ENSTA Paris présente au salon des Grandes écoles

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tabindex="0" target=""> <span>Ingénierie des Systèmes Autonomes de Localisation et multi-Senseurs</span> <svg xmlns="http://www.w3.org/2000/svg" width="8" height="5" viewBox="0 0 8 5"><path fill="#009ec8" d="M0 1.136l4 4 4-4L6.865.001 4 2.865 1.135 0z"/></svg> </a> </li> <li class="li-deep-2"> <a href="/fr/mastere-specialise-manager-en-projets-d-infrastructures-de-recharge-et-vehicules-electriques" class="a-deep-2" tabindex="0" target="_self"> <span>Manager de projets en infrastructures de recharge et véhicules électriques</span> <svg xmlns="http://www.w3.org/2000/svg" width="8" height="5" viewBox="0 0 8 5"><path fill="#009ec8" d="M0 1.136l4 4 4-4L6.865.001 4 2.865 1.135 0z"/></svg> </a> </li> <li class="li-deep-2"> <a href="/fr/mastere-specialise-intelligence-artificielle" class="a-deep-2" tabindex="0" target=""> <span>Intelligence Artificielle</span> <svg xmlns="http://www.w3.org/2000/svg" width="8" height="5" viewBox="0 0 8 5"><path fill="#009ec8" d="M0 1.136l4 4 4-4L6.865.001 4 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0z"/></svg> </a> </li> <li class="li-deep-1"> <a href="/fr/accords-de-double-diplome-universites-et-ecoles-partenaires" class="a-deep-1" tabindex="0" target=""> <span>Universités et écoles partenaires</span> <svg xmlns="http://www.w3.org/2000/svg" width="8" height="5" viewBox="0 0 8 5"><path fill="#009ec8" d="M0 1.136l4 4 4-4L6.865.001 4 2.865 1.135 0z"/></svg> </a> </li> <li class="li-deep-1"> <a href="/fr/erasmus-ensta-paris" class="a-deep-1" tabindex="0" target="_self"> <span>Erasmus + à ENSTA Paris</span> <svg xmlns="http://www.w3.org/2000/svg" width="8" height="5" viewBox="0 0 8 5"><path fill="#009ec8" d="M0 1.136l4 4 4-4L6.865.001 4 2.865 1.135 0z"/></svg> </a> </li> </ul> </div> </li> <li class="li-deep-0"> <a href="/fr/ensta-paris-et-les-entreprises" class="a-deep-0" tabindex="0" target="_self"> <span>Entreprises</span> <svg xmlns="http://www.w3.org/2000/svg" width="8" height="5" viewBox="0 0 8 5"><path fill="#009ec8" d="M0 1.136l4 4 4-4L6.865.001 4 2.865 1.135 0z"/></svg> </a> 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class="side-actu-detail"> <div class="side-actu-date"> <div class="actu-date"> <span class="unskew">19<br><span class="month">nov.</span><br><span class="year">2024</span></span> </div> </div> <div class="side-actu-tag"> <div class="actu-tag" style="border-color:#FF0A78;opacity:"> <span> <div class="article__field-categorie-actualite">Formation & recherche</div> </span> </div> </div> <div class="side-actu-more"> <div class="side-actu-title"> <h4 class="deco">Vous pourriez aussi être intéressé</h4> </div> <div class="views-element-container"><div class="view view--actualites view--actualites--block-2 view-id-actualites view-display-id-block_2 js-view-dom-id-c7fea10867f22c1c5f9fcb97cd05207614f63c0760b697485567448520aa2c8c"> <div class="view__content"> <ul> <li> <a href="/fr/mon-projet-de-recherche-en-180-secondes-palmares-2024" title="Mon projet de recherche en 180 secondes : le palmarès 2024" tabindex="0"> <span class="side-actu-more-img"> <span class="figure"> <img src="/sites/default/files/styles/article_accueil_2_450_233_/public/2024-11/xCandidats,P20PRe,P202024.jpg,qitok=EBobTgIA.pagespeed.ic.MxLqQQ4N8n.jpg" alt=""> </span> </span> <span class="side-actu-more-name"> <span> <span>Mon projet de recherche en 180 secondes : le palmarès 2024</span> </span> </span> </a> </li> <li> <a href="/fr/nouveau-prix-de-these-pour-alice-nassor" title="Nouveau prix de thèse pour Alice Nassor" tabindex="0"> <span class="side-actu-more-img"> <span class="figure"> <img src="/sites/default/files/styles/article_accueil_2_450_233_/public/2024-10/xAlice,P20Nassor,P20laur,PC3,PA9ate,P20prix,P20de,P20th,PC3,PA8se.jpg,qitok=e73cMoj4.pagespeed.ic.fCU0rFwVms.jpg" alt=""> </span> </span> <span class="side-actu-more-name"> <span> <span>Nouveau prix de thèse pour Alice Nassor</span> </span> </span> </a> </li> <li> <a href="/fr/ensta-paris-au-forum-des-ecoles-de-l-x-0" title="ENSTA Paris au forum des écoles de l’X" tabindex="0"> <span class="side-actu-more-img"> <span class="figure"> <img src="/sites/default/files/styles/article_accueil_2_450_233_/public/2024-10/xList,P20X,P20forum,P202024.jpg,qitok=f7fYmuix.pagespeed.ic.T94VABWX6u.jpg" alt=""> </span> </span> <span class="side-actu-more-name"> <span> <span>ENSTA Paris au forum des écoles de l’X</span> </span> </span> </a> </li> </ul> </div> </div> </div> </div> </div> </aside> <div class="page-content col-md-9"> <div class="chapo chapo-actu"> <div class="article__field-resume">Le salon des grandes écoles organisé par le groupe « Le Monde » s’est tenu ces 16 et 17 novembre à Paris Montreuil Expo. ENSTA Paris y était présente en la personne de Pierre-Jean Cottalorda, directeur de la 3e année et du cycle par apprentissage. Il a répondu aux nombreuses questions des lycéens et parents d’élèves au cours de deux tables rondes.</div> </div> <div class="article__field-contenu-de-la"> <div class="field__item"><div class="paragraph paragraph--type--_-colonnes paragraph--view-mode--default row"> <div class="col-md-6"> <div class="paragraph paragraph--type--texte paragraph--view-mode--default texte-contenu"> <div class="texte__field-par-texte"><p>La première table ronde portait sur <strong>les cycles ingénieur par apprentissage</strong>. Pourquoi choisir cette voie ? Offre-t-elle autant d’opportunités que la voie étudiante ? Le diplômé délivré est-il le même à l’issue ? Les étudiants sont-ils aidés pour trouver une entreprise ?</p> <p>Aux côtés de représentants de l’Institut Mines-Telecom, des Arts et Métiers et de CentraleSupelec, <strong>Pierre-Jean Cottalorda a pu répondre à ces questions tout en présentant les particularités du <a href="https://www.ensta-paris.fr/fr/obtenir-diplome-du-cycle-ingenieur-ensta-paris-apprentissage" rel=" noopener" target="_blank" title="Le cycle ingénieur par apprentissage d'ENSTA Paris">cycle ingénieur par apprentissage d’ENSTA Paris</a></strong> : une première année de tronc commun, des parcours de spécialisations sur des secteurs porteurs comme l’IA, le génie maritime, la robotique ou la cybersécurité, et <strong>à l’issue le même diplôme délivré que la voie étudiante</strong>.</p> <p> </p> </div> </div> </div> <div class="col-md-6"> <div class="paragraph paragraph--type--photo paragraph--view-mode--default photos raw_images"> <div class="row"> <div class="col-xs-12 "> <figure> <a data-fancybox="gallery" href="/sites/default/files/2024-11/Pierre-Jean%20Cottalorda%20Forum%20Grandes%20%C3%89coles%202024.jpg"> <div class="image__field-media-image"> <img src="/sites/default/files/2024-11/xPierre-Jean,P20Cottalorda,P20Forum,P20Grandes,P20,PC3,P89coles,P202024.jpg.pagespeed.ic.zzC-CbRmJU.jpg" width="2500" height="2594" alt="Pierre-Jean Cottalorda pendant la table ronde sur le cycle ingénieur par apprentissage"/> </div> </a> <span class="figcaption"><span>Pierre-Jean Cottalorda, directeur de la 3A et du cycle par apprentissage d'ENSTA Paris, pendant la table ronde sur le cycle ingénieur par apprentissage</span></span> </figure> </div> </div> </div> </div> </div></div> <div class="field__item"><div class="paragraph paragraph--type--texte paragraph--view-mode--default texte-contenu"> <div class="texte__field-par-texte"><p>La deuxième table ronde offrait des réponses à la question de savoir <strong>comment choisir et intégrer une école d’ingénieurs</strong> : choix des spécialités, importance des classements, débouchés professionnels, là encore Pierre-Jean Cottalorda a pu présenter <strong>les spécificités du <a href="https://www.ensta-paris.fr/fr/organisation-du-cursus-cycle-ingenieur" rel=" noopener" target="_blank" title="Cycle ingénieur ENSTA Paris">cycle ingénieur d’ENSTA Paris</a></strong> : généraliste mais avec une très forte dimension scientifique et technique, il offre à ses diplômés d’évoluer très rapidement vers des postes de direction, en particulier dans les domaines de <strong>l’énergie, de la mobilité, de l’intelligence artificielle et de la robotique</strong>.</p> </div> </div></div> <div class="field__item"> <div class="paragraph paragraph--type--video paragraph--view-mode--default"> <div class="bloc-video__field-video"><div class="media_video_wrapper" style="max-width:480px;"> <a href="https://www.youtube.com/watch?v=L7r8k76bh64" data-fancybox="galerie" class="home-video-link hidden-print"> <img width="480" height="360" src="https://www.ensta-paris.fr/sites/default/files/oembed_thumbnails/xMuDMwtvs4HMy7-aMhXCwAnyKlTg5PE6pUK50fon2iO0.jpg.pagespeed.ic.-2IttDUXhn.jpg" alt="thumbnail"/> <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 158 110"><path fill="#F00" d="M154.4 17.5c-1.8-6.7-7.1-12-13.9-13.8C128.2.5 79 .5 79 .5s-48.3-.2-60.6 3c-6.8 1.8-13.3 7.3-15.1 14C0 29.7.3 55 .3 55s-.3 25.3 3 37.5c1.8 6.7 8.4 12.2 15.1 14 12.3 3.3 60.6 3 60.6 3s48.3.2 60.6-3c6.8-1.8 13.1-7.3 14.9-14 3.3-12.1 3.3-37.5 3.3-37.5s-.1-25.3-3.4-37.5z"/><path fill="#FFF" d="M63.9 79.2L103.2 55 63.9 30.8z"/></svg> </a> <span class="figcaption"> <strong>Le cycle ingénieur d'ENSTA Paris</strong> </span> </div></div> </div> </div> <div class="field__item"><div class="paragraph paragraph--type--texte paragraph--view-mode--default texte-contenu"> <div class="texte__field-par-texte"><p>Sur la question des <strong>critères à considérer dans le choix d'une école</strong>, Pierre-Jean Cottalorda a tenu à rappeler que <em>« <strong><a href="https://www.ensta-paris.fr/fr/ensta-paris-palmares-et-classements" rel=" noopener" target="_blank" title="Classements d'ENSTA Paris">les classements du Figaro et de l’Étudiant </a>ont bien sûr une importance, mais à périmètre proche</strong>, <strong>les thématiques étudiées dans l'école à considérer sont déterminantes</strong>, tout autant que la motivation et l'énergie que l'on va mettre dans le déploiement de sa trajectoire professionnelle. On peut intégrer une école du top 10 et avoir au final une carrière en demi-teinte, tout comme faire une école peut-être plus modeste, mais <strong>contribuer à changer le monde pour le meilleur ! </strong>»</em></p> </div> </div></div> <div class="field__item"><div class="paragraph paragraph--type--photo paragraph--view-mode--default photos"> <div class="row"> <div class="col-xs-12 col-md-6"> <figure> <a data-fancybox="gallery" href="/sites/default/files/2024-11/Forum%20Grandes%20%C3%89coles%20plateau.jpg"> <div class="image__field-media-image"> <img src="/sites/default/files/2024-11/xForum,P20Grandes,P20,PC3,P89coles,P20plateau.jpg.pagespeed.ic.ciuu_u4J6m.jpg" width="2060" height="1540" alt="Pierre-Jean Cottalorda au Forum des Grandes Écoles"/> </div> </a> </figure> </div> <div class="col-xs-12 col-md-6"> <figure> <a data-fancybox="gallery" href="/sites/default/files/2024-11/Merci%20Pierre-Jean%20Cottalorda%20Forum%20Grandes%20%C3%89coles%202024.jpg"> <div class="image__field-media-image"> <img src="/sites/default/files/2024-11/xMerci,P20Pierre-Jean,P20Cottalorda,P20Forum,P20Grandes,P20,PC3,P89coles,P202024.jpg.pagespeed.ic.JNSadpN-ol.jpg" width="3000" height="1778" alt="Pierre-Jean Cottalorda, directeur de la 3A et du cycle par apprentissage ENSTA Paris"/> </div> </a> </figure> </div> </div> </div> </div> </div> </div> </div> </div> </div> </main> <div class="searchpop"> <form action="/fr/votre-recherche" method="get" id="views-exposed-form-recherche-page-2" accept-charset="UTF-8" class="container"> <div class="row"> <div class="col-xs-12"> <h2>Votre recherche</h2> <div class="search-form-area"> <div class="form-item form-type-textfield form-item-search-api-fulltext"> <input data-drupal-selector="edit-search-api-fulltext" type="text" id="edit-search-api-fulltext" name="search_api_fulltext" value="" size="30" maxlength="128" class="form-text"/> </div> <div data-drupal-selector="edit-actions" class="form-actions js-form-wrapper 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ItMDA0Mi04Y2QxLWM0OWUzMzM4Mjg5YiIgeG1wTU06T3JpZ2luYWxEb2N1bWVudElEPSJ4bXAuZGlkOmRjZGFjZjI2LWVlYjQtNGE5ZS1hNTQzLTk2OTZhNzE3ODk4MyI+IDx4bXBNTTpIaXN0b3J5PiA8cmRmOlNlcT4gPHJkZjpsaSBzdEV2dDphY3Rpb249ImNyZWF0ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6ZGNkYWNmMjYtZWViNC00YTllLWE1NDMtOTY5NmE3MTc4OTgzIiBzdEV2dDp3aGVuPSIyMDIwLTAzLTA0VDExOjI4OjI0KzAxOjAwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgMjEuMSAoTWFjaW50b3NoKSIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6MTUwYmY1NGUtMzFiMi00NGQwLTg3ZjktNTMzOWU0YWUzZTY2IiBzdEV2dDp3aGVuPSIyMDIwLTAzLTA1VDEyOjIxOjA1KzAxOjAwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgMjEuMSAoTWFjaW50b3NoKSIgc3RFdnQ6Y2hhbmdlZD0iLyIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6MzU1NTk2NjAtZjhlOS00NzA0LWIxNjItZTQxOTAyMzczOTg1IiBzdEV2dDp3aGVuPSIyMDIwLTA5LTI1VDE2OjE0OjM5KzAyOjAwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgMjEuMiAoTWFjaW50b3NoKSIgc3RFdnQ6Y2hhbmdlZD0iLyIvPiA8L3JkZjpTZXE+IDwveG1wTU06SGlzdG9yeT4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz5j8hiUAAB6DklEQVR4nO3de7xcVXn/8c85J/cLhJAQQgFBEQpFEBDhhzRtVKRSfjSlUsoR+BWJQMFoFEEUiygCRqPB0NBg8ERPnEOtrVq1WkSlKKJIAW/FGyoqBVQugXCH5Pz+eGZ39pkzM3vtPWvty8z3/XqtV07O2bP3MzN79uz97LWeNYD0myFgGzDuuPxs4N3A4vr/Lwd+6PC43YFB4NF625pimyIiIiIiIiKlMaXoACRXNeA+GomQk0lOaFwAnFv/+d24JU4AzgHOj/1/DNgMzAOuAx4CbsESLL/HEjoiIiIiIiIiIoXaDkugjNfbxQnL7wGsrS87AixMsa2R2HZcWq3+mHVYgkVEREREREREpBBLaCRQ1gDHdlg2SpyMAytTbucw4Lj640ZoJEdcEikzU25LREREREREJBgN2ym/qcChwF9gw1w+3eX6vg4cDAxjiY2ZwDeAR5qW2xfYsf7zGPAPKbdzS4vf7QicFvv/XwLHA08D04EngFnAUym3JSIiIiIiIiJ97DAaPTJGPa433gtkQ4u/x4f3LPW0zUV0fi6DwJyU6zwNuAxLMCkZKCIiIiIiIt4NFh2AJPp57OfnPK73ncA19Z8fA06K/e1o4J76z2PADZ62OTf281CLv2+rx5LGUuDtwHew3jHrsaFJM7IEKCIiIiIiIiLVNEqjh8hsj+s9Bks2RAVb96r/Pup1sgE4xPP2op4nIx7WtwON+FsVoB3Feu5M87AtERERERERESmxeOHWwzyv+yLaF25d53lb0dTI48AyD+tbwcRhQGtpXZR2tP77ldiMQyIiIiIiIiLSY84g+6w3LuL1TeI9N+Z73s6a2PoP9bC+eKLkmPrvZgBH1LfV6nmNYrMAiYiIiIiIiDhRgc2wBmlctHfjptjPL+xyXa28of7vcOx3twIPed7OTrGfH+hyXbNp1EcZA66r//wUcHO9zcB6z7wWG7qzHNgM/FeX2xYRERERERGRjGZiw1Fq9bYh9u9ZwC4Z1zuViXVPpnYbaAtLmNhDI0RiLd4TZG7CskmOiq2r1WxBzQaBF+Cn1oqIiIiIiIiIpDQInEMjwdGurcYSCFlmOYonHnbtPuRJpjEx1gHP65/KxCFB3a4/PmTnFV2uS0RERERERKQtDdvp3kxsyt/hpAWBc2M/vx54IsV2fhX7+aU0phL25RnP62vW3NOkm6FMM4D7Y/9/IXAbNiRHREREREREREpkNhOnyr0F+AyW3FiA1fiYhxV5va3eomXXptzWcbHHruk68skGmNjzZMjz+g+MrXt9l+uKD9mJ92apAScCC7tcv4iIiIiIiIh4sprGxfttWN2QTi5nYgLlghTbWoC/5EM78UTQDp7XfWRs3Zd0ua51TE6eNLf12FCq/ck2TEpEREREREQE0EVlNw4C5tR/vh04E/h6wmPeDvw69v8XxdaR5AFgY/3nuYQpGjsr9rPvfePlsZ9v6WI907DePGDDpfYDDgbejc26EzkT+AfgB8BVdP98ZmI9WvaMbV9EREREREREOogXcF2X4nG7AN+KPfakFI+NF6Q9IGHZhcBhwF4p1h9/TotSPM5FvLfIQV2s5yAmDtWJG6z/fTWNmY7GgcsybmsmNuQq3iMn2u4GYAX+e+iIiIiIiIiI9IRpwEXYhfT1wB4pH/9B2icAOjk59riTY7+fAuyN1ftYz8SZaNIMDYqSBOvIPq1yO74SM5fF1nNiwrL7YMmPpERTK0uYGHO7VgNOx//sRCIiIiIiIlISmm0nmx2xYSIA84G7Uz7+RuAt9Z83p3jcf8d+fjWWHJgJLKb9bD+7pVj/2cBZNIrH+nQnNqxmC/BwxnUMYa83wCbgKwnL/6Te0joPeDETX9NNWOzz6v/fgg0NGq63g7HZlJ7KsD0RERERERGRnrOQRs+Db2V4/DQm9l5w7bWwHROH7rRqq+vLrMZ6T+ycIb6QuumhcSjZeuykcRITh+nUgKVMrpkypb5svJfPetQDRURERERERASwYSfRBfM3sCmJ05gSe/wI6S644xfr0eNrwNHAroQpJFsW0VCpKKkxgiU2Znta/0xsGuj4NqYnPOYgrP6Jr5mERERERERERHrCVCbWwzg15eP/muw9KEaxYSWHYj1R+mnGpBqt65Csp1F7pJsCrhcy8X3Z3vFxxwJr649bgw3rEhEREREREel78eEzn0n52HhPhawzwfSr2dhwpPhsOs2JlFFsSI1r8gOs90+8V885KeNaHXvsaSkfKyIiIiIiIlI6O2MXx1FPhgtIP33u0TQulm8D/tbxcUfUlx/HEgBpCrrKRDOw6ZjX0jqREr2/LnZretzMlLEciiVQDkR1T0RERERERKTCFgKraH+hvSHFugaa1nMb8JKExxxMI3EyXo9F/BgADsGG3sR7BZ3u+Ph4MmxdiABFREREREREyu5YJhYDbdVWYb0YXB3B5ATKu4G9Wyz7TuAWJiZrfBU6lYmmYe/NBtxf45NQ8kRERERERET61BA2nKI5yXE2cBwwDFwf+9t6YFmK9Z/E5J4stwG3Yhfv36r//4bY30dpnWCR4iwl/DTIIiIiIiIiIqWzL5OTJh/HeibEDQL/FlsuzfAdsF4t8aEi7dooVl9FPU7KZ1eKSZ6kra0iIiIiIiIi4s2JTE6cvLPD8kcysfdJWgPAudiQj+akyQbgIqyYqJRTvIbNBvJ5r2ZiM/ycR39NOS0iIiIiIiIlMIXJQ2le5fCY+PKzutj+XGAXrDfDdl2sR/K1gnzrnsSnrB7NYXsi/WwmMAebwjxqOwDz600JTBERERFpa0rRAQTyHHApcB/WGwTg9cCXOzxm/9jPVwJPd7H9LfUm1bIem3L4FKwmzm+B9wLbAmxrDbC8/vMYqrNSVrsAL8amxd6CHVvAjp2DwJPA13OI42hsP4yGeT0d+/mnwK+Ax3OII7IUSz48V49rSiymQeB24O4c42llPvCHwKuB52PxndZh+TFgM/AQcCfwn9h3SF6O6fLx3SZ/ko5z2wO/A77a5XZaWYTNltbJFwNsdwmwAHiG5Ocf+vWdUl9mG7AVmF5vv8XvMWYJ9jndxsTj2cz6vw943l5SLAvqcTxJPsfXw+vbnIK9vs/i9v4nSdo/kta/FRvS/Rx2HMrrPRAREflfp9OoRXIr8NYOy8Z7qqwJH5qU1H5M3BdqWAHheKJxALtjndU5WKImWv9JXaxLwooXEm7XhgLHMOgQQ97Jt1bTvcfbUTnHEzcfGyY50iKuNG0d9v1xAjAvh7iTXtMytFA98o5N2G4NO+761mqYbdmaz9d8KOftJXF5/X0fX6vwOcsydFxERHLQqz1PIh8FXlb/+SXY3YVPA79oWu7jNGa/2QR8MJfopIzuBN6F3QU6BZuNaRi4pv73x7A7dHOB12ZY/1JsGuVhYCPwc+Da7kKWgBY4LDMePIpkw8B15Df8K6lnXhFDYIaAvwdeiL0e3Tq7/u8pWK+ULVjB780e1l1V8wKt99mEvw9j74Pvz9o8z+sLYZ7Hdbm8fj6352NbZTi+5m1u0QGIiEhrvZ48ARu283vgfOyi9YPAX9b/tgdWd2IWllwZA74C3JN7lFImdwFvxrrsz8eG1yxvWmYT1o39kRTrfUF9PdGF3WPY8DIpL5fhe2U5uT8a+F69hTY94e95zyK1F/AOOg/L6Ub0mX0SS8K/h3yHSfW6omYd62Z4bl62elyXy7HK5/Z8bMv38TXP5yciIj2mH5InDwNfwy50zwR2x4bl/B74K+Dg+nJXAzeiXgBiHgTeho3F/x8sibIV2BEbk3w/sDPuyZPZ2AVXdBF2NfB2j/FKGC7HyAHCJlBcx+JH+9YKrG5HSEkXnc8E3n7cbsC78dPbJMnK+r+7YsOCQtT/6EdFJaKSkoBl4HPYisvQp9DDENNuy/fxNc/nl5USPCIiJdUPyROw7ux/hg29WE4jYRK5Cht7e2fOcUn5/Ra4uP7zQL2lLSw3AytCHL+4+wfSXTDMAJ5KuV3pXhle8zRDYKJ9LMuQsjSeTPh7Xif/+2JT0OeROImLtvdqLAmaNOykVzwRaL1F9TypQmH33+W8vc09uq0it5nWc8mLiIhIEfppasY3t/jdJmw2lTeixIkkGydbRf4VTB5O8CZspgEXl2D1ew7MsG3pThmOkWnvug4Dq0IEEjMv4e953N0dBM4j/8RJZBhYDEzztL4q3G2eFWi9RV0shno+Pm2f8/bm9ei2itxmWlXoESUi0pf6pedJZDXWnTwqBLgFKzAoEw3S6GERXbhFXWfj3X7LUuuhzNZiyZNmy7ET9y3AHR0evwaYg12oPY0NJfq95xil98wEjscKZPeqt+Ne42QMq2X1z8Avgan13z8L7An8NTYUB9yTMWPYd4qvISdVGE6wuegAPNtcdAAO0tTVkmR5Tj+eVageXiIi0qV+S578BJtpZ4zGCfI+9d/3gwHsomEusBN2sbAnVsh0MXZxHp3Au1yUjDX9/2fAb7CTk59iJ6YPka23Ri84FauRAvZafQG4Hng/9rqcW//bp4DPtnn8NCzRshG4DSVOxM0K7A7r97AZnXrNfGxa8SRjWG2Sr9E+2fsQ9tkCq000giWe5tE5kfI1Oic+01pB60SrqyOAzycs83+Bb9V/3hb7d5z+Ox8Aq5VzCXZTJSl5FfUMGoz9+2KsyHwnfwHcQvLQrm3YezAe29ZUqtEjqUouB96Hvd5bsfd9G8m9DKObR4cAX05Y9lXYsWEA61UVTTefZJzGzSsREZHSWI19SY0DNXrzi2oaVhz3WKxmxyg2s9B4zq1WbyNYF/tl2CxHVbjL2o2jsaET0etwcdPf12Ovyzj22qxp+vveTX9fHzBWae9Ykvfx0EN7ol5fWdoIYaa9jPbNdu2YANuMuyhh+9GxZ2q7FTjYBfsMt3quI5RjSFfcQpJfk4WFRdfZMRT/OctiR6r1mkcX8Umfm7wkHUfK+L67fM5cprgXERGpjDlM/NKu+oXpADbjxHFYb4YoYZF3oiTtRV0NSyocBuzg+0Up0CFYAeLoua5rs9zpNBJ5a7A7oLOxHkHx9280cLzSXtWTJ+PAZQFiKjp5Mpqw/Rqwnadt7YwlnqPnvMHjun2aT/K+ML+w6DqravKkaq+5kifdc0mY9dL5jIiICGAnayM0ToZPLTac1GZjvTjWknwhUYU2ip1IXQIcTnd3jIs0yMQTwhqdi7+djL2H7V6X1dh7LcXoheTJOJZY9anI5InLxUuIhNHJ2PM+K8C6fVhAtS7k43o5eaKeJ+1VMXmyA8kx79j20SIiUmn9OMY58kXgz+s/Pwk8v8BYXO2DXQS9GCsotrzQaPw6JfbzO7FaBVuBG7Gilw8XEVQG24CPYYVg5wJvwWrJtPMJ4HbsZKu5vsJVwCfxV5BS+teJ2IxidxUdiAe7Ji/C+wJs9xNYzaLfBli3Dy61MVQ/wy+Xel79Mo11v3AZ5t2LQ8FFRIT+Tp4AnIMVBfw34KvFhtLWzlgPkz/GLsJdZ5eouiiRcArwsvrPXwM+BzxaSETurgcewN4vlwutO7GEUTx5MgZcC9zqPTrpR9G+dQbVT8Zt77DMLMIcJ8qaOAG3OlK9Xmsqby7JE11I9xa95yIifazfkycAry06gBZmAq/GkiZDuE+d2atOi/07hvW62Qh8m/LO5HNHyuUPj/18DfbcbvIXjsiEhGRZPzcuFjks04/fbeMOy+iizq9pDsuUbdiJdMfl/XT5LIqISAX14wlmmR0KLAEORgmTdqLXZTmWSLkZ607/SGERde9UbHYegE3YtJkfLS4c6WHD2HTtf190IF140mGZx4JHISIiIiJ9RXdEijeE1TGp0Zh9RYkTN8PAPwBXYq/f4Z0XL6UjgD+i8Z4/jQ0nE0njr7Eeaxsdln0+sDRsOEE94LBMuxmuREREREQyUc+T4kzF6g8cgZIl3YqKzW7GElBfxorMlr044iLgeGx6abCeNGd0uc4hbMaid3S5HqmWR4GngLdiszt1OqZEf/s+8GDguEK422GZJ4D9gR+GDUVEREREREKZhV0su0zRp5a9baDcd9dnYzHGp4fsdkrixfX11IAVXa5LTFWmKj46tvzRNKZh79RGgRkZYypyquLm6cDbtRrlPgb45jKFc1mnUK3qVMUu00OX6TXXVMXdc5meekFh0YmISFDqeZKfmVhvgD+gf2bMKdJyGnVRPgt8qtBoJjuLxlTTVwNr6W4WlGOBk5jY4+ATVGeKZ+lOfBaV64CXYPt+px4op2D1Ty4OF1YQ27BeZkmGsd5nJ2I1hDRzlYiIiIhkpuRJeIPAS7GeABqek7/hersaWAX8sthw/td6rNYJwA3YdMVZ1YAtTN6/XAprSm+6FOt9kuT52NCxT4cNx7u1wFwaQ/baif99JZZI/QpKKoqIiIhISkqehHUgcD5KmpTBmfV2OfBh4LfFhsPjwOuwYsGfy7iOedhF5D3Yfhb3BFYDQ/pDq/o+Z5Fc/+QUrNfK94G7AsQVyk+A51Isf2b932Ea053/NzYl+PdQolFEREREEih5EsYC4AJgGkqclM3bge2B32A9UcaLDSdz4uQQ4E20v/P+3xnXK9U01OJ3zwDvx2Zw6jRUMBre8hbcZrIpC5fiuK00L7+xvp5vY71S7gKe7To6EREREekpZUieTKW3TlRPB16OkiZldnb93xcB/wjcVGAsaQ0Af87k+ibNvpxPOFJy3wNuw60HyhNYb5WqeAi4pv5zN8fbKLEUreODWPHljwE3YkkoEREREelzeSdPZgAHA3+DVaB/AiuauQm7O/pj4HqsC3nV7AVchD0nJU6qIXqfXge8nvJPbTwXm8p4dex3Y1gPmu/T6EVzDfDTfEOTElsH7Oyw3JlYb7nXhQ3Hqxuw4rHRd4kP0dTh0RCfX2GfsUc8rV+kKEX3tBQREam0vJInQ9jd/sNpnVhoHnowhl0A3hA4Ll9WAruSXLxQyie+P45Q3l4oe2BDwaLaDWPYTCnvwmYf2bVp+TT1IKT3vRsrDpuU2H0GOIHyzU7VyR3YZ+MZrA6Qz+R1tK7nYXVW1gEPely/iIiIiFREHsmTw4BzSJdYiE5YT8QuDosu7tnODljx0SHU26TqTsOGNhwN/H3BsTQ7EYsrGl4wBnwBuDa2zEtiP2tKVmn2HJZggM7HqjOxHk7fAO4PHZRHD2LfM3vFfhciibIPlrQs2zFCRERERAILnTxZitVnyNIjIzpZ3YpNxXqzr6A8ORl4NUqa9JLovfwDbAjWPQXGErkQu2CLPkNXYdMuNw9t+/PYz19LWOd+dDc1slTTb2gk3Dodt6K/nYL1aqqSu4DXYkmU3wFz8DecB+y1uQb7TlqOZukRCU1DjUREpDRCJk9egJ1odnviejbWHfsnlKO79BBwGVZQUImT3hT1Qvkc8MkC4xhlYtJkCDgPq+8QN0BjtpVoOE87K7Dhc+soX0JSwvsCE3sptTOM1RI5J2g04dwFvBlLnowBr8ESHed2epCj5U0/K4EiIiIi0gdCJU+mAe/BX3JhJbATdkexSNtjF7FKmvS+6D0+GBvuUMTdrw9jhZSnA3cDH2iz3AIaQ3q20rq3wGzgcix5ErkH+LWPQKVSLgZ2p/P0xWDDd04HPho6oIAew2pn3YAVLP9HYAk2nHQu3R3Lh7FE5uu7jFEkT2PoHEZERCSTUMmTVfj/ct6KTc96bdKCgRyC3YXVSUf/iN7r7bEE3lM5b/82rHfIw8BnOyz3l7GfW01RfCBwPo3nM4b15FLipH+9BTumduoZGPV6upVqzoDW7Cng5/W2ERgE3g4chU0vv5VsQ0xPBj7hKUaRkMaxhHwnSX/P2yDlnwlPRET6RIjkyVzsYtO3U4D7gH8m/y/SU4GDSL5TK73pTGxYzBryrxWy0WGZ/WM/f73pb+cBL2Ji4qTo4UhSvM1YknsWnRPCpwBbmDxcrHnoWBVtwxKIH623BVjy8dW4J1KWY7VkBqlefRjpT0nnfdNzicLNGEqciIhIjzsDu7sRqh2e31MBrLdJzVPsauFaDTgUq/+xMtB7th44lnIZoPFcvxX7/Qzs4niURvwbmDgbiSQ7luT9YjBwDAMOMRyTcd0n4vZZ2VCPI3JZoHjKYj/s8+56HDmomDAn2JHkOHcsLLrOjqH4z1kWC6jea560T4/kGMtIQiy1HGNxNZ/k93xBYdGJiEhQIU5G/iTAOuPyTJ6sBo5AQ3Wq4HZseME4cAXwIWxWGp/OBP4COMvzervxfBr757T6v/tgd9LPp3H3/Erg77BCmiKRT9K5wHBkOfDW2P+fFyac0rgT+5x/Drv7neTosOGIeJPUa+w08ktUJfWC2ZJLFCIiIo58D9sZIvx42TxO2mcD78dm+pHyuwZLmMTdVm8/B/bA33u5HJv96ULgUk/r7Mb/if18OzbM5/lYUUywBNLPaV9sVuS92HE1aZjKvsDxwKeDR1Qen8QuJJMS6HvnEIuIDz93WGYu8EjgOKbQmCWund8EjkFERKRQi/A/VKLV0Il493Hf5qBhOlVqNeCAlu9kwyH4f09r2L5YtPV0jnG/4kLrCb0+bCeyMxOHeLVrI8AuJH+eqj5sJ24QG7aUdDwI+b3kQsN28lfFYTtLSY755Bzi2NMhjjL26NKwHRGRPub7ZGSq5/W1cmbAdUd1IjRMpzp+QPJMILdhJ4Pn41aA1cUw1gPlEoq7aBrE7hC2shH4W/IvcCvVdD9wI8lD3U4D/of+OkZuwz7rnQxTfPJExIXLd8Krg0fhlmD9XvAoRERECrQDfu/ut7vDF8JUOt/FVytfGyW522+z/bC75y532V3bhSlj8GWfFrFsAC5GF3K+9EvPk4ivHlq91PME3PaDoj9z6nmSvyr2PJlGcqHW9YSPO+lYUyOfG3JpqeeJiEgf830y8jhWfyKkEAXEZmM1M0L2ahG/rsHq0qSdxvBO4HXAzfgrKLsHlrTI23FN/x/DCsVejJ3AiaR1CuGP4T6dgR2/Q3s24e9jFJ88EXHxDMnfm2cCrw8Yw3G4TXee9LkTERHJle/kSVLXZh8e8ry+2VjBRBWHrZYfAz/s4vHrgTXAJrofyrMc6wFzSZfrSeuB2M9j2Owg3845Bukt24B34DbDTNEOAg4EPkJy3aNuHZXw9y3YaydSBS6f7xcRZmr7qdgU6csTllsXYNsiIiKlcxn+hkO0aid5jHUAFYetYhvFb+LvNPztB2d4jCvJANbLZB266x1Kvw3biRxBd8MYQw/bWYwlP6Pt1bDPXojPwSDJx4ciep4107Cd/FVx2A7AdJKH7ozXl5nledurHLa7Fpjpebu+aNiOiIh4tTPhEhI1rK6KL+sCxakWrm2gMQ2vT3thJ3UuJ5RJ+2geMxWE8gLsNd6z6EBKol+TJ2A9mbJ+DkImTzrVbBjFhtH5dE6bbcXbOZ63mYWSJ/mravIE3JOj6/E3NG4tE5Oe7VrevTjTUPJERES881mMM94u8Bjjaty+xNXK1UZbvZkenUf3hYNHgBMCx+nbAqzXWJT4LMPUq2XQz8kTSJ6iN+94wK3Q5Agwz8O2TiD5+6xGOS6QlTzJX5WTJwtwv9G1Bjiyi23Nw865XLZVo7y9TkDJExGRvjYl0HrfUv/3FI/rHAOu8rSu04DtSR5zK+Uyhk2/G9IHsBO9R4BdyTYl62lYt+i7gDu8RRbGdsAKYBcm1/05GJvmWfrXG7Bu+2WZmng98HTCMlGs0+v/vhf4KemKS8/Bnvt+JH+PbQUeTLFukTJ4APgGbp/tldg50//FEpM/cdzGIuAvgMOx70UXXwCedFxWREQkV6GSJw8AN2FFNH2cdI8BHwMe9bCuE4DDUOKkaq6utzyKMm4G3kaj90iWfTh6zBuAhz3E5NsU4J3AC5n4/C4HFgJ/D9xfQFxSLk9jd4w3U3xR7R2Bubh/Hodj/45hSY4aduG3DSvy+gjWo2FH4ClgKek+92NYckakij6CJQhXOCwbJT/mY5+lacD1wDdpJDumA7sDLwUOxY4frkkTsOLt16ZYXkREpKecSPf1T0axopg+7O4hHrVi2uoW72ceZmD7TNbhC2vr6yiLAayLfHPNiHX13y0qLrRS6vdhO5HTSTccM1Q88ynXMXx9oOeZhYbt5K/Kw3YiexFuqHWaNoIVgi47DdsREZGgjiP7yW4NON5THDNRgdiqthrhekm5Oors+3HoOi2uDmPyc6jV26EFxlVmZbioc0meJE2l68OFDnHkEc8srDZR0UmUNZQrMeqSPJlXVHAJjiY59qHComtvHslx+yxyH8peFPt52gDsG/xZ+uHyOZtfWHQiItITdqBRxM/1pHQEv19ALtPjqZWv1bCL/jKYh80C4Fr4LmrrKXYGnv2xxGFzIdwa+Vx0V9kykt/fPArrJsXwihxiGML9Ait0TxiAQ1LEE+K4NDf8U0xlIclxl/WibinJsZex58k8kuPevqjgUjqQ7D0su2lrKc93vAuX5MnCwqITEZGesjc2pWOrYRAj2MXdWqxYn2+DlONupVq6dnGL97JoJ2NJlDTPo4bd3cvT7tgMVc37/Cg2pE6z6SRzGbZThuRJXkmwWbgdQ4/NKZ4ZwLmOMflqG7B6D2Uzj+TYy5o8OYHk2MuYPNmB5LjLPmwnbi6N3oh5fI5qlLc3VDsuScoqveciIlIRQ9gdmV2wOgt5nRhtR34nB2rdtRowtfXbWLi5NHpIpXk+eSUsVtE6QbkSmJ1TDL3gOJLf19DvqcuwnbySFWA9mZKOn8flGA9YMmMl3U8z3qmN4G8YaQgu9TfKWothCcmxlzF54lL/ogrDdpqdTNhzpBr59E4LwaXniWqHiYhIzzkA+wIvQ6E0teqeXB1PupPMvArfxmNajV1U7pzTtnuJSy2GMiRP8v6sJNU/KeqzOxUbwnQZ/o7t67HZSGbl+DyymEfycynrHfHjSY69jMmTXr6Qno311vV5jlTDeh+XseeWq14oEiwiIhkVXYSzSN8HXoudHFwNnFlsONLkJ8AXiw7CwaeBLwH3YMPNkqZzXYxdkF8XOK53YtPLDmHJE007nM3jwCbsddxa/90WGl3Nf1X/23MBY5iKTeE5pb6d6N/p9Vgg/wu0S4EX1GMA29eg8boUdaH7LPDVepsNXIMVQ34e9vl0nTb1/cBPgf8C/puw768vs7Bpk3eu/7yVxv7yBHbBWtaefFuwaZ87yWOa+rQGsH1l1/r/t9I4VgzR+FxU0ePAB7DneBFwKtaLZg6w3HEdG4HfAw8AnwLu9h5l/rYCl2PHFLDpmKfX/50C/K6guEREJAeqeWAWYsMcfg+cX3AsAldgF/+PFxxHWidgBUaHE5Ybw+6+bQ4cz0HAHYG3IVIVU7AEwjws2bQAm4VtG5Z0+S6WbHgSSzaIyGRTaXyGFmKfqW00PkubsQTC77GkWBUSjyIiIpLBUqxgbYhhKGpubR1WzLSq5mP7UFJX57VFBSgiIiIiIiLpDBUdQMncDfwHdsfkXuDgQqPpTz/Gup5X1ZPYMJ5dsP3p0DbL/QD7/P04n7BERERERERE/NsdK262juJ7Y/RLq9FbRU3nYcPB2s3Is5by1iAQERERERGROvU8ae8RrBgo2DjeAwuMpV9cDNxadBAePQV8BZiBFZQ9vOnvh2GF5r6Sc1wu4scG1UYSEREREZG+1muz7ZyIDZv4nMd1fhEbyhMVEkyaTUWy2QR8puggAvkkliDZis22Ey8ouxibteTnBcTVbG/gDKxuy1YaMypcDTyEzdrzUDGhiYiIiIiIiA/zgA3YcIhVNKbQ9GlfbGiJisr6H66zW4r3IY059fXPDLT+tI7D4ok//zWFRmSzjtSYHFer92k96okiIiIiIiJSWSuZfKF3RKBtnUPyhaaae7sw3cufyoU09ocTAm4njYVYwiS+rx5bUCyHkj4ZOIINRRIREREREZEKWUTrZMZq4NxA25wFXMbEi2C19K1GuJ4MpzJxvxitt9mBtpfGEJa0iHpLjQKDOcewmImJk28AtwEXYYnHPYDtsNfxm8C3YsuO5ByriIiIiIiIdGk1nS/OR7A6DiEciQ1lKDoJUcU2ChyQ/iV3sheNxERzWwecFGi7aR1DI8FzdM7bHqXxmtyGvS6dXIAV9I3eu8uCRiciIiIiIiLe7I/bdMKj2IVqCNOwoTztpqRVm9w2YD0cQrkkYfs1rDbOnIAxuNqLRj2RWTlt83gar8UtwFmOjzsLS7SMY/t7XvGKiIiIiIhIF9r1LmjV1hO24OWBNGpsqCUnL0I5IWUcJweMxdUOWCwrctpefDjTx1M+9trYY5unXxYREREREek7J2Czg5ShRkQr0ew3WS7c9w8Y18W49Ybp17YBG+4Uwq6k3yfWYr1Q5gWKyVWUQJkWeDtTaLxG3wRemvLxLyefJJiIiIiIiEglRMUkRwlXM6QbaXqdtLqAPz5gbLthF5aXdRFjr7bVXbyunQzQ3SxIG4DTAsXmagfC12NZROM535bh8fNp1D5ZT/6FbkVEREREREpjkMaFaBnvLrebYSdNi+pM7BgwzsM9xNlLrQZM7eoVbe8cD/FFQ7v2DhSjiwWETUgsprvkCTTqnowTbhiciIiIiIhI6e1F4+Ko6LvxrazB3wX9WsLOdDKEFUeNz27Sj20t4Xr77IHfJNUGwk1z7SJkIdvtaDzPbzX9zWU42xwayZOLUM8TERERERHpYxfRuMA6rOBYmi3Af2+ODYSfenUpdkFedBKjyORJCN0O12nXVtdj3j1Q3EUZojG99o1Nf7seS4x8FEugtnIsEz83IiIiIiIifSteTyTUMIusQiYgasARAWOfjs3u0k29liq2UWCuh9evldAJqQ3kNwtOXs7DntttNKYpfjGWTBnHCsm2S55cR+O1KbJ3joiIiIiISKHmMPHiPvTsH2lMIfzwl/WEv1jejcbd/35oy7y8apPtC4zkEP8o1hMl5CxNedqHRm+dr2JFYOMzRH2zzePeQWPITo1ia8OIiIiIiIgUaikTLxxr2AXqMRQ/nWtzbCEvlkcIW3tiADiE3i8oe7Gn16vZIPkkTpo/C73S26JTEvLlLZZfxcRCsevyCVNERERERKSc4negWyUVoil4D8F6gpQltlBJlGMCP6eFWC+UXiwoW8N6OYRQVP2Y1RQ/I48Pu9A++XQwMAsrxHsW1hPlG7G/1yjn9OUiIiIiIiK5mErjgqqGJSs69YyoYTPfnIElAULakfyTJ+PY63EZ4Wu/HI5dmBed8PDZzvD6CjUcQvHJptXA6YGeX14OIP3wsfXAgUUEKyIiIiIiUhZ7MvHiEGyozlFYoiRpiEmUTDkU/0NeTk/Ydh4Xy4d4fk7NZmAJorUFP1cfbQQbmuTbNMoz1GkU299fEOB55sV1KFwN2y/nFRKliIiIiIhIiZxI42Lp8DbL7ANcSHIy5ULPsa3psK08EwIXYPU2Qtoft2RVWdsGwiWaLi7B82tuo9hnp4pOJvm5raL97DsiIiIiIiJ9JxoKUcNtlp2pwBKsV0Zz/QSfF8/xHjFlaBcA+3l8fu1cTDWnNb4owGsBcCrlSKK1auuwz0+VDNBI0K0FdsYSg/OAxdj00iF6D4mIiIiIiFTWbBr1D1YnLNvKADZ84STsQnKGv9BYQfEXx60uls/y+Bzb2RO7sM17ZpmsrUaYQsLbU0zNm7TtMso1vXeSc7AEXa3oQERERERERKpgCY2eJycVHEuzsg5fqQHnEb5YLsAl9Vb0c056PdoN9+pWFRInURulej02QhdEFhERERERqaTm3gFfB24C3gxsyz+ctnwXnvVpuN52AO4APhVwW3+PzTj0fOAJYHnAbWV1D/DtAOs9kWr15jgF+B2WWBsvOBZXzxYdgPSUQWzY185Ycnk2Nj32d7Fpvv8D653424LiExFpNhWYDyyqt9nY+fB2wN3Aj4GngafQd6ZIUXR+IYWpyp3xE4B/LjoIB+/Fhpa8FXgm8LbOwmrKlCmBMga8Djux8Gl74CosSVU1V5PP0C4JYwmWvHUpEO2ScJ5SX9cz2Jf6r4CHHB9bdlOAFwLHY/WgngZOS3jMJuC5+s93YAn8HxH++NmNJcBM7D2LYp+Cncg9hZ283VtIZA0DwF8CDwC7Y/vak8AfAJuxmkZPA1uAb2Jx5+nYehw7YZ+v+2j0fHsaOxHeAtwOPJJxG0uw5zkFeBwYSlg+6TPe7Wd0ELsBMBV7js9h70+Imw1Lse/N57C4Z2OvQVJ8IW0Dvhh4G1nMAg7DPi9zgOm4n2uMAb8AvgT8F8Uet45J+PtthL+QnA0cjX3WNtP4TE+ptzyOj+2Oz/OAXwM/w75z8xJ9FqN9YxA7Fm9fj/G/sJuOIS0iuQZlGT+bcb1+fjEAvAxL0g5iidmh+s9RewS4Iad4jsI+v7OBR+txPV6PY0pOsaQ5/w4tej8ew/ajSqhawdRRbMcLbRpWmLUsQ5qODfQ8o6FkVWwbgDP8vySSg0Hy2UeiWbXOAXbN5Zn5tRtWI8vXcaiGHdf2zfNJOBoiOf6lhUU30TG4HTvzPj7tQvK+UiP5xDhJVL+tzC1EnSmXfbRXnmtWA8ArsDpyvmrJ1bBi9ofl+Dwi8cLv7Vqo87O4BQkxhD4+uuz76wNuv5Wk65clOcRwbEIMNcp7M71fzi9czjc35BiPy3Ex6YZEN/I6/07bRgI+Z6+GKE9yIO0LfEmA16OV/Sg+wbA20HM7vQTPzce+oGl+q6eIg3dUGHoZYYou+3QgdmwO9fmM1l2mkxyXfeKEwqKbzOXGw3psZq08DOL2fe7jQrsK5w0hEgoDJXherdqaAM81rQHs4j30OUUNS87kdUHqclw6Ooc4FjnEEfL46PqdfW7AGJolHYeW5RDD0QkxjFOOu/txB9Jf5xcu+26eCWiX78+Qx7eyJk/yTr5mVrYpitO2dcA+3l+VyaYDF1LMNL417G6ib/tSjRPgnvrAyf8q+iJkPfkUok5rEXasWU1+r8MIdlezaC77xHGFRTfZjrgnK/K40DvXIZaRetzdqsJ3R4ip7ct60ll0z5PDsOR0ns95AzYDZWgu7/myHOKY5xBHyOOj63f2BvLrIZh0HEoabuXDsoQYxilP8qRfzy9c9t2yJU9C7jNFn3932l9Kf2cT4I+LDqBLZ2Pj6+4FPhBwO08Dl2I9HHYi3/og38b/GNYB4A1Us85JK2diJ8o3Fx1IQAPYMWUayePrq6DobqxnYnU0PkvYQtRpLMGKIedZa+nM+r/Tga8AG3PcdjOXfaJM36sPAl+o/9zpWDoMfBL4XMBYdgD+KGGZMaw2w4MetrfVwzpCC9HteTzAOn3YUuC2L8SSGN0OBUtrOXb+9xvgfTlvu1ke38lFHx9dv7OXY5+9bmoq+ZLHRAhVOR/r5/OLos83m7l8f4b8rinb6xGZC+U6yWvniKID8GAlcCV21+NdwMMBt3UXdvD5V+CvCJ98GAP+IcB6z663XnIOlmiqanHQQay43g7YONT5WNfKRdid4q3YvncN8PqCYvSpDHdihrHCe6+g+MLDl2GV7fO+AIlEx7LdgA9T/ElvO3kXX01yLfBqh+VOBL5BuO+nD5K87zyN9db04bnkRQq3uegAcjS3gG0uBK6g8d1UhOg8ZjdsMoEnC4pjZkHbbVaW4+Np2AXzKYQ9J0tKBOdxnCrLe9+Jzi+S+bip4CpkPRMXZTj/buUJKH/yZIhivnBDWBH7+ZvYXb5QtgGfBr6PVfFeTJgTh6uw2WR8Zx8PA17seZ1lMIxdnFRpCM9hWPfWF+GeiFuOFaEs6x1QV2VJckUn37/HpivP2wzg3diFSFEnNpFoH5yNzW5W5N3sdsr4pf8G7Ps0qffJFsIk6U4l+XxjjInfk92a7nFdocwrOoAeNhNLnJSl9+rZ2Pv9JmyWpbzlcZHucuwr0/FxGJvx7h0Bt5E0BDGP16PMiWSdX7jzMZzVVdE9N8ty/t1sFpQ/eTKf8nzx+bIC68a5FHgzYe9C3AW8DSvQtQX/PTmewRI0Ps3A4i3TFMw+7UljLF+Z7YNVJE/7+duEXaTNpJ6hFW92xnoHhEy8NpuOnURkKbB3e/3fe7DjxHbYnfansd5Ke2BDDKcBB6dc9/nYVI8rKc+dzDJ7FNtvkj7Pv8FqEvgcvjMXG36blMC/Fr/dy6tw/Lmv6ABy9HSO29oeu7mT5fxxDNt3foxNa/skdhx8FrvAO4TsQ6OH6+vuhZsLvWJn/B/zxI3OL6RqfgflT54UMeVbHqIDxVash8hXA2/vU9hYvt9iF8U+ElJXYl1Qfct6IK2K87H3/JaiA+lgf+DtTN5Pxur/bsESZ9/D9qmfYhdnD1DuOxwhjGFjZAdJzpTPwl6necChWO+q+cDhjttaXl/H9cBD6UPN5K2k+zzejj3HL2E1fu53eMyRwJ9iCeV5uJ/onImdGJ2F7Y/S2eexnoJndljmvfVlvoq/RMabSU6GXwn8u6ftRd4OXIB9Ll3GTw/Ul52CXdgeBHw54TGvwmq0jDtsYxt2nNiKJZijIp9F+BtsaG+edxfzGsOeJXGyCbsI+zjwk4RlP1H/92zgz7ALb9dtbcIuyJQ4KY9o+M7PgB8VHEu/0fmFdOMvsfOaPHupTOopVvT4plYuo/jKunlU7l1Hfq//SXRfxXoDYSq3L8Vtas2qt7ymsM5iBhOrbK/Gvjz2pVzdbfPgMoPBpR62cTZwK42LsKS2qsttuhpxjGe8Hvu/Aq/scpuvq6/rmym2HWLGknZc9oljc4wnLdfZdy7ytL3DHLZXI9/uyK4WkPw6lXE2LJdZCvKYtrYoaWZZWoMlM+Z0uc39HbZbI9yU4C7HpTxmddnRIY6Qx8duZpoapd4l37Ok/SKP2dmOSYhhnPzP73R+MVHZpip2mSK66KmKjwq4/Y6inidHAX+L3YV4DngM+A52d3MrcDd2t3kbVkzuGSzw0Mp4YuJbdBdwHpZECT0by7VY98RnsKEVKzOs4yFsBhCf5mJ3J3ttmFYrz6e8Q3deS+M9uBI7gPoemtVLZnT5+G3YXdKraCRFku6MLMSK9j7c5bY7OQb3mhE3Yyc2H/Kw3ZF6+yj22rrcJXoQGw55pYft97oHsfcr6Ti7D3ZB+MMutjUDeKPDtkbJtxCeK5deGWUdl52kjDfLfDgJ93OIjdjNq6SeJi5+CJxM+0L9m7BeXf00TKtqTsGGfbyx4Dj6gc4vxIfC65qtJF2GdhWWATs0YExD9EcvhHgbAc4jv+6tS0j/GkcVsX1bkzKOqre9/bxs3q2nEeOSgmMpmkvm2/f045cA33LY7krP241z7Z0wXo811B3NM3B7Lcax49iiQHHEVb3nCdh3q8tdpRrd3Y28wGEbaynv8GGXu+g7FBZdey49T8q+j2aR5rh1GVYjIYQdmPg9ug44PdC2Iup5YrrpeRId83wXLVXPk4l0ftGaep5M5PJ65PHZ6WgV2Q4067CTnxA9RBZnjKkX2lrsrl8eBrEpdNc4xLUKf925407G7YPaS22ljxfOswEaX2qr6d27k65cDt4fDLDdax22G/JL9EKH7Y9j3V9fHjAOsBOnWxzj8TXFbSe9kDwBK6bncgKb9UJiT4f1rwF2zfoEcuAybGd+YdG155I8WVZUcAG53gi6hPAXitOw/XsUu0gLTckT023yJPpu9Xn+reTJRDq/aE3Jk4lcXo9lAbffUXTH5x3Y2P3ZwFQsw7YbNrRjF+BPaFRKn06jS2I0e8sjwOX4rW6/i8d1Vc0KbAzuHYTvKrYNOyjsgw3jGaJ9cb9dsWEdPu2GFd0LMZVymYXstdWN6LO9mOKnKquCEAVy1wG7A0ckLBdi6M4ewH4Oy30Hm3Lz25633+yLWPfaC0nuYjuN7oea9Iu7gRtJHuLwSqzL9KMp1j2ADVFIWvddWJHOsnI5MazqsJ1eK4D4AtzqVWzEznVDv2/PYIWSzwU+Enhb4ld03Hoj5RxOWGV7oPML8adSE1QMYPU5TmVib4W1nrdzPMlZp15vNRoXUnk5mdaZ8lEsweLbuhbb6oeWZwbZ1QD2OR7HhpD1O5fMd6jirdc5bHuvANt16Y1wGzZbR55W4dbFdn3gOHql5wlM7Gnm81h1ruM6y96zrZd7nuTRCyFPLvvxBspZmNgHl+PSK3KIw+UzU/aeJ1Ebxc+ddfU8adD5RXvqeTJRqc+1snxYxrGiSqPYHalo+tJp+B1DeoDHdVXVMNa7583k0/UTbBq+9wBX0HhvAX6An8JqcecBT3peZ5WUbaz/OBNnHZhWVCDCdxyWWeB5mwto9DDs5LvAP3nedpK34Xa3fBZhkkq9aBw7Bo8lLPc74ATHde5K8owiG7H3Uz3bivNs0QF4tD9ux61v0989CWbnsI3xHLaRl1PwU6RUjM4vxLdKf4+dRSML5HPaoDTTzfVDqwEXE67IWSsn1be7hu5nFWm2P+mmKuvFlkeBy7Ti41FXFhtK4YrseeLS8873HavzHLb5VWAnz9t1dRxuUwyuDhhDqe+GZHQibt8/Lsk6l7oTeU213a1e7nnSS1MVx4uztmujlO9mhU9lKa5YhZ4nx2H7gmuvO9fEcTvqeWJ0ftGZep5MVJY6Tm2D69ZnYz//oYf1RVwylP1kGHgX8G66P5i7uhYrGPgZ4CnP6347/quaV00ZuxCP0LgT/TzgwBSP3RErFHkgsBT/Cbd+8oDDMjM9bm8AeLHDcj/FeiIU4XPArx2WW0x+xe96wWew3iCdDGMnv52cTPt6WZErsGO/FGtq0QF4MoRbD8l/pmLj4wPI45y6Cr3JtmH7wptI7nU3jBWlLHNh6yrQ+YWEUNjxxkcmPt5txmfGsAoH4SKsxE4W/i82lMd3UqPZM8DXPa/zIpKLCfaDPHsRuboP2FL/eSX2mb4duBUbtjUTq32zF/Ai7HM6r75883s6jCXgJD2XL2efJ8PPI/kz+XXg4x63mcXHSS6mO4wlmX+aS0TV9ww2dWu8GHwruwKHYbMTNFsAvDphO2NYL4GqFlntJb1y8v9HJN+EGQOuzyEWKX8dI2gk2x4APoVdrK/ssPwwdp6zApscQ9LT+YWEML2oDftInsQrnPvKGA6SfAern0WzHA1hd/JuLS6U1F6BxgxGynoCuwKrRbMS+6LImuh63FdAfWhnh2V83qE50mGZbYSvfp/kP7AeeElehk5u0riL5JpW0XHgdCYn7c8k+TjxDYdtSD56pdbYHzss813Ukxn89lRspwqJ0ftjP38W6zE/Rufj1ynAndiQw/FgkfUunV9ICIUdb3xcvB0U+/k2D+uDfA7yvWAYO6ivohrdcLfHkif9Ni1xO2UtXvcs8E6se31St9bIxvqyH6z/+zc0erBIei4XBfd63N5LHZb5qsftdeO7DssclLyINFkNbEpYZhg4p+l3x2FTE3dyFVYPRcqhCucLLl7ksMx1waOohjyGQ1QhsbBv0//f5/i4y8l/FpheofMLCaGwgrHd9jwZwDJwYBdPv+lyfZEyFmErqxX1fxcDl1LuO3sXoyKkcQ8VHUAHj2MnFdtjRar+sv77Wdg+9kPgR/Xlfofd2avCiVNVHO6wzMMet+dSf8f38L2salih8k52pFE4U9w8AVyDJT3P7rDcwVhto19idY1OTFjv1VjRcQ3FLY8X1P+NivL5KPzX6rMW8vM3CMx1WO4XAWOokr1o3NmP3nOfxULHSZ5pqwx+3+J3Z9b/Teo9dyw28+QPvUbU+3R+ISFEtYh89eKP3s+Bpt+1fJ9nYuOVd6g/wDWI6Uyscj6aJdI2XCp2q01uI9hsKSErIGe1DLfqzf3SVqMeVmXnUu17TYDtrsJ68SV91n19zucmbGu8Hk9RVfCb7U7y6zNOmJpCvTjbTrPVJD/HGtZ74QKHZZNORMuql2fbyaONEnY2hO0cYyjr8FifXI5LZWlFz7bTbvt74zYDzzrcZh6LJM1A1uuz7ej8wo3LcVuz7RTTJn2PTcGmF/63pt9fjdXTmIXdjfpvbEz0k9jJwp9iRZeiuiQbSe7um8Y8j+vqJ1HhtP2AtbQu7FeEHbEZglQktmEnemfceT97zPP6lgFLsLv7nXwbO6j74NoDsagq+M1cKuJDNYoXltE7sTvInY7XrrWQLscSfdJ/TgH+KeD6XS/2qlCHQ4r3U+CTJB/XzsZ60b3Rcb2zkhfpab16ftEPSVlpYwqtu4ef2eJ37YwBXwBu8BKRcSmWKO0NA5uBl2BjzX1dZGX1HpQ4kd7k8wv0Vdj0iUlDdjZiswT40qsnAWXsgVcFT2HJd+juuD0G/Cs2m4+Iby7J0X6fnljS+RxWv+mdCcutwBIob3ZYZ78PV9T5hfScKViiYmP95zSFPKPHfAS4yXNcabrESWvRmPWdsTt/vywojhV0Hj/fr75SdADihY+uplOA87Hpx11qnTyG33onVTy5cbkg1x3n7G4B7ulyHT/AXxF5kWYud7T7/cJV0rsYO29OmvFzJ+BokgsS93sCr4rnFy6UPOljU4DXxf5/KpbNn4F1Ndseq4UyHxvf9QCwG/AoVjDprjyDlUzeCTwfm874ipy3fQCqSt1OlaaXlva6Kfp7LJYw2RsbCuliDLiki222ouEt0splWEG2LL1PxoAP+A1HRKRrSUn1rdh0tbNIHroINoVxp8kypruH1pN0fuFGyZgKaZW534rNoPE4ratS50HdfP0aBu7DCvy+kfxe3+8D19Z/Pq3Tgn1mjHLPiiTuXgncCMxJ8ZinsLtRc0iubRI3BtyM/+NyFe+Mudx17tU7Xnl5hEYh+DQJlDGsqKLu+ktILj3L+v3CVbK5F/hH7BjWqUd+NET+zei6pZ0qnl+4KLocghSo26mKQyls7uYedm7937lYvYTP5rTd64H/xKa1XRSLo59tRkMKekWa5Ee37sEuSn2r4smNS2JEJzfdu470vQd/giX5REJy+Q7VXW/J6ibgTxyWOxu7ofFu9J3TStHnFzOAz2NDrHyed/t+r7XvVEhZkycSzjCwBXgp1v0/jxlfnsW6cC/Bpuft5xooVwH/UHQQUjkfBN4WaN2uX9o7UY6K+DvjdkKmng9+1LChZS69B8ewqbal3MYCrXcrlrB4mvDnl64XQkPoWCANaXokXorNXpnU8+5dwC9o9NSLezrF9npRkecX87He768EvoXVYPyOw2OSXEOYG6AbUS/9NHx/j0XfX+3+X3onUPy8zv3QRoHDHN8TX6YCF2Dj6Yt+/kW0POdpl+6UYZ75GnBR4Oc5VN9OUixHBI7D1StxO7aF4LJPHBto20U6nOR9pAbsX1SAASwg+b12OdHO2wD9sY8O4nbcSjOksqpcjkun1ZcbxPaR6F+w74DBLtsAlmgoct8LcXyei9t+1u58ekPC445LGU8WxyTEME64Ya5Fnl80v/a3YTeOOzncIdZQ5/EjBW23FZf3LGRiweWzfEzA7ScGV0b9nqnNyynYdMZ5ehZ4H/Af5F/AtgxWFx2Ag+1Q8aoy2Ih9Rt4TeDtbsd5oSV4eOA5XLseszaGD6DPfdljmCayQvEgetmH7XJI9AsdRFT/CXrNt2IVH9C/Yd8C2Lts4Vluv12zBen0m3eU+BaspOLPp97NCBFUhRZ1ffJjJw6oPBtbQuUD/nzuse3O2kCol6Tp8jD7u0VfWYTtFj5HrF5uAjxW07a9jY0ofAGYDby8ojjxtBO4oOggHV2B3qTbV/x8dRGdh9XLAehDdihU/HcTeRxVM82MMq2/yDvL7cvqxwzJ/Drw3dCAO/o/DMrqIz5+Kc0re/sdhmVei4wHYsIjQevWmyz3YuU/S8J3o768NG07l5H1+cTnWw6RVTbojsGHQH6R1Qszl5szt2UPrKOk7dHOg7bai8/kOypo82Vx0AH1gDJt95/ECY9iGjSndG+v+/CSwssB4QhrDf0+bQcKMu4wO4K2qzCedPGzCki2zsM/xOf7C6mlj2Ot2DXaXP++Cwt9wXO4AbBatovwhNn1ukv8MHIdMVqmxwdITvoLVm+jkUOxct99vyuXx/Mvam92Hf8Mu7t+ZsNwwdmPpivr/1ZM+3/OLs7GEaackyMHAm7D6aR+K/f5IYJ7DNr6WNbgELj108qrhNDfh733b6wTKe6Drxa5/ZfMg5ZkR4afAWVh2P1Qhu6LdR7EXnWm4dIVu5xRgOXYCkXTw7VdXY72QrgH+DksIvB54HfaZLGImph+Q/Nk7HPj7HGLp5HSSZzgaA+7KIRaZqJvjhkgW3yb5uDUM/HEOsUhvX1CNY0POr3BY9gBsdhdQjzzI7/xif9x7/by0vuw/xn53YT2OTjYBv0wfmpOkHjpn45bc6ZbLjZC+Pscqa8+Tx4oOoMeNkZw9L8IHsS+a32FdTJN6OVTFGHCx53WGTHxGY3THsOrk0fb2xr6crq7/7sr6vzvW/21+v24JFWCJ/A3wadxOGpsLOZbJM1hCNcnzgV2Ae8OG09LOuI2LvhNNBV6Efh/bL/lz7U1xInAj/X1cyONmaa/3Pnscq5mRdH56GnYu+yPUkx7yO7/4IfAy3Hu6RDdiPoAdH1yGtoVMGnzPYZnDgC8GjAFgT5Kvv74VOIbKKNNYxR1JrrKrlq2toXFBXGZH41btuextA7DU82sD4apMxy/wN7RZJvp7vPJ3dPw4IPb3JYFizEu/zawSf+86taJmjPqAY3x7BIyh3/aJOJfZdnqJZtupBpfZMcaBk4oKMAdlOS65nLtXbbadVpYBax225dJ6fbadSJ7nF4PYtc5tjtt0bSPAIg/xtbPYIYY1AbcfOcshjsWBYyj9bDsnYDvEP2LZpjLo97GpIc2h0WOgzK4D/h9W+KmqQ3nGsG54NwRYd6iCZPEkaqtifPE7S5+M/Txe//fXsd81V53vRWXtvZfFD7ChREmeD/xt2FAm+VPcep28H7g7aCTSTi932Zfychm6A3bRPC9sKKWWR+2NMt2EDemz9H4vG9/yPL/YBrwZ+A5+i7s+AvzW4/qaPQxclbDMTjR6e4eSNMzxKizWvrY35bsbMYjNme4zY6hmmfKk8XxltA/V7IUyEuLFwD6zoe7yxu+2Lmvx9z1jfz++xd/3iP199yAR5qfUme9AjsRt376V/KY53wm3O0g1YN/AsZTlDm8R1PNkcqtqz5NeO24dhdtxK+999HhsqGtoZfmu6peeJ2CfMx/npf3S8wSKOb94DX56oNSw74TQRhxiWRdw+8sctp/HcbTU51qDTCzyFvrE01U/j0sN6RHsLk3V/AQrRBpNL1YFG7ECoCH8XaD1AkxL+PsjbX6O7Bf7+dnuw5Gc3Uyjpk0nL8F6K740bDjMAj5PcpFYsKLMPwobjpNe6o0kvSnpOF81X8Wt98kw+SVQlgF/RX4JFMnXOPAW7FxP3BRxfvEvwLl03wPlV8AD3YeTaJPDMtOwm8q+zcIS0UkuD7DtLAo915pNI4uzvshAmqjnid9Ww98J0wIsO1pEFfH9gMso/vXs9DqvJVwW/zDssxGqB9EiOmd158f+3iqG42J/zyNLH1JZ7ubl7UDc76jdSrjaNvtjF0Wun7uFgeKI69d9AtTzpFWras+TXuwddQRux6012LluqO/oQeASJn829uv0IA/bLMNxqZ96nkSWYvtT1nPGfup5AsWdXxyMFTm9xXHb8bae/C7UZ+B2/TuC3+E7Q1iSyeX4uYPH7bbj8lnO47PT0hSs58lGrDp0p6lFo/F9c4HtgF2xk4t9gBdgF+afBT7nKTaX+a7FzSbsPX7G0/ouwPaXZ4CbgE94Wq+LO7GZgh7EDoZlmpFnDPgZ/mfWiTsT64XzT4HWH79D9s0Wfz8y9nOrquPxLxjNmlVN38M+Zy5eArwb+BJWb8SXY4HzcDtxuhqrK/R7j9vvxoyiAxBJ0Iu9e28GXuWw3Mr6v9OA8/F7N3kpsJzJ5yXD2DntRvpjFrp+cgNWp2Mu5TofLauizi9uB/4PcH2Gx36O/GpxPoXbzESnAfcD72XiCJKsVgKrHZbbSnnqnRT2PTYFy95EFzxbsWTIEPCH2IXUXtjUsYtxOzD4Sp78xtN6xL60b/C0rtOw7CTYhfwzWCLtCuxDn4dt2PCdXYF7sBOgoo1h+/4nkxbswjIaRRnzuFCczeSDZPxg1ao4XPzkNY8CdRLGZdidUpdj/p9iCfU/Bt5Fd91j/xSbDWwP3IbqgH1fhfzcpVWWEwuRdnq1uO/7gBfidtw6DXsdvobdjBjvYrvzgbfW/2237TOxhM0zwB1dbEvK56OEneWt1xR1fjFMtpsbnToWhPBekqfDBng7dh10FdlLMswHVmFDdpJcA7wj43ZCKPwaYw3Zu5w1d23yxaWbmVpyqwE7p3zt29mf9t0T1zGxV0KeTqW4YV7rse5zswM/xxnYAS7abqghCkfT2G9aTUV2YiyG7Vv8Pd4ds+qV98vSFbooc0lfEO824N+xz6SrKcCf1R/nOkwnfnzLc9YDl33ipHpMA/UWdYce8NSIrTfPMb8atjO5VXXYzonYvuNrn3RpeQ0L2J30x61R4BzSdYMfwC4AL8Hu2KY5Zvn+/i7Ld1U/DtuJzCJbAdl+G7YTyev8YgaWhLgVuDHl9uKf2cuyPtGMVqSIbx12fbBXivUvxnqbuL4HI9iog7y4fJaXMfFcK4/vsEFonHj9KsUTGsPu9s8Hvov1EPkZVjyyVQHJrMpQ+K8XXId17erWFOAN2N2TVs7GpgH8K2yKsDyNAp/B9uOdsW6zebgKK0Z1Qw7bOpdGD5urCNfz5DX1f7diBTibvQzrejyd1p/3qPvgJuzgJtW1BbsDch+N3mZJot4iC7CLkSeA7wPfoDGMa7D+94Pqy8/BvZdJ3Cbss162u+hjhJtePb7eYazHX97HW6m+UMM+O7kGO/l26ZLejV9jFxI/w+5Uuzil3l6E9Qx5CJvm9A7sGDaj/vuF2Gx3f43d9Ux7rjGGDUEoyxBD8ecJbIgJaPiOC9/nFw9h5xJgiayDsIKz25Ht/CJuGDvfWA+8Db/Xuu38I3AAbseYs+v/LsaOS7/Beuj8FHgUOxcfwiaFORzrJTWE9b5zNR3r2Vcmnylgm1dhCXMATqCRyVmPZaLOA16B9TbYg/B31pttj3vWTa1181m41KWQUNQ2AId42m5aOwIXErYnSo3W0/SGcij2msa3H8rp2H6zHpjaZplOPUqiOENN05ynstzNK9phpLuzmkdbR/7fSeC2T+TZ8uztoZ4nk1tVe54U1fJ8vQ7DvsuKfs5RW49d8IVQlu+qfu55EjmddOef/drzJFLG84tObR35TYbwAvxMh+3j2JX3BBBlO9eKtwVRz5PNsYA/ST530pM8gmXplcHNZhOWufRRUCe6Q+xqOZb5/QZ2tymvQktgd7UuxTKwn8V6wmzF7ip14xpsn/wY8MMu15XGFKxrXfxzEPLO3Ucdlhlv8/tB7LUeo3+KxfZDcdBbsDsYc2jf8ywvm7A7Ve8FHi84FultLt+dZRyaWMaYInn2ErsFKwa7I8WfR24C/pVsxSpduLznebz2Lp+ZoosVh97+R0l3vpzH0EuX976o40aZzi9cRL3s30XrSRN8+jk2QQYUdwy7BvgQ+UzTXBXbog9t/GKw0HmTmxReDKbCfoefoU/RAS3tB3e43l6MXejc4yGWNO4DPl1vO2DdlP8M66o2l87JlKuxwm5bsTGW12FdgYsYHvBhJr/2rWbBKYNtwFlFB5GzvIokF+1hLIn3e2xmgSK+yDdin8d1BWw70i5xKOUbPtWtPGvp+FTmfTTvu9s/B/4O696f13DeZlcBHwDuDrgNl/fc12yLnbgkJqYF3L7L6xBy+5FzsAtsl+/JPG4uurz3RR43ynB+kcZmrD5g6OQJwC+xayjI/3W5BrgSS25JC/HuqSsKjiUuTcEctUYbwd8dcR/DXzYAZ3iKx4cpWPfhA+rtIKzw2/5Y5eqy9CY4l9bFnHcvMqg+k7RvLysssuIcQP5dSdsVMM5b2YZE+CzSniTpPe+FoXpxLkMQQhXu7kaZuzvvEPB5dzKADU9f5xCjr7YBG0KcR8LI5T0/IYc4ih6243J8Dj1sJxLNYpIUTx5DwOOlGdq1oobtNMv7/GIE+6zOx879k647N5CuVogvO5LvMMR1FD8sNa/nmrYtigKMH3jLNG75cIp/karYfH05nIAdWHzEtL7eyniyWUZLaf0FUqNcvcN6mcsJ6SsKi65Yg9jdtdAnOTWs5k9ZlC15opon4Swi+fVPMztLXsq2j8Zb3uPmm+2MJTRCHrdGsIucPPcNl++qJTnEsYNDHCFrfLjs+3nUGIkcTfI5dB7JnCUJMYxTnuQJ5Hd+sR4rAB03QOcaLHnesGg2gM2UFvJ1qVHczKlxZb4J8L/XsfEDTpnuHrmcvKhNbL66tO9FmLs0G0g3zVg/egUTC8TGW69doJRZme5ildVU7M5ZDX9FmmvY/n845avfULYL09GwT3eCpBO2tTnGkgeXu+hFJwNaKfNJZ1mSTTtgd499XoTUgIuxHqx5c3nP8+jh4HLOfnTA7bscn0Nuv5Vz6byf5RHP8R22H7UyJU8iIc4vRrEe3Z0mtRiIbTf+2Es6PCZP22HDnHxdo9Xq7QTK0/O+bOda8bYgfgf7cuB5WKHHQYov6gRWt2MT3Rf77Bdj+DmBHcKmvzw7acEMonHHf4TNm57HlF9VsgB4He3HNqaZVly6M4jVv5mLHYvmYIWQH8Q+I/NQXaZnadQW2hH4PI2hTGnG527EpsL7JPA1yltweIjGdyXY2Oe5sb+FtiW2vSew/TFPnaZgLsuFsU8fBHbC6hJMxz7v0+t/+xXlrPMyiE2Z+sL6/5/AYi66hsvTlKfX5MPYMefjWD2B07EZHrNMPXwPdvz7AfZaF2EbydOjb8kjEKzGyzzsszEU+5f6zyELfScdn0Nvv5UPYr0VxrDPwNZ6i+LanEMMW0jeP8pwzdfM1/nFldg++S/AV0neB8br29wee89Ow97Hd3d6UI4eBa7A9ukPYUmP/er/d31dov3hu8C15F+XMknz+fdOxYbzv9/9D8LEu3plSZg0W0eYi/he9EbsINGt07FCQaFtAr4MfCKHbVXB9tiJR6eD359hBWxFymwQ69q4CDtpmYOdCL0SuBHb1+/HipXPxi5Ex4sIVESkbg52AbIvsAt2kXUAdmHxK+zmxjbgduyCNK+EhIg0tDq/ABtucjMwE5s04mdYgeB7yH5+sQx4OfB2yj/D3yDWK2UxNkRxZv33z2LnWY9jBWgfxhIwzxYQo+TkJIrvolOFNkrjjlg3luCve5xr3GvJpwJ6mR1CchfiDcAeBcUnIiIiItJPyjikSaSj+ExAaq3bZfgZN7mQzoWSQrYRylUYMk/tisM2N9U7ERERERERkbbynhazas3XRfV5JXge52BFovrFRbjv3xcXE6KIiIiIiIhUQZ5zW1et1fBTqM935flun9NSD8+pzGZg+3Wa1zyPqQZFRERERESkopZS/AV9WZuPaX/3oDyJk6iNAmfRm2MNj8CmSkubUCrLFGIiIiIiIiLSpRnAPsAZHtc5hXyLmFaljdJ9cmGAcvfsWQcc1uVzLIspWH2aLPvySAHxioiIiIiIiCdTgP2xZEmNRg8G38UtlTyZnDjxUWD13BI8l6RWw+p97ODh+RblaCwRlPU1OCn/kEVERERERAQs8ZHWADbM40+BPwLmY/Uymm3B5pt+NGNszWrAKZ7W1QvuBG7tch3HYnOkl91w/d8/wJ7zx4BnCosmnYOAFdg00sMJy7YzBnzeW0QiIiIiIiISxGLsQnuU5NoYI1g9h3OAIY8xTEW9T+I9MbqdkWYasL4EzyVLWwdciCXnymop9jnwUUtGUxSLiIiIiIgUqF3Pk7nAi4BXAS+k8x3zTcBm4CGsR8D/AM96i7Dh2fp2xF7nbl/j1cCZ3YdSiLPr/+4H/AJL2P2yuHD+1zysGOxr6K6nSbPrPK1HREREREREMmiVPJmD9Uhod+G3sf7vj4D/BH4APOU9stb+AxsC0c82Add3uY5T8TO9cdHiw3m2Al+ptwdzjGEqNoXwCfX/+05IjQH/5HmdIiIiIiIikkKr5MljTO7hMYbd4f86cAfwQNiw2rquHouvO/pVMwZc0OU6DsCKl/bSaxjV3FmOJZfA9tevAbcBj3vc1hSsV9aRwB9ivbRC1+KpSn0XERERERGRntRu2M6T2IX6v2K9HLbkFlFnW8m3V0HZ3Azc28XjB7GeO72UOGkWT2S8C9uPn8ASEN/CEoP31dsj9d+P15cfrP88BeuBtRBYBDwfK5L8B/gdjuNidY7bEhERERERkR6xB9UtdNpt0dBpXb52F5Xgeai5t5HWb6OIiIiIiIjkKctUxUW7u+gACvBu4L/pbvjG4cA+fsKRnNxddAAiIiIiIiJSXUvwMwVsVdqqLl+v2X32evVC2wDMb/VmioiIiIiISL4Giw4go6/TP9MWX0WjCGpWF9LbdU560Sxs+m8REREREREpWBWH7UTuLjqAnNwL/LCLx58IPM9TLJKPq4APFR2EiIiIiIiIVN90en8oygZgahev0X71dRT9PNTStdFWb6aIiIiIiIhIFiso/kI3VBsBDuvitRlCiZMqthqW9BIREREREZGSqGrNk8gGYKzoIAJ5Erili8dfDCz3E4rk6EHgzqKDEBERERERkYaqJ0+eAr5bdBABXAN8oIvHH4tmaqmijdh7LyIiIiIiIiWSJnkyAMzsYlv7YkNRDupiHa1cRe/1PrmN7AVxdwb+GjjbWzSSl2eA7xcdhIiIiIiIiKQ3AJyE1WK4KOVjpwDHYEmTqKbDZV6jM6dTXI2KEDUvBjK+DkPY61v0c1BL3zbgP7HYyiHAuTlsR0REREREpGe4TFU8BTgKGMZ6eMwCnkh4zI7A67HCl6c0/W17YAY25MaXGvAy4DSP6yzCGHAtdjGdxUrg7d6ikTxtBe4IvI019X93wv9nUEREREREpGe5JE+eBR6q/zwMfBb4VJtlDwDeCjzH5ETGGFaf5GP4v2h7Cks6VD158iDwhYyPPRw40GMskp+NWIHfkFZhicvoM3IP8LbA2xQRqZohGj0CwXqCjtf/HQC2xZadig23FCmr+dh+uwB4AXYe8BC2304BfoudDwzWf7+t9WpERATckicA7wIWY8mTZcCnsTvlALOxnil/Vv9dc0+TK4Drga8CT3cVbWdfxeqfVLXWxxhwecbH7gCcweTXXqrhR8D9Add/IXB+0+8WYvVxQm63qmZiycgdsBPJ6GSy25PK6PGPYSesDwCPYgnqqpkOHIG9VrOxY3sZTrqfxGIbBDYDNxUaTTFC7b/PYomFQez9fgC4D7vgepbsPSbL4gJgEdaD09WVwGeAG0IEFEio/WMQu3EWHc+m1/+NjnWPAQ/XlymjYxP+PogdX6Jagduwz8E3KNe+PwM4GHgtMA/YApzp+NhN2Gf8PuA6bMbHR/2HKCLSH9bTuBtzOHbhtR4bMtNcv6EGrAUOzTnGQ5rirFI7r4vnvaEE8atlazXck5hZvILWn9FxLKkSmYbVy4k+0yNYked+tCP5vf8bgHVYz6AjsWGRVbCA4j87Lm0o1AtQYnnuv1FbD4xix5tp4Z9iEFm/R2tFBNuFIvaPqI1g+8q5wD5kr+8WwijZnlPI7+809sG+w9t932fdt9cBK7Bkm4iIpLAPyQflGnbXZudiQgTsIqSoE4NuvqCiuzRpnYWSJ1VtNWDJ5LfUm1m0/szeht0t27G+3FJanziuoXoXBj4soth9YgTrzTc79BPtwg4U//lxaWlmlOsVRe6/0T58EbBb6Cfq0X5kv+i8jMaxtAqK3j+a95WTge2CPmM3Wd//ohNA87HYfSZN2r1XNfr3poqISCatLtJH6r8/gXLc5ZtB+C8R319ISzM+10OwuwJFPwe17O99SBe12OatTOxifhadPy8baBSa7Rdl6VUxApyDXeyUTVWSJ2X4TspbWfbftdhQmCJvpriKzwiYpY3mH3JmZdk/4i3LbI6+VTF5ch7Ze8x0817VgD3CPz0Rkeo7hokH0TVYkdiyOYbqJBU2ZHyOQ1R3iJKanXy8YNK76s8sWic7b4gtswrrhZIU6zrK+TkPpchu7a3aCHZhUabhENtT/Ovi0vqx50nZ9t81WJK2rKI79908xw1YLZEqKNv+EbWo192CcE+9o6olT9ZQbK/jGpYcLcuwJRGRUhpg4hdMmU7mm62l+JOBpLaW7BelZ5UgfrVsrYYV+A1pRYvt3oYVkAN4FVYMzjXmcwLHWybbUfw+0qqNYEVay2Ahxb8eLq3oLvVFKOP+uwFL1pbRhfh5jsfnHXhGZdw/4i30jYV2qpQ8Wd1FvL5bP9dHE5E+lPau3Djwldj//8pjLL5dDFxTdBAJHgG+n+FxxwB/7DkWyc9W4COBt3F4i999H5uB5AhsZqeXplhfWS7a8zC16ADaOA1LYl1E8UmBfuzRURVl3H+XA7tiF31lMht/ww/KfD4UV8b9I24YeA9wUNGBOMr7WHgCVnB3OOfttnMa8JaigxARKbMFNIaLlL2Y5GmUd2jLBrIVhDwA665ZdPxq2VoNm/Y7tFZ3pT6M1R/4Rou/jWM9U27D6qK0irtfzKf4/cRlPypymEBZu/43t6KTTEUo8/67nu5mlvPtSPw+vwPzDT+TMu8f8VYj33o5WXty5Jk82YfyndOuB3YP+aRFRMoky0H/ASYW4StzLYSNwP1FB9HG94HHUz5mCvA32IxGUj1jWBfX+wJvZwqt70q9sb7tI1v87b+A72BFiD/Z4u+hY5Z0hrGedTOKDkQkhTOxWXgOKTqQur/zvL6/9by+fjYMXFJ0ECVzFvYZKpNbgV8XHYSISF6yZsyjscvDwKmeYgnlUuyitUzGgCszPO6twNs9xyL5+Rnw1Ry28xzp9/l7aVxInNTi77/qKiIJYRj4aNFBiKS0AuvmX3SvoD0CrHMnrJiy+DGL1kNQ+9G+2P5VJhvRd5CIiJMBrNjpeqyrY9mng1xEeYprrQOOzvAclpXoOailbxvId6z5mhSxfRN4fv1xy4Abm/4+CuyVX+iFq0q39nHseFLE3VkN2ymvquy/R4V6ARytIczzuiDPJ5FBVfaPqOU1ZLTsw3bKdv43QqMAvYiIONgfKwBXFSdRji+fLAXzdi5J7GrZ2gZg70nvaliH4rbP3MrEoXetpi4uW5HH0Kp4cbEkyCvRXhWSJ2vpz8K2Vdl/i6yjtIBw36k1yj2crir7R7wdFuSVmKjMyZPBLuKrYd/h29GYVngAu+k5G9gTS2TWUmyjRvHJTxGRQnQzP/sPPWx/NlZg7QDgJ9jUqU94WG8r12InDUVWKN9Ub2lMAT5IeSqrSzpj2AxVP815u7cCv6hvv92+czvwWhqx3Qg807TMRuBTIQLsQbcDj2InqY8Bc4Bt2AxH8+s/b8M+0wd73G70/n63vv0y+2vgs9iMU2An4tG/3V6EROsaqP88hL3e4uZrwOnAU9hwiQew129O7HeDwH7A/8OS+vPobl9eCPy+i8dndTLhvlOHgX8FPh1o/UW5HRs2/BS2TzyH7R+D9Z/nAPdgQ0teVv//Efg53i3Fzg/71U5k21/HsJ5Qv2n6/Th2DH4c+GW9XY+9l5di9dHmdtjmr+rLi4hIjlYxuWp4DRs2EMoULANf1N2TLHfwLywwXrXu2jpsWtkiXczku0k1rO5ANNvTPOBL2Mlp83MYzTXacsh6Z/Y2x/Vvh43jfzeW5GrV2ydLW5v5GaeXtefJK3KMsV+F3n/j3kF3++9ZGbbZrQFsyEHIY//63J5Neln3j29l3N4crPflDRm3m9exrcw9T5ZkjO30Lra5HTYzVqvzh37s0SciUqh1tE9i1GgUpA1hBvZFHPLEqVUbwU5a0jid8Cd5auFanheznWwHnEMjaXJo7G8H0P7ip4Z1b+83WS8uvplxe6+qP7ZV8ipNG8V6B+Qha/Lk2Jzi62dZ99+sd/bPJnsCpYihO4dnjDVty3uopqs8k2txZ5M9gVKju57SLsqcPDkpY2zLPGw7GjZew85p9vCwThERSeEgGj1Oatid8cOwi7roy2s9drEXyoFM7vUSup2cMsZ9UJ2TKrdVwMxJ72r5tPscbMA+k/2oqIuLGt0nUPJ6z5Q8Ka8i9t9PZtzmSBfbzGo0Y6xp22V5PaGUijq+gQ0Jyfp6LvKw/U7KnDxZmTG2tOednRxD2PNyERFp43gaB/Zzm/62N42LuTVYxjuUpdgFbh4nUTXSzbQySH4neGph3u9pk97VcppD65PGsvSaKUKRFxevo7thEGsJf4cWsidPssw0JukUsf8eT7b9Nu+eJ7uT302JdaTvbZqHIo9v22FDFbNsf6GH7XdS5uTJqRlj25BDbCIifaWIcYvxaY2bC8X9FPiP+s8rgbcGjOMG4NekL+CaRQ14NsXy1wCnBIpFwroGq2XRXHi1rB5r+v8m4M1YwTjJ3wjwGeCLGR+/Avgjf+F4N73oACSIrMVRh5l4ThDa60lfePM7WNLv9pSPOxs4LeVjel03Ba23Ji/Ss5q/p10tx84/t/MYi4hIX8vjDmWz+Jfn0y3+/m80ZghZjJ1st1rOh3VY5fjnCHeSs5F0F0Ln0d8nCVU2hvWYyntmnW5dWv/3CWzGnU8UGIvAe+nuLu9S4HueYvHtuaIDkLZ6fWaiucDzMzxuI/BlrHh7Wgdj51na7xvuz/i4ca9RVMvDXTw2ShY+DVyNJQHT3MwTEZGcDNC6Z8teTOzW2srK2DIHhgiuycmE6cpbY2JxziSHU+xsQGrdvdd5Fghc7Hl9F2LFlKXYbu2RI8k+fCePGZKyDttZmkNs/S7r/ntrl9vNur/m1fPktAyx3UKjaPYbMjx+HPssl0nRx7fPZ9x+6OLlZR62s3PG2Fq1GtbD8WTsfDzNkHIRkb4XqufJEqy74BasIGx8eM4vafQsmYfNDvFE0+P/BbuDD/lc0H0CK9C6Eb89UB7E/YR0IXCG5+1LPq7Bkl559Tg5GXg18BVsn/Xh0uRFJEc3AXdjd67TGsJOiMt4d/E12B3QuVicg7HW7VC36A7/HcB9Xa5L8jFGfj1eXpnhMXcBD9R/vgr7fk77mTwJ+zyLyVrLrozHs7zcT+O8uVvROqJzzY3Ak8BvgH8C7qU6w45FRHrGcTSy3Lu0+Hu8UOsZLf4ez7KfECjGVi7DXw+UND0RhrBeOL7uLKjl10axGaTyciiNosobgAuwC1Hxp+g7s5H4cTRt29VzLM2y9jzJox0T8HlXQRE9T5ZR7oKxB2SI7VtMnh0qy/d0Ddgt2DNLr8jj2xFkm1FsBOvNHFKZe56A1bPK4/g5ir0WxxC+t4+IiNTFZ9TZt8XfD4z9vdXJ06LY3/Oe2vIs/CRQLkqxzYs9bE8t/5b3UJ2ZtJ6FqUbrz5lkU5bkyTysBk2WWI7wHEuzMidPloV72pVQRPLk2ozbXN/FNtPYkCG2W1qsJ+twulVhnlYmRR7fsh7P8pg1puzJk4XkP6y7hs3gdhjhk1ciIpUQ6qD/ndjPJ7b4+w+wLrBgxVGbxzw/gs32cRX5F7VdD9yMDcXIagz4sOOyJ2MXxVItY+Q7VAfgLbSehWkYeCe2L+kEp3dsJvuU1/08q426nOfrNWRPIn/OZyBt7EC2Iuz/3uJ3N2FF5tPalerPeNJN0dsFwEfJPkTra11su1f8Hvgtdu6Rl2Gsx8u3seHtKylmlk4RkZ43h0YWf22bZUZoZLdbDe0p2vFkvxOx2nEbu3exDbXiWg14QYv3M6QluO0rq1Dh126VpecJwDczxhK6x16Ze55o2E5++++7yV4otobtR6FlGWpzG+2HvmUtHFuWemZ57h8HAOdjQ6Cyfp5rWC+80Mre8ySyJmOcvtoG8u8RLiJSGqF6dTyGdQGOstb3Au9rWiZ+ZzTUVMTd+DRWpGsLcGaKx20E3uOw3GzgcvwUAJP8jAGvZ3KR49C+jiUlH8Q+U+2cj50cX4UVzpRqy3qMLmIaeqk2lx47u2K9TPYCTscuHLMUNQbrWfVgxse6mkm2C+976q2Va7AetWln0Xkl8DHsArSKnsKGMk0BfgfsVP/9A1jPkqeYnLjfBryky+0+je0rYi7EXvuizh2XY+fvL8GSp1Xdn0VEMgl5gr0WK245DLyIxnTAU7BuvtHF5xjlHWpwM/bF/STWXdHFHcCjDst9ECVOqmQM22fPI//ESeSLWPfZHem870QnN7fQfjpwqYasx+i8ZjCR3rGNyb0LnmPiPrgZeLmn7f2Lp/V0cgLpv2dvx4aYtPMU7RMrnQwD7wV+lOGxZRC6jlIrG4G3FbDdMnsCeC3wM2B73M9NfYqGD78Qu7n4WAExiIj0pMNI7gp5QWHRuWtXqLNV91KXGgXnOKxLrTxtDVbUt0xWkfzZWoV1sZ1VUIxVVaZhO1mHRIQeuqJhO+WVdf/Ns42Qz3CHtRliu95hvceR7bO5xs/T6koV9o+onRfoNWilKsN24o6k+GE8ec2YJSLSN15B68TDauygW5VpVqdhF9CdvmDPcljP0QnrUCtXq1GeserNXPelVVgvMHHTC8mTpQFiiVPypLzKfnFcA3YO9uwb9s0Yn+tMeVnqEdWwArZFKvv+EX+t8lTF5AlYz+2jcLvBF6pdEvxZioj0mV2wO0C1eltP61l40rqQ/HuuHEPrL9lRkrvY79XmsWrlbDVgn5bvZHkswO2kaQQ4taAYq6YsyZM5WO2oLLHs5zmWZkqelFfZL47zOg5l+a69ESvk7uL8DOsfx85bilT2/WMc+07L+8ZaVZMnkSFgfxo3JvN8v9ZhUymLiEgAvuqbRMMWVgFneFqnq+YkyDpsbHUnM1HipEptPXbxWgWDWK+opCRKDbtDNLuQKKujLMmTYzPGMQ4s9hxLMyVPyqvMF8fryafG2Q5k+779txTb2CnD+qPjcJHTFpd5/xjBXp8ivnurnjyJmwIcTuOmZR7v3WW5PDMRkYIVMSPDuId1rGFitfG/8bDONO7CEjZ3Ynd45wKf6rD8IHY3QAViy28Mu/t4DdUpurkNS54cjxU4Xt5muWHgauBvUSHZEHzvL3+S8XFjwO99BuLRu4APYRdH49j+Olhv3X43DGIFTp/scj0SxnuxITE+zgGSvIls37e/wOqZPITVipqGzUL0HI2L5PnAT8neu2sY+BzwyYyP71VXYa/73xcdSA94Disu/20sWflGrNDzEVji+5T2D81sIVaovoyzZ4qI9LURJt9hL7Kew4kk1xe4kOLv6Kgltxo2FWeVvYDOd5qUNEmW9c7srR5jmEH2eiejHuNoJ2vPk37vFZKHsvUs2IBNa5yXaVgPl6Kfd9J3TVHKtn/UsH1k35BP2kEv9TzpZBBYBCzDzgeyFFVu16p+/iQi0lMGsSEHa5h8wN6lwLiSnIGG65S9rcd6blTtJKiT9Uze76KpwqWzMiRPPpwxhnHcCld3K2vy5NgcYut3Zbk4jobV5lEcNq6b4W55vjYHhHoBEpRl/4ha6PpMrvoledJsKpa4ugT7vHbzXi7JOXYREWljOpYhb3fAnllcaB0tQ4mTsrca5ZqJxueJ2Ak0Pjej6K6Qq6Jrniwje6+TGnZXMTT1PCmvoi+Oa9hxp6iL4tUOMZahrQ/1AiQoev9obmVJ6Pdr8iRud2x66KyvxTn5hywikq+yfGl1MgP4KO3HL19JOce4LwT+DNU5KasxrKfAFQXHATbsK6pTsgWrofML4N3Y2OWsPoVNpzkTuxi/p4t1ST5eio35Pzjj458GfusvHO+q8J0j6Y0BW4F/B67HalcUYV/CF0v2aQHwQNFBFOzjwGuLDqKCVgJfxOrv+PJr4ANkH1ZW9tkJRUS6VvYT2elMTJxcDfw3sBG7yAS7A1pGh5L/VHuS7Aqs2PBbKP4ic3fgcton2OZjd3Dv7GIb9wKv6+Lxkp+Tgf9H9sQJwKc9xRJKGRPd4mYTjWTuVuB/gNuBO7ACxU8VFFfciVTnhsWZ2PnMlUUH4mgMKzS6jckzJr0QKwad5bXfgs0M8+2uousvp2PnmAdjN0Wiunq+XE2291LHdxGRAs1gYmHYGnBS/W9zYr+/qJDo3AwBF9C6Tota/q1GcnHfvByHW9fYUawIrOQn72E7L8UuTLMO1YnaZVixzDyo5kl5Zd1/L8GGIEzFvrsGsYvkqJV9eMIcqjdMdhQ718lT1v0jqTfCaRnXO45NBFDk9M1QnWE7e7SIdRQ40OM2diPba5FnYWgREYmZy8SEw3omHpQPiv0tqTjiAdhdjSJNx8ZhN88SpJZPW411cS2LFaQ7UStyZoZ+lEfyZBfgDcC/YsPHfOznJ2R7uplkTZ4cnWOM/SrUxXHZnUXx3zVZ2vEhXowOsu4fGxLWO5XuZm5Z7en5ZVWF5Mn2HeKMag0d6GE7F7TZRlI7zsO2RURKrYzDdqZhYy7PrP9/I3AT8InYMgtiP/+6w7r2BN5W//l+4G4/Iab2NPBWrJDjZuyu3tkFxdJPNmLv+3soR5fyAeB9WOHWNF1iN2MnRN8LEJP48xA2zPBe7IR6FnaMfabepgEvBuZhwx9e6nHbY1iNmyqYij3/8frPW+u/H+9yvVEPiWh9Q7GfJdkTRQfQpSOKDiCjZZR/uB3Y8ayTZ4FLsR5Ap2VY/05Yz7QvZHhsP5iNJZjanTtEv5+HnXN+Fvgy6c99FmI9T7K4I+PjREQko2lM7J2xjtYzoVwWW6Zdcbi9mJihL9Ndtd3orqK5Wue2AeuCPtv1DcnJeWR/Trpjn5+yzUaR1Eax+jl5ytrzJO92ZKgXoMSy7r8jRQTryVKK39eythp2vpKX0D2TVmZcf7SNHbp7epmVvefJxRliq2G9uE/Cbtps1ybeAezm3lLsOJD1vZvu8wmLiEhng9hFb3QgXkP7KWTjX3LzW/x9XyYnTvIeV+xiPnaRv4riT+B6oa3CauBMTfMm5GAGnafavg3rifQabHacVsuM5h51/6pS8qSGFcnMW1WSJ/1YYyXr/lvlY0z83KGKbY3/l6St0MmTIbq7MVRUEq/MyZNuhkO1eh+jtgEbFu9jSPllwZ69iEiJlGnYzjbg5/WfrwT+CasF0GwIm8YV4BomT4l4EnbCHHVh3Aj8HdaNsWwewqYlHcKmm3s51ZkpoCzGsGrzXwa+hn2Jl8ls4CO0f1+/BrwJ+GH9/1+n9SxA/+w/NKm4MexY+MmiAymxshc5le7tSfKQklauAL5Rf+zd+OmpeCrZvsN3onemLd6KzbwD2c9nlmHDTsRqpPksBB7qHFPfQyIiBbmQ5C6s7e6EnMDEuwdryW/2CR8GsGK4a9CQHpe7J+dhXVHLqnkYWnP7KpP3z73bLNuuF5b4V5WeJ2tDvQAOqtLz5ORQL0CJ9VvB2KzFLdcFiGU6dic/SzznBIinlbz2j1MzbifaVqtexSGVsefJC7qIK882yuTpq0VEelKZep5ELk34+y6xn38W+/kM4E+Y2OPkbVihxqoYxwpu3YGNTf0c8ErshOyUAuMqi7H6v9cA/4m9XmU1A/ggnd+3u5m8f765zbJ/jp1M3gQ83m1wUmljwHexwtrSWateXNI7ZgAvyvC4TdgwT9+eJlsvGLCCt1dR7u+1NGpYra4sPR2ix7zWXziVdArl7DUdNwa8n97Zb0VEes4eNLLdF9d/dzoTi1yNUq0eJ0kWAudi41OrcBfCZ6thd9iPonpd8F9B554nNwCfiS2/Cbilw/LRvl2r/7sM6wFQtdel7Mrc8yS6IClaVXqeHBPqBSixfup5cjrZnmvIuhoHkP17+rCAcUXy3D92JXsB0lHyredUxp4nYEVcy3zed2G4py4iIj4cT+OgfRb25Rr/YrkM67WR1sx6K7vtsO6w0UV00V+cIVoNO+E6knL2jkoj6UT6BuCNWOLktg7LtWsj2HA18aesyZMasHPA551GVZInS0O9ACXWT8mTrN+BoZNq3cxYElre+8e5GbcXbXPPjNtNq6zJE7AbaGU831sd8kmLiIgf7e40jWI9M7IkQAawcco1qnWyPRXYDzs5iRIORX+ZZmkj9fhPwE6Uem3s7EmEeW9q2Psvfm1P8Z+J5mPbuUGfcXoLKf51cWlHhXoBSizr/lu15MmhZH+eoWdki9/kSdNGgN0Cx1bE/tHNhf8arKh+aGVOnkROoDzneZcEfq4iIqVUxbv6L2/xu/djJwRnZVznPwBn1n/+FVZzZHPGdeXpWeDOegNLHF0CvBQ4GLvAmUK56qWMAVuweh/fB27H6hKMFxhTaNdid/t8vhdjwHuAn3hanzSU5bg4htU9+hzwZMGxNHuu6AAc9eOQtqz774NeowjvLzM+7ifYd2dIn8M+v2nrfZwGPIb1RgyliP3jrfV/s9Q/WYmdK2zsYvsh5Xnu8ingP4BfAy+kmNkZPwg8THJ9QhGRnlSWiwRXA7ROauxK9sJiS2kU7dyEfSm02kYVPAn8st6iaeOmYmNSnwf8H+yu1hzsOZ/ZYh2+jAFPYMVuP41Ny/x9LHGyNeB2y2od9tw3Y1MPdvJ+7ATpz4HF2OsVT7qMYe/p3b6DFMCmTS9K9Ln5d+A6ypc0iVTlu2N60QEUIOv+u6PXKMKah32npTVGPhfhz2HTiGexI1YI9yl/4UxQxP5xH/A1sl/svxL4POWcynmAfBMoW7B6f1OBbwOHk08S5RqsGPKHgHtz2J6ISClV5QQ47uzYz93OOjEbWE7ji+e+LtZVVs8Cv6m3m2K/H8Du6MwE5mK9VPYGHsHufC3Cqv/vhF28/w7r3TMLe51uxRIiU7GEwL3YLDDb6r/v5Z4kWY0Cf+iw3BrgfqweClidm43YEITnAX9L+Dunko8x7PP1HPAR4EfYZ1D8qEoPmTKoUlL79WS7YHwC+y7MwwjwfNLHOQzcTJiplLvR7f7xcWB/7LwjrTLPvlPUuc6zwJX1dgV2XjAX/z2No1kOr8RugImI9LUq1pYYpfHlcAXtp3Z1UaPxpTyGFWKt0gmkVFMNu3vUrufPFcC7gEfzCkgm2AF4L3Z3+2msl9Y0/PRi+AF2Avpr7C7qw5R/KspWFmJTwe9EPvUIXGxlcizX0EhC9otu9t8yXpw2m44NtZ1F4/v6OZKf3xPY7GZfDBfaJOuxmxGLHZaN9t+t2PfDGwhzYV7k/rEXds61D3ZDZqf676P3MZrqeSt2U2bH2N+fwF6f13cZQzsuNV22MPG12ooNtSrLeeMA1rv4JdjNr8VkSzJuwp7rl4CvEK4XlIhI5VQxeTILKwz7C+Dvu1jPGcDV9Z/HgLdjFzQieVhP52FTbwfel1MsIiIi0lsGsHPmmVhSZTaWsFqA9RregiXxH8USkI9hvV4fRL2HRUR6SrdFAA+nUVl9AzaDj0groaZJHCC5uv9lgbYtIiIiIiIi0tEsbCxxdIG6qthwpKRmYkPERrAE2/wA25gGrKV98mRV/e8iIiIiIiIiuYonTkapZtFcCWcKcAGTe4XUgIMCbG8WNoSnOXEyApwbYHsiIiIiIiIiHS2lcXG6njAXw1JdJwOX0L4nyAjJ0wxnsZCJyZoacEKA7YiIiIiIiIh0tB+NC9QaYS6CpdouoHMNkiiBsj7AtqP9cy1wfID1i4iIiIiIiHQ0xMQ7+yPFhiMldSzJyZP4kK89PG9/b+BQz+sUERERERERcRLvUVDDpmsTabYE9+RJtC8dWUikIiIiIiIiIh6dg82WEl3sHlFsOFJii0mXPIn2qXOKCFZERERERETEh0Emzq5zerHhSMntQPrkyTiwGhsKppmbREREREREpLJWYjUqBguOo5UZwPZFByEATKV1cuSbwBrgljZ/j/dCmZ971CIiIiIiIhLUUNEB5OTbwGewC9yyWQ7cBDwPeAmwGXgQ2FZgTP1qHHgh8KKm3/8W+CtgDpbs2qPN418E7ATMAn4YJkQRERERERGR/hMfVhTvwTACvAKYVlxopTcI7AzsjvX42MXDOtcw+f24FUuaABzX4u/NbQ1woYdYRERERERERPreFCZOodyqjWAFbw8qKMay2QVYgb0uo0xOOtWwYVpZe1W1ez9eXP/78W3+3ioBNooNBRIRERERERGRjJbiXpR0HXZBvmshkRZnCEscraKRkHB9vbL02rmkzfrWADcAtzluP55E2TFDHCIiIiIiIiJCYwrltBfjxxcRbM6W0UgYZZkBJ+q1k9bJXWyvVS+YAzLEICIiIiIiIiWiqVWLNSvDY4axgrIvAD7gN5xSOQF7rt14BKuJcn+Kx/w2xbJjwJ3AU8DBNOK9BliP9VIRERERERERkYz2obueDWuwgrJZtnsscAxWaHUhsBjYExjAirCWYRamU/HTA+T0lNvd2WGdo/W2MPa4w7GeJsdRzimxRURERERERCrnXFpfmN8C7IdNeXsJ8M02y0UX8Wmd2GF98baBxtCTWv3/Z2DJgTxs3yG2G4FLgf2x6YOHgW+1WXZVyu0u6LDdcaxHyaFtHjuQclsiIiIiIiIi0kGrKYrHmTzUYxZWqLTdxfx+Kbc70mFdrrU88jAArG0Tw5daLP+ONsumjXc67eusnIMSJCIiIiIiIn1HwwuKsQiY1+Zvm5r+/wRwHnB7m+X3Srnt6SmXb7a1y8e7Gu+wrQXAjKbf3dxm2SdSbvfpDn/7ZD0uERERERER6SNKnhTjKFoXQ70d+GKL3/8X8Fibdb3SV1CO8qyH8oU2v38JE4cPzcCGOLVyq8d4dvG4LhEREREREakIJU+K8aIOf/tpm9/PafP7ed2Fkto9OW7rBmxGm1b+GEuifAD4PHBki2U20XqIT5JWvU/GgC0Z1iUiIiIiIiIVp6mK8zcDm92mle+2+f2uHdZ3U1fRNBwI/ADbJ2bW23QsabMIm4XmEfJNnmyj/dCdN9RbO1djvU5+k2G7zzSt537gPfV4RERERERERCSwI2hfjPU1bR5zZYfHHJhi24Md1tMuoVO0k0hf1HYtsKKLbR5PYzriaV2sR0RERERERHqAep7k72Ud/taquOn5wIvbLD8G/KjbgOpW1//9FfBz4FFs+MoW4LfAZqznxf2etufqS8BG4DSHZcewOD/O5FmL0ngKeBPwcBfrEBEREREREZEMBmg/De44cAt20X8jlgC4tf67dsuvJp0pHdZVpmmKm3V6zcax6ZcvAw4rKD4RERERERER8WR3uktexNt60s/+sqjLbaZN1viyokNMS7GklIiIiIiIiEgQGraTr9d5Ws97gWeBe1M+bmaX272ry8dndV2Hv/0SS6KIiIiIiIiIBDFUdAB95ofAj4HHsZltOk1Z3M4V2Ow7b8rw2AHgbS1+vwn4JvAz4L+wOiqtYrua9lMph/QQ8EJax3QvcHO+4YiIiIiIiIhIHqYDS4B1JNf0iNccObaLbe7RZr2jLZYdqLchYEcsYTO9i213ay3t652IiIiIiIiIBKNhO8V5Gvh6vQ0C7wQOB/4EmIvNGjNU//ke4Mv1ZZ/tYpsvbPP7Vj2QoqEwW4EHu9imL5+n9fTD04FZtJ6pSERERERERKRrSp6UwzasdscvgWvrvxvCEhjbPG6nXc2T4fq/W2kkUp4AvgI8WY9hGvAtbNpinzG5uhm4Blge+91Y/d/5KHkiIiIiIiIigWiWkv5yIvBPXa5jDlazpQg14HdYIucjWLLp0YJiEREREREREZEetIzup0gu0hxsiJOIiIiIiIhIbnQh2l9O8LCOImdoeoxihgyJiIiIiIhIH1PypL88jdUJGUtasIOtnmIRERERERERqQTVPOlP8fd9CjYcZiaWGNkDeD7Ww+RRYB5wALAYS768Lsc4RURERERERAr3/wGc5ihk+Qs/sQAAAABJRU5ErkJggg=="/></pattern></defs><path 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