SNPTES - Académie de Strasbourg - Mot-clé - examen pro2024-03-10T06:11:49+01:00Alla Christianurn:md5:50c78884034ce91b1d57d2f45a6ddf33DotclearExamens professionnels avancement de grade ITRF Session 2018urn:md5:8db84e97f56092edd289903207840fac2018-04-04T11:00:00+02:002018-04-04T10:37:23+02:00SNPTES StrasbourgAcadémie de Strasbourgavancementcarrièrechangement gradeexamen proexamen professionnelitrf<p>Ouverture des inscriptions aux examens professionnels d'avancement de grade des ITRF au titre de la session 2018...</p> <p><strong>Les <a href="http://www.enseignementsup-recherche.gouv.fr/cid56042/s-inscrire-aux-examens-professionnels-d-avancement-de-grade-des-i.t.r.f.html">inscriptions aux examens professionnels ITRF</a> sont a effectuer avant le vendredi 27 avril 2018 12h.</strong></p>
<p>Dates des épreuves:</p>
<ul>
<li>Techniciens de classe exceptionnelle : <strong>25 au 29 juin 2018</strong></li>
<li>Techniciens de classe supérieure : <strong>17 au 20 septembre </strong>et du <strong>24 au 27 septembre 2018</strong></li>
<li>Ingénieur de recherche hors classe : <strong>12 au 15 novembre 2018</strong></li>
</ul>
<p><a href="https://strasbourg.blog.snptes.org/public/UNISTRA/Agents/2018/Examens_professionnels_2018_Conditions_et_epreuves.pdf">Conditions d'éligibilité et épreuves...</a></p>
<h3><strong><a href="http://www.snptes.fr/ITRF-concours-et-examens-1086.html#outil_sommaire_1">Consultez notre site national pour disposer des informations complètes pour cette session 2018 ainsi que des pointeurs vers des annales</a>... </strong></h3>
<p>La nomination sera effective au 1er septembre de l'année en cours.</p>
<p>En cas de questionnement, n'hésitez pas à contacter <a class="ref-post" href="https://strasbourg.blog.snptes.org/pages/1-Vos-d%C3%A9l%C3%A9gu%C3%A9s-syndicaux">vos représentants SNPTES</a> ou à poser vos questions sur <a href="http://forum.snptes.org/">le forum SNPTES</a>.</p>AVIS d'ouverture des inscriptions à l'EXAMEN PROFESSIONNEL ATRF P2, TCS, TCE et IGR HCurn:md5:852c976852ab4fe1c22b879851d3f3482016-04-03T21:35:00+02:002016-04-04T10:16:57+02:00SNPTES StrasbourgActualitésconcoursexamen pro<p>Les inscriptions aux <strong>examens professionnels</strong> sont ouvertes <strong>du 30 mars 2016 au 27 avril 2016 à 12 heures...</strong></p>
<p> </p> <p><a href="http://www.enseignementsup-recherche.gouv.fr/cid56042/s-inscrire-aux-examens-professionnels-d-avancement-de-grade-des-i.t.r.f.html">Inscription en ligne</a><br />
<a href="https://strasbourg.blog.snptes.org/public/concours_-_examen_pro/Avis_Ex_pro_AVANC_ATPRF_2016.pdf">Note Académique Adjoint Technique</a><br />
<a href="https://strasbourg.blog.snptes.org/public/concours_-_examen_pro/courrielAVIS_ITRF_EX_PRO_cat_A_et_B_AVA_2016.pdf">Note Académique Techniciens et Ingénieurs de Recherche</a><br />
<a href="https://strasbourg.blog.snptes.org/public/concours_-_examen_pro/2016/Examen_prof_ATRF_P2C_-_Conditions_et_epreuve2016.pdf">Conditions de candidature et nature des épreuves</a><br />
<a href="https://strasbourg.blog.snptes.org/public/concours_-_examen_pro/2016/Examens_prof_Tech_et_IGR_-_Conditions___epreuves_2016.pdf">Conditions de candidature et nature des épreuves</a></p>
<div data-canvas-width="104.62806333333332">
<table align="center" border="1" cellpadding="1" cellspacing="1" height="198" width="629">
<tbody>
<tr>
<td style="text-align: center;">
<p> </p>
</td>
<td style="text-align: center;">nombre de postes</td>
<td style="text-align: center;">date prévisonnelle des auditions</td>
</tr>
<tr>
<td style="text-align: center;">Adjoint Technique Principal 2C</td>
<td style="text-align: center;">5 (académie)</td>
<td style="text-align: center;">27 mai 2016</td>
</tr>
<tr>
<td style="text-align: center;">Technicien Classe Supérieur</td>
<td style="text-align: center;">303</td>
<td style="text-align: center;">19 septembre au 30 septembre 2016</td>
</tr>
<tr>
<td style="text-align: center;">Technicien Classe Exceptionnelle</td>
<td style="text-align: center;">145</td>
<td style="text-align: center;">27 juin au 1 juillet 2016</td>
</tr>
<tr>
<td style="text-align: center;">Ingénieur de Recherche Hors Classe</td>
<td style="text-align: center;">95</td>
<td style="text-align: center;">7 au 10 novembre 2016</td>
</tr>
</tbody>
</table>
<h3 style="text-align: center;">Toutes les informations à partir du lien: <a href="http://www.snptes.fr/Concours-ITRF-Session-2016.html">http://www.snptes.fr/Concours-ITRF-Session-2016.html</a></h3>
<h3 style="text-align: center;"><strong>Conditions d'inscription aux examens professionnels</strong></h3>
<ul>
<li>
<h3 id="ADTP">Conditions d'inscription <strong>Adjoint technique principal 2<sup>ème</sup> classe</strong></h3>
</li>
</ul>
<p>L'examen professionnel d'avancement au grade d'adjoint technique principal de 2ème classe de recherche et de formation n'est ouvert qu'aux seuls adjoints techniques de 1ère classe de recherche et de formation ayant atteint, au 31 décembre de l'année au titre de laquelle l'examen professionnel est organisé, le 5ème échelon et comptant au moins 4 ans de services effectifs dans leur grade.</p>
<ul>
<li>
<h3 id="IRHP">Conditions d'inscription <strong>Technicien de classe supérieure</strong></h3>
</li>
</ul>
<p>L'examen professionnel d'avancement au grade de technicien de classe supérieure est réservé aux techniciens de classe normale justifiant au 31 décembre de l’année au titre de laquelle l’examen professionnel est organisé d’au moins 1 an dans le 4ème échelon et d’au moins 3 années de services effectifs dans un corps, cadre d’emplois ou emploi de catégorie B ou de même niveau.</p>
<ul>
<li>
<h3 id="TCEP">Conditions d'inscription <strong>Technicien de classe exceptionnelle</strong></h3>
</li>
</ul>
<p>L'examen professionnel d'avancement au grade de technicien de classe exceptionnelle est réservé aux techniciens de classe supérieure justifiant au 31 décembre de l’année au titre de laquelle l’examen professionnel est organisé d’au moins deux ans dans le 5ème échelon et d’au moins 3 années de services effectifs dans un corps, cadre d’emplois ou emploi de catégorie B ou de même niveau.</p>
<ul>
<li>
<h3 id="IRHP">Conditions d'inscription <strong>Ingénieur de recherche hors-classe</strong></h3>
</li>
</ul>
<p>L'examen professionnel d'avancement au grade d'ingénieur de recherche hors-classe est réservé :</p>
<ul class="base">
<li>aux ingénieurs de recherche de 1ère classe justifiant de 8 ans de services comme ingénieur de recherche,</li>
<li>aux ingénieurs de recherche de 2ème classe ayant atteint le 7ème échelon de leur grade et justifiant dans ce grade de 8 ans de services effectifs.</li>
</ul>
</div>
<p> </p>[EPLE] Avis de concours : concours d'adjoint technique de recherche et formation principal 2ème classeurn:md5:1e7033d2f4e7ad7a5becc0a26c4b61e42016-04-02T09:34:00+02:002016-05-11T13:34:49+02:00SNPTES StrasbourgRECTORAT - EPLEconcoursexamen proitrf<p>Les inscriptions ont lieu sur internet du <strong>30 mars 2016 à partir de 12 heures au 27 avril 2016 à 12 heures</strong><br />
<b>Ouverture de concours itrf de BAP A et B</b><br />
<strong><a href="https://strasbourg.blog.snptes.org/public/concours_-_examen_pro/AVIS_ATPRF_labo_2016.pdf">AVIS_ATPRF_labo_2016.pdf</a></strong></p>
<p> </p> <p><strong>Procédure d'inscription par internet sur le site du ministère de l'enseignement supérieur :</strong></p>
<p><a href="https://www.itrf.education.gouv.fr/itrf/menuaccueil.do" title="accéder au service d'inscription">https://www.itrf.education.gouv.fr/itrf/menuaccueil.do</a></p>
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cle1KZAsSTsTUm2KVWEXhWSUugOEVkgwT9S40B5Cp9gKjlCZfzKZ69d07owlzCiM0P4klDv6LbbNNK74uH4QAfDtC44S2LbSOJOxQdaUuuw/hD1fNBG0RjqzshbKuLTRr3psNYY0smPP1vIBUy1JoqgC280+fSJXxqsD6h0ZcZH2wh756+GjMZ6Do0aapunw8Cbcy7wNqsiwsccSHgis2uMnEEWkJP6AIya1jn2sZTWIS+hYNnCx8ogPpq4FtNLi60iLBNTXhn67Sr8ytyUnAW2ReHeYZ+7D2d3QyZ8mmcifZgqj4kw8OYcx3EcliuAHlzN1634pcXCBrbjZH9Eax/QsR3rn1+6zzvxzklrdkmomm6b5LIgC6Tm18hYV/soTPsgTup4F+mmtBflJS1VPLEPX9pAtuzNxirCH3PsicmORrd9+PgjOAt9KhDh+Ce2/ojnNLfwZfQNyid8Hd91pKtQ9s48XZ3avksuZJ5nRLzY9DIn7yUBeiQ1B0R3WyUKX4YY6a+lHIXPeNPn6LlFDn6UBmVYN0i5uPBp+qDEbnz62akduxB2/CWpXML3alouGP6RvNvCp/Ra0W0wvm6vOl7nLJX+M+Ce26zRP6YmEpJtTJvASOybmHD1YozxVuBdku7WnO3gYlEjpKwrnCLCl9JzmpT/tmMOIZQS4tIKX3rBMoWPBwjkVizatEWDAoWHpCR3Y6dnQbM6Oz4Pt/BpnwjyH/Ut6JLwyVen9DZVI97SYDEF5VZMyCaQJnzKbSBURCt86VXTbTOPNMQPQmzdtPer/tWefInKGkTbv/hGeOw6KoluU1mpqnJsVlw64dlBV+9+0AZvTExH/8gWxCtR1LoSvow3VrrwRTH1WGVFm0kVvg7rt6o/4AnKKF2iqcKXHPLsofAlHMYchU8XvqIRJnowdzJog7S5675PEouaKfRqc61eC2jzZcoTTKY3Tbq0bLGPT90XbC7hU1o2853TnKXi/T0SrvP0MYvyYddfEsIyWuHTdZVDuYVPc06F3kH1pu1c8m5fU3xlZ8JHvKoL4css2A6Fj67HVhGuiq6Fj+yI9eETzsKACB+9P4dN65zjOI5zyQva4kWcJXyYfMqIOUQTG+Y0n5ukLcMh8cHtlFuxC+HLqtoeCZ/+Vtc16XJXiHmYhuiho+8OmEauzQqwR4OK/EFWaNAG77iWJ2CzyxG+HQgf6y3EL0LHcf2OJvaWLAR8OAu7Uxxnye98IKyVP8KX7ka9Eb6Cw/9zR/iKjsFMjn4lvHEL9eFj7YZy584U5WUtvwlt69GhEPuo6C4qOgRYiMRnDNqIEgYl71quu7Y5hfZRibrSpxVSKGrfhC+hVCnChw7b/ma/hY/1jRFfbIVGusQOGu8+xDsPxHSngPAlPpbZUz3xcRezt+yC9TbCJyyTT/gS6xqN0uXvoGoIn65BQbzidRef9AbKIXwCHd8l6qe9aMRLWdfWTBsKU4RPU5HEJt3MqmUIX++bdNNIsDR6FbKLMC1Oo3ZxLSB8uTYbXz7p1uhK+PhqORJyamcG0/ThU99tuj582tFwvRI+rc1oO6gpndjoHxt2S/8VJEVktd3g5E6Zudqddyp8Xc3YlqfwtNNVsQF0yY+pXggfv97EUiU9MaS/JwtHAeFTOtrrewaraVlY97J4aiGypDIWRD0UbKyJuC9yEJISLPc2l1bOUuWLevatSVf35JcbHAo36SYOvygkfFytkt5K8T58Ydt9rtE87SgD8mJ7TS5Yb/vw5Ra+THmtrPCpPVjVQRtqD9MogUsu4SNjY4WmDdqdKztKp46oiLoCpK0rVYQMkUt8jGZWLUv4YoM26PhKo2G3wgzho27B05iRtWf0bUkYJ1gaa5Jm1yW9nVSB0N8e+YUv32Y1P9EHPWvCKNaHTxE+3g4if+qlFVg4vHykHoujpIzSZS88HmPmw254qrneCp/cf9xR+vDFR+lKg3BZt3Fx9I8j9+ETgtm8HzpvR1aG04opKtSMtTsWvigJsHjZkxpnhTTSCh8/m8KRTDw7rL1JSjfI04z1IA8f+35ggpsVU2Q5O4gpyr0s+Jj3XE264t+jxMtRf0J94mWx0YNnUuQZEJWpYrQpjuOOm5B4Gbd9l00d11/hi5eKnHexjmzct9RXNXptieP/uhq0ERc+fi8L85vlFb7YoA3eSk4CmUIHj0KjdPnYZNr3mnepUsbC87h1lGKJKC+zNyUSnFaw2CqaUbp8I5mjdPMLH29rpr11eecuentWV/jimbGGzeZ49JRPmn0oZ4RPv3rC6E5JsHRZSxBCugdrtG48LQv7WtU16WZULUv4ErZAooxZwpeU0yhpSqu0Xgc0rskNLKZELHsIOU0FhS/vZiU06daiqokNW8mjdLVoMxvHoEOFnjSVvnFSe1NmHj5NdgbDnHxR+IroQR++rB5FGOOEe4Efzzz9QeO5+uKp7BK6FkUHbefCl5SHTzrs8QOYo/AJ6QzTJ+/KO+eYUK9iefjE8BK5DFIfffzNqu9bnHPQRmz6igLVTM7pKJ6glOCo4rip20Sy+u+U/KXSXoTisdWkZWFPHn7D0q3lSMuiNOkmzJsX+/RKioXHe0Ymviv5Qz7fsAb9cyYrIaiS+4wxZHnb2QWLraLLw6c9Ypo8fPmFL+HdzQ94lYUPiynTNImXhcAG6Xmw1PJOp7X5KjeelHg5dXCAOmiDBhjIZWda593W9YzUmkri5cVodEjCoI20qmULH5ZDMuJwsGzhw5qZHpKGsyQKnzgAjb34Eydroj8VFL68m1URz7t8LqJUc3qBSxC+XLO/YYwjyWit8/OrzfidPtMGFsIbiIU9PujDoA1hcgvUaNqO6/8i1pocm0ZCvFTUW+y047bWY/0fpMkw8sy0oR60XggfFsNLSYddd5iyC68kUVdCSkm0fdcR1kqZ+aObxMtReOkHC6fSWhLJRSK8XDu+6whHKVadBOFLqnU8w/z5pOewOmtL/ASldZrUNezS6pyL7jU0LKTz6BGFSiU9tzVvJfl38cnDOhMLn+7C5BO6xMvxQRs8kSR57bhveXIsILYLGTmzj7wKKez6fdrGQg0m9zhW6ZGoe+LGZtqQzmJUDHapZxQsvsqOZtrIL3zqOZaHcldc+ACgSuTyMAAAgIeRTd8+DM83ID8gfEB1AeEDAKC6hOvOqLFbGa2Bhx8QPqC6gPABAFBlttad8aFiGY6AwQWED6guIHwAAFSbzk3bfDJxcksAEADhAwAAAAAAqDggfAAAAAAAABUHhA8AAAAAAKDigPABOeGJlxNyxgIAAAAAUFZA+IB80MyxPHe89FunNeesZs98gTFOnAZbQk1uqU/CWUk6N2edm3uY0bPgoe5FGlJ6aRX7kMiaeAooTHzO8WQyF1OS4vLPRe2yPR9WRXaXkK+454Sfdj6FyxB4CADhA3JBZ0PWzDRFMqTnVzEQviTo7JB7m8J9D4SPz0atzMqQvg4IX6/pqfAhJJ3QqgofmS8OMuEBDwcgfMDOCByzmIp1I3yDwW3HHNrzSu+NW9NpQwu8OEH4ek7yIS08mxybAS+axHlXQ267B5kzDYQPeDgA4QMyEedVlKYajE3syyxBmp1QmYtRED7/nUWLzaXbnBWm/syM8Mmz38ZnDlUKoJmnVdyCMvGltoRkCt1tYZLZRnNmRZ5aVNyp0qTFamQ669FSQq1jhzJB+7IqjnNMWp1rPkphzvKUkxlXc/oBMGTal+hk1ix+I21HnTCaTsesn4hWBwhfz+mh8MV+AuEDgL0HhA9Ih043LqFOxa0I333POohUjLq10sFY0Klava6sPelSd0kXvrDjTddRjPq0R8UlvQAY463AnVS3YIzaLfLa4iWMbeHrXzelYyFMch+uuxNq65ZhzrRokViN6k+adWkTtNkrl/BlVpxkYR1WF4hmKMdhsDhRj7WtRUc+JnydFSu+fNTfLkn4hJ033bZ+v2IPAXbM9XPea4jbiSKUM5Lhp0xsr916iruHHX/pQoK5slJdby1O0yViM8+nim/bd88nfIcQt5CcSZSq0LcbqNZcfGuF7JleFQUqXjrhS/4y0ew3bNkNgxUy2h3pixLdp9HqrDBh4M2dbvKLUzpfzOe8t9iHn/g7/UphBSQfNikHnHVdgIkxgD0ChA9Ihba1sXcz84nomRVr0mXdevjwDvZYpE4g6BT1DK5f3MnShY82fbIeQqQbDYr0ixaJP+XbLXvUQIL3KJXirkYf2VEJqbEJ0qP+ha7Cuigxa2R+w1+frEbIqDcdvxMKZsabtjObdLMqTt9PCBnm9EoQCl5LzxcdHoFQfcLx27zXoLBN5VCzDXIjpIeOFzJZ+Oih6ARBJwrgUQPmBYtCI2y/eYMlip2E686o6qX8sKR9tOg2zY6SuLh6zKUf6xOLRAFIqUbqI/IikXCklpNdqBL8PsojfMNPml80ogIXq3jvhC/s+Jctc3hHTbppZ6GA8NG/S90EN337MFtS/3HIDgI95uqnKT2GceFLP+AgfMAeA8IHpMDUR3AQ+mLmT/+UPnxh4M05Dv9GV4VPfPorUpgqfOQJjuLREbZbapxJ8QwmZ0Kl2CrENngJuXxwXYv9hW6Ell/YJFMl+qZhy0dvTd6NnR+6LOHLqjg/TNEbJWzZB0etC5dIsy+rpnjkeTFo1ZL68IWBN+dcYM3Z2cInvdWoJgrbpHUR9IK3BTu3tbVXD4ZoJ2wIedNpdWhpV2aaDfquJfuKophEN5Oag9lb2Ty5Qpanan7Y9jdZsXlrvmo2/GuHLcDUll4G5DoZNqevBaI+Nmw/ZOtGscm2T8KE9JrJI3xioBoXrHj3wpdEnkEbSfZDCsNNmn2V0au0gPBR3Rc+JNpu0xAPGvsGI5shn2r0fPEPHnZSaDEUI2QbL3jAAWCXAeEDUuCiE4e9vDXCx9+CMqrwiYM2lD+mR/jUj3LDtC44S1Gjm9oKOWxa55zIkFIqRd4Q8RLGdU0uYaxBVigcWUUzDCWmVpkRvqyKZzhTwnAZea1YqZh2aE9movBJL7m0w8Pf2exLIufbMTakNLZi220a5I9EsxpN+4LjXFK7PKqQhfWBRuoHUd8AjFnQTrSuRBFJm9yZqIOSm4bICrkscwmf7E+FKt5T4VMbsgsLHz1W9abtOI7aAbeQ8IlXAi+Jcn63Au+S4ziOc44+uPJJdqwPX7EDDgC7DAgfkEI3wic0WjWa9oU5z1+RnGDnwodxp+U0Yy+aKLYRtVTK7yDSnphSKSI9ycIXuVhu4VNqJLzsiwtfVsV3JHxKVUiphCaqetN2Lnm3r5Gfs4RPKkPa4TGdQF4o5yBlwU7SUn4YTbcdb4c1TOvCkjhURdiu6A3qb/p2SaHRUONMwgZTerwlSZWwwS6Er0jFe9OkS5I08RBm1qFLQ23gNkzrAvtsKyZ8pPxikDW6DXXdeZEifJIdpgpfsQMOALsMCB+QgkZTVFTh493IeM8VxQl6IXwYY9rIeE4KJXJ7wJh+tV8QxpdSC8nM+dK98CXLSjRKl5ewG+FLr7guupZaL4xxaoSPNSJHbXNqTQsJX2qql/4InzhGeE66GBLS/lVK+IpUvGd9+MhHgtAam3LoMtgKvEty2Wl/x4LCJ0T1pGgfbwc3rQuOQ0KJ2+J2igofxkUOOADsMiB8QAo5xk6qwhd3o6RBG7o+fEqPt5yJl3n/7gRZ4EHHIcvb1nTRS6h1fuFjrpZsxr0UvsSKx/vw4Xtu88mm7ZC+jIX78MUlLO+gDTnKmGGi4pa76cNXMEULHwmrvQB23qSbKHy9btKVBgGk2mSeivdu0Aa9LMWxsTtOy9LxXWJRQn9HTT9RvfDRVt26dX1das/VJVWRttON8AlkHHAA2GVA+IA0mCqx73U+oJWnAqHvcv5sZRE+OrqQNPEgnfDxsaLRKF11TKtW+KgZCCEEaewwNxg+vJG3s7Ce9cz/aCMvrxR9ynchfLzpk4785VlI2IuhgPBl9GpKrHj84AsNTOR8RcM+8o3SjZafdIMtsUG5mPBxMaWtz/yMC69k9ZLYR4wAACAASURBVELKujLjgzYM01pkPTXDwJtp0v7yYctuGNEgDH7c0sJ4wqCNMFiZNg1hU1mDNpKFTx20gcPg2jQTgqxBG7xgpGeCcO5Suw/mrnhPEy+TW0wdoFpA+OjUPlHTML2Y6b6olrHODPzKTBK+6NYQhZv8kY/1ETofdyd8BQ84AOwyIHxAOumpInDkBMwSdIknkOBPKXn4eD659AifLvcBEp7+uoQOCIlZ8bRb4AGJLoQvYafxdu004RPeSfo4X1bFcUIePuF86c9OYh6+hD1GFcknfAn7FZu6YmlZ0iJtWLUTbbaUKAuMrhZqoE7YtO5U0oszV1qWZOHTHgdekqx7jYVXGcOjp09+PWW8SMGK9zQPH901T2fTk7QsQgRUTomCkDF6/PTXa8nCpw1vJ9wOKL/wRd0JEvPgRAcc0rIAewwIH5CJmAxWk0dWGCFBnozCX8jS92neu1HnVtizmTYW7Gj4wrBpnZcysMSTqapdp6UpK+RKdSV8ZKdRRl1pSpJ8wieOyUhqoMyqOI7PtHFaHeNYbKaNKEZrmJbjrd+nGQeJy+YVPvXwqJcRO+ZR9KWQ8MW2r9ZLTIebnNdGX1blVIbCbCtJiZcThS/rOKTnSRZ2TcKZaoaRuEwUqHhvEy/LDbs7T7wcOxrRr2QWnA+EQup2p++duRV4s80oy6Z1wX3Li5rOM4UvHlxMOeAgfMAeA8IHAMCeQ/ROCT7dc5tj0PkJAACgJ4DwAQCw19DGSjmUsu6MDkHnJwAAgN4AwgcAwN7Cmrqk7BVb684Lz7mQzgIAAKA3gPABALC3kPZcJSMJAAAA0EtA+AAAAAAAACoOCB8AAAAAAEDFAeEDAAAAAACoOCB8AAAAAAAAFQeEDwAAAAAAoOKA8AEAAAAAAFQcED4AAAAAAICKA8IHAAAAAABQcUD4AAAAAAAAKg4IHwAAAAAAQMUB4QMAAAAAAKg4IHwAAAAAAAAVB4QPAAAAAACg4oDwAQAAAAAAVBwQPgAAAAAAgIoDwgcAAAAAAFBxQPgAAAAAAAAqDggfAAAAAABAxQHhAwAAAAAAqDggfAAAAAAAABUHhA8AAAAAAKDigPABAAAAAABUnHIJH0LlKg8AAAAAAADhobaUEhUdAQAAAAAAlJi9dqXuKVfRH+pDCQAAAABAhXmoLaVcRSeHco/tHQAAAAAAQAaD8PUQBMIHAAAAAED5wCB8PQSB8AEAAAAAUD4wCF8PQSB8AAAAAACUDwzC10MQCB8AAAAAAOUDg/D1EATCBwAAAABA+cAgfD0EgfABAAAAAFA+MAhfD0EJwrfX5QJw5U9H5SsIAIMM3OBAIUD4+g4IX2mp/OmofAUBYJCBGxwoBAhf3wHhKy2VPx2VryAADDJwgwOFAOHrOyB8paXyp6PyFQSAQQZucKAQIHx9B4SvtFT+dFS+ggAwyMANDhQChK/vgPCVlsqfjspXEAAGGbjBgUKA8PUdEL7SUvnTUfkKAsAgAzc4UAgQvr4DwldaKn86Kl9BABhkynuDB47JCmaMOuuh8scxJ9gWlt707cOoYfuhuInbjjmkFRSExpzgl/KvQ6ZzW1hlyHTe8ay6ZtV6c8YLQowx7ugXoJvKKkm9ac/RDcUWiBdG2eCeoT2aGISvhyAQvrJS+dNR+QoCwCBT7hucG9Wwad/skL+Ft5znzslih3HYshsGQodtf1P467prL/idEOPtwBlDCCHTCTDGuN2yT84F2xiHbXfCQAgZE26bb3Fr3ZmeodthC9AVtwJ3so4QQgct7760wJDlUf8MO/6C7a7H6iIv2Wk5zQZCyDBnWp1QWiCxMKUAhK/vgPCVlsqfjspXEAAGmXLf4B3PubBojxoIIdSYcNdpXM1xA2mxsL300uiTwwgZDbsVarajCJ/wg2cNSbpG/riwwMKHdAG+IluBh9y0W9CiLtlZseqGWObMwpQBEL6+A8JXWip/OipfQQAYZMp9g3c8xw3CdXeigRBCxqjdauuE796Sc+22JjzG6ZXwkQifUW86Pg3LSVsIg6UZTWwvaV+bvn0YCX8B4dsrylV0EL7SUvnTUfkKAsAgU+4bnLkdDYYhVJ90g48U4Qv989PuPdx2mwZCqNZ078W2s2Ph4xjjzvqWZguUtM52sX2xUrH+iCB8e0W5ig7CV1oqfzoqX0EAGGTKfYNHwbxw3SEtu4Y5fdpeFLxt05+77IcY4/uedRCJIzwiehDhW6cFGB51boUJWygY4QPhKwvlKjoIX2mp/OmofAUBYJAp9w0utt6GHW+6TgoqehsP/kUoQzdwQeEL20sLS225xdZ0Ary17owbSA3ydd+HL1eTrlSYMgDC13dA+EpL5U9H5SsIAINMuW9wpbseU67I28L20vk5rl90rG586Eai8IW+3UBKz79Nf/Y8Vy6pD194yxkdRnIQUSt8oX95Lja0Vl0yVtrMwpQBEL6+A8JXWrJOR9jxL1vmMEIIoUZzZiVI/1QLg5XjM/x7LvTtRqwFoUvIw0XNU5UNXG8AUGHKfYPfc63TXkd8Zt33rIPM28KO7zSbcxojpMM7OCyWFn8AUusaNqevBSHGeCtYeak5vdJhP9NUKWxF1rLMl2cLRHkBtwLPsUZfiI0dkdOyhMHKtGlIaVkyC1MKQPj6DghfaUk9HWGnNWNKrQ1G3Uq5e++5zZrweXffs76YunwRei58amdmJEttQkrSKGepXDrfbqgNMUIm0qgNRZuJtO2755lVG/Wm7fr321eXVreVMgyZzlU5u2nd8u70LnUqZr2IeP6I9ApyksrPu/joi6eeAfP8m9LycscghNCQdf26sooTCOltVUzntvYkI02kBHhIEc/qXpdFJrpw65YnPAXDW870pQALSZhpzEy5X9ha6n0ibw3jMFiZaTboj4ZpOfyOVh4gZEWhZXmoab0gLiCQIwW0YVoX5tSnYXJhyoK2uhiEr4cgEL6ykno6iMCZ0ytByOVPnzVAXD5lgT0gu4L8OUhjmbyFIjNnKYd8f2tyaPFntfAdLGcipSkbjHpz1gu2MMY4DLyZZp2+A/j3N5eteHbTHqZOpd3GYz6UWMHU8m8H7jnHb2PM323E4cJO65w1dxtjHBuZyCIcily23YlRVkhllWDJdlodjNk7iZlu56ZtXQqi5YXXZKfl2EsgfNUAXihAIUD4+g4IX2lJOx1tt2mI7/hNf+YFa9HvYEwbI2iigQnHb0eNDuxtHQbXpknUhy6AMRYlY/JFc5i917cCb5ZszTCnF+nCZIOH7ZWFplFrLi4LEb6270zUERLaDrqqIP0C5iqgdpTJzFnKDtS106NfFNtNONve3OziadNACBn1iUVSVGHYWtK4vK31hUurYj9oYSKmeJ+bHqZOJa0wEzOy2CVWMLv8FEn44gUSbIx2MxKLJPdziq9CkYUvZRdAhYAXClAIEL6+A8JXWpJPB4kGaZNC8b4ajIbth7LwtVbtxlDdWukQJ6hPe50wCiBFHLb9TZ6wgEIXjm+QCF/Y8abrxrizvhUGixP1WnofwdzCxxRW6D2TmbOUHqilhaXbi9ocWtvewkLwKQsN0umVIuFLy7zFt1BM+HaWOrXjWaOxnprJFcxRfkp+4eNhSHoZYIzvLTnX22mrEHIIX7juzkBsr1LACwUohEb3QPh6CwLhKyvJpyNN+ITRGGIzbvTfYpev0LcbZDtEE+vTXicMg8WJOpk78r5vH2b9xkiLHonuEBdhYz6iPnz33GaNhZrE/y5aQazpqEfbrymZOUsxxjhszUwvtWnrMDKartjXmrkdN93GhLu+xYSPbT+pb5yuDJy48LEfdpI6VUNyBfOUn1JA+FSPDP2FGbENvUvhY0DvvWoBLxSgENqnKQbh6yEIhK+sJJ+O1Agfxrjju45zwTKF/mRc+D4VgnPUlRp2a9u3G1FTHREIMXSHMaYve6PptnmTLpEJLnzbcnARpXcrLBTho334+ECTzJylOMpfwLpCqzmuWDCPJURAxuhLp2eKC1+fInzZwpdSwX4JH28pJpcBTUubvgqGCN9gAi8UoBAgfH1n14VvK/AuOXazHjmBaV1w5rwgjPcuYstTd5FWuUT7oVMSRm5GNJq2Mm4pbRXdKKew47u2OMrpwpLf2e54l9z+JCtPOR2h5GdY7MOnNsLqhU/1gLCHwpd7uG7q9UbOTmQhSh6pzJylukZqaWSDlGU+yrBK90h319Mm3XQyU6fGSKtgnvJTigkfPxHjTuvajCOfaujDBwik3uAAoKJ9F2MQvh6CdlH4orECqNG0XdbdaivwHJo5Qnm3sWEEYp45YWx5o0nHAPIdsJmwpRdY21+cZsJIu2oJu7hp0yLxvlL+IvfL+qRLtTLWS6zju1Rbk1vcdkba6SBBKdqnTRylS3yODFbVNuluC9FBEik8bPubuZt0yYoJwic26YYtu2EoragFKlhA+PQ5S3H72szcrUiIY7mylGmFmCizPfJtqlVot9zVD+gWuhS+7lKnqqRXMEf5KQWFjxdspGGpafp7InyhPzdXNMMPUEZA+IBCgPD1nd0SPiFvnJq4kvy+7k40pPdipGKx1jreBqcKnJgtSXyB8YwSKBbciuJ8ws5pp6jofUm6LqkNlMQC90L4xIxNFHKUNtUWW1H4SPW9JatuGKPOenjfsw4yRYitmD1oIy58pFQHLe9+uO6MGhnhpdQKsigjabJUm3SzcpZ2Wk5z0tH4HL9gwrZ7clrK4UIKLygmFV9huHHHX7QmnqOZ8IqkZelJ6lSR7Apmlp+tSGOBscZf2l0v3u+QFlVj80mrJMlrbPkw8BzrmYnMqCTwMNDPFwpQQZAODMLXQ9DuCF/UZJY8u0NnxTo4zZxLaK7SNRGytxSSU68lCZ+4vPI20gqfsJ0oKqYdGXDfs17YC+HDUmRUzKLJw6L15mnLNLgzUeGW0rIY5skV3jJOVxw2py/YX+ehwdS0LKrwYSEtSyz+mr+C2tEQUR0zc5YeNg8PCT8JaVTpiXava046xnhr3Tk9J57Nju86p2mOG5q4mByBnSRe7j51amz5pAqySiWWH+tqEa0YS7wsD6dou01DTXmYtIr6d2VyTw05+h0CDwPiSd3rsqQQdvylqNdQvWm7fqftuav86SVmL0dy89TOU7iz3zu+K3ZdIsWgvynPB7JZcS/v5MlFHzWOGaa16Lf9q0v9eXN1jfZxgEH4egjaDeETokdpvfijqf0EP0vowiS+LqLXZx7hU8JOWcI3ZHnbPE4jJ66jW+7XbdO305HJLmVp3rsKAgDQdx6GG5zlbI/ciHziNuinVJS9nHTm2QpWTpqG2Ntn5ynceTCefSTTAH+UH1TXeqDsJSsXfdhi2bgw6+bUr7aprgHh6zu7IXy04QYhbTOQBrF5MSmThfjRw0MCOZp0oxRihFxNunLLZjxS0hd29XEpRuk6N21zON+Z2hEPw/sAAIAuKf0Nrh+/jzEO19251U704pDeGvT1xHsM7zSFO8tnLs11yaa+5Q1i2t7AYkfkjFz0gWNKzWth/4Ybdg0IX9/ZBeHLDtepRL6VPIJPXIYH7bTCxwdtDJvWZV/tERUTPmHQhvzFNh4pH/2VN3H2hd19XPJ+ckj6Eu0npX8fAADQPaW/wfUZOiNYEnvltaXkPNphCnf2flTedOzFxNqvCgpfbJQhLUajaS/swrO9O+IegkD4egvqv/CJra/5hE+M3iUJn9j9iEcBk6eEVwN72u1wjHrztKP2oBJH+3Jiw357R59OR3mofAUBYJAp+w1O30wpA+GJJMUWoF1m6XtnZync42O/aOGUNJx5hS96iSlhS97Ii3btk74o2lc3BuHrIaiMwlc0whebcZXeJ58KYTk5YB6hbdJNJsrGwkkehrIzyv643DGVryAADDJlv8EzhS9pASp8NGi3wxTuCQuwd5mSiCpHhC85F72SSlY3O9GeEvcQBMLXW9DuNun2pw8fb72NNelGCVyQPJ6Xk0f4toOFBTlBoKx9uVMNF6Lsj8sdU/kKAsAgU/YbnLXY9qJJt/sU7jto0g3bSws8F2ZGLvrgusuEkg/XzRd/2T1A+PrOLggfv20QyphrK1pDGCSROUpXuF01ffik8Raaht18wue8EJdFNrQK9Sn3ct7TQdodCkin0DYtj9vfZcr+PgAAYAeU/gbnYqS8lcJO65r3wXbU3poxaGOHKdxJa1XGoA0l8zwtCctrgTNz0QdzTXH7bbdpgPDtBuUq+m4In5QlOCUZb/sX/gfsWu5hHj6570I00J2QU/jGYmOscMJQ+Z7RH+Frt+xRuSOiNvC5GyRXMJ6Xjo+MTpgQL26uaXmtEmfVG7K8zaT8cFEuOiU34Qe+e538pM90pXau4VemnABMGv0tXsn8oS/80Tz/ZsYCzu30isip+2IfLdrUX9HBTTiA8Xh81pJqMWLlFCHJLBCiA7Davru03s3VopYzMRNbRj7CsGU3huT2vvTjpstWmHoEMk5iuRHLu9dlSYBNziRkJG37i8ebz/HXBHkT8RdHPC3LzlO487ggmdNIm5YlUkC2ka1g5aXmNHe4rFz0gWNGwxbJO3HPnvxJaK90DMLXQ9BuCB+WPEM/fqLdsscOio/OfDNtyD8lpWURZx1VVoleCcnNzWSz8fEZ5FMvqXfgTsl7OgoJH5kPlz7d6EnZhQwsWlIrSI4teV+yZM5UrLMyTuXKa6VpIgmDayedm9uYd9YWGlk6Lcdeolbn2w2+LzKmm35Vp2S6io8H5AnAaGZHlg2bPfSxYAfC5DTh+txzM628C6RWJGuUYvr3jDw1CMYYhx1/wXbXiy0ZLNk0Qbc8/Vrnpm1dkp1m07cPs6cHGVQ+wnQqx9WSWM6sTGzJoyzpZ6d662V9ByobzDwCGSexvPTzhdJD2r7rRD3bpC9DvoCQeJnOok7FLSFekD+Fu7CA+PFnWhfUYojTisrJ9rNz0Vve7euu3+ZfqnvbtpME0oFB+HoI2iXhw8IcDMpNRWaMqEdfP5z0uXQNc3pFXkOaS1d4cWKxawWSJoEQ5tJNHsnLPVK8UWnDaOLkVzsm9XSEHd9pEqc5/aJJhU+cACMU5syN1oomz6V/aM1MHOfJZZQAVQfjaFKNlYWmUWsuLtsNg83hIXwWR6EXIRHAjipIjjl7+dGvW95LOjXj1A7yWmFpg9oBQ9uBMyb3d77vOVdZzCwp0xV9Ikcz5dLvb+kjm7XasI1vv+XMztHrk0cUtt9yFljQKHuBlIpoSqU/DAk/p/9afMmE+XblBaRAe2fVod6W42rR7z0zE1vKMby3dPqZJ9nsNQXq25MZhx8G+vxCAaoGCF/f2UXhwxiTD50L0ecUcYsLl5KHiIcdf8kR2+bIGs6Sn5A/WUZoPlMmnzVtR7uKpq1kO5g77axvyV9p+o+wHpJ2OiR/RQjlFL7UKTSkAS6IuYg4gOaw3VqNumOSgzDqrIfCTCQI5Q95plWwgPCpGae66QQdrrszQshEfMUqP0Xdepq2krgnLdOVolbsqOp7g7NRgdtvOQu3eVdR+mmhCF/GAikViZcqdg5yC18YLM1oYnuFlswUPtbVqXk6NudcXuGL7T0rExtO9q32dWfpHe3qfRQ+zUksL6k3OACoaF7HIHy9Be2y8AG5ST4dxDmIVzGR3bHwhb7dYI2eNP4UbZMFrsirlDQg0njqYdu/79uHEWo0bcdtveWM1mIdJYtWEMuvcBYbZiHY1IxTBfNacUTRV35Te25JgWQee07NdKWoFUsqlDSpLtkjVTf+rWLUJxaDLVX4UhdIrUhPhI+SImo5l8wUPnGYlNImlf9qkbefmZgDJ/nZpj9zWphlW7qn+iN8SSexvKTe4ACggnRgEL4egkD4ykry6RDFTuzDtxPhk7cZLfmp9HdxBjZhF/LUc3mTUadeb0oO7WHTcjxl8sqEjFPd5LUqEOEjtH3XjmK9UTtjUqYrRa3UcCODCh+NGEWxOj7Ry7D50mlbFb6UBaoU4SNFFjMi6UarJF0t2r13LXyhPzfnh5jH2nVXIET44IUCFCHuIQiEr7cgEL6yknw68ggf+W9F+BSrE/vw7Uj4MMZh4M3xxvp8w5ZTrze5kU75LTXj1E6mKpJ3kNCHb+mqz0N6tBN03fI6qZmuum/SZb/xgUfCMcleoJs+fOEvVleTc73i8Ja3+lHGAdQezp324Vtfcn/BvJr1GaXbzHG1aPeemYkNa49hrH8Iktw9/bhBHz4A0ALC13dA+EpL8ukQm3RZM2IkfLWme491yFOHFpJQHBtoIo3SjTfpGk23rYggfUEetLz7QpPubbdZYwNFY07ZTQVxbuHTZZzKl9eqsPDRoI6SlJGcCyJ8KZmuYmpFO/xlDdpYEKpPa5okfNoFUqNTeuG75z73Evl/fa5Xd3ra6yQdwNC/PBc79fmWzDFoo3lSGFZ1z23WuhY+tvfMTGzaY3hvaeYyHzvCPjCiaz79uPVG+KKTWF7ghQIUAoSv74DwlZa006EftCEOnjBG6iOxJl0sZ6ghCzK9SBu0oQifsPaosx5Kk6mwwuysgizlja6tLSvjVHR80vJasWiaLhhJbSx69YaB51jPTLj32ChdNoqZWC/pLpaW6Yp12os6YLEoERtdq0nL0l6ypuXhL50Vqz4cCUH2AikVwbohC23fmahLEVzxEJGx4U8KfQaQlPDSc6zRF2LHM9+S9NJKaV297ZhDhjm9SLPYLE7UeRKcHFdL0t4zM7Gpx7DtO5NNJ+7Z/Dsq/bhpTkrGEcg4ieUFXihAIeIegkD4egsC4SsrqadDm5ZFMJvmhRWnqRM++rogo56lXE7paVmkJt0XL5weldKy8HykNBdxrrx+yRWUs9dKkZIcGadoIpSUvFbKRqRXrzqYI4IchO1g6aq/LaahYYMzgoRMV3kTLw+b1nmenStaSQlNrS9Mz90utoC2IhkZj+PZjMXy30/KXB1z/cQc15o2UI6+8Xd9yf3FdpSKjA+XyX+1JJUzMRNbbGRPlO+a7UfZ+2HzcMpx204aKpR0BLKuxlIjFnevy5JM4iEm92n6jZCSqxzp8u3JKf1Qo2m7YroJfeb29DLcvp5a/pTNlg5tNTAIXw9BIHxlpYynQ+rDt1PKWEEAAHrEw3OD01C38LHQ9p1zbrCN8bprL/idMBoYRB293bJPzqnalJIAnMeSeQKp2KQdiZnbM8uQUv70hPDlAoSv74DwlZYyng4QPgAA8vHw3OAZw9UxxjHZSllGmw+S9RZNmZY3LXN7ehlSy5+92bIAwtd3QPhKSxlPBwgfAAD5eHhucFGYtgL3gs6HdiZ8rPezflw+aaBPy9yeXobU8mdvtiyA8PUdEL7SUvnTUfkKAsAg8/Dc4EpfT22LZ1HhkxOAU+uKjcihXWnJKimZ29PLkF7+zM2WBRC+vgPCV1oqfzoqX0EAGGQenhu8txE+jpAAPCnFNxU+ProuKXN7ehkyy5++2bIAwtd3QPhKS+VPR+UrCACDzMNzg/enD59InibdtMzt6WVI78OXudmyAMLXd0D4SkvlT0flKwgAg8zDc4NrhWnTn7ssdFbemfDx7IxpgzZSMrenlyG1/NmbLQsgfH0HhK+0VP50VL6CADDIPDw3eCwvehh4jjU6IU64x6ZDTBuylpIAHLOk9zz9eywtS1rm9vQypJY/e7NlAYSv74DwlZbKn47KVxAABpmH4wZPTLwseJu6jHZe45QE4Bw58bJhWheWosTLSZnb08uQWf70zZYJbTUwCF8PQSB8ZaXyp6PyFQSAQQZucKAQIHx9B4SvtFT+dFS+ggAwyMANDhQChK/vgPCVlsqfjspXEAAGGbjBgUKA8PUdEL7SUvnTUfkKAsAgAzc4UAgQvr4DwldaKn86Kl9BABhk4AYHCgHC13dA+EpL5U9H5SsIAIMM3OBAIUD4+g4IX2mp/OmofAUBYJCBGxwoBAhf30kSPgAAAAAAgD0Eg/D1EATCBwAAAABA+cAgfD0EgfABAAAAAFA+MAhfD0EgfAAAAAAAlA8MwtdDEAzaKCuVPx2VryAADDJwgwOFAOHrOyB8paXyp6PyFQSAQQZucKAQIHx9B4SvtFT+dFS+ggAwyMANDhQChK/vgPCVlsqfjspXEAAGGbjBgUKA8PUdEL7SUvnTUfkKAsAgAzc4UAgQvr4DwldaKn86Kl9BABhk4AYHCgHC13dA+EpL5U9H5SsIAIMM3OBAIUD4+g4IX2mp/OmofAUBYJCBGxwoBAhf3wHhKy2VPx2VryAADDJwgwOFAOHrO3snfJu+fRg1bD8U/hY4ploQo948PecF4lLqYkOWt01+CDv+0gXLNKJ1bddv07W2PWtIXO2//e3f/jf238Ojzq0QY4y3A2eM/s10Ak15UPRrnw9Q5R+Xla8gAAwycIMDhdC+aTEIXw9BeyV8YctuGAgdtv1N+Yd7brPGLC7s+E6zbiA0bNo3O7rFjKbLhG4rcCfrCKH6hOO3McZhcG3aHEaoMeGuh0lrcQs0Ru0W/Vu4PvfcTCvEGAdLttPqYIzxbcccQmjIdG5jjHHnpm1dAuHbIZWvIAAMMnCDA4UA4es7eyR8YXvppdEnhxEyGnZLit7hjmfVURS2CzvedB2hmBoqi+Fw3Rk1EEIHLe9+tBvfbiCEjHFnfUu7Ft5+y5mds81hhBCqT7rBFv3jwm25wLLw7QqVf1xWvoIAMMjADQ4UAoSv7+yR8N1bcq7ddicMhJAx4bZF5Ys5GY0FCn/RLLbp24dRbCEWwONaqRO+hdthsDhRNxBChjnT6oQgfLtD5SsIAIMM3OBAIUD4+s6eCF/on5927+G22zQQQrWme0/4MeZkVLaUbnPKYrStVu0UqK6rFz4hjmjUJxaDLRC+3aDyFQSAQQZucKAQIHx9Zy+Eb9Ofu+yHGOP7nnUQIWSMOuuRpXUnfPR/k4SPddpLEj6M8da6M24ghNCw+dJpG4Sv/1S+ggAwyMANDhQChK/v7IHwdVasrsBZfgAAIABJREFUuiHvTeyftwdNumxpKqA6sQPh6z2VryAADDJwgwOFAOHrO7sufGF76fwcHULBZU4cuhEbjUEGXhAp7KxYdcNouu24utEG4uKDNsRgXnjLGR0G4dsdKl9BABhk4AYHCgHC13d2V/jCju80m3NCyyxrSI2yoohpWXhqFZaWpe02DaNht0JqZmL/P9YPjw22TUnLErUOt5es6RUp4UtnxaoPq2KnEdO+U/nHZeUrCACDTOEbPPzNjYvL4yOnarVTtdrLh6beuLK2mbzAqZHx5Ys3fiM8kD++OP69Wu2VZy9+xP+4fWP5QO3UgRPvbfd4L/MX70Z/276xfKD2vfGLHwsLnJL+jTgnlj7YiDayfffG2yfGX6G/Hnr97BXxV4G7b48rm6qdqtEa/deNE6/Waqdqh67e2HiAMcbSXzZvnDgbX7FWO1Ubf/uutpC1U7UDyze2Mcbh3YvzsV9fGT/RWqM7oguMPPt2lCN3+70TB9K3cKpWO3vixm+Tzj8IX9/ZVeHjeYxphE3IcowQQnXLsWOJjodN65yQeJln5kPIMK1FX07OpyReHjat88mJl8fOOy8MSeVhW1lfmJ6LhE9dT2k17huV96HKVxAABpliN/jG+2e5AEWe9NrZn2+mLVB7Zfzs+0yVmMREAhQTvp7tpaDw1U7Vaq+euPFfGGOMH2zcuHootgvRUyPShA/jjVsnDr3M1w2Dt58d4Tv6ba+F71St9vKhE7c2sLgArxQIn55yFX1XhQ8oQuVPR+UrCACDTJEb/HdrZ39Qq50aGb/m3SW+8O53x1+p1U6NTPmfYMxjVyPjV5doQG5zbenq+IjoHFxiuJcowtfDvWQKn7jA5s/PvjYS7YWo2MuHnv/Z3TDaaW387bvxA0OET/sTxpE7jly8uP7BxWdfEevOoO4lhTl1tYitwmuEMX6w8fN/GR85VRu5fOWTB5LPcb3WCJ+4hWxA+PoOCF9pqfzpqHwFAWCQKXCDh3fPfuXl2sjFi4HQ9Lr2L8/y9tZP/KmRU8oCGG8HFy8KIkUkZubQoe/xJSXh6+VeCgmf4m009hZrLNaRIXw48kVFv8SD2wPhU1YhC7z8xKHZER6bBOHTUa6ig/CVlsqfjspXEAAGmQI3eJbWhGtvfEW7AFnxK2+shZgZyWtnL/7kEPMzSfh6uZduInxMuahBMks7N3X232/cTegnpG/SlRtGacOu3MAqVCtZ+BJailMifIrPnf3XE4depmG/PE269Fc9IHx9B4SvtFT+dFS+ggAwyPRQ+Ii3aRYgMTmqEdy0OjdOvErsp5DwFdxLwT58YuAwvH/l+XPJ3QRjRyZd+MKPLj77iroL4eduhS++X97RkBvhRxs3rh4i7cggfDrKVXQQvtJS+dNR+QoCwCBTWPhoCE1D0dgbHb7wlTdaXkz4ercX/nuW8GljeNt3b7wzd8IRQn0/OLv2O/2RSWvSleKF0rBZVq1um3Tl4RpT1y9FDdBCCJDq5g/Otn4BTbpxylV0EL7SUvnTUfkKAsAgU+AG1/auC/7t+ee77l1HfnrlyPj5kfQ+fF3uRZQzRW7EYtDG3NqhH19JarSNssDoRrBmNkPTkbmvjB/78fiIdrTvDvvwscbc2rnnr9zXCB8rw8gR50i8zReEb68LIAHCV1oqfzoqX0EAGGSK3OCJ42dZXI1nmLt8Mef42ahnW/Yo3SJ7YWNsp94mSenYRmamrnQ0xYicjw2nIFoZ+RM3quIRPtaYO/Ls20HIQn2qsO580AYvIT8IygLCwBEQPplyFR2Er7RU/nRUvoIAMMgUu8F7nyHvwSdXLo9IwteTvfCgmvwvGh4bcymqZTxhijyuNq01NjEPX+3A8o1tVkFueOqO6O7z9+FjUca4rjGbpNWMLUAtNjMPn1IMCRC+vtM74SOTj2kZc4L7ZE6zGMpkZXLm5HrTdv1O23NXO2r2Y/O8JyVtRkPW9dvRX4ZHnVshxlJuZ9O5rW6EzbeBtwJvwW426N8N03J4rmelXqTA/I9DpvNOvqp1c2o4O9lOaal8BQFgkCl8g0tTXLwyfmJ1p3NgsABY8kwbXewFY/xgY80/O8VHXbwyfuJtoYueJngmp0TGOPzNjUvXp1gAsjbinJj7+ZqaTgVjnCp8v5GyLut3hHGPhE+xyWQjBOGTKVfRUc+Eb921F/xOGDkW1al2yz45F2xjHLbdCQOJM1WEHX/BdtfZFrYCd7KOEKo3Z6hubQXebLPesLwOxny2XGF+M/oXYYI1LobRXG04XJ97biZ5Fdxu2aMGGjanrwUh36nBp2iLSm5MuG1+Z22tO9Mz/qa0QGLVuqHyPlT5CgLAIAM3OFAIEL6+0zvh4yjCJ/xAZEw/NRmbCdcYd9a3pB/W3bnVjrh+FDmjf6lTI8QYb7/lzM7Z5jBC0aS6ePstZyFpFbbfhu0L32NE4IxRh8zCqy35trewwLpKpFatSyr/uKx8BQFgkIEbHCgECF/f2SvhC4OlGSkAds9t1hBCRtNt4wRyCt/C7TBYnKgbCCHDnGl1wlThI/sVooYEGgg8bPubuKDwxarWJZV/XFa+ggAwyMANDhQChK/v7IHwUeQubvS3mHglry+gCl8Ut0NGfWIx2EoWPvq/Ygsvjv89r/Bpq9YtlX9cVr6CADDIwA0OFAKEr+/sgfBpw2AFhC87wocxxnhr3Rk3EEJo2HzptL07wgcRviJUvoIAMMjADQ4UAoSv7+yV8KmELbthoB416bIV7nvWQYTSVyHjbbto0g3bSwtLbAwH9OHrgspXEAAGGbjBgUKA8PWdPRe+0L88529GATlpJCzGOOy0rnkfbIvr5xY+jMNbzuhw6ipsgG3qoI3Qtxtq2Tb92fO8IqlV65LKPy4rX0EAGGTgBgcKAcLXd/ogfJu+fRipCoUjtUJjDm0J3Qo8xxp9gVpUuO5ONBBChnlyheZDafuLx5vPLdKUeHnSsrSXrOmVjrjbzopVH46Ej64iKCDdL0/LEnZaM6YhjxemAUghdcvKS81oR1lV64rKPy4rX0EAGGR29wZv+4vTLIPrsGld9jvdP3vzEAbegqfJlLzbJHZtH3OCbe2vhjm96JOGtI5n1fUNU+mb7Q/a/WEQvh6Ceit86lXCA2mdhOzEihe2fdeJEiCTxMvaDWsSL3ubfBkl0ra+MD13W7cRFoMMA8/h6Z4RQka9OesFcnaYYGVGn5k5Z9UK04PTUW4qX0EAGGR28QYnn9yNptPqYEyyNPD2mb6w7VlDve3C05+SxH/ttJxmg7VWZQjfLldQ+xbFIHw9BPU+wvfQwvsR9vVJkZvKn47KVxAABpldvMFvO+aQ0ImI+B/tgd0XHl7hoz2USLMYCF/fKVfRQfgEWGNu1HS7l1T+dFS+ggAwyOzdDZ4kfLcdc8gwJ18kmflRozmzwp/zYhuO0IQTdvzLFl2eNYaKTUXUibYCz2GLCQ1EHX+RNx0ZprXod7AGqYUpmmiKlPbF07RURr3paNqpQfjKTbmKDsInE3Z8N2pTjo072U0qfzoqX0EAGGT27ga/5zZrsfF/mOVkIN/z5POe9QjvrFh1g3YfD4OVadNABy3vPm67TcOoTywGIcadm7Y5TDvqSD5E0r4Om/bNDmaL1ae9zgdus8YmfCITeOqCjnTXM61OyBY7aHn3WWlJOzXZhS5tWXdNuvVprwNNurtBuYoOwldaKn86Kl9BABhk9ugGp/o16tyKRcNuO+YQcx1MxxcaE257W40Ihi27YRhNtx04JjLq1ooamZN86J7brIk9tlkIzZN3py9t4q5JaflmSY+jeAwiYXQFLZvmV6PetN1uB230VQFB+PoOCF9pqfzpqEoFf7N67MuPjX3f39jrTgB7QNhennps/9TyDkajA3tPe/no/s8fXf6wt1vdkxs8XHdGDRZsU1G6+pEMYmNOcD/mPdzhSMgNITRsWuecOTZWTxQ+1vlbUSPT+U/WRwgZpnXBuaQMBMQYR0ktFEwnUEur/C+jeJOuAET4+k65ig7CV1oqfzryVXBz7cxTw/v2Cf8OHT2zvKbaVdhennps377hQ2fWwpTVDxw5Nr96J/7YJdvwZw/tl/b1+NHZ5bWNtEqEG6snn9j/jfn3o22Gd1bnj409xjeyf+z4az9K3Cnlw+Wjn48VvvykC1/XlSrT0QjvrM4fO7JfvIR+8MPVO6lFK1P581AR4Qs7vtOsD9EWWA35hU+OrnV813EukG52pIk2JnzJUwa0fXeOrdyYcJUBgTzKGC8xCB8IX68B4SstlT8dBYRPeHeGd9ypxz/7pTNKxpsPl49+4Uvf/vZf7X9qdm0zcfUNf/7ooeHHT65qo3GhP3tI3PLWneUXn9inbDC+yue/Nv8e31z4/vzX9h84cvI6M4KtO6s/eu3YX0z1+m1aDqoe4Qvfm3/6wGNjp95kvh7eWf3ha8e+NrWcOCHQw0gVhK/tOxP1jPF2ssYR2WrYfpjSrioR+naD5HCNN+nqpU1cWdsmS3Ydm9uTlxaED4SvhxQWvrtvj9dO1aR/56bO+msbD/D2eycOKD+dqtVePjT15o27ZKoMZYH5i6urfGsjz75Nb9RoF/MX77JbaOODK3PL4yPiHj/56ZVgO77Nu/cujn8vVoY3rsRe2+HaG1+p/eDs2u+Ev30sr/u98YsfJxwINqGIRKNpL/C4fWLqynxjQUD4MMZx4SPhk8eOym/c9vLR/U/Nrv1q+egXZBeMrd5ePrp/f8wXMcZx4ct8EcZ1J17aalNx4QvXznwp3firwUMvfGSiJl1nOwk2aMO+2cFbwcpJ02Bd/RIGbdAGYiqR4sCL2445xIyQjqigkUW6+mG71XJGh9k8AvIYEZHOilU32NgOUiqyGAgfCF+vKSx8GOPw7tmvvExtbOPuxalztdqpkSn/E4wx7lyZmok8Kbx/5flztdqp2qGrNzYe4GgBvjzG+Lc3Tpyt1U7Vaq+Mn32fNp+FH1188V+joM7dnz1/6OVa7dzU398iBhjevfX3U+cOnHhvW7/N362d/QErxubaxcuHaqdqI5evfPJAqAZZ5uWvnL0r34EPPrlyeUSzvA46bwfJL00+MREyRu1WW7cAOQAtx14C4cNdCl+44X//yGefnvVF3wvby1OPHTqzFvL/SFq9kPC1/TNPj6R1zourZx7ha68tnzn6+H65iVndVHjnzXNHD7FlfsyasIlgHZ1/052lvx46Ou9vZGwc4/DO6vePPrFv3/C+fY+NnfzJWlRkYUf7hvePHXeTmrDDjbVlttN9j40dm1+9E2aUR6zUh8tHP//YX575CWsefWzs5E/WfhWVdv/YyTd5O6lyNNpr7knaqPr40b87NhYppmoqaltqwmGUDoj6k1jnbOHTHpY+n028dWf1VX7cxFPW1dk8cOTbLx6RDmPi9nMeN8LuPcHoY1ZBmE6JQgZtjDdJ/hQ5T0pCWpatwJtt1tnWo5wpW4E7WUeIzTwhLcZXl9L1y1lgRBKy+hcQPh11y+vkEr7kFRM32x+0+8MgfD0EddOkS8JgNPwWrr3xlUiPiL1FgbHtG8sHpFgd1Tvmahjj3964+NbS2ddGaqdqtXPPX7kf0j/6d8nvG7dOHHq5Vnvl2YsfyVO1fXT50vvb+m2Gdy/OC95JDHVm6opwpX7y7plnz4/UTtW+8obyeqZlPrB8I/PrRp2Z975nHURImGMjPttvbnKfjoeVfBWM9+E7cOTYPy6vicL3YRTYUw1AK3wJwYx4H779Y8dfu5r4SotHBGmT7r7Hxo69Nj+v6+m19f78Nx57fGqelD+8szr/vdmrHyqKE74//7XPcgFqr82/cOTYmxsYs66K/N0fbvjfPxK1YidsPHxv/unHWStzuLE2f3Tsu7RRO/RnD33+yJl3yMY31pZnT/5Qa6vh+/Nf2891ZOvO6vzJM9fbGeVRhS+yh/D95alDgjFsvT//DSFSKK4oVwq3/TNP5xS+5MO4uXbmqWiczcba8pnvzWutLnxv/ukDw/vHjieczoTD0s+zibfen//GCG9l3vDnj37j+OpvdnA2yX75YUzefv7jhjEu4xMswZmAcgDC13f6K3w0wndu6uJd9o2oFT7/Lo8Fjrx29uebgvDlibd1IXwPPvnnf//n9Z9NjZxSRXBHwkc6eQh/ERcI192ZXLE9Qvkelz2mgPCJxhbeefPk2GPiOAnanhuXDHV1Ev9IHFEbE7jwzvWTYwcee3r+fa3y6d1RCvkM79v/xJR7J1s3xWJvrp35M8kjQ3/20J/Nrm1qmlDFMidsPFw78yU16km3H66d+dK+PG15umZ0jDPKE4/wRVtQV5RjacLCoT976AtCCeUV04Qv+TCG/uyh/brq6NhYWz7DY1r7hh9/cTkaf5N0WPp4NoXV2R/Y+c19NjfXzjwlXdXivpK3X+y4lfEJBsJXakD4+s5OhY826b586MStDYyF9tlYzzxKgvBhHsk7VTv04yt3N5jwsQ3G4nCp2xSFjzXpRs3KGId3//67P/9E0xaM8c6EDweOiVDUmqAExos8a8r3uOwxXQofVqxi6/35bwjNuMpLVAkQakf4ajfL/pbSqJfZ8ym8s/rD+deOPf2lo2dISDJ5a4riyIHGffuG95Fm6DRFSNh4PES6b5gPZ6aRtv1PHP27+fn5+aQhybojQ37olfDJBzNaOFap3MKXdhjJcJx9w48fnZ2fn59PDuJKbN1Z/dH8a8eOHGJjtxMPS//OJvl77GySJbs+m8JhTNt+weNWvicYCF+pAeHrOzsQPmZ1I86Ji++xfnA8wvfr4OLFkdqp2sjFi4HoTcnCh3EYvP3syKla7dTI+NUzZ3+2Y+Hj3vnK+Im36cAR8vNa69La7zB+sHHj6qFYIfsgfBDh07Az4duf+kLlElBkFEWi8CVYXc6u7kJpcwufViNwumClCV/aEdi6s/qj+fn5146NPbZvnz6c+bAKX9JhxJja+Pz8a8eO7N83LCfWSWVz7cxTw6QAeYWvh2czs1thV2dTFb60bov5j1vln2BAbwHh6zs7ED5hCG2E0KQbfnTx2VdiQb404YsMrHaqNv72XYzZ0IqdNemq/NeNE68qw3jFoRt64Qs/uvF27IO5UJNuQSr/uOxe+ISBF7r3k9KgthPhI72sEt5/muU/vHrmNbW9OE87XZobSdsq3giYfyBtSmX73qSbJHyxSuVv0k05jDKJ43jC9tVXz/nKBsQrKk+Tbm/PZv4RtUXOprjN/CN2U8Y/YYwH4AkG9BYQvr7TR+GLInbieIt04cMYb9PQIBU+vhG1px3euHvlxicJ20wVvk/e/ftLvDxMKIUIok74Hnxy5ep3b/xW3ZTqcyxtevqgjdCfm0t8SnIq/7jsUvikXHpanxPfozsRvnBjbf7o4599gnaxj6N5l4d33jx37OQs7+BPehxGHb9yD9oQk/ltrC2/RhZLF6yUQRtiMrn22vI/njxzvY1xuPbDk2deZ2M/2/6Zpx9LSFKYNmijr8JHJzIhhQ831n58fOzAsDS84wuslyQb0yoO2tAexnBt/uQZdorIkIUvs3EJSrXvrH7/5PHoEG3defPUkf2HppZp4CzvoI0enk06wIWPAgk31q6+dvL7V9th7rNJsoWzLWys/eTY2GP7pEEb2u0XOG4Y4wF4ggG9BYSv73QjfHQMhJLBjkB6xfGAGbO3Eee73m/CaIHI5zDuXDlxPepdhzGNwEULbN+98uND0kYebKy1TkwtX6GttPFtJqVcwXjj7sWpH4uqyq2UJYWJDxN5sLH29tShf9TUV8q6QlIoadOyRAkCwsBzrGcmNGk2VSr/uCwgfOooXZ5tJKG9rL18dP+Br82/FxYWvtgo3fmUSRWSgmdCGpF9h45G72D2a660LOJ0HXwj6YqQtHEsTxex/4mjf0df29KIhP1PHH01eUaQlLQsfRU+Js20hN//yZm/kEZ73Ll+cuwAO1mvz/6lkpZFexjFo7Rv+PGj59JmzmCWqRy6tMPS57OJt+6szrMi7Rt+/Cj9wChwNom5sjK7Z/5KTcui236x41b9JxjQW0D4+k5h4ZMTLwtBtVheZRohi9pPD3x7+dtKkuT1/2SrnD0hxs/Cjy5+9x0h7PdgY+3nF8++fkhJ9RzfaTzxshSo470P2e7U6qw6atJmccviw02XeNkwrQuXshMviyndU09NtR+XVahgVkcxoNdUPNVzlajCDQ7sIiB8faew8AG7ReVPR54KaoaX7t0/XQE1c+kC/QSE76Gh8k8woLeA8PUdEL7SUvnTUQnhw6STWeL8vECPAeF7aKj8EwzoLSB8fQeEr7RU/nRUvoIAMMjADQ4UAoSv74DwlZbKn47KVxAABhm4wYFCgPD1HRC+0lL501H5CgLAIAM3OFAIEL6+A8JXWip/OipfwThy2rY9YuOd2ZQJghnbnXYQfCz8u39/U15he/OetMDHwZ2NzQfpG6H/7nV+r93Cnftb+uzqD7bu30koBv59597HGUXlm9ncuKMravT3xNLG90L+tTvb0hZo1bD2jwWKWgEG8AYHdgIIX98B4SstlT8dla+gSvje/NNP8Zy9SQulze3RKzbePP745782/15ySX4fOH+H0KT875ufO/L65Xc/paYUvGGqC0yioZNN+2dsnkLtRiYR+qbp3EvYwtTQ584cvxx0ZO/73TuLf8zW/ZPzd+Uf7znmN2O7+OuDzaXrgZI4c/Odl/4HXeAR+7yYUcq7OKQpp1ha7V4mEfo7J/i9sAVWNWmz/I/5i1oFBu4GB3YGCF/fAeErLZU/HdWsYNZ8U+Ugc6xrkqtNos98f4EIHdO1R2rf+VPz1MHa82yZ5//4+C8+TdtIivCRf9/684V7gtVtvnX8O/zXR/7k2nuS8TGLeuRbB//05T89+K1H+JJ//PpbnwqLbv3y+MgUL4MojrstfJlFrQTVvMGBvgHC13dyC1/Hs+qas1FvznhkptyEBYRJJjDGGIcdf+mCZRpsddv1O23PXe2oaYrN856c2XjI8jaTUhmbToCTMh0b9eYsT4bMauO7USEaTdv1Ox9cdd/ZVrcw5njnzbyFGHOCbZyTsDU7s5q+tLjpvJt9qKhmBR8O4SMpo7+QPGUqd7Vpy9vEGD/YvPvDv5gmPvfEbPAAR7o2ZK1tY4xx2Ln5v7/86CRCk+j/+ae3fq/ZiIqyhQeb7/3wH/6IONATV37J/efTn70wPIXQ1P9d+5tH0SRC37V98XZmFjV00SOtq51f/s8vEzk7fvwtvt8Hn16fG0aTCP11jbhpw9WdJHVrWX+nFBO+jKLGNn7/zvXX//kl66JlvW47N98OfkuPzYONX/7rmuet/esvO7+7//5V5yfHrddt5z9+2SnF1VfNGxzoG9rXKgbh6yGoQIQvbLsTBmJ2hbcCd7KOEEIHLe++tMCQxZ6JYcdfsN11tgW2SqSJW4E326w36FSzdCIyo2G36BOL/qXW5HORSbOZYYwx7rQceymg/3PPbdYiywzX3YkGQgjVpz32EAyDxYm6gVCjObNCChEGKzPNBis12YIwHy77i9F029JehIritu+cc/MK39a6Mz5saV8cEZV/XJargu3lo/s//1dnXmdTYB04cuzHa3d8PleVMBctZhOJshR9fI4pdXI2Nl1VeGf1+3w7J3+yxufcInNw/chfffXo4/uH9+3/0pn/uC/F3hJ2hOOT3H+4fJTNKha+N//0ASE1INnIIbk1eXPtzFPKRMACGlfjYTDqZ6rwYfzbn73wB5MITaL/d/GdLoQPY7y9Zg1Nyl7FRe07x/7pypFHJxGaGjn+S8H44ir26fUXvo3QJEInX3qHz9+zcf2FaYQm0cjCP12YfRRNIvQdnWPtqvAlFFU6Eb/+6T99+TM8MDmJ0CT6zCv2v288EA6Xcej0k9EyU5/56rV3S9BEXK4bHCg9IHx9p4jwsQgaFT7+/1EMj/1B6zJhx5uuI4SMcWddireF6+7cake7QfYXQe/if5EggcZYkXj4rbNi1Q2EhkedW9JXcHhrYe7mdrQFoZrsL0K14n/JT9hpzZhG9rqVf1yWq4Lt5aP7IxsL77hTj+8f3j923F3bwFShhNld/XNTJ9ksu+21+aloso14hC98b/7px4+cvE6UcGNt/ujYd5mKfbh89PPD+w4d/f6bzOPkxtaMHSUIHya99D77xLE3N3BSj730Vt2Yqz3oeNYJhCYR+ptnLt/HONK1P3juxq+Cj4Mg+On/fOUzuZp0aTOoJkboXfocmkRo8tFnbnzETozb/BZCk2jk9bd+++HCkRfpf0ePEGZRf3Dh8q8+DoIP3/3pj5/6zJTaTtr+t6ZBZfG3H7ypE0d5a0nCp/wz3yBPiWLCl15UgQfBv/z5Z6YQ+tZT9tqvN8Pt+7+0zb9GaPKRL155NxT9+MQzlvvq7A+P1J9P1cddpVw3OFB6QPj6zg6Ej4TrjHrT8VnwTBS+MFiaiWJ7WBcnS9pBbuEL190ZHtsjyMJHI3yNptPqYBzFII0JN7H3UlHh2wrcC8mxPRLCNBAaNu2bHWZ7lFTpq/zjslwV1PmTEADbXDvzVKRTKevGhC9cO/MlacXNtTN/xhZQ9oIzPEzdUbLw0ajega+99n9+MvXlJ6bc+Cz34dqZLyWODuGu9s2Dz7xmvfDqf2cdzh753MWffhxinNQD7/n6s9feoQ+EvML36MGz37L+V/O/n6g9MonQJHrkO9/8aZvozwNJzn7/wcLZR9EkQtMvXOcDnfUq9kj91fPvbDCH4it+5/hbm/gBE8fhueuqZu2K8KUVVTkLM4+gSfTo915aXvO8Nc/zL1v/IzqGTPi4MbfdfzBSQqq7S7lucKD0gPD1nW6EjxOL1ckLyL336G9Cc232Djhx4WNEWkZQuxIao856GPs1aq6Nk9QZUSN8jKTeeySoaTTsVth2mwZpmN4OnDGUIzqYeToedspVwQzhUzws3Fi7Ov/asaixdV+S8G2unXnQPKDjAAAgAElEQVRKM1EbNbNM4UvfUYrwYYy33p//xmP79j029n1fN+1bPuET/z3/R0+9foWPJxUHbfzpd6irDf+vq5Gq8o38f89dDuKpTLTK+MgfvXL8yofs1th+35l5FE0i9Ddj9k3PW3tz4bXPoUmEpv7wuXd4/wphJAQfO/Lto1fbkUI9+LXz1b9GaBIZM/a1Nc/72cILZBTIt5+7+olc8Szho8E59u/eJlmq+KCNhKJKbHrWtM6YJxOEj+8RhA94+NC+djEIXw9BXUX41tedUQPFG0bTInwFhK8nEb5frDvjBlKstIjw9SDCR4KapPC3HXPIaLrtcgqfNIoFGaZ1wfW1TeY9pFzvgwLCF26snnzi8aOz8z9avRNrXdUKX1JoMEP4MneUIXx3ll98Yt++pHl+8wnft56Zfcfz1jzv3Xf+8xMpzZ7YIPtg463vfPcRNInQ1B/9xWosLUtGH77/65krb3hrnrfmvfPBx2Jeugd3z/+JdmzsJDJevfwRWVJUtLDz1o8eJ+r5Rz+4zNz0wXvX/uQRrTZNGs/e+Eg75rfLPnxsRAvGQrxN24dPX1SZzbeOH0doEj1y6vj//rlHDhH996tg8wEIH1AlQPj6TnfCF+AtnU6l9uELW3bDQL1t0tUgNOmGt5zRYSQF+TZ9+zBCvW3STeG2Y8oRy4bth2UTvrDjO836kDCWue0vTpuGUbdW+up85XofFBC+mMOlCV96V7l04cvcUVaT7mefnv2Pf5t/+vO6Jt2CffjiKD3wfvf++a9+izjiV8+//ztpI0qEjyUijg/aUIr47pUvPjKJ0FTN/AfLukj+feuZ7zyKJhF68cjChw8wjqnYb989P/MZNCmMXfjdu7OnH0GTCFnmc/NsO689c/CbCE2iR88ufPB7YZ8FI3w88TJzykcef/3Nj8mY4/f/4ci35B51mUWNnaOrzh+iSYS+deQf3o9se7vj/9j/z99jED6gSoDw9Z1uhQ/rdEovfKF/ec7fxJEjKrIVdlrXvA+2xfULC1/oz835QnYYuoUwFolkfxGG/RI6Ldf7AEdb6EL4Nv25y3LgkET4lH2VTPg6K1bdkBu+MWuMjh2lnlKu90GRCF97eeoxPnhiY235zNEneEsrWVGcx4IM+IgG57bXlv/x5Jnrbc1eiu7oC8zk2mvLZ44+vp8LX3jHnWIDNcL357+2/8CRM+/I03sUHqWrEtO17ffffPYPpxCaRI+ctN7sPMidhy9B+HieZDkPCx1+MfnoV994/wHWKNr2rxeetUgb9B9bfnvr1kt/HM/DwsNvf/1V59dCjK9gHz7eH/FB+6ff/A7Lq/fN+iHWxo2mPvPn/8KCfllFjbfsRhr9fO3wuResi3/73JnHa8/TLYDwARUChK/vFBE+NuKBtYdynTKnrwWhsEDUp20r8Bxr9AVqeCxJimGeXImCScebzy2S9ChF0rJEUhgGnmM9M0EXII7Ft8At05xeYYlgSGqY6C9hx79sNS2XFqlAWpZICsPAc6zRCSV4SQ8IrW8YeEt+JxK+lfurV73EQOPuPC5JCQ/bfuz1EAbe3JzrJ0Zjd0653geF+vBJaVaOzbtn/kpYN7xz/eTYATUty3zUD++xsWNs4G1WH76cO9o/dnz+9dm/ZBG+jXdmx8SoXrixevKJfXJaloJ5+DRodC38+KcXPxc1U27uSPh4nmQ1YR4bt0tny9Ao2oOP/+Obn6M95J5uvrwPTSL0fMP+lbwZKo5yJuduhQ9jvP3RdfsHh6ME1JNo6NiR4zfejbLipRd1+i8u34sfhwedOz+xzx8cEjKzPPK3hyf+5ZfVjfCFd9+7eMIZqZ2q1U7Vauemzvpr8pgWeYFXxk+8fePudvTjxfla7dTIs28H/MBvv3fiwKnageUb/z977/vbxJUv/p8/IE946AcrrRQhVVWkq1u30r3RSrjSNg8uEr1SFrXdW82HoruCVXZVPnt1XfH5LnxtJWmXTjdfQig0UNOQLJe07CyJU7bZdN38WD4kWaZJKNB0MFBIwxAaSGoc1gQzPt8H58zMmV+2x/EEM36/5Adgz5w5Z8YzfuV9znkfZnWVhekLHU3HgqSQxs96Ru8Y/yIyblAvdMRvLjD3z0K8Pxj8sCm+xOxxs2NTZ7DpwgJTDePrWFPHLNuWgi01lBzsjy8oBRuYnR7ZZD4uefXHFxS8cKHJ7tNNHWTlmaV404fmT+uFjmHt5JANju2K39MPPj2yKX8JQdPJtweEz3OKFj7TNAUSYFMzrSCEasN8S8haDkKmAXMpKSHEwg1qMeGYOlZsTYmXibKYiqAxtGWR32x4AytpaViIhdXqksTLil0lXCVeth2emJKE3SGEGC3GOH0xxtUh1LA7Me+oe+vkQ4uJcDBvB7eHrEsDAVsKrrQBlIq+QLA6N6Us6KsJl7VYLynpBs+tXPl7U71ZF+qb/n6FmpD9BsH60z1XiONqpnWyY/oftFSz8GWu9JyuN0vJsaaeW6rW2G7AVqM04esMBo82dtygR1m50dF41HwIVuNMJRuFz6mB5Rc+w7HUDRrHplU3BeHLQ2VVHbnp0gXWk/W4HGRgZb4pLB4C37cnRuG1dAFgrZRygysLPa8eDQaPNR26tqBgjLML4tmm+s5gsCs6msZYkyQmVLZyZ5gEyaiCMKalSYlR+JTkxKvBzmC9cEj8QcEYKz+Ih4T6YGewfnD0fg7j3Mr0WKMhspVbSc52NB1jdK1I4WM3UFWVHkU1s8bPRxey+kGp1RmxFz7HBlKI29m+SStphegaWwfqvvVR6b6+gcFc7YTPrhWFAOHzHBC+igWED/CElcvdOzYZRhkCgAeUcIMTFTNGuR4le86ofZ25+6OD9dYwmHIvvuuYKoXEh46+3Nhdr/U8GnzoUbLnE1OnJFYWenYNqr266dFol3kDjBX5wi5d10oQPmySISp85s5iO2yEL08DVcojfKZdyAZdjY0fBuvjcTmLQfjyUllVB+GrWNblckCXLgAAnuD+BreVJBbiatYNqAO92rOgaIX0fNnReJT6mcGHChkJjTJaNyA7ftKTfLSmCJ8WaCQGqXX1RsfPTP9gXycb4cvTQJU8wmd+9XRMP2TaaBPhM/rc6Z74F41q2K+YLl3103yA8HkOCF/Fsi6Xw3nSBpm24WU2Pvi+AYCP8UD4Hk539NhtQCN/mzpuZvVC7q1MjzWSnkdXwmewKxYS+SNuVPIYPjZwmF0Y/bzRcZigU5UKNlCldOGzDpGkwTzm7KWnO06SsX0gfHmorKqD8FUs63Q5nNKyzHZxAcuKw2UFvm8A4GNKFT4SqLPFTYQvvqR29X7SM3vVInwkUGdfi/JF+IzTNexieMrCzTN9I8w0FLvm2wufUwNVSu/SZat9ItpziZkEresyjVC+OjErQpeuI5VVdRC+imW9Lgdxu4BN4uXdQzbzxcoHfN8AwMeUcIPbjeHLyvFEs+sxfFTFiJTU7xR21ucfw3cv3vy5+zF8RjkzuBRbDW1m8Ynm0WWnuKKWBcYmGOYkfPYNNNan9DF86lRlOq3EukFWjsfrg8d2NvVa+nxB+CiVVXUQvoplPS+HIot9ep6ap3Bptew/ZOlbugLY9aXljM2zJptekmauimJSFOeuf0+XQGWyXVjWgcCP04vmj9i8GNl0yrSgKlugWkihCrDl2FcD08rIt2bo+mML8vKqw+qrdtW+vWJYEk3bwPC+tlcqnWVyixj3zWVWbluabGiXrG+vb2xdRZeiZJbuXKZrhc19u2RqlJJZXrbsZXlTT4NifLEXxbmSnlLoii+zX1Tta0Cve55vplPmF2aXgoUU961bE6Xc4I6zdFW1orN0jzZGL+SdpavF3v4x3XHSlBnEcZYujd5pE2ZPROMLDrN0tTm2g3GyOKFaiDqb1VQNzfm0/CZEK482Nn9D1WjlVk/TMXcRPocGUsowaUNzPi0Ji3EDJrMMCJ8tlVV198JH8wYb1sPIgzmznQazVIZxIVc2OZ8l/5++TZcoK+YNNvPisuHoNEszQohdOQNjTCao1poz58kCZ3MwdXdrlj46rCElJXp5rk59n0nsp58uxCz4wbxpqhVDcZfjKaY8Dcw9kAYGtr3QbEiHW/Pu1v3faF+FXPq7AT72gmE11eYXuIG/zj3SUtfapAUukGuXWUai5oPDl7SEWKRArZBCFSi4HAVW0pLIb3uvxvBpc3DrZ+P2wQK7ahsyANvmFtb2+kiQH+NH8910Edv9reP3VTt6KMU6a1AEobe39d7O2rcrUhM8sn88hfUkwNZThzHG2aUbQktn0LDv25vfOjuzpNUpI/Jt5uTG1jfV7M3mFzchO558vZIuURYTcY47ynHxxGK+37PirjibHll7U73ueb6ZepN/v2fsvn7QWxNvbIgUV0jBb10ZKOkGL1cePqaz9b4UrTf50Nrz8GlhRad8ddY+XxIP0+RJ00qn0XIM+YTPtoEYY1dj+JwHONJmaqZr2oDGXIvI5KcNE3QE2YFB+MoIKiXCR3ylOOHD2G4hslV58oQwlcYYK/LQ7lAAoYawMEv+P9nGBRDbn6gu4EHdSF0qQ9c7JZU4sju8GZkX6l2dH+7a/fNa25TIihRrQMickUQejpFq0GVw1TamL8b4MzLGNqtu0OVDAqGwIKUVjFflyYNcAKFQRF26g7HewPbYrLZf354ua6JmnZIel08T5Whg5pvY0Q30J/yD/26Jv7un+5VQq/H3/tvYtn2qme3b/PpRbmubvhrB47nuXxx9ffO+GlrIgde5Yy0J8iQtWvhQZMNrY1fJiCCL8BWoQIGf3lzmm+FXyK94zbtb//tP/Lun3nyF7M5qEItTtbU1vooQPpzLXPp8C1kc9uUvpEcYMz5B38ncjL3SqtrniRa+b8+bH4Rqo1rbH18e/QXXuZmuPNEc3NypeVIuffXAlhZSq9rQ0fCeE1yI1rnmxfi5JRpdKIPwFaqkS7SL5XTyXV3xvMKX55vJNFldXw5jnJlpP2D2NsdCKlb4MDatP1EvdPRdcb/Shp1pOa+0Ud800udupQ2MMcYrd0Z7PtOkrb5pJK4P0bMb5GeWp+zC9KWe6AndODumRpN2S6TkFz77BpZJ+PTZxMRlnYwQhM+eyqo6ejLCp0IX5A2E+Em9A5Ekh2MWwDWs4av/X69AVhzoSxxuQMaFepXrw8Njp1hv01kcPvLmzwMIOUxQNQufY1vUpdtCbaK+gFJGim1F7CrD2Rmhuy9GQoCaCGZnhIF8J7Dkx+XTQhkauHJ5z48iCEXQS4MzD9Tzn3soi+OtrV/KGDNBqejGbV+o0SMlI0vduz7Ufm61WJRxjS+nVbYIpp/M1te65x9hq/AVrED+RczSY3vIWqvvH5h5oMUWMnJSaD3zaX7ho9VWMjfFt14gC3N1dl9/VJzwYZy7P966H6EIQvt+ObCY0/5b8377zAOMcytjf/wRiiDU/NKBaw/0bty7ovBp66eaNGh+xrYuc+nwoRqyb+vFO7RnNnW+nbwZ/Vc++cCwb1HCZ7c+W5GVtJBNXxv/8g+Hz/D8QHts4osL9zI5jPHj5etXB3myvO/7/KAkiskvr1tnVJZ2xS3CRypi+800OO77hy9nMMa5exfeeiZq6212hRSxdN6a8f0TDCgvIHye40L4aOwNBbi2U/zPjavZTnaFySK5XbNpa9DKIEmKPNyVmKc7kjAb273LbK+F34zCRyJ8WkSNbDAwMH/RpInK1amp1A17b0uNC8OXLSvkshQnfNRNzS6rRvRUm8zOCANzaixTPUsgfGtv4L3pN0n0a+Oxw6PfydbhR49vHv5JFKEI2tAl3DL6QHZl8Qe1e3Etwvej97nX3kYogjZ81Htz1Sx8hSuQ/6d3efDN3xHr2nb4oiT/o4hVtazVNllXccLHOsQLf/r83Ocv10QQir6w99JSDmOs3Bs8sYFqzdCotOSw3ped8D1M8v8URSiCAicH2WHxD75pqYsiFEF1feMPcuUQviIraSD3/dfvvfI7Y9xr37bYt+mcdmj9ZXPQEq94CcIX/XFtSw2KPvPWhXu57C2ha4NDoA6ED3gqAOHznKKFj0StNvPisroUrNbdOcmHyGoNi4lw0M6fTOPwNItS+2rNYTZtiBsdJGceOxdoEuZX2QNkxYEBeZWWRjVxeSoxk7L3tozUdSSRytLt7dMOFyd8dIygpcuYjgVUd6dupy09HAjtHpJXQfjW3MDc98IbbzM/wM3BLcf3Hjo3Kqm/7Fos5JWzc87j9AsIn21fofaTWRs/983YaxsiCEU37py4mTEKX+EKOHWuEaEx/ZBHaoLv/3rvX3pHby07uovZ53LpK/yLzQhF0IYTg/cU5z5f9rj0xMgDf9iIIghFa2ubEYqgZ3oH76g6qI8Yi5C+yy2/Fg71XpYMNbMTPu2cqN3uKvcGdpCr+WHvXHZtXbr0/BdXSYbc4sAv9yEU3bgtIX6/msvevxiLbUARVHOk+9oDWTwfC5Oo5/5w7JwgTPSJS+ZnR+lX3FBzegHyCV/r6/9ffOeGCNrQJSS/5v81ijZ8yO/rdCl8ea7+WvH9EwwoL8gODMJXRlCRwkdCWVRz2C5dKm21vJgl79v4k2OEzxwJo6jCpxalRfjm54XtAcSG8dRyBgbkrKpfW2NSBqfGheFFe29TpL4+ScGqqlpKwxgXK3y0Zk7CFwwnyNBpze3ULmBUxx0+EgPhW3MDs/KF1i1vW363SEgmj1sYC1mb8InZf1w6/EENiiDE/++B8X22wudYgUI/vdnFROshy+yH6MZtw5dsoulMtTcceHNfvCV8TBtF92Lr10vsGL7CwoeZ2RsRba6G9pmc6N9SGzWXsPFY7JLW0elK+Ewbl0H4iqukTk6e2FYTQeht7vAFkUwfHoxv1gssYgxf6VfcVHOMCwkfJ3w73tKGUPSfQ7/fiKLPvDV18Y9FhglB+ICKA9mBQfjKCCpS+IhL2QgfOwuVYB0V5ziGz32XripMxiAfFT68LPJk6sbQ3NTUVQXbeZsWZmOwWUy2/F266oe0kgUHQfr+cVm2BtIRV33hX3Tosz5rYr03s+WJ8P341OB31nwfrPDhXEriX2pGKIJ+3FpbEykpwvfenkHZIYNJdvma9Nkf/tKq21sEodbXehfsirTzuZr3trVfUif/2bbramxri91Pfi4z89mLpJCXhi5bUtVml2+Pf/a3w60nf6HODEAoUvPa2ZvqTIJ8wmc+J6ZuZXfC9+M90985pBcpVEmmOTYziyOMQrkRPndXfHEmdsS98H3/6PLQS7SG7bx4v+h+4WK+dWvF908woLwgOzAIXxlBRQofURgacrOJ8DmMhCM4T9qgk17dTNqg8zwQuziEKnyqQQZC208RhbN62+Jw16C2o2qcVkktctKG2itdcNIGG8yjTQDhW3MDM/dlY99cdvlG947f6YahD6j6qPemYRhALpO6XZYxfOrciKWxP71gjdMUrkD+0VSri/KKsYXp2e6ugE1tLdX+UU/3hG2Ku2LH8FHsQ1a5zOKy+dzPju0IRIwl2wmffk56Bu7ox8rdm95Fdq//bGaV3ZfMNSGkEuF9tsJnO2mjuErqPJ758z+jCEKtW9unaYSPvq5elh8WJXwlXvESxvC1csKiNqqh5t9HrynFFwJj+ICKA4TPc4oVPhqXqtsu3FBMY/hI8C/AtU3KCl6VxXHJ3NNEJcleCmm/asPuxLyC86ZlUeNwitqxy7WdlRWywZEuYmxUFlWBo//VulxTkhAJC1b3skw3Me+oQdOyMPnzyJnRKmyXliU1zLdNGvIYpyf5UB0I31obKE9seyHG/3FWWqRCk8vIH+/8nR7h06dMRjZs6fszGdtHpvG+8n6xs3RNET4aBTEJH8a55cRb71k65gpWwCnWQmJUi8K2/dv48XPSDxm1hTc+7g4UE+Gz91SnDdwK32NZOP7Ctvgfz91apNmDlcyNczsDkcIRPvzoZu8xMpfihfAEGU6XXZ4TwmTLlpdjc48wxjh7szdWgyIItWxpl5bIjONr53ZujCIUQT8ZuvzYUD1ThE9ezGSLrSRD6vKeZ6IIRTfuPHdNz4qcXZa+Hv92lblYZJShLcVf8XIIH1bSczdF8eqFuX/kXBSS/1vHJPDLOxYiPxX2BFuVE5GQXdSh/AcSE6K8WnjDcuGY7JYMgrfLZRvg+CGa7DYr8rXmTra8pTrnjl0jtkfDIHxlBBUrfBinZ4UwSTjXm4htZ75PSloSwnT+6cFJ0xfdMVkxW7Ih8bJxmQfTl5V8L5lu2dow30L+SQR0dV5oqiWhNVMWZa73vNr7rN71JIynor5rrrL2jCgy8XKA408NMzOI1Z2MzxplfqCtD4RvbQ3Ux29Fa0OHuNcPqF26zS/xUor8nGfmurWkaIZXGy9mypB4mdGmnPz3XxIdYX9x81egQEY0pg61bVv1tHaRmpfOnLeZbITXUfi0areGth7Rkr2hmoP8+XQuf+LlR7d632Ay1f2HduGiG7eNSeo6GLmlr1tfbNaa36h3yO775cBizvwdML64CbmISlp4eK23ayM5w8EP/rslzr976tdb9tXQi6WkEh8HyPdtc3dLywnu8DWbc1zsFV9j4mVrzrziCymUh89vwqf+He698Dn5k9eHdG5ZWuRDxo9TkrA7pA4xzyt869oQZAcG4SsjqHjhA9YX31+OMjQwczsRO73jRVbLmoNbew//RWZ/zHOZ7/8W+2SrPvotUhN8/01+8tLS4/IKH8arN3s/2mD5Mc5XgQI/vZnrieGWHftZc6oJfhA+PHPNfsYGXi/hy2WufxVr+ehFdj5Ezbtbw0N/URPe5V9pA2eXxd7THLtEysYP9nR/PWdcFi8rfxP77QfMghzR2hePtw8y1zef8BWupA25B9e/SIQ3G2d/bxUGrq9ijPGjO4P/7/tauxx61Yu84iB860JaGuK5Wu6dI+EGED6KMhtrCJA+NxA+T6msqiMQvkrF95ejfA3U1lddup1nkVltXVHz2rLrxRoqoK9L+6Qq74S+Wuuy7RLGhXeXv24n8122fCE5/GTZL1vsbSX1L5XdssipoirzxL9yT5RKeYLJwnauaza9Kgs7HLVIFjhUx70ToR1N+tKdGONVWewmXVgI1XG8oHbXpqShNrVjqo7jB6W0wnYCqVkpREHrvjIUy7Iqi4LaRxQIhbvVQ8wJXG2AqCr9SLCMmALhq2gqq+ogfBWL7y+H7xsIFIe28Ea0NnSI4zo3h854P9AK8JwKu8GzhYRPG4memo1tD9CB4GT4EB0vrshn27g6FGoT0ySNKxl6rqRnu7gAHfBt8KT0JB8KqAPESbGWBd+1Q8QupjGmaW7pLEAy6IisO0o2s1kmtNQuXVoTED5Pqayqr6PwZeWEEAp8bJflGLChwh6X5cf3DQSKJJf+7nRLp95v69gZDTxNVNgNXlD4mGQRegBsMREOsnm7FCnWgILhxG1Z2IFs7I31JDLdkEkBwcTVGJwOoeaR1T4iUwmtcyYcpleobbWbtBEKxxKlTdrwUAFB+DxnHYUPY/xgNnZid578LQBDhT0uy4/vGwi4Qu23LalrGKg8KuwGLyh8bJ6sOYGrRZwgW4NnqUSYBPNotgoyS0/oU/tqGX+i+bnMmIxNTeZqhFRGrYapVuaWue/SNe8NET6vqKyqr6/wAS7w/eXwfQMBoJpZrxvcEMHKIzblET5Z4PR+VSUtDQvCCZ6r0zJzmYXPfulOBvuwn7Ea9v/VWgbCV7lUVtXXUfgezMZiARQJcMOz0jkORRBq47g2hPaFQq0IRVDguDC/mp4d5gIRFIjFZh94UIenCd/7kO8bCADVTIXd4IW7dPXhccpsrKG2ITar5OtvZSHBvB2CnLV06Vo3NrGYCAfzLekOwlcR358Sqayqr5vwKVKiAe0LnxoNB5obYlcm+TaEDsUuX+ZrIygkDApCLWrlPvky1tAcCI+eCu9bSzoAf1Bhj8vy4/sGAkA1U2E3eDGTNrbHZlM0+T9dvdNp0kZmXmgK0Eke6kwL4oWywGmSR5YVoEn4SS5A66wLOhuDpu6nSw+QkX8gfCB8ZcUb4cvK4mg41IxQcyg8IaUVU9qnWv6rcb4NoY+EuW/42gjiJubEeC1q5d79k55Sy37g9gMpcZbn3iHJsULhREJaSY1dnJoz5eLKtwS4IiUa0KGYZM6ErshXusL7EYqgwFF+6FZKujxMClGWxK6TIRRB6B2On5ZStxLDd5klBCL2iazWTIU9LsuP7xsIANVMhd3gRUza+M1vSAKVANc2JGldrA5pWRRZ7AqHaPuYXCrKfGJ3A0J0rJ4iT3bRpCoIBThesM3Lwh6C3cqF8NlBdK0Y4TNTy4sZp1I9y2VoezQMwldGkAfCp8xPbCerVaIIQpFA+KsUzcL6znbhjoKxaksW4escCgcige0T87ZjHpS7id37EWoOhUdFssQFUTGqhnSRTXI4Z1al2CGEmhti3xkOonwXa2gN8VfSGGP8QBo6wwWINa5KsUModEZMKxgraWma595TlU5Nu6+7qZKWzscSd9dy9jQq7HFZfnzfQACoZp6mG9w8hg94AoDweY4Hwpcajp2bTSvaoD3qQ1TXIihwtO2T+GuGqNgBjtuHUARxY+cTAo2lxW4YQ8krIn8AIasOZucHvpzKYi3k5pT7Xq3d10e2vx9AEdSQkNhy5AlO91GMsZIWv0zIj8kKBIaDpq8JqtLRtQS8ySLxND0uS8L3DQSAauZpusFB+CoAED7P8UD4GOQJrnDIrThSX4UDEYT22U9mwrg44VNSw+eH52ZsiqLl7w/HzouG1X5J4LA5FP5rn7hkijyywqfIF7vKFNsjPE2Py5LwfQMBoJp5mm5wEL4KAITPczwVPkVKNKADvLiy9qLUdTltxt6pFCF8ynddbRdT9p2/WZkGFyOGXmOMFXlmd0hdEzN0sovRPuNqoWUbvUd4mh6XJeH7BgJANQM3OOAKED7P8VL4Vtmf24AAACAASURBVKVYzNIzWyJlET5Fmu6TyMSrMyGaCMawvmBa+ipG5m2YPk3fSsROqjqo9/xChG8t+L6BAFDNwA0OuAKEz3O8Ez5lfnL3nhnblaJLKU1KNKBICV26ytVrUzS/ER0FyLyYqRvyNwlVJbXpurV8MovvDifURmjTddVBezCGby34voEAUM3ADQ64AoTPc7wSvnQy1vYVESVl/qu+qUyhHQqh3BG2v2M3CffBbOLaHYwdhC+V2DNEbSz1dVefNieDzNVlpm7Ik2E6RZds/FU4QIpaFMKDYlrRCwzvyy98ahxxrfj+cen7BgJANQM3OOAKED7P8UT4VDkrJiuei1LpWLp3uLavacwtfWuI/3hP4q6CsV1algeS8HGIKF36OyEssNVQc8eo04HlCY6k2Usr6ng+MvpwUeBaA9yZIemBWgcte4ualkVvYFYWJ/jtpwuspVMcvn9c+r6BAFDNwA0OuAKEz3M8ED5Lz6kpAcpaSN9KCH8N0ykUJPHyA4zpdGC7NMgRxE3IeFHgWhGKINTGixnr9rV8Mit/k5AeqPmi2ckZd4cTclbLyYz2h7uuyAp2Trxctvb6/nHp+wYCQDUDNzjgChA+z/FA+IDy4PvL4fsGAkA1Azc44AoQPs8B4atYfH85fN9AAKhm4AYHXAHC5zkgfBWL7y+H7xsIANUM3OCAK0D4PAeEr2Lx/eXwfQMBoJqBGxxwBQif54DwVSy+vxy+byAAVDNwgwOuAOHzHBC+isX3l8P3DQSAagZucMAVIHye4zvhS0mJWDjUJMgerH2xvvjicuTD9w0EgGoGbnDAFSB8nlPpwicLnO23gBNku80VKdaAEEI7XAmfMi9sD5ByAyF+siyL/66dSrwcZcX3DQSAagZucMAVIHyeU+nChzHGi4lw0GB46Uk+3GcrfBjjrMjXuhO+ZZHnwonFNday7FTq5Sgbvm8gAFQzcIMDrgDh85ynQfjSIh9yCulZcS18qUR4c6xsa4GUj0q9HGXD9w0EgGoGbnDAFSB8nvP0CZ9yQ2g6KGo6l5aGeC6AEEKBUFiQ0goRvlPicBtXV0QXbUaKbUUIoVA4JgxL6Qryvkq9HGXD9w0EgGoGbnDAFSB8nvPUCB9LLU+FT7khbK8LbBfmFSUttoVQiBfTWZGvRYHQ7iFZWZ0XmgLFRPsUWew7Eg4FUKhNrBjnq9TLUTZ830AAqGbgBgdcAcLnOU+N8NlF+BQp1oC2xqQMuzXbpeuuezc9yYdqG2KzFWJ8lXo5yobvGwgA1Qzc4IArQPg85+kTPgZbnytd+HBWFnYUP1jQayr1cpQN3zcQAKoZuMEBV4Dwec5TKnzKfN+ertmsFGtAQdME2zUIX0aKbQ2EE6nyVX0tVOrlKBu+byAAVDNwgwOuAOHznKdB+BYT4SBq0CfSKvLZNm57TMqQMXwoFEnIqxhjnBpu67q8lNgdoP28Skr/txMpKTEmpRWMV+XJg1yDWlQFUKmXo2z4voEAUM3ADQ64AoTPcypd+JwSL6vzNhT5bBtXR94LcF0XE+/U0i129Aot2r8FOZsV+VoU4kXjnF2ijAghVMfxglgxtoer4HHp+wYCQDUDNzjgChA+z6l04atifH85fN9AAKhm4AYHXAHC5zkgfBWL7y+H7xsIANUM3OCAK0D4PAeEr2Lx/eXwfQMBoJqBGxxwBQif54DwVSy+vxy+byAAVDNwgwOuAOHzHBC+isX3l8P3DQSAagZucMAVIHyeA8JXsfj+cvi+gQBQzcANDrgChM9zQPgqFt9fDt83EACqGbjBAVeA8HkOCF/F4vvL4fsGAkA1Azc44AoQPs8B4atYfH85fN9AAKhm4AYHXAHC5zkgfBWL7y+H7xsIANUM3OCAK0D4PMdJ+AAAAAAAAJ4gGISvjCCI8FUqvr8cvm8gAFQzcIMDrgDh8xwn4QMAAAAAAHiCYBC+MoIgwlep+P5y+L6BAFDNwA0OuAKEz3NA+CoW318O3zcQAKoZuMEBV4DweQ4IX8Xi+8vh+wYCQDUDNzjgChA+zwHhq1h8fzl830AAqGbgBgdcAcLnOSB8FYvvL4fvGwgA1Qzc4IArQPg8B4SvYvH95fB9AwGgmoEbHHAFCJ/ngPBVLL6/HL5vIABUM3CDA64A4fMcEL6KxfeXw/cNBIBqBm5wwBUgfJ4Dwlex+P5y+L6BAFDNwA0OuAKEz3NA+CoW318O3zcQAKoZuMEBV4DweQ4IX8Xi+8vh+wYCQDUDNzjgChA+zwHhq1h8fzl830AAqGbgBgdcAcLnOSB8FYvvL4fvGwgA1Qzc4IArQPg8B4SvYvH95fB9AwGgmoEbHHAFCJ/ngPBVLL6/HL5vIABUM3CDA64A4fMcEL6KxfeXw/cNBIBqBm5wwBUgfJ4Dwlex+P5y+L6BAFDNwA0OuAKEz3NA+CoW318O3zcQAKoZuMEBV4Dwec6TE76MFNuKGmKSwrwnC5y5IoFQ+EifKLNbmTer5cUs+UBJS8OneC6g7xtLSCm6V1bka9nd/te77/4v9d9124UbCsYYZ2VhB32PE2Sb+iD9U49PkO8fl75vIABUM3CDA66w/aXFIHxlBD0p4VNmYw0BhLbGpIzxg8VEOKhanJKWhHAogFAdF7uYttssEE6oQrcqJyIhhFBotyClMMaKfLaNq0OoYXdiXnHaS7PAwPbYLH1Pme/b0zWrYIzl4Zgwm8YY4zmBq0WolhPmMMY4fTHGnwHhWyO+byAAVDNwgwOuAOHznCckfEpq+PD2n9chFGiIzRqidzgt8iGkh+2UtNgWQsiihqbNsDIvbA8ghDbz4rJ+GCnWgBAKNAnzq7Z74eyM0N0X4+oQQigUScir9M2BOWOFjcK3Lvj+cen7BgJANeP6Bld+mI6PNNV3BoOdweDRxujEaDLjvEFnfdNIfPoH5udjKd70YTB4bFf8nvZmdnpkU7BzU8fNbJmP0h9f0N/LTo9sCn7YFF9iNug0vOqFjuE7K3oh2YXpCx1Nx+injZ/1jLKfMixcaDIVFewM0hb9Y7rjZDDYGWwcm17JYYyx4Z3MdEePdcdgsDPYdGHBtpLBzuCmkeksxlhZiPdbPj3W1DGbpAeiG9TvuqD3vmVvdmzKX0JnMNjTMf3Q6fqD8HnOExK+xWHh7FxidwAhFNidSLHKZ3EyGgtk3rHZLCPFtiLLRmoAT9NKO+EbmFPkod2hAEIowHXNphUQvvXB9w0EgGrG3Q2+cqtHEyDdk073XMnk2yB4rKnnlqpKqsToAmQRvrIdxaXwBTuDwZMd0//AGGOcW5kea7QcgvVUnXzCh/HKjY7Go9q+inxhV712oIflFr7OYPBoY8eNFcxuoDUKhM+eyqr6ExE+ReptSyziVCIcQAgFw4lF5kOLk1HZMg2bM21G+2rNgwLN+9oLHxNHDIR2D8mrIHzrge8bCADVjJsb/FGy55NgsLO+6ay4QHzh2qGmY8FgZ31Uuo+xFruqbxobpgG5THJ4rKmedQ5NYjQvMQlfGY9SUPjYDTJXek7X60chKna0sfmbBUU/aLDpwoL1xBDhs/0IY90d6+Px+TvxXcfYtqtQ9zKEOe1aYdlFaxHGOLdy5e9N9Z3B+sHR+zmDz2l6bSN8bAmFAeHznCchfBmpb1BSMMbLIr8ZIRTYLszr37rShI/+10n41EF7TsKHMV6dF5oCCCFUxx0+EgPh8x7fNxAAqhkXN7iy0PPq0WB9PC4zXa/Jv+/S+lvvS9H6TtMGGGfleJwRKSIxXY2NH2pbGoSvnEdxJXwmb6OxN0tnsR0FhA/rvmjSL/bklkH4TLuQDY6+3Nhdr8UmQfjsqKyqPwHhS0/yoYDxaOz4vCfQpatuTQXUTuxA+MqP7xsIANWMixu8kNYoyYlXbTcgO746kVSwaiSne+JfNKp+ZhC+ch6llAifqlzUIFVLOxHtuTS9kMW22HfpGjtGaceusYOVaZaz8Dn0FOeJ8Jl8rufLjsajNOxXTJcu/dQeED7PWXfhU1LDvX10CoUmc+zUDctsDDLxgkhhepIPBQLhRMqqbrSD2P2kDTaYp9wQtteB8K0Pvm8gAFQzZRQ+4m02G5CYHNUIzbTS0x0nif24Ej6XR3E5ho8NHCrLo80nnIcJWs5MfuFT7sV3HTMfgvm4VOGzHlcbaKgZ4b2V6bFG0o8MwmdHZVV9fYVPSUtCONzH9MyqHal6VhQ2LYuWWkVNy5JKhAOBhtisQs2MHf+njsNTJ9vmScui9w6nhvm2SUPCl/QkH6ozi52NmHqO733I9w0EgGrGtfDREJoNbmNvdPrCqxOzokX4yncU7fNCwmcbw8suTF/u6xCYUN8nPclH9mcmX5euIV5omDarNqvULl3jdI3o+Bm9A5oJAVLd/KRn9ip06VqprKqvq/BpeYxphI3JcowQQiFeiFkSHddx/Akm8bKWmQ+hAMcPScbkfKbEy3Uc3+uceHlHr9BSa6iPWsr8QFufLnzm/Uy9xp7hex/yfQMBoJpxcYPbjq6Tv2puLnl0Hfno2M6m3vr8Y/hKPAorZya5YatBO3ODjZ+POnXa6llg7GawFuyGpjNzjzXt/7yp3na27xrH8KmducETzaPLNsKn1qF+p7DT2ucLwvekK2BgXYUPcIPvL4fvGwgA1YybG9xx/qwaV9MyzA3Gi5w/q49sKzxL181R1Dm20QskKZ1aSFd0NG1TDd351OkURCt1f9KMyn2ET+3Mrd91QVbUUJ9ZWNc+aUOroXYSTBswE0dA+IxUVtVB+CoW318O3zcQAKoZdzd4+TPk5e6PDtYbhK8sR9GCasaXPj3W4lJUy7SEKcZ5tfl6Yx3z8AU3jUxn1QZqhmc+ED188WP41CijVddUm6TNtGxALbZgHj5TNQyA8HkOCF/F4vvL4fsGAkA14/oGNyxxcaypY2qta2CoATDnlTZKOArGOLeSlHqi2qyLY00dF5ghejbBM2NKZIyVH6bPjEfVAGSwXujou5I0p1PBGOcVvh8MWZftD4RxmYTPZJPORgjCZ6Syqg7CV7H4/nL4voEAUM3ADQ64AoTPc0D4KhbfXw7fNxAAqhm4wQFXgPB5DghfxeL7y+H7BgJANQM3OOAKED7PAeGrWHx/OXzfQACoZuAGB1wBwuc5IHwVi+8vh+8bCADVDNzggCtA+DynfMJHFh+zZYcgL5M1zSyYFiszZk4OhWMJKZ0SE1Npc/Zjrlc0JG1Gtfz4nP5O3XbhhoKxIbczJ8yZC1HX28CrsjgQCzfQ9wMcL2i5nk3tIhXW3qzlhMvFNa2US6OxlnIqFt83EACqGbjBAVfY/YyC8JUVVDbhm0/EBqS0ojsW1anUbOxgn5zFWEkldgcQu1KFkpYGYol5tYRVOREJIYRC4S6qW6uy2B0ONfBiGmNttVxmfTP6DrPAmiaG+lptWJnv29PlvAtOzca2B1Ad13ZWVrSDBrQl2vSaB3YnUtr899V5oa1Lyhg2cGxaKfj+cen7BgJANQM3OOAKED7PKZ/waZiEj/mAyJj90mTqSriBJmF+1fDBfKJvKs3ur0fO6DshaoQY4+yM0N0X4+oQ0hfVxdkZYcBpF/W4DTGJyZpEBC6wXSCr8NrWPCsODKgJzfM2rUR8/7j0fQMBoJqpsBt8VU5EQuuxMOaqLCZEebXwhuXC3P+lsUOQsxinbfqgmIVJsyJfy/6GFizV8steLmyPhkH4ygh6QsKnyMNdhgDYYiIcRAgFwokUdqBI4RuYU+Sh3aEAQijAdc2mlbzCR47LRA0JNBC4NSZlsEvhszStRCrscVl+fN9AAKhmKukGX5UnD3KB9VgJ3cmfvD6kc8vSIh8yfpyShN0htZsrr/Cta0NA+DznCQgfxTjEjX5mES/n/RnMwqfH7VAgtHtIXnUWPvpftocXW98vVvhsm1YqlfS49ISnu4Er59u3/HTn8csrhTf1DXdH9v70+b0jjn+SPS2sXO7esen5X/XfcnzWAGWgUm7wtDTEc7XcO0fCDSB8FGU21hAg4RUQPk+prKo/AeGzDYO5EL7CET6MMcar80JTACGE6rjDR2LrI3wQ4XNDvgYqUnfjc3XPPqu/tuztHkma7So1sve5Z+ue3dZtXhzJuPtzO9r7p24X+HW/O7L3p3XPPvez41IRGvDD1P5XjMawenuqv33HJu2gz+/Yf/rTQgdNjex9rsgjVgJeCJ+SGok+b72CXrNyvn3LT3/df/MpOfNPJZXyBJOF7VzXbHpVFnY4apEscKiOeydCJwzq48ixPqqb/Jrwgtpdm5KG2tQJhnUcPyilFfYvf3IoRRYFZhoiUyzLqiwKPBmJhAKhcLd6iDmBqw0QVaUfCVLaUgAIXwVTWVV/UsJnRpmNNQRQmbp01R2WRX4zufWcdyHzbUvo0lVSwwPD6hwOGMNXAoWE718YE1q9PfLOy2YtUFIj0ecbW9r/z7+Zncmwu7KS7N+75V9e3n8+XzQuNbL3udfb9v/X843Hk4UsQEke/9lz/9V/Sxums3qr/7+ef27HwfOq4Cm3pz79pP1X746k/GQUT2eEz96qldRI9Pnnov66QJVFhT3BsoWED6EA1zYpK3QaH3n4k84iOqVPkc+2cXUo1Cams6nE7gBq2J2YV7CSnu3iAvRHxOBJ6Uk+FKAji2ixm3lx2Xhs9RCxi2mMcfpijB5CUX+eGsLCbJpuZhcTKbFLl9YEhM9TKqvqT1z4FGmwT8roATnDTFiMsZKePSveybL7Fy18GCs3hO11eXdRJ9jmnbShSLEGc90yUnev1pC8TSuRCntclh83wkd+tn+6d+Qus9Hdkb3/9rPjX/8wEjVbmnn3gmEk4o7Hkz+M7H2uYLTJ4j3W2voTPwkfuWr/ZvxGAeWkwp5gBYUvEOIn6Q+JHgBbTISD7K+DIsUaUDCcuC0LO5CNvbGeRH5HaNTAWCyL0yEWqfBpH5GwiHXOhMNgJ7WtdpM2SMozc4WLKdVDBQTh8xwPhC8jxbYis0JhXa3o1CFM49jbW6hFKfOJ3Q0IoQB3cFKPmbeH9wzRIHgxaVlSw3zbpOH7mJ7kQ3W68NFdGAWkx9XSspA/14zzhWkAkkndMnk4rB+oUNNKosIel+XHjfClpOO/qt/xB2mFOZ8pVc5SFktzLXzEHSVF/4czVvUsRvhWkiPH975s6mI2FaXcnvoD3eb5HQe/SGq/C8S0Tp8fOb53y3N1zz5btyXar3+qrCRHuvc2al3JWve1cvv8Cfr+pp37P09qZ485kPkj52o/v+Odth2bVOGzRMjydE/nO2NsOVahzCSPb6ujNq+sSH/Y+ZzexX9C7zB3Pj/msQFsNTLJ49uePn99eqiwJ1hB4WPHXs8JXC3iBNkaPEslwiSYR0JxCKEAx58S+tS+Wsaf1J9CEyZjU3u3jDAJX/XtTf/VWua+S9e8N0T4vKKyql5m4TP/UaB9Xez+yCAYvDAlJQQ9AbL5rxD2nrEmXhYz2jamSNv8QFvfnF0h6p1jGGeBjKMo1ELkyS77zMxFNs01ZbgclU2+BlrH8D23o/30GOMlakxOwUWE3Ar13+nKWLinT0ke/5nZHVdv9f/X889u2rn/k/7+v0zdtmRkUG72/+qnL+/tJ/VXbk/1H/zDWEoxmJBys/9XW3YeHL9N5CbZv3fHoSna3rsje3/KjERMScd/pQU1lVv9v36ucW+/tIIxGUp48Ph4irz/L1ovcyrZ37KTdmpnkse3Pa/Z80py5PiH/bYqbKw2netQgvBZ1IrpEzeUoySP/4wtU5G6G9WRdop0InpQddlUsj/6st6rnu/8OFcMenW9Zb2eYIYncB6xKY/wyQKnBx2UtDQsCCd4ro5OEFQswmfus7JgH/YzVsP+v1rLQPgql8qqOip/hO+pRRtHqPbkPll8fzkKCZ8hZqbcHj9omFnJhuIsv9yG3VdvT53cm29GLeuOtn3Hlo1tLCGV1MJLzz5b92xjdORWYd1kjqUkj//M0DGdSR7/T7UJZqNlpNOpm5XdXTsn/9mdzBCZLiayZRmqyB7LlfCZTI71P2M5xm5Ws/85nLq85ydfxezcHSgbFfYEK9ylq/cdKbOxhtqG2KySr7+VhQTzdghy1tKla93YxGIiHHTwQhA+EL6yAsLHoHbm6l23TxLfXw5XwoeNP8/Krf5fs9245r5RY4DQdoavXu7N/l/9lDlW/pFqRYQAb0992v9J+45te4+PJFcUY7+kEb3ameTxbYaIJnk5hDD1U+HUm2wNkT77rDoHmcyAebZuy97u/v7+/jGH/lxrtUsXPozvjux9RY1lSt2Nr7dP/WB3PpXUSLSeHiKTPP6fzFQbZSU51n96v96r+ywIX0VTYU+wYiZtbI/NprAiT7ZxATqkx2nSRmZeaArQSR7qTAvihbLAaZKXnuT1RZtILkDrrAs6G4MECOnR6cg/ED4QvrICwmdESUsJvU/Zs5TixeD7y1GS8OXTI/0n380sCiV5/GdW03JUumL7Ac21LUb4HCcIlyZ8+c6Acnvq0/5+6k+GMJ5GeYVPNzljLNOunH+JjqQUPSSJMcbKytTBl7fs7dZ6zCHCV/FU2BOsiEkbv/kNGdgT4NqGJO3b5JCWRZHFrnCIto8ZBaQORic/H85jgVjYQ7BbuRA+O4iuFSN8ZgxDpKyfeZPL0PZoGISvjCAQvkrF95cjXwNtfIWZeOH0qaFnsEjhszOtvL26NpaQGu/+g7m/mNmsmC7d/B5ZQpdu0TNqXQxxW4vwYaxI3a+81X8rlTz+KyYBnvUoGbJBNnn8Vb0H33KZyiB8MIbPW56mJ5h5DB/wBADh8xwQvorF95fDjfAZcunZB2YMEyCKFj77LfPako0Ort6e+qR9//FP9emx4wd3/PTlaEL9f5GTNjY9v6PzPJ3zkUqO/JFMv8gvNPkmbTy3SZ0FgvFKcuT0h91jd7GS7D+oVZVMfX1F7WA1QlYToSWkkomDO59jwqipkb3PqUMV6WTe/EmkM8nj//mzj/740SstjGPZWJeSPP6zxkP9H+1iTjLZTI1E0sMVJ3zkU5t1NWCWrrc8TU8wEL4KAITPc0D4KhbfX45CwmeZpUvnYDr1fjK/60ULn0OnnlEvzDjo4Eryi/07ntdGDZqW2SgyLUu/NkbtuZf3fqSWkV9o8qRlmerXqvRs497jn03dXjXPLzHkN7Gcn9vjB8nyIc/taO//rPv/sNVYvX2+k9T2+R37+xPH/5+Cq4akRvY+95wxA7ZtmO3uyN6f1m05OMUOLjTkrCGHK1L4mFY8axroCXn4PORpeoKB8FUAIHyeA8JXsfj+cjy9DYSxX08/0J/rOU/vDQ48EUD4PMe18C1caAp2Bg2vE9EeKbmSw9mbHZtMH3UGg0cbo+enF8hSGaYN+uNTU1pp9bsu0NGs+iH64wvq43jlzmjfSFM9e8T750blrLXMhcV404eWOkyMWn6eleTEq8FPepKPmPeWjPt+2BRfcjgR6oIiBhrCsQEtgZ/jUNri5oL4/nHp1ECbyapP7uVQd+tausBTBayl6z2+f4IB5QWEz3NcCx/GWFnoefUotbGVhXj0RDDYWR+V7mOMcXo02qV7krI82nwiGOwMNo5Nr+SwvoG2Pcb44XRHTzDYGQwea+q5Rft6lHvxd77U+uyUhW+aG48Ggyei/3ODGKCycON/oic2ddzM2pf5KNnziVqNTDI+2BjsDNYPjt7PMc0g2xx9tWfB+NDP3R8drLfZ3g66bgeZDEUWKFTn9ttsQE7ArBAbBuHDT7fwEWMotD4vUJmQDNLg6x7j+ycYUF5A+DynFOGjYTAaflOSE6/qekTsTQ+MZadHNhlidVTvVFfDGD+cjs8M95yuD3YGgyeaR5cV+qa0QD5fudHReDQYPLYrfs/wfFbuDZ65lbUvU1mI9zPeSQy1KzrKpBS6f+34rt76YGfw1QnTaDBa500j0wUnn5tX5l0W+c0IMWtsWFf7LRrfPy5930AAqGbgBgdcAcLnOd4KH43wnYjGF9RAiK3wSQtaLLD+dM+VDCN8xcTbShC+3P2/Xfrb/DfR+k6zCK5J+EgeduYddgNlPtFVVGyP4PvHpe8bCADVDNzggCtA+DxnrcJHu3SPNnbcWMGY6Z+1jMyjOAgf1iJ5ncHGz0cXVlThUwu0xOHylskKn9qlq3crY6ws/M+hK/dt+oIxXpvw0Yzt2oQv0zg+N5mcff+49H0DAaCagRsccAUIn+esQfhUq6sXOuI31XFwWoTvezkerw92BuvjcZn1Jmfhw1iRL+yq7wwGO+ubxo73fLNm4dO881hTxwU6cYR8nJw9k3yEcW5leqzRUkkPhA8ifDb4voEAUM3ADQ64AoTPc9YgfMwUWh2mS1e5F991zBLkyyd8uoEFO4NNFxYwVqdWrK1L18w/pjtOmqbxslM37IVPuTd9wTJA31WXrkt8/7jM28DH6cUlWWZet1cyxuufTacMG8hLt5dXc/kLoa9UmlzZbGaxQAkqudXl22Sb5eWMacinuRBrVfViMiu37bbR37d7LaYfF2qLklleNjQN275pLcTSnHUhm16SZq6KYlIU567LjqdLu8SL6cfGD9Rzvpgx/1GmXym7l3V7wDN8/wQDygsIn+d4KHx6xI6db5Ff+DDGWRoapMKnFWIeaYdXFkan7zuUmVf47l/7nzNafVShZCKIdsKXuz86dmj6obkos89lpNhWhApN2lCkvr7COYF9/7jM28BFgWtFKGJ41e7f2T59LU3O3GNZ+Mi8AYrWbu6Njd/L5ikERRD6SJAfY4yxPMFZS3jxePugnDYqyKPLQy/RDVpf610wfGhTSATVHgzHvpHNcpG5fPh9ukFNrPcmE1QW47U29aRH5ITFQm3JiHyboWkY271pW8jbm8PD4/IjvC7k0t8N8LEXagx1qAke2T9us+CFIiUaUAShSCD8Ffvx6sxn9SiCULS+/bo5NXY2ydc6nckI4iZcr469+FULd5TjjrUkJHGpygAAIABJREFUnDI0Afb4/gkGlBerhyAQvvKCShA+OgfClMGOQEbFaQEz1d7qhUPiD4q+ge5zGKdHO8b10XUY0wicvkF2YfTzRkMhuZXkbEd0ZJT20lrLdEq5gvHKQjz6OauqmpWqSWGs00RyK8kL0cY/2rTXkHVlVZ48yAVs07LoOdwVWRT4N3cnFvOdYYxxFTwu8zbQyW+iG3/5dzmHGeFrDm7u5F4/ENQcoub99pkHeQvJI3zkte+XA4vMNzIz035At5PXzt5kv61qITXBA69znZuDzeqWzS+1X33Atmn1ent9VNM4VhzXW/hq9m1+/ejrm/fVaI166bOZB4WSEK2dzM3YK630qm090cL37Xnzg1BtVG2jhdxC72utCEVQ4OMEs9iuejkOxSTLUihlFz56fR1qCDjj+ycYUF5A+DzHtfAZEy8zQTVLXmUaIdP7Tzf9fuT3piTJ89+qu/R0sPEz5V780GUm7JdbSV6J93zWaEr1bD2oNfGyIVCnjT5UD2duzpRgTtrMlszao13i5QDHnzpTOPEy2hqTCi/S4PvHZd4GqmpSGxdJl+VN8a0XiC11dl9/xAhfGy9mMMY4t3LxgyMbUASh6D+3X39sU4gF1dVq+WQWY5zL3Pz04xeIGbw8el3znwfftNRFEYr+U/B3G6yeYSoEK+mLf31lQwShCPrnP8/oXZG5B+N9dSiC0NtBIoUNCbswr1Od87fFpfCpheTS1z+gBtbePuP4ncwu3x7/7G+H+TjPfxYTLl6QH9Jzk1u5/mVSFJNfXk8/Wr41JnzRzn8WE76+nraNX+dWxv74I6LCB65pepnL3BWFT1s/tdWp7M3eWA2KILRv1+AS3UP15pp/H72WL05u+YbkIZu+Nv7lHw6f4fmB9tjEFxfukV7m3PLCl4PxzSiCUPNmXhTFpPjlwrL3YuwPfP8EA8oLCJ/nuBY+YL3w/eVwI3yY0Rfy+23zc/5w/PSPUQSh6E8O3yxF+DATH9J30UTtwP4/j+7cEDH3JFoLefhNy48jCEXQT4Yu68K3Mt7ShlAE1Q/8+VT3BhRB6ICdY62r8GH8YLzl9whFEDp4+LJlxALGGD/+/tyfX9moBSYjCEXQxmOxSys55nQFGo/8XN8muvGNs9dsuoiVe4MniJFv3DY0Ki2lixhPl7tzfueGCEKRDTvP38lhjHMPxE//1RIita15kcKX+/7r9175nSnEuy32bTpnF3l1+i4BFnz/BAPKCwif54DwVSy+vxyuhC+XvsK/2IxQBG04MXhPYX7O39szKMvyknzt6w+27SuqS1fr17MG58QzL6IIQpENb07fozVJJcL7EIqg+s9mHt4d2PkO/bdmfGohP94z/Z28JMvyuQ+ObbR26aa+CgeoLD6kEmM3BK2g8Nm3xaXw/fjU4HdLsnz32rnPt22M5unSzcl//+XGKEL7tsWS32eU7PL1GPe2Hl3T/bjjTT5xsvvTnaHmPPqYuzXxxgam8jX7tvxaONR7WVp2dqices439Azceax784Yu4VZ+8ypO+HKLA7/ch1B047aE+P1qLnv/Yiy2AUVQzZHua48UOdkXOxlCEYSaQ+G/CsKE0JeUn8Asl6cS3z/BgPICwuc5IHwVi+8vR1HCt+HAm/viLeFj6ti45hdbv14yjOEzvmr27+q9qU65KFb4Nmzu2cf/KfyLDjoQsOZA67kUHb9pkLPHdwZ6NqAIQm0t4+qUbfuBgM2hXWcv6z2b2o4H2mcyusTU9Y2bNWtdhM/4qgmd7L28YhcteywLXTUogjZ8eHgkKYpJUZQG+ff1MlXh04w5lfg4kM+xHsmJ/i21UXMdtJChDVqZ7+wcuJuj3etawC8PRQlfTp7YVhNB6G3u8AVRTIpiUqR9uOqgPRjDVyq+f4IB5QWEz3NA+CoW31+OooTPIHPvbWu/pE59NUzaUOcfROv2Xk7lLIXQgJYlN4edq9W8cKx99K7qWtlbQtcGFEHodztiF0UxeX7g9IsoglD0mT2XU8ZCaoIHXtfmjtT9aSzFBIJy3wtvvI1QBAW6YmeTovjNQAuZdvD7PWNszm9cWPjs21LCpA1tfsnv946lHNxJK8H6shU+rQ80n2PREYGtJ3/BzhoxTYVhSV3e8wyRvL9/e450rzND+hwpSvicp8uA8K0V3z/BgPICwuc5IHwVi+8vR1HC96Oe7gkSW5r7dolNkmf4Oc+lrx7Y0kL++9bgojktS6ExfD96c3SCRHcu31li89Jps0Str8DJQZLbh+0Xzq3MHDhE1POFt6a0tCy5m2dfq7ErBEUCu6bvGcxljWP4yIwWgtoZbT+GT0nP/GULqdULnwzap2XJzLS3IxRBNZ3tf71CA2D09Z2cybkUvlxmcdnYeZtdnh3bEYjku0YYM9247+/4Tx4h06RdJ4oSvsczf/5nFEGodWv7tLGBVy/LDzEG4Ssd3z/BgPICwuc5IHwVi+8vR1HC5+gB5p/zR9fOvkHmDWzs6r320FCIKSqmJSK2zrcwolwb/feaCELRIPcxz8fJa9+bBzZoPYzWQh7d6n2DaNa+N3pvPcIY40fXuo/UoAhCPLenXy3n9JubSZ81GZpWsOH526LNZm3Z0i4tkXnN187tJCdEnztiKvzhtd6ujSiSZ5pFakx4BkUQ2rfz41t6euRsWvpc+vYxdil8j2Xh+Avb4n88d2uRWrWSuXFuZyCiR/i0QYGG/CnaRA3yita1fMPku7GNbtp8Q+yh4cPoxp3nrumun12Wvh7/dhXr17fllQJzRAAzvn+CAeUFhM9zQPgqFt9fjvIKH8aPbg2cfIb0D7505nxKKT4Pn4PwaXmSjXlY6PSLyIY3Jm7lbArJ3jq/65koQhFUc5A/n849unH4JWseFm1o2ttvCN8zJuFyDJ/altzS160vqikAa9sa9d5SNqegpfDs9wO7eNIz/hIv2fTs6v5KMufF391zfEuwmZbgWvi0YZetoa1H9ESA5ERhJ+EzpTBkBlBivFbh0603UhP84L9b4vy7p369ZV+Ntpd6uVFtx5stf/pvbghm6RaJ759gQHkB4fMcEL6KZV0vR1pKnOK5AD1cgONPJSTXi8G5pNzCh3Euda71ANOj+v2ahE+TDHPCPLWrlKyWYVOIsnQu/qLaW9oX76tHEYSaG2LfGYuhJmEcvlai8GGMs/I3sd9+oCegtlk1xKZwxhTZ3nCdXPr2F7HezexMi5p3t+7++3XXEb5c5vpXsZaPXjQVFR76i5aVz0n42EVK2CnSGK9Z+DDOPbj+RSK8+W3mrDYHtwoDdAr16s3B0/pEE0jLUjTwgwK4AoTPc4oWvrTIh2yuRijcJZI0BQ4bMItMYIwxVtLSsK4WoXAsIaVTYmIqbU5TzPWKxszGtbyYcUplzAkydsp0HAiFu7VkyGprWL9pCMcSUvrOWOJy1lzCDkHs5YqtxA7BspaWI8psd9dU/q3ZoostthSUtCSEQ7XMWUpJQ21cIBDiJz11vvVqYHWhLzFc3nVj9TVqU8XkzyuuqCezkq8D2tLDlqV7sbZ675rbXk3ADQ64wvZnFYPwlRHkIsKnpBK7A5pd4VU5EQkhhNBmXlw2bFDLq38EK2lpIJaYV0tQd9E1cVUWu8OhBrrULF2ILNAQm6W/A/SdYFhbi8ywmhnGGOP0rBAbVuMBi4lwULdMZT6xuwEhhEJtopojQ5GHdocCCDWEuyZJJRR5sivcoNaalMCsh6u+EwgnUoajMA3FKUk4kShW+FbnhaY6vkCkYJ0el+lJPhQIbBfmDb+8SlpsC7Gn3QPg9wAAfAzc4IArQPg8x43wqRE0Knza//UYnvqGrcsQh0Ao0CTMG+JtynyibyptW6D6DqN31ncMkECjpUpa+C09yYcCCNVtF24YDefGQN/FrF4C00z1HaZZ1neKR0nPdnGBwvuuy+OSOLrdUm+KLPb1JSSbJe3LBfweAICPKfkGVxZuxjuEeutCmvYbHGvquDC9kNU/jPcHg531uy7oKbLJCpyGZTazC9MXOpqO0ZUzGz/rGb3Djgw1b1AvdMRvsmuwL8T7g8EPm+JLzB43OzZpS7rTahhfx5o6Ztm2FGypoWS6vGeBBmanRzblWR3UuJqoZZXUpbh1cdF6oWNYOzlkg2O74vf0g0+PbMpfgnmNU3tA+DxnDcJHwnWBUFiQ1OAZK3yKPNylx/awXZzM6QBFC58yn+gaNo71MQofjfA1hIXZNMZ6DDKw2zmtg1vhW5UTp5xjeySEGUCojotdTKu2R8krfeviQ4uJcDDv2fAQED4A8DEl3eC5lSt/b6o360J909+vUBOy3yBYf7rnCvmrVTOtkx3T/6ClmoUvc6XndL1ZSo419dxStcZ2A7YapQlfZzB4tLHjBj3Kyo2OxqPmQ7AaZyrZKHxODSy/8BmOpW7QODatuikIXx4qq+qlCJ+GJVZn3MA4eo9+xnTXFj6AhlX4VHQtI5iHEho7K9VP9e5aK06DEW2ET8Vp9B4JagYaYrNKKhEOkB7SrCzsQEVEBwtejjKgzMYaAnnPhoesRwMBAHhClHKDKws9rx4NBo81Hbq2oGCMswvi2ab6zmCwKzqaxliTJCZUtnJnmATJqIIwpqVJiVH4lOTEq8HOYL1wSPxBwRgrP4iHhPpgZ7B+cPR+DuPcyvRYoyGylVtJznY0HWN0rUjhYzdQVZUeRTWzxs9HF7L6QanVGbEXPscGUojb2b5JK2mF6BpbB+q+9VHpvr6BwVzthM+uFYWw/dnFIHxlBJUU4ZufF7YHkLVjNF+Ez4XwlSXCd3VeaAogk5W6Eb4yRPhIUJNUfk7gagPhRAqETwWEDwB8TAk3OFExY5TrUbLnjNrXmbs/OlhvDYMp9+K7jqlSSHzo6MuN3fVaz6PBhx4lez4xdUpiZaFn16Daq5sejXaZN8BYkS/s0nWtBOHDJhmiwmfuLLbDRvjyNFClPMJn2oVs0NXY+GGwPh6XsxiELy+VVfXShE/Gq3Y6lXcMH3GL8nbp2sB06So3hO11yBDky0ixrQiVt0s3D3MCZ4xYNsQkpZKED7p0AQDwBvc3uK0ksRBXs25AHejVngVFK6Tny47Go9TPDD5UyEholNG6Adnxk57kozVF+LRAIzFIras3On5m+gf7OtkIX54GquQRPvOrp2P6IdNGmwif0edO98S/aFTDfsV06aqf5gOEz3NKFT5sp1P2wqdIg31SBuuOaNILJT17VryTZfd3LXyK1NcnMdlhaAmKJRKpvmOZf5qeTYh3sF5CCcKXkfoGjaEyEuEzHauihM950gaZtuFlNr68DXycXmTXk7BmxNCTaNgskkvIrS59Oyfar5mmZQaxey1msmx+E+PLkrPjcVq+NUOPsvC9/qnahNsr+hoVervU5tB8H6YGqq2zpFbJZe5/e/maKCZF8drlb+9nTCO81dJuL686LwuhZJbuXBZtF6wzHSv9nfQtWWdsRrrLpFDJc/KtF65MyVyApw0PhO/hdEeP3QY08rep42ZWL+TeyvRYI+l5dCV8BrtiIZE/4kYlj+FjA4fZhdHPGx2HCTpVqWADVUoXPusQSRrMY85eerrjJBnbB8KXh8qquhvhU2c8qD2Amk5xbWdlhdlAH9O2KosCv72FGp6aJCXAHZzUU761h/cM0fi8i7QsuhQqsijwb+6mGxDH0krQLJNrm1QTwZDUMPo7Sloa5MN8glbJRVoWXQoVWRT47btNwUt6Qmh7FVkcltK68E0uT42JzqG1dRE+57Qss11cwDKXuazkbaBdnuGad7fuOXeZzhDS0u0yLz1bb3bp0mTLK+/WsJ/WHnyr9/oS1Sw1wa/ti5uQDctCsC92TVUlLYn8tvcMR6l5j3t7Zk7BDimUtXaZkz8j1LLl8Leqd6utY/MPZ+9fEk6/EmxmKhOt3fxx70xKL77QYnHZpRtCS2fQsLDv25vfOjuzZFTlzPd/MyVbJk1rnricVvKe/MIJooEqwf0TjA3U2eImwhdfUrt6P+mZvWoRPhKos69F+SJ8xukadjE8ZeHmmb4RZhqKXfPthc+pgSqld+my1T4R7bnETILWdZlGKF+dmBWhS9eRyqo6Klb4TNMUSIBNzbSCEKoN8y0hazkImQbMpaSEEAs3qMWEY2oMaU2Jl0mMylQEjaEti/xmwxtYSUvDQiysVpckXlbsKuEq8bLt8MSUJOwOIcRoMcbpizGuDqGG3Yn5PPcEW3TpF7gwxO0CNomXdw/ZzBcrH3kbqHpDzb7Nrx/V1+DS11F9eLn7BPf6AeouNfs2v36Ua/lqkbRo5i9bqNO0hrgTe8JHQ9Rdml9s/XopVxbhU9KXhrdtpEpUEzzwOndka4g1PLfCF0EbPuy+Sv7OtghfbmXmwCF6EmrbuPDHYa6tlnrYgdZz6qJoeYUvl756YEsLNcXQ0fCeE1yIylnNi/FzS+rF1pdTi6CafVt+ferdlpO/oJeAVDvPyQfhAyglPMHsxvBl5Xii2fUYPqpiRErqdwo76/OP4bsXb/7c/Rg+o5wZXIqthjaz+ETz6LJTXFHLAmMTDHMSPvsGGutT+hg+daoynVZi3SArx+P1wWM7m3otfb4gfJTKqjpy06ULrCfreTkUWezTDbgSl1bLXht7pSZicCDMeBsrVavfHm5oRiiCajpaR+/RiN6S1E5dp50XHzAHclqAq9DCXI/mYi+TAvdti12lAbLcQ3liZNfmMyUKH4pseG3s6iNsFb7VS0MNNRGEIjUv9Y/eeUTbdP4z6rX/+qlIFifLJ3yZS4eJMja/1HrxDj0vqfPt5M3ov/JJYtJSrJO8s3HbX89/r0ZBcqvfz4zv3fIH3dtsT37hNfGAaqGUJ5jjLF1Vregs3aON0Qt5Z+lqsbd/THecNGUGcZylS6N32oTZE9H4gsMsXW2O7WA8mcFMIepsVlM1NOfT8psQrTza2PwNVaOVWz1Nx9xF+BwaSCnDpA3N+bQkLMYNmMwyIHy2VFbVQfgqFt9fDlfCl7tzfucG1kswxvbO8VAc+CcUQSgS2DV9Tx8Mk3sw3ldniBESShS+x5eHfkIU7Y2JW8YhN9m7qR9yNk0wtMssfL/7D+7gBhRB6O1tvbezZuF7IPL7iVzuGlxijrYy3kK6VttaxleY0uyE72GS/6coQhEUODnIRi4efNNSF0Uogur6xh/k8OObh38SRSiCNnQJt8xl5DKZFe09ED4gLyU9wcqVh4/pbL0vRetNPrT2PHxaWNEpX521z5fEwzR50rTSabQcQz7hs20gxtjVGD7nAY60mZrpmjagMdciMvlpwwQdAeHzHBC+isX3l6Mo4dtw4M13Tr25rXNzsBmh5hffmtCyfGNs6xyaqLGD7TDGGH9/fgeJh71ydo6ZRVFI+EwvImrapy2v9C44THpw6tyM2AlfG38u2f1aK0IRtLFHuJkyCp9FEynK9wPdNWw18gifFkpkQ6QYY3xvYMfbCEUQ+rB3LqtvRs+SaRIGs/ptfuGz6SUHqouSn2CG9SfqhY6+K+5X2rAzLeeVNuqbRvrcrbSBMcZ45c5oz2eatNU3jcT1IXp2g/zM8pRdmL7UEz2hG2fH1GjSrj8hv/DZN7BMwqfPJiYu62SEIHz2VFbVQfgqFt9fjqKEz/Sq+f2Ow1/L+YJMzsJnLyhrFD7LUQo2wUn4xAeZS59vqYkgFH3mf5/t31eM8OGsGK9lDa8U4dNmYLTxYsaymakVzFkC4QPy4vsnGFBeQPg8B4SvYvH95ShK+H58avC7JVm+Nyd93b3r9whFEPr9nrH7dKt8wmeJvdkbT0Hhe2/PoGxJL+ImwkebQF5XY1tbHIQvg3Pp8/xBMsyulswyMVvXh71zrMhZvLMY4TMEOLHZJrXNXh69znZMuxU+Q6tt8ssAvsf3TzCgvIDweQ4IX8Xi+8tRlPAxMmGOZmF759BH1+08f4dZpvze4MkAiiAUrW+/ziwIuOYxfNv+r3FOnZJZWHY/ho8eJbd0ae8LTDIUKnwPLx8+iFAEoXd2DtxlxiUuDe4i02kPtM9kmNLshE8fnNczcEcPE+buTe8KRBCKoPrPZlaZzWo6Y5LWBWOMAjqffBjDB2j4/gkGlBcQPs8B4atYfH853Aifklm8IYSJc7RuE75XV+22cw7ldu/PiVS1hYW55SzGOLssTYRfsHoMdh/hUxMv67N0W7e0iNJyFmOcy9wVhb5XXhhwP0tXO7pyL/HJM5aeUOXm2Z9viCAUQS/0ClI6izHOpiWh9wUUQShS8/IXEplNqwrfj/dMf2fOivzoZu+xDSiCUPSF8IREz8ucelZbXo7NPcIY4+wtoWsDKfbFP8bJsUoQPlOEDxIvVx++f4IB5QWEz3PcCB/NGGxYCaNIzPntNJgFM9JS4hTPBbRP9BR9liyA+jZdoqyYN9jMi8uGo9NczQghdv0MjDFZ8K3WmD9Pa6aVWk6Ys+QL1ApMSYlenqtTP2DS+xnK1LIZM2+aaoUxroLHZd4GOg6Aq3npzPlU/ty/+NG1s28wGfL+Q0/jt29b95wxXud2DJ82aC+Xkca0PHyGVyl5+Jij5xYHfrnP1CKMH17r7dpID9Ec3Hxos5aBeeNH3dpCKcYkL+YzY0ywt/k/1ER6KLpx25ikrdqRXfzr3gNa4sPa0CGO61QPR+oJiZeBwvj+CQaUF7vfXBC+soLcRfiIo7gXPoztliNblSdPCFNpjLEiD+0OBRBqCAuz5P+TbVwAsbl/1WU8qBupC2boeqekEkd2hzcj83K9q/PDXbt/XmubGFmRYg3IlBo6KydOCFIKY4xlgUNIXThESc+e4PvmMLZb/4MuIhIIhQUprWC8Kk8e5AIIhSLqAh6M9Qa2x2ZT6n59e7qs6ZoxroLHZd4GWr2hObj52J7YxetFrbSBs/I3sd9+wCwp0Rzc+knsb9+b1yIrXfgwxkpm7mvzUbb08KdvLJXapUsrf/P/bttgbhHGj+Txkd9uZZYPqXl362+H/zbHtCm/8GGMs/fGY59sZZbrqAl+8NvY13MZ43cwuzwjfLrzRfYSNAe3HN97aHJm8TEIH1AMvn+CAeUFhM9znqjwqdBleQMhflJP9qvMxhoC7DK4hpV89f/rlcmKA32Jww3IuFyvcn14eOwUV2tX7cXhI2/+PICQw2KyRuFjT4NpPV91AbdQm6gnDclIsa2IXWs4OyN098VICFATweyMMGB/Mn3/uFyHBuYyK7cLry37dBxFRVvHlsmQ4hZtKWHDOr9W9Jws69I0wFdU2BNsVU5EQgWXMC/LgcSEKK8W3rBcOHagkV8uu/6xAMcPsWtcGdemz1+qXX9UWbA9GgbhKyOoGOGj8TYU4NpO8T83rmM72RUmy+N2zabz//wYhE+Rh7sS87QQEmYzf+fUr6kafjMKH4nwaRE1ssHAwPxFkyYqV6emUjcEW+FLjQvDly3r5DIUKXzUTc0uq94wqk1mZ4SBOTWWqZ4xED7/NhAAqplKusHVLhfvhc/Jn7w+pHPL0iIfMn5MFvykPVR5hW9dGwLC5zlFCB+JVG3mxWV1EVjVnNKTfCiAGmKSspgIB+2dScf0d4amX2pfrTnMpg1xo75l/oMj0CTMG/6KyooDA/IqLY1q4vJUYiaF5+yELyN1HUmksnR7NiioUaTw0R5eS5cx3V09LnU7bQHiQGj3kLwKwufbBgJANVMpN3haGuK5Wu6dI+EGED6KMhtrCJCfbBA+T6msqhcWPhK+ol8XtkuXilotL2bJ+7bOpOMY4TNHwiiq8KnFahG++XlhewCxYTy1nIEBOavq19aYlMGpcWF4EdsKnyL19UkKVrXVUhrGRQsf/a+T8KlD/fRgntoFjOq4w0diIHw+bSAAVDOVcoPLwnauaza9Kgs7HLVIFjhUx70TobMG9emAGONVWewOh8gHdRwvqN21KWmoTZ1lWMfxg1JaYaMS6i+dKGhzEQ3FsqzKoqBO+AuEwt3qIeYErjZAVJV+JEjWnjQQvgqmsqpeWPiIP9kIn3U2q8NIOIrjGD73XbqqMBmDfFT48LLIk6kbQ3NTU1cVbCd8WpiNwTB1A2PsSZeu+iGtZJ4BkZXyuPQM3zcQAKqZCrvBs4WED6EA1zYpKzg1G9seoM9t8ktRx7WdlRWsyGfbuDoUahPTpGuoYXdiXsFKeraLC9A/+A2elJ7kQwF1vBMp1pJEQjtE7GIaY9qNRoeDk18uMpeRbGYz9bDULl1aExA+T6msqhcWPqItNMxmE+Er1JOr4TxpAy8mwkF3kzboPA9mSoQufKpBBkLbTxGFswrf4nDXoLajapwWYS120obaK11w0gYbzKNNAOHzbQMBoJqpsBu8oPAxP0B6AGwxEQ6ysQBFijWgYDhxWxZ22KQAM3gS+V1gflaYuBqD0yHUvintI/KbaJ0z4TC9Qm2r3aQNJuuZy0kbHiogCJ/nFBY+Gouq2y7cUExj+Ejwj/5VtCqL4zbRZh36tbMXRNqvSv5gypuWRf32K2rHLvnbi6Rl6SK3FpVF9U6j/9X+NkpJQiQsWN3LPPXEUQRprzHrauQsaRW2S8uSGubbJg33SnqSD9WB8Pm1gQBQzVTYDV5Q+Njn+ZzA1SJOkK3Bs1QiTIJ59NcQoQDHnxL61L5axp/o3/xmbHLBBiwbkcqo1TDVytwy91265r0hwucVlVX1IoQP4/SsECZJ5noTse0IIT01nSSE6ZzTg5N5JqKb/1iwxMywOfFygONPOSZepn8/6d2ytWG+JcTcJ6vzQlMtCa3RKJ12s/WeV3ui1VuAxP+0G428a/6rSLtfik28HOD4U8PMDGJ1L+ONp8wPtPWB8PmzgQBQzazXDW54VucRm/IInyxweuxASUvDgnCC5+q0v/bNwldgaLtT2M9YDfv/ai0D4atcKqvqqBjhA54Evr8cvm8gAFQzFXaDF+7S1YfH6Ssw5elvZSHBvB2CnLV06Vo3NrGYCAcdvBCED4SvrIDwVSy+vxy+byAAVDP5h29EAAAgAElEQVQVdoMXM2lje2w2RQcU0RmBTpM2MvNCU4AOZ1JnWhAvlAVOkzwyVIkO7CHjfKyzLuhsDDociA5nIuOIQPhA+MoKCF/F4vvL4fsGAkA1U2E3eBGTNn7zGzKmKMC1DUlaF6tDWhZFFrvCIdo+JpcKXWaTjvbR1iYg5fKCbV4W9hDsVi6Ezw6ia8UIn5laXsw4lepZLkPbo2EQvjKC1k/4snJCCAU+LjCgAVCpsMdl+fF9AwGgmnmabnDzGD7gCQDC5znrKHwY4wezsRO7i8ziUvU8TY/LkvB9AwGgmnmabnAQvgoAhM9z1lf4ABf4/nL4voEAUM08TTc4CF8FAMLnOesofA9mY7EAigS44VnpHIciCLVxXBtC+0KhVoQiKHBcmF9Nzw5zgQgKxGKzDzyow9PE0/S4LAnfNxAAqhm4wQFXgPB5zroJnyIlGtC+8KnRcKC5IXZlkm9D6FDs8mW+NoJCwqAg1KJW7pMvYw3NgfDoqfA+xE2Yh6ZWGb5/XPq+gQBQzcANDrgChM9zvBG+rCyOhkPNCDWHwhNSWsH4sSx8hFCEvGr5r8b5NoQ+Eua+4WsjiJuYE+O1qJV790+cug2qjdtNBXogJc7y3DsIRRBqDoUTCWklNXZxam5C3xFFEPpIkB87VU6REg3oUEwyp4lW5Ctd4f0IRVDgKD90KyVdHiaFKEti18kQiiD0DsdPS6lbieG7GGdEvg39/+2dwW8bR5bG+W/o7GtufeuLdfJlD3MgBtBedPBlDrz4JCAHA25ogyDQwjCGswY4tAR5Cdk73iEi965hwRlGpmFslJgJzcxmZIrrjb2xCXqSOBZJW7GZVu2hqrqruquL3SQ7IpvfD31womb1q656VR9fvSpKD6XXB8tl/alLUUn9cJn6CgIwz8DBQSwg+BInCcHnPNs7u+BpoIWVrw8JGdTsU5kPz5ZfOIRwtRQQfIU7KwsXFs7uPVNu5HV+qLx/KZNZXVyp1ugPdVApxqThYWXlI/dx4bxtrl/OZFbPrH8nPcT5bv3MB4trBz1CCHndvHNreYGqxrfN9cuZxVu1nkOI02vW15b/mUs657DypwVJmzq95oP1yg/jvD2X1A+Xqa8gAPMMHBzEAoIvcRIQfIe76/+133PcpD2mh5hcu5BZKF68Yf+jFBX7/fLyR5nMhczyvQeVMoulrT+RD3zs19Z+n8kE5eDg2X98+dWAuCG3U2st3SFBh3/749l/WchcyJypNMVy2nvLnh4lhDi92peV9i+EfF9e/kB6aO9xmUu6Qc0+FRqMHJfUD5epryAA8wwcHMQCgi9xEhB8Au295eEht2gcfr2ycCGT+Uj9k4OERBN8zuHug93/e6goipV/aWX9QU36nV8aOFxdXPnLdu2lL/IoCj6n/dfNCcX2KKkfLlNfQQDmGTg4iAUEX+IkKvicZuVM5vdrtf74RTFppcq940QQfM53mxf/eqhe/B20WXDxgrRqTIjTfvj+4ioLRi5e3xRkH7fqwmSz9yipHy5TX0EA5hk4OIgFBF/iJCn43jbX1wMrsyMyEcHnNOvbTfrziLcW2UEw4r1Or/n1Ot234ftr73ll/TqXg97KLyJ845D6CgIwz8DBQSwg+BInOcHnPPv8/fMPVb8bOFJpzcqZzIURlnSd/3n8FfsxN5YFKFzC1o32owqXku523VNrrQH5YbfCK+Fu1+VJe8jhG4fUVxCAeQYODmIBwZc4SQm+Xmv94tdUKDnPvt7+6mjcAp0X5bMfqjbhvt6vPH5BSIjgO6ycv8PU2OHfNrfdPRl0r66wdaP9+Qrboktv/nplgRb1fXllp9ZzvAJXPtILPh5HHJfUD5epryAA8wwcHMQCgi9xEhF8XJxFORUvRqksl+7D5Yt/YzG33vM7a386X/nBIUR1LMvrZvlPi1TS9b4rr5RFM/jZMXw7cHtvmR6z13N4Ph/NPvy+vPzBwvKtO83X3Ab39BZ+LItXwUG7trd29uPK4QQCm6kfLlNfQQDmGTg4iAUEX+IkIPgCK6e+A1DGofe8Uv7LCttCQQ9efk0I2w6sOgb5QmZ5r02+Ly9/kMlcyGQurtWOgvefWmsN2o8qzdf8vGhxc8YPu5X2wD2TOXNpZfOg7ZDwg5cnVt/UD5epryAA8wwcHMQCgi9xEhB8YDKkvjlSX0EA5hk4OIgFBF/iQPBNLalvjtRXEIB5Bg4OYgHBlzgQfFNL6psj9RUEYJ6Bg4NYQPAlDgTf1JL65kh9BQGYZ+DgIBYQfIkDwTe1pL45Ul9BAOYZODiIBQRf4kDwTS2pb47UVxCAeQYODmIBwZc4qRN8h83K+spirtxO4Lcvfl1S0Rw6Ul9BAOYZODiIBQRf4ky74GuXl5W9YLncVt3uNNfPZDKZzO9iCT7nWfnsAi13YXHt84n8+O/4TGNzTJTUVxCAeQYODmIBwZc40y74CCHk+8qKISm83udrK9tKwUcIGdTWTsUTfD/V1pZXKt+PaeXEmdbmmBipryAA8wwcHMQCgi9xZkHw9Wpri2EhvSCxBd9hZeUf1if2WyCTY1qbY2KkvoIAzDNwcBALCL7EmT3B5zwp5/5Qc+Vcr3lnbXkhk8lkFhZXys2eQwXfv9d2Ly6/F2GJ9qi5/ttMJpNZXFkv7zZ7U6T7prU5JkbqKwjAPAMHB7GA4EucmRF8IqfWmOBznpTPvrdwtvzMcXq1i4uZxbVab1BbO5VZWHz/Ttt5+6ycW4gS7XPate0/riwuZBYv1qZG801rc0yM1FcQgHkGDg5iAcGXODMj+FQRPqe5fibz2/XmkXi3uKQbb3m39/na4qkz6/tTovimtTkmRuorCMA8AwcHsYDgS5zZE3wCSj03uuAjg3b5d9GTBZNmWptjYqS+ggDMM3BwEAsIvsSZUcHnPNs+v7k/aK6fyRi+DbZjCL6j5vpvF1Yqh5MzfRymtTkmRuorCMA8AwcHsYDgS5xZEHzfV1aMzBlvI63Tvn9x+ex684jm8GUWL1Tabwkh5HD34uY3LyvvL7B1XufQ+3cYh83KvWbPIeRt+/M/LJ/hRU0B09ocEyP1FQRgnoGDg1hA8CXOtAu+sIOX+b4Np33/4vJ79P8tLG/+tfLhKXbH7/6t/E/uv8vtwaC2diqzuFaT9+xSyZjJZDLvLa+Va1Oj9sgcDJepryAA8wwcHMQCgi9xpl3wzTGpb47UVxCAeQYODmIBwZc4EHxTS+qbI/UVBGCegYODWEDwJQ4E39SS+uZIfQUBmGfg4CAWEHyJA8E3taS+OVJfQQDmGTg4iAUEX+JA8E0tqW+O1FcQgHkGDg5iAcGXOBB8U0vqmyP1FQRgnoGDg1hA8CUOBN/UkvrmSH0FAZhn4OAgFhB8yaJ8vwAAAAAAU8JJa6XRmSLTT7oRAQAAAAB0nLRWGp0pMv2kGxEAAAAAQMdJa6XRmWHTAQAAAABAFCD4AAAAAABSDgQfAAAAAEDKgeADAAAAAEg5EHwAAAAAACkHgg8AAAAAIOVA8AEAAAAApBwIPgAAAACAlAPBBwAAAACQciD4AAAAAABSDgQfAAAAAEDKgeADAAAAAEg5EHwAAAAAACkHgg8AAAAAIOVA8AEAAAAApBwIPgAAAACAlAPBBwAAAACQciD4AAAAAABSDgQfAAAAAEDKgeADAAAAAEg5EHwAAAAAACkHgg8AAAAAIOVA8AEAAAAApBwIPgAAAACAlAPBBwAAAACQciD4AAAAAABSjiz4Bk/zpwuGobpO360PTsjGRPi5ni8ZRuF0/umAOB375sh1HNTvnh7xs/y5uUYn9mPDy2GNeCVnv4zwUN9/vrRzV4TPHvdbB9v525frP/uL6T/JZ4uGWb5ce+WMZTxxWntLxkau9Lw/XjknzlgVcTqlpaJpNbuEEHLcb+3nV79sjflmyXG3umMaN0qtd2MWxDtVKR/sCQni640AAABGB4IPgi9c8IVO8+9apRtGdsduHY1lOCGE9KrWVgrU3kQr0qtam8bSHgQfBB8AAEwKpeD7lYf1E0EUfHReHFF4jSH4kmGI4POhFZ1z1B+mCgg+CgQfAABMjLiCjw/Bpf3dfNk0CoZRzFoP6h0udjqNnFEwTn9iVz7JGgWDTTbH/VazZG0Z7P69qhcZCozpzIabdmfAdJi5U+0es792m5ZZMIxNq9ojhJD+i2rpdpbGILO3S9UX4fGV435rP5/bMIyCYZbzu0+rnuCji3Hs34QQQo5au/dyJotumrm7dl1YuOy/4HXfyOX396ufeoLPfYHVp/yeLcvu9L0CxdflE1viWyoYxpZVarb6vOLkqFXds7JFQ1HZkAjf9re1y56dvKjIET7alMEQb+R3PlQKO52nNntLBTN3b9ftFd2mZRaXrj764nKwj1ERs2Vd/TTn9YRBp/6AvxzxvdGbeW8hhGkpc6faPXZae0s+MdRtWia/2XlVvxaxa4VXhBDJNrOc36XlBGqx2+JLur2qtclfe3xjnFd1+y7tumbubjlflgRfjEp5LmDm7u3uP5JHhtE82iHkTT1/3fCc+rhfv5c1CoZxPV9/E7DBLerv/B3Ko83oZrBuf/rSw8rqlmEUuLwWvSy6AwIAwAwwmuALLPhm79XpyOhTCXRmbTfOmfL95selgyOhwJBx2emUloretOeG4ujjnB/tcxuyJaEZVAobjIIhiTzvLbRt2/Tdadp2e0AIUT1U0EPqNfGt89afxQJ5qpYstmhWnPTBYjb/hOoDPi+KlztHKgWf/zJzXxz0j8cVfIrqu0YG3qNW8DmdR6vZK1mr0eofE3LUsneybq9gsn4jd/lxxyGk37GtLd7HWB+g1XE6f//f/ru2bZtuNmH/eSm3YZ5rtB2iF3zE6ZSWriyVOlzKH3erOyb704/2uQ0zd7/WGRBy3D/4ImdunLN/VEbcdBVhfYmKfrGcQC26bSGHT47wxTDmTT1/nS+1H/dbDStbNFzBF6MclQsY3sgwukcTt58Xl0odhzl4WBeiRRWzuT9LnZ+/mTHM4N1ecklFrbnX6B0QAABmgIg5fO64yQVf9pNqZ0DIoFO7nxNDbkwlsBHc6f/8mkUsXCl2dFD62PREj35cftcq3RAUEi2quFTq+KZMPoHJ4UAPHjXxm60SfGwSYqM5n1ToVMcVp7G1Wv3JIcTpPL5Mo4ay4GNWuRqOzUM8vME0kCS2mDzyRz7obM0WoPl74OWwmS9E8LmVrdJoK22jcXL4Yr1zPW/q+evyqmWvam2yCnabllngoo0QIsbeAhqOhgM93aa9WRR8LBORf1fxDAiuhApaMFZFpK0YRFByAcOkO0XBF8cYMUJJfJ+NW07BMIrZ1UcdhxDnFQ8V054wjkcTr2+b/3n16k2hOwVxRxsqYd2eTIsaxwxX8FE3d/r9d6zWrmTsPy/lNrjX6B0QAABmgNEEn5hVw7QUU05M8AnzSliZbKYZMj3QxVZ2M5uHJA0UuMQJj8M0XLjZQZxX9VsN2/6ML+LQYpkAFTLeuASUBJ9rg2+e8AW9JLHlhSvMcn67YdvfCEtXXuzBzN3dthv2raeCwBm6aUOs7DiCL8471+NXQoS9W6+hZQ3n3e+TSkFJp7mZyIKPvnP2V6fdOGfS6V+6hxXZ2lsK71phFXFae0uGXBFGdMEX3RhFxp6wbB2jUszpPInmSsBSvv7zmB5NCPEEkyHEzhWwCJ/3ApkZN+2OM54ZvNsLio35ZjA0Lgf/VA4IAAAzwGhLuuIN4u4HLvjEecW3MuhddOQNjMvsfnd6oGJl06p2WXiJBX5CFpeVKd5+HRYwW4KFCuRiaZX9Ao74NFyIQnKfohF8ciIavYp8oVDOvmIXXSgMlKNoRNWW5FEEX5x3rofN3MHrRqn1LkzwqWJjbsxVOU8PEXxCNO5dq3RD0lgRda22IhMTfJGMod9GtIIvWqXkYDP9X0JPGNejXcMKhiHHcf1oRdtYZrBuLziyf5HXu6hr6BwQAABmgNEEnziHqSJ8YtqWGBsILVAzPfBlROvBNlN+PcVz9fBUoVCzxXvZVLRllR7eqr9ypHfCI3xeYEAZ4RtN8HH6L6p2w96mqfc+uXDcbx3YdmObbRGgc7lS8IVVdgIRvkjvXE9Q0un/OiTCF7YRdajg48uar9pCPl+cTbLaikxM8EUyJkKEL1qluAsIRYlePK5H+zJBQ5Mjhwi+sczgmza8niw7cihKBwQAgBlg1E0bblaNModPGjSZ2mCZOs5P1dUtw5+Wx7/o879K04O4m8E3VRtuzg3P71EnWnGhNjyHzy2WrjS5aUM8XZ3LQW0O3wiCj68ZMQvdSZHmtrN/s5wqb/1XI/iCmU8Ty+GL9s71BPWHEGOjOXziOumQHD5ZNPSf5LNMvQVWLQMrm92mZW6ez98RduxSFSguNdK0M+Xsrq2If8HXDcK9jZfDF9GYoTl8Ectx91LocvhG9mgeQTfLly6VBV8Lol+WHceMoOATtgqVnvfZXhy+Y2yIAwIAwAwQ+eBlaaEksHzmrssoBB9P7Rc/4t/GKPzpN6WsWZAXgLhc8+3mY1nVYskT2KUbuHMzm70iHJARZZfuSBE+xS5ddy5UbhJ0X3u0XbrKm/WCj038QgXjvPMhu3TbjXMm34fLJDiT0Xzq5UtmQzbeDuRduuKWXi6k2LaAo5a9E1CoqgR834bWVsPKXgnbjKyrCNPE7teDR6usHH2Ez5WM7/p9J44x9FVQ5xq2S3doOYpBgG1dGsOj5XNYXG/yts6I6AXfOGaoBJ8ql0O7S1e/Hg0AANPFaILvSm77W57RIp7xphR8xHfCnP+gMi85ppi19qrsxC9lxk/g+7R4Jpx3yJkS3Tl8MkIuXfb2tfrLti/dJ8o5fKMt6YrV8Z8rpjmlL/QcPlUbxfppNS8U6k3Jkd95hHP4nlxza5S9fc097LDbtMxi1vpsOx88R1C1S0M6I20jl2/IR7Xxdje2rGsH1as3VHsXAguLvmrauiT90IrQdyieEXjtSUcpW+VYIA8v8eXgGMYIR0hmd7btT6WzBkcqZ9g5fHE8mp/J4gpN/v1KeTJLhA2/Iw4sSsFHAh1JGNm0x2TSAUreuwMAANNFZvgtEjj7HiSPPsMPAAAAADHxBF9IYA8XrqjXxHolBB8AAAAwUSD4cE3smlivhOADAAAAJgoEH66JXSfYjwEAAACgIW4OHwAAAAAAmDEg+AAAAAAAUg4EHwAAAABAyoHgAwAAAABIORB8AAAAAAApB4IPAAAAACDlQPABAAAAAKQcCD4AAAAAgJQDwQcAAAAAkHIg+AAAAAAAUg4EHwAAAABAyoHgAwAAAABIORB8AAAAAAApRxZ8g6f50wXDUF2n79YHJ2RjIvxcz5cMo3A6/3RAnI59c+Q6Dup3T4/4Wf7cXKMT+7FJlAMox93qjmncKLXenbQlb+r564axkbv8uOOctC3TyFFr917OpGNUYu3VaeSMgmHctE+4DXxu/mt7vdPaWzI2rWpPb2NpqWhaze5YjxIdsFe1NhNs3HAb+vV7WaNg5u7XOqma+SbAtHgEiA0EHwQf8DEtgs9p7S0ZW5bd6Z+sHVNLt2mZ7hhVytd/TuQp0zK9nbDg+xWZAsHndEpLV7JWo9U//lWfOxNMi0eA2CgFX2JD5xQhCj46vow4dI4h+MB0Mi2CDwyBTTxz0lLzKfjetUo3DHOn2oXwmhog+GaWuILvpZ27YhhXcqX93XzZNAqGUcxaD+pu0Jt2hdOf2JVPst5YfNxvNUvWlsHu36u2jvwF2i9lG27anQHTYaK3s+/0fGWh/6Jaup2lX/Gzt0vVF+GxkON+az+f2zCMgmGW87tPq57go6EU9m9CiLxUVDBzd+36K69r91/wum/k8vv71U89wee+wOpTfg+N0LgFiq/LN2SLb6lgGFtWqSl8vzxqVfesbNFQVDY49B/3WwfbzICwm7+s1xvuC7lce6X2XadTWioaS3utENd2Ok+uMZs3cvn9EIPFuvSq1qax9Kld4W84e/ta/aeu0DrcGDbuX60+ukz/ZGxZ157wQaZXtTaN7O2rtJq0kziv6teU/YE+9H619oCZZJbzu0JvcV7V7bvUHjN3t5wvhwg+apK4sNWrWpvs6d2mZRaXrj6qcRvM3L1dr6uTcPOChL09t/k+q+6KL9BtPupQpUv2w9Vs0TCKS6WOQzSeEuw89LvQlZz90u9ubn2NAl+2C7MzAJskPi5V/zuvaM0Qs8lRq/oVv18cOrjZ7sXs19ij8SCt6wWnt/6L6vZdPj74nsIHtO1vhR7lLgtG8b6hTR8m+CK3hdgZxDu7TcssCAuyUm/3lnSdTmnpCm8gr1eYVrPrW9KN3uFDHfC4W90x6fijM88dKw5ChqNBp/4g0suJMlvN3vSn7bShZvMxmQ6Y9lPW5EqPiG4JODlGE3yBBd/svTrtPawr8MvcqXaPnXbjnCnfb35cOjgSClT2eIepDW++4aE4+jjnR/vchmzJRq70XNnVFDYYBUMSed5baNu26bvTtO32gBCieqiw5K1eE986b/1ZLJCPWfKQ3X+Sd2cjdhWz+Sd9QtyEEvmv1/P1NyRYDjnuH3yR81fWLSowU7JrlDCJ026cM4ts4aP/vJTbMM812g4h5Oig9LHJZzKn8/hyboN3EqoY+Kecn6qrW8KkSD9I3zZvblbOcb/VsLJXeEVoObTFB53Wj33nR/vcBi+HvoSNc/aPjnczfygZdKqfZL0X+Kaev25kd+zWEWFPKYa8kKGCz5X4hFXNdQ2deRF6ICsnrPncuvg8lM7QGk/RCj4aXzGEWZbVkT5OYaeZ++JAOZX6RgZ/t1SZTTuDuqZKwaexR+tBOtcLTG/956VcYARwWzlshGRfmYZ6n6YKesEXvS3e1PPX3T85nUerWa7eIgo+2ivEL4HdpmW6WpALvhgdPpoDDhd8BV4IqxdvxEHbtt3hSB6p/KhmijDnCrT+tE5/QzptRLMN3nw+j4hlCThRIubwuT2S9/jsJ9XOgJBBp3Y/J37nYF2BDZdO/+fX0sRM3EGc+622x/vnGzZtL5U6Du/93oBOVY46+M/CEgGzVYKPuRlzct7vqQjmLmdsrVZ/8qSM4Rd8zCp3ImEeTnPw3fVfachmS8PMfnd+oqMeW4Dm74GX45tF6NDP7HffDBU3wZmS6RJeQaEJouJbbREWYrpNyze40+hXqeOICsn3Kfr6vXmF/kks57hb3THZZ4eUo71ZtEeYrsQPjir4AhOSEKgINU+Giip3VmCDNX2o13y+Hig7lDsrvO2//kXrKXrBx4Lfbrdk/V+IuITYGcAdGVYfdRxCnFe1y0JoVmH2MXu0O3Tw7waBiYpPPDp7dB6kdT3fU9iI5D7F6TyiIUm/cmXKw9Vh9OPDvC9K0ysFX/S2UMTnpI4XQfDRf7sySOjJnuCL2+EjOOBwwRdwTK+jFqUq+59IpE8Nma1mbvob1mkVZtOP8Bu4pGPTpeQRsSwBJ8xogk8UB0xLyV1B8NWwMqWBPqzHy/MNiy5IGihwhY1xRZ3ZQZxX9VsN2/6MrwIIX22l2ZFPgZLgc23wTTO+hD9pyPa+UZnl/HbDtr/xVgqEr+9m7u623bBvPRVGL7kcNk2Kw6VYWX6z9wU92KbRCF3tVY3X3kwQV/BJ5Qh/9ZUTkHS6m4l2ZqIfHF/waQ0I3/bIOkngMq1mV7V8L/VA1pri9Kb3lCGCTw4ziFOO3s4AwWUg5s70q1TQbO5r/khSwVuCkMvU2qPzIK3ryU9hb0O0c9j7l4wc4n1xml71dTFSW7yp568b5m271rR9S2+RBR+L3nmRvE2uDMLcnPhL8IjsgPEEn/t19JfAn8J3E8edrWZp+gvvtKG5sINO/RvbfuhmO7A3JnXpOJaAk2a0JV3xBnH3A+8Kop+rl3Lc7hLo8f6JgXrUplXtsm8SLBQfEl1XChe/DguYLaFcSKJV9gs44tNw/hfof4pG8MlZJvQqetvExGwYdrn7N1VDv7SJhPtkrtEZOsFHJ1Tw0alaIfiMpb2WI3zzJmQkwaeMFPIgrnrc0Qg+hbVJCb5Iw2LYqp/UfGK/lVuc+oVYrN5Tgv3B55L8G7zV7LIwEl1w19sZgOUJCd1Scpag2SoPZR/htim1VJg9Og/Sup74FNUIycVWyIAmTeF674vU9CrBF7MtyFGr2lBklUUXfEK4TnIWn+CL1OEjO+BYgk/xchSCL9JsNaPTX3inDZqtzgtSRvjiWAJOmtEEn/hdQfUVRxzWfV/K1QVqerw73zzYZl2/p3iuHsVXnNCP8wjZllV6eKv+ypHeSTDqoIzwjSb4OP0XVbthswRbeSWCHPdbB7bd4Bsy6Jg4UoQvQcEXIcI3luALj/CFbi6Zjghf+N4XEe2+72CISBlhEt1N7ylDBZ+7XHh7e/u2sBrle+4wglEERYRPNDtuhC+iPUoP4ihdb5QI32iCT18FjeCL2RYegw7dO6LLSVAKPndV9KWUzxfq5hp+nQhftBzlITNgaqY/VYRPNJt/JGt9Zt962nFUupYZGccScNKMummDZ6iokxikcYdv66Nr/G6SvpSXwL+4uGk60g4gIaXavxTo5iXwTDV9EsPwHD63WBrGcBPg2Dtx5aA2h28EwceXnJiFbtpEcanUcfi/Wf6TtwilEHxRc/jGF3yBExO88NvQHL4Ygi+Q3KPJ4XP31hDCk7GE07zUgi9WDl9wWSqi4NObJ8MmCZb3wxNu/Dl8LAlMncMnurDeU8I6vNgfeMabL0KjszOAmyfENusoc/ikkWfEHD6lPToPOtK5nv8pEXP4RhN80Zpek8MXsS0khN7uX+jUCj66M/f8p5fEjEDf96gYHT6CA+rM0wi+Y0VKcf9JPqtMZNTPVjM+/elz+BQ6lb00fr8uhy+aJeCEiXzwsjZ+6+14UvR4VXDY26YU2Fz2m1LWlHu821/FrXNEufNoArt0A3duZrPCYlOkXbojRfgUWwXdaVi5x9B97fSr0KEAAAKzSURBVIFduoqbA7t0JyD4+FY4loYvbkqVdumylhJ36cYQfAVv+15w462k4eRdgcEtvWGCj23io31Sv0uXf5CJ6aOWveONbjrBpzfPhyKpwL9VU91PiFI56T0lpMNL/YFrL3E7qt7OAOq1Lbc1VWZLQtO93L0CwXCIxh6tB+lcL7hLV3Wzf5fuqIIvStOrd+lGbgvfkcL9jm1t8ZGEiiSfI4QJvsDuFiK7VYwOH9EBNeZpBZ9/l27Htrbknuyin61mdfob0mkVET7fNFf8TfZfTXUOX0xLwIkymuC7ktv+lifEyMcdKXo88R1zFX44WTFr7VX3H4lZq+wWxTIlIUQ+/sd3spof3Tl8MkJCT/b2tfrLtn3TEBM+opzDN9qSrnQ+lu/EJs1RYaOdwxdN8MU4h08+kmrIOXzRBd+WVXogNJx8tJ7ve6SvP7gHRw0RfEQ6eTG7s21/GrKkS+TjqbasawfVqzciCT6deUHEtye6mHiQG+ulskMplZPeU6QOX6pS15D7g2JVSG9nAD5JbNcfsw4jmRFidug5fFKZwlihsUd72J7G9UY7h29EwaepQqxz+HRt4XSe2u7gYGzk8g3Pbb3BrZi1HtSq95dCBR93IvF8E59bxerwURww1Dy94Au+nEY99AfTNLPV7E5/Uc7hk8wWBvYt69qTTlvI89OfwydbQo0f+9f2wGTIDL9FYtQdnQDEBr94EWRmf18Bp/ODmQfTH5htPMEXEtjDNV/XCfbFABB8QSD4ADgpIPjAbAPBh0u6TrAvBoDgCwLBB8BJAcEHZhsIPlzSdYJ9EQAAAAAJETeHDwAAAAAAzBgQfAAAAAAAKQeCDwAAAAAg5UDwAQAAAACkHAg+AAAAAICUA8EHAAAAAJByIPgAAAAAAFIOBB8AAAAAQMqB4AMAAAAASDn/D5i+VeT6GMOFAAAAAElFTkSuQmCC" width="526" /></p>AVIS d'ouverture des inscriptions à l'EXAMEN PROFESSIONNEL d’avancement au grade d’adjoint technique principal de recherche et de formation 2ème classeurn:md5:ee95fda21bfee717586a461a239b5ab92016-04-02T08:45:00+02:002016-04-03T20:10:44+02:00SNPTES StrasbourgActualitésconcoursexamen proITRF<p>Les inscriptions ont lieu sur internet du <strong>30 mars 2016 à partir de 12 heures au 27 avril 2016 à 12 heures</strong></p>
<p><a href="https://strasbourg.blog.snptes.org/public/concours_-_examen_pro/Avis_Ex_pro_AVANC_ATPRF_2016.pdf">Avis_Ex_pro_AVANC_ATPRF_2016.pdf</a></p>
<p> </p> <p><strong>Procédure d'inscription par internet sur le site du ministère de l'enseignement supérieur :</strong></p>
<p><a href="https://www.itrf.education.gouv.fr/itrf/menuaccueil.do" title="accéder au service d'inscription">https://www.itrf.education.gouv.fr/itrf/menuaccueil.do</a></p>
<p><img alt="" height="194" 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" width="647" /></p>[EPLE] Bulletin d'information académique février 2016urn:md5:d60d23d6ed7f92eccf1da32ef04ed9332016-02-15T15:16:00+01:002016-05-11T13:34:49+02:00SNPTES StrasbourgRECTORAT - EPLEaidescalendrierCAPAdétachementEPLEexamen proforumgrandes régionsGTjournalLAListe aptitudemutationsreferensréduction anciennetéTAtemps poartielvacances scolaires<p>Veuillez trouver ci-joint<strong> le bulletin d'information </strong><strong>de l'académie de Strasbourg</strong> du mois de février 2016 réalisé par toute l'équipe du SNPTES :</p> <p><em>Le bulletin de l'académie de Strasbourg de janvier 2016:</em><br />
<a href="http://www.snptes.fr/IMG/pdf/bulletininformationsnptes-eple_strasbourg-fev2016.pdf">http://www.snptes.fr/IMG/pdf/bulletininformationsnptes-eple_strasbourg-fev2016.pdf</a></p>
<p><strong>Sommaire</strong></p>
<p><strong>• CAPA Commission Administrative Paritaire Académique de Strasbourg</strong><br />
<strong>• Composition, fonctionnement du groupe de travail au rectorat</strong><br />
<strong>• Résultats des tableaux d’avancement en ATRF P2 et ATRF P1</strong><br />
<strong>• Demande de détachement</strong><br />
<strong>• Réductions d’ancienneté des adjoints techniques</strong><br />
<strong>• Mutations inter-académiques</strong><br />
<strong>• Réductions d’ancienneté des techniciens</strong><br />
<strong>• Conditions d’ancienneté pour les examens professionnels, avancement de grade et liste d’aptitude</strong><br />
<strong>• Liste d’aptitude pour l’accès au corps des ITRF (catégories A et B) </strong><br />
<strong>• Nombre de possibilités en liste d’aptitude / Calendrier des CAPN </strong><br />
<strong>• Calendrier des paies 2016</strong><br />
<strong>• Les fiches métiers Referens des personnels de laboratoire (ITRF des EPLE)</strong><br />
<strong>• Temps partiel</strong><br />
<strong>• Aide à l’installation des nouveaux</strong><br />
<strong>• Carte des académies et nouvelles grandes régions</strong><br />
<strong>• Zones académiques et dates des vacances scolaires</strong><br />
<strong>• Utilisation du forum : </strong><a href="http://forum.snptes.org"><strong>http://forum.snptes.org</strong></a><strong> / grille et bulletin de cotisation</strong></p>
<p><em>Ensemble des bulletins EPLE sur le site internet à cette page: </em><a href="http://www.snptes.fr/Bulletins-d-information-SNPTES.html">http://www.snptes.fr/Bulletins-d-information-SNPTES.html</a></p>