGIWM4BptVpHc8hUg1AudoK088ejhDT/4V4bDM9bUjIoeZzuunTT0sLaaDWeRa3vr09bQla1+0V7KFCJ+VzI9LL0xGL780jG66gNtL/ySzQwKfZuvZ2jkxRNd48dz9aPnbo02+8PFR9BWHl2qV7TtT1KmOkEHDfeC6zpaxE7cMwGOgEOhCGDOdR0YoACtyXMVjGHdp64X0HW30lAeK4dhylIJW2n96PvQjWDE7N43/ADjaCypEfTR/J4L0PmNcxWoLPlH7TOO2UWTor37dzvzzN7h4wuan9Y7UIh8/PaxzEtbutuIr2mzk/0gyvSFpps3bzXeypLPxqcmj01cZPN124OH+jdzfNV2MjMFeAE4FVQAwguaGg8gqmz6AHB80Akd3s+8uzxjY95y4qrNtnnzjciuN1i1upFxAYDNxY+9cyd7qAOGqZTLeEzFRagygV2cg4U9dNBgrX9rR3n0xcDcDQ3z9dJ9JXtH1On+LMxwSyaNI9Ij+TXkqcm8BhhdTaQnM9u1vpYV3Vhg8tzNDBG57z+43eQ6dCBfik386upi23g1Gp7Rn8+cvrq5dfOjdn8om+c0AL/pcyXYSDNq+p4Lv/BhqR6v9o9rGPTqvtV5N9YwMJUtsnCEDh0LdIAfh2uBXM8EuAIKzDK7llG8A+gI4hphFQncrAJQaaHi5uOjq3RxBAY64J+ZyCfN4rerCJbxVro8I2u709A21YeG72GbSbGAY581oW3bPJmPXmosxgGsHRCp6B6w/f7y1gDjQ2oopuJKKfge3/mNGD403ii5jezj9vRK6v1mH6jpLX8/Jqi0W9v97wfpCegHTTRYzVaRafiuy8qrKMYA0PC6GPeg/GQAxBt9GSirJlOv9/Njrxr7RvRHT+RDkz7n9vQfEqV/DUz9VJoqH33goyfTs55Lh99zGURqhLXQ44ek1K/628jgf9VU4uJq9/Gn59JoDjRDpfc8nYEuWe/eu9lo2yuD7ql8eF/97subQfgT0PdhI4YiczQNnMp3fyyDfNcw2XrSTDvCxc0MdsksrsC7nM113JTjx081K658oXBZ6fBf8e2NnooQ6XrwoDTKVKEU27qzpFE4QT6J4CzKZHzfyViYTBPkN8+ze+10Bp0xg/fjg09l597djLZv5f3I9AftjenRsXTHAVtb9Yr1uBeLwLIePppl2whnRRQfE2kAGF+ODzod+kvpnkaHszIYwHrbYyEW5Ny5WIcA/2jyTscvd33h/Cf51nTezI81Gs2MzVCstTnvtQBrLiAb3YivF9nm8vHO1axgDmW2YWwo86v53vVGfNnx8D6R5ydicaci/0SmxaZj7f08ntfUxnPv19DMqOiOTxzLknIsykpcqpnMrJw6kWnIzKZ4o4Xv395syczCtfikZkIOZT6f/74ZUE9H1hmNLfqfjKxzAdfezNqgs7yQgVTK8EvED/Ll1XipGdhl0J3ZCYtV217ZinzeNx/KdJW9Hu0XIRK3HjeiWd/IqpeLjWsW2Nvom44AeHwkrs69/IxK9n1vxw8+GB//wN5Mb6acjbXF8Hg3vA91z8d3P7A3g+d4+Wsr+bzGdlZQh2Jd71zJnH8GyjmOZ1w0Hd0e2s8FzM+1HDiSQXB6jvxMykp0dOnylSxU9QPxI5nnP3Qkr8elR9WY9+e3NgF2eTmzLtH7bL6v6PVDM1M+2NnkSB1uZVJgdSWNNZVpnGLTGTybhZmZ6ddQ4GY9U4krcaee+vFNCSsAt5ZSlto9i8MyVEvC2EQqUYtkofhKduEJN25e6y6mwE2/m5ilaS/cslRTGYChhYby5BHvN9RZOwJrTKyq8jQ21ps1da9bZQlZJhbf62d49HwtI/myqpb2lUMb+AM4jdXB0kknZDzX+LD/HD/SDuphMM4zfGuAZEeDlXRfehLPgipHWtYdHw5xLLb0dZa/56d+bOpIm6FZjIEQPCMvPaAxHJ9XXjpyLnnrufhB/huRgX/j473sQ0O9nvVkeM7cXks1P9//GoVeh0xDMS74ZfC4bJv5+L30w/l40XZ6M/VrkLqRxjU81M/Nk5OBY42XUmd6M9Yej+qau6EuyWUsRgb48cyL2tKZZcIDFxRG5CHveIxN3vBtupWPa4MfVS3snPqbQUXUtUyCQsRRGOBRLqBVF+K7fgQeSouLHvQbLd23v/3tVri53jNnzuQt6oyOsyq4uLTVXJmb+Zk9dHRnFEFJgEOI6saVCRjND42vRhn4ko8SuDDVHW8C5I7FmspqIz6lZyUo1QAP0Fg0dNdGHv1GUANzxKUgCxsqciz0BNfKpAPpKNdZHHqCa3woExh6Rff7tcW5B2B5HbpoOhHwgj+0pLHwwXiQjx4248rQezUgfODpsL04yQdwaKArKM9zZQjF9+BZPN9amfh29itxeN+I1URLb+BgIKwF2KNDDkDF10he2WtlJc1qDMqdB5kizk+i3Mlax8ryen4RwhcBAtz0xFM5lnw3Zpk8WTGOTNPx7/GIpnq6nx5DuWvx9bmsNmGpX2sKgjh6MWBV/l69aYyhQA8+ttrqcUc/DwFO8AqD1+LcY0DBiFA0Igoxim4tMczZxjjVdtcFEElPwb6dYRXKr3GtZypxeibTYrHk3pwBCAyrRGBFZyIuA2WvRFnKUB5rTAme22DFUmvNrPZGfqkY8LVoiigQun/h+fmHle/HoVQc3gVKQZtsDmU1cKTLKzCT2TM0XatI15XWeS3Th+LRcg+AlaaAr4KLjmtgVDnSluFQtnh0NHYA18jRRI/8RcO9fGiRE2+DIHXvkA6tkm+Qb9fildcsc9LSzZ4dIPkMNB6rXhgy/PoQKLoz4Ye+1av7KgMtcgDhg/tL3e17bzcjOP/iC02/6KC7Z09vfLhL8gN3m7YM+N2PpwepOicredQzzKGtDM/f+FLcuT39GgNZ6idPrEyrx8+4KBgVBs+uSwjXhABKIMOUgv1O+dRU/0LD3btXs/G9/+6FyXkDpd/4jd/olmO5r+cl17UxQJ9syjdi10gwrLIM5gAGyCk0nLSK9AJDG+Wni8IDa0VoA1ppvflu1mQm2zw9s1q4Hqt9N35uP5+d1cK85MDKKGssjYayfaWqymuADMB7IPRbFOhCOVbmGmgiZ+nGMxXkENBBw3M0WD7AtVeazvAkji/sl9Ks/l7L9lEVKP1iKh4g0bA3w0sIU9kTMmMVMM61irXKyg3Dix7v1tb1VpHy1OFZ4zVpnYufXq6+53Et3kKW4IxHrgA6rDV3wLQfPzhqyfgnS+pZd4CF6dn+BQ8+dxmE8bEYC4OAjAXwa8vtrUwfbsVa2/GJX+MKX6+yunsz8mzE2AGmhtTcTfLuGAH4OpiZIOBfCG9kseUZsPEPg3Qyl+874gn/AN7zs7OA2KTb+VcVV+de8L7LU1EyKgRAtCQFGFFjkIsCWBYy1vOy7P6duV4Wml+npU+m2z+Q7avcBLMlBFjNoIxg6Kvcq1f7lb49cS8A1zI5AHBR+hH0C00Y1kZ601uANZzn6J0+earxx+oTvoEuQCKTiqMIeclSx2DjjRfX4sneFLWTjstC9sCi8SqP53hTAcpBVzzlezZ4du1QCWSVTiCjfJ6JF9DiEqAhNOClscojPV3QtXqYn3/US1WcdE0nyc9IkL0O5dS184PsogQoL5KQo4EpDS2FNRq2TzTeUsfS0wH6yipMNCbzT5n444O3H/6aWOnOvPRi8JC1ioyl+N7yMYjvf+Dna65201nRNMsFJ55NTvUAXcpAn3xmpwRbJ+CmylC2Q28giHdoRA2jQ/024s+4KIQYDIQTFEZZQKK18bcBTJyu1PXwcGYkcp6e3tP2O1OcxRULO+uZpTiZ9wmH8mthVzOzUtNuF8590uhJi/ZK5qKb/x0fTsVbYOGnnk1FeuvFq1MaFEUq2+yCOe9kbvF+74XFBIIHWVG12ggg9k4Qfir7H1p3Hwvqu3jKEFRakz3yU5RROYCtpiz3lpbd++U26Vw7KN1sEjrKBBDloUcOfA4GlSg/WVWEBiKQSYUVOJ3d17OR7E9p/EcGdULPnqsX5TnQrYpG13XRbITyr8lYNzmvrvbdf5pz0yeZ8I0fe3tGRntZzVxNxtjQuTTKk+ZW1hnQ9Bs7Y6OZ+05Ptye/fDc0bLYpC3FZb1iJTh5kOnE6vyBnXDQb43M4s0hjyXM3uxKbjx394dfkA9lKFp98I4s6Uya3VE8Pfwzs3oNHWsOQhs5Kr155xGcD+G6hS37xBXAVgwGECEYJlLdo806eaYEHU9hGFj+0qnPnzvUMpNLNsfKtZzPNZu+HfD63y8JaTQMKjFHe+saONcsUlnTK9PbNp+mavDFiEYclULEa2olj/Zsz+KGo5t9lism+6eY6RWjgs+eFkkyPoRl72WRhRcgkjfPwzixQAWg88YBYh4ERxdVRPiUga6R0Q2cFAjTp0b1AJkF8NQLp6aBZsJSHVv/CRr8dWbq02Yd1gTf56eFepl4F+nMI6KElXTVg8Y1O+HCue+sRvdXuP8jUjAb9hAZe26AdgHOQTVC2stDW6JS1bMEukwvr+dfuI89i5s9jzFs90TlDd+K5080q743VlncpH0NVDiwA7ExcFPQNcvEJ1O4FnsCrr77cDIp4Qa+N/4adHd3Lh6Y0Iz6fLKIq0Nl9gd49hsVhktIwBsAKXI8lFHpFZBdc5nlNsXFZpOfCUOJSdqwdzrzm7ayimdecyrx586kzslZRFIYh894sojlvLZWL4pkq4Xa88srLjbdKbyeh+V/+93Np3X7VC2jHtN7EzcRXNGBprk5G2BOx4Nt8xB0laJjkoUQg9KNKZLbTTQX6tYdeJ73v7Tm5KFQ+31vRfeJvKXP1dhb2uwXt3hPf/+llzO07RoBdR5ljzkxPexZes0XVgcex7PbzC8h8YuXzvQ2MrWA62wGpVzKd6rkDX3UmT8lUz50FdVsAMIuS2+Rj/XTzNd7gfqWXyUM7/hwj4UEzHUov5ghzbTV4NjqWbyHz9KsB+kwmEqZm0oBjRpYzZ22fycJSVm7NzcfwGIVsZW+5XmMrdcEo4Yl1vhUDBm96V3g4lvUF1hrvDNSDjKkYgFZX4Wcl6wCbGSfAkB7Up/nowc5WBm9Uq5S4MihI663DfT1ToEMeZwXeywfVWS7TRnbfaYVnz57qjsUyK4ivLujKgen0SH5kNRtyDuZdSwBp3VSArBygo6zXX389LduGK1NQ/WDK5x98jtgsipdQLXkTPCsdcVL7r1lRjAEc8Nltp/wmW8o36BlOwytZlCVI47oOo6n+um/ouWnpQqE/1+1OLDAL8qCtIlxXnHPjQeNJPDkr0HFfVl/m42l7qzn4/EnXRcszoc4VX2UMyu269D2UDx3JYy9I8V88NgxEHveuK88gLTpnbGySQof8vUHyzfB+rCPOYZFBGo1LjxsH6SHA8as+ARWO9mehSB5lAW71jqyCnhk/DOR6LL9ZNXwwvtJrMJt56YIBHlWYxMW0gtxXPCAjWC2ekLoEQAYk79rZsLOaAtqekZMn0srSPeU5mtLrRgweTBOO5UtB3AuCOlhrlppS0PS7NSy1PARjRaoLwhs+uCbSa2DDm/0wAi0COs/G+vtwjF14rVuN2bFH2jMNAF/NEuW+VUbOnjl2A9yuuD7sIHvntBP5sAt3P6jDusZvKzdlNvpJV/qlG0F8A0Cuq1J9YWsQUKxd4xvvOYR67rpo776uuhUvVF7p+/w9eIeG+gG4eId1AnljSlu67c1+8Axgio9Bb2ffOfHxe7stV9LrbPn9oUzdrsRq2+M+mp9Z3NwIXu7fSf2kt9vIZ/kynrG0b1r54pV+96GZNPXN8KlfK5fNAKaeWWz1pC7VsUPj4R7ezyopQMOIdCYDgN332sU9HGT24j/6X4KKGVS+ghDkMwGq1mYUvC+F3bhxuykFYwfSEnWRLDcA26U3nKmoeAvMeVOa/FqtM6bb/Z2bLY4FJ4CN73qBU5kO5O7YIgv8GsaZM2fyE9C+htUrgUD4tswrbivdl3OT4XMAXnLWOQQajbovQACYkDbzWNgYAGmldS6gUjZa4pwFwHFdAK/04vQo8oK+5+26lfHzAbzKaAXt0KhyPCs+nPv43rjVdGGlScttz+PMNH65DA3w4UwabpYz/Tp8PkN9r8YH16jJDZDkUY77xfwA2GZcK9N6ygdSeRk078wyWOpVHHxJ4xDQ5gGYZEAfmOFjLIPUfGK4YZJLohx0GWXXcf/6LhUhDAuD58HrEkZa1lZLG46/6GyPwUpGrkdjwaem+nlxoC0LQtipzFG2XYKx5Lc/utkGHRvefkmFG4BgUCt22J2GQZuodE8ajQZgNyGFyENQsybmlv3Crr0VkaYJaJ55Nc/kjRMSqbKsnnTkqYOsjyy0u4SHHsQj69o/2EH2zqmP62H/MMsObTp10NPWjl5dO1S2PkG1kcHRfNudPHSMP1/FhWt5hljTZjn7nZONbmRqe0/yfDAM1pf4KnfwLF66HuAF9N4/p7/0OcFM/6MG3XY/R7+Ve/rmygh2caKxGKPiTSMNwR6gyUxvbmZkmdT5zkcGj3k+kx2Ce7M7kUBb2e+ztHg/b1tlhipz4IAIkOq+YTGuJDeFbOJ9koIXsTfglsY+frhiZOluX76rMpzeh6G03rK83H8VF4/oNQuO0Tp6oR8pgBuCkOdakecOmQXxro+kNdnGqPDz5/OxmDA0P9/vY6AYCnbmFw3FkvPBgNbPViiDEHoCXXOzxBlMacXiCAyo0gisgnv5IBI/eENPBYnXPQoA8zSAb6YRlezOuXns3gJWH/rzbgu+87CdSnfOdCY8RnvgfvAZ3QjkcgiAJK9nPd3PWvCqg5Yh/xr/Ozd1jV7RQcs1enUMtOg+f56ju5U0wlD0ShaDXfrfzp5swXoOWtI62wPSDGAsed8QdvLnmboB1oXMmKxkgoGhQlP6rTwHVmMqRu5Afs4En3uyIo5HHgB6XocDYoNvcYwgLMlrWy9/vPjBk++Ny/cZH7wE9xATGGNJZVYw0LnX8hCyU7ARDGB1L2sZbJw9+1JmSfofTiUMa2/eeykb+DEJ4OZ10f7R93/auiZARt+sB0VOB+C6JD64dCUsAZVPQCAfN08bepSIXwCnuLX1jLpH46rEJ8pUeasAMmR/cJPFtTAWJbqu42/rg8uHN6F0V9f4GXzWEu2kqzTOVTY9OoTN+LwCnfQ0Pgtw9HcHtIQ67wa4Z+gVb3rEQb5LnmhJ0jYTJa357HCj22nx/kk7vtXza2EnNjP3scxpnNtZveS/m20xAzOeffSSmKZdH+7HSupvLV+r4sJyN9Qh48ZAMYDqvere7BRcrGZamo7gr6XPIhKsSs91NfsFHzwGfI/8j//TP/vWoMAiZaiDVZSBogEHQBFz8IOWsmsMgE3J+TWFjQDcF1D5zcDNfTHKHc40lA8yOq8lD2E9O3zoYGPEXLky7VGgOJ/r1UIBWTkWHQhkVsW59pxPZ/DKHSlFADQF2Zw0myk3tJoLkNkRMvAdnR2esdAFrHYO/f6+n4Ex/dnS7XTJudm5789eTCiA0F2FinMvf50rvs4Vjx9gVLb0Noe1Csq9tCxt4z/3zkIf3y4f8uSuynONnvSOike3DrMoRb+ddxqr8gT67vP192nOLb7otRfIWfY4UY2viIqOno48XBg/kzgSfJjZ8FGh9by5b73BxqiTp+cbToBdHd640f+6872AnoHzE4PoeHlbnatX1lqc8sbzuW0DS9gxHe2ld+VbgW14AdrBQJi+gvuWCaiIOXQHCtXKtBAtxgZ5hF2vp1uZiKW++Gk2xycdBu5kdKz7uXLlQrtfW8jXZLMjUDkr2dvgOxmT2cd75fqNZpGv3+hnSMbi7rzx8muxCVlgiNvjTfKMo7sjew92R3ynbysbkWwhnchoPMJsputzxnskzFvze1oZBN9WuTsHD7Iq19lsre7V0SrI8zQYv6Hj+fpO4/bMAaoU6Jlz7GviU+3Jj8eKN+iCBZu8MjHe5t7DSstD3+ikrUe+ftUzti170u0F6RvOePTD6vkdUeVOhM5ILKHykiguQspN/o0dnzi5kG1h8Jr1xEvjOXI1/sK7t/TRGMl8tGcC2tssujJSvtCe5HrYVoWkyDJXc1dKztn8DpD8vtPiBYmY2fSKGehnv/zWcPa4HzzUXcyv2U2GkG/CtCW2+De3sifJfpZPL37c3hoazj6WrbyX+ny+WeNjQ75jeH85XwzOXhSui/JOhbe98cOH9ejRh2u/gMdlOZoXJ8zmeDNoaZFB7jdr9Q5fE+Xz/zXlpABgEYCbVXfUm+oYsFekdyv6RRP53Gsc0uliWHULMSpN47LXQEszgtZb+JxX88GjBL3Fg7wruD8DFJ9I0MLlU9ZY3sSRb2O9B4QG86RD+sHjM1KGVoWq6Lqv8+fFe46258rGV90/LU/RfdK58hXN4h19185CPacToeJ3X6sroegWnbrfzn7uel5xde/c+919gybfYBrP0RPnXDzUdT3To64F/OrLsZJJBobIeE3vTC5egHRw4M159/AlwBDsMbbi9epcWvhRBhk9t/HP14hhzNYK9898Za0UrKASsACOQT65eXBz4FqaswIwyycnABcFA3oAApY7grn9cVEwjSHp/I4lwbx0y4XRNdWHHNEqgaTpu9/HB1HFb4FB+sE4coirI0K1CqpK8tx1VeTuePkGA9pCpXOmp4prFz/nv8Eyn5Rl8HnVxWbeXBnkafc1YzEYBp+LL5cD7TrEV1n0XNf1vO7Rcj1Ic/AaHXwyXIvZxan+HA/ipjB63FxGrM2ahJbGJP2rr77ajKWyYYaF1pDhxHM6hz333BV0WkPMeMDXf2FsZqafcmxfl8XI5wWJy2UBUoQEgikM2PlGmAFuVlw4l6V8AJUGDVM8GgIaBNb6Gt0MItG0m40fNpwPLBLYaFqLPZN3/PK1tbwe1r+RQzHyEhIPum1KHQRxXVcF1L3z7lCzBWg5hLqu+4qryqt4Z+XXc/dVAa6ld/+0UDxWmkHa4ugG30VbXF2j7VXBCsVfncXTcd2j47oOz9vPbLtIQLeOuq8eoCV4wj+05BmkWdf1DDjVm3oH8NFMNqhDq98WeMR5Y+vChQttXcV0HyMIU97XBWBAB2rG06AUVlhy6YSmi5SjTOXAmbhnWvACE0XJhABmC/RFkCK0Jr44S+yDMQRnxY14MaLFYVrBmJWnLaeGng+7Y0wajUEZhFDB5lwFFYQfCrNfWS+xvtZXmGfFk3NVZjXIRuAJ/6pyPHI9GOq+zoNpHsZlkNYHeXO0+51rDx57LuLxMvr7R8BCtw6p7aak461YJ2eB/qoC42o+DPVcRF37fcq6F1d6qbip7PArWarcum8Zn/EPzacdspdRGouHq+7Uc8PTcnqHjAtu3bjZvfziS/n1h7m2P/6Tjz5u4zpTk5OzmVHJlF+m4dq+eJ95BnYTFfe37Rfv32hiDNHlUezd47XGfuzyTAtOIbuPQSCx0p4DkpYGtFqZgadKAHiF2qguDWXoNsW7P5rNNPJ7g4QiNvLxG+m9utToZiHo4L65tlFeTyAOXYeKGM4iSFWcZ4OHeGDYHcTV8aRKHYxzjU7Fua4grujX891xlfbnOVfeOg/mESc4l/zKLhek+Kpz5WUshN3xFbe02H+uY5C+67pXJ3Vd8XVGg77RLvq7rz2XXt1lVa4Bm8Fj4ND2nOVmAIHVWI3bUpMbDKJGwUtwRofcjClDOohFPQG6nitTOc+04ACLiAwUW5kJJ7CyAvfjzJkzbUOUEbAPZBpAAjrmCaJwn3rAmNZGILRZYr9njtbxfAZCOl+r8oxQFCHgAR0HXjSkqfF82zuYM6PQZiV2zu7Fb8UCJsOjI3TIUEfuGl20zaT05YjTMIDq8QaSZDvpd55n2krelm9HsYl4GIfX9qzS7JxbpH/hUUCjjuLNvR6rQOPs2WCgxwqDIKu4qjv3RX/3efDZ7mvlV/rB+q+4kk++Kr+upVH+WgwZYG5u9h8FNZBci95Y4yx+5jzavfvOj9tPwxw5lF9dzsyQ6UF1P5a0vqOYqYXsKe+ttJXs/Xvn21v8XnaGH3FcFliBC2XT1UAHh63PBgAvhbO4rktQ1/acfPe7320tzG4/OwFZcq3Hb9jUrIpuhTLEm9THCCtOCFbI3Dl/zPcz+FheacMwC7SdlyW4LtP5MM7+xDVB8tkJ5cd2PAaAQTA8CRAkLHla/ihisGIGNUBJQp0Hn9U1GoI0pdS6Fj8IAPfPCpW3zk8COJp4dq7y0R2Uo67VWdEalPv/pu1OgzVNsvqwP3df6lbVrX3vrl5mb2bTzAAjBgQCzGJsJGQjE9YXJCtkC4dD/oa/yJ9shyIkR8iKkGR/cISFIlDYYYGCQAMIMTMglgFmmH2mZ7q7urqqu6trr1v31t2v/7/M99x6u+jpRupwVj03nzefXE6ePHny5MmTmRVWk8yCq8L99q6d+FWO93GnnHqEP/oORiYU8qk8tPnEvb7CuRgCJmejFeIsZohmKCwwOrSEPhCx9H6rU+POyVOaWiT0jkmtZiEJw5Qu5faCJUK4HKD0PD5iUhBE8xWiB3oQnQcnVjHGUOIYXui+EbubDKRB4IYQwFzKBFR85dkJIn7thha3bYLIpmRxDVEHsjdwOQtAzqLGCYTF9qe5+cBVRCBcvpDB93tUyZZOfYTzq6GKQym3cODdI4684Ag+hBUO/Ba+GW7BVb5Vht9ccRN5vdGT3tvgkc5jowN7+l3HLzSYuqqsZTb2J1FbfCuRVVZI8k+9s/fmen0Rp4Urvrj5lVVg6Qv+qnsxMUxo/Lv3wrd3eBDXQNnSprj2e0RPykXQW2kwdJIxOPs0+yTTohv6gaMPfvCDTTRBuOZlNCfK1t4M+tCbfBA/IlcuRjgV7Zv0xNrz5ybCEPsN1seOdcOr6Pp7j+zI7Q3pnfMNkeDijRjzW6U0rKFRRRXoEcdvQJHLiSd+Swcgs2T50rJIryLy0lNVnHgiPvHlu77ru1pcxARw8drsO+mqMpCp0pzvYPUILwQj2IIffH5XA/LFl9YDtvK9eyBx3FX88TAwq4/4nDjKV55HA+kk3+5RJldwtB+jP/VtPOzR928X563C63vVteCXf+ERjireeLm+16OuHnE58Qt38DKOC3HgFE7gzTtaEQdRS0cex9FLNUiXrSyMVhryuVMaiMDWU0oKQEPyJwXwq6z9HT0FlEIBOV4BhCEMIOUA5rmeYUF4ESKOCTgcvO3QyGQAUeLGCF1cIor4CPipaFvk7yQkneJ9731m+PznP58e/YHhUjj9ySzwZKodDhHD+gjZTS8ebj4ZTmcmzW54mqowvEEc53R75zun2+7tJp/nj3jePeJ4nMXdRe/8Do2iN4/VSb/5ngARnKRTkMkb14yX72RIu23EaHEgN3WsJ4mC7Ie/hbOrsOQsXJoiCm3gfdz5/aZPyi9XacuvcL4wbTruWrzUiV+P79X23it83Bde7iHTGBF5m7vk6yjP9bTxZnbc2GGzGS6+E21IBo2MwDoGnBpFwt1DM5uJCzd3MqIfyGgPr3Y1CftyVjdZFDo94b3veU+L45SzV3KuznZMANgsGfkwFbdlO49cR8rpxb3njRO4d278m0qrJKcT4OCIVS8lN5lMqixOhbh9R9B6HO5sODEcmQ3LC4ETacQHlNu5cG6+78qWpw6jvOLwOgtxRxyjQLlKIx24wOJRl3rkA97xp9JXA47jQXy/5V1PxeNXWcrz7hGv4kjr26NPxRVecf9D/XH4vctn3FW+9a1+Vzy4hyewgB3M8FMjT8WvPAsP43WQ1u8qo/A8PrpVOvkXTote0IaRWz6Yo3dhODlmKD80xnQWU2Q7ru2JsuAkBaAJNKUcXF0839q5KICrQkXwuwACpEr6raBqFIRp+FeQbwhaHn6Lh7sbdhCo4QXA4guj4tEJLAx94ctfar9tKLa5WD5ED/GUOw/IIFze1SgQ6bcn5LMPa8Nw/oCnHDjVga/CYOP2Gyg2FOPxfatyyve9cCJMucI8DugZd77nf4sjnE1ExX3U990u8j5aGEFGcCdfo0sSJsbDuoj/qOujj9BiQD1+wd7iy+fbPNpEfeCocMovpwOUA/+4KxwKq2+9/g9xBOdbmWdMhYNPpn57eUdDiFveLsI9GUUCxuaYP0Z15yPOXomo4rYI3fVi5nFGd3tX62KreyHiixcvtjnejRt3Gj25UFf5CBzNeG81AZwCS159tEdWgxbSEElxcISsZ5GHZEpWBjjuLV+cF9eV1nccHQFbCLKZQQcwwcDdASZv5clPGWQryNcj5WuiUZ1I2kIsJCvDI496xC/ifrSjVL2rvkXE43lWY9c3+Y+Hfbu0FW/8u/dHn4K5fHlX2gp7M1+9OXHKjb/Xt/E8xsPG6zoeDo6CZTw/8T1F3G8URz6Vr7TaojqQdIUT8dAG7mw0L7FXuHhkbW0mDnFXWZ/4xCdaXuLg5OZ08m6qw3B7cTjpaFXaL5khHgRehCSME474PRyAZYhwZSLc8AAIhItI5SNMHoBH7JUecRp6xKETl5+8qIkMR4hamU888UQD2rt8cXyTWeUYDSCJXF8Il08hE1xgLI5djVANM17XIjjwFeLBPZ5vvTcEjHCgLOHVIQuxVYb8lFNlFfOosPIL7vILx+VX+LfzKx6fE2/c1e/yx+MIe7Tz+67+Bb849VS+hQ++etdTZdR3+aAnvm/iFX7gDfPB5Ewkta92gyf0QvzQHhYIOQzQ+gqHNuSHqEudSCog3shfvsqUzz4Hl1kh3buInLBqfL8BiXgQIl/B/AK4ZG6c3KNQSASQuIjVu4Uh38nkuDV9twdCiDSetrt6JIPh1mABvDyUV6NEwVpI9A2yPOXEUa9qOOVApjDIGH/E9ZsvT857/R4PU3flwItwcZRR5aj7t3t0wHLSvtFT37+dX7C80ff69qg/HvdRAi/44QaOKu14msIF/1HiFq++w6E84GLcyRPOlI1JaVt0w4oQ84JTbYtZFkPTCTzyUybceRA9WqE9QRvg1v5gaEwYENyjBFEAAU6BiMo74CRWkJ506aVncwbG5PDOdzzROPLtnNe9nl3Ul19+MZsZsmgTm+3N6HSzoXo4dPTE8EysvZxXePTUhZbP3Tsrw6VLV3IueE4o2s6qZk7FOvfYk8NLV6+kzEOxP47cH+3IRICezQaG2ax6bWbhZ3s1C1BZCZuLZmQn1140pFnKjCxav9lBqSxtBdkO3BwELWaf4ORkbpmI9SInvacI1Tu3nrNOOJsmiMNuSuZ8dZ97v1tGo2bRJd9Jz8koX5UVYm+KJ7873vLSE4uZYGerxxyjpc3ffTjc6isrtigFt6T1Xv5ctAXjrtewh6iuNhPX0zttXxzyTZhbJLhYPDxS//wOAht9tLqDLWlSyapeMJadPmGG+ZeNPD1+1g6ng4tJGykicx9a6sfMraWN5nLEx+JsGOlUrkDJLvt7oY2z59/TuPBktFkvXb08nLtwtnF1hHvHTvyco3L5yottvyWRQ31IBy5DwBjd1rxyp+vFN7LD/p3vfHc0MJkkZze/+j1kcR0nf+ovAtHYKuopjidcD9J7isubGBpadAic+eSJM8O17NA4fKjL0cwgZ5JGT2Meq7caWlSG8bvhijyOc9uTSC57OZV2KanNr69tZcIaI6vjsU1B6Azs56YecsE/BfxYwMMG7g1dxCxKEXP5Y8n2J9FVb369yzOANUT290404+lxp3FX8YR5n88pAVyVXX4LzJ82zKZDwmlxLb7fOmMdvFTxH/VxSU5Z1Ybe61mYO9uIxklgYPXgmu7jRExEynEHPmnLl2flPTGikfKFP+qq3PpmVDfPojlRNlnbSG5eJxxnt1hoxCfaImq0ZbJpbWWrqQg7HeLYcCJv3N/7WxI4zi6Biqiwx7twXN0VIAfTSwFSQw6itzopHUT4LZ1e98ef+3yrCCJ59dWXA+T59g0wH/vYxxpxa8Ann7zYOgBRyG/frcoVDPZmdvenkfh6pBYR6pwd9oJLvJnJ3kHGCave+Uaqqn8R9+sJvDewvMQbf4QR0Tjh5cbf17PHsFyVW7/55h3CMRQPvBfTET6e13i6ejdkj8M0TuTiOGWME2dq0vEb3dy08r1/v6verDR3+5yu2vRd+fTZ3uU7MdoxFETvlylOPa2g0Z9KgxARtDhwTQxB0JeyBgLPiNbiD1rjMEfxpNERwfwgG8ydhHv9er+UlnoZXtHdW1oTtkqEOBVWQHmHZIXqZXqh3icuRx+JIKl2DuZcE3FNIM2SqYMQqbykAbDHoZbiSWfyYFRQgeVsfFjPsn1G6uzseXivuuF8ORueLQK9lSu4q5Pyy80EMdUA5ftW72Co33zwgbMcxJZTTrl6L5zUb9/H38fzqvDyxUXgnLB64A9+/D4AB2/iwF/p+OpevmQug32di2hRMAuvd2n6e29j3yqf8otzp5BWjjjw5al8Kp00HgTOxxwRM85swkkeN4EUho6eeeaZfbsTIz8Vswkoa1J5qJe6ulRMXtSzOsJbcnAASVxAAhRAGsYk0ZBCpu4nCnWT2ephl+691OLVb8PM3ZxGqgJTAQB3w5XZX5w7c74NQyYd4gvXiIakvQyfbumddofORG7+aju0w9VAn1Wy5nSuUQdr/ujdhgZybiTz+OHgeYLaVgfp1OfNniKwitvKGqXzfufOrQpq+dSPatA3ImBx4JCrEdLveoTXdyKKvIpQ5Oep9uiroVK8sZue7hOuypuNi3c+NzXRjZi0sY5jlOP77ZH+9c5vsL8xY5F3dQHvBWfh+CEcPX/1w+gwNaM1h3vb9EDk1f40cXz0hnj9Jo/j0K41hI9eJ3XYDMHfbhKFMt+Sg/dK93NNNAbuzQGc6CBjhW5v3x7ekyXU5y690ICTTu/D5QGGUMhZZDqA3crNYb6JQ57E3Qshwq7lxluEPpPJB7l7IafTKlu+i7kOBdeHmIWcq/JmrhqKzxXhgb9+V1g1Qvm+Q3ohT/n1yE842N8sve+cuOXG311d7benYB2PBwdg1YjwXwTjt3LXRiNMpXnUF388/yqnwpgaVH1bnpkYjqepDRfj+Uo7XmffKo9xv4XnT8HsN1dl87Unh5gxPOKJORgaIYbgzuLAAzrCzdGNPDHAoi24Az+/z1u6Cru3civijf/IRAEAr8lNVU4h7AmsRuG8AJrL1jPPzawuKRAAR44ezGTSgfe3G+AqtpJ7GhdDuPIwWXjhhecaJ3eiP/n6lVeu5psju6JOcq1JzGddY+3otpK/G5GZrb/Js+2sPJzbiqfhNwxoKqa2npmMBHsJyPi074+/+/YgNxo8+jjRtMIg3kPW9cBXPfBWRKvO9T7uq//4U7it1tCRMRC4h09O+ipDB3yzR5o3ewzptgvqiC1/2qDwMLD3dkcifZRrhfsVWgjZxu8jyTj88vC7yvT+aJ2KwNXDQf+sG8nR6EMba/PLly+lI+yEpo61UVK4U61cxnXp0vONBu5FGqApcwmC2/U824njHlDnxs/mPqg3Z3+pBo4FEEAW0H5zwsjghgsaks985jNtpmsGvJDzAVUEl+ULM/E8H5kR4jjD0nLuXrQiZWJA7jKhIKe7b559+e7B7NLI0bsbkcUvnDnZGhpBKftQ0648XEpumT7yB6zK56TxVIN4b6PtWJoWNoorGCFVWDWc8Arb2epLwn5XY5YvDKzlCo7yhYvr9zhOpas4jehG8cStRxyP9nkzV/WXX5VTYdJRufWyOp68N/gjQnKdyDs843C1j/lT8PvNCld6R3RUfQq/0o67XmYfIcnOOjBaqUknjk7DpnOjDVyZq3jkb/M67YPbY6RwDV7ijNEOw2knW1XBBUT5wmuIBpBC+J5C7Ex0wadPn2mZJbg5QJCTAEgkUZCCAXH+/NlGxM6vsK/y1WtXm924g2J0AhNUaiDiDFGFldhseiMOA2kQ6qxvN0UQa45mEguWragM+WATpzhJlLFNJpyi6B13rTHQ9wjo0TdlVP351VDePfKv75LUd+/j4fUOF1zhjV+/+Q5CArd84Kjy10DqAHfqw1WeVU9xzUfG8370vZiBtONPt5BkDfn6K04epu+4dN8kB+rd6MCB35+HdLAPe9pA+igwG8yN+Een0s7t9uP5ZsNhq9OqB+aIUNFW0VeJYrU6ifARMhFGB1AnEoN3I9Dd3BaNzpZyb+nNG7cTj4EWGP4MHLzV7k3+6D2AVGhbgk8jAaQaFhGaVFIjCqNx0WPpy8nli/MH2rfjJx2smAM6M+SaSesI8nRQ4/lcGorYEYCy9raWhsPZ/KB3lxtvvHr3zfu4e/R30LD/+dulezSNBBqSe/Rb/S6/CEbceq+0zQ98CKTCxCsnTD5v9Pg2nkac8d/yEIapcOPxx9/hdPx7fatDNuXRvzev5dPh7TBrM4SMAU2H2bVvEeHkq3NOjE1SxRt/5O23NFzV4SEMXQJANzqD0Qbxc97J4jQtiLtoAW3pEH43mFrst/FnOgst69kd7a7547nC5NnnvtWIkTjSOOzxYy33K1cvNwMrjNQ1Fc6BvpWjkpcWlqOzXAv3/moIfqlNMI5nXx49pht9796xNxNi2COsDus5iSmntQ1LB3NXTTLbphVw/pWGEInLu5OmDJWQVY3EH38XNU3D+1Ouk2+Ck+X+uzLi9n/nvfJrH8Z+V7iG4cBRfjVg+50/ReCVpkXMH/HGCcJ7xSmiEFdY1bPKqTzqm9/SjD8t/4xwPc3DTtZ/97oiEr93s1SZKXZy6SIhmqQXL26rHMaQLW3hKenabRfx2/fAL74HF++jLDGYypMiA4xGYp3XqEaNeLtxa3L67cjWmCKYvJuL7UR/bDH22it9EzPCnp6iK49t1UY0dIWI/1AfZyVL48wKP3Irp+6nV+thuLEG9htQhiIIFo47E0NOvOtM622anz2BiSr5KyhtMvtjF8405DRb3wxvS1lihxgcYi1D4nyGKEiFQOH8etSp3sd9hLL/bXR4ZAvIn964D33pytU3v+vd8WfjccbjCn9LArdOP5Zf5VX5+/3oI/54PHG/3YOjjX+D//Hf81moK1d5li+8CFw92oPQ8175LCR9cWvmEN4t+GgLhLwa6lOePIu45Vnv/MpPmuqABeNaDgyS1kjkTEN0RTwxOmCgNkr4jj7kWx1gNRedaee3TeA3o+6jAzej9q4wwwYiJYYAwhBCX653vfzq1Ta03I8Whcbkbu5JF25FjOsVSQfJbFm4yrhDfd3uncirJfq4tW2GBiQ3PCjTUxzO+7gb/yZOPeI4o6+QOe5XenErXFi985sLwYyXN/7uu8bjHk1X6enoOekeTauxx8uvNC3B6A+9Lzee//j72lq/WFWcyr/KGkeT9utxHnZY8fpOmY6jRog5DZa/X0bmQgXjdq1kmm3GiVP1FwcBaz+EWEQuDLGKW+/qXbDSw2OeRGEjPDndN3Si89KsoBO3wW3v9L2ZNE/gxlDfNoEDlMytZ1lm9U5XWZzdCiWgOBxbPDK5Soj7wrfoPI82OdxvMjbA9ciyE3dgI3W33g4REOLG5JoAq3AhkM+JV66+VxyIFOYJIC2u+MU9+G/kKk/+/jMiYPFbfqOE9V4NvB9/BFfltZ3hueDahyl5gEGcgqW+8cfz2s7CzPjvR9/H09W78rxz7cDM+H738E7g9V2ceoc32OVzylrbiElq8kNUe1l50zab4Z5GaCM3+KWvy7u0YRG3d3nh+px85Ol3tTXilZdvCNZ3DoGjEXF9RzPizM2utTylJ4u/bQJXCZnLTOGOx3WfuYZViJttOZzk/n1HjXW9LaKX5ujR443bH4o2hH34dEYDK56PPX6uLfbQax5Nzz0UmXsznGEjGpWJqA6LE1iR66fDWgTpCyHKA4unIXfUeJBZD2T4trfTuUcRkrRcEVg1biG28q3ve6PGkabijr9XfGH1Pp5XdYCCp8E0akTxqhzpufpeecF/vT/qV3x+ffNeZXrf3uiducrn9/eHuBOvdu8rv50fkzUF8YoQG5yRmfv33nmUKbzn1/Et/ngbeAePON7FJ4NPZmSQXodB5Lg4ScDjXRplMQrDNKEMU3WSmHme75jl2yZwPamIm/yzkokg0eTw4YOtp7pGpPSUgEWYep53lZme6Hs3b+fKZ4BfeSl3KUZNSM1IzFmJMp9ogoPv5pi2+Zl+fEDjGKnVuDCiwhAFMVz5hfT6Lk5HOg1Gz6HitIRv8Mf3cpWv30Us9b38ilt+peHX4xscSFPfKz5fmO9c5Vv1qzyUX2nFrfAKG//t+/jTMs51I/IunJRfBF1l+13fmt+Z+L5IiQZwUo9NxIhVG7k/Ewyw97r0Y21QMPpecCvXu/NyjNRUgvJExOiC8y6cO3bseCN+8dHR0oEuukaz89BYqJBYvoQQWEgBZC+077pQqbkjEU/SBlsRVY4fOz3MHz7Vbjc+FJkJYA/CuW/ceDUzXYcEHY1xTzY05GauS8/nmpOIKi/Gn4v+cieG07s5n3A3Vz4fyFnRD+7GfPJm7MSPLGc/X7Qnd9eGieQ3kQWfvdzJsrsXuT0IiRq4rUqyJ96OhoX2BYyzOZ9aZ8IxuJD0PpEUIbQPOT646me4cy64Ohfh0BRUw9j/mFLC9TOZimggDjWY75APb/KSj5Gnhlrh0fO07yHvwP7Q7Ng+Q6cBTIVjzWQCHQy3eYtRUZ7qsB2OtrXZO23LK+FV3nK+N7Egex5bvZIDv2kRwkT2ws5a/SLqt+9pRHnUkXepRcNXEZa6jHPZ7eDHb89e4NgZjXjKF7ax2yexxO7dqRg55XCm3ams4GZuAD/TWfBDB+ZiK3eit45mbCG3q5mcLs8fHK7vxUAq7ele1TRg4MLhQ08m32lHPcMlCwbKucmcMHs3N6ztZmND4Dpz+MxwY/VaY7CInlTw2GMXW6dz0zFReFqlOZWuSnovB8jxOL51BHUuaBi4lSuzceXlw8fbLNaE0sYAiC91oQqub9yPUVUMrVIDXJ1u3D3mEGWRZzUrlo4OkH8zskrZ4uqRc9F2kMEgqziFCehCOoc4GgacBd9cEFhijHpNZCWJX4/6eb8dGF7nMsSNO/k1gkW0eaixuCL6+/e7DOq3uPIsAgcPGHwrApdWeOHV4TecdMLHfXHUvZz8W16przr7rUMQUxzLIH0Cm2/hq4kvo6He8ru8Lah1WHu5KzGHJRODs2CtOsCzMvYJPOnBxClf+OZe35IrLaLNAABAAElEQVSWQtu3qhc1n3zEE6ZM8RuMSa9MTjhXOPEuDWO8UjHC58P69rmYdOjs1PTxRjs3b95KXrkyPHQIZma0De4CuCOrE7pCyvkOUK4j5iGSG8CjS4VuZQVpPTsq2i6cAOR2YWmZk86nx6qQXdUIW0+jt74Vs8ep6aUYra8NV1++FN12bE0Wc1/9hss9YyL57vekZ2dvZxpveqTOAmchBUw4qLwgyLMXkWMyCNLQHp2MqzoUobfA/JmdXdxHLoKgiuoE3Tk7EUw9aCuEy6fDAB8pIhPgBLane+HqCcuAkhsLwolGk7Bdenkw4eANzg7vDmun5hBIJ9KuC+6yNU5edW4Nr/HzVFtsjawuDc1gE87fQODREXedcggzYCqXE6eeA7mVQ7gruNfv51yS1NXviiu+di6CrHC/hdNcdPx0BlAwuDlZGVNpn63gzbsOpNNMRmPDXklvUzePPLiJaXQSRtFMRbOjKnM6+D0WkXVpOZPMlZytEx6jXaeiIr4dbdx2dPnHTpxtzHU6G2l29nKrWxQXx0+dfT0HbyUopDVE/6VCgOYK0eUD2gSAHtyV0gjAJJO97r3cx6M3PfF4P/tE5Q4vj06vishCvYOgXgsh48yerWx106DSyVeal1+Joj+TVsiEHGkQHflOXIZCDUYijgZMZcXlwL2aCQgH5gb3SFTxzq2Nvlc9pfGt8jDKtIZKg1Wa3gG6iLKw8FA0aRmGuFse+SHdRgiPb+GJr9gOZx9NNGz7nnLVzTdPEY2G9B08yi8YWh4KTMcTR8fkKi83KshPe4i7FbNicO+nS1x5Hct8SXiNitKMt7dw7aA9OpPqq5bKkt7ILL10YBYGVkZUBXMjxtRfx1Q+GLWf31WW/Lw77Icvv1bX5Hk4tOFIicVsUbxx49ZwN9yd5EBbd+P+tVb/k+f6pnT1Ba/5IDrplDDKvGX4yLuC38zdy0ojjjyRGfR8ZoL2KeJee3YopLGtVqpQOz9k72BHyBY5837El7vDs9/8elviP3ZiMbL7yzmJKgd3Hs6B+SdzhuGL32x5z4cLLO50bQydOzkt086GCBcbuVPSw6WoxjkhGzIhy+Pdsx+e+MJ3QoAcu+rxuPnSwh3rDH4cSYNw8qh8trYy+WkMvJhAi9IaquOzdzoyb5sHMEeFn/wzom3vRJ+f4TS/GqeTr7NShLv3vZ2iZaSgb6ZBii/M5VgNfgSeB7fuxNNVqSb3COveyv1OwCGY3hE6IYqbi26Gl3J+uHoVRwZzy3eEP4SSCDnbJHJ9Fm2KkDtOMkcITGAeD5fX9nY/01Exzn4vhqGjK28KnYRgczFR+90mtRHkwgKyfzd5op/AN527ls5ceDonoL2vlTGdO5mWIgrPZO/uvcwBN6MFWn+wHY3b9fYkw2Zyi8vfuZ1764uoy9c84+8qosIVPk4EkGTf5Le+9a3GscV1qqcKcirlclC+GS8krK11QqMzZ3OiJ1MPnjh5rPW6vSzjawgw4B7K6EY1c03mIoPLRxy2CK2hUlYhXFnejck4i/gaQPziVDi/rVrCZ9Nh5MHQX74e8RCZcHD3752AwCV/5Wiozc2smDUjpN6R8rl/zzfxgMJ3qI/4+dlc4RQM8KUMj7J7ebkbMvXHOaVvaeWTAiqetDZkq5u4fqe05iNwYZhIq3fq5XfVTx57mdfMhoA7nA/FlvH2NxcCg3biqze/uPr1V6/swytPacUp/BBJ1RUM3HhZlaf81G8no4yV4XLwciH0dfHixSbamo/MRoRhwXo6h2x+9atfjclzPwpQO2G00/ku/jueflczw94/H7wqVX4Vwgc4V9/8hkxAX3n2m8O3nn22AUg9eCJ2JK3xYoPN2fFigcedOyVPXsqOjW98/VttAvrUk2eGu7eiZdm823redGbKGmLl/t00vBOyMskK0A2G9GhXnNBJ6KmeB4nLue24awZ0yKHdcqw8MDZYIxLJV1g1tPCbWTF9vet1bdmnmNv3rreyle9JMfsN2Ah3K+nTmXxT74cN3IkyCG64cYquRm9pJjqXVO5OGnYvMiPCLDm/l6XDIXDfwCR/o1JNKnuHlabq1eqauvOrnrciQvS26jbkiAicJpuJmWG/byR5sNFx5RsYEZynthyKvRYOXjj123c335Xr9e+jnHkRXIAcITs3kKPHdkJCBvFojRaz5S4nFT/YGm6lXddDMxOZuEzEvml+7kDiLg9PPvXOXJJwPnOEpM/+WfeoNubmdrevfG24/9orbbV7YTGMIEXPxZZ8NjiheTuW+dw+gSu8CHj8XVgDNA3INeQECdXg5G+nC+k9ZCLyNy5xN3ptumwIweHPRkbqCJgYvvzlLw83E3cxWhBpcYON9E676kOe3SoxXOl+uI98Dx4/0eOEQFUOV4Y0eUM6p2dzBave7rm72Tc/72UyBmaNPU6MHfl9mPWNqINAKg5jHw1ZXCngNRhK97+7nhsSRgQuDeLAeXRO6Q6nQYXtxmDMd2FghIsGb75xfvte5fLBMx4unnD4rU5qQurd00apdAB+6aXhQB4mmy3vNKPyweSh5eJXHb1XmcrBwdVH/Qu3/OLQ94Mfvz3d9XrupEz5IGjpt0dbCyuub8LJybOzffm96jeTTn0gozNOzTYJd6ZdKxiN6JQXzGlJEPICK59IhZ7Uu3F0SHwzV5WTuDiDlSMTQQT28qs5dDzflpOxApey82Ym5n67kZkvvfDNFu/okcPDxVwSawMDBD7x1NNdt5myj+bOywbohcdbI7ksFnBuQi5inpmOWBK7ZLbnTqG9v5L7We4+GO0gim48yFUZ23WuR6aE/FuZhIB3IXKeOjoWwW+aCvHJemCJhNiQY0eJcotw1NcjXUdsJ1hpi/j40y3P18ughtyFuW5z0WBIhzwY2/eJTIA3Y+WmMXYzKeZOp4HkA5eIEl7VG2w6XzWqcsGmnnxpxHFGDA3IZgj7QSaW8mmEHoJKv4tGqt/QMRWtBA7nZoXNVn7n5Ll0stVT/h640+aIxLsHHuBQmR7xlMHfjaiHSOeyYq2u5lbgm0w68F+P+m4xd+8cyYq1+t3JnADBHshJDLssGTOy3ctdoOttzqYDh19kXvVEOPeFC0/kxo8LDSdwpry1qJovZpX7l3/5l9p2xmH1Znby5G6nrJ+sp/1WdnKb2+7acCQXAq1ee/HhJLNh+w3+ABoiZe6BcAgAvHAIKJ02ROhR5GucWVzb0RDO1772tbbCeTJ38uD6tCZk8Aerjr/th7nIC7IgcW0lxBaEiKdDkbflrwGPLJ/YjzcfxEK+BqnOCpEaQFzHK8tPWr6yxHP5kbA7d15t4QjfN3E85dRRPN8aYY6+tzwSPiOvUd6FI2krDEGCZSMdCD4KfwcyPOsI6gaf0ipDOu+FY3UpmVc4h4CEi+9gHPnbQlfw9bI7t5fWd3OFlj4jie/g0i4HDuaAy+SrnmAruIug4F8YeDjx6pHu0Onj7Xew2cq3AUF5OLjvB3PzsEWYFy+91PC+kEt/EbiRUh20uRFZ+z7I4szeXh/h4Bc8YDQKvJKOj862c4AQkVeeC2F4cCGutq42glPaHf6+FqVB/wZ/JKrK+6yiAFK4b6eP99vVVu2jzLL6c89+o209u/DjP9omh5/KNjYO51UJnPjUyTPh8JPh9svD9WvPhRr62RbbkdO6Xhqnw6GcDR2iCFLt+7Tiee/u/cj5Jn8HWwVWs8qlkrQ2EAap9++vhatlkpZe/9yLz3WiHZuMiUerA/7HHjsZeTSNweY8sj3O2k7CyjeIm81wyRe3P33yqdG5nbW+X1VDeWZmw+0iqOOek5M7qWPMeZNnHdBDW4DojNgL4boLB8xN+oRXOWRVmiK+1Uh9jXjR9dkIUTn2Z+qMkYuDz2aPE1zN5aZfTmPfXe3aLbb6mNF0ZG2cey0LU8qhDDhyNHWPzAvu4ti+SQ9H8Hrl8kuNwKvj8zucfYQ7e6KbriJqjmZE/SZSB22x+fzlRqALIWpp76RtJiayFS2MSZnchcfPD+//yIcbPTyIuvPVV6LZyUp0ult08yvDUup1/OihYWMlIsmFc8Ov/NL/m5uts0k95DsTPfxeVnknAusixpvTs3bu50SsOxmZ1nJbHyDezFVlxEPUHggDHIAnTPxCgNO5zJI99x/90R+1LWm0BpcymbyXXiTuz/7s3+hHu0Xma0NakPDUU0/lWpLpkQ34q43z3xvZpITqszKaU7PSgLiANMqGPD6EaohDx/os3aKKXgsWwzxzWr/XMokUNhsCBrfOSU7DsdVtJUfNyU8j86uhEXNr1Ezs1L04G1zJzyN8Lpdg1W/pTUIrrvx3dkYrmb61fHpnwZlwSXIDQvIOhsKNPMAA1noXr3fOh50MjPJyga7ywFD1wSkPZaJWHE3+LDbhUHnyeunyw7twNtORys2y/wnB4J6FF7gRVrhSn5Vb11o7KGN9PXVLp+NGXlqxbxzH0TdGunp50pWCW3vwLezsbGcUS8LJbFh4/OJTw0c+8pEGpxFfvO31tbb6TToAg/afz+IgWvBb+6obPKgf3LwlB2/Q5g8ke8Yb07fNmeyPY6e7dnd44uJjsUc53CaL33r+2TZJmAxnb3Lj5lrbPDq3cC9ERLbs2o/F+SPDyXdeGC6cf7Id5PLNZ7/WCB2KNjcMe7k4dj7qwB2LBDYqn24jwVpMMt0vY8KBoFXq1t3kHUJWnvNPVByRaKCQROMIOKi4uCoErD9QJ+YCRgwTsP6969Zxs5STeEXwdNBFRPxYvjSdziwBN5oAt0gYcUj33GuZKCOKdqNYGsEeTL+d5bcbLu30gcJreGkaOYnCLNxssJhFJA2nbOct7tKPR/2wmYMeV1e7aDLkXBOLfrPz1hoQftokO1lKD374UE4eOxSijt7Y0P6FL34lTKcv/4Px4tkzw5mo3GjAGLkRSRAJmOAJUVfbg0MnQ1jVKRcX393wYVbj+3pWndv3tBu83Q9R3ru7OryaI/yuv3Y7GyDWIodH89S0XpPDrXtdizUXju3WjmConZZGKbCQieRrr10bFhJ++8714VS4+G/8+q9m4S8mAjnGbzsLg1Ozuakv/yYjz+dHVi+ioUm5mxlCN9LGb8nBIVhP7dyny7HFvTQgDoPIIEHDQTIkkcW5pcO9x3/6058efvI//anWcx24qYdBoPylRSxsCw5E3aMhrl+Pnvwbz7Y85Isb6aHgQMBZd2jc6Ma9G51Qg3T5rUXdxd+KqgiCNRZHxdZ79WhJOZUXD8eUpzqBAYH3+N2/l9vAxn8bmaqT8/e/RdxQD2Vw/Uu3eBNvWgcYOeXUaLIaXHj3cAgHXOpLpIPPwi3Opz7wwQm/Gi1Hq+8InzYuIMqjOa2A//nPfaEzgeAMF9QuT+eASgS9lLrfzhUgOLnRzjwJswADYi1X9fVbOJiKwKen+yhz/NiJJiPPzvdJvyM3OLSAQZ1wH+pEjle7daON5Ndv3Gzfq47KeBBTD5ijn0dT4FIe2NAJLZ3nYJQY9uSu3O5ShXrCe+FKxtoejG/JwasHSwChfAgtor+fBpLx+TOxBYg8eeuWW46fGi4++Vg7DgLBIRrDCpXUWjjPnViVTY0Ie3HmQLQisRYcnSU3d2o+25BOD+9+13uHsydy0v+Vy2lURzVbXJjPULwWLtYJU6UWsmmZHIlrgPVOrBfDnxtyfD+WK8Eb3GN2Hg2zMapSh3vXc9JpEGGHEaTWiPAgnKaQ1uv6kPBbftEhZzraViWtciI6nQURmgwdyqkBRcQzOYNFxMYsQtx7WbnEaXaj2yVvk6/J276rZydiJ06B1KSw47wTso5qZNnM0L4eDtev0TsaeZq7EU3Wc89finovRw2nEx+Ltedjjz85XLz4ZNMXM2emjv3DP/zj1h5LAU25ytQBWh2OHmu/havPowSO8OBbu9+8/XLDbxMLg++l0Vxrej68OATN6Ak3nshIfvbcmeHDH/vo8J3f9d3Dpz/928Mf/fEfDdsPYsudeu4zgBC6djRyboR23Mt0K2fqPPnY2eH3/+2vD4eYRkRTciJ2KUtTR2Nr0o/e246oTEyKPrbhfSaWins5MeAtCRy3GSfueodMDY/TaFAbGlSY7hICXrvxWhvyLl/ttzjg9E7sXz5yrHEm5CK+HiofiEQQV6+81hD+Pd/z3cMP/8BfHD75yV8dXvjmt5oqkfyofA3BOT/lxZf77NzNyMI30lGUBW6IMi8AD7tyOnp67S4yde4wvdNle3GbzJq05gaHYs8OHuWNEzgiA/dmRIadjAoPbIQ2DIfLeHCYy5mYNeEzMAaMwHNwOBFTYdaPJWMrby6yxdEQBPh0GrLmxYsXm5kn+HEg5Ws4HQ/8HmpVthjKO5OToNQH97VV8H4IfzETYzdonH/8YhONxLuU+ZC0GI6y1AmeTsZ0uXCFyD1gQ9wIW/sIAzf8eBdedHB35bVWZ3b8iNxSfOsoyWN2ZnFYjfpOOWtZtIKb+UxujdTf8R3fEVOMS1lIuxm5u4szrVFHsMEzpxxOHfvJDLs5XbifaOy8lM37/Xhv8RrHDtxgNTJovxB4H0x7I/bhePyd2WV3JlaG8j40jgIj28XmOw1k0mbR7VCG8GsvvzgcCte+/fILw0I447tyd/h6RIaVl746zG/nWOWzF9ppU9cjt28NURnFHoH8eeP2rdiMn2jIv/zSy8OVyVcz614fDrMKixz2IF39i5HRVRTHNDk5OKqsnR03IoNfzzkrzG6NGq9e7cTttmNrboblx88/kQWobKiIJudEONX09L2Mu118wbFxJvni6BuxZGSMBVk6sHArpggcQnXs+aUg9OTpEG/OpQ4BcPBBzhT/zu17bfT61vMvBqYXQ1xsnbPlKnfEO1461NSYgstSl2/dG77ywpWWh/zb8B2hHJGtRuvT4ArB8G0kEP71z/xOiDabutMuyn9vRBCqWelfvnwp4SPVX+qW5ZZhbjS5hr/ZdCLneyOwWSPHUu/QN3POCCdO4Rrjkr8wsrrOqJ7nDl4cjh45FXyebUvnzvIOWQb2MJsQ9cGsPOacj2EiK4tHDx8bFtIu0zGRfueFi8O7ouf+/c+/Fu1HRuDEJcfPhSi3M19bTMe/+sqVpjW5nX27zz3/9eHg0eVhK/U37zh27GzOiF8ZLpzMyQvp/FO7mX9lTWN3K/OXiUPZU5DaBk+vswcvwq4e3mr5Fn+KA+MCejYnDHdDMBBd+XnXyyciY8/mODbImsmMWTxp9VJijPjnMpx51xs9OhCnZ+NgVthwZwR+Q35ZWPFtJ5OPuQyPG+GqTz3xZLNCu3DubO67P9HyNbl0WD3Cc+nVjRvPRqbrogXOox7Kx8FancLpcDTL5vADVhxRPcCxkvLEwy0QJKIndx4Mt+YvLiw1GBZiNHQ/Kq/nn39h+OZzl4Yb0eNeeulKRJWh1WPjwXqr5+EsishDnh6dHt42Msy3Dhh1J3+LgXfk/phitLJP54gzI9x8OCy86YTwmwG94RVupZtJvRCqvNWHXlpdfYdTYb5JjyPq8PBqXmQDgbTqD0btcjhiKf9iRh71J3rj1AeSr7Mqt8OUMC/fpC0c+o2L/8GffLa1q47PKWsvM3B1Bi8YdsCNVpJmJfUXpo3AsBvCLhpr9Ys6VFxh4HodgSsAAPX4/VZuNwXOhavthsOa+sSyd9jLOSdb6bGbsQycsEMmBE/QspVp5TaDq6w0Zcg+dOREboDo9/cshchwm93s5oHgZ3JL8u///u+3EQM3vvTc840QpiPL9YpMD8fTqFfDpY9nqFpJL9/JoodV0x/6oR9KQ083jo3zsie/9trV7AbpR4M9WIutQspA0B/40Mca4p20paEhE2dSBiTeTMM2RG9PhstkhIu8PxO5fymyJUSu38oe1MB+OKcpIegDGYLlvbaS1d7MNY5EJAu2h7shVPl/+IMfGv7chz7cxDUd7NWs3GowAzH/VnC0rhHXHjRxQluAI8sG8VvxvUn6YBsuPDE8+fiFRkA+gBVRygsBbKfuGA6CRTwzEYt0WI0P/tvh/nRzV1+91UQYS+OLsb1fSz7buzY0RJ8d7cRq1Nz3HuyEy2duABe3MrIl7NZrsTOKCOKEBJ2ceAde5elo02E8B5dyk1ra6FC0Ocx4MYbaPzuVEb/sVMAP1ugMG61spB6tY6bz74XBHEibzsaydCIaMpshnO2+FZhojbYzKjCVnVvIhbFzsWdKxz8Qm/DXEXghc5zAiysr/I0chM4mQ268J7mkE6E4LBPC2968IGorld/LitVkAJ1dwK3OtMaw4igv9UMIuEUbkiMiQByugTMcizFXI6B0Elw02GiIRNw/8RM/MZw72+1fEDiZk7ESRBtqJ9Iw0hpeiStkwYmJzoFNFMG/MyIo8RAEoiUDq0vjLhlJimA0JGKRDnyIiiG/sKmYDsOdBameV+dIfhviDfnOYvyF//v/ycQwIlfqbMm5cKgNpGcWW85vu9PLF+dgFlYQlTrCD/UiTlkEdut6DlcK51OeDh1e0eoB157FGC3ViCQ/adX1RrQdM5kAb6W+S+m06q495KETiKO+iNv8yW/f/XbRwfPPP9eUDH/xhzGbzrnNG+5GLWiRDx60c+G56ohwS2xWB7jfTGffjYg2dbB3yvmIU3CA+PeyQqzs6tTyky8HrrecZLaYb/IHh4a0vXDsncisU7sZyjMB2w73HtajAlvIfeSxH9gOkJP03+nReux24q7ceS09rU9qdtNwDIcs0NBhk7lTh4RZvIgmITzOUcNEFSq/1RWTutyIm6F/NbYM5yOG/MD3/4XIkpPNBGA6um0d4MUXLgeejB5k1jArhP2edz/T7mZEoMfPPt3ita13GQXuZzIKqZDXkBaZD0Fr/Ons/mlCWBp7ayJL3YlzKjpk3xHLTrihk7boxOeyi0nHvPHK9W7ttjQ6jDS2GjcmrjUiefrxJ4aPf8/3ZiL9yXChaHPCbZnxzsxkR1QI9fDhxWgpujpNu4eXh3PlgfDgi5vOvUWI0tK1+nAaH3EgOFxcXuAHI7HGO+4tfI7olrF38UC33ZmZjVlzFlymJqO5SueZD8Eg6sb9821+ISdLxb+TPbK3czfOxp3IuSEooyx8T69GRokzoQaXUepoRmqdbCs6/KkwMlfa9LWQLobVZo3IDoGlw6/90YPTZDs+qZtJCUkfe6dDmfut3Yv2K+2DeZqHTE6zg4q1YmyX5mLrMpeRY9+aUKU5fj0t4M/wB9dBEB7v0mt0SIHUQrysIHVypp9GZXLw3Feuth5vCNP7zNKlIQ/qmZArL1zmzh2Wb71nIp7jM8fbDg/l/fAP/3BLsxKix0FMVDQy5O9kgmtIZsNy8eLFxkFxS/k62VbDkDENnasr/XDH4qQvvvB8iwcODdY4bfIyMjRYY+aLoHznmLOC+24IWf0PH+4jwHxkUjLy0SPHG0zVKdzu/Hu/93tRhXVjopBvw2HrMEkPJ1zDodYfiSaF0yI+uIdb6YxcylbecZvC02Hhz7eFjLa4rLqInwGzvQuDcziAW9wPjDpIG5nSLtoIHnUcYWDbymgsf8cb+10j2VI6tJEq/b1dRmYk3IjcMBkRyYrlSy9FGRCYpdEvtaEDUnVgcIEBXuFyKXVYjrZnMQtgO5lbaVO4T6HD3etmMR0/Rqm2TzdtwZJVp3odgY8TtndOQ7+Zs3tnIjP99WgdHty/M0xmJ8psZuaze+G24e6bK7eHrItlJpRenh44naF7OhPMzbDT2+HqNhZEwswZhLEKC8CASqHZ6fO14ZUY0zdrwMhfSRadd6T8cO/7IUJIxmGnIwtL86EPfDCcZ304MB8b8dV0nOe+GZnbcBhBMY2tcd773meGMydzb2f2Hl65/EJbEbwTtaJd63sZjtlBvHztVhvuwdQ6Y7j2RvaIrsf462bsYOyAPxKibTu2g+gjkVcRm4bhyJYzGaUOZOSCQ6uV8jmYlcSFcJhNcmXiHUgjLGboXs/chOxIF57KNL3xYrjydOY16jdJ+I5L0zd/e8SlHxJ671RWXllbbiQvevfF7GZfihhwOzK+NpzPAszhmDwgcNxb/JXME46Hm25HPDsVGXorwz0162qerTAHHSIzmEaEJ04eH86diulqOjbCW1463+A5d+KDrSNgPOB96erlpsLUATCNyTSclczOuDIxjP76wOLhhhuHtbajlpOTEQDh7gYucXVccD7IuokJ+E7oZyZ4sdrpxAI7v6zuTgWns9nJPzu7NZw69/hwNBqt6bnDw+mL78hmjmjJAMs9Stx/VgKXfjeErEIejV15yhch4haLQeyuKXZ6rIpQTeEy5GE+m3Fcw8ybjIco+Hcin8oDN5Y3v5ze7/iGixcvNmTcD2HrweRRCLp25eXo3Q9lFe1Yk0E1mKGcqIJTvRrx4aVsyACfvDSQsjwM6IXfvH6jNTQxqerF1wi4TNb6W7gwOMsSWCModQIvc1XlEsuE0VpUWUawY0/03SrpIY04tzMsq6PNt+vkztGKIHYjv2qXInB1lS94PKwkcV2cz7zjYOrAiSMMsagXjoprTwVP6ovbEt+MZrgwJz/pcEM34UmHW2sb+PW+FpWsDrQUDisckxIfvpRnkrmxPhLhsrAFF/J3diCOW/Xhw2HmnI0+5OW3OhuRdreiOpw9E+aZPCLKgXMri0RoCT7FR0vaP1vdG+2AcV8Gl1Fxa+/lJFRJwxWfk2FlPJHetB0jGxsOzG53IkvuRObews3T+8+cPNLS7aaH7ma3xUR69GYakXzl5oaJcOCTJ45mh89XIt9FpxkR405k4QPusUyj49hUX/TSNhHMJD1CnM278wrZLqTA6JVnhpVwPcMeGW07p/5vnDreGlsd9gL7akaTW7Guaw0T7rUVuI+MVt40Hq2HxsadT0ZDcymLI5C8mVFgaSoiSjjIeoZRxKFxtiMvW5HlEDC0uU9zJrjIh5Z2OftLG64Cd+OcGSXSjDkN9VqO0DjXiFBHeS2NRsu0HKvJ9azshlUNH3jf+xuuwXs/C0oYCNtpezXpjHu5nQCMYupAPNdOfmtwBK69OB1nMzjzHUz8wxNbEd36fAFBwJX4CA4diFfi1EbmTJMh0PWVbC7PN9/nR9onbeI33KAjcyfERk14IKMXhmK1lRbFCidrRrjeifYjqGvl2LxyKKOjeoINwzuSHT8vZjSey2h3Lx324vkzMQ3OnT4pdy0jj8M9lX36sYsxvDsRrc/08M73PJMReTGLXoG/1fyRP1U5wePEXr2tovu2kMbZChFCDKd3Gpr0OmGbm12WcnwAI/iJPI49nkulEPz6al+BUhm9W6UhmI5bJXEEK3TkyUtZ+TqWxRlhK/futka0aVjDIB6IxTV2YqSlYdz34jcnX+93o/8G22pm8zarPp6LadULcVj9wxk0Bs5YHMx3eWtoDtErj1rzzq2HO2bgQ9xG0JmgqcdyJoriOrIOIZPRpVceeO6Fo8KZsh6EyO9kkvtD3/sDw4c+9KH9PajSffXrX2sEeumly8Mnf+2TjeBx9/sR8+ANN25yc/KoUQ6h2AQAHmXCJ3NgMIJVmHqCs9UncHrn1FcccHaC7eYC7WP+SCuf7XQ++XfmQ3XaNWqhnJbeBgvf1UH8KhtRVt7KdK7LQtYMwEhxII3vm+nYfPCFnhsxi18MVzy4W8j6AXhP5Jx534Ur63UEXoWrRL1LVL9Vqt75vm2ZRURvKUOFGhY9hma77K0izgSA2Typ5bAd7sbuYCJHtoXMh+ux8bWIcjAEgPs6R2Qveb3y8pXWaCvRlnzkIx8a/tH/9jvkqYzkWTFNPm6HQCAacypEQ0d6LPs+o6Zt+bhFV0UP50zDxrEf5HiD2A0fjqrJ9YNbGf7ZnJN75wwCmbzwWazdu3ktk5dsRYubzph5IMPtwYgsdOXc8ZRzaCF1CxEcCucAgwbzbI0IGD6Uj7D55GoNFbJqnQ2nuhdOvR3N0mZGlb3sYuE+/pGPD//ZT/3nTfWnfk4r0LhP/ejTHa/h3hcja/7jf/JPMueI6JM0tBDz85bSwySiEwaHtOodTA9bsUvXnuBNo43ecfrUbTpiZeAbckqvVcAiXG3rmZvuy+iP0oHOJe5K9lMiMHb8GNpcRmHh7GeUNxNOzuYGUwIDXDSLyOBMp7SARZzZSsdbCmGz4T+ci34XIusvZeLqPMqlx84PC6HuTDFbeywfy3wmIzZaCI8apmLMtRQd+26kgROnL8SoMBobdihpg31rwvEKPPruN+A85SoO7oMANAICR6S+qZAjbFVWxXHZyCDDRkxK02bpQRDUjeLlq+eqfHFNXAnh6Pm4zE/+5E8Ov/iLv9hg0IDiSoOzN841KtsV0tJsb3WEXnsl9hlpaEvh1FPnI2seOngkxB3uGVVXzO8b7Di8Brl48WIbWq9fi6yePGcycwcLUQaBCgOjPYEtTQzuOXUQPhXOre7iguNOJrqFP/HArRxxMILVMAJuNRO8M5kI/+zP/uzw1MUnWhq4PHnseCNYuKDKdOW5haw/yfa/z/z2Z1qZ6idPDYpolKsc8C0Hbt/A3Z7UxW/5qVfWrFpZYNBWHvnUO1yDXxrPeDxx5oJT5XnaSBpGw22n84kPDifYoo80V8tbr1QGxxTEEcnStid4g0fxC29H0sa7YUCTROBox4hfE+kYHLwvJg0fncErLR24ve9zcBFkWInqHZC+qcy4q0pvpuc5QXaO4j66XzLpUk6KncmZdbtpvGbjEC41Q97ORHPHlqRoBjIApj9GhouYwmJsLRMGMhvDJJ1mPhVmUYbANrLd6qmnnhj+zt/574Z/+k//cRDXT/unH72fidrdTBRXI6Pb3LAXJIDVCuaW4T+qRcg8EjuGE8dPZoOFGXwmQDHS2QqynKGYJs6CxoMgaCKTk+i1T0a1lmtTIPpB9Kw6UptjBA92+0PeZia06xFn6OWLeOBqJnlPh3Bmo3ufykOX3DprwvaIC22ynRKjxzZ8X489+GYMpMJrhh/7wR8b3vWOd0XWvN0a+GRkSnrxE/FNwg8vZgNv+Bjb57/20z8zXHr2ueHSteeb/TzxSkefzOhUjYtIcHDwEVcQNVt19QGrx46oat+pvEsDX0Xk0nLaG14RLA0PdZ/d8eYinYH19QyzRPWtJwW2d/m1cpLGsWw1EUZy26Gh5SN9QexQaACcnI67mZFoIVqhB9GczVgDCUPZ3TyS7W19gWcn56TMzGctJPEWj2SOlD54MBqkldj1TIUeGwcvYn6UyBUCCZzK+c4VcfMhlfw1mV5E62EGPZeJy85aLPfW+26ZSicPh9zMxG/HiqViepl8IE5ehVhIIw/Pjo5900Bm+n/37/7d4e///b/fDGwceBNyagiEaD17JVaFOFeko+HBtP2O/SrDQ/k2lWHLN+chkkXFX09jyFtDggVxmENYJqZV8Nu3tZ1uy+G6FY0nDKEUXuBJwxDNmmwdPbi6nMoFXeovrmchIhrurkyuiVlRPb7zHe8cfuZnfqaVJy/5wovvRjCd3wTuTuYeyrcK++M//uPDP/2//vFwM51YfuBfiiikjtIa3a693O8bVZY886G1acEzNfqtzCJK8cYf8LfOkjbCZZXTuHU6A7jUsy/MRYUXsWHcybPwNJWVbCxU/GPHDrbdX502uhhW9VZncaR1e7I2MJplBpNJc99VtLXZO9tU6ETcSqtdwK5M71N/67/57//HIkCAjb/7LaEwBChhfRcOibb3M1S3+riYoYbl2FSGp4loNtqtDRh/uNWE5VUcPrbdYWPtPLntGNWYfOqpgETgCG8zXIt+fC3D9snjmRmn8RAqA553PPVUs1P59V/7tYbkiQxxjqj44Ac/0GBcvb8SZNyNvj1b1NIAGsORX7QO7IttZN7ONjj1UKYVzxQauONnsrwZ4sD119fCnTM3eJA5wHbSbVqNzUgyGa47Gbky2zTa7qFXc2ULe/JtMnQ4G0IwXM+FEMw72vkg4WJEMhwPPLQb9xr33xkuXXkl6spXh7/yV/7K8D3f/fHWqRekC27vR6tzMRPlmxFNbN+7HhUnNeds9N13QvQXzl/ITpmXh8tXcpd7CBtzMQnHHMDAtzDlHVzj4dWec5lbEKucNDWZzufdKDMTcZJNB/X8ZL4Jm43NjT2kixkl+PMp09yi5zUSYcMDO710Uacf69Hpxuolbs0G/lhEr9/6rd8absZctqfPyJAOYN8oRoFAq42oLx5kdIZzRmXHo7OfDP2x7Jw5dCSKi9jH5OtsbMDpwWcyH9hiQ5OR4g1FFIRdDqLLFXHX7/pGpJjNZOR4OAzOssvccrPfXHzjxmsN0IkAHcOXTFoCSNREM6GnySzdMp7BcXAbBLcSk1f5roToK//iThBhtU3cn/u5nxv+wf/6D4YjWZpdedA3XditsrtzOkTwcoguC0GZxMmDsZUJFa5zKLNtRxHbdIEztsusApcydDSaEcPnTuzEcQ3IBhfX8gricRjfGpdIx4CXScN2GAAY/W5xk6/0nfv1YR+x4Xqv5uQBzkYQhPfxj3+8nZKq7OTY8hLPCQUcTZJ8LVgpR77wRh7/wpe/1L67Y/T82XOtE0mD813MnEK96NxbfVJP4Vzner195a2e4K/O4Dcxrb6Bs8nJwWN1mjr0E5m0uoeZSU+dy90Jg3DYZnFYePHIV1uKqz7qMj9nw8ytVgYcK0O73M186X5obGK0yFSjpzwPhGFshLmAS3vI13eMxAgQcfH1Q0qDauyPwgEk3qNxfduOLcLZo1kdjGx0x8rSmSeGychyawHKSZ8Td29Gho7IEHVg9q1EPo/+dWpnuJ3jIs6cvDjszETezQhw+dLz7cAfB+EzGd0K1wwbDxfLXZvhJnPhrjk4YpiJWLITPez7Lp4fTmTGfj+VSl8erly9Nnzie3PedLZg7cS+RSMuLBxr8vt8NCX2QnLtyLY9sEU1GPtnYhRE7YaTR3WatOvD7cwHWpijlOfD1WNfA2nEKit82yY7WTkT5/Bu33SMO2tgRmRp4kCa8mLclf4Sy8Ct4R3vejIdI6ttp06nQSMqRVjUCLdeuTJ8/Ds/PpzO5JCVY7aGhhADe2Z/02lgc5r52IXMRa5EaBkaG3HznVN4LEP293/sw8O/+c1PB0eBazUjTsQEevnzx4+FMO4Ph9Loh06cHlYXV9Oxs+I8lR0xB9woPRMb+qu9o6Z+CIRTDyJHq0/q2Am7T56LsKeck5jR+vBS15qATadbzeibQa4ZmznP5uSR01HHUn9mC9rK5nAqO7+InjosojY6WxleOjQ93AxjOn58edi4fzOaroPD8eS/FyO67WyoPhk8LoYjHwpOqARvJ220BsPW4Qu5BufF4T3vfTKjVWx/omZdDo1ZG6F12+fgrWb/gX80tAp6dAYNhxOtZJVLz1rNUC8Op5No9OppB6InJgtDJoTzESekzmZTAKTrxZDHKQNnIc6wxvvCsy+GmPbaPj9lyBcMOp/GwMnRmt8NxuTLTUb9pIyd6b55AVzKcRyxfPxW9nr0sNKV69yJYXDX905Fz9/iJ674ujERgngC4ZOzkxlxTrb8wEM8wU2941ZJNbz//e9vE+vZzP6VpQ58+TWYW/kj/KbkCuPDxRNPPJHFqW80mfbpJ3NSQUY4y/+4/6GlQw13zEk5cnxbjIlop9NOL5xu8CvLw2mDOv5Y28BnxsFWbv9m5XC0ghhOXbDCgzxtig4nyJwn5tHUrxEZfJtJ51f3ixcvDv/yl/7Vfpu2QvPH6LQXoi7uqyNgcFOBnXqXhghu4M48ZjcKCLRiJDY6HT8W25PggwOnNn/bBL4TLgKovfRoQ+tOOAcd7/bp88NWKnMgxkUPVkNkKWoiJ/nT+S5kledQ7HbvEx1C/GEWbQm52S6HA9zIQsxyViKnw7mL2BAf14BG4Fka/s7v/M7h9774bJA/OXztG98M5wpes1Rt46tGmYucuJzZfksXUUID5oicyNJZ0Quc2nPPtFuHiK52Ojv3J/fCNcMptqdHdVoNkeVfcNXKnhkhzm9uKwjX+XaCaI07kfJm06mXog1aiEw4NzKyuhWR6My5mACbB2QkOBJZ+Qtf/FJu510aPvzhDzeudvxYVFwaJeeeRMxv8GooBKSXdsIeddSEtfCsQzx58anhbCbEX/rSl7KZ4vnGJW+nPMzldha0NLqVQ0wBcYDTxm8EtLx4suEYnj0cGPbrG6YjnLaIr0wbineyYmhjwmrKF38v84yd2AG1doa74Hc3ce9lhJ+IluhcTlxgA6TuGxmN//W/+WQbCU8dPdHguZ+dWxQFYDoV+dzkMmuqWaFOp488OxWVs7PgzQm0t7rsRSX5am4OuZc6rq3m5odz5h0RazJXms2CE1j39eCtZm/wpyHxDcIrCCGpuOMhyil8Or3x3isvRQbKMBk53KRAXgg108wG4L2bXd7WGzUGXy+lxShO0Ro4lSruojwO9/3ABz4Q5P7zTCpm2uojjkjtiAPMj3TwU3kHn4OBmj+C17uHfFp1UIYdP3zX+wnHDTkmuq1seSXcbw58uHrhaSaH1CwdyKbjqCMR+JETLB5vNC6LyxxaPtomiidi9OVWC6OQ0Q5nK2JuBBaZXseRr9+MtloZo98VDla4YMPz2c9/vu1TZU25HCbjG26NwHUavxEQX1lk/MkQI9fr1HErb8ZPnPdex5EIhvLjCn8rJuPJz8gFXiMH+dmmaB3p3IXzw1e+/PW28nrx8aeHj37Xdw4//dM/3Tjxbhba1N/pwtsRaeWjLmiBpm0tlwtzylcHnROcyhFGgQmOVn5838VTx+hhW9q3zcFTjTbBsrLVbLojf0xHU7JwKMvHx07FqjDnlSxH0xDNBou9na3Idun5h7MseydXTqzjMAF6KcDNBeja2YPQaCeWc3bhtMYNVzU62Ko1lcds+1RsRr7j/R9sNsfbuSfxs5/73PBfBHmOhDuY3RyW5Lezsgcp7DySZQSCyIyRMCJERI6OIVG+Q5BjJiBuK/OHJqokf8hbmO523GxnWqOmPh2hzDyTb6zcprPoMx/EtuEzsrIORmZG+NvR2R+KBd1qGn42q40bGbVORg7/gz/8bOYhd4aPfvSnGpwHs/GAdsGxD7h3U72mkRtxB452qm6IjcvYk3AjIlGs70195r3PDItJf+WlV4YvffGrw4/9xH/cRKDrsSbU8LNZqwCPfGhMZtMRG3wZQTtB97xbAflTHZqoZn6xncmj+364TtyYTuZEy91Yzk6ovcnMITK/cD/S3mzMaUPgl66+MnzvD/5AIzzt8V//7b+ZUaUT7unYCrEodKse82N9h2qWYZ79otcvXx22MIVoahaiwaF5Wch6Czgm89DQOKWh25YTb/MEH9Y8hXFvm4NrbL1JY7cM09AQoGGaOmwzJpmRO29FjIFI5p7i6qUI4bVwcb1WzytuCvEQiwNwCKcaGlLlLy5u/yM/8iPD5/7kcy3ub/7mbw5/82/8jfZe8eUlPh4DVq4aVByN7/tMlqrF3UnjC1O2cCuePU0fuqeifgRvD0uHo1JLuqrPbDviIkgOsrm7mf3T7rz4UrenYTiGW//6r/96Gx3e9773NQJ3nSLXcJSeWNwIjBwp2DdDvzDvfLjnwPpX/+pfHf7Pf/7PciTEHw7Lx44On/jEJ7IpoVsGwqc40xEluerE5iLyqcc38RhL8Y0ucMGcgrxbbVI4vJbJIsbgkYdR2MhAdocn3PRTn/rU8Bu/8RutniuZMEr7oz/6ozHysnDVbwaRNzzai3s4q6+ns6ayFLVhMm5nEB5Y7NaC6AT9oJ3NVH3l6r02SikPvPChXN/B8/Y5eGbu9JeBOhw8iM8+ubU2yZiIofqprDTeHw4ft0u9241MhMgmI7fNT+cm2nDx12ZiqB+gl5diWJNVQ/LvifRUF8hCxBYZORzSHTeu4XCG4HS4nBk4onrm/R+IavLx4aUrLw1f/PJXht/+d7/XO1bst9siUSYirYE2IldHdlO2e3rypiWHtYwmTV5Mv9+N/LyXSdNkbguj0oRIevtqTMijjOFX2E4IHNIh1YM7ctJ6cPI70WScPXe+qcXmw4n+xb/4F43AqAZPRAY1SdrMqutsuJ8dL4b7ycA4g0u3fwg8dc+/dh9R8GI1McJR1K6RNQ9Mxjjt1eETH/8Lwx9/7ovDl7/25eFf/+qvZeX21PCO9767wWpNAhGtrvdr92zAaKJACCz8MO0XahkN68QhW+Uwk2uvZSKctAi8Jt7qVwcgLUQcO3E8c53RtZEM1b74xS9mP+3vtn2nExnxnKQ1F8aAAN/39JNtgcq6iU58JceE2NZ4627mOul7D9KuMxFvj4UpPn76bNZWsuCT81+oouF95X4Ouc88a/nEqRB+RqOIWE8+9XhGxTPtPEgjpqMrdvj597YJHNB6irPnOEA8CEDBxnAsM1+Nr3fhwno5wuCkEQZ5m3tdk0GGRhDycLiPuDhNEYu4xcEg2zOTszdwwasvOy5idfilX/ql4ed//ueHr4XY277OqPx6ur5aOpkyEaI8uVOBzXedoIkoFnUCp9/C5zK3KGLmpzu87ncMIVo+FQcZFrw+4CQ4k+EZQf+9v/f3hq989SttRPm+7/u+hgdc0oi0aLtVyoAiecBRwdkKyZ8qx2/viBSO+c6d+Ut/6S/FpDbnoFy+PPzv/8f/Prz7mfcNzzzzzPCxTMjdc6PzmAswYwXXbiwv4VseyuO0qYP11V94/27y2zUmYEKg4n0l5gJuWvhCRlHl34vJBDeXvOF5OZPtP/+J7xtO5wYP+RyNuCa9g1S1nzDaE1vPrITDu8codziLNuoofoWDfSoT3tZWgcEo/sQTT7Q8jBbioRnxuNcRuMy48r2rxJs5W5X0blbONpNmLhc5L+qxEMbdyEdzSyeSSbQmp7J5eOlBZMTLw0qM3Rdi3zuZ29X2Akhs3yKvZeEinM6u78x8Msz1SRIE6Dy7bFhGK4JUeRcvXmwc8W4K/I9+6AeH3/2d325g/uqv/KvhYx/5cDM3ZV9+757hNsQcGCB1KicjaTgIMBnaSENr2KnM1udCrHP53Rt4pC4ciSiQDC8To/jtPb/JeuM4MvLI33f5zofDG7LJlv/L//w/Df/20/+2wfnf/q2fG85GFi8iOhqtSp1yxX5HntUOvawiwHDXkVgh/GAs8IwA8jc5X4+14U/9J395+K2UYxL79a98ORcO/MnwC7/4CxkhgteILs5N8ZiAnjpxvhE6tR+CBDOYEAqfHb7RUhnyv5YbFUyaEaDzD3F/8xn3yD+ecyOPvfs9TRtyOCMyDr2cUw50jOnI8PLbGuEzIVlhnh2uhCnZh8uC0H1ONlCrl5MY3MJ3Lpx6LZq1lZgFN1Ewh4lGZIjoFxuhjM7vYzMfqWElv6cj+2dsa8Z0IaLWMV5H4G9GyH+WbwALHew7v1UurLpziwwnKo1Y9DJcB3d/MRMR4RdDtA6wd8yXOFb52J9AjAbX4w1n8q3RQCPhgD/4gz/Y5Dzl/fz/8PPDL/yzX2iNKF/p7GQxzHnnIAt3nR0hvjiEJXv5+66xz2SblrK6ZiAyaAiIa50inQ+c4PNIZzd9aYWU7VzsX/mVXxk+9dufyREZWcTKZBKstAeNIwZf0nm48tuP/FGOMpqI0uJ1eVnH9xgZ1CljW6vPYggLTmmYcLdT585mYp4dMOnMt6/fzJznRk7eutyIX503R2a6abmQRERM/0awgGEr92AKP5CRVX5HMukHO02ZI5CffPyJHBOi0UeM0OJYXNus0t5KXOs/5N3qo0554MBIPp2RE760szqDjVM/+C98M72eSbloB4EXfqSTn/x7WDcPftsEHlDSKiqR2b/GytlwZCBD9Wb8vblUIjPeqaXcvBB5dzHqK8cAmP1C2OEQ7EI48144+NHsGcRZJ8PBtoJ4s+G7WW4/nLNF6LfXszixnMpz5EkVOZYtaRrsb/+t/ypiyReiB/5ma5D/8q/9zPD0E083ec9M/Z3vfNfw9Duy2hVYEDrE4UyZAEQdkAqYq/FbJeKH8FPAcDWHgCpHQ8zEBn0+BMSVluF0bvxC3BpBnjolzkn1xW7k2p1r0W70xazv/6Efa1zzox/9aEawyL4ZfZyDPR3TBXYVnkZiwaPl7dBcwpgXh2gCTiO+/IVPRzrsxDxiO9zcGeTu2JnNymFr6HDW87lwdyITRUenHTOMh2PPRZTbDiHsd8Z0EFoYhCEdV3sj1bfhNxzfN53I8/CmjM50dnPbBjnAKNnzGWmt2PfEtbYPcv1zwZQRkGPuuhdTDSvMCyHYlVh/TmXX1FZgZ0u+ETXjzoFM8sPdcx131laWG/HOxL5+NvVlw27OFwOnBl/bSBLctHlLvrmLyLbIt03g+70dcTcOk5ZornOC6XDCucjJuIprKnbCbW9HVYa4aFf0VNzg0uUX26ZfPXMvQ+mtGzebDH3txvUWB5IRUWvAIAqB42CWfMluhlDy7a9+8leHX/6Xv5yzEW8Ml7Ll7B/+o38YJBt+s1ydhrbpmJ4YFzKsn75wrnED3EPZ+8ccI/C4xUxwEQQOblhmJ2630bVrr7SO8vxXnu37O2NXcTsHr+O1h7OIxfBJOX/9R/76cDrL1UYs8BrmiSy4lmfTGTFpqHpej0N9rDh4A2efQ7UOF9waacBOZSYuHIGTI3IgcIQHz+phQwEcSiOP4nhF0GgGnAWPdhpPbw9stYEypPe94KTm7L99xQi6yFf1qnjCwSRula1c8OtIa5vpVFE1L+f4ByOiumhz9ijp3cO9iDa7WWySby+ndzDv42Fvm8BlAMjQd55sDshqpTcyM23zHpuGLDLMHzrREBzyjS129N8hclyZNmUpcdz2tZBnO+nbLqHIzHbHmNGX9sSNubj4Qk4UtTlX/McjQjDaIaZcuXJ5+NHv//7hL//Yjw3/LtoUkx6nreKs7lG8nQUnhlhf+PLnG5fHEakPG3+pRg3CNKBJVpomHEA94vaH3tHPEWIPx0JSx3nnU0+2LXJkWx3X7h9EZPLIUH+X8Vca71SG+IUcRRAek13/WZiKTQjNkafrtk1qR2X2otpfZ6GPiszvdAj67CmTLRsSMoKEwBHKTjhe2/WU9+Uwlbs3r0eEiA11ZRkrTauxi8FzjlVsMrV0OhvTUxyVBmUznQEe3C3f2lcb52Fx6U4m2flt1ZDbHX0XJt1u8OXdCQNdSxU8Z+QJMlq4zuZBzAgSDHwE3hULfaOJ1exahTW6bwV2B3nei/3SAXMVmt9of1wgC6utrDZIYBok/bfpqrfIXgv4rWL8/G9Or8XBd9dD3gFOj9xOxRBeP11qYviuWCEeii74hSvXosrKhoEY93/tW882xMsPAvg4qfOhI9U0ToMLQAhCIo8rC8Hjnt/93d/dtrdJ41oTyAupNU6wkp02q1E5GRqd7SGOhx04pFvYccDOPBECAWTDRpszRM2HcBtBBNnnjnU7E3BoWPUuLiUMhwUfDsTBA9FFp8DJnTTAErG4ZuGzRc4feRYxNNyGQVQc5YBFvbxzvslLHQoOeJOPcN/lhzMXB600HYZOuOL7PvHwEINRuQ/Llw4eOAxu3CFwjujU6CEMq+rot7yrfPGaXjv1gC/hTJ3BX/B61w5OHtNORuwDMbYSV7h08ge3B5Pw++0TONEk/8iOTXzVm7ynymb7uA1pbDa2ENOxkJsMp1mIPfFKzuojhlx47Ezsms8OF558R9sVdPj4meGV13L4TJ5LV1+KvrUP0c7NJh+2hjmUVcIo/tNcwytXXozN+PHYTPejIu7fvzVciPxpKL5z67V2pw8EsGWGxHk26an4cK4Tz2x0+EVAfJBDpjgeJ11pkGoUnNJQ6UFEKzmOGUI58Sc9eZ/MfGMiI9ReZErnxsibaTB9/3r8NEXiBDMxsMLZNOT+EyiUx8lbWg3pO85ZhOv7wWgvaDXqzEZnRTLnu519pfKYCyeYIvdGPDSBnhrltxHNxHq+u3rGrcoPcojoVvBU3fFXJAAAQABJREFUedfKbYwrW7lGsIJPHM7vZvOefAqH9liClRoS7GxIWtzYLE1kdKDpEL4RTp7zF4IzdvXhtLEQbGbXYQTytZfVJLZdEZ/4WxnB2BptZITCIJgGHzqacxSP6BSUGH0x0HWF8nc2DKby9gk8wFRjVKXHfyvMsKGHITTA6/X3469ksnft2mTj4rijS11x9PsxyNp++VoTOyzJc4jHogFu2BDnd/IgvyM28jQEKYM+9H44lHJMMKW1vAvxuF1DYDifMldidOR3PTtMBEbEK77Nr8rUsTzMeNVPI3twEvlDZnF18NFcSE+FilvXCGEhBMxFSPwqu/xxdiivehp+R3MDMHiYIJTOF9xtyTzhTTRK3tKqM2MpcLpiRZnw1OvRRTJxdFhxPImy31693BqVH+JKuDI5eXrmozZVjzbEJpw9uHLyp8WrOjbYAxs42hNRBn6dowJmbQOfmBK4OJ1InCLwU+ceG06cH2mvAjMnrXjybPXVeACrijXgEhEABURL+W3+rE/mQiGiiPjpldNurWlyVnpn6tRuIrivkcKtppaH+eUcpDlph3s450SOIQ5ib69lOMoprVOR96Yinztg88zd5exaOdiszwA9N9mJ0xXOBMqJ3fTY2Ik82OhHp90OUeOe80EIuO1w4TtGWZ3ayl++z5oTaOScTD6RIycOxiZD/uCDmEkyZrirO9j3gpcHWTTZC6FOxdZ9NgtSM7Fll+9EzjSHt7XYhU/FDmY6crWTXuUbZtURnXxpEXaj+92IReVGzD7ZwuzO2L8azh35ezanCxRxNNwHZw2ecOFeTpCbobHd+5PyiDNO0coUIYQbvGfNYenQmRB06s8KMXdE7sZWfD4TXQtnzoOZi9Ud7YRGd/M00ciOKeUuZG3goUudceA8nRw74Ta40rEKTr4wz1bqDU7zgJYotkbte0QSvk0Mvps73Y89+Gzs8DGDiezg38617tez0s1A7U6YE7vwoKzt5T1+OHticwbitejhiWEh72E3oun1Gw+Gf/dHnxve/b73Dl/9xteHQ8ffG3VwH3kwFJ3iZE7h4tT/bXPwltOb/MG5J0IsuxmyGemHDTeA9VCbkp3Li+OajByezcmxyQtXAKzeO52GhiiNo6KIsHzF6pgdwX2Y1DAQb9IhHWJpjdF6oRS981Z4Er8uTLmevXA8+eIefpe/NyK8NEPLV5zeQbrMqvNQWQnzLdC0+gXsyN8xoU29O4fssNVkTFzwcj3dQ7/ChD/6tM6adOrIyQMBtXlO4L72ypUW5sxGcUzGMTUiBzjgs9K2DEZ/isD97N97/hVHOQ2WJoZWHP5D4q+4b+RLq2wwNHgSyW8ixk56rvmZehw/3M+sRCNw6pZsozJOTlMlnNNppTeKs4OXL/f/O4EDkpFAu8sxgn/q3whGA6jkQu4TR0CbOGcawE7zO7dut6EfUbnfsfJwnNp6dOiJ2IZ8HaAaSeUgAIkIc7MvvxovaG8VLsRWOPm3EWhEE0dLKNOzS4uS/GgpWt75jeibdiXhnV2FoPIuZ9oYnG83Z4i3hm/EGCLIF+evLEVMcfwBG/WZyKE6vniWvIuwG4AdytQx+WYkZPS0k4dazZPa9XQRgRyZF2s56Ii+PFw+D8s/nWhvpIr8RuxS4EFdEMPC4rG22rmY9Qflw33hgl8MAhh+W5kVaMwbdxaWKl3F9bsIXD6tfg1XD1NWGJx64IE4ZYSlt3YAkM3kFqQOZJl/LWscaGUpenDiHdkbYTsAybmHs3O51OobuTnuzo1mvCYugzYMEV7fksDHK/EQzIdv4z39YejDN+krjnfIRrCtEYLgwxmim5hEvxlXFS9EEA+8O3aZHGsJV+9NYOP0CznijdOAGsvRaQ3mdGB+EQ9GIx9PxeezpmsEnvTKLm69kyFduLBKI7+Wd9JVXuJ4b1ybxeTrysmOk4xSiwsOiD/WtDzs0MBkFGrHCQcfftcDplZeJutVJzAgdHF6WX3hBawzWahq8ZMObPCrceeyk4js7xtueMyBRuFut249nA/pyPKserW6jeq4X8+MRt7BMu4S2sLLNqjgLz04NCu7YJN2P8+Eq1NjYDHZ8O6cmYrPR/TmBQi2zyF2mpWkdQT04kYPdcWtqYOlYbXJ3oYNEm0VceUtCXy8Uv8+77haxLDGkRli41RTjRmk5pHnLGkTS5xNMpfdORaEkB57k+WjR4bjOT8cApw9p0JsGxB42zSc8NZBEj+klURBZPz2ZEL7kNvJ0eNvfEDFG0e6k7ccum4S5rHDHqdunDOIJ4pIZAsXPoaD+t1urRC+243BGjEiApoTq7qJJS7Z88zZx4bT2QE/neta1mK+OhmZ2Fnj2zk7ZjYybOgnD0LqnaVx7HBncG1Ff947WR/hdtOo4Lcryf5Q5yB2carDqsPa8DuVVU0E9e73vHP47Gc/G21LjotOJ0E4FsY2khbMRQC0VY1IARMnrafhrYX0P9oUHnushx+kRXAIXL6N8QdO70XYFbvhKp1T++5lNdZ3aXVYTl46kHWPpUzIxcPRPa6soXg4tnyy3dp8N3MPRN9Vhy4Ae7YRt7UI9az6Vdl/yn8UuEcjdPJ5NPThb42TFgqBx0eLoREVqCF6KlyP/GRzLdk7wkzrtQhYhfVCFazfOB+YjAI41U5EGgjjWgMFMb43IhghzDecncvX9r3qtROrRek90nh888jPIlNPl7SjcL/FU7dKC0bw9juAQoStvCyoRCVqSKWjf5DNxxqyE8LD0aXKlZc8W16ZBHpvmpH4JnGtfho/ZeNqnszWWrkFf6rXnLjwwyyA+SrNAxwWIdl5U2Ji4ULCqrf0Pby3cJUdIBochYt2B88IV71eXfa1WAROcFVeVY4wuFLP1ZyvLtzvhr+kkQ+bE791SDj4fGRvDszCiVsmkUu5IUR8j5FduO/qar7xlgTecn2TP4Zk7tsRevp07pcJ1tF3uGCbFIVLh3G1im9H0cp4hqxNhzoZ4AoxKgbIdndPkILYcXPA+6ZSbijmIKlVdNTCRXz1LRFaeeXvN1CMp9h6kJXJvW6SAyM6SZFZdXXPZ+qAl2kwnD4yIvUfRGYGEaYfmCPS7GxGxGnE2Dn4RFYbnzp9ru1EafdFZhRjd2HHeu1F3Y7+ueoLZrYe6oh45Q8e4eJ0Iuuda5/A04QIpmmpUg+iUqJnZOkbPWy5Q+S/+7u/09LPRHSxwx2DaOee0JunfupYRAyPRlJhkMB3Elci7MfxvTmsOq7Sk8HBakTivD/qhKmT+t28eau18YPcWtzComnSMY3YrBXdLvfqa6/GxPirrYxm8Rk6EHcpxL6+loOQcp4lfILfTvqJiArC12I68bYJ/FHgH/2t0FZJC0B5RzwchJie3X1ttS/AtJ2aXfcqHmJGyNKqMILWKOTImpjIZynHFjxEbhopeUpDlabhfavv4nP1my9Oiz9qiP1vES+8IyTw5LXF282IgfMUxw5oPTz5VKO1/EblsnUuXa6yvMdSqKVXH/kIl9a7pW91ReQIYDELHr6J0/H3cHTyXafsrvvKrvzAv5KNH26R+OIX/6Rxt6bJSgJWmvBoriFePcpo9W111s07vhB4feNDiDR1aGil54+7fdyO4vtWYeA0PyAvq2+DPZ1T/mCDh1dy75CVaXE4k83i6pjfpcsvtHBpyxUMRNVpvbWcSD5WRYS3YXAUoTIpvwUHmPrNb9ywFdY53nQa0V2aNv2Sk8iBgEcoK9EPT0YzwqDKhIj4YdhpCyPRGx9JZRC0ndXOGrTrHvc5kDOjT2W1Emyu/DZsWTyZjjzaNTaG83DiwKYu6mQU4GMsuF2teK0m/8b5M6QQY8JXwqGzspez7+Q/P9KTu02AeYHbBfjgJ2jS6mgcBvu0JRMpZyEbF9rpTzn1FCFxbrsIKO32NIQMlr3NcN+MINVZNDjONxu9+q4VueCMMVY5R86tJx+EXR2j1Q0+k1Y4eBfT8Mk9R0TniOmchIv03/f+XNn3B3+Q974jnd55Kx3nZOY72o22hL1LpjCNe9sT2RhLcXgcHMzxjHc1cmtLj7idlgrnnbloF+5aVq21L/qwOKbTwq8ObyUWIyBi2DlP7HmQUfJuTrN6PgZz4m3qzHHb6RAcmFmR7sWc91HXyG8U2Dg4JD3qZPBG4W8U79Gw8d8aX09kuik/V5hUvpDyagja5BM3Q9i4tjQ6A7mxuDeE+K6DIFqVlm/rVGlc31vHHHVk4Z5y4/Wpb/W9/+5IQyj1tPCx38KVU0+LFzjA2uoYgYWKqqkvUzcEJ84GQ6tMtDOjChF0mwnfrEBaxldOlUn0kZc81dHmYw7OxNNRpC0YhCEseEL0GALf8dLCEJPRUHoE5iRX712U6UTmN5GjGJvfnLyLQVAMtHjijh5xRlH36yCsYONLDx4+uFsPSZzi2Nq0Rmv52rsq7r3YCYnjkb4uqrKNjuthDzt/C3yDP6+7wqS+qxhXfoW/mc/CDFqKpCrtanql4WU66ixATaW3q9DdTAb0zi98/nPtIlY7Tb4jyMcN9sK9+Iaix6J90NhNhzsSWeQDefJZ3eyTCsTApfmab6EH0Tw6QpXoIj0YnWjFTrktxMW3wudJAe3ZjZ2GfHo44oLsLh8LX40RF4JkKzEfVSc9t8dsOlHbMQ6gQmwIbD4rh63Rs+Sv8ZomKfUBf+HM8nvYewaIjZgzjHa9RyfOiQP26jxk+5WYx9JSwQttCG3Q/WyuaESQDoGIwKod2g1twY0ByMnAzGzhCIPhgw2hmXM01WTahCuiLr+duZh4jqvm5N/90SQ5eYNRnuqp/nyjBKdzN7zGLJa9iY4pb8ZZGMTtLPGD3w6l3qE7w2KuAQfteI+MxJmetvy+3Z/9XfX7gCfxv69TYCNuBT+SHsI0iAUVlVSx559/vt2t7kjgq5e/2Y4FsFy7EyN3tzK4Pbf0n4iYnCadisofMXggoiEp4ZDnG8Od1kgpdxyWeqd6kwZM1Si+uZRJWDueLYjtSO2N1AgqFKFMqrnmJ45wHQ/u3BUKHvDqnEQVdh/gsuHaIoXHwZ+G7bOnc1BmdOPHF/qOIZ0ZPHAkP2XoOG1kyG+LPlyHtY8ire65u6YRMjPZ1IO5Ap+IZchfyJXaZXffNBAhCvGlbWWEfsELZ425JK30/b7KdM3RiFv0UX4ROHFlHK5ku49b+VQ5DvOE062YRzT4wrR8Y8pRhKwzYAJG8QdRr6o7HItfZej8Hb4wgT+D2+fg43FbBqNMx8Pf6H2fc4/FHwcIUtukIPIpYL+aDbef+tSnhkvh3rhG6tOM1zdiXagNyYJPXng8dhXBfCaKCEhDSasBmr4j72ReZ6TgVn13jYpnSAyBTUd7McE0oDkLQbpfH5ZNPOiZd9LQEOxMFnJh44Aj7oxD74SLi9fu7Uy8rRAq3bNJIKLdyXwATESPpRjlH8zOoqUDy1l4iRozXNXcY8Z1iSF06e5GVHjlxcvZd/haBJnJ4aXsVaQe/XN//vtG3BFRxXAqQ7MR60FO1tXwrbOEwGsyCebqfN5v3+oH7Lu1ro90dxvh0kohFPcL6TTWGRbSAdVbPLcpV17FhNQHTvei7LbzBjE/6vDpjs3Xf5EXx5Pu/yPuzposO448sd/cMyuz9sIOkFUAiCbZ7G3IbnXb2Iw0phfJTNuDTDavkp5k+hL9SfQi0/IN2kbdnOllNK1pcXpjU+wGSQAkgAJqr8qqyn3R/+dxPfNWoVAAyTEpqk6ec8+J8PDw8PDw8PCIAHP8Hu/rR/7Iw9XCiq+OAax9W8qAEK9Ptm2SfDN3QoP61BN4bX7kkyMcpud6XjiR4CLNMubzEn3et9mG0bAUBpNbUPq9731v8id/8sc184Qgw6suOncmexCEzs2sdSGbu5yNSyzbMSlTLT+VrWKsUBGXG2YxfOCA1QRmJvLdILNx6LL5LV4T2TMyed9Ex1TFQJE2vjczucOlLwdQSaMCqABwtZNVZGgqeCzgtVkNeCQTab2WrvjxVhbRxhd9M262pp0PMvAz8/bKK9kkKY1C41HRXAKkk77wpzQEz6aF9wPnHMEYFeVutnxGHzo8BjsbX2kM3lIZk+tdQoF6x9tPXvMREAJYYGI2+Qwajl7Q76cl9+nv0157vBsTPvOBL8CpcVAeofJNHcmP2+5Gtulbm07kgUGoWeyCHsLAZUwEOcys8OtG9Hz+ZjZ8shDNKIB0QSuX5/wRbzbM/lZZ1Iu/yXrJ7373u5O/+8H3Cy7mJkVu34l0TiE50CAuK8qPjn5Ui1tVCoYSdE2PUnDulyqOnwJiwLdxVpbDEKVxn8Vj9p3nTlc6ZPRI+ib9unxQwlyjZxiM38yPuY7SdZLebQd/+fWrJbnPZHW7TSaVITabSMwM7IIPxt/KypLjowwYw6Rnz2SUkHeTo1eLqT64fTewhsSWpyvJMvFFCnI8m66YKfyGeoFB0AVedOm7d2+XGoderSY5K8cAVcPy3okZ6GahFasWlbAkeRoaOqb5DM/NiGf00QOYvJWH762SeO5LvWTi8iR4rw4w8nwG037rfTUsK+Ph4TvcMb07NeTi0uWCAT89ovhO5yAYndxAesfKXIEET2UFn+mLk9yf/fCEFaUZopnh2Um+/FtwEPFf/It/MfnuH3+3mFehtsKomN4MHwO9whgAOXCJNLqZVfbr0R1fyGJjxAIHQRAI0fwGh+pjgh+zeqcy+tlvl+DenW2/d++G0c/uszC6Eczei6kw1vTCwLYJhqeLP7Nj8khy8FSwoNLsU74TXVlQmfTNF998u8qCadFKGnBM+KCRMPAaM33iYQrlJwFv3xoLLgiM6hGj2sEN7O5Z/LYwAcOYYesBpXz2444KviVn4gnFwJHA7speNM9zvX/qnoKepPHQDE4l8izI71HqWH7eERTqUr7ooFFSOeG8/fBR8YJNQ+UNJ/mGq2tcUL+T6WHU0bnyG6gsPvfPosyeDl2QZ733bmQ4vu7F4gEG5GJUD8Na/Grfiru1R+D//r/9z2WqerSZk8vu3Yq0zmr4xMshZdmx6NZk897jUkt48qmQj69/WIV37uW7n/ysCPDmm29O3v3hzyar8RPfjch46+13qpv7OJMAc4c5pz67GqXzjt7uBOVYTjL9fi+bQl7MNDlc59NwEMblBImyUkQihgXzLzOoGl0WWTDZVeVHntXxfg/vhvirWS2UTfwjDQNh8v7Nj4qx3nzna1mccTXSPD7l2QJaRbGa7CWvlViM6OG2Ec7IoTY2Wr74avb3ywab565UJZ+Jzq53O7uarjr5PtJ7xDHLYJIPt+2O97Jv4uOUg9r2MDOqmMPcgYW/n4SWhML8eqRiquJMnqkdVDiMbNNPdbKVRmOQfvXqm2GobKSUHV41hKU0wrNr5zLHcLEcljbjJ76cWc4zMS/OZdvjffty58jtpCjGtP/LUhiVJyRGDasWAxykwTQj8s8JT9ZvYyW+NxvZ3+Z2VlvZpJ5bxX7qbzuWFP4yW6mr2FJyPEzyS0NJU6oya+i7qY9qkEln3DQXP/LF4GAXgqHaxISYOlS/GorQfOt3vysJXl9/wT+IjpCYh2RZiu+3+1//9V/X/ntWvZNEJBlCCDIngdxJNoiRTD2Y1LrB03DE800rb13OzJY4fitwwyvpkIW4vrmk8c31dGjCIJZnsPjLUD3qmJPkDR7mgOPdLF1jBdEA9DxglyRKWndw2LkNWOFsUMjpyrNyYwp4oI34RtTosr+VtJFu3ofT0/jDp2FE+Gs0GFyvRgKzaS/FFOnumzzBBV8ZPHdPp7zyQcfG1TO4HV/5PLOyWLl0Py6n9N8zdQ7OqR2/4zUti57TLlG+vvc3apl3LkGeFT/P7n43HvA9SI+mJxYfbnpEwe8qd+g9C8+z/KTt3dQqwef8+aUZXIYYkO6KuJDlvfaH/8cfTH7wgx+UPbYKFYmQITzMq6AqXgUtxQ7t+0cffVQVofWSMGmcWdGzWdJrM6s+2HsP05oVDKNp3UWg2EmlEUq6tGqWvHid2Syzbd/hvuStGx4NDe4H8YEQFuLTckRqZsCL2agIJJ6DVuVzM6ehOXnh6ttvhcFfLU9J+3hY3b57EK7MShb5p39IetP7se9mRcp88n8cptm9Fykdhp6LxLOXNkuBMsfToPR6Pix6GjOZTmqDm8A/fj96+HoUYj7zB5HyfHZWIs32g6fz6bkU176Qob99QaxEPwwTKP9iaHYhWzbXRFN6yQ0b4hM0wTtiuBqvBszX/iC293tOrIsj1pk01KJvcEK3Xsu5YN4gsMd626GSNAMXwpHQvgveq+NuUP1b3RMUGFoj1ND1RuJ57528pQWraeHu8g2v+eaIws7/6bu4vzSDY2jSZC7SCuN9//t/M/mDP/iDbOH7V4XsVr4HgxQ3jDVFsAofDvaWc7ujqfkckDQKjeCQx2ikuoGngpMuCoYAiIEAkUcVTzppMLDvZXIM04g3GDu5FR5yHxKi7xqYNK5+Vgkuv00la0S2hBhrPHNYUhhPIzsKA5lCFy+9bhFbOgy+nP1grNKXlk5a+IYBxWWWVL6jNAYNv8xfqSzWE4yuLE0DZUAD+X3y8c+KTmD4jh4q1rOKH85iQ6p3GaQj9YVzOSocHuJiAN/A6p7JthG3bn0SQTVUGS4N4NfGRElzlGnnomnUiWa4voNv7OG3NHozeY3yDukNJ+8KZuC5F11Sf4Vv1DK9pvrE9OpkNoDduLubDBMGTrMxRx3/0gxe57ScvRRpdCcmwH81+bd/8W8m773/kzEbmIqfj+fcYLJIpBTGP4F2JzgNTSEUUk9ggx4+JfR40unWrWzlFonGt3c7XXlXvK6c1DsfiSStGS/6JyKdD0+bqjZtXjq3/ML4ZvHqX2VNWkbqrxgLZOA2PcjqKO67x6nE3Ujwh5GyfJI3H26n67w8ufrW1yPpcg5lyrWc1eh72XKZtcAuSk7zZZKlt25lMocdnwnOpqAa7OWYwvhXbD66X4x9Nj4iFy7nPJrdLLmKanKQsu/FqrQV7zkmSDQbTDB0XD4gcwdxQIr0Xko5eGaGUNGKoqJlsHVkdwC9XPTbOSaHvNuJTFlOYzkKPe2uZm/yc/m+H2Bpf6Mx5IG9P+2jzr65mGdlf/TwXrbUMPBLfSQ+yV1rT6cNC6OpRTgK43c91bujNNrwdzE3BrejlnpqIdLp1Kc6a0YWx1W6WsCdMG5gyEMDbibH4AdZ2wnW7DWLzy/N4PRRTi9/+qd/GpfMfzN5/4Mf1+AJs5bkSiWMFjwqLJjIH20KUQWDHCmuMJhbr6Dg7jUQi8qiRbsUXnzpSB3xwCc7fC/1IgRjIvNsU8nKDrVnQleIu3zBK9iBBR6iw98m/Aa/JLeeSo+ykOl2kvNOTHxnsxmkTUfhVBIog073+TjyewcHsG2BoCv2TX7ydfGIsz2wuMylVWnBsyvaShdpHImih6S+wetcnKTgqfzSuINryRdYfgveqQt5SQd/uIM/6JXzJzOGyueKB1YtFMhYavgCRZIkHGaGuOox8Br/pn3nJY8qR/DiM1SD+aRVftt4wGPUVYGsuOoQXVzKdhDhQiBQDcWHD5g2gBLy86S88j35HrzEmw3w+aUZ/H5OUfuTP/2Xk+/+4R+VW6PThp06bK/BULm6tpoVo/dG8mDEDgiVSDg9r9PCQwizVweRhr6pDN3UbvwVLP26dDkbd/L2CwHpsxgvzeOE2VcyXe48oNoBK4z14HFOT146V6v75Zs6Sxg4NBZ7OeH4KIsG5nMOzHEqAUM+zjQ3ywq1wYSDfVvO5Cz0uw/CoJHWa2fDrJG09yLZo9UWo8AJvioF4RcXo3OHoUxIwXXvZnybc1+OfZrDmbNq7sXb70oORN3KbONDbrJMpqHTYaQzjzpx5kILO/WS3Fuh6fpGJHZ0fjrwciw8JNhhClYMmEI9jJXK+fDz9jVP73KQ3u++M5Ii4R/nMIL7wZFVZjvl6wN5jzN+MCjG9Czic+k57ft9/mLMnI+zDVxg7IcWZn3NNIflhv+O3yl3NygMVXuLY/CocIesMHknDrqUAEmabhDea1wtlLwn1LwXV/BcDWq017wZg0zfwMbgvksLj6eZ/CSZBL9IMKD84Q9/WKYmuqoDSgWIJ+eSPlqwAIm+6kX+iIeJhxQZrZTEwizMSrXFAcaPSU1hxNPCSSOXVk8SycNvTIRgCt/6aRe87771VZU6jQs3v8EBz28ShpT1m27oDjdlRXz5qTwXHF2Nm2dlkUZcz8YRLjh65xlcl8oVx3sXXFxlTUk+yi4dern7LXRZOo+GAX+h6eH77DPGQCNlkHcH+EtrhhXNxHM1/dw7PP2tf8tLueHmnXL4LYDd79G36148dEUTeRBgQuMAZsOvD/kDVsPrd32Xx8J/+9/9j78PgB8duSMABgFEgJxK9GwwqLtkJflf/5f/afLTD95Ld/ZpCJXNzymikS5m5EoJI7nT4uUxrkEorOxari5Y5YufbpbulrtTstbPnE3+sb9mv49zmXpeX1exw8rx6qsvFy43sxGmUxP2Y99ey14oH396fbKes3DOZKLIvodWxcuIPzmXT/7cG/En99459A8f3gmcqD6RfH7zATkI7vT1e9kU6PX4xZCCLAsxxEYS5gDTm3cmH316M73KcfTzMFq2FuY1uZlJijfffnPySc7q/PiTD2Mft8VwXGhjodhNr2DrZ4NubHc39EtBJ7fu35rczmnJjyNlnUqMdmZs9WT8S668mD0dIzXN+lJz7I1uwPowuNo/O0iVGnU3gsVspd4rlRnXiDTGMARnKWMTtAHn40+uZy/uCxPnkT7gsZd9VO7nHHi9jL0TrYHl4x5VPV5+GaBEqNz4JIeI5e4MeDqwBv7CS5cndzKD6sx6/KBuMaBetBpy8A97Vd7UzhtxwxB+8t77k2vXrhUj1+A3NDPbquGBce/u/VJXwW2Y0nFeG4w8Gi3elJ81qIK4HYqxg6/7F6oogGBqUlLLhrwCYu4/+7M/q9bvvXgCoKdZdZaff5eufHynCHYjI61bYmv9pLYV1KFVSXU4wMtdnuDAgyR6HAZ3yOt8aunM+vBOE1doPLvVy2NWwjamYJEs4nMoQ0CVsBMz4u0472+GIU3Jv5aGJj0rBdrYOhlOjc/jqGwqkqkPPPn6Rmqi6cLK1FU1jWjgMiS4/JoWLWjgRuD4Jq47OMrfUl5cuNvsXyAN5QMn+KOld3oXeD/cHGZSu+pKy4pzsDN0Zb4z8tFLSgvvrQzI5aWs3YNI54KPOP3s7nf+n7wTp+nd9y4PfJVF8M71RQGNxOv67LTy9u4LGRyxKmKIhEmYq7i7/ut//a/L3n14lK41legcd9K7VmcHR7NP6dxO8EtHdfI8+2DwUY4GypVKtje4/eusOuc7fhjzI8+yhUj0W7c/TbeVKf1YZkztLsWqMJ+K0UDYrF3OuuHjDG+V+uLyldpTfA6DR8rz6041ZBAYNcWAJeVSeXvpOUwnO7+HHnk/Xn1XLr8c32729syeRds+YF0I3EfpyXgisz0/yFnrKnsz+jR16v6DW8UA6ZhCk0fBIUduZBesvTCN9KQZ4nMiWYilxcID/tDOB7KXIVgucTCX4FkDxyyOTNSTppPPjKczIiO503DW05A1spXo3ruh13rO4LHnIO9HDLm7N3qmQIsQyI5ikdqVz9xQ51icxCsGC04sOcc5Vt1M7kYG0tevf5hehJTNovAMeNEMTjbQb6Z2Pw7uGhGca5esNCIM3uVwH0w/VLB+xlueO2Da2d/9/ul700hcfFr5ThuHd1/I4K2WKLwW54g+ktu5LAj0cGr28q3Dl219Fb8KNdQjG527HOFhOwSFJqEQDMMqDH1YQTA1Ii/rMVIgFSM+oqtwdzjBv1s410rvEEF8cFzeIYbyrOgiEuSnzPLezPEYD2LpeJjp4web9FUTzJk2jyS0mT94XGylJ2EFeYILJ8++weVcThCTN9gk+63N21UueDhmXKNsnJUXDBeJ7P1CtpxQbs5PYHomodHJc1CpPOHkOxMrenTFo4uyuXxfOTNXaTczWwoneu961ELxSXkNYiWND37SnI+qqDzo4l30vsJPfDTkugCu51oCl7j5X2VseqAPGoBTaRIXnQb+QxD6BuYXBTiIi1ZggSt4J3whgzezKJxTC/7dv/t31Q2TFoBss3qkAspBfoo0wGPG0NOzw9Ck0pp9Trr5FNB0tMmRkuCRmpDejfXEPs/2975yJWeaZ4BlR6ducNt3xwpxVgA6plk8O8guRuIvZO9fdvCd+MdE6KeqxAmzBd98SMa61SH5qxeJ7u8U34j3mqFUf+zrN1LWe5lNtW/5dmzczgNNk8q57JlhTYOA51zWBt745KcZmF3KPuTWHAbvTDvbQepwP1I8ZywfxiLCo/0o1oXl6JScr+jkyqKiHLPigrM1pOmfynQYJFO8cfmmIQTt8jNfZNCOp+K9O9kdKox+EIvTxezrt5uV5iaZ6tyf+PXsTg/jYiN/mH3JHz8cR4MsZP2ojUJtVkqvr20yshYWrJAzen78ZTLGmY/geZxG/sqrrwa/jEdioTFeWYk/C2bHCxiMtQs/eHaQGP8Y38DzDiMLzZievScYMLjnDs2k/ft5d4ytHrohN5wvZHBSRqL3339/8ud//ud1XDQ9V6Ew+QlzT3MvpFRIMnR9mVYIsZa+pDd/6qQuwvjmMro+Fx9x0mExjjcIZHCzF8bDIHw2NEIFg58z6lPcMNyLJaFsa6axwgnuXAv6GSwXIvezhiTebiqJpDYInCu/l+EzEa2vcLl+81bpqOzV4sMVjt3A0UPF6RkWpy6kaOYyUN+28Dp5n6Yb/jlrUb3QBP0wB1xLJYhqU3hnAAp26+Qkv96tmYK0h89eJKpyK4M89QTUTDTye7I66kr+YNzcuVk6ePm3py6ko9pZKMFvpBgoOMFZHtGIKh84of0Jk0YIyHvOAD4TY/DyXTz5guOSrzt48i+cwkviCV2e+vGMP+KLI37TsWF7/4UMjmlM5DAHGkAhjkJ4b+BkD4qaF6/M0y1E0gi6RhVjiddsaMl98i4C077RKtNFR+W0pCFD1FIys5r8UDjHc8D5yldfC3PcKGmuECp+MxIJTnTT7UjdnWyXsB4HolcWXk4v47iLoS4gqIpnNSmGSSXU2fApxlqsNPb/Fuf8xQvlYcjaoCGbvZxbSo8VHCLEM9s51hguZtC5u2MbZ4dhXYrU2o5/eBYeR2pevJBTj7MnugmT9fhgc8bmQkAar0Yi3iKtTYiEgRgD6n0a2Ua4RuMtJprq0KwKa7FQ3HsUVSJ3FbscWqFRMVp0c/2KiS0bbR6kXGhtHDRHNQtNSiUJw21vZYAZa5K09x6MBsBFZzSK6LIgpSc7EwY3btDbkNZrmb29l/o/n1lYq99dQjOu+2jcaf75BsfyIAzt0BzfeKee5CX/xelgGIMWT6XhCn67wHxeAE/o+LNMLu1n+O1pYKSMnZG+//3vV6tX+Vq/SyXMAp9NK0OZfZnQccF2CRgXgk0MUhpBEImeCC+NzV3LdyGueEb9cGN+goM0voPpN6IgOHie5ek9hm9C6blUQhEp38AlCcHotOK+/fbb5Y0nPxMothHTsOXtt33L9Qa+t0SWFxzBBK/LCx4cxHfBASz5SgsGXMVx967L45tAohMC4EorbsfvNPLxTVxlRGP08SwdutDpNcz+TZJ7RnN5giG9u/h9oSeadTq0d6kb8NHO3eU9WOIKvnUA1/VFQV7yBkP8xq3TL5J29qTgfyzDtRBEgffiBKSb+u4f/suS4NuxmSZSFgZHPYkEOD54FK+2tOKTw18iKfIvMrdwkrGrkXQ/TtwUPd8xcURmOpCN9VeqorvyigCRLuPsGZIgM5o7meSJVeVuPN02zud03I8/jV33fNSQ+GJfivNQYK1E+t7MrrQK+lri7sXBOMVJ046zfUTucQalP/iHdyff+JV3akXOXnRkp5ydzaBPeZeoBJGka/FtmSxkkXDs6+zmKmI1FpfDWCQW0k1fWUk3HH17eTleei9eqH3ES5sPg2wmwzcujY1+zuQcoaNN0n5r8sbFV0qSHGZv8f2c554qn+ykLC9txBnrXnxVtobj/1JmKQdT5vycM8Nddiv+4sUwUU3mo1e/HQsGJnoc3OB9J2OPKzlklVejivZtzVZ4BuxhYu/XYr/H5PmTxSZbkwsZo+zFsiM+f5k8RgWJF2Mk9U5+725lz/XM7p6JJWY7Z5lu3hzncN6+dXvy+tXfDE1GIzuXc5fuxO9/LlLYoJ/j3GJ0esz8KPQ/Dk15NN5LnlY6Hc5npjn7y1zOLOlC6sSeNPMHUTVD8xu3MmOa772jVu/96Gh0oRn39D6Y/9BgJCzVazXFpT5aUUUZyNrY0eLX0pUqsBaKsTEE/xK/SQQtuBg/yIsnyCwaxHNDt6xupR15tLChxoDjezcK8E9aYPReTC9vuKpAofJOA9rYuFAEJZ3o6Tz+qqFGOgodX/rVTLqQVCTj4+wTeBz9U6jGN5Uifs/iKh8SFE4u3+Tlnetwb9ii72ULMnmQquBvZGAG37Uwk3cER0nTMJ7fLuH2nRGvJa33xZjJF+7eKz/BIP8SAFPpVzSppWn0+2G9kUY8zkrw3Dcozu9qJFMadzmUBTzxahGKXiqHCvhtyRo80AsrgSuutHCCp98COH3Vi+kf7+QLHreDfgYDPLRVV4SIRtE4ip9EVS/idv24C80b/Xua3TNvKcPU7JQZLQjJFOHee+8n0bv/be0cdTsrWpwMAAkzibUP3jSjhqohVRg806/Hq8AtJFNJpDz9PNmUdMEECqQgri6o+HBZWo7kf2TwMrq+7kp9gy9C6eo1RL3A7Qz61rP1hONQHBu9E130ICtrbDbJpuswKsvhVA6C9iQORGcrqZ/RB45+qwgVW4ybPItJD1ejorw4OXwjJ/MGh/uxOsD90sUXy2npVqw/ZvSODjFb+q2MJbjSdn6/+s3vFB697zh9XJmsKHJPNRddyCVw7dY1Se/gNIk56yq9j1XmMBJTmdqKgT5w/yT06EYjTxK1aaxMc3EKE3c+DK3BrmTJnXQwBM9uYr6bWzAzCgfxwEQPdYaOrC++a4i1cDk9jhlp7rbGVQ6i3c8chD29rdyHQ5Uneal/l99CwZwytnf9vp8L3+DU7yvR5/xZBAyDPM7eHZCmG9Ys5Z/8aUlu0ps+hukhZdCIMELfPwf2E687LqQUxgaUjmCWp3e+I6jLc31PPNYI3+GpwvlsGPQ5pg8czzwa6awIfXvzVuEtPUYED/7SkhYrqUh3eRTDGsBOK65xhHgTEX4ajt/yE6dsxZHSQmbgS9++EFUHfe6aak7FX0jPQgf/5te/WbjboNP33WzF5rtnON3JMX9F16hlGGs9kl9+55YykEu5tzKVPZhoNHAeen43rsrS9AOPqgDPwawrk2/lXFBBGrTYnkpMz95tZ+Okgh/eAkc54cGZC1389t2YCy26vnxzgSPfvVib6l3oI76rTmsoGKeNgVlVeV1gfW4InCpj8n9WgKvri8JiGlMqPSP3jVHRFh4YVH7wwQfFIBDpwpgZ65nAkCzvw4zRAZ8fZhEMQkGYDzWPOvuGIKaCyGMQZph9LPciAdhyBZUmWOVz62ZW9Jw5mwaSna1iu/XbYO9H7/4kU+ev1eKJr715LZMyqZT0ALWbaiZIHqeSzsfU+Cg6oX2styKd1mr94ehq5S/IywU3dxXhDk8VjsEJAgTeX4s+auVO7PZ1ttDLb0RaD93dBvevvfZ6/cYIfrNhD0acqg5hMJLfMjyN9WY8Fo+PH0UORhYmvzOxmLiP/RRZQ0bP413hurReAqobndX0VAhCq1SJWHPUoUbuepSZVcJKw4DH0tlX63krViXlJ8mL8aIzy8NCB+k0youXc25OpDcfGe6wwm56yGZY6Ut6Z08aZ6DuxSYfAR6aDW/CZmjxLXJ2lupuVCB4go8H5InGZp7RF8xmZnffXf0+0AuP8afVh75HB1dxCkoCOsGXrdtx1DJloWgGB7ArpiFasfFFjaiRkqYRbaYhYfv97L0LIE8V4S4o+E4qxwxbNzrf4Mh64R1GIgFVovzOx1SnguYXMsbIihnfwbdEC1HFkV4Ay2/4NW7geO8dmmB6dxLStR6nIw1NfO+Z7pgDh2QbumsthphWnDTK0dfcESeyHIuYCsWU3H0rvwxsxTnZNDQS1fsyKQZH8V1302i5CDAUGDstpSErXzPLYn4rJ5qwk5sM67KCd3frZtGqNttJWfemjNvbI+MLwRhMo1Z+8AQ08ayO3OVLBVF+izeolcJo3PtFLxt+wg2d8RNB41mQvu/9LD+h43iGd3/3+3khjmmjpej6HQVhtrKM+xlVYww6705m7Pamlg37Yw/gbZ/sbmIQ7jOZMfyytAR5EtksIT/lBedDZrYRLMifVDiDsN4hhJ5Ld9v7lZgpNdNJORzLqEwMhKgREStn1yY/++ijOmHN2S1vX3szvtv3I+XjZRhLy24IuZD1lBvx436U+4WLGelHCpnA2ImkUQFmS9EXwZ3m4NxF0sFvExaeWyqOOAaTVqdnv5HsIuubAFagZECbE43zfi8Vb0FENciAGWWdWjjCwAvZem1t5dLk7MaVyUsvxtU2DC4u5qnGxN4c+th0EyOVp1+++6buruVgK8xrXCGNxqrOrMjHQIvZUazOxEzPIaxNG+ZSbNpovn9D/sMhTX07IhuzHlQ9pHe3n3mkuoZhPxV+6nbgYrOXFyscX6Gd+NrA0+ofJ1WgGT8YPcLOFmtSBpWL8YYM/IPQnZVHeZzCBm8XfJp5uxEQGh3wikucDvJ8XigJTqrwMTGRAwDgDmmVaTF4EFEYG+PgsBShkBH35w2jgocEA79hzL6Xf+PhvW0UUqoqWDcE30nX5Uw0NUMYLyCaxopJSVWVLHh/6fK5arSXr1iXGJ03lcEcJU4TrfGYxQ3T+t1X44zBjqN2YAjp5eeielkkLfjdjv9dFSauGtZhGFCcC0vj/PqttcFg0opzNkylzOGoajxUFKF7EM5mAtURPbq+wgrVCCzdU6aDNJCma9MWziQ0+BhY2pU4jdG3La8TuCp0jwgfMCgFYKAp2rWEls8cAZa7eL4ZtLqL3+l9q0aTOxjoh7+8T8TCZ7Ye4NH14w5W/24JL86zwiLkMMbf/M3fRkX5JD4LY9IETemG9uYbe/UN5g4G9S9cVwXpjD4DPDqcMHrEFLwkzlqkMN0wExhp2RHl6dKHm+Z+7KM1oIzEtzfIIFwkQfy419O1FjEjJV7IxMnv/PY/nnzwwQepiJ0cPHRp8vfvvjv52ltvFT4LgVlrD+Pz/WkaKd31XLzhSJNz2UPw3r34cn90Pd15loqp+Kl+KT+MppJLckZyeGf5FuIjOGmist1JbBVmuzZex+HZUlWc7sZqUmVPRWwF59WUdzmNwf7hKmc5dmNMhfZ8wFWsmdqyWZ/J4o/4XZtR6EoWdyn0PLN2ak5VLyTncRheHZDw4HmWzk4C4KpDv5UNHA0f3vD1/mLUGwzGnz39VfLIhFqq7iiSthlYI7h88VJ08Exk5ZycV194aXL9xsdFq+XQgxtDW2eWVy3E2Kjdg/Hr3Ep85rOySplsVn8QvDTO7cyzvJzdCVi39BwlrILjbGNRFu8JkhImoR36KVfThjdm01p8lzh9lRWFzk2HVaGIILHCzSYoKNM/vj8v+D4r2/12gd3wISA0Iv3c936PmWy7kIhhro06SUuF0Ft9o8IoMPWKjujCpC+/NM5XfJxzONnHMfirOSAUoRza2vk3sdybkX1DaLg2Po075uirv4szS5OG7T3GOpUyo2v1fTTgqHtTyeW3Cx7o3gwuLdhlfptJZ1uLip9eCDyuCNJ1ejs/eW9t6myouJgg/7peum6qXFEnZ8uHGaVxKa87FZaUl99e7rO0Ujecytzn04upi6JtrCxFw+TrN5VQui8K6muWhmDAT/A8y+DeNa6ehcXNbJH1d3/3gxpgIliKUB+0nFmCDechRPGdMpnbVE+rBP3H6Luf41MSsZR4kXCpKNYTosOOq7GOplsMslPiDa++UbnHqaywWK4whAqiAyfuYoh9If4eDx9m0DhHIhrY7ETKvlR7jFxK77Aaxr/53vuTrZfju33/Qb5dyYTO6KYfRZrW2ThBixXgIFJkLURCRBMi6cTrOZ8yaTvdXiySkUQmXU2muOx/0s/FJIgR/Opcy8Cgg2Ll+lZjzsF8R7EmUAUqXiTPbnBfytrNOQfkZjU/f/pjq/ordX4Gxv50WwS+3+oHYxM+Q2VMfU0rW8UKYfGqZM+DKacb52gyJivoyBHR/N7hF2NrnVGpIWG8leC3H5y2pw1Z/RXTJCnc4cDasxkmR7ed/PZuJeZNzXI3dJyz12J0/rTtrOnMzgRhbtYbnqLh68Sx9XVs+FF/ltIIGvfGue/wq7ynZfO+Q9G2vj+pj2N6wXdhkfSmf2uRQh2bEQRGSxx6VEuFAVSsJEarpzIuhHyeCd7JFAFdWl8joQE56bfupErg9dXv5K0FGzQhKDy3MmhRUZzAllfG+fZUB9ICbJJdt2qVup5pNfvEkfjFGJmoOn9+SH/zLftpyPBqHRB+cFBp8p3Fv6WJ+0lZqmMfvV4XW3r4Y/SaQo7ZTDkOoob0SQoWDghUHd/AG93zGGgFifpurNDwxHMJjZeyCid0C4P3b3eWLt/ErzBl7P5t4N+wlItsX8xYq8u3GyHQz+hH8B1H4LT0Vb5ZvFq6Kj8eov6S5NKWOTUNRlp5ojkrTwd4Dhxzz3e/wWhekKbzUs8uSx2978s7z+7C4rvRX5ndvARsK/7dgKhggM2w0e8q89Co1sBFcjcu0j0dvCtUfYNILAHOUbd3IM89EjEdXq7PMnR515UkI4lC7hDjMHZmG3nQh2vD9BD48WMDqvg1vHCxZtHAvW2n1kyk6FZJq/PZy+QgXfVemHojgzV46bKN8Hei+6k45UTwlojN1MquzOJI531f3p0QMnZicrMkXeiCGqmWNFzdaPy9k4+47MFgrsRerk4rWUxpR/PRm4PjYXzXI59jvQi99QJTAlvxj06kf841j106FRr/nKX4qCTT9HADT7gW80/zYXXyzjmd8K9/dQ8D9L/8Ps7eLkEg/WkkfPBsZu7yYWg2dszv2SX0WTpzGXPUbOeUaQ0q5fcgY6edbe7GGaAHbi1+qMY3NWMWnlOGDrzir4L85J+uh9nvVZ7kAccezDe+fe84i6Sgl00gFa21NZNjgCJciNxB4tkM+727b7OhkJh2d028oIYlRsvM02whwPW73uUuOLvcgaD8TB5nx6W9mC3hiPBsu9ZqypX0aOYjuZ32wJvvx3//gxrIrKyer0EiqbIbP2z6uqO4wcLk8vbcEhoOmNqdpHQ1fHh5byu2okcQmKVLfQstwPMegwvS+5b/1bge5jsaozsBsx+B4jczHHy4v4qPYd2Ta8FDV9d2LSM7pdlBmVZPaWrA3XGr9wwEdzgVXslrwB3493u4yt/VdCUI0anwmX6rxjntWcRzCXhGeeTt2Xvl0ia9A8e7zqMS5Y/fFcDPA3q51Il0nbdn6ZeXNPRTvpvF3/tFXT6Jp9IFFeq5pVox95SwTVwy6lkB8Ce+TIk4kDEbGCTp4awMKXQXbtyjf5fkHkStgipsCkIYXs0Os7rz3WzXpJCmpA0w2O0fxSx4KdLdd4SoK0S5n3LYm/B+NpxfjQR/nJnNhXjjDaINAsEXEwrwb4bEzMoOpvzQpRlf3IFDBkvZkbVCt2u9m3+lGqAU57SMKGL7VSZ7BS6lnlX2Vna12s9KmycYPIzut55MfH7jldfUzCcvFbuYrt499ovK3u5WQtEtd/qw/7u1269eNEwSVSGL+tLZhLnT+NWLvKRJh1fxwRDqXd5T/eQzW3Y8Y4YTTR7FQoJOto1W2uNYd/AxlwTzFdaIVvzENcmTKKmToRL2JNJsfp5nQ+PR5fKtmRj+g59Gio7rV8fPXi5jVYjWJiFmh7CrC5/YA8L078jgFIjX3s0Gv6UacYe0gFC9nwHXSDVCfa885Rs4CHHt2rV0j8NmqvHB70FMfpO5sWpdRShDLS6Ivn0hWzaQ4lQSkp56c+fG9ag1OZczu6dagcO6cjkMXLrgVFJ4xtwqtSou7zGY366BPwaeqgSzhX7Gc8cHoxtFC49qWCkLOnvX72cZvE+SYBaEj3zRsRn8OK4CRWMD4Sl93Z2J5D1Y9TvP8Jfee+9cDq8VMLhp9npOHPHga+winbiY3L1MqYGPwZn4+ru0ymSKXl0ERMXxnlBRPu/A2cv4CKwvCuYpNGE4N/5w8wy/5dSv3301nf0WFucPsizpTrrlidZ4PxaK++kO063GZ3khftHHRzHRpdzMVkJonD/1mD9h4ilfs4ywbFh5YgN4tuG5/HYks4LMHWc2LL6/QSXvxwCMuW5hPp5zGZUDqhDbu/yC46Ia2/V+CHX4OD7fZ786+eCnWWZ170FW1l/PlHtmyLJN8pm12EnNVGbF+O2bu+X09CjrH89ntE5nX16Nu2f0769//euT999/P8SOH3QY+IXL8TaMLrl0dinuqjcmL8Ye+9FHPyt1Zu44m/JE2s5FMtvGOP5gsdVHeqd80jojczkTOdxfV5dtDjnwVkYXsiJuOpiqgDOxvbNFp5MOreYnt+JLsxbphjl2Is1vZF8UTGhc4K6hWtHvPpgnA7/0BqXTZyyDUaoBWgmT53s588eqmbUarGVwPJ2YsW710w8/run71SwiXs++KPI0sawq5zBYmOQwTmnFHNN6ZKd2vPkhCZxF1quh5YM7WUUU3/C72WF324aHqd/V7L1+N9aspZxsQSjOZZZS/cXpO+pYZkfTMExwGTNlBiEqVxpE8nMGUZpzfISWJ3eyt8yl7M+I8TWImkhMWQOoYNmD5TD0NZexmzkETN2XQugZd+IjPxsKh6AhrVB2cFyvkLPcX4WetoJZAM96BhTd3PsahwSd/u730oPddwUjmZrBi1FSce4KpkAkuF2WDs5fjEUkHoTZPuLBZnwo4sIZ6lUYMPj0j/3CMYc8vf/xj39ccMC0x6CzccDELCoHs1uBg9CdHl7y7gCWMunewenQEvKkTNMPTTrfq1eMiVJXHRlcjIzpjX8uXxj7facKSlrCheMVD0n7dt9LowZbOdQPHIshFoelA3y/DRTFMWdAV1YOoeux67Yqqr4Mwh1G2FS8KR07nnvnq+watyAvv90Lp1SlZzQRn1sA2omPwcXx3nf0PlwdR5Ssh/48I5k9vyh0GZ6+S0eV6wAvoe+eF0/Pf5zaalOwLhyAXxgC1BYGCgAwe7GpaMzQjjTe538CeKfMDT5iyK/EiihTe3MVJgRYjyVkJWsreS7W0XjRWe37MdIAd9o9qWyMi6g9puCAhFExDRxtyI/hdLMawTfeeKnuFzNTZ7Bae/9lLAAWiVf2bd1/pNYoY7r+zAY2EQ/iS1LfIl3p3e2kNIoanTuSZD4DRbOOLFAGiw+ykxX1yJrWxSwwsH83XNiXwVU2ZRDH/ABcMAxG8k0cZYKPNaC+Y2i/7eAlrt+1cj9lIShcJmBUKdqCMR8T4WDvvJsyeDFt8pCPC2xxNTzp4CDvrjc9lXeCtHxSxOXrYwUX9ZCHR81cJ87Bsh5glJFH4c8TiieSBl5dBmOxDvDs0M81VQ9BBXF1AfveCZ53B8yFwC4tFaPX6vjpu44TUhaoRtYPOtkYNI7V1QrgGL/8mXznO9+pqW4ExbQ8HC2fMxGE0LpnuMqT/sezDqMoE0Y260aPbAmEkVhPMG9fsxUHlsYGHvgC3D27NFpl7PKgGX0Xg4x3lYRArUpw0poKF6gd/LGrDHnnTNAHD25UPA3OxYfc8d8apnimweWh/MqENo0PPB5nXxo4g93lQgewjjNAVTZp+urDAMCQHp4V0hC9O4mXdNKim3ddBnmhgwUljYe79/ATH/M0JrAAAEAASURBVL7ShGpVF3XCcwaW8gvIqm/fwUnULxWaX6TzLE+XgWwHvzv086K1jxAyoUAHYvPGNKPVn4r/Tnh6b+uByh7S2vRrM8JCOd3E5plMFcwlUzp4IVudNTszxjGaH9IBwfdju0WIueiOKtalezc+IMn5U8xnRhG8bV1UIoOvUuWPCIiNSTG59F/5ylfqG7Oh41WoAFxM70QnvnLpfDHTlSvZdTVrTg+jR/ImtCdLNo8duHNfjS4eFg9DJ28zcCFGETKLGktJCx5tzSiOV4hI0FR/7ekdgZntgSPNogjPk/bB3QofzmGYciPeiRfOXayGvJUFKAsREg/jFal++kJ/ZQyCHvJ+qg6kq1+IuoHRbVsnvq3XarxjRiuzpWGL6PJh+MSji9e+4kpUjDEYZpZ5vMew7mjoLm909exudlnA4NI2A6oPPKBc2M4Bu4IFD90YhmXmlCkrwtN/kk+Hhi9vwd2uC/08e6+X+VMSvInXd0j21RE/7y4TVzNxM/hiBpskuI12mrkbRjE4ZshVlZUPXAGqAGlcJnds4UsHJYERl175MIzgme3adHfnLZ2AqUkahG9JQkrKX3evkRQDRKLrDcS9mMHZRqaNVcTZs6+l4QypBS/fOw8wwMXg85Hi3gttWegykuRoh/Dwahiz8DSsw4NPa+BrnSic9CbKpveBp7pQZukxhAtc+bi6zK1r20CIxIcX06Ze61xtljnidzowhE7fz6nFk7KC0fEdgOt340BgCPItegTv5pVR7qnOHfopMzwyvZbB4BCk0gjqRzBB92UCfF1N976HzSt5f+ty9fdFEpHEtlrnMH4PJbnpbbnK/2Q6CClx9XmYxME9JAlRdENhgki3QaB03ZgxBBoMGcLWED6VP7XzIpzvdE12cpBEcWLwa6+9MnntlddKwlnVnkMYJscZ2R9En7SDkzAfRgfzMBMkdNy7WQJmwLgdXdS7+zElXr16Nat9/r6YeilWgzevfbX0bcRgFbkdxnAu5f345aRDCdGDfypiPapM6ab06CljpR9KPqM3kr/xgdAEHZWdSk65Pc/tjwpIXxadWKedVeTZvN7GoNtpvBZhmKzCyHeyftIZ7Oth0LPrG5P7WchsRlNfSV/1XDOc4J78ztmbcYnlYwPGTsygq/HUXMl6zTp3Jw3FCWW9F2OlMxYgwgdqo35SB8qI/hizL0KjA6Y8n7GKO0YXx+wnOiqruC0kjT0CrMYWTluzX7hgjKRxiK8hPsguWz9PQFdhiLQUoTSFaUHyvuuhIuVPGHxIBkjOXiL4/UWhmDfEEfrZvRliENT3z8ICn51TXAXWug18BBKNBHdQE9WDJO84Khtq8uGYhdDKIT2pR4cVxGcXx0CsMPRvqok1p+J6not7sDRXXrhUA9AX4iuu8nynBx/Yfjmhy4PB/esgXgflkafQz2UaS77ikWYcjOALH2W0Aqd7l5a8GBWcVrMwjfy7Phq2OOLqATCO+N6hhTR+y0varpumNRy9y5+TbyPOTFmn9SI/38DEnO5wB2s3PdWTeVJvAxZfxVdfHDg0g/stSOP60kGFPyNUGfK+76LMPi9cvPTq729l1yI7jm5FRJbvd/a6O6KHR7o7krkIe5IBBAcDV+WWxYTubWA59FIDRsSlw/Iz1vXupWK901Mw7UQIpvBZVBvfF3p42TyTbjnbLNB1f/O3fisMkdMdYuc0fb29vRnfBq6ZWS4V4rFYDEei0UPAkbogYBgDLpWBoCrj9ddfLyYw+YPRNJrqPVLOlXgbvvujdye/8Ru/WXg4GwgLGws4+9OGmXahXVvDRNmU/+IVyKcMsY2ngahwg/mqginTGGQXTUI/+Y+uOHRLwdl29Rxg74dGD2IKXOMnn3zPZOvnCzko6vbNG2lccUZKPo/TsxynLixcppNbALIcmu2kDMxsYDJfGkCigYGq1UzKSEigg81MMZT9w62WsrOtfcbPnh3uC3UiW8p4h80+8M1Qop0ZWL/1kywiaIV+6OG9lTnUqk/tl54laqtZA7qxsV604CskT96X/JHE38pmpRgQnvhiOb0NlYxnaCoVd07plYmhlP+JkG9s9/J24b+y2AVPjcjl3RN3jDF7PQHwF/hRrWemsSGSd9xsK59pq60uN+9JH0jRgXczabOZyQOFZLLDjJhaRT3IkdP7IU5quSRowU0D4QzWAfyWDIjpGaN7j4je0X9JbJUk3700MDh87WtfKxXm8qWxmeQL2egTTrpjBNMLWGuImdmwvcM40iqfSRz5yUN+JoA8Z4K8vk/Zv1AVH/7ikcDdMN29lyfYvrnrUQz+5e270OXUE4gHpufWkcVRVkwkHz2PtC153V1MeWDpPcAZasODgtdpwVZeV5U18JQNPk5u9uxb40SQNR3kWXQxqA4cyw67vtWJDVXhNxv8Fldo2lS5887d5btryk4nvztd36c6+LCezHryRUzO5vns51Q4JZUk6wxJd6a0EVhJRhfOrKeSmwhhgYpCN6Xvk/asE3oMA0PWDirFnds3Qng9S5ibz3SNCeQRaa3BR/9O26l7upxUmAaQT5HM/I6Pst3v+azuORepEuNLVeDPPni/iHTpwvnJo8RTURcj9VQKhhL4PmekEJDBPBcphAHo5A9TMbXyJdRdj05aZcdCpdeSdhm/5DIYdgKb7ySNe4oXU3+kTCwbuvCLORLuYiawlHUwfBpzZpT5eoQwtYaSGsc5zElpK2kEvPOofqT7+cyU8u9W6RdjgYF/ScZYgew8oJHWmCjjG3UhnvvoVXgCjoUeGBsO0mtg6klad3hL0+nRSRz5OAhgqELUxVG/vqGfWpG2mD10w9wEjkaIlkXnwJLHSQiMZnh7zZvxFAYNB2M/i8E7jniu/l06OAT6av/hjlAxn/OnAc4CTRaFpHesKVXwWEkUpIkQGVDPVBMMxjdB9wZ5fiMITdIihkUAR1GbqAEGwRi74cyi1oRqXFSA2UK6NkkLti7bszw0pB/GZEhPN+VLd9dbiCedSn/lpZfrd0sw6beySsjiXRXpEr8GyJFizTzwc23G0Wv2e+PWtHDstzToj1G8Rw/qgOCYRXik5PVb4eHS0l46tn/vmiZ6G9/hhqFG/kMX9+wS5AWflr7uFiqAI+3AZ0hTgkc6aXxDWw3A2Ejo/C1uoKLW4DxwKg84p4zq1KVxiQ/H3ewCLL/Z4De8Oj/f/Pbeu/4+3rcwnYVw+jydyQzz0PFYT8JAQStXGDDScrSFJxE4TS7jGnfnlZYz7TqmqcRjnYB/72HIzg1mNfDcEUuF4l7EsBXb+Uii6k2Ci7oAY34x33UGmY1zEkKZ4YJlcszLJ4NGVUwTie5OWtATDcQwjq7bs3Aew0ZXHCuWglfAKT38SF8LQjQ0Tk97kXYYhkn3YMMgLvpltqUwoGA94o9zHISLiQFKwRdXx0BrMZYluDRzjRVMx5M7n3wYsSzT9BLB+0x0XJsIWSV/PrjaVWw+7/ROyroW6wgYnMiKUdKzNENjuqV49Z3P/t4YSGNdyHyBIL8ya7A6aAxhGALD+aHiWnEDLoaFP5qpj6q7/Bb8ZncH14XB5Sm9tFXuinn6ZzDjaADeSicNwaUOHj/eLLiVQj4yTAALTPzRcJ91J1g6vu9Px/mMBE8O9a9SfYk/swBPMkC4ZPZki+uWduoP7btpd4OmVmtYLhTsQQZTCmcSZD/HbVtTGV2hMAKp4T8LRVICAcUh/TCWe1Vk1AvwdccCJsHwxgibOfz07Lm1qrgLcasVJ6WodB0XzmfiuKShLGXbi8i/yqfL7jupGl6oimumXgxjeRZPaAb3LL5eRfAZDMIGvkN6+zIaylIkPvzzv9KsRQ0RTzlIclPifsune8EBdwzeVoJDf5ePgay4GE9oaxXp3UE85jnvdjPIRhcNAKMKp2UePUKVIXTrAD6cxZMPOMqrYSq794J4s8/wnP3e3xqu+2i4I63fYPTl94kO3hITIc16/TyhAboL7jL2swsGuYqXgg/JMAoV1itGPj7ibaii7ad9a/LeB++Vl+BefKaPYnnJ+rOUJsAp0tOBm3WFmmNyGv8ULv8wt4skv5+GYrBKtdAlksYaEemDyA5cmmwcTz698VFZGDg3aVgrmVo2CLKvt4q8mdXkVscvhegvXBleiSQiGzNPyciwylv5ae8UCn/pyvxZjnIdTn22K47xQr6pZPAXF0kzjQ5jxj8/u7b6rscohozO7phtCyC8d41yZi1kmI+VxqJsjUiPiFTKm3MoiknS5FIZgREhYQ2o9JhnIV1V96LKKy3aqDffO3gv3uO4LMNTHIwqD/GaEdVxUKjeIcObggNWC5nl+KJIL75ywz3IYJriD3jDDRzplFHwru/97Dd1aPDbuFek/Ok45U3oxynTidjRvvgO+LNCZ+rbiDMKkP7xhOl9I8EVZCXmMQShByMkyUWafnJ9dJkGHGpNT4uJixDF3KCcBnkhJonmrgGQNq0rqigSm32d2vKPfv03yiry7o/+n8k3v/nNOupDpaV6qyGYr5BGI7mQAeFGGgXYcGT1cWQKZys7WkmHGd1TtYWUvQXRV/000ZveaH4msDCWUBUfa4lKbX2VKwWYu9loH0NhcMwBJ2XFJPAR4AQmesoDE4IlnY13fPPc6T1fzB6PYAgaP5ikrEUJ4vktnWfxxZWP/L1fzL4s4/tgwHKjkH++cQuAi6Au9HpMp3ACQ7maJhVp+keegjs6COLNXv2u3CnyQ9zZdP2sOn6fxWE+rXpBpOhkml/NGOGmAMZQKqx0bLKqpqoH4lmSHaZL4erKu/ITYafMQCKFonPz2015I8GATmvP77qS1aX1N7NmMgwVJvnOt78Ta8Vc9M6Ps/3wQqbmb2ZAd3+auyLBJASP1DFGYLXYiFRFbGfysNkaNThXXoO5efN27bt4GAuEUxfOxT98LWsYFw8y8ZL9zV+7cjawqEi7k2tffT3I7WUPlXOT6/E45BW3nH3/+Js/ehT7c7ZbvvzCy3G+zwRQNrS8lV1kF9MIj6KXs8mvRdKzL9u7z7HkRv9zaR02zrF+ER34SDtv82JmWunA9kw5OtypMzExVHkiMjcmLqcs53/ezxEtRhr78Vk5zOLlxfiiL8Wvfd3mnpdfiv4e1YvPTuostZjOIv4rGVMcpO4uv/jy5P2ffVTPFy5dSX2s1CFaC7Gw6E0eZ2ewo9RTlKG6b6Us7316I/ufZ+FC6HgjuxIcsPWH8nYAs5OYtbD7mU02IcdPfiH7woT8scer15AwdXoU2EcxP8JbvbOe7GTp3HJ6JrZ3Nnf2bDPI+/HGTFbFP+GSohlecr6PRnXaCAb/aSBmmvtaTY+P5uCCiVsthD4IMvjhdBoO//z/EEhGBXk5FUDy9WCP7s3e/HR4VosnpVvakBQmOkgJksXlKHHSp6WOdySLVk6606VJLe9IPSoMCWMQZKbTBBbtwjdd9AcffFDfpf/Gm1870SvBpyY0HL0GiVfSJAznuwEt1Qi+fq/GSkICN37ybf1WOvZ6Umwxg8rqWYJjlSnffFdesEh/30lJ8OQLJr1c8L2duuAHJhqJ5+otIcAc8IeKA0eXsm9nyd9W4HAz6B5mO7R8uk7qd+gFlgs+FlIomwutpYfv1Afr6Wo++S1vgdMYvF0N130xW9AJ3ssXPbz3XL/7QSTPv3Qg9dNyh7166Iv5AXqB5sEmG0wpsAY4AVhFFEOkK1YolYMIW5EW8AKhw7Pw7Eo/Ewejy5cjrRicE/Z1zRmwYRrEdZJF6qRswwaIC5E0eoFHkZS7ka63s/2xfB/EvLcXw/NGBpu2RLZXH1+Vs7FZO6/eOZ75W8wBNpzA54UIf6N7ODFHKste7Px+i6OcmJJKsJ8FmuKPhpYGHqlvp1f0cRZoDRxjGVlO/kG7KhJDSuO0uKXp4NlvjEO1w4yEAxXMQm35+U0VwmwYvVTA6PePplu17cZiZcNMNjHS9ig9Mekpjfy2shJnO+qWcf5qvmEkdNrMXo/K9ayA0TCxeKuRvJ6rMaXsaOL7FwXlEhgBns3g49gZceCkHtw7nDw107jPXl8Ch4b1ufdZeE9HUrEt0dieWTLSA8VJ6naipnApmND41Y+Z34jkMpHC38GzSsTgCmotI5ufylfxCOtiThMwmopUCaRcj+5tOnkclcDG759kS2kbEJF4l2x2nzT2VjFAtJBCeunAZVNXJmqS+M0gTI7SWcIFP7hhDDO2fsNNz4EJVKS7d92zUIME5UOLYvA0lltT86e85dv5+Q4veXinMSmjBsP06R1YGE65t+ICIS4cwdmLKgkv8cAWDx+DSSjBX3r5SDOLG/zyqb6LI6CFC0yh66J+/BJ/mi/k03nNPp8w+C+eRwowdZB6FoxG4LPfRpeyksmdl15+IUvJXotembV+d+OfkX0KNx/cLl1qto2DdQJvmieiL2YGtBbMlv43JkryNhWRwWCkUkhdjKKSSFB3XoCWTK3F020pFpyLZy5O7t+4P7l87nL5bSzGDk3y0U2OohdTPZay7nAvPcD1nN2eUVh03Bcj0WILj25pZ6dHcSXALJjJHoylF4ZZ6YTRc+JbEetGuto9jS7jByceaL78Q+jcy2mEykdHXQ5dNEIMzvRnQmx0jmnM0ennc2IEnd0OXUYk3vmtx5KXtH7fvZ8T11hsQkjjAc+7oYn19Tdv36p0Vt/AG6OiTTWs9CIahN1u4USyL+WEDHsploRMHuBgfg2jmUs9dx01o2kwVvELLUyUS9ovCqcqSTAIE89KcWm7cXU89w7i16p6CPXlYyPYEf993jsfXbCgRZeuG2QUHvE2H2YZVhixJHjcW4WnGb3eBG8FVJD2bSlHoMBBvBNiRPqpuFMGJz2HxF3LIgNBvuKrVBXMSw6jYhR4Nd4t5fiT2099NZXrnTikWdutSXQwSWI46mE0Lu+6YlUyq0xXNn/uZjIqHlw63xT1pF66ouUJZ+lb2rfklgf8SWz0RWe9DXjyME7xezkTR+JiQhc6Ng7u4MnPOZ/wsYkoGCa+pBNHEMfVv+tl/rRaAkfw4QFntAigjvYL3+EndP7u4Pe7z0hwyAt9rx9f5k9JVGwY4J5dkXwKARaoT5fH+zffvFpOQsxgfL5D3hAum2vGfOXA183N+5X7Z/CZAnPeiwIZNa9F/3719deiRlwuVYHUspzM6pk6cSAK5F5G1jupnJJkpHmsKCvZ45vku5SV/OuxCpzLSvH7GVAdXZxkFf/tNK5MOMTCYP2qM3Aw76MMFn/0k/cnV6aMzDqCuBhqlT06DSNyc/LhTz+ohqXhdQVXZaThOunt7oPhrquQmENjUda70ZO74R94l0tlLgZPzIG59FofX/+06OOP5W3b23cKv9bFWZPmF/j6B36uR7GCPMw5RS+/koFfBouPMk+goWggeqzudUjsw+jii6lD+M4GODpUyqJv6zy7oYnT+CuDdK2SnEkjg3N/502ZCGGKWciffe4GRgcHT127GidWsw79zu9+/gyDd+T/r+6QVejhE30/FbCZVfO303VGumcAOBs+w+TTj9IzHapUHnUWPLQFBvEtDQu3VT4tlaQ5SCVweBJIGJWhq16I+lK6tAUTYTTMaeOgB2EOUhbRVbD7SiShdKSbspBY3oOPyCS23y3JvFPR7vK6/cnPivENRsV1FYPfHTZpZRL/II1BDyQPd+9c4Eqj0UmnV8GoaKAhgIsW6MDCIj3JjqG9e3hveFOKqwGuBS/vXcoAdtEXvVIO7OR34RTTZVgJ+So0U/Vvd3A01BfiDwRvZXYn7cxt5PbcwNGswudYUXhxzoaneWTh7Mal34eYQYzKr/WYee6mlU/T0A99h2N0sxj6+Tvw6TabZl8UEs+30KFskxiEn7nK2AoRtyJpXooT09nYnNcz8Lh560YY59bk3v3bYbQwmBUoycbx0WZYBbnCE+yyx4c4COSYPrrg2Zx0YNbyrZjt+G+zWtyIj7K1gPRG7gB8z01E8C4sGCHuQmYh5bEeb0O+yVYL3Ytr7nacgEh7Xoak/2oGnWdyrqW+iBsBW/XVq1dThvQ01JikvZ/F0Beyh3ZZQRQgOvBPP4yz16uvTH728UelDlz/9JPJeiwz9sx2vlCshOWd+EjFh8k0VDhb4sXBSZmoDRjTgBRjtg25CJN8SfIfv/9eGizrTmZrA/tMyij/h3mGj2/0cVah5ZTlw+Bjpf9mrCi8I9tvvw8Zw8SOi1GPmJxzWe1lnvfw1CD0CHppcVwChhafvVp9+e2bORGMjcdqYJ7fBIOTlBOx0lb95nnU89QcmHKD0d6YvnUAF21m8+9vHe+ZOnhHeta9En5Bq5tNV3pdiIJgpCSJRI9TUd/4xjdyEOjomre2wiQ7dOfx+zAPJmDG1PwsxCefH2exhoBwGhJJJi9B3t5jaqEIkm/eiaMsKsOddBJKSuW3Ef/CCgZ7UHDL6pJG/DCMyNpxJ1P69lfZzUKRb3/721XhZkhJftJcJVJX4MNqIU/WGO9IWTowGjyOdEUTF72+ncLghIka5x4EYnTvfS+GSSMEG229Uy5pwPZd+Xzn7y5f+8LYOgOcpg94yo2RkrjSgdNjgHo/Q7/OA73kBZZLaLoSPt6R9GXZiQ+LAKYAJ3X8RUGZOjzzecqL/a3vnSYuy4P5IPp0eDpyfZ+J9uR3+rZCuiCVK783cortcmbazmQ1DBv0mAVdqK5fCx6r+U0xIwA9i3NTGI8UT0P4/DDy4rvCd8NpXyuR5jz67Kh6Nr7eLrbi4dsdogaY8xx3o4vT3enIMUfEChE7dXbz2j1Mg8jOsEth5PXs5HQ+2799/RvvTF64tJGe4SuTrawffCkr7+/Fw28hZrQbH38YyX82VhUbET1M77ST+N+s3zthLudGknYfh7FYTyxP4yr/8ScfTT69+UlO9/20NhXVq2lI1SOlQUjHu2/W6nHn3t1htYgO7pvxBens5DMDZbOT2+m1HkaNYqd3DtJGVgZ559x59n134wbjh5vZiVe8nfR+JeFDJwzZjcPa0LX0zvZGtKuXgCk1hLqHdEOMEMBDUrvjJ98FDUODZk7lU6MR68WrMeA315SBn+SlAbOATP/0d/d+9ql/9/3pdyc7W3WrbEafBTLN4+Q2C+zk5ec8lE6bgp6eezk2dLx0eSyV2rTlcVpyX0VAqkkq0sDKdLcw/s4+jTePU9lnYqIzWcSX5OrVqyW9NBwS6jgVkj3DBlFDd9KKdNvbyzR7/EhKHwzY2qAnFVzdYRjhKPkeh0lUjPGBSvH8lcAnaZkB6bQ3btyc/Oqv/mpJZ1Kbju49lU/Z5dWSjMOXkyjowPJF85aOyk3aVuUHH0wCfwzhTo8m/aSRVg8DPp8agkKPIC7c5EkPBwtTgWXGmJRvuzsY4IGhzg0mi3HRKwFefcmTQJito5aHeEE+zS/idvC+y68nkx79j0jupINvmTWnCZqv6j5T4w2v8+i795TWugfe7L1+5E+5y0Kqr4pUicaotQtykjiNrkNlVFJ7AO/3s3fEU1Dwy5IQ3db9rbe+Fim+metuEdngcjvqhllHspYkH53BlGCVzyxk70kWUmeoGAYz8lJRxgN2NvW9NiHKntqsIAisond2QvDV+JgcP5gcLmTR7gr31wwUbXWR9Cl9njOzl/27X3v1pRzIem/y5lfemHz00/cnG5no+Mu/+ouqsNff/GYsLXcnP3nvg2LEVxL3jeU38m0MUA32SFt+F+zb//Cjv68BIDu4XsKpcFQbNDHRRY+3QMOJZhpLlJeSsKVXp9HMRW/GnDAkefcTX4OhBsiLtLzy4gv1m85tUQfVROO8cetmxREfw21mTPI4jWfNpFYaNP1b73GG5M5VVRB6aqwaYDN4opTrAjahbqK58LRwrIYzVQFbVaq4mDHX0ZQpK/Ez/swycrHyM5jYetTZ0Gn6nrWnq79fzJ0u192EsFYhnUinM2gN6MkWO2dgyRSXQnL6r+VrxZmyjbtjiKelwo004YiEEV8x8DJzma4Xwz22zUO+6fi4hZ5K/OCTxIFed09+j4tUHWsoeSW++uprcbwZVgcSjtS6eePTVCaPPw48Ru/ZlDMqyHIsJbrfjMNKUi2HuUuaVpkHFYpw+W1h7qDFGBBaTocRSM5XXr86cYiAtKTnm29eqxMzkqzSYEZ4YPjyu0nvRMKTnqTbgWvKPK1HY4ZHmC/SFVwMadG2QJqDKUj3UcyEcMPAGiYJzfJjnPCtb32r9G3pW9BIBz4Y4JdDUkyW6vwwqp163Ijatxq1b5R5ahfPwBeDR3MJjySkQYhr5y4BLvhHmtETjYkZeMDLoJxwUZ4+3LcsJFHdBOlcYI7nwW/9nlGg4/XdN4zacU7TNn9QneZXisExshE89BXWzJmEzeCBNM3gFGABTjc+GByTh5EhGCYcgRfc8LOAoJH1eiwRY3HsmGCwP99RlqQh3mGWpWVkGQyi5yUdwpyqKCP/xqPh8x8xRW8Vy+/93u/FDv56EZFe++6PfpTKjuUgktI6xv0w01GG/uHveBnmbMhsoby+nsFkXvBM1HuUW2lwoHbyWOMpOdZVTqIO/LQYbS+NyS6ue5l2v37rXvmav/POO6VG/O3f/k1Jx9VMoGjIBp0Yn5VpmBzHImUSl9rh5IkPP/owFqT4wKRR8kp8GOa+kVX1qYCymIjnZGjeis7GcTc76l15CAY+ZiVA+J5QhcA3CMbcmA9D04cNdDUGuBTTx0yKMcFcTKGtNaV7Y1LMKK2rpLuxC8KnKlKV+Z6trdfHooVSPeCUdC6Mp/40YjhoSHCQJ/VpeKuG68PgxagB+wSDTgXZqGekGHxX2WPsaSh+y++GUTw5/e35CStKJ/r3eUdMBSKxEMpRdKQr3bGRUbC+SH2bW+rXEWMqLz4XJbBMOJCK9FB3BKYO6PZP4E51rcxtlCQpaRR8Ru9y6lOR/qMkM/dVcJwAvLY6CErHp46wLWOed945M/m79z4uCS5f+628/MqLVakQFgcMZVfZLmoHnFW69xgOE/TCB0zQF9ybSVYzxkA/cfUcaAMOqQ+O/MVnIcHsYFBDpEF/apAeRDpjBd/ATiUExmC8M3EpBquZRT41jkma0buPavCdAJQf+sHJd8E3DYMJscsMpvL5DZ9ErnzBZwTodPUwhUHIPv3+6d/ywiHPej99zXx79vdPVIwMroJzMo8ULZUlBDgJo5UMya77MUcUh6Z09bVrVX4lv8qwN6ikz7ImLC0yDa7WOfPvvPP1PK+F2HyBs3HN5ieRhiFQJlXI/iWMpSdgS+d5aA2m1fv5Cp78EdBFjdndPz954cWvTr71a9+ZvPMrv14nQFgBfye7Qm3m+ihMtkGaptsNiGoM9uVeIakya3kUSeyMSvmNnbnSI6FDfDUUZil+LnaZ4qVob2uqEjytm7S65+yFs5NLue7duZEuPk5WsbzMRQ25fOHi5N0f/jBq1152k71b/tMPeCrmjJ7dMNSy09rihru9nxnT9Jz2IWHzJr33Qgv+5OzdbNXUgYfJezPefFQj0tDMrV5qLifZWflvbuFRvtvjpnrDxMN4DoBdCJ22s096bb6TuqVc78YE61u2NspALOpjSHwhO2RZ+K0j30mvuJtDbneiWzidbjHC4nHg0emW0rAc/vQr3/rVyQfvfVjPAZr/0ddzp46YgDEreiXCwH6Ezmc6EzpiEidP66GP0w04qTpAw2+oOvgKb7VWYB8a6wkEDE2S9zd3dvAOvgt994xL/70F0mFkcQpSK/del6kVCyQICaNbq81rDG6mLdlWCJhXOvd+35KcylSSZ5oFQoFNQpHgn1z/KHCHh6JBFxhdYDA9w6elydH0BDQSqKRQ7r73xSux8gtjSA8Pv8EBmz5OQpHI8qNOkGp1tErwIqWa4RoX6UlZZXvx1Qsn+CkSHHx3SSdP8fxunOTdl/j9/uk7eNJ7L8zeTVh5PR/mv3QppyxHXSMwWI9sSIRVHUF+K2MkeOyl0cLfXpN7aVjXMtaA0/MCHKWt8icv+atzv2VuI6MO4j4r9Pu+PyvO8949weCAKPST90GczwNyQrQQ5FlB5Wd8UoF+qMs2mZGGWBJmbJs8ujORqiCFxGA48YWxZlRrHxaZYsb8upQzMjEVS4otC6glx8fZ2yPShm3aHofsv4bOeoaljBnMFDoX83Eawtls0j6XLV8XIyl4vC0FMTgsLAyGZo2pwVGyhgvrjl14Mbo1mrp9+iwmdGEouD3IDKGV8RqfqytWG3ESGWZCuw9++mE1ECoDlQMT8RFx4gNGAA8j2SbYe+UvY3rK5G4KH5y+alcE9CsGzt1zLodazbuDoHyi5Ae9f30j53tEBTqyfzgJmZ7lIKugNEJ4Kzd7vpU5hxFMwkupSxNYVV/1Zvzxuy9v9CIaPBXKhUa+M73aZDU/TlJ3ui+6d4Lmvf79rHtxD4BKO5vAu9nfz0r8ee+a2Ihc+mIGMPRW12EGcmWbTfeo4IshmrxUjIo8ufLdQGQ1qoQwi4v4Kl4wgCO9r127VvACPJWSJWoZ4L399tuT7//d3xZ8cVVUSdQwqIori8Tq6C2WFscIXzxhYeF04gOjOdcevgIc5Y8ZDegE0lu8q1evnpwoIa+V2OC97wYgT/jrwZTJGKXihQ7gaxwu+LkE8eTpLl/3vpoOp78rSX33tBOzrPxsJFT3NGJpPLtYmMCmyy864jBWkVRXMfftbNS/GEsTHA/i9KYcgm3wxMekYDwrNHxlUnZxCTZ4KnvhkPogLDru7L1horHwdD7gfJmwKGFHrgyK0UfS2W9fBljBkfFMmREl9VW2XcjeTyG15LtZ0OA3zdvALuPvkrJ16m8ya/SdsygUblUpqRwDnCJslqdlXeI//af/dPJ2dHuScuPsxdznMpV+Pww9dYJiNQ5e8/HT4B5qEQP/lZ0cSbhzxtrJSPClYLIYXVDXkt8LqeW56KFLqXx673wYfsy2njKYscph4DA7Ur9eemEsu/s4EtqButv5piLtCqCsa1kTakcrO3Q9zKp5A6yXXnulyoapVbx7SzkNkhQV4I8GgnszvFnNehfqzdZ5OprxXnVUkTKTGmaz86w7fFzzmTGWr1lnplOGYu4IBqaCurM6iV58nDKdiS/LN2J+/Ku/+quMnaLfG6vMhNN6Gg1Ig65GG6ZAC5egPNTLp+M//bvjz2Txcz2eSPAniFOEPGX850EspobwCUs+GVtLXz8zZi0RUndOIpBOKtI7jUCFCU34KBRFXScJVJhKHc+IMAo+X6YvfhZgYPAL58aGPggrLyrSoT1VElSs39KKr/vc3R3+3vAZKsiQ6HATz/smsndUBL/hqeK2IiH1FtKa0cQYeii9Cvhs5PKsBjbNt3EQry0bheD0D/hd0fY4FFSJdx3k7be8hTqgdypZKu2UwR9n4FmuD7FMKb/ewuVZPg70qh4k8wfWpmow6KY+wH4Q11p09VuZ+bIQUOJQqQ5yONRsaLz7HTpTvzYyKAdPvujCXr8Z1bJDp5u9+ybPEx6bMmn/rrQzNGlYs/cTCQ6whOM+G+XnfwZnIDG6VDNzEC2CYoowvVBEm4+5at4OTKNGVMYoFB+RTGUb4lcYLT9FLqlCsiSTzNLdzgMpvFS7vt6+nQ07Myv6QpaWnY/9+y//8ntpSHFaSvms9F9M5QaRyPR035Gw/FIWci3lWiwfjkjrVCbJDT8MjhHRRWXpOTDEYvC0/zg/8bm1rM6JpSGm9NJ1N9LNX/3K6zWR9Vu/8WslhTG+RndXt5+ITmNYTqNYzd6CLbU1IHm4qnxV7tk/w1zXzO3LiQCQdzWCUGj67L5xLjbtqFca4IoxRvBejHhfTA9lIPkwDQgDciZjsXiUujEX4PzJ2ityLsvm4vUYUJNXwtxvXX1r8sFPPght+Aw92ega01kmxdTqswWZRgEXNN1JvgfpTWfje+4w+76Zuu/i1PNM/E43ex8juNk3v+TzyPQUCOKxNHivcC4Mjkm05JV8z4Fhee6BZlsRpv7W6TalNYhUsZ77jgt48tEJSUU6PnfbuUwYreXkhI/u3iriNjYteZuIGBisp+8NX14tyaUtaR6CKoNKk45EcleRBrsmU+iaJn4wtTTitx3Y9Lw0cHC/FQkLNvzFa3wMKj2TnrNh0GJaufmwksGhEIWgGJwZNUPhvAkT5762lsYY2snDADq3Ck1HeQjwfPRop+oEXpzSNEiDdqZL5bVnjZ7pj/7ojwr/3arHMUYqIPnTtO3f6hg8ZkIwmrZoZsvkFlsd330Wxuyzb/CevdeP5/yJQMvKk2TWh/kUAiEOwK4mQP8eGchkZOS7b/YPVACWCNPebJR76b4wXREpla07pp6oyGhghdZCrADb28Eh5rpdBypFr0vSjO6X6mxGVouRhynekcZi4L1sqzyfLvXlV14PrCwaXjY7tzl547U3Miu4Fvvsj2Pkj6rwatxD/++PJ9/81V+ZbD9ybAkno0iP2JcPU+GfYsp4BMLbXtcL2TdlLlJtLrOUdpWNsWNydJ+n4nR2L2kePeLwP91EMmnKVPnwQawq1nnuZ0/BjTJ/fvPrX5/8w7s/HBI5duudqEorOX9za8vkkaVre5Mz8TAkBNCwdOFQpeiTisRgBzm2HF3VE0Yh/YrOiS8sxqXXO85S6GSR9VyYsxg6hNQAbPOg3uZjSTmxsmSeQxVuXDyXxnm+JpzQ1xjk/oMs1YvZMFxZkjwpM9hfz0zxPy5nMdJ7LTbz3bQWu4d1UAbBXbOBT+Gk50te+Gz0TuP9Wsq9HWtT7WcS/Hx3wb1gJL1yd/DO5ftJmH0+eXn6cIKdhB3G82Dgfvd5984UASFnksBmNgzy7KgYg77WM3dcWjE656pSVTLJA4ZKXk2l29zRcYH2ItzOYIedVoWuxyXUN/mYKCJJfu03f7ukijyakI/TvcIDk1jTSV/0Gw7zseA0Mz0MswvguboyxHVZ6eMd1abj1D1cUe+n6Vh6EDw/K94sTPE7fxWroVsggZFJTPnshF7ikXTuaKIHEMdFaio/Jm4GbwYQfzf7NvqNgeTBoazLcJxB8GJ2wipum5YVfrN1RlXQS5Q7QRZgm/4vGoXuBJRv8v4n/+SfVO/UVh95yH+MSz4rdZllBQwqzm4aK7opS/dWyoPBwXHBq8qS8jSOBeQ5f6R7XigGB6yD504y+76/P+suHuTTRo12SjdNkdO6x7HgCqXrViCzZwrhmWnt/s1hasqr5Dva25K9QqYVZXZxP2sod3OyMWcgu0Ox09pp6tzZFyZvvv31SKlscp9/eoGd+GTDfzkzl7Y94yHIPm7DHVs9rK9kbWAaARuyTeWpPnuRbBYZO+F4PlJVGeDsnj8xloRRcg3GwvikkYExiZIZuVgg9CJFa+WoChsMYNMhXxejEJPe8f1JA2XbHoc33bh5qxiZTXgj39cWmO04sJ0tGmGkZvBZ6T0qNnhmtpdaIsS13d/JfnCPeKn3c7aDqLfBSz37nzu8/GSlcujALpoERzsNWGTi7Bs+QVrHV974Splcmfr+4i/+Iucf2Y1qOHj1eKp5pe/N4BodJj8b2mtM6l1QrmL4NJ5ukMr3NIN/EQMXsOf8qUHms743os/69vQ7cbshQTLWpJTfYoexXXGrKPxPbJnQEtBdgQQzlJi0mT8jt5Nu2em9jY/KthyNVCAdOW4hoi3nEG/XTlSpIERtKSOti2QyOBTfN8E0sOeSMpGYC1GJxK0N6PM9nfBJBRSuUwbpSpln9psNU0KYmFI5jUOXWdTGBzyNvHV1ZZOGdFcW0pKrq3jSCL43LM/KIp04LumqQYSs6mI7LgBCp3/6zpqhp8V8TIUY1pGO8+nBanvowPvt3/7tcrtFI7gyGkjX0r0y+EweA180F+AJbzipm9mreq98gxvcBc/iSvfLhBMJDmAVPuKv7mG2cX8++EaaTwDkdD80MJ6DKo8qcf/eozoyzxT9+tkxY7eZMy91wauL8fRLOlPifBbm7HWY/vaYOApBSZ1ljBkLyFbOT9/KOTBH8ZF446tXJ7/zu7+bCjWxk4aS/NbWz0UixbYa6Uq/Jbkv5hTh1ejYbM7DOpAiB+Zqjg48ymwhScyvg118YS/fIg1D5sEweqH8HsxsQiJ4peGii/0cj8MY8MRo3UDrW/0eM4zMlmhkQkNl0ZH3902/j40yL21kmV1mTYdQHI1vK7jaCWDxMPsgnjmVahhYCPhqmAU3P1SiL5qaLc6cg0knT3OpBpvXCXCcPkk/HjNfkB10M/A1o8npygp+O+GaCT6OD9C3f/3bJb3vZV4BU9+Ns5hAb1ZWTNih+cW9JbhGUfQJPp776oapAXiWr/LhhRYKDfd5d7CfF06xm8aqCnpeiqe+yWAUbGRUrc5AMciS4HS7ezls1TNvPAzunRk2asve1vAjtmUEUxvXWbqzgoJFSqhIh1GNd+niwnSkCCmgkSDQYhys6N1FsDgcwUt8jUzejx/dK+mzevliSX4D2cfZnm0z7rQIivAkp7KwOhg0h7XSgAbBHQ5b5QyTK9tg+jD3lMEHiw3hUBWaKoa3Bi9uqxFccv0Gy9U+KcjqvTTK7Zvf/XzK3Bj1dMxA8vY3+EtfDJM43qOBUDhVum6QA458pCFFa8PR0NS5PWCw/PxWDgNDa8cqshJdu3atPBadNW9c1XlXJvkDntALER6mrplmzZB27wIXPYXyXcmywhpMJz+wXOoCTo17AfwF/zyhohRy0wbRiH4RXPFcEOoKwnR9Aq0uDSPyQ6nKnlYwR3jmvQ/fu16MtbXNBsxTzqAzemeaXjWWFFzYzx54y/E9xsR8JjhW3cuWB4urY+elYZfNoDa9wH4aAMm/kpH/R5/8LNIokin6NUsR4iI0xoBbXFGys1UkrLyzAjpsHOtAGtcBm3EkTlQNNnG7pSojz0k7sx5mZynljRJc+E3rNbgPxgkLVnxlks6YwsWKMSwZGC3w8nstA0Gr66vS85ud2u4GW/EAVOHo24PdpnMzwVJ6QHHSJmMlSUPKZQZ2hJQ1DUyZ4apODqb0B8e1wo0wZe5Br7pyRAsaffsffTuLld9JvcV7MD3QD+Md+dHH1+PHk30jw4QEh7ruMMszteNwPmBueVMzzblqKGhPEMlL78EAwK+7yyq+8vXvhv+L3D8jwX9eIM3gTUSIDak6Ji3e+OpXSicnETjn7NomIIHEIL28BwPjLuSYkownU9GWYMXbTquOzkyHP9wevivS8Zkwo+Z47s0MNrX0UYGjdcIFTET8/ve/X93qmY1h5oMfibGXwVcPkMRvxiGpwWoG8K2/j+dTadjfZu9DFQg8Y4qk7QAfeB7HvdX71GfdbUGhwjVml0rFXHAY+vBgVuk7n4bprizg2qYNzkLDqfv0vbRgundZ3esIkKgk8hVfPmCiOemN8b1fCyPC08IHlp3rn1wvPMHrIK3gnuZTz75jZCt/1LEG15JcvOF4NvLt9I3jwG/0QAXsGX9m83/G5/TC0WHTqUW6ZMASKwj9iz83iVKFju4mo+O0fgOyjNkDJ0yZrrm8zqK7bkeQDR08zBkTny1tL78c99VXM0V/YWwZ9rd//ZeZmr0fpo55Lrrv+rlI0LvvTVbXL5VfNitCneEeXftB1BZLuS7Ez/rxrvNxHk3WzpIEaRCRnC+++Prk2lvfitRannzlawZp2a3pfjaQfJwuPbpeNq2Or3G8AA8fTP6T/+w/nfzk/R8k37uT7YNUEgvFUqbW5yL5FjOFv3cze2DHWy4ikITfPY6Uze+lzE6uhg72zN6P1LMhzmrer0UVMssnPumcjSROmAMjOF9eRTXhrU5HvzGYzUArUtxJcMex4Hi/nilscTHfUqbLNUDjBfHtOfM4vQ946kIwBrBzQDIOJ4WJYtM3XOa/z85tRniJ3bssIGMyhbJFrTuOYAg6KVPUs+zau7eXfONktps8sOnqqv3QAV6b/Nf//L+Pn8zXiqnPXnwp9R1cs3+jjB9kUyI9pRM5wq15Nw3BUwCLT309p2wsWVRI+4ZvPWIujLqZmedqOC9wSLOkMIYEo4bEcV/PPojVIPP7JEzhhyAnr+bRYBpOaD7T6EpFQcBuPR35y961xkJ+WhAOTUexoeq+6NgqzOCSOvDmm29Gb7s7ufXxJznc9EFJ74N7WzH3XcpCgbHuUXzqx272SLl792YGmGE2eWRCxSFQxxlgYowiTiQKaaNgpITewETRbK8wmbfJTwgSuOLASxd8GEbz+yADS99bujFLCn6TXu0P3irKYFbyaTAxySn0e0eLdyiCT4nt+elrNp5v8nShgfspzDB1vnc9Yfb+3cpIw3r6Lo0DYi3Vs4k+2OB6r2xOYcCSVEZjJQ2YhL527VqplBYtUyGojsZOLDvb6V1XM1NcPc204ckXzA595hI8hbKUTJ+pqnoIPaz36kF9wq1hNI4Nb/beZX/63ezvfi4GRzCA+/IRkEauIz/r3nF0ky1lPOvOEANRXJBn0luL995KJODtO58WIy7Gdn3/1vW07PvleroT3wQwnY2zvPJSGkdMi2HiyIRsxHMmMF8KnFdz30i8uaykyU6u6YXsvUJSbM/lBIKcyuA0NtL0bpaYOU3CMvAH97NNWWComPNZrKxXurGf9YJpGEM/jsddKt16RzpnNovNzGbKleT7UZVUwv48iZoXkaJFr8SHr7IXQ4b1Bx2m9JvSUZynL/H7XTM3XDSsZkTvxRHA7Uve3tvbZIQwbX5DjT7ONi+EvClPVJmUx8SNPWMOQoujSNAQqFZTnc9ZonxaNrK42r6F/+V/9d9MXnz5lTDh+cmdnPKwESvU0ePYw69em/zRv/qj0DBnakaNdCIzf/Qnw8hXoxHGzDEDANt+aJtGth1rzcPN60WvV1++UkIHkzMoDNoNgYGP0Ejo8j793Pl433Safc7ijQEEYEB+3lBHMKcLNEgooho4BUhXDNMSKavCSPIiTAh29ty1WpAbeqdrzabreTAqN9EgbTTROqPnrbfeqveb2QzTpISewEwom/r2VgZJvAfPME8Ouzn8DzPNnvmeYtw///M/r/xJDQ3NMjO+MSQ5RtIQBea7YtAQ1L16gTDPaqbkTXWXVpC0KWXFP5oyuK4fDYvZQz/GuRGmjBemm4Xbz83Y/dsdjeTbFzp4L3TF93OnDyvU9+f9AQfMnZhZLRdj/pvFW4O/l+n59fXlkty/8zu/UxYURzqS7OpNHf7xH//xSTak/M1sjXeYRtJh8M+TfOSdvJUNnRajOtLFMbR8d3LIrzwGH47yKptyEyiewXAXZp9HvuP9eP4sk2eF2OnoVeIBYERsoJ34WXfedVaLHNWMHicijJ5uNqPFnawTvJUzX3RpVoj8+Mfv5vl+dOiXJq9k7w5xSOjfykTCUgr+7j+8V2s4+XbcvZuV1xOHmI4CsIXv56yco3RpujX7D37t7Xcmt8L4k+OYCx9HPckgNdiEWAYymSncT09xKy6ZsZMfx1qQXY6i54cZAxJDk9qr69lxK78Xp1KTNYYuvpj1orsRRk47OI5eyzZv8qcZ/HDK1OVDPq2EouXUx6akfAhmKl9loeXs5V1fGLCZ2bvZ32iuTvrez/17KeMDoWCHYs3utedIBrR2sDVLm+JFihv+RHorRzXMqBnL61FBssHQSsY78Y//L/6Hf55ZxyuTc+ezT3p8fT69cTv7t79WK6P+o3/2H0/e+/GPJhdeuhhB82ByPqc835+6PLRK0ngVUvlDFRGsp8XQmJtQIXAw9Yc/y+r+0MylsfZzqDXeRcd+koWfblCj7JVJ/jzNsyXBEfRZEvzpyA1k9g5hg5gDpr0gvJBCHFisGiaku/nu2k2BqnJSgTezkvzA1gthZJKU78VHP/s47w4nv/Zrv15wfvCDYf24EGcghCmdLZ5x7HoX0uLB0qWZzdT1sqGTMooPb2mWApuP9o2P38uC3GxaH4mgnGMRwVg9v3o4BjP2ZJEeg8HrcOoDQ8rPxRSooe2V1B7kVlY4tJQBFx25wXqfnyNMGbuZefYOz1nGbnqP9ANAP8/Wj3h9zdbFs56HujMtU/Cr/A3MavA21J9qUCn3r//6b0y+853vhKaXCj4mpIO/9957WcR9e/K9732vGPP69Y8zbopDWeqYHj3CZyW395zu0Mqic4xNcgssRCR7SfHAgWcHOCo3vJomvnnXv0+fR330e/Fmnz+jg3cE7ef5IRUQUUgSkLhWbC9i8khzKz3uZx+/6598FL1uY3J5P+dSpitaZ0+NlYWFBPMvr2QfwZyDeXAjU+RhKPbWGzc+LtVlKb9/9z/43cn/9W//z0LDcX0Xz788uXDl5cmr0Q/PpNHsZFqeXr4Y6eCksdgFAn+oQ2zpdmc10LWWMMYOYjv6eRTrWDGcEqZx8Xw8Wh1T3nsl6Rxz4sz6MG/g1qCVuhpVc1cDiW6vkS2llxqVMBruLKNixvBgBRIcwT/v6nRdKWBiCL+bqb3r54bTlZ8qH/mM7IpvmSLJRP42TqSwi0CMfUE7Ond62nRJ0cMDn7Kesixk1wM28v88uvfZMPflK1nnao4hYxv3F196LSviz05+7x//h5N/+PFPsgtYFjqkB7xy5YXJw50n3XnhKgTqFCMr+nOmffxdlIGgci3HQrQWZrdzGGZnWrYDrfQYnOBQxhN4eT9Lo35OYab5PMnY/f0zVpQGeJLqCx5KX4wKwPdiJ5vJO7xoJ45NO3F0+jRMyF6t1ZYOGFwOUhCt1t6Bzpks6Z53xzFZxccu34e1g+upTXOkJykeR52hoz94nGVmW8dlU790cW9yJY5XrDAGtAjy4N6YlTuMR+N8uNKKGunhcEDhT1B47xD1wuXRQ/jejIXA4vhtyn8wYdvHx5gFA6mwkoiJ33fpxjUkTud3+n58f/q93wL6g9u4eNfM7VnovNwHO433z/qrN2Kek78Avke/2er1E3bNeiEDd7v9lgULXSIYwFd2MMR///33s+VFHK1iBj6TpX9mNufiINZw6yF/ioem+fECVRaw3NU9eDbrR//XXr74/1Z3Lr95HVUAH+ezndh52I2LndAsnBjES6mhqSJhUSRSxIoFC8S+ypL8ByzI/4KASkg8CkskRGMWFFwRlShCbdqoTeq4Tpw4cRx/fn38fme+41w/UiPYlLHvd++dO88zZ86cOXPmTLSrRFJ1AZ15mYZ5G6fpFy/7/GRdDdYafu7zl/UIXQqoEkwj3jQwCGuhPL6uFjhTlcsVrPx2gdWCivcQTktQxIRfgwfmWgUpvdTwG0D3gwThZQEaFN446hK3NwAYfC8FiMtKmbplkpW4d28+TP+6IqaExbRGsS1+7uVzrI6egig7i3e/oWImVlChzkOopH5062b59a9+Wf7212mo+kOABYVAhCkgYwEFkaPLyYPw8vLdynRdzdQwZKzCOo8ABoewfOUZ8o5Wdk43VNhZtYblyOC5OzaY5Q7AQhWFC/9xX6eDCMcKY8KQpuFFKtPxtOZEJNPwWSdSe0nJvKeLPHgxD/1bUOm2cKbeLeT/Uu3HEIlV6tThTKElFNPU4VkEodZgHQ8wN3H3jrMVy95/iJ3uEKgf/PBHZQoK3atM+oDrCLYli2VYB9ZKrXA+RLx3rl1Dq1MNRESKWCnbFE7Wn1HC9j+GJGbk+PN0lOeZqKKKAeshqzOIdqedR2dT24Gsy/2FuUB0/YOdAl6OvNkZ9K/wtL4VtnnXv+nyPcN730bB80Mm2oy833MmvjOuhY5eCMtgA+psNJo1GgjUjEbu2CBBaRzeq7zWsAJFHlDDN8PHR8tLL50tpzF46SxeseOt2Wo1dZVGtQyBILAzAlAJzMzbsDgggngTSGgHIlwL9kieUD/Lp58NJYWRr19nr6IUamDQiTMdnRIz1+S5dr6KpAz8iNsy3yaiuvVO/7xikczIuERS74QIv0/7yfAZxvf0i6FdCilEqaQrjoMcxXJ34T5G7m/HopEm9RzhQseEDmacMALUpeyuT1y4cGGiyQ9xAAAJzklEQVSLujrqa7RH2CuxcnRTp8fRVqJj+/nNQwLcRHKYNYxRDsk1Dzud6Ts/EkYJW8ue5fYu3P1umdM/67ff3fDCVedzur2et0lRLJwRvYMV2yJnIrvvNYOIEY/EJ5C6CJZBVsTlbzofu7IV/9GkmQ8YU6ccAVFEhCAiXISVV1xIMwaSOZFxSXeA3SvXr/+zvD0zA/syV86f/2Z5+fwUeTgpYfdHHwsHCq97PE34UDkzcYq8KltC7qEBqOEaV2BFTE+HUHYecno62OjYSUYA+EWQY5mdP4egZm2VwThfHWEh7BcTJurhaQk2ogA9jN1znTCzwdbVZ4n61UbsZy6xF+D1a/pHInv8NMPsjOM73TpWgl0FXqaTP1LbEmC3mWOEdiWUFnMCFhAIwEohIRK+YHjk5nlFp05/qXzlq5OIXdmUgWhwEP36J2g7KhtV1eLWLfRPRGbFrwgHNplHDWEsaJCdQEeQoYvwzlm1dqvWZ1ixYuVZXGoTx3L6HPo03B2j3C3lflhhZnm26sn3RN6d4Mh09G8+53vz7rNuC8FtlOZF7bqZ1iGzBt/9a2GyQFGJ3UGil4Zhz0ZF7LkOb5JF4wVSMDGxA4QDKBqElGrotEgqNRHVXLlwRj8z84/y/dtzZWrqldBLuTv/oMyiDCT13ugsl6tXrwYAnehFGclHwFgWgRqAZYQxbzXnpECPlznSA9VQ/TT35qYJ5mOMMpV/PNDVLkR4GPEPIh1IYAf8upOrWDonjRbqBLqob5dabaNa3epGoGf8mH5eBsln78LHeiiudUTyJGalUqqfOpkT8URcNxOLTJYxRlTS8d3nycnJqPsmqhBSaxF2DY1MO/H8vLbGWbmE73Zk04LBwp3bsHu9MUn3oIJod+FKnrJdlitgQV45SvrNdL3MN+P4nPCwbvpHW/mCMy1d+vnefM7vhsnnvOu3L4IHYhryGc72iTaKHzoDd8pIbtVfubMV8OwbSCjP3EHcDXg6G6anX6BTEHjHiiDaJgTh3eOp2iZSD3m43n4rDnozqelD5baDNGCJSedvf/+zcu3638u3QPIXz36DRZwhGoZG5twfZQedjtpuXIwofWS0AWUTYVdR+lKha4MRJhZ+WDl1Eusq6NjJFxAZPuYkhznCw0oxQpAS+TPxZCnfO8JDOlpFkiZAe0jfd5f2A5kIW50d6ym1asbpBtjzZrhPu8A0DnG1nvDLUM9eVor7V7BlyDlDi8iq+5gMQie30nZjiLuALIsizfEzXy6vfvd7sCQHOY9ooNxlMezBIvw69Q7KTD3PfGECGflimbsLu4I57JETYyBp19qA8hrKqCUuO4IwtF3teI688uQivZfwkMJrNUwkNZ76+Fk/8aZewkzWxWJXAuvzU8RuPid8/1sEryPZFoD2e8hCeM9LBLfS/ERlLLl+dh7XKaxUp0etQKgLf8aTsnitc6yIlGSTyan+a/CAKx3YEIbdFmIsqfU1KPUch7POf7JQJs9+PaiQhmn+8MYbTKKQnjDRskGNrxnjOMakyycOHR0N+bfmkG0EKZh8uID3uY1sPieGdjB3BNnw6axXNpB+TxG8jogd0qlw8KOdfDvFynSedc+0vet2vjvHkVLLNslqLTHSyeoJO4mJ28xENsNY1lVUcNc88hCWxnpoQ1wLYMbVfo3x+pmIHgORLffxkYPMgWbLlTf/VKanpwNGhnmCdqfUWV7bEeM+inRgfenFz7xqmHpGknC1nObXhJfU23fz0Xm3E+R71rX53nw2TsLFZ12+533XJHMrg26mNdqzf83QS/DnvRnaikUPpsc7SZNaW3knPHVoslDAhgZSwsGQEt8NFxQQSq5c2jAqDcG9cSnVQPvuYKd88tH7pQVQV1YXy29+9zrWZG+Wixcvlle+M8V2rxvlg5vvsrHBMx3drULesAxKLkis2jKBImvp1q1qsikanlyE+ikpcEHp3gKNoKQEOb/ziA122Qg8V2ytbzaYdfbdLqpTbcHyOyJEPei8bgNT+y2Bb/j9XIataW7n2/22SWc8gLREHfDHy+y6AaHVM/HYw0FYihiV4LfV8ASnY/S0rkqxtMh1jA0H7lENVoZOfhQYHEG1WMERNABjpg/LL37+evnzm3+k8m3YFDQOWY2+z+FbilrnmQtt0sa6QeI6+RSRH7HC/JANJUqsXECTwjvKRCcjvGXXn4ct3BEeeUWC3R/DJqyazzvD5Lth0u1CcD9EYv8B8DORrThdD+NnFongmlPQRFoY9hF7u3rRoE9UVuSluQKRLKDGKU1H9mRgAGhDOTUPLICkSCsuYDAcemzeOkDsxWSb7q2/TIe+yoVXv10uXbpUfnr5J+waWgrdlKAWjATOL3R2MO11S7EV+0mNHsWmaKQR5BsjCgjvsncdherIY9wkBPrrLKvPeSl6tB6adjOsI0eL9xZYFvDtxtkCVKSy94/pNBvNUPkuFVU/x8mf9XBEu/+IEzMY6db763lIbWBmmNCpCTZPPrsSEhHQNhoffwG1BtRYQU4Jktv4OqhAWB/jGmaZbYazLN6ts7tKFu8hI6OTzGG2Jdomjh6OGMY/zGG4sn4icSK4cDA9KXeUv9sxrI8wyct3XdYxnxNu8bH70wyT4fK731pnJs5dXmbxpMoxmRChfmbjKGnge1xgF3EEMgXpYi7lCT85GHXI4TH0iCHaHdvuKfTatIG597AVTUtQa1AJjzFZR1rhyWNq9NnItXI1A0AQhx6p0edO+aHhEahf1WU+ht1tJ0z9THJkI2IXOOlrJ+UIZifGxpDZokN+88a/0HP4ADk8i06QohWU1qWqm5TTriQ57kPlcxXLTT3whL2shC6xa2h4aAzKfaIce26EFUAOkkLu7b7OFgryKitZHrXx1tbQrTigopaTYYgbZVBrUbZAar9GXVepu2yY726waCP/l91qgxjKrr1bNuujGWkRw3mKo4t7ONtafaJj24fatMkS8uolWKaVHuYksBO9Q59jdjFY7tx7gIk1lrsNx5zFGvbRQG3mEc4l6KKRpgs+m8x11jkb9OgIFgm++GJ57eKPy+S5r5W7qC2rI+56w9iJPk6Gc/N2b3n/5nuxSWVm5i229y2UFZbsWfQoE6cnkKkLT0y/CUfWIBYwtORKsot0IssDTC8zJy/zs7dp+yfokc8xQtNRlhaYI9wBds6NKiFrInc+2yF2OpE2LzuLdc1LuPnsnZ94hjT+fzspvLtMRHQpsAhUNRzrzpSkQK60Vkqq3JouS+PJY6/FJPSzC4NszLxn4+f9fy25u/ZlY3pAWqmw1PXDDz8uV668E+zFezfejVFO//Hx8dJ78kRZhUio/vrxrJKZukpseSyjd0cStQY/C+7fo5a98PUTE5MAAAAASUVORK5CYII=" /></p>
<p><span style="font-size: 30px;"><strong>Pour une politique de sécurité, citoyenne et de proximité</strong></span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">La sécurité : de quoi parle-t-on ? Que sont ces « chiffres de la délinquance » dont les mé-dias se font régulièrement l’écho ? Que comptabilisent-ils exactement ? Qui sont ces experts qui viennent nous en parler ? Afin d’apporter des réponses à ces questions, nous avons invité Lau-rent Mucchielli, qui au sein du CNRS, a dirigé des recherches sur les violences urbaines: homi-cides, viols, délinquance juvénile…<br />
Trafics de drogues, vols, cambriolages, agressions diverses, vandalisme... notre société n'est pas épargnée par ces phénomènes. Face à cela, certains réclament toujours plus de policiers, de caméras de vidéosurveillance, de sanctions, de prisons ... Cette spirale infernale peut-elle avoir une fin ? Cette surenchère a-t-elle un sens ? Quelles réformes faudrait-il faire ? Comment améliorer la sécurité ? Que signifie la prévention ? Et la proximité ? Quelles sont les responsabilités de chacun ? Autant de questions que nous poserons au sociologue à partir des recherches qu’il mène avec son équipe dans la région marseillaise.</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Après nous avoir brossé un tableau des délinquances et de leur évolution, Laurent Mucchielli montrera qu’à chaque problème , il y a des causes spécifiques, et donc des pa-rades différentes à trouver. Il faut « désidéologiser » le problème, travailler techniquement sur ces questions comme on travaille sur d’autres. Or on fait actuellement tout le contraire. Laurent Mucchielli dénonce la confiscation de la lutte contre la délinquance , détournée , manipu-lée par une poignée de politiciens ambitieux qui exploitent le besoin de sécurité. Cette poli-tique de la « poudre aux yeux », masque une absence de stratégie pour véritablement lutter contre la délinquance et la criminalité . Le grand gagnant de ce jeu médiatique est le Front National.</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Ce qui manque sur le terrain, c’est d’une part plus d’effectifs de police judiciaire, pour pouvoir remonter les réseaux de façon efficace, et d’autre part une vraie police de proximité. S’il reconnaît l’importance de cette dimension policière, qui est une des fonctions régaliennes de l’état, Mucchielli insiste pour y associer les dimensions: « politique de la ville », lutte contre l’échec scolaire (prévention pour les jeunes) et sociale. La question du travail est fondamental. Il propose également de « déjacobiniser » la question. C’est avant tout à l’échelle locale que les problèmes de petite et moyenne délinquance doivent être pensés .<br />
Enfin Laurent Mucchielli répondra aux questions de la salle et évoquera quelques pratiques de coproduction de la sécurité adaptables à l’Auxerrois.<br />
</span><strong><br />
</strong></p>
<p style="text-align: center;"><strong><span style="font-size: 18px;">Denis ROYCOURT, Auxerre Écologie<br />
Maud NAVARRE, Auxerre Ecologie</span></strong><span style="font-size: 18px;"><br />
</span></p>
<p style="text-align: center;"><span style="font-size: 24px;"><br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 24px;">La conférence en intégralité :</span></p>
<p style="text-align: justify;"> </p>
<p><iframe width="700" height="480" frameborder="0" src="http://www.dailymotion.com/embed/video/x16cv2q"></iframe></p>
<p style="text-align: justify;"><span style="font-size: 24px;">Le débat : <br />
</span></p>
<p style="text-align: center;"> </p>
<p><iframe width="700" height="480" frameborder="0" src="http://www.dailymotion.com/embed/video/x16cyje"></iframe></p>http://www.auxerretv.com/content/index.php?post/2013/10/23/Conf%C3%A9rence-d%C3%A9bat-sur-la-s%C3%A9curit%C3%A9-avec-Laurent-Mucchielli-%3A-d%C3%A9sid%C3%A9ologiser#comment-formhttp://www.auxerretv.com/content/index.php?feed/atom/comments/4793