tag:blogger.com,1999:blog-4655917437058105652024-03-13T11:03:27.971+01:00CALAIXET DE RECURSOSBlog con recursos para la etapa de educación infantilcalaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.comBlogger143125tag:blogger.com,1999:blog-465591743705810565.post-83657003124922431382021-12-13T17:01:00.069+01:002021-12-16T17:51:28.404+01:00BINGO NAVIDEÑO <div style="text-align: justify;">En esta entrada os adjunto unos archivos pdf para que podáis jugar al bingo con vuestros alumnos. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Para jugar tenéis que imprimir el documento que os adjunto.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Cada alumno tendrá un cartón del bingo y una hoja con las diferentes imágenes con las que jugaremos.</div><div style="text-align: justify;">Ellos elegirán cuales colocan en su cartón.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Para poder jugar tendréis que imprimir también un modelo de las imágenes que recortaréis y si queréis podéis plastificar. Esas piezas las meteréis en una bolsa o caja y una mano inocente será la encargada de sacar y nombrar las imágenes hasta que alguien cante bingo.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">En mi <a href="https://www.instagram.com/calaixetderecursos/" target="_blank">instagram</a> (@calaixetderecursos) encontraréis la versión interactiva que podéis obtener de manera gratuita.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Descarga el material apretando sobre la siguiente imagen.</div><div style="text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1G866UXNPNEIyMe1KHWE7k9zdD9_lucde/view?usp=sharing" imageanchor="1" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="1080" data-original-width="1080" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjGwiOQGfksw7gyk_GHSaSkEkMOxgzTxVZzgbK33Q-DJVTxyTDWIL1W89rzBODgM1lJ7VVeakpo3nL2OIowpNZ8FiARrH0qplkZMePJiTbZGXnEjvMiExaRkzgzY5lXicykq2l72OAG9pU16GzGExdPBvkpkTY6MVGNlqFcjCMCvqdHObWu_ZOkpAAz=s320" width="320" /></a></div><br /><div style="text-align: justify;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: center;"><br /></div><div>Icons made by <a href="https://www.freepik.com" title="Freepik">Freepik</a> from <a href="https://www.flaticon.com/" title="Flaticon">www.flaticon.com</a></div>
<a href="http://creativecommons.org/licenses/by-nc-nd/4.0/" rel="license"><img alt="Licencia de Creative Commons" src="https://i.creativecommons.org/l/by-nc-nd/4.0/80x15.png" style="border-width: 0px;" /></a><br /><span property="dct:title" xmlns:dct="http://purl.org/dc/terms/">RULETA NAVIDEÑA</span> by <a href="CALAIXETDERECURSOS.BLOGSPOT.COM" property="cc:attributionName" rel="cc:attributionURL" xmlns:cc="http://creativecommons.org/ns#">CALAIXETDERECURSOS</a> is licensed under a <a href="http://creativecommons.org/licenses/by-nc-nd/4.0/" rel="license">Creative Commons Reconocimiento-NoComercial-SinObraDerivada 4.0 Internacional License</a>.calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com0tag:blogger.com,1999:blog-465591743705810565.post-40560250833074920632021-11-20T15:10:00.006+01:002022-01-31T16:23:01.893+01:00TRABAJAMOS EL TRAZO DE LOS NÚMEROS (VÍDEOS Y MATERIAL MANIPULATIVO)<p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">A continuación os dejo un recurso que he creado para aprender a trazar los números (0-9) de manera correcta.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">El material está compuesto por:</div><div class="separator" style="clear: both; text-align: justify;">- Vídeo donde los niñ@s pueden visualizar el trazo de cada número. En él también sale el nombre de cada número y la relación grafía-cantidad. El recurso está en castellano y catalán.</div><div class="separator" style="clear: both; text-align: justify;">- Láminas en las que los niñ@s encontraran cada número como si fuera una carretera y unos coches con los que tendrán que trazarlos de manera correcta. Para conseguir este material pásate por mi <a href="https://www.instagram.com/calaixetderecursos/" target="_blank">Instagram</a> y siguiendo unos sencillos pasos lo tendrás de manera GRATUITA,</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Espero que os sea útil.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Si queréis estar informados de los nuevos materiales podéis seguirme en mi Instagram:<a href="https://www.instagram.com/calaixetderecursos/" target="_blank"> https://www.instagram.com/calaixetderecursos/</a></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><b>VÍDEO EN CASTELLANO</b></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='519' height='432' src='https://www.blogger.com/video.g?token=AD6v5dzJgm_VOX85PlSJu2tEAFRKXgyeSb8oJoxASnVxZGBu2U-RjYSP3QGDqnMQ8SYNHAYDARunhaL0WgSBoJWDsg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;"><b>VÍDEO EN CATALÁN</b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='515' height='428' src='https://www.blogger.com/video.g?token=AD6v5dyOdlCijwvPJbBua-J_SIMdQEQrhZlyGxTAMKZocWWQsVED3OXsnypRquVrT8O4p3coX6vpiSEkCnC3OZB0QA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">MATERIAL PARA IMPRIMIR Y PLASTIFICAR. Consíguelo en mi <a href="https://www.instagram.com/p/CZZjU2qM6GJ/" target="_blank">Instagram</a>.</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://www.instagram.com/p/CZZjU2qM6GJ/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="577" data-original-width="842" height="219" src="https://blogger.googleusercontent.com/img/a/AVvXsEhcFt6huZqpTNkwOZLCiUwSWHWoCmIK86NcnxFSaZPGSH88nh8j1EbupLqbBd7c_mgQ9wC36shpr1XOaBm0H36AP128ww_rKMcZY5parOoXolPcsn14pUFEzLgPZR80uOBFy3r_Um1BVhi6t-gFcHTybN2HdJnILucegfhLJgwvZHvdENrX963cExYA=s320" width="320" /></a></div><p></p>
calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com2tag:blogger.com,1999:blog-465591743705810565.post-82040226841066216202020-08-31T13:46:00.002+02:002020-08-31T13:46:31.769+02:00BANDERINES CON LAS VOCALES (CATALÁN Y CASTELLANO)<p style="text-align: justify;">Hoy os traigo unos banderines con las vocales. Encontraréis la vocal (mayúscula y en letra ligada), una imagen y la palabra escrita también en mayúscula y letra ligada.</p><p style="text-align: justify;">Si te gusta el formato y quieres conseguir <a href="https://www.instagram.com/calaixetderecursos/" target="_blank">TODO</a> el abecedario de manera gratuita no te olvides visitar mi <a href="https://www.instagram.com/calaixetderecursos/" target="_blank">Instagram</a> y seguir unos pasos muy sencillos.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1qg4rLqabAEHCKFirOke7A1EGKTgpM4E7/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="322" data-original-width="900" height="94" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitWgatYMu2TJ43HPyk-pap7KxZpAn_u2uMnYvM-yPry1MgZqJjKZ-OQgBuhStMqccIYxYvsL_CQpTUw9ARuEvHMFmYD3b3pbbXOaBs3T-x_LtGYLZ-Ymz7-bGHmK70cN51ykWj45uJdcU/w262-h94/BANDERIN+VOCALES+CAST.png" width="262" /></a><a href="https://drive.google.com/file/d/1OYAb6PAdbjMUqu9YPSmQGFpT0nU8Iz4b/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="317" data-original-width="867" height="96" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBeECwMkXG4DQfWAYcjyuHY7mrbcGUJKy-3Dz6uz3nvX9DCdz1KWf-53yuJGrq8kO02lVgo2usQHa_AtzkDEOyBnlWNGjHHk98tDXMfskDRu626hHqhHimqzjJ0bLchPCTVHtnjsK0bBM/w262-h96/BANDERIN+VOCALES+CAT.png" width="262" /></a></div>calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com0tag:blogger.com,1999:blog-465591743705810565.post-14758667676825897532020-08-27T23:34:00.003+02:002020-08-29T15:57:32.634+02:00CARTELES DE BIENVENIDA PARA LA PUERTA O EL AULA (CASTELLANO Y CATALÁN)<p style="text-align: justify;">He elaborado unos banderines que podéis utilizar para decorar vuestra puerta con la palabra Bienvenidos. El material lo podéis conseguir en catalán o castellano.</p><p style="text-align: justify;">Desde el blog podéis descargar el material en uno de los colores. Desde <a href="https://www.instagram.com/calaixetderecursos/" target="_blank">Instagram</a> podréis acceder a dos modelos más de forma gratuita y siguiendo unos pasos muy sencillos. </p><p style="text-align: justify;">Espero que os gusten y os resulten útiles.</p><p style="text-align: justify;"><a href="https://www.instagram.com/calaixetderecursos/">https://www.instagram.com/calaixetderecursos/</a></p><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1geN0Ts_2FfJ5IGydTUBeZEnmWgfiRPpP/view?usp=sharing" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="193" data-original-width="635" height="123" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh39vSHyB8JuiZQ3T47cYqY96ohXvwugC2TiLMYbrKCXyxrsfzY96N3y9n09ExmEXgrhGabw10HrS8AyNYUOBSkHTJA_We9ZsRpT3B3l9D6otepY9Vks9BzWotUH5QrPIMZmtf1WuK7ls4/w406-h123/BENVINGUTS.png" width="406" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1o4tuUNCzcQPxk0x_h3bLisSxwAFfcvxN/view?usp=sharing" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="194" data-original-width="635" height="124" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVSrCDHEjgk63o36njHR5Nr1Eyo-XsrWjUnmJ-jBCNlnfLC-2Sq11cQmqTgibc-10nn_H-2NCiWn_mzKoGiG15JmfeWUcgyCWzWTRt1FYTnLjRUhfW9lIsMqPGBpEAPXZE8bBfSDKKRQo/w406-h124/BIENVENIDOS.png" width="406" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div>calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com4tag:blogger.com,1999:blog-465591743705810565.post-11614380221768513012020-08-23T14:38:00.001+02:002020-08-23T14:57:08.959+02:00PROGRAMACIÓN SEMANAL 20-21<div class="separator"><div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;">Este año también he preparado una programación semanal para poder organizar el curso. </div><div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;">Para conseguirla tienes que seguir unos pasos en mi <a href="https://www.instagram.com/calaixetderecursos/" target="_blank">Instagram</a>. De momento el plazo para conseguirla es el 24 de Agosto.</div></div><div style="text-align: justify;">
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" 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<span style="text-align: justify;">Otros materiales que podéis adjuntar a vuestra programación semanal son: hojas de observación o pautas de observación. La pauta de observación que os adjunto permite evaluar un mismo aspecto en tres momentos diferentes para poder ver claramente la evolución del alumno/a. </span></div><div class="separator" style="clear: both; text-align: left;"><span style="text-align: justify;">Estos últimos materiales si que los podéis descargar desde esta entrada apretando sobre las imágenes.</span></div>
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<a href="https://goo.gl/4w73yz" target="_blank"><img border="0" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgESKdb5hReFeADvXmqApdXhDMdzWRP2ErigXbZSyZCVqanh75R8SpzYoKufEfjJtUuPPWbKF7I39mRGAF13dO9FHQdC3XPUw9palY4ZfiWSCi3Qp5DDLDiQFMG-27CKYg7tRgpnfXR7OE/s1600/PORTADA+OBSERVACIONES.png" width="200" /></a><a href="https://goo.gl/TFZi0Z" target="_blank"><img border="0" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2-GTaRiAq8WyhsY8-C348SHgmOu8GNn2Xh3o7S7YIPWOhbxoyfnPktd81drOlzNwJ3PYWVPiAnxL-6C6-_wT3AhbhxIyXtIDJpibanJJZRHIU_9cCX64IDgootBEV_OJwC_vHpU8xjm4/s1600/PORTADA+OBSERVACIONS.png" width="200" /></a></div>
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<a href="https://goo.gl/tV960F" target="_blank"><img border="0" height="138" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf6LnIQdrYVQsxVhpkTD1xDKKkUQsdF24k5pxc9gm9E3ocHYrAptucktsnPbJmMPnc_Aw9Ugjbs4GgpZF8nR9qQLJoKIzQeIG8uls6LJjDEqssfK1NadAOMy8Z3c1v4tarKQGbFAfmtiE/s1600/PAUTA+DE+EVALUACI%C3%93N.png" width="200" /></a></div>
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<a href="https://goo.gl/o6F2lX" target="_blank"><img border="0" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJEPEDYxTYGQgOspbN0mjZzvxDlDtDSgygEEpJTXfkE098linZ4LHOChw_27CXHGAa3w-uo25dFfgBjvi_u5ZoJLDbpSwgnI22Trdpjb-F4tK9IOdHk5GxXIwvxQ1jpQugLQEGkAcEclY/s1600/OBSERVACIONES.png" width="200" /></a><a href="https://goo.gl/89itHv" target="_blank"><img border="0" height="138" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj63VIH_AADVOYawMj1I3s7Kpq_TnC99cmQ2aVo6J53noXrV477ZLxm2uNTZCvLGhwNa7wTrpL7l0jTKoo_V_GTpc9SLOaBcLhE5cPwNEhW_XZf1O5X0nhw3qV4qTfXEMaGRNHmdmwbgzw/s1600/OBSERVACIONS.png" width="200" /></a></div>
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<a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Licencia Creative Commons" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" style="border-width: 0px;" /></a><span property="dct:title" xmlns:dct="http://purl.org/dc/terms/">PROGRAMACIÓN SEMANAL</span> por <a href="https://www.blogger.com/calaixetderecursos.blogspot.com" property="cc:attributionName" rel="cc:attributionURL" xmlns:cc="http://creativecommons.org/ns#">Alicia Paíno</a> se distribuye bajo una <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Licencia Creative Commons Atribución-NoComercial-CompartirIgual 4.0 Internacional</a>.calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com13tag:blogger.com,1999:blog-465591743705810565.post-37709344873601952032020-06-23T15:23:00.008+02:002020-08-17T10:17:55.568+02:00DÍAS DE LA SEMANA: CARTELES PARA LA ASAMBLEA (CASTELLANO, CATALÁN E INGLÉS)<div style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOFdtjxO_h9qoS2DL53rGTGfhq5hWZw4Z7CFU5TPCDo94fNZjH7xGDOZjlN1u2txZ8HQX8lF-urmzBn6MFulCuoeeiSgnuc8LsOr52hXTZSuaNsYQSru8-GqKV8-EgU5AvmHT41qs31_s/s149/LUNES.PNG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="149" data-original-width="141" height="74" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOFdtjxO_h9qoS2DL53rGTGfhq5hWZw4Z7CFU5TPCDo94fNZjH7xGDOZjlN1u2txZ8HQX8lF-urmzBn6MFulCuoeeiSgnuc8LsOr52hXTZSuaNsYQSru8-GqKV8-EgU5AvmHT41qs31_s/w72-h74/LUNES.PNG" width="72" /></a>
Hoy os adjunto unos carteles con los días de la semana que a mi me funcionan muy bien en la asamblea que tengo en la clase.</div>
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Los podéis complementar junto con el material para <a href="https://calaixetderecursos.blogspot.com/2019/09/pasamos-lista.html" rel="nofollow" target="_blank">pasar lista</a>.</div>
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Os adjunto una foto para que veáis como lo tengo en mi aula. El material que os podéis descargar es parecido ya que ese lo hice hace unos añitos y he buscado imágenes que pueda compartir sin problema. En este caso he aprovechado las flores que ofrece CANVA.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><b>HASTA EL 30 DE JUNIO PODÉIS CONSEGUIR EN MI INSTAGRAM LAS NUBES CON LA GRAFÍA-CANTIDAD.</b></div>
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MNcLIT52CTmoyHMR0KYDvphGBvCmTMn8adv/RA7z5xBFYMtCzpsVg5dMtQSzBJwvQZbMnRVqTUQsCUgjAGZXsfAqvobQKuGIIu2ybAlIIwAiwCtSiuDGkGbQmguFnmwaA6mbZ3GNgTcW/7OsPWPClo+5waUDnejYGgYBcPDeDA0iIdDQ2DANTiIwsEhFA0OoXiY4GoEhcPDzHJEfchaVTQygqLRERTLUkJWL4Kx0WEUkfVrbBTFqjEGV6UT4ygliJhQcZgireJSodBV6glUqsl6NIEytRplmgmUa6hMopI1B6yKiQmUj6uYEGiVjY2jlECLyThKx1UcuMYJ6uhzJ7ioJ1ChVqNSo0Glmkv1CkVrQWUhVWotVkTRTtBFA4xZfvR6VLIy1wRGVCep0OtkuNOilKxWsjCoImuVLMUTKpBQnUGhTosKgw5VRh1qjXrUG/RoMBgZkHALlRmNVguboBvNZtB5qxgbR+X4BHvqYFYaqx01BiMDNgF5XMvQZiErkwX1ZitqCRBlCxaBYiVZtRhwmVYsXfRbyfJFgMmsdczKRZYuE+pMZtSTpclsZYBFliyyUpGwz6DPsSqE6gohuCIh4CJNFi2SZpuNWbMItITValWbOVjRZxNoGWXQYt/FzPvT96AbCWmCMAZawvK1+oTcuHJTFk+7wnJEN2B+M2bwZeOWq2aHHc0OB5pkC9cqaK2dKGjfNRDDJgmyhNnQ4nSgwyWh1+XBI7Jc0eeYLWgymtBssqDLIaHbIaHd6sQKeBF0MGuYA50uJ7olF7olNx65vXjk8aHb40WHJKHFRufPjBYaI3RjtdH3kCckZv2h8lpIExMhadqmnCTFpC8mUFFXajH50+TLrSjcgqKcqLMnazFRr07Q3IJH7Uq4ojJZtoQWVi6uZRCV+yg/o8vpRieJbKFhAEOWOolb3bpcPvS6fahXTWD7sSO49fAe5mZS+GpuCk/jYSzFI5hPRLGUjOFJIozlRAhPEyG8yETxV09mEbZZcHTbduz/+GN49Rr89ZMFvJhJ40kmhqV0BE/SMTyfnsLz6QxeUDkxiVfTMfxiaQ660TEcOnICd5pa0BsI4pHPjy4PWQJli6HHiy6Pl13TbAsi/R5hqeK/jUDrdSgT14T35xZFAVLKNoKsbwItcY2ovyi/rvl1W72OHIJovBBAc82hf2UcrgCTaBcPCcJSxWGIgRAbq9SPHy9bZ0MW+68KmFJoui+SdbuR7gMkZE1jwME/s83mxN2uHmzcux87d+3BQHMH5r0BPI9F8CQaxELYh+WQF4uTHsxGAliIhzHl8yBqMWEm4MZCwIve28Uo3XMGi2YJLyNxvEqmkdBaUHowD72XH+CVexLPwgGkJz24X1SNP/7gJP7b+zfxB2+fxbEz95DwefAkPgn1qBbvbTuD//LjY/gPb5/En2w6jub2PsxHfJgOOJD0OpD0u5AJuJDxuzDldWLa68Kc14WlgBvL0QCiXiceFD7AGx+8h/1XLqNRp2X3BLqvrge6DLroPmowrrFuEWBVy5auGp0OTBTWKwFRa/S3gha3aBFwkRWLRMCWErSYoYNBGTeCmBwn/k6w9Y8GWhSDVTw2gpLxUZAlqWRiHA/HRnBvZBD3h/uZi6+I3IIDHLgejoyggFxazIqkRhVBC9UJtoaHUTI6hLLRQZSNDKJ0dIgdl45duiJjzILFrFgTKlQSGDDYIivWqiWLrFkkBEalBE4EUCqSCSblBGETat5GADU2xixZzIo1Pq4oUzvtz4WOQWDGRK3moEWaLEcCurQaVMpSpdWApFKj5UCmoboW1VotI3FWJjInwGKAwq1Ogu5JV+q1DLLKNLJbUEPgyKVEtlyRNUvAFrWxdtn6VqHXosKsQa1ZjSadDi06IxqNZlSajai2mlCj1+BafS32X7mE3afOYP/ZCzhw5hIOX7yJC4UVKOoZRIPezJ4eSrUTqNRp2dNFg9XG2u73DSC/qwcFff2oGB1DnU7PYKnaYGKgVWEwMdiqZIDFwbJWb0Cd0Yh6giIZpJgFikz/DI44GJEJntetzNXWYrdjjdjIzaaQ7O1ZdbIUNTJ34qp1iwBKWMIEpHFQI1jjwLZiGpdN5PwGS25HM3dXENjIEEZ9qSykxcrdCBxI6Mb0urtOwIrQ4kn8NcCSXYYdNm6FanDa0eJ2ocPuRP3ACPIra3H2wUMcu3MHx27n4+Sde7hWWYP6oXH0WiV0WiW0WV1odUhotTnR5XKh02FDxfAQ7rS14lZzK+61d6O4b4i5ADo9LnRJBExGdNjMaHfY0Gp3oMUusWO0ya4p8b0FQK2dEFdhSwlUyjL1p7rSgrI6ua+d2Gly5lDAwWd1UuZWJtpObUqtBCoBXuRSFG7FLgYcAuxk+HDTdgIsF7odbnQ5PeiQPGh3S2iTXOiQXOz8dRPkenzoc7iQX1GF/QcPwmUy4ueLC1hOJfAkGcNyKoYnqTiepGVJRvE0FcGzZBhfz6Xwi9kM+utrMdxYh7+am8HfPlvGi5lpLKUSeJZK4NXsFF7MzGAhmcbT6Rm8JOBKRvD1TALLyRjyb93CiVv5aLM60BcKocvvQ4/Ph16Pn4FXh9+PLp8fPV4/B2kGRAJg6fwKdyCdU+7qzdb8+qy6bgVoieuhtG4J4BLXSVwLcV2oLiT7+rXTQwFzc3NXNwcsKnMIy4YjXhdgTXqthaqFXPVkSSaLk3hI+BadDVdUVwpZtehBkKzt7KFLPCharKgzWdBudaHq8Qg2796HHTt3w6Qaw6tMAsuTXsx5nJjxuTHt92DGL2E6IGGKXHsBN+YmvZgNejETdGMpMomJ8hZce28P9IWNeGYPYskaxMDVclx+41OM3S7Hz7wefBWVkPC7cfp6Cf7zW8fx7398A7/7ozPIu1yC6aAPz2IBqIZ0+MHHZ/Hbbx7H//rmEfzFtlPo7R/D3KQfMz4X0iRe0k5kyLLlc2GaYIu+q9uJGa+LWblSsUlcv3EVP3zvp7hVX4casx7VNvOKi1bcs8jax0CLrFsUEmI0Ms8NwRNzEZKFi8CI6swFyN2CfLsAp1W9YtH6NiAjr5Fs5CDQUroOmVWLrFtkuNDqmaYs75SA9H82Xcc/CmhF3W+hbGQA97s72UR9uaYaN1saUdDfi7LxEZSNjTL3YeFAP4oHB1A2MowKimsaGsCt9jbcqKtDfkMDCro6UDU6jFpy99F+o0MoJz0+sgJYBFZMGExxqKrUqFClJYvSxDcIh59yFbdAMcsVs0apGSiRZYqBGIHVGrhaBS3uhpT3l8FqBajIkiWEwRSvV2m0EELbq3VaVAvzKPmTqc7MnjoOXXJZtK3RDMi0PO6K4IpZ5Li1SrgIqU2AFln6qF4uXIbkYjToUGnRo86sQ7NBz0CrTm9EpVGPB0N9+PLaFXy4cxt2f7kLly9fQMG9+7hz8zZOnTyLz3btwebde3C2oBDF4yOo0NPv0aBGM4E7re04cOUaPj10HDuPnMS+vHPMj59XVIQHnZ2o1+pY/FINQZ0cbyb87MLiJOKoWOwUARb5/Cl2iVxxdprU7Wh1ONYIxTOttNF2pSi3OQgIyLVHx1srK59HMVtyHJf4LtzNSE+p5HrkFjICMAGCHKD4zYR9XxbzweOyxE2GuRbkuBEBS/xGJG7a/ElQafVRWoJEWYBLtlWoi1yCDidaPRKa7FZcq6nB9n0HsfOLfTh48iSOn7+Ak3nnsf/IMWzZuRs7D5/AreoGtOjNaLG70GCjyciDyuEJnCsqx75zl7Hv9FkcOn8Rxy5cwZHzV3H0ym1cr25A47gWvbJVjCbbNpcLrS4e+6WEpW8qZ/8W8ZuU/QVoUVs2bIkJXUzaQot2MWELTdtFmTTrr4AqJXRRmbZ3MbhYCxkcHNwgkHrkpD5udLg9aPd40ObmZepDVqI+fxAtOgO+PHkat27cwEI8hp/PTGM5HsVyMo6nqTiWCbQIvNIJBlCkn6bjzD34i8VZRFwu6MZ1sJjd8HsjWMzM4lkmjReZNKbCMahVZvT0TECjcWI6OY0X0ym8ykTx89kUWupq8fnBY6joH8bAZAjdBFUeP3olH3okLzo9PiYCgPhvE3DFNd/Gf4+wcgm9Cl2vg5a4HgRHoiy0+Jzs66Gsr4WvtRYtAVUcvMiiJeBLtqrKwETtq7LWWqW0UinLSnhar8zdjcIyveomJNBicaR0TzCQq4zHnFazkAYLGjQmnLiaj8+2f4GJwSEGwgtBD+Z8dswSxPi8mPL7MOUnwJIw5edCsDUT9LD6YjiImMqK+mM3ULDjMPryS9GbX4mirSdx663PYS5twVfBSSxPerAQDqK3sx87913Gjzfl4Ysjd9A/MIa5mBeLITcmHT7cedCED3bmYcOu07hTXA2/y4PpgB9THg5aGa8LGZ8LU2TRkr/PlE/CtEdCxi0h5XdjNh6GSTOBbdu3Y/uxoygYHUClxYB6s2kFrMQDKdPMM2BioCXirmhuI6CiB20CKCayW3CNFUtAlei/ToyWcp5UwpWyvGLVYoCll+OitUwTbHUa6v6nYOsfHLQWA7+P0u52HL95FRt378SPNm3EDze8j59s3oSt+/ch7949VPYPoHp4FMX9/agcHUHZQB8ulhTii5PHsWXX5/ho61Zs3LoVn+z6HEcunkdxRxuatRpUkyVqfFS2UHGoEhYqJVSxCV+vRY2ewIUDwKpWszayGBEYMXffCiitAha3cqlWLFbCckVxWlQW20nTMehYdMwVS1QWJIltSs1hixO6aFcOEmpbATbZ4qVsI+sbQRUDKnIRCouVXBZxY8LKxQLeKUgwK2idwQ09fVEwolHPrIe7L5zB5m2foqaiGF6rGplJJ2Ym3cx8HZPsGOvrxtlTR/HOpg+w58ZlVKnHUTUyiBO3b2Lrnj3Yf+gI8m/ko6GiBlUVlbh1Nx/Hzp3F3pMncPrOHdSMjKDDZmdxT8xPLv+BmDVLjqdiAENWLTmmSglFwu1HwCTgSpTXWLayLFdim3Kfb9tPfCb1obKAL/GdqE7WNQIrFmwvW7YIugiqxNMcWXZEmWu+TbQr9XoAQqAhQETAhwAPJZh0OyU8kiQ88rhwo6kO2/Z/ibyzZzHc1wefy4Go34uk14dJuxOD3b04ceos3tm8FYdv5qPeYECn24fCzkEcOHcLh89eRUV1E1RjE3CYLbDpDRjt60fpw3IcO34Rpy7eRf1jDfqlMLpdAbRT/JfkQIdEbsdVK5CyLCZo0quTNFkxuFtK/CaxTQAW9Rd9OCRx11z2xC0m8F9GC8uV0F0U86UU9h0JIPhvoe9E8PSI3G1ughDZwkWw5vGi3etFh8fLzmG3O4AuN1mNgqgcHsX723egqqqGufi+SifwPB7Cq3QMX2USeDEVx/OpOF5kEniWSWI5k8RiKoUnmQyeTWVg1Jhxp6IXeSXDuFX5GCaDEz+fm8ViIomu7mFcLmjHhYIuXCtsx4jKhoVMBi+n4vh6NonRni5s+WQH7te2oJ+gilnjvOhxetHjcKPb6WUWuezzKMBrVfPfKq7L6m8X54CuJz8ndCw6/6TpWgnL0yrwrFoY+bXkUCu+g4At6i/KpJX7fzNorYUp6iesVcrvIfYXgCX6EFiJNlHmdVooIixg3NUv4rAIsPh/38LiRCmelECr3kBxrCa2mIjuEbcaW7Fz/1E0VNVjKZnCfCiAWR9ZhuyY8TuRCbiR9nuQIaDxccDhkEMWLjcDnWm/F4v+CDJaBwx1zXhcUg5dcze0Bc2o2HYc9poOLAejmPIGsRjw4knADY9ai9GeUdjNDiSjfiQmLUh7bZgNhpDxReDQGOHU65AmuAv6kPJ6kPZKDLDo89eTKQ+5ESUkPU6kgz4WT3j31i220ONaYwOq9DpmrSIXoQh6J031ej1vEwAlHrJFXanXgFjWnEruReV8qSwzyxhzQa5asQi0avXGFRcis27pyJLFQYsAixaikabFaRr72V8atv7BQUuj/hKf7fsc3/nT7+CtH72Bz3dsx8F9e/DFju14+0dv4s//4i+w48ARFPLvCccAACAASURBVLd2oHFsFOWPe7D3/Gn86IN3sf2TLbh66jSKbtzE3UuXcGDX5/jhW29gw6dbcKeuBq1GChjXsBgsCnhXQhZZsEgEUGWX11q4yNrFrVoCmAQsUV3AFAEVlZV1AVzK/cS+BEXrWrWEdUupWbA8BcyvwpSALaUWoCXalJ8hQEsAlnI1oYAripmq0Gp44DuZZOkJgFYp0g2AVgwyf7kFNeTGMxhQZ9LjdOE9bNy6CQPtzXgWD2IpImHGb8GM24w5jxWLQQnPk5OYi3hxN/8q3tzwHs7m5+PMtat498P3cS//FiIeCS/SaXyVjLPg3qeZBKI+CeVlxdiweSN2HDmEqv4BdFoJtowrq0lqyZxMMVnkPpTjqUiTrFqUVuGL2gQMKbUAKqUWcPV31dmwJSxdDL4o3ku2YK1ntSJ4UsIUlbOFAExYqEgTWBBUfRN4CfAQ4EUB12SB6XG58aCjDTuOHkBRcQGW00n8YnGGxfCQW+mrVAw/y6Twi8UFTEWjyM+/i7/8yU9x/NZtlHZ2YffBY7h66SZigRD+avkpfkYr4TIZ/Gwqg1/MzuJvZufh15twJe8q9hw+h8qeCfS6QuiUKH7LhU6CLXI9KlxNAkxIi7KYrKmu7Etl2kaafqPo93ofPpmLiX0VCng80DfVCaZomwAsoZkVS7ZwkWuQ3IHMoiUDlfhe9H0fyaDV6SHI8qDTS5YhincKos8XwkAwhv5gFAOhCKpGxvD2J1vR2tbO4qlepqJ4EZ/Ey5gfL2JePI+68Twi4UVUwsu4Dy+SITyhAPnMFFLBIIpK6nDoXh/2Vjpw4O5jVNd14avpNGK+APKLmnG8cABnKtU4fr8LJQ2DiIbjeDFNKxgT0Dx+hM0bt+BhdROGfEF0eDxodVMgvwdddjc6bR502FctfQKQBPSIcyvgUly/bC32y9YCkATYCE3wogQfJVCJshKsxHFEmzhOdl0Ak9DUj4MSByhRF9vFNoIqAU7fppUWLurHIEuOxyILVq2ZVmfzWM46PS36ocU+RtRqtNh/5RqOns5D2OXFQiSCGb8bMz4HZmiFn9+JlJ8sROuDlgCuKb8HUwE/loKT+CoawtN4CL+YmUWwaxxlO47B2/kYi+EYkv4g5oJezLrtsAyNYKhzAE6zDamoF/GAERm/E3OhMOJOP2zjGnh0WkwHCebcSHolpHwS0l7niqQ8DghJexwgS9eU18Xa0vQ7JgPoaW7Fj999n3k5qjVq5gak2CsR7C4C3ik8hkBIAJZSM3cizQG0Yl1++CaAorIIm1G2r8AVcz+u9uPuRwIxHp9FFiwRp0WwRWUSchuKVf4Csgi0SifIiKHBQvAPfynY+gcFrXnf72Hr3p34/vf/BFcvnIJ+pB+TViNiDiuidgsM/b24fi4PP3zrx9ix90s8rK7EnlPH8KMPfoK7+dcRspixHAjgid+PBZ8PSacdg10t+PLL3fhg2ye4UlGORqJYIk5aQahetWpVfaObkKxNPC6rUta8zoPVmUVL6Sr8BrBaD7AIqtYDK9Emtq+nCZiqZPAS2wVUZWsBWdRPfF+hCbKK1RQDx1cTCk2rDgmy6MmCuScNZK3isU8UQE4xUAyy9LSazsJipWrMRhT09+DTg3vx4PZ1LAW9WJ50I+W2IOO2YopEsmHKY8e0z4nlZAhRtx23rlzGm3/xl/jwnZ+g4uE9zEaCeJaKYS7kwdykxAI7lya9eBqbxEIsiL7uNmzZ/il2HDmKuuFRtJHJnQDQaGDQJSCLNFmOhAjgEtC1YlVSpGwQlq5smCJIanM6X5N2l+u1tvX60fEEtBHQCehaA3eK1YACqpRWLaVFSwleop32UYLWCkBRcLpidZ4AL6Fpm4ASchuWPe7H9kOHcOv2DaQmffj5XArPYkEsh3x4EvFhMebHYiyApUQYL2enMRdP4MHtO3jnJ+9h88eb8fDGVSRcVvz1fBo/S4fxPBbEk3AQS7EIC95+mQzir2YiCNpMOJt3AbuOnkXNwAQeeyeZJYOC5TtZrA2HLQIlMTGLsnLiprKAKdL0W6i/KAvAUvbh20QfbkEheKKJfj0R0EXbWPlbXIbCbdjBLDQU2M6/09rP96DT7UaX34tunw+PvF4M+IMY9ocwKPnQa3Why2hDP6V1GB7Chq3b0NrYjOdTU3iViuF5xIekZQJR3QBS+sfI6HuQ0XQhpenGsteAF/EgnmUSiHs9yL9bjj23urGjyIJdNx+htLIVy4kYEoEQ7pa2Yf+tDnx5pxf7bzSismUE8UgCL6YT+PlsEr2NdXjvxz/Fpdv30KAaR41RC1powc6D04N2uxttcuwTQQsBDW0ToEVlca1IC1l7PYW1a/Xci/2FVoKSgB0lLCm3K+FJfCfRRpr2E3VxDAFOShDKLlMf8dm0LXsfJWDRdgFSBFNClH3EdhaPRRYs8gqYjag1keXEhFq9GVV6I4uxvd/Vjc+Pn0DBgwIsRKMs9QK3CtmR8dqR8tqR8LmQ9EtybNQq5JDLTli50n4JyYAHUz43Zv0OTE1KeJqMw9nyGGW7TmCybwSLoSCmwj7EJ72oqWnCxk+P4/vvHMDBY7dhnNBiMSJhIeyFXW/DpUtleG8ThRGcRH1DB2I+H6Z9EjIKsBKAtUa7HRzCKH7L68TCZAATPX1474MPceruHdSoJ1jKhsoJirdWr4Et5jnRrd7r6T5PsCXu+3R/F20EVTT/MdDS6fgqQxnAxLzIQExh3VoJpqc2Aj3NWthilix54RmBVrlWy6xYzJKl1jDIKiOt1kD3S1q1/kFBa6j3x3jzx2+i4NZlRJwmRusppwVppwVTThum3Q7EXQ501NVhy0cf4Y0f/CX+8vt/hvzbVxD12vEkMoklnwcLkhvzHolN9M8Sk/BYtDh5+hje2fwx8mvr0Ew5mChFgxyXReBErkMBVN+kWX857YNw+RGwCOuUsGAJrbRkCbARWsARaQZNstuQLr7Ylg1Mol5Blq8soW3iWKKf0OJ44rOZloP3KdCdcnIxF6KcxoFWUwrIEktf2SA28gBuAhQ2mJkZl1yGRlRQDi2jFhcrS7Fz724YBh+zyYDM2gm3DUm3eKJxIuVxcpNxQMJiPAzHyCg+f/c95O39AlGbGcuJCKaCLqRoibDfzgIoZz0uzPskLEf9WEqG8airDR998ilOXruFZrUODSbTyp9N/OFIi+8qYGu9utjGLV58JaGAomxNwEQgJbSAKiWYiTbSAsSU/UVZuQ9ro2PLQemkhcVKgJSwWNE2giNlX2WZtgmwIouOAA2yEgkrltDKfpTCoUFvwNFbt3D4xAlIRgNeTSWwGPVikQAr7Md8JIDphB/TiQBmaZVTlIKu5xC1O3H4s8+xe9NmTFoM+O9LU/gqM4lncT+WIj7Mhf2YjUUwn4xhKRPCi9lJfP1sGia9GnsPHsKpG/nod3rxyB1Ah4tbi5RgIn6Dsk1ZVk7c64GWsGzRttX91oIWQcF6IqwyYpuokyarlbBordWyRYugUQFa4nsyECRA9HnR6/dhNBhEr9mKouZ2nLt5F8fOXcaRsxeQd/MGjp8/hzd+8AaK797Hs3QaP88k8TTsRdqpQ9I0ghnzIJYsfZjVtiDQU4oF6wBextxs9eFcJIT25h4cuV6Hz66249CNRjx+rGKT60Iihd5+Nc7ebsCxG3W4WdIJvcWHuVQKLzIxPEuF8fD6ZXzvu9/FTz/4AJ8c+BKfXziL00WFKOrpQYfZxoCqVY5jItgRYCTOlQBU5e9WlqkfOxcMzlbPvzgOHTMbogTsCPBRgpMAKQFQAqhIi+OI/kpNx1KCVTYQUV25XYCW+Jz1oIsWtvCgdh5v1WiUVxKKFYUKSxa5CTlokceAIMKMWp0FVTojmx+u1dZg/6lT6GxuYrFTGcmBtNuOjNuONLu/2pHwONh9dQ3QeGSgka1LKZ8TCYIxrxNTHiuSARsWoiFYGh6h7IuTiAyOY2lSwnzMA4vZhG0HL+EP3j2F3337PH7w/ik0V3fgRTyAWb8L5cWN+LO3D+P33j6F3/3xIXx+9DpcZhvmg25k3Dak3HYu60KXHUmPHSmPjf2GhYAPqq5HeO+9DTjz4D6YRUthzWKrCtWalXxZ5MXgD9Y84F2AldK6RWUBWARTAriUbcKiRdtYWTEPcxAjwwyBFs+lJSxZIkCeg5aO5a8UoEWQJaRe24e/if7b/6FV6x8UtE6f+SnOnDiGqMuM2YATcYsOSYsBCasBCZsBMbsBZHZ8koiiqaQQf/Q7/xHb3n8Hbp0K00EPYg4zki4rUk470gRmkhWzXhueJgOw6sawecsmbN+7D9VDw8xFWK7hlqoVsJoYZwBGdQFhSi0C5/lKxdUVgwRWArYEXJEWZSXgCOghCBLt2YBE7dltApq+SYvjrqfF5wgtvmsZJTzNiscSlixKPkqxWDSgySdOOUwaDCY0skBEatejTq9Hnc7ABlkZuRgnxnDq1i2cPn4cEasZ85Pkg7chLvEbQMLrRIKW/Pqo7mA3humgFylKJVBwH0ONtZiVAyaT9JRGoOW1I+1xY8rrwaxPwqzPgaWoHzOxMG5cv473Nm1FYVsXi3ESTzXrgRYFVjIhs7wMikoLF5UJuIR7kVYcUuA8JfkUVicBRgKklHUCMr5qbjXmSwlaokzg9U0i4Ie0gCwKyKcEo0wUgEV9lLBFOa8YgInEogKw2OTHV3vRPrTEnq2Ek4OwheWIHctmR+ngID49fBgF9+/jq3Qaz+Pk4vVgJhbAbCyEmWgYU7EQpmMhzEZCmA+F8DQWZwkz++pq0FhSgnQ0gXg4hnQojMVkAvPxGNtvIRHDQjqJWDSKQDCIGZrQF+ZR9PAhNn66DVW9A+h1B9Du9LJUCQKuSItzI0CpW56gxaRN8MQn7PUtWrQ/9RH7c9jioEWTvZjYheYAsJpSQLQLzQLY5f1egy3KSSRDWHZ8FqW3YBYegiyvD4/8fgyFwmie0ODYpat4f+PH+GjjJhzaux9nTpzA8aOHsOuzT/Hum2/i/MHDSEsefD2VYRbG58kAnsd9eBWV8N/jVnzlHkaovxKLtiG8iLoxEwliKZFAwj+JR11DKK3uxOMBDRLhGBbjMSzG4lhKT8Gmt2FsWAe/hwLlZ/AkHsKLRBDTkx6U3r+Dc0eP4OLpEzh24gg++2IXNny8BZt2fI4z9x6gQadjAEPAQb9ZnEsBSKJtFW659UrUBWTx/fh5E8cQkCSOpYQoAToCtqgPgx7ZYiXAR2x/DbTsq5Yt2m8lT5WcakFYoFj8pMIiRe1KCFN+jjgG9SHAIniixUGklcC1XlmAVp3ZiDoGWmTRsqFKZ0aFagKXSktx6vw5jPf3MshJSxakJTtSLhIbUtKqJCU7km4SBxJM8zK1EYzFPE4GN1OSGUmvDXPBIHSV7SjbfRqxEQ2W/BIWwx5YdAZ8vOssfuf7B/Hv//w43t50Hn1t/XgZ8yLttiL/RjH+6Pt78d/eOoXfe/sI9p3Kh0SgRSkd3FYGUnSfZ7LyPfh3o4fvhGRBwmXGlNuOOa+ER3W1ePeD93G1upwZPshjI/JikReKXIhUJ4vWKmhxN6Hy3k/3fxICKiVsrcCUDF0cpHhcNJXXA7BVixZ3HTLAIpehWsukQqdHOSUIJy+ZWrNi2SLoYqLWYtr/5785oPXXkX+LT7fvQFd9HeZDXiSdZsRtesQsOsQJshwmROwGhO0G5o+eNKlx8/hBVN+6CrJ6pVxWRB1mRF1WULB1kgaf04SM04Bpr5Xl9ih/eBcbN27E1dISNJgMa6xYFLNF7kSm5bQOAqyUmiCLMtCvgtRqcDuzZMlxWQJmBIQJyCFNsERARH2oroQqJSh9E1R9U7vyOOIzxOeKzxJ10gy0ZGtWuVZOQKqnDO884L3WZGRPWSw/FgEXgyxFcCINeHm1I5m7aybGcPLyFZw/eYpdh6mwC1GvBXH6UxFYeekphp50rEixJx4r0vJTjcegQsCiRcpHT2AOZDx2THkcmPa7kQkEkPb5+WoaikkIuLCYCGOwh56APsSZ/Huo1+tRz5b7rpqQ2R+OMr6zGC2+JJiWBbPUCmTtIleo/KdkblC2zcygbSXbuxys3myzrrj+CLBohSIJARSvK0DLSQk+qZ1cjdy1SH0EoH2jpj4kLBePbN2yOdFuW00eqrRAUVkpLFs7PbmLlAay+41BGYGZSDK5kmSUW7soV1aLnSdFvdfdha3796OmpAw/SyfxNBrATMyHVDyIVCyM6WgEs5Ewk/lwmIHWfGgSTxIxhCU7hgaGUNU6grtV/Sir68eE2oHpWApPUinMRyIwq/Uoq+3F/coB1DYOI+CJob/7MT7evAUX7j9Ap8OJZnbO5O/Lfo+LuxIZJHILkZiohVYCF7UpoUuAGrVTWcASBV8LECAtJnTSq31on1WAEO0EAysxWew4PEUDOyZ9Dvss+fhkRXO5sQqHPBie3IU9Xh8KH/Vg+5Gj2LP/AKrLSmHVqJHyejEfpsSOXoRsRox1dKDhQQG8Exq8oPirWAALER/mo5PsweOriB2zxl6EhhrwxK1jVsRMOMzcugS6HpMFmmEVvDYX5mJJzIXDWIxMsoBqr0EPy4Qaky43FqIRLEd8WI54MRehPEceTAcDWIyGQdaxqNsN9cAQbly+jg8/2YZD166iZlyFTgdlyOfWp5XzuGa1IId9cf7F9aHzSHm5xHXkWgZVEcCe5eojuGGgZSWrLw9eZ1BG/xu2WvD1gPY1oEX/SwIyssTJ+7DksitxVjxpKAETWaXEamCeeoXqHLaEhUsJXmIfgimCLAFaYl9h5VLWydIlQKue7rn0UGigNhsqtSZUjKtwsbgYp8/mQTPUj5mAxMIxkpKNz3OSnUFXRrIh7eJtCcmGBJVJS1amqRx3Ud2ODBkiHCZmeZr1+jDysA7lX+QhozJj0e3DvNuLmF1C8cM6bPksDx99dgkPClrht9ow5zEz1+BA1yD27ruMDZ+cwZ5DN9DdOYwUuQ49NhAIMrAjuGPfgT43W8xIOE1sxWTaYUPBtavY/Nk23O1oRamaYqjVqCFLkwxZtOKeQIuC4pWgJSCLtBCCJqUQSNGcmA1XYp5cb5voSxYtli+LtMhnqdahYoLSOsgxWgysVi1ZzKLF5nktbI4Dvzmg9dT72zi45wsYBx5jMehB0m5EwmHisEXAZTcgatcjQtDlNCPtscE6/AiO0R6kJQOSDhILkk4HGNG7rEg7TZhymZB2GDEflGAe6cPe7Ztx7OIZNBkpyI67CynvFVl2itTjKNSMokg9hlIVFwFZArBKV1JDcMAi4CKIEe5C0pT1XQCN2EZ1GjikxcVVlqktW7LBKXt7dl30F58jNH2O+B7s+5EFjiVmpcSqlKtLzsElBqfRAAZZJiMaDTo0GfWoMxpYkGY1c9EZWcLKVnotwvg4ivv6UDU0hKaRYZy9fBlnTh7HpGRFJuJGzGfj1isvBy0yFc9IViz6XFiadGM24EKaTNh+B2IBF2I+B4vlmvc6QHFZU8EgpsNxzEUSLJswZRzOBGyYDnvgMuiw97Nd2H3sBMpHRxk01csrU9gTjcmIKpMB1WY9i32oo+B9EhYHQVq2bpGFS15CTXlsGiyU1NTCk5yybTypKHu6peSBcpJSSuVAr7ShDO7iRk11ghb2yhW66dON3OGS9doYr2z4YsAmW8bIOkawRnC0RgREKQLF+eRFCTMllh6hzeVkOZoooSjlamp3OVl7i+RCs8uNFpcbbZKEVrKcOV1ocbrQ6JDQ6HDjTlcHPj92GC31tfhqKoXlWBCzUR8ysSAy0RDmIhEsRiexGAlhIRLGYjSEhWgQi6kEgv5JFNd2YN/lGnx5bxC7b/TgUkE3rHob/nZ+GiGnG/dL27H/ageO3BvFgettKKwfxqPuURzcdxBHz11AC10TlwONkgMtFCbgcKLb5kS33cUSpNKraNooGJtccnQO5BV93w5aBFE0mXOAEpP6qltrbWyWgCklcBEQCEuLAK/XLFlsRZ4MYJS8lFI1UIJPilMi0KIUDm43Or0edHs86Pf6UdT9CB/s2onjeadgNWtZSoZX02m8SCbwPEUSZYsQXqbjmA34kHa7mOtoIRLATMiHdDiK2fAkXgTMSI21ID7ejqdBBxbIVRsOYjYexfi4Glfv1uDIpQrcuN8Mk8aO5XiCuXMfdz3C2SuFOH6xCHcLm2CzSFiIR7DIQMvPXL2LiShz51NeraepBF5OT2E2GkFXcxN27PwMRy9dQYvWiG56XRAbby5QIlYuBE0eBsor45QlaBWAxaGKzildIxIqC+sV+/+I2Ch6tRFl3Gf51ijmkV4v5QTLlk7/C5sTHRY7y/lFiT3Ff5JZnWSoYn3Ywwt/gOmwONBucaDNYpPFjlbKxm6yotloYdJisqzUWXoBsxUtwvJFCUZlF6CALAFTwnJFdbGNNIlyG+tPD3lGuufQ67tsaDDY0Wi0oVpvYgu4LpaUYu/hoxh69AiLlExUsiIlWbiQF4fNd1akXRyqGGSRAcJpZjLlMmPaZUHGRW02JO02pGxWzEguzDo96LxRiILdJzCjsWPR7seUxYlZtwdhhwPDPb0YHRhGVPJhSnIhYzZjxuFBxhvE+MAQGmsaoRvVYcoXQcbtRFoyIuUyc0sbfR/6PBkAedmKhNuCpMeCtMvMVjd6xlXY//kuHMzLQ9FgP0uOTTkkq1fikHl+SJYnUY7HUgIW3e8FZJFWWrMImISLcD0tIEzMnwKwKGclK8tplbh1ixKIU3gPGUsor6VYkEbQpaivtGugtZ37zQGtlOU/4Pj+fXCNj2DRLzFXYdxuRNRmQNxhZEKwFbMaEDGb+MDyWJCUdIg7tUg49Eg6zEg5rMi4iOwJtKysnnRaMe1zIe6y4vyx/dh74hCqx4dRzl6xQ7ms1Oy9gUUT4yicGEaRagilcrJUsl4RZBFwkRZlZv1iiUrl5KWKfFnrWY+yQYsgiS5s9kWmNiHZIJVdF/2UWhyXPk98Jn0fAVqiTPusZJ1nQYKUe4SbWmnQMlea0YBGvRYNlOrCYEAle12PEXVaHUr7HuNKaRkO5J3Dlt17sPvgYZw+dw6ffbYNe3Zsg9ukxRxZQ7wuzHp4TAC5DGd8TjzxOLFgMmLOoMWinZ6g7JjyORCla+R3seXKS343AlYrHvePYGRAC4/FjUxoEpmQG6mADVNhD6JuCRdPnceOQ0dR0P+YvZ+KXqnAAuPplUDsFUQ8ez17d6K8VJpW9bCVk/TaHat47Q4trV4VWmItXuHDXtez8tocWoq9KiLDfZOZVhDxdxhSG3tlDktmyJ+66cmb4Ilgaj1ZsYwp0k28Zvn6htgrmsCYK4ssU5SLSnLyVXuyRYtclbRSrNntQqPkQYvLgw7K7s2yfHuYy7HBYke7y4ui3h7sOX4IzQ21eDmTYW6k+aiPxWMtUu6meARP40GWgXwpEWFxQMtUz6Sh19twLr8ae292YHehETsKLTh0txd9j0bw/y7NwKK34cyDHhwsMGB/kRF7C0ZxqrgPhZVdOHH0DE5euIx2mw21LifqXU72W8hK10VuKZoc7S600GQrWwm5K5THXGWDlrBecaiiPkrIEvusXV3IrSurbdnAlQ1aFJMlAEzsy/rImefbvR60e8mS5WYrOcnKRdehzetGn9+Pdr0RO48cxaFTxxDwOfBqMYOnqUkshn3M0jQXnsR8OID5sB+L5AakxSBRXp8NeTEd8iMZimA+HMTP/HokBqowpXuE5ZCLvYaFMoVHPRIu5pfi49MV2HSpF1tOVKGs8hGWUhlMOp24dKsUW8814rOrXdiZV4WKpkEkwgRW9NluzNI77yJBJrPRSf4qlXgYz6dT+MXCDHqb6/HJtu24VlrNQFgkXWVpQuxudJGli2W/55nzOUxxy1f2+eWwxa+TAC1mqaIHFYeLWTqbHE402enVUk6FEHRxa1Y7/c+s3OLVZLOj0Uavn+JAxtyI5Ia3yjBmJcCyo42BFmn+vtBWisciqxW9CsdkQ5OJ3rtnY6uCecJMHmu1+gYI/iotevuDcBcSSAkAE1rZ9hpoya/mqjPaUGdwoknvQLPJzo9nMOB6XT0+2XMANRXV7D84RSEYbots2TJzcHGbkSRLkmSVrVgcZDLknpPMmKFFSQRedrIkWZGwE2hJmCbX6e37KDl2FvNGFxZsLmQcZBFzY7C7Hzev5KPgTgGsKjXSLjumbFZMO71w6y2oKq9G/s0HGOgYRtIVZJa1tEeHJBk/XOQa5ELfiVngGCASaJmQdlsw56NY6iDqCorxzk/fx5WSMpRSnkxaeEagI4wAtHKQLXjibkEBVtk6G7IIrGhOJK10DQqYEuBFdTYnymDH5mUGTsok4dwqxvutv5Ate46m+pA5/zcHtKKm/4pjh/bDPjqEhYAbcauBuwxtRmbNitj0iDq4lSvtNGOKBozDxCxfcQIwpywuA+KSCXHJysAq7rAiRkTtdSPp8+Fy3hnsPnkU5eNDqJoYR5VqAlUqNSrGVCgfHUPFyCjKRkdQSrKSNX41g7ywcBFosVfoyPFZayxacrZ3ahOwI2CI6gKGxIUV20T7ehcru03sm90ujvHLgBZLfir7ppUDlIMWd6vRq3Vq2YoMes2OEXUTapwrKMSGz7Zj4ydbsGvX5zh26CBOHT6EI3v34JN338HWd97GUFM9nkYmsUiZir1OpAL0zisJ834nIo/7YMi/D8OF65DuF2F+QoUnFEDpd2KK3IJhH7wGC+7cr8EXeYU4cL4I1+9UYXxEgyn2niw3g7i4349rV25i39kLqJxQod5qRjW5MOkF1vTUozegQWtAvZZW8sgiv8iavdtQBi2eroK/D1G8F1Fogi2W10bxUmj+mhz+cmgCqpXXZsgAxuCLvUqDgxfLnyOyQK+Tl2s9yGIxX1lQxixcWbAlYpeEe7CFAEWAFrN6UaZxyk8loVWizONulsG7R5LQqFbhYVsrrpSVIa+g4N8LqQAAIABJREFUANcqKnHq5g28u/E9lBfcB1lW6DUvNLnT611oZVBAp4JjtA+uiWE4J0bgUg0iZFThSTIKu9mGK3er8MX1duwqNGBXkQmH7/biUa8Kf/PkCSwmCecfduHgw3HsL9Zh78MRnC7uxT1a+bb3KA6dPIc2ow2tFBQv+dEt+dDh4NYNMfGydwiyeLTVFZbkPhXWEgadsutQlDl0cfeUso27r+RVhHLKBmHlEgAlYGC9ugh+F9to3xXQIqshJSAl0GKJSbn1rd3jZha5TrsTt6prsf/YMRgMOryYn8aTBFkJPVgIeTAbCmBGBq05eldc2AfSs0ImvcytOB2aZMHLz6wDiHQXYlrXjeVJF4Ov5XgYQYcTJy4+YKD18ZVH2HK6Eg/K2zGXmoXHEcClOw347EoXdt7oxc5z1Sitf4xkKIpnyUksRdws5GJOBiz2vrp4GPNxir2L4uVMGnOxMO7m38Hek+dQO6pCN8ElpeYg2HTIgew0Dpm1Ksu1KLtolZZDUV5xP4pgeKfEILuZXMv0ovQVzcsMquz0nk8HGmx20NslGgiySLO3NvCHH/ovMpETkvIYK/k9oTYH27/Rbmf70n51FivLY8UetsjSTQ9jJgvqKBUDWfRXAMnE8ytp6UHPJLscVy1XAqyytRLCmEXLaEMtWbMMdgZadK+h+1jJ40HsOn4GeXnnkPbRqj8/MgRbHitS5BHwWJCQhcoEYWQ1SkgmpD0WTPvsCBpVcIz0MU8RWcMSDjMyTjvSNiuMXZ3QtLRi1u7EDMGRx4zH3YP4eGse/ujP9uJP/2IPLl14AJ/NgNlJMzxWDa5eL8D3f3IQf/KDg/h02yWM9KhYYlICrTgZQGgedpsYVBFY8e9nRtJN1i4zaIHTk3AImr4+bN60CdsPHETFwAAqNJQoewLsfb8KSFKm7skGLFFXzmMCrAiaBFAJzUAqy5WonEtp+3oi5lfRV8zd36YfGwt/c0ArrPsd7NyyGZqeTiyFvMxlSMHwLE6LXIZ2AigzPIYRmIc7ETKrmGswaTUjaaNBY0LMqUXUpUFE0iHqMiLmNCLupPQQZiQ8LsQ9buQdP4afbtqIk/fv4HJFOe43t6BqcAR1Y2pUDY+hYnAEZSPi/Yj8vYg8JmvVslUyRuA1tsZKpAQtYT2iNroAStgSoCUumNgm6soLJtqEXm+bACqlFlYr0tSerek4dEwaSMLESgNVDFayCIk6vYuQXuFDQe+teiMuFRbhJx9uwIH9e9HT2gSvSYcUrSiU7IjYTDA+7kH1rRtoK3yIWbcTS5M+TAWcyEw6sBTxYEo/geErV6G/dAORggqYLl6FrbgYz90OLE9KWAq7WexIZ0sfdp8pwebLXfj0Wgd25JXhyp1quK1uLIbDeBqdRMhhxcEvv8T7Wz/Fjdp6VE2o0GAxoMlhYy+trqUbnt7ChPJ+MdiSQUu89Jo0gRnfTtYt/uJpgivxMmsq0yog8dJn5ZNstnWLwItcFgLAWF28EFpO6yBWMpILUpSzwSq7ztyMLH5LDnqXXYivg9aqRUtsY6BBbixJQp/Hi1adHterKnHw/Bl8ceQADhw9jOOnTuDE6VPY9cUuvPH9P8eFo4cx5ZHwKpVgFpXnySiCGjU6C++hr6oIo+31GGprwGBjFcx9bVgkC0skjIbmXuy/XI1dN7ux42obzt3vgF7rxNdLy4j4Iiip6cX+aw3Yf7cbe242I792EKWVbdjw0w1456cf4OSNu7hW0YC6fhX6HX4MBSPo9QdYIk/Knk5xURRXQy5FFsQs5xMTsWsCpITmFq3VIHhqF/Ck1AKWlFpAl1KLfRhQybFbYp9V0JLdX25yH0oMtMjCIyxaZE2sm9Dg6MWrqK2qwZNMGk9TMRabuhSmFZ5ezIUJtALMvTcX8mKWXrNCkDVJr1LxYIZeqxLyMYvXrF2NSG853I03ERttxkLAzmK3niaimA+FUVnegl1ni7E5rxL7rpShd2AMz2dmkAylUFbdj72X6vH5uRqculGHcXIdpZJ4Fg/gSczL0qkQWC0kIlySUaYJtOhF1C/npmDW6fHloeN40NSKHhpnbHUrt2CRi5rcvdwlKIMXufHkVYAEVFQW5/XbQItelbPikifLFRPunhfWK4qb7CDQ9vjYa4H6vH72GiNya9LYof2Fy59BuxxrSfBGYNZEDzf0YMKA2I1Wl4RmpxMNdht/6TzdC+geYbGilqW54e8lFfcBcgsqVygq47dEWbgPhWauwxVgo1Q1NjSRGPn7U2sNRjQZTLhYVIZPtn2G7roaPE/FmAuR4lgp9IISiKaYUCodM9KSCUnJzNooFUvIosPjunIY+jqQof7kunOakXSamOWJxXe5HSDvz5TXiJCkx61bJfi//mQPfu975/Bfv3sIO7+4DJdZj4WkBePj3diw9RB+/wcn8YdvnMMbPzmCxtp2LLFULhLSHhNikgExSY+ES4+ky4gUgy4jUh4LlgIePAuFoesfwNZPtuDHmzbiYUcb6vValNJiNMpTqeEeHzFHiQVLpMX8JDQBllLEPgK2lICVDVliLhRgRXUhoq/oQ1rMw8qyaFtP/0aBlmfot/Gj734HDffvsJVlKXIXWrSIW3WI2fWIuUyIuAwoL7qG48e3YWKkFZmAAwmrGSmLFRmbBRmHEVMUqBewIekjk6UeCYcOSYceGbcFEbMe5w/sx/e+8x385N138d5HH+Hj7Tvw5ckzuFFRhbIBchmOopC9eJoC3rlkW7a4O5GDloCabNAS4EMnnsrKi6Is0zZxcahdKaKdtLJdWRZ9xOcpoSq7THXRn45Bg48GpwAsMVBFnbkL9SZUag1o0hlxv6ERGz7Zggt5pxGV7PgqHcOTiJ+9jmFh0s1yLD1LhDDjd8GnVSHltGJ2krIFU54UJ34WcCPW0YmxC5fxdGwc/x/FkIwPQX37JqaHBvDVpBvPYvTkHkRlZTs+y6vBx7cn8OEdNTZe6cSXF6swOmzEciSKV7EgvJpB7Nu+CW+9+Sa27/4SJ65ex9WqCpQMPUajzYwGuxU1JitqjFYZpIzMZcgSrVooOaCJARkDLaOchZk0e1m1ccV1SHV6ciVh7gG6KVJcBsVbUNJB+UWwokxwJYTFiRB4ya/+UYKVWM2obBOAtV4bD5RfC1ocHAgeaGKTX2MjOdEuUWwXAcnqartHLgmNYyocvHgJH3y6BXkXzmKgrwuTtGIp4EXC44bToEN9eTHunjsL5+gwvkonWQzWi1QMroHHGKoswbTLiOdJsnRRMlofnkU8eJnwsySXfrcfVQ29uFnQgttFzRgcMmA+PYNXs7P4anYObqsLZbWduFHWgYc1vdAYPRjseYxT+77Aif17cOzYcRw8ehbnr9xDUUMHyyU1kUhhKBpHjz+IHrePueG6mDWEVo69fj6UcCXOD7dq8fNEkzrvw1cd8vqqG1AJVgKeSLOXYlOiUvF6HXnV4fqg5WFxcPTuwi5a7UlwQTF0bonp4kd9OJZ3CVa1Bs9TSSxFggxWabXXfMSLmZCfuQYpLcacDFcEWUKojbkUw17M2cYQflSIcPd9zBh62MMKWZqWYiG8ikcRdXjQ0DaM21U96BrRYioWxNdpWlmYgt8RRmPzCMqqH2Fs3Iq51DSepaJ4RmlU4kHMEawlVuFKABeB1nw8wlyIM9EoLl24ghsl5eiiVa8Ub8WC491olQj8FaCliL8SsCW0OK+kBYDRNiEU68hitERMJIuB5K55WjDSJ3kwQNnrzXbUj2tQ1juEqsfDaBpRo01jQLvFhm669hTnx/6PPJ6yxcFXCtO2x5IXj+jdhyYrWowmJpSnjxIjd9F3YaBmR4PdjnoSsprRGxxowYr8XbmVjMbl2qzyVBcB9KQFeJEWli2KzyL3YZPBiiaTFQ1muneZ2Ttkq4dG8Pm+g9j6/gaoux/haTSK59EIFgM+9qLmKa8d0x4r5mjxl8/OYp2f0AOp2YCa2zfRfD8fCx4n8yqwYHVadfj/M/eez22da7bnnzHVc2tqbk3X7Zq+t0/3PW2fY/scx2PLOShZkiVZWVTOWVTOpCgx50yKFHMmkRhAgACJQBAAEQhmUlm2ZPe5PVXz7Tf1vBtbgtU+M3O/+cNb794bWwQEbOBdez3rWcstJIQM0UwNEXFZmfZaERuIwtxq3vlkB//87i7eXLKXy1eLCLlGWAw5GbDIaznDv763j9c/3MPGpJNYLUYmRhyM91lZGPNyb1ySQIbVei6VjHtjwsR5uB/2segbpaf6LhtXr+WdTz7mXH4OJQPSqSd2Q4a49umXa1Qi0Pq1dSsRXCUCLB1AyXqXCJwS11HZ1s9LnF89LvuJa6i+7r46yzn6sd8U0Jq1/RPJ27dy+8RRPKZ2VVOO2MxE7WYiTrH3d9BvaGTvgfUsXf8RDa1FxAIOJhxWJgdtzA2NMDPsJjhow9Xfx9jQgKpVizAvNmRiZriXYF83zfnZVN6+RV1BEfmpNzl54BDLly7j0+XL2XXxHLdam1Tg9O3OdjK6NEbr1VkYLd26QQBW4tCBl7zRr34o+r7M+nbiB6J/gPqsn6PP8sHpj+kfoj4n/h31GiSbMEGUr58nf0u/kOTC0y9O/c7gBchS4Zz95PVKi/IgWQ1NbNy9i727d+Ie6FXBs5qYfZjZMQczaogB3jDzIQ/z415mAm4mAiOEgk7mxl08H3UxXl5J3+XrPB8c4K8TPh64rTjSbxEsK+VH3wiPoj5VmqitbWPTkQyWJ9fxzaUuvjxRxZaTefR0WXkUHufHsJdZt5X+tnqMTS20VDeSm5HDqbMSWn2CswU5KkKp2OEkb9Cm6H9lBqiXDgVk6cM6QMHAwAsGK19Cqvtf7qvt3gEVvyCuwFIakKEzXDrgenFXGwdfArwkbLrcJuVFYbqGqEjISNTB1KuaLR1sJR6X8qIAp190GYrwWGe2lHB+GBHCy5DMQMkOFCG9snSQRcrSx97TZ/huwwYqykuIBX08nYnxbCbG8ykZk/wwE+PRVISow86Ec0gZjN4TY9LpCN72FnqKcrgneqI5OS/KD1Nhnk2M8TTi5dHEOA+mJpkNR4l4fUz5/Tyem2dxapaQ189cOKKczWejE/j9ISZCMR5OzTIf8DDl7mPO72RqzENgxEN3u4m0jDxOXb9JcVsnpsgEXeMRWrx+miVrzzP6i85C/X0RFk9AlJQFBWS9Crq0fU2zpT+ms1M6m6IDp1dnHYDpxxMBWuK26OVEAC7lWhlSRpOhlW9HEA3QlaJyTpw6S2RkmCfREPcC4lM2qkpCiyEf80Ft6CzWC4AlZUTFZAmb5eNBeJQf/VZmuot5YCnn56AV0cyJZ5kA4Z/CPv46GWNsNEpHvxfP2DjP5iL8j6iLv8ZC/DR7j6h/Er8nxOL0PX6cX+DpRFBjtCbDLExNcm9SMhQjvzqezE6qzzQr7TbJN1KoHhik3uvjThxoCeAXVkt/b38NQOnH5KbgxXa8ZCj7+lBARt7HF92IGsMlYdFt7jEa++1cLyxjd/JF1u89zLfbd7Nu1wG2HzrJjhNn2H3hMpdKyqgZGKRFDG3FLsUu4MtFs3SAWh1kVNdxIuU2+y9cZefp82w9dprNR0+x7/xVbpbfoabfrvIppYwv7JeUKssEtCmzYA1Y6QBKwJSAKxny2uX/oe/rYCwReAnDJcBKGnKEzRIxfonVRqHNpm76yvoGuJFfzBeff83XH39G8e1MwjYHD4Mhngroio7zJBrksTSnBH2M2200l1WwY/Va1ixZgrGijJ9CfuaFBYt3fUvpMebVxoR0iHutTHvEomEMV7+T2xnFHDh+hRu3ihjqdzI76mfBPUJM0g1quzh8/BYnz96ip6cL16CBk3v2sWXFRsqycnGaewgPi0/WCDNuFxPDDjx9ZtrvVnPt7DlWL1/Nt+s2cqWwgNI+McjWQJasZbJGaWvTf3SA19conRiQ8/R1LHHW1zmZE9e9xOO/ti3nvjr0dVeOJ24nrsmJa7C+3sr8mwJaP4+/Q2TAwkB9Nc6uRmKOXiZsZibsZqLDfUwFHJQVp3H05A52H9lI9d1sIqOi47IwOWQjPOSipaaVS+fSOHL4ApcvpNJ6t5GQ6ngYJDJoZsJmYcZhZW7EyYJrhDnXsHKP72tv5dDBfbz96UdsOnaE200NZHS2c6ujjfTOdm53tKkh2zIEeGnlQwFZL/2ydJD16puvfzD6B6Hvv/gwdPQrs4jhjS/R8Itz4uJ2tR83G5VQ60Qw9XLbgAq8/hX7CLmw9AtTn/ULVi5g/Zi4wUvJsKB3gFKLVjJc8d0qmmoqlCh3cUyCQe3MSlnQP/JiTI05mfI51f6kmI6ODSPzvN/Fo1EX0Y52PBWVPB5x8GRa9CUO3JmZjBUU8dTnQgmvo36GbUOcu5rL2oNpfHs4j9X707l0s5TREQ8PowGeTPhVCWN+coYHM/f4cfYeTydniHk9VJYUsmH7FvZevoTENZQ4HahuyXi8hTjYaxFCWjlRxPE60BKQpY8XYOtFvpWkw2vZV3ruVSLg0lkuDXhpbFfZ4FCc+XppD6EAllPupn85hLEScJUItBK3ExktncmRH3w14h5bAsYEaIlWS7rzlKWDw6kE5afSs1m/ZSsNNVX8sDDL06kJ5I5XXNsfhYI8DI3zIBxQQvcfJiI8jmpMxnwsyA+zEca62+guzGbaZefxVIx58WIScXzEp5jIhyLWjoZ5HJOIngj/vjDJhG+MO/Xd3MxvoLCyFYfdxQ+Lc/yoOutiPI2EeRYL8Hx2lB9mfArQSVfb8/v3mYlGKSoqYe/R42TfqcMUjNI6Ok7zaIDG0TEapSw06lO+VAKadPZK6dV+RcumP/5y1kp8OpOiA6j/P7OArl+Aq0RhvGJNRKuksVcKaAnodWs6uVJLH6duZnLqVLIyjpTOTp2hEpAlprDa7FNgSgCVPqTb8L4spPEhovUnATsT3aU8dTbxb9ERHsRCLMSiPIyN8/P0OBNuF7lF9ew9n8+NrEo8g4P8+3SIn2cm8NqcVJQ3kV9UT0+PjXtT8zybjfFDLMDjqQj3ZqZ4oPITozyanlDj4ZS2LbMArefzc5Tk5nDi8kXKe3tpkKgeiehRXm0jL0uJr4AmHUDp77/MckwHJep4XMelg1VhnepGPGrUSCD5iJc2/zhVlgH2n73Epyu+Y9XWXRw6f4UrWXmk5JVwOT2XQ2cvs2zjNt5f+i3bTyRT1WOiw+Wh3eWl3eOloK2Dg5eusXLzDlZs3M7mfUdIOnKKjfuO8PW6zfzpk695+9Ol7Dl9ifJuCy2jfmXdIsJ8AVoCrnSWSi8JyjEBVDq4Uv+vuIu+fkwHXDLL+SU2O8U2mwa04nIFAVoFtkEKpKPaaOFCdh7vfvolr732JlvXbyLnxk06a2qxdnXQ39FOa80d8tPTObz/IJ98+Cl//5/+Mys++QR3Txc/hHxKM6vF4ziVo7wqOY4OMaWGncUxDz6Tmeq8XDwOK7NTYeZiYWaCfqZG3MwODzPn8TAbCDI1HmJhWpjRQQ7tTOIf/8s/8vf/5Xf899f/yNJly9RruHAymUunzpB85DibN2ziky8+5+NvlrL31BnyG5qpFKCkCACz0gOXiFRF3dDKTe3LkqC+Nsk6JeyWvm7JLMf09Uv25VwdRAmh8D8DtGR9TgRaieu1/pjqOIx7YarHjS/XbX0dluOyXv+mgNbz4J+YcPYzMdxPeMhMxC7AyEzUZmJiuBePrZtrV4+RmX2ZlBtnqCxIJeLsYWLIQGTYSmNtA2s2HuAPH67jrY+38vZHG1i9dg/lxVX4h52EnDZCtn6iEuljl+7FPmJD/aoLQzof/PYBLpw5zTvv/4Xdycncbm0mrb2VWx2t3FKzBrr+I9DS8gyF1dKBlv5G/xpI0h9TH0ICEFIflrKb0MCW/NvEv/eLbWGr4ozVi+d9cb78O80jS7dw0C8yncHSL8rEC1W/iGWW82TIhVokQZrdRo5cvMiOndsZk3bcyJjK11JeVyrMVPKzJLU9nhg/Oqy6CGdHnSx6R3jodrMofjw+Nwtjbu55nDwaHeGJJM/3GXBcvUakvJInY16tq3DcxVwkgLW3n+zcSlJvllKYX4NzwMa9WID7k368ThvVtS3klLZxp8GA3+vhyWSMZzFZuCMYGhvYtG07h6+lKNq91C5lRMkR00TxCmzFGa0XwEtKhr9SNlSCeJWn2I8KsI7nXP0tsKUBrpcAS7oRpbxQnmB+qpcN9bnSMYSUMARYKe1W4rYAMtlXgnr5QdfGi8gdvXymtEsai6V3H0qnY82Qk7y2Tlbt2sf16zd4EIuo8OF7qlzli9sFiE9SiAVZwEM+HoWD3I+EWBCX/okAT2cijBla6SnOUT/UPy7OqfDhexNRHoTHeBwZ5WHEzz1hUqJhfpyOKkalrPwu207nsflKAxvOlXEhoxqf28Pz6ShPQ+NKpyFA7X7Mzb2YlwfRII8iIR7HQjxfmOXh1DTFeQXsOnCUoqYuWjzj1HsDSn8jHlQyBGzJLEagArgEaCnz1jjYEmCl69V+Ob9kS/RFX58TF/9XtwWIaUBLKz1qzJi+/bIE+SrQqnaLQN5NmbmfI5dSOXbiFLHRYR5MiB7Lw9z4KPOhMRbCPtWAcD+cCKq0bXl/xFBUjYlxHk2FWPBZCfdU8pPPwHP1PoZZEGuI2QmezEa5U9PEttP5rD1Tw+ZTJeQW1PF0/h4z0Ri3cirYdb6E3efLOHalBFPfCE/mZnk2E+bp5DgPZyZ4OBPj4fQEDwWYT0XV0EHXjwvT/LQwS17GLY5dOk+ZxUy9V4CWl7phN/XCqComVtjXXzJb8l7/4r19ZV/7LDR/LgFtdQKsZE7YFsBTZLLw/dGTLN+8gytZ+dT19NLSb6fF6qB1UMYQrf12qpo6OXrmCu99/g3f7zlETacJk2eMlJIKlm/byeode7iUmUdZUzv1hl6azVYaTQNUt/Vwq6iCTbsO8ea7X7B6+35Kus00eEapdA4rwb2w1/K9FLCUCLTkO6vAlvh9xT2/BGQlAiwddFXYHAlAy0ZFn+b9Vyi/XTIGNKd4ydQ7V1rO8u07ef2dD3jt9Tf46C8fsmzpN3yz7BuWfPY573/yBSvWb2bfiTMsW7WO5UuXMtDTzsPoGLMSyTPqZtrrUnmD02Jg6nUy63Uy7xtW3+Pmknw++NffcXTHFhymLhYjAu4DLAZEKqL5rN0PuZkNjmBqamT7mk38yz++zrcbt3LoxlVW7N7BG599xj//6R1+9/qbvPbWu7y95FO+WLOWpFOnSKmupsRoUikt0rBU3NundGgVA4NUDgxSLjKNhCidxLUqsYQoa1niY7J+/S2glQie/ta2rHmyFuuPa2DpJfHx8rF4xUpIEZPYJMVHfF1+eZ6ZZmv6b0cM/yzwFv7BHoI2IyG7ibBNGyGbidCQmbulmZw9tYfWhjJKctIoun2J0f4WJpwGfIMWLl1I4Y0lG3jti738+ZsjvPP5Af68JIl1Gw4rECZu8yG7kZDVTHDQwvhQL2G7hYjdQszRz4LPhd82wOn9+1m+ajWnsnO41d5GWkeLAlvCamV2dmijS7Rb/7F8qIMhAUmJb7R8aNoH9pKBUvsGI7m6v5YYmJqMakgcjorEUV5XL9mp7LhHV4bRQLpkFEqAtUHLKcwUl3ejQXN6F7d3qXXLhx/Xh+lMVuJFqV+QOrDSwZa+L74hpf02Clo72XviBKdPHlNZWmIoK1mF06MCrNwKQAmImvNJeLRLGYrOjo0oB+PFUTcLkuY+5mFSWLCgh0X/CLGWZrxXb2E7dJLhM+d4ajbxxC/CeTfRwAizATf3gn5iYwEi3jHmxTQxJAuxn9Col9sZpWw9fIvvTxSx5XQON/Mr8XtHVR7iT9EAz6cnqa2uZc3mXZzPLVYt2uKVpYCWuC/rd0Vxy4ci5aOlWT0o5/i4f5bmryUdiVbVZSTCVGkQkBKiDM1oUNNslVjFj0tyILXuJF00r5cUS+02SmSIiNamudDr2YoyKw8uEcgrfy7x6NI8uxT4ErCVECStthM8tzQHeTE2FcNSjRmrGJGOLCmPODlxO4O125Pobm1VbJJofzTrAGFPAizGTUgXpFM0zposRgLMR4PMRv08nQ7jNbbTWZhFpM/InEeilFw8jIzzNBZSfltiPyAM1wMBWjNR3IN9nL2ew/qzd1ibOsCqq11sPFtEbX2b5hEVDvJk3M9DsSyQWI9oUAE1YdYehgRwjfPz/CwT3lEunr/MjsMnqegdpNYzpmJvpDyoZ+fpoEu3edBnvTz4S4AlZRytlKMDK5lVaSpBE6T246UqdZ4wLlIWTPDUUkxaPDRafy4deKluz7h2TjzORK8l+YZ3Boc4eTOT/YeOEHUN8WhC7BM8zIZHmRMrDWVGKkakorMK8UDprWQ/wMNIEGEOH0mJaGKcHyb9TA93E7Hc4eeQleeTowqs3o9FeTY3xcPJKBnZVaw7Xs6Ksz2sPl7LlZs13J99hNcb5viNctZfaOb7C42sP5JFaU03C1MzPJuLKlbryWSIR5MRHkrpcEobAroEaD2ejvHT4hyPpya4cPokR8+do8LSR524+4+Mqk7DWuXpNvyL91sHV/KeJm5LSVDfV7N0Lr7w45JtTYcon534qrW7x8hv7WLlvkMs27GXzKp62u0jNFuHaOi1ctc8QF2fVY36vkHarHZaewe5kp7HpyvWsuPwCU5fu8nyjUnsOXWR8lYjjX1D1FsGaLD002gepMFsU3+recBKk6mPExdTeXPJVyzbtpuiTgMNw24FmtTNkXxH9e7iOMDS9xOB1avbOtCSc+WGrHTQpn6vygdsar9Yslzld0X0plY7+YN2dUOY1dbJhYIi9ly4wOZjR9l67Ah7xcfwxk2uFJZS3N5D04CDk9dS+Pjzz6muKOTHeWGRQzwOBHkY9PMwOMbDwCiPAl4eBjw8jQWIuu2c3rebf/i7/4W3f/c71n31FTeST9NaUY5GBKNpAAAgAElEQVS1oxV7Tzu9bXepKrjNsX1JfPTuu7zxh3fZdeg0mXV3yelp5mZjLecLiziSksaBK9c5evMWZ/ILuF5bw+2WZnK6e1SsjaxBYohdJuDKOkjFoFhpaP9/AVQv0jyU6bRVsx16Jdnjb61pOqMls74G6wDqb836v9Efl3VaW7sFbMUtkaS0KM7wZs0dXrdJklnOkSH/RvaF+fpNAa3n/rcIWnsIDvYwPmggZDOozkIBXmM2A+mXj5N67gjOvk7qK/JJv34Ka08Nk95+RixGTh6+xBsfbOWPX5/gz8tO8PY3J/nzl6d4++MdXLp4A+9gFxPDXYQEyNl6Cdl7lQGqWEOIT1fMaVVt1cPdLWzbuJG1ew9yu7mVW51t3Oxs5XZHC1kd7WR3dmgeW93dZHVr+iydpfpbAEv7oF4yVHKeKhGKrYRCxBoqzjRrxqkZxh7E00tMVIWdyu0xkif2Ez0Gsgw9ylj1lllmA5nx87LMJjLMBjUyLSYyek1ki9t7QueGDqQSWSuduZJZPy7J6Grb0kdZ/xDZDS1s3bePqxfPMeN3sxjQ2KtplQTvUuVDKSFKd6EMfXvWN8K8182s10NMHN5HR5hT3jwufDWVGHcdpGPNJrxXr/FXj5PHIgAe8xALDDPjtfNAhJtBH4uSqTfuZsHvYGHcT5/Bzq5D6aw+UMTqc018e+4uW84VcbfFzEJYfkA8ihGZCkc5f+E6yzduJ72pFWG18qx9CmypL7dorQR82W2Kri+TL7jdRpndHh+yr22rVm+7RuurH71BzcRUsVdi/SBATYCWMju1a9tWOyWisxAhvXQr2QcRWwmdWRPDVAFf2nPYEEPUSpudKpt0LtmVvksHXyoKKC7alc4qVWJUHVPCdolLveZMf8c+Qo0CZEOUDTsoGx6hvN/GxgOHOXToICHXMI8mo8xLR1vQjwAryToTh3E1xv1amUp0QjLCGsMiDNWYxUDFtUvUpV6hPSuN5qzbOFsbeTQ+xo9TE9wXoBUO8UD0ItNRbH0mjl7OZnVyPSuvO1l+xczKkwXkV9bzIBZVflxPwl7lcr4ozuPhKPfDYR6Nh3k4Hub+uNgdBHg+N0N3YzOr123idF4Bd9xe5bovTJUOqHTQpc86wyX7CgypbkNdDK/PL0uHOuCSRU8AlloM42azykE8DrgEDCixtwJQumHqL1+H/ppEdC2vUQCWlHFFMydg4e7QCJeKy5X3nLfXxA+TwiR6mY94mY/6WIjITYWUcSM8jEZ4MBHmYTSE2DUIyJJy76NYmKdTIZ5PjhDuryFibeD5xAjPJn08FWA8EebZ9DTPpmZoqOlk/cFcPkwqZMXuXMrKOvm3+08J+yOcvFbCl/uK+HJXDhsOpNLeNciDmXmeSp7iREg9z8PJENoIazqtWERdQxJM/W+LC4wPO1m3ZjVHzpznTp+NO8OjVLhGqXK5uaOsRnT7De391t9rAVMKbMl7O+LWhoCtF0N8uMQmwq1p3FQ5fIQat4tWr4+mviE27jvGx2s2kFFdT6vNRa1pgBpjH7Wmfu6a+6k191EjQnhzL5W9FuqtdrocXk5dS+MP733Iv/zpbQ4mn6fROEhzv4s7xn6qDSaqDUaqe3qp6RngjsFClbGbu70mGvqsHLxwlX984x12n7lAk81JnYjcnUOKsRYTVR04ySzgSS8r6qBLn+Uak+0X54vJqk07X7Fi8hswOKTMTRUQUb85DoptTkSSUKHyEPtUwofEyRVKp15zKxm1DaTX1KuRV9/CmRupvPPee+xP2oKn10DQYsJn6MZt7MTV0463uwNfVxuerhZ8vd2Upt/k47f+zPIln3JoexLvv/4H/uHv/pOaV332OWu/+opvlnzEG//yz/zn/+1/5a23/8ThM6fJrCrnZlUpl8sKuFhSwNXSYm6UlnHzTo0yIU3raiO1vY1bHR1K1ywGnwKS9AqLJHhIZq38DmuAc5CyeCya+n3V/R3jQEv/d/rf0NevRLAk2zpY0sHTr80KGMW1WfJvdLLhhRO87ggfn/XMQyEjEkeeMQ6+jGZyDCY1mgd+Q4zW88CfFMASkCWAS82DBgI2A2PWbtqrC+iuKyXgsNBZX0nKpaP0tJQwNdrPaH8vN87f4r2Pt/LGl4d4a9kp3lx6lje/Oc8fPtrN/kPnGDR1EHX14bf2qi6MkM1CeKjvF2ao0onxcNzLjQvn+WL1es4XlZDe1cGtbk0Un9WlgawM5a/VQ3bPS8F54ocpH5R8mPoxfRaApYMyAViSYaW0VPFSoDBQwkqlC5gSpkqMRnsM5HQbyO3uISfOaAmbdVuBLHn+RK8ujb6U585Xrrb6nHDhxC8i/WLUX2vixSUXrIz83l51d5XR2MzGnTu4dPoE8z43D/xSBhxBkuCnfCPMSAq86LKkjBifZ8QTa3RYeaUsuMWwVPRaI0yMiqOxlcdeB4+G+hirKsVw/hzRlkYVAj4dkL9pY350gPt+B/MBNzM+D4sBLw/GXard3dBuYdu+m3y9p5Cvk1v56mwLa5JLyShtJRYcV51w0gX5eCpKb3sbX379NUdvpVM4MEC+TcqHkj0mrvdaPE+h+GkJw2SXQGm7AlvlNvmyayBI7lalfVz35xEwJcCrRIBX3FdHRKtqOy5mfeG3Y31pF1Ek5qh2aQ3XOh4V0IozWypjUUCdPGfC86puRZW5qJUVhblSui3FZmngSsqDOtCq1oGWw065gC+Xl4JuMys2beXsqZPMBseUwF1cwwW0amyWMFrxbWWQqfk2SSlrTjQdwVGexEJMOm005WbQWZiNp72Jvppyqm9dx3K3WjFajyeCyjF+PhRlcXKK8WCQtKImvjtezrdnu1h26i5Jl0ppN/TzYDKqPqdHYY8KCtec5sWRXEZYDYmgmQuM8XQqRtjt4cCR43x36CjCKkpXpwjgdb2VgCkd4OhgKxFk6WDrl0xWfKFP0AYJyNIXPukkU3YCCYBLQJcOvBRI+FU2K+7ZJd5R0pQgnXcCtFwak9bo8pLT0sGmffuoKS1S3ZoS4CzCdm34FJi6L0yW+JfFxrkvHluxIPdjQR5OR1icCPBoSli/YfyWOqZHevgx5uGH2BhP5DEBSRNRfpiZIjIWJKewjsNnc8gpaCLki/Dz4iKPJmO0Nndz7HwhB06mU1LWwFQkxuOZae5PRLgfi3FPjRAPJoLqtYif2sMJYdlCPImJS/wsxTnZ/GXJEs7fyqDeLu+Pl0qXV3m21YwImyVDyoYv3+8XICvewSmM30sQK+dpQ45pIExSD4ZVF+Ndj4d2n58bheV8sXojp29m0jrkorbXSpWxlxrzADWWAWp6B6i19FNrGVDmsJWWfipN/bTYRiht6WTpps2s2rmd6p5OmqxWKrqMVArAMhu4YzGrv1fX51BArcrUTYWhS7FjlZ0Glm3ezser15HX2EKrd5Qqh13lomqss3RCaiMRaOnHEmd5PHFfN1sVcKa0nlYtBkj8twR8lQyKzYSD0n47Ff3isTWguvQyZZ26W8e5tAxOnb/M6bMXOHnuIskXLnM6OZntG9ZzYON68i6eoejGJXKuX+DmxZPcPHeczPOnyL9whoqUK1TfvsHN08c5uXMXt89foDIri4wLFzi1Zw+nd+/m3IGDXDx4iCuHjnD16HGunzpN3u1bVJWXUlZZRlF5KXllxWoUlpZQXF7JrcJCLhUWcKu1mfT2DuVZmS/skHS+92md74mslDBZ+s2nAKzEoZcNdeCV+O8SgZZOIOjrWyKQ+jWgpR+T89Ta2GuJAygJlH5lJEbxvALA8uMZiMJ4CdDKNZr5bQEtYbQEWA10vwRa1h617x/oxj8ogKsHv81MX3sDKReP0lSVyYTLQsgxSH3ZXb5dvZc/LNnCW18f5a1lZ/njV6f5/Qfb2H/oEnazRdH0AZuVoN2qMVrxaB/JW9Ld5x+FfdSXl7H023XsOneR7O5O0g3dCvRILE+GsZt0U5fy+tABlP4h6vt6uU4+PP0xfVuxWXrJ0GAkS5ixBH1XpkTaKBd6AXLaEJo1W0ac0VIlQ6OwWxrLJWAtz2BCLt4Ck1lpForNvSoXqkAumIQQzRdIPcGQTV6burgSjomIPE8c4W1Wcjra2HnoAMf37mLe5eCR34O0EsfGnErsPiXBz5JROOpgWmUVOlDHpN3Y62TRLY7wTqbHXQRNHQzn5vGsv5+/Rn089tgZysrAlp7FgsfJdMjF3KiNxTEHrkEzdXdqqSioxdBiIOodYWHCj8Nu58CJND7dnMIn+yv45FAlK4/mUlDTTSwU4Z60vPuGVelj0jXI1u/XsPnkKUXjlogfjoCbeMu0gJ0Cm1UdK4+X6nQWSwdaL/cFYEk8j10BJgFNAtKUn46AL93QUMCXRPjYhOHStuWcIsWcDaryYakAurhmSy8RyrFih1159ghIKnM64nfJcd2W0mr9irO8cpwXAOakShY61QFlV+Cr1jVKYaeR5es3ceFMsmL8pBQ1FxxTpphijCljQc1+NUtXmxhkvgBa46Lj8nHfLzlmwyz4PTyJBngWG2eovYGarDQCA0bVrSbxIA9CwoREeTI/i9Mxyu3cRk5cqeBcSjm1Dd3MTEzyZG6GR5MTqvT4YHyUh+rfBbg3HmIxHFZjPhxUzJuwOYuRCCk30li2JYms9k7F/uk6LPHU0nVYMuugSoGweESPDshelhD1MpU2K9AkrEpC6VAAlQ60dJsOta/AmFZ6lA5Deb5fPGcCe6YFiMdZLelCHB6mweXhzqCd5Nu3OXLyGH7PMD8vzvA04udpcJSnIR+PI2ISK6HQYzyI+bkXG1NA6+l8jPuTIdwDZqXrejwxxvyonQchF4+jPlWGFONTKeFKlM5iLML9qQnmQ36mfKPMhqIMDQxTW91MZ3Mn4+4xAiOjjNocKrJHWDIBzIuRIAuRKAvRSRajotfzKY8kKV/eH5fSZVixWU6TiTWrV7Ns4wbym1uoHxILBA/VI5pvlVgi3NU/nzio+kV58AXQ0sqyAqrEVFcsIWRUut1qiE2EREhVerRYo1qbg42HTrBy626Km7toEjbIbKHK0kuVpY8qc/+LUW3pp0qNASpMfVQKa2Ue5FRmPsm5BVT39VPZ10ul2Uyl2URlr5Eq0aZ29lLQ0kuVaZA7oiEy9lBpNNNoHeLMrWw+WLaa5IxcOn0Bqp3ad1Rnr6TbWNdr6cc0UKUBK9nWQZY8nnhO4r/Tt3X7BzFLLRwcomTATtmAMOZaRM/l0lKOX75GQ30TQ0YjdkM3NpMRu8WEw2LC228m0Gck1NutJDO+QQMOQwv2riZsHY0Md7cSHrAw67QzMyy/1x41pj0j8W0v024XMx438x4P990e7rk8LHo8an/SNUxkeJiI260SOyLeEaLuYSZ9PnrNJq5mZZDeUEdeTzeFap166ayu3+TrzJQwVQKk1M2nTasWyL6ArEQWSwdZArBk+1WglbjW6euvvkbLfuLQ12kdmOnnq7JgnKUS0KRKhglg6tV9YcAEmMlx/fzfFtCKM1qqfDjQrTFaCUBLANjYQBdBm4nRAQPpV05RXZSqDErH7X2M2RzcTsnlk6828+aHm3jzk9388aMkPvoiiZzMMsaHHESGBggLyHJYVdlQRfo4RICvAS1huBb8LuzdXWzeuI3v9+wnS3RZimkykWXU8hDTzT1kS0RAvH6rfygaiHoZFC2Pq2NxnZScJ/tKpB5nq3SbiJy4MF5AV2ZXXP8lpUnFZBniQCtuJSGgSzFeuj5L28+TbCihMs1miiy9FIqo/RUGS7/4Emf9gnsBtuJoXoBWnrWX4l4jpy5fYPu67xgzdPPY72XaO8SE38GkX7RaTqa9GsgSJkvtK+DlVIBsweNgYczJbNSNv70R09EzPOno5ofoKPfG7ARLirBeuc6CY5DZkIuHAS8Bu4MLKdks3XCCL1cnsyHpMkUlVYSCHqYngtQ1dLD9cBpfbb3BNztSOXgpn36riOhDigUTU0cRDM/73SQfO8SaPfvI7OiiYmRYgSQBVVKmE4q6ZMiOAj4JQEvXXMisf+GFxhagJUNAlgJS8m+HHZQPi1dWXFOlnKulG0lzp1YslpQWFWtmo0ru8KUDTdrDBzVdQrWI4J3izWOnWP6mQ6JDxEBRLCFeGpvqjFZiN6ICWEo8Lx2LAg4cVA/ZuSPdhk4PFcYB1m3bxdmTwmhJfE5Ycx4PiIWAmGLGAZb4momtgDLDlIgXMSH1MSd6LmEUAz6eiCu42AcEhT0ZV8kMDQUZWFvuKlbrYSjAo1CABZ+be+Nj/DA9zZx/HE+fxGjZ+UEYkckYgdEg4UCExck5HkTCPBKB7fgY98YlsDqisvTmIwGVACA6sMeT0+Rm57Ns0zbSG5tVWVUxWnpQtrKx0Ep1iaAncVsHWy9nrVNRB1k6y6KxL3EbgXhLvg64ZNZZLe3f/cfn1P++YmnEz0yYrDjI0lm4BreH4u5uvt+7l7MXz6t4qX9fmOF5VHRrGrN1TxoMwl4eRXyq0/YnAWMzMfpam7C2NfEo7EeMZB+LbksAUDigDEbvRcdVVI54ac1GIyxEQ/wc8/F/TwcZNvWy6+BVPlh5jG82nCMruxZVApyNqIaGH2I+fpoJKSG8gCphFcU8VUxTpRPyXki0YVGeL8wT9ng4sHMnHy/9hvN5uVRZrSpv8I7TQ43k5zk1MbyALf09/VuzYq7kvVZ5nQKyJK7ITaVLi46S762wglVeKTEOk9XQzAfL1rBh71FqTP3UiM7HZKTMZKbM3EeFxUqlxUqZqZ8ycy9lxl7KDGZKeoyUGCyUWxycKWhk/akM9qSUkVpvUPq/Sikx9g1ys6adTafTWXXgBmfzGijp6qekx6Tc7++YraSV1/DRt+tISj5P87AA9GHllSeCdgFQOkBKnHVw9eos5yQek/3EY8JkJQKtAtFsKVmCAK1BSiwWzmRkcenqDSbH/DyUG6OAizmpBgQ8zEjSgGheJXXDY+eeo59nHic/j7p4NDLEzLBNGYJLlSJmtzFpGyTQZ2KgqY6htiY8xm4iNivz3hHGB3rx9HTiaKyn704Vo91dyph6wTPMrMvJrHtYjTnPEPPuIe4HfDj6LVy+ncrthlryzUYkH1DydRPXHVmPEoGWAKpE9upVBkvOF2CVOBLXNP1xmf8DeEp4bv016EArcV9b381IOVB1GSaAp1cBVuK+gC0daP32GK2E0mFi+VC2BWQF+mV0MT4opmiDFKRdpDj7MoGhbiWejzhsuK02crMK2bP7JBs2HGTzlsOk38zH02dTMQMTA5rFQ0RMUONsls5kqdBqiRfwDeO2mNmxNYnVW5PIamkly2Qm02Qh02giwyQ6KA1oCWjSPyAdVKkPJ0GALh+c9oHporqXWi0BVRo4MyogpTRYXd1kdXSRE9eAKSZLgbKXICunq4e8HiP5ZhM5FhkifJfX1EOuxUher0kNYbO0EqIWJ5B4Uerb+sWp31XoF6bMkjWV3Wei1GohrbSIDevXUZiaosqHcwEXsTEHk1IqjAMtVS6UkmF8CPiSDEMBWXMBhwJaUXMnXSeSCd+p4ccpEWIO4c26jePKFZ4MD3JPNDvj43Q1mVmzJ4X3N2Xw/uZi3vs+ldW7ztDS0c5c1K8WJmNHHzm5teQV1tPfZ2NOFni/W3U/TgfGmItGmR4PcPn8eVYn7SGztUP5SwmYET8r6dpTJUFhjwTUiOfVkJQPNcAks7BZMkSgWvoihNpKafxOK7/XQmprCxeqqjldWMzpgiLOl1eQLiHbNhvSTVhqs1JmG6TKqeWs5fYYOFtaxq4bN9l26Qq7r6dytrhUAUH5u1IuVDoxeX4BYMJ8yetN0Gbp2y9nXasVB1oOu9Z553BRM+Bg84HD7Nu3h/GRIZ5MSaCwgKU4yErYTgRacwK0xkeZDY6q7LxFn0cFt8/4JEvPw9OIj0lnHw35t+lrvMPTqYj6oW9r6CIttZDM9DIs3VYFnIQl+TE2zrTHTVXpXY6fy+DU5XzqW/qZDEaV988jtZgHmQ1HmA2PMxf2qw480SY9nZwiLyuHlVuSVHqDgEhZ3ISh0oGNgCq9XCjbf2vo5ycCq7/FsugAQJ91kCUddOJPpjNk8jdffT7xzap2i63DS6ClXq8OuhxOzuUX8Nnq1Vy8fInRIZt6D6WR4LGM2QjPZiI8n5ng2ew0M/4xyjIyObhxE57uLv5tMqJsOUTPJQHfSmunGhsCqntxPiyh0hPci07wUyTA8/AY+RllLFlzjj+sTeeN7zJYveMmnkE7P86EeTIdUpEuQ4YWFdvyfEo+syCPlUYrjPimia2HMF3m7m6SduzkL59/zoGrlykym9X3SdmOCKulMg5Fb6WZ5iYyhb+2rdhDYRClY1SVWzXNlri813q8NPh8NI2NUef1Uj/sIqW0ij9/+g3bjyRT2WOhqKeHgp5uCgxGik0SFTZIQVc/hT0yLBR1myjo6iavs40ik4lLlW18tSeNN1de5K01l/juZAEZjWYqLDZu1nWy5nga76xL5q2Vp/hi+yUuFNRT1G0hq6VDga20ilreX/Ed3+0/wt3BIaqEwYqzVDq4EnAkIEnfTwRQUi7UAZl+PLGEqAMv/TGl2Yr7bBWp9AqJAZLfpSHEDuFsRjopN1K0piG/i3mfg2mfg8kxJzHxpxt1cC/oImRup+viOaK5BTxr7WC0sJD2zFtUZqfhHjBRk5tJZVoqqcePcHTzeoquXSL34lmqbqfiNXZRfvM6WWdPc/D7tVw5tI+uqjLEVX5G+XJJ9qK4ztuZcQ8y6xpkIeDG2tvDxYxUbrXWkdNnJLvfQm6f1tmurz/6eqSDrRKxa4gL4HXQpT+ms1eJa5b8Hf1vJM5yXAdPcr6+XuvHEufEdVo7Hhe067ork5QTtTKiAKlf02/pLFbi/JtjtEKDWsehdB2O24yE7TLMhOX4gIHxgR5CViPTLht3Cm6Rm3aWkd4mJoZN6hzJQgw4bDhNFnrbOunv6cZnkzxEG1OD/UwPWpR5aWTITMjWpzRaOqslc9TZz5xvmGFjD0mbtrBm63YyW1rIMJhINwjQMqtuvkwdaEkJMM5qyawDL5nlg9IvItlWgOqFBYPYMxhV6U+BrR4DefGyX6HBRKHBrIYsyAp89WjlRcVudfcgZUFxai8Qtqu9ndyuLgotJkoGhEK1kN8rOVFG8nu11yAXWOLFl7itX6D6RStzvhL4aankWRYThb1mynq6OHruLBu/X49JBNBTIXXHJCXCSc+QKhUK4FKMlk9iIYaY80v3oIvxkT4m/Q7uhdw8cdkZzsjAcvY8s7U1TFZVYDpzimBZPj+NOXgc8vAwPE5znZHl21N5e0sRf9xWw2vrs/hgzVGKSquZC/h4GPCx4PcxNeYj5tOYmcUxcT12MDvmZsIfUCWqyWCQ5BMnWJu0h7z2bgW0hDFSZUKxXIizWQJsdF2WXjJ8CbREIC/gaoBS6wDlNiuVg4PcampiT2oq3x0/zsoDB1m+Zx9fbEvig3Xr+WLHDk7m51M+MEDVkI3KIbvysrpaUc2yPft5/etlvPblN7y9cg3vrV7Hku+3sOboCY5k5ZDd2aXYKAUEhXUToKe/5oTYnpcgS/ffkhy4l0BLY79c1NiHOXD5CsvWrKSntZHn89OqRCj6rF8ALhHHx2NfhL0QJkuAlojiBeyI039bcT7DbQ38dTLI/zUdJNzbTn12Ki5jh1qEG+rbWbv3Gks2pbBkQwpbjmTS1N7H/YV5JsMTlJQ08u3GZD7bcJkPN1xmzd4UmpqMipl5JA0PIT+zoTDzoaAS4ouvmnQ1CuuVdiOVtbv2qvgaHWQJcJFtfV/AjoAeHQDpswJC8ZKeduyXJUNhWhIBgGJe4l2Gmvg9XtoS1kXKi6pDTn8efX4JvOQ5lDZL5UvGu+Xk+SWiRpiaES2zT9rYz+UVsCppG/uPHqa8vIQhax/jPi9R/yiRUQ9u+yCt9Q2cOnKcN//lNVZ/+gVR2yA/y/siLGAoqLINNc2dpr0Tvy3x4xJjyRnvGD9PTfHj1AzZ2Xf4cE0yr6+8xusrU1mz8xYe+wj/49E95ibC3LhykaVffMKZ4wfpvFuJt99I2O1g3DWMxzpAR30DVy9e4fOly/nzF1+y5/IlMjvalX6xIu7ULu7p4t8m72e1vF/qvdXeX13/Jo9p7JZm+1ApWYZKjyXvpQA0N03eMdp8QRpGvFT32yg1mNV3uKTTyNm0bN74y+fsOHaW0i4j2e0dZHV0kNdjJr3ZyKn8WvbfLOVEbjU367vI7TCR1dZBVnszOYZudqcV84eVZ/iXry7xT58n88nWq1wqbaKop5/judW8vfEE/33ZMf75yyO8s+YYJzIrKOgycbupVb2GK0UVvLf8OzafOEu9w6UFTscNilVTjZiOxocOtBL3dQAls4AqHWTp748+64BMB2WKgVdNORIB5KB4aFhVLk6n3ST1xjX1m7goTJb4F44NExOWyjfCrG+YR+Megh0N1Ccl4dhzmJnULIav3qDsxDFyr1/AOWAi8+IFMs+e4ejmDZzbs0NFqtVmp3Nuz07u5mSQfuYUFbdukvTtCopSrjLaZ1J2EbIGTHjtasS8NhXxM+sZYiHgwWzo4Fx6ChkdDeQMGMmRNUpKfQkeWQKedCD1ankwcb2SbX1dTQRN2rqlEQr6tpwn24nnyVr86r4Gql4ybC/2452DusBdB0+JACuRudIe18qL+rky/yaBVthuUgyVgK2ow8yEo5fIoJFwv4Fwfw+RASMzLhutlfmkXTlOb3sV0y4zUWsnYWuX8t+KOQaYGhkk6h5gfMRCxNbLpHWAmM2qwFVoyELY3ktILB4krNrR96J8eD/owdRYy7pV37LlwAFyOrtIN5pJN/SSZbRo9guGHrKNmm+WDqBklg9Qhr6tf2ByLNH6QcCVFkhtUF2HBWaL6ixMb2lXnY4Zre3kdnZTKKhZmLR4mVA6FaX7pMhg4WJROUmnz7L58FGSTiVzJP0rMIgAACAASURBVOUmNyorKDb2UDU4QGm/XGS/BFr6xZw4vwq01MUZLzkKxZsjNKvJRHl/H9kNdXy3bTO7dyUxOtjPM8nbCnqVAF4Al4As0WrJl24+6OZxLEjQ3oup7S5T4yM8DLh57nfzcKgXW+p1erbtpGPrTvquXeX+SB9Px4d4HLTzaMqHpbuXdVsu8YdVN/jdhiL+27c3+GDlYSor6rkfCPJ4zMvi6DCzfqcKqxbaW0VPiDB/zMPEmMSHRIm47Gxfu4qNO/epWA5xTBegJWU95doeL+8poBVnrwRw6ayWxmjZFCtVMthPhc1K1ZCd6zW1rD16nKU7drH/8jVSSirJrWvkdlUNh6+n8tHa9by1fCVHMzKpHbLT5HJztbyKPy9dyWuffMmmY6e5mFtMVm0jmdUNnErLYs3+I7y7ai3L9x7g5t161aEmYEtYLhHQi95LXo+8Nr10KI7x+qhSQbsa0LrjELsIKT1qsSUpNVV8vOJLUq6c44fpGE8mo1rJUJyi44zWvACt4JiyfZCFei40qkp3CyFxIA+oMkBTTgYtGak8cvbzyNmLsfA2bQXpqjt00h/gSkoe735/iXd2lPPu9gr+8v0NLt4qZWFxkdGxMMfP5fLet+f5MKmEd5NK+NO6q1y5Va60Y08mxN7Ax2xEdFpB5SUlIcvPZ6LEPC6OHz7C9mMnkEgUZcSaAKjUftwV/iVjpZX19H0BP7VSanzBhGndbIrNUmJtbZHXAIBeOnS/EGkLuNKZFwEK+t99MevgK96RKI7ooi0ShkbKiCKMv+t2UeP1KD8tKY1VxyNhsltb2HXhLMs3bWDzjh0cP36KC+cucvrcWZL27+er1Wv5fNlq/vT2B6xetpzg0AA/TgYVsyiduUpXF9TyEGVftHJiRNtZXkLuxQuMD9n5+fEPWG0eDpy4zhff7uPbDWcoLGzh2dwCP8xOk5uVxe/feIvf/+lt3l3yCe99tIRVq1axZ/t29iclsWHVat547Y/8H//wX3l/6QqOZWeTbuymQG4EnC7K4z5R8j7L5yHsVIXoqsSsNW7UKcBBQIQOauW9lsckU7BSuhTjnaQCsBqHPWTUN7P7wjVW7NjP15uS+GpTEiu37eHjZd/x9//tdTbsPUJhh4EskVt0dnGrpZuka9ksP3SVNSdv8+W+C2y/ms2tJiNZrQZlLZDR1c6R3Cre3XiZf/rsJL/7/BBrjqVw824T2e3dnK9s4rMDV/ndsqP81y8OsHT/Za7dqVdd57eaWynoMnI8LZvXP13K9rOXqbE5Ke23KkZLNabES4eacbGUAV+CLr0EqIMumXWwpQCX7rslJer4e/UCbIlHlwrLFp3oEEVDwxQ5R8jv7+NUehq3bl7nXnCMewEfM2NeptQYZdbn5YHPw/MxL5HGOvpPnWT08HEGNu9k5PwlSo8fJSflIpauVm4cO0HJ1evsX7+WUzu34+zswNrazI5VKzi2dTM12Zm0l5exdelSilJu4B/oY06exztMzOtgwjekGp6m3A7mRl0sBsfo6WghOfUquZ3NFA+YKeqzUNwn4duazY4OrGROBFuyXRBvyhLAJFIYJYdJAFCytspj+lqbOOtAS47pa7PMief8v26bZO3TSoc62NKBVYG5Dxk6oJLj+siVUmNcz/WbBFrj4nM1ZERmYZ2m3AO4eprxGlqIDpqIWI1qTLusWJqqyL6RjKWlkikBU9ZOooPdhG1aKTHksBB0Ggg4DISHeonaxKhU9Fn9CNAS/ywpIWpeWr1EHQNMjtiQUNe8lKt8/dXXJKemUGAwkGE0kS4gSw2jcoMXR/gc5XOleVXJB6gDrBezsmfQNFtyTMCW2DPIEKF7nsFAeksrJ/Py2XrhImuOHGXF/oOs3L+ftUeOcvR2BjntHRTKxWE0UGSxcLOunu+Pn+Td5av44OuVLF23iWUbNrNk5So+Wr2aDUePcK28nAqLhTJFz2pi+CIRDOo17f4+CmUk3B3IxapfmLKtD80rxKy0XqV9Fq6XFPLt+rXs25mEuamR+TEvj6KBuFBWFmTRk/iVPmrE2EVVRhqOnnalHbnvd7MgET2Tbu6NWpluqSNaV809Wz/3Ix7mgjYW/QMsRB1Ex9zkZlXwzeYzvLXmLO+uOc3e46kM9Q7xKBjigc+rfLqmAk4mx0eYlG5F/zCzARmiTxAWJkxfYw2fvf82e5PPUd43oFycRTMlDJEqz8ndoYjQReQeF7oLsNFLhjrLJX4usl01aON6VTVrDh1h1/lLZNc3UdreTXlnDxUdPZR19FDeZSCvuZUd5y6w5PuNnEjP5FpZBR+sWsuS7zZwKb+Ysk6D6nKq6DRS3mGkosNIabuBy4VlfLppGx+s28Dl8ipqVa7bkNKEyeuTH1oFtFRWmy6M18BWlWKzNGuC6jgYK5dsNimR9vey48xxvvtuJYaGuzyfn1XaHPEqWxBd1gv2ahQBVtJteE9E0dEAPquF6NAgz6eihPpMtGXfpvX2DdrSr9OVd5vogJHns1NEx/xcTc3jnXXneDuplPd3VPL+d1c4dyWbBzMTTAYDXLicy59WnufPOyp5a0clb6xN4eLNKmZD0sXmZ07MO0XMHfErI9SHYT8/z03TVVfH2nXruZRfoMpR4oavgysBOhpLlQh+NEdyzTRUcga1US1MkwKnCWxL3FqgRrIL1Xhp+6BAlLBkLo8KK/4luyUddlo0koApneW6KxYOYs4Zt3aQ16BZFoxQK5E8wmqNeqn1jlLnHaNudJR6t5sKaz9ZTU0kp2ey5+RZ9p08w5Er10jOyOJGeRUFLe2cvJHKl8uX0dvTruwdJDtuMehBbhDlpue+6HPCfp5I6HNwjNQTR/noX3/PoaQketo6GPf5sZkt1JSU0V7byLjDjbe3j8unT/Pe+3/hy9VruZSdz5W8YrYdPcUny1fzznsf8N477/Hpp1+y4rvv2XbsJBdKSlWHdK5EWg05KXO6VA6hej/ioEoAVoXbpYCWKrmKUWccSOhAS2YFXuPM3123V8Ur5Xf2sOnEGf7w2Tf88/uf8u43q/hi/Va+3JTEp2s2qrLh//5Pr/HZus2k3W1QzP+t1g62XLrFiiMXSS5uJKvDxpGcOyw/dJEjGVVktppJa2rhZksj1xs7OZBez+rjuWy7lMvlqjtktDRxq7GZW62dJFfUs/l6PluvFXK5spms1g7Sm5rIlJvg1k7WHjzG3/3udd74YhlrDx4n6eJVzhSWkNXaiUTnVA2KBlQXxOtgK+6PlZCRqgMunfWqGLS/KCnKe6WaMPSSpAA4u8gdRPspIMtFyYiHooEBLuRkUZSXo5pL7gV9zEnjypjY5YwyP+rl0agArVECdXUMZ2YwW1xK1869jNy8TXt6GhcO7yHtQjIZycmYqqo4t3c3qSeP4ejsIDQ4wPFtWziwYT1uowHDnSoObfiestQUvGajWgPEumfK62RStLk+pzI1Xhz1cG88SHdbC5fSUikzdFFhHVAd36UDEmGmAS0dXCUSAIkgS9dziUxDNMcKWMXBlb5O/dqsgygdXOmzfvz/c04EWnFPLAW8FKgS8BYfqrRoVqSJBrC04xooM/22GC0xLA0MiZ1DD2GHkTmfTWmy2spycXY2EHMOMD5gYlwAl9OMx9KCqaGUEWMzUaeZ0GCPVj60mwk6e/E7ewk6LYQdkpdoYcJuYWpYQqftTI30ExsyE1Pu8xZitl6mnDbuB0YZMXaw9fv1fLthC1l1DeRJp2HcuyrDpHcEdpNt6CZHCeJ7yDWJ1koAlQjkDeSajYivSbZZ002JdirH2EOOMFM9XWQauigwGUm5c4c1Bw/xp6XL+GjtWr7bv4+NR46wevduPly5kneXLmXL8RPkNDRSO9DHjcpylqxfxwcrVrDzZDJXcgrJqLxDRnUV14ry2HvxLJ+s+44PVq7i5O0MKiy9FPf3UdRroVjuBixmCkW31Wsmv0/ml4BKLlQdaMkFmG+WGrSFgnj7qrBb+RYTpWYj14sLWb1pI+vXryczJYX+thbV1RK09SkGa8TURWV2JptXrOTEjiQmXU4eibB5zKWVE0MStSMh1G4VgHtPylMRsRJwMy2ZiYFhZWAZ9bpoqK0l5VY2uXnl2CyDLAYk8DbEU+mKGvcSCw4zOe4mFvQQGR8mOm5nLujguYCE0VEunzjBx199xeXKKtUVqCwYlGGo3BVq5qHFNqHhtUwx0T9oNg1al4uIMAV4ybnywykGiat3HmD78WTym1spEcDc1kZ+axv5zW3kt7SpOI/SbgOlHd0cu57GJ6vW89qHn/LRuvVcK6+gzGgiv62D3JY28uTfCZju6KK0x0SFpZ/rd2oV0Ppo3Say6ptpHHYrcbwE2Gr5iZKdqGlClC4kwYZAibZV16FD6Uak3VzOkTJiZnMT325Yz8a1azA2N/M0NsnP0zOqLLgY8TEb9jAvFgPRAI9nYzyaiTHY2U5HeRlTTjtPxbwyNs6kY5DhlgY8Hc0suIZ4GvbzMBJSlgCN9W2s2HmZN9ff4M11aXy+8QqFBXd5PjXBDxNhGu+28832q7y18RZvb0jjqy0plFcaeBibRUw4lXFpxKe6Hh9Fgvz74jxRl4fTJ06xZf9BynotKjNQz31UACsBaOmAS9ijmnjOnrIFGJb8Ry0DUuUPejwK6Nz1+qj1+KgekU45D7XuUWokXiduhqpbRjT5xmgNjtMSCNLiD2hDYoDcXsU8CAAWRlEYGnEwl3KSAC55HQKydEZLY7/igEtpysTRXhzuNXd7ebxStDgWLW5F5jvWIeqGhmkacZHf1sKyDevIz0xXmZ8S7C5xVD9GA/yofLbGWZyQbsNxzC0NbFqxnPXLVvDNx5/x6XsfsG/zFrKuXKYqK52S1OtcPXKEVZ99xRv/+kdWr99ASl4eRU2NFDU2klt1h8vpGRw5nczew0c5du4SKcXlpLe2kyEpFtZ+1RgiQF4rG2q5fqq06pSSobBaGgtYKZ5Suq+Uuh61pgJ1vcaZrzteD/VuL9era/lo7QZ+/+FnrEzaR/LtHNIqa8m420RGXRO3a+q5XFTOtrMXWHPkOGcLS8jpMHCpsoEv95xk68U0bjZ0kNbUxs3GDr47nsLGM5mkiXawqYWUhmZS6jo4U9zM/lsVnC6s4mZDPTfrG0ira+FWUxtX7taRXFbO5Tv1ZLR0kdnUQXpDC9kt7aTeqePbfYd47dOvefvrVbz79bf86YvlvPXlcj7fuJ3jt7NUmbN6cAgxHS0XXyi5ubNpTu+akbFdBdO/MDUWL75XgurlO574Pdc1YGJoXOYYptgpzQKjlPVZuZFfQF31HX6cmVLfI3WjEpEb4KBiox9HAqoRZXrYzsJAP//u9TLd2clD2yD3R5x0lhcjbvDBAYsyMR1orqe9rBhfr1GZQLsMHTg6W1QzzNTIEMa71fS31DPlHlYh5NJ49EBujqJiLRLgh4ifZ7EQT2Ym6Ghv4UZOturcFHavUIKyle/gyy5Cnc1KvPnP67WQYzGTYzaRLR5hAq6kFBivtOTH5TmJa5dsq/XrlZLh/zTIUoJ5Yb9eDv1vyCxDJ1T04/q+PL9+THwsmwZ/Qz5aknU4M2JjbsTGosdBeMBEevJRMs4cw2fu1IDWoGi3TAQHuxm3dytAJsamEtcTc0qsTi/jg2bG7eL8Lj5ZvUzYexWQmnYOMGbpQgxJJxwienci3XDznmHVNXHP58XXZ+HIts0s+egvnEpNo1hMQru6yDB0cduozQpg9XTFgZaALAFY2qxAVhxoZZsNZCmwZVAdihrQklzETgVYbjc2snzHLv74+RfsPHOWlJJSsuvuklN/l9z6u6RXV7D77Bn+/NVXrNm9m9TSEpZt3cbvP/yQc5mZlMri3tRIfmM9eU315DfdpbhdSlflfLNlG299uUy1LleIoFDPklJdiQKiTOT3msjve6kjE5ClA63Eu4NC1cXYR6666E0UmA1U9poobG5g/8mTLFu+knWrV7Nv53aO7N/Fnh2bWbNyKUvef5+3/vAGR3bvVnc8j8Ma0JKuTgFc85J/GBhhLuhi1u9SdX5xJJdOtTmJ6pGuwfCYshEQh/BH4TBPIiEl/p1xO5GsxR+nxNPHr8okQplLqWs+6uWHacl4i1Kdl8cnn3/BgavXKJaSq3zJByTfUBzgxQMrPqRlWvIOJVw6HtNTOCjnWzXPK7FwEC2X1caZ7AKWbtxBakklFSYzWW1NZLU0kdPSooBTTls7Oa1t5LS0UdplUGaH3+89xP/51jscvplGRW8fee0dZDQ3k9ncQnZrKzltrYq5zG3vIr/bQKXVxvniMv7186/ZeeYiDeL27nVTKnYP8btkdWcb/yF+YT0Q9+6RcqOIkkWgK1YPmtO8gxqHk2slxXy09Es+/fJzKouLmA0G+WFmkh8lHHgmyrOpGM+mJnkYm6C9tpbDW7ZRm5HFs1iUBxMBZaYpPko/xsL8NBnmx4mg6n6TOJ8nU5PMTUxQXFHPxv1X+HanlAXv4HP4+CkW5kk0TCw0SfVdMzv23+D7rWfJy29mZnyBn2bmeRJ3Pb8vnXeTUf5tcV7ZOqRevc76bUnkNjZQ79EE5tXDTiT7Uddm6TqtF7Nr+EXWoHSpyeJ/1+2hadSnBPPiPl0gpXmjiXKrXcX4NPn81HlHEValXqJ9PKMqwLojME6zZ5SKPiuFPaKhNFFu7qNlyE1/MEL/+ARtAtBsDqWt04O9hXHTQJY266yWgC5VwlSlRjd1LnG4l5Bsbzzax62YDPFOEnakwtxPeaeBqp5uylqb2bhrG2uWfYOlvo4p15D2m9drwG/uwW3swmnqxtTWwNmjB1n+ycdcPXOeG+cvsuLTT/nwjT+w/KO/sHnZV+xatYxdq1eyZ+33nD92nLLiQu421lLbXEdDayMtbc20tDbR2tFKa2cHeWX/D3Pv9RzXeWb9fn/CuTv3X535jmfGY8uWbUUri5IYxCyREnMSc44gcu5uoJEbHdA5R+SMRs6JAEGAmSKVJctjz1c1dS5/p563e5OQPJ6qc3PKU/XOu/fu3RtNuXvv9a5nPWu5KDRbqGptxSx+cPJ9fJrz91PPsVSpcArfmAQpT6p/j4Aq7bsqs2KytC7OqWnCN+Yp9AZ4YdM2fvfeejKMNVga2zE3tVEbb6Y61kR1JEFltJHqeJPSXBX7AhR6fJRHm8mwell38hqfldRREmym0B+hNNzEzis6Ps0ooyQURxeNYIg3c9po461913juw+O8vf8qF6pdlEcbKY8kyGwIs/VCKa98cp4PjmZytc5NVbwZYzSGMRKjLBhF5wlQ7gspc9BKTxi9xcXp7CJe3rCFf33rPT7LK1S5hBIpI47nslhLee4NPQ2ll3uSDA1sabOWJKGBLO2/mYBZrxicqhLiOPYxKbnO4e4fRmex4Xa7+ebBPWUm+9XtJb5cWeILGbdTs3Shij/aD7dX+NOy/Hbv8P1tyTRd4Tv5fd9dVueKLYiYGkvCw+PlRT4XHaBc7/YSD8VUWuQFstC9tcDDxTnuzU9zf36Ge/NT3J2d5O7MJPdmJtRrC9OT2FwOjA67stGQ0qlZvAVl8fqzvEIBWfLsUSBGJaV0q3STp0kpacAloEtSVITp0kDW6mfXz4HWU9Dz/6VsqHUmaqyWzKtKkBqoWn1tOSZDO0+bY/9IETw/zL3ITEsLU03NtLvcFJw5w9vP/YqcE0e52d/NvYkh1XG4pJzj27klzFdaLD/ZnmCms4m7E4Nq3B7u5fZAN3cGerk/3M8T8fMYH6HsegafblxPSdY1WgSRN8UZaG6kNxHDVVfDkd2f8McXf8fxs6epjkSUwLJKzEo7xEsrxUTVdbYrLxCZa6XLT4BWmrFSICwNuoTFkk5ANbraEQ+u6o42JcSs62hjf2YWr2/9iAslOuoiUSr9fioDPiqCfiqDfqqjISojIS7qdLy341N+//YaXl27gfP5hdRFo1SGQ5T73RgDLioDbjWqw14siRgGt4cNBz/jjU92qZWaXYSHotfq7cbc14OpV+raArb+1j9LvhwyZLWQGilmS1YWNao1t5OGvi7cyU6crc1UOd0UGqu4nJ/HZ5fOsefkUU5dv4rOVEduuZFLly+xMJRUD9HHNwRATfGFgC0VND2pSh6fz07S5rIrPcmT+Rn+JDEui2L9MMO3i/P8eHOBPy8t8tf7t7kx2Evm2aNknPqMvkSQz+cn+X7xJn9eWuG75VtKzH1jdIB6YznrN23i09OnMXV0qGgcyTGUwGgJi06BrWE0BkuAlnJsF18tKYeIg7sArZG0c/yYgLR+DucVcDgjB1O8SXUxVTbGqWqMU51IUJ1ooqpRG40KcAmzVWx1cuDKdYrdXiztnVTGE6kmi/Rc3dhIjYCzplZqWtqVD5qrb4CPTp5jw4HPMLW0EVm4oawppCNRQJYGtOSmrFa6oxPK80kBLA1opSN7tGPS9egaGaDI62DrZ4d4b9NGTp86jctipbe5hWHx32nvoskbojA7nw8/WM+aP75BzGbnr48f8qVExYhzuZSK7yyq3LSUweYNvl6+yb25WRX0/e39FSaGhunrG1PmmN/JDX1pTt2cv/r8S/7y5ffEbR6O7TqMrcbKvfkFvpPOwju3FMv2/b37fHHrFsPd3WRkXGPL7l3kmeqISpzLzJQKZ5ZSoMZeiQBebStGKW2QKUaZUqabnCI8NaMAk3gvlYejXKys4UBmDtvPnGf7qbMczskj1+7A2tlNbGaG+Nwc0akZGmdv0Dgzj7m1g4vGKj45f5lPzl3i4NUsTmYXka2vos7pp29shoUHj+lfuEVYzGMnx3DMjeOWbkPRhKU1Wyk2K1VGVGDraUlROhafZSQKK+YeGVd5b+bWNopMZkqNVVRW11BbW01OTgbnThzGVlZCk91MwlpL3FRFvLaSDqeN/miA3liIRr+LllCA4c5OpgaSjPV0MtHdznRvB7O9HdwaTar7qixcJP/u0dIMD5Znubc8y4Nb0m0qXaezPFq5weP7t+kf6CdTV4o+FMIxMU7DxEQqUFlFRglr+oylEhCljRTLOv4UbGmAS3tdyocCNkVG8frO3by0eTs5JivmlnZq4k0YwzHKg1HKgxHKAxEMMoIRysIx9KEIJYEQukiMLFeAdaeusze3luJgL7poD9cagmy7VMhxgxldPEFJNERBMMaHZ/P45doTPLfhEr9ad4E9WWaMjS3oo3F2Xa/lt5tEKJ/DP79/lp1X9ZTFo1Q0RSiLpcqLVbEmaqWMmGjBFGvBHG/F2tSOwRNk24mzPLd2A4fzCrF29aj/HaVrWXnqySJvYFCBLbFmsIt1w8+Gxmw91Xilf+/yO/cImB8S+4gxHKOii5vGOzyO0esjT1dKOBKitSlBczxOcyxOUzRGIhImFgoSDQWIBgOE/T78HjdBnwe/143H7cTrceEWw1GbBbO5HqvVjM1mxWIxUVdXTV1djZqrqiqprq6kTkZlBVVlZRh1OioMeioNeir0OspLS9GVllJSqqNAr0dXb8be0oKjT5q1UobR0lH4cxbrKchKN4qJeffqoQEuNUv1KA20VhMDT59fqxgtAUOrhwaAtHn1axpw0q6jnaPty+saoNJm7f2yr71fzaq02M0/FNC61fNPXDx2lNOHj3Bw716OHNjHlg/e59LRw0x1t/L57DjLA10sD0qETifLw12sDHerUmDUUk3+2WMk7HWIu7uIpJ9MjvBkepyvRTS9MI/fUs/ad97m9df+yJatm9mydSPbt29R48NN63nt7dd5a+27nL1+ieqAW5l0Vre1UtneirGjlZQbfBv1nR1Kt1WnBPHtqVJhtzi0p4CUzEooL9E4nW1UdrVR1SWGp20KaJl7urlab+L1j3ey78IVTOEYlb4AepcbvceD3uum1Oui2OdCF/JT19jIlVIDz7/6Fpt37cMSjlERClES8KAPuCgPOikPuDAG3ZQHPJQHvNTFE1ytrOaFLVs4kJODrbsH+bumdEkzVfKUMuczAb/2RZIvrWw/LR12iy9XH3V9PdT0dVOb7Mac7Mba14kzKX40vTi6enF0d2Pr7sTS2Y6jp4vQ6BCW1mZOXrpAk8/Jn+4u8+XNOdXV+fjGBGrMj/ONsFA3ptFdvci2d17HXlaKhJyKP9AP91b48d4Kf72zwl/u3GZxdJBrV87xm9/9G6++9iKffLyNrAsXcRqriFpsBK0WjCWF7N+3m9feW8Oec+epiCcw9/crgCUgy9SXVEBLmC2N3RKQZU0HTCvPKwFZArCGhzDLPCar9xHVlPDRhUtcLKugvrmVqqYmDPEYxngMcc+viCUoj6eGsTGhHhxyrDraqFbAxkicyngT5ZE4xmhqVEhkhgC0RJNqHa9sbkHsO6Sr9KLeyDs79pBrdRCZv6EMG6U8JStcDWhpq94U2EpZVihgpQVNp4XfwvQIA+SZmsA7NY61q4NLBj1b9+5n08c72bl7L/sOHeHA4ePsPnSMfSfPcvTCJXZ8shtbdZ0qSUhZQEq8j1YWeCzlveU5vrg1p0oG4s2VcLtoMOr5cnGS//zmEX/+8jHfP3rA95LJt3KDP31+jz9/+w13pqbJOHqMV55/gfUbPuTEqWNUGkvwO2yEnB4ctVZyr2SwfftHrNvxEZl1VXjHJONQ2Kwp/FL2W2XfoIVJK3sFZbOQLtVNTKnSXsv8Tdw9/RzLLeLNnbv4YN8hdp29yLGsPI5cy2LHyTO8v2c/W06cJN/uIDY5TcvcDRKTMyoqZ+ORE+w4fZ7MyjqqvREsoSYsoQRVLj9ZeiO5JWU0tnaz/PBLhm+tEJoYxT09hnd6QpUONUAos4AtAVIpa4hU56OArNQxAYyp14NTs7iHhtG7XDT4fIz2DzA/OMBN8QCcHeX2/Dh3pcN2dlLlTgo7L0Ht/744x19uzvPnlSW+f3SX7z6/zxPJq5Tf3tIsD29MIWHwX4g9y+QgkpAhi59vJW/y1iyPJSLr5gxPlmb4SryXFqd4CsZB1QAAIABJREFUsjjJlys3mBodIE9fgiHowzkxRsPkOE4Blur7+FNGSwNT8poSc6fL2xqLpUBZGpiJ6at4V20+forn3l/HBUMF9S0dT4FUWSRGeViYpDTICkTQ+UOUBkKU+IMUywgHKQxH2JGpZ/MFI1etHRSF+9mdV8FH10vI9kQpjicoioUpCMfZdLGIf11/gl+uP8dzmy5yoNBGRWs7hlgTH1+t4l/XX+VXH+bxf79/lo+vlaFPxClrDKOPxtDL54nElZ5LwJ76XUcSinGztnZRE21iy4kz/PqD9ZwzVuLoS8XMKA8+sYmRMmGaydLAlPyOZVteUwAsXUqUfe01eV3Kyt7BEdyDUlacwDkyqSQNdvF4dDopqa2hrN5EhcVCdUMDtQ4ntQ6HmmscTqrsdirsDRhlOBqoUMOuZmODDaNNhjU1N9ioaGhQ+2UWMwYZZgsVNhsVVhtGi5my+noMpnrK680YLRYqzBa1bTDb0FsdVHn92Ns6VAamXYBWsl/lxmodh8Ji/YTJSrNC1WLInQZaAqwUi6XsjGTBn2a00u7yPwdD2rNsNejRwNDqY+o5t0qPrAE97f3arL1X9mVbAJXSW6umtmdNcdp5q2dpYPuHKh2uDP+SczmZZJQUorea8DZFKdQXsWfndsINJmW29mgkycPhPu6O9HJb9FWjSb5YmKa+OJs3n/tnNr/1MnVF2QzEA8z3tnMj2c1YRysmQynr1rzNug1r0VdVUGWr52LOdfYcPcTWvZ+w47MDnMi5RpGjnroWEVHGMbY0UtkmbFabYrOkfFjb0U59ZydmoQdFc5VmrwTACLOlQJYwXdKRqEY7Vd3tVPWIo3yq3CjiehGz/2HDJq5X1FITimNw+9C5Pei8Hkq9bor9bgp9bgp8HoyRCEaXl8PnrnDyWg7mSAKDP0BJyI8u5KEs4KYsKLOXsoBPpaKXB4OUBQLKbuDdPXsxRqJKUK8+Y1o7JiycCOy1L5N8ybTyoRx7ukoQp1sxYOvrVeXDOvFA6ReNl5wjBqliHSEsUT+m/qQ6T5gz50ASZ28XF7MyuHbmGEujA3x3dykl3F2a4eubMqaVm/hMfzcHdm7jzRefZ/u698i+eJrmoIeJZBcL40PMJvuIuZzsP7CX519/mQMXzlDmsHH6WgbrNm3j7Xfe5c23XuP1t/7IG++8wcZdO7lcZsDU1o6ld4A6iUxIDiiwJUCrrrdPbQvQEjpf2C2J5xGwJaaiqmQowEvobYnFGR/FMT5CaSTM2sNHuFhmREqEArJ0sShlkThloSiGcAyD6D+icUqjMUojUQyRmMpZrIg3URaNq319OIoMeYCIZkRlasYbVet4eaKRiqZmrJ095NXbeXfHHvXgERAhlgCrH1RaSWH1nOrqkodbqoyllda0TjvZF+1QbGaOhFyzp4+KYJAiu4P8hgaKXG4qGhtxiiXF4AB7Tp3hysXLKnRaxPBfCbshJUQp2Ypr+coNFSD93b0V8i9f4uVf/RtFmVeZGRngm0cP+eHRA368f5u/PFzh+3s3Gexs4bMDh1izdjOXC41cr6xn3Z49vPrBu7z+7ju88da7vPbau7y7Zh1Hzl6gNhYlOD2Ob24K98yk6tYTbyVl4zD1LGNQgaxVMTwiOg/NzNA4N09DWzc7Tpzl9S07OFOopz7WjK+zj2jvgAoQ9nX2UOkN8smZc7z50U4ulRnx9fSTUVnHSx9uZde5yziaO2kanqJpaILGwXE1JyYmiI+NYQ5GyCk24PSGWbz/iKHlFYLDwwQnJwiKM70wV+nxDGylPMB+DrCE3ZFjISlVDg5hdDuZmJrkL4+f8Jc7K/z5zk2+u7/INw+W+Pq+MIC3+NPtJf797i3+KqX3ZA9fdHfyZGSI+f5uRnvaiLrMdEU8dIU9lGVepir3Gq1uC8WXTmLMvsJMX5fqQBU7j/sLMzy4IRFbMzyen+HJvJT6x/jq1jRzo/0U6kvR+904xkZomBrHqYB/qjQo38PV30/FZIkAXsbPdITaeWL9EBifotTl49fvrGXH2UtKB1UeTaAPRdGnf0MCaNRvLBhBH4xQGggroKVAViBEYcBHUSRKlqeZrZcqWXO0mPeO57PhXC4XLV5K4h3kBeOKzdIl2jhd5eLtz7L4w87zbLlUSrYngrG5jfLGdk5Xunn94HWe/+gCbx3O4oLJi7GpHV00lhqRZ59Lft/yuy6X37EsnmIJzG2dVEYSvP3JXl7f8am6L0iOaQpopUqFWvehgCdtCMCSoHpbvwjFh54ODXzJMek6l3KyUznDCzhLATTP0BC+ZBJ3dxfOnm5cfb0q21Ec7z39Sdz9STWrbTkv+Wzf19+Pf2CQwMCgMn4V89dA/0BqO5kyg/X2JfEl+1X5T7blOmoM9D/d9vYn8cp1ZUgcUnIId/+QakKyJweUi73WabgaYGmLe40hknxfMfWW8mC1lBDTJcPVgKtGWS+ksnw1ALQa4Mj2z4+vZpy0Z9zqZ54c045rzz/tmDbLdZ99zmeNbquPa6+LCbnYOEUHjfw/K//Hfzs232ngf9x98ndH4H//J/J//0P+X96Pf/27J8pFLt3J/rt/7OHcC1TFApR5GjC4rNR4GiivMbJ983quHD9EMuBixO8k6bTS47HR6bHR5XPQH/Nz/fhBtrz9Ktvee4M1L/6GbWte5+yBT7lweB+7N6/nld/8irdff4Ur1y5Sbamh0lJNWW0FRUY9RdXl1PhdmJqiVIrGqb2R8vYmjG3NVEjZUJioNHASMbsMYbM0PZbSXqVB10+AljBbIn4XAX1Pu2K16gStN7ew9fhJXt++gwKbC703SLHLS7HLQ7HbTbEI231eirweCjwe1eFW5vFTVG+j0GSh3OOn1OOj2O9DF/BhCAYoC4UpC0XQB8KUeP2UeL0Yw2GO5+WzZtdeCp0urL096t8h7Jq42pu6u5Rtg3yB5EuifbFWz+Iyrzy1REgvrbZKv9SvSmgCTFJMURJTsk8Z0NUo4WIX5q4O6luasDfFKDYUs+W9Nym4fJbxzmbmB7qY621jvreNm8kOZrpb0eVmsPad1ynKvkZJ7nU2r3uX9954ha0b3mPvx1vZvm4dL/32dzz/+9+x++hnGCRLKxjAaLWTpy/nwvUMjp0/zrEzx7iUlYHR7cDWk6KWazqEzRvAkhxUbNZqVutp+XBwCOvgABLHo4JNh4ZSAc8iPpcVaP8AzsFBKiIR1u0/yNniUmVkWxqNUhyJUhqOqBKGPAB0wSjFoQgFwRDF4Qg6AV/ywAhGKA6G1WsCwGSUyOvROHol0I2hC0fVjbws0YiprYNCm5O1uw9y2VijgIVbdculxcXqwaWxCKtnaZ9PAS2ZnwItZWswSWBsktDoJKHxSRUFIzqk4LS01U8qsbhLzFwnRnBOjxOYHud0fh6bNm+lKxrlf3/+QJX3vhH/pjs3+ebOIt/fvclfH99jrL2F/du28s4rr7Bxw4d8tHU7hVk5BGw24k4HkYZ6Sq+dZ+M7Aobf5WpZHe7ecZy9o9RG4pTUVZOtKyavrBy9yUp9IIq3q5fwhJQLp1OhzGL+OZViqwS4aOBKga70vhKvC+ASkLWwgKWjk41HjvPaxu3k11rxdvfj7RvE1zdIZHCY8MAwweSgilXx9vRxsdTAmh27+HD/EV7euI3d569ga2wj3D9KoG9I5ehJdp4/OYhneAj/+BjxsQks4QSnr+Zg8Ya4cf8xXVPzSlunAULt864GXAK6VnffaSBLtFwKaA0MYrBZGR8f5U8P7vHDrQXlM/elhE+vSNj6Il8viSv8TX64u8SdvnZ6jHoW3C4WImEcukJqS/MpuHyGvpifpZE+Ci+ewqorUE7+V4/sxVlh4MENYSdv8XBpkYeLCzxYuMGDBelYE73kHE/mJ1U39uLEMCXlBsW6N4wO0zA1gXNC7EPEUiTFtD4FUKtLh9INK92z6XMUmyW2I6qjNlUiPXg9l9+//yFXq+owtbSjC0XUokSAjCEaU4uScgE1YVnQRCkNhlXJsEiBrCCFQT+lsQR53ma2XSznpZ3n+d22o3ycUUxBoInSaAeFgWYKA1I+bEEX7SLT0cRlc5iiUAJDoyyCEhiirRjiHWS5o1yo95DrS1CW6KAs1kpZpFF9FgF/wmoJwFKLLJlXDRVg39nLmWI9L27cyml9udJLNkiMTNp0VEqGaqxirjRAJUBLA1tybPXxBvET6x/B3i9h06JzEgZsUEWKuRUIG1TxNQ0jEvWlDVkwpoaE2CufQOmsFhubIWnyGcY7PIJXNJ0SbC/H0kPAvtpOh91L4L3cE7VGInVdsZ5RndzDyPXlPir/1mefO2Xb8LTr/Wc2DT8HMcIWSWOZAC2NvZJZA1pqlmqM5AVLeU40x+lKjHYt7bmm7WvAS/Z/8oz7mXO89j45X3uPdv7q17Rj2t/VGC6ZtfEUaA38AwGtR3MvkFdfTb6hhPIKA+VlpVToiim6dgnd1QvUZl2h4sIpys4ep/LqBerzM7GW5GLTFVCeeRldxkUq8jPJv3SGzLPHKLh4mvxzp8g6dYzsM8cx5GRQW15CjbGE2io9dbXl1NVVUlZdjtFqxhyPUtPSSHlHC0Yp+ang6LToXVgqKQ2K1koc2FeJ3/8u0FImo6nSYUVXihWrEyo03sSWoyd4e+du8uxuClw+ClweCkTr5HRRlAZbApaK3D4KXV71WpE7BbqKnC6KXVJe9GMIRMm1uTlvrOVqjY1iTxidP0yxx0N5OMhFvYF1e/aTY7HiHhmmXjnySheHfEnFwyvl46V9obQvoYby1ZdJWmr7+lQ9XcSL8qOWIT9ya/8gFslD7OvG3C/C+h7sYpKaiKMz1VJnqaO6wsCVU0e5ePQgJl0Brio91tI8TPK/X2E2NXnXyb5whuLsLEJOO/baKgy5OVw+cYwzRw5x7rMjnDt0iLOHDnH94gVKS4ooNZRSoi/FUGagzKDHYCjBoCvAKK+VlFBcW0Nlc4JK+e/d2YO5ux9z37PyoYAtrWwo2WECuKyqfDiA2DiIiNza00uR188ZfTnHC4q5WlHF+aISfv/u++w+c54KudnHYhSE5UYdVudeqTaRY3dTIqBKHgD+IJdNFvIcHrU6F0BWIkxXNIIuFkMfE+YrTnEkRklYWs7lmlHKGhsxtXconcor67ey59I11b5u6u3DPjyashqYnE5ps0bkASblm9SD7imjtQpsCeDShjiqiyhegbEx6ZQbV5FA4i8mIMYtxoFtLdS1tShG0uhysmHjJs4cPsxYe6uKsJrr62FSYjhaYow0RRhqjFBy5RLbP/iA7CuXycvKZsOaNbzz4h/YufYD9m3Zwq4tm9jy7lvs3rKBktJCbKEw5mAMSyCGKxjC5/cQCAfwJRK4O7rwD48qLYpvZHyVzill2aA6+f47oDU9Q3x+gej0DEfzi3nu3XXKp0zChhs6u7F292BP9uPqH0x193X2qhV4ZHiCUP8Il3UV/ObdtazbdxhnexdBYRIkvqWzF1tnD/bePqTJRKw+ROwspZzo2BQGT4BdZy9jDjWSnL9F47QI3Gf+xq1eA1tSPkxtp+wkhMnSwJYALffgEGU2G4NDA3xz/7ZqDhFm6cnKLF8sSxPIEl9JNuTKLb65v8SjkR5GqspZqDUx73Rhzs6gIjeDC4f20hX08OP9FaylhcRt9SwO9HLp0H6s+hLls/Tl0gKfL8wqTySxBHi4IGXGORXo/nBOGldmWZgYp6SiklKPF9tToJUCUD8HWrKvAJXMaaClnaMBLJnlWE1rJ2v2HOT9XQcw+EPUNLUoxlexRU/L7ImU9UIa0AgQKw1FKA7J4iWMPhajOBTjo8tFbLtYSlZDI9dtQT7JKOJMZQPl8V5KI23ooi2Ux9vJsAY5kFfLvpwqMmx+xB9LyoEV0RbVnZjtiHDNFqQ00k5lYxcVSgyfUEBPsWtSPlSfRVjs1BB9lyHeqPbFAqLE7uH9vYf49EoGYmeQyu9LlQe1MqEGpLT5KZOVBlsa6FLAq1/0XcPYBkfVEJClSpBShlT35BQLJotGNYaeLR6VJkp0Uel7eOp8uY+n7+mDqc8n+6KdUvd6uScqC4Y0cBLwJN2Cwv6vGqoaIOdJFWBQdLBJtfAWfy/xwUqNlHmoeqYI2EmLy+WZow2NCVoNtITR+gnA0gBXdxe1aemLdCLKM0qeY9o1tGfaz2cNIGl/U5vl+OrnnrxPe6+8pp2nHdeuI/vyN5+CK21bSBWN0fpHAloPp39PvkFPRyLOw+lJlocGWB4e4M7oALdHkiz0tDLTFmeuLcHNrhZu93exIiGZyW7ujPZzd2qElckR7kyNcntimOXhJHdHB7k/OsT90UHuibYhbU66PDHI0sQgy9PjjA30UVtfp25o1nYBVimfKxGvq9KgsFnSZSi2DKK16umgSspvqwTwShAv5wkY00qHCmiJNYSArRSLZJEvRqKJj4+d4q2PPyXX6abI56fA7aXQLaxWaojxqMHloNxhw2i3onM0UOhyku/xKOBV6vapFuOLlVY+PH6FV3cc4Y87j7P9fC7X653ogyHKowGuVZTzxubt7Dx7jpJAgNJYmDLljNyGVToQRbz3s04J9YWTTsO+VAdIfToqQaheqa839A/QkKa2JTne2teNrbcDW7ILe79otbqo8rhweJwsTo2zMj3G8vQoS9LMIBYdI33M9rQy0RZjrCXCdHsT98YkRHqOx/OzPJiZ4vMb8zxemFfzo7kZvpif5cncNI9np7g3Ncby+BDL48Pcmhji1tQwK9Oj3Jka5+HUNLfGJqi1WsmStPj2VmokNqG7n/refur7UkJ4EcNrQCtVNkwJ4RskJmd0TK1OPz53iefeW88v/vgWv313La9t3MIf3lnD//l//YKX1m4gz+bAkEiQJ2W3cFgB5o9OX+RkkR5DMIohFifP42PT6fOcKCmnPNKEPtbIdbuPz3TVnCg3kecNKaBVEopRGo6T7fJzrKyS48ZqSgMxruhr+eeX3+IXr77NplNn2ZuXz/nqOgyxhFqJireTMFbCFLiELRBwpXIOJetwPD1kO6Xdkn+bWwTxkos4MYZrIgWyND8qe2+SWm8Ac4ND6YLsoRD+aJSKsjIKrl3FUVlOvMFMzFxHuLoCt76IhpI8nGVFuKvK8VtMSnzdnYjSHfaTDPsYiAYZbGpipLuXib6kMrq9OTXEvBpjLE1Pc2d6ivtzklO5xODQEBVeP5VtnbhGxvGNTuIfS5WXhOkRT6q/AVrTKTd4KRdKZ6GMxsWb1DS38tane9l69BSB3kEVMixdnbakaGYGqe8bwNTVR31nHw09A9i7BggOjFMfa2PPhQyya63Ex2YIDo7j7hvA1S/ff4n06KVamNIOydQbwtU/RFD+uw+Psvd6DrsuZtA0NkPL/CKhmVmUhiz9uUSPpby00sycJorXtFlPgdb0HJ6BYSocdpIDPXx5f0UFSz+5Pc3ntwVo3eDrpSUVwi3h21/dvcG/35zi81iE/swcBkp0NGRew1KUR/HFswzGwny3vISnspxGu5Wl4QEKL5ynrjCfxf5uvl6cQXzuvphPNauIJOOJaLVuzvDF4hxf3FxkaWYWfXUdOq9f5YNK6dAuuZ5pwCTfQ2G0fj4U6NLOSbNY6phykJ9SgOmVbR+rOBsRv0uZXWOMpBxXoQBQQpXlpDQnZUUBN6KXUiX6aIyK5lbOV1nYfPo610x+6lqTWDoHOFVWx4GccvRBAUwdVDV3UOxrZNOpAn6/6TS/XX+SDcfzKHBHqGtpUeX7o0V1vPrJBV7Yfo5PrlZQ4mtUTS7GSJjyUDQ10kBLgS0BWsJGy+JLWOpQWH1moy/C1mOnVNOFdG+n2PLhp1osrWSozYoBSmu0ngIsucc+ZbgEyEiotNgjSM5h2hJC3qPOSQEtYeClAUpmhwQ0q/1ns6N/EEf/UGoorVi6TCnWNk/BWAps2fpT+jIBVgK+bIOyL7+DwdT1k8+u2yDlQQnjllBlkZoke54OkzRhaaBKtFVdKa+pp15Umv5JSoUCVmSkOw+lCUtGCnCltsXyIQV6hNFKXTu1rz3TUqVDMduWoQEiAUXa59AAlLwm2/KME7ClgSht1s6XOfU3tL/9DGRpAE+bNeClSocD5X+3kqeVFP9/Kx1+PvMHisr19LbE+Vp0AuND6THIvfF+Zd8gXlqfTw2x0tXMnbZG7jU3sZyI02uzkgz6GG6MMdacoMPVgKesmMGIT13j8dQIDyYGeTA5yIOpIe5MD3N7RnL4prg/O43H0YDOVI21rTnNXEmJUFisVKlQtFlaWVBpr0SP9bSc+Ow1AVlVMgSQdbVTKe/r7lJaJkktNzU1Uh+JsuvkKV7bspVMixl90E+xAC63nyJ3gBK3hzKnhXq7gZAlkybTNYLmPKocFRS5HZQ6fVR4wlw32fng8GVe3HKKV7Zd4qXNF3lh82k2Hs8i2+aiMhEmx1TFq+s38IuXXuGN7dtZu28f20+e4Gh2FiW2BqytrYq5kfgf+QKZeoVWlVJbrzourI7kJZpX5VJpgEtAlvoRJntp6OvGmuxR8T+2ng4qPQ4CYT+qnfjWnPLMEt+sJ7dEaCur4wm+WJpUkTwPx/p41JHg885GVrqamGqLcWuohwfTw8x1NbOS7OR2slv5Nt0f6efbxVm+FHuI+QkezY/x8MYkDxcEnM3yzeINJPctFouQWWWkvDGuPFfMaZCldRxqXYcKZKluwyF1g5E2bBHXrtl7kOfXfsiWIyc4mSeGkbVkV5u4WKRn15kLvLtrn2K65GFQLExUJEqRL8THp69wIrOYcl9YdTjleQOsP3SKzzJLqYh2cMXkYc3hXH79ocR7ZLD+VCnXLD4lgs9v8LP5TCHPbT3Db7ecZe2RAg5mVLL3fC77LlznaFY+BzOy2X7mAhuPneQz6T5taSM0Kc7lk7jGJ3COj+MWhkoDXJKPODaWcpEXFktek3MmNKA1piKJ5GEvbeP5Tjd1DXYWRkd5sLDAyuwMd+ZnebSwwKP5eR7OpsDud/MzfDs3xZPpUR7PSmD4BN+szPPjg1vKvPa7O8v8eO+OCqH+YWWZH+/f5+HcDR4v3OSH+/cQPZe0n39zZ4Vvb9/m25UVvl1Z5k8PH3B7fh6z002pL4RHWDplCCpAK1X2FJAlzFtocorIxBRhcVaXrkPJD5RORDEDnZkhtrhIjsPFGx/v4np5LeGBMRw9/Zg6upGYFjEfruzuQUrLte291Hb0UduZxNI9gLmtjxyLjyvVbjJNUapDvfiTY0SmhnEN93PdGWPHdQs7r9VzxRTB0tWvNDCRsWGyTGY2Hz2Nt3uQphuLBGdmCYh4f2Ym/dnk86WGlERF1C8A0j+hCeE1jdYsorupcFjp6evg6/vLqstTfkdfrMzw1fIsXy+lHeCl0WBlnu+mRliKBJmyWbnTGGc06GG8OUbMXEtvwMeXC3MsDPQqkPXVyiJDrY10R4PcGR/m++VFZdPxzdINvpZsy8VZFSQuNiviR/dobp6RgQGKKiooC/pxjo1gnxSgJZ2Hqdw+TYelSoQK+Kf1Wentp0xWuoQo+2IAm+/x8YcNYvx5kWpJx0g0KgAlDJHSP6W1T1KSM0ZTQEtsGBTgkn1pKGnsYl92GXuzdJRFmlQjSn1HJ1dNdvZeLyPf2UhNawc1bV1cqQvz5q5cnl+fwXPrLvPmnmtcNbsxdbdx1ergzX2Z/GrdFX617iovfyyxWG6qmqV0GEmJ8qXbMa3HVJrMUBSdDBHp+0KKzdaFw5QHQ2w7cpzNh49T39mNWYCKAkhpQPQTRkp8+yS/cAirWND0p4dimIRxl3tUak55UKXBkWKzUtspcCZaqGfgRxzr/2Yo9mvVOWk2THkGKsZLFtPaSC2uFcuVNhmV1+T+rwG4BlmAiNO7iN17k8q9PaXp7Uln8aYyeWt603orDUCtmhVwkqg6NbqVd5YAKDWENRIh/OpZwFNPWhgvr6WHlBHlPAFp2nt/DrTUs04DfatmDVhp82rQ9fdAlga8BGDJtgawNMAlgv7oPxTQmv0DBRUGWhNhlct0Wzm4J1Um4a1h8cfqY2kkyYPxfobdZgbrKpi1WRisqiR/9y6u7f2U4nOnKbt6karrV6jNzqA+P4uhWFCt0u6MDSDRPOIAL2zWzclh7k6OKAYl5HNisNZQ39FIZafoslLgqa6jPaXH0nRZne3IMQFhNcJSKRNSOVdjszoUeyUslsTm1HR1U9vRQZbNxr7r19lx+hQHLlzgzc2b+aeXXuRwdiaVIQFXwmj5yVdAy0m1sw63I59W61mSdWdpr7+CvSGfcmctZQ4/Rm+MM+U1vPbJWV7ZmsHr2wvVeHnzdV7Zdo7D+UbKo2EKGuo5cu2q+pvHr2fy2ZWr7D51ine2beP1TZs4mZun8hLtUlZTfiEa2OpFVmBWEcKnow/q0z5bmohRufgmkyrQ1KYYsD7M/QK6OqkJuHC6G3gkoGhRxLXjPLgxsWqM83Bhgicrc8y1x2kvzmagvIRGQwElpz+jOvcqUUsVZZdO01pfhaMwl8JTxxlrjPLNwiyPZia4NzXKnekR7syMcXtWcrakA2uKx4tztLc1kVWhxxCTENM+avsHqO8XTVmKydJmDWjJLCJTEbO/+ekepau4UlaJJdZCbayJKvHtiSaoiSTUfrHbR57DhS4YViUOWVXrIgkOXS/iTLYOozeCvqmZkkicj05e5UR2ObpQO5svFPHLDRf51UYD/7qxjH/ZeIVdOdWYWno5VVLP77Zd5V82FPDrTSUqGuSDI4WUuFuwtnRhiiWwJJqpizZy0VChhLYbjhzHGG1UD2vpApOWe9eEgBMp54wpB3QFrLRA6rT3lLh3u9W50oUoETETKqvtck0dZqedL8Xc8P4KKRPCReU2/e2dW3xze0kJsn+cn+d+so97Q0nFNi8OdDPcGmM+2cndyWEWhwcY72zHbjTQn4gx2taCVVeCvUzPeGebinv56vYyX6qmraRrAAAgAElEQVSoHYnbkfLXMt/evcPnNxfx+fyUNLgU+JMGAClrSolNjECV07sALfFdkmMiMhcbBwFbwmylgZb4YJ03VvHOzt0YnUFcXf2YO3qpbeumuqWDaukOE0fn9l5q2rqpau+lskM8fAawdA5yocrDmwfzeOGjLD78rIxcayPe4TFKIk1suVrH6wct/P7jct7aX0K2PYGzp5/o8DA6u5sth45jibfSPHeDqLi+z4h1Q+qzCbgSoCXmnIHZFEhUgnnNoiLdmSi6OWlGMNjq6eho5c9fPOIvj+7wp/tL/PBgSbnC/+n+Mt89WOb7+8v8KGL4lSV+XLzBv9+6yV/vryjdlgR9f7W8xKPFeR4sznNvYZaV+WluTI8yPzPG7OQIUyODitkf6e9moKeD7rYm2hqjNIb9BN0O3FabavkvNJaRY6rG1NGCWxpExsaQ5AFhtFJdr5pWcBXASjNZGsv1FGylmS0Rw+e5fTz33jq2Hj1JRThOmdgwRFJ6RWGtDGKpoLp5G5WZqOZ3ZRBmSwEtYcG62HVNz/4cPRWJFiqbWrB09XChysLuDD2F7maqW7qobO4gyx7j/SP5/PbDC/x6/Vk2niohzxujqqOJsyYzr+66yi/XXuaXH1zilZ2XuVjrUA0qhrQwX0CWyAO0UewPoYYnSLE7SL7PT2EoiM7vY8O+A6zbvZ/6jm7MwhhJhM5/0VmolQ6VlEExSylgJeAqZaAsbFNqCJMlJUa7+HOtupYcUyVGxTwJA5UaGkulzQLEUlWJQQWopFzokGtJiVxdc1DdDx0Dw+njz85TrJVi2VLdgqmFt9g2SHZhOm0k2afMsFPeiwK2epXWSisBimWDaK6UGanoesU6qLc75dXY16MWx3U9Yk76jKlSrNIqgbsCU0oTLCArBbjkOsrMVP29FGOmANIqMKWus2pfQJUcWz1r4Onpe9OMmBzXAJS2rc5ZVT6UeD1V+pQc5K4UO/cPBbREo1VUV0ljLMzD2Snujo8oPYhEf6yMDHFreECNB2ODTAbsdJUXMVlfzWC1kYoTn3F590cc3PwB5/bswFyYy3AsgtOgo9lu5Ysbs+p6d8ZHuDM+yvLEEMuTA8pD5tHcJJGwhxJLpQq9LBdjUlUubKdWfK8EWKXBlWK50uBL2C4FsBTgEu1WCngJqyVlxrr2DuU0fCA7h99/uJF/efNNnn//fV7duJEX167lf730Ch8ePESpy6F+kAV+P/k+H3q3HbOjGp+9kLA9i5gtn5g1j4AtA0tDMQa7G30gwaUqE+/sucBLmzL449Z8Xt9ezB+35vLylovsuqyj1BdFL6J4r5faYJAaGYEg1YEgxVYrW48c4Q8frONwZi7mVvHG6le+Wcp9Vxzj1Y8lRaMKstfQvbatAS5LXxKLJJqrslwfdrF/CPtw2i18vjCtVsfKo2dhhkfSzXRjOj1mVPnjydQ4Ew31zLnt9NnqyTy0l8wTR/BVGck99hntVgvx2hryThyjyWrm85kpHs/NKEfiuzOSrzXJ3bkx7s+M8Hh2nCeLs/T0tnFZX0hx2EftYD81ohtQ4v0U0FpdNpSbmHjcyE1599XrvLBxG1cqapQnjpgjSqlAtXCLDUc4TlVU/LKaVSehlDGkRCji9YqmVk4VV3Auz0BFII6xrYOyxlb2XsrlTGEVpcF21p4r5pdbr/PbHTX8Zmcd/7Iti41Xy6lsHeRgQT2/2pLDv22r5rcf1fGrTUW8ujuHjIYI9aJTaIlT25TA3NyGo7OXwgY3r+3YxfpjJ9RqW2wPHGOjCkAJc7UaaAnYUrEz4i01kYqMUS7pUxMKaAkTJKXGjHoLJmcDD6S1/84CT8TCYeUGny/P8Wh5li9uL/DD8iLTwRDdJjOzzc0EKyqwFBeTefIk2WfPELFZMZUUUVeUR9BSx3BbEzZ9MREpOTosWA0lPFqY5Zv7d5SZopggKkPF27f46t4KT24LIxlTgMUvpaVpyQtMde0J0FLsm1g8CKBKs1jiEi9Ml4AZNSanVXTRsfwi1uzYQ40viq2tW2mBqtu7qW3ror6pC1tTF5bmbkytPdS09VLdLmzuIBWJTrZdNvD8p8X8YVeVytvccqEefXyYExUBXj1gYM2JCG8fDvDKp0aOlwZo6Bgj1D9OidXNh/sOUuP30zE3T+v8oiohiuFpZCqt15oWdktsKqTUOY3YG2i6LQXIFHgUoCVdhy584TB3by7xYHGB23PT3JqbZGl6gpsTY0xPjjI+OsTY4AATA/2MJ5MM9/TQ2dZCY3OCcDSMz+/H7nJisljQVxopMJSSrSsiq7SQjNICLhblcTY/h3MFOZwvSM+FuZzLz+ZUTibHc7M4UVLIFXMtZa0JbKODOAWoqzK16P1SYnitHLh61nRY2jENcElckRyTfRG7v7B+C69Iw0KDU2mfRH+lyoKxGKXS3asWM6JrlN9cQvldiXdWaUQ6f+NUNHZywlDP9kt5ZFj9GBM9lIba2JVZwqGCSspiXRii7eijYsnSyNlqC9svFrHzWgVXTFKGbKc0EaEwHGZ3TjUv7rzMK59eZk+WkUJfEH0kRGkoRKnoL/0hZaxa6PFT4JEFso98NQfIc/vJ9fooDococNh566MdfLB7P+aObsVmCfvnGB6lYRVI0rRWckwWff/9GFTvTWm5UoBLgSsFvFLCeAWk0uyTlMg1Xa3Mal/0WMJ0yWtSVtSAlhxX7JYGtFILUO11OVcE7VJ6t/zsmaCAliq9Cdjqo15K7NIk1df3U0ClaaxWm4+mQZcAsxRQSpcDfwa0BNw8BTbCHilvxxRgWw3cxIqotk8AlFRq/rbcp11HrvVfDQFTCiylZTVy/s+ZKg1wPf086XO192lg6x+O0Xo09yKldjOxWIgHU6MqEufOSL/SVt0ZHWRlpF/prh6O9nOvPUFPeQnthbn0V1fgL8jEUZLD1cO7yTt1GFtRLm59CbbCPJJBL1/OT3N3fCg9hrkznipHPhgb4PHsBM2xAMV1FRgTIaq7UyZpNWmApc1PAddPQJewVj8Vycv5lp4eygIhPj51lj+s+5BtR09wtqiYzKoqsmtqyamp5VxhCSdzCsg1mSjxe8gNeMkLeDF4GmhwVBN06HG4DNQ6anA26Gi0XCBku06Zw0FhsJF8h4uPT2Xzu3VneOHDK7yyOZM/bLjCy5vPcTSvFkMggd4fxBgIUO73Ux7wU+7zq/3qaFTNB69m8PKH2zhbUoa9WyJ6+hTdKl/S2mTKzkGQvgauVs8KaIknVW8/5t4BpXeRzkTx1mqIhfF67Dy6MaWA1mPRV6lWcWkZn+bJjRk+nxXT0lm+mp1iPuBnzudhOhqi9OxJdJfOE6iuoPDEMVrrTcw0J7AV5JJ//Cgz7S2KoXw4PYoEl8p4MDPCo+khvpga5cuFGYYHurmsy0cXDVI/PIRJAlhVtI4EM4sbfEoAr1aKw6J1GKLA4ebtT/ZwOCtPmRBWSQeS+PaI/iImnjkJjGlXask7q2psoaqpRa10K5tbqWvv4oK+mnNZOiyRNuy9Q9S39nDquo4L+ZVUJ3rZX2Llt59k8psdpTz/aRm/3nGdnfkmarvHuFAf4oVdBfxiYzG/3mbgl5tyWHOsmBxvo2p1NjbHqEiIMWqzMnJ0dPVR0ODizV17OVRQhIANydtT4vY00NK2UyArlfWnPJ0EWE1NKpAljJYquY2Nk9PgxOSyc//mNN/cv8njlVnFOirAdXtOWQp8Mz/NiMXKUizOf9y5S2udibqsbCoys7l46AiZJ06SeeIolVnXmBOj4blJTIW5JBujDLUmqC3IYmV8WLnRf7WylGLNbi+htu8s882dZVqamzG4fMo9XQCkDAEg4QkptaX2vTPpwOaJlFheTEmljCjZkP7RcYLDY5zOL+G9j3ZT6Q5ja++hqrVDab+kdGgNt1Fe7aLSEcHS0oOpvU8Na88g5bF2Npwr4fldBl7eb+H3Ow2sPVWDLjbB6eo4v9mezSt7zbx/Isjbh+s4V9VIQ9ckgb4JsiotvLR2IyevZ6p4rNpgXHU6ts4u0Lq4REyc59OlTgGKChgK25W2fxDxvHZMmhYaxODW5cHU4FBAqaKumrK6Kow1NRirq9HX1lFSU0txdS3lJjOVlgbKLFaKzWYKzCZy6+vIq6ujoN5Mic1Gka2BInsDpR4XZQG/ki7oIkH0MXFMj1LeGKOypZHqthZq2lpTi0wxNx4aUF5yNtFlTU/iVEzjBAKG/at0WT8HVtq+BrBk1kCXxm4J27P56Cn+54t/5EShlNkTFPkCFAdDSv8o4EdGkYjfVak+RonWQCIdvTHp3G0i3xvl00wdO67oOFZq5+MrenZcLeGa1Yc+2kpxME5xKKoAXEaDh1NlNq7URSj0dlAUaKQgGEQXbyLH2cTBAgtHSy0U+GKqA7LI51N6WnGuF3ClAaw8lxc13D5yPX5yPH7yfH4qmho5q9fxmzXv8em5Czj7hDWSnNJx5YulMVEpZiolaleM1M+AliwK1VDC9FVlxbQNhNhBaJYQqdJhSsxuEzYrnSWoCdufzSlGazXQ0gCWNmsATJ0j4EsrJYoPlgCttP+V9kzQgJYcV0HQYvWTTIEtbVZASoGpnpRVkGYZ9PNZxeyIsfYzRkvAjpQCnwIbAT8/A2tP99MsmRhza+dr4Gr1rK65iq3S9gVEacyUBrBk1o6tBmKr36OBLzWLRUVHKtv4H4vRmn+RUncD/oCL+1ODfDE/yqOpIR5ND6uH6EPRV00O8HhigO8nhrjfEmfGblNahFudzdzsa2esWcTVcWY7ErQ76hiKerg/OaB8YB7NjiDj4ewIn8+O8nh6jC+nxvhmYY6e1kYMpmqqoiHMqtzXSW27MFMpNqtGRPI/H0q31aE6EZUpqRLHt1Pf1Ymtq5v9V67x8vqNnMkvpMoXUM69ZR4vercHvcdLuSdIuctPqcNBgddOjt9Frt+Nzm3D7qwl6Kmizmuh2OPC1FBOu/kcTbbLGN02sv1RyoJBdVNfdzCDlzaf4sWNp3l16xm2nyqg0B5RTIzO58fg9ytvLZ3Xi86XGnqfX4XX1kRiHDh/jbW7D6APhFSiuny5BWjVaEArLQ7UfljarEqHQhf3CcgawpxMdai4+pM4mxMEIn7uiVfW8g2+WpjiKxHbpgW3YoT41eKUKit+LWGk3e0st8S5199Fj8/OYMxPk92EOT8TR0E2zZYaLPnXcZbmc3csqfy3nsxPoI0vbkzw1fyE0g19v7TI3Ngw14oL0QcDWJMi4BxNx+1IW7JkHI6kNA/SpjwyirByn+UUsG7vYXQuH5aWTqXFkJW23MQVY6Uc31tUqKwArJqWNmpb26lple9GB5bOXjLKajhzMR+rrwlf5zDOpiQZOVVcy67C3jyAMdHH1stlvLo7i5d3ZfP+yULFWFl6hqhq6mZfnokXP8ng9x9d5Y+7MjlZ5qK6VUpb7SpupLq5Vc01Ta1Y27oIDIxwtKCY944cxRCNE56dfQq0VpcMFdASJksYoAkJP07l/klZzi0hy1Kam5hSGYtWt1Pp3n58sMzXt8XxXYLCxS9rQZWr/rw4x6zNqn57/z4zRbe5DkdBHk0WM3adjsv7D5B/6gT20iJ8FeVMtrXg0JXgKC3GX1VBuLZaibL/fO8O3y7f4rtbSyqa54c7K/zprkQA3aOztR2906se4OozzwhTNUVIPJeECZHuyJkpZeAqJcPI5LRaKOi8Aa5V13GtzqwYv50nz/HCu+vJrbLQ0NlHVVsnxtZOrJ39mB1Rrp3Oo7zGTUNbEnNbUjFblo4kNa197Cus54Xd+fx+Zz4v78pjb66NuvYpdKEkW89X8MbeYrZesnJE56eydRhX/ziOzgFOF5Tx/NvrVeD7uh17eG/HHjYfOk5WTT2BwRE6lpZJzN1QTJbmB6Z1JqryaLpLUY7J6y4pNfX00tDSirUxjqlJRNtxrK3N2FtbcbR10tDRhaOzG1e3dE/245E2/6EhXCNDuMWuQ3IYxVdNTGvTYFxp+RTgnsI7M4t3Zg7v9Cye6Rm170sf88/Oq+DrwOw83uk53NPTOCcncUgzxWQ61Fx1GD6zeNDAlXTCKr1gOrVAA1ZiwKkZ7aruu/5BMmrN/K9X3uCdT/dS5PIqcXmh10++309eIEB+MEReUFzdQwpwFQbDqqu3VBjnaIKrZivZrgD53kY+K7Hy6bUq9ueauGoJUxhoJF9YKMlNjcS5UOvm3YOZPLf+NK/tyuSEwaauVRAIkWmPsOOKkZc+PscHR69zpc5JqT9GgTtIoSdIgZJ4+P4GaAnwEpCV5fUrl/qqeJx1Bw7wz2+8SUadKeXmPihxWBOqzCr/7hQr9az8p0qCyjohdY9avSi0DgypmDCZbf3P/LYEZFlEgL4KcMm9WTRVWvegtq3NmoZLGC4NbAmwWj204wp4pVmv1eBLu5YCVmLXkAZeGuASXa+pP0n93x0/BWEaGJPz1bbSC/+0209jnwTcSOlQSpGrhwCtqvQx2a6TUqLMaQ2yvG818FLXSWurVoOn1aBKMVNptmo10NLO166xGpA9fb8YmnZ2Ehko+8cRwz+afwl9wENVfRXJlhDzQ+1MJVuY6m9lOtnKZF8zE71NTHY3M9vdxlJXB7fa27jZ2cFcbyeTydSY6etkpq+dyd4mppMtTA+0Md7XxHiymbFkM6O9TYz2tjLR1c50ZwfTvT34vC50phrq4lFsnd3Ut3dR0/asbKiBLAFfitkSECbAS7m/p01J012H9r5e8mwNvLdrN/svXsIUjlDp86NzuigR+waHU41SpxeDy4/O7aTQYyfPJ0DLS6nHSb27HrvbRIXPRYHPS43DSJv5Ms3ma5S7zWT5gwo0Vfh8ZJtdnCys5lBmOWdLzRQ7o5QFoui8bnQ+NwKqtCGgS4bsGwIBzNKy7PCz7bNTHMrJJ6W16lVAS7RNdUoEnwqe1n5QagWT/lFJTd4sZqXKDHRAeW05+pO4OlrxJiJMT43ycPkGj25O8TA9ZFvGg8VJ7i9MqpzDr+Yn+ebGFF/dnObh4jgPb05we2aQW+NJFga6uDnax43hbm5PDfHwxgT35sa4MzfK3blR7s2PcvdGqoT4cGaaxwsLjA4OcKkgj1KvF3tSqHMBVlpYdApsCZulQNfIKJKyvvtShjKmlNBa8fERA0KlD4knMDY1KfZKAZ1miclpSwGs1naq20S314Wts5eiahsH9p/l9NlcLuVXcTm7goN7L3LtigFnok/5RpWF21VX1MVqL8X+ZsztSerbOrBIbb+phetmF2cMFnIsEUzNSSztvZhaOqlv7qauVcpeHcpjS2JhXN1J9N4Q7x08wslSgxLGq9Ka8tuStvrUg1ADWvKQTQEt8cwSRksAVyr8Vx7ykuXm9HlVifc/Ht3newmFvXOL7yR7UNzd763wn/dv83VfN6O2eqZDXqZjIaaaYyz0dqgu4dGmBGMtTdwaGqTJbmO8tYU7Y6MMxmNqPJqd4T8+/5wf7t3jh7t3+dO9u/z44L4a//7oIX9+9JDWllaKRaMlnZOqdJjSaIUFaE1N4ZkWkCXlwim8QyPo3AH2XrrG2zt289pHO1mz7yAbDh3jlfVb+NWr73DgUia2jl5q2rupbO3E3p7EVOMj93g+Dmcjjs5+6jv7sbQnsbSJIH6YkmgnBwrq2Xg6n0MF1ZQGW6iX97X2URZqJ9McoiTYjqVPQMMwDVIuaeuiyOYjp6qBcpsPg9VNXrWFY1n5bDx8nB1nLyoA3yiu83M3VOyMRM9oDNbqWYCWBFt752bxz84QmhIwPIJ3agTPjPx3mVCMn4BPKT3+ZEhnowC12Vl8cwKiBDzN4J2dVdfzzM7gmZnGPTONR0T6M/MEpufxT8/hnZrFOzmbmqdm8U3OEh6fITw+TXBsGv/4FOLnJh2rjsmxVAlRpQ48Y6qEsVJgS3RYAsLSeiz3iAANiY/5KdAS805ZtHx87iL/9OrrqktPsckhaTIJUOALkB8Iku8X/ZPsBykKhJUAXR+Mcr68ikMFxVyzuSgKNpPnbibT3kSus4V8bxO53ohimfL9XvK9YTadKeYXb5/mn9++xP987SgbT+eSJ2kcoRh7sqr49Ybj/OLdw/zLmn1sO5dPoTtGsS9OgTtEvtufYrBc3lTJUMqG6dJhrnzOUISqRAtnCkv4pxde4IMD+6nr6ED0Ts4B8eV75gCv6bI0VksBLblPpReDqxeFmp7Uoonk08BKA1rPwFZKK6UthAUQadvaLKah9rROSwGpNOD677YVCEuXGtW26MAGxJ8wrcv6iYY3pdFSQEueIQP9f8NumSTXcBUIWw20lLZrVVlPUko0gKTNfw9oCfASDZjMot1SgnghT1aVAX8C2FaJ2DXwJIBKA1Xa/BQ8KY+vVKahHNOAlrxXO/fpdprRivwjieEfzr9EdUsjepsJQ6WOyho95VU6NcoqSzFUFKOvKEZnLEVn1GEsM1Bp0GEoLaZIX0RBWREFpfkUSTtzaT56Y5EaRYZ8CvR55MvQ5ZJTmkN2ST65JUUUFRdSWFTA9eICShxW6ttbVLyOqa1TAS0BU8qcVLoPhcFqb6NWAJbSYKW6EqXLsLI75fwu59o6uziclcOGgwfJt9Sr3MJSiUZwuZX/VaHyy3JT4PRQ5HRT4rRT4rZT5HGT7w1Q7PVhdNupdlsxiHmp10G9q5wWSy6J+gIqXPXk+n3KlLTM68YoVg6S/eWNYQw0URlqpDwgQMyNziND3OL/62H0hzAFGzmWXcCa/YeVsNsmWitV304JBAVYSflQ/aDkx5RctXoRCll+LAN9mAZkFlFkUjkT25vi+OMR2rraaOtuorWriY7uFjp72+jqa6Ozt5W2rmZa2hvpaG+hq6uV9q5GWrriNHZESLSGSTSHCUX8+ENeAhEf/rAXX8iDL+TGG3ThDchw4wp6cQY8eP0+An4/NQ02rlaUUdnYmDL0GxpVRoFy4xIfKjWPiFPzqIoQMfcm2Xs1i2O5hVTFEgpIiUO7DGNTM1UtrdSkQZWwS2q0d1DT3sn/S917fTdyZemef8A8zjzMmjtr3Ttze3VNVXeVSiWp5G3KpzdKSSllKjOV3ntL7y0sAQIgYQkSAAFaeIDeJ5PpJKW8V7W6q7r7Psw/8M36dsQhI6lUVd95Uj+cdU4EggFmgoj4xbf3/rYjlYUjzdZDBTBMdKmkEUdPluPYpQYcP9+Ad98+gTNna+CJZ+DLTsCbG4OvMA5/YUKsATqzo1I96EwNwltISvsib24UgcI0fPkJcZluT2WlEs6ZGYGDDwLZHFzpLDzpHDpSObx97iJ2XSkRTyc2JpZQIENsVLEIV1QuBL40A1OlaDFPi8DSNb+AyPwi+D7enm58tDiP//efvsO/sEHtl5/hn7/4FD9+9jH+9NnH+PNnH+PfmU91cwnf3LiOHz76AGxC+93HH4AJ7qwk/O7Tu/jus4/x+Qe3ZHz7yV18efcDfPHhbRkf3VzCnaVF3Lq+gBsLs7g2O4X5qQlcm5nEWDGH9o5OtIZ60MOkfSbq6+FBUbT00GFkaQmdxVEcrarHi9t34q1DJ3Gh3oQmfxgM+1ojCTS4/ThVXo+T1Y1wDKbhyjEZPgfPYA7Wxg5YL5jQPziOwOi0tDLpGp1DMDeD4Ng1+CYX4c5NwtqfEk8zdoRoG06jLZmTqkV3roiuqXnJuwpOjkvHiPZUEZ3JcQTTE+jOjqI7NyIGp+HiGEw9vXjn3CU8+84ulHZ4BbQYRowtsqE0m0lr+VtcqxFdWkL3jRuI3riJBJPqb1xD961r6Lp9HeGbWhPq2LUlUcekGIAhyQUWDDAPT4Nq9RmHGGolWC0uaOM6Z7Zj0i0xri2hZ4GtgLRz9EgVJCshFxGZp8HtPCJz8/KZsKF3cEErvPDrswoHqtCgBloKuO5NjudrTJ5XtgZUt9gDr6mvD6++vx9/9/Sz2HDwCK62ucTGhmbMYp3AcCFDf6zu64mhxheSB6Q1O3aLhUpVTxylgShKg70o70pI252yYAxlwSjKQj2o7IqgPNCLDcer8as1h/H3z5/C3z13EFtO14gVS1U4im3n6vCbVw7iH146hl+98D62HK9GYzc9tgZQ3x3Tc7EMkMUwYlcParsjYtXSOpjE+VYbfv/si/jDCy+irMMFzyTbfo3BOz6tm4zSj2rF5kHlaDEZXSoL6VW17O/HrhUTUsjDIh4ZI4wkaKNdCpaYwqHlykqXDubN0o6HEQeZNdgiYHGfgJauYEnlIKsUVaWica1XLIqVwzKMaTld6jwK5BRwqZk5vkZFiyBlBCvJAdZDi9yvEudVeJEgpRQoaQe3qnchXzcm00tCvZ7/tQxaPAftHPRzKdhaPfN9CE3cz/lvDfXzRtDi+v6gRUXrF2TvQNCyp5NoHxqAIx6FPdYDWzQMS08XzD1dMIWDaO0KoCkcEPhoCPnQFOhEY7ATjWEf6sM+NAY9aPV3wNwVgDUShiXSBVN3SJovt0ZCaI10obknhIaeIJq6QzCHgzB1+WGOhWFN9cOep3dWFm2plZChMTeLgMUEeYYUHVS36PyeTcNM0Mqn0U6vj74BvHn0BN46eRItfK8uP+qCHEFpb0JjUkJWZSCIykAAdX4vmgI+NARCqA1FUdsVEyWmmYpUiDlbLnQGmjDgrkfM1QKL34WqMB3ke9AS7kZLdzeuOtw4WNGA/aUNON1kR62P/9aoDlndaAp1ozG0Mjey5Q+3g92w9/ThksmONbv24ITJItYOzNVySX/EIlhtKHlaBCx+gdm3i6aWujTtmRhB+2QR7byYTLJh6Dh8Y1RvciBseRIxtPfF4OqPwT3QC89AHJ1DCXQO98Hd3wt7lIn6MbQn4nAORNHWH4atNwRzxI/mYCfq2Ram0yOj0edFUzCApoAfjX4fmnw+NPp8qA34UBvi8X6Y/D60hIOwp4fg4e8zPQU3nxCnZ+BjGIbzDKul2JSVXlILUk69p6QCJxqaxXuJKrYh2WcAACAASURBVJVpaBiW4SSs7D04lIJtOAULYSuZhjWVgS2tPfVQYeLTuC2ZkubDXYN5BBMF+IbGERqcQkWNE4dOVaClKwFvYQq2wbQYmF51edESHQBvzswZcmSTaM8Oo6G7ByXuEOq7BuHKjMGVzQvcOzK8EGiSuTO3AlpUtfaXV0kif0dhBLHrN+6BKyN0UeFi+GgFtBYk/EYIoyISnpqGPRhEIh7F0vU5TE+PYXy8iLHRAoqsRssmkc2mkctkkclkkcpmMZROo39oCP2Dg+hP9CEWi6GLvfAiQXjDAXjDfvjCAQHhYLQLHSEv7F43bF4XzB4Hmh1W1FtbUWtuRrWpETWmJtgCfnFrp3WFqo6k4sYcLeY1EUDCM3PYe7Ucj76+EWfKG9A9VEBvjoAzJq7vITrA50ZlO5gZgbcwhs7iOIKjM/D1Z9FW60avOYLh7Cz847PwTi+ga2IBXSPz8I/OoXvuFgLj87ANpKQpuYudFTJ52NMjsOdGYRnOoG1oBIHiLPzFSbgyI3Amx+BOTcAzXEDHEKtFk+hI58QkNcyWKrmimFc+885OaSczeOs2epc0yFJwFb9xE71LN2SwcpLGpYlFrV1SYukaem5eQ/jWEiI3biJ+/Rbi129KyDh247qcK3Z9Eb3XFxFnc+zF64gvLSJ6YxHRm5yvoYeNrhfnlkfP4jwikgPHggNaS8xrs1R6atuha7MILs5Ij0z2yWSVKtVRgXeuGX425Gkp2FpWtpj0bnCPD9Fkd3oWfr39jJ/fy9kZeKYmURuN4rX9B/C///4hPLJ2I/ZeLsUVe7tm7hyiuXMYF+3teL+0Cs9ufwf/63//DR5/fTNKXX5U9SRwxd+NK4EuXAmGcDkQwNVQN64GIygJRFEeiKMmPIiTJi9e2H0eD6w7iBf3lOKUJST5XWXBMPZWtuLRLSfx6+cO4fEtZ3G2NYQqL9/TiobubrT0sjVQAo1sA8ROEGy91ct+p4Mw9Q/heLMJv33uZfz6kSdxsaEJnmIObXKNZAoDzUoJW6zum4a04dFDiJq6pQMWQYsFOnp+lgIssaehkmUALQKWQJYhfKggi0BFzys1PONjGmjpUKUlzY9rFYjijai1yVmuSKTqJYDFY1ZsI7iPeVoKspRSZpzd8uC90paNMKVUK5l1NYswJkMS57UiLIEt9uYV1/eCzErJUjNBS+tEslJxKKFDY39E/XpJkFKDkKTWxpmgpADq52Yez9fUsf8x0Mr8skKHomileVFLoT2jz1n2FkzBmWUVH+EmibZ0ErbsMGyZIdjTg3JDtWeHwNGWGYQzPQSnHDeMtkwSDloy5Nj8mW1z9FFgj78s3Pk03LkU2gsp2PMpWLM8d1LLzWJVIU1HRcHSLB1sunGptOGRHC7+TEpTtLJJuAtZmCNRbNl3AO+eOQVztBv1IZ+AFh3fawKErACqOYsbPEHLh/qAD3UBusKHUcsWO11daOrqQUMwCnPAjai3HEOuK/B3tqIx6EWNKF1RaetyqsWKF3Yew1NvHMMz20/hyTeOYsvxqyhpJ3yy3JgO89qoD4XFUb4uFAbX9cEwzMx1cHuxcf9hvHXmvITEBK4kbKh5oih3X2kESimazsP8ssk8Cs/EKNx0IZ7ivjF0jo/BNzoiDae9hby4xXtHi/CO0jm+KIOv+5g4XyxIyLJzZBTesRF0jhXgGcnJBaqjQDPUEfFnkblIO4kx7Xiu9W0PIXCMxxXhLRbkPN7pCXGvJmh1zmjqlW+GF3QNsPwzVLNmBTRYifN+eRWO1jaibYh/YxkBLfMwc7KGYWfi+1ASZgGvJBhCtDJ8yDwtPW/KMjgE29AQXEMZeIbzcA2PiLpRafZh3+kKNPh7YRnMY1elGU++ew6Pbj+H14/U4LyjGw7xckrhtNUjuSMPb72AZ3dW4mizH9Yhfh+SaE+l4CDUZbIgdLGfmjuVQ6AwioNVtdhx/pI4nvPmzBugChsaQYv7lcIlM3O2aJyp2yPQhqAznUILfeU8LtS72lHX7kSdy4nGDjda2YA24Icl1A1bTxSOWBzOeALuvn509g/CPzAMX/8gOvr74OpLyPAM9sM7PAhfchj+VFKGNzUMbzoJXyalzWnOHMPSqy02OSkNnVmlJzla+u/HMFuUFg6zczjbZMbjG7aJz1k4P4ZIfhzBZAGdyTw6M0V4UwX40gX48iMIjUzCW+QNahz9czfQE07Ccr4VmVAOyakb0jfOPcIcwyn4x6YRKE7BlZrAaUs3tp0x4b3ydpT44nDShys/iqquYbxX7sGbF9rwXpkLlQGGgCfgTBbhGM6jbSgD+1BalEqB9IEknAz1jk7I38vmo8ex+fAx+IujSNy4KaFDpWgtQ5ZSthaXEL92HfGFRcT11kJRKmGsYly8gd7rVLqWZPBnaSeRuHkTfTc4uL6BXr5+8zqiS1SvFrRxjVWa2lrsMRYIWAxH3juojgUJWtdmNQVskYUU+t8R2zrJYDUo/dyYA6i1iCJkKfgKzS9o3Qfm+HepDZrrBvjAMzMLL7+Xc7Nifsp+gHzI2VdVi6e278BvX12LhzduxZp39+DV9/ZjzTvv47EtO/DQhjfxyMbt+D9+9whe3PoOqjtDKAtHcTkQRkkwjKuhLlwKhXApFMaVQASlvhgqQ3242B7E0QYbzlncOG/z4bKrG+WBPlwNRORnSvxhHKp3YufFVly1R1HT2Yvn39yJXz31NDYdOYYL1nbU+rrRzBzbcBRsj1bvDeBCqxWbj5zAr559EQ+9tgHn6lvhTefgoWP5+CgcE+NwMdFdnN01vyx6ZmneWbp1g+6hpQBLwoWr1Cw3VSkdqvjQa0yEl3xUGpcKIOk9E8V/i5WKWrWiCleqZHxxlhflSvf20qsRvVKBqJmUSrWigBirFLUqRlG09LAk3884CHTu8TFRsAhVBCfnaFEqEVmN2D5GoCJ4MaTImb1o2blDT6TnfnnA14qzNG8sWjcUNCNUPdldirb0tVLEllUu8dPSoEqFChWkGQGLa+N+tTYCmfr5+4GWEcqoaCkQE3VrOXT4C8rR+urGY7Amk7ClkrCnh2HPcBB6tLUtPQxbegic7QJDw8vHtWVZHaMNHm9ND8GSGpRjbZkkOPgzAlE8VsArDWcuBaeoWPr76OfhsdIYWpzetTY84vrOtjxsLk14Y+goozm/s8WONTMMdz4LSzSCNw4cwHtnz8AcDaM+QDVLa60joOULaO12GEr0+1Hr96E6wOFHVcCP2gDDjAE0+ENo8gXh7jBhuP0kBtpPweFtEdPS+oAXzWEtN2D72XL8ft0BPLrpAh7fUopHNpzHI5uOYseFWknerA2FBOxqpLVPl4QcpZdiqEvClc3sEeb1442DR7Dh/f2wsv3L2Kj4T4ncq0u+jLNzULFiz0PXBL9MWisGeTKSL7L6Qk9Avqj8sk6w2mYc/kk1JhGYmpSWQKGZaZmD0zPgYNKujMlpBNhzS0/iVa8Fp5jjwWNnEdJHkG7nMzNSah7gLOeYlrwZ39Q0fNPa2kvYosmiPtMKwU+H9Gvz8E1O4kBlDd49d1kqnqhoSuhwkE+pg7BwDAxJGNE8MCRrbkv1Ia0epCE0/X/oCM8qRZopDsAST+JSqxs7jl5GjasHF91h/HHXBfx6w1U8uK0Jv9tYhteO1KE+Mggm9b5+pAK/23AFD25uxm/X1+LJneW44ArClU3BPZSWXC2GMPn78cbNpH1/YRT7+btfuipAyoR4I2gZ4YpApQb9ppSRJueIPuhLRWXLLy1qxhEcoyP6ONhHjfu7p6YRnpxG9/SsYcyhZ3ZefK5ic1qYidV/HAw5sa8irRkis9o+HsswVJQhKX1o2/PijcXkdkIFZ+Yt0QpBjD0Xr4GKj6W3D6+9tRs7Tp2HO82WOiNwD2tWDZ70CHyFCQRzY/CkC3Bm82CYj2FD3pQGpq4hYovAfbwJI9FR9I/MIJKfQFdOq97y89+ZG8Nlawhr3m/E87sdeGm/C9sutMGUpN9WHrvL3Vizx46n97Th4bcrsfWsBa2xglSZ2gdTsAxqzYnNgymtOrU/CctAEnZacxRHUOZ04fntb+GK3SkJ/8ynomLHf6sKI96TryXNshfFO0wB2fJMRUwf/OxjEmIkfN3QlC71uv75yudPawn9/1VsJsQmQ4NuBbbLs0G5UpDO8KT6O+Is3mYGyCJgKeASdWtOM9Slqe7q4Z+dg5ewNTsL7/zccs4X85b4PTprd2JPWRXePHMBmw+z2Oc89lU04bwzgPJQDC/s2ocXtr6NCicT2qMo8YVQ7u1CqTeEK74wrga6UeaPoMIbQXNsAHvLa/GrZ17C5gMnUNfRBXNsEI2xAVT19ErCfQNNSelGH+1DeVsHXti6A3//6FN4Yu0m/OHFtfjdc6/h+c1vY8M7e7D1vb3YvHM31mzdjgfXvIqHX9uIN06cQWVnQHI2O1koRJf00TEBLadujkyQWs654j4qV2pWVYbqGH1etnxgjpYhP+te0FppSK1VIBqMTKlM3a+vovLeGls5lmAlLvAqaqErYUbFavXaqG5RUWOKiYQHdSVLCwlq0CXr4gic/L9RY4Ru8vq2WuuQJmHBohYq1M5T/EnYcBmwFHhJxaJWqWgMQ66GLLWtAEvNCpiMIKXWVLKMqpZaE66WB4+RZPhfmqJ14zGBLEKSABUVKx2y1KyB1hBsGQ26uF8gi2AkQ4MwS3oI1vSgdhzPQTAzDB7ryDH/Spu5Le+hz3Iu+mMRtPSeh2pm+FDa7GT4n52RnoimbBLWDF3Wc7AlYth+6CDeO3cGlhjNSKlWGUKHBtCq9XlR5feiUh8Vvk5U+TpRy0pErx8tHW3ocl7BoP0ofI5yNHraUdXpQ02nC40hH8o7g9h4rAIPrT+JJ7dU4omtNXhiSyX+sPY01uy6hKuOABqDXain03YgJGuGDZuYt0WViz0Tu7tQ3+HFpj378fK7u2Ae6BeJl3+4DnkK0SRfBVr3zlS3+IRz7xMNHYZXSolZ2cL8hDH4JscEuni8f2oC/ik2b+asNThdmadBSFLbNNGTIXkNPJavGca0djyhankIZE3BO8WhNT2VRrh6c1Xf7DS0MQP/9DRON5vxyq73Ud7hBXP0CFrNff1intiS4LpPckg4i3dWoh8trEjUXatpZtjE5tK9vdIwmqaGlt4hXDZ7sHnfaZRYAzjc7MED287it5uq8fAbNvxuQzUe3HIO5+xdKO2I4LndpfjHDRV4+A07Htpmwm82nMWuSivMA2m0DeSlhUjr8BCotNkGk5K0705l8c6lK9hdVoHAxJTk6zA0qG6KnO8HWwJa9HAyQJasF7WbPZtNx68voXdxCTEOrqmiLC0hvrgkuUm0U2B4j7lTnGmxoLYjc5qbO2dtn3ZcZG4B3HdP8rZ+HnF553kWFjXPKdoeCBDQ7FMHkcUlnGu14oXNb0s+lm9kDG1JNjHPwjOUl+KBwMg0ukem4cvRiLcooOXJ0Ux3HJHkKPzlLoT212OoKgBHjQsxdwKF5CyiIzMgzPtGJ/B+rRNPvteCV4/FsO5EDK+fdKK2r4i6vhzWHKjHY2/Z8fi7HXhgSwOeeqcaZe4htA+PSqjRNDCIlv5BtPYPwpwYgiWhtZUx9Q3AxbBzbwJvHTslyfFUaglZzKmiOsS1mglb/PdrhqZaIYARwLTX74UeIwCpNT9r498D/y9FxeJs8COjF5kMA5Crvx+GC2Wtz8bzUc1aVq90JUuBloQPZ+clF5JQZRyELm77OObnNUVrblaMUGlkKu2KGHKcnAGr7XhT9oxOoX1kCubcKMyFUWw4eQYPrHlFFM7mWD8qAzQT7kJ1kDlZURnVTMfo6UVrTwxrd+/F//Jf/iv+y69+ixc3vYnztY2o7/RLR446P1ufBdDk6cChC5fwm0cew//2f/437Dx4BCaPD+fKa7DujR146vmX8MAfHsF///Vv8OCTT+GVN9/CrvMXUdHhhydbRHB8Wv7W3MyfojJDtYb5VQJTmk8WwWoZnkTpur9/llK31MxIgtaVQ2s8fT/oEpuI5bY97E3Ia7QGUsaZMGb8+eVtCTlq+VwEKmVEqvKv7jcrRUsdrylXWsL7SsiQyhaLrIoaVOlARa8tQpaD8KXWfI3H6uDEsKDck2g9xKr4n7N2MOy/n1ql1Kmfm++nWimwWj0TvES50sOOas3jbBIR0+ZfVNWhpmgNw5rUQSu9AloELIKQAi0FXkbQMu4jiAmw8WfuM4w/pwGaBlqyFnhLieplBK3lFjwCX7R+0Nzg2XzalCFoUdHKSENehg3fOHpYyw8Lh9BAhYqKEkOGBtCq9vs00Ar4UBnwoiLgRaVPG6X+AJo6rYjYjyNhPgqb04JaVwA1rg5UdHaiJBhCeSCK966a8eimk3h04xU8sbkST2yuwIOvncLz715CiYM5XmE0ELSokAW60KgPgherIE2RCKqc7Xhx+w5sPHhEvHNYbciKjXaRfLUyXMbY7zcYVlQ5AcanHPXFY54AQ4l0Kfbqg2vf1KQM75TezFRvWCqQZliz07zmgDwBH0Frikmk9w7CVAcHO8ezAoyD60levMaXlTgPm57eZ/B3aeyK4Lnt7+Cd85dhYRuQgUGtbxn7qfVqDZ/Z9LmeBoqc2dMsztyMATQxWZe5GrHEctJuQ28fWnuHUOYMYtuh87hq9eGSK4an3ivFbzeW4g9bGvC7DSV49M2LuOSMoSY0hDX7q/B3r53DP2yswT9ursJvNp7G7lonmvqyaO3Lobk/jYbBATQNDqB1gDlcOQlBv3bwEE6aLJJfo0KGnI2ApW6M6uarZgVcalvUCibH675OWmhIhYh0GJidFwWLHkqqNQ5VKhkz8+Jj1cN5mgqWpl5pgEXI0hKqFVgwJ0jAQveUkvX8vMAZf4dl9YQtd5ZuwD82ifculmDT7oPw0qqBPdOGM2hP5uAaysE5zArQUYQKE/AXxuEpjiEwMoEAQ4sjk+gdGoHjZBNsm88jcqEd3lI3HCdbMWBNIFWkD9ci/DPzOGIL4qndDXhmtxNPvmvBq0ctqO8bRdPgKDadteLBLbV4eFsrfr+xCq/ua0ZtIIe2gQIsfUNoJYALhGvKJj3YqJLQ3dw2MABHoh/Hq2qw4eBhye2jUz9tEFTjb84Ktghef21ISyK94EF9xveb+bfAwc9ZwZVxrX6G+9RazervSJ3D+DfGUCBztBRYKeASJUu12mGYkGoWXeRXqVoCWrqi5WM7n7k5LXdSr1Ckcs2/s8C1a/AtLqLr+i34pudhzrDnXQEnTSb8/eNP4ZVde1AR7BL7h5JAECUBP0qDnAO4ymhBVwB7L5zDbx99DOu2bsO2N9/GP/z2QTz0yGPYsHU7dh88hIPHT2DfocN4552dWLd2A15+8RXs3b0XLS2t6AwEEAwG4e/ogK+9Hd52Jxrq61BaW4NWvx/OZEqsEph31snmz0p1YnhPktBZla0pV8tWDRNaorsCLqV0ib+fnqO18pruoUXQ0iHqfrMCKfWaEbrUPjWzzQ/DjyoEqUGX8sjS8rkUVBmv7T+3VsdqPloEzNWgpUMWk+AZUqVv418ZDDeK+egq2FKQtVrFWt5WrXxWhQWVevXXZqNqpdb3m40q1uq1BlpK0fqlJcNL6HAYluQgrClt/ASwlNolYUH2JVRKlgGUGCLU4UqFEH8CXQQ3dS4d4tS5BNiyDBemRM0iYFnZnFg1i1YqVzoFazoFSyYJczYJqmiOTBL+0TxONtXh9b3vodRuQ1u8F01S/RdCXTAEqToMBGWmmlXu61xWtKoCPnBQ2SoN+NHa2Ywh807km3cg1FaFDkcTOhx1aPJYccXvR2U4hvNWH17dewkPrTuGR9afxoOvn8DDG47jrbNNqA3EURvgewZEveL714W036OW8BcKwdHXJ2aqj6/bhJP1DXDzj1r30GL7HeZrsW+VeipR0q2atf6IPzU1VV+6ZQhj3gDzuMR4b0wASLq9s0RYnpr45KQNSbSXvmA0GJ2Q3C82fBZlSocogpQaBCwm0vJ8ck4dpiTMyaRMvcT4XjVOC4USHlmpQ2Vo75UyPLJxC47WN0k4kJVONd09qOmJoCYSQU00irreXg2ymADbP4i6cARX3Z2o7epBc6xPEmTraaoYZT+0AdT4Ith3pRYldi9a4xnsqfbg6V2VePiNMjy+oxRvX7GivicFc18e+xu9ePidy/j1xjP47ZZzeOVoNS52RtDUn0RDfAgNiUHU9/ehIZEAQ5iuLNuOXMXL+w8KDBJKJHw6M6P1N9TtHYzQpW6WajbeTNUNlft4o5fXOOsJ9HScJwSEZ2cR5qxDVViaP89JRRorBTm6Z9kMekFCYzS07Jld0KBMByv1/jwnFTgBBrlhzyOsAxx/B0m8Zk7Q/AISN27BkUxj6+ET2HniPILZESkWsNPygrA1lBXQak/l0ZEqwJ0pgKpC18gkwoVJRMZmEItm0Ha0Ht2X25EfnEZ6YBruK+1oOVaPRHwE4dwUwsVpNHUn8eYFC57bWYWX9tTiUK0X5oEcLMNZXHZFsfZwI57aUYZX9tfijLkH5t4czL2DaO3tk04C0guP7WT0wb8NJk1bEn1oS/ThXEMTNh46Ip8j/0/pc2UELfk/5/+7YfD/4x4AY49EqmEGBcr4GRrX6nNeBmqVm2dQtORz/xugxb8l9TfGmR0ItGbmP60sVHlahDFNvVqBLQLWsqI1QxVrTsuflBxKzdRTvLYmqVzPoHNuDp3z85JATwseWz8NhGNo7OzEq5vfwG/+8CjeP30OlXYHLjY24ywbsF8tw4nLV3C05ApOVJZi1/49ePvt7agsK0VbSysaysvRUFYOW2MTOh1O9IaCGI5GkI3HMTo4iNlcDjemJ3Frfha3F+fxCTtb3FnCN3eW8E+ffoQPlq7BE/Ch2e8Tpd4zNaV7XWkKEisH5SGRapLAkZbb6hYFSw8frg4NGlruKPBahi2+pud1qTCgAik1K4hS2yoXi/sJUgqqFGBxVgn1mvm01liZ122qceo6zvXPDXWNl2NpYi2ApVUZiiqlDElFydLCh20FusBroMU1hz3PXofa2lGgo7xmmq0ASgGW0TvLuFaq17JjvLJ3MFQwEpqUaqXWRvBSUEVYMgLUckhQb7FjfG31Wv0sZ2smg96xX1yO1v1Ba0VpYqLyirpFKFIwxmNUONAIWoSsZdDiWg9H8nijCqZtE9yYE6ZBFgGLIUM1a6oWX2NIUUuUt/J1OYY5Y0PwjuZg7oti85FD2H3hPNwD/WJWylAdqwgbCDtMhPcFUKXnZ1V6O1Dt60SNDlkVfh9KfT5YOxuRtb2LmebNyFqPYthyCgP202h316Ki041ySaDvwTmLB1uOl+K5Hcfx1JuH8dbZKpS6ulAfjqKGOVrBACoJZn56doVQHQrJbE0kYI3FJDfr+W1vwRTthWd8VGtfMKL1O5QvjZ6npWBLSbiELbY5YJ9EVYLLLyNlWfmS6l9UTTrXkiPbx/QESAE4+q3oXzz9qYXvoYDIbQAmQpPKD2O4UnIa9Jnbkjc2OQH+DI9r15MxRYWjj4uh6oVPWvK7q0RNut/nCjD19mHLidN4eNNWHGtsBlvssIy8rjuCukgMDbE42EjaTAuIwaQUGxB0zlrscoPlzbQx2ocGzrF+NETYaDaBukAMjaGYNMRtiAzjorMPh5tCOGkNoTLECiZWMvWjrjeF0+092FPrxJGWDlSH2DB3WBQ0qmpa37d+rWFuKosSlwePvbEdu0rLJLTqZ/4ZFT+GYpmbNj19z01x5caoNZrWbpIrawVkRsVC3ayV0SWbVNPfSmtcrc0CCHpFowCaVKGxifUKKAgkEMB0mBKA0pP2FXQtv6+u7nCbVYccfD+GMs3xPmw8cASHr1YimB2VHnIELUcyA1cyr1VxpvKSs+VM0ng4J67wvlQBAZqRWgNo3leGIWcfgnlWKU7A1xxEyZ7L8Pji6BjKoXMwj47BAsw9wyh39KDGE4clOghbIg5rXwTWeAL1oThKXF2o8kclPNjKDgKRKFrY/1Kq0rTPtCWaENii2knQao0n0Jbox5n6Zmw8dBQsolCQRaiS/ycdbrlWoUS1/yfqlgGyFEQpqFLgpPb/3Gw8fvV6+fNf5c22/FkJeM0uG5DStuEng0nvomhpoUMFWCqMqFUBE+BWBisRmT7AnEs/KxSnZ9FRKMLdN4D2rm6YXW5UNzehpq4OlSXluHriHFrK6xDweNHjCyHu8WHQ0YmU24dCPI7JYhbXZ8bw8dI8vri9JLYk//LJx/jXLz7DXz7/FH/54lP85UuuP8G/ffEp/u2zT/Dnjz/Cj3c/xHcf3sLXH97Etx9cx/e3r+H7m/PS0PvjpQWYrCacb6qX66Z7Zgouuf7w4VD365tYSTLvGJ0QVcslBUV6CJEKld6pYhmofi4/SxLb9fPp+VYKqBRIcaaitnq/gqxlmNKrFVXFogZezFNkgr0WpTBCFivPjWM1dKljWZmu5WcVxYfRCFrG+wcjJgqq1KxAyy4QRuDS+iDyfkOIMnpkca3AS83L+1ghLMnwWvsdZe/A+xJBSoGREbgUYHGfet0ITGpN4LKmef/Xehpyv1qr/QrKGPWyZDKI/mcBLSMQEWYEsJaT5FdCjAJkqxStvwZa6vgV6NJASxLo0xpsrQYtbmvApfc61BtME/LacklJsA9MFnHO1IwN7+/FZZMJjt44TOEeNAVXQKvWF0AN2+n4vKj3+9FEidtmw3mzCVU+LwhbTX4HujrKMdR+GnHXVYSd5fC3V8LiMaPcG0CZPygJ7fVs+9AZxGVHhwxWNDZ2d2uWEn6alvaI3QPd5Gn7QKCy8MYdDmPn2XN47LW1OFZehc5cXipC7CNsf1CER31ppFJEj5kb1C354vALSHM5+SLqVhB62x5++VwjWkWJxOCl75WSi7W+VuxtpdQxBT/LoEW4mtRCf6I86WFA9bpxJlgRpmQ2gBXDoMtDPVmtmuWL1qcThgAAIABJREFUnMsJMDKx/Y3TZ/HHTVukCrPE4QabSDeFo2I22cqbaDiK8yYb1rzzHv6wdiMuW51o6xtGU4Sg1Y+GWD/qY32ojxCiEmjp6UNjV1RuxK29g2iKpVEXSaIuOiC+QFTF6plHEumHeTCDq24vTjS2os4XQlvfEOz9g7AN9ME+0I/2gRTaegdwrsmMJ7Zuxws7d6O6K4zgLN3vtV5mDL9KiNUAXAq87gdfSqGQmyfBRm/hIyCmYIfz3KwW4qL6YhxSvq9BlYAUk6EJXgJMK/ulz6JYA8xrVWjyXnSn1wdv2qKQ8H1m5f0CdCDne0/PSN4We0+uf/8wjpRUI5gfEw8za5qglUX7cA6O4Rzsw1k4BzPincXq0LbBNJwDKXiGs2hu8aDinfPotoTFi8w/lIOnzoOL756G3dMN50AS7b1D8MSH0NGfhKcvDVdfGo6+QVhiEbRGQzBFw7DGe2GJ98PCxOl4HM3RCJp6etDUwzmOpp4EmqN9aI4mROkkoGuKFhuTM3RYi+0nTkthw0+AdBVoKbhSsKXmHipcDBvqbZR+DqxUeFjNPwdcq/fzfPcDLe5ToCVrqlM6YFF9+skgKEnY8KegpSDLT1NTsX2YE7NTnoM9AVmVGJidQ0eugFZ/EP3JDBbnFrA4NYnFqQncmpnC59cW8d3STXx9Ywmf3V7CVx/ewp/v3Ma/zy3gf8wv4H98dBN/+fwOvr65gE9mJ/EVm9IvzODHj27jq+tz0gf3k7lJpLsD6HZYkI+G8eXCLP50i15x1/DVzQV8fpNGyXP4is3rF6fx3c1ruHttFk0tTThRVQ7XSB6u6UktD4spC5K2oIUGqWCJOiXqPa9nzG39j4OWCiVKg2mC25jmJk+1SsBKT2gnTHFbQRerbN3FFc8tV3FEHohp0Gwc9OIy+nHxOO1BWVO1GNlYndOkoEvOabjeyzWfD+ZyjTUkvxvuG6JQ5Quw5zUVi4ClIIsqltaEmvtW+hguQxSBSx925QKvQ5c6Rq7nBCaalOZX7BwEsnTjUgVWCqDUfD/QUiClAEoBlYIsbnNYUhRlNAhTx1oyacRG/xMoWlSsVChRZqVi6aE/o6qlgExyufQ8LSbFi6IlVYvM3dKqGJWCxcpGVixqFY5aKJJ+XtYUj9UULQVXVLFUMjxN0ax5LU+L4KXZSLBacRieEYYx+qXy8KlNm3ChpRWO3gSs0V60ELjoayVeViE0B0Noi8ZQarLgneMncbG1FWwGXev3aj3JfJ0wea0weW1o8Hei3teJJq8XdYEIKgPdYt3QQOf5bl7ke9DY043mWDfMiQjONNRj2/7DOFVZh7r2Dpj8XTD5utDg9uFCXTM27t2PR15fi/fPX0J734C0+nCM5GEf1cpoPXzqkfJbgwws8XUmM2qjnV9KftFoaqorWHyi4c+5R7SQolSTjIzAzq7qeU0abitSGtbGMgip5HtdjSJISZkwt5VCRYjSje5WzzyPXU+WJHTJeXWoEgi7T54ZzyE/N8oESzYVLsLaP4idF67g9y+9jsc3bsO2o6ew72oFDlXW4lBFLd48dR5Pb30L//ejT+HXz7yAK6Y2tCWG0dRDNasfdTL6UBuJo76bqlYc5R4fzppMqAtGYE5k0Rgblr5r9dGYqF7NkUHY+jKwxgexft9+/LcHH8IzG7fhwJUqXLU4UeZox1WLHRdqW/D2oZN4aM3reHbb27jqcKE9VxBfM7HYYP7b5ISAFoFLQZdxrSDMOAuIsWpzjt5idPzWhyQnaxWaNA4NzhOAdBhT8MUbLxUPvcWLplbN6TCl7Zebtu65xGPZvoWNiVn5yfeS99Tfi78D32P59+D2zAzoDC8Vh7v24Y2DJ+BJ5WFNpmGioewQrTbSsA6kYO5PwpYYFodu08AwzH2DMMcHBLxs7V0offccTGfqEYoNoburD6YjFSh56wTcvohAkDMahys6AHNXAletXpxrcaGyoxum2ADoRF7X3YOyDh9ONTpwqt6BSncXTISqSAzNPQTqGFp6YmiOxNHE/bqa1RSLwz4wJJYqO06eEWNjT2FkJTzIEKquAnJWaxU+1DyuNL8rel6J7xVDhxI+JHBp+VVKLSQE/f8ZRlWLP6+AS6DqPrl/zNFimFAS33UzUgVealagRWhirtZyEryeIE81i6DF42loSgXLR0Dj/rl5edhocbmxMDcnRrrff3gTf/r4Fv509yZ+JFh9cAs/3r2Fbz+5gR8+u4kvx/O45e3AzY52fFMYxJ1CP9y1ZbCXXcFApwue+iqM9vYg7m6Ds6YclooraK24ipDTitJTR5DocOKH20v4emkBXy4t4IsbC9KBgrD1xfU56dn6yeICTKYWnKqqgKuQEzWL6rrkYI1PgOo9m9lLQ3tR3XXwYs7WfwC01DHLM+GNFhDLQMV2PHqY0gBYq8OC7XzYZXVfvgiHPpy5Ijhkm3mO+nDmtH6Cy6Al6SO6YbVuv7CsZulAxm0FXjLzmqvysPSIhXqIZm6WgFaBKpWuWnGthw0lZMgwYoGqlJaHR4BSJqRcs1GzlZ1YWHzGbQEvbb+CMIGuVeajSs1S4KTgyjivBi3jzyiI4vEKroyAZU4mBbYIXGqY0ynERpt/OS14VDI8bRkUWAkwGXKplkHrZ6oRCVoEKIGzjBYyZO6UVCFyWx/acaxG5PErM9eynR7+CWgp2FKgZcuxzyF7GWl2D23M61IQlxlCZz6N1nAIa3ftwhPrNuB4RRVagmHQjd0U5qAPSximQAhlrWa8vHU7nlm/ETXtTpgjbNnTiTpfJyoCYbF9qA75UNEdRXmwGzVOJ5o9nWgJx9AYpgt8FPWErZ5utEQjcAz1obrThee2bMX/8/ATeOSFV/D02k1Y99ZObHhrF15ctxXPvrYB63ftxtmWVrTT/yhbgIcxbXY+lyeSEclvkS+REWz0ENyysy9Vr0IBHYWMeF8Rquxjk3Aw76mYgbuQgb04ijbG3CnnyhesANvIqIy2kXE4R8bl+DbCkQ5U7AAvLsdjE9rFyqBmSRhQGd3pQCWeKkziV19y9br+u1MRu0cB06GL+0QFmxhDG5W74gi8I2Nin1Dm7MCui1fx+v7DWLN7H17dfwjbTp/D3vJqnG6xYM/Vcvz62ZdwuLQabXGCVj/qo/2ojvWhurcP1bEE6mMJmBIDOGe24w+vrceWw6fQ2JWAfTALkyROD8AykIJjsABbZBi7Tl/Gr556Fo+u24Bnt+3Agy9txO/XrMfv16zFA8+/ggeeeQkPvbwOmw4eRYXHB082Jz0qabXBqiaqWkzuJzgpuPprswozig0Gw42z0/DPEaz0QRsMscKYETAiaElIbxm2Zn8CVLwxhxjuUwCmbtbK6JLeTAuaQkaVjGC1DF2zmlWH+CzJa1pOEEGLCfV0w99y6BieXrsZLTTcTabQ2N8vxQHmgWEJtbbGB6UBOP/fm/sGpBeeKdYHS+8APD0DaLnSiqtbjqLtSAVMB0tQseUwOkpa4Y2wb14UrX29aOiOY2+pFU+/fQaPbjmB1/aX4II9gNbeYZR1dmPLiTI8tfUMnt50BlsOVKCiPQJrbBjmaFxUYyrHVN80RSshvShbEv1wJJO4Yrfjhbd24GqbU0K+tCgRSDWGDiXEem8RglY4wKrElaEc4DWQ1bsB6D/L1xQcaZ8HPxMtJ27558SKQc/HMyTVU91SgKVmdS4FX2q/5Inp9g4KtghLxkHA8s9xzEuxgTRXntV8tOhnR08tadGj/xwBi7BFKAvOLYC9A5tc7ZifncK/fH4X3926hm/vLOBrjpsL+HZpAd/dWMCPHy/h8+kc8qZ63HTYcMNmxlhzNVqO7IH54hncKuZxe7SAq4cPoOTYQZw7sAcn3nsHJ/fuRNjtwOe3ruPKscOwVZXju1s38PXSNXy1dA1f3riGz24t4FMqW1S1bs7j06V5mC0tOFFRIqBFzz5xdte9r8QjiqkShC2CFq0bxjSXd1VFyPl+ocPVr9+jakmBkSEpnvBlqCDsJIgxGZ+VjnI9HYOjOAq7XIN5LR6FIz8io42wpSCLSleBIUKtobNc+wuENK3NmmtEpX9QsdKiFRKxkPwtPmzzoVtPdGc+FnN9R1klqDWRlgdjBVpUnPjQLaqWmtmfkA/jeQErC6v68oXlkCEVLHGEZ/hP2uxkYc9nYS/og/DF7SKhi55WGTEVpzuATT+XNVeANZuT3CmlOqmZALUatIxQZTyOa6VgKegybluocqXSMKfTv7zQoWV4CJbh+4MWIWs1eN1PzSIo2ahEcaT0WW3rs7TS0c1HCU7i9i5NozVDVJWjRbhaBiyVBK/26Q7x2s/TSV65xqvQYhId+QysXd3Ycegonl6/CWvf24td5y5K77PjFbU4cOUK3jx4CGu3v41HX3gJz67dgHKrRUCrNshm0yFUhcKoEdf4EOoiPWjoDuPQ5Ut4+/39qLK1wdQTgSXWC2tvXMIZrv5+NHb6sOG9PXjy1bU4V1WLS00t2HnqNDbt3YvNu/fgvWPHcbG+Aa3dYTizWbj4BWPYUK805FOJfOEKxWWneLeuWhGw5AujAw6VLfdIDh0jGXhGMwJp1tEJ2PilEwuNDEzZMdjSI9JDkq1M+IWxjBRhHR2HY2QK7sI02ouTsI+NwTE+AhqQelnKTQAbn4KTFy7dx0uULR2OltfG/Kv7vLYasnguyfmSeUw8wXgR1MqveTFUfjQTsGdzqI8nUBHuRlUkgtq+BJqTSbnQMCH9ubd3Ydv+YzB39cLal0JTfBANTJLv60ddog/NcVaaDWHf1XL8X79/BL/645N45e1dOHS1HGU2J+o6/KhyeXG8uh6vbt+JXz30JNbu3INShwuVHi+OVTfgrWOnpcpu+/tH8f75EskJq+3tlYsRPyuWbzMnhMm4rLg0KlV/a61CiaJo6Tldq3O3tBCipjIxpHdvfhaTuHU1SznPS+87LUdrOSwmN3/VGobO4ip8qM0ELvW+IT1EyfchhDCHiaAlfmqTUzjd1ILH17yKoxdL4BwYRHNfAvWJuBQJ0LnbxHBdNI7GOHPqqChG0dQdkTY4bOTe6vDBfKUJjTvPonr3WVhKGuH39sDeFUFTdzdaE3Gcd3jx9LuX8Pv1F/HQhlI8vOEMtp4oR0MohlP1bXhiywk8uqUMj2ypwBPbLuJAhRPWeBqmOBWsKJpi9G2K68nwCbEBcWYycu51B/fj9b17YOsfWHZHlx6AupoTmmHrGk0hMlbx3W+tlKTQrKr8001BjYahBqNQqRKUz0d9Znp4cJX6RYhSIEWwUoOQrdZqJrTR4kGZlt7395TKSkPCvKEikVCtoEwpYDIbYM3c349Kmw3jY6P4588+wve3FvAdIYu9U+8s4es7N/HNnRv4t0/v4G6qF7naMvwp2Y9v+xPIVJXhwqZ1cJSW4Lvbt/HJzAxKjx1F05VLqL98EZePHMKlwwdhq6rCUMCPihPHkfB48MPt2/h68Rq+vn4NXy8t4oub1/H57Wv46tYcvpf3XoTDYRLQas/n4Narn6lACSjpUCXO7nwQYujwZ5Lfl1UrXelSYLV6P7cF5lRCPc+nD/WeHaOT6BjhdWwUzvEROCaKsI0VYSPkjIyjrTAmw54fhZ1tqTiodAl0sfsE+wTmBHqcRZqHTsA5yofncVHpCJCaQrWS9qFBlGFbz8FdqS40JL+r8CChSn/wXlGwcmAlfw3D8cMpWAtFDbZyeigwm4Ejl5VB2GrLc2ghQplzWelBrN23tX7EVMDMuRzM+QLM+aLMFoIajxWbJi3xnVClFCw1c58CrNWzAiy1X20vA1cqDQJX7y8qdLj0GMxDgwJaluSApkqtgiuClRG4lILFWRt6jhWh6Wchi4aohCItDLi81kGL2zQi1fKw7p0VeLHaUAEWZ3UO9jpUvRCtVMcyw/BnsvDE+1BqtmHXhYvYcOAQXn13N15+Zxde3/M+3j1xFhWmNtRYndi0633su3AV9t4+NPfEUE9lKxxGcyAoOVxUulpCPmzdvRv/+PuH8OrmLdhz6hSuNDehzuFApcWMo5cvY836DXjsuRdwrqQEwYE++Ib6QYduZ1+vtDZy0rU7NQyXHr9maxfG4NmAU2LxepUGwctVGIFb+mgxbr/SIkHk3xFaQGQlr6ttfBz2sXH5crbTEJbFAtkRmPLjMOfpZzSFztyEmEu2j+TgGOV7jqI9N472AgcVMLq+j4L9FqlmOcbHYZuc0FQuHbS0JzQtF0slusvM6kGDlYOAlJ5Ab1zT3oHbHVPMozDYPYgapCWw8mJG8PLoJdZU4yyUi/VmpQRFAmpnJosTFdV46pXXcaK0AlYmQofpuB9EjbcTNZ4ONPr8qHG58eKWbXjp9Q04cOgYnn3xFfzqH3+HZ154Ges2v4FXN27BI08+g98/8BDWrd+AKxUVMLnb0drhQqPDLkm/1fUNaDS3wR7uFVsHXuhso0UxjWUuC921O6hiGUBLhQ0JUQq4FFipvCwjYKnXRLHSc6QkV0pfM5y3OhmeuVoMbUlFoiH5ffW2lrvFcBiBQAMtze9r5SYuN27eyPk+Algz+qyMaqfl/dnmav07u/Hky6+j1GqHY3AYLb0JNHZH0RxmeD6KRvaei0S0OdwNUzSGBl8Qp2sbUdnmQhvVsI4gzN4AWruYgxdGQzCM5mAYbZEErpg68MybZ/DIhkt4amsV/rj+NNYfuIj6QA9O1trx2MajeHhbCR5+qwIPv3kWO0vNsNHQNJVC00AfGvoSoILFkGVb/zA8ySwsvQm8ceIkHlq3FhesZvjH6Cun9bzT8pqmpf+fn8a8eghOAcjfmglcAjj6rAAsPHcNYcmZY96cNrrmNPf2lXnlM7gfSBn3GdcaaPHz4nnVOX/ajofWD8rUlMeq35XNprm+H2ipPC8B7dl5WAcHUGpqxUgxj3/+9C5+IGjdXsC3dxbxze0b+Pb2LXx76yb+9cNb+Co/jEJDJe54nFhytGHS1ILuyjLUnzwKb0MtMkEfnNXlGItHMJaIIOq0IR32w1VXCXv5FaSCXsnN+vHuHXx3Zwnf3bmB7z64ha8/uoNvPr6D7z66hR8/voNvPrqJdhfD+TXSlYHXCzavN8IUKw+N0MS1ahbNefVralvNvBYZz2cELwErHdzcuqu8i35j4zNwjE2Ld5fmZ5VH+yhHAS4q+fKAOwHHyBgcBS2kyHY3DBs6sjmBD1F9CDe8F9BTUVelGIKk6q+2JfVCz7/iNYnqlVQLMqG9QGd3RjKUYmVMHVnxw5J7iSS8F2Av5mHJplE/0IfWVAq2XB7WLPflYclpw5ovwlYchS03AmvWMOitli3CnBmBhSNbAFUxuXbTXFwMxjMgZFmpcC2biq4ktBOaCFfGoVQuBVJGsOKa+9XMtYQNdUXrlwdaNx4DFS1zcgDm4X4BKgLXarBSUGVUt9Q+zlroUAMtApCoWuI2rwGRgJQCLYErHbr0tT2lQoHse6jJjwq6lt3idTVLgyq92TT7H9KkTIcwOw1PM8NoTw7Dl86iM80EXTZ9jsIUCKLFF4C5qwfu3n70pPIID2Sw69BJPL9hG8rMbXKDrnY7Ueuwo8Fuk9HscuJCVTleW7cOW9ZvwrtvvY3Hn3wcTz/7NF7fsBavvP4KHv7jw3js0T9i3+7dqK6pQnl9JcoaatDQ3gZ3fxweVmcWsrAVs1plht5TypjsyD8sblM6ZhWJR3Kv2GxaqxKkqrUiCefRNlaEdWwc1uIE7LkRSVB2JtNoT+XQlmVyI88zBrbZ8Yzxy16AZ6wI9unz8XjJCSvAm9d60jnHJmCfYMhwTNzOmZTPhtUKspS6ZZwVbKl990CUDldqnwItwtby0PuLqYsfL2hc8+JJZ2cL5Wa25unvFwPaqjY7ai0WlFVXYe3rr2Hrm9twtuwyTl05jyOnjuPE6ZO4fOUy6psaUNfciLMXz6Olvh4RrxduixVNFZUw19TA2dSMDpMZfpsdvR0e5OIRjGeGMJofxlgxienxHBZnxvDB4izmZmbREYlLaTurQ/mEzP6NvBkx9Nc5w36OutGrXnWoIMs4K8ji/FdBSyWmM0wosKVXGfIGqdsRcBbQMvhAGbdX8ot4M9bzjgS0aN2gqSmclYKiVBTjOZT9AbsFyPtOTaPG7ZGQ/BNrN6DMbIejJ462ngRs3XG0svCgO4KWnog0WHfSqT/Ujd3nLmLnqXMScmymOhmLoCYeQU1vVKw7Grqj8rPtPf0w++PYdbYBT245jSc3n8Mzb5zCvtJmyf2q7oxh/f4yPLrlDJ588zye2H4cr+87i0s2lyTI2we11k02tt4ZTsE1kESdqxMbd+/HA8+/hP2lZfDkstItQfOE0ywMqOKw0TIhQ4HWPQrPfSr6eJzAig5mCrD+p2aCsq5a/RSktMR39fq989xyS52/9n5GhYvHqW31u3OfAsnV/17uJ6g5kkMoaWlCLpvGv3xG0FrUKgBvX8f3t27gh5u38Kdbt/DjrSX8+415fJrowYy5GYvONvxQyOHP1xcwFg1hoNOJG4Uk7k6N4Jub8/jhoyVRqP509wY+X5rGR9fGRSX76oPr+OTmPD66MYdbi3NYmp/Gwuw0ZiYnMDlSxPRIAfFID6obGtDY4YN/VGuvQ+BRYLQaqoyAxZ6r6lpjhCrjWkGWAip1Xu5X/Q85c7/adoxNwDo5LYPXUebNdhaL6BwtokNPn3CMTsIyMgnryDjsIxOwFcZgLzC0qIGQNUNgGYMlV4Q1n4a9kIQjn4Qzn5HqbJoAC3yJMqVVBgpk6dWBBCcpclpl36BVGmpJ8HKMbjyq1kwtseZzMPOhluE+vUMLw36Wwiha8uNoLEygNjuBytQ4yvqLuNqbw6VIGpd60rgcy+JqPI+KwTHUJCdRn5tEc34MrQJOFFgG0SZG5imBLwKYEazU2jgrZYv71FDAtRqw1H6laKk5/otStHQfLWtyEAqwJCdLV7UUTBGktET2+xuYynHGsCGVLQEt/kercS9ciboloKWpXQqs1LwauOixZWdTaVHFVkCL22oIaOXScKbZLkVrTOvJZ+DPDKMjFoHd2wFLhxtmlwvNVhsaW0w4fuI01m/chP2Hj+BcyVUcP3cKZ86eQtmVy2iqq4XNakJzcwNqy0rgaWlFxOVCe1MDLLVVcLQ0wG1uRYelFT0eF7L0g+mLITPUi3x6EF5vBypNLbD3J2DLp2Eu5mHjkwjDhIaqEpXUKJC1usyX22Nj0omeFgkMGzqKOdhH8rAW2Wy3CFcyjcBwP0JDvfAO9EqF42WvD2fbG3DJW4MLvlZc8vskGdwzkEFoeAjhXAZB9jykJD02Bvv4OJzMQxgZlV5+HQQtvi89saSyUAMvwtfykCc1HcZ0KFPQZVS0fm4tSawi2680czXClmNkVBzZKzxutIWD6ElE0dfbg3QihmQkjHRfD0Zy/cgne5FLdGN8II6FXAp3Zibw4fVZ3L25gC8/WMJXtxfxzZ3r8pT8/a0lfHdzUaqb/u3jD/Gvdz/EV4uzknz7/d2b8sT8zUc38P3HN/Hjpx/g208/QWdXNxp8fnSwL+Q0bRy0cnoCV6c442su+0YFS8HUf2QmfKkQnnHWqgCVoqWF87po9WAArJ9bK9hannVF696b9srNXkJRy5V3bEisFC7tfbvp4TUxgRKbA89s2IpHn38VB05eQL3dDbO/G5ZwFOaeqFT6NnoDKDXZsH7XXvzD08/j/YtX4OobgIUgFuxCc7hHGjy3MMwXjUvY0d47AFN3AmVtAZysdWPfFStONrjR0N0H60ASlv4sqjr7caamAydK2rD+3eP4u4eexcNr1mLzewdw8EIZztWbcLK+BXtLK7H5wBE8t2kbXtn2Ns7VNsKdTElXBPmMxHyXNgYrtgjGMKICkJ+bjZBCQDOe5z+y5mcs6uPfAC0C2M8NyS+jg7seHlQgtXpeDWP8N6l9XKvfd/lvmq24pvn7LcCRGsaFxjqkMin8+esv8E93P8APd+/gh4/u4IcPP8D3d2jD8CG++ZBJ8Tfxl9vX8ePMBH6YncT3N6/hy9vXcWdhGtenx3B9ZlysHmbHC5gcyWA0n0QuNYBkMo5EXxj+kAdWpxkNbHTe0oSKlmZUmlpRYWpFeXMLyhubUF5fjyt1dah3e9CRK6JjYgauiWmBHgVECpqMM68pP93mPq0KUb3O2QhYxrWCKs60ztGKjeisrrVOs02OwD6pXTNpKdExMg3n6DSa8uMoHczjXDSNk+EhnOoewtnIMM7RcqY3hSuJNEr6sijvL6JmaAyN6RG0ZNOw5IfQlhuCk43vMzk4M1pze2nqTFse3bWdwERFSuZVFYVahaEGcpKbpdv58Ge1sGEB1nwelnxeQnu2fF7c1a3ZLFpzBdRnRnB1oIATkRT2+geww53AdkcM22zd2GINY4tFH9aw7N/ZMYCjkRzKUuNoyo1JmLAtNQiHAi3dekHBkxGuVocLFVCpY9W2AqvVswIsNf/iQEtytPRkeAVbSrkiQHGtIEvNCsDUcZxZMajBVQrWJN3m6XGlwZWE9whI+raCLAVIsq2HDhVgGZUsJr9LaFHOYQArXRHj+R1UwvJMxGNfuqw0ArbnMnBkh2GNdaHd70G424+eLi/ikQAGY2Eke7uRTUSR64siPxhHYSiBXH8M4/1xzA8N4oOxEXyyMIOPrs3is+sL+GbxGr65No9vF+fx7dI8vrw+i6+W5vE1x/V5fLM4J/u+WJoRz5eFXA4tra1oi0fhZGWhOPOOio+VNJE2lOhqkMVGzaPiTyVwwnwmGooKfGmzKFx8CmLoMZNBcKgXAwkXkj0t6OxsxAVTK94ua8DGC6fxZvkO7KzbiDcr38W2kit462oL3q9oREl9A0I2H4Z6UuhJ56UhtHtyBO3jRTjHCnAyQV0HLIITQet+sLQaqngc9/HY1a8Z92mv0aNLy3VQF0l1YeMFj6XazrExtPQnUNPRjqnFOXzz2Uf49oMl/PDBEv6hZUtbAAAgAElEQVTp7i38y8e38K+f3MD316fwp8Up/Lg4gz8TqK7P4vvbi/jq5jxuTuZwe6aAkf5uJLs6MTucQCrUgYFOB+5OFDDVF4ezuhLelibcmhjDP31yV3JPvmZo5M4tfPfJx4jEYmj2dcJdzAtYdTJsODmDTglJ3OuhpVQs3tCNkGVUtIyvKcgyvs4bMW+wAl2SO6XBlVK0VkMQtzU1SoMidZxRoRLgWqViGRUthhSl6k436FwGNCovOtgxFNkzOQNTsBs79h/Fc69uwstb3pIq272XruBgWRl2nTmLdTvfw/MbtuAPz67Bb596FgcuXYZ3cEgqfW3dEdgiMVhicdAHi+2UzP1sTJ/D6VYLNhw4ihp3EJ6hIjozo3BnC3DSHDVTgK8wjY6BIk6WNeLhlzZgzRs78M7J01iz7S088MIr+O1zL+M3z72I36x5CU9t3oZ9F65I1W9XrojwxJT4Q7HvpgqRKUhSwKFmBR/3m43HqJ/nTFVMGVqqmfvUML4n/arU567A2ghUPwfDxv2SdD+nhQz5OxGeCEcKolYDl/E1dbzx36f+XerfxLBjey6Dk3XVCEQi+PTuXXx8+zZuL13D9blZzE9NYnp8DKMTY8hPFJAZTSGbHkBmoBfxniDaO5xosLWg1tyK6tZWVDQ2oqyxHqWNDShtakBpSxPKCFQ2E6qdVtS42lDT4UJ1ZyeqvQHxy2uN9cHE/qV09+8fgL2/H21sIp/Pi+rtmJxG28SU1jhaz7NS0ESwkuuIYf/9tnnNMUKUca01XWbjZT7oaoCl5hXYYkV2Ae0TGbRPZNE+zpysKdQNT+B0JI8dnYNY7+jFelsvNlpj2NzWi23tCbzR3oft7Qm86Urg7fY+7HQlcNDbj7M9QyijWXImDXNez1dOsccv82wJSNrQYEkDLEKW1iKnoCe6r/hlLds4UAmTykLt56WqsMD8KY4RmApjMBdH0ZobQW0yh0u9SRz0x/GmPYy1rUG83NKFF5rCeLophKdbuvB0S1ifue7C081deKalCy+1dGG7sxeno2nUpYswSxK8FkI0E7QY3tNDf6vhSm0bQ4hqH8GKEMVB+PpPB1oEIlYdErJWg5YCKQVWPzuzYjC5AloELjarViHD1aClgEu9vhwOpD+WwQ1eqVvscyh5Wbp6pUHXikJGUBPYksbTbD6tV0oQbjKDsEX8SGcH8eUHi/h0cRKfLU7i88UpfLE4ha+uT+ObG7MyvmfC5fwUvsin8X0hj3+7toBPxwpIBTswMxjHnUIGKd70o2F8tziDb+nxsjiNLxYm8fn8BL6Ym8Bn13juCfy4dA2fjU/C63bD0hOCazQv9gvik2UwolMqFu0ZGDIUTxRDbpSLqpLYNmjhRHqvtGXH0DE8jMFYO4q+MqSdZ+E2X8TJmnKsK6vD8xfLsPbyAexufgP7zC9jV9NGvFFxDK+dL8Wr5yqx/eRVXDpcDseJJiSq2zHk70E4OwjbTAats3nYJjQDUwVOCrQEotTvZoApBVXq+J9CleYIr45bBi0910FdAI0XOV4AWaLdMtSPOo8TC4sz+PHzj/Cn24v44c41/PDhDfzlgyXcHexF0WnGVLgTfbYmzA9EkQt7MdoTRL+7DZcP70HUY4WnpRr1l08j0emAtfIKrh7Zi46marSWXEZfRydCViu6nU58vrSE7+9+hC9u3cJXt27hu7sfIZscgtnrQXsmJaHCDrb8mJhGp+6KT/d8pWZxNlYcqv1G6DKu1Q1Xzfe78UoyvJ6grqBHzfeDKr7GpHZ1zPKsKyjGG/by2pDrZYQsWfNcups8eyj2z19Hd34EzZ0BnKmtF1+4rUePYPPhQ9hx4iSOXi1BndUBW4cfuw4ew7Y9+9CR6Id7eBCmwThahxIwD/XBOjQA2/Ag3JkMvLkidp67iP/6wIN4et16nCivEA8nRywBZ7wPlkgMNe5OvH3yJB546SVsPnwYLdFuuDPDqO8K4JzFhMPVNThSUYWLza1o8ofQmUwhSIV2jH0+p+CjuSxBS5qgG9Ss/8ncLAKKAhK1Vm7gNK00jvtBl4Qq72Nuqz57zkbwuv/6XrBSgPW3ZgKVAi3jWv2cvDZDe4lFeKfGUeZ142pLC0ztbpicTtTZrai1WVBvNaO+zY5qtwNV3nbUBt1o8LvR4u+AKehDU8iHmqAXtcEg6kNdaOzqRhNtOGJx6QBhTw7DmUrBncvCWyzCx89oUlOLfVNsCTQP38w1+Nkce14btCXxzs7AMz0Nx9Qk2iYn0CaVhSvKlHpo4zVFPbj9tVlgSvcdNIKVUqzUbHxNQZbmsq53wRjLo20kj/pUHqd7kgJP62wJPG/uwzOWQbxgHcLL9mG86hjG685hrG1PYp1zWMZ65xA2tvVhiz2Gt5wx7PP24UxkGBWDWTRn8jClaW2gqvh0ewWDeaiAFo1BlY2PwfWd+VYyaOWgTEh1awYqWaZcEab8mIQIa9OjuNCXwz5fAm/YQni9xY8XGwN4vimMZ1tieLI5ikdbe/CYOYLHzVE8LjPXETxm6sFjrT14ojGMZxu68GpLF3Z6EriYyKGOKl0mh9Y0KwI13yuCkhGomLvFXoWEKAVXxrUCq/+0oGVhMrzegkeBljF8qNarZwVhMmeGltUspVYpiFIql4IrQpU2VpQp/gyT3tkkWqtc0IBrBbQ0RYvHtTF8KOfQZp6XkOXMZtCeYY4SQ4e6g+1oQawjbF0eFNIJ/PjRDXyjm999eW0aX1yj8d6kwNFni1P44cYcPoh1IVNdiTmr5f/j7j2fGzuvdc/7J8z/MR+mzjk+VpalTuqkVrIl25KsZMmyQit2UKsTMwkig0gkQCIQRM4gwZxzZrPZuZW6Jdn3nHvu1J2amo/P1PO++wU20S37+N6qKdWoamm9O2CTBNDYP6zwLMw6O5BoaYDn/CmEDU3oOHsKho/fR9Hbga8XCWmzuL44iWuLk7i+MCHWOyuToN1dXcRtpoR6fGjye+AaK4Ojc7pY6C5ESTWoUjpYWm0WQUul5ippO7byihbgUTGwtyefQSHE3+8DTJveQHfbZ3insR37Grx4rNGJJy+cxHMtL+Mt6wt41/oU3rIcwEvtL+FQ/cd47Is2PP65A89/1IZTfzyH7ldOIvOn00ibTAjlo+iaHBItylLmgREqmToUES0hZ0BJA3YNVqNWCqAUaHFbrMV5ErLE4ycn0DlFPRtpVaV5fijqayBkW7Z7ahLWgTwavQ5Mjg+COj7frS3ga7aWX9nC9ytLGDe1Y6O3Bz8sTMLXfA5ZvxOlsA9xhxXWUyfw4W9/DXfjRSS9TnQbWzGRjsN07jTefOEozBfOoOXUCcwWCxiOReFpbsbW5CR+uLqD2+vruL2xhu+2L2FyuAxzpwuOXBZ+CjnyRjBFcccp+Gcm4Z/ZDVoKruj1UHW/tQIsvedamCa7QKXuIGuIZmShOlXihenGyBCIBFBpx0TRs6jrkudWCuy1GjD9TV3c2HUpycq1tEiZgC2hPC8jKByOnOKwa9Z7saaPX3TyWTizaXgLWYRLJRTHJjAwOomPT5zBw3sOoM5kQUeUenbdaAv6YQh0wxjohinQA0dvH5o9nTj0m9/iiT1P4Zlnn8cDDz+E/QcP4fevvIHX3vwTXnrlD3jywFP410cfwQuvvopGuw3eZAKdmSS6Mkl4k3G4IxHYAyE4wn0IDg6iWzQujKJzdlrcoJnqlYPRqwKfBCXChYzu0NcYj+lMnSsjVHMITEtTESuhqq5FuFQ0i8X3BC5RhC/8FLo1gVv5nqi+TwK6LtRqVFOmjwVwiw5UdoveC0x6cFLrWq+AqtbrI16yo3UR/oU5eNlBl83B0ReHNRITUjamZAzWVBz2dArmXBrtxQxMzBywbGNwEN6hIXhGh+GZHEPX1IQY4yWEd5cWEaQtLyK0soTw8hJ6lxfFLEhG6EQaVFOzp6iqf1o2m3RRoX52Hp0zs6LL0DtNkVJ+DvHzZHJXvZQeqtQXNwVJ+miU2keQUirpek+Iqt3Wj6+paFAJ8WfWJI3jy0Q/3vKn8Iwzjn2ELFsWT9hyeMJWwJP2IvZ1FLHfWcJBVwmH3P04IqyEw+4ijrgLOOrO4emOLJ5z5PD7jize9eVwLlWGYYAdfP2wlqtF5aKwfKgsZBhklEsquTPqxRQgfz9Z1D4oCtu5jx2ClGIQepSswRoiZI2hvTyC+vwAjvdm8WtXHE+Zwthn7MWTRgJWFI8Z43jMlMQjpiQeNMbwoCmGhy0JPGSOC3vQHMeD5pg49nB7HA8b4nigpQ+PG6J4piOJ93v70VhkwTzlF4pijB6jWhXQYrSO9ViiRkwWxROy/h5oqXNUtEvvf3apQ0tBgpY+oqWgqgJeOl0tPWDpI1wKqBRocVuZSiOqSFTFq2J4FtAL0q2Cluo2ZCRLpg4ZwZKdh5XHa6lEIVwqQGsAbtZn9fMNOAQ7Q7qsjfI7kYsFcHdjGV8tzePm4hxuLs3j+vIcri7N4srSHK6uzOOHzRVshvyYMrTg60QM6dMn4fnoz5iLBzAe8cF2+hP4G8/DcfYkZrIxfLuxgJurM7i+Mq1Fyaawsz6F7bVJGe1anEco3I0LHhvcE4MiLcdCSX30SqYFq+MXGL1yMnWnRbiYYhQ6VcP8ACsjXEhhuLsRy4ZXMd32GsLNx/HxhRbsrwvgF60pPNDahb1NH+BFyzN43XwEbxsO4I/Gx/F7y14cbnsdD5834F++DOOBcx144bNGnP/jaYRe+jNKL76FoRPnUA7HEB2Ww1jdFPmjYB5rsaaY0mS9GAtB7xehqu4TEa3JcVEDIQvfqVtT03HI7kOmDoXxG6mcQybEAbXUIcdrOEcH0NTpQH8hiW82F3F3cwnfbCzi68ub+HF5CTNGIy6HgviP1UVELK3wtNUj6nagq7kJX77xJr547TU0fPAees3tCLS3YTabRshihPHMKfjaW2C7eA4hsxFdTQ3IdLrx9eoSfri8hW83VvHd5ip+uLaNpelxWDpdsKfTCM0vwTezgJ4ZfuueQTc1sESURI7f0cNUBZg0cCLQqH3qPG6r/cqrc6Rn5IV1QDMCtJT0AiNZyghYVIWnF/t0N2N5c9bSkPxZ9zXCRlWBXl1XeQFaIuLFQvolhJYWEaI+19IC+pbmEZmdRnxhDr2T4zD2hmDx++EP9qKnJ4z6+hb89vd/wCcnv0CrwYCGs+dw7vNTOHfiFM6d+RIN9Y1oMRhxsakFp06dga3FiB67C01fnkHD6S/QfqEJ5vo2mOtbYG9qQafJjIQ/gEI8hf5cAUP9ZYwOj2JmbAIrMwsYHh5DOyMv3V3wjg/BuzCFzuU5AQ2MZAWn5WgZCVYyqiVhRAJXLZiIbaWeTl+BMr4mytRjJQARcnkedamEAChTzcqYYlQpxWktuqY1SMimCjZLyGYLCXjq2vKa+t+PsKR+H3q1HaSQqQaHSidLAaX+8frHVvdLqYrg3CK6qc22sozY0ooYVN7Lv4sDqKn3NsduVPmFwDc3h67lBXQTovj+mF9Ez8IiepYWEVhaQHBpAaHlBQFXwRXun4d/aR7dFOidp4Yb68Jo0whMTyEwNYUeatNNjcM3OSmix11TnMIwi87JGSG14OMcV0rCaMrvCpz0cKXASgGS8gQotaZXUEIwqaTaKHGgokGc81imzhQLx9mRR00odtBRH2oIDbky3g+U8KI9hcPWOPbaU3iiI48nHHnsseWwz5LDXkse+2x5POUo4IirhKOeARz19OOop4Sjnf042FXCAd8ADnsHcaxjEC/YB/BbWwZvdyVxLlNE+/CQKFhnF58ISpQHBDCxK1Dc63i/U7+v7u8QfxO3+TfT83cfKsMyNAhjeQjNxUGcSxXxYXcUv7EG8ISxD4+1x/CEKYFfmZICsB42J/GAKYEHTEk8RJBqj+NRgpcxgUfaaXE8YuD+GB5sT+KX7Rk80J7DA4YcHmqNCXB7L5xGW3EAdkayVJE7Owf7B+TzqTrMdVEtBWIEKhXR0nv9flWbpfzPD7SYFilkZech04dMI7JmS5tXKLw2MHoXWN0zGFqmCkV0SqQOZTpRpBSZViRMUReLg6M1fSyqwAvCpSJ8iSnM3crwSiWekS0BXiy4F+AlryPSjOw6FPVdJYi5ixzLI140FosPo3NsCEafG0GfG1+vL+HrtUXcXJrDreU53FiZE7B1fWUON1YX8OP2Ki7nopiyGXCpuxPl5jr0nj+JqLEOcUcLei2NKAe9sH75OYoBD77fXhYpx1urM7i9Oovba7P4anMWtzamtfTWBnKZJJqcdvhHh+CeHIWLReNjYwJg1ER2PWyxddc2zhE7I/APjsLD/PnoIKwjaUTy3Rj312O75be4VHcYsZaP8Nm5Rvz2ZDuePuvGk41h/KrJgWea/4Q3rcfwrvEQ3ms5gPdb9uAdw2H8ruV1HLxwHo+eteKhsybsOWXAS5+0ouGdMyi/8EdMP/MyRj87jXIoivAw529Nwc/o28QwHNPDcE+Nwjc+ji4hyleNaBGsVHeh3rNOQtQxaZ66U7tMdB3KolQ5nFpXtMruxLkZ0SnZ3OVCLBrA7TXC8BK+W6Omzgr+Y3MNX+czmHLYMB/wYzEeQcjQBNfFcyj6fcJWB0sYT/ZhOBrCWDKCKyzKHSphY2wQ62NlbEwMY76/gKlsEjeW5/HDlW3c2d7Ane113Lm0jrvXL2NhdgIGpx32eFwMbfZNz8M/Q5sVxhvk34ti6YFKgVQtbOlBi8d4XuUc3tQFJGmwVrnJSwiT1ye0KVMipzotLkbEZububxpoEa4UsIkI2a4UpBztIzoXheI8NboYSePA61l0pDMw+32YnJrA5vwcNmfnsTm/jNW5BazOz2J1aRrL44NYy+ewnMlibqCArVmm8hdxfWUZt7c3cXf7Mn7c3sFfr1zFX65exV92ruLO1mXcuXQZ31/exvc7l0Uh9rdbW6IQ+7udbXx3ma/ZNn68cgXfXd1GJh/HOVsrOicG0b08j+5FOViZg7gFBDEapDMFo3qtMrnW9Mt0UCshSgfMs/J1UvpjBFZem6KfNCECKjpUZeOEqO/TR7ym+d7R1Y2JtKSEKwWDVG+vjUCpbT0sqX0KuKTyexUm1fX0Xj1e7eO2vA6hiTDN7lQ5SFsIqi7JSFRkeQl9jEgRxhaXEFxaQnBRyk0QtKgsz/mKQS1SxTFPYqyTNvKph926mvkpkSKaSuS/I6bixTB7AVlT8E0RrtgwIyPfotSAZQcUCKUgKcsMtDoqteY2o1UEKeUVRNGraJVaq2P6/YQUQhUhi1BlHhqCiZDC+02pDEthGGfjRbzWGcdRWwoHLBkcsKZx0JbFfnsWe6xZ7LEQtorYY+vHHlsJB+wFHHbIyNUxRwbPOHI45irgQGcR+3wlHPUO4nknbQDPuvIiwvSnYBr1hWGY2JHIeyEnr5TyArwslFMgBBJGROcgI1gUD90NXh2UkigPwzlAbasyWgZLqMvncbIvgz95Y3jJEsah9l48YUziMWMKj5lSeNSSxiOWJB4yMVoVxQOGPjzQFsVDbTE83JbAw21xPNQWxwNtcfxrewK/MCbwT8YEfmFI4ZG2LB5py+GXhiR+0RbEQUsIH4ULaM1pwqWs6S7mYS31w8yZt4MjQhZCzjSm8oCcj6jASkWv6BVM6df6aBaPJ35uyvCWCmjlBGzdA1naUGhGsjjz8H4RLY7TkeKhWlegJvFAyFJG0FLApDwFTgVs9VNGvwD+LgquBLVrxwVc1Q6a1siex0T9FgFusAiHsAH5zYPFyxOjaGd9jcuBGyvzQgvmm1VZX/XN+jy+Xp/HN5sLQvH4L5dXcGd+DMshH+acdnxdzOLWSAlZlwnFgBtbEwNYGcxhPBXBtflJ0Wlzh0NPt1bwzdYKvqa+zKUl3N6cB1uVb13eRCabhsHtQmBkWKQEO0RUqDpElDVaNHYeivlWQqtJDozuGhyDa3AU1qECvMUeZIJ1WGh7HTcuHMZa3bMIt38Bs8cPY1cf2vxx1PX2oz6WhinWAXeiBZ2xBnSGz6IzfBru3rOwRoxo6OnCF529OO3pwyl3HJ/ZwzjxRRO6Xn8fI795AyO/fwulz75EpjuCvsER+DmiZ2oETnbUTI+LtJ+PYp2ivkpqYjFqxW48PWRxzSiWgK17AIv1TdS6uTfKpdKJ4lozM+LnGILd8Ad9uLa2gB+ubuC7S2v4dmdTzE37b5sr+HpqHDenxvD92gquzUxjfXwM11dXcHNzA19d2cL1S6u4sraInbUFYZRt2F6ex9byHDZXFrCyOIeF+WkszE1hcnwYQ+USBko5FHIppDNx2L3USzPDncuLlJ1veg6+GRqlHSQMKXi6n1fQpAcprisQpYtqqcerYyr9qPbT87HKuK3OUdenV2knARGqsJ6Rkp+wCmBpYMVtlUKsRrRkepLaUNTmUvMA6cMzc7DFkujNpHH3m5v4t5tX8F+vXcVfbtzCX2/fxl9uXcXdr7bxw61t/I+r2/i/ru3gv9+6gh/Xl/D9zBT+bWMF29OjWB0exNXZGezMTGNnbhojiRgWyiV8f/Uyvr92GXeubOG7q1v47sqmeA98S395Hd9sM827jh+ubGJiKIeLlmb4JgYRWl6UN/xZ/u6sayJISFOwJSBJ26eOyX3V51E938oHtGiOem3V68LnXQCWNuZGpMA0IKe0AOGc+xTY6L2qHWMaUgEQwU1/zv3W+nox/XHRSSmEZ3dHw3hO9foybarfFrAlxFurXY+ylk9OHlBNFJX6Pl33pHp+xHuQcKWN+OmZqqZrZUqVtYz8HKjqWlUL2GWkW6UBRZSbmlU6fSsZuWIdp6zFUtErPWApaCJscS2iO1pKTR1ToKXfroUUR5mRoCGYhwbRPlSCmfeiQhkN0SLeckXwtDmMg5Y0nrLmsN+ew15Gshx5PEmz0XJ40prCXkschy1RHG3txvNNXvym3oMXL7jx0gUPftPUg+fbI3jRlMBL9jyecxdxuDOPp70p/N6ZxCfBEppKI7BQV1ADLXOZwtQErUERKRLRoYEyrAOsd5LAJaJvGixy2Lu9NID2/n7U5XI4EU3i7c4+/NoaxiFTBHtMCTxhSuExcxoPW5N4yBrDo+0h7G3uwZE6H46c8+KpC17sr+vC/no/9jUG8avmXjzYHME/t0UFZP2zMY5/bYvhwbYUHmjP4BfGNH5h7MMjrQG8YI3idKwfJka2ink4CFr9AzCWR2Asj8LC37t2bqFuliFhSg9X+rUCMuV/dhEtK/9YTd6BeloqoqX3NjXrUDdUmunFXdAlZBwowSAjWyptWPEEIhWZ0orbBUBpUSoBfIJwCzI0qoMwBV/K8zrqWtzHNbsN7YOELalMy1y1bZj1RiMwhQOwuR3Ymp/CjztruLu1gLvby7hzaQnfbS/izvYS7lxext2dVfz18jr+bW0F/21+Af99dQ3/fnkTX23xpr2Cry9v4NbGCm6sLePq2hIuLc5ifXYKSxOjmCwXMZhLIRePoC8SQCjQDZfHjXqDAQafD0HRkcdxN0zFjYPRrApgabCltl0jQ2JGoW14VIwx8BcTSIRMKLf+ESvnjmH73BEMX3gFpW4Tbl1awFfbK7i2vY2dnau4efMqvrq+ha92+Puu4Nsri/jq6iRuXB7C1Z1R7Ows4trOFdzYuombO7ewcmkb9mAAn334CYKvfYypF/+MiRdfR//nZ5EL9yI0MQTPNLsOJ+GenoJrhqH8CXRz5ATTfzpdLAFX2rYELcLUjFBOl8DFtWb8gBUAVtXVUnVcCrY8Qnl9Vgx2dgb8mJgaw+bGMlZX5jG/NIup6XFMjZYxPlhCuZBFLpVEIhZDqLcXvkAQHp8fzs5OOLs64fR1oqPLC6fPC7ffh45OL+xdXpgpUNrlRrO7A40uBxqddjR02FDfYUOzy4FWtxMtHhc86QxCE5OadtYcfLMzmrTD7pSh/kaj1upmzG0FTFwrmFI3aXW+3uvPV/t5M+dNjp43PUYaxA2+BsK4TzxGwEU11ahSgrVeH8HSg5ba30tQmZtHRQiVXYi0pWUBWtZoDH2ZFL7/6hr+cm0LP2xv4e7ly7izs43vr2ziu2sbuHN1E3/d2cB/3NrBX7dXMe11Y9XbhRulLFwXTyNgMWA8HYe7uR72+nM4+e5bKPUF8c3lDXy9sy6+wNy+tAwam1ukX8JNqpVvr+D7nXVMlfNoMLciMDEsIjIylcbnaw5hMc6IAFWF1crzpANY9VzTq9dA79V+9dpWXkMBWkwbcqgz08tzAq70kNXNtCJTmPcZBk0I0oOWgiLCj954TqUGTNMBqz1XjtiRIMVj6vj9vNonfoZKkepS3vx7FVjx+aqYBvXqOVTPEVPUXBMeCVndkzPC9E0DXULwc3fRugSoiV1dfmqfAi0CmAArIT9TjWgpyNJHsGoBimBFkOJ+fRRL7adXcKJ8R5nahEy39aN9sAhTqR9NqX4c70rgN6YgnjZHcNScwiEWvXcU8YirHw+7ini8I4c9liT2twbx7AU3Xqtz4XirD1+0d8Ng74XD3gePrQ9uYwhtTd04ea4Tb5y046WLnXjeFsVRbxpHPVm8YEvjD44UTsVLMDByJUTECzAP9MM0MAzLwKAQ7RVRHYKWlo4TsKVF5US0a2AA5iKFSYs4E03jXV8fXrSHcdAUwpPWKB6zJfGoNYXHLQk8wehWvRf7T5nx+9M2fHjGjdNnvTjf0ImzDV041ejD8aYg3m7pw0tNERyoC+FXdWE83tSHh1oj+BdDAv+HOY1/NqXxoCGOR1vC2NMWxNuBDFryjAbmBWwxEmcsD8M4MAILS34IU0yLaulFBU6EKq71cKVfq/MYzaL9/ECLkaRSDpaSTB/+zYjWfUCL6UQBXDp5B1UIv8trKT9Rc6WHLi1SRWBiVKvWuF8BlvL3BS0Omx7uR8cQoYuhR5m7ZlGmK5uCpdODXDaBtdlxLIwNYnq4iJFSGv2ZKLKJEBJ9fvQGvd80v4gAACAASURBVAj63Yj6upDs6kKvy40ulxNOrxMOjxP2jg44nB2wdThgsllhdtiFGW0WtFnMaDGzlbkdF0xGof1SZ7Gi3d+NrkIRfiq8U+mXdWM6sCJcCRODRDnRfVgUkzrGRtA+ThmHIhJRH0ZMn2PpzLPYOXMA8+dfgO/c+4j1dOD6fBFzKS9ms0mMhLsx3N2BoR4v+ju9mIjEMJ/LYTgewGTOj/5eK/J+C6bjfZgMRbGaT+PW+ix6+9N4/UI9Wt6rw9jvPsXmr1/FzKtvoXS+DolMHN0To/BOTMMzMQOXGLI6hq6JsXsjWAq6eM60HFHTpSkx1woFcj81qBgJY9qAnpExEckS6vFT8MzMiiJY39g47PEYjD6vUG43+jxo6fSIbsRGjwMNBCS3U1iD24V6pxsNLg8aXF60+Pxo6wnAEAwKjSdHPA5XOi0GerszWbhyeTjyeXQUZBeUpzwgOqG85UH4hocRGBlFaGwcEaaP5ucrgOWnnhbrSaan77kR86akbkTqhqxuxJUbUQ1oqfNrPR+vrPaY2uYNUAyd1v1cHlO/hyhEZqSKhfK7UoG7txV48Rw9aNVGtBRo8TxxjEXxs3Ow9vUhEO3Ftzcu4y9XN/Hj5Q3cvXwJd3cuCQC6e2Ud31/dxJ2rG/j+9jZ+2FrCYocTawYLrsXCMH3+HrqaL2I6E0dH3VmELG1o/vw4utqbcH1pBj9c3cQ3l5bxzeay8F9fYgRZ2ldbS/hmewU/XtnE/MgAGkwt6BkZRISprdklhBmhIVwtzAqle/Xc/We8ev71Xr2OCrR2HZubQ7cGWQq06PWmwEcBjn5bD1oEH/0xtf4pSFPHpSec7a7x4n4FbGqtHqPfz30CknQivLXv4fv97ep5EKlCgpYAwioUKtDiYGaagijlCUs0bleASre9a99YFcgIVzQ+Vh/Buic6pYEWgUoPYQq61PmELEaGRJRlgLJBJdjKJZjKA2gtlnGyN4tXbBEcM0dwxJrAUWsSB20ZPOEkaA3gMUce+wx9OFbXhT/WeWFoCiDSHkPankbekcaAO4XBzhRGfRmM+lIY9GZRcBfRbU3ii7ouvHzWgeea/HjOlsLT1iyesSTwtj+F+ny/iKjxPmkuEbSGBKBIwGBX34Aw/u6MdKltC8/tL6E1X8DFWA4f+xN42RHBYVMYT1gieNQWx6OOBB6z9OHJOi+ePWHHB1940HSxB+62KPzmKILmXiSNIaTbehE19KHHmIDbmoXJnsPnjSG89KkNR092YE99D/6lvRf/uzWOfzKl8YghiUeb+/Bwawi/dsVwNlmESVMpoNyDaUDWixEcxQQY1mlpUKU6EBVIKeCqhS4FWOq8nx1oyUhSFbIY1dpVn6VPHepAS0WzONS5AlqiuL0q61ABLS29V5FpUJEtbYahginlFWypbX3qUO3Tw5Y4Xu6HbYjRLI6ioX4WJR6oljuEzsF+eOJxdHT74Q30wOX3wcFohrsDhg4qwNvQYregwW5GXYcZzQ4rTB0dMHncaPN50eDziuLa9kAPTKEQzL29sPZFxM3fnozDkUqgI51ERyYFRyYtunQ8+SK6igPoZvqNnYbDnGs4JDoPJVjJdKGccTgMF8cucO4hNWLYHTI+BvPEEDqLcRTcDVg89wpunTiAq1/sR+HCazj1xWkYPV4sTeVR7u1AKRxEodOJoU4Tim4LCi43Ct4A0p4ehG0OjCajKId7EDNbEWm1oKe1FTmvFZcnSkiVi3i52YqTJ6xIv3UWq79/A5u/fxXTb3+AosmCvlJRfOh1TsyAYnyeiVG4psbgZcfPFPWwtO4fbcyOBCZ2FqrUoUwPVKJZTAkymkXIEi33HGcjYYvAJW0GnbPz8M0vghEAH4UBcznR6WTLpGHJZmBmbaGoKZRRUGqpCY2dISozj8E/OgH/2KQomvVPssBWFt2qGX4yjcYbD+fBseuJXXXLQhVbjEoRQ3uXwTXTQd3z8/CzxZxF8DPTCBK0WMCriySpG3DlhqM6CGvSgzxee656DL0eANS5ar/a5uPvFxXTP1atmTIjDCk4UjCl9/pUoTpP7VPbei9gjODGjsfZWfHvojPox1dXN/EDoWp7DXe2WUu1KdTA71AIdmcDX1/ZwFc3NvDjlXV8ly9gvdWC/ovnYDvxPqKWNqwUs/A1XRQSHXnqMX12HHO5FP7tyhZ+2FrB3fUl3N1cwR0qlG8u41uCF/3WMn68cgmLE2O42N4quiE5fDk8twwxy5BwOz8j6tiY+uPzqEy9Fvfz6hzleQ7X6vlX29Xju0FLD1hiLYrdZS0U4YY1UQp2lFfQU+vVcQFCmliqkIuoEU6tTTkSePgYXk9/DbWt9xLiqqDF1LQaLaWvRVQpa/Ee1I2h0p+jl7dQawVblMFQ6UEFUAqw9PvVMRXR2gVlOgFRApY0qRmlolYKnpRXUKW8fr9a0yvYsrEma7AI2wDThsOoy5XxVmcMx8xhHBGAxbqsFA7YUthrz2KfNYuDTb148UsvvmwKo8eWQcGWxjDNkcVQRxplZxKD3iQGu5IY9CUw2pXGVGcRE74Sip1FdBhjePdUB14478NRawYHHBn81pvAqWQBJo616S+JWjGTgClO0OC+AQGHArK0FCJhzNw/ABMHwRcLqE9ncTqYxtsdcTxr6sNecwyPW2LYY41jvyGA/afNePWkDU31IYTbEsgbEiga48hYepG0hpA19iLX3oeMsQ9JUxR9lihCjii6OvrQ1OjGGx+34eCnRjzS2IV/skTwz0bWciXxSEscv2yN4IApjI/DGbTmqjIPZko/DAyK31/UcqtieZ1XYKW8Ai4CllqL50CLaP08a7SKWZgLGZE23JU+FEKkORGqJEyp6NXuonjOPMyLOYcEq0qqsMS6LSlSKrsEGRJkx0H/rrQfIYnwpOBKeQVUeq+Ai36XoCmvUS7BOtgvW4wHpNSDk+2vw4NwDZfRNTAAL4UR01m4Mnm4swW4cgW48kW4ObKjUBJKyPxbXAN5dPYX4R0swTU8ICaTM53nGR6Ch7VWI8PCizVrmJgWZKcghT3HJ+CfmIR/fAqc6N7JQc/adHb3CMfsyFE7avxOBbTUzMPBQQELHEjqGC6gN+nBsOE9bJ04jG8/fxJbZ46g6+J7eOVMHf5k6ECsv4TRkWH0l8cxMjyM1ak8NqZiWJuKYXYkhqnBOMYHI1iazWNjfhDrkyOYGxrF+MQExsbLWJ6fRjjTj1eaPHj3Yiecn7Vg7O33sf2HP2L71Xcx/uEp5Pw9CAwNwj82Dt/wOJxjY3BMjotxPUrKQTwHqhtRk37w1gx0ZfpQGQVJaV0zsr6rClgaaM0SxBjRmoOf6RgqYDNdphUxs9CX0OOjLciuMoJQj1DKljIEovtpbh5+RhgEJPEx82JGIUfniPE507zxsItwAT3aWtaV8Oa3gO6ZRfhnaQvonpuFf24G3bPsjppGYGoWAXED250+VPCjPG/Eyqo34+qNXh3Te55HSFI3dP0xrtV+/gyxPTtbOV89VqUXQwuaDtacLGZnREpFpWqjVQQpZeo8BVf6cxWACc+OxLl5tPf2wtblxo0rG/jhGtXDN/Dt5Uv45jJrqtbxHevrrmzhmyub+ObGJr7eXsZqJILpNhMW3E7ELC3obLiAkXAQgwFqoYURs5sRd1hwa2EW//XKFn7cWsdftjbwl0ub+HF7Ez9sb+J7gtzOJu7ubOEvt65jeWEWjTYLOgfKCBOgZ5fAgnJ2ygXm+TxVQZbP1T9q93v+9a9PjxbRYupQWbVxgqObJPCoonXl9VClhyG15vF/5NzaqJcetO4HXurni59H2QqtAYPvMb02nForoOJxta4emxKP8SlpixpBV6U1JoYza7VXCqDu51WUSx1TkS+1X0WyFGyp9KGKWnG/Aqv7eT1gcS3qnLSCcnbpcSwOtZ7ai0P4OJjGs+YePGWO4ICFYJXDXmtawMoRUwzHLnbhxc/MaGoKIefux7A9h35bErmOBPLOtLCCM41+dw5D3jxGvFmMeNIY9WQw7k5jyp3DjG8QvbYs3jntwpGmAJ7yZPGcJ4EPezNoZWpwcAAUADVrkTfqbNn6y9UIFkeXlWSEi95YKKK5kMXZeAofdSXxsjmBp4wJ/Mqawj5bAkdaevDM8RZ8/qkJPmMCcVsGaXMcufYICu0h5Nq7kTEGEDdFETVGETdGkDT2ItUeRNLcjZTVj6QjCEdbD17/uA17PzPgsRY/HjL04cG2OB5sTeKB1hj2tIXwx64E6pLMpElBVqY+pbApI1lFTYGA0a2qKZhSXgHX/y9AS0S22IGoarRE9EqLYGlrEdHSdLREwbs2iqcSzRJRLglYfwu09EDFtR6q1Fqdw20V0aJnp4IELdnRSMV0amq5BgdgHyoLNV1CUmd5GJ2DTM0Nw0MbHpGmpe84tNMxPgTXKKUUBuEe1kbdjLEdmOcytcfxOXIQNCNQQixOjEHgKASp0OsUCvDyW5UaGk3PeYbOwUHRUcGuCjXfUOznsYrWCdtxB+ErxJDyNWGy/iXsnNqDm6f2Yvbcb9BW9wleuNCEZy6a8GazAyfaPThh6cKpDg8aPRfh6n4XnaHX4A2+AW/gDXSF3oA3/Do6w39CZ/gErD1NqPd344wviC86e/CRpQevGAJ42dSDM/VmZI9/iUuvH8eNVz7A8hsfY+BCE1KJKPwjZZH67BgfFbMIxUigMa53G6FLfdCpkD69+JCkFlcFwLRiek34U0pBVGu2RDpxZhpeFtoz8qWAaW4BfgLYrBzszHopChmqSJMAHGpY8Zu4iJrJ9KRIUU5zwKy2n9/CRTG7VqirpUtEbQtrbES6h92F/HlSzqFnZkqmDFncO7mAnql5KYBZqUmR0MUbr/g9dCBUuaHXRMAq+2tu+nrQ0msoqSgVH8e1ACqtZksd475aU6CkAEpfzF4LXuoc9RgFX9y+59j8AqILSzBHYzC4OnD50ip+vLmDu+zgvLKDb6/u4DuOM7p+Cd9e3caPO5dw9+oWvrq+gVuLs7g7OYV/X1vF7ZV5bM9N4ganLLAWcnURl+amcH19SRS+395aw1cba/hqfRW311dxY30V19ZXcIX1kmuL2F5fwubqItKFLJo8LvhGR0U0MjijySAwilUDWur5+kc8n3cFVnyN9dviddfeN7WRLFEILxoo7g9aeqBS0KO8giSCljK99pU6T+/V9fSex7ldBa3dtVvqmIA0HWgpkKr1/DemBy1xnCOORBRsGn8PtLo05XZ9BEvBlIpkVaBK6A9qqUWmE3VpRp6j/6zRrwVsaWKeCrJqwUrVY9HzmDqPj7WPjMAmBjePo60wirfcETzV3o29lhj2mTPYb87jSWsW+ywJHKvvwisnjGhq7kLKk8aQM4MhSwz9tj7kO6IouJIouLMouvPo9/Rj0DuA0c5+jHQWMdxVwLAnjeGOKCZdTCsOoMOawBv1XXjWHMExRxxv+hNozBfFXEJLmWlEpjjlTFh9JIspQxHNYsqwWIIhn0djNoOTkQTecUbxXHtUFL4/bs/iQHsYz3xuwonPTIi3hVGwJ5CwRdFnDiNqCSJuCSJlCiJhCiJqjQhLmnqRae9Fri2EvCGIfFsP8u09SFmjcLSF8MbHBhw4YcHjTSH8sj2OXxoSeLQljn0tYfzO0YvT0SxMRak6wEicqDNjg5sGWgQqvTGqqCBr134txaigTKUQf5YRLfP9IlqavIOo2aqAluw8ZPchAUtFtuxMKeqK4RnVImgJgVGdmrsCJglHMpLFfQqgdsOTpF0FVeo8dY66VsVzPhTBShMu9TB9yA6N4UHYCUJDg3CVy3ANlkXhfOU67Fbkt5UhPr4ftuEBcHSPm2N9+I9Oe7xzaBje8gi8gyPwDknjoE8BXmJq+jCcQp9lRMwhFAOkOZOQhe1CKI4FlYPimnqwYmRLbbOujOdaOGahvx/hRABFy6eYO3sIO188hstn9mHo3Cs4X3cCzzY04Ei9BYcvuPD8WQdeuGjBcy0GvGn6EOc6jqHBtQdNnifR7HoMrZ6H0Nr5MBq9T+C8+zA+tb2F1wxGPG/04ZjFh1+bA3jJ0otnnd1419iB6Odt2HrjJG6+ehzbr3+M6Q9PY8DRgcBAGrbpIThZPzEyIT/oKE5KG2NET0b15EzGUTHYmpPk+aGn/6apvoWyKUBGvejl6B4lZiqETSluOjUBz/SUgC0BXEw7zrDAeE62xVP4cWoSPUzhzUwhOD2J4NSE9Jomj9TlYepQ6vNwW0SkeJOYnYJ/jilMzeam0T0/I6IfTDPJouYFEZkIzFLLij+HEa05BKeWEJheAsGMN2r9DZfrXUa4+ilTqUJ61f2mhg5rhcf3QBMFRBeo4K0JPorxOnJbDYxW7fiRpUVRq8TC9VqgUiCl4Ol+Xp2jIIuAFl1aFtdSnXyxpWU4cwXU2WzI5FOYnxzBzMgQJoaGMTZYxshgEYNDeQwP5DBbyGGqv4Dh0X6Mjg5gtjyA+cEyJgcHMD48gOGhEoYHixjoz6FYzCCbTyCe6BUjtALdXfB1uuFy2mGzm2GytqPN3IYmYzMa25vQYGhGk8MiUvl8nULUdZqj7AAjovMILVbhVD2nfA7Fc6Y9n6KrjqCq9teMLuLj/haYKWkDRmGrVo1uBcRrTK0rZTJSpQBKH7WinIR6TyhIIgzpgaq2Dksc0wRNK+dp25UuQCEPwusQGjUvAIxSEzoT8hXyy4OAKFGbWB07xRR6Rd5kSsoyUMhXiPlye5JGsVbdiKIpCrhOwUdTUe7J+4/MEQBGORmdVcCLoCVSh/eOx6mez88m1m6NwSVmxfLzSKUYq15Fvuj5WaV+Bj+7OsbHYGe0fnwOzZlRvGwPY78piL22hIho7Tflsceax1NtEbxwyoKz9U5kfCn0u6IoOaIoOWMoOftQdEeRdicQciXR5UrD7c7A6cnA25lFr6eArLuEQlcehc44BlwRDHtTyPlLaDFF8LvzXjxtjuIVL2uccjD3c0jzwG7QKg2AtVg0QhaL9glZ7fkCWrM5XEyl8EkgilfMIRxojeARM0VIY9h31oE/nbKgxxJBzhFByhpAzNyDmDWImKMXMXccsa4Uoj0pREMJxIMJxH0JxJxR9Fl70WeMINreh5ihF2lTBGlrDO11XXjuz014/JwbvzT24ReGOH7VFMf++hCeMfTg03AKxgL1M6vjeUTaUNRkl0RqlOlRgpOKXom6LRG5k+N41H56BVjKJ3+28g6FzC4tLXYVCsgSmlocr1NrDPFJI2TJ42qYNLsPa+yeKJQEKQVZtVEsBULKV4BKq+vitjqmvF0DLac2kkekFwcHJOhwFqKYidiPjkGZvuTj5HVkbRdhyzFcFoDmHtSgbLAMh1gPwl0egntwCB4a1Y+HWFMlTaUCZZRLRqQYlRLDP0WkakhEsigaVzl3SK5VJEsIyg0PwchBn8USomE3hpvfwvKpvdg5/Rg2z7A+6w2crDuDYw3NONJox6EmHw43eHC03ohnWi/iTdtxnPX+Dg3ep9DofRJNnY+hpetRtPgeRZPvV2jo2o+Trj/gNbMRz9h68LQziOcdvXiehZ2uEN60+uD80o65d87ixqsf4uprx7Hy9ieYOlMn6sC6RgfgmJwEJ9a7GLlSxg8xbU3BVefYKDhdntE9AVr8cKMRyLRvoiLdyBTk5IQwWfPFuq9JeAhYkxqAcZuwJWrCWPclOxdF3YiAJ4KTVi8l4GpSiB4GpqYRmp5BiFGlado0grPTCDHNphnFEglWQniUYDUv00s9C7MizSRhiRDFG54OnkQX2CIo7EhF6zDTc9oNWAGQupFLSQFC1E+biBgxOsVOQi1qJPSLVOs8C941E2Kh1LEiCCzRqHMkIUqAFIGBUMV9i+wKXKpIMfA4f5YCKv4sfbRKQhWPa4Xu4nfh9gL6FpXJ63Efz6P18W+fnoEzm4Wh2weTvxPGri60er1odDnR6OpAk8eJ9k43HF2dcPV0w9YbFOYIheAKh+GK9MLZF4Yr1gt3og/ueERaIiK2nYkIHH0h2CJBWCNBWJT1hWCJhWGNh2FPRtHZX0B4dkpAlYAoDsumLc4jvCg7NSuvDf+GpSX00vh8as8319wfWVpG3/Jui66soE8zruV58vHiGkJbivpSiwgKW0BwsWqENPWcVzxfB/FayNdDNCaING51vwAu1X3IqJpm1KRiupLb4ouB6HisHq+cpz/OCKxO6qN2LdKGIi0uOwe5Tb0vqfklZzgSyPyMXGnRK78Y1j2NboKUbs3tiolaLj5ensPzKPNAY3SLnYiUjpE2VdknUoyUlCFwMbKljJ2HwibgHid4yW1VtlDtZK7q/lW/4LHgXloVzCTU6aNp/FxzT3Km4Qy+jPbjN+YQ9pv7hDDpfkayzDnst+Rw+IIffz5jRcQZxbAnhgF7H0rOBHKeDPp8WXR0JnHe3of3jL14wxLFa7YEXrcn8LY9gc8tabTYinD5+xEJ5VHoSmCoI4phbw6hjhTeO+fBC60RvNKRwMlIDgYC1YCs05IF7+w2LMsoVrEf5mJJwpYCrUwWFxMJfNAVwXOGHjzSGsKDpgierPPgxeONsLZ2I+GKIeYIoM/Rg4gziKg/jngki2g0j0iiiN50Eb2ZHCKZPCKpPPriOYRDaQS8MfRYexE2hUSxfMYYQq8xjA8/a8cTn7Xhl83d+IUhisebYnjyYgiHWnrwUSADQ5a8QKji30JZCt6Pi8JzTb0yAVvMWIluy+qcRAVZLJbnutYSY0b8P1f+t79pz13z4b9c//Ynre9//N/gf/+F/6v79//zJ0/kRU5cO/+TP+z22oNCu0oowGuzDisK8brZhzKFSE0sOcNQiJAK5XfWZJXgYK5VmA60dMrwsm6LYCXBRulnKXhiXRbXPwVd6jx1vApIhCZ2GEoTwDUouw5ZFM9tcWyI8KSdx8HTQwNg/ZYAMc5H5DHu5xDqoTJcjH4NMbUnz5HXkBEy2dEoz6vWXA1BrZ183LBMA6pIFaNhKnUoit61NKGKZtFzPAJBq4Pzp4aHxBsnHrRjsvFlrJ/ag52Tv8LmFweQvvAGPq4/i6NNRhxtdOBonQOHzxrx63P1ePX8Z/hz/Tv4wvAq6ozP4GL7IVxo34fzhj24YNiLi+0HUNd+CKdbfoc/NlzAi80W/MZgx0umLrxgj+AZZx9etgZwvr4DpePnsfPacVz5w/tYfeN9zL37Kcbb7YhkM7BPcFL9JFwTE3COj4vhzxwAzdotes4opHGt4Ot+npEwwpT0E/AQqFjfJYBqslJkr1KKoiNxUnUzyvRf5YOf37S1b9vsBlTfypnKEbCkvrlrRdB6aBI3Ih5XxxidUiaiTRT91IQ/RYRJAVO1zZ2gpaIcetASN15xE5UQJYrSNZgSkDOvgx4NkHjzVbAlwGhxQaixc3yJVGRXgKW8BlqLS1JuQYtc9S0sIcp9WgQqtrwiIlFqm1EprhV0RZcWoYxQpdax5SXQuK3W9/Px1RXEV5bRPcHaxGFh3pFh0QjC7a7hYfhHhhEYH0NwfBw945xDOC4sODGB0OQEwlMT6KVNTyIyM4W+mSlE56YRm58V6vPxpXnEl+cRX1lEgra2hPjqIhKrC0iuLSG5toLk+ioSayuIUdV8ZUnzXNNWkFhdRXx1DbHVVbEdX6FfhXh+tOcouszHy/MSa+tIrOqM22truyy2uoa4dj0FYfSRlWVEljXjWkDxbjBWz7/w87KOTgIvQVa+PtQuE+8J4eV7LbDAiBkL/FnDOIeAUFqnrATV1nXbPEc7xjrDbm7zOKNa0zMIii8hcvIAAU9GyOZAHS7KUDB626PJQ4htbc3H19aB6SUnZJE+o1+MXE1WC+q11KJKL/Ia3Tq5ClU0LyQhBIQx+kVZGQKYVINXnhFwBVNqFJj8glYVUe6a4WcGSxJYqqANs9dNpqCcjGrcubfgngA3Cu/kOKxD4/i4J4PnTCEcsCWw15EBQeuALY+9bXE8fdqBphYfyt4URqwRDNiTyLnzCLlzqHfE8ZYphBcMIRw2xbDfmsYBWxZH7Dk858jiN7YcXrZk8I4tgXpvEiFfBiV3GkOuHHKePC40BvCbum68bIni8zBBqwxzP6Um8iJqZSqWRXSLhfKmUgnGUkn49mIRbfk8mjMZnIsxbRjE4WYfHmwP40FDDw6dNuL0aTMi1jCith5EHAFEfTHEIhlE0gX0ZosIZvIIpPMIpfMI02cKCGYLCOUK4pxoNItYdxwRexBRpg8NASRMITTXuXH042Y8dLETDxiieKS5D483hHHE0IuPQgW05TiSpyTAykz5DI4YKveDKVFG6wha1CwTwKUds2oyD3qw0qcSuSa4xX6OES1rKQs1dkf5CnAplXiqthclSFVBS27rC+D1BfFirXUi8hw1y5Aq8P8zESwxikfT0BLww2iVGkLNtYIpIe9QPSaBidBUFvDEbWUEJM+IAiUJVzymQEud5xJF9Sys/9tG0JIF74xWsZNQgy4tRahAS0EWYUyAFmu2BuW5Np5b6kcqYMVU/UvYOPkkLp/6FTbOHEDs4lv4oOECnm614rk6M/5Qb0FjVxTBZA7JZB/SfW7k4jbkEibk4gZkY81I9zUi1deIdLQZmWgbkhE7guFeuPqSqOsM4O2WDrzY1oWnO0J4xtGD91tdiJysw9rbn+LKax9g6/UPsPLmRxj/ohGJSBTusRE4piVoKahSYEXvYd3F9LQWgZIRKn206qfWhCwRzdLmmHFNnS7WarH+SnYzqg9NpilkEa4YGPwTXU+sH9Gbqq1RXp/eU1CmgOkf8SoSIqIVuhSUTElVo03qpkrA0Vst9PC8CgQRhpaX0Utjyq4mwsKbt7oWr0NgqDXChN6SAh7WKvsIH8m1VSRWCSK77W/t5zFlKa7X15DeWEdqY12uNzeQ276E/PYl5LY2keX21iZymxtind1Yh97yG+uo2gbyGxvIb26gsCl9bmsDWb1d2kBmcwPpjTVkQzxq7QAAIABJREFUNteR4fW0n0HPbWX8vcTxjU1kN7Z22/omMuubSK9vIL2mmbaP+++xjS1khKnHVR+bXN9AckNaYn0dwgScrQsYI5CJ12KZYLr7ddG/bnwt72d9Kl0s3g9LMqqppTlFw4iS+xBfDvgFgbVp8ouEet+L97qI6t6rr0bQYsRXgJYCrEqq8d40p0p5VtKUWtSNKUn+2xMpx5/498ljSsxUpURVnZiYIymuIb9E3e86rMFk97L8bKjWd6rPCqHnp32GSNCSdaGyU1pBl+yOJmTtBq1JmZqkvM3kGIylYfzZE8OzphAOOpLY10EF+BwO2vLY1xDE7844EHAmMeZOYdgaQ8aVg99bwAVTBK+39eCYqReHzDHss2REqpHjefZ35HDQlcNTriz2OzM4aI/iZVsY55xxBDqLyHuLGOgswNwWwvOnHXjFFMap3hzaKT3BBrCBoiiAN/cPgrBC0GofKMHQX4ShVERrPi+sMZPBmUgMb1i7cajJj0cMETzc2IlnP2uFtcWHuDWAsK0LvZ0RJGM5RNMFAVg9mRy6M1l0pzMIpDIIprMIpLNiX08mi1A6i75UDsl4DlF/FCFzALHWbqSNQXgNQbz6uQVPnO/Eg219eKClF482B/G0MYyPQ1m0ZouwFAuwUOKBnZHa0GkOnmZqlGYqFStrbvNcPWTVrglaPOdnCloUH60KkCrYqngqwms6WXqo4lqBlYKv2pRh5XzWcGnpPhWholfRKf0+tV9EqDSwUucpsCIAqYiUAiz6XWsNwtS5tZ6PJ2jJaNS9AMXzFVhxrc5lkTz3c586R11DgZYALNVJqPlqhEsCFQFLAVelOF6kGYfhKRaR8bdj8vzz2DjxuACtlbOHEK57B+81NwjQerXJBFsohksb2/h2cxN3Vhbx3dIMvl2exVfLC/hmbUm0v9/h2Jr1RXy7toRv15Zxd30Nd9e3cPvyDtbXN9AZSeOVegsOmT14yuHDq0Y3Os43Y+bD07j25qe49tbHuPzWp5g5fg5plw9d5TKcIt3HCJQ0BVqMYql9PwVU+v1qOKweshRsiW+qLJRX+lyaVx2KamyHHqRq17UfzrXHCVq7bj5avZQewP7eWsGVAjN9RItrkb67D1ipm6gektQ+vacgqEpPCagiaOnTV8vLiC5XAYuP5Q2bN/Far27sBC1ljNYk19aQWl+rQJOCLQVR9/M8X2/qHAE0An7WBQTlLm1VoIrQRMgqXNoSlt/aRMU2NwVQFYTflJC1sYECYUszAU8EKmESsrjmz0yLaxPUNlDY4rV4DT24rSO3wZ+/hfzGFgpb2yhuXUbx0mUUNi+hsLktPI/l/p6tbyK3sYncOn+GvJ54zDoh7hKym5cknG1oALa6jtTqBlJ8rlf5PFeffwW9CUbF/gZ4KQgT7w1G3lakMbWp3h+MoEpT6WymtGUErPZ9zFRkJXWpaaepyQEisnWfiJWCIUKVvpasFrLEMTGKSP774r87/jur/fcntu+RpqCgK1Obmg6YpsKvHr/r37SQh5m5Rx6mFrTUZwjBS0IWvYQuPWCplCEbdjzjGmiJ2tNRtBfKeNcdxTPtQRy0J7CvIyNA6ylLFkebQ/ikNYBcVwHjtriIZgW7+nG2I4VX2gI4Zu4VUbD9ljT2W3M4YCtgnz0vYG2vK40nPGk8SnOncMCRwO8tMZzvyCLs68eAL4dOYxAvnjLjDUsIZ6N5mNhhWGa0pyhShiwmJ2gZy/0wDvQLyKKcQ2shL6wxm8WZSAKvmbpxpKkbj7f14vELTrx2yoigLYyErRu9nh5E+lLoS+cQTGdAkOrOZOBPpyVoJTMIJDPoSXGfNAIYz+1L59EXyyDs6UVfmw/p1m6EWsP48wkH9n3plSKmrWE83NyDZ8xBfBJOaaDFv6UfxtKAqCmzlAheErAIWfczRrVqo1j6baYd4+M/x9RhSY7WqYAV67N0qUN7KV8ZpVMZqXNPapA1XNUieAVgFfCqqalSMFWBJR1QKZhSUSt1jnoMjxNw1H79efq1uo46V4HR/bb1x35qrYcrnqO2FYzJbX1ES4KUAiq9r4UuBVrsSmQqszOfRaazGTPnjuHSiUdx+dRjWD53BMH6P+P95la80GLDcaMd5ZER3KEwJMcLLc3i25V5fLWygNsry/h6dQXfbazjztYWvtvcxHcbG8K+39zAj9x/eQ13r29jdXEZZx0+HGu145C1C69YutDaaMDIiQu4+u5p3Hznc9x65yTWPzyHgsGO7mxOpgm1FKGKaslUYTV1qIeon1rXQlcFsnQfiOpDU31YKu8TRbeyMFd9+PKDW63v5/VQxfU9Nx+96vV/Yq0iWbW+esOrRrP+HlDpAel+N9zoyrK4uTL9pW66CqT0599vn/4417yp77ZqZIrApECLXg9T+rUCK+X1x/RrFeFSESURYdIiWirapDzhRYILvQQZwgwtu84IFaNXelvXfj8JW9n1deTWq2CW21jX4E1FxTaRJ2gRrLa2Ndii5/YlFLlPQBfB6xKKXPN3IlD9lGmgpQcuRsxy6xLYsuJ330RGRMoIXOtIrfH33qhYLXjVwpf+9Rav/6pMbYo1oVsf5WSEU5kG+NQTUzV7wrNmTVefR+ASdWG6uY5ihE8lTSi7EwlayhRcqYiW3isQU18+1L+z2n9/90s/qutLqKvWRSrQ0sOaKMTXOo4Z9aaJbmVN/FhBlfrMEOUHlbShTDtWBtprMhOiAF+bocjaLXZVsyO9vTiI971xHDME8JQ9ib0CtPJi/M6vDb1otCdQ9hYxaUsh78mj3VvAq6Y+HDZFcMCewj57VkDWQUsehy0FHGIBPXW3OtLY40zhSWcGv3Lmhbr8IXMKb5qScHT3oxQootscxKunjXjH0oO6BFXhyzASRPplREuA1gDH65SEMZrVViqgrShBqzlH0EriD+2s6e3Cky1B7Dtrw8fn7YgRtBzd6A32IpjKIJDJCMDqymbQVQGtNHpSaQRSafSk0/Bl0ujSzJ/hvgxCqQwigQSipm6kW/zoaw3jo8/sOHTajYeaQviXliAea+3Gi7YgTvSlYCjkQbBimtMohFa1onamDHVRLf1aRbQIVrXRLLXNuq6fbURLFb4rIVIFXXKbkg6704QqgkW4kvAlYUyBlZPpO3Yciu49mcZToKS8Hopq14Qknldr3P+/Alr8OX8LtNRxdY7aVjCl9t8ftBjh+mnQUnBVgSqtVkulD2VasQxnuYTObAoZbz3mzx/DzkkJWkvnjyDY8D4+amnDb1tsOGl2YGJyFN9uLuKb5QncWpnElfVZ7KzN4OrqFK6vzuDG2jxubizilrAF3NqYw631OTGg+eb6DL7hCJ/NdYQSObxmcuJ5axdet3XjYpsJxS8bsfP+Wdz48yncfu8krhw/i+EGM/oSKaEl5lS1WOzq0WqyFHSpbVWbpeqwRIei1qmoolgKthSMcbsS8q+JZqkPTHrKNNTClPogVx/Gfw+m1A1A3RBUdEoPTnpoUmsVQVDRhF03Oi3CoPap6JS6WdZCD7f1x1RkQ+8FFK2tgWmp3YCkARNrhmrg6X4/56f2ydThyq6IFgGKwKS8Hp7+kfWux/OaWvRMXINrzdJra8isbyDL1J6WrlOQojxTewSUe8GE+zaQXl+HuM7aKjKaZdfWUbUNZNc00wBIgdz9vB6eGLFS23ovIXBTXpe/t5Z6zGwwrbilmYREmZ7crACWHrbUmn+bWiuvfy+o11BClkw96t8/aq2AnBHRPkbAdCllvicrqWkNulRdWDXKVZWSUOBEr0CIUScFW/d6qXmn/l2pf2e7vRRRVYKrqr5LX/dV+++7dttHLb6az4gKTGlAJSLjNYPvuY+1XKzrqhTOa6N9CFeq21F0NbK5RwOtD7oSONYewKGOFPY5sjhgz+OAKYFfN/egzZ7EiLcf0648+rwFfOZI4Yg5Korm9zo4B7GAg9Y8DptzOGLK44g5h0PWLJ6yp3HQnsJhawZP2YrY6+jHXksWz5vjaPQXkAn2w2cK4PVTLTjuCKApXRAipEZGfggk7DZk6pBzA7X6LOMA4UXKOrTlc2jO5vBlbxKvtHlxsM6Fvc0+HP7CgnN1LiHfEHP2IBSLozubhj+bhi+bFvcg3oe47mZUK6MZQSsrQauT52ZS8GdT6Mmk0RtJoc8aQKrNj0hLGJ987sCR02483BDAL5sD2Gvw4zVPCGeTaZiKeZhLORiLRQlaQhmeJUayRot1WqpWS6UT6QlU7C60FKm/KbcVZIljArQMP1mbrork/z8vhrdQYbuQEXVaemFSRrLsFCMd0NJ+uk5CFb3a5RnR0uQcFGgp8BKjdwhJGjwpYPpHvAK0/xnQcuqK3QlJtaYHKq71pqBKRbD05+qPURhVApmsz9JHsFSKkFBF0KLpjwvY4oR1URRfgjeXQMZzEQvnj+LaqUdw5eRjWD57FKGGD/FpaxtebjHjhMmCodEyvt5ewldr1BuaxOXNGVzemMK19XFcXZvA9bUZ3NiYw80NAtcsbm5O48bmDG5sLeLG5hy+3ZzD3fUVlIplvGd34SVHJ17v8ON0uwWpsy249OFFXDl+Gjc+OoUbH53FdL0RiWgMXqZPdYXvCqwkaLEIngXxmvSDDqwUTCnIYg0WTcGWgKyaFGElVahLE3QLdfaa+quZmUpBuvpAF+BUE5nSQ5S6Eah9CqCUV7BU61XaJra6WknhqH3K8xitUpOjpYVqgUht8waqAELdWLmPa3HzXduQkRAVEeENWTP1OL1X11Ve3aDVNdV+5UVkalXClopkiX26Oqz/5e111nHpomdqW3ntb0uurCGp+zvTNX8nf2f93yPX3CcL8lmUryzGIn5RyE+/jLhIq/K8FSSErSLB53llTfrlVSRofD10vwOfa/4ehMFdpmq6NM/zWJeVFLaB1MamsLTmCU/61+l+a54jzteBpXqdhOd7iX+HsFXEl1Yqv/Ou54XHl1bE382/vWqyMUJ9CVDRVlVDGGFRvujWXNImJSzekyokcIkUoeqE1HmmJaV0RFWsV30J2uW1CBkhq1IEr62F/INWBK+K4dlprNYsiO9k1yAL3IUUjEwLVoriNckY/bZas+NZ6P2JLmg5uqfSDU2NLr3i/OgIXKMjMPUP43h3GscMQRx0pLCvI4cDjgIOGON4vtGPZnMMw10DGPMU4XJn8JqlD/ttCewRkJXHUzbWc2XwFIFKmS0j9h22pXHUkhVRrv2OAvbYuR3FaU8Wfd0DcLf24O3TzTjpCaItW4R5YEDUY0nQIniUYSnJWYZmdhyKbsMiDNk82rN5tGayOM/UodGDAxft2NfkxdMn23HxXAcSpgD6OsPoSafgy0mIIjwxaqWMUSu9qf0Vn03Bn8kgFE0h7OhGvN2HsLEXH53swOHTTjzWGMRjLWEcMfbgT/5e1HOyR7+KaMnUIQVMWb8t6s60rkMWwgsjUHItQIuyD6zv4ng+nbSDDsJiYz830CrkoEBLdB9qw6IZ0WKRvAKvCjDpYEtAE7sOuY+K78LktlCFZ7qQJo5LMVGeowemvwVatefptwk4BB794/VwpI5JKKqCUy1g6bf1j9fv51of0VLHFHipYwq0VORKD1J60FLHlVfgJToWRcF+Cd58DGn3OTCKdeOLR3Ht5GNY+fJpRBqO45O2VrzcasTH7UZk+wv4+vIavtmYx21C1do0rq1N4vrqBK4tU/xxFjfXFoTdWpvDrbUZ3Fybw/XNVVzfXMad9Xn8ZW0Zo+UhfOR240WPG79zefC52YbkBSMufdKA7c/O4Mrnp3Dj07OYvdCGZKhXjAkSrdRTU7po1k+DFaFLD1NqLQpZKUiqAZfa7iJUsUNKM6YEuO4RHVRUgJ8H9YhExEoTCyVcCSkFTWqB0ScFUD/lVYSKnnBFoCIo1YKVflsPUvE1rXuNQLW2JkzBl4CsSncau9YkHIibuog+aTd30dEmb/Lqpqu/8RM6RLqJN32uV9aQXl3fZam1aqRLXeNveRUpUZ41WkkWxOtMRZoUGDHqJVOK9Pc3PYhVz68W18fXlhFfW5HGLkWabpuwI0BBwJCCVAlFu4BVi84wSkNT0ZleylLsMsIA5xtKC8/NyZQZ02bqfSK6QjUZBTFZQNYuERZEp5+QyqgKtcq03LIYps1okYAVvm+0taqp43tGNC6wlopArpkAcF10iREo8beJ9we7F9nRKGu4uBYmgFs959p7ZZlwtYIkPUFLwNYKkmpNv7iM+MIS4gvLiC8uI7G0LPct6n5flV7UOhwJWxKy6KlBRgkTyoJoES4C1ZwUga1EssS22sdORQ6Tlh2H1NpihFkBFqNSKuK8K3o1JWUjuqdmBXQpqQcFVnpf6ToU+laarIOYTCEBirpZzrGRipiykJvRJGdkKnBEii9TY5Fd35p+ltT8q4IXNbWERM/IkOg6/DxcxLG2IPZZYqKQ/YAjLyJRL7aEUGeIYNBXxkBnEQZXCr+29GKfI4O99iKe4lgepg8dSTxJ66BxOyPSh0whHmAa0ZHDkx1ZPOFM4qA1jE+dSYQ7B+Fq6MGJZgcu9ERgzBZhLZdhHWTnoYQqS6EES7YAUyaH9lRWmCGZgSGZrmw3RtN4x+7DgQtm7GvowDMn2nD+tAUJcwiRQFyLUhGYUuimpaX5CWCZJLqyNEa4UuA+fzopz2FES3tMMJpEyNmDqLkb3jY/3vzYgINfOPFEUxh7mnvxaytH8ETRXCBoZWHuL8DIwdIExWIJ1qKEL5UurBTDa+nEKmgxoiWlIYR2FjW3hFFHrITozw+0srAWM6Imi1Etmr4+i2sR2VJDoxm1Yn2WKG5nTVZVrFSkF7XJ4iyeZySMwziZCiMQ6UFJD0j/2bV6vIIoPk4PR7Vrh+g+ZD2XNB6XqT1ZzF4FJLmtAOp+YHUvVMlieP01qo/TOg61jkI9cCm44j4FWMKLSNYgHBz3MFKCr9CLkvMUls8fxeVzT+Dy6Sex9sUxxOr/jM/a6vFyuxUfGM2I55K4s8NarEXcXl3ArdUZ3FqdxM2VadxYmsGN5TncXF7ArZVF3F5bwFfr87i9voib66tCcfubtXl8v7aMieERfOp24kWPE7/1evGpw4lYswWXTjVg5/Nz2Dn5Ja5+ehYL55qQ9vrhK/ULAUChgSVSiCyCZzh+tymgUpEqBVTCs9Bdm22ovE8pvKs2dNG+ztlxGmRp2z0LlGCQLexsaw8uyLWQYRDClJrOlE4XSQ9eaq0iV8or0FIwdT+voKv2mLiBalEsHhPbaxosaDdMpnMESIhtBRJa9EREUNZAsGJEJblMvyY84SrJfRpopZbXIIzb2nm8WRPmCFi7oh+q+JoRlpoibLUtImPq2jx/RUvxieJtCWAEJ0aBCGXy5/BnVa32Z3JbRphkeksCJqUXNGAQUSQFD+o5kH87ozDSlhFnFEqLRAl443PI44sriC0uI0ZQmF9EhKaDLAHdrMMT+mmajAG750RxtU6EU5eC9k+r0TGTUmyTopuaqbQVO91EJyy7YSnYOUuB21kIPavZWXQr074k8L0aELYASjIECXhCB62q3t+7TM2uqqn3GHW81BcApv/0KcC4aIBghE5Gt2KV7epzlvh/mXuv7ziqbf/3f7njF87eG9hgYxsHOSdsbDBgTA4Gk2wwGGdbtiVZsqSW1Dmrc845B7WiLSeMAxgwsPc+Z59xx+/l3pf7/L1jrqrZKjcyh/37vfCwxly1alW11F3d9anvnGvOK9cEZIUFaNH7JgEXQRcBXugqr1ilBLTzoDQSAlpFTNdCaglSrmifgK52ILyUq4secDgtBKWLEOqUnCdL5M8SaVceFTtJ41KCVKmclaSASedYeO/5MyDLkCUUraasatGDnCiBRmpUA2aRv49y+FECUnn1d41q3y408RtMyaFl0JJgS6oCwgmWpUSmUvodU3UCvfEKXlN7sW2IVK0kSH3aashh96AXJ85ZUDFlkLFlcNYUwS51AJsMKWzTF7BNm8JWfQKbDAmsN8SxzhDHekNCitsSilcaGw1JdJnTWG3OoMuYwPZRP47qk3Aaixg4rsZXfUMYCAQxlkpDm8nDlCrAEs3CGkrBGojB7IvB5I3A5KEWFk3vCkLrCkHriULli+GI0YndZ1V4tnsML50cxhcnh+Ey+hHwRYSiRS5AgihSt8gV6IrH4IzTmKRu2ZJxAVvkSnTH43AnYnCR+pWKYTwdhzMagtviQEDjwcBpPfZ+OoBN58xY3T+OrZcc2G/240w0hqEcuQxTGM1nRTC8Sk6uSqsQx0TsGblEpWB4AV2UtqINW3JS1hytQsxLSVrFikVSvChZ6x8OtFZAnZHgSglYDFqaXBraPIEY2YVViZQZnmO3pKLSnCWeXI3Z9lxDKQsDwZbselQWlf69cKWcx6BFY8q+cg71GbiUfUpSSuNKMPo9/U746tx++BxSjJYSpqivBC3q8xjPkyyBm1T6YaxWgivrQ8N8Ajcu7MbXFzbh1tltuHV6D5K97+D08Bm8OWrARyNqeOMe/OfdWfz711fw/Y3ruH9jFj8J0JrG91dncH9esj9emxVK1k835/DzzSt4cPMK7gt34mX8/dYNTDWbOG7U402LGW/YXThssMKrUuPr7n58d/QC7h29gO+On8X82fOIqLRwpPMiOaBJmQdL7jNcEXSxW5BsW61SLMkW5XMULkFWrljJUlpSsxi46MZFNyxxA7syB/eVOXhkK/ZRgkhFBm9StBiulH0aUza+wf1LVl79pQSvBehaWB1GYzyH+m01TKlICDXiOmLzHU2AF8EXN0nJEGqG7B6iG66ALAIhVoYYZgjeOmK4lNttgCPAIuAje11SznibQYuOk2BLAUkCwh5OVUBAGb66EH9G8EjnbEMjbRNIEkQy5Ikx+t8VKo3cpzHp/5dUG4KFdrt8VZQBYigLUw6xuXkEZubgn55FQG4CCChxZ7t+X0vKYk4xfx25mmzNJn7VRIJLKbZHxPeIlCRSWhK67tklLn0HpHERQzQt1fWk2p78UNGuRkApSGj1q/wQIT04SNc3X+Nk6fqmxKdSwtqF61YEuisgTYDZPOU9IxC9hvBlqQkw5bEr5DrkvGoUr7UAWoEr0rZwJ5LKJatZBFkEW1K2espqL60oXKh4IOXmEvnsCD6pdSxOaStZHWlXXCJ9hJQcVRwj9ksxmCL5qQzDDFoPfVbNJuwT8mfVaMLaaMDSaAhLfaonK5pY5V2DSZRRk8ZEgukKVQ6pgcruSGAl9bkMD80xlalkWwPqQh0HzQE8d9GCnVSCx5DDRnMe20b9+PSEBjGqDejI4pQxgue0YWwyZrDVmMd2Qxbb9BlsIajSp4VyReoVpYfYqqeWwhZ9HOtNGaw25dFlSGOHOoKvdAnoVCF88c6X2PfGWziv1UAbjEDvTcDhTotEqDFrHFFrGBFbFFFbBDFzCDGzH1GzHyFjED5DEC5jCEZzCL06F947PYJdh3vxyokhvHakB4P6cfiDEQRiMbhIsaJYLBGTlRSWgt/dcUrxkIJdjt+iMW8sAXdMgjKK5bKlYxgPeuA22WEfduHLz0ex56gWXT1GrO43YJ/ageOesMjpRYHwqmxGCujP59qWIKmtYi2W3oED5fMEYnIaCLak7omYtT8kaCWEgqUMfuc+QZZwIeYkK+CKyu3IJXnabsVipg1X7X3FLAwlCbIIuPRU6kYUlP51RvdOUHrUthKulH2a37lNUCWB1gJ4SYqWFJ/FMPZblqGK5xBULahWi6liEmhRKR0lTP0WaDF48XxDpQ5NrQFnMYKG8xxu972Me+c34e75Lbh97gWU+t/GxeHTeGdEj/eH1bAGnPjHHQKteXx/84aIx/r5Rgs/XpcA6/urU/j+6jR+uD6DH64TbM3h5+vkZryM+7fm8P2ty/j77Zu4PDmJ43ot3rZY8LbDiy9MDnjH9LjdO4QfT/Xj/ql+PDjTgyunziA+rIUnWxTLpBm0zBNSZnh2EdLNhFUstgRV7caqgOwSFEBFfXYRKtyGnbAlJWeUIEvcgBi4FJaSMtK5lElIOR5LxG3JStejXIqPGicoY+VBCWjc5+Nom2GN9ykt7WPoEi4nGQwIDggSFmJp5LgaodyQeiO1NmDI23SjFOch6KMVaJxba54SdtIKtYdXKrYDpmUXFsX6ROevLzSOUyJLoKNwdXEMkARREkzRmBLcuM9z2bIqJ7lGCeiuKRpBngxiAr4k4CPoY8BUusgI3NpxSnL8ESldNEcAxhXpvQzNXUFo7jKClOWeXINyuaROCGDV5KGbuJwgUwlcQjERsT1SjU8R60NVEcg11VH3U2xz9QTZiooIIlnvQrJN5eo4Uss4oJvjE9nSg4h4GJGvbaHOcb4s+eGDvhPiGicValaCI4IlKekpWVKq5NaGKhm2lMAlz5GULDqXpGoRaPmofBDFYYnGKVLYLrgJyV1I7zO7DX8btAjMpPlC5ZIhjT+XTksKoxjjOC76rAi6mgtJTZWfm5Vq2lLNWhm8Fn6XpbI7hiq5CR+GLKFyEWjRA3O5BkO5ie5gBq+o7NhBsVqGDLaY89ihS+CNXguGB53IeGoYseXxCpXosWSwzZTFDmMO20XLYpshC3I5bhWQlZFhK45tuiie1aZEQPwGbQo79GEc1Hlx/sQATr36AT58fh9OHT4Bu9UHD5XEsaSQsKSQMseQtESRMseRNsWRMUaR0YVES+oiSGipdmEMXn0YVmMI5y9a8MbBHrz2xUXs++wcjvaNYtwfQjCRgKfDbUguROEWTCQkVSuRXACxeBLOeALOGLkak3DF4vCPe+HTutHbbcDeQwPYeHIUq86NYdeQGV/ZwhiKpDGSzWI4l4GK1SuFcqWELIKmh7YpLkskZJVWWz4EWgxbMoD9wVyHpGhJoMXxWQuQJalYSkWL9klKFitaFCgvFZnm4xfgawG09Axa8opBgqJOMHoUXPE4H8OW4YrPw5bnk2VA4jHe/lesErYByIAGAAAgAElEQVQ6QYuhi+dQjBa5Jn8LtBioGLDYSuOUGb4BXXUStnIaBd8l3B58HQ+6N+L++Y34pncHWgNvQac6jQ9HtfhApYXG48APX0/j77euiiK7FPT+y80pPLg+K+KzBGRRnBZBltx+ui6tOmTQ+sftG7g2O4NjOg3etViw3+XHEYsLXo0Zt/tH8NN5FR5cGMGD8xdx+fQZ5EntypWkkheUT2tiIQM8q1hKJYtB6yFFixSuyVY7Gam4gcjwJdwyHSoX32DETYZdMuxG7LAEZuLGJMeCiDguZfkcOVeWEry4z0H0/7tWeWNRnkP5N3CfX3NhlZcUG9SOC5IzvLcDlB+xLZWXUQCgrOQJlw5loe9Q7Rbblpb/S66iztfjQGm27VgkRVZ52sfj/5UVkCerKcqVcMKVJcc5SXMW4qD4tdnSa/CcEEOlHGskXp/BU6yuI3fYQiMY5vee3yPlZyXq9/FNXA6+ltxUkntKgJYimFoqNVUDF5gnSwXmddUKdFTnVLinpD5tdzYq1cXz+FxKSwDHwdsczL2wkk7KgN658s5OLjaqM0iB5aKQ9YyU4JdARihRFN8orSD0zUouQYrH4pgsSb2StgnMaFuqaykrWrL7UPk+0ntI1zZf3/ye8hhbhi3a5n6n5Tgudtc+ytJxvI9BjEDZwfClsA+7HCXly0x1DYWbsQljrdEGLS46zaqWqENbrEJfbkBVaOKAJYhtF83YpY9hhzGLnaYsnteGsL/PCrOlAKd3Fh/rU9hlTmG7JY1tRmo5bCXIMmSxhdQtHalbksq12RDHNn0Uz6mTeG40K1yNL1jCePuiCu+8uA/HtuyG9v0j8F/QIWONIWlOIm1MIWdMIWOOI2kh2IojZU4gSduGKBJ6CbLimhjiWmphhLUheHQRDA04cOirIbzzaTfePngSgwY7vMkMPCnKnxWFU26OZBTjyQjGhY0J2KKg9/FEEjaywr2YgD+eQsAXRVgXgLHPjncOX8S6L3ux/OQAtl/U4pDZh+FQBrpUHiNCzSLXIWW1zwqYYqAiy/1fgRa5CWXQEsoVK1iy5WPJ/vFAK5vAWCbRjs1SuhBZzVpwJT6cQZ6hiixDGBeaVlpyHVINIyUkMSgxBP2WlZSwhfqEnccyZHUCFJ+TxrnfaflYtovNpbEFmHpY1WLYklyIi4MWQRQ3BqtOy6BlrDSgr0yL2LZwUI350QN4cG4b7l9Yh6/7tmCufx+8qmM4MjqGT0b1GHY4cefaFP729VX8+PUN/Pz1Zfzt6xmRvuGHaxJsUUA8t++vzeDB1RkQbH3/9Sx++HoO/377Jr6+PIdjYyPYbzTiA4cXR80u+DQmfDMwih97RvBD3xh+6L2EKz29yJrscGWLkutQjs9i2CKrdJ90AhdBV2eJHX56l5ZcK0pndCzbVt5M+AlfaQnClNsEcvbWhHAJ0Y8w/3jTjzP/6Hfazh985Q+58ged+nxOHmfLP/hkxY++/NrK/dwnK8oFkatEZMmmgtVSORROHvkrS3FHosnlUhgiRdmghQzg5LqhPEMUO0QlWUT8GpVYoRuiqHu3EFdE7wONt+sxcj4lWmAg6jxKxY07oVCZe6lzX2eeJtovUgiQG5fLEInAa1rhJjd5jk9OOcCqCf9d/BoMowtB26TU8PlpEQQFcitqPsoB3gSRFB/FsEnQRX2lEtkJCMprgIshi9IvIhCbAqelQsVSPFBNlNsiuNKVS9CWitCylZerU5kRSqrYXrrOK6sUVhxDxymaEtAY3sgS2BGYEZAtNAoGp8BwKtbeAiXg5FXCVsqALq5NKu5MoELAI5XZEaV2xOrBy1LA+ywtEpDeTyqW7aXanhT4TteErA4SbPF7Jq4tupbklb7iOuXrUwax3/r+0XX40HfjVy7GjpXGClgT3yUZvJTfu87vIX8/CbzYzWiqN6WarLU69GX67KQmQKtclcqjlSrQlKoYKzVxJlbAXpUNW/vM2K2PYoc1i53WDF5SeXFwwIdRWx2nLSW8oo9jqyWJjUZyDRJUZbFZn8EmXRqb5bZJl8JGfQIbKJ+WnnJr5bFbm8GLPRbs3PcB9q3bhNG3D6AyZEXDFEHBGEXWGEfekERRn0DeEEPGFEXGHEXKGEHSGEbCGEZcH0JCF0aSstSrQ8iMBJBS+ZFQRxDSxWEY9uLkCRVeffcLvP/FGeg8AfgyWbgoxUMyCgcFwCdjArTsqTDG01Epjisegy0RB6V2IFeiN5FGOJyCx+rH2DkjDnx4DtsOnUXX6X7sHNThoMWH/nAKo+kMRjJp0cayWVHPl1YOEmxJOcGkuCxaXaiELIIrBislaCnBSglnNPcPCVoEVwRbBFSdoMUKl1LJYqhi0CKoIjchq1vKcQYuit2imobK0jtKYGIIW8xKbkfKlyHVQ2Qo4rlKeOJ9BEeL7efXXGwfj3VaOoYBjCzHZTF8MYj9lqJFMQJKuFL2lRBmEvL1JPSlMlxxB+qW07gzsBff9m3Grf5NuH7xRaSHD6FXPYDDI1oMWMdx48ok/nZzHg9uXsfPlFPr1iwoFktSsGaE65CVre+vTePBVQqYn8H3X1Pqhxn88/YN3Ls6j9NaDQ6YTPjQ7sFJowOhMQPuDIwI0PquT43v+kdweUiFpN0DR6EqladQuEUIspSNgIsbg1hnXi16Qm+7Ujr6/NT+eyzD2oKV8utQcLNTDmamH1/lj/hiff5RprnUlE/B/2qf3Badx/A5yfJr8Q8/5QTi1xVjpEi0m/SUTk/qPJ+sVJxXUgcJRMcpBmhKmU1fKmPEkColZ1zYT9tCWZRVAHqvOptU+HcKztZkuzkmWg/1x5sToCbNaYH2U+Px9ja9rzROdlL+X1oL/zf//+L9Ubz/4xMLwKz8/6mgsbjBUkC14qbcXulGhZMXUVpYiWHLwKUEMIYvpeX5VF7GLYMs/Q382VG6AfrcKUbITPBDMZkEQ5TSpVQSTRTCLUurxujGoWx8g6Ebx4jiab/zRsI3GZpPx3POIVqJRnCmKZehqZShrVSgq1ahbfdpWxqjgG9zXVphZ6VizdTI/TZJwf6SAkZq2EKh6jm4RLb3BSveW8X7235w4THFZ9LeJ6tetK2E2MW+j8qxzrn8eSvnKPt8nfAYbystXWdUsJrTOVCKB2mlYU2K16qQu7AKQ6kCfakCbbGM0UIFw8UGvvKlsLtHi60XjdhpiWKPLYtXjCnsGw7g/X4vjowl8I4ugU2WJNaZ09hizIrWBi19WgDXBl0KlGdrgyGNNdY8tljzeK7HjS17DuPFtXsx8MEXKGlsaFhCyBkDSBgCSBsjyOtjKGljKOhiyOmjKOlCKOuCKBrCyBqiwoWYN8ZQpEz1oyHkRwJIq/xIEmyNBhHVRUXG+cOHL+DFNz/FgaNnoXb74M7m4MqkxSpEKcg9ivEUqVoRuOJROOMShLnSKXjTGXgjKThsPvR3D+OdD45h50fH8Vz3AF7XmHHUGRJKljqVQ38+hYE8xYRnoM3koMnmoM5mRSoKqT4juQTl3GAKlYohi6/5TkvfE/6usP0DgpYUDP+vgtZisMUw9hB4UUxXgQCLQIvyXkiNYIYBSdnnsU7LBak7QY3m/RYY8bl5zq/P++gVkcpj/ndBi35oqXFApqRcLWSMV27THBF4WW3AVmnAnkki6FZhQvU+vrm4E3cGNuF2/27Uh/ZDP3YWx1UqXDRbcGWmiV9uXsZP1+fFisJfbs3iZ1qFePOygK22mkWxWuRGvEptCt/dnMQPN6fxn7eu4/71a7hoteATixWfjHtxzjiO1Jge9wdUeNA7gnv9Wtwd1mBWq0c8EMd4RfpRFqCkyJNFQMVxKZ1w1V5iLT95E2DxEzjDFlsONF4AJ7lchpzMlABhsdw5BGV0DIEFKVz0ZM0/0Mof2MV+fPkm3wlHym16AhZPwRTvsUijfcq4kMVgi8bEaxEAMnAJyCJ3D6lwBCKS62chlxCBxsON/i6bWG0lrbQSbiU5CSO992KbPxt5m99vfn/b7zet2FIEEBMoiFaXXCuWegPWWh2Wag3mSlU06nOjMVO50t5nLJXFNo0p+1Q0nZr0cFEWxdSpoLq+XJJapcPK4zRHHMf1Q2UrjS18n8Rn0qjD0qi3V6FZKaidgqUJIgTgPbyaja4FJQQQTCnhSsTkUWweuWAp6JzSNpDbVA5Al1S1hdgvOhcpOW6CDFI+BVxK8UNWAps6JcCUXI1C+aqU26DE0MU3E77J8A1EjOeyUGXSoESU1DiwmGJehDIggoulwsIjoo5cASO5vGijtLpLLjg8RjmICqS6lR9ScIxyqgOCDgspYhN0TRLAT2OcIGxKckdKLkh5lSABr5zGgQFIWNl9T+8xbSuVL+o/NFcRk0Xz6fvKx3XOo216n4Viq4A5nqc8vvN7z9s0hxpdE5ykVJlLi/oi3UNVgi1St7TlCjSi3E0NI8UmjntSeO7CKLrOj2CPJoDXzVnsM6fx8ogXL5+zYvt5O9ZoIlhnzmKzKYfNxhw2GTLtRpC1kWK1tGnsNGSw05HFtmEn1uw7jO3L9qDv9WMoan2o2iPIGrxIGHyIGQNIGkPIUSZ6bRw5XRxZQxxlfVS0jC6GqDaOoDYmlKuUPoGsNo60Nor4WBAJgq0hL5KjfsSNYZjGXPjwk1N47vUDeOOLo+izjcOVK8CTz8OZScKZScCZjsOVisKbisGXTiCQTSGcy8ETiWNUY8KRz0/inbc+wt6DR/H6wDAO2RzojSRgSORhjeehT6UFZA2S9yubhy6bhyaTxRi1rOQuVF6/fP2T5Vgs/g6QXayJ4Hr54eQPBVoPbqxouw1/D2ixYqVUudqKlbwSsXOb4etRoNUJQgw3j7L/KmgxiDFg8evx9qOsch5BFqtWrGJxvBZt877FFK3fAi2GLOmmI61O1NNS5FoJznId1kIV+sg4EoYjuD74Er69tBX3Bndgdug1+LXHcX70EvotZsxN1fC3m7N4cG0ODyiFw9cEWpdF/8ENGpMaQRYpWz+KNoXvbkyKvFv/vHkVP1y7jlGPCwetFnw27sUlsxMVrRE/9Q/jl/5RfDtswK0xPVpGK8KxAiyNaZgnWiKHlqgLxrFaingtVq/aAcIK9Yv2/V7QYnhqQ1e7RpmUoJD2M1TwXAFa8g8w/+jyD6zSMlyRZaBSghKPdVrlHO7zHOU5F+vTPBqnv0Ps5+zWk+TSkbPi0xgBY9tKypM0JkMnQSWtemOoor78XhBo0ftLriOpPfx+E3DxzV7EFokbv3zzF7mFJNcXub+oEQgZSmUYiyUYiiXoC8V20+ULoKbN5cWPqHhSzWShlttYOiP65C4QbgKy2awIim3/YIq4jcV/QMUPbIe6wz/EfPyocEFIBWgZVqgmmmjkvhON1B4J6khhan/vatWHoJkCqvnzoc+IbuaSC0xSxyhWSQSWi7iveYREQDmnSSC7UHZJCkCn2Dty81KqCQm+qHwUfdYLbr1G+/NgtyApU+QuZBcjW4Iv+r8JsESjfiaDIQoypvdRqGE5jNANTE5eOZLJQ7Qsjecxms1Blc2KxvMYwAjGKMu4plQW75dOrMaj64UejOh6kjKnSzFg8jUsq5TK75Z472SYYaghyzBElt5b5b7fc7xy/mJ9cV4FqIkUE5xuQh4Xf5tQugm0JgVMCkVPVvYYuIRLsdaAqdqAgdyKcuydplyBuliDpjiBM94Y9vaPYv3JS9jcZ8fz2ihescTxvC6A9UNerBmJY4Mhh02mHDYasthgyGKjMYsNxqwot7PZlMcufRr7hoPYc1aD9a98gC1dO3D8xfeRHbSiao0io/cjp/Egq/UhpQ8gbQgib4igoI8hrgnBNeKF5pIDZ8/qcejYGA6cUOO9kxq8c3wM732lwuentRgacMIx6kdEHUBqxIfUsBsJtQ8hQxgjlyz4+Mg57PrwIF489AU+7e3HgN0BSzQOdzqNQDYLf0aK3xqPBGB2OTE8qsHRr07jvXc+wp7nX8Wrbx7AF0MqHHfYcDHohzoShSkagzEcgz4SgyYWx1g8CU0iA20qAzW5EtMZ6beAHh74ms6kxYpEAVlC4VqoeUjXPc0jqOpsFPslfivyuT9WCZ4H11dgLB0X7sJO0GKYYsvARJbGOPid+ryPQYy3FywF1i+4DhmWlJBDYMPjj4IsivNSzuE+nYcVJwYkhiPax+fj+bzd+fp8LB+jPC+dj12GSvt/AlrCraBI/yAUrUYFpkYRzkoNlvIEdKUUwqFRTOs+xDeDu/Ddpa24OfgC8vovodL0Y0ivx3StiF9uUMA7JSydwQOK0bo1g59EEtPLeEBuROFKpJWHBFoScH17Ywo/XJ/CP0V+reswhQM4aDHhsM0Fk8WNWb0FPw2o8MulMXw/asYNjQkVmxO+bAWm1gzMrUkp3opv7jI8iZu8rKQs3PCpTM/DrkUqfSHBQOMhUOqEJoaPtmXQEvXIJMhiwGrPEYAyKdxTdNOUlAyF+01WjSSVSHJlETAJCKKbhmgLq5cYovjm8a/cEJTHiL+lA7QETMkJW8XfT2rdr9rDK9RYkRIxbzLk8nvJANsG3HodhhpDVBnaWhnaagXaahVq4VaitCIEIAXoxOrgPLRFqWDtWJFW+uRETJGWYEpkb84LqNJlc9BlqGWhEzEXGYzl0hjNpDGaopaSbRpjKSk+YzibxFA2haFMCoPZtFh9RCuQhrPyj2smAwKzsUxGOg+dK02NtukcGaHmkKIzTIpOOomhVBJD6RSGUikMZdPt+m50fmpU740AZEhuI5mUODeBn9QoSSIV55XCE/QEkyWpeoNQzCgGqlEDJcG01RsYb0wIly6pVVSrT8SpcYFmihNTLFpgVyRZrjVI+72XpZxalHiXGq2QpZxc9PnTtSyAuSl9L6QYMFoZJ+WAEvBFySrLRZEtW8S0kEpFpUyEmiW5HSWAygmoopVe1EYzEuSOZhZAaziTxRCBWlsly0jglslhKJuHKkcqmARfakqUSdeOUOUkhZOUTntdWu1HbjhxTU61YJ2aEN8/5yS5mSVXMV3rFB8m0r3QgwbBDsGPACDZBUuLZMQ+ybLrmuyCwivvI5CjxKiK9jBoSe51sV/URpVUMvGAMzEpvufib+6ArXZx6XaG+KbIG2io10TeLV2lAm2pAl2pAX2xjp5IAm9prdh4bgxrTgxjc48G29U27NR48KImgZeMOew2ZfGcIYXn9Ek8p0tipzYuUjg8qwpg11k9dr13DFu2vYoNT3Vh/5bnEehVoW7zI2/yIafxojLmRVHjQ04bQEEfRdqUgHXMj9On1fjwyABeP6PB8+f1eLbHhM19FqztNWPNBQO6zuuxoVuLl0+M4OMTI7h40QbPaADpYR/SQ25ENQE4DWEMqp34QqXB22fOYd8XR/HWVydw+EIfuodV6Lk0iO7z53D4i89w8KMPcPjA+/jk9dfxxs7d2L3pWezY+gL2HziMXp0BKsc49C43zG4vbB4f7J4gnN4IvJ4Yxj0xGDxhaKn5o9BEk9DQdztHtRlzGMzR9zSNwVRKfGfbsEU1EWW4kqy0LR44MtL1KkArKwXY/6Eyw0ugJQXCd4JWZwA8QdOjQUrax2oWz2MI0xbSwnVIoMOww/1OyxD0ey0drwQiJSwpQYpfl/fz+Xmc5/J+2qY+q1UMbqxoKS3PkcYUT8qy25BVrU6wYkWLAIvdUGbxdF2GVShbNRjqJbhyQaRcvZgZeQPf92/GD5e2YUr/Iazqs9CMjKKZzOInypl1vYH71yfwI2WGv9UE1TL86cYV/CByZs3i/k0pNuvB/By+uzqHewK6JvGf12bxy9dX4crEcNhqwimrCxGDC9c1Vnw3osePKi2+HzPistaMdCAEB/3IzkzBOtWCcOHJ7joRBC/fJPhm8a9YJWC1QYJvOnI5jYfOJ5fdYLgiFYv67XgkilWibQItoQ5J+0hN4CaBjRyALytEpBJxk2JvpKd2Bib+IeenaeU29RdrPJfOIX7kBehxrJJ0wxF/p6ystV1dXGaEYaqtVEkKFYMsucpM1QoMIiaoClOtCrN8/QmXB6kSZQKqAsZqWahLRYyVahisNKEu12AilYoSC1POO1EwngK2pRu5pkDfBVKH5O9EPg9DPg9jvgBzvgBLrghzgRar5KApZ6Etyw9N+YJQvXSkfuVK0Ody0OUo114O2lIBWgI7UsuEUlaGmWyhCEO+IM5Nll6H/h46lvqGwsKYjmqd5SioNguNAL2sgMLRSh4jRaqfRsBBQJEXbZjAIZ0VYDaYSoLapWQCA8m4sEPpBIbpBz6VwVA6g6EUBe7SU3IGqqJU9kSfK8JQKEFP7k+KuyTXKrkqhYutCVurKVRIWpQhpReZFvmxRP6r+SvwzsvuR3Y7sr0yDy/lyeJ0CQo11ilyfE2AXKDUyKVrbNahm6hD35ATcpJLllyApRLUcnmWkRK9D3lQgWEVJYakFV2k/JHSJYMXQdZwOiPaYCqNS8mUuMmRHUhlMJDOYTCVlUq5JNIYThK8ZjEo19LT5un9KMNUJNcxXYMUhN+EoTUBI5XGEW7TSRGvZ6MHs6kWTFMUuynFRpGaROPCTki/J7QtxRJOivgpAqFfNTqejiNYEjF+sp0gd7wEXgLQWlMYl+dI8Y60b1oaE6AlvYaykHRnX8RviZJiVGC6AYItQ70OfbUGbVnKwUXgOVAs4gt/AK8Nj2DHyTPY9NmX2Lj/IHZ+8BVeOXoRb50fw/4eNfafG8a7J3rw1uETeHn/J3hu35vYs+t5vLJhI15+ZjVefWYjBj4+ioorhrwtgJzehYLaiaLGhZzei6IugowxA/VYGK+d02JbtxrbeszYOOTE2hEf1o8FsW40iDUjAawc8eOZUT+eGfFh3UUH1nUbsemUFp+cscDdH0B+OIDYSAA+fRRGaxiD/hAuev04bbLi82EVDvX24OMjh/H8jm3Yu2Et3t+4Hl9u24xTu7biy81d+GDNM3htzVq8un0Pzh7rhd3ihnfci6DVi7DNj6jVj5gliJQ1jLQ5gpQpigjl9tL74DT6YRkPQUfAlUgLJXZQZIrPY4wWjNBvRJ6yxecwkkpjmFoyCVUq9VBQvfiO0sNYNiM9OOX+YKsOBWjJKw4XAy0KjKfGwLSgUC2kd/itsYXjSPXKCnBhsCFLwfHcaJv3MQQtZhmAOufzOIMS2d9zPn6NfwW0GLrYSqoWuRClVYd0w6PGrgmlVcKWErQ4hotujpZqGeZaCYZaWTRbkVZ1mFA3HMLtoV34fmgrLo+9iqDmK+hGBpAMRXD/+hX8eG0SP11p4cG1Kdy/OSXnzLqGH29cxf2vL4tGcVy/zF/Dg/l53L82g5+uTOE/rszi55vzCBVTOGU1Y8DqQsHkxm2NDT+qzfhZbcJdrQkNqx2xVFqoPqZFQEukcZBdXwREAnpoW07lwADElgGJ57Kl8YeASoYtnt+2BHqKwG8a/zVsSU/P9Dfwfk4zQTdDni/OSefjGDDZcrA1g9JiELXYGM9X2k4VTLktlC45/w8paxwvZaO4Kdn9R+5WjnPjWKu2akVqh1xHU1xvcj1NcpHRCqrRqnRjsFeLsDTysFGtynIdqloNmgrFVtWgq0+Ipq9NQF9vQdecgq4xBWN9Ctb6pIg9G2814ZBjxeyTTdhEa8E23YJ9poHxmSbGpydgn5qAY3oSlLxSvAetKXgmWvA2m3A1anC1JuCemoR7chqeiSn4m9PwifgfWe3gBJ/0+dK5p0nBmIBjYgJOarSwQQTTS3Fr9DdRE/uaDTgaTYw3GnDUmrDXJkSzVidgolW9pSp0xQoIEtS5AtRZqY1l8iClR+T5KWQxmJfcE+p0WoDcqFB3csJ1MSIyWkuBuxyMTgHnQhmkeLJaVcQfUioIvpbF9Sdnk6eVoB5RFmi2XQqIVC4vZY2nGLF2vi+pzBS72ETg/RQ95EzCMi3VCBWxZxSHJgLbGzA0atBRq1cl5ZLUF3EdSCBG4EvqpJpyDlHslnAn5qCSoYsAkxqBF8HoUDKBoUQCg4k4htqNtpMYTKZxKZ3DpSypERQLRucuwVSk378aNOKaasFcb8HWaMHWJDsBR2MCzjotlmjJBZwX4qQIoKwT3KTxtltPqNjSMRbq0/k6mlS6R4Iw0W9SWACp1AookyGLxuwEY1PTAtwYstqvR25SEQ862Xbz0mpOIz1skiXwatSgrUnqsKpSQm8qgWOOcXw6qMJbX53Cy/s/xkuv7MXLz23Huy/uwIl3X0L/h3uh/mgPNG9vRv/upTi9/Qkc37ECX25ajTMvvITooBZVTxIZawhZnRc5nQdZgxsFQxApXRyakTA+vOjEsz1WbBr2YIM6jNXqMJ5RBbByyIfVA16sueTFqktePHPJgxWDHqwcCmDZYBBL+lzYcMKAT47pYL7kQVQTREjrh93ihToQhDaZwlgyhUvBMAYc4zh69iR2dq3C6yuW4dzWLRh7fjfG9uxG9+b1OLVtG4b2fwxr9xCCOh8S1ihSljCSphBSZgmu0uYoMpYYUrQq0hRBUh9EROeHT+eFQ++GxeKFgTLY+8NQhyPQxGPQZ5LQp5MYjoRxKRjCUCwmXYfJFFSptARbBFekfMuW1Gl1NoexXBah2tAfp6g0gdboI1yHrGj9XtAiqOpsCxAmK1oK+CEI4lWIbBmeHmWVEMV9BiyGqs5jO8/NYMfjDFpsGbj4vKxWPQxVD9dOXJizAFoMUeKmJwf/MmTxGG+TXWgVmERtxSKM9YqoGm+tFBBKe1FwXcCc9l3cHn0ON0d3o6w/BIvuHAwOE65cnsUvN27gH/PzotzO/Zvz+OnGPP5xfR5//3oeP38zjwffXMUvN6/j369Ro0LUc/jl6iz+eXUeP9+8AX8yhh6TCXqLCw2bB9/pbfjHmBV/09kxb7Yh5fPAWyzANjEFyyT9MLGLS4KqTlAiiOF0Cw8BjQJmaLyzKY951D7lHIYj5Wt0Hsf7eJwhi8/zSCuXZFFC0e/p/15zPRwAACAASURBVEq1UsSAsRuSrRKslIH2ArbqUlA6qSYUUyVASzxR01N1DQYepxs7NcW1RJBFiRbJbahuNTGWTsHgGIfVaYFj3A6bzQmN0wGdexwWjwd6XxA6P/3gBaAPBGAMhmAJhuEMRuALxRCIRBFKxBFOpxDIpODLpuDJp+DOp+EppuEvZRCQm6+YgdSy8BSycOcz8BQy8JZz8FVy8FUL8FVLCNQrCFSrCFUrCNYq8NfK8NZK7earleCuFuCuFOCpFeGmVi/B2yjDO1GBb6LStv6JCkKNCsL1CkL1CoKNKgLNGnzNOvytBnzNJnyNJvy1JnzVBjzlGjzlKtzUihU4C2W4ckW4cxmMF9PQl7PQ1wqwlctwEDiUKlBVS1BVikIRVMZMcdA6x4e14YsUOzmPloiFIyAWRYql3Fj0nRHuM8pULyfr5eoHlC2egMw5NyMyx9M27ZPSmEipTEQJII6Dkt3lpDSTckSxk+bGJKwEOAQ69QlYaxMwV5qQVjeTGkMusLJommIJ6kJRxHWRi1GTTkGTikGVjqM/G0dvNoa+dByD8ShGI1GMhmIYjiQwEEugLxFHTzKB3mQCFxMEZmmo0nkMF6oYJfdauSlCIWzVCdirDdjrDdjkYHtLg0IImpCC7+XVj7wKUmHZncfxU2wtdVL5mhC2TqrfBKwNbvTQIrd2uR5aRCIpYgR146RwyaAlqWmSysZ98botKR6VUmQIuFKAFoMXJTfV1KsYq9LKxAJGUxn0e0Po1ptxpr8Xn3zyLvbu2oA3d6zAFy+uxOBb6+H4eBvCn22D+9Nt0L2/HUOvbIPj4MeYtDhQGQ8hbw0jb4ogZwojbwkjo49Ae9GFA7127B7yYocqjK0jMawZi+AZlR8rL7nQ1e/ExktuPDvsx+6RAJ4f9WOHyoP1wz6sGAxi+WAAy/tdWHtGh/1ndML9GNN54DE4oHP5oI0nhWI0GI9j1O/D0RNHsXf9WnzStQaq7VugfW4nRnfvgebVtxA62YOy2oGqOYQC/Y3aEIqaCAq6CAqGKPLGOLLmGDKWqFC0EuYQoqYAwgYfAnoPfFoXPFoXXEY3nBYPVENqfHn8BD796gjePfw5XvzkI3w2NIihaFSoyxSLSGEDIowgncZIOi27/8ktLoUXkFobrP/BQGskHRMB8aRosYKlhCxlLFYnSCm3+RilVe5nRYuBhoCIYYct7/stywBEcxiKlOdi4KL9DF2dcPWoceU5+XUWIOrXAfGSkiXl2CI1azFFS3nj6+x3AhdvSy7IAoz1snhastSr8BSSSERNKNtP4Lp6L74f2Ynr2v2IWE9jyDoERziI+dYs7s9fx50bV3H3+hU8uDGDf37dwn/ensR/3JnG3+/M4B93ZvDPW3P45zdX8Muda/jpznX8cusmZhpNDJuMuGQ0wWv3YNbuwY9GO/6pHcePRifqTg/cqRgsjRosE9Owt6aF+kMqFq3+I4DhJ3e24gleBikGGwYdtgxJnZb2PxJ+FIlNaR6/DlseU56Tx8hye9TfxPvJCqiS3XwMWEqVarE+z2Mr1Cp52T/BFbuJlZYBS2kZwMTqP8UKTRHIToAlN3Jfmcj93KgL1UkAmryCUAR2UxxMvYaRngH0794H4+6XYd/9ChzPvQrz86/CtGcv7LtfhmPXXoy/8DJsL74Mx4svwbvnJfj3vIzgnlcQ2vsGQvveQ+SNDxB95yNE3v0Ekf2fIvL+p4h+cBDRAwcR+fgQggc/Q/DQ5wgc/AzeTw/Bc/AzuD87DM9nh+E8/DmcXx6G++hX8B4/Bt+Jk/CfOo3AqTMInjyL4KluBE+egf/YSfiOnYT36HG4jxyH68hRuL48CufRYxg/cRz20yfgOH0S4yePw0Ht1HE4T5+E+/QpOKmdOYXxs6dgO3catp6zsPWdh73vPGy952Dp64H14kVYLvbB0tsLc28vTH19whp7e2A9dwGuU2eg6z6LEasepmYB9qkmfPUW3I1JGKYnoJ8it62Us4rgiUBKpFRo58miQPJfNw5u53xYdJyA5zp9pyjflezC7ngQaRdXF+kkpPqK4yKuieKbpJgjug65BiMVZLdOT8NKD0OTM7AJV9kMHBMzsDenYW1OwdycbKc0oJV11AgUSP2kVXUaUr3EavG0qEc3WKDl+VkM5DIi7k0oXakEVKkERlMxqOMRjEXDGAoH0Bv0ozsUQE8shsF4FqoEKYYV6PN1GIsNaCs1jDUqGGlVoaX3UU4xwSpSp6rE2wxaPI9AiwL0RavVRVoGSs0g/h9aMSi3NpB1QhuldZCBi19DCVc8RnnHOA9ZW8WiuEdFk/6HCfHgo6tVoa1LxaoJzo35EsbyWfSEfDiiVeFg70l8dPQA3j+wFwcPvIAzh19Fz+d7cfzVTTj1wmZEu89i1hlA1R5EwRJCwRxF0RpHxpaAcdCFQ6f12HPJhU2aGDZpU9gwmkCXKoR1gw7sGnXhbUsMn3sLOB2poS85gYHMBHoSNXweLGOvIYZNl1x4csiJx4Yd6Dqtw6lzNgTG/PDrnTDaPFCH43LMYxIjXjc+3P8u3ljXheObN0Czcwu0u56D9Z0DKA8a0LJGUDVHUNQHkdd6kVf7UdSFUdBHBCBmTSFkzSHkRAsiYw4iaQ4ibvQjrvMgpnYhonYiqLYjpHNCd+ESPnh5H7Z2dWHl6lXY+fprOGcxYSwZxzDFYaYzUMkKFkEWuREZsDjmkmK1ArXBP5aiNZKOC1WLQIthSwlLv7evhCrqL6hZkptR+tJK7kEGHbJKyFKOL9qXM8p3gpjyPNRX7l/0PIrXVe5fDLRojGCLoY6VrU7L7kOpaDXJ5pK6sABPv3YldoKX2BZPvGWYaiWYG2WYRAX6BsbLJQRyUSSDaswaP8LPQy/g+9E3Ubd+CbNrAEM2A/QOL8aDAbijfoQjLmSjejTig5hKDaCZGkQjM4JmRoVWWoNyYhzxtBfhTAjBWBhauw0XdBqMWa1IOX24Nu7Gj2Yn/mby4IbVi0woAlLWdFNNmFvTsE9IihbBDN8g2DLgMCgRsHBfaZVAw30+liyPPcqS21C4DulJXgYuPr7zmM7z8d9B87j/kKVl39PyjUysTpJuaAxPSssgRRD1e5QsBqhOS+ClhKSH+hSbQ8HRIm0BxQItxJGxMkavrfy7GAJ9VI4oEYHunfcRWLoO9eXrMPX0Osw/uQFzf12PySdXY+aJlZh7YjWmn1qFqaefwdzTK3B16QrMLVmB5tMrUVm2GrWnu1Bf2oXasrWYWLEBkys2YmbFRlxethHzyzdhZuVmNFdvRHP1JjTWbEJ99UZUVq1HadV6lNdsRG3NRjTWbkZz7Ra01m3D5LrtmFizDU1qa5/FxNodaK7bISz1J9Y+i0bXs2Jfo2s76mu2obF2e3tuY/VWNFZtQXPNFrRWb8Pk6m3C0vlqa7agsnYrKuu3obJhK+rrt6G+bisqG7ajuHUH8lueRXbjdqlt2o7cpu3IbtqO4sbtKK7dCefGXRj89CAM+Rj0Vygn2BR8dSlo2zYjFZXmlYMcW8iLENpuXbGSsyrciARVDGVC4apJ47xIgdVKPpbOxeel71W7ie+FHAhOucoUDwEL8Yj00DMJ8+QULFMUYC89GI3Td3ZyCqbJKRgFPJDrTVpBSPBCQELAQOkdKP5ITepMowpNpQ5dsQFjoQ59oYzRXAaXsnGMxHwwOiwwjapg7enD+IU+jA8NQW82oN9jQ0/QjYuhIC5GYuhNpdGfppWPRaizJahKRQzVixirUVyhDEf/BXDx38jgZKJM7mKRB5fQkXJfcUFotgSQopSODGF8PAOb0jJcEXCJvlDtJ0VMmVlO+sqqFkMXxW1R+hNS1ahvbDZgoEaql5yyR1MtYqSSw2iJ4uFi6A960G0z4LR+DN26UZy6dAGffPweDr35JkJDOrSccdTsUVRsEVQsYdRsSXg0IXxxzoBX+sexYyyKdboUVutT6BqN4NkhHz60hdGbrkBTmYKlNoPxyiSc5RbclSZclQYslQmMZer4ypXAJrUDfx5x4OkeB944aoGm3w+vLgiT1YuxYEwsjBhJJzBkNuHdPXvw0YYN6N21E4Z9L8Lz0ccoXlJjwh5F3hRFUhdEVk/Nh7TBh6Q5gITFL1rM5EXS5EXW5EfB4BOuz5w+CGp5nR8ZNa18dCKqGUdEO46Q2gzt0VN4deNW7Ny2DacHLkKfiGAkERWxlaRoEWApFS3qE2QxcBGI+auX/ligNZqRQItciNxI2SLAImBi0GKQ6hzn/QRWPIetErak9A6/jslitYmAhoGJ4asNQXKiU1oJpYQo7vNxPJ/H+Zw8/ihL81jBYqBSbivPx3NpvxK2lOoWwVYnYCmXk/M+jsti4JK2JReRqV6GpV6CpVERUjWVinDUighkfKiOn8fdkXdxX/UarhoOIO46D43TiB67E912C/rG9RixDsFkPgKv5W1E7K8hbHsLofH3EHa+g7DjQ9ht3Ri2D6LXocbFcQt66Di7BQarBTWHF7esLnxnceNrqxelcR/8ySRMzSr00/SjMyVL73LwquIJvBNoOoHnv9r+reMZotgudq6HYElWvmhe53l5Hu2jfue56CbKoMXwIlSDxYLZFW7BxUDrvxpjUGJL87nPliGK4YmsyCgv0gVQygBaJi8F4itzQpHryX9lDppxA3TPv4DpFRvw7fI1+HbFKvz81Gr88sQq/PDXFfj+r2vw/ZLNuPf0Jtxbvh7fL1uLH5etx42n16GwogvJrnXIrlmN3KqVyK5Zifya1SisXoXq6jVoPrMKk8tXY3rlerRWrsXEyi5Mrl6HidVdaKxajebqNWisXoXWmjWYWtOFqdVdmF7ZhdmVazGzch2mnlmHFrWV6zGxUrKtVRswuXoDWqvJbkRrFe2Tzt16pgutZ9ZickUXppatEW1m2RrMLOvC3JIuzD21BrNLVmF66TOYXrICs0+twNUnluPm48tx96mV+HbJM7j35HLceeJp3Hn8aWFvP/E0qH37+DLc/8tqTD62DpoNO6AdN0Mz34KVVhXWp+BuymWj5DJQkhtPAq/Oa4iuOQIkBiZeFSopkgvxdqxMKi2v0OW4PHIRk6uY5tAYrdglUBeLJuj7R9c4uSGbTRH/RIliKbZIjDVacNSbcFAM4GRLBKmbhAJNSo0U78RgIUEHQf0ELI0WTPUp6JszMLRmYaZYt2we7lAIdp0W9iNHEX7jA2R2v47C5pdQ2LgH4c0vwPnmfvh6euAw6zHituF8yI3jiQBOJWLoj6WgiWRgiFPSyqy0mlXO46WnhRysSBG4KBQoAYAdqpWR4g4rcqmjahViJSAlaCV3qLJR8lZyj1YqYsUgwRnFWBEUUSPwoteSIEuyrGyJ94XchrLrkIL4GbjIiibHUArQajZhohQ3Ip+gFMNFEG2ulGApF2ApFWAqFGEqkNJVhSZVwlA4ix53CMfHdDhx+iJ8Gi+q42nUbXHUrFFM2KIom2O41GfHa70mUQNxsy6FDdq0yNH1rDqArzx5mCoteFpT8JJ7vFqHr1CCP5eDv5CDP5+Dr1RCsFKFq1TGqVga20wBLOt1Y8cxG051u+HSR2G2+jAWiIgVfupEHKfOduOVNV04smULVK/tg/vzz1Ee0aFu8SJr8CGhpwSqYaSNIWQNfuSMfmSMfqSMPiRpv86LFK2UVPtRUQdR1UVRNMSQ05GbMYisxoekxo2Y1iUUrYR+HMkREwY/O4pzJ09D7bBjLBLEcDIKVSbVVrMYtDohS6hcmQyC1T+YojWaiWEktdAItljZYtBS2s4+Q9VilkFLrDpUZIVnuCLwUecybVWLtmkfjXFfwJEStOSgeTEuq1cPze1QtBiSKKs89fk4peU5SohS9heDLyVo6SnPVoXis8i9KK2i0lO+HsoETUHJov7hr+FrMdCiHwD6ITDVS7DWCrDWS9IPgvjRqcNVySIVsaBlPIYb6jdwV/cmpizHYHfp0Rf041zAjV6vDZeco9DYD8PleAUR127EXC8i6n4Fce8eRL2vYdxzBoP+UZzzGXDB60Sv14N+lwMuux3zVg/um1z4xuxBiYpLu3yw5XIiuNdINw6hrkiujvaTtnxDoW2+wTDcsFXO5Xm8j2GItjsb7+MbmRKSeIwsjXOcC1m+CSqP52N5rnJ7sb4IhpcTJzJoKWGH+wRjBEM8pxPOaFs5l/crj+P9SlASfcrjJOdyopI0VIbGTWVTJqdFuR7qi+SYcsJIZeJIKpvinpnCxYFeWNduxbd/3YBfHl+B75Ysw4+PL8fPf1mB+48tw7ePr8a3T23CnaUbcffp9bi/ZB1uP7kOjac3YOLDQ7hjMeIb/QhuGVS4aR7FNbMK1ywqXDOqcE13CV9rB3HPMIa7ujHc0ahwTzeCu9ph3NUO4Y52EN+M9OHWWB9ujvXixvA53Bw6h9uqXtwa7sWNoT5cG+7DtcEeXO2/gGv953H14jlc6T2LK31nceXiOcycP4WpcycweeE4JnuPY7LnGKbOHcVs91HMnD2KqVNHMHnqK0wfP4LpY19i6thhTH11CJOHP8HlLw/i8icfofniHjRXrBRg9f3jS/HdX56S2mNL8J3c7v/lSfz856W4+99WwP0/noHxwkUYJuuwzc/DNzEND8X0TLVEcXSXXGOTr7V2bJU8vhBPJYE8X/Nk2xUT5D6DFdv2fkVeOoIsAi6Rg25CSpdC5zK3JJcVZXkfr09ICwCqddhrVYxXKnAVK3AXynAWK7BXKG6PymfVYaeM9tMzIhM8pVxYSClCK/Em4apPwdmgNC4zoO89/Qb4bXaEj55A5pU3UN/5Iia37MLl9dtxo2sLbnVtwdzqTUgtX4fIxp1IfXAQweFh6FwWdIdcOBUJoDcUxZg/Dl0gDnU0Lq/qpNIrtMqVk6dWJQWKkuOyyiZDllKdItCiHF8EUGRFNvxyGepyCZSGQqSioO1SCWNFiquTM+aXFzLmU9Z8PRWZpvxgBFyNxWPEuHyRErRMirJGIqdgswWTnFuQ5kuNSh9NwFKbEIqSuTIBU7kFQ6kFQ3kSmvwEhtI1XEoV0e3y4dygDgFDCGVrClVLAjVrHBO2BMKaAD47q8crKi82m+JYZ8pioyaB58YC+NKbhq0+g+DkJPy1KrzFIvyFAvz5AgJkiwV4i3m480V48jkESxm4qmWcjpexfcSP9aeNOHTOArsxBJPND5U/LJKIDru9eGvva3jpr0tw9rmdMHx0APkRAxo2yj7vRVbrQc4QQNYgKVoFYwgFfQhptR/hUS88I27YBl0w9NqhP2fDeJ8fobEY0pYkstYEUvoIklo/Ehov4lqCLTeSagdyY05Ex+ywGm0YcTowHA1ClY5BlU1IKV8UipZSyWKl6w8bo8VKltJ92KlqKUGKVS0GqcWscr7Ul+CJoYhhazHQYkWLLeXgEmBEoLSIqsXnlOCJgIprKz5sGbaUYEXHKKGK97Gi1d7HrysXxhZwJScyJWWLIEsJWlRug0GLFKxORYtVrIcCmMWTFuU7qgnXobVagK1WFO5DY3NCPCXZ6mX48nEkgqOYNH+A79T7cFd7CBGHCv1+B84H3Ljoc+Gi1wC16yhcrr2Iep5FwvMcop7diHl3IOTZC7vvLIaDWnQHLTgX9KLH68eY04WMw407Rhd+0Lsxox9HwOKANRaHuVyBpSbJ45ZmHeYJybVByTK5teNMHrFKUNxg5OSafNNZDKqU8MSQpAQyAiIGq0444psej/O5+Hga5zltKwcit7e5oDWNy3l6lGCk7DMc8RhvK61yH69QVO6nPo2zJbh6KIP2zAy8Il/TjFSLkMq/TBFkUV3EBWWLFC1x3klazSdn4r58WTxF937xJYIrtuKnxzbil8eewd0lK3DvqZX47snVuLVkFb5Zsgp3n1qNO0tX4t7SFfjhqRX45q/PoLZqA64PXsQPhSRuuN34OZ/HtVgYaaseU9kIrjXzuH+the8uN5F1W9GKR3C7XkUj5MNMLII7lTxu5KL4x1wFPzUy+MdkAf/PjUn8r9ka7saDuBcL4kEhiyshL66mI7jbKmO+ksbtqQruTdfw7WQV1/JJ/PuNOfzj5hzuNPK4U8/hXrOIu/UCLsd8uJUJ4z8mS/hHI42/NbL4thTHdHgcczEnfsxF8fdEGP+RjGF+aBCxrg249pdluPfYctyl9pfluPNnastE++bxpbjzxFP49n8sQ/G/r4bzi9OwVEuwXbsKt6gHOC2UzvGZKThnJZjn64bAipp7bg7uy5QfSwpe53GeR2qpFNso5ZwSffrOUB1QdhMqHjh4Lu0jpYQhjILezdOTQukyl4qwZzIYD8fg8IXg9gbh9fnh9/oQ8vgRdvsRcPng8XjhCQXhoRIr1Rrs09OwTU/DTsWnKZZLBIbPwD4zC+vsFKyTTbiLRficXnjO9CBCsTk7n8flNetx45k1mF+2EnNLnsbc0icx9/STmF+5EvOr1qG1pAu5pRsQ3rUP/qMn4DSZMOb3oj8YRF8wjL5wFH3RGPqjMVyKJzCYTolVj5QFnOLD9EXK60Yuv4XYK1K7CLRIxWLgkhQtUrUk4CLoYuBSWgItAVtsGbpKchLbqgx3NSnmS6hdcuya6JNqRfGVlEVeVrVYzRLARZ+NDL1tpUsoXqSATcI4MQl9k9RBsi3oG03o6nVoamWoK0WMFnPo87rRp9IiYgmgZk2gboqjYU2iZkvBNOTCO+cN2KsOY4sxjTXmLDaMhfCxOQZrcQL+iQl4qmX4ymX4S2X4CkX4imV4CbJLZTjKZdjLNYyXivAUEggVszAXm/jQncbGHi32n1dDr/NCZ/Fh1B+BOp7Al93nsWftZny4eiMGX38NofPnULeFUSag0npQ1LpR1nlR1gdQMEYQGPNitN+KU91afH5GjQPdarx9VoPXTmux94QG+07qcOCkFqfP66FWeeDSUk1GSsYaRFrjQUrjRmrMjfSYBwm9D1aDA0M2O4ZjIQFZI5QFIZPGmAiCl/LyUUoHCo4nyHoItP5oqw7VqSTG0om227ATtnjVIcOV0rLb8FGWAEtDqxHJrSiX4GF4IkuQpQQt3vcwOElxXbSvszEkMRxJlnL9/LppRS6gwq8ULTpGArRfAxcrWeK85Cqk3FpUQ1FkbKaszVLWbMnSMvqyyOQstmlfhbfL0sojWv4tr0Ci1T4GEbdBsRvcKG5DkrXNtQqs1TIstYq0mkxeqUTB6NZGBa5CAAXXWdwZeRc/D7+HhuUoDN5h9Pqc6PMFcTFgg9rTDZfzLcRdO5F0b0Hcuw0Rzw54XG/C4O3FiM+M3pAHZ2JBnPe74bSPY87qxfdGL27q3UjqLLAGg9CW8tBSELycsNEy0YCpRbBF8VoknysKSdMTunzDoBsCAQ4DFmcwZzDrhC3aVjaGMIYmtgxZDFGPskqooj4fxzc8tsrzdp6LQItAiSGIQUlpCYx4W9mnsc5tnqe0PIcs93k/j5FiRbX1hG1n06bM2hQEPYPxmVk4hBuxBW9rEoHWLJxUr+7qHExhP0ZffR2ZFevxzZJ1uPfEctx5ahluL12BW8tW4uaylfhmCbnVnsadpUtwd+lT+OHJp3Dv8aWYW7sZ00ePoDU6hNsOF67Z7HCdPgFr71mozh+F3TiIyUYWlVwYh/e/BufYEOI2J8bODCCmd8E/qIKr+wi+S9twP23Fdykb/t9rJfx/1+u4YdagdbEPE8MqWI9/BefIAIyaQZzuPY5R2yhCMTciDgv03Wfx8/Ur+L9/uIeATgvVydMwXBqBXWOErr8PjoEzuOwfwQ/xYfyQ0GDOPYKhI+9Ac/4zXDfpcfWr0/jRbMQtwygS69fj2l+W4tvHl+MetceW4e5fnsadvzwt2ceW4vbjT+Pbf1uO1n9fBffbH8GUTUB/4wrG5y6LTOZ2itGSC5jzNcXXkIM+G1opKEOXAK/LEngxfBGA0bWnPAdfd8IF2BE3yOlIaA7tJ0s5oWyzM9DOTsJSKSIa8MHX3Q3vhx8jsf9jpN/+EMm330PqnfeQe+cD5N4+gOTbH8D/xjsIfvAhyiOjCMcTIh+XnhKlTszBW78M98QV2Gcui3M7pyrwpwII9/ch/uZ+lHbsweTmZzG7sgtXn1iK6396EvN/egKzf3oMk//2J0z8z/+J1p/+hLnHn8LXT6/GjWfWo7JkJeIrupB59R0kBvph8TrREwuhm1YqhjMYDMQwEAqgNx5EXzKM4XRcJLDUZKg8UA1aqv0q4tmkhLuUJ462hftVVv/pN1MAGLkPaWGCSGdBCxSoCLSkaGlkhYuVLgavttJFwEX1IOU6kHoKZhcLHaRVohR3RZBrnmyJRgofAZZwKU5OSsmbKe6NYuNaUwKuTBNkp0SsnLHVgmFiAkZqrSaMkw3oJmrQNEpQVymnXR4XfT50qzTwmrzCbdgyxDBpSSNvTmKg34rXB2x4XpvEFn0J67Qp7NYFcTFRQqDRQrBaga9UFO5Bb7EEX4lUrBI8pTLcpRJc5TLGyxU4SkUE8hmEshmMlyroThfx/KARr3Xr0KsLQUWuQ58fw+NmvPnqK3ijax1O7HgBxoOHUdBbUbWEUdYFUNZ7UNQ7UDP6xUpD3cVx7D8+jN0nR7HttBYbuvVY32dG14ANXQPj6BpwYG3fONafN2HrWT1eOmHA+19qcOmcBXGtHwWdF5lRFxIjHiRGPYirPfBq3dCZnRiNhKHKUXLjNCjVijolpXRQiUSlaZHgVJWVVyDKhasDtT9YjJYArczDoKVcfdgJWgKe5PgtpWqlzqehbARYognIkkBLq6h12AlaDFkMUw/BFitaHW5DBi0GJanoNBWTXrxJsPVwnJfyHARUSrhS9nUMWhXpCYjy0khN3qZxsU+5X/ryEnARYLFV9hcCZOXgWMrBRYqWvEyf3IumipQjicapTpq5WYWtlkY4akXLdBr3RvfjqnE/os4TGPWacEE8MXow5hvCuOtTRNwvI+Hbgph/C4Ke52B3v4dR5IJj0wAAIABJREFU3wBUvnH00wqhqB9D3nFkbQ7covxZRg/qJid8Tpe4yYzWi9A067BS9meKnZiow9iqLzxdK0CLIIufzMXTOW/Lq6rEmELx4huMuIkonuJZgVLu5764qXXcjPhG12nFDU0Rq7XYfp7z0PkJzAhiFKAl1CJeSi+rUG0QUhTK/T8d+xVktUGOCvzKTaGCCdCaZpWrBc/kFHytWVhnZmG+PgO90wLLc7swsawLt5auxbdPrMAPjy/Dd08ux90lpG6txLdPrsC3TyzHvSXLcG/p07j/JMUvLcds1xbMHjmGqeFhTI+oURkehv3EV1CfPIKe44cwOtQNl0MLh1mFj1/dhfGhAfi0FvQdPg/tqSFc/PAQ9J+9j9shNe6Ex3AzNIb/NZ/B36phJE8dQavvIvLne9DzwXvoO/ElLpz9Cp8e/RgfHP8Qx85+gWMH3sORvXuRt1vw95vXoD/Zjfe2vIi3tu/DmU9PYODoKQwdOoDEhU9wRXsQ3zjO45ugHqqj70F34UtcVY0ht/M1XD/Xg5sj/SisXYev/7wU3z+2XLT7jy3Hd39ZJtp92X7756fxw7+twPz/tQzuZ/fA7LbDODcF78xl+Cal+noEUAzqBFftPq0MlEGLxmgeuxgJtJSNgYuPVV6bPEbXJCfXFZauyckpuFtTsM/MQD/TgiMZh/OrYwjv/v+Ze8/mNq90TfdHnI9TNW1JzEGUqEBSooJlOYd2u9tRzkm2ZKsdlCMp5ggmgARIEDlnEIlgDgq2HCRZyXZ3792z98yemdpnT9U5P+A69SzglSC1+0zXfPKHVWu9ARAlgcCF+7nX/TzPzJPPcHnPM1xqfJzlHXu4+PBjfPPIU3y952kuP/IMS489Q3T7LmKvvqmAWHpRDkn8wewK5uwK43NLjM/M4AxH8ekG8bz/EVOPPs9XjU9wteFhLtXVs7xhE6sVm7hUXsvFihouVFSzUi6jiuXSShZLylkpq+JS7WauNIp3bhuJyi34H34K32dHcZjMjHhDdPiitHmCtHtyWUkdXjcdQR9tkRBt8sGalJDYpHpfHc7eyya7u2Fgblal9auy32zeyK/BV175KiwpFipcGnCpOR/M25dO5tL2MykGstJBQYzlGQVcytiu+a8k4iGvcCnju9r9K0b4RVUmNMwvIUOvhpQTc1448YFJjIUy0y/MM7Iwx+DsDLrsNLrpado8AY73DGIcsZI1h1kaCbA8FiNuCHKuZZSXOid5cijGnqEUe/oCvGsOqHBY5+wsrsw0rkxGwZaUDh2pFPZ0SpURZbalpduIzEm88SncsTgTmQyd6Qz7+sZ46dQQx3Ue2sZsdE+Mc7zpJC8//Sj7H93Lmd+9hKupkxmTi9kRF2kJTR11kDW5CQ04OHOsjxc/a2fviUEaz5vZ1m5nW6eTxh43jT0etSNyZ6+PXd1ednQ62NFho7HJyq4jep460MqXxzux6SaUjyvW4yDcZyPUb8Ons2PUW+lzehRkdYk4E4vn2vdIpwnZdZhvQyWzRJKI7086U7hmf62glTfFa/4srXRYCFqacqXBlgZTciyQJce6qch9s3aPAijxYOVhSQMqmfvj8rh7Xi05p4GW3K8d/72y4YOgNSi/nKmUGkN5JUvBV1LOT6nyozyXer4Cn9c/DFryzadg5BSue+pVoZKlrQvhqnCtvq3dVbZEvpaw01xzac00f2/OZSUZZxJMzCQYT0ZxeQ3MGD/nG/1bLBk/wWLtodVjp8nvods1jMF6BId9Hz7Xk3ide3E5nmTc8Q497k463GbaXHa6HDasZjMXTFa+H7MyP2YiOGnBFgownI6im00pE+7E7DwTCrTm0S/OqTcMldUjjYwfKH1oxxp0abOc12BLU6x+aVYfMAWAVAhedz+QlGG9wMj+C6Z27Xk0iNKO7z5HQVSEdk7dc3fX4T1FSwMtASFN4RKouq/MJz3t/g+HPNeDz61Bm5xXa62ZbgFoWcSjtXQBuyRiS7CnUrkuMHzpIiNXVhgy6bE99RyXN+/i5oYd/KlyG3+ubOCn6m3cWr+dW+sbubN+B7erG7mxYRvXaxv4oXYbVzY0ML19N9+1t/NvC7P8GAzyz9lpbk6nmPM5uJSNc3kxw8J0jJVsgoTTwmo8xtWlC2SDU2S8URaCYb6O+fnvV2b555U4/3QhwX/8dJk/raZZMBm45Q9yIxbHPz6Gz2VmeTbGVNqHd8rOpH0E9+gA8XE9C34H/3rze1aDUaIjVly9Y6QsPuy9gwQHevkh6uDHuJl/ng/w15UMsz4LS3E/f42muHiqk2sGI9f6+plu2Mt3FXXcqt7GTTUauFHVwI3Kem5Uy7qOm1Wb+KliM9dKNuPa9ggTvT1Y5udwL17AtSiq44W7ZUEFRHnQknKiNuS89nqStQZchaAla+18YZlRe6zM6nWbh36JdFDwv7SkTM9SKh5fmMNsNKH/3cuEdz7CbN0O5tfXs7i+gbnaOhY3N7BSu52lmgYWZW7YzUx9I+49j2Pp6MOQTDMk6vncjFI7xoMexvv7sO0/RPSZV1lofJarmx/nVs0uvq3cxGJVNXPVNSxWbWK1fAMrpdUsl1SyVFLBUqnMAltVLBZXMFtUzvz6Gi7Ub+OybHaoaSRVu5fIC+/ga+vG6HPSFQuqHK4ed4hed5hWX5AzIT9nY25aYy66Yn4VjSBxGfK+qUGWNv+Nr2puIRfvILsnpdQ4M6vKilJa1MqLAlwCWCrrKt90uyeZpDeVRDXhTqfok+vi7cqkVaCvPEbUL3lMb0LaEiXyxyl6VT++5N3SpIK3vA9M/F8KyjQPmIKtnG9LFLLhOSkfZhXYdQfDnNCNMDg4QXoyyrw+xOJYnKnREM1tJn7XYWXPQJRGXZTHB7wc9sWwLC3gyOZKhM5MTtVSoCWQlR9K3UonsWRF4UrhiSdwx6aYnJa/W4aPR0zsO9nD0d5JWkattBr0fHjwA15+4hE+fHQvrfveZqp/lFmjm+yAlbTsHjT58Q97OHa0h+e+7GB38xh7ut3U9fnZoPNR2+dlS4+bui4JUHVS3+VgS6eN+rZJGttsNHR62NrpZcuZUR7+YzOHjnfi1bmZ0nkI9VmVquXrt2EcstBjdaq4iW4BrXgOtAbCsVxbLykZSulQUuFlc4UCrRiu2V+ZGb7/F0qHv6RoDQpAFQylZomylR8KsKYi94GWnNPAayCR92g90PNQIEorISpgEsgqKBMWAtc9oPrbcqJO2nAkRK1KoeBKAEvA6u6QXBg5N3Xf0GBLnvsfAS3xZimwkvJhfgh0abAlWTkPDk3J0uYHQUuOlbIlErm8mYhqlVe17jPMi6KVFYNrCrP0SJTsm0wAp6+dC2MHuTpykPT4GYZdBtr8brp9JgYdpzE738LtfAqP42Hctscwu96h19dLi99Cp8uGyWJldtzGD0Ybl8bG8ZkMTPicjKXiDM+lGJqbxjg7y+SMpG1LuVBabPx90NIgS8ocmr+kcH33XEGSeyFIFUKRBkbaLB9ehde1b/nqQ+3vqFza/RrQaccya3+ugpMHykE5RSuXpaVBVuF8F37uKk6/3H5H7vs/GRpkaQBWeKyBnjK+L69iX7yAXZLVL8gOOfnAv4jh4iWMq4sYBwbwPvoU327axq2aBn6uquenqm3cXt/ADzXb+KFmOzfX7+BmzQ6uiWdrUwPXtmzjq83bSNZtY/HAh/w4OcaN8TFuWSe5ZjfzldXEFZeFrz1WLtonuGy38J3bzhWnnSuS6eZz8VXAzfdRP9fCbm5EXFwP2rkatnMt5uKqHHuc3PF4+DES5pt4kCvJAD/ORLiRDXJjOcYP8yH+NBPhX2en+Es2yj8tp/nz0jx/Xb3Iv6yu8K8XFrmTjfPnxST/89sl/u2bef716hL/8v0y//zNCv/l+lf8x7df8++ry/z3y3NcNwyS3vowV8vr+LGqgdsyKmXUcauinluVDdys3Mq19Rv5obqGHypriTTsYvz0SRyz06o9juniBcYvriLZVgJCamiK1ko+RLTgdaS91rTXl6aEyfz3ICv3nDkvoTz+7mu7QN2ySH7WhWUsMxks3X1YHnuOSNVmEsVVJNZVkyypIVG+nkR5NamSKlJFVaSKq0iWVjNdVYunYReTTe2MpKcYmk8wmQphNwxjPPAxlieeIbP9US7veJLLdY9wqbKOC8U1LJRWMlNZwVzlehbKalguXs9icRXz68pZKKpQcKWt54sqWFpXwdKacmZLK5nfUMt3W3byQ81uZssbcDz8OBOHP2XCbsIQDdETCtMeiNLij9LiC9DiddAasNIWdNAhGUqyhT+ZUPlk8j6aKx/mWiAJUGlmdk3dklnbqaja5czM3AdaAk59AlYCTckUPamMmiXZvich55P0JFJ0TSVoC4VpDQRoC+bypVRT46mY6iuZK0EKZAl4JVGBtSpDLd9CRuwm02mkZ6bsHFcxEPl2TQJaspNUyp2yU1JSzU/pjTR3DBKejJA1RpkbjZEcDdHRNclzbVZ2DUTZpgvyjN7D+XgS5+IMruk09sw09vQ0zoyUD6VsWDDywGWdzmDPpHEnk7gTU9gySQyZBMdMJt4/287R3lGajWbODQzw9rtv8uLe3by/dy8jn3zJzKiNzJiT1LCFWYOb8JCXI8d0PH24mz1dFhoHgtT1B9kw4KN60M0maf3TbmVXq4Xd7WYa28apax+jrk1PfZuJzW0ONrb72dwZoPG0kac/aaG5aRTvkIfggJ1QnwV/vw3T4CTdZjsdEoIbz/mzdBHNpxVFyoeqkbSElUrLLEmNj0bwZNt/XfEOvZEwvZF70Q6FipYCrnyQ6YC04ikoGRZCl6wVVIlZLb8WX5a2HkgIpMXyfclkzqlXAll31aq8cpW77566VQhX2v3aY2TOKWHyZ8lzTanWEncb3yo1q7CMmPdoFZQiBa60P+MuaInxXUzvUkrMr9WxNNzNJBmUen46lQOqdEqVBDW40hQsbRaI+v8bStHKA5Z4AqRxbGHZsDDUckyCDaWB6/QCk9NLCn5G5iXFeoKUpZ1vho5x0XAYr7WdQc8kA75xhpwtjNvfx21/Gr/tYXy2x7G43qM30M95/yR9Dit+s41vzW6+M04yZdAz4ZhgJBFmaDbN8JKUCGcwzc5gnpljXN7ANNBSxnbxKdyvaGmgdReo8t4SOdY8KNJCRIOcB4FHfbDkgarwnsIPrcJ7tPMqR6ggkFT7kNKua6BV+JzyPNp98gGnHWuPUc2oH8inKjS3y/p/F9+gRTMUPk5ASfN+aee140KY04BKgyxRy2St3ZNrcbOKdfGCMsAbLy5ivCjNji9iX/1KJZ5PnDxPuHGP8mT9uH4LP1Vs4aeqrdyqqePGhq3crKnndnW9Aq9b6+tVGfGOKinWc2mTGOK3k927l5m9jzHzyGNkHn2c9ONPknr8CdJPPEnmyafIPP402ad+S/qp3zL11NMknnua+PNPE3tOxrPEnn6W+DPPEn02NxK//R3Z5//A7PO/Z/qFP5B69RXSr73MzEu/J/vKi2T3vczCG6+x+ubrXHzjDVbeep3ZN18n++57ZD/4gMWP3mdp/1usHHyHpYPvMXPgQ6YPHST12UGynx1k6fDnLB7+nPkvDrFw8guyZz4l89oLLK/fxK3Kzervf6diC7crNnOncjO3Kzdzp2ITt6ukZJoDrVtVG8lsbmD0g3dxJMJMXF5l4OtVDJfyOVoPqKEKkDT40tSo/Oux8LUna+31K7P2OA2+1LU8YAnsy5eJu706VWactCRaxnhxCXM2hbWtg4lte/GvKWeqqIJ4aQ2RshrCFeuJVFQTK69mqqyaRGkVseIKouvKcG+sI3KuhWAiislpQn/6mAqrDW7fw3L9Dq5u2c7qxq2kqzeQKq8kU15OurKcTFUlc+XVLBetZ3ndehaKqphbV8HcWm2UM7u2nNk15Sw9VMGlh6pYXFtOqqiY2fIKvt24hatbG5ndVIdj6xaML76AtbUZi8fGQCyU67Xoj9DlC9Lm99Dsc3Pe51Wg0x4S4JIA1Sn13iveVomEyO3SzilYAl0yBLIMap3rSyiZV6IuKf9WPvpBlKf+VJq+VJreZJo+CRadStEfT9ITidPsDXDS7qLJ46UzFFI7JPunEuiSSXRJmcW4L0CV28149z1f/Ldqp7n4ehOMyOYs1Yw9hT4jsT2zGOdzobf3QEvM/xmaLTaOtfQyaXCTsSSZNkZJGyMM9jt5/tw4D+tCNAwGeMbgpjM5jWc+i3c6hTObxZEWZSu3w7AQtMS7ZUslseaBy5VM4EhOYZtOYkrHOToyyAdnmzk2qOecaYJTvb288+brvPTwTj547DEsJ5uZNbpIjTqJj9pI6b0MnDXy+8+72dFloX44wNY+Pw3dHvZ02vhdp5W3e9182uPjaK+Poz1uvuhxcLDHwhs9EzzTYWJ3s5ltzW62toTY0eLlsSPDvPnHTvR9VgLDTsJ9FoI6O2ZRtMattPv9dEQi9EgLHunNqZngtSbz4QjdgSAdPj/dXg/eqaZfF2j1CGipSIf7g0sLYx40qNKUrsJZKyMWglZhCfHe+n64ugdJBWXCAiVLKyXevW9KlK77A0/vXkvcA62BhMBUIteMUnaw/M0QGLtXwvwl0BKoyoFVMpevdfc4waDU79VOFfnlSt/9hlUIWppiJb94d9WqvwNcvwhaolZls0rVuh+0ZpVHayy7wsT0snqTHZ+LYJwL4w44yZh6WdEfJWM+w6RjiBHXKHpXN+O2T3Dbfk/A9iRe++8wOz+hzzdAu28Sg91C2uriK7OdpGEUu2WCiVgYw1wW/fK8GgJaxrksJtU8V94gxKOQM4cKVBWa4eVYA60HZw28tFkz9mofQgI32lrmu7BT8GFVaKB/8H7tsfcZ6h/ohajd84/M6nkK+w5KbtH8/H0ZV1ro6H3hovlU9sJzhY/7JTArhK0HgUu7VqiKaQBmEc+YmN6Xxfy+jOmCRA8s41q8SHD1G+zBOPqPvyRSv5trm+u5WbOVWwJZ6+u5vrGeaxu2cmtjPbdr6rgtGVLVW5R/S6IffpIYiPX1XK2u59vqLXxbvYlvqzeq+Zv1m7hSvYlv1m/hu/V1anxTU8/XG+r4unYLl2s3cbG2lgsbN7Fas5nV9Vu5ULOVC+u3sLp+MxfXb+GyGpu4uH4TK+L7qdnMhZotd++7WLOVyzV1XNxQx4UNdazU1rO4cStLG7ewXLOBCzXVrG6oZnnDBhY21TG3pZGlzQII9VzcUM+lmjpWa+uY3rqVqYZNrG6sVTD1Y9Vm7lRt5naVgFVu3Kqs5XZFrYKun8olS6uWP1du4kL1VozPPIdjcgLr0jz6iyuMXZTNBwLl93uzNHgqfN3K66zwNftLx3K/9tj7Zg22tC8PS3kzvEQxrC5juLyCeT6DubUV/ZZGXGuKCZeU4yutxl1Wg6d8Pd7yKrxllfhKKwiUVOAvLse7thh3zSZmP/mcxLkmjC+9inXno2S27WFxx27m6jYzX1nOXFEpc0XlzJVUkC0tY7qsnJnySuakNFhUzUJRNXPFVcwWVZJdW052TRnZtTLKya6tYEYArKiK+aJK5teVkl1XRKakiIX1VVyuq+dy3XZSG+twN+7G+c47uAZ6GQ+66Z2K0h6P0xqJ0hoI0+r3K9hq8ftoDfhV/0WBLdV0WOJzxGpREP+ggZbKyhLgkrysgtY5Alz3lRHzcRBDyTR6aRgenaLN6eGk2aIgS5pwD6dkJ6Q0Sc81OlafReqLvXxRl2gKaWOUZTg9zYikwaczGNIpRtOJXHaWbNCSxuexqHoeqUyMyhdr8Z5J7qIKbp1Wyt6R7gE6OvQk7Sky4zEy4xGsI37ePT/B410utg34ecrgpT0xg39ujoCA1nQax3TOo2VLJu5TtBRoyTl1PnfNlk5gz6YZjYf56HwTH50/z2nTOOfMFk739PD+6/t4eedODjz9LM7WHmaMHtJ6F4lRNxP9dvYf1vHMaRONvV429nto6LTzQrudzzvtdOo8jI5EsA5HcQ6EcOj8KmzVPORmaNhDs87DR+1Wnm2yUNfkpK7Vy6Nnrbz0aQ8dzWMEhl3EZOdhvx3rkJVek4U2j0c1fu+OhO8Gk/aHo/QHwirJXucOoHP66LN5GLQ4CYXO/rpAqzuaB60HEuI10HoQsh5UvLTr/fEwMjQVq3DOwZbA0P1DQEkbD14T35bm3SqELu1+bc5d+1vQ0gBLNyVZXdoQ8BLP1z1g+/uglVO1NOjKgdf9oCVwJd4BAaoHQUt2FWqgpWBLyoNq5Fp2FAKYgi0BsV9QtLTSoTarb2nSHFf6hWWTTMwmMM1PM55JYvdOEhttJjl2Dq9Vx4RzAoPbgNF1BqfjXTy2V3Da38fkPIvOY6DPNYnT4WDe4SVuGMU8OYopEVa9yIxzy7kdNYuyrXkGw2IW/VIWg8Q6SNaMlBDzuw5VIGOBR6sQsLR1oZqlVK0C47s8/h8BH7lHPGGF9xZClbbWAiLleLwgNV77wJNZi6LQ7pVZfB+5UMl5NefCDGeViiiyf27MKABW/x8FJV5NhdRm7f9LZg2WNfDSgiYfDCPVAEwgSoMrmeW83FsIYAJdCrbkXgGtlQvqeGJ1AevKMu6FSwQvfovBE+DsWx9gqGtkaks9qQ31pKvrSNbUEduwmdTmLVzauZsrO3exXFvLQvUGFqs3slhdy9z6zcxUb2KheitL67eyUi3gUcuFKoGjLXy1oZ4rG7fx9YbtfL1hG1/VNvDV5nq+3tzAV5sa1PGVWrlezze12/lu83auyti0jWubtnF18za+39zAt5vquVrbwPe12/h24za+27hdlTB/qN3B9U07ubplF99v2cm1zTv5obaRG7XbubGhXqlxt2pzoHhDzm/ayZ3aHdzZ2MjtjY38af12/lLTyI3NO/h683aub9jGz1Xb+FGVCrdys2Irt7ShjPB13Cqr42bFNr6r2cqN9Zv4en09k3seZ6K7G/f0tIrTuGt+F7WpQMHSIEn7AlD4etTW2mtXO9Zm7bzMGngVzuo588qwyrxaWWH00gXMc9OMt7YwuGUbtrXFeEvLcJRVYy/bgLO8BmdpNY7SSuxFZbiKy3GrUYarrIpQ427c23cR3dzIV/V7uVK/i+SmWnw1ZcTLS1haW8bKb8pZeKiUuXXlzBVXMldUyWxxJdniCjLF5UwXV5JZV0FaVKu1ZaTWlJGWsbacZFE58dIqMsVVLK4pY25NsVK2YqXFpMoqFQzfbHiEbzbtJFy9hcknnmDy3HEm/DaGU5L2LUnyCbqiUdpCQQVZAlttwYD60BUDtMRBSK9GLfJBAy4NtpSyJSq8ZkKXJtCzs0rdupfBJVE8KUamphgKhem2O2m32ugPhZCYHuk9K4GjEqFhSCXRJxNqGNJJxqQvrWrgPod+epHR7DzG6VlM0zOYpqcxplOMJRJqHhXYisWQDWhDU/FcT1vJWsyHXw/PpJWqdXrUzNEz3dhGvKQnE6SMIULGEOf7XDzfaqGxz8vj+gBNkRlCiysEFWQlcGZlt6EY4HNlQ0cqiRqiaGnwlUxilUwtKTdmp2kzm3nj6FGOjYyoFP9zdjtnunv44OVXeHXHLj797e/xdA+pXoYzIz7SY2FOnDfw5HEde9qcNHb6aOxw8ocuO+d0Hsx6P+7RAL7RIIERP4FBN75+Jx6dA8+gA3e/E5fOjWFAVC4rj7VMsLXVzu7zTn53eIQvDvfj6LeRGHQS6bdjH7TRP2ah3e2hPSwtnyL0B8P0e/z0270MT3oxTvqYnAxgMQewTfixmb1k/Od+PaD18zd1dMcEtEL0PwBaD8Y8aIClhZs+eL1Pdi5KG588cMnclwevHGjlwKkQoASWNMDqn5JfrHv39MWkh1FuFAKXdn/hLP4vrXQoilZO1crNGnDdm+9BlubL+qXSofr2ojKzZCdiroQoc6GiVQhaGmxpcKXq7lktziG3VViASgMsbS3HAlgCYQq0JEVYvFgFOw+1D+/cLLX+NMOzaYak6bRkW0krinnJ8fJhdY3hHu3EPNTC4OggvZZReibOMzi2n2HDWwyMHqLL1ELLWC8deh0TwyO4ewaxjo4wkvCgm5dYiQtMZC9gmlnEKG0xFmYZWc4yuDyjvFnSpFaatqrtznlo0YBK5rtrAbHC3J/8DsScopWLcpAPFu3D5sFZgyDVcFakdlWqnL8LSXK/3FPYrkRL39bm3HNIyrQkQM/m5nnJypEYjZm75lpZq/+H+7aSCxzfK+Xe//+gnZcm4Pe3V9Luk2+tsh6byarWObk2Hbl+hCYBxnwbHQ2wBKZkXQha2lrOa6BVqGxpipZl+YLabWhZXkTOya5Dy+olFatyvukcfa/vI3roAHNHDjP3+Zdkv/yC6cOfMXv4Ey4cOcBXX+5n8aPXmP/gVVYPfcDyFweY/eIA0599TObAh8x8/CELB/ezcOBDFg9+xMonB7nw6acsHzjA/IcfMffhfub2f0D2/bfIvPMW02+/y/Qb75J+5XXiz/+O+HPPEHx8L95HdhJ+9BFijz9K5KnHCD31OMEnHiP86KOE9u7Fs+dhfLt3E9yxi+COnXgbt2NtqMNSX4e9oQHX9u14d+7E3bgT17ZG3Nsb8cq5bdvw1jfg37YNx/ZtmOu34t9UR3T9Vvwb6nDXNeKt20Vk6w7iW7YR3VRPZFM9sc0NRGrr1JDzU5u2M7W5kXBDA4n6TYRra+nZs5uu5lOICiA7OtVOVFGz1LhX+lOgJSXDgrK39vouBCl53RYea2uBKQVU+dLig6CVu5YvIy5KL8MLaufYaHMzfZvrMT9UhKukDGtZNbbSDThLanAUVWFbW4F1TRm2dTnY8oiyVVLJ1PoNTO/cztye3art0nyJeLvKiVVUkigTQKogVVROrKiMqeJy0kWVTIt6VVROuriURHEZyaIKEuvKmVpbytS60vxcRmJdGQkpYxZXky6qVgpXam0p8eJyYmVVRNdVMLWmivkxFjcnAAAgAElEQVSqeq5se5TVbbsJbtqMced2DO++haWvF6vPh15aqySnEF+UAJeUD0Xhagv41bpTykmxKRV4KsAlvRrF75SLz8krXb/UAHp2lqEZaTUk771pRhIxjgz08+KBAxyS/pfBoDKLS9ux0ekUY9MZxvKgJcA1JnA1NUW330ezw8XJSQ9fjto5NGTi8xETpydsdHr86GMJzJks4xmBrjRjqZRq1t0dDKhyol5M/ipMe4qB6YSqknR6AxxvH6DpeA9BQ0ApWsnxIJaxEAf6vezu8/LwoJ9PbDHcc8tE5rK4s1O4smmcmRxsqaiH/O5D5dlKJnLBpckEFvFwzc2gj0T4+Hwrn7R30iHl0UiYJreLkx2dvPn8C7zSuIODz72Aq3OA7JiP2dEwngEfb37ewc6zejZ3e9je4eH1Tg9dw2GcowHCIx6iw17Cw14Cwx68gy48/Q68OocKMfX12vD3TOLVTTI25ODzfidPtFjZ2WJnb9M4v/+0hZH2URJDLgVatgErA0YrXT4B7CBtbg+9VhdDEy7Gxt3YTD58Rj+h0QBRQ4DYiJ/IqJcFT/OvB7T+JKAVCaru7JqCVVgW1GCqcBbQ0u7V4Eseo53THi+QJefkOOfRijIQj90bU/cgSye7DtWQnQPRXCiZCiHLg1Ys/1hRxBL3SpAPwpamVhXOUkb8e5ClAdZdQ7z4tdKyMzE/ZC1erMJRUDosVLEEsBRkSTK8pMLnh5ggZQxLzV6VEqVVRP7efDlRg65cnlaWUQEA2a0ibwL5x6tZWlRkpxnNJhmZTapO8cPTs4xOy86WFPqFBKZkBIPFQFPTZ5w59yXtQ+2c7PySdt1n9I8epVV3mKNnDnL8/Becbj3GieOf09PRitnvYGQ2Rv/CNGNzy4zPyjbvBeUDk3BS/dKsGuLPUu0qZPdMHqQ0ANJAScFWwTUNtgrvV+nWeXjSoOjBWe4RVUlKANIzTPwMMtSOo3zbC1mrFhfK83APoHIglWV4PqUg1JBNqW+lAkXS9FW2VA+IV0O2cUv2jhxnJF16hsHMLIOpLEPJGUZSWfT5IeuRdBa9BClOz+ZH7s36HkDnctDUzyyeOvG2ieowP6NCXgVQjfPzjKzMMXxhTgVCmvM96zQVS+BKAyxt/eCswZZ23rK0im1xRfm0JKzUphoKSxjlIgNOB0Md7Sy7LdxO+7gZd3EjFuRmLMyNwATX7Ge5Yz/CLcsJrlvbuBU0civu5EbCw7W4i8veCb72TXI97uVa1Md3cS/fxtxcj3r4LuTkUsjJVyE/3wZ9fOMz8bVHx9f+Ub4OOLlgn2RhuJvV3vPMt58i1fwls61HWe46xUr/eRYH25nXtTHfd565njPM9pxhvruJle5WNWbaTzPVcoxU5xmSnefI9reyMNTFQn8HS30drOi6WOzrYLa3hXR3M5me8yR7zxNqP07k1BdEPv+U0Od/JNV8mkzraWbbjqlk+flzx5k5d5qZ5rOkTx0jcfxLMmeOMXv2BAunjjJ/5iiLpw9j/+BN2g+9S599GNNcWqXxTy6LgiigdQ+yNH+flo2lqVsya/CkAVXhrF2TuXBoj9PmwmtqvShhokuYpqcYOH+Wtq0N6NeUYC4qx1hSxXhxNZaiCizryjE/VMrkmhKs68pwFJURqNjAXP0OVnfuIrO9jtCWDYQqK0iWVJAurVaG+amSaqKllQRLK/CVlKmyY6SkikRxNYmiKqaKKokXVRAtqiBWXEl4XTmhtWWE15YTKaogLF6w4ipi6r5KYupcuSptRgXyisS0v55oUQ2xylrSUvpt3EmioRFz7WZG9jyC7eOPcY/qMUVCSgHqS6TojibpCkTo8PtpDbpoC7tpjwTpkvYsiRh9KTHMi/VDunJMY8jI76vAVD6jUL7AihKdb78jntjRmQzdHjt/2P8hz7z2Gt2mcezZDCZV9ptSsymdxJRJMSrv/8kkR60uXusc5retQzzdPMTjZ3Q8cqqPXSd62Hmih72n+3n2XB+vtQ9x1OxhYCrD+HQWczrJaDxKj99PVyjKUCKFPhFHn4zRn4rTm4qpnXXtE3Y+P9ZKV9MgofEg6ckI4Ykw/eMxXtf5eLTHwe+H7ZwPT+Femse/kMaTTeGeTuPOpHKG91QCd2oKR2oKWzKGIxnHmZrCmU0xmUpyckTP/vOttNic6GJT9MTjtHl9HO/q44VnfsdzWxs48OSzuFt6mR2TNkBRdC1Gfv9ZJ9tbJ6nucfNEm4O2/hBBfZiw3k1kyMmU9D4c8hIedBMYcOLXOQnonAT7nPj7HAR6Lfh6JnAO2BgZ8vJR6yR7m4zsaJ3kmc866WseITboIDBgZ2LQQr/JTpfdRafVSf+EA+O4G+uEF/e4n8BYgMiIn/iQj8SAm+SAS7X3WXG1/opA60od3aEcaCmAKmgsLZD090YhYMlaQVZB6x6BKw3OFGjJbkUBqViMARnxmFprUKVCyKIR+qMR+qQGq3ZCRuiTc7GICimTx+kksExAKw9pmgImwFWojmkAJucEpnLzPeN9YblQrkmEhOxGFODSpaVVQwqdfPOQ3SNSHiwcyp+VN8LndxjeVbHyuw9VInxBMrykwss5NZQRM1dqVGpWPl9Lew5N4ZJZ28mo3acBmWpcLZK1tNPIZBgVg2V2Wo1RgYawm1MdR2k68zFDhiZOtf6RAUM7k4ExeobPcuKLN+nqOkz34FmONH9Ov2MUUyrCSGaKkZlMDmZULzAppeXelDRlSMGSanh7v8KkQZKmMCnQUfkys3f7swkkaf3cRD363w9RmXJ+Cs1TIWZW+RY6rKAr3xdS2pLkh/wb6Wdzb6ojsxmG5hIMzU6pv9toUjY4pOibztCbzdAvW7YzCXTZOANZLUMnrVp49IvBVf7PMhn0Uj7IyM4hgeV0bmeoNPueF+jLop/LMDo/zdjCDGOLs5gW5zCqMcvEwgz2+RkmVXPaVSZnL2CZXcIgoHVRrs9jn11kcikHV4WAJeClAVXhLPdoOxFzuw7F/L6sIMAiGUuSEL+4pIb94kUGwxH6B4dYCXv4eSnAT7MefpyOc3sqzg2/ntvez/mT5z1+9h3hL8lh7mQ9XE0G+SET4VY2wrdxN1/FXfy0kOKvizPcXkxzbSHKX+bj/DwX5ep8jO9ms1ybyfBdaoIbiS5+TOoVmH0X8/O1f5yrDgM3nCauu0a56RrhR+8oP4Ws3Io41Y7Em2EbtyIT3IqYuR1y8GPIx49hPzdCDm4mPPw0l+D2XII7C1PcmY9xcybM7bkYPy4kuD0f59ZCgh9mYvwwE+fOfIJbc2GuJz18E3Lwlc/OjZSfq0kr12MG7oQMfOcb5/pUkDvZJHcycW4l/dxI+FSq/O2Ul5/TYe6k4nhMA3SbujEtRTCtzqj0dMuS+OH+1qOlTO0PwJcGYIVwpa01eJJjWT8IZxpkFZ5X56TZ+dIypuV5jDNR+lvO0FS/nb61ZQytK2ewuBx9URmjxcWMrl2HcU0R5uJSrMVlBGtqmd0hzb33EK/dgre8Am9ZOf7yKkLlVYRLqwkVVxIsriBUXEGguAx/UTkBAaXSasIl6wkXVREpqiZaXE1kbQWhNWWE1pQTWFuBb0053jVleNaV4yuuVM8hzyXeMH+RPF85IVG61lUoYIuVrCdYUo1Pnr96I9ltO5nb/YhStybKKxjd+zi2s004fG7lm+1KpumJJemLROiIeGgJu2gLetXOxK5oCEkPl+qIeKgkuHokncl15ShQprVyvmQSyhfXsZk0RwZ7efG99+geHCEyt4hVzqckQieJOTHFZDqpWho1uTy81tXPw6e72XxcR+3ZCWqbrNSeG6e2ycyGFjvVrQ4qmyapOWWg9nAfDV928Uqngc5gFOtMhol0HNk51+yRz84Eo1MxDFNh+hNRehJR+qaiqjx2ZnCUg1+epa1JR3QyTMoSIWBN0KmPsK9FTOVjvD5moyORwrm6iHtpFufsNO5sBm8mg0+iHNIJHKk4tmQcR3oK13QKx3SaLpuVz3p6lPl+eEq8Zyn6Y1N0+oOcHNDz5LN/YPf6Wt7fvRfPmXYWxgLE9RHOnhrguWP9Kqphc4eTD7o92EbCJEdExZK+h24iwx7VaDow4CCgE2By4NfZc6PfQbDHgbfHikNnxzHk5Xynhd82G9h+fpzffaFjoHmMyKAT96ANvW6c7uFxOg1mRkZtuAxuIgYPcYOHmPRYHPIS0nkID7gID9oID1qIDbm4YG/5dYFWTzBITzjX61ABUx62NFDKzbn+h3ehKr8TUQMqDcjuf0xIqVlyT24IbN1TtHJR+jm40gCrV2qwoSAya7Al9wmI/T3QKoQqBU1K8bqnev0joCX3FIKWfCOSbboKtArVLFln7ocszaOlqVQCR8PiGVCzfKvK/aLfBS0VdJqLgNAeo4GUgquCfC5RzAoB7C5oZaVfWc47cG8W6JJ+i2n0qShdY320nPucsbFWzrV+Tnf/OawBIzr9WZqPv8PQ4Gl6R1s4N9DMSNjJWDqOPpPLqhHFRyuj5ZSheyU2DWh+aZafTxvq7yawWDBUDEb+WNb3AaxAa+HfXa3vNYfVQEupUEqJkp8xV/7TfkaZc6AlJYP8Wnxx0ng2nVVmVQkGlGDZ0UyS8XQCYzaNcVbiKzIY51JqjCp1MMOIeNKWZhhfkA/YGczLc5iXZwvm3HpSynWry1hUcntutl2QfK1V1aPQKv3kLkji9jc4F67gm5edg4sYVxawzC3jmF9RoCUfnpMP9EQUwNJUK5m1Yw281DkBLwVaAls50JLZsrikMp/6gyG6e7tJWwwsW4dYHu/mRmCcG14915Wa9TE3J9/h51AT/+tKhP/x7Ty3ZxN8H/PwXcTO16FJvonZuZNwc9UxxrceIzfiVq7Zh7gTmuR2xsfNZIBvwxYuOs9wy/0Ft8zH+Gq4he9tepbHu1gydPK1eZirFj3XLUNctwzw7Xg/Vy0jXLPo+Wash5uOIW66DfzgNPKD08IPrkmuekxcC1u4lQlxMxPlZjrEtWk/V7I+Ls54uTTrU+uv4w6+Czm4PeVTmVq3E05+Snu5FrLzjcfMjfAkV4MDfO9q4bLxNBcnu/nGP8lX7gm+85r5OenmTtLDrZSPmykvPyYDCrR843p6TP2YlxKYLy6qsqE08BY1K2eGv6dqKTUrv3NVgyMNtDRo0uBKZg2wtLnw2i/dr12fEACXxu7i3cvEGWg+w9kt2+h8qAxdUQX9JeUMFpWgLypmvLSMyYoqXDW1xBsaSdTvJLxpK57K9ThLy3GXVuBRoxJPaSWekko8ReW415XhKcoNtV5Xhq9Y4KkCX1EOvoLrKgg8VIbvP5fg+00JvrXleB8qxfWbElxrShU8CaTJ8MpOx/xz+teVEVxXllPBiqsJlq7HV1KFu6gCX3k18U11ZBp2EN24BUtJFYZN2zG89TZjgz0MR7z0ZRJ0JRN0R6boDEToDATpCgTpCYbpC0foDUslJEaf7AzMq1uSRaiV8qWcn7NniO8yq77AH+rp4kRXD4FEBn92Bks6xUQmxURSoi9SmFLTHJt08Oy5Lrad6KKuyUBdu43NHW42dXjZ2O5lQ7uPmg4f1e1uqloc1LTY2HjOTM0JA5sO9/Bsk46zLh8m2S2ZStHqC9HuC6BPxBiJRxiMR+nTEs4l/VwCTLsG+fiLMzSf7cGtt5OYjBGcSNPfF+TjcyZePDvAe0NmWuNpxpcXcawu4Vycx5GdwZmezjWWTmXwyHE2i2kqRpfDyukxPW12GyPxKfSpNCOSOzmVoDcU4ezoOL998XXqyqt4ZUsDY4eOsjjmJ26IcPzYII+eHGBjp4U9XU6ah8P4DCGiI25VMoyosqFbpb37dba7gCWZWF417AR6HPi6bbh6bbh1bgb73OzrHGdn8xi//aSLwfNGokNu7L1mdC1D9HSNoNdbsBuchAadTA3YSQzYiPc7iPW5CPc6CfU7CeukQbWNuM7GBeuvyQwvilYwmOuMnW8s/SBs5SAqdFeh0mBLFDAZv3S/nJf77kGW9CgSqMqVBTXIEpiSoYGVttaOBcA00BI1TEFVvnQo67+naOWA656CdbdEmA9L1RStu/cVgpY0H83noWig9Y/MCiwEjPIqiAZY96lZ6dz1AVV+zAGbPE4rQWpgpZ6roLwoxwJhCmKy02qniiGbUXNO3cqBl/RcVKbOTIJ+p4XzLacY0rfR2nWUM82fY7D10j10nHMn3kY3dJrz/ac5O9TOUMiNXgyZqi1Qrqn135j5CyBKfo5htbU6/zPlvWfazy+z/JtpmTKaSig5MwJXGlDJWq4VAlchgOXuy8GWpmwVbs9WXox8+VWDVQ22RmalzDrDaHoOQ3qRwewifXMLDM1kGHBaGRrsZWygC/3QMEMjRkZGDIwahjCM6hgxDTJsNjBgMTI4aUJvNmGYHMcwOcHo5ARjMk+YGJswYjBPMGJ3YHB7GPN6Mfr8jIu/IxLFEokyGY5gjEbUG+lwOILJG2DC5UQfcDI6m2J8+SITopDIh3cBZAlA/ZKipUGXuiYtdyTAdGWVXGhpDrJE0bKtrOb6Ia5cYCAcpqu3lehoD7GuZqx/fI/p9gN8b/6cH52HuG16jxvmP/LfFiz8r2tz/OtXC/x5KcudTJirEQuXPAaWXcNkR5oJnfiQ+f5TfO8YINF0iHTnMa64DNz0G/nO3Mq35k/5s+MjfjR9xp89w9x2G0i2HWFB184Vs4ELxn7mhjtIdp0m0vQ5l0Za+Hr4PPHj+1nuOcHVyT5+cIxy1TbGdecY1zwGrgbGuB61cT3u4dqUm+vJ3Lg65eT6lIuv3EYSfeeYH27jptfEwlAzc0NNXPcaue6b5HvHGNfs/Vx3NHHNepyvJ07z3+Y9/HnaR2awBe/pQ8Taj3Bhsp9vQxaWbUPMjnZz1ecgMDJA/7AO6/w0Vol1WFpkUhQlZYK/3wyvSokqLPYefOXu+9vdib8EWhqcaZBVeKypYMYl8fZJ4/VVRiRxPBWn/9wZTm6sp/U3ZfQUyShFX1aJuXI97totRCQJfufDROobcVVvxFxUxmRRGY7yKpzlVdhLy7GXlOMsrcBZUoGjWEqMpdjXlWJbW4Z9TQmOtaW41pXiKirFWVSCo7gEy7pijA8VMfZQEcbfFDG5tgT72nLsAlsPleFZm4MreZxzXe757GtLcKwrwSXPt7YMl8CXwF1JJe6SSlzFFTjkXFkVkZpNJDc1EKysZaykir6duxj84hB6xzhDmQQD8Sz94Qxd0TidYmIPhukO5EckQtdUjG759xEPVDJ9X7/ZHGzlrBgtHg9HhofR+wP4p7M4kwllGJ9MJ5Axns5wYtLFEyc7aDjVT327nc09PjZ1e9jUbmNTq53aFjebW9zUt9nZ3mFhe8cEW1tMbDxnpKZpgg1nTNQe6eW3rQO0hONIA3DJe2pyOtRn41A8ypB8PkYj9KoRVblQHQ4vR3qH+OjEWU6dOI+pY4yEIULGnMVmiHG8xcSbp3t5u22AY2MmBgJ+RiNRxkIxzJEprPEk46EYBn+YHoebsxPjnDFL/0Av+uSU+sJpkF69El2UnFJ/5vlxK69/cJCtFet5urqGMy/tY3rYTnIswonjo+w6PcL6LjN/6HWj10cI6j0EpYXOoJeYKExDUip0EOjXVCwb/j4bvj4rHkl877Pj77apEehxYR4M8nGfjYfPDPLCJ22MdkwQHfYwem6I7mOdGLtNuA0uAoN2In1Wwv2ThAYsKpU+POAhMugj1O8j2Osm1OcmqHOwYP9VgdZWpSCJotWThyZNndLmnEp1r4yogdb91+8HsdxjHjwnPRXvlQcFph4cGnjJrN2rlQ6lzKjASsqHD+xe1I41cJJjbf1L8z2V654xXlO0HoSqQgj6h9ZaibBgvq8lUD4aQnuuQqhSQKVKY7nsLQU0ogAVgJYCLq2EpYLwpKSVRp8VNUuUtBQDM2kGIgE6dF10DZ2na+AMx04fQDfRSqvuC86cegvd8GnOdB2j2dDNQMjLcErUM/EeycgqM2muZ+P9fjINaORnKvy30uBUUwJlVgF+Wik2LU1dk38DVhpkCXBpkKWBmAZaomYJaGmwJce5c/cUNAWhqmxYoHKp9kXzjE4vMji3SN/yPGOZKMPt5zB//BbOj17B9t6r2N7Zh/u9Vwjuf4XwwVcJfbqP4Kdv4D34Ns4Db2E78Ab2j9/Aun8fto9ew/rBq5jfeZGJN17A8PbvGdr/KoMH9jF88HVGPnkD/SevM/rHtzF+9g6Gz95m4PN36f70LTo+eI3u916h4/2XOf7xPnrHBhQgmZZXVVaSqFmFLX8eBK9CRSunZN0LQpUeiPepWQJh4tW6cJHhWITegVZSpn4y3e1MvPcyUyde4LppH3csb3JD/y5/8bTz75fj/JcLGW7NTHErFedPmTA/p9zcjFvITvRgPfEhjkMvsdR3jBsuPaGTH2P89E0sp74g0XmE2c4P+MH8EX8xv8+N7v3c7D9P9NP3OfdEI52vvcjk4UNMj7SzaBsm2HsW85H3yHZ/wVL3F9g/+j22g68x1XKYi6O9zA+0MT/QxOpYM9/YO7ls7mLF1MOcsZP50Q4ujnTx3Ugf3/Z3Ef3yU1yfvEW24yg/WHpJNH3K+MFXCZz7jBXjACsG8XEd5prxM65PfsH37g7+3+9n+LeVFFfso4TOfsHkZ++QHWzj64CVmUkdke5TXJwYIDTQhWF4CNfcLLaLq4wvLTCxfC8HqxCkfknRKoSlwvUvgZamWMmswZZ2TkBLmeilBL28xPDKKu2L8wyIen36JEdrttD0UCldxaX0FZVhqqrBU9dAdPceQtt3YavZhLGkAmNROROllZhLK7GU5Ya5tJzJknIsMopllGEpKlWeLutDZdhk/KZMQZdcm1hXgn7NGjqKHqJray0TTz7KUP1WukpL0BWVYFRwVoFjTTk2gbWiMmzynOvKmFxXiiU/rGtLsa4tUdcdReVqZ6SzqBznunKsD5Wo4SmrISEbGDZtY7K4gv7yGoZeeBFrb5/6IiPVh/ZUjLapCO1STgxFaA+EaQ+GaA8H6YwGVWq47DzPtWBLKeDSNqzIuTMWG+csVizTWezpNNZEHEsijjk5hSU7TYvLy9On2tl+so+GLgcbuoOs7wmzsdvD5hYTjS0mntV5ed0Y5YA9zhFfgsP+BB87Iuwzenm830Zdq4XaM2NsO9HL24MmBqRFUDpBs3TmCPpVf8ehcISBSATJthTPmTTa7gyGafF4OTZq4pNzbXz22Sk6jrVhah7E2mvCMerAODxJW3MPR4+e4MTJU3T29DHpchNMpojMzdFtMnK0q4sTw8Ocs1rpjYSQL+X6TJKRTAL9dIKRTIxhAa1olA67h4NHT7O9dgt7Kyr5eO/jBDuHSRnDnDs9wcNnR6npHOedfg82fZjoiIPAsI1Yv4eYzktI+bLsCngEtnwCWb1WvD0W3H02vH0CWVYCnVainS5cAwG+6J3k0aMdfHC0F6fOgbtrnKYPj6M72kloUJQqB+EeC/EeK9E+q/KCBYa9mHrsdJ4b5dSJIY4c13H05CAnzg0zZvji11Q63EpP+F7p8G8hSgBLgEnmv69gFUJXoYqlnVdz7J56pQFWYZlQU7MKIUtTvpSylfdraSqWzIVA9UtrDcAKZwGvQtBS6paEkuY9WqI2aRBUCBLa+l5/w3sJ8No19ViJeyjotSglQznWfsmH5Hq+JCiwIn+WzBpMqd0yefWoEGo06MrNOaAayUqpL8XwdArlrZJdjtNp+qRJqbRDmjTQMdSETn+OE6f302M4TXPPQc6dfpMB3XHOtB2he2KIwbCfIQGt9DRDUvZUu3dyqtTdv5tKO8771vLrQriSb40y/ga0CoBLQEuDLU3lKlS1CkEr1xxWyouZPFTlvFoacMms+o8p31cBXGlm+bw/zDCfS2OWvmJDF7KMhyzYv/yQ+dee5qu39nL59R1ceX0HX73RyMU3Grn01k4uvfUwl97YzaV9e1ja9zBzr+9m/s2Hmd23k+y+HczI/Eoj0y9tJ/PqdjKvbye1bxvp17eTfn0bqX0Nas68sZ3MG41k3niY7Gt7mHlpFzMv7yDzxiOYXtnLyKkvVEsM8+oFpL2KplbJrEGWzNooBC1VQlzJPUZ2GWqlQ1GzVNlQypBSOly5wJACrXamJwaYE2Xrs9f5fuBN7phf4ZrhZX4yH+HfU1b+ZS7I7WSQG/EQN0Ie7oTs/BSx8E8zAX6ai3DZOcRM5wG+GjnNLd8E8bZj+DvOMXHunIKmuZ53+cnxCT+PH+DKmY+I7XuT5o0beeU//V88+9B/4rVNFZx+9XHsnSf5PuPnWmycldETLPcdInr6PYLnDmE58UdcTcdZGO3l4kQHl02n+MF6htXeQ6ROf8jq4Bm+m+zle3M/2a7TuA9/ROj4p0ROHGCh8yh3rD1k2z7Hc2I/k0cPYjnxJVOdZ1nu/5KbpoNcMXzMtdAw/+u7Rf46myDR0cT5Z/eie+15pnva+Mo5yT8tpfhzxsPX5i4y+la8llE82Wm1m1OFh67c81PdB1r5AFMNjv7erEGUVjLUZrlfU660x2rH4n3M7VbMdVvoX1rg/HyG4VSYvhPHOVG9mebflNBTUsZoRQ3erY34GnZg27iVsbIqRopKGRHflsBWaSXGskpMZRUYS8oZLS5jrKgMY3E5RoG04jLGRfVaU475P5cy+ZtyzGsrMRVVMrCuhI41a+msLGPwt08QbjnOFbuB6fbTjLz4LE2162krLmVwXRljxZUK7tRzrytjfF0542vLMKlRgmlNqTo2ryvDvLZUjck1pVjWlmGR+aFSJv5zOWNF6zFv3Epg23ZC1ZuxrathsG4X/Z8eQDc5jC7uoy8ZRhoLd0ZjtIcitAloBf10BX30iBVFVURysCXvyVJKFNjqCoU4bbbQ5w9jmZ1hMpPCkoxjTUxhlY0z8Sne7h1m+7EudrVbqOv2sUEgq8tHfaeNZ3U2Dlg6dYYAACAASURBVDkl92uGgeQshnSWiawY3yW2IUVfKkVzPMN+Z4Inex3sOKXjsdOdHDJNKntJZ8BHi9ejlKShSETtSBRvsuwAbJcRDtMSDNLs83PS6uSzbh1/PH2O/QcO8PLvnuXwO29iOXkSz/FTdO//mLMf7sc3NsZCKsnCwgwLl5fRO800j/TRahmny+9TvmcJBh9KTTEsnQHScYbSuWOpHHW7Axxp6eThxl3sLq9g37ZGBv94lITeQ3fzJHuO9rG13cSH/V6c+ghTwy4iomjp3ET73IR0dgL9Nvy9VgKyy7DXiq/Hiq/bgrfPiq/Xgr9rEn+nhUiHA4/Ox7H2UZ799AxN5/R4us00v/VHDr+0H1vLCHHxX/XYCPbaCenc+PpcGJqMnPqyj/c/aeP3n7byxGftPHK4gz2nunni9ABHdb8i0Pr5yla6QwEFW73hXBlQKwfmIClvdI8FVZmwJ+xXfi4NoORedb8ky/9CGVGCULV7Bdh6w2F6JGE3r2b1yS9AOIS0AdLULE3JEsgq9HTJWlO1BJw00CqEqMK1AJUcFypa2rEGWvdBV94ULzX9HFzk2ymoUmLeHK+1WCiY5V6BJfUYgTQFWjnju0CVCrorVLdE0dKaT/8CaGnQ9eCslKx8iS4HZQJXaYZnpKwosJYDLvGQ9YjBOxnB7J1kaKQJw9Ap2s9+RGfnHznf8j6dp97E0HuE861fMmwbRR8NMhCfyiUey66dpKynVAKzam+QmFIQpcGUBlRKtcrDlXZNAy3599BgSpsLIUsDLO2aHGtKVs7XpalWOaDSwErgShtirC/0iokhX46VMX9BC1WdYVzOLc6ivzzNqFVH8MNXuf7iw9x5o44f3trC929tZ/GNRuYPPsf8kX1kv3iV7KGXmD3wAtMfPU/qo9+R/PgF4h8+R/TDZ4l9/FtCHz5N4P2nCb33JJG39hJ942HC+3YTem0XwVd3EnhlB4GXGwm+1Ej8D3Vc3reDn997hJ/e38Gt/buZf+8xrEfeZzziZPKyKFriz7qXn3UXtpRv6x6E/Y1HS7xZy1I+FMBaUTAg4CWwJaBlWVllRMJ+DTqmzYMs6E4zd/Y1fhx7m5tjL3Pd+CE/Ozr4Z/84Pwcmuemd5KbHzk8eKz97xrnhNHBnys3//HaF/7oa5obtOD8527nuMhLpPEncMIxTZ8ByfD9X9R/wV+fH3LR/yY+uEQKHvmB/8TpOb9/A4AtP0frbh/loZyWHX32ab1Je/u/v0nxjOcOq7lNiZ94jq+/A1tnKaNNp7kyH+K/zTu64m/hp4nNWTjxPev/jLJ95j+tjLfw5amJmvB1b++fMTnQx1XmE+a6j3Lb0kO04TKLnNOG+dgzHjjJvGuYv4WF+sh7iG8PH/MuCn//4eom/hqLMnG6mdU8jTTs2M7rvRWIt5/j3by/y/3w/wzfms3xlbyEbHMOTiqoNDSZpc5Q3vBfOslajIN5BgyU5L+u79xTsRNTgSrtXwEqASjvWrhvvgtai2u07Ipsx5tKYvQ763v+ApuIaetZWMLG5Hu+23bg2NjBeWcNQcTmD60oZLilnuLiM4eJyRkoq0ZdVMCKjWM6XM1xUhl5M9MXlGNaVYVhXzuiacsYeKsfwUAWDa8vpWFvGmdJy2nftwPvJR1yyGbm1muGfvlvi55U0l13juL78hI5H93C6qprzJeX0lYo5v4zhdaUY1pZheEhGKaMPlTC6pgzjujJM68owrill7KESNYxrSjA+VILpITlXzsBvyuheW8JIeQX+DVuIbWzAVLae9o0baH3peXQd5zC7bRgjQWVP6ZDcrXCYjkCAbtndJ3NYch7lM+GesiXA1ex0cso4/v8x955fbaVp2u/fcD6c8850lW2CcyiXA444YZdTBZddzjlnY5OTySCQhBIgQKCEQAiEEjlHg3POdjlUVXfP1HT3dM/b8/Z5z0xP9++sZ4ttU+46s87H/vCs59l7S8JUeZkf133d1015cyuW3k7MPcGcqeq2DmxdvSRbHaxPV7FSYWW5qo4lqnoiCuuILLCyr7yeHL/wfvVh6+nC3tlKdXsL9pYA9hY/9rYmrO0tkteruKuPFHc7OzRmVicp2JJRSJ67UfpZmOeqlxLP9cIqIxrCmvyohDonvgefH4XXS26jh2yPl4y6OpIqyzmZncrar9ezKmI2iV9uQL97O6rDh7Dm5XC1rZm+jiaaW7009wlDfAB7qxdzexPGFtHx6ELdWI9O+MLEz8nW4L/34t/9IqGk1TWQotbxWdQ6lk+byubZszn/xVbqleVYNA42R+ewKqeCY+p6qor9tOhdki/Kp6vFqxHLgUdTTaPajlttwy12lY1GlR13kY1GtQW3yiIpXN6iWlyaOpLSNBw8m44p30xlTA4X1n+D+myyVCb0C8hSOWgwuCjXVBOfqmfX2Vy+OJvH+hg1q5MMRF4uZVlmOctyylmaXcHpsuS/H0VLAi1PoxTv8A6aBBw1CfO7vIIlQDGmR8BYEMwEnAnocv9kfI+ALZHHpQ0IQBOGdgFgY2qYUM5Eh6NX3PNJcCXNWfT7pL9c4wFLeLneQZbUqSgSdcdAa1zpUCu6M6QVBK+fy93670BrPJhJZ/GXbswIL6s12rY25CU6EYNLhrDgHgStYHeiGM8jFCypFCd2KZAuaIiX/FpCoRlTsCRlSwDGONO7eCauf269e58Ate42irvbx1ablMFi6BSQ2Cq1CBf7GzBbiikpTKAsL5qSlJOoU49TkHKAopjdlOScQ5kfS2VNBWXeBrRCsm5pQtPqR9Msunf8UruvCAUsEqDVGgQvkcg8Hqpk6JL2MeiS/+wfwpZcJpSBSr6WIWt8F6IMUwKwxPgMOdlZnOUlwlPfxUSMxTsIyJJ/+xejgUQGl5jRWCnmil3rQVOSj/fIDp7vXsPjQ/O5cyiCkQOraTnxNQ+qjbwe6uF+Tyv3u/086XDxvNnFU4+L+3UOHnnreOx3cd/n5K7PybUGO1ddFslsfavGxA1HOdftZVy1Ghk1F3PFbOCGvZShwjg6jn/OtUNRPDy6nIdHIrh1ZA2u8zsprzZguz4gpboL0BqflxUsJYpyYnCNV7TEObhE+fC9oiWVD4fkrsNByb9V3t6OsbKcLlsJN6oyuFW0n2fGvTwwHuBlXQZv663cLFPxrErLt/YKntsr+NZeziuHkSe2Ep43NfDDaB8v2iv5tvYSb2szeGgz0KROwalTY9GUUZsplKyjvLIf4I4rgW8HfBQcO0n8iuV0Jh7k+4psvi3NoubMbpK3raejSsevBxu5VZbAqPIUrphdNBsKKFdr0OXm8WyonX8acvFtXSpPdfsZOb2U22eiaDschfPgepoTD+PNOEtrUSpDVUoC+fH0qpJ4ZFPTVpCAp+AyPqMBU24+/Q4b33dYeWo7z/2qc/zP0Tb+0nwdvDfAf5PfmmpoP7aPqi/X4o05z49Xh/hhwM1100Xuu1LobVTjaq7HNiCS2UepujKWDD9mfP8bVWtciKn8TADTz4GWrFjJYBW8/hC0gplrAsBE16+IdXD29uKoqSXvzDkuL1hG2dQF1EesxLliDdYFSygNn4kudKoEWgK29JOnoQufhmHyDPTCLD9tJvqpM9FPmYlhqlgzKJ4yk+LJMykW3Yuh09GFTkMdOpW8iZPJDJtK9oJFGA8Iv46OxwMdvHlwg5d3rvLkxiAv74zw3d0RXg620VumpfjIflKWLiRr6lQKwyajFV87bBqlk6ZRNmk65ZNmUB4m1nTKQqdRFjKV0pAplEyaTPHYMog9NBxDaDj6iaFoJoaiD51KxcxPsC9YjGN+BKXzIyjcsImSC5ewVVRiCjShbGoiTyojelEJyGpslJQr4YkSsKWVutZb0LW2km61kWmqwtLehkV4JnuasXQ0S3MDy1o6OaoxsiJdx7IiN4vU9YgEdDG370C5C3VbL47efhwiALTNj629CavUpdiBtbUTW0s7tmbhk/JR0+aVlK4MbwfblCY+S8rjQqlJGhuT72qQZvQJJatIChD3SWCoHPOdifJhgVQKdUvdlXkuF2lVZo5dTmPFhtVsXxdJcex5XEYdgUYngeZGHI21WDy1VAXcWFt82FqbpJE7tX1dWDvbKGpwohRKWiAgZZBpW9vQtDRT6GlEUVdPmraE9Rs2sWzGdKKmTOHreRHkn7yIv6KOY4lK1iTr2VNQh1bro1nbQJvajkdXLSlZ3iIHHikvS0CVfWwJ4LLRWGTFozZLWVp1umq8hjocKjuXojPJStPjzCin8JujZG8/QEOBgYDejkeoXxonRkUlp2PyWHc+myXxRSxLL2NJtoWF2XYWZNtZlG1nSZaVRVkmTlT8nYGWqA8X+YIQJala/vGQ9FNYUvsbUPmCS+0Tkqz4C+KWyorqJhET0UiRUL+kc/Ba3FMHPKj9XtQ+MVdRLBHdEJDiG4rELvxX4n94QMRCjPmzhHleinYIUr5kphf3pFDTMUVr7CxBkujYGHv+NwA15umSocvQJifSj1O8pIwuYZwUIPF+6UTkw7glPAGSevWulNY2FmIqTN1jipZkem9HKhMKhWtM0RK7ULzE+2UYkaHjPUT9LWhJwDKuC1L6+gKq5CXgcOys7RAlvAD6OhvK7CSKYg9hSjxI2YVdGOMPoI/eg/HcboxxB9Enn0aryCBLX4TSXY9aBMRKkNWIullI8c3BgZ1jcCW6eN6B1piqJ6lUYyXBn3xf4vscF4shvk/pexwLZpWhSvZaietg9EMQnqQMrbE0ZwFZ5QNi4v37hOfgvbFA1HFBpjJkCQWgYlAAVh/W3kGqBkcwDfdTrMoicHgbj/et4fHBhTw8EMG1vSvoPLuT79u9/Pv33/HDty/54dun/O7NI35/7zr3nLWMVFXxXU8vV10u2m0WbvS04nNZaffZeX2rmxfDzby50cNvnt/mn5/c4tdPbvPLJ/f47ZvnvBlopSvhBAO7o3hwZDWPDi/j8ZG1NB7YhL4gGctAB5bRK4huMsvgWKlQKh8GVa7x0Q8yYP206/CKZHwXypakZol4BwFtA0OSyb5CzHQz6HHrcrlRlcZ94zHulu7jpSWDf+1w86dAP79xtvLHug7+b/cAv6/189Zk4HWVlpe1pXzf5eN5h5vHzlweFh/kiuIw10wKycdkzc+kSqmkpSiO7xyneFF9iKvONPSXo6mPyWA0S8fvagL81mriR7OC7uQT5GzfTE+Jmu8DFu4aYxhWHsMZt4f6wmw0eQoKMi5zrdnBy9YS3tpjeJqzhRsnl9K/dyHl66aSvjSc/HWLyVu/krLdX+O/dJyW+KNcVcfz2FJAa94l7FmxWLQaShRqWk1anrnyuV9+jue1efx7Rxd/9d3iL/5b/O+6Lv7ivcKvtDoC+7+kNfYsvx7q5VlTJffNF7jnjMNbnYHZ56Cyt4+qwSuYh4MzMQU4CZAaD1DSPVnd+mCXYUq8Rj6LXcCVfC2DlmlYeLEGqRoapmJoCOPQIGVDvdj6u7A2NlCek0/utl0kLViMbt5i3BGrqJ23lJKZcymaPB1tyFR0YTPQTZ6FJnwmRSHTKQqbgTZ8JlrRmThlFkWTZwbvhc1AHzaT4vBZGMJmogubTlHINPJCwrkcEkbGrDmUfrWV1qwsHvrcvL4+zMt7V3l+c4gXI308u9LHk9F+nl8f5M2dEd5cH+Smz0VDVjK6LzeQ9ckM0sPCKJSgaTKloVMoDQmnODRMAikBUzJQaUNCUE+ahDokBJV0noB24kfoJ01AHxpGkShbTgxFGz4F85xPqFmwCPPCFaiWrCZ76w50ublUuJzo/F4UYgX8UvlN5fWhEV2JXuGBCkgzE8XcxFSLmVyrDUePmOXaTlVnkwRMzu4etN5WdhUYWZlbKZUMFyqdLMmrYrvOjqK5C2t/PzVtrTibm3CIcmNnG9aOLiztvVjb+rC2dmNv7cDR2oSjpQFbux9jVz+JtX6+vKxgf4GKfHcj+XX1iD9fQcBLYZMXpc8rgZbKJzxaXgrEDD9RBvXWo2l0o25sJLvWSYzBwPH4WDKy0nC7a6hvacTir6fcW0tJYy0GjxN9Yx16t4tidz1lngaqmrzU9LRj7+2gqKEOhbMWlehK9jdJ/53y3W5ULjfp2lI+/3wLaz6dx/pZs9g4axaH1qylJEHETRjYciGXbVkVpOsbcRm8tKpq8Wkd1AsDfFE1HqFCKe34VMGzBFxKG16lFb/SJhnhXXoRaFpPUZKalEsZmIuqqLyQRc7ne6m8mESzvoxmTSUBTQ26nEoOnc9lw7lcIlOMLMkW43usLEqvYkm6hZXpFtZlWNmQaWVjZjkxpX9HpcOXtyIo9NQjRTyIkt5YtIKoaUvLK+IWRKlPlA6FglWPyuNC5XVJkKXxC0XLjTrgRhUQAz+9qJu9qJrE2SOdxXXwh7ag9YC0RC29aKyNVS3uiUGhQjKVlLCgL0yk1QeVtaCipmsWXYxjXYhjoaaSh6tpLKNLeLZ+xrf1IXSJFHkZuORdvEY+a9tEW7CYFC+WAK9mdO3jV8u7rsRgmWw8eAXPQqkKJsiP8zQJUBJwMuZlkkFLghMBIeOULfFMgql3MBfs4JPVI/FMlNzE5Pj3ylvQIyWBUEsAvcuOTpmJ/uJ+zBe+xnz+KyrPb8N8bg/m07upOLUN48mdZJ88RGpOFoqGemm8gV6AbpsXdatfSmMWapZYEmQJ0JJapt+XBWWYEiAlecrGoiF+ch67JweOyllaklI1Nh5Dmp0oEtsl9UqGrSBgCciSlwxbQqkS43ik1HgxFmgsIV781i/Dlsi0Mg12YxoYpPzKNSxdPVgzkug49Dn3Dq7k2b5FPNkTwfX9kXSe2cZrfw1/ePmEN48f8vrRA3589pBf9nbSlpFGV24e98wOtMfPcWnXLkwGJbmqNPLzLjDcUMQNl4q7zZX8eK+P3zy+xg8Pb/DmwV1+ePmcl6N99CSf4sr2ZTw+uJKHByN5cmQN7QfWUZx8ivJmN1Vift5Y/pXwZIlSYvBahJDKAPU+3uFdjtZY5IN8LYGWiIQYGg6O7blyhYquLtQ6LZ5iBQ+cSu6UneeK4Th/cLfw+/Zm/uwf5a++G/zVe52/eK/ze1uAbw3FPDWqeNto4odOJ48adDwxJ9AZ9wXexJ2M2lSSalSRcpFqRRyjxnj+qTaae5XHKUncx6nPN/GjtZ3/8F6DwB1+V1nDg+yL2A5/Tvb2TQwWq3hQls39smj6tUdxpR2hNiOV0pwcdNlJXGnQ8sqTyw9lx7l+bgV9B5bQdWglvQm78SedQHNwF/tmzuDApI8p3ric1hNfMpq0h9fGNIYVF6hJO0FFoRJ9vppmQzLPbRd4VBHPd631/GfTVX40N/J7i5c/2pr4S+tDvisqo37HZnxnj/BdbxMP6ov41h7D1apoyo3J6P11UnCuta8X2+CABFfv1KorY7D0AVh9CGAyTH24fwha4heC8it9VAyLBPlhTMMjGAcHMLZ4KTFqUBw7RG7kSormLsS4cBGVERGUz/4UbdgslKEzKQyfijJkMsqQaajDZqAKnUFhyDQKQ0UJbkbw3lgpsDBkqgRhWhENETKDotDp5E+aTMakUJKmzyArKoqaixe5Vm3n1fAgb+/c4OXNUV5cG+LVtX7eXOvl26t9PL/Wz9OrQzy5OsyL66O8uXWN50M9DJiNVJ09zuWli0mZMo3ckMmoQiZTFCKgKRxN2BS0oVPQhkxGMzEc1cQwCieEoggJJU8Y7ieFoJwwCdXEUIpCJ6MOnSIt5aRwlBPC0IVNxTx7AaZPF5E9fSYJEREUnT1DlaVS8jvltjaT0xRAqENatx9NvR+lx48i4EMR8JBiMZFrt+PoH8DS2Ym1tZmatiac3V3kuHxsziphZY6V5coG5hc6WKkwc8nuo6q3XwIzu0hcb26npq1NGtxc3d6Ova2D6vYOqjs6cLSL8TctWNoDmNsCWNo6KQ60c6RQzTeZWSRVmcmsqETlqkPhqSff46bA66VQdApLkOglz+ch1+tG0ehG09Ag+azS6mzElRnQVlXiaW3B0uJB73Wi97jQNdahbaxD0+ikqKEWjduJzu2kuMFJaUMtpT4X1b3tUikx31JFttlKnrOeLLcbMeJIgFaG2sAXG7/is/mL2Dx3Dl9/OpMDyyI4v34zyrPJxMXlsDU+m1MqE2VGP36tF6/KiVNtx6Wy4y2sxq+w41eIsl8NjepqGgV4FdrxKYXi5aJB14Axq5zcC5noLyvIP3+J1G17Kdx9CmeOEr++lFZNBfY8MwfPKVgZU8SKbDNLsx0sTrez5rKZrZkWjuTZOZ9XTWy+g0SFgySFjWJTyt9P6VACrUZB06IkKGIehDFeELXnJ0vlFzVut6RmKb0NiCXuBdWqYMeiKC3KilQQmAQgBRUqjTDCS/lcwXKkDFDBe2L8TxCmxncritfI/q5gGVO87qclR8kkPw66pCiIDzoSx5vnf+rrEvX6oLIlQEvybQmwag0ClmZsF+qWrl1WuIKtwnLpTN7HlxMlcBqDJhmWxoOTDEYyaI3f5ddLICVUonEGc/l9MmyJCfLycwFXwkslynzKpoD0j4ja04DRVExJwknq4g9Qc3EbNTG7qLl4gOoL+7HH7KT81FaKok9QWKxB4RXA3IRB+BjaRcJys2RcH++r+jk/lazIvVekggGl72Hq/fX4ZPjgOQhQZf1CrRoYVyLsf3eWwWr8LuCqbEAAVbCUUvEzoCWeVQz1Uz7YR9ngFcqGr1Hh9VIZc4qOQ59x41gk9w8s5cHeFYzuX0fr6R288Dv5t9cv+f75c948fcY/PX/Gb25c46qxlO4CFYO6CuzJORTFJWEyaCgyFqLRJNNXq+JxoIJ7TVZ+uNbF7x7f4pf37/D23gN+9fwlr6720pt2lOEd83l0ZBn3Dy/j6aHlXD8che3cLsrsJiwjQuUI5mgJZUucq6QS4HjvVbDLUC4hyn4tSeUSxvhxmVsSrImxPVeGpXy18hobNzob+c1VH9961LyqNvIfnhH+6rnNnz3XJMjCd4N/sbp4W2blj+5hHpqtvPU6eeXW8MCeRGf+Ycr3rcZ/+Rh3ag005SRQdnoHrvQ9PDVf4Je1F/Bnbydpx2f8S3Unf2m+w381XuWvvuv8Z30/LzQKSg9/TfqezQwZC7mli+dR+XlGik/TdPk0lvPnMcTHU5Z+kSvmNL6rieO1cgfdBz4lsGcR3+nV/KnVxb/2NDBcqSH1603s+PgfiZ8RQsPOSEZiPufHygSe6aLxxO7BkpyMKTWDzoIzPDcf5br5Er9r7pT+PH+s6eB/1Xbxv519/KGklgdxidjXrKB29w4euyu5Y8vgu5oE2tRHURfFoWv1YOzvx9IrVKU+qUtUUq8kT9Z7VUoyy3+Q8i6rVkG1SkQzBJesbH0IWuK6QoSRXhmQysZW0YlcZSYr+iIJ6zeStmAhpUtWYF++muLZn5IfPoVsUeILm01e+BxyQmeSFTKZ7NBw8sInkxc+ZWyfTP7kKdLrc8PCyQ4NJTc0nIKwyRSIzwibTHJICPGTQ8lcupCS4wdpLTfwZLCT1/dGeXZ3hIc3B3ly8wrPb4zy/OoAT4Y7eDjczuORXp5eG+L59Ss8vzrIy9F+Xt+6wre3r3K3vZVAQSHa7btJ+2QRSROnkTFhGnmTZlAYNgtVyCyUE2ag/GgahR9PQ/HxNPInTCN3wjTyJ04n/6Op0j3lpFkoJ81EGTKTgkkzyf9oGpkfhZEZGo5u5hyq5i5EM2U2abPmkbF9DwaNDqP4ueb3IpQaRaMHhcdHnsdPntdLfkMDSRXlQdAS0xk6urC2tEgJ6o6uLpLtDURdNrAyr5plajfzFdV8rqtF5e+jtrsPS1cLtvZWalo6qWkbmyf4bnCzCAoNzhwUcwatbc1YWwI4WjuwtnSRXFbJN/FJbD15ms+3fsPpi5dI0ahRWC2o6usoaKgnz90gzffL83vJlkzxPlRu8b3UE++oJNVaRl1rK662DrTeBtReAVdjkOV2SoAVBK1aNA216N116BudKBvsGAJ1OAfa0ddVk15aSrrVQrqzhmx3HYV1tSTnFfD5uo1s+nQB2+fM4szieSRFLSd25UoSN2wh7cRFjsSmcCA5F5VQsEp8uIvqqCu04c634su14suz4VbYqC+y49LYqFdbaSyy49GKLsJaLFnF5J5KoiQ+A2deIdn79xO9YROaE9E0qA149WU0qKqIOZvPqlM5LMmqIDLHwvq0SnZmWDmbX0tWUT06bT1laicmtZNKtROzyoXXkvX3BVoKt0tqLy30ianof7sK/G6CSwzybKTQ76FQtM2K3e9BJUzuAoB8PvS+AHp/AJ1PLNGqGryW7kneLTe6gButvxFdoBGtX3iDGoL3AkEzvgxXwjMmn6VdJNAL07xPrKChXlzLqpbk8ZIjIKSS4k+HUguYkkErqGq9V7HegVarAKkPQUuARxC2gspWsLNuPPgEAUlEFwQVLfFsPDQJmJIVK3Ffuh7zYo2HKvkzxT4eogRIyUsAleSZamuV4EpcCwlc/PYj2oEL/D5yA37yfX6KLVWUiM62mEPUx+yhPnYPtZf24Ijbgy1+G+aYnegSTqKu0FDY1Ch50UrFFHoRESF8YOLPKNS2caGj4iygSlanxu+SOV1SpXol71Sw/CerU3+7G/uCQBVUscbDlXjt+2fvPFly6VCUEaVy4X8PWuVDg5QMDlM+cI2qgRH0VUZMp3fQc3gV148t49bhZdzbt5pr+zfQcmQrdyt0/NO1YV5dG+Hb6yO8vTHCP98c4k1PM4+89TzxB3jR2cXjni5u9rYx0Ofj6qCHF6N+fnWrnbc3OvjhzgA/Pr7JLx/e4vuHd/mXl8/4frSb3pSj9O5exJ3jq7l9ZCWPDwmvVhTO3RswFGRh6euWYgMsoow0BlqWsRJgEKSuvAOp8YA1viNRLivK98TsRDHuRxheTZ5abo608fsH/fy6y8mTunJ+62nhv3y34OtStwAAIABJREFU+UNdB/9W08pfPNf4s2eUv3pv8F1jGy9a2nnpruFJVTJXS09SHrcTw9GtdBbE89RZSlfGReynv6SncC/f1ZzntfUs9ujNnF4+l9GCSv7Ld50/WJv4T/cV/uTs5EpGMqlfriVl32b6jBncM8byxBTN/cp42lPPU33qApUJKZgSTnLVEM2vqk5xN3EV95P28qe6bv7iuSoB4Z962vi+o4peTRr5m9YRPSUU69ZlPNce5J9rY7mlOYL11AbM545TeymWa4UXeFJyiEe2NP6fphH+2NzDf3mv89vKRgm6fiws59q+A/i37cBz4gjXTNk8tCXztiaeusxdFKriKelqkcp3lf0izb+PqnFp7jJIif1DFevnYGr862XoEvfk+yInS8C2faifSo+b/IzLxG34gsTZERTNj8S0fB0Vy9egmv0p6ZPCSQ+ZStaUOWRO/oTL4XNJC51Laths0sJnkDFlBulTZpI+eaa0Z4jzlJlcDpsmrYzJM0gNnUZ8yFSiw6cTH7EYzZ49tKgKuNPi5eWNIV7dHuTFjR6e3+jmxc1+7g13M9AUoM3tosVdQ1ODgxZ3LT2Bem6IZP6rXbwe7eTF1U4e3RrkmSgzXh1g1GmjNiGWnHWfETd9Fgkhk7kcEk52yBRyJk4m7+Nw8idMRjFxiuQLy50QTs6EcLI+CiV7Qhh5IVPJC5lC3qQp5ErvCSd9YhgJE0NJDwmTSqIVMxegmx1ByqyFJK/egPZSPKYqCwZ3A3meBjK8bnK8PhRuLwXOehJKy8gyW7H39WHr6sHe0SEpUOKcWuNlXZaRyHwHi1T1zFfY2WlspLxlBFd7D/b2ZqztrVSL8qAArfbW9wOdO9qDA547ZADzUdPipaZFfH4/uZW17Dxxng3rPiNy2lTWfjKHzavXsHvnLqKTk8goLZHKenn19eQ2CEWriRxPE3luLxm1Di6ZismtMeMWJc9AM8XC2C581R7XO8ASkBVcTgm0BIRpvHWoPDUUeR1U9wSo8rnIMupJN5WSZq4g22GhwG4hOjmBL9eu5qtPZnNq/lwKVkeiXROJYt1K0qKiOLt+M3u37+GbvUc5cyIBQ3YpNSIJXuMgkG8jkGvGqzBTr7ZQp7NSb7DjNVTjN4iYh3IqU3JQnzxH/v4DKA/sR3VgP8UnT2JLSsaRlUuDSkdjURXKtFI2Hs0gIl7DkqwyNqWVEJ1polBZg1FTj0XtpEZZTV2BHVeBg/rCahoKauky/R0NlRaKVkGDSyofFnjFUMkGCgMCrARJi7EG4l49Bd4GCbIKhNLl9yJGHcigJc7qJp9UdtL4RQlQBK0FPVjaQNNYSVCUDH2oJSjzUtQk4EwoaEIpCypiIsfrvcF+/DnY8ShM9ZKiNZbFJcBKAi8ZtqTSY7Bj40NTvAxY8i7KhAKuxJLP7xQtAVpiZtY7RStYPpRKiELdkhSuoAlehqHxUCVD0njY+hCgxl//BKBamn8KVAKqxpQqCabGgEqchXqlam4K7k3vPQfiXn5LMwWiu6bGhvZyLFXn9+G5tAdP9HbqY3dQG/cNtfFbqYvdQ0nccbTlGjStXgmojL19GHp7MPQGx9wIeBo/OkeGKaFICZCSr8dD1fj3fHhffk8Qnt57rkRpcDxQSdEN44zv4lrAl1xCFLuYuSiVDD9UtAaDA6uNQwMYBoapGLhKdV8fenUmdcc2cePgUh4cjuDhwSU83recBwdX07c3ipYTW2lPOklL2jlaL5+nI/UcHeln6Mg+T3fOJXpy4unNSaQ7N4H2/DjaVLF06RLo1sbRqYqhQxlLZ1E83ZpkujRpdGkv01+SR58ijbYT2xjav4qbxz7jxtH1PDy8msdH1xLYuZbS5JigWXVUqFpBX455UBjaRReiKCEK47tIiH+fEi9gSoDVz+3CUC+WAC0xvFqAVkGFnjqLniftjTx22ejSKrlpsvK/PSP8W303v7a7+Y+GId5anPwh0MsvR1r5Vb+PhzVF3DbG0Zh5AOXFg1TEnqZPm80LZwV9WXHUx+7luiWWF854bqmPU747iuTli2k5m8JjlY3/8N3gvzyj/NE1RNGGTeycEk72gc/p1l3iQcVFHlXF8Lgmh/b0GBpiE3EXKrGmnOR28RleaXYzcGyBpIb92T0AvpvB8qb/Gi9qNIzq41GsX8n5qZNxHd7APzsv8Mp5jub8HejPfoY16Ryu5Hhua1O4rzzGcNJBfmv18+fADf7adJffGp38zljH0P6DXI2N4VGlkb6yArp153luj+OR6RzlCV+jUCdT3teJcWRYUkiF708Eh8pgJcA4GL3w3mslA5a8yyAl77KKJd4nlgA3GbrEbuvvR2+1EHvkCMfmziNJdAbOXYRt0SrK5y2jcOZcLodPIyVkOpfDZ3N56hxSpswgafIMkqZ8QuLkT0masoDUaRGkTF1A0uR5JE+eT/KU+SSFzyMhbC5JYZ+QGDaXi6GfcGlGBDkbtuFKyeFGvZ/XV2/w+tYdnl0d5clgDy+Hu3kx1MW1Vj++age2ChtlFXb0ZjsGs4Myi4NKq51qu43+9iaeXOvn+Y1+Ht8Y4MH1AZ7fG+H13Ss8G2ijz1QsmeXjFy0kZko4CaFhpIaGkREaTlZIOJmTgitDgsgw0ieFkj4pjKzQKWSK5yHhZIUG9wzhI5sUTtrHIaT9YhIZH4ehEOGmcxeimDGP9DmLyNiyE71CRalQijz1UglO1eBF5fISX1ZJgrEMc0cntf2DOLp6EOW/6t4+8rztfKGoZFmOlQgRTlpgZ5/Rg7l5hIbmThytAcwdLdjb3itXjjEVSwx1lgY8d3bg6GjF2e6TVrUEZAPkl9nZuesAO9es5uCCORz6dA7bZ8/hs5kz2bR8KVu2f825jDTyqx1SjldOnZe8Bh85dXUklhtIKlFi8dfh7mrD2OAivkRPbHERSqf9XblQLhuK0qFYwgCvdtdS5KnB4K3B1txAia2C2MxUNI4qjB4XhZXlZGuUHD92gM1L5rFtVjjpqxZj2bQWy5pl6FYuRBG1jOgVy9i+NJJNqz7jq83bOLD7GAnRKZSka2ksMNNcZKdJa8FXYsVbasWjq6Iu20BVbBaqw2fI/mYnuVu/omDrJpLXrSAuaiXqI4eoSknGkZuLr9CAu8BC9Dk1kedVfJpWwsrLxZzNMVGirMZRWE1tvo26XCsNuRY8uVa8+Xa8CjtuRTW9lel/X4pWgVC0vA0SZBX4XBR46yj0u6QlrgV8KcXyis6NYHlRlBjFdRCSvKgDop4sVhDClAGPdFY1i3vi7KFAPJdAISBlhIg6tJjEXiBMgD4RNCc+swHV2BLQJcqVQtl6r26JGIj3gCWpWGPp8f9/FK2fqlrvy4YycAnokkuH7/1Z79UsrSghtge9UO9KeGPqlQxP4++PvydDmbzLgCV2SaUaAyqpy2+cSiWupZKgUKxEWTfglxQs+b68i88JfnYbalFy7GilpMGBKjeR0osHJUXLH7eLhvhvqIvfhi9xL/Xn9lEZf46yqhIMIrCur4fSvn50A33oxwY4C2j6OZiSAUp+/uH+IZzJn/H+dUHVanxJcLyyJYOWrGyNv5bfI5UfJa/We4+WAC95GQf6KBnqxzw4RI1oFsiJpenoRp4eXM7zAxE83buUZ3sX8eTgIm4fFGbrxbTtWkLHnkh696ykf8dyurcvoW3HEtp3LKVr+zI6ty6hY8si2r+OoGPrAtq3L6Jt1zKady6jZecy2vdE0r5nBe17VtK5dxUd+9bSvXsD1/at5dHBFTw8uJoHh6J4cmQZT48tZeTQGqyxJzC7anBeu0KlNJpHpMQHS4bmsTgBaaahnJs1rkQoq1jyLqtZYpeAa2gYY3s7BYYiyvMv06ZT0lmowJebR1liEpqkaK5XmbhZXcxIqZpr5gq+bffwh9FGXvlyuG+NpaPwHIaY4+hTY6lMiKZLncVDRxmduan48xJ5OVDHq14Lt6tyaIg7SsW+Pfxr023+4rvOH+1t/GfjCA9SMkif8wkHQsNR79/AiOE8T6riuWNJ5r5bK2VymWOjqVHn41bF8sAUze3sL3iUcZ5/szbyp2oX+O/wV+H58t3kNw4bvRmHiZkbyqVPwuhK2c0/1V/ghfUszbmHUZ7fSllWHA26Qu66jIxqEnHs2MTgyRj+o3GUP1kC/Nl/k29zSnFFreNGxmX+dbSHux0CQo/yzHqBGyVnMMTuIF+VTpWY+Xl1hPJhAUYi06pfgmIJpMRw5w8UrncQNs7sLr9GPJOhajxoyRAm0udLXC7O7DvIwalzuDx1FsUREegXLqBwzicops0mZ9pMUqdMIzl0JimT55A6bRqps0O4/EkIl+dOJXXWdNLmzODyJzNInjmNhKnhJEwLI35qGHFTxR5KwpQQEqaHkbF4PqY93zCozuPbFjffCzVquIMHvS086G7hSU+zNPNyoN6KVVeIqiCfjLwC4rMLuZCh4GJmIUkKDZlKLYUqDZVlRjoDbh5f6eXNUD+v+rp5JmDtah9vbgzw3Wgvt+urccRdJHddFImzZnEpNJSYSZOInTCJ2I8mEvOLCdKK/cUEEn4xgcRfTCDp40kkfRRC4i/EPknakz+ayOUJk6SV8nEIif84gYR/+JhM4QOb9QmqWZ+SNPkT4pevoygxFbOjBr3Lhaq+URrfk1Bp4aJeT1lTEw0jV3H29uPs7sbZN4CutYc9OhuR2ZVEqGtZUGBlf1kj1tZRGlq6qBYROh3NCJ+Wo01EO7QhyoTjYaums4OajjZqOwLUdPmp7unA3t5FWp6KXZs+58TqSOIi55EWGUFy5HJORyxgx7zZRE6fzPJlizmbnITCVkO+ox6Fs44MSwWZ5WrMrnJa213UB2pQW41sPn6ITaeOkldtlqBKXV/zE+CSoKu+Fo2rBm29g7JGBw5fHSq9mpMXz2Gsr5VM+yaLleT4GPZ+vp6NM8PYO3MS6o2R1GxZhy1qEcbIeeRHzufC4nnsXjifjRFL2bdnP4dOnmXfkROcPXae7PPJFCdkYU7NoTIlHe25GFRHzqDceZy8r/aQvmELGRs2k71xPZmb13Bx9RIOR0ZwYM1K9m9YS9GlS7Qry6hJr2Df4RyWXdKzNL2cvdkVaNVByKrJM1ObY6Eu14Yrz45LUY2rUChb1VQX2uiwpP6dgVZjUNFSCfXK40TRWINSyIu+epReFyqfiyJ/AxqRs+X1oPV50IrIBp9YjeiE0iT5tYQh3o0yMAZmkkHejVIoYuKzJfXKK3nBRAtpoUeAlSc41NrrRelpHAuXk2MjgoD1IWgF4SqYuyXOwdKh6FgUXYoi7iFYIhTqlaxgjQes8fdkwJL2d12HQlVqoqglIO3i/H69V5wE1LyHm+BZXH94TwYreRfPJZVqHFgJhUpWqQQ4SepVwC9BlQxS8i7eK38deRdAJ6tqhrFOP0NHG2UtjRhMReTGHqXk3G6sF3dhvbQdS/wubNH7MJ88iPr8KQxmI4aeFgx9wbKgrq8Lfe/flghFyfC/W3I6u7T3iiT396//OfCSFSwZon4OtOR7MnAFd1FWFD6tYHyD8GgFoSsIXJLKJTK1BnoxDndjGeqjIuAhSygcR77g9qEobh2M5Ob+1dzct5xrBxcxengZo0dXMnpkNTeORnH36DoeHl7H3UNruH50DTePRXH7aBR3Dq/m7sGV0rp3YBl39y/n7oHV3Nkfxb0Da3lwaB33D67l3oE1YyuKRwc+4/mhlTw/tJinByN5emgNT44s5smJBTw4swbL6V0YSnU4R/upvDqEaWQE6+Ao9oERSbGqHBmSvFYixkEGqg93UU6UIUs8k0GranCICjHU3GTEpS+kU1eI/eI5qmJiJPXIlp2OKTOGu3YL/dZSrtXVcdNp50ldIc+rz3G/6hTOyyfRJyVQkZNJZew5erTZ3Kkx0qnKYdBWwR/ePOK3z67z4+1eXvV4uFVdzt3yMn6sDvDvjg5+XVTM1eMnKFm+hph5n2I8vI7bpee4ZTjPaGUWIw1G3IXJaM4cojI3lbbyDG5XxnBLdZAfq4v5Y20rf/XfkiBLdAv+2TvMq7LL9MXuRrFyBpov5nO3+BRv7ad4ojtFf/YllCf3ok+Lp8ddy6vbAzztbuBOmZahixe5l5rJDzoTd1MzaPt6Ow3L1tD5zW5eFRt4WVvCvbKzPDOfY1h7luLEo+Qqc6js7cE0OkL5FZFz1Y/oapVhSd5lgJLVLVnNkp+LXYYpcZZfJytakpp5ZZiKrg5SUpPZPz+ClOnzKZ6zCMWMGSTPmEzyrOlkzZ5NxozpJE6eQkLYTBLCpqJfs4Cm41F0nltD66m1NJ+IounkCppPLaPp+FJ8RxfjORKB+/BCPIcj8B5djP/EEprOLKcrcSM3iw7yvCae542pPPKkcr8xhQcuMQEgmaeuy9yvSaOn5BIu9TlsRRcpUUajz49GlxVNUdpZ9JkXKBPNDvmX8BTF0WdK55lHxw+BMr73G3kVEDEhxTxrLeZlWwlv2o08qsunO+soziPrqPg6AuOmuVRs+pSKjXMpW/8JpetmU7Z2NhVrZ2OKmiWtijWzMK6aQcmKaRhXTke3fAYZs8JInPQxqR9PJOMXoaT9jxAS/2EicZMmkjFzOqpZ87gcNpu4hStQxyRSZrWhEh4oEVbqqOGCRkN+tR336DXcQ1do7OvDPdCPuW+AcxUOVqUbiFBWs1BpZU+5m4rWK7g6urGLbDURBSEULckML4DrPWxJgNXZQW2nULfacHS2UDfQhcXTwIVTJzm8KpKEVUtIX/EpWcvnkbk8gsvLIkhYtpBD82ezakooa1etIDrtMiqbg1yLlZRyHWUNFXS2OQg4S6muM6KrLeNSYTaX1ApUY4Clcn0AWvUCsARkOtC7qikRZVx/A7WeBhTGYlKNBpTVVtxeL7GnT7F9xRK2z55M9MLpGL9YSe2WNdjXLqJyZQTZSz7lxPxZbP90Dp/NX8CpCxdI1RYRl53NpbhEju7ay8nNX5H2zU4uf72F2HXrSNv4ORmffUFq1EYS1m4genUUpyIjObpqOfujVrB7QxTffLGRXV9/SWFsAu1qC2WJxWw5cJllFzVszTSTqXRQrbRRm2+mOt9Cdb4dR76DaoWD6oIaHOK5qhqr0kaL5e/MDF/grkPZKALMRO3WicpbJ3USBsNGg4Z2kfZuaPJhCIjdL9WDRU24pDkgLXHWN3vQi86HJjc64fcRZnapU9GFRiSPB7yU+Bsp8TVS6vdQ4vdQ6vdi9PukXXy+VkQKvCshivLhe9gK+rXk0Tw/BS3JBD8GXTqRs9UcLAuOhy0ZsH7unl6Y4kW2yk+gKghbArjeLdEpKWVNvfdMybAjA9TPgdBPXtPa8q7sJwOWBFmiHNj0vhQowGr8ZwlQkxWy8WAle74EYIn4BJEsL5ZBGqnTSkmgDnVJAYqEcyhO70Nz4QCF0ftRJ5xAG38BdW4GGnc1Bb1NaLrbpLEQxV0il+unHi3h1ZI7DOXcK9nDJe9/4+WSvV09XRSL2Yhj4CWGVsuDq6Wkd6GejSsTygAmK1d/u491J451GsoKlryXj5USywa6KR/swDLcLw2aPZsQQ8G+rXiOfoXvzOd4T36F78iXeA5touHAZ9TtW0vd3jW49qyhfs8aGnatxrlrJY7dK7DvXIZ52yKs2yNwfLOImm8icG2PwLdjGc3frKTpqxUEvlxO05ZIAmJ9tQz/V8vwfbUc/9fL8e9YgH/npzR/s5zWbVG07FxK8955dByJQrPnC3IzU3EMdGC6NkT5yAi2watUD4xIP5hNI0FT+3jQkuMdZL+WDFo/gayBAapECVGk59srCVhLueWqwhF3GsX+byiNPcfNEjMvrQ2M6gzcNzlorizlitvGaFU2t0rO4U/cguLAJgqjz2JMTabq4mlGKgp55KmgpziPTpOeV9cH+cOz+/yvZw941OlnwFbMTVcl911Wvmts5ElZKZ3RFzFs2ETy8nnURH/OTf1x2lL3cs2q52pjNX5NBqrDO6hKi2XAlMNIySUemNP4Q28D/9zk5UdXgP/y3eXH2nreVmnpP7+f+q2rqNm+lLa4z3lpP8fzqmPcVp5hWJlF0aljlCbE87Cthd8+f8Bvnt3m+y4/d0u03Kss5YalmGFdAT0XzxPY+AUNi1cS2LCZ4QuH+LbiHA/LTtOpOIMh5QI5hYVUdPZQdeUKIptN/D2TIUmGKBmypLDc/j7p+XjQkp9XjvNiyZ/xfh+UvkaJz8O5b7Zyauo0cudESCb31I/DSJ02ndRPZpM2ZyYps6aSMHkKcSHTiZs0Cdeu5bzS7eAH45e81X/Ja90WXuk38dqwgTeGjbw1bOSNfgOvdeuD16WbeVvxJd9VbuFN5Zd8a/qCp+Vf8Lh8M0/LP+d5xWZelq/ltXEtb0xfM5q3Ad+lSOynluFL/Qp36hc0ZX5NU+pXOM6swpOwGV/iF9SeXYnv4mo6E9YymP4Zj8t28Mq2nxeW3Tw375LWs6odvLDu4nX1Xl6Zd/GseAuPlJt4mL+eR2Llredh7mfcy13H/Zy1PMyK4mHWWh5kr+V+5hrupK/iVtoK7mdFMRy/Ds2qWcSE/ANJEyeR+lEYKb+YQuJHU4iZGMKlSR+TET6JoumzSQ2dyemFy8nOzCDfXUOmqOTUu0nQ6rmoVGHt7KHl+k18g334h3pwjw6T7/byeU4JEQob81Q2thidFDX3UtvXja07gL2rmdo2ueuwlWoJuIKlRNFxKMqHtR0dONu7qOvsxCNK0OV6zn/zOalrI8lbEUH+0jnkr5xP/uoICldGULB8AZnLF3Ji4SesnjmFNZ+tIalQSUaFmYvFKvIrC2hyl9PrqaK6vgx9g5lSnxuDp4EiqUQovFnOd14tSd2qr0XXIFYNmno7WqcFZ2cz3sFeMs0m9imyOFeqxepvJCs9mV0rl3AyYg75qyKwfb6Kmo3Lsa+KoHL5YlIi5rJv3gw2z5zO+qWLuZR9mUyribwyI6npGWxZE8XXn3zC2UWLiBXPly4gZsViYlYs40TkUrYtWsDudVGc2LObs6dOcSk+nqSsTFLycjgfG0d2XBqNahsFSTo2H00jKk7NmTwbxsJqXHnlOPMqsCvM2POtOArs2PPt2BV2agrt1BZaqSkw01H5dwRaL25GkFfvpEBAlmgFrXdQYC8l11RAdnku2WVZ5FTkkFOWS255HorKAgpMBRRUFqCsLJTO+eUKFOX5FJbloSjNQVGSRX5pFvklGShKM8g3ZpBnFOd0lCUpqIpTUWiTyVElkKdJpECfRKEhhXxjDoU1JinwtEjkcYmMLm+jZH4XHY0iDFX2ZMm7rGj9HGjJYCWrWfK15N9qlvO4AhJc6aSSYVDJUreI4M4gUBWNgZfY362WJml21nvgCvqoipqDXX9FY4AkIOknq3Usk0rcF69pEhEXTahlv1VLAOXYEpAl4Gw8XMmKlbwLqBJwJQOWMNtLkQpibERnN/qOHjTdnWjFHKumRoory9Ap8zEUZlNYkE5RqYpKq4kq0frb4UPR24oY3SONZWgVYxlEJpjI/RLRE8HBzrrOTnQdInpChLN2Il2PKWi6rg50PV3oxdDmnk4M3Z3oBZxJhno5gFX8mYNLen93JwZhrO/uRXjDhLIVVL5+aoYXoCU8WeOBK6ho9UnxDjJgybscWlo+0EPFYJdkLtd3D5BbXUOpIodeMdOuWs2wWcmwsYgRg5Yhg4oebQ49uuDzLn0uHfocOrU59Goy6SpIwZd2Fk/SCVrSztB6+QxtaWdpz4imNfMSTRmXaM6MpSk7Hn92HL6sWLxZMXgyLuEWmVKZp3FnnMGfFEsgPpGmlGhaMs7huHiUglPHMeg1WHvbKBvtp2JkBPvAqARaZhEdMDoOtEQC/FjpUIYtAVcfgpasbkkxESLE1WmnyVHBo4CDxvQLpG1dQ+XFszwx1fJLu59nVdVcKSlhsNHCd7f7eN7hZEiXSvWZHZgvHcCYcIbMA3vQHdnLiEnBi9Yq+ktz0J4+gDb6BO06Fbft1VypMtFmKKBBfZkWi45rLfV02soZtJsYqSjFl3GRPt15ehSHqD2/jXtOM/cCbnqKFRiO7KRdo+BVk53rlVn0laRyz2Pl9WA73/cHeOmpoj3/AvVn9lG77QscmyNpOb6G+9q9vHGc417pcW6UpTBYpUF96RTqk8dxpqTSWVbK3aZG7tdZ6Vfl4lVk0KjPx63LplObzUhuGgNxF3Ds+5r6c1u5ZzzNDcNpetSJmLIuU1Ckx9zVh2VkhEqpbChiF94rUgKiBCwJsLKOBuFYPP850Ao2OoyVDgffB5EKA7z4HPPVqxhcdVxcv46LoaEkT5tJQug0UiZNI3PybLJmziFt1kwSZ0wjZvJUYiZNJSb0F7j2LuRb3Ua+L1nOm6LFvCmKfL80K3grlnYl32lX8r1uNT/oV/NDaRTfl63hu9LVvC1ZyXeGlXxvWMkvDSv4pX4Fb4uX8Ep8XsWX9KeuoWjjRFIj/g/KtszC+NUUrLtnULF9FvlR/4jlwFyqj0ZgOzifmsPz8J9Ziu/0HK5kz+NVRRQvS1bw2rCCV9rlvNEu441uOW8NK/muZC3fl67jVyXr+JV+LT9oo/hes5q3mtW80Yq1irdi6VbxRrOKV+pIXqmW8606kh+Ko3iQsY6SFdOJm/h/ER8ykUuTwrkk/ptMmELCR+EkTgghfuI/kh8ejiJ8JscmTeXs4YNkOy1kCOO4MJpXWjiWnU2G2ULg+nWaR4doGuzCf6WP6v4+TlfUsiyviiWaaj7TWElwBrD2D2Dva8XR5cPZGqC2tUUqGYpcLVFGFKtWKhm2U9vejrOtm6a+IXx+D7kXT5K4fhn6jZGUrVmMetHMIGytmo9m1UJKIxeij1xIxvIIts2ewtwpIWw9sJ/UUhOXSvSczUsmJzuBelspje0N6IW53V2HusEpKVrqBnEtVi1FjWI5UYluwoZaCTDzGx2ovLUUN3u4bKlkb2Gmk++8AAAgAElEQVQeW1QKtutUxFUUU6hXcfyL9UQvmYdmzWKqNyynOiqCqiWfoFs0j+gFs/hiRhjLwiaxe9tWssuLyXXayC03curEMTYvmMuJRfPJXr2c7OURxEbM4vD8GexZNo/9W9Zz9Pg+krLTyCsrQWGxU2B3oLA7yK2s5FJODrGXkrHlm8hK1bH6ZCJrk5UkK6uxFthw5ZTizDPiUJioya+iVmGhJs9Cbb6FOkUVdYpKXHmV9Jr+jkqHEmg1OMn1OCVDvMpcQr7iGOaS3dRXbsOqi8SiWYVNs4maiq9w27fhtm7DbdmGx/INbvM3uKu24zHtwFe+g4bir7Bp1mNWR+HQrsNr+gK/7Wvcti9ptH2Bz7oBv3U9vsov8JR/hadiHZ7KSALmddSWfo2+9BLqBgdFbV50/jpKGgNofa1SJldRoEHK2RIjCgRgCdj6/wItGao+VK/ka40INxWlQQFUrQHUrU2oWwOopHPwnlQ6HCsfivR56bXNflTNfpRju6pFZE0JY3oAVcAvBX6K5+K+2MUzAWTiufQ66XOa0TW1oGsSe7OkvonPL2oLoGr3S0t4wUTelgRVYzAlA5XYP1SWZIUpCF9i2LNQn7rQdHagER2E7a2UtrZQFvBT6m3E4G/E0NIkDU2tbPFSKlrXW5ulFHsxHqiso53yznbKu7uk3+QrusRomwFK+vox9Ak1qoPiXqFSifE43QjlqGSwG+1wD9rhXnSDvRj6ezH09VLS24tRvK6nR3q9vrsbfVc3hq4uivo60PZ0Ud41gKl7MAhb/T0Y+3sp6x2grFc23Ac7FoNKV7CjUSop/neKlgRnopTYh6lfjC25gqm/F4ermis1Vdx3lPHIV82Lzmaet7fyvL2Zxy2NPG338bK3lWd9bTzubeNxVwfPuzr5tsXHoxoT9ys13DYquGtSc9Ok42qVntsuE/d81TxoaeBeu5c7bV7utHu52+7hblsjN/w1XPFXc83v4p67kQceDw/99TzyiblgSnTqQip9jVQOdlN+pZ+qK0NUDw7jGBQZWsPSoGmpVDg2okcGqw93AVfingxZ0i6grH+Aymo7LVVlPPPX0FmQhDnmCENGLf/m7pWys55V2fhtfQdPOt38zyejvO3z01uioE+fy53aEkbMeiqjz1B6ch8jlfl822ZhyFSAYv82srZ/iSMuGk92Oj5lPk1aBW5lFu0mPZ12E1X5mQy4a/nDo3v85sYQz9trqbl8ksoL+3lYb+Wht5aekkIs8We5W+/gkaeGQVMRQxYdV2pMDNWYuOOr5mlbDaMWHb3qfAZzMmg4upWO6PW8MR3jpeUcI9rz3LZpuVpTjir6MJf3bqE8+gwNWRk0FRXSZiikuSiXxvxMarISKU86jTnjIrV5SYw6K7gbsHGzUc+d2gx6i6IZ0Odhy81DrSnG0t2H+crITwDrnRI1Bl0ClARoiXwtcZbA6cNxO8KfNSziG4Yol0JJxezCIHiJeA6bGALudBG7fiPRIeEkTJ5OfNg04sOmkzxlFmnT53B5+lySpszmYtgMzoaGcWby/4ntwBLua7bxzLCRF9rVvNRE8VLzGS+K1vFMvYbnRVE8U6/lpXY9b4o38cawibclG3lr3Mib0g28MqzjlS6KN/q1fF/yGd+XrOe5cQ0Py9bxpGIbI4qt2A4vxbD1E0y7PqX2SAT1xxdhO7CAmqNLqDsdSenuuZgPL6b+3BpqTkbiPhPB7YKVvC0TX3Mtbw1reaVdxSvNSl5rVvFGt4bvDGv5XizdGgmwvhOQVbSKl6oVPFVG8ly5jFeqpbxSLeGlcgkvChbxvCBCWm+1kdxMjES7eCqJH/8DSRMmEjvh/2XuPd/aPtN937/i7L3XSjKTxLHTHXdTjLuduDuOYyd23HvBBQymVwFqgAqSUEMICSGQhAQq9I4Bm+4St7RJZq1Zs2bN3uucF+fa7z7nen6gjNdcM9fZL+fFfT2/ohIHbH30vb/P936bW79dyo3fvEPaa2+T8frb3PnNEvJfW4LstaVcfe1trh8+jLzeSqnkB/Yj93q5qqniZFkJSp+X9vtjRIYHCPb1EhwZRhPp5MtqK5vKTWxXOflS10RpsA/nwBDeniDNsWY8kVYao224oyHcUaFytdMYDeOJRWjsiNE8MEiouwezrISivTtQb1uLeedabDvWYtq4guoNn6BI+QTNptVYNydg3bgezcb1pK75iM1vv0FKwnpuFcnIMZm4oZBz5tYtbmZm4Qg0Y48GqPQ5UbQ0oJAAqx5Vsx1liwNFwEW+28Etq4VLtUbOm2u4bDOR4XGS4XFxvLKSA3Il+6p17K6u5rimEqWllvRjX3I7YQUVm1Zi2LaK2o3LqUn4gIrEj0hd/yGfLnuLxA+Xk56RhabBhcJdz7XcO+zfvoFT6z6mZFsi1t2bqd2RTG7SKk5uTOTS5fNkyEspMuuRu+zIG52UuRsocTooctjJt5m5qZZzNT0Ta1ENsiwtiRfT2JhbRpGynkaZA3epEWeZkYYyMw0yiwRbC6uNRgFaFVYaKux0WnP/gTxaQtFq9lAcaEQe8KIwyKiR72ekeRffxrYxH1zO40AiD307mAxsZLotmenQBqlmQilMt4lrm5gNbWE+sIlpXxJjvgTuNa9jypfIw1AKc20pTEVEbWY2spG5aAoP23fwNLKLlz0beNn3AT/0reBxeBsNhiPIbCoJtDTBZmp8YSpbwyhEG1K0I0WMxGKL8P8EtIR6FYcuoWyJQFPJwyXaf0KZEoAVbUMZbUMhQGsRqCQgE88V7yXakFJyfauUMSZ2W1a0tSJfLAmohEE92Ioy1IpSQJcAq3ibUVK2RBtwoSrDYSrDEaoiYqZgFE00Iu0K00XaqYmICertC8GmYhD1Kwnyr7YIBVjFM63iLb14+y5+Lw5j4rrUqpN2Ei7sJtQN9qOKRchUVHDrTiqZadfIT7vN3ZxsMosLKCnKp0xRTJlOgcqko8pWS5XTRrXHgaa5Dl2zBX2zg5omN7WeRkweDzXNTWj9XrQ+H3qfD13AjzYURB8MYWoLY4p1UNMtRgd1oO3ppKa3C1NfB6a+Hgw9g5i6B6nt7adGQFu/ULgEaAkVS0Dewu7GuJE+vnNxwaP1F1/Wr4qWaB0K0BpcWM29CzsUxc6xWreFoE5JKC+DkLyA8WYHD8N+ZoONPGiyM+6xMuGtY8LXwP3WRqbaAjyMtPO0zc8jVy0jlYVEcq4ypMhmoDKfUFE6g/oyngTqeRkL8KwjyJNYkG87QtLxy85WHrW7ud/u4mFnkB9jYX7qizAfcjNsrqZJWYjGWCX97K33BhFtQutwP/VDgzSIodBiZuFivpYYyRMHqVdVrThwvQpakhFe5GgJtWtgEIPNhk9fzSOfk2lHNZNOPf8aaOf/FqnwLe38b98wv3O10meuYt7nYMJpoMcgZ8pjYr7ZyreBemYaahk2K5ls0jIbMDPq1BGUF9BamkdMLSOsLcerKMRbno9fXiwZ74PqClpU5TxobebPj+f53z99x0+j/fhUxUQ1Mp4EXcz76hiy6wlr5Dxu8zHjaySqVdFSXkBEI2fK62DSa2fcZWHUYWSuxc3T5gYGym9yr/govziu8bj2GiOauzz02Jj2OrDmXcdRdENqlT5ucXPPbiJqVNKqLSdSrSCsKCJYlkVLRR715QXMdAX5z+fT/OfjQR63m4ip7jJYo8ZZVoGqUoO1qwvL8DDmRagSkPUraC3OJhQqVhywxPrqefxYtA5FCa+XcUQA1yC14nlDg9Ku0vrRMUxeH7f37Of6W8ukXYQ5S98jY+ky7rz3HpkffETOe8vJETsGf/uRBGMXl76G/eJB5hx5TFhu0FP1DZHywwSLDhEp/4ox8zUmLKmM115j1HiZSNnX0vUu5XEiZUeIlh9l1HiRB7brDGjPEJUfpV12iEjFfmLKz+mqPE6k4iTBktNEFVfoUF+mR3eVDtVZQsXfEFVcwFd0kvqMI3gLT9FWfp6Wwm9oKz7CqPxzxuV7GavYy4RiHxPK/UxWfs5M1WHmNF8yp/mCKfV+JpV7mVbvZ6byINNVB5nSHOJ+9SEeqPcypdzFA/lOxsu3M162XTq+X7GDueq99GbtQpb0Abd/87pkls987S3SfvMON99YQpqArNeXkP7GMu7+89vk/dObXHrtt9w6dBi1zUqFNH4uiCrYSn5jA8dKCzmal40+4CNyb4zQ0CC+oQF890ZR+9s4KKtmY5mBrVUuvjb5kbcP4B0cpqVH+LDCODvCOGPtUjXE2mnsitHc24V/eID6rg6KVXJSDxygfMdW7Hu34NidRP1n63BuX4tt2xpqtq2mZvNarFsScG1Pwrl7I/IdiRxdvozV77zF4dMnKDDVkK7Tcr6klKPXb5IhK6Ux4sMedqPyOlB6nVQ1O6j02ihvriOrwcpZvZYvlJXsU1axT6XmgErN11otlxwOvjEY2K9Us7dKxy51FSf0Omq9TcivXyUzZQ2yjR9TufkjdBs/xLBhOfota8lKWc3e5R/w+eeHKDdZqGlqJr9SwZ59Ozmw6gMykldQvW099buSMe5IIi1lLRmXzlJWa6HE7abQYafAbqGgzkqBXZSFfLuFHGstt7RqLmfcRZMhR52tZ8v5dLZmlCArr6OpVICWhfoyC07ZQjWUWYmXu8JOo9xOg7yOLmvePw5oCUWr1OuhxC+M8E0oTXm4zQeYim7jadd6Xvau4NvIevrNG2jXfkrUtH+x9hGp3UfUvI+oZR/R2r10mPcSte7DZ9iBR7OFlqpthLW76DQdIGL+nLbaI7SbjxCxfEG09gvatJ9xz7OJZz3redG1iu+6txFp2I/anI066KVKTFsPtqEKivE9LWiCQaql+IiF7KxXQUsColc8WnG4ehW0BGDF24gLwBVXsxbUJkmFkhQqMeNvEZpEbEWbgKeF0QhSpIXY+RcIIsYjqFqDqFtDUonRDlWtIaqCYiZj+8IAUzGo+dUKh6kOC+N8DHWsA1VnDGVnFJUYmyN2CUYj1EjwFZXCQl/1YklK1qtJ8Yuw9bdAKw5dEmR1dyHM6QK2tN1dUhmFKtVQR/aRo8g2bESXnIIpeTNVm7dTuX0n5q3bsX66E+uBfdR98QWOw0dwfPU1zm+O4zx5HMepr7CdPobl1EnMJ89Qe/I8ppMXMZ68hOnUJWrPXKDm7Hmqzl9EdeEylVevob55k4rbtyi7c5vyrHTk2RlUFhZjamlGMzyApn+Q2h7RCuxBO9RHTf8AJqFoxQdHC+B6paRdjH9H0RLAJbUPB8Xr9SFAyySpWt3onLX49Sr8RVlYs2/gLMsmpKug06Qipi8npC4goMqnTSOj16blnsvMYJ2evtpKwopC3JnXcN2+QF95BkOKOzTfOY0r6wrhqhIGbRqG7DUSNPRZqukzqxixqRitUzPgrqbPXsmYRcuwTUtLeRaenGu4ClLR6+UYxVbxUWGEH8AyPIBjYED6xlw3MLQwmkcoVVLMw4Ji9X8MWkIlGRyk2mbFXq2UQHLKpeO+R89Yk4UfvEHmG+uZdZkZsKjpEv8vNDJ6asoZsKgYc+oYc2q579Yz02JhJmDjfrOZe41GRt0mhp0G+qxVdJkU9JhVdBuVRKtltFYU0FySTVNpDgFFMWG9kt56E7OxVu4H3PTadcwGnMy1NvCgycZ4o5U+q5Y+k4Zhm1FaI9UVDFr0PAo0Mdvs5l59LcMOHaPOGvoNcnrkt5irucHLultM6K4ybChg0m1hyudiyGVgOmDl+5ibH9obeRn2MN/uYsxro8+spbO6jK7KItrVJbQoZQw22HnZ3c6fJrqY99fSpSlm1FKDQ16GslqNpTsqAZJZzDscEG3DQUS7TwCUAK44WL3aLhT34hW/v3C+oGaJHYy1QwtlEa3HRdiytbWTf/Ycl9//kPR33iN/6fvkvrOU7HeXcvfDd7n7/nvkvf0++W98IHm0Li5ZhvLYl7SqirDLMpCnn6fg+gnyU09RXXiLFmslPluVtLoN5ShzrlN+9wra0jso866jyLlOo0lO2G3AWllARc41yjIvUp19BVP+NWqLb1KdexV1zlVslXl4bWrsBhlqWQay/BvI8m5SknMDnSKXFkc1PpuCdqcSnyEPQ9YZajJOoc84iTbtOPb8S0RqCui2lNFjE+3bDGpyT6HJ/AZD1mlMuWexl14haM4jWi8jZCmkruIGlZknKL95lLLUI9KxPu8czbosPKWp3N28kitvv8bt3/yWO28s4c5vlpH2xjuSmpX52oKilfnbN0l//XVOv/lbbh37GrWjDkWrmLPbjjbUjtLv44ZOw+e3b/Jl6nXKTEYCg/34xwYJDg8QGhihvKWVI1ozO5UmdimsnNI3UdDYjS4ygrV3CIfI4hIlQm17e6RB02ZhP2lyc7NCxr4jh9m7PpHUDRtR7NyOadcWqf3dtDMB98611O9aj23HOuxb1uL5NBHfoS0YD2zi+oYVbHzvt2zYlkyaqoQMczVXNQrOFORwPPUyxepS3MFG6kIt6IUXq9FBZZOTYpeDs9pqDsjV7FJp+bTSwG61jr3ySo6qq7lur+OsVssXpSV8IS/noKyUc0oF1gYn5rxs8rYnU7ZpJdVbVmLasQbnpxtwf7ad/KT1fLUxkeySPKqbneRUVXD48EEOJqzmRtIaVEKR25FC7c4U7iR9wu2v96M1atF6miiyO8iz2civs5FXZyPfYSfPbiXXZiHLbOJOjZbbhYVkXb6LKk/PN1fyOXStAFmxBZfMRaOsDleZ7Ve4EpDlKrdJJUBLVLOsjn7TP5Ci9StotfiQtzSjMmQSbNjLw64kvu38kOfd7zHj/5C2qhR6bHncD5gZa9Yz7tXyoEXPPaeCTl02o/ZSBuvldDoqCDtkuKvSadVnM+SoYMKt4kGLlolALaOtRsaDWqbbdXRabtBh2cnDaBIvulbyY896JkLbMJnPUeE0oQyFpfabOiwCTf3o/GE0rUJdWthp+CpoSR6teEK8GDK9aIb/L6AljehpkxQtCbgkhWnB6K4UMCWgSrT7xLEUU+FHHloIZa2Q4ilERIWYnyVCQUU4qAgJbUMpKhhCFRSZYWEq28PS6BqVtEZQR6KowxFU0iibCJpwlJq2GNqwgK0o8s4Y5Z1RKjqiqGJRKkVF/rKj8VXYivuz4mqVULVehapXoUsY0+OP0wnf1uJ5dVcnBpG9UqNBs2M3sbUbGV+fwr11KXSvT6F17XpCH68g+vEqYivWE1mZSHh5AtFPkuhYmUR0dRJtaxIJJKzFt2EV3g3raEnZiG/DFvxJmwkkbcSfkkRLSgItSQk0JSXSmJJI40axJtO4MYnGTUm4Nm1E/+kBdCo16pEe1GI3V3c/pr5eNEO9EmgJhUuAVlzJ+uv17ylaUlK81Drsx/wraA1hGOxB67YQsGgJKotprirBVJKJrTSHe811PI41MxdqYDbYwFyoiSexAN/1BHne2Ux/nZ7a7AwaigtoKcunS5nHqOoO0ZLr+OV5WAvu4q8s436zk/m2JqYCDh40W5jx1jIftDMXczLuNRJVl2LLTaNBlk2oLBtv0Q1MejnmaBv2kUFMw2I3Wz91AwPU9w9iH1gIrxR5WqL+WtGS1K6/4dESilZc4aobHERlNWOpUjAmFJ8GLQ9cWkYbjQy6jdxrMDDtqmXOZeaBw8A9azX3bFWM12sl0Bp3aRlv1DLlM0qgNeOrZ7qlnmmfg6kWKxPNtdxvMTPRaGDcqeNenY4Rq5ZBUxU9BiXhqlICijwClYW0GRV02TWMNlqYDbqZ9juZFiqb38mYq5Yuo4pwdTlRnZxuYxUjjlom3A4mXA46DVUENMWETRX02auYqFfytEnOtDWL7qpb9NaWMeysZbSpngm/gwdeAzNuFU+bNcw2VjNUX0W/s4aBuhqGhKHeUEFQXkRDcR6ukgJCylL6a5V06svo0pYzbKnBWlGMUq/C2huRWrrm/mEs/UMSZMVVrbiyJSBKgFYcrl5d/4vSJRStoUFMArIWlTGxi9EqebYGcXR1YaxUcmPrVi4vfY+cd96j4O2lFCx9h4L3lpH37jvkLVlK9lvvk7bkA86/8wFnV67j7MZtHN+0nZM793Hzm9OUZaZjUslw6Cqxa1TU6Sqp11VRqyrDoJBhrlRgUJZToyinTl+Nu7YGm7YSk0qOqVKBtaqKeq2e+hodVl0lyopirt+8xsmLlzh69jL7Tpzjs2On2SPq65McOnmK05cukJObgalGgVUvR1dWhKG8FEN5CdrSIowVMum/wamvpl5XiVEtQ12ai6o4h6qSPKpkBWgqCqjVlmM2ytHWFFCsuE5m4TnSc89yJ/csmQUXyC6+gEp/l6qSK6RtWcWVt1/n9htvkvXGUu6+sYyM3yzj7uvvkCXM8W+8Rc5v3iT1n/6JC8s/QpaZga7ZK/3bXd0eQdceloY759ntnMnL45NNm0nauo3s4iLcbQHCw/1Ex0bw3xvF0NFNgTtAqt7FiQobn1fYOalv5I69CVlTgIrmVkpdXgodTnJqzdxQq7gkK+aKrIDredl889UxDqxN4NTK1WSuW4128zq8u5II7E3Evz8F754NuLetx7N9Lf79G3B+vomK3UmcTPiEzetWcPbmJfJsWm7XarhaLedsTgYnUi9wMzedMn0VNn8LdjFbuLGBrDobXypV7FRWsbXayKZqE9tUenbLqzmnN1HoclPR4KTUbqHYYiTXoKNIKFo1OpSXz5O7NRHl1rWYPk2k4cAWfId3Y/1sO7fWrODaod3IVUXczLnFoc93c2DtSlKT1qHeugHHzk00fLqN8i3JpO7fRpE8F21LAzX+AGX1LnLr7OTV15Er2oVOB/kOh3Qty2ohq9ZAbpWam2lZ5GSWk54u55szd8nP0WJTuHGVN0h+rLiKJSArDlgu4deqsOGT2ekz/aN5tJo8lLQEkTcFUNVk0NG8h2e963na8QHPut5nvnU5HbV7mOpq4IfZMV6O9/Pj2AD/eq+fUZuRcEk2z731tFdVYSwsJuyy4aiU0WpSMhN0cN+r53lPIz/f7+G7+718/yDGv852MdWuImLeznT7R7zse4vve97mWc86XLW7KdXmISaWl4cDqMJNaIOtaH0Rqlvbfm0fxkFLqFm/lmj3LbYI4+pVXN1agKsQwp8lYiAkn9ZiBIQUuCqFqQapCgSo8vulVZjx1UJeDvhRLY4pkgdbqWgLIRfG9baFSfGKUIiFmY0ipb0dpTDGh8Mow2JOYEQ6jp9rRButNYyxNYyuLUJVOA5WEaqE+hX5Syq8gKxXS4CWdB43oP+Nwc1xuIoDWPw8vmp7utB2tCNXlVK9eRvda5KYSEhgNDGBSOI6Gjeupf3QTsJfHsR/+BBNXxyk6cB+AvsPEDlwiNDnh2j54hChL/fQdnArvgNbad67A/+nOwlu24p/8waatiTg2bIWX/IqmpNX4EleTsu6D+lLXsODlASmk9cxmZhIe/KnGDPuou5tp3JsGHPPAKa+PqoFaIk8rF7RNvz7KfMLY3z6qRVm71fysxbmIC6qWX29WKVg02FqBnrQe+sIOowEVKUETGpsVeUYy0t5NNjD/3w+x58eTfLnJ9P8x6Np/v3hA/78eIL/97tZZjraMZaW4dGZ8FZraFOVMKTOIqbIJGYzYlMqabdb+GV6gj8/meFPD+/z77P3+OPUMH+YGeb388P86eEo4x4HtaVFBGxmYvpqXPm3MGjKEd98HWMjC6NXhvqwDwhVawGWxIe0ULP+WtH6W2b4OFxJ/iwxpFqoYAK0zLVY1XLGnUYmDRU8btAx6xEQU8uUgKwGE3NOI3MuE9MNBqacNUy5aphsNDDh0jLZpOdZu40XbS6e+xt5EWjkWaCO5202Xna6edHl5WVnM993NvNdrIVn7V4eBd3M+uuZcBkYE3DnNTDkqmasySi1Tr+NtPAk5OVxqJGnYQ+P211Mt9Yx1lRLj62KkEZGa1UZ7Tol3bU6eqx6opZKAkY5bWYFw401/NDlZrpJy4BdzbjPwYOgh9mQlxnhiatXct+Sw7euQsbNOYy5qhj1Wump00lq44BZRZ+pmmC1Ak9ZAS3l2bQps+jUFTPhEH92G3XqUuQ1Smp72iSl0do/hKi4mhWHqThsxYFKXP9bICZdFyN2BhdK/A6L310BWiI2QoyOquvvxdPmpywzjdOrV3P1raXkLHlXgq3id5ZSsuQdCpYs4+6S97j5zvucW/IuX765hEPvfsCFLduRnb+KU1ZGu0lLh8NAzK4nYtERs9XQVW+i12Whz22j222js8FOl8tOp9NKt8tOf5OT4WYXw34PA34fA22tDLa3MhRtpbM9gEKp4ovjF0n+9BiJu0+w4cApkvYdJ3H3ETbsOsTRE2dRqZR4G+yEPHXEvA10i9R4v4defyOd3gZCTgv+OiM+Ww2BegNRj5VObz1dTU66vU4ibgs+hxa7sYQK9TkKtIcpNn5Nhe0MFdYzFBuOU6A/SqnpK0rzD5C5ZTU33nqLjNfeIu+fl5L9+jIyhKL1m3fIfmMJha8tIee//4Ybb/yWssNf4rRaMYgvyJGoNLtVG42g8PspdjVwLjeX9z9Zxduvv0nSxys59/VxVJVqyXPVPjZK99QUXRNT+HtHMIZ6uFXfwgmtlQsqEzeqLFxTGThdUM7p/BIuFJdyvrCQG0oFRfZatK1eSnQaDu47wNb3PuTEh+9TsP4jXPsSaT2QTPv+jQT2bKZ55waat6+jZcdavPtSMO/bTO6mRA589BFHDuynvLaGLKuR69oqrikrOJGZzt4z33DwzHFylWV4umNofF6yHHUc02rYoVCRotaQVKVhS5WGL7U1ZDucOENtNLpcVJeXUpKRTk7aTdJSr3P75HGu7dhIzqa1VG1bj2NPCoGju/F+tZfi7ckc+eAtjiWv5OKBHRxNWcPxtctJS1pLxaYkHDs307xnJ8ZtW8jatY2K0mzK3SYK3DbkLhcyRz05DhvZDju5Dhv59bSrng4AACAASURBVHUUOuspcNSRb7eRYzZSUFtDhkrBpbQs7twp5sypW9y6VYyhqgGnyoWz7C8KVlzNWlgXQKux3E7HP9SsQ+HR8ngobWpF0ehHY7xDj28Pz7vX8Sz8ES9iH/MotJo24w4GwgaeTg/yaLSTb4d7+GGoh26tmpaMGwxXyqm6lMrlz79ClZuDLCMVVcYlgvpCIoYcxlsqeTEc4dnoEI+He/lubID7wVpCxv1MBFbwfd8yXna8xQ99nxCrT0SpPkOZ20552I+qzSuN96nyt1MpWnXBxVE8YhzPqyX8W4ueLMljtQhRQtWKl7ptwbCuFmZ6cX0R0kRqfWWoVUqvl4cCC1PUxRr0US6CU8U3BCmQVahcAeSS4X3BiyXtIGwX2V2iNSlAKUJ1RLQI26mSZimG0Yg0eZFGL3YSxsKoOtqp7Aij6YhS09GBoaMDfSSKJt5mjEc5LILVq7sPBWhJwLU4WDru1foVpBZ3+onzuMIlKV+L5yKUVB8JUZ6biXnDVvrXbWA4YT0DSYmEEhNoO/kFPzSbeR5tZrKtibGQmwetDcx5HEyZjExZzcx4XUy6nMw4nYzWWeiz6pmwGpgXu7v0Gsb1VQzrKxmuktNfWcqAuojejFSCuz+lMymF0eRNjCdtoi9pO44LFzGEvOhGhzH2DmLs60c32IsYMv0qaIkPpHjr8FfAWhwgHd9l+BfYWoAsEfNg7uv5FbSMg32oHSZazFpalTI8VeXSt3d1cSn3OmP88miWH6bH+XFmgh9EzT7g5/n7/MfzecZiUbRlKsxqA/aKSnyKMga1JfhFC1Bfg1HM5qqv54fZKWkY9e8fTvH7h5P8PDfJT/OT/PjkPv/ruzkmwyFqNTqcdhfeSi1eWS51Zg2WcAjHvSEsQtkb7scmPnAX1SzriICsRWhaNLvHlaxX17+GLMmnNTxM/fAwKpMRi7yUoRoF7RkXGC7P4KFDw6PGWh46jcw7aphvMDHvMjHXYGCmoYYZVw0zbgFcOua9Bp63Whg3qRmtVvLSXcu8XcaENV9SlgbtGgYdekZdJoactQw6zYw11jHqttJnq2bAqmbKo+FJQMeTVjOP/XWM1xmYbDDzxOfkgUPDrNfA40g9D9uczIXqmfbbGXLqidZU0GFULLx+o5kBdy0dDg0DbgPf9QSY9Cy0Hcd8Dh5FW5j2NTDjtTHrVPDQnslTZzozjix+GfTxx8kh7rlqcefdxHj1BM2Fmdx325j1OxgwyxivK2LWLedpSw1Pg04aqsuo0CgwdoakNHjbgACtQSlxX0DT3wKrePswDl+vrtJxXMUSwCVAa/FcQJYEZwO92Pti2JpdFNxI5dy6BM4sWcblN9+WPFlpv1nC7deF4XsZt99bzo2VK7mzdSPqCydpVhXT6zEz5HMw1ORgyFPHcJNDqpFmJ/daXIz53Iz7Gxlv9TIeamY8uFCT4QBT0SDTizUZ8zHZ0cJ0VwszXQFm+6OMdXfjdngpKtBy41YJV2/mcfVGNml3CpGXa/B7Whjr6mCys537sQATHQHudwZ50BXkfrw6g9L18ZifsWgz92PNTEb93G8PMNHuYzzczGjERahRRaX+PIW1X1Bi+4qM6gN8nbaGi4VbKLF9TVn915SVHyJt2xquvPkWaf/8Ftn/YylZry0j/Y13SPvtEjLffIesf3qHm//tTbISkrHk51Pv8aJrj1LZ0b1g0eiIIm8LUdbs5Vx2Du9/vJKP31zGmt8sYc1v32bDijUc+OII6SXFKJ1WavweyYfl6erCGolS7Wul1NFElt7ODYWWC4VlXC6Vk16t4a6+hjyzmbw6C8VN9cg9Ti7cSmXjxx9xcsXHFKeswrpHeLXW4t6ZgOuzjTR8ugn3zmQat4lr67FuT6RiYyJnPlnBgfXrSc/KpNBkIF2nI1Wt5oq8nDP52Ry5epYvzx0nW16M2e+hqqWRzDoLp2uqOVJTxWGTllNWI3muelyhVlobnCiuXubmjq1c35jMxY3JnNi0gRMb1nJ94xpk2xMx7kzCvWsDvs+3Yt2/iazPEjixegknPnqTK58s4+7aj5GJdmHyGoybE/B8thnHrq2U7t5G6e1raJwWihvryHXaKK23U+ywkeOwSJXnsFLosFHirKPYYae4zk6pw06JUwCXntTiQi7eSOPM2aucPHWZ0gIl9RonLmWd1DqMQ5ZQt4Sq5RKtw3IbTrmdiO0fKN7hxf21yNyNFHuakbtd1FhuMBDYyYuutTxr/5gX0Y/5NrqamHkLY21V/Dw3wHcPevhuop+fJwZ5Fgswbqlm0qaj32jAp9EQtBskP0CbXcW438RcyMSTmJ3vR2J8P3GPF+Oj/PRgkofdAaLWbxj1ruH7bvFe7/Nd14c88H2CQb2bInM5yvaFeYdVQdGmE6pRK+rWRdCS4GgBlgQw/apwLQKWgC0BU6pg4L+Usk0k2QckYBP3xOuphYolXiMcoqK9lYpwUIpaULYFkaBMvFdQvLcYBySgyy+NEBLDs8VA7GqxBnxS6YIBdK0BtAE/Gr8Pjb8FjU9UM5oWkXMiRkA0UtHUgNJZj9JWh7rBhb69XfJpKQSExURmVuzXENJf4UpAllCzpMiEhTmEf0u5EjsHxePELkTx2DhoSc8TmVVBP9U3ruNN3MJIQjKDyesYWp9Ax9oNdF06zx8ne/mX59O8ePyAF0/v8/O3EzzrbGNUp+Wpt5mnIh9GqaO/OUa7z09zo5nHI2F+6Gvj594O/jQ7yb88esjv5uf4/tEMvzyZ4sdokLYTpwkmbmUgeTsjyVvpT96C6+hX1NVZMQ8Moh8YklqGNWLXYV+P1EYUwCUA61XQip+bBhdnHf61ohU3ww/0UtvXg6VXKAbCyDyA2m6iSV+FX1ZMvawIs1JOdYmMkUiE3z+a44eZcX6YHefl7AQv5yf46eED/vT8IePRKAaZAnNZJbbiMnzlpYzWyGkpzcaiUKKpUNForuX5/Xv88dlDfp4XgDXFD/PTfDc/w/dPJvnTy2nGRB6dxoCx1kVdRaXUwnTb9JiCARzCoyWGCS8qWqJtKD7IRWCpGFZcJ8HWAnDFze6vtggXYGzo112H0r3hYZwjw6hqjZjlhQzoZQRuHKP1xtd0l95mpEbGiE7GoIi1qCqhu7KIbnUhvdVFDOpLpRrSyxg1VdCpyqH+5nnCuek8dyj41pnDuOUmI/YiZvwNzIf9tNdqKL5ynuyzp6krlzEeaOL7oQ4ehT1MNih42SJntq6UbmU2DXeuMKit4HmTjc6yO4SKUpmwq/muvYEXbU6pnvhsTLt0TLt13LerGTHKGTErGXFU8sBj4FGznZ4qGd78dDr0pTxsdUj+q9bCdIbUYpbidZ7ZL/HQeZdfhvxM+Tx4stIo3b+TOxtWozn2BRFZHrNuPROWQuYdWTxx32XSnMm3XgMudRny6ipquzqxiLR98TMRuzjFeKNF0BJr/FgCJdECXFS0/ub6yj1JzYqD1+IXB/GFQD/YhaU7jM3jQp6Xy+2vj3J+62ZOrV7LpVUJ3EraQs6u/ahPnUV37QqOvEwipkr6PCb6fBa6vRa6Gx30eRoY8LoWqrmRIZ+HkYCX0dYWRkM+7rX7GWsPSDURCfIgFuJBrI0HHSHud/iY7PQy19nCfGeAuViQ+Z5OZvr6GIx0EGkJEGr0ShULBBnt7GK6v5eZnihzHa3Md/gXy8d8h4+5jpaFii2ssx1epmJupqIupsMeptu8TIY83A85GW+zEHHLqKk5R7npOArLGTJkB/n06DJOpCajsp1HXXcGufob7hzbydnl73P+n97g9v9Ywp1/foe015dw6403SX39TS6+9g631iajvHYFq82MMdRGVayLqo5udLGYFGVTFYtJ/9ZnVFexfd8BVrz3IauXLmP1u0tZ9d77JCWkcOj0aU7kZHC8MIuL5YWkKWRkqyvI11aSrdOTqdWTodGRodWRWVPD3VoDOTYzOXYL2Q4buW4HFc0NpOam8+naT7i2fhXKzeup2bYWzcblKMXOQ6EibU/BsCMZiwgI3bIafcpq5GIHYtJqdn/yLtu2JHIy9Qq3y8tIVyi4Ka/gRkUxlzJvsGPPDtYmruFq6mVqxGxXjwNVvRGZs4ZStwW9342/zUfAYqDq4llytm0if3Mi+SkJZCavJ21jEmlbE8jesY6q3ck4diXT/GkiTbsSqf1sHYVbV5C/eQVlG1egSPgYy+Z11G9Lom7Lelw7kvB8mkLljiSKLx5HbdZQIQZVNzRQ2uBE1mCl0FlLntNCoctGsSinjTJnHRUuBxUNDhRuJ+UuB4XWWrK0KlILczh39TLHj3zNxWNnUecr8FQ10KSox1W+4M+SIEv4tCpsv4JWh+0fqXU4sQaZ20VJUyNlDQZqzOcYbN3Ed50reRn+iOfRD3netYo+6wZiuiuMNKgYaKiiy6Wjx62n36Wj21pOn6WMsfpqRht1ROoVBKylhB1ldNvLGbCV02crp7tOQUeDkqirki6XkZCpmEb1Zwx7PuFl94c8jXzIs473ed7xMY01myjWplMZ8krm8spQRAIgMcpHDJSWoErEOwSDr5RQpf6iXgnIEkrVqyVATfivBGiJY5VItxcA5feRZ7VwW6Hibqmc3BI5haUqiopUlBQoKc2TU5JVRklmKaWZxZTcKaQ4vYCitDwKb+VScCOb3KsZ5F6+Q/G1LEqvZlF0OYOiSxkUXrhD4cU7FF3MIP98GrmnUsk9fpncIxfJPXSB2/tOcevEFSoNFkw9Hah7IlRKStYCaAkTfDzaQYCTFOEgQGtRoYqD1quryKhagLEuKbdKgi5xTfi0BGg1ezBcPEdb0kaGE9fTm7KGkXUJ9K/cROz0eV7c6+DFw1EeTw7weHZQavnesxoIpd1hXF2Nr6iYY0nbKLyeTqWqmIKi8wSc+QzUFzHmVPHjvRg/zU/wYvYBTx894IenD/i5J0Ts1AnaExIZSUxiLDmRgQ3JuPbuxaFQYevqQTs4gm5AtA8FIHVLq9hxGAeruKIVPxegJSkCfwe0RDK8qa8bc6+IeBiWWj9GTz1+ox5/cSGW7LsYCgvRFRYyHg7xL3MP+Gl6mN/NDPPD3DDfzY/w08Nx/vR0julYBEdFObbCQmx3M2ktyWPSpKSlaCEx3aQox2vU8vxeP//xdIaf58b5cW6CH+cm+W5ukh8eT/A/X0xxv82HUWfAYHBgKZLRWp6NQ6+gxtdMw9gotUNC4ejDNjiAXWQrDQ1jGVmcdyg8WqIdKEp4sOIldiMu+rfiq3jMq6CltpkwKPLorSlmUHaFYdkVfJknqb9zBl/RLSIVOfToyhiuVXHPombcoua+tZIH9kpG9DIpe8uefpHGu6m05d9gsuYOTxtvM++5zeM2Lf/PoylmomHSTxwledkS1r71NgeSktHl5vDv81P8ef4ecx4Vz5w5RPPP0JD6DQ03zzNcLeN7Ty3dhak0Xj9GS8ZlhquKGakuZkxbwoimkD7lXfrV2QxV5jAkzyJamEpL7nnaS2/SXnQb59VT1F87Trc6nW9bDETLszGdO0rLzcM81p/jmfkUU+YbPGiswXD9Gs5LF/CcPYHtq8/xnD+J7sh+6i4eZlhxlZfONL6tv0S//BhPGtQ0qeQoq2uwdPZhGR79dX6kMK/H4SquagklS/p9XEyNf1XJehW4Xj2OP/7V1TgwgF7aENKFvStKQ7gVq/jA1CopLcynIjcPVUUZWkM1VpuRBlstrfULbcBuh2iNWuh32uhvrGOwqZ6h5gaGpXIxKpSsYBP321qYCPuYiPiZEGpSLMCDjlYmO4NMdoWY6gpxv7uN+73tzHVHeNTdwaPOGPOdYeZ625kdbGd+JMajoW7mh3qYG+xhur+Tqe4wM10h5roDPOwKMC+AKyYqKNVcNMBsxC/VlPT+jYxFXIy3NTERamG8rZmRYAODbVbaPHJ0xguUmb5CYT1FufEMRy+v40RqEpV1ArROIzeeRa68TlnqaTK3beHqOx9w/r+/wfn/63Uu//fXSF36Plm79lOVkyPlBhrCfqq6O1F196GJdWMMRzFGRVBzF5pIBEWTmyxFBWcunefYqa/45vw3XLh+iRsZmdwsLuGSTMbpkhIulMq4LJNxuaKE1MpyMmuqKbCZKG2wI/M4KXTXkVVvIbPeTGa9hTxXA3J/C3m1Oo6d/JLjKWso2JiAbnMSlh1JKLes5vqKtzjx3htc+GQZt1a/T0nKCqq2rEaetJL8DSu4sz+Bk3vXkJy0lIQtK9l9ZA9fnPySg6ePcPj8V3xx7CDJSat47+3XWLXst2RcPEF/WyMxv52g10hPrIlOfwOOkhxkX+4nJ2Ud5VuS0O7einrXZsq2baBkSxLFOxNR7E/BdCAFt/CP7UoksDeZ5gMp1H+WRMPuFBr3JOPcuY7mvRsI7N+I97MkPDvWU7txFYWfbUClzEXhb6CoyYOszk1FnYMKt4VysRuyqY4yt41SoXbZDBTV6ig2asjTqrmrVpBeUU62opxMeRFX8m5y4sxRznx+gHO79nL18DEUt4tprLDjVTfgUdQvqFmLhvi4Z6vX+o8EWvfXUNrokgZVllir0euOc69lIz91LOeHyLs8j7zPi46VTDUl0q3fQkz7GVH9HsI1+wkbDhI2HCBq3E+HcR+dxr3EjHvx6z6lsXIbjart+Ks+I6zdQ0S3l3bDbkK1nxE0fUprzS58ms2ETSuZDi7nReeHPIm8z6PYUl70fkC3cx0q1ZfI3Xoqg1EqA51SaroYRi3ASLT5FiquaC1A1qtQFT+Otw0l8JJ2EQZQiHVRpdKIiAdPI9ev3eab5N3cSjrA3aRD5CQdJjv5MFnJh7mb+AU5a78gd80h8lZ/Tv7qA+St3kPemr1kr9lP1qqDZK/YQ/7yXRR8spfcj/aQ9+FOCj/cQd4Hn5L78R5ylu8h64Md3F22ibx3N1Pw/g4K3t9F/pId3PlopwQt5o52dCLwUyhXi+rV34Ssv0ppl1SuV/K1qro7qOxeUL50YvxKZ6dkhhf+LF1/F7p6C4avDhNN3Mjo+mRJ1Rpbm0Lvyk10fHOaX4a7+OPTSf5lfpzfz4/z73Pj/NARZtxkYsJsoUOnx5Cfh0Elw9Oow2zOI9RUxmhIy1jQwLOxNn6ev8ePc1M8fyhA6z6/9LURPX2c0Jo1jCas437SekaSkvFu34klIxNrexv6oSGpfWjrEd6snoWYh1d2GsZBS7QK494Waf0r0BIfWtJjxHMlaBMeLrFLrA9bqJmg20GwUoHlbhrau5lo8/OYCAf4w8N7/DLdzy8zA/xuVsDWKL8Tf/5ns8x2tmErykZ/+xrG1Au0lWQxZ9cQKLhNbfo19FlpOFWlPB3p4M/PJvlldpBfZkf5eVbA1n1+ejjBf76YZqa9CWt5AcbifEyZNwnJc3Gbq6kN+HCN36NWzNIbGpCUE7HjUACT9EEuwGmxfShWmziP16vX/8u9BXN2/cgQcpOWmvJcRqwVzOpv8aT2Gt3y8/QbZUw21dHvMNLnMDLVUs/v+sL81BvmSdjLo1AdjzyVdCnvEFCW0K1TEyy8zoA6lVnbNR46L/M8UsmPg52oblzm6PKlXFzzATeT1/H5ktfZ98H7WEqK+X6sn3lfFQ+tNwjmnydUWkJYVkRfZT5P6irpL06nozQHZ04G1rQrDGgKmLOVMFmbx1SdjLkmHXMttcw0G5hwi/wyFeGyPHTXL2LPukEg/yr98is8dMroqMjElXqWcNY3PDae45HhJP3lp/HnXcFy/gzj5QU81ct5VqPkRa2GaOZ1ar7cQnfWYX7fcItnlgt0Fxxh1ibHpZChrNZj7eiVFC3hoxKQJX5GFqn+omYJgBK/e38PsOLXXwWtuAIWX0UbUVJvB8Xg6n4s/d1Yeztw9Hfi6O3A2RXD1RnD2hlBE/Gj9NRhrDPT6nTQ6W6gq7GBPncDA656+j0OBrz1DLe4GA14GA96ud/ewmTEz1SslcmOVu53tEpQNdvTzkxPO9M9bdI60xtmui/G9EAXc/09POzv4XF/Nw/7O5gfiDI30M7sQJi5vuhCDXQw2x9jti/KbG+E+b525nojzPR2SDXbF2O+r4PZng6mu2LM9IjHhpnqbWW8y8d4Z4B70QAjER9DkSYGIvUEPCrUpovk1n5JvvUoRfZjXC7dwsWSzZTUHZOqvO4iOmcp1no9NdVqim6lc+v4SW5+eZTMEycoTUtDo9Nham7C0BZA0xlG3SXyBcX0jE70kQi6SHQhSicWXfDvtnhRuJyUOayUOsxSyURLy1FPSYOLUreHssYmypqaKPU1IwsIY72XqlALmrYA6rZWin1N3BWw1VhHfpNTUrVSZSV8881XnN6aRMH2JHQ7kjHsTKZi6xquJrzHl+vf4+vtCZzatZWvNiZweMW70t+ltITl3Nz0EQU3diCXHyEj/zMu39nIhTsbOZe+idO3t3A2fQcXbn/K2WvbOHE+hcOHP+bu9R0MtZRwz1vAgDuT8aCCuvLL3Ni3imspS8nfuRLFnnVoD2xAd3Aj8r3JFO5ai3JvIo4vtuI5uBnvniR8e8SEiw2EDm6i7eA2wnu3EN63Cf/nKTR/nkxgdyItW1dj2bSCss82IE+7jK6+hjK/k4KmBsrdLqpdLsoMGjILMslIu0LWrUvk3LpITuo5sq+eJvPiCW6dPML5owc49vkuLn11gIwLR8k4d5C7x3ZQdGQbxZ9v4taOdVzctYusU9eoTC/DVmygQWHFpbTiUtThUrhoUDoJW/+BWofPJ9ZQ0OAg11FHnr4MfeURJgM7+EPvGn7XKVp5n/Cyax0vu5J43rGeb2PreNqxnmddCTzrSuJZZyJPOxN53pXIs6510vUnsUTmwwk8iiTxbUcyzzrF4xKkuIgnXet53LmGRx2reNKxgmfi9XuX87LnQ6me9X7AdwPLedSWRJ1mByXWPNSiBRgISy06dXuAyrbWhZJg6xXQekXBelXNioOW8GdJPqy2BY+VMK8LRUwTa6fCbiX10Amuv5lA6dJtqN77FNV7n1GybDt3l2wibUkKGW9vImfJVnLf2UHeO1soencTxR9uIf/jT8lbvpfCj3dR8tEOCpbvJGfFZxSv2oFs1XaK1+wmf/1B8hI/pzBpHyUJn1LyyRZkH+5A/tE+dO/uo2zJNm7v/wploxO9UKtiC6Z34cUSoCXWv67qV8DqV9Dq6KC6M0ZVd4zKnpikauk7BGh1Sccisb2mJ4pGr0a3awexpA2Mrd/E2Dqx63AT3etSCO0/wKRByWxrPdOtDTwMengW9vEiEmDe75EyjubbAzzubmcy1iK1FoT8/7Cvmecjbbwcaeen+9382+wY/zY7w8+Pp/nXF9P8YaiD8JlvCKxbz2BiEveSExlLTKZt01YMp05hdjupFR9iPYNSOKRhoAfdoAgvXVC0pDiHeBtRrIsm4v9/0BJ+rYVkeetAH3XREK1BL1GbHndxFvbSUmpk5Qy1Bfj9wwl+nhlaqNl7/Dg7wU9zk/zb83mppWIsuEtt7h3MmTcIluXxxGOhrTiTuvTrWPIyMZXmM9nTzp9eTPHL3BC/zI/y8/wDfpyf4nePpvjzi3ketDXhLLmLu+Qu9uwbtGtktDRYMAf9uMZHMUtDiwcRXiBH/7AUzWBfzFkSwBX3/4jE+HiJgFPr8PB/8QuJD3MphVyajzhIqa4SQ2kek85qHpuvM2/8ijHjJZ62ORl21qHNSqf4ylk0t67QZ67hp+FefpkcYrbdzowjnwe2fIL6KkJVSgKFVxmszmDadJ3v6m7zv0IhXjj9tBcU03rtLI9KCvg3Swv3cgq5tnYlF7dvZbzVw3xrNfP1qYTV6bRrLYTkcjo02czUKegtySBaqcJVraUqK40OYxEPPaW8DJTxU4eWfx118x/zXfzx21H+8O09/vhgkCGHherSPNwWDQFlAb0VGTxyq4jIM2lKv0J/+RUeWc7z0HSejtzjRDKu8ahSz+9tDTzUlfPCUc1PbjMT6iJqj22j4+5+/tB4k2915+jIOsKYsZS6imJUWh3Wzm5JwRJxDBJkLUY7xKHp70FU/P6r66vH8efFQSu+WsSsvYE+LP19WAbEho5eLItlEwOtB/vR9nZQ3uxCW2uks7GRxwO9PBob4PG9fl7eG+LF2BDfjvTyZLiXb0f6eDTUI61Pxf3xIX6Yusd3k6M8nxjixf1hno4N8u29/oXziSFp/WFqjB+mx3hxf0R6zPPxwb/cHx/kxfgQ390f5vnYAM9G+3g22s/joR6eDHfzbGyA5/dHeDk5zI/Tg/wwNcRL8V7jQ3w72sX9bg+DETP9kVr6o1Z6I1Z6whY6QkbafCqcdTmU609xR3uQdN1+Mmr2kVmzhwz9HjINB8gyHKLEdJ4qezHVLhNVzV5UTS3IRYCmw06l20mVr3nBjyt8sx3CehFbyCCUvK5/2WxUFYugids1BHCJubXSFI+FCR7iWJpXK13/q1FpYrJILER1tA2d2DHe1k5hs0dqFRY47aRWlHD03EkO7d7OmY0JFG5NQr9zA5rtiWQmLed88nIuHtrO9SvfkJl7m5zifLLy8jh74hs+W/MJu999k1PbPkGhOENTqAB38C7OwC0cvuvYW65jabxOrfMqNY6zaBwnUdYdp8J4GIPpCP66U4QtXxO2HqXJeoLS4j3cTdtI/u0tyNJ3oszYhSZjL9W396C4/hny89vRfplM86EtBPdvxieUrP0bCOzbQOueDfj3bqR9dwrte5LxHkzAezAR3451NCSvQLV9LeW3z6O311DZaKXMY6OsyUGx2cCdvFzOnTjB2c92krojhZy9Wyg6uJ3ifZsp2buJgl0byN6eSNqWdVzdsobbOxMo2r+JigMbUB9Yj+7ztWgPfIL6wEru7E7mxOZNnNqxn+tHzpN1KZ3Cm9mUphVRllZB4e0KDMoL/0A5WhNryKu3kmbSkq7Morz0AF32rcy3rGO68X0eeD9m3LuKieZVTDavZKplFTOBeY3NPgAAIABJREFUNUz71zDtW820bxXT/tXMimpZyWzLKh761vPQl8S8L1F6nRnvSqa9nzDlWc5U43KmPB8z1fQx000fM+n5iAfifTwfSNemvMuZ9i5nxpWCpWILGZVXkYc8Uliput2Dqr1Fag/G1apX17+Gq1fvxY8rpW8bC4GjymBQMtcLRavYoOf6nq/IXrqZ6g92o/lwN+VLtyFfsw/rkSvUX7iD81IG3ms5NN8qwJ+WT+xuAR1ZxbTnVBAqqv7/mHvPrrjSNF3zJ8yaDzNrnZm1ursqfaaUcngjQAYJ5B3yIAcI7733RBAeAgIIIPAugMAG3lshkIRsSul9ZlWd6q7q09XV3dXXrHdDKKmc7D5f68O73h07AtIAe1/7fu7nfrDkqrDkyLHky+gtLmFEJmdcJmdEoWFQU0GftpKRcgNjGg1VV2+R9a4Hxe/6oHr3mARaEY6+pOUXoxvagqXBzYuADbakUuFWGVGAlfBdiffE/nqJFHjxekQkrg9JY3K01hFEpINyxLqZ4j40gCw7gwqv/Yw7OrPs5Mq8oyNzzs7MODvTL6IYThygwc+H5ksn6bx6Dsv1iwzeusZYaCDjEXcZiwxhNDocq1gx4YwmRmBNDKM/PpTBlCgG0+KwZiRjzc1koDibIXUuo5lxNB7xpM/JgWk3Z2ZdHVhycmTCbT/VvsepVIoWeutm6UWkyYvg0qn/BrSEirVN2dquYtnULGmf2AItUeqZnKB2oBdLbwfjzdV0FmfRqNKgk2sZ7rLw6cP7fLq+yGfrC3z+cNMML1S5bz96zLx1EF1eHtUlJZRnZ9NSlM/jzgZ6CjMxZabRqFSjLShkeqif715t8NmjRT5/tCRB1ieP1vj8yQO+f/WMmT4LJkUJnaUaanMy6NUqaa+vkRSt5uUFqoUZXqhY20BL5CttL09tHm+WEwVgSQrXVgK5eE/cyMWSPjc3S93sDHmlajRZqSxUFrNRHsRTw0WW9YH0yxJR3A4g8KArl+12cGnnW8QdPcBwuZofH8zzeKCG5fJolg3xNJVk0VSQQVtGEDPqZB5WJPCnjlH+s2uZP3fN8a+dC/yvhh6+l2fyH2IItGWNkZgUEg66sWAq5UmPkoeNkXSXRNNYpKIlP4eh8gzuNSoZyk2gtbgQg1JHYWoSfdXFPOkTKe0pPG1P5bOBPL4YL+ObVSu/fbXObzfmmWqtRq3Oo7q6FFNBPtYSGc+66hlQZlEXFci4LIgN4y0eV97hZXkJS1kFPNfq+X3LOC8qS7mnzWShJJO+5DA0F1wZzjrLV23RrCv9saZcYtUop76kAGVZKcbRUSnRvWJ2S2na8lXZ/l/bdhsobd9t7/3SLj4nzov9JzVsCgFTNTNTiIcDAVliF40d5eOjGMZHpdgS/fQ48s4WVGU6xlpa+HZjnR8+fca3zx/ycmGaF/NTfPf0Ab95scG3j9f4Yn2Zrx7e4xtxvLYkgdAn9xf45skaXz9Zk37nP1tf4uvH9/lqY5Xvnz+UlnhY+OrxqnT+i4cr0sODeP+bx/f57smapNp+urqp3n71cIXP7i9IEPflw3t8+1j88x/y4/NVvn98j282Vvnu6RpPF4doM+WhKw1FXxNJZX0C1Y3JGBqSKKuJpqQ8iHzdNVLVp4lWHSFadZQE7UlSK86RVHaGOM0xYrU+pJcK/1YmymaD5KGViwggSy9l/RZK+3sQ13fVVnf26+agrW7u7Q+vwgcrlrjOilFmkhVD8rmObHpdh4c2d+l6KzrFN2fWitFrAtJEDqJawNrAIMWdZnKbG8k2VhCaGMsJ78Oct99NmPMeMr0cUXi7U3TAmZC973PV1ZG0yDBUWhXySj35lRXkVlZTXNtIsaGaW4GB7HvvbY64fIjJmMviYhvzCy3MzjYwN1nL3JCBWbOWhU4Ns+ZixnuL6e8rZHCgmKGuXMY7sploTWO0LZGOjhjqzLGYumKpaY+iojGU8sYQDE2hlJqCMFQGU198G0PAYZpOumP2daP9mAvtpwRgudHtK2DLgx4fVzqO2tN4dDftPvZ0HnJF5+5Igf9ZNJUKStpqkDUbUTfXkqMu5kbANU66u3HJ2YlILzcyvV0pPrEf1Wkv1CfcUfg6U+ztSP5BOwqPuFJwzItCXy+KvF0ocN9Fgfu7aI9+iMnPmdYbXpT5eRK1fx8ndu7ksIM7589c5OpVf/yv+HPD7ybXLwaRnX7+bwu0BHHH6LWk6GTk5NyhJGY/LelO9Oc60ptrR0+eA5Y8F/qy99OT5kZHshOdKc50pbpgTnHBnOZCT7obA1meWLO9GEz3pC/Fg96k/fQkuNKd4ExPijO9Kc70JbvQm+SMRSxxnOaOJdWNzkRnaoLfp+zW32GKfIu6sN3IonzIKM2loKsLuUV0+HUi7zMjKVPbOgltipVtF1Almdy3/FnSsTC9Sx2KwpvVKSW7y0QHY1e39IeYrdUQevgsGW8dQPOuL8p3fEj9O1dURy6zZmzms8kpno+P8HJyjC/mpvnY2sd9o4FnTY086+xhvLaRhf5+qZV5qKmal9ODPLe28+l4Dz/cn+PLtWU+vr/E5w+W+Hp9Hqto9/3AE9kbh5C940PRu0eJ/8Cb2BvRqM3CFG99Pedw+8VAUre2lKxfVLS21C/pYjEyJJUMNWLUzdgwJePDmwbzXgt50TGYPLyYtXdlydGVaRdHJt0cmXWyZ8rBjn7HvVjsdzNotw+rvT3DdvaM2Dkw5ujMiIMTww5O9Du40O3kitnJmU5nR9qcHWhwsKPB0YEGJxeanN1oct1Pndd+ar09aPJyweJoJ3U4Ljs7suhsz7KzPUvObpi9jmBMTMY42I1+bpzSyRHKp0YoF+N4tjxaNkVLKFhSaWW7orV1bIMtsUvHU5vdh9KsRHFDm5qgZsBCj6WdmXYTLXlpVBUWoZXpGDb38uWTDb5+vIa4WXy9IToOxY3hPr979YTl8RE0RcVoCksoScuiUV7E4+4mehW5lKUmYyguQVskZ9I6yHcfP+YLAVrCp/VgBXHz+vzRPb77+CMmB0cwKMupVZZRnp5Fn05Ha42R8vY2mhYXJEVLtP4L0JJKh9IMvJ/A6SdFa3abuvXT8S+C1vwcBZV6lDlpTOmz2dAG8KzCj43yWKYKcpkvlDFTqMQYFEDWYTdC9+1EceMyD3vq2egu5X5FJCv6CJry4zGlRtKafIP50lQ2KlP5l85J/mDu4499k3xuaOGfTQP83tDCj7IS/tQ4whdlLdTfvMiyQcbzThkP6sPoKg6hJiuHhswkRiqyWa5X0ZURS3VGCmVFcup0Gj5ZHuePzyZ5NaTjQWMSTxpjeNWRwqsBFV8tt/Hj6gAT9RUoi/Ko0GowZmUypBRJ8yaGVLlUR1xnQn6DxzVXeVF1lxdlxfSFh/JSX8e/dc7xl64Vvq6v5aGugLqb56jyP8CS6jqft4SzWHSFkQx/Npp0NKqKUZbpqBkbpVpKcRfNClszCoW6tQVKNliSAGtbSdF2/pcga/s56eu2meKrtxQtAVg2JUuAloAsaUnjrYaRdTShKtNibWjky7V7fPtqg0dzY7SXqimOi2Cmu43vnz6QAOuTe/MSbH33ZJ21sUHq1TLKC7N4ODXMd88eIKBLqFcCosRr8XvbVqGhRa+S3hPg9fnDFQRsfft0ne+ertNfX4UiJRZrUw2fry3y/dN1Cby+EMD2SCi7a8yYW2lQ5EsdjsIH+f2LNdbmu6ioiCZDcZEU1QVup3hxOnAPV2LdSVBeIEV3kTj1SWI1R4nReBOtPEZQzlEuJ3gSmO1DvOY08Tpf0vWXKazOQNluRCtGlw1ZEXENZYMWSod60VkH0G49gErXTwFK20Drl46FcmW77oqvsS3bZ8UuPqO0za8VKtfQEKpBK/KeXgo62ilsNhGTlcoxr/2c37WLNFcHlF5OyA44kuFpz0279/FzdyQxIY7ShiZUra0UNopxNE2k1TaSXF1PhrGeVK2O09evcPKEFwNNCl6tWHg638ML0Xw01c9anZ7x7ETmc5NYLCukvTiZipwo+uvVqFJD0WdE0G+UUVsST502GktLNk3V8VjaspkcUTMxqmJ0pITRMQXDg8U0a0LRBYjkemfJdyVKh23HXeg87kKPjxsWbw86vJ2oP7iLGo93afLYTZ2nK/m+RyjMT5MgS95hoqTOQFpWGtdPneCs3V6u7dlFtJszGQdcyfKyJ9NjN/meeyg5ZIfysB0yr70U7t+N0tsFrY8HyoMulHjsQ+G+E63XB9SfcaD31iGG7nrTdsWNvIO7ObvrHU4cOcrV8AiuxUThHxlOYGg4dyLiKFbc+BsCrRU7shprSaypJqfOhLJMRXbYNWoiLzKefpOZ9OtMp19jOu06M+m3GIzywxx8kt6wMwxEnKc/4jwDURfojzzPYMwlxhOvMxp7haFwP6xiRVzEGuXHYMxFrDEXGYm6wGDYOfpCz9IddJru0POYQ/zoCrtE9RVvio7tpfSSG8oz7igiA9E2t1DUY6W420qx1HkoOghFUvxfdxL+/LW8+6fPSGqWDbS6xdd1UijG5fSIVPcutIO9ZCtVhHmdJueNA2je9EH19lFS/t4F2RE/VpvbpAvPk/vTPLs/yZdrc6y1mehOj+ex0cCYQkXyleuoMtNR5KWSHR9Ef20JA4Y8JupK+HhukFfL0zxenOD5ygSfPpxmokpP4d5DKH51ENk7R5G970vWm95EHbhOUUU9Ao7E05H4g5YUqq0nLdsfv5DAVeKPfduyqVpi4LMYCK0fGqRMlCCHrcgk0BIJ8SOUtrcRLxLbnffTuccF815H6u33UuO4i3a7XfTu3U2fnR3du3bT8+EuenftoW/PPvr32DFk58CwvRNjDi6Mu7gz5e7BtPt+ptzcmHRzZdzFlTFHNyacPJhy8mDSZT+jbq5Y97sxst+NOXd3lkTZUOR2uTkx5+HEgps7/R5H0d8OpqKjkdLFMTTTI5RPjGCQ5h5ulg5t/ixbaKl4bVO0/krB2vJlSecEaEnJ8pulRgFaxoEe2jubmGiuxpQeR2VWJuWFMqyNjXy1usR3awt8tTLJ1/em+Ob+ND+sz/GH56s8GBuUOhR1eYUUJybSWJTNRlcdfSWZqKLDKcvJxahUsTo+zB8/f8rvni7y46NFvn+4yPdr01KW1u8/fs7iyBhGTQXVxSr0ickMqBQ0G/TomptomJ+RyqcVwk8moh1ElIB0Ixchpj/BloApAVy2ZYMrScHaUrRsN24x7qVmbhZ5fS3qoiwmNMk80/nzsuISf2i18HVtC39sn+WLmmpe6XQMRt1Bd9YXjb+flAz/sEPBA0MYK+o7mGJvUR3iT0ecP/PaNB5VpvNPLV38rqmNP5pn+LGpm3/vmOfPbVP8qXGYf++Y40ttNX2hV5nT5PKkuYgHxmD6iu5QmRBLXUIkk/pcVut0dKXFoIsKoSo3l96qSuZbG5g0arDIE+jMuc248i7r1VE8a4rhk4EcvhgqZaKsgKrcDEyyAhqSI5nWpvBxXzVj2lyqQ88yJTvPC6Mfz8qu8duGev65ZYL/6F4By33+1DbOD6Ya7uenoD/hQW/kGZ5WBPJZQzDTuX5YM27ypLWCRo0MhV5H7fioFFgqxuWIMTyST+uX1KjpaSqntpo0tvm1bD+/n+82UNu+S8dCydoGWQK2BGi9XpMTlI4NU9TeiLJUy5Cpns/uLfH1Rw95ujiJITeDyMvnGW2tl0Drs/uLUsnu87UlBGiJUqJRnkfQhZOMtNXzw4tHUmlQwJZQtARUmavLuH78MHG3rkn+q9+83JBATJTUhQr25caqVI6+7O1BaXYKLxYm+UEA2v0FaX2zsc7G1ASF0eHc9j1Eq1rOJ8tzfPdyjeW5VkqrIkjXXCSl7BIBKR7s9v2/OOj/LnFaPxLK/IhSnyBSeYQ49TGiS87gc8uJt/b/Dw5d30d0yXkSdKdJKb1MbmU6JR01aIcHUA+La+cQ2sE+tEO9m9fRn1kvbMAllQK3onTEsQ2gbKBlu/7arru2a7E4b1uSsiVKjANDlPQPkt9pptDcQUZVGWcvn8PHTgR5ulF0wItiL3cS3O25vO99zno5kZAajaLRSEFbE7ltTRS2t1LUaSazuZWEmnoSq2tJqTIQmJPGneibTHSX8dlKDy/n+/lkdoTPRwZZ0aqxhocwHHqb1sQQov28uX7CnbRIf8552hHgux9NRhRJwX6UJAejSw1Fm3KXiuxwHo008nLOzLPJVj6a62B9vJa6kiBkl10xHnOiXZQHjznT4utEu6+TpGRZDu+XTO81h3dRd2AHNW67KHK2I+uGP/IaAyoxN7mqlLj4KK4e9cZvzy4C7XYR5bCLZNd9pLnbkei0i0S790mzf488l50U7d9Ngdtucl33oPZ2pvKII5WH9mI4uIsq7500nd5Ln78b1kB3hgPd6A9wpfS4HVcdd+Dn50dgXg43ZfncLsghLD+X8PwCVNXhf3ugldFSQ05LDZoGI7L0ZAxhtxiODWYtPUJaK+nhrOdFsZgaxEz8DWYSbjIV689Mwg2WUoNYSAlkLP4m1lh/hqOuMBx2UVpj0deZSw9iNj2EpawwVnJCmUq6zVDUNTrvnKUz6AJdd69giQjAEn2LxtBrNIZcoezyaeThwagaapD1WZBJaeydiBE48i4zAqRsypXt2PZaQJcNtGznhJolKVo20JIysQRo9SBmDGbLSojYf4qitw6h+/VRVG8dJeNXbmS5HWdEV85n64usL4+yvmjl1fIk652N9OamMaeW05GeRdLFa+TERKEuyCQ/LYKmslyG6xRMNml4MmmRPArP783xcn2Gb54tca+lHoXzcVS/Ooj8XV/kHxxD8cZRkvacJSNDudkBI8qD28qH4o9ca93ya9l8BtvLhq9LieIJbIgyAVqDVjRDw8hHrJKipRuxou82k5mZSfa1q7QH3mUgOITmoABqQ67SGXyd/tv+WK5foeXyeRr9zmA6d5Las8epO3cMk9hP+VBz/DC1RzypO+hEnYc9Jg972g+50nXYgy4vT7q9DtDj6UW3534pwLTd05VmVyeanR1ocXWk2c0Rk+s+TE4f0rR3D1X7XIk/4kt2qQLt/AilM+PSKJ4KEfNg82Vty9GyqVs20LIpWLZdQNb2Y9v3qJwco6q3i7aORiZbaqlNjUYTfRdlTBjG9Hj6NUVYdWIWXjYD2hyGyvIYLstnsrJEms2nig1HHR+NLDyIjuJ0nnYbGdVko48OoiwxDl1yPO2qQpZaK1lq0LLQUMpCUzlSsnqjjlVzA2adGn1GBrU5OVQlxNAvz6WhVIWmoZ4G0bUmdR1uKlrGyRlJMRFxDzbj9c8hy6ZwiRv49mPbDV1AgfBqqdpb0ChEfEMsL/XX+bo2gc9r9SyrCvjcWM//rO/mS30VM/ExaE8cwhR+W+okftgm45EhlGVZAI3hNzAF3aAz9gbzuizuVSTyhUnBP7cN8Z/d9/mNqYO/dC3xH13L/Id5kT91zvM0NZ7JxEAeN5XzpEnGo4o7DBcEUBkZRF1UEBPqbO4b9fSkJaIOvklpTASywFvEHD1CzOGDZJz2IfPsYfIuedOUcI11QzSPaiP4qDmRldJwWjL9qUm4TnP0VeaU8bzo1DOpycQYepyZ4tN8XHOJ+4Vn+bzCwL+IEmf3Cr+p7eFzfRn/0jpFj/81ak94MZN4mRflt/i49gYjaWcZSL/Jk3YDDeoiFGVaagRozc5hmBY/EwG9P6lZNqh9vW/lYYnfQRtAiZ/H9mPbz2f7/vp9MdJnC7LEbjuWSoY22Jocp3RshKL2Jkq0avpr6/js3iLfvXrMg+lh8qNCSQu6yYq1VwItUTZ8tTyLAC4BWg8nhqhRFJAY6M9kV4sEWq/uzUvKlVRKfHyfeo2MwPMniA64xHy/WfqMULwEaAkY+/LhCu3lasIvn6UkOYZHk1Z+8+KRBFmfry3ww7NHrI8NkxFyh2uHPdCnJ/F4fJgfP33IwnwzmqoQUpTnyau+SUiOL56X38Y/+SBpFQHEa84TozpFpEKoV2cIyTuJ46n3+b8//D+wO/4Od3NOk6i7QJLuKtmGNOTtArTEg+XYpqo1JHIKt3xZ1p9UKRtk/RI02WDLBlHb9+2wtf1rBWgpJNAaRN4/QEFHJ0WdnSTpNRw+cwyP3R9yac8+ru7Zx7nduznmsI8Lp3xJyk5G2VpNUWcduV31yPs6UPV1oRZB2N1dZDbWk1JdSZJBS2BBKiHZoXT2KJmfMzE328LydCf3xztYNVezXq9m3ShnuLyQquIUtHmJaPOSUSZFo4wOQ5MYSWFUIHXqfAqSwsmLC0GdEcua1czLqUFejFr4eLKf1YE6KvNvIrvojOmEC+Zj7nT4umyC1jFnun1d6T7iTrOvCzW+DlL2l97TjrSDbiizUiltqiNPJePuzesE+BzilqsjkY57iXfaRZzjByS67iTBZRfxArocd5HutItcFwFZe8h320eemx2aQ07UHN1Do+8umk7upsNvHwM3nBkJcsEa6ID1th1Dt1wwnHbE32EHp48LCJcTVaUnuExFqE5DpFaLriHmbwe0XgpFq6GGzNZKctsrUDQbyMpMIOXKccqv+tB+6ySdQX50hFylPeQKnaFX6Lh7ieY752i4cZrWwAtYIq4zGB9Ie6Q/NXfOYbp5BpP/ceqvH6Px1hnawq5ijruFJSmQvuQgOqL8qb19jtLLPuivHKcq4CzVN89Td/cKxvDLGMMvob9xjuxg8QdUjKyvCXl3M3JLK7Kejv8StLarWv9b0OrtRiaiILZAK6tQRrTbaZRvHUH3qyOo3zhC7q89yLI7ykixhn/ceMiXa4t8ujrHF+srfLkyz7M+M+utjayZu5jp6GK8u4uJPjOTvW2sDHTydLibF8NdvBgd4NnkBI8nxnk2McJns2MsV1WhdDmN8h8OoXjnGIodxyl7+xgZ7xwn8VYi2p5+yQ8gKVdi6LStJPjaa7CZk/XaBP/aGC/8WuK9IXRDg5QOWqXOGuXwMIrRYdQjg5SLoNSWOopV+VhrKlk11bDSYmSms4qF1ipWmjYH987VlUsDfCertYyWKxitUDBpUDCszKUnJ5Gu9EjaE+/QEutPa5w//RkhjObGMJ6byGReKhO5qYznJDORk8hkZiJ9MWF0hN2iI/w2HVGBNIcG0HznEh3+l6k460ek30UyytVoJ62UTwkFymaC39ylcuEWdP0ctGxgJW5U4ua2/bU4J75WmOorRNmlp5P2jkYWepqpSQon3/8sdakRUsxCT0EKfcWbq1eWgkWeQndREj2FqXTlp9KSlYA+6jbZV07SU5zCR30NzBsV6MNvUHjjEtUpsbTmptKVl4A5O5r2rGgaM2IwpYTRnB5Oe14i9elxVCVFoYsIRBcSIGU+NZQq0ZjqaJmf3/TrSB4tAVtCPRHma6Fo/RQnYAMqG3TZFC3b+dc3b6k7btOrpexqR6POZ0wVw8f663xkuMWXpnL+0D7G9/Vt/FvHNF+VVdIXeIXSU4exZMRJZbiHrcU8LA9mWX5DUp2aYyJpSwhizaRmtTqFe3o/ntdm85fuZehZ4y899/hdRSv/VNXFgzuXmL12mEfFCfx2po+NJhlr2gCmFbfpSI+mVeRoqXN5YKqmPyeDgoCLxJ08yg2nfVx65y0yDh9mID2VgZx0Svz9UN+5wqpRxcOWIu7XhPOsLpglw03aU89iCjnHmDyN9dYKJktzMYafYbLoIk8NAYwmnabjzkUeFBbwjw39fGdq5k/mSb7Vt1Ph7clAwHkWkq/wrPQaz6uu0B3rgyX5Bg+a9dTIc5GXqjGOiRwtEd8ggGnz5/JzeLL9/tkgfztovYaoLWXy9c9o67V4f/uywZVkht8ywW8HLZEPpxkdoqCtAblGSU+1kY8X5/jy+ToP58YYbTIx0dbIi8VpvnxwTwIsG2iJMN1HUyOSkiXULGGGF6VAoWaJJXmyNlYlY/xwqwlLnYEnc+OSiiVA6/MHy5LKL2BrpruVysIs+k2VCJ+WKB2KEqJYXz0WnsclLHXlyOPCsFTo+GRpjh8+fsDiQgva6lDS1RfINVznVuoBLkQ4EFtyjtSyyyRqzxKvPkm06hgJ2rOEFp7kkP9udhz+fzl47UNCC05K55O118g2pCNvq5HM7qrhUdRW0bktyn/9qIc3DfC28p/tWmqDJZuqtX0XgPVzsLK9tr23fZdga7BfKiWKGbiFHe1k1ddyJyOZk+fPcNbXhzMnTnD+0iXuREaSplaibGumRHQrikDuITOa4R40gz2o+7pRi0Dsjlay6qpIKldzOzeJm+m3KamPpcqcTHVnMqbOVFrM6XR3ZTLYk421O5eBzmIGerRYLDp6unQMdpbSW19CqyGLpqpMujvUtDTIqa/OZ7i7kvUZMxvTXTyZ6uLZdBdT5lK0KX4o/JxpPu5Kz1E3unxc6DghvFrOtB91pOWwA9Xe9mgP7EG7fy/5Xo7k3PLDUC4nOzuFgJO+XHF15K6nCzFudiQ57yLVeSfpbrtIdd9FovNOkp32kOG6l3yPfSgPOaE64IDcw46i/fboDjlS57ub1rN76LriyMAtN6zBbozcdWEo0B5roD2Dd9yoPG1PkN3bHHPYQ1hcFHm1BlIbjcSZakioq8XQmfy3BVqZDTVkN1eR32pE0WIiNTeTwAu+ZF88jOHOWRQB5yiPuENHdhw9eQn0FiRiyU/EkpcgrYHCZNozItGFXMcQdQtj5E3U10+huXYSU+QNqiNvoo+4SWtuPAPqLPqVGfTK0+guSKIzJ57uvETEDa4q6hba0KuYkkOpuHuL1CB/UksLkVlapZwrMRpHUqv+C0Xr56BlU7rEeZEmLxQtlU3R6u2mWAo5tVDW30dmfhExziclwNL9vTfaN44ge/MQ2TsOUXMjill9NaM6PUPqUnoVZfQpShlVqBmRKRmUaemWldJRrKa9oJiO/GI6MgroSEijMzqRprAEjMFxVAXFYbwTQc1RvZnjAAAgAElEQVSdELTnrpO75yiqN3xQv30MxQe+lL3jS94/HCHsaAB5NfVoRjcN79JTlXXTpCn+2CVV6zVY/TVwiY5DybsllK7hQUqHrOgHRRejFaUwxI8NoRsfRN3fSmFVCR0VGqzFxSxWl/Owv5WHA+2s97ez0tfOw8Fung3382S4dyv3poOnQ2YemhtYqi1nvkLBtC6PeUMR46U5zNXIWe0w8KC3gY3Bdh4MdbI23MWG1czzgS42zC2stpm412aS5gGutJtYba/hfpORPp2WEoUclbmN8tERDKPjlI1PoJvcTIgXitQvgtaWX8s2gscGWCLSwXa8+XUCtCal8NLKXjMtrSbmu5uwyLNoTo9kxiBnvVGkoZfzqLmSjfYaNswmHnbVsd5u4kFrIxttJh43VzKhzMIQdp0hZTZPe1tYbjTQmBRObXwEM1XlLNVVsVCpZr5czlSFkpEKNYNaGWM6GbMGJUtGNXOVCuoSQ1EHX2W4VEZdqQpFtZFmydA+jWHLDC98WgK0hMol+YK2DO4CqLav/xK0tspc4n1ldycqTQGjyig+rQjgcdllvmqp5i9dqxIc/baunh+r22m7dpyesBs8rNXz5WQP90W5Tx/EnDyAxuxEKhPjqE8N50FbJfdr0nhScYUXZVF832Dix5oq/tK1yF8sa/xLbRdPAo4yf9mNp7Jovh1tZdWUz5LyMnO623QXxNCRGsZ0WQH36oyMqIrRxt7lnMMOcs+co/zyFZrv+PNpVSmfmAyMivmSKhmPB/r58fkSL0f1rFaFslIdympNGjOlWYxVKVjuqmWyWkVl1DUW9DE8a0hmNDuEhuAbWDMT+KG+m3/sHOEv3feYzUihwseToaBLzKVe4Wn5VR4ZztMU4kVvym0ethiokmUj0ympGrFKgGWYmsEw+dN4HRtsbYek7VAljgVw/Rys/uvXm8BlAy2bEV6UDreDlnhoENMlClpN0tDr7qpqns1OSUG7X2ys8nJhhkcTI5um9PUVqWz4fH7ytaolphaIJdQrAVnCd/Viq6Nwu1dLvC+W8G199mBJKi+KDkTRrSi6Fl8uT/NUTApZFf6vJWn/eHmzu/CjlRlePZjjxeoEj8b7+HRhhm/WV/lyY4n5mSY0lULROkWy7gyxyhPEKI4TrzlFnOYkcbrjxGp8iFEfJU57jBj1cYLzD3M92ZXA3IPEqI4TrTxCguYiOZUZqMyNEhwpBkckFV8nHlCF/cIqynw/+bIki4Wt9PezkqINpsS+Hbx+rnRJ1+Ft3i1hhlcMWlANWFCLGbfdPVLsQ3qTiaRyHSkaJenlWrIbqpF3dqKy9KPuFZNAhtAODFAqJocM9qIc6EUhZvVaLNI9L7+hjhRDKcGFmVyOu8Gt6OOERB8mJt6b9DQfsrOPkZV7gsz8M2QWXiBffpEi9TVk5XdQVgWjNdzFUBNGVWMkhrZIqtpiqG9PpqUrA3NfHj39BVj6i+gdkNHbL6OxLoniqGOozzvTesyNviPu9Pq6S4b4Jh97Wn0caDzqQOmBPRQ5fUDmng+IcLcjJdqf+KQ7XDvixuV9O7hpv4O7jjuIdXyfNOcd5Lh8SIGHHdlue0l32km2yy5kXnbofVyoPuFKpY8IbbVD4b6bskN2GH330HLBAfN1d7puuNN10xnLLScGA50ZvetK/x1XTH6OFBy2447zLvwOuRCTHEFhg0GK2shsb8XYm/m3A1oi3iGjwSiFrOU2mChsbSVLqyH6VgCZ185TlRIp1dcNeVms9TbxbLiVpyOtPB9v5+lYG49H2ng+ZsZaq0WZHIUxLw1jaiTyW+elVZsWTU1OMqrkaKwNej6a6ePpZDfPt9azsS4+Gu+RVlNhBsrEKJrl+VKoYPrtW6RpZYiBziXmXsQIHmFel4mZg9s8WBJIbRngbbBle18qHUop8JsGefG+GKdTZAOtXgtllh4ykrOJ2euD+tdHKP37o2h/fQTVG94UvX2QvA+9yXM4RrajD1n2PmTvOU7eruMU7zmO7MNj5O3wJUesnb5SvEPWh0dI3+VDxnsHyXrHk/Q3PUl9w5OUNw+Q9uv9pP3ambS3Xcjf4Y36veNo3j6G5r1j6N8+TtGvfLhrf4rELBllg8PohsSTmSj/ifRi6xZkbesy/KXS4Zb6JaBLpB6XCXPokBXV8DBKMQNrwopqoJPi8iIaC9NpjLhLa3w0gyoZU1VaJiuUWCsUWCtVjFZrGDOKUFo1Y9VK5kwaFup0DGsK6UyLxZIaxaImD0uWUG+iGC6XsdReI43sWe5pYqG3lSVLKw8sHTzoaWetu5X13jYe9LaxMdAhfXa4vITuCg26GgNqYWIdH6didJQyKUdLmOE3y4e/BFoSgAkIsy2hXInPj49tzUgUgaXjVIiZiZMiHX4KQ5+FyjoDI01VrDaVc8+kZbFOw1JtKcumCu41GbnfXs9aVwOrPQ3cNzfxsLONx+ZmnnaaeNpWzUqNVlL+xH/PWnsj90wG7rfW0paXier6RQzXzmLwP0Nl8BVqIgOpjQimOuwmxpDr1AVfpS7Yn/b0OIY0hczVVVIpK0RWXkb9nACrTcVEjOARw6VfxwlslQAFNEnL1lVoe71t//nNXyoddnWgUmYzUhLCpxX+vCgP5qvmav61f54/W+b5S9cC/7O2l6rzRzHHBvPjlJXf359graWItYogJmQBVGcmoI6LoS4jmgft5dIw51eVt7iXd5TH8iR+MDZIkPWPpn42EmPo8X6T4ctOrBXcYVoZw5Q2nGnNNcZLw6hNu0tNQiBWdRZzNeU87bdIvwfpl86TdeoUH+vb+XPnPP/RtcB3NY080pfwqqOZRxaLBASDJi1Jl49SEHSBV6Nmfv9gnhcz/az2NjKsL6E8LognvZV8O9fGq/4m1uurmdblMFeZw8vmRtab9YzKUqkNuoTpzlkGU65IZc0l7RWMQYfpzwpDpNLXyLMo1imolEBrRppg8EugtV292g5RNtDaDmI2f9fr0Ts/U7MkUBNwNjmJiHkQ3kIxHN0g+bREmO9mEK9yyIKsvYGKSgMTrW18dm+Bz58sM9JaQ+qNi9w9fYQmdSEfr8zwydoiz+an+fjePN8+WuVrUf57JEZE3eOLh6IUuMqre3N8tDwtWSW+2tg8L94TIPbtkzXpc5tREDPSZ0TpUHQwCrP9t4/vSx2FIjdOxDe8XBL/rDk+fbTIl0+W+PbxCr/ZeMD3a2tSjMrMuIkSfSDxcl+S9CdJqzhPou6sFOWQWHaKuFJfotUHiVJ6EaM6RLzGh6SyUySXnSW57DQJWl9iVYeIlJ0iPO8uOTVaykcHKR0bQ2QHihxCAVVSx6F0ndxSqcR5YXYfEiA2KC1RARBKlxQGvXX9FCqVACyx246lh95tapdNJdOIjkNrLyoR7yD8YUND0pzbwr4eZAMWaeKIaqgH1UgvysE+lGLcWv8Imv5hNH2bo9cUvRZK+gVo9UkJ9XJzJ+KeLGb/xeiU3EiI5NABB47se5ObBz4k9owjcX4ORFywJ/SiKyEX3Qjxsyfskh1hVx0Ju+ZIZIAzcUHuxAS5En3Xlbjw/SRGeUorJf4wORmnyM+7QH7hRYrlV1HkXKIwwAPdKUfaTu6n/7gnfSf2Yz7mTOcpN3rPeWE+4UHFAQfynXYTufNdLu59l2tnPDl5cC9+e98j0GkHwc7vEebwDklO75MjPFjue1AccKJ4vwP5bnso8thHyWFH1MfcKTnqhMzbkTyvfaS77CTLfReZ7jtIc3+fFI/3ST34AVlHdpLt/QGFR3agP+NA1QVnDOfd0J72IO+YOyFe+7js7UBYWAD55Upk7U3UW3P/tkAr02Qkt85IVkMdGZ2N5NaUkx0dSebViyjjw8mJi0Gdmc5KXzMvp3t4Mt7Jk0mxungy3curxVFmetpQ5+WhzcpCnxCB4vZFFLcvo40NpzQ7naKUJHrrq3i1NMrTmQGeTA9I+7PZQV4tjvDpygSNGjnZCbGUF2VSGh5Ewe0AslR55FlaKRTmd3M3crP5NWhthykBVK/9WNugS6hYUgq82HvMiGT5oj4zxb09FIunBjGAuq2d+KBoInccpOSto6h+fQTlG94o3zyI4u0DyN/ypOgNDwrf8KDgDQ+K3ziI4k1vVG/5oH7zGOq3ttbbvqjfOSrlbxW9e4TCtw9T+OZBit88RNFbhyl6y5uiNw4hf1N8Tw8K3/Wi4J2DFL15UCpZKt88Ss6vD3Hn3QPcuhKGurkH/dAYmiHxhGbdLAMOCsga3JLD/1rN+nkZUSohSp6uzVKiULoEfGlECbGvh5JyJQ2yVJpSwjGlJ6JNjKe5II1pg5y5Gh0TNSrGqmSMGRSMVxQzVp7HSFk25uJkalKiaEiKpFuAliqbvvRwGhODqUuLoVOWxYAmn0FdPl3KPNpkOXSW5GIuyaFPV4zVoGC0Som1XE5TZiJ1scG0FCSjKlOjEHPDpicpnRxCPzGCflwoW5ugZQMuAVfbj/9q6PQWaIkyoX5yU9WqnBiXkuErxkWY5Bxlfb0oyjV0V6u4X69lxahkukrBdJWGaWMpM3UG5hqrmG2pZK7VwGJrNSutddxrrWOl2ci9lmrWOupY7TCx2FrHaquJJ90trPW1IAu6RrzdDrTOH6J2eZ8Sjw9Re9qj9nRE7rGXIvcdyBzfJ333u1QF32CpuYa1tnoqstIp1qmpW5qlQqhVk5uDhQ2z41SIFv9pEdlgWz+Z4m2qlgCv7WVD201dKmFJhu0Z1OZOVPJ0huSBvKy4xUcimqFzgT8OzPCn3iU+Kq/jd6ZBNH5nyDp/islqPZ+MdPKgKZ8HFYGMFlyhOiUCdVQ4LTnxPO+q4H5VKk+rolkpvkRnqAuTaXdYyk2hOeAo6sPvoTr8PvX+XvSnXach9hz9BQHMV0Zj1WegjbuLLvImPUXxLNap+Gfh7bFO8c/mBf5X+xwvNCb+3H2PP7dP863RwLcN1TzQFrGkVdKUmcpFL3cO2dtTXlTMd08e84eXT/lqZYL7bdUMq/MwpkXxeKSTb9an+O3GAv+0OsPzthomdLn0qjKwaHLoUeUyV1/GvBjnYyriZaec5YoEDHfP0J8TzfPOauqKM5FpSqgcGdkc42Qbv7MNjn4Otv8daG2HK2myga3cLUrc4nhr2X6GYpd+jlJJfPN3erPBY5iSATPK9kZaWppZ6evj6/tL/PBwmbWKWoqvnSP7wmEUd6/wYMiMKBd+tLLIx/dXGGupp1FZyMpQD4NNRqpkOcz3d/Lp2oLUGf3ZgwWG2+qk9z6+P8fKsIU+MZNyflya/Sm6pwWATXY1M2cxSwPZ+03V9BgreDo7IXU2CkP8Fw+WWeg3szTUJale020tLLS189XaInNTTRTr75CgPElYoTchuUdJ1l4hTnmBu7neRJf4EKs+KkFWgsaXKNkRIoqOEa88R2TRCULzvYlX+xAtP8u5sDOcjbhOuCKbrCYjqkGLFGWjGxtDYx1GPSgUqiFpFxBkAyyt6EiU8rM2KwYCnGwwZdt/rmzZ1K2f1C/xtQLUxP7T9xHfSyNGoW2NQxMwphLj1STlSsBWH6qB7Xuv9Frd3yvlfol7V2FLC2nGahIN5dxOTWa/syNH33+HUIc9pHnak+K1mwTPnaQc2EeKpz2xrjuJcfmAaKf3iHJ6h0i394g6uJMYr53E7v+AWI+dRHvuINzjPcK93ifWdw9JZx1JOu9M8kUXsv1ckB/bh+GEE61nPLCc8aL3tCeWU+70nvOk7/xBOnw8pJmGOe72hDnv4or9+1xx3c01x10EO+8m1GUnEW4fEOvyAZkee5F5u6Dw9UB7xpu8I67EunxIrJcduZdOoIm4TUlMMIWRgaQFXiHu2hkiz/sSfOowd04fIsjPh7vXThLhf4aIKycJOeNNgKcj1+w/INhpB4meduT5uFJwfD/RBxy4edCB4EsniIqPoLop4m8LtDLEMMeaarIa60jrqKfAZCA3NpKUC6fJCbpGZkQwuTERjDVW8nSim4cj7TwYa+PReCcPx3t4PjvMbG8n2rxC5InJlEaHUn43gNLAqyjv3kaVFE9eXDzthjKezVrZmOyXUoMfTfTzeKpfOvfx8gTNpSpSoyMoyYhHG3KTnCvnSc9Po6CnhQKLMMF3ISjfpmjZQMumYm3fbeBlAy2xy7dAq7jXjNzSI81OVAz0I2tuJsg/iOvvupL6lidZb+wn6y13st50IetNR3LfdqbgHRfy3nQm700X8t9xJe8tF3LfcCX3jf3kve1J3rue5LztJn0+801Hst9yIudtZ/Lec6fwAw+Kd3oi3+VFye6DqHcfRLf3ICqHw8gcD1O46wC5b7lS8J4XObsOE7L3INcu3KGgpgXtgBXF1kVC5LNotszxtg7D/26XwEuSxrcyt7ayt7Rjo6j7+igq01GryJXgqkOnQZmRQ4OigJcTFr5ZnuKLpTE+XRzms9kRPp0a4uOpXh4NttCqzKU8M5VutZzuojQmtTn0FcbTVZRGVVYi+tQ4Bg1KFtsqmWmsYLxOz1htGWN1pUw3VTHXWk1/hRx9chSGlCSaMhLokKVKIapiKLd2ZhzdxOaTqSgfCtj6/8HVllfr5+eF6mWDMCkWYmKzM9EwMUnFxCyVUwuU9Q8gL1Nh1su5V61ktUrBglHFjEEAl4bZmjLm6iuYb9Sz0FLGcruB5XYjS63VzDcbmGsqZ7GlkuW2apbajCy3VLHSVstiVwOqEH/UB92YPHuUydOejJzez8gxL0Z9PbCedGXgtAv9x13Ru+6m6tYlpkzCIF+HsSCLklINxoVpKuZnqZmYok6UikRTgARasxJoSQGkW12FNsiy7QK2bDd4203aBloia0tj7kYmy8YiC+dxeQSLylA+qWvm665B/tSzxBfGDta1Ror8rxF77hz1uVksNpSxakzjqeEOw+knUNw8TfGtK3TkJvCwRc9CVT5PWlVsNBUzqYljsDiawaI4Bgpi6UoPpSs9gsakIGqTAqnLuEtLzl3G9VmMVqpRRoZSGnWTqbJk7tVm8elkE3/qm+U39WM8V5v4SNfAH1tH+XfzIv/U2M8PVSZmE/15rMjGkhDDdSd7km7fYra/l0/vLfLl6gwzLeXM1amZ0suoTAihQ5GD1ahlsl7Po06TNJd1WJ5FnyyLltw0jJlJvJy28oeXa/x2Y5rfrllZ69ChD72EtTiJl921mIozJNCqGhn9RdCyQZYNhsRu+/+/ff/5eSkBfss/KB1vlcHF77BY27+fTbGVHiqkLtpx9OMjKPq7pBlxFVWVjDQ189XENH8xL/MX8z1+3zrORnEefYkxbLTX8f36Cq9Wl3i+soihIJvgcyeoVxWhTIvnrt9J9PnpPJoe5tun93k8O0JG+B2yIoJYtnZTVZwtpXbPWtr57tm6BFAiAT4pMABVWhIrg71U5GURdfUCA6Yqvt1Y5Yv1RVatFsmQr89NY2NqmMrsDPKCAlnp62RxtgVZeTCB6QdxPfsrjt92JEl1g3Mh+3E5/RZ30rxJ0pwjUXNGAi8Pv7c4FeTMjUQf9vt9gLf/LiIKT5CgusbpoGO4XfDC0/8EPmEBXMtNIbGmEtVgn6QCCoVbCiMdFEA0/LqTexOmBiSFywZQNsCy7TbQEq+3H4vXP8HWLwRK28qTr/cB6d9HlAclwBLANShUsD7UUiyFiKbolyIqNP19aPp6pSko+S3NZJrqCMnNwcvTgxN7dhNub0eG414KXPdQ5LYL5f596DydUHg6UOy+D5nLHor37yNn/24y9u+i6KADJV7CB2VPjvMuMp13kuH0ARmuO8j22EW2126yvXZReHAPpUfsqD3hSuup/fSePUD/2YP0nPTAfNKdluOuVHs7ozrkSPZBBxIOOBB9wIlId3ti3RxI3u8ozQ+Ncv6QMMcPiN5vR9qpg+QHnEMe6k920GXib18gKeYOClUuFQ0VlLfUUNpah6K+gqIqDVnaItJVhWSWyckxask26sisUpGlV0jng+MiOHnyCF573uH87reJddtLtpcDOd6uxB905JbHbgIOuKJO8f7bAa0XS3ak14qJ2jWSopXeVo+suZashGiS/U6Rff0cGXeukxlym75qHU/GBWh18HC0nYdjHTwa6+bZzBBLg12U5+eRHx6GMugmVcHXKbt+luLLZ1CE3SUvMpKWUhVPpgelJcYziPV4SihbQ3y2OkVvdQWZ4eHkR4ci879EtPcBYuPDKTI3UyQgSYBWd9dr0JLKgN2bHYgCumzLpmyJ923HYpfel6IhxGDoHgm25P29yLraScnJJ+LEFbI9z1DuexHDsXNUnTiL8dRZ6s6cw3jsFHqvoxgOHqPG9wRG32NUHvHF4HOKutMXabp0nXq/i1SePEH1seM0nj5Ly4WLdF65TpcYpBxwi+4bN+gOCKDr6jW6rl7HHHAD8+3btF4LQObmhcLTG/3p86SfPEd8fBrFLZ3IevsoGuhDLmTs/n5pFpf0B78t1mF7xMP2YwFamyD2E2gJGV2AlgC2vDI9BnkB9QVZmEo0KHPkUgnro4Vx6elXemp9JAIO7/P1w00fhwjgNJuMGBRamsvKaCxKx1peQIcsRQKwOnUx5cW5rI738f3TZb5/vMiPT1b44ckK320s893GCt9v3GO+pwVNRgp1Kh1tKjnt6lzK9EpK+3rQT45QNj5E6fgUpePTf6VoCYiygZSArP8OtKT3RNeigK/JafSTcxJoVVqH0RrK6NYrmBKKhjqP+yYt92pLWakt5X5DBRsdwqNVw0a3URpB86TXxEZvPetdtayZjayba5gz6Zip07DWWsWDrgbWB9rQh91Af8CFpTOHWD3pyr0TLtw/6sraEWfuHbNn+ZQ9C6ecaXDfhemOH4utep6MdUqdW8qKMqrmJjEszGGc2FK0fgZam6rWT4qWVELcKhnabvi2m7vtxi5u4gK0VO1mimWFDBkK+KpLy6O6IgbK85iqqeXrpiHWqltpzsunLCUNfUYOg8YqhsoKGSi6y8PSO8wXXaI67DxF107QU5DE/WYDs3WlrHaamG2qYrRGz4BBw4TJwFC5ml61jJEKHfV56dTkZtChV9Iky2aoTMFcQwOyu8HIbp1lqSqZp80pPKhL4FmLmnFZMT92LfHbjhn+2DbGf/as8q/mWZ7JUniYG8krVS6LhVm0psYxVKmhQZ5Nv0HBZGMpZm0ac40a5mrUaMWF/fIpCgP8UAZepyb2Lk0pEbSmRdGWEkt9Yhy1qSlMNNTyeGKQV0sTfLk+xURTKYogP0ZK0nncVkV1QRpynQrj+DiVwgw/OSWVoCVDvC3eQczntJWvt3W82n4G0s9me+TD65y3LaiannrdXWv7vd7+/f4asMbQi3mlI6Mo+nrJra8hqyif1go9vx2b59+sK/yhf4I/t07zb20zvFKX8sNgFz+sLfBieVbycA23NpAechuTshBVWjwhfqfQZSZJ43NEftzL5RlUqfFkRwRxb9hCp0FL3I3LjHc0SAGln96f59n8OOmhtylOiJaGU8viI4m8cp6x1nq+EmOnVuekcT2JN69RFB/O42krTSVFRJw5TZfwME43UlgayO2Uw+w5+g94XdrHxUhv3nb7H/zdvv+Ti5EHSFRfJl5xkTtpPuw48P/gfPp9ztz15MPDf8+eo3/H9YTDJClvci7Il0NXDnH45glcrvjicOk4XrevcDk9jsRKHdqhTeASXddSg5GoCmyVFaVr5rYSoQ2gxC5dawcFIP0U/bD9nO287bPbdxuU2XYR1yOg6jVobfmxpNeDQt0SURSiU3IAnRR82odWpNGLrvvODrKMVdyOCMPP+zA399mRbL8XtYczlV6O1HjY03DAmXpvV4yHnDF4OGA44ITay45sx3dRe9hRe9SDqsOuyJ0/pMR1F1pPO8oOOlDh7USVjyvG427UnnCn4dR+mo670+rrhuWUF/1nDtB75oAEWiZfB0p9HVH5OlNw2Insg05kHXSRku5zDriQ7rqPyH0fErhvF/6Oe7hz4hBJUbfJL0yhWJOPokKBpr6C0g4Tup4WFD2tFHW3Ie/roqRPVKU6UVo6UfR2UmzpoMDSTk53C9nmJrLaGshprpeGUCdqZdyKDua8rxeXHXYS6bxr89/lkD0pB/aS5uVIdci+vx3Qer60j4y6OjK3QCtTtAq3N5KWGkvipdPkXD5N1s3LpAX5Yy5X8mi0mwcjZh6MCtgyS6D1fHqINWsPlXlZZN+5RWHAVcr8/SjzO4b8jDeK29fJCQmhpqSI9VELT6cHJVVLQJZQt8T+2f1pRhvqyAuPJCvkNsXX/Ejy8SY+KoyiRhPy7m7kXQKW/veg9XNl6zVwCRjrEZBlRiXCSnssFIsa+mAPurZW5DmFlIVGM56azEJ6PCtZidzLjGMtJ57F5HCsQf6Mh95iLjqYmZhgpmJDmIwPZzo5hqWcJBYy/z/m3rO5rTRN0/wZGxsb2z3bVZVV6eS9N/QiKe8lei96b0ADkiDhQQL0JECCDgQB0HvvjQwppbxLKTOrq2N6oncmYmcjZnZi59p4Dwklq7p63af68MZ7cAAqqwgQ5zr3cz/3k8ZMZiyz6TEsZcXzsDCDdXk268U5bJTns1acxUJuIuPJkfTHBNMXG8pwSjTjWYl0RNyjNfwuLeF3KL9/E5m8GLWzF+XgAGUCBqWxD4MYhrbShyWAEl8E2x4t8WXhPnbvv4LWr54uya8wMS75CDSNTTRoSmkuyqW2qBRdYTmmkiKezgxLfo43j+Z593ied49WpDvhT8/WeP1kiY7mJgyqCupUWizyHEZrlNjV+ZgV+dRrlFSry1mdGJZmBP64scCnzUU+bS7x4+YyPz17yJ9ePmV5sAddYREmrQmLVkO3sYyG+gpq+l3UTY1Kw7VN0wsYp+Yl0HIDlnt3X4z+ErT+7PH0VvmwSoDWrACtBWpnF6XgyWpzLT0mLQOFGdKoliFlHrNVSqaNZUyZFCzUa1g061i26FhtNrBmreBhq4mHHSa/34oAACAASURBVLVsiPJTjZrO/CRGNHk872zgVZ+N56NOmpLCqTt/mLVLZ9gIPMTjgP1s+B7gqdd+nvju41HgXh4GHqbr1G6p4/Kxw8yPi2P0NtQgQKtuYVoCLfPMHBZR+nSXDmd/Vav+UrVyg5XY/xpsSaA1P0+lvRuNuoyFzgb+y9oIr2w19GqKaFeVYler6FKrcBoM2PR6+hobme3uZKRBz2RNAZuWXNaqUliqKWRQlS11Wj5zNLNkrWOtq5X59mbEMOOxlgam2syMNNUyXG9i0lzPQHUFAw1VTHW2SM/PtTez1NlOfXYa+pibTBuSeFgTz6umFF5bRGRDCsPZSUwXqPiloY8fmzp43qhnw6hlJDOL9shQnJmJLJlN9JmUmOVCES2gKSeOibpSNlxNrHfUUpMYStmdi9iykxgpz6enOJPOglTa85Kw5SXTKUujQ55Hu6IQu76c4UYTY81V1MmSKQ2+wqxJwTN7I43l+ahMehomhcK4NTS6YTu+4cvvfgdEuZUo8ZwbtNyvcz8ndrdy5d7dn2npM+6ONNmGNwFaAq6+rMlJqsYm0Q0MIbdayFXIGWuw8H/0rvF/9q7x33pXpbR+Bp/xRKHg84CNPz1Z4PXaDD8+W+fFwjRDlnpWB5z0NlVTJc9lqqtVGqMjjOzCZzXZZZVuAISB/snEIO0VKtaHe/j0aEkao/OnF4/pa6rBWSMyvJqQRYVQnBDF+pCLH9cXeL8yw5+erdFp1GA1lLHY10ljSQGlMVFM2szMTJopNgSRqrxOQORR/MIOcyvJk6OXfs935/4nriecIlVzgyTlFdLUN/EO2sO5299zM/E8p65/zQH/v+N2yhkytSFci/LB6+55fMMC8Ay7xJngixy7c4HDN705HXKFm7JUspvrqRwboHpqjIoxkUE4tJ1DOIJuaEiykWiEiiRG9fwFZLmByg1NYv9L35b7Z/5tlUsoYmKMz58vAVpiaYWXa0SkzA9SIdbQAJVDAxiHBiV1S+PspqShjvSsDIK8PInctwfl6aNYPI7RdvYgtnP76fI5SpfvCSynDlJ9Yh+Gk/uQH/g9hpN7sfmfw+p9Au3hb6g8vpsWnxN0+J+m48JJugJO47h0lq7A09gCxHzD09h9T+C6cJqewNP0XjotdR62+R/FcukkDf6nMXqdRH3mGIrTRyn1OInc8wQPDn5D4G//npvHjpAUEUR+SR5lTZWoRFK8oxWty0ZlbzcVLju6Hjvanm7UvQ7UwjvtEl5sJzqnE62wCDkdlDkdlDrslDjtlNptCHWvtKNDAq58Sx1pZfmEhFznlschEs7tp8znCLrzBzGcO4ArfvffDmi9Wt5HfnMLMuHRamuhyNYuJQ1ny7NJvBFA7kVfymNDKUwIp0Wr4PGIi6cCtgRkTbl4OtnDazFgdKyX2qJcSmMi0ESFUxUsOoZuUX/7ArWxYWjS06WLuDBHv14Y5fk2YAnQEuvHh7PM2zvQZ+agzEjCGBOG6s4tZKnJlNTXSiZ4pfjl9/xrj5Zb2XIDlVCu3OXFv1S0NCJ/q9dJhasXfU+fZIovHXJSMeBCbTJRnhBHT1I4K3nxbJSm8bAgjifyBzwqiGU+LZSljEgWUyOYSQpjNjOGBVky87IUJjJjGIi7R3/0LYbi7tIXc4vRtEjmCtOYlWcwX5LJRF48zrg7NN/3p/7OBZpDrmINu0F77D1syWG0J4bQFH6diqh75MuLUDtcqIYHKBsZQD2yZcisEF8Conwo7sZ2wJU4/tceLTGCZ8vH5X699DPjo1vRD63NNOuLseanYcrMpLKgmCZlMc9n+vi0Mc/7RzN8eDzLx4cLSInSm8sSeNlbGqhUqqkvVdCSl8GksRyXsoCG/EwaFKU0arWsjgxLPo0PG4u8e7LA+ydLvH+ywsfNR/z8YpO5gR7UBUXoVRU0qJQ4TUpaLNXUD/RtgdbUGKapLdAS5lZx8akSF5r/B0XL/by4eEnQJbxac7MI2KqaFt17c7QuTlPXXIvTqGRIno09OxlLZiKtsjR6VQUM6gsZ2F6DhiJG9IWMqPIZ18mZMCrpKS+iOSOelpRYJlUFvBGTAHpsvBpxYkmJpM7jECuXT/HoygFWLu9mTcCV30HW/Q+wdmkfDy8ewX56L+2ht3nU2cLnuVn6GhrQ11ZRMzshlQ5FIrxFXGTnJ6kR0Q6i+1BECvyFL0iAlfti7oasnSC2dUGfpWl+lhqHDYOmhOnWOv7D7BBP22ol0OosL6TfqGG8zshApRabRkGbthx7lZ5WTQlLtgZ+nO5muVnLRlctbwY7eNlv5QdnM6vWahbNJhbM1Uw3VDJtrmKiych0s4kZcyVT9QZmRENFo4GxBj0jTQaGmwyMW4zMWkxMNyiZqytgQB7OuCyYZ6YHvGqOYbNeREjcoKcglrUWHW8HHYyZGgk+4s29/YdxqOSMW0zosx4wUqdnUFuKPT+DzbY6Xva38tTZzIC2kGGljFe2Rj66WnjR1cRmVxMbXfU8bDeybBEQqaJfK8epKqRPXUxveREt2cnUp8fyqLWGN/0dNOtLJdCqn5igfmGeOtGkIN6Hvyjv7XxvdkKWG652KlRS/tuO8rcbstw3ClIUiXh+u0woftZ9LKlZkxNUTUxJpuqiFgvFKgXWaj2fRib4bz0rfLa5+O+udf57/xM2q6t42tfKm5Vxni2N82plmo/LC/y0ssjnh8uSaV3MKPy4tsCLuXGez45J8xHFLsp9oqPwh7kxfpge4dX8BM+mRySlSvzMs6lRnk+M8nioj1l7KzO2FjZG+yWF8NnkAK/mRlkddLA64mR9xCGB9myblTeL44z0m8hX3SaxNJDwPG8iZL6kqm8QKw+Q0uGji4QnK4D4Mj9S1JcJzTtPcNY5IvN9uJVyXFoJ5YGkqm5zJcoLr7tn8Q3zwzvMH4+wQDzCLnE+5AJHbniw58p5TobdILw8H+1AF43zk1RNjkqlO61QrLbLgpIRfVCoTltGeDdguSHKDVh/7Xn3a/86aAl1TNwkbylWbtgSj93HQtHSjggP19YyDA9IsCXKiMbhQfQDvZQ7OlG2NpEly+L2+VMkHN2PyeM4Vo9DWE9/T7vnPmy+R2k6tR/Vvj9QcvBrZPt/i+7UXjovnsPseRTd0e8wndlLi98JWv2OYz5/gBbPQ3QFnKTL/xS2C2foDjhHl+8pbD4nsPkco8vvODaREB9wku7Ac3RcOEeDxym0J49RcPIo6aePkOZ3lrDzR/A/eZjklAQqWurR97RT3mujtK9bampTi+ksLic6V5e0tH12NELRcnWhFTMpnd3ousWyS49FtUnp7KLcYaO824ay24aqWwzz7qSwvYX8DjOZDVqisqO5G3iC+BPfoz93mBb/k4wm/Q2B1ovFPeS3WMlrbqSg1UJhu5USWyuZajnRNy8Rd/Y0iphwikVQY0E2i72dPBPT3cecPJtw8XTMycupAX6Y6KehREZpQgz6hERMYUG44oNpDbkigZYuOw9lThaTXWbeLI1JcCUAS5QPxf5hdZrVXiemIjnq/Ayqk2MxRoRRkp6G3GRE5+yh3OlE2fPnHi0BVcLkvrVvlQp/Ba0dpUPh0RIAJrxefU4MPVugpezroWTAgX7QRWm1keTguxhuXaQ7+g6uuLv0JNymN+kOAyn3GUgLYSAllMHkcPqTI+hPj2UgJwlXehztMUG0Rd6hNfgqTbf9sYRcoS0uiLakKJx5qQyWZDMgT8eRGYU1KYjmlHBsGXE4MuNpTYnCGHePqgf3aUkMp/pBFMXFxegdTrRD/ahHB1BL0rKYoyX+MIelThrxxy8UKjdEuZUs9+5WtNy79GUi4Ey0JY8MU91ppaNGiUspw5CchDo9C3NZPi+nXPy0OcfHx9P8+HCaT2vzfF6f549PFvhpY45eay36wnxMWZm0ZIguMgUjqgLq0+OpzsuhQaFgtb+XPz5Zk1KkP4jBtWKJHLKn6/zy4gnLw30YigvRlyiok+fRXVFMi6WWusEBakUi/NQY1dOzGEX58P8HaNWIWAgBZ2I2nFCG5qYRCelNy7PUjDpRGIrp0BcxVJbLsLaM9rISGmRZLHY08W66n1fjTl6Jz/aYi1dDdl73d/Ju2MFqRzN1mam05ucyrCljTF3MU0stL+ytPOu3YU4Op9bjEIuXT7B+dT9LV3axcmkvawGHWb4oAGw/Dy8dofvUXlrvXWfdaubzzAyDjU3oa02YpsckM/yWorUNWmLQtlC0dgwxdsOUG67EhX3nsfui/wW0FmYx2iyUKXLoMKmZNdcwVWtgqEpFr7GcEXOl5KMbrFLTrSuhXVNMm06BWVnIorOdn9cXWOm2su5o4cWwgxfD3bwctPGk28yCuYIxY6kU8jpWq2K8QTQ7aJlq0DFVr2a6TsVcg5r5Ji3TzQYmWo0sdNZIF/8XozaWOk0MaHNxZEUylBfCcmUYP1hj2LBE8tiSwudRK/9x8xF2Yw2H/+EPpNy4zrzNSmNZHs1KGWN1OobVxTxsMPHC1sKz7hae9bTw1GnmVY+FV64mntsb+MHeJJWEnzka2XTW8tRZx5OuWlaaK1m2GHnYXMvj5nrWLbUsWEw8dTTzoq+dZkM5yioD9VOT1C9uJfc3zP25D0uohm6gcu/Se7DDryVgyf3c1vsyI5W1/y1FSzK871C0/hK0TBMTCEgoabVQpi7DXlXJ+5Ex/mvPGv+lb4X/2rfK/z65xH+aX+LzihgoPSqp1a+Xpvi8tsQfH67w49oCnx8t8cvGKh9W53g6NcyzqWFezk9Ij9+vzvF6YYr3K3N8ergoHW9ODG29Zm5c+vlPa4v8uDrPL4+W+fnhEm8XJtkY7ZHCMF/MDPFmaUoaIC38uT8uz/FpcZ53yxO4ujVkK67xoNiHZM1FUtQXSVT6k6IJJE13iWT1BR4oPIkt8SCh3JcUjXjOn2S1P+n6i2ToL5FtvEqi4iqXIz3xvHsOn1A/vCTQuoBnmD+e4RfwCPPjVJAvh254cuSWL1fTo8k1mzCJKszMOMaxX1Pepe/U7VKhfujfLhkK0HKvnT/jBjKxbwHXr7uAqr8GWlulQ6FqDaAd7v+ytkzz/QhzfIVYwk/c60Jub6PY2kBMcizXju0n9+RB6ryOYD67i6Yz39Huc4gWr2Ooj+xCduBr0vf8A+pTe2kLPEe9x1H0J/eiP7kb05l9mE7vRX/0W2rP7KXN/wSdgaexXzqPLeAcbT4naPU6RpvXUTp8jtHue4QuvxN0+56h6exxNCcPk330ENEnjhB72RdZSjQFhenIVHIMNisVfXZU/d2UDTop63ehFNdg4RN1uSjrtVPWa0PR20FZX4c0z1jZ20V5j51yl9i7JEAr6xOvsVHa00mxKCG62pE72lB0dVLS1UFOl5WMLgvZ1ioSZUkE+Z8meP8fKDqzn76kfX87itbzhd0UCNCyNlFgbaLQ2kJhZxtZVVriw4NJ9PZFFhZKbkq8ZJCfEB1WcyM8nXBJZcNn4y5eTvZLqpZVX0pBQiylsfGo7t2lM/IOlrv+qO5fpzglk6L0DEba63i3Osnzba+W2MX6uD7LxugQ1WUKCrMT0CaEow8NpiQlldJKIwZHD0qXi3JJrdr2Y30Zw/NvgJbk0RKwJfK3troOlX2i43CrdGjo6ZN8WopBJ7ohJ4qGauLCgym+dYO2pAfURQdhTgxlRCNjTnTdiQuSroTxijJmajQst9QwZ67CWpBBXUoMDqHoxISguhFATcx92nLSMDyIob1Uzlp3Oxs9HVIu02NXMyuuFh52W3nZ08W8tRZjdgJ1BWl0Feeii42iIDcPg81GhegOHO6TgKticKt0qBPm+G01Sy/yYXaoW1tQ5Vaxfu1K/PKa7ZE8laMjmOztdJorGK7VYsrOpiJfTpOigI1hG5+fLPDhyTwfH84jvkg/ry/wj08W+WVjlv7mKvR52VRlpmBNi2atWsG8sZiGtBiqctKoys9hobuTf9xY5afHIldnRcrbETk7n8X8sx8eSb6PysJslOmJVKfH4NLn02ypp3pwVAoWrZseleYyGqfEmJF/Q9HanoEoXYB2qANb6tcWaIkLWtPiLI3zM2gHe0g1GwmRpxKWcId2g4whVS7dylKsOgMN5aVsTAzyL282+afn6/z7l4/555cb/MvLR/yvLx/yH9885enUGFWFBVhVSlyVOrrKi1hsquJRp5n13jYsaZHUexxiOfA4G5cP8vDiHjb8D7Dhd4SHAQd5eGkvG5cO4jr1HeabfpL5/uXoAI6aanQ1JuoXZmhaW6FlfpGWuRlqFyap3la0/jVo/Rpg6jbCb2VtifNbWUxbF/RZzAuz6DoaSZMlkpeRjCItDU16CtrMRHS5iRgK0zAWZlBXmEVjaQ4WVT7m8jzqS3PoMigZqDPhqtQyVFfJUL2R/moD/TV6ekxq7PpSOtWFdKoL6DKUYq8sw16hwGksp6dSgUsrp09fzLBR+MN0jIumiNYq5qwmJlqrcTbqadMW0l2SSXdeHG0Zt+mX32K9JoxnjdFsWrLZtFdikj0gPPA8o7VG5iwNOAyljDfpGNDnb5X52ut43t3MC1crL/vbeTnQysuhFp4Pmnneb+ZVn5U3fe287WvfOh5s4/Vgu/Q3+dTVyqshB6+GnbwYcvJ82M7bUQdvxpxYjRrKqgzUTgrQcpcO/xy03GArVC5xLMDry/H2uf/PoCV9pt1dhv9a0RKp8JrRAUpbm9AoS+mtMfFufppP4zNM1DfynweW+A8Dc0w1mVnptfN2fpJ3C5N8Wp3n0YhQoNpYG3AyZm3EbtKy4Ojg1ew4r+fGebc4Jc0lXO7t4un4IDM2K1OdzTyfHuXNwhRvF6ckyBLPvZge5d2iuFG2sznay/ulSZ5PD/JqdojN8V4Wett5MtXH66Vxno7283JihI/r0/Q6tVugVeIjAVayOoBUbcCXPK0kla8EWvFl3tuA5UeS2ocUrR+pugtkGALJrrxKfOllAiM8OX/nPN4hfhJgnQ+7gIcEWT54hnnjEerN+RAfTt3z5shNLzwibhJanI3CZqV2coQaMcdUmlU4jBuw9Nuqlhuk3Lt4XkCWUL92Kltu8BLKllSWdAPbl/2vg5ZQsgRUaYcH0Az1oR7uRyPWUB+agV60g72SmlU5MICxfxC5w05WZwsZVVruXAsg7MB36D2OYvY4QMOJb7CeP0Crz0kMpw8jO/g9qbt/R+nRXTR5n6Tu3FF0x/egPPQNmqPfoTr0DcqDf6D67D4avY/S4HmYVv/TtAWepUWUID2PYBWg5XeCDp+jEnQ1nD9MyeHviT/wDfdPHiD63jVkxbloLNUYuluo7LNjEDOJ+7ql2cTieqvs3RJIVA4nSoeLMpeTMpedsh4b5b2dKPvELh53S0vRI47tiL3UZaekpwt5j41CVweFzg7k9laKulqR2dvJEcDVbiXfXEt6eR73Q69x8/xhVCFf/e2A1rO5XcgsLchEOryArZZm8jvayG2sIi0hjpyrN8i5f5ec+CjyYsLo0itZdbWzbLew5mjmobOVx652NgfttGqLKYiPoTAikvwrV6QxOhVXPCm47EdpUipl6an01ah5MeZiUwRjDnXzeLCLR/2d/DDmZN1po7q4gIK0GMpi7iO75E92aBClOi0GMdbA6dpROtzK0hIqlXtJpUMBVOKcqPdK4aS925Alug5duEFL29ODwSWiH3ooHxSKlhOt1Ux2agpFweFY8guoK8qjoTiPp2P9/PRkmbers7xenODNwhhvVyf49GyZ94+X6G6owlgozOBKTEmxlAXfwpgQQ5uilEqZDGuFkXfrq3x+vMJPj2b58dEcbx7N8WF9gX96+pBn06NUlRViVBRgKSlEGRNFTmoaGqsVw1A/GhFgJ93VDGCQhpcKJWvbqLk989CtYoldZML8tX2noiUMoTp7By1NJkbMJmrlcho1lTQqy1jpt0vDZEWp753wY6wv83F9iT9uioGzc7gstVQpFLSUFtGeFcfjhnKW68ow5yTQXC6ntriA8XYLf9xY4Zcn63x+tMrnRyuSt+PnDZGn84i1IRcVskwMOanUpMXQZyjG2tJE1dCoVOqrEb+TyTFEe7YbtNxlwS/7tmq1NXR6Zqs7UfiypiepnZvCvLyIZXEOXZ+d1Got13ISORV1k1PBF7ga7EdHpYxhAXjyfGrKNFQrlSyODPD52SM+PFnmw+YqHzbW+XFzlY+by3x++YSViTE0RUUYiktpLC/HWlrEvLWex73tbI456SpIkbpyli8c5eWlQ/zgv4fnfgd47nOIpwH72QzczbNL++k98w2NN84zUaOQQmI7jVoKFEUU2prRjPZjnp6kc3kO66NFWh6uYF1Zwbwk8rMEQG11pEkX9+0sLWGSF6VFAWN/VmLcLm+ZF+bQ2VtIL0gjNysdRWYu+uxsKnPT0eSmUJaThDIzAVXaA1Qp0WhSIlEnh6NMCEUZF4w+IYzGnCRainOoK8jClJtOZU4GlTnp6LKTUWclo8pKkXZNZhLqtAQpE88gjhNjUcVHoE0MoyIlkqrsBzTlJNGYm0JlTiKKjHiKEiNQxtxHG32L0uCLFF47R3WIBzPym7xqjGGpOhJz/l2G65X808IsPzi7WO2ow5IXS3XCfaxZsXQVp2MrzcRWmoW9PJsuTRY2fS42g4wubQ4uXS6jFSVMVKoYqVQzYtIwaNLQYyin36RmsqWG6fYGptsbJXP/I5uZx91WalRyigxqqieE2ihKhyKPTbwH/1rFEs99eX4buKTHortQqFM7Ogql8vZ2iVs63r5ZkD7f4rXb+XFflKwv3Yai7DWBcXpCAq2y1ia0ylL6a6t5uzjDurWLhOs32Kjtoi4lhzs+nrSUlvByfISflud5NT1GhSyDzIi7DDXX0VxeTGSAD1a1gncL07xfmmW1z0FeZAi67DR6601kBt8m4cYlpjqa+bS+wMeVOek1pYkxWFWl9NYaUaY8wJSXzmpfFx+WJ3k7P8pYSy2qjAdUlWTSWlFKtSyT1rISfpjuZ2TQRGbpFW7GH8Y3eBc3E48TnuvFlbhD3Es/Tar6IgllviQq/bifeQr/8O+5lXiY+2knuRy7j1spR0hWXyJBcR3/cE/O3z2PZ4gvArLOCdCK8Mczwg+vcG+8w7zwDvPBRzp3kRN3/Thyy48L8SGk1WgwjvZLM0bFjap2UKhVQxJw6YQJXur03lK39KKEJxLgh7dB6wtE/dqRKIBLUrbEz+1c26XDneVCcSx5tHaAlmbbryWCS7UCtAa29or+XkxiYHWPiwxbmySOZBfKuHPyCLlH99LkeRTL6d1Yzuyh+fxRKk8fQXZgN5n7vqHo4LdUnzlI3ZnD6I/tQXVIxMx8h2L/7yXQMglj/NkDVJzcQ4PnMVr8T9Pkc0ICL4v3UToDTtHpewyzh+hq3EXMvt9x+/geHsQEUWJSo7W3oHbZUPXY0Yjcyz4BWg60vQ40PQ7ULjHRRSyHFNOkdfSidbikUFat045GWg7cIKZyOFA6uqWl6raj7O6WBnWXOLoodtgocrZR5Gij0N6J3GanuKtbEohkHWayWo1EyJLITjr4twNaT2e+I6fRQq7VgkysFguyzhbym0zkpCahuH2b/Kv+ZFz3If2yD5qwezSnJ2BOicOcFIMlLY6WjAdYshJQxwRTFHSbopvXyfb1RnfrKhV3rpF7wZv8W9cpCbqFMSqIjswEOnJSaJOl0VqQRrssFXteKu2ZiVREB6MIuy11C8mv+FIccpNiZaFUw1W6+qSIB5Uw0Lm60bgEJXdLS93TjbbPia7Hhc4l3kCX5OsSswy1Qrnq6UXVI6BLmOBd2xDmkszxmh47lX0OKjvbKCsoQhEUhj49Fa2iEL28gFlXN282lnj+eJr3D6f5vDbN20dTvHoyw8u1OewN9ZTk5FBdLseYEkdVVAgNyQnUygrQ5BdTo9bzZHaKNyszvFoY4/X8GK8Xp3ixPMmHx0s8FV+gSjUlsjyM+TmoY6LJTkikpLFRMsFrBgcx9gsJuQfNSC9aUdeXFK0/92qJL4ktyNoaNi1gSpg+xZI6bUZG0Ln9XaNDaO3tWBprGRJt0HnZaItLMCnKmO1x8nHzIa8fLfFqfZ7X63O8ezjLp80VyWdlt7ZgKNfTqFBgzUnmYVMFK00VmGXpNKuU1CjK6Gs28/nJujT646NQtB4t8+HRIp+erPDHF09YHOxFmy+jqlyFSSaj26Cjubme6oEeKVhURDoYpyYxTk58iXeQLjjbPi3J0yIULQFWU8KPNUvt9LTknTEvCUVnHE1/Fyk1Gq5kRHI27DKnggM4F3EJv6iL3A67QIshl5HKIix5adQWFVFbXs780ACfnosE7CVEltD7p2t82Fjhw7Nlfnr5iEejgxiLCtEUyqkrKqazqIC1tkZ+GHTwenKQ3tIc6nyPM3/hMK8DD/H8wi42A/aw6b+PzcB9PLm0l2dXjzDgsRvzrXNM15TybsRJv0knhe35J93lekEiseUFZFXryGutReFsxTjiomF2FMvyDM0rc1hWFySQbFxcoH5+HjGEeqsbbudA420om5vGsriA0dGFXqfAWadnvLFKSq1fbtQxWmfAWamk11BEv76AIU0uQ6ps+jW59Gjy6VHL6FdmMqLLZK6xnBmzkZF6PaN1RkZr9QxVlzNYb8BRq6O7RsmgScmQUSX9mw6tkrbiAmrzk2kqiMGlTqRHnUy3PBNnaQ6dZZmY5ZnU52VSlxZHbUooxuRwtDH3qQi7Skt0IBOFd1k1JfKsW8+//LDI//b+JZ+XJxipKsKcGUpzdhwtsnQsRVk0FKRRkxVPXU40dQVRVOUnY8zNxJDxgMqMYGozI2jKSqYhOwVTWjL6lER0yXEYU6JpzIynKTcFS34G7UXZ2IvzJLN8XkIkMm0J1VND1C7OSFlX9TMCsrZyr9zZV2KXQGq7RPildCjgy11alEJHt4ehC7DaBi/xeXbD1hfQEh2zUkPHJNUzIoB3K4RXqL3bxQAAIABJREFUeLRMIqJlakLybqpam1Gpyuhpqufj6gJTrk6CLvpTkplK3M1r3Dh1krLEeNb6XHxeW+bV3BTVRTIS7lxnuqsdm1FPfkwkM10dfFhZ4M3iDKuDvSTevoEsJhxTYTYRF324dvoI9iqdVGr8KErJ/d3EXgugLDmO+pICHly/RMgFD7qrdPwovjOWJhi11pF6/zppITdIvn+VlNvXyLx3m56mCkaGq8lUXON6zBH2nv97Tl/cw9WI8+w68+84d3M3aaprEmg9KLvAzaTTHPD8e074fs3V0LMcv/gte3z+Z8JyvEkqu4lf2Fk8gs7hEebNuVBfzoX54RFxAa9IP3wiffGJvIB3pD9ekQF4RogVyPnwAE7e88Ej6gohZVnIHa0YJ0WszLiUuaUbEtlbApaEWV7A1cC2WX3bRyWdG5Z8cuJ7daeKJZUOR0a2IiXc++hWSKpBgrUtQ7wbtISqJSIfhCFelA91UhVjS9HSiO/KoS1VS3Qglg31kC9gw9pKSVUtYffuELTvW2o9jmLzPoT1/D5aPA5jPHOQgsPfkX3wGwoPfUvlqUPUnjlC5Yl96E7spezwtxTt+4rig79He2ofhlP7qDixj9qzh6nzOU6V1xFqPQ9j9jpKu+8xrN6HqDq3h6wjf+CuyLEKvo2yoQZ1dyfqni60vd1oXQ6025NbhOChcTnRimu10yFdr7fOiUxM9xIGeIeUli+M8FJOpoAs59a8yHJHN+UOO2Xd3dIq7bZTKmDL2UmxQyhbnci7bMjtYnWS12kls62R3OYaTObwvx3Q2pj6lqy6JnJazORtg1Z+u4UiczUleVnUxkRRdtmbDO8jlN8IoDr4NnWhd6m4dQX99UD0NwOpvHcZw/0rKG4EIr/iT7bXWTLPn0J36zo1oUEUBvqRcv4kuf6eKK4GUHn3BlVBdyi/cQn1/evUxYXREhdBa0wo7fFhmGNCKLnujzHoOsaYIPKL0lG6bKh7BqQ3SFCzBFs9ArKEWc6OAC1NrwOdWOLNFaZ3yfjuQtMvMrPEbEMxWLpPAjChggl1S3i2xIej0tUtdR4aypRo7gehiotEVZSDOjuTQXMTrx/O82xllLeLw/w4N8qrpVFerU9I3oWBJgslmVkYCnKpS4mjPT6CpgdRVCSnos4upFqpZW18mHerW6D1dnaUD3PjvFwa5f2jOV7PTWPVVVCSnYkuK5GiO1eJvXUTWZUR5fAgmsEhjH19GAZdqEd7JIl5S57eAqovStUOv9bWuZ0lxmHE3ZlYUueh6Lrpbqeh2kRfTRWiNVsly6JGUcKs3Sbl5Py4IUp+i3x6PMvnx7P88bmYXfaI4a4ujEotVYWFNGQmstxUwWpzFQ056VQXFlBVUkpPUyO/bD7kl+cPeb+xwLsns9L6sLnA5xcPWRzrRyWXoSpRoMsroNtoorGxGlOvTTL9CniqnJqickqAlvBZbYWUSob47VwtyXs1PYUwFjcuzNG8NEf99Ail9mYSjAqu58RxLuoaJ0MucC4iEO/oK/jFXOFCpD83Q7wx67OZrC3DkhlPRUoClbIcZnrs/PxslZ835qRWf9Ex+XljiU9PF6X//y+Er6NIJnkHK9PScOTn8Mhax7O+bl6ND9JfJqPW/wSzAYd4c/Egz/13SXC1cXEvm5f28ejifh4FHqbv/G7MN88xZSri/WA3w1VaYqOuczLIg5NRgXiGX8U38jbe8fe5kBLKnbx4otQyUmpUyKy1qHo7MU0O0jA/RfPKIpblBZqE2iVdyKeom52W7tDdCouId6jp66OpTsdIfRlztaU8bSjilVnObE0p03VKZk2FTKkzmShNYlqRzJQ6m3FdIWOGQqYNOazW5fJDu5rFujJGDXk8bjPywm5io13JWpuR9R4rGyMdPBelcXMFk/UGVlrNPHPZWXI2MtJQwON2Ga+6i3ncqGa9Ts2ELovJSjkr9UbGVTJGlelMVhYzrCthoFyGU5ZAR8o9unPC2Oiq5h8fTiN8P+MWDcMVKaw15bHZquZJm/Cc6Riv07JirWWiqpRps4JVm5m55lZGayoYrS1ioqqYaZOK6SoFwxWl9OpL6dOXMqiVM6QtYkhbzIihjBFdMSPqYvrVJchTYik0lFI7M0jtogCiWeqnZ6TPndvULn7P7tKgu5QtQdeO7kIBVdINwo4ytxuu3Lv7eSlwd1vREj7DreDeX0voArQqJifRjgyjabNSplTgaKqVQOnT2hIWnZr+liY6K7Wo05No0ZbxeHSAt8uz/Li+xKKrC4uqhJV+J/bqClx1Jmlkz5vFWcmH9XFtifYKtfSajgoVxYnRZIbdZbi1EQFZ71ZmJYW6tjgPs7KY/qZaRIxDatBNxtqaeL86y8v5MSxqOUG+5yh4EIY8IZLEG1fICwuWLCRDQ1Wkl17nQtBevj76P3Du6l5C0y5zxO8PnLu5i1TlVR4ofIlXBXI57hTfn/w7zgce4GqYF3u8vmK3778jusCf+OKr+IScwiPo7FaZMMyP86JsGOGPV4Qf3pF+EmB5RAbgISBLwJZ7RQRwNtSPk2H+XEgPJ7FajXbQIXUmiqqAULZ0g0OIvEWtULHcapZ4LK0hNEPDaLf9XNL38rbKJala4ob4y9oyw38xv2/nZ7m7DsV5qfNQSocXXYjubsStY1HVEGXE8pEeyoSnuK0TeYOF2LQUbhzbj/bsIex+x+n0OkSr5xGqzorMrO/I2P8VOft/T/mRXRhPHqDy5H70p/ZTfPBr8vb8lvz9v6P0yLeUH/kOzdFdGM8cwOh5GP25Axg9DmLxOY7V6whN5w+gPvEtD/Z/RYjHCQrlhWhsNsqF2CGULNFJ6HRIXYMCqIToIUBLZF8KUUTaBUwJn/VfLvG8a6uJrdzZTZmrG4VYTjsKRxelzu3l6KKkW0BVB0Xbq9Auoh/aKOxqp8DWhqzDiqzNTFPP39Csw8cTX5Ne1UBOi4XcFjP5Lc3IWi0UN9dRkpdNY3wcjSG3qbp/mfYHYdjjIuiMDKIl9DbtEXdpjbhDR+x9GkNvUORzluyzJ0g9dpCUowco9DpHib83xRd9yPA6TZLHSbJ8PSkJuEB5wAWyTh8jy+MUyqv+VFy/gulaANVXfTDdDER37wqt8RGYIoLJzU5AaW9H7exD4xLlw19VLHdXggAtaYmh09ISpUXHlvl9wCX5slQDDjT9W2qWqlfUjZ2IXciWBqcdo8NOdaUBY3gI6pDbqNLj0aan0F9TI80HE3lf72eH+TQ3wZv5cV6vTPDL2iKzrR0oUlJRJsfT8CCSzuggKm5fojwshOL4JPT5BSz0Ofm4NsfrxXHezY/zcW6U10tD/Lg+yaeFCbordciTY1E+CEZ2yYuIi77kaJWoBsVYhkEq+oSi1Yt6RNTyhYw9jE7qlPkVtiSI2vZubZUSf418EOC1E7Qqx0bQ2zuoqdDTZzKgSYmlODEKdVIclvwshuqFl6aGmdZ65tpqmW+vYdneyLKjWTJJV+RlSn6s2rRYFho0rFgqqc9OksJpTUX5dFZoeDs3yo9rU7xdGuHtyijv1sb4+GiSn58tsjbmorI0D428EF1GFs6KCurrKtE72qTxOdVT0xJkVUxPYBKm9plpqqSOQ3GxmcQ0NU717ARNi1M0L01SNzlAqa2RGLWMgMT7nAjy5+R9X85HBOIVdwXv2Kv4iBVzGZ/wC1wL9qZWmc5ETRmW7HiqM5KkMthYh4VfNoUfbZpfHk3y0+N5fn68wE9P5vjTDwu8HuulviBHCvDVJ8Zjz0njYYuJzZ5Ono/0MVBeQG3ASWb8D/Hu0mFeBO7m6ZX9PL20n+dXDvA4YB9zZ77BefJrLNfPMlEhk4z2w1UaEmJvcDbUA494AYTX8Yu+wdmoq5wIDeD4XW+O3/fldEgg5yOvcyktnPvFqcToipC1VFMx7MQ8N0br8izWlXnMAjoXhNl6mmpxsZ+fp2ZkkIYmHX2mPKb1KTw1xrKhD2WxKp3XPXVsNCqYKnjAeFY403mRTBbEs1wp53mnkbX6QpaNySzpk7AmXKct7TorNVm87y7heXsO683l/LI4yqflEUYMclR3A8m/7ospLoKNzmb+aXOGdUcFDy2pfLBls1qRTZ8sFkvCJYaK43jWoGU0Pw5n6k0mFYnMV8oZUhViz0+jLSMGW24cY/pCnnSZedrTylyjnFlTHK/a03jTlsWqMQ1nXjTj2kJe25sZV+fRWxzPZlsN711dPG2v52lHBc87qnnTWcdbm4GXNj1P2yt50lHNE1stG7YantnF66pYrC5myVjCZns91SW5lJpU1M0MbylaYpSTG7R2ANZO0NpZJnQDl7vkLUBMHLtVLPfzXyBLPL99YyHO7ey2FT8nHgvQqhQhnBNj6IUSryzFXm/i5cyEBFvPF6Z4vTyHyMTbGO/n1YKYyDHO06khXkvHY2xODvBiboyNiQFezI7ybmWG5zOjvJgb5d3yFE/G+nk8NsDm5BBTXVYmbS1St+GrhUmpO1EA13JfN6sDLp6MD9HbWM14h0X677xaGOfZ1KCUnabNTsZeo2O4tZ6GkkIcxgrerEzQ21dBctElfO/v4mjg/8KV6MMklF7iRuJxriceIaEskLiyC8SVB+AZupd93v/A1YgzeN8/yreef8epu9+RqLjEg8JLeAef5Pz9M3iFeUvlQuHP8hSKlgCtCD/pWIDXlsoVgJe4mREgFhmAT8wlzkZc4Oh9L85EXOFucRrFNjPVk0MYJ8T3rFCZhKIlKgICvkbQDo2gGRyWvps1YmSO8HPt6FR0dyC6IUtSxiTg+vNoB7eitWWIH5DmHLrB68s+2IduqA/9QL90/SofdqEe6UVp76a4uZX08hLCrvpRePYQnaI70OMQrWcPUnPmIMVHviNl929I3f0b8vf/Ac3RvRjPHEJ3ah+F+35Hwf6vkB/8g7QUh7+l7PD3aE7uQXVajMnZTcX5/VgvnJLyuRo8DlJ89BvCDv6B5OAb6Ouq0Tq7JR9VeY9N6g6UYGobsLQ7QEsoVW7okq7LAsB2LJVTXL9/BS0BbwK2xBIK1hZwbalZO0FLwNXOld/ZiqyjlfzONhr7C/92FK310a+I15rIaWkmW0Q8SJlazZRYzchystAE3ccWE4YrIYzumGBsoXfpDL2DIyqIgYRwafhsX3wItqi7VF8LpPJKAPpLfmgDfagQj29dpjbsNprbl0g5d5TQXb8n5uvfkvH978n89nekffcb0nb9hoxv/4Hsr/+ezN/9jyR/++/Q3rxAX1YKdZGhyDISKGu3oHX1Sjkbgp6/gJUbsAR8SUvAU8+vq8+Fqr9Hai0VMxPV0txDoXI50Qy6pGRlfZ8D44ALo/i3tOXoI4OojgtFn/YARWIsXSYDb1cXeL0wzjuhRs1O8WpxkpcrE/y8tsh8RweK5BQUSQ+oig7BFn2XhvuXKL97g7K4ByjT0xhpNfOjKMMtTvB2YYK3s2O8WBzhw9oUnxencFZVUpQUizYlivK7V8gNuU2uUi51Z6gHB6gc2Krlq0bEXZUwbP4KTm6Akv7Yt0Frq7T4f6dojaCzdVClVTNSU0FFchQZtwKpeBCOOU14aOJoykmkMSOepow4LDlxtBYm0lGSRpMsgcq0KMpj7mNKDmelpYJHHdVYZMnkh9+jLD4aY9oD7GV59GpK6NEW019RyqCpjKFqpVRusinlaJLiKEtLRhn/AIdOQ12NAa3dSo1QrCamJX+WULWMUzOYpt2gNSEFmtbOTVK/MIFx1ImsWU94aSr+8bc4E+LH2WBfyQjrHXUB7+gAPKMD8Yq9jE/sFbwFaEVc4HKQFxUlSYxWl9Gcm0yrQnjLCumz1PH58QL/KBSth1P89HiRz4+X+PRknn98vswPIz1U5eVQUVRIbV4u7dlpLDVWstbZzCOnDZciB5PfUSZ89/P28hFeBu5hU5QLL+7lhyv7eXJxL+veexg8+z0Nl44zUJbGps1Mv76EhJirnA09h8eDQPxiLuMXfQWPuCt4ClCMuoh3VACeUQGcDfPjTKhYFzgVcgGv2OvclsVIkJnbZEDb04ZprI/6uXEsK/M0rSzQuLKIaXSYmiYDvcY8ZrUJvNAH8Up/g5ctOXweaGShPJ3B2BuMxlxhIT2IibRgVtTZ/KfpLn7ur2JBH8dMWRS2lNt059xi3hDDu64MXnQmsWlT85+fr/NhopeWxDBUAeeQeRwn4cAuGqJDeTfu4MVgPU9bUnjflkxPbhjWlGA6su4xXBzLs5pSpgriGM25yZIyhAVDMuOGfFYbK5nTl9Kf9YCOqNu4kiN5Zjbyp7FmVmrieNESxcumcIZzA2lPuMqkuoB3Xc2MlmbRGHuD7uwoprUyFioLmavMZ1ov9mLmTQUs1cpZbSxnqUnDVG05E9VFPG4pY9NSwIAsmDH5A55ajdSW5KCs0VE/N0bN4oxUzqubdvuttuZs7lS0vnirdihXApjccPUFuP7K8+7n3PtO0BKA5V5bitYElRNjVNraKVeWYKut5NXshNQB+GF9SZoH+X5ths+P5/m4NsPmZD9PxnulZiYRzvrjQwFik7xbmeTD2ox0E/jDzFa24evFMT6szUrKlBT9sL4gKVhvl2ekhhEBXz/MjErqlyg1vl6YkdQyoZiJiIi1IQePRnt4OTcmRUK8mBcxEeO8nB3n7dw0b1YmaW9XkFR4keh8H6IK/Igu9OGBwmdrHI/Ck6gSLyKLfYgq8SU414PQDG9icy4RnhXI7TQv7mScI0V5kRjZBbzuH+f8vdN4hnhyXihaonQY5odXqA9eYT54hfviGe6HR7iftHtF+n8pJYq/K/Fd4Rnly5kwH06E+BGYGkJydTnawS6qpvoxjAoIGkY3OIpuaAzd4JgEXFteLhE2+msX4p+Z4r94uLbzD3fGOfw1RUuCqm0lS3i0vjzeAi2tuJYNOlENiy76Hko6bOQ31ZCUHEW6xxHaRCbWuQNYju3GdGwvJYe/I33/V6Ts/Q05B35P+bHdVJ47hP70fkoPf0P58V0oj++i+NDXlB37nrLjuyg5vovCY99SeOxrtKf30OR9jCbPY9R4HEZ2/DuCTu1FLkunst0qZWAppOiGLqmypBKKlfBHS1WlXxWtLVVr67xQu6T4JQFa2x5r5f8b0BJZWpKi1YW8u5Miu1hbypYbtrZAyyrBVsPf0lDplaHfEFGqJUuAlqWRQksLBRaRvtpCTn4einv36IwMwRUdRHfoHXoig+mLCaX/QSj9cSH0xAQxkhTBRFoMoykPGE55gCsuHHtMKM7kGJypMbTGBmO6d4UC31PE7f4Nst2/w3R0Fw1Hv6f++DdUHfkK0+GvqDv0e6oPfkX2d39Pqf8ZuhJjqbh1m/ToMORNtQi/lXjD/hpoibKhIOVyVw/KngFUPf0oe/pRCX9Wr5BcxR3HVo3cKKasDzpQujqQ2yzkWapJM2mILS8kPD6MjDsBVMQFU5+fQXlGEnVaBU8XJiW4ei3KhnMTPFua5JkwxK/PM2/vRJWbhTY/k6rkaHqSw3HE30MvTPHp6Wgz0+muruDHtTmpY0d4JF7OzUj/xpu1GT4tz9Pb0IA8K41KWSaaiCCUsaHkyXNQdLehHujfmgg/1I9yVEjWw+gHh7fusoS0vV0SdCtaO0uJO4HLfV4qHY6PorPb0CpKGDbp6JBnYEyJYERbzGKVmtmacqaqyhnTlTCqLZQG/05UlTBdW8pcfbnUym9MDKMqJZLV1ko2umvpKM0g595lGnJSGNYWM6opok8px1Yso1OeTac8i47ibBxKOT2actpK5ZQlxFBw7ya9OiVNdRWoO1uomZikdnIr1qFC+LSmpjCJu/ipcermxmlamqBqaoAcq4n78iQJnk4FeXEm2AvP8C0/hm+kL75RPvhE+eAZE4BX7EW8Yy7hI4BLgNZ9LyoUqUybDZK3rLFETmVhER21NbxbX5AuTh9WZ6QBvO/Xlnn7cEEKYH06OkBFXj664lKqCopoleWxaKmRYh/W7e04SrLQex9iyGsPby4d4mXAHp4J0Arcy9OLe3h6cR8vLx5lyms/DQGH6SlO4nF7Ay51AQ+iL3Eu9CwecRfwi7nIhehLeMaJdRG/mAAuxPjjJ60A6bFPTCBeMYGci7zAmTA/TocG4BV9nWuZUdwvSiFaU0hecw3qXpuUtF8zNkKduZpudS6j8mheqO/wseIGm9WJTJZn0Hz/Io1+B2n1P8TAXU96QwNxxd/mjVXNTy49i4ZYFgxJDJck4ZSFMaII4WlLHI87InjeUck/P1rmmauV57pKfq5u5J+7l1nJLcERG8EbRws/T7TzwprBD+Y4OnIipOy1QW0OA8UJrFUUMV6QwKomkrdN4awZw1muy+Pfj3fxrEZJb8QN2nxP0HTuMH1xobxrM7BWm8CThlBemUNZUFynL+c+k1o5r+0tjCrz6MqOor8omr6icFxFkYxqshk3FNFZnIYxJZLa1Ai65Gmsim7FIRvrHQYeNmbxzprOWP5Nxosi+aHFSF1xLqraCurnJiVFSyhSAqYk1Up4q/5ybatVQpVyq1R/DbTcMOXe//K17vM7FS1JzZqakP4eKqYmpNl6FR2tKMrk2OuNUmfho0EXM6LLeXqYx+M9rPR3StM4xLgzEacjYhYejjjYmOhFjD4TwCXOCbgSkztezg9LETybk30IZUoEmAoVS0Q+CG+pFAExPYIAsDdLM7xfmefDqggonUeA2PPZUQm0Ho/38mZRREPM8np5kpeL43xcmefz6hIvl8ZoaSkisSCAB8UBJCuvEq/wl0ArUeVDXLk3EfLzhBacJ6zIixz9HWTau8iKbpErv02RIYwc/V3S1Zcln5YbtDyCPaXuwnMhPniE+OAZ6oNniBfnQ7eWR5gPnuE+X0qK3pJ3S/i4fPCN9sY7yofzET6cCPLmbORlgkpSKLHXUzU5IP2uRRlRNziCfmgM/dAIOmGcF7MJRdio1Im4ZZJ3dySKc0LdErs7R0uoWDvLh27lSpwTx5IJfhuydh7rJFN8H+VDLlRDIkW9j9JuBwUdzaQWZhAtTOwXTmI/t5+mI7uoOroHxdHdZB/+hoxDX5Nz+GuKD3+HXsxePXsQ1fHdqE/tk2Cr8MDvURzfRenJPRQe20Xuka/JPfBbyo5+g/HUXipPHqD8+B5pTmHEJS9UlWoM3WIGsYOyvm6UfV3SdVkl4GlbvXIrWgK63Es65watHY1sArQEfIldlA7/UtESgLUFWTapdFjisFHscAPXr7D1pXTYYeVvCrSWB/+B4EIlmc0Wss2NyM0CtFrJb7OSry5HHRtFW2QQ3WF3sIXcwRkVjCP6Po6YIGnZo+4xmBTBaHKUlHQ+mBCJMyaEjsg7dD0IpTMuhMaga9Teu4j2qgeZB36L7sBXOM7sYeDM9wyc+Rbnya9wnPoDfae/xXl6F4p9v6HQ+xiWyDCUgZdJCLpDfp1RMrCLtFj1DkVLhJkJj5YoIW4t8QEcwjA4jGFoBIOor/f2SimzpZ3t5Lc0kF6jI1pVwN2CVK5lxuGfEMq50Gscv+3Puase3A04Tfo1f3TJiWgLc1GV5jM30svLxQmkO77ZMTYXx9hYHubD+jRL4n9PYR5l+dkYUh9giw+lLzkMY/h9KpJT0GVm0q5X83F5WlKzXk5P8mJ+lqfLU7xYmebT6hL9zVZy0lJR5majiYlCExNGdlYSZbZWSaIWCdCq4X7KxZ2V8ANsg5ZbxXJD1E7oEuXDrfO/JsO7z1WMj6Gxd1KQm82gUctCcyX/F3Pv9d1mfqVr/glzMzNr+nSf024fl6tKpZyYIwiAIMAsMeecKeYg5kyCRCAJ5iTmTII5UyJF5VAllVRyJYfTdrvtDu5wut0O/cz6fSSqVNX2mjV3vtjr930fIGrpgtCDd7/73fv9Ou526znqaOGwW7QDDTwaMvFoWFQbD0dEMnorT8faeTbWwXZHMyut9dwfaefJRAdbPVqmm8rYNrWw0VDGSlU+87WlUmSFgKzRyjwma4tZMjZI4ZgrJgPdpTm0psSw2dpCf4deCuMzbW7RtbWPyAkS64Jatzfp2N+mV6Sk7y5RO91DbGMBiuQAbEPlOEbKcRPqlfhWGqdCGe8ufXC6xysl0FIke6JI8kaR6C2dwhjrH+NBa0M+B6Mm+koLMBYXoS+rYLy7hy+fPeTnrx7z48d3+eGTB3z56AGfP7nPT18/483+Lu0V1VQVl9KUV8RIRRkPxwZ5Oj3KwXAf42U56FTWrMjP8YnvVV5/BVoCss7xkfdFPvGy5rb8En0aK5ZrsngxM8hCcyWZyddQxLlJoKVO8kaT5IMy1RtFqgArNepENapENe6iktQoktQokzQokjUokz1RJnnjFu+FS7Qau1AF1sFyZLH++GXHEF2VR2ZzLS36euZbqlivzOBFUwRftgZyvzmOmexYTD4yPiyrYCHAmYNkfx4WxLGWFcl+bSYfD5VxaExhR5/FdNkNqZW3Wp/K88EsPhtv4GfjQ/xm7Qn/PL/P72fu8m/Td/hF1wj/MrzCvaJ8vpwZ4pd3ZvlktJCPBtOYqM5lUt/MeHMZ87U53BdqZ2kWtxui+XwggqedodwxJvPFtJ7HjTk8yIrkzY1IHkf5sR4bzDN9KS8GS7jXFsmb/lg+MkazVBzJSlMZj8d6WKwvZqYsg/s9NznszGCtOYU3K0PcGTJQFOFLpNyRJHdHcjxlLLTU88+vnvHLR6s87c3hy6E0DurDWS+LkfZgtlXcpF6k9t/epeNADF3s0ClUVwFUf6gEYJ20/74NTxbgEhBlUacsp3j2h17/9nuFmiW1DreFaXsJ3cgAjY1VzPd38MneOnPtLRQnRDKgrWaqXStZAua6DZKS9ebuJo/WZhlqrqapIIM782MSFHXXlnAwP8aXjwQs7XC4MEZPXQm3WmpZ7DPRWVMqJcMLFUsAlgCvg/kJJtpa2B4f5uHKAhsj/RzOT0qvi5ak2GW7NzXMQm8b+zMj7E7fYqnHxN7iCDtxAAAgAElEQVToMB/dXmF8opaMcm/Cs2WEZslIKNUQX+JORL4LcWUKEqvciS6VkVihomM8h7vjJq67v0PMtUuY2lLpncgnr8mXyHw3lOH2yMNdkIvPgih3XCIFaKlQRLmjECpXpBuuUW6SWV7EPSgk2BLAdVzKOCWqeDlKUQlK5AkeOEYpsItU4psXTX6vFt3qjPSFRUwSNi8JdWtV+gIvmdWX5yVA0i4tIdLlRX0j/FTycH0NWBbYEmBlASwLfFnA623oEjEPlhKg1bQ8h25xkdq5ecomR8ltrCRO7Uq3hwOzCmtGnC7T4yBg6gJFV0+Rb32KQqv3KL74Dk0OFzCK+AP78zTan6PW5jQCtKrtTlNpd56b1qcpuPJ9ii5/jwabU+jszkktxfxL75Noe54byVG0DHSjnZmiZmEOoWg1LAgP9ZQ0rCYZ3ee+qWa9rWiJyUMRPC5OS7vwK8iamaJhRmRpzUgeLcmr9ZWSNUHV1LgEWmLy0FJC3TpWuMa+8miVjt+id6n0T6d1eHfpu4SV1JEngVYP5b2DlA4MUzQ6QmVHK9VpiRgCvOgP9qI3yIc2fzU6bwWt1z24FRfMbEYs5qwEljLjJZVLaiemxzCWGEx/lD9jiaEsZMYymxZJf7S/tMSy5eL3WHA4x6bd+2zaf58Vu3dYsn+XNfv3WHH6gBardyh0vYwu4Bo1ai/SI8Mo7jZK+w7FBIIAKqFgWcZIRWCpmDgU1TA7QY0wxo30U9RnIrutmaTGcsJLs7iem4hnehTy+AAcwr2wC/HALliFfYgKx1AVTmEeyIIUBPspyPTxoiw8msq8XMpKC1idGuPzo31e763yan+Nl4drvLy3wv96ss9HG0sYa6spzcuR1kv0x0cwlxFHU1gwVfFJNOXlM9Rcz2eHO/zwwW0+O9jl04MdXh1t8IN7G/zs8V12pya5mZdLTUEhVZFRFPt6k5kcS/3YLVpWxcjxKg0SaC1IUynShMrqsUlTwJQFsN4GLgtUWfxaltfEKbwdYlqkIDeL2ZZajkba2RvQs2dq4Xa7jp2uFvZ7Wzjo03MwYOT2gJE7g0YOh9q4d6udB0MmHoyKhcqD3BvulGDrwUQPz2aHWWmsokThQKHtecplNpS52VDpbkelhz2VakeqNa5Uq92o8FLQlRXHnrGex7e66TU2UjvQTdv6Jh1be7Rvi5iGXSkDS+Rq1c+MkKYrxzsrHKcoFa7Rx34M0U6TJwo1R4Mi8Ri43BM8UImJowQPlEmeKEX7MNEbeaI3Qgm6nuCFsamAB9N9jFQUoM1MpjE3i46aCg7nRnm5McOHyxN8uDLHR2uLfLi1wKvbSzycHsFQkEd1QR71GWmMFOdyNNDO4UAXy206+gtSaPO2Z119iU98rvJac56PvM7zwuucVB97X+QzbxuOVFb0q6+yUnODN+YRlvW13EgOQHzgC7jyTPLFM9EXRYo3ihRPPBKFmuWJKskL90ThKxFwpUGerMYtyQO3ZPHvVOORLKDMC1WCBvdYD5TR7igjlcgjVCgjNJQUp7DZpWVXW8xzXTSfmQJ40hrPJ6Z2fjW6zS97Rvgb0wA/a6nhx7oijsrS2KlK5WV/CYftKazr0hkqSGW8KIu95kI+G6rjn2YW+eFYJ7+ZfcB/zj06TiRfeMK/Di/zeW0Tz6tq+HSqj58fzPJmoohXozcYqS2ks65B2iNobiriucjDKs1gtSSQT7tDedUdwf22ZL6YbODL3nI+q8vg75oK+Dw/kd1ofw4K4njRkc9jYyyf9cTxUhfOfN411lpKpBBVc1MFw7nJ7GjTuN+VzFFPPr+4v8pEw03U5/6SoEvfp0BlS77CmurwAI6mxvn5wy2eDRby6UASd7VRbFYl8mSwjfbqSuq7uqVpQ5HS37W7TfeOgP4/oGa9Fcvw/0fRsqhWFtCy3FtULXEKuGrd2vyq9Fvr6FYW0Y8OYjA0sjTUzae3NxnT1koGdBGfYu7vJCPkOnXZqTxZN0vq1KPVBWmPYfI1b1pLC6UYB0/ri5L5/SdP70sJ8bdnxilLiaUgNpzG/EwyQq9JZvg7c+N88fCOBFOrt3rIjQymKiOZ6owUaaF0e0URj9cXJIuEWLc206EjNyoIbVEmk53N5EcES783jzfnmZxsIL3UC59YK6zc30Udaod7iBVnnP87ytDLJJZqiC1zo745hk/H5tipr+MXozuYb5bQXhLGyEgBRc0BRBe7o452QhHuikKo2lHuyIR94AS0lJFy5AKyouXIYxRS3IM8VomlhK9LlDLOHXmcHHmsG4o4OYp4JbJYFU6R7iiS/Imoy6FisofWzSXaNjbQCdhaEirUAjqhMC0t0mQ202QWp5gY/Bq2JP/WyrFiJYDqj4GW5bkFuiyK1nGelvDrLtKwOk/zyhxG83HHpnRynHxdkzQB2qa0ZVZly4SrNb0OV2hxuEyZ7TkKrE5RcPldCi98T2oPtjhfosHmLI02Z6mzOUOV9SlqHM9R6XCBwqunKb76PjX2pzG4XKDN5SoN9mKH4fvEOl+hQmQ9jg0j2oQ18/PUC0/0/IRkhj+eJpyXvNRiGE3qQM1MS7saG2emj+8lseTr7S0Csv4QaL3t0fqGoiUgSxjip8Xk4dfAJdqIwhRfJmpihP6lsj8t0AourCG/f4Ci/h7Kuvu52TdM/sgI5T3tkm+ozleF6bpa8lxVq+XUeCnQBmowRV5jIDGM0ZRIxlIimUqLlNLgJ1Mj6I3xxxSmZiQxkLXcRKkm0qKollvTcvFdzA4X2LU/za7je2w6vM+a4wdsOrzHlvMHdNq9R/qVd8mwvUqalS0x13wpMOnQrszTYp7DsDwvTeBpF6epmRihuL+LnM5W0g1NRNcUElCcjFdWFO4pQchifXCM8MA+VI5DqAzHcHecItS4RKhxjVTjGu6BLML9uETYXag7oYEaigKDKA8IpzQtg7KCPMYMep7PT/No6hYPJgc4mhmQJqmeLwglox9dcTFlmTeojI5DF3SN/rhQSny9yQsOpTY9g5bcLBba9eyO9XN3aojDsW42b+nY6NOy39/KSH2V1CItSUmi5Pp1cpVyMuOjqRrspUkYL1cEaC1Svz5Ly9qClK8lTcEIaVqA1trKN0vkv1gytiQT5tfTL+K9ArS089MUF+czWlfKXm8zuwK0Og3stOnY6NSx3dvCfp+evQEju4Ot7IiVKf1t3B5o505fK3cGuji41cPRsInD4VYphPLeSC+LlaWUOtugdbhCv7MNfQ6X6HW8QL/zJXqcLtJtfxGTzUVqLn2APtyHu53NPB3poaO5mpq+Dto3tujbO6DvjsiF2kG7MEmmsR6/3ARksb64RIkpIqHueOCe6CFBloAt0UYTECXASsCIKsETlYAvSf0REOaFXLQPEzzxj9Ogq8/j3nQ/45V5lIb4Uh4dQmNmIj0lmdwqy2CgKJXewgz6i27QX36D4ZpshoozaEyKpiI5hvKIQEbyUtjSV7KkrWWr28R8fRmjMT7sXrfnY+9LvNKc5aX3eV54C+A6K3m2vvAV4aXWiAWtog33+eoEm106ctLDjuEo1Q91kh+eSf4oBWgJeEoQsCUg0Rtl8rEyJ0/ywi3JE7dEDXKhciV7oEnR4JmsxitRjXeCBz6Jaq6neBKY4o1vtIKSwgg2epvYbS2XIOWV6Rof96by69k9/nP+If8yssTfdt3iV30TPC6MZb8ggRcdlXw2XsddUwqbLYkM3IhhIj+Lu81lfDZQzm/m9viX6TV+O3/Ef84L2HrAv09s8bIkg192jPBRTSk/353nbx6a+WS6mE/GMhiry8VYXo6pLJflpkJe9DSzWJDCdIYnrwxBvOmO4WFbAj+51cXPR1u4XxzFw/wY7qaGMqexYy1SzZ3SKO43RvJ5VxyvdaEs5XqzYyzm1eItNkSqfWosS2URPDDF8rg3n+djXexodbxpHea1oZ+f9sywcTORxlBvaer0h3fWeDFZx4veJA61Uew1ZfJyZpCuxgbqunok0OoSk50CtLa3jnOuvt1CPGkrSorWtxQqAUtvg5QFpt5WtMR7LPdi+EO6Fqc0AHKs7hq3N469WVvrx5+HI/2Y2ptZG+3j1e4KbcXZxHoppUnD+R4TJYkx6G/m82jNzBf3D7kzO0V2eBBpAX7oi/LIiwrD2/YqvXVVfPHgkC8eHGHu6yLGU0VhXATddWVUpsWRGXqNlaFuaepQtBDF7sMwpSvFcVFkBF8nWO5EYXwEG2P9vDna4fnOEr315YQqnTGU5rI1OUhJfDSDDbX84OEuwyPVZJb7oAm/whm7v8TJ6wpWirP8X9//Pzgve4eYfHdyan15NNDDv87cY6uinN8vPOLvx3fozQpBVxNOqS6EpCo/fBPkKMJcUEYpJEVLJr5cSGqW8gS+FCiiFRJouUUrJOgS+VqWkse4S54uAWJuMTIUsaLkKKX3iCEUJbZR7qizo8hsb5QGkzoF+Aq/7NI8LcuixHTg8teKlqRsCZ+VmRYBXSetP6FUSREPJ+t2dCLOYeV4qbRFzRLAZYGur5StpQWaVsw0ri3QsjqPcekYtMomxyk06kgLDaDZzZoplQ3jMiu6HS5Jy6QbXK5QZneOgsvfl0Cr2voUTfbnpSnD2qsfSBOHlbYfUOVwlnL7cxRdOS21D5tll2l1vUybqxU19pdIvHyKOLUzDcZGyXbSOCcga4HGBRHpMIFuRqzNOYltOJn8/xq0pr6eOpTsP/8VtIQhXlKzZixTh1PUzX5thpeM8ULdmp44nkIUQaazk4g2osjXqhSRF8KzNT1GxeQ4g8vVfzqgdWj+LteySskXWVpisfTAAGW3hrk5MUrFQDeVN4uoChExDaH0ZmXQmBBDX0kuW11atlvr2GiuZENbyaahhi1jNXuGGsbyktHG+dOZEcZQaiiTCcHMpEcwnB5FjbsTusunWHI6z7bTKXZc3mXL5X02nU+z5fgBOy5nGLJ5j+Ir71GociHP24vkoABKm+vQL45TO9FNcW8TmfpK4mryCSxIQp0ajlvcdZyifLENdedqgDNXApywDnLFLtQVh3A3nKMUuIpfsBh3ZFEeyCI9cIvwwDVChSxMKYGWmwRaSsKCNFSFBVPvf42yoEBuRoZTHx3FYFYa/VkJdKVGHldGFAM5SXRnJlMvEuWjoii/HkCll4a2mGCqgrzJ8fag5No1Sv0DqAoJRpsagz4rDmN6NG0pkXQmRdKbFIUpMZym2CBqQ/2p0KhoDAygLDOF8k6DlBTctHo84dK0soT25BdUJAmLEvkulm9AOmkpqbhfRr8uohwEcH2zRN6L+DbcbJ6joq6KkbpSzPVFrOrL2evVcadHz+1uLXcGDByNdnJvrJv7Yz0cjXVzb6Sbo1ud3B3s4Gi0l7vDHRz0NrI/3MTeZDuHwthdX0mTwpkphQP7Ghduezhw28OeOxpHDjydOdC4Ss/HXa7SEe7LdlcL98cH6Nc30jzYRf/+FoO72zTOjEtxBoGFArC8cRTfUuOEcVUoVJpjtSpBJcn8ipPWobtQchI1EmAdX4tWmwAyYRr3Qp7sjXu8huuxArRyOZzpZb65nNrIQHoKMjHrG1hoqWam/iajpTkMFGbSV5BB380MRqvzmK4tZrqulNbsZIqvaRgtymSvvZG52gruDAzybHKK7ZIctoOceO59ltdeH/Cx9zkJtF54nZbuP/W9yEPvKwwpLrFUlMKLmRHW+tspyo9HE6NCleqDKsUHdYrwlAl4VOORoEGd4CVBogRYyV7IkjQSZCkSNFLbVJEsFC013vEqfOJVeCap8EjywDfNk6A0bwJjZNwsjGRlSOwgrOVxWzIfGXz4SX8Nv17c5bdzh/xNby//NDTLX7cZeV1fycPKLH5p7uOHiy1SaOjtumAGErwYz07hrqGczwcb+NX0NP8wPcF/rD3it8t3+f3cI/6xb4pfz97jUVoSz0py+bejTf7h+Tav5wS0pTNfm4AxOx5TdiIbjaW87jOyVJjBQIyS+7XefDmQzV8PdfCr8Tn+drSHHxt72EkJ4TA5mM0AN/YTA9krTWWvLo6PTTH8oDWUjRIfdttv8mphgL2WSrrjgxjP9eeRKZIXXZksl+bwvLGLZ3o9f3NrjN/O7fKrsQUGUwIo8FTwdGqAH5jbeN6fwWFTDHtNGXw0O0BHcwM1nV2SgtV1Zw/xH2zXzpbkzRLgJLUPv+XHkp6/ZYC33FtASwDV2+BlubdAluRJ3NuhdW+Htr1t2nc3ad/dkPbzte2s0ba9hmlrHcPcLPqBLkztTaxO9PJid5G1ARPjuia2R4ZYHexhslXL7elRPtpelfyld6bHaCsrpKu6lL2pEQ7mJxnRN7I3PSKZ38WqndWhTmpvJDDcXM3OxAATrU2MNNfyfNPMjx4d8MmdLQYaq8gOuc5gfQ2TRp0UI2GqLObe0rT0c55uLtFcmEVKoA+zIr5jbIjBpjppK8SnL/bpHy4lpViDi98HXHT9Dp4RDrhcu8w7tn+Gnf9pYm66s9Nv4JdTG7DwGOYf8bvZI/5ubAtdjAdVuZ5UtYSQWX0d/3glilBnFFFuyKLlUgljvGgbKk9OuZjojXFDHi0/UbfkKCSF622VS44i1g25eF+MG8pYhQRbwpbgGqfGLlyJa5wvUVW5VI310b6xTPvGyvEXXykHS3i0BFgJ8/qiBMICxI5hTECXULWOP5/F8mgRfGop8RkuoMryWW4BLXEvlC2hZklbQsT6suVFDOYltItmCTxudraRHB9DhZutlKE1IrtMp/M59M4X0bta0eBwkaIr3yf3/Hck47vwZonWoTDBV1q9T7nNKUptTlFiI9Qs0UI8i871EgbH82jtL5B/9QzhV06TEnGdht5OxIJryY8llkHPi/iGKUTwqFgGfezHOp7ul9qEQsGS4huOIxwsBnjLaVG0jkHrODdLmjL81tShpY0ovSaASyzZPol9kIJMp4XSNS6VyNYaXKn6EwKtxb/CKzmPnPZOskytJDXVEFNTSnhNKUl1laRmpJHj540uOoL+ykqqc24wZGzg5e1laSfcp5tzvNmc59XuIh/fXuaLO+tSJpBY9tpVkU1vRhw94dcwhfmgj/CjRuVMq905ll3Osef2Pjtu77Ale5ctAVrOZ9l2Pcekzfs02Z6hMcyPkugwojUaEhJjSKzM4XpeFKpEH1wi3LELcsX6uhM2AS7YBrpgFyTDLtQN+7CvS0CWQ4QcYZaWDNMRClzEL0v4sbwsJGbXCPeTUuEaLCcizIvW1Fg6Q65T6u5CXaA/beGhdEcF0xrmRaOfGy3+7hiDvemPD6MjJpSmQD9q/LwpUMgo91RhjAmmRbRKfdwoFDEXnr7U+V+jIfIapQEKCj2c0Pp70xsaykBYEMOxAQwnBNEd6ke7vx/dsdFUpSdys6UG49YSxq1N9Mvr6MyraNdWpBKb3t+GLf3aEmIRqSgpwVgAlvgQ+FYJ+DJsip+1QJOxmfH6CsbzU+nNjGGypoA1YzVb+go2DDXsdDWz061jX1SPjoM+I/cG2rl/q4ujkS42dFUslqex01vJ4XwXDxcmWNE30qJyYV5mzV21LQcqKw5V1hyqbLnrYc+h2p7bKlsmnS/QFe7L7ZFunq3OM9tjoqlLT/lQOzdaqvHPS0KW6IeLgOM4AVRClTouufBjxXtIpYh3RylCCROEP8sDVYJaKql9mOCBOkGFKskDRYoGeYoGjwQPQhK9aDMUcGju5fZoK2ZDJfuDBh5O93BP7L8b7+BorIMHU90cTXaxP9wm7ed7MN3Lw+k+dvt1DFdks2Ss5v6oifnmCpY7Wvl8a5snbU1sBLvw1PcMb7zP8NrrIh97XeCV52neeJ/mE7/z3PO7yKDiPOaCZJ7PjrE21kfpzRQ8w+VS+0+ZqsE9xRNVsgZVklqCSvcENYoEoeB54JbogSzB49inJU1XqqX2oXuiCp9Yd3zijiFLkeKBOkWDb6IYAHAlJy+SqZ5GNlsLeWqM5qMWfz65lctn81O87J/hd/OP+UV3P7+ZO+JFQzkv+/T804M1vlxu554hjnsNwQynejKYFcOWrpiPeir45WQPv59/yi/HZ/i30S1+N3efnzaa+EFhAaueStau+fCqpoIfDXbw6WAZP5nMY7sxjt6scLrSY9jRVvLJcBfLlfl0RrqzW+bDT0cq+KeJWT7taeDf5nb59cwdXpXd5HV+JoehnuwnR/CqV8eHA5U8NoTzpj2YOzXXuW0q5s3iIEfttbRF+9KZpuZ+WyQfGWPZLMxhv6GT1wYTv54+5G+H2vn11BaH1Xk0+Ksx1xTxg3kjL27l8lAXx4E2jZdzvXTq6qnpaJcAS8q72t46Dg/dPza7S5AkoOqkBExZIhssMCUCS8UzC1BJP+cEzizPxCmBllgYLRQsAVm7ArLE37eJaWedDrEuZktA1hqmjXX0MzNoe0wYDbUsj3Xy5nCdHz8+4EcP7/H50YG0Guezu7t8erjN840Fnom23u11xDMR8/BGTB0+3OezB/v84N4OT7fmORIq/ewQd2b6uTM9yOHMMHvjAxyKXZeLExzO3OJofoyjuVH2xwZ5uDDNy+1VKcD00docr29v8HJnhRebSzxYmGB3oo9H5kk+XF2Q2vCf39vi5X0zgwPF5BR6EZcmIyrZlaRsNQnZHoQmOxKXK+dGtScNTRFsdDXxn4sf8vu5+/x+7gG/njlivaGM6hI/KhuCyK64zjXhtQp1Rh4tQxbrhixGtApFUrwM92g3FAKyomW4iale6RTXQrVyQxkn/1YJ8BIwdqJqSa+rUMZqUMZ5SoGoTpEeeGdFkW6sQTs/QfvmCsZ1YXo303KyMkdvnkMn1r2JU6hewjB/8uW4WYIy4bcVn+GWtPmvVS0LbFngS/q5ItpnzSxtCTGalzEsLaNbXpICu8v6u0nNziRP5kCnwyWGXS/R7nyaFtfzdMjt0TtfpcL+NGV2H9DkfAmD3BqdmxVVtqcpvfqeNGVYYXdaAq2CK++fgNZFDE4XqLM9R+KZd7h25QwFeRloJ0YkuDoODT9JfBc5liJLS0oBmJGCwJtOdhCLzCzJiyVM8ALKTlbn/VHQOsnOsrQOvw1YArREK1Hka0klIibEnzl5Ll4TrcXB1Yo/HdA6WPgOVj7hKOMTcYwM4co1D857yzjno8Ah2BeNl5IEhRM1gf605udRmpFMe0Mp9zdn+GhHLJWe5tnmNI+2Z3m4Z5ZGeVf7umgoyqapKIu29GS6oiJpDQ+iJfw6ej8POp0vYXY5y4H7Gfbc3mXL9V22nU+z7XKWbdl5Zu3OobU6Q32gJwXB/vjZ2aBUOOIY4IZVoLMEWAKyBFjZB8twCJHhGOqGY5hcqrdB69vXDuJ9IW7S+yXg+gqy3CUAcwl2IzxUQ092IvMZ8XSG+DGensRydhbzKXGMiW/JiaFMJ0YylRTFQlYy3eFB3JQ5UiJ3Ic/ZgSKZC1UaBc2hXuijr0kBrjmOTqRdvUKu4xUybD4g4eJ3ybI6Q7HtZQqvnqXQ+n3ybU9R4e7IYEIsE1k3qE9NICEzgfwuvfTL27m5RfvGhpQM3yS+CUk7t96aOhQtRLFaR+RrSbWGXuw2/FaJ/YhSivziAkZTKxN1FcwUZzOQnUR7Tgr9JTksN9ewYaxns72JFUOdNCE2WVXIZGUB8/WlLGmrmKwpYeBGOlOZ8dwx1fBkdpBn89OstzZL4/3TCmvuetlxV23NXQ8bjjwEaNlxqLZjXywodbpAZ4g3d0a6+XhzibnuNlIKUnBPDkAW7YNTjCcuJ/4rAVbCf6U48WK5xXsgixfpzydm1ngBWcclAMtSqgQPPARonUCJUH1UCUpCUtTodDeYH6lldaQWc38JG6PVbI6L+wrWhivZGK9hf7aJgwUDK8N1zHSXsThQxcZYE3dmjRzMGtkea2JzpJ7p9mJWh438+N4On453s5/oy6PrVrz2t+Glrz0vfURZ87HvVV4E2HAQZEePxyWWKjL5ZGue24ujVJVl4BniJoGVIlWDMvUYtITvyl34seKFr0SOWqhV8R5o4k/+bYkqqW0oT/VAlazCK0GFp/CoJXugSFahTlbjm6hBHakgNTeMiY4SDgwpvDIE8sIYwG5nAW9m19lsGeS3s/f5+745frv2ip/1zbJoauPTp/f4fGmQh81JHBkTGCuOoD83gTVtEQ/bbvCjkWx+OdbG4/IbPAgP5U18DodyBQ88NZgvXGDrqg0HjnIeePvxujCOn02Wc8+Ux3R5uqQIr2tLeTnRwUpzMe1x3qwXBvEvEwv879kj/ml8nn9eWOZf53b495ENftUzzV6oL1PBGt4MGfly1sCDllBetwbyqCmYXV0mTyc62G9vQB8TQFdWIIetsTzTR7GYmci/TB3wm9n7/G7ugQSVv55a45WxiMH4YLqTgrnfWcSz7nQ+ak/kqCWZ55NGTNpKqkxGTNsbdNwWsHQCWm+B0tuK1dvXFoiyPLPcW0DrK7j6VnSDAK7OnS26hHomlZjE3ZTWALVvrUunYWtT2nRR39cpJf6vDHfz2cE6n9/d5dXhLm+O9vnBoViFs8Vnd3d4sb0sgdbr/XU+P9rl83t7Uovvs4f7UpTDp0fC4D5MX/1NOspz6K8rZrCuhIGam1IN1txksLqYgepihuvLmDHUs9CuZcGkY6mnleW+Nlb621jpMUgp/e25qUzWFrGkL8esLWWxoYzF+jIWGkqYasijJS+IggQXipJduZmmoCBZQWGqgqIMJXmprmQnOzCpzednY2Z+v/CU388/4n9P7fPjwRnm2kpoqY+jpDyAvLJgAsTnQIgzSgFUYh1PrAArVwm0xDMBXG5RrshOygJbFuXqD53iPZbnxz4uEX4qvvSIIFS15N1yjfUl9GY6xT0GDEtzdGytIk21m+doXpr/ysCuFW3DPzBJKJ5JEGUJJ33r3gJbX7URRSdDAq1jNUu/JEDNLEFN9a0BMgpySHe2psPpMmNyK9ocT9PkdA6dszzBDpoAACAASURBVLVU9bLLNCis0CttaVXZY1TZS1OGpdanpFZhlcM5Sm3PUGx1mjoJxq5ilF2h3Oo0Qd/7CwKdrKhpqEI3MykBVePsJKKa5oQJXgSWHsOWUKi+zsj6r8b3PwZaYuLQ0jqUoEmoVSfThhJYvQVSFqiyAFb9/MxXuVuW1wbXKv90QOvO3F/yFxed+W9XrvLn1uf5nuMFPlBac87LGSsfGS4ya1LVztQH+9OSmiKZHlvK8thbGObD3QWebk7zZGuae9tT3N9d4OWdbdaH+qktyKYyKx1tfCKGoFA6oiMZSk9kMCqIdqcLTDmdYl9xln2X99h1eY8tpw+k9uG26wVWXK5isD5Hvb+KxoRI0vw88fF0xeG6MxIohbnhEOKGgwRZx6eTACipZJIXS/ixRNmHivahDPswGQ5hJ0AmQCvEDadQOc5h8mPAClceK12hCgIC3GiI9JOmKZdvxLOcnYo5MYHZyGDmEkJZz0xgIyOJlbQE1nLSpPiL1us+tAb6ofXzROulofW6L8OpUQxnx1HuoyTF6hLR3/su2affoej8dym89B2KLn6PkvPvUH72f1J6/q/IOv0/SL9wCmNQINNZWdRER+ClcUMVFUhEeQFFvSYp+V6YMY1bx5OEYgLxuARgrdEs1uyIEhOH6+vo19elU1x/dS/Aa30dw9Iipu5ObtWUMVmSx0JjJX3VJXRVlPBkbpovd1f5dGuRlyvTPJgY4GCok9sDJg4GTcxqq2jOTmeotIz5kgJutzXwZGKQ51NTrBubqfN2ZlxlxZGPPfc0NtxX2/BAY8t9jb1Uhx42zLlepDPQk9tDJl5tmJnrNBAafx27MBmiFSjUJ5kAjEShXh1P2AlVS1KzEtTSpKE8XiVNDr0NWZZry3lsilehEKpWklC+5ASmulPZEEOrMYWWxgia6gLo60rGZIxB3xxGuzGG3s4kejoSGehJx2RMpPymH1Wl1+ltT2OoO4vxgXxGe3PpaEnA1JzM+ryJL59s84n5Fpu5MawFubEfpOT2dQ92r6nYuybndqAb+2FKlsOVtHo7MF+dw+tdMwfmMapK0vAMdkWVLP7taoSqpRaxDolqNAlqgjP9SS+OorQqjerqDErLkkjLDiE81VcCKcmflSL+jIfUMhSeLfcUFV5C0Ur2RBWlJDk3gsX+Kj7syeGVIZTH+lC6bsYyU9vBb1Y+4sc9Zh5XanlaWsJCUQlVNysZuDXKTqeW+w2p7BrS6CmMpL8gjbud9TzrzOenI8X8pDeXzTgvlu2s2T1zkd1zV7n9wSV2v3uaB6etuXfenvUL1uxF+vBmuILD7kqGS9Ppy0+RVv68mGxjq7WU1pRAxrMC+LAllL8bquXfZw743ewDfjNzn09aWvmyup4HObkY1I5sN5TwsLeandpQPjRG8EgXzY4uk/ujnex0GmhLjWWoJIV9fTKPdZG8ajPxuwVh1r8vGfZFG+qv2yv5QetNbsX5Ywh1Z7MuiaOWWF51JvHImMyDoTqaK3OoaNVi2l6n/c4u7ZZ1OH8AtCwgJU4BV5ZW4B8DLcvrwuj+9rXYhiAAq2d7k67tbTq2d6R0+Nbt47VUorWo292mftlMw2Af+pYGNof7+Wx/na1b3XTUlbI62ou5t42hxkruTA8jAEvU07V5lnrbMPe08WR9gYP5cXanhqSVOU/XZrjVVE5/bRGjTRVMaKuYaq5mqrmG6ZYapptrmWyqYryhgrGGCkYbyhhuKOVWQylDDaWMiuXiDaVke8nw/f6fk2Z/ljJPa8o9rlAmv0K521XKRCmvUKa5TJH6LEXqDyjSnKbA4zS5qlNkq05xw/19MpXvsJqXxVxeHs8M/fzDxD5msUdV24i2OI7KwghqK6IpL48lON4DZYgz7pECtNxOQOtY0bKAlizSBddIFwm2LKD19imPOVa53n7m9pUSJoz0StwkE70CpZhojheGeyX2ATLk0b7EVxZQM9xF2+os7VvCY2WmSYRML4tTTCOerNQRE4SWVuC3srK+DV4WCBOwJRZPi9U8+mUzRvMSOrNYPC124c7RMDlKdmkhcfYXaXW6xLibldQ6FLlYpZc+oPLqWaocL1Atu0iD7CpNMmtqRWip7Rkq7M9R5XCeMtszlFifocLhMk1uVujkVmhdrpB94V0C3v8OyaH+NJkMNM8ch5M2iHNm4ivQkhQuaWuLRcE6hixLa1BStcSuwz+iaEnRDmLqcHZKgiYpwmFq/CvYskDV26cAMKF4CdASJV4T96KlOLT+J9Q6PJj/S/7beUf+ytaWUzJrLiqtueplx1U/J2z9XFCo7CgI9aItLgxdbCzV8bE05WWwOd7Li+1FPtyY5fnWLA+3pni0M8Ob26vsj/ZTk5tOYUIUNSHBVMvlNHt7MJQYQXeQFw1X32XE4X323C9w2+V99p3fZ8v5FBsup1l1+IBVseDS5gKFTlcpDfCmMOQaIf4KHP0dkYDKAlnBrjgEu+IoFK0QoW654BDigkPoSYW5Yn9y7xjminO4DJdwAVaifSggy00CLQFbUoXLcYtQ4uXnQIGfjKWMaFYzY6Rg1vXkeFbjo1hJiWI1JYaVhCg20hPZzc9kIy+dzaJs1oqymEyLZyIlgbX8HFYKMuiJC0IX5kuJuzO5F8/Q4WLDiOwqo7ILjLpeRviUppyuMOl8hV77y1RePIfW3YPhhEQKfTzxltuhDFTjGCYM0KGElmaR06mlfm5MkqrbhE/jxPTevLaCKAm0xCZ6sZLnRM0SKpZuVcQ9HFfLhkg4XqRtsJvhljrGq24yUl9Od1MtfXotr+7s8fMXj6SU9B89vs2PHu3xk0e3+emzA3727IDd8V7qSwvp0+sYqS7DrK/lzlAP928Ns6ZvosHbhQmPq9zzseOhxkoyfz/S2PLI05aHnnbc09iyKLuIyU/Bbo+Bj5amMPcYiE0PwjnGFUWCArcUUWLiR4QJekiKljgt18cKl/iW+YfVLIuqJU5FooCsE9BKdCMgXUl6qR8FlddIy5WTnO1MWd11cks1pOfLySlRU1p7ndwSDdlFHuSVeRGbakdsih0FpV7k39RQVOpFcZkP2bkqyktC6WwvYby/mdGWSlpTIqTQXWOAJ0axaspHRaOXGwY/Ja0B7rQEKKkQ11lJrA90c2dhnNqKTNTBLniIuAYJmDR4xrhzLd6TrJJ4OkyVLAwb2R42sdNnZKO7hanWGkyNheTmRxGY6Il/ihdeouWY4oFKgFqKGq8UtQRammh30rIjmO+t5/FALR925PKgPYvh8jS6y2p50LvIk7ZJft63yA+7h2kvSKKxpoHqynp6izPZqUtlTZuJMTWEwbw0HvfpedhZzJvBIr4cKGI3O4TFaxo2ffzY8fXn0C+QI68AjvyDOYiIZjUhms2KdJ5OtbDT30hHUSqm7Hg2W27yZrKNu6YKjCkhmDLDuFsfwC/6CvhZr5b/mDng93MP+dI0wC96pzGnJ9GXHMN0dSnmllLGisI4asvgUW8hR0P1PFsc4+6tPtoyk+jKTWG9LpE3PZn8cnBWMuoLs77w+4jzx61ajspT0fk7ow105bYui/u6JD7uTuKjnhs8Gq5DW3aDSkOT1LJrv71L21stQgFQFqg6hikBWMf+q7ehy/Ket59ZwMpyio0HX10LD9juBh17wpu1hXF3B8OOqG1pY4LIlGvZXJUmsZuH+mltbmR9oJfPdtdZ7W0l7pqKgsRwimJDyQr2o60kl0fLM3x5f19StTorCrkR4stwS420XqckMZqn6/O83DEz1drAlKGGpc5mVjt1rHXrWe82sNFjlGq924hUPUbWe/Ss9+lZ6zOw2mdge7Cdvb5WKgI8CPr+n1HkcpYWn6s0e5ynWXkRveISOvlldMpL6FWXMagvYlCfRy/K4zwtHmdpdD9DvfI0dfLTNKjOkePwHkGn/py+pAT6K7PprszBWJ5Ba0UGg9pC9DU3CI/ToAo+Bi3hxZLFyHCVWoduKKO+VrQEaImyqFXfgKoT0LKoWN98j/iZIgxVQJUr7jEylFGuKCNk+MZ745twDY9IH7yTQklpLKF6og/DxjytWwKQlqRpRK15kZalBXTLC9Ip1ulIqpdQv95SwL6tfEmwJZZOr5mllHrDyjKtSyLCaFnqbmhXxP7eaUq0tcS4WNHscJFxVysGFVY0uVyi+NJpSi+dptzuHBXOF6hxvkyZzVlyzn6XEpEGL7tKveyq9PpNCbSuUOdqRaNQs2zOEH/qrwi8dJr8rBQa+zponB6TAKt+evxboHWsbB2HiX8zuuFt2LK0DC3gZXlNnMc5WsIEL0zvx+t2BEyJNHhLva1yWZSub8OXgLQ/KUXrcP47fPeyG+87OXNBaYuVhzU2ntZY+9pj7eOAXONAdpgn+tgQDJHhaGNj0WamstrXwYu1RV6szvJibZanm1M825rgs70F7o71UZeVRGFUMA3B19Cp3DD5yOkJ1qBXu1Jz5fsMOJ5iz+MSh66nueMsTPGn2JKfwWz9PRasPqDT5hwlDpepCfShNjqUuCBhmrSX4MhJTA+GCMhyOTldsQ9yxj7YGYcQJ+xDnHAIdcIxxBn7EKGCOeMY5oKTVAK23P5LCegSP9c1Qo7Cx5bcADmbxamsZcdiTo9mJzOFzbQEltKiWc2IZTkpmo0bSewWZLIi/rPMT2Oz+AbzWYlMZyRhzs1kJi2WrlAfumMDafJTcvPKBwy5ioXCVizJLmB2u4RZdoU154usOV9i2ukyjZfOUyeXM5iQQHXwdcK9ZHiHiMlIDXbhHtiEuuMa60dQUTrp+nqqJwbQr8zRIfwbwiy7s4F+U6hax1OIlolErZiGEUZM4QcQHq+NNRpWF9AP9zDSrmVSW4WpogB9XQUmXSMPt9f5/NkRrx/t8/rRHj94vM+bR3uI3Yxi/9/m9ACl5YU0aetpqyxiqrWW2xMDPJqaZL+7nRZfN2bcr/DQ15YnnlY88bzKE401jz1teORpw0NPG5bll2j1dGajtZ6n00OYu1uIzwzEJdYV9yQFihQ5bslKCZBEdIEoCZjEpKEFuIQvS/JmfQ1bArwEXInMKRHwKczk0p9P9ECZ6I5HkgL/NDnBN+SEZrgSlOJEQLIj4ZlywjJkBCY7EpzqQnimksAUZwKS7Ym44Upgkg2+MZcJSbEnOMmOgARrQhJtCEtwJDndh9SMIGKifYkO8SEuyIe4QG/igryJDfImwt+DCB8lMb5K4n0VxHvLSfBxJ9FfQ3FyHH36Wgry4/AIlaFJ80Kd4ol3rAdBURrKy9OZG27l/uIIn20s8Gr8Fk862/h8cowvFoXa2MdMZyNFBbEEJ3jhLYGWGnfhz0pU4S0M8UkavCLlpKQFS2P2DycG+dx8iy8W+9gzir1+Nay1dbLTN8hen5H9wSaW+luY7O5koX+A/VttPBltYrOliOZIsYIngxejPdzrr+XDiTp+aNbxoqeKp42VPG/R8rC1hcPWFh50t/N4oIvtjhY2+/Q8W73FTx6v8GBpiLabGTQnh7HTUsIXE+0866zDlB5FY2Yo63Vh/MgUwmttOP84ssRv5x7y95Mb3Ouq56hTy3q7nrGmeswdevYHdLxa7OGzrWGerdziiXlKGtRoS4/HkJrAUkUiP75VzO/m7sLiU8nrI+DtP2fvc1CWxWFdPkNpIYzkR/LxeAvPeor4sCuFF4N5PB1vxlhTQE1rCx2ba7TvH4fnWsDpa6Xq63BSk1h2/gfM8RaIspziZ1iUrG8C2PHztr11Wm+vY9jfQre3g25nB/32Jq2boj21QPPcOM1jQzS16zHUVrDe18mbrWVWeowkB2rIjLhGZogf6de90eamcm9hgi/u7fF8Y5FbTdVEq13pqCigJiOBG6HXuL84weu9ZWbbGplva2Ct18Baj4GNXqNUm31GNvtaT+6Pn2/2GtjqN7J5q53NWyb2R7u5O9xFVYAH4e/9GbWKC3T7XaVLc55Oj/N0qy7Qo7pEj7uoy/SoLtKrukifWtQFeqX3nKVDeZZOxTm6PcTal9OEfOf/psRfidnUyFRrHRO6Gqaaq1gxNdHTUEhEjAZNqAtqYX4XKlSMXFK2BHQpBXCd+LNE69Ciagmgehu0vro/McJLwCX9rGMTvQRa0a7Sz1OEO+Ee5kJMThiFtTkU1+WTUZKGMlSNY4gKTUYECS1lVE/107ZuxrS+LBnYmxeP/Vq6pYVjuFqcRcQTSWtpFudoEpOF5uOW41fqlqRkCS/XsaJ1DFoiJ1J8sV6mSWR4Lc5Q2d5CkqcLOjdrJlxtGJBZ0+B8mRKbC5RZX6Dc/gLlzpeodL5ModUHpJ76HxRePUWdzAqt0l6CqzLb85TaXKTa2YoWlSM3bc8R/M5foLl4mvySfOpHByS4OlazjkHr7RaidC02tJxENljg6e17cf02bIlrAVgW8BIRTrWiTlqFArBEflbl5Jh0WrK0LOBlOd+GLrEb8U9K0RKg9a61O2dlblxRO2KrscHe2xobP3ts/BxR+DoT5e1MoY+CpmDhechAeyOVUV0DT5fneLE6L4HW880pnq5PSq2me2OD1GelUpkaS2tMKINBXszFX2c6PpCJmCAMbmLc/312VFc4dD7NofMH7Mo+YEtxik2n99h0vsCA/Tla1M60RoVQExpInL8Hcj8nXEIFELniFOJyXCfXjhJkCfBywiHEEUcBWpaS7o+fOYW64Bwm+0a5hB/fO4XJcAp3Q3bdifRABaMpIcykhjCVFMZYeCC9Ad50hnoxmhjCSlYim/lpbBWms5aXwlp+KhtF6SznpzCUHEVPXDgLGQmsZyexkJVAX+Q1abXBkNN5NmWX2XI5z7rrBdZcL7DjeIbbDmdZdbyE4eo5iqyvUuXtSZ6PikhvV7wD5ciEmT/GHedYNU7h7jiEuOMc5YXPjShiqvPI69JSOd5Lk3kC/cY8xq1ljMIvsL1G6/Y6xu1V6d6wsYJhY5mW7TW060u0jQwwYmxkVluNQewqrCjC1FDNvZUFPn9yl08e7/P64R5vBHA92OXTx3f48tkhG1ODVJYWoK2upLUoh3lTAw/ME7xYMfNgtB/jNSUziks89rHhqddVnnmKsuKpxponnjY89rZhXXmZVrUDG/oqPpoZZrXXQFJmCK4xwqcklCzFCWipJMBSCkUqUVyrUCScnJIRXgSUikT4b6pbArSkgM+TjCmlFPapwiNRhTrRDU2iM+p4e9RxjngluKKOc0Yd54Q63hlNvAtqUbHiPU54JTjjneCMZ5wj3nFOeMY44BXjiF+8M/5xrlyPVXAtUoF/sBv+wSr8Q7zxC/PDN9IPvygfrkX7ERDjz/Vwb66HehIQrCYw0IPAAHdCgzxJjL1GeLQn3nFqNGneqBM88AtXUJqXwFJfK/emb/Hpppl/enyXL8VuuZ5Ofr6+wr8+uMunK3M8nL7FVFcTGVlh+CSo8UgR4a1yVDFyPOPcJdjSRLoRl3SNAV0tDybH+JuDHX5xuMqBqZb1qnw2m2tYaGtiUleFuauB4YYSOkqyWe9p5YeHa/zdsx22TLWU+ijpT0vkw7EB7gzr+WRnhH98vsabqS6eG7Q81DUzL9rQjWVMif+oR3uY0jcwra/h+coY//7FE97sL2PIT6E+9hp7+hK+mO7keV8zXTdiqYrxZjDbhw/bhbKUy57+Jo96e9juNbLTo5VywKZ1dfTVVDKha+R/PbjNrz6+z9+/PODNHTOPzZM8Gu+h80YcTXExTObF8Korlp8M6vi8Y5D/MD/j78dX+NXcFs/7jPxwcYSXcz18ONfFDzfHedhXzUNTGs/68ngyZqCrsZKG9jZ6Njel9Tvt25uS8vQ2HFmuhZr1xxQtAViW94nzbeD65vUxaLXurmHcF3WsaLVubWFaW2FwfYnx9UVm1haYM88w1NNGT2MVO8PdfLq3ynp/G/31pawMmpgwNtJemsfGcA+v9tYkb5ZQtsZ0dRiKsqSW4s5YP8NN1bzcWuLVtpnFjmZWu/XsDneyc6uDneEOtoc7pHvxbPuWia3BNqmkyJehdnaHu9ga6eb2eD+HI91UXlcR/t7/Q538PL2+l+nVnKVHfZZe9Tn6RKku0Ke6SL+l1BcZ0JynX32GPtVpet1FnaVffZka61ME//f/k7IANSt9emY7tMwaGlnUiXVeetoqc/C77ozC306CH2F8V8QJQ7sCRYwbihN/llvUsefK4tP66jwxyFvASgIuoVxZFC5hsI92w1XAW4wceYQMVbic2OwISmoLuFlWQG1jJVXNJfjH++ASIsc60FX6Uux9I4oMbTkNoz20Ls/StrGMiCfSLc3SYhY1IxnmBSgJ83ijWBl3UgK4LOqWpYXYvLKAXqxkMwsj/DJNq0s0LM3RuDBFVZeRjCANOrkdY47WdNleoMLmDMV2lyi3u0rRlTMU2Z6lxPEiBdanST39HbIuvkOF4yW07o7UuVpTanOBEqsLEmhpVY7kW53F77t/jurqeYrqK2mYGaNOhITPHPuzLJD1tVdLBIhPf6MEOIlnfwy6LM//v0DLAltvA5cFusQpSqhgEqTNTXFr/U8o3uHuwl/xnpU7F2RKbDxl2HvZ4+Bti42/PbYBLij8XbimtCZN5UjFdS8MN5KoEibx2lJpyuTDzQWer8/wdGOapxszvNla4eHMFE0FOVSmJ6KPDaM3QMNc/DVWMyLZzkvGpLaly+E9djyucuR6lvuuZ9iXn2FT8R47sve4rbzMgP1ZmhR2NPh5kaOQE6J0lqDPNUSGc4gLLqGiXHEOdZVOlxBX6bkALccQ0WJ0winMWYItAV5C6ZLOYHE64yhATfz5sGOFS5xC0XIQrcUQGXHXZbQEudMX5UNf9DWavZTUeshoDFTREePPZHoUc9lxLGTHs1acxkZJJisFyUxnRtOVGEaHSM5PFzlE6ewUZTKdEoXW5TKDDqfZlV9h3/UiW7KLbMrOse/0AfccTrPnfIlO2/PkXjlLsUZJtq87sf4KvK+7IIuQ4RjjhrNYmirWS0jTkwqcwpQ4hImpPF88b0QSVJpOvLaEG51a8gc6uDnaR8XUEFUzI9QujNO0PEPL2hza9UW05nkMPV2MtzSy1lyHISORhqxU2koKuD8zzo8eHvDZw9u8ub/Ppyf1pVhF8/hQGgVvvlnI/8vcezXHdWbpmr9hrvrEzHSfruojQ1H0FjYT6R28N4kEkPDeew9kwnub8N6DAEgAhCNIgqC3EimpVFJVV1dUTE/3memZ6IhzMzfPxLcToFjVPRFzWRcrvp07kYAUIQHPfte73tVTUIwjM53bXTaerE7zemOV46khukP0LKmv8NL3Jm99rvHW+zpvJdASbcQbPPe+zq7uKj16d3baani/MsXuWA9puWYUsWr0AqSS9ahT9ZKhW5usQ5ss4EqHJkmLRqQ3J+kkNUuoV6ftQ3F9ClzStdQ21KFOEsqXEb3I30oUhlYN6ngvNAkytFYv9IkqdAlKdPGiFNK1/vS1VYXeqsZg1WCM12K0ajDEqjHFqvG2aqUyWdX4xCkJjFERaNHhZ/HBJ84fH6svfvHeBCf4EpLoT4B4HSdCGn0IsHoTZDUSHGcg1KInJNaItzD9i2T7aDVpGRHM9TTwbHqM3+/c4f9485R/e/ecH+/e5tHEEL+9u8G/f/OC//7qCR/urvNwfoye5hKCRcSF8JDEa/C2itJiTNShsYjprgBGWyt5NNHPi5khXswLtamBrSZhWK5iqUt4cuzcamlmqrIYR3Eqi62lvFif5edHe9weaKA6yo/h3DSeTY+wPdbF651F/vnlAa+mBzloqma1soDh0mwcYuWSSBbvaWWzp5XbnXbuj3Ty4+YST2ZGaU23UhNp4qCzgu+X+nk+2UFfejRVAXJGs4J5Pd/A7w7H+e3+As+Xx1lqrGZCLJmuK2CyvojZplqmG2p4ub7I69vzPF4Z5cHSEA9nh3g60UVvWpQU/DuSFMq7XgvHnRa27Vn8vLTEz5u3eb+2yLulWd6tTvPmziRv7ozzZm2CJ+NtvJuu4v1sHc+mOulrqKGpt5dhsbFAqFXClH4gPFUClpzlBCgR9XCSCv9pG/AkyuEUpk5P4bM6Ba5PlS3xPcXrnnt36Tm4S5+YctzdY+DOJpO311nfXGNva5WjnXUeb6+xvzjJcl8rd4Y6eLkxyzuxXmdrlW/3NqQ24Ys7K7y5uy61Dl9urvBSfHZ5midrc7zb2+D13VVe3l6WwphfrM2xPdzF4fQgT5YnOF4Z53hljOPVcR7fGufRyjhHy2M8XBrlaGWMx4ujPF0c48nSFI+WZ6Qpw1ers9RH+hLx5d9QrzrPsO9VhozncBjPMWQ6J10PGc4zbLjAsKRwXWbIeJlh0wWGjGdxGM7g0H+JQ3eWYeMlqm98Tviv/wZbfCi7Cw42xnq44+jmrqOH3fEBBpvLsSb4ER5vwj9ejypagVLA02lMgwAtixLlCWhJQPWpanVyLWBKin8QStcnapcALoVFicwiHvK90Fm0JBTGUVybT15RNhWl5djqakjKNONjVkvvq2L1yKPFA7EGtdlIWFYMma211M1N0Lm5Rs/2Ol1bt2jfWJZgq+0kgPsUshrXVjitpo1Vp6letBol0BIerTtSWKrYFtIoPFpr89QOdZMXE0SHTsaM+016rp6j7OoZSt2vUuVxg4JLX5F75QyFLucpdr1AzpUz5Fz+gkqPyzRpPCVvVun1C5Rfv0yt53XqlTfJvHyGoC9/TbSvgdr+Tuy3hCdqkaZlYYJ3VtPK/CemeAFhznT3xmVnVEPDkhO+ToHqFLrEa6lErtZ/omjVnypaJ/sN65YWnIrWghOqTuGqRuw8FHFU8zO/qF5Lc39dU4cSaN3Uc0GhxsVHiYefB+7+rrgGe+AWokDlJydI70pZuInm6CBaEs3UpVvotZXweHOB7x7e4cP+Kt/tLfHj3hp/uL/Hh91tBhtqqM5IwG4JZiDMyEZqGLtZFh4UpTIeoGTQ8yt2DFd5rL7AU7UA9i/4QwAAIABJREFUrfPsqc+wr/iCHc0lpvWutHqraA0OxB4cQpK/AV2QULGUyMIFVCkkIJJHKhFKlPO1uC/DM9wDebgHsnAZ7pG/lGe4J56hnriHeeIhriNkyCXvlgAuBbIoBZ5mFbJwJTGROlpjAhiKj2Q8K4XmhBgG8jLY7mzg/kAzh2IXYE+9tBPwxUS3FIZ42G1nMDOerpwUxqsKGZWCXKNZzEpmwhpNo9KFUc9z3Ndd44HmMnvay+xqL3GoPs+R6hz72quMKK5Qp3BlICWeBjEIEOGPb7AKpUWNh1WFl/jlYVFJ4KUUyeixInTVqXK5mjVcj1RzPUqLZ5w/qpQwDFnR+ORb8S1MJLgslej6fOJbSrA2lRFfX0J6USYOWwV32xroSo6nJSed1sJcDidG+cPjh/zu6UN+fvKA3z19IC2r/cOzI/7p+SNEFk9zUSFdOeLfM52dljpeLo7z7vay1DroCTOxrL7Ga78bfOt7jW+8b/DG5yav/W/w1O8au8ov2dReotdbxk5zDd8sT7Iz2Ud6vhkvixKNSEgXUCWULQmufjnVAhqSdKgTBXDpJDBRx4uUeK10LUBFinw4Ub1UCVpEiXUbOrGiJ160FsX30KBJEis3BNhpMCRppFNc6+JV0koOsZZDH6/BEK9Hb9Wht2oxxOswivgEqw6jVY9B2quowZiowi9Bg69Vh7fVgCneJE0G+sTr8I/XESCFiBqdE4PJRnxE5pWIY0g2EJjkg2+skYA4E4lZkVSUpbDoaON4bpRvFmf454f3+NOLI/747AHvtm5xf3KYd5srkprzp5dHfC9G6WfH2ZsaxG7PJzLFH79YHT4WDUZh4o1TIYuSYU4MYKqrnhdz/Wy1FrNsL2C1pYaNdjtrHZWsdlWx2dPGbncH+50tHPS1sDNoZ2uone2JQe6Mt7PcVc3OQAcvl2fZmRxie3KA+9MD3B/qYK+/kc3uWra669ntb5Zahnt9bdwbbGW318ZWRwV3miu4217PSn0xo0VJPBxp5vXSIMfTvcxW5DCeHcNmRynf7E/zL795wP/1wxN+f7jBUl0xowUprDUWs9dbzcFAI5tdTay12XGUptOZG8tyRz33xvq5P9RKf7qZ2mBfZvPjeeXI5elIAc8n23m/tsyjpVm2Rx1s9HaxPdrHg8URnm1Mc3/aweFoN396tML/drzKg8keWmtKqe/qoH97m8HDA2eG1sEewlP1sYQv60TNkhStv/BpCbj6VM2Srg/2nat6TiYOhQH+1PPVs78vRTt03dujd28Xx842E7fXmVucZW1KAG4/u2P93B3v5/ZwF4tdDUw0ljNhL2OupZbVrkZWuhpZEiV5rhpY6LCz2Ol8vdLbzK2+FpZ6Glntb2HD0c76YCvL3XbW+1sktepwZpDDuUEO5x0cLgz9eS0Oc395lKPlER4vjHI8P8HR4jSPV+d5uT5PvSWA8K/+hjrlBYZM1xjSX2BQdx6H/jxDhgsMGS5K57D+4glsXWJEAq9zDOm/Ykgr6iwjuguUXfk15q/+jt7CJB5vzXKwMs79xXEezk9wf3GSO7ODTI00MT7SSE9vJamF0RgEWEleLIU0baiyiFOJJk5kZ4kSGVlq6WFEPJCIJHgxrShCTTUiQV6aOPRCHSNDHS1DH6vHPzWUqBwLudU51DVXkpWTRGVFMeMOB+nJ8ZgCvPCOVKKPFp4wrRQHoYvzQRWuw83kiauPAkN8OKlNlVRPD9K2vkj/3Tv0iPU86xvS7sKW9TWa19elahLrbcTePxGLsHGL5tsCuFadPi9hrL+zRsuWMNuv0rA6R/VgJ4WJ4XSalEx53KDj0hcUXfqMwpsXKblxiewLX5B58XNyr5+l1PMKRa4XyL70BaUuF6lXulFy8yLFNy5Sev0KNcIQr3GRvs7qepmi1ESaxoewrTlBy6loLdIk1t+d1skaPGlXobSzcBG7aAEuLUieK3FfvBb+q1++ZonG1T+vBmFoP41ukM55bCKkVPi0xAqexVlqF2aomRens2rmZqiem6Zmdobq2Vmq5qcYufPXtIJn/e/5wsXI114qbnjLcfN3xzXQFdcQTzyDvND6yggxumGLC2I4IYq2yABscSE0ZMUx1VrBxmCTlCW03VbDXpuNe31tbPe3016YTrk1jOowEz3hRjYzItnPjeVxeTrz4Ub63c9yW3uRh7qveaT+knvKM+wrz7Cr+IK7pusc5FhYLcnEkWSlPSqKjCA9hhDRDnSa3+XhSkSJKUQxUegZqTxRuOTIIzzxCvNAHuYhwZS7WY5HlBxZhBx5mFPxOm0vCtVLbnb6t+TCw2UW39+LoAgNhWEmOizRTFRVUV9ewkBbAz8cbPP7R7v8eLzFbx5v8ePTu/z8bI8/vT3m3e5t+msraa4sYaSxjr6MBLqSzLRaImgLDadOI8chu8AD7RWONRd5oL3Mfc0VHqov8EB9XlL4hEG+TeZCf4yFXG9vIrRe+AaqUVl0uMdpkAvQOhlRlosA1mgjarM3CosBzzgN7lattH3eU7y2aPGI1uIercHNrMYtSiWd7hYNHtEaaepSG6WlrjKb210t9GSm0l9XTmNFEYv9ffz20QNpHcdPjx/wswCupw/5/TOR0fOIvfkJasqK6KipYyQnl53GOl7MOnh1a5IHEz10h3izpLjOa7+rvPe5ynuTC+98XXgdeIOngVfYUX3Bpv4q3QY527YKXs0PsTHZSWpeBF5mGUqRXSMAS9o7JnaP/VKn4KVK0PCx4p3X4nOn96TPiO+RIH6RCgVLgJhWmhgS+8zE9xbvCfXHkKDFmKD7eBolmHLeE/dNiaLdqJOUIaEOSddSC1Jci/f+vExJwh9lxHnqMCXpMSUbpTKkGDCmGPBOMeGTZMBX7DG0GolICaHJVsiGyCsb7+PF7AgPR/o4GnbwzeIc71fm+HZ5lrezk7yZGufb2SneL87wbmmat7MTvBoZ4u3cNMdLU0z3NdJcn0dOfqyUgi+P9sIzzIMoSwBTrQ1SBMJDRznHI83cH+rlYLCd3f5atnrq2Hd08nBMBNe2cezo5Wi4nf2RJnYnOrk/18frtQner83xZnGa45khtgdbWO+sYaWhhEV7EatNpdxpKmG7pZw7zVWsNVWw2VLG/e5yjgYquT9QxbORZr6Z6ePNfD9vVkZ4sTDMy7lhXk8P8nSik/3hZu7P9/B2a5p3t8Z5PtErJfDfbSnnoL2Kg44ydtvL2O1sZKejkVvNBWy0FfJ0wsGzmXEeTfSx01rFbZEL11LK64U+/nC4wuulcY4mh7k76mBnYpit8UGW+lvZnujn4cIEt7qamW2q459ePOTff/uGh4ujtNSWUNPdRs/OlhOm7u0xcLBL/+Hex+oTk4j3ndUnTgFdJ16tU9VKnJ96t6SdiffuIQGWpHoJ8HJOKnbv79ElAksf3GPw4T6Ou2u0jvbQ2W5jqt3Oals9q+125tvqJbCaaapGxC+MVBczVl3CZG2Zs0Q0Q12JVBP1ZUzUlzJWU8RYbTGjtUUMVeUxWJmDozqXgcpsRmrymG2pZLmrnlu9dtb7mljra+JWXzPr/c2sD7T8UoMC0FrZHGxlq7+dzf4utob72B3rpSRES6RoHaou4jBdZVB3jn7tOQZ05xjUn/+zcggA052Takj3NQ5R2rM4NGcZ0l2g+OJ/xfzF39KTFcfhwiCbUz1sT/Ryd6yfLVET/ezODHBv1sHR8jhjffWYE31QRXhKEQ+iRShAS7QQtbHCw+X0cQkvl16o05L9QPx+UKOL0aETK3ek1qGwEaiJyg4jtSSNwrpy7J3NtPV2UFVXRWpaIlkZSdRXFZOcEIneT44yQISuypCFyvEKU6IMUaEP0xGdGEpGVixhFl88/GXoE0OwVOVT1NdJ0/wCXZvb9G7v0CWWVq+v0yJga+0Wjatimk60FG/RLJQt4eNaX6Hp9gpNd1Zo2RLwtYx9eZby/k5Kksx0+aiYlN+gQ4R+X/mMvKtnyb30FVkXvyT9wufkXBYq1xUKbpwj+9KXlLpdplJ2ndyrZym4eYmim5epcr9Ih86FRr0bqQpXKgtzaZ+ZoGFdTPWdKFYr4jxpEwpYOmkZij2Fzgwsp9dKMq8vOaMaJNO6BE/OLCzx3mk0gzMTyzk1KHYY28XS6qV5GpbFOYdNtAYXZqlfnKVOqFdz09SJ1wK25maple7NUj0zS+XcFMO3y/564h2O13/F5zeNfOWp5JpRjou/Oy6BLrgGe+IZ7IXOT06wyZ1qiz/DidE0BBipCjBRExmELTachthw6iICsAWbsAd702IOpjEmnMrIICpC/SnSe9Hkp2E1LZq7BQkclKYxG+VDr+d5VtTneGj4mmPVZzxQfs6hFFz6GTum67yozeR4oJGpkhwazWHEmWRoA1yRmUVkgxOsRFyDW5QC10gv3KLEpKEc9ygZAqwkqIqQSy1ET7McT7OXZIj3FMb4E++WgKxT0BKwJUoAmZhQ1Ad7EqNzozYskL7iQmnfYZO9gtd31/jp0S4fjjb58GiTD8ebfPdok59f3OftwTaD9jpqiwsYqKlgKDMZR7qVbquFobh42v1N9Hme51B3mSe6ixxpL/NQc4Uj9UWOBGwZb7Csuk6X+3UcZjMN5mhSA33xF6Bl1uIRp0Um8mHELw7J1KnGS6TbW0zIY/V4WlV4WtXIYw0oYox4xerxijWcnOJaj5dYuBqrRyH8XjFCEdNRVZvN1lAPvblZtJQVUFdeyGR3Fz8c3+enZw/4jViG/UQEGh7y07OH/O7FQ7bnxqiqLKajwU5/bi5bbTaOZwc4Xhpmb6Kd9ggTs6prvPC/yjd+13jv7cJ7Hxe+8b3GW78rkm/rocmDLrUrtyvzeDbZzfpYM+m54dITpDrBuWtMfQpTotWXKJQpJ1B9ei3dOwEtcS1gS5ngBC7xddoEjbQoVkCVACyduCedovWoxSDASSqhTuk+eX16/xSsxKnFlCTA6ZNK1jsjFZKc/i/hAfu0jEkGvJOMiFMEpwr/1MdVOULZStBLS65ttVk8W53k29lRDhpq2LFVs9NkY6+tlbdjo3wYG+a7EQc/jY3yw+AA33R38b3DwYehQd4PD/Lj+BgfxkZ5MzHKu4UpXiyOc2e8m/KKFHxFyzlcRrTZl+mmGh4PN7BmS2S/t4bj8WEp6f94vJkHw+08nRnh1bKDpzM9PJsc5M18D+9Xu3i/6uD7tUm+nRvmqKeRx312no80sNNezFZLCWtikXNjGXc6qzjoqeJhXx1PRtp4OtnJvf4qjvqKeDtZzavxGr6ZauX7+QFeT/dwPNbKi+lungy18Wq0iw9zgzwba2Gvr4qtzgo2m8vZbixnr7WSe53V3O+2cTRo5+l4O88nHTyb7OfphJ2XUzZejnXzYmKAp6MdvBrr4Jmjhc2Wcl4tDvE/vnvK73ZWORrp4XZPM/emBzlemWDd0eYsofC017PcYeP52hy/vXeHx2J6zFZObVcL3Xc36RVK1cEuA/fEonMnaPUd7uEsAVgnsCUpWr8Emv6loiXag841PQKsnH4tqV0oLYzeRYDb4KMDBh/t0rIxS36Pjdi8BHLzE+mpL2HcVsp4TREj1UWM1pYwVlMiAdZEbSnTdeXM1JVL51RdOaImakql98eqShirEjB2UkJ5ryxkVJxVBUzUFDFVX8qMrZxpW5l0imtRc7YK5u2VzrJVsiC9rmChoZKlhhoW7LUsNdWz2lpPgUFG9H/7LzQqLjDofZF+wxl69V/Qo/ucXt0X9Om/lKpff4Y+3Rl6dV/Rq/+KPnFqRZ2hV/sl/bqvKTz/d5j/4X+hJTaMtR47c+010vDOcks9iy025lvqpddLrbWs9zXjaC0nNtEfVZin9HtStAqFb0uAlS5OLdUv10KtFgq2Eq1VgT5WhyHGIMVEeCfoiCuOo7ixnNrWJqrtdopr68ipriG1rIKYzCz8wkOJtVqoqSklIT2O0NgQwhLDCEsJIzw5lLj0SEorM+jrrGV+qJORnmbi06KRB6lw8VejNAcQnJdCSmsdlZPDdK2vMrizRa8InRbG+LUVCUQa1lZpXBctwlVp0tS2vkLDhoCtWzSvr0qKT1lfF4WJUXT6qJhSutDtfo7ia5+TdflLci9/Tfblr0i78Bm5V76i1PUy+de+lqrM/QrFLhfJvCDUrvMUXD9PjfsFug0u2HRuJCrdqKsuo2tplqb1RRpuOfOuJLA69V+tLEtQ2HRyfoSnvwgSlaBLgNZJW/BT0BLX4r6ANPG9hbfLvrT48bQtLmBbnJdKKFuferWqF2aoXhBKloCsGSrnphle/6tStH7FZzeNfOGm4JpejoufBy6BrrgEu+MeKEPjLyPYT0ZRlDedcaHU+mmpMKhpCQ+mz2qhPTqUmgA91X5qGsO9abME0RQZSF9CLN0xZkrUcpqDTMxnWpnNsDCXFcO4JYBuxWUWFOc5Ml7kWPU5R4rPOFJ+wQPFGW4rz3MnNYRb9nzGKnPoyognM8SAKdADAUruZgXu0V64mb1wF1EOQomScrKEAdGLG5FyCbw8hfE9Qu70cwmlyuIlfc5TANaJh+sUtqRTgjE5smgFmiBXLMab2MxBtGelUluWR0NdMQ9XpyXQEsn470Xb9OFtPjy4zW+fHvDh/l2m2pupLyygr7SUgYQY+mKCGU+KYyM/n8GIQDrdz3Kgv/ILaGmv8khziUeaCzw0Xee27ia97lfp8PWlJyGRKquFoAAtqigNHnEaPAVEiKct6SlNg8yixzPWgEy8FyvHw+yJPEKJKkqLQixXjdNLO7zEKV1bRcinEYXVgDxWiyZWR0VVFndH+xkszKc2NwN7RSnzvX38/vkxf3x7zM/PDz/W718d8advHnN4a4raqkIaK8vpyEhnq6eJJ8sjPLk1xv5MJx0Wb6a0V3gReJV3ftd45+3Ct6brfOd9hfe+1/jW142HRg+G/ZXs1BfyZqaXu5Nt5OZHoI8W3imtFNB5ClYqEfeQ4IQtAU+nqtbHU7QCT8r5GacCJt7X/UXpk0VS/C8lAj1NKUYJlvRiKlGAkrS+xnmakoUa5SyjBFUCrP7ynkH6vMiwOq3T7yOBlrh/AmAicsGYZsRbRC+I9TqxagqLY6Xdlz8ujPCboR4e11TysKaKZ21tPO/u4sfpKX6aHOXniRH+NDvB245mjmor+X6gh5/Gh/l5coR/mprgH0dHeVxby72yUl53tPFhboK14RaSM0Pws6iIiTQyXp3L85EqVqotbLSW8nxuWlLPHvTXs24rZbmukoOhRl6vOqR23pOxGr6fr+H7yUa+He1hq7qA8aQQdmvieTuYx0FjAtv2bB45BKQN8HiilXvd5ey3FPJitIl/fbjMP24N8qAjjbcjebwZKuSbyUZejLaxXJPNWl0mr8ca2G8s4FZJGs97bHw/1cZLRwXH/eU8HrBx3N/M48EmaeLweFgsN+/kwVg7u0JB77RxNFzBo/5c9hpzeTXUzL22UnYaijnubWCvo5ZDRxN/OFjhh5Uxngy180gA4GwfzxeGOJruZX+kjTs9DWz22Lnb28iirYTF2kLuD3cy0FBFbWcLPXc3JUVLTPaKpHahaAnAEkqWpGKJ8/DkWmoj/jlonXqzpFNKfBc7DO/RfSCysXbp3t+RPFmDDw8YOtqna2eJkrFWIspT0ScG4RvnR3RCEGWFibSUZ9JekkFXSTY9pdn0FGfTW5LNYEU+wwKcKgslsBqtKWWkppzhqhL6ywoZKC/CUVksnYPlBQxJVYijNB9HWT5DZQWMVBYzWlXCcEURjvIChisKGKkolGq0rIDR0nzGi/OZKMpnrDSP0Yp8JkQLrayIicoSpqqLyVC4EPXrv6FBLiYHRcvwSwZ1XzCg+ZwB7ecMar+QyiFOzZf0q79iQP0V/eozzlJ+Sb/yC+le8fn/ivnXf4ct3J/pumJGKnIZL8tnqrRQ+pmjFUWMlOdJQcsTdSW0VWURbRUtO5kU8CsetHRWjaReCcA6LaFm6eKc9yVvpph2jtWgM6sJjNNTXJtGQ0e1pF7ZGpopK68hs6SKuJIawgurCS+oJDqvmJS8Aqrr66m32ymvqqbcXkdZQy3l9koa2+ro622iq6mKrpoqRto7qbfVYs1JJjw1Fq8gHVeMbtwMFvl54STVllA51E3H6hz9O7fp3RFp8es03l6hYW0Z+60VZ62tYl+/RePtdRrXb1G/uERxTze5cWG0G72YVrnSI79I4fXPSL/yBXnXzpF15SuSzv5KUrQEXOVfP0fB9XNUeF6TQCvj/GdkXzkrwZdNfpkuYRlSXCdBiCXtTXSuztO0tiSlu3/0V4lIhk9KeK2EAiflWn1Utk52F34CV5+CllP9+vOdho0rKzQsL2NfEsDlPG2Li9gWFqlfFPsNF6Sl0mKxtPBonS6TrpibpHxukqq5GcY3/oqS4YWiJUDrv92Uc0njhYuPJy7+Lk7YCvBAESAnKMiL/FgfmhL9aYnxxhaqwxaopdsSSGeMP3UhKuqjNHSmBtCVGkSH1Z+xzBhG0yw0hpvoSQ5lNC+GjoRA6bNN/lpavG4wpbzCfZ/rUvvwgfZrDtXnOFRfZEN5leVYfxZqsplrKMNRkEV+sC+BPp54hXriYfHCzSKX1C1VhApNiBeqQDmqUKWk/Hia1RJwuUV6IQv3QiFKKF4WBe4WAWVy5Cctw1Ml6/QUERBeUQrUAddJCZXRm2ymIzGOupw0msSOx+lhfn60z/v7d/j28DbvHwjQusOPj/f47uEOS/1d1OTm0JadQ3toIHVaDyldfjU9lTZfLS2uZ9g1XOWJ/gKPdJd4qL3KsfYyx9qL7Cm/5pb8HL03vqb42lXqA4OpjjET5q9FE+6cOnSzapBLkzQqVGK1UIxOahfKxPb6WE+CUo2EpPhjjBFKlwbJxxWnQ1qaGisWp+rQWA1o4vSoLRr00Roqy1IkX8tUeQlVyVZqsjPpKSljf3yIB/PDHM4NcbQ4ypPVSV5szPJ2e4k7I53YS3JoKSqgMzlR8uM8Xxnl2coYh1MddFmMTKkv8sr/Ku8CrvPW5wZvva/yje8V3vrf4EmQO1shKlbSI9lrLOHlRCf3pjsozI/CYPZCFa9GeLGkOgGsU9AS8CSM8f9fJXxd0nsisDNFqEhOqBItO6ltJ0DnkzKlCugRQZ9G50RiskECLwFfUknwdApXzrafaP2dQpeAsFOI+lTJcl47v060EEXrUPxcoWiJUyx/Fi1JEb0w1FvGbzbG+NDfyu+6W/mXYQd/Ghnm+4E+nrW38aq/l++nRvjN1DDfDnXyotvOk/Y6DhsqeNRh51VfB89bbLxvbeJRYRHHefl8Z7Pzoa+LfUcrJfkWgmPURIUo6Ms183akhIc9GXy7Nsyfjh5wr7cZR3IQjQEaynQKmmP9OJps4bvNCR6PlfLtcDpPmlJYyk9hLCOO8dRgdqpC+XEslbeDSbyerOXfnu3zL4+2eTnSyH5dBmt5Ucykh/C4u5R/XGnlVW8aHxwpPGmLZduWylJlFiPZsaxVJfN2uIr7DdlMZ1pYLk3lqDOflwN5PO3N4aCzmJ2OGu4PNvF0rIvjkR6eTvfzdnWcF/MTPBzu4Hi4lOO+NG6Xm3naXc5GVQrDSUGsliZxt7mY1YY8luvzWKrIZLEohfmiJGYKk5gqSmaiKJXpskyWawtYsxWxUJ5JT0IoQ6lRPBhoZqS5hobeDikZvu/BPWnnYJ9YifMfFK1flC3h1/rUk3UKWR9Vq4N9eoTp/d4+3Qe7kvF94MEujqMdOnZWKRztxFydjj41AJXVG0OCL76JvvhH64mIMZEQH0B6QjDZiWHkJIRKlZcYRlFqFKXp0ZRnWCjPjKM0w0pxWiyFKRYKki0UpcZSlBZHYVosxSmxlKXGUZVupTI9gerMRGqzkqnNSaEuN1U6a7KTqM1Jok5UVhJ2MTCTlURTehItaUnYsxKoz02gMTeZlrxUWgqExzOVaPkV/D//n6lUXqHLcJke7Tm6NF/TqTpLl/pr6Vq87tGco1f1NX2Kc1L1Kr9GVN9pqS6Qe+5XhPzqbykP9sFRnkNPUToDBZnS34W+/Cy6CjLoLkyjuyCNvrJsGopTiIozoRZLpk9sA8KHJcDKCVdOVevjtZhOPPFoKYX/NdiN7PxQtpe7WB1upL00lx57A431LWQV1RJfaie6opXIsiaym/up6x2hoLwWu62FpsYOiivtFFY3klNZT1ZZNVlFZRSUVFBYWElBcQ0l9hZy621k1VRiyUjEy1+FZ6AXnqEqZKE6tLGBRBankdFWS/l4P01rc7RsrtC66fRoNa6vYF9bwS6pWmKx8yp1i4sUdHSQFORNo9KVScVNuuUXyb/5OenXviD3xnmyr50l8au/J+vSlwjQEpB1CloCtoTClXf9HMU3z9PkdZUOnSv5XldIDfOlxdFD+61FpIysVRFH8Us5De1LkqFdXDfeWpaM/BJsnQSJ/qXCdQpa4jz9ulPgapAUrZWPkPUpaNkFbC0uSqBVtyz2Gs5SszhLzdIMdSuzUtUuTVE1M8rgUv5fWevQxcSvr8k4r5Bz01uOq7+YOhSw5Y4s0BO/YC8K0gNoLQymJdOH9nR/WpP86Ejxpy3Zl8ZkA/ZUHfZ0PQ0ZJppTvOnOCJTAqznJh+78MLqKI2jNCqUm2ofqYCO1Gjm9alfW/GTcNt1gw3iTVZEWLnbgaT25lWJhv6+ZB9NDLNvqKA8LIcQgQx0sw9OsQBatxCtUjkJzA4PiJt5KN9ReN9EZZfhEmSSTuKuYIgyXo5RAS4FHtBce0U5PljxaBJg624Xi9DIr8IpWSJClDFdgCHQjx6xhKNlMZ3QU9YlW7HkZbAx089PDfT4cbvHtwQYfDjf47v5tacfYj4/22BgZoFqAVm4+AzFRDEf6MhsXxnJCLB1+Wlo8vmZTf4Wnhgsc6y9ypLvKse4KjwVoeZ1h3eMMo27naVZ74UhMwG6NIcpfhzZUjSxWh5vwacU6l6XcgcOiAAAgAElEQVSqosUUog6ZiEOIk5NaFER9axY1bYVEZIahjFahEEnJMcLjpUEtbbYX2+01aIVEbtHhHaWhvCCBw+EeFiqKKIwIoDLRQm9OFsNF2QyXZTFSns1weTajFdmSwjhWmUdfURr1mQnYkq20W83cG2zm5coor5fGOJ7opC/axKTiPK99rvJtgPBq3ZSu3/hd4WW4G8fJJnbzzew1FbFYkcVuVx07oy0U5kbiHa1ALdKdRavwo5L1H1uHQtk6rVNl65fJRJ0EWf9/QEuCJgmcRO6Wc0fgx3sCzpL06JO0GKQMLidwGVLEPZ0UQyF9RqhVib+0DPWJJ8qYpI4ZTrxaAvR+AS0pwT1BS0ROMHMTdr5bHeRJUwU/tDXybxPj/Lani/W8LEYSYplMS+R+Qy0/jA7yqKGCw5oC3vbYed5ez93KYmbSExiJi2DGGsledgZ/6urmp6YWjqoqudNeR1l+jBQ/ERroTkeKDy96UnnQmchP25P8cGeddksQuTf+nlLXLyVTbPaNz+lLCeTFXAevZ8v4MBTPo/poHBkWlm3lrNSkslJs4vshM+/6I3g1WcJ/f77Nz7em2C1PZTM7gs30EGZijCxnBPO2J58fh3L47XASzzuimcwLZ6o8l63WOrbqM3k3WMaj5ixWytJYsRdzpzGVZ/0pHPckI7xkLxYGeS2M12MdLFUVMFWazrOpXv7t2RH/crTF09ESHvclslkeylFbAeuVyUymBTCfE8pCkZmZ0liG86IZyoxlJC2asXQzo+kWxrMTmMpLYywriYmcBCayYnAkhdIf58d4RiSHPbUMNVRg7+mgb2fH2Tq8t0OfqEOxk3CXnoMd6fylhXhqlP+lJShAS0DW6dmzvyvtL+0+2GHwwR7DR7t076xSNtWDuS4XdUowcskrJHbsGTBIwxUGfGJ0+ESp8Q1X4Remwv+kAsLVBIerCTPriIoxEWUxEm42EhxhwC9Yg0+gEt8gFX7BanyDnOUfrCEoWEtoqJ6wcBMRkd5SRUb6EhklyodIszeRZhORkUaiIgzERPkQH+1LQpQvSVF+WC1+WCw+xJhNJFj8SLQGkmj1x093DR/XM6Tor1PgfYMCwxXydJfI1V4kR3eBHJ04L5KruUCB4izFiq8oVX1NmeYcZerTOk+Z5gLxVz7D9+w/kOyvoTIjhrKUKCqTzdSmxFCTFktZWjQlaZGUpUZRlRVDQWYUITF6NNEKaSm01DaM+/O2oaRqndzTxqlRxIqOgA4P8Xcg6AZlRaE8WW1j31GFoziZkYZ6hnpHycmrIiw2C2NUGj7WPJLKm8m1dZNWWI3N1o7N3klafg0pxU3EFzcTV9RMUlkr6ZUdJJc2kVbdTknfBIk1zURmFZBRUkpoXBSe3nLUYRrUUTrUUQZkEXpkZm+M6WaiqnJJaa+leKyb+sVxmtfnadtcluCr+c4KjbcWqZmdItNeR5TKg3q3K4x7XqPL8zxFrl+SeeMseTcukHvtHMlnfyW1CAVoiRaigCtxLXxaBTfOS1Xldok2xTWalddIl10mOzma5qnhk7U7IpT0ZFrw01P4yCT4EqC1hIAlAU6nEPWfgdZpm/D0PP0aYZaXWodLokUp1CzRQlxCgqwF4d0SU4wLNAnwW1+UJi7rl6eomR+hcLSLxLZqIiozKW4y/vWA1uONX3PG3YdfXfPijKdMMsS7BrhxM8AFlyB3PIM8MYUqyEj3o7rIn5IMDTV5vtQXBFKR6U1JipayTB3FmRpyU7zITVaQbnYhI9KFogQFFRkGKnK8KcrUU5bpR2VaGKWxIeT56inTyGjRy2jXudGs98Bm8MCu96DOy53mYH8mastY6e1ksrqajsxMUiOD0frL8YpQoYzUIte5EODpSql/KLUhFnK8g4iUe+GnkWGINCCzaKUVPIpwhaRqeUR54mb2xDNKJkGVAKxTj5YEWWYFiigVqgg13mEKEkPk1IcYaQ0NoSsri7aiAqZbGvnh3h7f3b97AlrrfDhc5/sHm/x0vM/W1DD28lIGa+qYykxmPSeWndwEDvIzmEuMokV2njX1BZ6bBGhd4pHhGo8k0LrAE8Mlyb8153WZAX8THeZIMg1awgzCM6aWWoEyq/BaadFYBDBppZFjVbSctIIgBnvyGHOU095XQVRWmHOCxqJCI+pki73K4pxa1MZo0Zm1GCM1lBVYORztkozLzdkWxuxFHA51st/XxJ1eG+sdNSw2ljBRncNQaSoT1dnMNhQzVldIQ2IkrbEh7A7aOZ4b4Nm0g6PhNvqifRiTn+eV9xW+9bvBS/+bvPK7ymu/y7yM8uRxbggHtgyeTvdwu72epYZyZlsryEkPwydaJS17FT4rZeIvXqtTRUvAlbM96GwnfnpfANd/gC8pBsLpy5K8WRIg/dI6PFW6TpWvvzx1yTp0yVoJqsQuQX2KE7C0yVrEewK0JOg6gSsBWVK8gjDZC5O8MMF/XG598nNPwEw8VfunmOjrK+Forp1dezHvOpr5ebBf2jDQEGikyxpKa4Q/A+GhPKqu5G1LPU/rSvhpoI3fD/WwnJJEk4+RsfRYOi1+NHmrOSwp5E1jEwd1NczYy0hNDsbHrCHAz5XmOBXP2y087Ijl3Vof/7q5T1+EHwPBV9lM8uVuQiQLZhOOaAN3W/L5Zq6UD8MxHDfHMFiSxmxbI6MV6UxkafnQG8I3nX48GUzlTw+X+O2Cg72CWDbifdhPC+FxWTLP7Fn8MFzOb0Zy+e1QgpS6PluewHJ7M/uOfjZteXw/WsuztgLW6grYcnRyt7eQb6ZyeDWSzvcbXfzfbw55Me9gtSaXAWsItiAVk/nxfL88w//5aJsnQwU86Y3n0B7H8/5qNmrTWS2I4ElLCge2GNZrY7nbVcLhUBtb7XVMCAUkOYa+jCTWGmrZaW/kVm2hNPE4lBzMfEE0S8Ux3O+rYcBWKrUOu+5uSQpU3/42vfvb9OzflTLqRE7dKWwJ8JLqUKS8HyCyr7r3dqX6qGbt7yHM7v33dxl+dMDAvU3qF4awNhSiSQ3ELVotPUBp48RkqwFDvBF9nA59rBZjjAaTRYN3jBaR9G+M0Uo7LI2xWumeADG/WD1+MXp8Y/SYLDqMZg2GSDX6CDW6cCWaMFEKtFKJjoASTagSbajqP5Qm1AtNmBxdmBx9mBfGCAXeEUppVZRPuAKT2M0ZrkAXIpOGlXShMjShHpjC5QSEyAgKcCMw2JWAEBf8Q1w+nr5B1/EJvI6P3xV8DecJNJwn2Psiob6XCfG5RLAo74vO0l4hQHOTQD8ZQaFqgoIUhPp7ERmoIipMS0iYmoBQBSGhCiIk2NTgLX6HiDahmCQUsQ5ikllMHZ6U+sQc73wtpro10vCQa6Qcj8Cr5Gb6sNZfxGiFlfq0cNprK6msqCfYPxKNhw61mxZ3Fw1KQzghyUXE5FaRlF1Ock4l8Xl1xOQ3EpXfRHBGHT5xhXhbcghOLyeq2E5EaQNRJQ1EZJaSlFdCRlEBcl8VyjA16igN6mgdaosRRbQBTxFSHaHF1axHmxpKWGkKiU0l5DsaKZ/qpX5xlEYBGVPDJJUVEOp+FdvNywy7XKLD5SxFLl+SfuUMeVe/JvfyV4j2oGSGd7ssgZaAraKbF6TWocjMKrj+NfXyK3Qor2HzuEiCxyXyC9NoXJiSAKpxSUQ6CPXKmeIugEioWKfwJXYcSqB1sntQwNNpTIU4P4LXCYidKlvCnyVM9pKH66MJfo6G5TkaxS7FW0u0rq9IwazNon25MottboyKyQFy+1uw2ksIKUlBnRLG1XAtl4M8sOae/+sCra88fPnVNSWfu8m4qpdx09eF6wE3uRnigUewDH2oF1ExKhITvYiJcycuUYE1VUNkvIzwGHfMce6YY10Ii7pBZLQ7IRHXCQy5TJTFjdh4GdEWNyKjXYmxKoiN0xMeqiPUW02U1ot4jbtUFr0n4SYZYTp3YmTuxCkUJAT7kxFjJs8snmASSYmJxOinRBeuQxmoxEenoMGSyFZuPXfT69jIrGPYmoNVqcFDcQOvaD3uZhXyMCUqoWoJk7xFjpjAkv0FZAmFS8CWXKzmMevRRKoI8L5Ostd1KrxNdObm01peRl99LW93tvjhwQ7fHtzh/b0N3t9bk1Stn4732Jsbp66ilPaqKobTrSymhrOdFcNxSS7r2Qm0yC+w5PUVz7wv8NjgBC2haD3RXuCZ/iKPDJdZ9LpEu15Ba2QYhQE+WAMNGILUKMy6E6O71qlWiXgHq4643BB627NZ6ititq+YvOJoaXWLwaqXYgiM8QZEmeIN+KX4YkowSaZPsW5Ia9FQUBTH3dEWHo63sThQwfZcK8dz3TyYbOdgsoODqQ4OZ7q4O9bKWl8d+1MdPFjo4968MBXXsFCXw+awjd3JDh5ODEi+lv7EEIYUF3nhLVqHN3jhf4M3vlf44HOZVwE32Y/WcCvfwqPpAd7cWWF7oJOJxkqyU8LwiRLGVDWqJI1UTkO8U706BaxTmBItxr+cNBRfI+4pTnaeiWkiUVKuzsm1MMafloAvUaevT03zp/e1Iu4hSessCbpOQEsY6pNOAOwUnKQF1k7Q0saLfWgiVkIEJ6qdv/Slzzh9Y3oBYiKXK05Nan4IjvZ8NjqqeNzTwv2mOmp8tdSFe7Nkz2e6NIMaHyMDlihedDbwtLWal502nrbb6TVHYA/2Z6WhmJHSZPKMHnRawjjuamWrzU5NlhW/UBW6aD3+fu7YzZ68bI/gm4F8/v3WPv/jzkP+n6UnfGvL5ruqSP5Yk8errBjmzd7cqUjh3Wwx74bNHLZa6ChOo89moyM3jaFEHe9bgvixw5fH7RZ+tz3M75YHOCpP4mlpHO/tWfzRYeN34038ZsbGy4FM3vXH8G4wgfHyFKZa2lloaWelKpffTDTyoquU6bI8ptuaWGzI4N1oBq8HEnk5XsMfD9bYbq7inq2Itx01fNtfy/P+ep4NdfG/H6zxdqqKV440Xnbn8GKkiVu2HCZSDLxqi+M7RzJHXUn8vD3CH452mG2pJz1Ij1ntgVklpzY5geOFSf70aJt3K4PMVSWyUGrmdk0ir2c7cDRXUNnRROfOtgRa/Xvb9O5t033gBCwBWWIlzi+QtSvFPgjQEnDVtesELWmScE+8d4Dj4X36Drawr0yR1lGLX04MCuEritdL3kQxcWtM9MZg9UYbo0cfJxaFO6NBDHFq9LFqDHFaDALA4rTO2JE4HcY4HaY4Hd5xeula+ppYLXrhPbKo0Uar0FrU6GPEhJ1GmrLTikk7qfTS7wVhCP+lNOjEdF6c+HkaKUPOFK/FFK/DZNVJESeGOL0EfSahlAvvaKz4/1eDKVYAjxK9RYE+RhjNFRhilRjilOhivNCKipaji5Chj/BEHyn7pOQYIj3RR8gQQOcX4YRFdaQSbYQCY7gC71AvDGFeqCLkKCM80YbJMIbKMEWIrCuRBq9yxjjEiIdNAVnO8FIneDmnEKVw0xgVOkn1V0v2Eo/Qm4RbvKjNj6I0LYqERAuW5FSUWm+UNzzIDgzHHpuMVeWL2yUPDOEpxJa1YCmsJTq/hrjiRmKLmwhILkLuG4lc542nSoO7xgddRBJRedUkVTQTk1NOQm4xKaUFeARr8BB/p6K0TtCKFlmJWhQWp9dWHq2Wdve6RnjhFq1BmeiHd46ZsLIUEm2FpDSWEZJsJszlEu3uNxi/cZnOm19R4nKGjCtnyL10huzzn5N5/nMKb16Q4EpMHIpJQ2GEF4qWAK38a2ep87xMu+wy1Te/JkF2lZLaImwrM9hE4vuSs0UoGeFPpgw/9WtJoCUmJf9TRet0GnFJMr3bVoXx3bmf8LSFKHLEpKnKtUWabs3TeGsW29I01bPjlE8OUTDUQ3pXE3H1JYQVpeOTEYsqPgTXCD3XQ5VcC/XiepgXruEyUosu/xWB1vqv+crdj19f1/CZ8Gmpharlyo2Am7iEuOMR4ok6VI4hxA1T8DW8w29iiHBDG+GORjpdMYh7YdcxhrnhZ1bga5ZjiHLHO9oTX1FR7vhGuuNn9sTHrMAYpsEYoMXHT4O/rxI/PxXegVoMIQYMgVr8vDUEmPT4eRswaTV4y+WEGA0Eh/jiE2rAKOIMfFTE+gUyk1rBYVIdh9YqdhKr2M+20RmVjM7LBXcRUREnMqfUqIMVyAweeBrcUAZ6ojKr8DQrpWlEEeugFJKxMMObldITpfBqefveINMgpz7AD3u8lcaifHrqani9tc4fHu/z44M7/OZwgx8O1/jNgw3++Gyfp7fnaKwtx1ZaRG9SDOtZsdwvTuNJdRG7Zdn0mDyZV17gqekCzwwXeGq4yjPNZZ6rL/BMc44nugusel2gQeVGT2IcLakJZMeF4x2sRWXW4RWjR2nR4p/sQ0KJmSJ7IkPDRawMFTDXlIyjLkFSH/2jVdITrtiVJ3KcguL1JGUGU1QWT3ZxDIFxRrTRzqfkpLwQ+jvzmOovoK8zncWpKtbHKlnqL2W2t4TloUo2Jm1szjQxP1DObF8JS0NVbM0282Cpnb1JO8vDFawM13I0P8DjmX6GM2PoVVzhqc91vg10kXxZH3yv8KOIevB34WGQnK2UcF7MjvLj/X2OF2ZYd3RRnB2Hr3hKtjohS8DWR6g6aRVKsCWASXi3xBTiCURJp4CsE8ASoCVK8nudDBEI2BLDBKLE9Sl8fXpfQNmn0CXal8oElQRrWhE7kaCWFlPrklTokkWKvRpDksj9cmZ/iT+SukTnH0yVaDlm+eCX6YdPkglDvAGtCFgVLcoELWKySXi9fBPVWNN8qC6OZbA6h8XGCmzWCNJ9vKhODKEk2p8Uo5I6awQDJcKPYmWwLIUZWzGtYlhEDKkkBFMQbSJO70JtYjgDZdmUJ0USKXwfQV7oog34+HlQHuHOkzYz/zo9AqvPpZ1/bLzlvb2U14VRfMiK5HGMD3di/bhXl82b6VLeDFs4bImkuyCBvooq2lISGYrV8bbOn3/sCuJpaySvp5v4fqaXVw35fGPL4uf2En4/WM/LznK+mWrkyVA+z3tieN1vZaQkkVF7G6O1dhYqM/ntTAsveyoZLUjGUVvGVHUKr/pTeO9I4M1YCT9vTvOos4l/Gp3mnyf6+deFHv5xtpvnfU38tDLG79a6eT2cy6u+PJ4NN3CroYh+q4rjugC+6w7naXccf7g3zeH8BKrrV7n+xa+49tnfcv6//E+4/cP/SlViND8JVfr+Cgv2dGaLw7lTn8zbxR76G0upaLXRvSumDvcQilbf3l16BVxJwaUiXHQXkRjvBC7RUjzxaEkThXv07O/Qd38Xx/E9+g7v0rAyQ2p7Ld6FVjyT/FEk+KBJ9pYWipsSdZjEH34xmKS4gqvsIkrNDfT+MvxiDPgl+6BL0DmBTEzJitDcOA0+MWp8YjX4xmvxiddgEkG1Egyp0VtF60yJJtaZJSXy4PTCCC4gLd6ZD6c7BTaRFXdS0teIz56E9opTF6+W/tsV+XK6+NNcOZEpJ76X86FG/H8pvSf9HJUEhvo4lRT6K8J/BbzpRNyCRSElravNSk5LI2AwWiMBoYBBodqJhega4TUVWXgivy5OJ4Gf+GfWWJ05cQKgDDEqjCK+QahY0r/rL+Z3MXEoWoanqtZH4LIoJTATn1FI4aRytCFuhESoSUq3kFiUR2hqKjfdPfFxl+HIzmejvJb+5ByMVz04f1VGQEIewRlFBKYWEJpRgn9CFi5KE2qVlhxrDHnRERhkSm64qIlIyCa9pJ7IlBwiUtKJzkuRMivFHl91tFYKoxb+W6VZPFyLsFU16hgxYa7AM1qBh0WFR7QKDxHXE6mWIny8oowode5Yb55nQOEm5Wh1uV2g4uZX5Fw9S7aIdjj7D6Se/dWJgnWBjHO/puD6WSo8r1LielFSuvJvnMXmdYU2j0tUXv+aFIMn1Z112DfmpWnHltVVWm+t0rou1v7covnj9drJsuhbiCwwZx6YmJp0XovXbWLX44ZYPXSLFmm34yqttwVYiRyteWzLInB0goopB8UjneT3NZHWXoOltoDg4nR8chLQJEfhaQnENdyAa6hGKvcIHe4RatzFDuQoUWJFnxfpxVf/ukDrrFsg/3DVwD9cU3BRIeeGtzsu/jdwC3LDXbQPg12RBbugCHZFGeyBV7An8mBPvEI88ZJeu0ujtJoIJbpIFboopZRsrTUr0Qh1wqxEF6VCH6nGGCnaVXqMEQaM4XqM4Tqp9OI6zIApzIA+3IiPJQjfYH90MgUmVxkmTzkalRxtgAZTtD96Xz1pARGspNXyIKGWfWsZW0nFHKTVspRURqxRh6f3TdQJOjyDZKgUngR46glz1+Arc0ftI6IdtLiKkNJIL1TCBG+W4WGRSUZ79yhPvP3cqAnzZcJqpiUi8P9l7j2f40qzO80/YTd2YyJ2ZzSSuqvL0JMgYRPpvc+EzYRJJICEtwRhCMKQIEiCDgBhaYvee++rikWyiq6KporlurqlkRvNSqOVGWlmtCPFs3Hem0mieyrmc394432vyZsJgnnx3HN+53fY0ljLVM9qbsyM8fTkbh4cnuTTQzu4d2ice4d28PnJWS7NbmR9Zx3r2xqYjMc4X1fDp2tW8WR0PU+mRzjTWsWpAht3vMu471rCI9dynijQWsbn9qV85lrGeetS1mQtocNlo8nnpMhvxpVvUUJ/aYhd0Bhm/ZY2jgkM7e/g0v56LsxWsGddHhva3OzYUMVgbwktrflUtQapaPGwqj3IeGcJu7rinBjrZtPaOlpXlVFW76O0yUn7uiJWrs2jvc/P2GQd2zbF2bguyvp1RYxvr2bbljg7RhNsWB+hq8PN+rXF7J5qYf/sSj6caWNqey0zWxu4dngzD45Msrulmq0OA1fzzHxaaOZevp4HhbncLzLwSYmNGyVuLteX8u3p4/zpw/t8dvIYt47uZ3hNG+GIA3dcAMuFVWwdJPo0x/dqbnRKgEhFrMRfLHWTT64VeKUgLAlYKbhKAVbqNb+9/w1oSZqy3olFomvqD44VcYx31llx1kulkAWvzPVWHA12lIO99F5MaI2svc1+SlcXU90ZoaahkIraYnx1IcxStVjjIK/GgbvRhavJRaDWRrjKRlmVh8GeGsbXdtBcGqbYY6LAqae5qoDezmoS1SGqEyHq6gvoaI/R31lDW1UBiQIHlSELjeUBVjZEKY+4COebCZc6lBYvVOHGH9LTVmLm49F6/unUddX371/PPeXvTtzgXy+/4q927uWrVRG+bM3n2UA9r8VM9OB6vpit5NMt+exqymemsYXx8gj7Ky08GQrz40yURzvKeHJgM6+O7eWLsU18sb6bVxs7+HZyiM9G1/DrK/v4+twoj2breDldyeFVJexc1cPMqg4kjfj68GaeTa/l4KoYO3vq2bcmwYPxOn7YU8U3B5r588uH+R8Xn/Ev55/wJ3v28BcH9vJqYphnE8N8sW+M78/N8mRnJ1/sauXZ7nVcGelnPO7kowEv342HeDxewesr+7mwY4Lhknpejh3Gt/R9PO/9GyoyPqDasIJPDu7i+zvnODXSzrFVhVwdquXV6Z3MjqxhYMsQszcusvOTmyqaNS0VgsqKQSBKAEv0V1I5qMGWuL5P37nNzjt32PvJHfY+uM3UvUtsvHKQ1ukhCjoqVMVwZrUDvSra8OGRnpzSULzKjcmRgSdnOWW5ubRYnXR7AiTsdoIueXj14G4MYGnwqI4HAlThuJ38ChuhuJVAtRVvwqxsCyTa5K2SbROuWjO2GivWagdOMd+tlIiYCMQlIqbBj0Su5g6Bk7kjpW1KCcllW9YCZql9qeitVPqp11bKNTSNlICbdFgQ0BKwcUqkSaJPMbm/WbBKIYxUfackDxUCZFpjaIlIOatS17RpkTa5jhiQJq8n52rnWzWYS72PzHMgK5U6lFlVcCe9CS3iKF9hwSlC+oiRQMxFRXs53cNdJGpieLLT6SsqYba2jTWBCHkZOqJ5+TS0tFHX0k5Ny0pqO7oIl5SxfGkajUXFnBlez7m1a+mOxlj07mKMRhdlta0U1zaRX1uNN16AUVoICWCKjjZmwyqAFbO+mVNrc4Udo0CXwFeZHWvcga7CrtrluXVL6cmcz15rBvssWYzp0liXvkg5wrctfY+mJe/QtOjndGcuZE32IloX/T59OQsYNEg3knk0L/0FHVnS+zCDsZw0BjOW0lzoYmj3CJsvHWHk7Anl+i5O7+JtJToppZU6d4ptF6R/ofQrPI1EtbacOcNmsWYQs9LTx9l08hgbTxxh3ZEP6d+/kzUfztC9ZwcrZ7bQsmOYmi19lK1fSeGaOhWp8zYW4qz2Yyp3oYvYyCoykVNsQRe1kRu1Yyh1YCpzYC53Yi5zYCixYyjRbJ9UL+RSK02r03+HQOvSz1lsKOK99AC/SLex2GJmhU9HZiiTnLxscgpyyC3MwlAksKXHIBYL+XolkjcWGDAKdBUZsUakuk+0UBasYi8gI2pVa7UvasEeseEoduAotmMvsv1Pw1ZkxRKxYi5zY4t4cdqsVDmCDEfrWBdNUOsN4beaCQSc5PkctOUVcKZ5DR83rONmzVou16/jVuMgl5r6WBkoxGWz4Q76cJjNtOYXM1XTwt66lQxFKyh22rD6jFii4pgtrXykEtGAqdyAvtyIpBK9YQPdYScfxovZVuRloDDIhtIypuuq2N9ezd6WOLta4sw0xJhpjDHbXMFoTZR18ULWx4oZL8jnTFWcqx1N3N3ax8tj09zZ0seFRBFXvRl85E7nviuTz5wZfO7I4IEjnQfuTM7bljOQsZjVTitdeQHKAnZcQRO2Igt5CQ/D21o5umc1Vz9s5+R4EQc2WDm7I8ypHVEOjZZyak89J/c0s3+yganxKia2l7FvaznHhiIc7Svi4ngDlw+s4fCeXjZvraWm3UVJi5mylTaijUaaewI0dbipabFS3WKhbY2fRJuVRKuFmnYb0epM4g0G2lcH6VgdYtWaPNq7g493PQgAACAASURBVPSsLmR0czPTw+30lIVocdtYE3CzLuhiOOxgc6GLTcUeRsrz2RgvYWtjHZd3TXHv5BGuHNjFnXNHGRnuIhx1KFC317o10JIoUjK1NxeMZC3VQjLPBaX/1VpZYyRf8wamUrCW3C/vlbKEkHO0SJU8rYvnjh1PrQCVXYGVRLQcDTZsDXb1Gn/Cg7/ai6/GS6DSTnFBDs3hbDr92XT79KwschOp9qm2Qh4BrYRT9SH0N7jJq3OSX6tFH0srPbS3ltDbnaC9NcaqlXG6u6oVrEWqfETrQkRrQ5TVBKlrLGJNTy3r1jQy0FOnzo3F/cp0Nz/uJr/aQ7jKTb60+Ckw0h538NF4DX+8f4T/euou/3L9Mf9w7mP+4cRdnvdV8P1AjFdrYrwe7+cvb5zk+fHtPNlZyydbCpipL2BnYxsT8RIOJmw83pDPj7tKeT5dyncnx/j7m3f4x9N3+NsTF/mbwyf4bvcGvj00xl/dP8eff3yYF7sb+eVMlPNdIXbWVzPVUM3h1TFl7/BoZgOHOiuZaosz1VrBrY3V/HpPNd/uqePvz11Ukbd/PfeYfz7zGf/58BlejA3x5ewWHu8e5fWpGT6f6eDVrnoe7+jg+sbVjFc4ubXGxTejAZ6Ml/Pq3CxPdx3gb29+w6n2Pr6ePsGjkS0cbS5mXZ6Du7vH+P7WKc5uauZoex5XBhI8Pz7N7Eg/a7cNs/PmJWY/FhH7DQVZk3fuvNFgCWyleopO3rnG1Mc32XnvroKs3bevsPH0hzROrSPQXYE14cde7sIRd2OudWOpdeKrduNPeLHX+1kR1qE3rWBTdYKrq4f5pHczn/WNcqlrmNXFUZyWTDylDgLSeaBauh1oRrySptb0gV7stT5stX7s1V6VPnNVm3FUSzWvRHIllZ1MJypvKQ1apPmyijTJPgGo5DzX4FPWAk8pqBLIkbUWHUtW9QlIJSFL9rskwjRHjC6vV1GlOTopBTzi3h4zo8GPWNi81VbJZxMwU5/vN66lfdYUYLkkiiUAJ+cKJCZByyFAlbx+6j1SES15HwEsY9yMOW7GViEpTYvqm+guNeGOGimvy6etvZpiv41QVgZlOj3F2blUBwMM9HSwuqeDjpWttK1soXNNNyu7VhJw2Slz2NjZ0sKe+iaq7E6yli2jsChCWW0tBQJZlcVYoi7sJRLFEzNqTUMr3T9kCHSl1tJjUbRkprhDza4yB5aYHV3cjiHfQIEhjfW6Rew2pTFjzmBrzjKGMhbTu3whK5e9T9OSX9Cy9F26MxbSkzGPlYt/n/7seazJmkd72rtJ0JrHRtNydmStYDAzjUTIQs1AHYkt3SpdFx9eQ/m6TkoG2pVIPzbURcVwN5Ubeohv6KFyuIf4UA+xdd2UD3ZSNtBBaX8rJX0tFPU0EFxZha+5AldjObbaCKaqPIyVAXTlbrJKbGSVWckRU/JSK9L1xVRmx1xmV7OsZUjkz1g6Z19pErIEtEpsCrhySyy/e6C1xBjhg6wg72bYNdASX49QFrr8HBXV0hfmvAEtAavUMBTo34CWJSJOuCbMyk7BomazwFeJFUuJJka3RK1YimxYim1YiqRq0KqtZbvYhiFiJadE+g06MQcs1OUXcaRlgKutG7jSNMTp1kFGyuqpsnsIpK+gxmblSNMqbras51rdJq40bOV60wautA/RH6rEvchAXpaHtUX1nF61littq7naupoLq9YyVllPic2IO2DColzTxW/LoEwdTVEj0lzaU2SlMWhha8TDhgIrnc5c1vo8zFaUsqe6lOnyAnaU5jEZK2R3oozZ6iizNSUcaKthKlbIdIGfi601nFpVw4fd1Vwc6+NEXxvnEsVccy/nU2lB5E7nkXMFTx3LeWRfzmPXCq5Zl7EtdwnjRSF2NjfRV1tFKGRXOps1a6u4fGoTF3c2cH0qysUdIU5sc3FhtphLu2JcP1jDlYNxzuyKcGFXjDOTEU5sC3F+RwHXd5ZyZaaMM+PFXN1bw4V9zZw+0MGWLXFKa80Eq4wEqk0U1FkorDWSV2sgVGsgXCtNlHUEE3rCdUa8ldl4KrLISxjJrzISrjYQrjZRVGdXEbKCiJ2AOxe/04zX6cDntBNyWSnyOin0uSgM+okURSgpKaOpJkZnY5yh1c0c3DdO32AL/hJ5KpVIlkS0NO1USi+VgqPf3k7t/6k5da7MCpxShqVz/LXmHktBlsyy31PrwCfO8bUu9YfMWedWkQTpnyjNrS0Nbkwikq/1kVflJ1TtJVTtoCiQRq95Acfs6ZyxZnDUlsVWewY1oSzCCRu+BrcyKw3XeAnXeMgT49I6N+EaF/k1LooSLsobfNSvLKJhZYRYXYhIwk9xXYCC+gCFDQG1jiR8lNeEqGsuJtFchIBYQdxFfqVLgXlerZdQjY9wrZ9gxExXrYsHUzW8mIrz3dGN/OPH9/mrKzd5umUNn7SHeNRZyN2OKM9nNvKfPrnMFyfGeDRbyyejpezqrOVA/yZmm+o43Ozn0aZiftwV5fVMEX90YIR/vfWYf7nwGX976jz/eukl3+zYyIupIf76xgn+7qMT/LinhT/ZFeHu2nyOd9ZxcFUTR3oqeXF4nEe7tnO0r4UDA6vY1dnE6e4yfrWrjm9navibo2fh/BM491QB17+cf8Z3u8Z4tmuCx/tn+dWVQzyZ7eDVZAVfjDVyZ1MnExVOrve4eD0a5slYOd+dnuS/nL3Pfz/7GWeaW/n1zHH++9n73FyVYLLczyezm/nuyn4ubmrgaHOAC70VPDowyq4tgwxPbGb21hWm791l/O5tdty9w447MkTYfhPx1top4vb7Mm4w+8lVtl2XarDdtGxfS7C9AnMiiKHKg12iTNU+3LUBzHU+LNWSKnQTqPRhr3CzMHchDZFC7gyP82xwkmddo7zoGufl0E6u9W8mbrHiNmcSKfEQFilBrQN9kxNjvUNFOGxlbpxVeTjr87ElfFiqHNgq7dgkoiPgISm0KocWHUqBVgqYkhYICp7m2CGoSFYyKvQboJWMaCmgUqnIZMRJImTVEh3TtudGkxRkKYiyqCiTXC91/bfHNGASOFLgVCnAIc7uvxmZUufPiVTNfZ/UdeWcFGRZy01vYC61X4FW3IwpbsYSl7Y7SVCrsOCJWfGWW3AXmyiKeUnURSjOdxFy6aksCVEVL8Sf51AjL89BMOwgUOAhXltOoroErz6DUoOOsuwMHCsWUFjkprWrkWh9Ge6ysIIsR7kLt+jn3sCVFs2SKJaKZEm0Tw3ZtmFSLdjsOBVsWMkRzXFYR5F+KRt0i5jRL2KHfhkbMxcxmL6INRmL6RDQWvgz2pa+y+rMhfRmzKNnxbsKtHrS36Vj2bs0L3mHzsz5jOiXMZG9goHsNIpsK7BGTehKbeiiTnJKPWRF7WRGLGRFrWSVyFpmq9qXUWxR25nFVjKLzGQUmcgsNpJTItewIJZLku7UlbjJKXGhK3GQKx6REpWK2TBIP8mYDXPMjln6Dkv6VPX11dYCWYYS6d6SGgJX4i5gUSO11kXMNP6upQ410ArzTrqdhSYT6T4dWcEssvN0SAVibkEO+kIdhkI9EsUSwJK1zBLNEpsFU7ERY0Ra3GiwpQGXgJYFa6kFizRwjlpVWwIRp5siFiVSl7W0KpBZHxWnd6tqZu0NOBipaeJ620ZuVw5wu7KfG3WDXG1bx57ESipWGChckMl0RTs3eka53DLCxcYNXGkd4WrvOEP5CbzvpNHnLeVK52ZuNQ9zMzHA9eo13GwY5HrbOobCxfitOVjLHWSJ7YOIMVXVjES47LhKndQUO1hb6mJDzMG6Qisbgw4mpUKrupBtETdbom72NpZwtDPB3uZSDrRXcG6wmSOt5RxsjHB+oJH9PVVMrIpxbKSbC8N93Gir5m44k0+9S/jcm6ZE8M9cS3niWMIzVxp3nGmM5S5mo9fGWGWc9uJiAm4L5TEfuyY7+fTcJq6Ol3Npk4fbM8Wc3h5ius/GVL+TQ9vyOLergPMzAS5PhDi9zsr+9hWc3+Ti7HiQI6M+zkwWcn1XORemijk1E+fIhx00duThk5tKwoW/zo63xoS31oJHGitXmdXsTki59Nu1t9KMJ2bCUW7AIT3BKkya4DZix1XkwpHnwhl24AxJZNGCP2zFH7bhCVrx5Llw57vxhG34QiaKSkRDVk60JoQ3JjfpZGVhEoqkEjAFPjJLpaDsExBKgZGs/1fbcl7qOql1anvua+euXUktlVc0J3WSRpQ/bB6cdT78DUECDQHcjX4cTX5cdX5ctQFc9T48xTm02BZyI8/Afyiy80u/gdchM/fyTGx2pRHLzyJc58Ulo0asIcS7y0eoKUBAeXqJT5j0X3QSqnVSUOOmsM5HQb2PcL0Xf71H9UoUD678Oh/5NR6ClU6l7QlUuwnVegjKqPMSqvcRqPepOVRqpa/Zz+fTtbzYUc7Lw4P88v4Fvrpyghf7tvLZhgYerG/gk809fHlolu+vnuDzA8M8npKmzDFmVrcw27uJyeZGjnUU8umGCN/tLOXrqRB/d/Q0/3j+En9z9Dj/4/Tn/Ov5J/zjsWv8MLmFH3eP8ePezbyaaOaX++q4vSnO8b42jvZ1cqS3lq+O7uTRnh2cHFrF2dFNHNqwlr2tEV7P1PJyspzvd4/y387d4+/O3Vaw9d9P3UPGj0dO8f2VC/z5xxd4vnc1X0/G+G6mjfvbephNeLja5eL1WAFPxmJ8f3KMfz7/Gf908mP++exn/PPJj/jbfSc5F7NxqL6Ah3u38P2lPVxaX8uRBi8Xe+M8OzLBoYkRRqZHmbl5malP7jB29xYTH91lUryyPrmrqgd3fnyNmTuX2HH5OBuO76Rrz2ZiG1fibyvBVuXHUuXFIhGmhgC+xoDSWXnrw9ibw9gbA7hrfHiqfSrKb0xbzM6KZr7sn+LLzjGerxzjdccEX6+e4YuhWSbjjQQzMwgGrfgTPqy1NsyVOux5SwjYFhEyLsFhWoItmK2iTdJwXcyK7ZVuFV0SIb0WZUoZeWpRKdUVQWmutCINKdSQfd4a0XAlo1XJVGIqopWCrtTxuXPqWAp4VKQqGVlKAZQcSx2fC0lvzo1blK5MImKOuAZmAosCQ6lzZPuN0D0JXQqWlCN8stJQ0pMVAiqSmtTGG9CqsCBtelTaUOnYkhE90ZTFrXgrbHjLrLgjJrylVgqq5WEnTKH4m0UsOApNeIqtBIusBIut2EUDHDZQXOEnEvXiNmXgzllK0JdNodzbiozYiy3YS6V63I1UgLuVYF+AStKFkkKVCnjN/9FSasJcZlLyFpv8HS2X3rxW7NL3V+ClzIA5kEFx9nw26BYwrV/ImG4R65bPYyB9AX2Zi+hY8i7ti9+hRzRZOUsZzF7IesNihvQLWb3iF3Qt/wWtS35Od/oHbDekMalbwersJeTb07BF9Op9TBJJKrNjkKiSFI3FHJgqnBjLxTjbifhXqv3SL7hM+2yildI6sRhUr1VzLNVfWIrOJP2nnSs/jzlmVZkkzQFAolk29XPKMfk5Zcj19FHzm1nWMnIjZvTqmACXbJto6Fn+O5Q6vPhzlhijzMvO4+fLbczTG1jhySEzmE1WKEeBlkS2BLZyC3PRF+jRF+Qq7ZasDUUGjEVGNUQ4bxDgiopRqNgwmDFFTZiiMktDaPnHEgJN0ahGoRqNmtFHpB+bCWO+iYDfwcaqBq61rOd2ZR83K9dwtbqH67U93GgbYldFJ43ZYdoMRYxH6xnLL2Zb0Mv2wkJGKxLUGa1U55g42tbP7c4t3Khdz+2aDdyuWsed6n4+alnP9sI4IUsu9nInOZVWJYaXJxdXsfxiHUoTVZsIMtIRYbSzgG0teYwnwozXhZloy2dbo5+tjQEmOgrY2VvKTE8Ju/ti7B+sZGd3CbvXlLNvqIbJ/kr2bmzl9v4dPD96gOejI9yMBbgY0HM1aORG0MhNv5FbfiO3/WbOe41ssWYxHPYw2dRId7yCAr+T0qibrevruLC7myNrCzmxNsix9WE21ObQWZpOb0Uu/dVZ7BnycH6ykDMjPs4MODnb7+bwaicb69IZrFvO9lUmTm0r5PJ0MaemSjm4q5WWrmJlXip+W46EDWeNWbWl8MrNtnKObqPShldSaFKFFLfjrdBmCdGrm12F3DT8uCtCuMqDOCs8qqJJBK2BSidBaXQcdxCodBOs9hOu8mtRoLjo8uTJ3olPmjRLtZ6A05yoUwqofnsWWBKLBdkvkCTbKYBKnZuCJ5lT+1Lz3GOpiFfqWjK7VeseB+YGB8ZGN+6mAOGEl7yImVA4C194BcFoLvm1HuwtfowtXrz56Yy6V/AirOdXvhV871vON57lfBPM5qIng5W2pYRLrNgb/NgaPXiatBY93gppSu0h2BTA2eTDIfvrvUlo8hBImqeqn1Eq06QpdYNXDf+c3osCYtpwo/bXugjW+QhXOFnTFubhdIOCj3uz3Tw+f5hn547wzdkDfHNiJ6+O7eL1uaO8unCC52c/5P6uXh5uj3J/PMZsXxsT3UPsaKzn5Jo4dzbG+WKqgq+mozzdWM9/OXqNv9x9lP93/xn+5cIX/NHOGZ5PjvBgdB23N3Xw8Vgnr85s4+buIfb09TDTuZIj/a28Pr6Ppx9OcnyonYObBti/eSO7u6p4OpHgq51xnu7r4T/fusl/u/KAfzrxEX+65zD/48xD/v78Pf7y4QP+7P51Xh4e5vlUNa93dvBwbA276vxc6ZSIVgFPtpfyR5dm+Kfb9/mLfSf5p9Of8p937eeX61bxaHUZj6fW8us7J/nVzcMKtA7Ve7ncV8XLE7Mcn9nK1tlRJAW4+8FdZu/dZvrjG+y4fZntV84wdPJDuveO0jQ2SGywmbyOGJ6mApy1fpw1Xhw1Xmzyf6PBp8TurqiJUEhPoddAMN+Mr8yBv8ZLsCkPR4kDd1oax8va+apngmerRvmyc4KvOqfUeDEww4XuYYp1eux+E976AI5IBlH/PPr885j2LWLGvZBewx+Qn/F/4fEuIiyNz2uDOKp9KqXnqbIgwnRHtQupjJUKX2XoKRFbgao34y1oKehKQpjAlGzL/NswNReaUtGnn5pVJCpptZACrNT85lgyDSgNoO3VdqSVTmqofZVWVeEoVY7WOUO2baK1kll10NDSkW+uO+d9U59Non02KZCRZtLJFKrSqknETkT2FdoQby5rzIQlZsKaBDZnTB44rXhjAmZS1WnFHBVJTS7ecjuFVX4KY14CJWZVSOYuNeASjy+p/JRq0KR4X9KbWhTrLWjNBS5rqQlrmWRbRF9sxarSa5JmM+D0Liee/QHbjUvYbVnKmH4Ra5e/R3+6RK7m0b7wZ3Slvc86fRpDuctYl72QbdYVjJiW0p/xnopurVz6Dn0rPmCHMY1JQzorsxcRdqZhj+ixlJqxisRGQZ5DyXtE4mMqc2ESq6UyF+Zyl6qMt8ZcWMscaohdkkVJc8wq2CJrs+ihSwUitZ9TdHnaMGEpM2JRZuIWLBLZEmiT7i9RE/oSk5pzo9Kv2KSGPmpE2zar82S/PmJS+xpX/45VHS41RlmgK+CdFQ7m5RpY7tEp0MoOSUQrNwlb2eTk69AJZBXqVTWiAqskXAlg6cW1vdigIEtgy5QELYEuY0kKtCwKuBTpJslUreV4sVGJ7EWr5fSYaC0o5kRzH9frB7mSWMOl2m6u1HRxq2UtF9uHWW0tIPTOPFrlP0wknR3lS9gWT6M/IiLSd6gxZbO7toWrKzX7h6u1A9yo7uNOzQDXW9fRH4zgMmXjFr+SShEYWnCUWlT5sFG8bGIOqhtDbFhTxtDqfAY7gmzuLGZzVyHDPSHWdwcZWh2mt91Ff6ePwW4/XS121rR7WNcZZqi3iHX9EdZ0FbKxN86h0bVcm53gzPAQW0qKWRf0syEcZCQ/xKZQkM3hEJvDYdaHAnSHXPRG8xhd2cKm7g7iZfkUFDoQ8BvuiTHRF+PAhmo2t/iodi9i28pyZvsa6S6x0lmaxYENxRzeUMiR9UUcHowwUJJJbySHdVU2VhVnsbXVxfFtJRzcVqpE7Y2rivFUSO9DJ/aE3NgsSsAq/jwylGePiGfjDm1UOPDEHHgr5LhDwZgAmTydOeIenPEAzngQe9yPPe7DWenDXSXQJU/VUq7uUekTX8KnaZqUBYUbb9IeQXRRDrFUEIBKRq7mAtHcdQqYXLUaaKW2U+f8djoxtX/unDpH9F6yX10jBXpS7VjvwNDkxNYiKTgPIWca5boPaDHPp9n8HlWm9yjzLSMsn7ndT37eCva5M/k6kMPX/kU8Dy7llW8xP/qW8cidwdqseYQCOvwtYYKNbvJjuYQDaYRMCwibl1JUaKCoMUiwJYRP5no/fuUuL1Ap3l2SxnQoCPTVuxCNl+ZUL1WM2hDHer8aYhXgJFDjIhRz0NWcz+2JVj6bbObqaCcXd45yZ88OPtk1ykf7pvno0D4+PnKAjw/v4d7+cW6Nr+LBRB0fTzYy3dvEeNsqJhuqOD1Yx9WNDdwbb+D13lY+G2nkz/cf56+PXuRX+3byZ8dO8WD3Vj7aN861XSPc3LeRK7Mb+fz8AZ7eOMnu4WFGGho4OrCKr08c4PH+CQ4P1rOzv539Wzaxq6eGh2OVfLunksf7O/jjW2f4h+v3+NPLl/j/zj/hPx67pMT8f3PjAd/cvsAnu9dxeX0Zj6dXc29iHbsb8rjc4eSbbfk82lam7Cf+/sWnPD88zaP1Q9yty+OjuJNb7aU8OzTBX764x68/Ocfl4WYO1fm5uibBV8dmOTG9ma3TI+y+cZqpm1K6foCefaM0jw9RuaGTvFVVOOsLsIsVQ41ENf14an14azx4ajxaayj5nSSc2L3pBLIX0abLZENmLr26XBL6DPLNKwiXiEeWF5cuk4OVK3nZO8GTrlEedY/ztGuC56sm+LJ3glv9W6m02nF4dTiKpFXYAnaXpPO0Xs/3NZm8rlrO05oV7Al/QGnmvyXszyCUCOKoDeKqEUgyahWISdByVNtxinN6zVv/t5QPnDsJVHMjVal1KhqVAi6BltS+355TQJOaBXpk/VPzb+wTKEoClojs34KWtrZV2VRKVIHSHPBKnScWD3Is9b5z57mfUQySBbTkfAEtOU/pweS1yc/qTNpEKIBT51uwV0mUTbOqUFE20XkmC28sFWZMZUatDVzUjL3UiKvcgKvciENp0SRNqWnH7BVaEUAqopWaNZ2WdDyRYgETVvGBrDCqNnFWgRiJfpUaCHrSaNcvYtqyjJ2mxWzVzWcw/T160z9g1dJf0Dr/9+ld/gEbjctZm7WY/hXvscW4lC2mpazNep/u5e/QufQd1ucsYMqUxphhOQ1Z8/E6l2EpzsUcNWKVdnZii1TqwFjqxlTqxljiwhh1YiyRIdClgZel1IlVwKvUgUVE+6InUyP5mQVU5edJAqtAqwCWpVxAy6jMxFVkSyyXyiQqpvUo1pcYkGEoMWqRshKjtp3sW6z2q2Mmmnp/x0BrmSnKIn0h72a4mW8wscKdS7o/i6yQTmsyHZbIlgjjdeQU5qIrylWRqxRY6SNGDBEjuREjuiRsGaIm3gwFWRpxKvhS26YkkCVnaQAdMaAv1JNbbMYQMuO1mlhbWMG55gEuN/RxvqaXy01DXGjsY2sgzErTUrZUZ3Fh3Mfj40V8fbqAV6fCPDjk5egWKxvrsujxZ7A9P4+z9au42jTAjZoB7jQN82FtJ1GzFbMlC2+pRwnu9OKlJVUvZSZyY9Kux0ZxlZOmJg+JJjPxJhNtq3y0tXuobbRQ12SlrtlGeUJHvE5PTbOVaFUW8UQudQ1W4nUmKhotxOvs1NR4aW2I0FZXTn0sSkVemLJgkPJwiFh+mNJwiJK8IKX5YcoKw5QWBqnI9yuT1tZEOZESP+Goh3CJOD4H6WiLsW24hfWd5VT6dAxURhhrb6SjwEdjnpHpgRgfbqlm9/Y6tvSXU+vPZrSuhGMDq+grC1Eb0jG1towDk03smGijrMmPrdyMXYSqVXJjMqtKJK0iSUrBxXdHxKiah4/48HiSgCVPx+5qK+4quUFJBZATe5UXR6UfVzyIu0JGAFeFD5f8IakUA0YvnipxvHbjSYjVgZh+upXwXPUsrHNir3Mo2BLwUZEmiSyl/K9q3/pgKUhSUKRZLKSaRjtqRCg/pxrxJ0TwKcCSOSWql/Vc0PIkU5LWJrfqUeh2L6Vi2c/YaUvno2Ird0tMHPGlsy7rPRKuNKIJB+WhTD50SCNtPS/9S3gaXMZL32K+9yzkhS+TkZwFFAb0FNWHKc7LpNn2PsPmD1TbjJGcxTTnzCMWyiJa5yHcGCDY4CPYIOlCF/56pzbqHPjqHPgbnPjqpdn1Tw9/nRMZwVoBLTdtTRGuz/Tz/bkJnp//kDtH9nJjUnoCDnFrzwQXZ3dwdnI7Fya3cGvXVr48Pcuvbh/h8ZkpZtfUM1xWxGgsj0vrW7i8pYeH+zfyJ5dm+GJ6E5e2DHJ++zC3JrZyZmyQizPbOL97nBOT67m2dzMntw1ya/8kX390nqk13fSXRTnSv4ovj37IZ4emOTiYYKwlxkRXB9trCvhoXSE/TJfy6VgVD07t4P+5cod/uPwpf3HhBlx4yn89/5BHF09xT3o6Tg1zeayTp4fGuDm+gZm6MJfbbHy/LcyjrTG+vryfl3eusaOrlSbDInYHDJzMtzIRtjHSVMXdi8f58vopLm7s4FBtgKu91Tw/NMGR0bWs7K6ndaSLmg3tFHXFcUvT4iov9ioPjoSkf2V4VApYtWNS0SHxUbPjlN+TmNl6Mylc+gE7DA5u2SM8sEb5yFnMGaOX9YuWU7x0Pi5bJpbsZcwkmnnWN87jnm3c79nGZ12jfNkxyvOuUT7u20qtzY5u8R+Sl/Nz9pfm8qrBxA+Vi/i64h2el7/D69gCnieymHDNIz/9HbyFNpx1IWz1Vlw1BlzVFhXRciSkJZdYljhQDyryHUu8HVIAkgKrFFCl7pGZUAAAIABJREFUtpXWSyI+c9J/Ai8KZpQOTLRgvzmUOD0JWFrK738GLhV5knMU5MhsxS4QJOajEtlSQ4tyadtvI10CWAJfAjtyTI3k55sLVmotGrKkcF/ueQqgFNRp76c+h4Ce+ixyX7MrYbryIVMgJp/dgrNK7psSQROrCfn3lGIDATaLgjZrhVWzaYjZksBk5q0436TE9ypKJjD1W6nDVBpRoklWFenJJSeuV5Xx0irOJhX9pXqinjTW21awx76cGeMCtuoWMJQzn96MD+hY+g6rFv2MgfT5bBTbhvR5CrS2mdLYYU9no2ERPWk/Z9WSnzGsE9BayjbDUhLZ83F50zEUGzBJFxbJOJVayBVNlIjOS23olT5Ktq3oZVs0VFGbkt5IhbzSWUkKUFKepcloVrkZgdC5wxwTKJWuLVKUpg3Vf1jtE2NxGUm4KpU0pET13m5r6Uljcr+05zPR3Pc7lDqUXodLTVEWG4p5L9PDAoOFFR4DGf5ssoI5SFQrK5RNdl6OimbpFGjpyS3SRgq25oKWgi0J9SWHRKwkvyqQZS7RhPJaSlE0XVpaUVKLhqiR7IiB9KiJ7BI7Zr+FIquVzZEqLjT1c7VlmLNNm9joLqbLtICTgyZeXsrnqxt+Xlxy8PKsha/Omvnqoo3Xt0I8u1TEiU1m1obmsTng4HRdL3fbt3OhcS2r/AXYTDlKS+QsdWMpsZEjTapVDllPrmi2Km2EK+1Eq0wU1OYQqtdR1GAiKmLxKgMFlQby4nqCsRzClbkU1pgJVeoprNQTqTQQrsghGM8lr8pMQYVNldl7Ik68xW7CRR7yij3kRX3klfgIlwUIlfkJlvoIlAYIlIYIR4IUFfkoKHASKHLiL/PhLgvgLQsTjIUor8ljZXsZ7TVF1OV7acoP0lgYYm1LJRt7KhnsKWb1QDn96+vpbChhVdjPuuJi6n0uWuL5jI20sm1zEyu7ooTjYpZnxKaeIK34aqUMW24MciOwKq2GuhFVWpUnjgCXLWHDrKqYLDjkZlNtxpKwYlFVgC4claI/kOHBWenBXik9F51auiKZshBjQ+XjU+NWN3pl45CELNscUNI8suQ9tSpDdQNNrrV9DmUO6pSUY9JfS0xLrWJ8mjxP3aBlra6b8vt565kloPVTES2JRMjTvqTxnOUm8g0fMOvO4Vmhk28DOl4HM3mRr+PzoIFJy3Kq7GlEdPPZZcngK5+eb13LeOVJ47V3Cd95FvJFQEBrEQWmNIp8OrqsaZwLZPEsL5fvQiZeBq2ccmfRZp5PtDiLgno3AZUi9BBscBOsd/3mEFG9RLXqnASSQ8FVrRO/DNlX7yRU5yGv0ktbUyk39mzmPz24xH/55hF/dP8GD3dt4v7EAJ/un+DM2AaOjgxyfmyYh4d38ncvP+Pvf3ih2kydGR9gR20pk1WF3JHGzRPDPD+zj7/+9AIPp7ZzfMMQ46slvdjIrt42jo0McWFyVMHXte1rubZtHR/v3sqDo+OMtVXTFXJzfKCTF6eO8PT0fg6urWWwyMF4Qw0ftldzZyDCd7NVfDbZwI2ZIT47dog/O3ubPz5xib84cY1XR49xYXo7tw/v4fn10/zxw6v86f1r3N09znRThPOtDr7dWsBnW2Kc3r6GjkQVjow0Ihnz2R62ciyWT68tF8MH71AYcDLYUs2eVQn21+Vxtb+eJ/tH2b+5l+KoG1eZpMu8uMTDKaFpl0S/JP0qZXgEpiR1LdCiLEmShrsNLpwlRnwZ8xk12nhojvIyu5in+gKe6PN5aSzmsbmQyUwD+e+/Q/Yf/B5bSxN8MTjFi/4pnvRN8ax3mq97pvlmzTSP1o5Tn6vH+fv/G1OhNJ7XW/kxns7XZe/xuPIPeVT9c56XzeObikyuF2cRW/KHODw5OOoCWBVo5eJOmJXFg1NAK/nwoh5QZK2qeTXYSjVjTsGVCNylEXOqqjBl26Dtn6O3+i3AegNcKTG7pAUVwPzmrKJCCm60/QJtCoIEhASeUt/l5AOUMgNOOBRYqaiU3LPkOy9pwCRwCXyloE7gSd5D+Ympz6CtJYqlRgq4VMrxrRBfQValeHtJf1ibkkyIdsst0S+BQHkvMX1VOjiHtl80ZRVmzbpCIEuMRsUfS1USapoxZWuRgg6VitTSaSJ+F41WKq2m6bSMGGJ6cuIGdPL3KQlanqieKs8yxj3ZHHCms8u6mHHxYjQtYU3WB3SmvUvvivcZyl7IJsMy1mbMYzh7AbPeXA4W2pjy5jCQ8T5dS/+QTbkLmLUuY7t5OZW6+Tj9GeiLjRiKzJiLLORGzeiiBnRRPblRfXI2kBs1oC+VYURfalJpPFXNL7oraZmXBCNTuRFzuaRezZhjAkQaRGldWgTk5m7LdSS6ZXljMP4GqJKG43Jcn4pulWqglepj3NL3O+Sj9fDCz1hsKmGxIcJ7GV4W6O1k+mxkhfQKsDJDOWSHc9BJCrEgF11hMqpVmKtgS0BLIEuBVrFBRbQksiWQpQnXtDklZlMlm0moSkXClKYrYkYXEcAyoyuTqgQ75qgHo8uEOzOLXlcBZxrXsjPWTnNOOh+u0vPt9SCvrht5etbK83NeXl4w88WZLF5dNPH8koWXVwL8eDfGR7vtDBW+x0heHudXbWEoUI59wWJsDj22YnHklV+kHUkXCrEbxepB8sZxLefuj1vwJSz4as14a8x4RAReoQnBXeUm3DETnrgFrzgfy1xhxhc34au0KA8b2eeWJw8x4RM3djEKLXckPcfsuGOSknPjqXTjiUsFihtXhR9PuR9vmYdAzIM/7sOjIkJ+nBUBnBU+HKV2wjEX9a2lrFxZRWtzjK7uOpraYhSU2MkrsRKIOYk2FdCxupaq4gBFVgOxsIf+gZU09CQoiHsoKLGQJ59Pql7kBik3oKJMnM6lmM0LsbvTiVQGiHRE1JO7t8yOV0qK6+zopBehOD1XmrEmLOTWW9HXytOcQ0tFivHim6dEG9ZqKS+3YhdAq7EiUSeVplAl6skn6eSNX6JRAlRygzXV2DGI6LdWDEilcip5gxPYE3BS/jxuTUSfcGCudWISH64aFxp8iRWE/BHRImEpqJI/MqkUoqP27VqLaImDuxO/8giS6kIfjqJcmqyLuZqv55sCPa/dy/nas5zXvmX8kJfBw0IjI7lLKPy3/wdjOYv5qtDGn3lz+LUvi18G0/khL51nETNbsxeR9+//DWIQeKPYxQ9FNn7py+QHTzq/9GTwssDIzkA6Zb5FhCvNSgAfFAG86LXqPATF5LRO02ypSJfSZAmECXSlUoYaoAmcBRrkNX4Kqtx0NRVyZWqEb8+f4NvLR3l5ZoyX+/v4bKaXq5PrObppDQeHeji7fT13do3x9eUT/HDrAk/PHuDGzq3cntrCze3reLhrK3cmNqj+g7+8fISHe8a5MbWVS5ObuDq5iWsTG7k+vom709u4u2MTV0f6uDzSx5Vta7g11c+JzR2MNcW4unU9L84d58tLxzi/bTXj9cXcGNvEk/3TPJxdx3cXxvn+9l5eXD3Cs/PHuHd4VjWbP7NtiKvT2zi4sZcnl4/x16+f8FevHvPnj+9w78hOZrubON0Z4dvJGh6P17JnTQ1VYTdFDiPNBU4OdTVwZ+MAW2LF5BszsOuWUezUs7mxnF3NpVwb6eaLYzs5uL2fSNSBu9ymUttSfaoASwnFnXilIlUZh2oeUWJEKxpD+X8t5rS2eg+5vnSiS+dzxZ7Pa0Mxr7LCPNWF+TyngGfZhXxlKOSJs4jdOWZKfu8XrLKEubpyMzeaN3CivIdDRR0cKergVKyTg/FWKhcuZZN5AS/aTXxbm8a3ZYt5XbaULyo/4EnVOzwrn8erymyuRzKJLfl9bI5MnLVBZXLqqTHiS5iUialT0u1JuFKfN/mg4hAvOhnJ766KcidTjKLpkqrFVMRIHpZUFEwiORJFmhMBEkD5zaFdU6Xp1LVlW9KDGqyohzmBnCpJy2mQpb2PQ9tOWrpo+5L3hyqbErKLoF1eL69LpRSVMbHot0T/JKL3CvNPDO1YCr5E16WAL9m2R8Ge2C4kI2yiwRI7Cc1dX0t/qtdWiNO+FtETZ3qVekz6hGlifYdmPqqqCzUxvwj8xU5C05JJREuDK5lVKq1MS7FZSsV6yKilDStEUC6QYlV+Wt7CXBrdy9gTzOGoN4P9rhXMOlew3ZrGYPZ8etPfY61uARtNS9hmXc6GnAVsMSxmX9jEsVIXe8IGhnQS5foFO2wrOODNZtqVQ7VhAfZgpnJZF2mQudCEsdhAbkRHbrE2dMU69NFc9Aq8ctGX6FUqT6X3UtGoVJRKegqLvk0iWtJnuExLBxpLjJgFzgSYIslUa5lZs1wqlVSiBp2pSJf2s5sxyL+BAi0tnSjvKUAnMCZza+/vUkTrws9YZIyyyBDh/Qwf72dbyfA40IXNZAYlfZhNTjgXXZ6BnPxccgS0FHD9JmgJcElaMUciXck0YmrWhGxapcDbygGTOi8V9dJFDOoXKqFHY9iIyZaF3Z6L02HCuHQZnncX023Moz3XxvpoNo9PBvjqmoEL4wuYaVvImU16np408vKSngeHc9nfP5893Yv5+EMrP37k5dKODHqDabSavRQtycE9fykFRiMhuwmX24DZp8eSb8ZR6sJabsNaZlZhXvEu0do3yBdHGykNgQqDq1LgpAYgWRYsYWHN80WEjtLmRkp37ThijjfDXm7HVmbDLqPcrnoXOivkXKc6RxyCVc+rmAtHzIVTqlNUhYo2O+Iu7AJuZQ6ClV7KWoqpWllKWXMx/koPXiUsFx2U1sajsKGAqtYY8YYolY2lxBrL8cXysFeInsqutaxQzstuXOEs8tN+RlvaB3SlL2FV5nLazLnUJvIINgVV9Y+1SsBK2nq48ZU78JdrJdGmhBWzPHnGHbhFWC83qDc31DlruSErl/Xkk7NKC0roXfQi2jF1PHmeAJahzvoGtBwqLG/BXGPFWCNPsSLQ19qR2BIaZFlqxJ3d/Qa0fhKu5oBWCri0WdzdNa2WW0BORp0XX7GRFstCrvkz+CGUxXfuNF76M/nSn8VX/gxe5+VwP5zDliU/Y93CdznuyOaKdTHn9e9xLvd9LlkWc8adQ//8X7Dq3X/PBb+ObyO5/DKwnNehdL7MW8G3/uX8OpjLdX8OzbaFBCK5qhpRNFoihpc5NRR4qapCrRJR02TNAS0BrEY55sVfFyQ/bqevLZ+L29dxaeM6Tg7U8+l0A68PSuuaAV5cPsTnZw5weWYrZ7Zv4Pimfg4OruTYYCvH1rZycdsgnx+a5oujMzzeO8onk8Pc2NbPtW19XNyymgubu7m4pYsLIzK6ubqtjxtjg9wYHeT62FruzG7isw+38uTgVj4/Mcpnh8d5fmQPz88e5sXFI3x5ciefHxzjq9P7eHJoJ/cPTfGrh5f4868+4j8+v8e3185yfcd6jg60c3xoDae3DHF8yxo+OjzBiyvHeXLmCA+O7uTG7lGObOjn2vom/vhgJ98e7Ob6zABnprdycmoLx8eHuDY5wr2d41wY3cjJ2S2cOzTFlUOT3Dmwg1PDHdwcX8eL0/s4NDpAVLoVxCy4JWIl2jglBNdE4V6pGpWoZ9LKQKI90vomUOkiWO1Vei1DIIvIkvlcsoZ5YS7ieU6QL3RBHuXm80hfwJe6MN8bC/nGX8GHOhexny+k1Wihz+egx6mjx5VBlyedrkAmtdbFBOb9W9a7FnG3Novn9Wm8rlrEq9h8nlfM53lsPi9L5/FlVTrTzvcJLv53OIO5OGoCqmWXp9qCDEfCqj14JAEp9cAj0JT6zqai2Ap6qm0KqDTISX5PU+m5ObP2Wnn4+amRBC3RU6nokZayk2vK6zTQehtd0t43mQJMvod2fU1LJeerikGJCgmkJGFLIvMiiFfHZH+qsvBN9MiEpSI1NK2U3LNVxEu0ugKLyZY9CrSS0S9Zp0bquFQzpiogNSiT62jRsFT6MbU/dV5qlr8tAlWpbelbq6JYAiQiDBcdk8xJ0DJVyHGDyj4YYxIgsBLI19HlW8GhsI4T/kwOezPYaU9jm2ER63PmM5g9jyH9AjYYF7LFuITNukWq5+7eUC5HIjZm/TlsyJ3HcM58Zl1ZHAsZ2eM3UWtajCOQQY5ooqJGLEVGTNKWTyCrSP7+y9Chj8g+bVvNkVwV7UrpqRR0qciUWaUGRQwv4nqBK1OJEbFTktkYFX23AVPUgLlEfn6t6lKtk+fLayS6JylG6VksQZHU9VOApQCsxEjL75IY/uHFn7PIIKnDKB9kB/h5uomldgs5IbPqeZgdzk4K4nOVGF7BVIEOSSFK+lAINAVZ0oT6p0DrTYRLRbJSpZlvU4tyPEdKSMusZAdyMOnSqDZb6fMV0B+MsjpUwppACY3ZLkoXzWNvVy7f3/Hw8MRyptrfYSj6LpNN87g2tZRvrzk4u3Up68t+xqaK+Xy45j2eX1rG62smZlrTyZ//Lk1WP1ujteworGGyMMFIYQUtgTABmwG7z4S73KVy39ovWmha/nMbsZUbscfEh8WkvpBvQUuDjDdfqiR8qS9ihfT/cuCUsHNc4EmahkpFox27tAZS2xpoSaNohwItacOgDUeFBloCW3OHXYTrAmYxMfd0aVGxcieeCm3tqhStgAtHwoOt2oOt0qsE6fZKL5YKN44yL96yIMZqLzm1Dszy9Jjw4Kr2kGdayvZlaVzKyuZqVjbXVujYu2Q5iawFOKPZmOpM6BN69VQXLvXgL3drT3ISuUtW5wi82Sol2qXdWFM3Z6UBS94w52pBZC03eg20Uk/IGnDZE9Jmx4Y1NaoF5qwI1OlrrBgSFizyPqKhqLZjqbFjFliTtKRq0SH6q7caLAGuVLokNf8mZGmAlQIuS4MVc6NZub6HYnZijkUcdq/gh5CeHz0reO7P4KnfyCuPiR+COl7kZ7FH9y6t7/3f9JreY1vhB4wW/IKp8HymfIsYzv0FNX/wv7Mp410eRoz8mLeMHwOLeFGwnEfFy/k6uII/9Rt56DSwWr+EUMSApzWAJwlYkqaSCIoatZIyTFUYyvwWsmQtkSwZco63NkA4bmOwM8qVyfWcWN3G4ZVFPJqq5vlsLc8PDvMfv/iI17cv8snhPVyZGePK9HauTm/h1JZ+zmzu4fLIKh7uHOLTyUFujHRzd3s/ZwfbONJdy+WRbm6NrebuRC8fTfarhsz3dm7i450j3JkZ4ebkJm7PbuTxvi18dWQ7L8/s4OWpGb78cIovj+7m+ak9vDg6yQ/n9/Hd2X08PzLLZ4cmeXzhQ764doQvzh/i80O7uD4+xKWtg5zfOsy57eu5MD7IudFezm1dw6kNvZzfvJbr06PcmNzMp9ub+JODLbzY28RER4T1DXE2NCbY2pJQXl0H1qxkureNvaNDfHrtGN/dO8+ffHxSgeBnu0d4cXI3h0cHiJW7VeWZpASlBZOWStMq71S7GqnIS7qji65JHhY81XYC0i6m1otTumVI6XyOifu2Yr7MzeMLnZfPjV4eGPw8MxTy2lrGA1Me0+kraMv6AwZK32Pf2gwuThm4vV/P7YM6Lu3RcXBbBpva59MT+gNW63+PfaEFfFa/lFcN7/Ci4h2+Kl3EDxXLuFY0n/ji/xNb9s/xllpUH0WbRKKkBVW1pP2ldY1dyQUEXuQ7mAKeFPS8gZrf+h6//T4nH56UiPztd11eJ+J1bcyNTL0FqtS1BZZS76tAS95LwOunxO0pGEsCloBUCq5+ap3SAaWOySz7VGRFolsSvVIQNRegNN2YgqOkMD4FV3Pn1P0+BWeSBlTANMd6ImUl8Rak3tpLzPX00s7ToleyX6u+ewta4vEoES0BLUu5QYnGJesi3pXhQBb9wSyO5OVy0p/FIXc6U6bFjGTPY0POfNbnLmQ4dyEbchewOXcxW3SL2aZfzG5fDgcLzEy5MhjJXcgWw1JmnZkcDurZEzBRJ6DlT1epQnEDsCrQMiiwMkTkb782BLh0heJKkIO+SIeuKIecYh26JHCl5hQIiY2SWQBLxPUy5gCXAq1khCulTxMIk3NSQyBtLmilrpuKZsm2Pmqg+XcRtJaYSpiXE+JnK0wsMBrJDJjIDknFoZY6zBJBfLLqUOm05qQOBbR0RXqyCnPJFg1XMoX421otLbKlAVaq0lD2CWipfG6xlRzjChq9fs409HCrrp/LtX2cbuznzKoNTMQa6HSlc2JDFt/csvHolI4b0ybuf+jl3l4Td3am8+q8nTu7s7k5befh/gJuzmbz+en3+eZmOrdmjQzkZ7O9LMHVrhFu1QzycXyAj+rWc7FtiHXFFTiy07GGjSoCpf4DSPiz1IBZvErKpMxVhiFZMaF9aeRLJGHp1JdJ++KJH4rWQ1EEjpq7r7RXsCeHGPA51JB9ai0gpvZpEKVgSiJbAlWpOQlYVmXiZkPsGLTjGsA55BpxJ9ZKaaosvbtsKrxsrHShjzvJjTsxV0v1nw9fuR9zjReL2CGIrYJYLJS7qcpN40yWgfvLM7i3eAmPFq3gkzQdG5ctxK17B0e5Dke1SQPIRABrnRezeExJGlBM/iosKmzuqNSaKafgKXVzTm2rJ2hJryTFt3NBK6UTsdbY1XUllaG8dCRNUGXDmLChF9BK2JS3lbvOo64jMGas0SDMWW1V1ZDyfqLTmusYn4pu/RR0zU0nSmrF2mjD3GhB+hZ6xZS0MJde8xJu+3R8V2DgpT+DV+5svg8beeTLYXfGOwxm/x4TNYu5PGXm6Tk/L66FeXWlkC+O53NlxMR42TzW63+PA7nv8aU/m1/mZfFVXhrPC1bwdV42PxY6uWjNoc24lHClA2uzH1e9540eaC5sKY1QnRufGi58dW9HCrzkmHz2cJWdod4YH+/bxrm+Fk60BXk2VaEc1f/DtV18/8lltq5soC3spjeSx76BLr65eYE/enCTb64e4pPxdp7OdHF3pIXzqxPc3tTN0VVVjFcEONad4NZoD7d2rObmjjV8PDvMzalh7uzeyqeHZ/n4wCwf7xvl/sw6Xh4Y4fP967k9tpqrAyu5PzXCo73/P3NvGR1XmqXp/r9r3b493ZVdiUYxS6GQglGBYrKY0cyWQbJlki3ZlklmSKedZmZmpnQ6M83pxIKsnpqZ1TM9PT0N9dy1z4njjPStnnV/1o9vfed8B0KSHRHPeffe7+7jxLzx3Fw7nye7VvHFzlXc2LKUg/3d7Frcyb6emRxbNJMjC6axp3syO7s72DV/Ggf6pnJi2TT2zx3DzmntnOjp5ujiBezpGs+13jq+29bIhb4Sah0ROCI+whsxlNyYYZQmDadCH0uxJZXSgI2pbWXsWDiWz3cs5N6mbgUmP9s5wN4V3TTU5Sj+boodguRghZLEJalaoEsULSV8qOTz+XC3e3C2OfEo4XEf4mXl8eupjo9hpyWb++4y7ltzuW3xc9Oawx1/FUedRcyJj2FOcAhHV9p4csbP60suXl+y8/qiia9lXLLx6moWzy/5uLPDycrWJJoy36c3L4rb45J40RjBq7pk7tUbmWH8EHfiu+QUGZVeiFpFnVS4yYOVvdmHqyFLDaVpSpAWegubFfh5C3rkPaXBmApHolCpYTvtmAZSsv/2mlyjHf8/bQsIaceV13nrOu3YL36WsJ9VAyvtPO0e2n21fVGwtER++fzWICscpt7eVs55C6q07wANsJTKujCTVG1dCo8EpuS48v2hhArVirs3kBU6LoqWgJa0iHMouU12xI9KCrechWZKfDoWFpjYXayC1haPjhXmeHoyY5ifGcsCYzwLzYksMieqkGVJod+ewoZsM5vzrKz0pNNnS2KpXccaTyYf51jYkGun3Z6MLy8Di4BQhZOsMqdSfagpT9qsqlmicplV0ApBluRxidokoCVDU560UKEGTpqaZauwKoqWtv5G0QqDLA26lLBjKBleu68CWJU2LJVSUGdl9F9SU2lV0SpXFS1DAcPT3cRaHaQHRdGyKUnwomplFhgwFpvUykOpPgypWpqyZZHQocBWiVmBLU3ZEpDSwoUKXImqJSZmirmYClkCWtK7yZZjpsLrZVPrJM6Mms3p2mkcrZvGvoZpHG7rYmNZC105GRzoNfHktJvPDjt4fCiXL474+eKIlc8Pmnm438RnBw18ftjK48MBHh8K8PCQkc+PpvPZASfrx5roySnk6OjZnGrq5GxtJ6frOjnVPo8Do2YzLpCP1a3DU+1WiFtJ0qsRELQqoOWoNOOotCjwJaW78p9fHaq3iuKvEpKxxWROhhaTdirluFLemqW0ThBIkiEJksoc2tb2s5S+V+o5igombumyprRgEPdcN646cc7NwlXvUUedB3edB6f4gtU7cSuOwh6lC7y7MUhAQoolNopyreQHLAQCGeQXmSmt9VHSnE9xeRajzKnsyzRzNU3P5dQULqakczHNzMepGdTEDyO/wExxSy7B5mws4vhbkIGnxEhurYQk5ANXyp0lv82r5meEcju0D1xNvdJAK3yWc5Qn61D4UJpKKwCnmAdKUqsHZ6MXe5MoVAHyR+ZT0CoFAl5yajzkNAfwtvlxtqrJ+j6l76FaeSigFd5MWvbDgSt8W9QsDbhymsXeIgtpCeQbmUdpSz4tBVZ6vOmcK7LzRYmdp4UGbuXrWG0YzsJALMdWBHh2PZ8f73r48YqTb69a+eaGme9uOvj+RpDXF4o4t8TJiuBw1ppiuJVn5usiAy9zDXw5ws3xIjuTLdGU5evIG52Le3S2UpWZE0q+VhQqTdVS1kTZUgFLrBxkCHAJaMksthkCWgWNHubNrufGjpWc7p7AmRklPNnQyOONo/jp0g7uHd5Ok8eC9f2/xv7uX1OUGMXGWRP56cE1frp9jIcbJvHqk+ncXjaeIx31XOvr4FhnOxta8tg6poTt05vY39vB8VVz+aR7EgtaK9k8ZxqPThzk7x/f43d3zvNgax+Xl09lT3cTG8eOYN8E6Ws4TwGs3ROq2TetjiuyZx7cAAAgAElEQVT9k7m9tpPzKzvZv2gmu+bPYOfMMeyYUMuOifUcmTeFK2uXcHn9Yk70d3Bq6UQ2jylhY+sITs3vZOeMKaxqzOPKvCJ++KSGE/OzKcl4D8fgvyNv2CAq44ZSGf8+eZH/CdvwX5ER9QHZ+igW1rm4v2Y85xY2s7ejFlG19vbPpq4mSKBaVJ/Q/wslKfxnyAoHLcnRUqoNJZ9TmjGLV1JzQLFCyXPqmJSSxk5zgBuuMh5ZJT9rBJedRcxLSWBhWRJXP83l2+vZfHfFwTcXrLw6ZeDlcb0yf33awuvzLr677OX3VwN8e76YTXNtjHR+xIA/ikctmdysS6fLPAhH1PtYbCn4xS5HckIVKxZRvUVJd+GW0FqDqvAIeGjwEQ5A2pqmDGlgos0a4GizrGtQpb3ftX05Fn5v7ZrwWdvW7q+9vrYevi9r4UOukePa0O6hve7b+2+uDYUFNdB6o1qJJ1ZYqPBtsAoHLwEoDap+oUhpsBSCLTmmnauB1tv7v7xejaYoD/jyfRNKInfWSwjNjiuYQbWAVbGNfUUmdmXrFXuHpcZYejLjmJcRq/hpzcuMVUBrsTGRZdY0VrkzWBcwssanp9+ZTJ8thWUuCTVnsiVoZE3ATIs5AX9ehiKCiJWEt1Ltwfg2AAlwibr1BrhEyQqpWW/gJ5Q8Lwn0YsGgwZTMmoolEKWBlLyGdo72ehqQKYAXysMSyJJ7Kon55ZY3SpoIP6On/YXZOyTay0m0VhBjKCJCL15aTtJ8DjLzrIqHlrHIoPQ+NGgWD2GQpalbSvhwhFWBLIEtAS1N2dKgSqBL29bCiTJbKiRW7sHqy6TRG2TH6JmcHNmlQNaB+qnsq5/K8aaZ7ChpZ27Awt6FJp6etvH4eCaXNmVwZrWOh/sy+fxwEg8OJHH/YDyPjkVxZ08KZwYMXN5kU8Dr6Skbu2dlssjv42B7B8faOznS1MXhBhmdnB49j8UldTidOrIq1TiylJXaau3YFKCy4VKAKyTjyhNGaIgUrZSmynkhQzv16cOlPIWo1RU/u+AqTrgh4JJ+VdLDSszZ3qzXCYyFhrRcqJcGoqEhMCVlwPJhWZeFs96NQ0zyGiQpVM7NUgz8JMHSV5Ol5HEF6sU5PJvCHBNVmfFMM+uZYcpgfGo8Dbooin1pFDX4KC/PYqIxhUPpRq4nZ3ApOY0TugxOpVvYn2pmfFw8hUErxY2F5ORYyM+Ipi4pgjHp8bS4dRQVG/FImFUM+ZTk+rfCCaEn4fAP4fBtTd1S1pq9KIpWs9p3LSj3a/LhVPKucpTmuvn5TrJdRoKWdArcJkoKXRRK3lib9Hrz4WqRsGOowlCbQ8n2WtgwfBbYEgBTIEtJEhZzVT+FzTn4RgdxtmSRW+9hRKWLMmccUzOGcig7g2sVVlYZh9Pnj+DaxiDfP8jnuwcWfrhl5bdXXPx4PoPvzyfz7ZV0vr9j4/efZ/O7u2Xc3BpgUdEwNtqH86TQwm+LvVzLdzHLHkORP54yqTIcW6CoWVL5KKqJlp+lzTmhkKKSv/VW6PBn2BLQCpLflMWc2fVc+3QllxZO5Ma8cp5uaOTBxnF8c3ILp9f0sLS5nOXSrzPfQ31KFO2OdG7v3sKPl/dwf207L7ZM4NL8BnaNLeFyz3iu9U3gwvwmTnY3cHRJB3f2b+fEun6mjMgjK3oQxemJLBnbxqNj+/lvn1/n2cENHO8Zw+ZpFeyZ1cLJzvHcWr2Am2vmcWBSDcdn1nFt6UiuLR/DxVUd3Nm2kuO93axuLKInO53evEy2tJUqzaR/urSfB5/2cWbpOD4eW8SnYyq5PdDHsYWdrK73c607l++2VLJvRhZ5Cf+JwNB3mGROYaDcw7oaB7N8sZSnfoRt+Lv4Yt5nSY2Fz9e2cXBKLh+PyuXGmnns6ZtFfXWQbAGtFp+SryehQUXJCqlZAloabEmVal5TlvK3FtCSLgd+6SYwMps8+bfypFEdF8XydAeXsmq4561jbUIaC4IxXPy0hG9uFPPdaSuPdpt5dMDJy9NWXpxMVcbXZ8zc+dTMiZV67u608M2lLF6cy2FPl4lJ6R/S59UxyRZNyrt/xbDhkUTqM4k0Goi1G0nx2jDkZeGtCCoeeL46G1kNTjUvKgRBfw5SNLjRQEUARdZyR+VQNL5QCflrx7Rz30BMCIbkuHZMOzd8lmPh4z86JsAXft5/tB1+ffi2dr6svdkOJb+Hg5OmMmkKlTZrUCQwpJ0ja5oKJcqTbCsKlEQ+5EE7tK/kW4WFBeUebw8Nvt5eV+4nuVp1ak9GR4MTV7kVnzeNdq+eNUUWduemsyOgY7UjkV4JGxrimW+Ip0sXRVdaJPMy4+gxJbHckcFqj4EBv4GljmQW2yR3K5Veh45+dzrrfXqWZ2XQaIglmJeJUzFHzcJbFWp2rfRgdCs5VAJDGgBpsCU5WwI+4RCkqU7KHMrF0hQx7R4aaGmwpYGWtv4G6ATqQv5ZGmCJYibhSmOZCaOELkstjJ76FwRaiqIVAq04U6li8RBrcZHqcZKerVYeGosyMBTqySzMVFStNyqWwFRYCFFLhjePUNUtBbTKxVws5Oz6Z0BLjombq7MuC2u2mQKbg5WNEzg1YQFHG2ewv24qe+uncrShg72VE1ng9/LxdDNfHrfy5HQq+xdHsrR5CFc32HlxOpMHBxK4tz+eL07GcWlLEsvahrOjS8/jwy6enbZwoFtPT8DJvtaJHGmfzsGmWRxs7OJw82zOjFtAX1k9LqcOj8Skq51quapS7eFQ5Fp3jVWJjwtMaUMAS1O2lPJVAS0xq5PKijdDylxVkFJ/Z9XyQuBKQEuGqvyJl5eE+6SiRG1L4KqTD4UsXAJfAl0CHDVuvGJWJ95fdS4VthqlOaobl4BWvVTaZOGt9uKtCZDdmENBRRal+hiWpOs4YXZw2mjnmMnKen0abckRZNsTKfZlMEWXyCmdkdsJGVxOSONkajrnUoycTLYwMyGJoEOH22WgIjqCpQkJHNaZOJxiZFVKKs3p0UrOgEfKdAUEJcE05GkjH77a060KV2ouSzhcKeqWliui5FtJlaJaXOCV31/6H0qrmpYCfI4MsoYNpyYqlXEpVsanWqhJ1pFj1lFck032yHzl/Ky3wOqNF5eSt6XmbmnqlaZkafsyZ7fnKsaTrjI9gZx4irzxlHoTKbIMJ3/YXzE5+T0WOmKZYhjMmUUu/ni7gNeXM7i4OYbDSxN5sM/D7y66+fGcha/P+bh70MHlXZk8Pefj9w/KubzNTm/uu+z1JHGrwMPcqCEURP2a8kITVY3ZlDZmUzgyj9yRYoLpJ7dVqgl/GUYU93el2jA8bKgoWuGqlo/cBiezuuq4vF0FrTsLK/h8TS0Pt83g+ZHN/O6Tg9xdvZAf96zn+x1rODatjalOHbvmTOKLfau4vbKJx+vbODi1gB2jc7jeN5anm2fxcstkHm+cwE/XDvLqygVmVI3ANfR97B/8LUXxQ6k3JLCyvYqfbp7kpxtHOL28g/19Yzm/uovT3VO4MbBQgZqj0+u4vXQUz7dN5d7akXyxcz7/eO8Mt9YvY8fYcna3+vm0xs0iTwqftJXymxNb+d2FrVxdN5WDXXXsn1rPgy39XFg1j01t2dydX8jXa8vZMtpCXuz/Q3XCe2ypdvH5kjZerG7i8uxieouNFEZ+SPaQv2Fdi50v1tZycEIWu8bl8WDTQg4un01TbQ458lQvoNUqwOV5A1bhYVwFtgS0GsS2xINzpB9Xmx+3PLiVWnCWm/Hmp2OO/BsK/u5v6U610m/yMC5hEPsXZfH0ejnPzvs4sSSJhU3DWDA6ipNbDHx5wcLTyxau7Mmgo+bvaPD9LTPqB3Npu4HfXLTw2xM+BtpSsA37OyIHRzIkwcwHKUHe1RXyXnoO76Z5+FWSg1+l2IlxuMmq8CsV0p56xxsA0gBKACT8vSr7GpjIurYtkFUxrVzp/6ldo4UPtfO0WbtGmzXI0WZZf3to18o5mqKmPMRKlV7Y+dqx8Pnt+2r30l5f++zW7qe5vAs0aTClQZNAjwJAimu5mpgu6SOypg05115hwSGj0voGtMLX7ZUSGrOo51Va31yr3UN5jTAQ09bl9d+AVq0be4MTa50DR4mRbHcq47161uca2BVI5uNACitcSSw2xzFf2vCYEpmdGc+stEi6dJHMNyTSZ09nhdfISr+BBcp5cSy0pzLPkqLkaa3zZbDCk0mrKZ68fINa9Vfhwl2h+mApJqk1rjeKUzho2QWCKkJ2D6EKRIEhUbbEwV5AS4a9QsvTUpPgtXwvmTWFSwOx8GOWMouafB8GWlo+mAZahhFGBbRG/SWB1s0jw0iyq8nw8WYNtDykelzoghYycg0YCzNQYUvCh+af/bTCIEsS4zUVS1QqDbYU5SpknR+uaGm5WTKr6w6cZR6sTgvNvny2N0/jZGsXx1tmcbBlOgfaZrJ/1AzmBDz01ut4uDebp6fNXPs4neWtEWybpufJoXy+Ourm8VErr84FOLHcyoLq4RxaZOKrY06en7KyqzONeQEbh0dP5uyYLs60zOZE8xyOjexmS/0EWp0e3B49PvH8EjfaGgeWGhvWWlGx1DwtCSPaqm3Ya34eDlG0QuPNm1gBMFG01NYFkuyvtjBQWxEpvZwEqqRRaI0bu7Q3qJF+TwJYoes0kBKYkm3xV6l1KZDlE58VAT5phtrgwilJrvIBVO9Wtu2NXlx1fqWyUBSt7FwjozISOGqw8iDBwK0EHZfT9FzUG9mry6QjPoaCiA8YEz2EEwYzVzMMXNClcyE9g+upBi6lmlmYnIgv+gPKY6IZSM7gRGoG5xPTuRiXzvHkTFampdNiTiO3RP5mLhzyoaiUb6s5HUqSawi43gCWKE1a5VMIshR/rZDTu0+qvCRk0+TF3hrA3Z5LoMxHIC2ZkXEGeuK89Ea6WRrlYlaUidLhMQTtenLrs5VKQXdI1RJlS7y1BLw8Al9i5yAJ+CHLB4EsxdYh1PZH9gPS8qY1QJY/iWbjEFZ7EtnuTeMTTyafeIxsdqbRa4ihJepXLKuP48WpfP5wp4hL6430NQxleuH7bJoRx9OTZn5/O8DlbT4Wt8cys/x99sxL5tWpIH+4VcSeuTqmmz9ieuSHNL//K+pih9BmSKbRmMIIZxqB/AzFZqJkbIFSQSg/k3zBC2CpuVmSBB9KhhfAClsXh/hs6Q/Z4iG7wc70mTWc2dzH5YXjebCohs/XNfLjzo+V3oT/eug2/3rwFt+vG+CLhZM5MqqSJQVO9s4cxd1N3dxd3cS9VY3sGh/k07EFXO0bzeP1E3m9bQzPPx7FN6e3cGLdSgqTY2g0JrFtUjMXl0zn4NRG1tb6efDJUn5/+xgXNszl4IrJ7Jk/joOd47m2ZhE3Ni7kyMwGriyo59mWMTxY18SjT2bymwu7ub56Abf7ZvHjxsV8s2oq1zoaODyuks83zef3F7ZwY30Hh2c3sHd6A/e29XNxbTfbRgV5tHgEz5aXsqImjYrUd5kbMPNV3wL+afch/vuOJXy7vJ5d9W7qoj+iIvpd9kz08+XaSo53+DkwuYhHW3o4smI2zbVSPKIqnVkCWm8UrbC+gKE8LekXmiMVsK0BbI0eDN5UshMjaYyPYZwumalpiXTGDWdu9DCmRcZR/cFHzAzG8GhPIT9czeHhYTc9I4ewcHQ83W2RrOmM4fGpbL6+VsihAT1zmoexea6DeSOT2bNMz8uzZn68ZOLaTju5zo8YlmAnOmsSg90dDHZMYYhzPENcYxjkGsP7thZ+lR4g1mXFI10wwpQmgZG3AUUBGq01jUCWUs0XalUT9uD0BmTCjsu9NCDSYEm7//9pFmAKP64BlPa5qu2Hz9oxbbZXq1EHbV/O1bZlluPaUKISkoMreVBhw1FlVVJE3gCPKFOKOiUhLit2SSGptKqjSvZ/Bil7hbpuq7AgQzlPtsvNWMtMCmzJaylwpQCbpJiEKgz/LGzZFXVMWtfY6pxY6uw4i40UedKZ7jOyMdfI7mAqm/zJ9NnjmScAZU9mtimBWZnxzDbEK213ZmfEM9eQRI89lUWuFLqMUUpF4iKXjm5zCgstiaz2pLHaZ2SMPZWcPIPaSq/ciVPa61VKznIogV2btYrBSpuibmlAFR42VAFLPLakgtGqVBoq1YPyHSthxhFqjpeS51Umfyc1FKmFI5Vk+9A5ylrIw8tcJkqWCWOZRNFMGEqNCGhJrvjIKX9hilaCgJa04bGUEqkPEmPyovN7Sc+xoM/LwFBgQMKGmcUmMktMb/Kw5JdR4EqqDsqsmCRPq1yS32zKtsxqL6Kf+xTZwnK0lLBhyHNL+hXZK904Ct34s2yMzs5jeXkrW6vGsKFiFAPVY1hW00az0UCDaShH+gN8dSrI4xN2jizX09sUxdbpRs5u8nBlp5fT63wsaU2kvz2OezvdPD1u4dlxK+snJNKqT6C/uJJtFe1sLx/L5sqx9I5opN7uxp6eiKfQgkecaOU/RbUdS7UVa7UVe41URgpkqfs2aYcQGvZamxJitIvHSY0FZ40Fxbm2xoWlJgur0mjTqbxR5YnAWS1NNaXNj3Qrd2GtdWCtc2Ktd2KpdyoGbRJ6FEjT1C0F2EKwJSaiiqmdomZJQ1RRsyR0KOqXG3uTB7PYHDSINUQ2edUBCr16OgzJnMww8jA+jRsJKZxPNnAx2ciVtHSO6JKZHzmUqUM+Yr1exyfpyWxJiGZrbDSfxieyM0XH/NhoWge9z+oUI2dTHZyP03EiIZHTicmcS0jnSLKZuWkZlGVbFNNXi+QSaGEJSWQPVQ5KiE5NJFaT6F0tWWrPNUmcFR+iVknM91JYnkVupZvsBmkrk4+3vYCspnw8OW4q00zMinHSG5FFb4SLpcOcLBluY2JEGoG4KAIldrwjs7G1+ckS1/n2IK6RQVyjsvG2BVWjVGlDIjk1bX6lt6JHa7sjPQ7bAuSOzMaXl0abJYKj2Zk8KbDwTExKs+089zt5nu/kdK6V2cah7J9n4Ptbuby6ksuljW4OL0rn6KIMji1J5fHRNH5318uZ9Ra2zzGyc46BXbPj+GyXlf98q4j7uwN0+T5k0tB32O7JZG/Qyj6vhR1ZmfTbExiVOZgSVzwl9V5yxuaRNVJtwZMnLVXa/fhGSmseFQoFqsSdXGnJo6yL6760V8kiWOdg0pRqjq6Zy63+CTxeVseTDZP4X/svwsG7/P3eY/z7wTv8tw27udxawxq/hdWVAS72TeGLjdN5tr6Fm0sr2TYmwK6xlVyYN5arS9t4sa2Npxvr+Hz3XE5uXERHnp1zszv4h73H+Gn3Zi7MqmVnjYdj0xt5fXY7D3ct49jSyWyf0cyujlYuDczn6pYeds9s5HhnNc83tCk9Dm9vnsJ3Z3bwh32H+af9V/nT4Tv8055DvF45g9udTdxbOpXfHNvI/Q2dnJjTyM4pNdzYuoxza7rZMS7IF0tLeLykgDl50dRlRvKop48f123jT0ce8o/b1vHHdavYX2FmZOwgWlIGc2xWAZ+tLuNIRz77J5fzaEsvR1d301QvOVpi8ulRhlg5qJWH6hweOpRtf3M27lofmZY4siM+YG5kFLvi0zijs3A+3cYlvYkLpkx26i1MHjyETa2ZvDyeww/nxXDZwZG1idw/4uThIReXt6Tz5KiXr89k89k+B7d3mnl2IsjDfQEeHLTx1WkdL89l8vKin47WGOKTbHxons577rm8b+/gfcdE3nNN4j1XBx+5ZzLI0swgvQ1LgU15D4q3lGJULO9TpWWN1iPQpYJVSMVSkunDQoECUQJY2tDU6nC4+nPAJNCjrYdv/7k1DaYEjgSI3gYoWdcgSjtuqxIFRR3a+QpMha7XAEtm7TybAk7SPFkb6jH5DnAItCmQJSah9jf+TnLMrrSDsanfFaLUiBeUAh7yfWZXoMImoTIl/+hnEFNULw3c5J6hCIkkvmsKmgZ4AmRK1buEIUW0qHVirrPjKsmkyp/GghwTm3MtfJydSb8rhW5zHDMzY5hrS6HTlMhMQzxzzMl0W1PpSI9mWlokncY4ZlvimaYfzhxrAos9emabk+g2x7PEmUh/VgajbCkEgnqc0re4XIQQiU7J30VsFdR8Ki2sp6hab37/kHmpomhJGFHsHlSPLfl7C6CqIKraOWjwaRlhQh0CXapdhFrRqPp3iofnzxE0i+LlJT5eUuWozUYBrRIDxhIT7VNS/nKaSt84Mpw4ewUJ1nISFXf4fCIzvaT6PejzrOjz9WTkm8gotJBRYkZfYiKjRAjSimGEBUOpWRkCWDJkXRnlVsUXyyINIaucStK0om6Vq3la4eFERdUKqV7SD8lb7cObb6fQ66Axy0ezw8cIvRVvdCqlKSbqM9OYV5vCjU8DPD/r5YtjWRxcmk533fvMa4lg0Zgkpo4YSnftUM6us/HkhJNnJx3c2GZhZslwRqQkUZqUTk5UAhUGK9W+AH6XBavHgLNEDRlKlaHyxhXYkjetBlu10mfKripa2rbAVrjKVWnGVmHAUmXBVO3EVOVWYEv6NTkr1KpFp9KSIKRw1ToUSLPW27E2OLDUqWE3RcGS6hRRsZQwYkjRku16yc1Sh4QTJfQqOVwyuxRFKwu7lHA3qFWJubV+RmQbmJQRx2FDJreTdFxL0HMh2cqZVANndXFcNiRzJMPEjA+GU//Re0xNHMqclCHMTh5Cpy6SqakRtHz4DjOHRLAn0825FAfnYtI5lpTA0ZR4ziamcibJzDKdkQqPUekqb66345JcMflQVkrK3ThaVKsGpZ1Pow9RnOytaohRGlbntufiKXWQbdVTlq6nMDMdn9tAXpmP4rZS8trLyPI5aUmwsGi4m8URbrpjnCyMdLNiqJM5w03kR8bizbGQM7oQjzRorvGRPcKtmLw6q7LIqQ1Q3JRHsEma/voJtKugpbjJK/YPPsXpO7vJS749irXeJL4ssfEkO43PctP4PC+DZ/4Mvs7Wc86TTL8riosrXPxwK4sXV2x8fyXAt2dMfHPCwo/n/Xx7wcLriwYl3+b1+Sy+v5TF89MGnp/O4JuLVr4+5+Xj9liWGyK4X2bnq0IrT/JMPC3M5HmJgZuFBuYbYyhyJii9H51jg/haJQ/IRaDNi2u0tC8KKqHFgLR/aQsQHBkkOCpIYKQk8fvxtolproMJkge1tpvPN07j8+W1PF03l385cIM/HbwDhx/yzzvP83pWB4+ndrCnbgTH5kzg6c4lPFs3nh82NnNuXiGrGzzsm9DG9T6xeWjn3kANz9aV8WjzWG59upAHK1fwr0c/598PyD0/42V/Pyfrg5wYU8nXRzbyw/GPudTXwY5xlewYX8mN1XN4sHUxOzqa2TOpkucrGni5rp67W6bxzakd/OnwQ/7nrtP8l493w9HP+W7lQs62eDg7sY57y+dyd8U0zs1pYMfESsVK4viyWeydkstX/cXcX5TNjMBwTkybxf84cAuOPuJPB2/D0S/5552nON1UyqjYj2hPH8TZeaXcWlrKvmml7JlSz4PNfRxZ3UVjow/FnLjJS3ajn+zGn+0cNMiSWVrtiFmpNJE2BjLxDn+fFWnJnNfruZaQxPXEFK4l67maquNSegpHkjJYHDmEo3PMPLno5fk5Ky9P2/nmuo1vrxv55qKRr8+beH7GxLNTJl6eNfH6gpGXZ4y8PuPj9XkzT8/G8fKUqFr5rO9KITMtnXczx/JrTyfvOqfwrms872RN4FfOabxn7yLSMZGPUpyk+814Fcdyh9J+S/P/U/ykxEtK/J1CYUTFaiGkbGmApc1qGsDPVYiauqVBkgZTAkUaGAlUaesaYIXPcu/wfblOA6NwUJLtcIiyVsqXuvkNQL19rgZW2rrsyzXa+pvtaglxWdTPeXnIVircVDNMBTQ0M07F8Vw8nURMUI26lQiN0ptPTYuRZsjyfafYGohKpoUNJeIhXlCh7xFHrWrnIMqWopyJ0iU5v0rFu11pDSfdOyx1Dow1dvwlmbQHU1mRb2ZzjlXJu5pvTWWWKZFp0mbHnMQsYxKzLanMVtaTmJQWwaTU4cwyJzDHlsT0jGjm2lLpcWUwKzOOLkMMPdY4el3ptNuS8XlTsY+w4ip34JK8qyorFgn/KaFSFZTk95KhKFnKLJCrwpX8W4QP5W8aUvZEyRJ1z1YuQ5Q+Y2gIcAlcqUMtvBPIEgBT05VE1VKGqFylarWjonSVSqGe9GU20T41+S8PtOJt5STYy4k2FjIsw0u8y0VatoX0/EwyC01kFgloqZCVOUKSzlTQyhTQGmFRIEsDLQW6ROEql1JLhwJa5gq7onQJbGmQpeUqKcqWHK8UKJGeSB48lT48ZV6CZdkUFGVj1aUQTMxkWfkEPm4YyxxvGptGJvLlrgDfnPTz9JiTq9sy2LcwjW0z0tk1R8/ljVYeHbbx5Qkbjw7nsGp8CuMdyayua2fuiDpy0ww4DZnkFGcTrMrBXelDuo2rSXg25UNB3sTKm7HaglUULSUx3qYqXKFtUbUkjKjMCoT9DGZqSwJxsXVhrXJhlbwveVOG4M2uJM+LrC3NM+V3dyPViVJRqKwpbro/A5YAlwJdMtf/clsgS9QvWRe3YV+tXSndtjS4FOgqqHYy2q1jY4aOy6mSg2XgRoJOsXC4kJ7O/nQjS+JTlZYNXYUJfNJh5WSvlzNLAxzp9bN5upXZJVFMNQ1hbmoMW1PSOJqi52hyEidS4jmTksJ+XQYdqUnkuHWY5QmnxoG3xqn4a4nzvDgoqx4+ahhPc2tXEtCbPORKonueFV9aEnUJGUyJczApzk5jnJ6ilCRygxbymwtw+8yMjjUyMNjBqiFWFkc6WDIsi5WDvcwZ5iQ/MgV/tpui1lKySzzkZKRSlpBMRbKOgtRkCgzplBRJdV6BEl70SWhSmkdrYUXx9ZI2QbUuik2RfOJO50mhjS+yk3hQkMD9whS+yE3leV46p10JDHgiub3Wwu9vWPj2kp6XJ1BjsA8AACAASURBVGw8PWjl6zMCWA5enbPz6nwGX19I4dvLKXxzKZ3XFzN4fSGTr8+n8/K6mx2z9SyyDudino4vcjJ44tfxVSCJr4JJPC82cTzHyEhrrFLh6R2VoyQh5zd5yJHwpzTfViwcpBVMaIhtx8ig2pS7XQxYVdAaN6GKwwNzuL9+OreXtHB+aRu/232Efzt0lz8duss/777E9fpCTteVcWNRN9+f2sOLg6t4ONDOq42tHO4sp78hj10Tm7m/ZiEnF47l7IIRfL2ukhdr2/hiywL+696z/JvAjMDbobvK/KRrPPd7pvOHa6f44ew+zvfPYM/UGraPKeXhurk8+2QZ+6a0sL29kEc9FXy7toGHGyfwh70H+YfdR/hfey/yT7vPw5GHfLusm/NNPo61lnFocjM3esdzYV4dezuquCINrFd0cayzgmcrKrg+x8uPG/fwpxNfKOFRAco/HZTf9Q5/WLOO7cVWmqLfYZxpCFcWlXNtQT7bx+axZ0oDn21eyqH+mTTUewiIbYlUdEoFYZP/jaIlgKVZPKjQJZ53XmwZ8YyKjOSEku+YwrXYWC4lJ3ApNUUZF9P0HErIoCfuXY71pfDVZS8vznl4fdLDo31OPttj4+VxN69Pm3l1JpWXpxN5eTqF12cMvDzp5uQqCyfWG3h8Us+rM2a+v+xj66IUDIZk/i6zlV95O3nHPZN33FP4T1kT+WvnNH7tnMkw9zjeTbGR5DEghsxaTpLMAltitvmm2XGYyqUBlDZroCX7MjQwkvW3QUmOhYNX+LYc067RrtNm7TzloTekQGlgJZ/LGjD9R7MCUEo0QgUy7RptDr9Oew1ZU64L3V9TtNQ2MmqPPdlW82/VIqhwDyc1H0nO+3lIY2S1Cv3nvC4FqJT0EomChNJQBLpqJGVFZnWoURM5x4G91oFJoh8VNqXwqKPAwIZiGxsDmSy1pih5Vl2mJDqNCYqKNduUzDybToEpWZ+mi6JDF8VscyJzzEl0GuLpcerpdWUwOzOBORnRLLLEKi14xjtS8bmTsBUbsZepSpS5xopFabOjKneicIm6pTm0K797paomClS9PQS6rBVmJXQqcKWpWTJbRhhDipaAlgpWqoplCkGWnCNApoYWlfBiyDRVW1evU88fOfUvTdGyVRBvLyfOVkGUsZiheh/RdicpQSvpBZlkFJnIKLKgl9BhCKy0WYBLtjUlS4GskLIl2wpgCURpoFWmUn942FB5ApBcLemJWOHGUyotYLKwl0spfx72AjcBYybzixrZ397D4VFz2VJVzTx/MqsaY7my3smTUz6eXHDx7KSd54dtPD1i5ekJA0/PmPj8uI+tnUbGuBLoz63gbHs3h0d3s6x+HGUuH06HmdzKHHwVPkUidYnMG/LOUt9wAla2/xC0VPiSykQJL9qVMKCl1qnkdykfCvJEUiP7WZhrfJhqvZiq7JiV/7ACWFlqh/NKj9Jz0S2zks8VCh1quVkaZGkKlyTIh8bb4UV3rVT+WXDU2zA1OTA1OgnUZ9FQ4mSKNZ11GQbOZZi4nprIlbRUDqdamTMkhk7ncA4sNvL4VIDnl1w8v+Dk+XkvTy/4+eKij/snPBzpy6QnezDzY99nR2ICp5LTuSBqlk7POl0KlfFD8HgzsFa4lTegSOG+OheBWjeBOrVkWvohOlpVc1ExfpWSc1+LH7/4haUn0xaTyYIYL8si/CyL8LEo2snUaD2lCfF4HRk409MYG2VhYJCDNYMMLBtupn+okxWD3MyJdFEUnUIwy0zAayQQF0fbsFTmRJiYH2FhZpSR5mHJBBKS8JZ4CbblqVAlyfFi66DkbnmRPDH52UY4EtjozOCzYhdf5qbwKDeWhwUJfJabzFd5Ok57E1npH8z1NTp+umHhd1ct3NxgYuf0eO7t0/PdbRvPztp4dcbEi3OJfHc5nft7dZxYHs9n+6x8e9nK6xtZHOyx0GcexjlvDE+yU3nqS+axP46H2fF8lZPC3TwDs81R+D1JBNpy8bZmk9viJ0/av0ifvRafOkJeTqJsBdsEwFS1LtCWRaDGwciRJexd0cWDTxZxb/0MDi4cyTc7DvBs4w5erF3BH7fs5khlgIMtNXxzcBf/+PlV7n/Szd21TTxaP5J9Xe2sGdPCxxPq+Gxzj2JcenB6GS/WVPOkv5qHG2bxj4cuKAqZopIdvMu/H7jB41njedg7m396eJO/v3GcqxvnsG9uPVsnF3N/6wK++HQlezpGsq21gHsLKni9po4HK1q5v2Yu/2vfJf553wX+x57jcOQRv+1fwBcdtVyfPopby7p4sqWbywvrODizirsf93Fl7QLOLmzmi+U1fDMwm3+Xn+HQPf7zx/v5adOnCqz96eBNro4OMtc0iOrI/5vp3mhu9lZysTPAxmYv+6Y282T7ao6s6KK+NgtfvVOBcZ/SBP2XoCWApXlqiceWu9qNKSWCKRHRXEjM5E5MEpfiYjiVFsv5tASupCRyLSmDY3EGFkT/mj3d8cr769WFLL4/7eVAdyobxyXydH8B353x8/x4Bi9PpfLyhI5vzth5dSKbhc1RLB6fwGfHrHx3wcgPl+1s6okn0xjPrzOb+busLt5xdfGOezp/457CO1nT+NA7nQ9t9fxtUia6HKtq6BvygpKqO626TrE1EGd0JZSogpTAjwZV4WCkrYWDlgZP2jHt/PBzwtc0oAqf5bNTU8A0uNL2ZQ5fk20BJO0a7Vj4rAGUNmvXyL20+2pr4bP2Wtp54bN2fxWqfi5+UnwhlR5/shZ6UA5VGSopH0paiKpcSYhQlCpJyJd8W4ekjtQ5kDQUZdYUrzoH5hoblmoHnlIblXkG5hfb2VxkY603jUXGOOaZk5hrkfBhsjLPNSczx5SkDFmboY9heno0XcYEZhslWT5Jgawl7kzmGhKYrY+kxxjDcpeeaS4dfkcs9oIMbGJIWmHCWGPBIuqektRuV9QtFSzVNQmRSvhVvjcFshSwelsxlIKAcrUoQIMtDbRE1ZLwoaJWhdzmVdhSw4nqumqUqgGXBlmyr22LIjZqaupflqIVL6FDezmiakUaSxiqDxJtc5Pst6HLN6Iv/Bm0RNUSsHobtDRVS4BLAEubNdhSZlG4Qu15lHDhm0R4tSrRVuEgqyyL7FIvwSI3rnIv9rogNq+JydkFnGjr5HBzF3taZnF4XBdbm1qZ6tLTVZLIx/NsnPzYwy3x0jqcxr1DGdzYm8m5LSbWd6QyzhPL/PxSjo1ZwNnmuRxr7OTw2Pksqx9DoTRo9dvIrg0qpaxqwqNVic1rTzaS/K7kaYWrWGHb6lOHqniZq11KuFDUK6e4+FZZlKRHW5UbU7UXS00QS7UPS5Ufa2UAS7kPW4UHR7VXUbTk6Ud7YlLChyHQkico2Q9XtTTAEuB6k8Ol5G05sTU4sDY4sTQKsEofxWwq6vOoLvJQb0hmpSGNo9ZMjpis9EUlMz1zGKfXOvj6pp3vb+h5fVHP89N6np3U89VJHV+eS+P1NSu/vVzAl5tz2Focz5Koj9ifmMoFnY29OhOT4iLIyYjBW+LBXBXAXG1HQqJ2pbu99FNUYUuS4sXrSsKIgXo3ufVetQS+IosinY7ZETbWDPEzMMhH//As+qJc9EU5mBFppHxwEu53Y2mPzKI3Nof+aCeLYxz0RmWxbLiX7jg35ZGJeGKGE4weRnt0Oouj3KwY7GD5ILuSyzU/0kH1kGScuhSyq7yKZYKAlbTaUUBLEuQb1cqyqjwT8xw6TudaeJZv5NvsNL7O0fEkR8+zPCOXcjPo8Q3iyDIdv7nt5rc3XNzZksWKxgjOrM3g94+CvLps4OW5FF5dSOR3N7M4tlRPX+NQrm+188N1C99dt3B0to6VGR9x1RfJs0A8Tz3RPPZH8TAYyxe5SdzN1zPHMIygK55Aay7u1hylEbeEqqQ1jICW+GxJMnYwBF8SQvS3qj0bg+0+AjV2GuqD7B+Yx2+v7Of3V3Zzd/sqbq1ax78cuMm/7LvKvx25z5e9a+mvyObx3m38cHEfD7ZO5cstLdxc3ca2mRNYMXYsG8ZV8WhbL2eXdrNjfDmPlpXzuH8Ep1c08tPRQ/zp0D1FIfvTkQf849ZDnC7P4kCBj++WL+K/7l3Ls3UzOTGrgl3TSnmwrYfHuzewp3MSm0aWcK2nmicDNdxZUsG15eP5L0eO8m+Hb/Iv+6/wh42fcGd8GTdGlvJZzyz+eGovPxxaxeXFjZxc0Mi9j3u5tm4h53rH8dnyVi50FvJv+2/xauNO/vuey/zvfdf4b1t282VXExcnlTPfm0hlzF8zrzCNW0sbOdtZwPrmbPZMbubp9jUcW9lNXU0WXml/Ir09QyAbrmSJovUzaPlwNXnQm6JoHPIRJ1NN3ExM41x8LKdT47iSnMCd+HjuxqVwPs7EkqGRbGjV8ehUkK8vG/n2rJVDPalMzHmXM6tcfH+pkOdnrDw7refFWSPfX/Fzf5+LaWUfsGZGOk9POPjN+XR+d9nBqpkxpOtiGZzZxBBPJx85OxjknMIHzgl86BzHB9ZmfpXkYZjBiLvcr7QK0mwNBK400JI18cITBVoBrBBkaXCkAZTM2po2azD19jFt/e1ZAxeBFtnWYCt8XztHjsn1MoefK9saaGnwo10vx7Q1OUcbsibbclz7mbRzw+8la9o52s+mzIolhfPNzyspHqrPlaypcPXzZ7bsa79b6OeX37fKRlaVHV+FHXe5FUe5GUe5BadSwSj7sm3FpVQyCryoYby8AhsNfgOLS1wMFFjoz0plgSWBbmsKcx3pb8KFs61pzDIk0mlOoduRzgyD5GXF0GlJZI4lmYWuDJb4LSzOMihJ89N0EXRnRrPMmcF0p56gNQZ3nh53qQlbmaSDWJSHZ6eSUy0NndWcLYncKOqWgJYoWmFqlgZdmrolxQH28l+qWhpoaaqWClESHhQFS4MsTc36WdHSKhIFsLShwdhfHGglOCpIcJQjwBVtKmN4Zh4RZg9xHispOQYVtpTQofnn8GFI2RLA0qArHLDCQUvWNdCSBHmBLUXFCjMuFciySEPpShfOsiw85ZJbFERXYMbhNrC4ppETbdM40DCW3Y3j2dM8g/3t3exom84MX5CypGG0eCKZ2RjFnLGRzBuXSEdjHFWOdylNG8Tc0gK2jZnCjvbp7Gicym7x52qawa72GUwvKMdr0uMqFmlW7BXEDE59Q1qrJE5vVcKCAlpartabMKFUJIo0LdClgJckzzsxV7mxyhONtBuosOKslP5N8sZyKj0O85pyKW4rJlifi6sygL3Sg7XarSbEy5OMfDgo5nRSifhL8NLytcSbS4Or8KR5VeXy4Kz14FCc4LPVnoZFbvLznBQH7eSmxVE/aAgLk3UsSktnmm4YRxd5eH4pm2en7dxaa+HGRhdfHcvixRkdT8+k8Oi4kQvbzNzb6+E3F4p4vC2XFfkx9CQOZ326kY6IWPIjPiDo0eEu82Eq8ypJoJZ6O4YmJ9YmNSQRrFWbskpbHWmXE2jIIrtBVbTy6oKUG410RVgYGOxh+WAX86McdMe56I1ws3yolzlDXVR/kE7ZMAOjYpxMirAyfriRyUNNzBxiZUq0ldKP4sl9P5qRUZnMi3GydKiTZUMcLB5mZ9FQO73DnEwbbiYYEU8w30FBe44S/lGsKJQ2K178TdJGxUtprYeaYBqznLHs86Ry06PnptfA5RwzV/PM7PXoGJP4vhKafnEli+9uG/n2ooc9XfGsHxfD/X0efrhp4YcbKfx43cCTw26Wt0ayelQCXx4M8O2VDF5dNbJ1YhR9hg+4PSKNp0VpPMtJ4VluCk/z9HxRbGSvP5nW9EHkBtPJbsnBK95MijmmQKpa/aaCloS3BLjUxsaaIaxYEvgrbTQ1Bjm8aTE/3TvNPzy+xD/dv8G/nLvNnw6rYPS/D93hp+1H2TN/MvsXd3FsWQe3143m2bZRXFjWzrqp41jY0sLAqHLuiaK1pJsNrSVc7srnxUA5Nwfq+fbcWv746Q7+uHYvv+ns5VlbA0cdRnYnRnHBbeBCsZPzTUHOTynnRFcT9zYt5tHOTeztnk5/cxH7ZpZyf0Uld5aVcHXFKH68tJ+/v3KWrz/ZxP2eydybXMf1cdV8ubqXf7x9ke+ObeBCbysXl43h7pYeLq9dyPV183mypYvbS9r4fvt2/vnQLSU363/uv8KrVUu5u3A895bPZN+MJqYEdfTVuLi8pJ3jXVVsGV/JrmltPNu5nhOr59Mgra6kA4SAVuvPzvBqqFANHWqwJcAuHm72bB35Q99lIDaJszoD51N0XEpK425COp8lpHMrRce5VBOLP0piiimKK9tdfH05TQkT3ttnY15DFN11EZzdZOfLsy6eXLDw5HwW9w9ns3JSPNPLh3Jps5fvz9r43Vk93571M60+guHDBvFuXJCP9LUMzqhhUHoF76WV8G5KLr9OcjEs04qtwK/kKfqkl6vmhB7q9acpW8osaQhh7uwaPElelrYtgKWBiswacGmzckwBj58T1zV4eXvWQObt9bf3NdDS1jVo0iBKmzXAensOfx3Zlp/x7Xtq54T/blI48KZHohhC14vVhOoBpl0vIT7tWuXnEysGBdbUpHdVpZKm0FJJaMdTbsVVkIkrV4+vwEigyIxfRqEJb74BX6ERX5ERT5ERd5EJf56FQo+ZRreROflO5vsz6LQk0WFMYoo5manWNKZY0phm09FhT2eKKZUOm44ZTj2TzcmMM8QzyZLMVEsyM516uj0mOl16JuhjGS05XOlRzLWkMcmuI9sYhcefRrDQjLvQiGOEmawSK1lFFpwj5HtNYFXNUVMS5AW4lOR38/8n903L1RLgelOtKVAWVomp2V/ILDlcquIlCpc6ZN+uhB5VG4hwCwgNtNQKxb9ERctRQZyEDgW0LBUMzyxgmMlDjNtGUraJtHwj6YVmJXRoGCE5WSpwKcnw/z9AS4MuFbJUO4dfwFaFAwEtY7WT9BoXmVKlV+fH1RDEVGQlmOdgRl01/fUN9NVW0VNbzaKaVnrrx9M/cgbTRjRS7nBRluWgyGkg25RGtjmdAruRHEMGlU4n8xsbWNLcyPzGOrobm1hQ08Si8kb6alqZUVlDcdCNu9SJWywRxIBOyc2yoFSjhNQsUbU0Zev/BFpSqWiTMlwBp2oXtkqXUvbqq7HgKdHhy0+gsd5OU6M0BNUTGGEmKNWH0iCz3oGAidhKqDkAqhytKVtv1gQIQ15b4ZClrblrPPjEzbohF29FFnZ7MsGUaKqS4mhKiKU9Joaxg2IZ82EMTUM/YFF5NE9OFfL1pWzOLncwPzeeBVVJHF5l5sUFO0/PWtnek8rUiggWj4nm6qdmXl3J4+RAFmPNH1A35H1GvPcBpbFDKTLFkW1PwWdLJduTjlcSGxscGJtEFncgthR+6QsmT8PygS0+W41upcVOeUs+zQUBxiWY6BluY0mEne44O51xbnqGe1k5NEBPhIv6oXH4Br1Ledwwxmem0uHIZLollUlJsdRFDMP36/epHJzKrBifkjC/ZIiN3qF2FkTa6RlmZ8kQOzOHmMgZEkswx0phW7YCVVJVJl8iYj0hlhKKaiGhtxYn/qJkquyRTDLE0GFNZpo7mcnpg5kS8R7jhg5idlYENz4x8cO9dL6/lc6jvWbWjo5hZXskp1dmcGOrnfMDNlaPimZu2RAursniu4tevruezOMzemaXf8CYmHfYnZvCqXw953IzOJ+dyQW/kZ2uNMZnDqXIGk1RmZOCpiCFLQEKmj1K6FDMSBXXeEnIDhmbaoqL/B7y+0g+nE9AqyHIp8u7uLF3Azf3bODzI9v548Gz/HHnOUXV+u+HLvHd/gNc2zXAjV2buLC5jwc75vB4ewf75zSwdHQDcxuqGGiv5O7GxZzt72ZVUyFHJwb4bm0VTwYqeLFhKs9mT+Go1c1pu5uLOdkcd9o44TRxMsfKcalknNbAvTVzuL5pEZe3LOP6p2v5dH4HPfVFbJ1cyq3+Sj5fXsztVW18d/kg3145qbzew2UzuDurmYONeRyaMYHvLp7i1fGtnF40kgtLJ3F5YC4X1/bx/OhuXuxexZ0VHdxYv4hTK5fxYM06zi2dxo2Vc7g2sIDbW5ZzddMSds8dy87OVk4tnczHHfUMjKti+7R2vtq5nqMr5tJU61e6A2g+a29XHGr7omp5lT5/XnIqXfhSh1Px3jssiIpiU3wSn8amciBWx74EPdtSUlkZG8X4Dz6ieNjfsGFWMq/OW/n6rJ6nZ91c3J7L3MYYOquHsn5mCp/2ZLK1O4NF7XFMKxvKgT4br04H+O5UJr+74ODcFieFvkFEJ0fzTnQS/9eHUbwfm0FkuoshqXYiMu1KNblzRIBgjaibLjySl6WAVlh/v3DgekvJ0kDqbdDSwEKb1fPUqkUNVLRjGhzJfvgxbfvNXKfCj5ynXSNzODT9OeVJznkbtMKvl/v9AgLD4FBeW/u5fnlOCLAU3zEHrno7Tin0CTWmdouBqPJzSi6VrGv7ooapa5LsLg/Qtjo7thB8ZUneVUEGDn8aY8eW0zdvAotmj2HezHa6O1qZPbWZrqnNdE5pZOaUBmZMbqBzfBNzRzbRN7KJgbENrBlZyermCgYaq1jRVEl/UwUrW6pY3VbD6rZqVjRXvhn9TeX01ZfQW1vEoqp8+qoLWVxVwMKyHLqLvHQWuJlTmEVfoZ+5RQFaChxUjnBTVeqjuNhNTrGTgiIHBSVOvEUWspSKSsnFVpUtSYoX1U1Tr/7crNhdKOJDyBojZIuhVGKG7DVkW4UuKSwTyDJiVZLmxRpDcrsE0H6pbKmhQ7XvooQb/yIVrThbGbE2Aa1KhmYWMdTgI9btIDFoIi3PhC4EWmpCvAZaaiL824qWUSoOQ+FDgbFfgpYda1j4UEuMl/wsS5ULY6ULY3UWpgoXuU35zJo/hZXL5rJqcRcDPV2sWjSLFT2zWL24m3XLFrG2fxEDyxcxMLCYdeuWsGX1aj7pX82WlcvYsKqXjQNL2LhqCR+v6OXTFYvYPtDLJxuWsmn5Qgbmz2btwrlsXLaY9QO9rN7Qy9yVMxkxrkj1RFHsHUTZEv8PsXRQc7U0hevtxHixeJCkeKVFj/xnkzyNai/GKg/uGjfBCgPZBdGMa05h2eQMFo1PZ1x9IsX50QQLdfgE0MS3S/K7QuFDLfbvDMX5NSlagEpTs0TBEsd0aRirrdulCrExQLZU21kTaIwbTn9KGrvSDexO07M308B+o5uVyQbGxr/Lni4931/O48VJPwd6MhiYmMLGmWls747hxfEgTw/nsHZiAivG6Vg+Po7di+N5ctbJV2dy6GtKoHLI3zItLoll6QaWpCbSkxLPjLhY6qMjyTYm4C6zKCXJAqiSjyAhCkmKl6a2zhY39ma1431FSy5j2iuotRiZGK1nSYyN3mgnC6J89A7PZt4QB62Do6nL+JCuynh2zrJycXUud3aUcnNLLqcWO1g+MoVm71CqYyOYOCSdhcMkXOigd4iVnqFWlg6x0T/Yztj3U/HHJJBb4qJAKg+VfmeSm/UzaCn966TfYbsX9ygfgQYP+SVZFI/wE/Tq8A//G+YmD+Wwz8Sy9CFsb4vk5SkTP9zMVEI8n+3zs70zmuWtQ+hvimNh1TD6m4dzaZ2db88H+O6ymZ/umDnWH8N40we0RwxjdOR7TEj4iA5TDJNNsUzQx1GbFkGBM5HSMhcNo0uZOLOBGbMbGD91BFXteRS3FVI8qlApJpBKSVGzAk0hUFTsBiT3zI+/xkldtYe1c8exo28WXU0j6KzKZf/siRyZ38VP209yd/1adi6ZwK4lM3h98wL/9eln/P2jizw7sZGdM1uYW5vHtBEB1o+u4/G2Aa5vXMzK1nw2N9h4uaaMZwOFXBrr54jfyRGnl0P5eRxpKOfS2BauTRvLxblTuNQ/jxfH9/APT+7y4soJLn+6ljs713J40UwW1ZSwcWwZVxeW8mVvDrf7avnqyDZu7f6YvZ3tXFk0jrPTqthS5WN5UzVH163k8tZlnFg0ngv90zm7fA6nV/fy6OAeHny8krMLJrJ79iR6x42kb3wj27vHsX95FzuXzuH4hn6ufbqeCxuWcH3bSi5vW8n6zrH0jali2/RRPNqxjj2LZ1FXKeFtt1JRKEUSonRqcPUGaEPhQ+nJKWE4f20W3mITFsMwvNHvUhH5IU0Rg2mMHU5tfBwlHw1mxId/xYLSOHrHGJg4Yijn1hj57SWpPnTx7HyA+wd8bJuTyvzawXSN+IDZFR/SPyaScxvtPDvt48VJA9+fk5ZjNiY0DsHmiSa7KQdzpZlB+vcZ+v8y955NcaXpuuYvmHMm9j67d5evUslbQHjSG9JgBQjvjQDhhARyeO+9QA4EyOCt8N7Im5L35buq9+xzJsZETEzExMRMXBPvSrKKrj6zP/eHN961Vi6lMqkideX93M/97P8KN6MaQ7AvhjBf3KNMiJBSfbR8Y6mk8qBUJtxQtgQsSh6tGMsw6D8qVwJArHl4IkrGAhhWFce6q6Vu49+gyaoYbQCIBVDUaDdgynqfeO7NsCMel1a0+GJpKeFZYcsKWdZ9M0xZjyVoEs+xKXleev3CwC9GcEn7f1+ds75vKfw5WuQVKtBEK9DGiE5qBeoo+W/XNOKa9PoEVCl+AzBpJqEEWsKnq/gNtISqJVQuXZgKmYcdRi8nutrKuTPczfj5GiYu1jF1uZHJyw3MXGlhrquV+e5zLFxtZaXrMmudV1jrbmepq5XF7hbWus5z50o7t7ovstbdxmpXq7SL45XOcyxfaZH2pc4W5tsbmL1Qx0xbDTNt1Uw1V3CzvpSh6gL6qnMZqslnqqKQ8YpCOipzKD19lJPx4aRFBpEQ7kdSpC8ZSSEER5jQ+IuSokxqfJLKh1Kjl6WZQECWFO3wB6+WKC2KYFf1RrCrFaqsuwAsKcNMUr7cUIS6Ig8WoOWCIsQFpXRuKSNayoSWDsTfPuMktAAAIABJREFU/VkWI33KP9IIHhHvIHK09iiD2KMKkWBri5MfW5yN7NHp2G+WYePpir2vq6RoiYgHsZwOy3AWsw2lJY4tQCWgyrqcg2Q4i/MQhSXqIeRvIUvAlRW0hKIlBleqg8WMQT3yACVRR4OZGOri9d0FHq9OcH91gofLEzxdmeSbhWEeTt3g5fIwjxcGuDV9g1uzA6yPD7A+0sf65A3uLPayMNnF5HAnE32dLI/1Mz94lZmeyzyYHeHF6gxPl6d5tT7H21vzfH9/iUerY5ytSJekTSlDK8JSLpQyU6SoBwUyoXZJipPIVbGY5EWoqeW6aMlVoBP3RGpx2lii69Dd346sdBnLA6G8GDPzfNibe/2BNObJ8TZ9hdHfGV2YAUW4XgovlUbzRLijjTBI8wuVIm1eAix3VJGiNPh7sKkALKlkKB6P0uASq8X1iAEvPxlH7XZx9aADy/sdWd9ty/I+G5b227F6wJUbtg4UOX/CQoOKnxbMfDuh5smwG4+mZTyddOZJnz3fjev5dsTMw24NTwcNPOxT8rDHhbcTrnyYVzHboqRAvo12GzcWbVTM7bBherctI3auNLnISXC0wV11APVh0UYtQl/FN0I1GinIVIcqTos8QcxI1OGf4El8RhghfgZCbO04vcuZ6p16Krd7SSXDo59tJUu/jf56d15PHeavS578vKzn+1V3flw18NOqkVdLZpb7PWg95sgxuy9I/2w7pVvk1H6upf4zJc1fyij+zJGgP23Fw9URvyizFAYqQEv6x9OakbSRr+UTZ8AvRgSDeks5Xl7JgQRGeROkPkCubBeTXvY8PmTLhGY79bI/MXh6Fx/mTPzl9iF+Wnfn23kXngzYs95uw91OG16POfP9koyfVjX8vOrJnStqavw+p1ntyLCfH0V2u4je/hGRin2EeLoS4CkjKEBOdLSKExk+tJYfZfBiDqOdxVxqPk1+3lFO5qRwtjCV9OwoQhO88IoSY4tE5pMogbojcp9ECdEUoSYyVMvFkmNMnq+m9EgYJw8b6T59lNHSswyXF3KjLJveyiyGG4p4NN7Pzw/v8O+v7vNhZZjFpkKunEqkMMyX7qw0Xva2c/9aI23podQGuvKoOZw3XUms5seweDSaJ3mnuF1bwlRjBfNNVaydq2G8vpQrhadY6bnCf3v+iDfzE6x3nefJjfPMVOVQ7G+mJtyD6YJQnjeKeYpHWDhXxkxzDcN56SxWZnO//izzpVlcy8vmWm0pC91NPO5v5WlvG0stZcw2ljFQVsC1U+kM5KTRU5DNxdyTXCnM5mrFCTqrT9FWmEl3ZT6DDWX0VuZzt6+Db8av03w6mbKEQPqLTvJm+Co91bmEB2vwjtIi4kfMYm0CLStwiV2CFEnVMqCO1UveRFWUDF2gE+5mO7SaA+iNYrKCAxqbbeRE7OfeiA9PlgIpSd9DdtAnzJxz48O8D98v6/h+Uc77GRkvhp153OvAk0EX3kwo+TCr5rsZJb8sang+qqQi6ytk8v+M6rAD5jQDxmMy1LEH2K36nK8PforcywXPaLOktmli5WjjZLjHKjagS4QKazaGQmsl8BImePd4ASNaSW3Wx4iSoAVYJKVHmhtqGfVlLaeJTmehjonfIxHoqksQETMaydwtgEcndTjqpPFhagFOYs6i+BwQ8BUtjOAidFlkAorrluBlvehUFiNfBNBJpbq/V7mk595UvrTCmoAr6bWKWYaSymjJQJNU6z+e/welUOn1CYgS2VXRSrTS2jiPEsD192AlSooW8LLCofCfWTxo4gu6tCLEiB4lbmYbKRj0amMZIw1VXDqTyVhzOWPnyqQ13lLJREs1k601ltVcx1RTI+MtDfSfq6KnpYz+xnJGGmoYaali5Fwlg83lDDSXMdxSwdC5CoZaKqRrfY0liNXfVMpgcxmDTWUMNZYx2FhKb20RPfWF9DcWMV5Xys2GSq7WFlNyPJmzR6I5HR/FidhwziRGUpSdzNGUULT+lowrKfJBUrWsmWIiIV6kuLshE6VBKUdLZsnQ2gAtAVZWuLKUBC0GeQtoiXvdNpZQriywJXahaG0GLOuxFbTEuYiG+IcELcmnpbF0H2518eErJwN7tEYOGNXsM7lI5UMLYAm4UkjL6bBldwlSSkDlGCjDMUiGU7AcpyCZBFjOoUqcQxS4hIoOBeHD+n2JfC1FmGbjmjDTic5DEYGgQxGsJCL5MKN9F3l3d46Xy+M8Wxnjm9Ux3t2Z4tFIOyOVp3g72sV61zkuFJ7kUk0p5SczOZsUR1pEIGXZKRRlJpEWEUTCYR8qTx0nKyGSCC8dHbUlvFmf4enCKM/mh3k5P8TbxWGeLQ1SWXMSnVDdIpS4Sr4rkYS7Mbk8VIlrhBqZSHEPF/MQVcgjVLhIgaPCTyXC3VzQBAkq1yGLdZdKZq5hbngF23KpTs/LeU9eTjjxZtSNH6YNPBry4GTSHtT6vRhCvNBGmhCBpCIkTu4jR+bthjJYKQV/KsTw7QgDqkgxG1GAljDcW0zyklFewFeUBrcEA7J4E/46e8ptDjBhY8/K7v0s7tnL7P59LO4VOVpyru63IU/2Z+ZbdXw/b+K7CSfe3XTm2YyC13MyKefprejenHDj7YSKd1Na3k1rpJT99zdd+DAn4+GIjlqv7bTvsGN5twvLtg7My1Ws+QdyLyONnuR4/J33oTE4ogwS8RaWzhohtxs3Pgy1ojyX5IE51syhSG+CQn1xd3Pi0JbtnNyhIXeXDzF/3sEZ3ZestJv49UEE/3bfi1/vKPlxTcGHRTUfFrV8WHHjx7vO/NtjPT+uHmKozI0k+49I/ngvpZ+ZqftcT8nXDkR8ug3D3n34BxrwiTMjMr1+hxI9ZgEm8e7oEoXPyYhPtAeesV7ok73wTPEkxLCParftrHo78NB7H9+YtvPU5wDDqi3Uu/4XetMP8HLQm1/WzfzbXQV/vefGX++48Ndb9vx624G/3FXwfsmDuRY1+V6fU2vaz+2jh3mdFsztOA9aPF04onMgJsREZISJowl6qk560ltwmFuVCaxXpzBRm01fcyE9zRUMn69jqr2RwfNVVBdmEJngIzUeiNgMMXLIQ1K33PGIUBEepKYhK4HJpjKu5p+gM/cYI9UF9Jee4crZdM5nHuFyVjId2am0n0pjqLaQ9f4LrF2vl4Y8r7RUMFqSx82KQu6Ib9PXmugpPs6lo4Hcv3SGX1eu8368j0cX67jbUsRwQwkXKsu5UVPB6pVWFjqambxQxdqNVlavtjFzvp717vM8GmhnvqWEppjDXEqLlP6uN6PneDV6nnvdTcw3lLFQV8ZUTREr52qYrCmiIyeT8Yt1/OXJKv/rm/v8JNSxtmpWm8vpyEwgQ+NMQYCZ88cSaD+dwtXCDPprTjLUkMPNpgImmkrorypgoK6c2/1XpNdUcSSAs356RstyeHuzl56mQiLC9XhFqTHHiwaJDdCK1UtgJeBKrN9AS/y/FGvCPc6Ee4wafZwMfbyYK6jBGK3HK0KLyWM/J5PsuTvgZ8lcW9VxZ9BMbtwuUn0/5VqxC89H9PyyouOvq0r+bc2Nv64488uKK39ZVfCXFS0/z5t51GOgKGUbCsV/QnFoB8YUJZo0GcpUO7QZDmiPOrNH+yU7HD6TvDWmeCMqMUEiToMxVokhRoEuTok6ToUmTo0+VsQ7aNEL0JFGZ4n7VBjE+xB+JFHuE0sKSBbgpZZAzByrwyNSg/GwDIOPCzp/V7QRCvTJBjSJIt9PjSFcjzHCHX2EGHKvQ7WhUgmQEVCkEjE0sRpUsULF0qIXc1olb5y79LhQtP6oTFlByqo+iXNxLEqbopnFOv5L+C3/+N/J+t9MqHcCxDY/hxXW/gbufjOzC9XO8t7FaxfqmQXG/rYUalHV1JISZ7lPKfl/rdlZUvkwQomz6QDeXq501xfTW1XEQH0pb5aGebnUzzezN3gy3cOTyT6e3OznyeQAzycGeTUxzLOpIe5N3ODuZA/3xm9wf/gq94a7uTvaxZ2RLm4PX+HOSLe01gbaWR/sYKXvMks9F5i/3sb8tVZmu1uYvtLEzJUmZjtbmL3SyHR7HZOX65hsb6GztpTc1ARKs9LoaqiktTiHypPptFTmk54Zi+qQDFeRYyU6DUV3oTUFX3ivhM9KMrO7/n59YwSRNUV/M2xtPraUDTeB14aXSyGl6guf1t97tARgWWFLdB3+Q8U73BoTgaXCCB8kRTyIfbubrwRau9UCtDTsNThh4+mEg79Qs4R6pcAKWeJYAq1ABVbQEmAlYMsKWNbdTcCWNeoh5HfwEtEPFgBT4xqqwk2UzUJVhCX6MXD9HO/uzPBqYZSnS6M8WBnm7a0JnvdepjdFJENXMF9dxtmIYI7FRxIXHkCglzt2O79G6XCAQE93vHUyDHJHTqUlEhd8CKe9Wzh+JJy7s0M8nB/m3tQN7k1c48HkNe7P9lJbdwZjiAZZuAKXSKWUcC5loIgBmqIGHSVS4EVJUQTRaZGJbsFoM0bxoeDvhN5jGybvXRh83VAGiFmG7ujC5QRG7uX6BVdezLnyYtyWV0N2vB1x4NW0hrZqF3TmrehCha9BjT7YEY+AfXgf2oXRvBWteQeGIBf00TpJ7VIKH9nfdbZYcrVESVEZZ0Qnhkhr7Mk5uJ9+B0dm9tswu3cfUwcOMLPfjjk7Zy7a7OWk20fcbNLxbsHIhykn7nTY0FO8jydDct7P2vFmeg9vpvbzdtKRd5Nq1jvsmazbxft+F36ddePpTQ0NQTup3SnCUN34JjWO5+W5vG2q4teLLTxqqibZS4tMeQC3AAVuURoUcWrUsULZ0mCMM0mBolpfBUqZHbqDtnjZO2HcbYPhT18T/okjsV84EbvvM27WafjhdgjvVwK41aNjtVvO22kT3y8b+LCo4LtlNc9vKng+puanVR9+XDlMb54bSTu/IOMzR3J2qAn/fAeqbVsx+RnxSDmE6YgZjzgTxgQTOjHLLt5aOnTHJI3q0WE8oscjwYBXkglzgCOp8m3MGZ341uzIC91OHht28tx0gBdeTsyq93LO6RPa/L7kZokD965p+GZMzctZDa+mlDwZVrLapaTrjDCofky+wxcsZRzil9p4fjzjz9tjovQWRImfjniTC5mRRlrORHMjJ4H+1EAmjwYyfDSY69lJjNWXMX+hgZULjaxcbmah8xxTXS2UF6bjF2WQWsZFmUdSteL1eEZpiAjSUJwQyJVTyXSeTOLKSQFWcbSmhVKXcIjKSE8qwz2pDPOkLNSDykhvzqWG0p4dS/fpeAYLjjFRlsdEZT4jVacZrT/DWOUp+nOTWW8v5/94+4Bf76yxeq6Cm6Xp9NWcZfhCA8uXG1k+V8F0YxGTDQWMVp2mtzCT4fKzLJyrYvliDUut5dysOMNEzVnmL5bx8+0R/rcXi3y/0M9I6WnaM5NoTj/C9aKz9BbncDnnOAPN5TxdGOHNyiTPxnpZbK3m1vlqJipyaIgPZbjkDLcu1bN2oZKl1mKmm/OYaspjujGXyfo8xuoKGKkvYaG9icX2WjrzjlIe4cNsXTEfpvqYvFJPQrwXnhEqTLFaTHE6i0IYZ4ErK2BZd0OMHmO0AY9oI14xOrxiVJii1Zhi9XjFuGP0sSE2cieL/UZ+WjbxlwkXfrnpxC8LBp6OeXPulC0n/D+l+ug2RptcuXVNx9MhIy9GTTwfMfHNoJGVLg0dpY7EB36FXPWvqEP2YjimRJmpxO2EKy7H7HDOsEN5Qo4uWclu9dfs1+yWuqo1MXpEAKkpRoN7nBJdghJtnAAmNeYYDeYorbREyLAILxVLgNdvK8ri7RIZcwaRLxZjQHdIho+nG6FGGYddbPFx2o/JbT8GbxfpfRuEeh2hxD1SiV6KnlFJ0KaPUEvjxNzFpAsx03WjVCi+QEqwJSAoRi8BlhXIrHBlhaE/wpeArN8aQIQvUSxhB9go6VrLopZdbwHLTbMTrc/3R3jafF0cW+DJ4hnbXKoUQLjZR2Y9FiqWpaPd0mglsrKEDcXJuB8fbzfaG07Re+4kE1cqebs6wcvFSZ7NT/J0YZwnCyM8Wxzh1fwwr6cGeTM5yMvpQV4sjvFobpinc6O8WbjJ28Vxns4M8mx2iOdzIzyeGuDJ9ADP50d4Lu6bGZT2lwtjvFm+yeulcV4tjknXns0O8mZpjDdLo7xeucmjuVE66srJPhJDafYxVsb6me3ppCEni+62OtIzo1F4OSM77IrUNCZM6qJr8jd/ldXMbukwlK5bjfCbgExcF4rWH0FLOt80G1LAl8WnZfVoWWIerJ2HFiXLksH1DwhaW9itEBlaQdLaJQ9kh5s/XzkZ2alwZ79Rxz6jiwRaBw+5SLDldPh3VUsCrUClBF9WNeuPoCXULHHNdRNkWfO1pG7EDdASCpcltNRijg+M9eFGZwOvb8/yfGGMb5ZGubc8wtv1Cb4fvsHUsXQGYmMYzjpBQVQYId7upCdEkJOWSFJoALEB3hwJ9iMxNIAwbyPFWekUZCQRqJNxKj6cW6M9PJ4Z4v74De6NdnNvpIv7Uz00N+fjGaFHFirHNcICWqLDz7JEDd4NVYSr1DXiFia6BT2lzkHzIWcSwx0oz3KgsdiFolMKDh/ei9bTFpOPnLAge663uvJyyY2nE048H3bm+Ygdz2dl9HSqCYjYgT7cAWXgHoJD9lJfrKGnzUBnrRt5afsJ8NmOOdgJfYwClZh1JdQraT6iRdH6LfZBMsobMEV74eulJM5hD+ddHJmxdWBtly2ru+xY3mPLks1BrtrYUGD/BYN5bnyYMfDdnCsrFw5SHPIZi61yvp/V8nbSjlfj+yTv0XfTJvqLDkg+o+fXlPyy5MbzcS2tQbuo27GNIZkbzwuyedHeyDcX63jX1siTiy0UJkWi0tnh6ueGLEordSCq4tVSd5Yhwh1XtwOodm3Hb8d+IrfaEfuVPXFfOhD3lSshnzjg8+fPqY615fmMD9/f9WHiooyS+C0Uhn/BULkr72Y8+fmWkTvXlLSm76EuYRdzrXJ+WvHmx/kgmmLsiNryOaEfb8f8py/Rb9+Hl16NwUeJh58S/1AjfnFemBI90B4Ryd5ijIo73qLz8IgG9yQlnolaDsVq0Wt3kq7cw6CnjCWdDdPqnUxodzGl3cec/iBTnq50mOw4uvufidz/n8n2+oKi0O3Uxu2iLnYHJUFbSXT7J5Js/kfqlNsY93bmUbw774+ZeBHuyh1fR25H+zCUEMhZgz2loSqu58TTdTyZoROp9KXEcPFION15WUxcaGKp/RzLF+stnouLjaxev0inMHAnHpLMqsKLIkzckrIVoSEhwkxjZizXzqbQn5fMzdI0RgsT6TkTz+UTCVzIjOVceiTNqeE0p4Rz7mg4549GcjE9hu6cJCYrTrBQdYqpytPcrD7DWMVxxssyGC1JZ6qlkG9XJ/l2fpxHnY0sN+VwsyGHfgFVuYlcPR5Jd1Y8108nc+N0Ev25KfTnpNB39igDZ1IZyEmnryCDjlMJXC1M5eFQG+/nb/B06BIz9YUMFmfTXZDF1eJT3Cg6xfWSM3SUZHOpOIuOwmyuFWTTX3KSiboCphtKmKgqYKGxjMXmUpabi1lpKWSpOY/5plzmGvNYaCpipqGI0eoc5lorWOtoYPVyDeMVZ7h1voYXAx1MXK4mKcHbAlpxWmlYtFUhscKV2K3HFtByxyPSol55RWjwiBCKjx7jYVeM5p1cbPLgw30fflrT8Musil/n3PhpyZkf76h4t25mptNA6uE96Pf/M2Hqz8j038WZ0L2cCdlLlv8uojWf47Dnf2C7zb8gC7BFl6zC+agMmyRHbJJsORC/mwPxe7CJt0MWL8PO6wDb3b7G9ZALmjA12jClpLbp4tVo4i2KlTlag2e0Fs9okWunk7LvROlOH+WOVkxwEI1C0Tp0opwnMvEiRACuO3JvV5wP7iLVw8yl2CS6Io5wOSSWMrMf/rY2qDS2mCPVGGOEx8kFTYwLmmi5FJSqk5LpdVJZUYSnChVLFyEULUumlCglauM2fFsCvjaVA63AZYUeAT7imlCmNi+hVv0tXP3tuQhoFZ2Vm59HgJMApP/I//XHx63n1jgD8Wf/Zgn/rrBOSCU2uWW0W6gMR8N+vL1caKxM5FJdHCOX8ng1N8rb2XlezSzwZG6KB4vDPFkZ4sn4NZYu1DNRV8r57DSulObQWnSKrqoiRprrpM+Drop8uirz6akroy4rhavVhdy81EhrXhbnC7IZbKmkv7GCkbY6RtvqmL5yjoHmKq7XFjPdeU6CskfTQ/S2NVB0PI0zKYlUnMliZWyQ2d4uWgpOcrWtRiodKrwckW+AllyU+gQwWVWrjd3SOWiBrT8qVVKZcJMZXoKxP/z5zfdY4x6s5cLNu1CzRMehZbn9oylaWyRfloh22CUPwgJaAWxxMrHNTccBgxZbDxm2Xs7Y+TpjL8JLA0SkgwgqtQCXpXSowEmkxW+UCa2wJSDLCloum2IerJEPvxnlN2DLLVSFqyjHhSjxiTDRcamGtw9XeHV7nud3Znl2Z5r3d2b5ZWmSN1fbWasq5/7lC6ze6KS7pZaZni7ujw1xa7CX9YEeFq93MdvdQW9jLTNdl1nuvcrY+SbW+67y3do8r+bGeDLRz9ObfTwb7+Xl4hjt7VV4RxlxC5HjGikC4sQvnAgc1Vi6RcLdUIe7oIiU4yYSoCO9cPV2JDRwD+Nth3g9HsDraSOvFj25eU1J+pG9aJ134S23oaNSxYsFNd9M2PFiVAzCtpEGDs9dM5McaYNKtpVg/wP0nfPjzXw0H2YP8e2ESZqF15LriK//VgxRMqk8+Fsn4kYMhCVjS+S1iHR5PYZID3zCzARoD3Lafj839tuxvMueW7scWdvryLKNixRUWrFjKxeDd/Lhppnvl5U8HlJxLn0XbRn7eDrgzY8rRr5dcuandSXPx9U0pGzh/LGDPBv24O2ajG/G9bT4bOPiru0MH3TgVsIRXjTU87S1jmdNdTy40CL94gcFGZD7ukpwqIlRS+ULU5wJpc4B9datHNnlyNndavK+VpG3RU3uVjWnd7uTsN2N8D1fM1pn5ttb3rxdVtJXtYfuAnv6SmR05+zn6aCGX28ZGazaS33iHpqTD3Dp5BaejDjw74/MzF/QEHfwIzz/078Q//EBEj8+SNyn+4j4cgeHd+zEz96WQLOSgCgPjIlmNCK4NEGPd6wez1g17nFyPOM1JBwP5MTxUErTgmlN9udijIFLkVo6QvV0BOs5H6qnMdpIUaQ7Kd7OHPNTc+awjgy9PcnynSQpdpGsOUCQ3Zcccd5Co6c91z0cueZpQ7+/LSMeBxjWHGDI5MJCcgC9ce50xSkYOh3EQO5RFhsKGKnI4lJ+Ot1N5Qx3nmeys43pS3UIL8dMWx0rXa1cry8i+Yg/hmCFxbicaJRS781hKo5EmrlwOonrp47QmRnMfFUyy9VJnE+NJDc2hfykDPKSEynPTKE59wQX8rLpyDtNe242N0pPcKftLOs16QycTWC2LpeJsgyuZYVxs/IEE435TDUXMFZ5nOunY7mSHU13XgqDZVncLD/GWFEqI0UZDBUeY7goU4KzvrOxDOceYSwnlevH4ujLSaY3P4Ub+cn0l2cwUH6c/qJjDOZnMFiYydWCNDpykuk+e5Tu/DQ6C9Nozz1K+8kjXDkWT09uGtcLj9FTfILhirP05R/nanYSV7PiuXEynsGcRPpzE+nJSaYnN5WBvBQG8pIZKkqjv/gEfcXZjJafYqLspARcLWcTpa7DQ8LgLjxL8RtzOf9QMrSWpiTQEqVEofZEaDCFC2O8EV2IBkftDnT6rQxeCefl4iEejmm4O6JjZVDBXL8Ls31OLA0qmbnuw9FQN2y2fIrjtk/R7PkSw/6v8LTdjrfdLg4526GROeDk7iyV1zxTPDCm6TGkafBI1+Kbpsc33YBvpgfBx/yISg8iNi2UtDMJJJ2Nk16bMlwmlQx1MWJyg1gajMLPFKdHK5LeRa6WUKuijWiiDejiTOjizOhiLJ5RfbQeXagee+f9xBoNDGfmsp5WxHp8LuvJeaymFdEaHI+nw0G0Rmc84/So4mUoEtxQxCpRCnU+2oAiWociVoM6WihaOkm1F+AjdfYJOIsRJUOLl0vA0P/fsipef3xczGiUPGebuilFedS6pMYc8Rm6Yba3KlCbdyt4bb4mIEpAlRXGrFBlMYH/PgbImsUo3bcxvFpck0VYuvMc9Pvw8ZFRV5JEQaon5Uf9JZh60d/D25tjvJqb4NHiCE9Xhnk83MFoZQ6XTxwlSuaAn9MBokwqqjJTOHbYj8L4KKoyksgKC+BMdAgROhn12RlcLDxDmNqVaIOSvIQI0vy9iDPrSDnkQV5CpHR/ydE4cuPDWe7rYPRyC0WZRzkeH01WYhzlZ7JZHR9i+loHrYWn6G4pIz7+ECpvR5SidChys0QU0gYkWQdnW8Fqs2JlVa6su/We/2i3AphlZM/G+J2NMTwCsKxLQJY0gucfc9ZhKLvlwexwC5Rga6csgC2OZra4aNij12DjIf8NtKyqlhW2BGSJ5RqswjlYIYGWFbZE+fA3yBLAFSLus6TFWw3z1u5E63WRpSVyqIRR3hCqo7Iuj/Wlm6wvjLI6P8zqzBDrU/3cnu7jwdwQ9+eHuDM7xO2ZEW7PjrI+PczKxIBlTQ6wOjkorZXJQZYn+lma7Gdpqo+lyV5mR64y2nOR3iuN9F1pYOBKI+MDl6hpyccjyoBbmAI30QUoQEvyYqmlgZ5qkY0lOinEOIJoHS6hWtw891B0xpl30/78OKHiw7gr76cd+HbNjZVhHcejd6PZ/U80ZLrwesGLV4sHeTttw3cT+/hl3o0nA16cDNyNr+3HdJd58mE2iA+TRt6P6flxTMlfZ3Q8HjaRdcwGzWEnlOHuUnipFbasu6WcqJWS5nVhRowxZnxCNQQp95Nps4vy/XupFsv2AHU2Bynbbkfanz8fmD9JAAAgAElEQVTjlMOfWD2v5v2SgTfzRlY73alJ2s75U3bMt+u53adnsVNOy8nt5Ed/xkKHibeznlIa/9I1Pdmyjyna/hmtB/dzzS+Qe2VVPG2u435THXcut7HY286J47FofFzRBimkcoFIqveNMmJ0tSVypy1525SUfamm9AstxVu0FArY2qYk+Ss7jsn2cvdqOD+uefFhxoV3Y0q+nzXzfsbAs2EX3s84SzPgHvXb8WxIzatRd2537+PFxB5+WD/Iq2kDpWG7iPj0C3I+l1PxsZrqf3Wi7KODnP3MhtSv9hGybRf+Sid8o0zoEo1oj+jwjNXjIfwqEUoOJXjQca2RF4+WeLJ2k4fzvTy42cGTsQ6ejXXzZLSbB6NXWBtrZ/5mO4uTXayOXWW1r52l643MX6tl4koNA5draD9XRlv1GbrKTtCfn05nXgJtudF0ZkcwkBrEYJyJ1WxfnlUE8U2pN/dK/Vgpj2K1MZmx6kS6ytMYaKtm/MpFxs63MNFax3RbHfPnG1jpbKWj/CyxUZ4YQ1UW74nIfhJZW8EKEiPNXCs5QU9uEueTfVhvSGG1KpbjPkZ08ig0qmg0Sl/8fA6THB9Pac5ZOltbuXGhjetVZ7nVlMF6eRRX0gOYq8/jZlEq1WFaGlKC6BLwVZHEbGk0AzkRTDfmMd1SwVhtIdfzM7mWk8JIaRZTtQWMV53ham4cnacDma48ylRxOhfjD3PtWBiTxWlMlmcyXJRGT85Rrp9KZCg/g+mqM0xUn2Si5iTzdWdZbM5j+UIxkw1n6DoRTVdKGCuN+Uw0nOVqXgrzLWWsX6xlujqPm2UnmSjPZqYym+nKLMYrTzFSls1k2TEWK9KYKU1hrPS4BGeDxZn0nklkoCCD0sQAosM0+MdqMYoSmARawvhuMb//rmT9rpRYFRUpWT1KNK64ow7TovF3JjjMgZZKf/paA+hoMdN0zkRlszfltYepKguhviSM5tIo8rIjOXsijvLcFC5UnuFGcxl95yrpaaqgv62W/o42em5cZGD4EiOTl7k5d5np+Q4WFq6zPNfLyuIAy8v9LC32sb48wj3RUHR3hrm1ERLz4nEKdJYsECIfzCzKgEIJj9Mii9ehEBl3kVqUPq646uxwUdsgd7dH76fALObRRrujiXNHdkiOl1pBS1w6t05UcjehkDtxBSwn5LGSWsxidhXHdIdQOdhjDDOgTjAgT9CgESX5BDFn1FPK0lMnqFHGCu+mMMPrJQ+YNlqFLlqO2K3wZC3n/fd2cY/1ulC2rOAlGeEFbG0k328GLOv4IZGdaIUpaxnwP9qt6pUVtqwwZb1uPd8cbyCigcTjIqRUxAbJwkVXnqukaPn5KWkuzKI4JpT8w150nUhgsfYs9y5X87DvAs9nh3i1NC59xsw0ljJYfIbqxChOhvlxIsKfvsZqTkeEUJZyhKGWWirSE6k5nkJ2+GEuFp6mq6KQ46H+nI4KoiYzhfyESLLDA0jyMVCefkSCr6pjSZSlx7Pcd4WxjnM0F54lJ+UIZ1MTuVJfzYPZcaa7L3K+MJvOhiKiI82ovB1QiGHQoqwnoFMM4d5UOtwMU+JYvPfNy3qvdd9sit/8ZwWEWZUxy24pG1p9Wb8rWRbQcvF3ISnrH2jWofBo7VKEsksRzC55MLvlIexwO8xXjma+ctKwS6Niv0nGAQ9n7HycEaBlv8mrZfVouQQrJUXL6s0SsGUFLuk4VGHpPtwEWla4sqpaMmkMjwrXUDGeRgR7uhOdFs6p/AxO5qaTlZPKqbMpZJ1KJv1MIql5SaTkJ5Fy+gipJ+JIPxZDYkYUsRkRxByLJEbs6eFEZ4QTlxlFbGYkkZlhhGeGEpYRQlBqIP5JfvjGe+OT4M2hIz4EpwRw+IgPOjGbMFIjDXgWZndVmAiYE5PTRQipyLwSQCjKYJbXq/LdS3WRG+/mPHg/7sDbEQVvh1W8mXThzbKclQE1JUk7KYnZy+Q5M5OXNAzXOjJWsY+l806MNSg4HriF6kwnns8G8m5KxqtRF96Mang/KuMv0y68mdJRlmOPwssOVbhRMpRay4XSLlLjN8zw2kgd+siNb54xeszhajz9XPAw2GBQ78Gk3Idhz5d4f/QRqTt3cNz2U2pCv+JBn4kPi968n/FkuVNB44kdFMdvpTLJloLwfeSG7mSg3o0X8xq+m5XzYczEpZP2hO7+JyI+/yeivv4TqUolNwoKWDlfy3RTNYNNVXS0lHE0LQy9v1xqNDBECC+IDv8oA4fcDkrp7cVfKaj8XEPpFxoKv1JR9JWC4q/lZHy2jxytDY/7I/hp2cwPUy78NKHguxkZ3y46892iIx/mnCTY+nbORerU+mFRyY+LamkG3HdzdvywoufKaRvitn1G9seuVArQ+rMTFZ84UPmJI+WfOpD56T78tm7H21suzQ1UJ+oxxeswx+qln6vvEV8GB67w314/49dv7vPXJ3f4aWGSNwPX+WlxknfTozzuu8rziWEeTg+xPHZD8gE+ET6K2UEeTw/xZm2O57fmefZ4hRfPl3l6f4Lna0PcmbrG0kgnj4a7eNFdyzc1CTwr9eJNtZk3NWZeV3nwosKLB+U+TOb6MJQfy1xjBUut55lpbGamyQJZC5eamL3USOWpZAICNZKiIvwxogvMI8EdrxAlydGeXCvL4npOEu3p/txtSWexIoJkTx17bQ6zbbcXDgcNqGVa3Bwc8TQaycsvoqO9g+sNRazVxXOnLIArab5M1+ZzszCdliOHqDseR3ViADMFoTxqiOX5tUL+l0eLvL05wnh5ESXhAWR566iNC2H1YgvvJnpZbi9grDaO9fPHmCxK5lKcL53J3lzPCKAnK4Le0/H0CdA6I1SuDIZKs+gvTqe/MJWhwjTGSo8xUnWCi9lRlIUYaI09xN22QqZqs6iN86E1JZyxirOMV+YwUnaakfJTjJZlMV1zlqXzVcy0lDJdkcH9+lRuVSWxXH+amzW5tGfG0JEWzmzNWVqyYogN1eIjRknFadCJoeNxug0D/O9G+N/Kh2LCQKzeEl8Sp5Wy40RzkH9GEE1XqxgarGGuv5b14VZWp9pYWjrP6loXd5f7+WZxnCeLo0z3X2BuvJvnDxZ59WCR56tTvFyf48ODVb57fIvnq7N8eLjGj09vc3e6l/nByzxaGOCHx8vcu9nPYEsjc93tvLs1xw/frPPdwzW+u7/K94/XefFklTPV2biIHKJwhQRZ5gi1VD6Tx2txi9NJuX9uyr2odn2Bz86tHN69E/9d2/Hauw0PmQ2eIkcp1oTM7EqCly/9qbncSinldnwBK0cKmE7MYza5gPWsamoOxaPfb4/MrEKf4CspY4ZgFR7+Mky+zuh8bHEPdMAkMvbi3FHH6FELtUz4w6JU6MSw5Q1PqhW4pH1TDtfmMqKlC3Kjm3HjHmHiF1C1eYnRN7/9ox8hwkQ38q7E8X+wrEBmVbAEVFmBygpYf3tNzPyzDGQW42mEkVt04YkIDrcQN+zd9+DrI6e9pIDO4yfpykhhtCCNmap0enNiuJafwp3rl/lueYZ3cyO8GrvBi6FrfDN0jXsj11nou8KT6VHWe7q51d/Fk6lBlns6WOnpYPR8HROXm1m8fpmZznMsXb/EzYuN0lruaWfsQj1LNy4z0FzJlfIcZrpbeTo3In1+zdxop7O+nMvVJcz3dfNkboypjmYuF2VzpS6PiFA9Kq+DKEWYqAAh8d6kUG4LTFnhSezWn7MVnv54zapmWUHLClXWoFKxW1LjrfMQxfBoS5lws5rl4u+MWGIQ9T+cGV6Alggr3SUPZY8iVFK2tjh68KWjmm1yN/boXbHxEJ2Hztj6OkmwJYzxIuLBWj6UDPJB8t+7Djc6D53FbjXGi9LhRvyD1aMlTPACuIR/yzKWRyhfCmm4tDbKiCnchCFIjy5QjypIhyZYh3pjibmIShEHEaRFE6JDG6KTOv3kYTrEuBuxZCFq3ET3nkhqD9dJWV1izqC0NpU1nYKVOAYrEcAoOvyE2dwtWiMN8BST2YWvQQybtgyHNkpBpG4RLoghm8owPWofe7LSDvJo3JO3szJejKl5M+TFyyENL6ac+O62J+s3/Mjy/oIk54/Jlu/ihP0Osuy+5Izic1JVHxOt/DPdVSZeLwbyYU7OiwlnnkwqeDLhIgHDi3E9ORl7UJh3oxYJ+hseLYuaJaRv8Y3OEmQqDPHiG50wm2qFjyta+KJ0qESmUqIn5lAtBoetpBzYSbtKwUUHW87s+mc6U2x5OebLj8sGvp1358WEOwuXnBiusWOiUc7Dfm9ez5p5u+DGj4s6Vs6pyFB8xMkDOymz2UvUJ/+Caftu0qLDqC1Po/BUEgkxAZi8ZWgPuaIRoyaE10IEJcZo8Y7W4+F2gNgteyj+WkG5ULK+UlPwtZKSr+RUfKni+McHOK3exb1+P36+5c7Ps248vmLPRONunoy58d2CkvfTcj7MKHg37caHWTkvxmTc7nTl1ZA7f5lT8dOylv4yexJ2f8aJPzlT9bGSyo8dKP7MifJPXKn52JmCz+0J/mwrJpUDhlgDqkRhqhUdiHopVsPziBc3rrfx70/u8+uD2/z6+DYfhvqZOX6MO7mnWDp1grbgYC6kpZEbH0Wkt4GCtASp/JYZGkyipw9tJ8/QcDyTprxsrp4rp7OlgHPFxyhODKM79yQrDaXcqUzlSakvb8pkvK+S8arWXYKt92U6XpToWMnzYOpMJMuVxSzVNzHdUMdcW71kil9qb+F6dR7JMd6YD8sxSDEPOsl34yUywIKVJEd5caPyDH1F6VzOCGC9KZW5ijCitPv55JPt7N9pR7SnJ3lx4cSaVbjt3IKfp5mCggI66wq4VRvJvVJPLqd4Ml6Zz0huOhczI+mqL6MhO5mbOaE8ORfPtyO1/Lw2w1JLM/+te5Kr6SnkHfIiTSGnIzOLvy7N8z+t9bF2KZ3b51MZOx0lzTkczw9nJC+Myym+9OcnsXShjNvXWrjbd5HbfRdY7mxg9lw5k3WF9BZnUZpwmJIjh2nJjON8WjT3LpSy1nyK1kRfGuP96MlL42ZNPteLsqhLjaI6MZgrZ1N4PHSVb5dHWGk+xaP6eO6URzB0OpKmpGAqw01cTDrMWnMRl84cITZYjU+oQiodauNFyK4wV+slo7dV0bKWDsXuHmPAPVp0sorfSzecAhyJzz3Cg5e3+Mu7B/z0zQrfPV3n+yf3+Pn+Ou9He/jQ08b/vDzAvz+Zo6ognfryHF7dWWXwUhtV2SeoPXOa9dER7k1OUpCRxrXmOr6Zn+DskUiiPfSciomgo6KE45FhxPl4E+/jydW6Ct7fX+HDvRW+u7XIj3dWeP9whbLaHFQiKDpcgSFKeK0sPiVlrIjXUeHqsAP3Tz+iwNaeXo2RMZUXQwpvGmzkRH7+FcYDOzEHaFG5u3HU6xAj6fncTilhJT6fmaQ8JpLzmE8q4O6xCi4EHcG03wZnrQvmWD/0fio09lvx2PtnAmz+jO/+f8Vo+xlmd1u8RfZYrBGVZIAXoGUx3gvQEnAlgErsm9Wmv4GvTaqWuC4+A6V7RYjoH9QUq0oiduGdkoY4S74qYRX5+7UZvqxKltjF9c2A9ffHFrVHtqkrT4CZa6grbsGu2Ol2S12HvTWFzFUWMlFyksGCdC6eiKA20Y/qxBD6KwqkTkPh3XozM8zb6WHeLYzzanWCF6uTvFqa4NuVaT6sTkom97erk5LRXRje36xYTO9vlsd5J10fkwzwwgj/ZmWc18vjvF25yZvlCen609khnolu/MVxHswMcXu8j6fzwjA/xExHA1eEH7L6NKGHVag87FAHiawrC0xKsw5Dfg8i/Q1mN6DWAl+/m+PFuYCqP5YaLWBlgSu3w85YlhOuAZbl4u+Es5/TBlS5SL4sUTJ09rOClivJ/0iKlsjR2q0MY7dQtWSihBgqlQ+/dvbkKyctO5RK9rnLOGB2wcbbCRsfJ4tXS6haGz4tya8ldR1aQMtxA7gcg8W5iHoQsKVAQJdQr0S2loArAVluIQK0lAhvlggylQcpJEXLVShK4Xq04QZ04UZUYjZgpAFZlAFFpCVbSh/uji5EDGLWo4pwRx7tjkoYNyPcpdKZJlwvgZdKSPbhejQRetQROjTiXIBKqAZNmBjorEMdJpZWmjUoyoRicKdrlBq5GPIZoUYTqkYdagEtWZhBiiiQR7ogk4zxRtR+Snx9dnGxSsmLeS9ezMh5Nqbg5biSt1MGbl8x0RhtS/rBTyg5+CU9qn2Map0Ydnfkhs6GNsU+Shy+pkT3Jb3HbXjWo+XVnJoH83Y8mjnA+3kdk5d0+Hl9glDPBFAppFwt8UG+8e1NSP+SEV6LIlojpcyL5GFzmAajeJ+R4h8AE4dCPfByOUD6vm1cdXFk3sGZORsn2vfuIc/uIy6n7uHeDTXvp418v2DgB6EMzcv5bl7Ljwse/DDnybezZpbaleQd/pxjuz+iy86JKTsZHXsPkrB1PyaHA3j5O6LzccHV6IizlwPyQJnl9cVYsnVUsWpL95PBAf+tO8j40oH8rSoKtqoo+VpBxZcKKr9058QXjqQ5f85Ch5of17T8Mq/m7gU5jUe3stat4Zc1I+9nHXg7a8O7+YN8v6hkpsWWptQvuCNmCS5r+XHFwHCZC0d3fEHOPzvQ8ic5TX+yp+pjR6o+daX+SwXF21wJ+WI7Rpktxki9NGpFtK2bY8Twbg0eCSa6rjXyl2d3+OHxKt8/XeWvd5e4k3eGYaOOWwnRdMdGkh8eTIBJi9LZljPJcZKc7+lih/3Xn5Aa4EW8SYfBdjc+MieSQwMJMxow2uyjKjmSjuNR9GV6ca/ck5fVal5VyXldqeZNuZ6XZe68bY3gw9XT3GnOYaIin/HqcsZbqpjoqGNGxDs0lHMqKQxvXzmmMBXC6Cu6yLyjdJYcqEA58RFmeuvyGak5w/n0AJbrE5kqCSbY6ROcdn9OdqQ3ffmpTBWl0n8qjqIQD5J9TOSmJdMhPFq1YdwucOdSsplZEXZYepr6lEhaqkupyz3BeHEsT88n83aknl/Gp7hXf57/e/AO/+/YY/7SPcxyVR03snJZPdfKrwvXuX0xlbstiYxmh3I10ZOpklDuXMpk8dxJXo5e4PVUN09udnJ78BIPJ6/xamGE17Mj/LA8zTcj1ynLiKOpMIurNcU0pcayUHuSe23ZTJUlcOdCEX9dHufbhXHqMhIIdNpLgN1WAmy/pjw5kmcTN3hytZyH1dHcLQniQoKRhtRIus4m05ERzmJ9Dm0nY4gJUuEboZa610TQrtTZtpGbZQUta0lKGK9FWKwxRuSXaXCPkeN22J6ozDDuP1jil2eP+eHBCu+/meeXR7f5sW+cycgj3PT15PvqfN4NXifEZMIod2Ssu5XM6GDcD+5Ff3AvDXmnaSrMRX1wH4HuWnrOtRDnd4jU0FB8FUoMzo4YZc7UFOUQG+jDycRonq3N8d2T23y4vcCPtxb59sEydQ35uIdqJaAQr9sYaQEYZYwWZ/cDaLZ8QvF+FxaVh3jo4sljByOPHDy463aIG04mEnfsQ2+7E5f920k1ejOeUcTq0VKWEvKZTcxnOilXOn6YVkZHUDwe+/fhqrTH6CnDx2U7mW7bafOypS/Yid5AGaWq/fjv/hh35W5M4WI2qxmFMMpHqKX0ekmlEqqW5Efd6PQTZbiN+YjiM9DqsbIqTQKALED0+8gXCar+kN8kzOkSaAloChdqlgWeLLs4tqy/f16LP0uAnPUx675Z0RJQJYGI8DCFyaW/SwCuTPi0gl1xct9HwCE5A015jJUfo/GIPxXRfpREHaY+NZ6mY8lcPHuc/voSycgusrImztUwcaGOmx0N3LzSJEU0LFxpZvFqKwvXWlm8cZ7Fa20s3bjA0o3zUqTDSu8llnsusSiu9Vxkufciq/3Ct3yR1b7LrA90sN5/mTVx3nuZtf4O1ga6WO3v5Fb/FdZ7LzFUX8T1slN0Vp4m1E+Bxstemsso3qNoHlNK8xo3xTJs7i7cAF0BV5JhXvxcNiDLqlxZlSzLdaFeCYgSCpWAKkec/SzL6ZAALQtUWVUsi5LlIsGXeCzpxD9Y6XCPQoBWGDtlIrA0iF3Kw2x18eIrR700XHqfXs5+kxP7vRw54OOMzSEXDvrLcDgsxzFQgcNhBU4SaIljueX6YRH3oLQ8Hmi5T9wjrSABXUpcQ9W4hqhxEeN3QjWSz0uCLqFCiXytMEuZThWul+BKAJYiUo8y0gINApAEKAlIUkXopF9MdZRIYddL8CQBlLhHwFW4gCiNtCQ1KFTAkwZtuA6t9LhOOlaLkTnCjxUmcrREqdAyZ1DMcZKmlEuPG1AI1UyaZO6KW7goLWrR+DoQFnqQvjZvXs2ZeDnvzOt5JXfazdT47iRv30fc0B1k1cuV+6aDrJvtWPC0ZdnThttGe24ZnehV7KDG5WMuRu7m1lUVz5bt+bBix9Mhd84k2+Cg2YpehJKKQNJohQRTYtq7+JCR5PUN2FKKzj4BNDFajBFaPEK0GMP1eESZ8DIpiNy9iyt2jswddGJhvz2L+x2YOuhI+8E9FB/8hBr/bfQVurDUqeHRiIanEyqeT2p5OmpivdPE9QJnznp8zul9H9N1cC+TtnZSfMSMnSOXDziSsONrTPKdqP2FUdES6yEaCiSlLVonhRKKgEKRp2MOdcdT44Lvnn3Ebj9I+teOZH/lxMkvXMjaqiVhiwNhO/8LPfkOvBrT8d20lrfDXpxP3UVPnpgNZ5QGM3+/fpAfbsl5N2uiJWMrTalb+GZQyfs1F75dMdN72oX0LZ9T9Cd7Wv4so/nPjjR87EDTxy6c+1pFznZnvL/6Gg+tE77RJqmLTECWWbTDC1CJNXGls56fnt/mx8er/Phohf/65C6vOi4wFBTAi6I8FqpKqUpLJDkiCH8PLWePJlCWnkKctxF/pTOnYkLJDAsgztuEj5sz8X4+RHl5YrC1ofRIJD15SSzVpvP6WgHf9hfw6nwMz0uUvM514XVDCC968ngzfpm3033MddRzo+Q4/WUn6WvI40JxFllxwXh5KnD3VyHNlIxUYI5S4RmlxjtahylYTkSkkWu1uQxX59OS4s9yTSTTBYGEO36J2X4HDUfDmcnP5m19I5PZ4dypz6PjRBL1aTF0nongXnUoa/lm2pONrFyoYrKhiPKkKGoK82nIy+ZmaSzPL6TxcqiB/3Nsjf9r4A6MPuL/GbrLf73Wz5sL7YwVFDFeXsIPE13cv3CUe02JjJyOpCfDxGKpHw87TvB8tI3//eUqP68McbuzhoGKbK5XZDN1oZK1G5d5OtbPvZ7L1J5MoLkyhwvluTQnhTJbns5aczJ3W6J52VPGX9bmGTh3jkCFPcYv/4UU5/2ky23IdHehISmc7hORrBWF8k11BJczD3Oxqoiu6kLaTsQy15zPudMxhAeLn6EI8dRbPFqxltKhUK+soCWOrd1tIpfNKE0aEKZrNfLDToQc8WV5aZifn9zlxwerfHgwz789WObnvutMBQUxplJxKzqa/vQMTHa27P3yE44nRBDlZ0Z+YCeyAztJCgkgwteMzskGlc1ezh5JINxoINrLg8NaDemRYcQG+JAaFUyUv5mGopO8vjPHh4crvL01y7s7c7x+tEjTuSI8QsUXTqU0/ssULmwHasSXH3vZVkL3bKVXZuKecwD3bD24Za/htoOS+wf13HH1o9fNk5Rdu5D9038mTaFnMquUteOVrKeUcCu1lNXUEpZTirifWU1nwFFM23Zjt+MTjqj30OFnx3qMC/eiHXgQfpBH4S7ciXTjknkvITafoHe3QxPjiWukuzQKTR8ul2IRBARJ8QgCrsIVaMJEOLQKraTaq6R7JWDa1MUmlaRCLUGZkppijRf47/mIQmXS8wsVRqhf0vOLv0N4coXCJcqJktJlBTFLidEKV9bdqmhtLieKx8RkEVm4HLdwS8ehiHYQapDcfT+B/kr6W8sYqs2nKOwQNXERXMpIZaikgJm2BqYuNzPYWiWFkA6KMN6GEvobSuirK6antlAKHB1tLme0tZKRcxUMt5RLu3S8cS4CSkWw6UBjOUPNFf8fc+8dVeWe5vnOn3fdO3d6uqu6q84pI5Jz3uycA1kymxwNmHNExYCKoChixISKYEIUQcSEmHM4Hj2xqru6q3v1zPRU90yvub2mpz53Pe/mVc7prp7/ZlWt9avfm9h4QNkfvs/3+T7I65zZuYlTO9ZzqnkDXZLj1bKBnh0bOCu5ek0b6G7aQNf29XSN7Sc3r+bKrkY6t6zGm27AlhaPqUiPrkSHsUiPrVDW2FBs+VpLAryaAj+2K9+HcaZ5AalPZUEtxnwdpnyD0s2oeK+kFCglwWwNujG4ShLQykpEM26JwuUzwvtg6w8OtETFCjWVEGz0EmLOJ9SSQ4A2k8nxbqbpbITbDONAS/MRtOJzBap8oJU4BlM+0PIBlwJh+WPg9WMQk9DTQgtaxUQvPicbWq8NvdeKQTKsxBQv4aVSApQA07FlFtWpRMJC5bcxOfYts0CUzBSUXa6V+uDLopTXHMo1SaGXgFR5VpacK8clNswlMkxaXnMMtCTzS2BLcrMEvGS0gIzIkfslomg5lbEDWjE1ltqxV3pIKU3GmZKINyWQzq3SXZjPF4Ne2mfEsyrm51zIjGUkL4l7GUmMJmu559Fw1xHDPWc0j1yxPExO4H6Gnj5nAptiJtFcHsTzvmy+GSpiz4IErJoJWLMspFRkYC9zYal0Ya1wY1bgU0by+JLiFRNomU2BGrMMwi2x4vZacIkpt9SBxhBGZXQ4nXFJ9EbEcT4ilovhsfSGxXAuJo5DMVEsmvIzMib/31TYPmNVaSBb50SyfV4068tDKTf9HPeUf8+soCkcjo2hPyKW/tAwroSHcy0smoEoLbsjYskJ9VPydZwVbiyl8j2x+YZ2lwsoWxXYslS4cFSnkV4znZQsO25DImnRMaSHRpEeEo3HLwiiQkUAACAASURBVALHhGk4Jv6EZTl+DB8183bYxLd3nAy0J9FYNpFT62J4ec7Fl4MeXl7MpGujiWWZE+jboeO7mw4+3Inli2vJbC8Po2zKL1jhn6R4wNZPkHKhhoZJoqRpKJ4UhCPEn+xcB1k1aSjdY1IiqvaVgbIqUjh2opVff3jCb94+4jev7vO3b5/wt4/u8JeXevjtjQF+dWeQJwMXuNnXTfehNrraWrh65CC3T5/g9plOLh9sp2vXdkbOnebiob10joUArqgqZdfi2fRtW8r7C+386kYPj3v28ejwWp5ty+H5GjPv2mdxYn0VzQtn8PzyOZ5c7mT/wnJWp5pYme9hbo6dDEsMyWlGUr1u5M0zpdRISpmFlHKbkhbv8VooLvdwqlnyozazd04OI9u9XF+XizdqEiVaDf9w+ib/6Wgf/3z1C97vbuHVwS0M7tzEvmWzOLKskHs7yrlRP53Ds1K417Gdm/u3sG1WEVuXzKVt9Tyubi7n7eEFvOxp4b9fvM3/Ov+QvzjcrSha/6P7Jl+2HuTsiiX0bFjNu7MHud8+g/utM+hZWUHXEg93t2Zxv30uH6518vXNC5zbvIQTS8s5sbyanXUF7FlQxM2je3hz5TzX927i9OY6Tu5axd6189g328vtHUu5u6uWx635PNm3iEtNW8gzmPGE+rHGbeDS7EpeblnD7XWLWWVLoijoZ5yotfB0dyX760tpbNrAnsa17F81m/udO+nYMp/iYivJUtaqlYR9gat/6dH6BFoyt1NmB9qUME/JgzLmackqczMw0Mn3UjJ8dIdvH97mrx7d4JeXOhmaU0lfRipdySk0uJ1UeCyUT0+lLC2ZmfnZFCc7KUtPZkllGXO9eWxdtojGJQtoXDiHjfNmsqKmjPZNa3l5c5C7vT3saVhDp4whGunnz1/c5VfPRvju6W2+fjHCV1/c49CxZjJlAkWBUflFLLlIBhz7Es61mmnMCA3mij6NUV02t+LTuJ2YzEi8k/vxDu4luRk1ZdGnz2DO5/7MiInj5JwF9C+s52LVUnrLl3KpejX9c9Yzsno3rdmzsXw+iZzwz7lYYeFNrYFn3jAeFobypDCCxwWhPC4N58ksA9scYaQlBuHMc2Eq9WAuFjVKq6SByxu0TWwcY2UoZR8DLtUDpIx1EYVqTLX6uEvA5RhkqarWePVEjtXr8lrqaytgNwZ4KmipSpkKVj8+/zFoKc8pI9x8kKUrMaIr8alc9jw9tpQ4Jd5h0/LZHNxcT+PcWrbPrubAsoX0bGugf/8u+g610ntwJ/0Hmhk42MK1wzuV4N/ho23cOtbOnVMHGO0+zL2eDu6dOczd04eUayOnD3Ln5H5uyzp1kNudcn6YkdMd3Dqxn6Gjexk41MrVQzu5JsGlHbu4Ign0e7dz7cBOrso4oH1NXDnQzOV9zcqz1w+3cXDjcnJStVhTYpXRONpiHXr5XhXqsSqgJQOnx0qIomqNW9KZKAqWfM0FsEStUmFL3Q3iv8rRos/WosvSoM1KJGl6ItosjXJdQEtULRW0VFVLl6uqXJo/PEVLyoaKovURtHJ9oaUJPkN8mFVKh0lEZfxQ0RoPWj7g+iFU+dSuH16Lz/2khGkKxEDvW6JoSYaWgJbsAlnqUvxV4rcS6BKYEjAagyUBB6uAhoDXR4jywZfcU4Dsx2AlifRF1jFPmEUZAC0fK6qUgJbkZYkvS1QtZRX5drkmo3f0ZTa0pXa0MjS61Im50IY5U4snM5GM9Fhcul+Qa/kZbfV2Tq5PZ7U5gIPuKIa8Gi6nR3LUEMRxYwS3HDpe2PQ8dmi5aI3iYFIA50zR3PVY6LHG02D048BcF+1LMpie+Bk23STSsxPIyIojNTMBd5YeT5ETR3kKpvJkpayqzDgU/1OJBVeJDbt4L0olLNCGrcaNdYaHdK+D+VluNqXZ2ZJsojHZQnOqnbY0F3szktmR6WKZM4lSYwwVLg1ljiiKLCF4jUF49cHkJYZSpIlnldNGq9XMgSQNhxLjOZQYR0dMHEdidTRrjOREhGB2xWPzis9CIE+yyKS7x+exkHBCV5kkRbtxVaXirkzDXZpKekk6GXmp2K16EidNwjMhkBz/SPJDPuP4mni+uengV6Ma3g8auLpTw67aQHbPDuHg0jh2zopkvdeP0+s1vOtLVcqevx51MnTARLnup7g/+ylev0jKpiYqyzstltxpoWQGBOEMDyYj2UhOZRopNSk4aiRPy4mr1o270kVGhYetLasYHjrDveHzPLxxgce3LvHi1iW+uN3L61u9PL17hccPr/Ho4TVe3LvOmzvXeH97kG/uDysjnr56eIOvHt3gVy/v8eevH/DLV/f45tkIb+9f49HVU4yc2cX7oU6eXDrGlnkVHFlRw+Od87m1NJXRzWWcWlPFoRULeHb2NE/OHKJzcTWLDLHMMsayLMtMoSWSTI+W6QVORbFIKTEjXWUyyy61wklKqZ3SyhSOb13JpR0N7J8noFXAtbVZ5Ef5Md+ZzuudnfQtmsev9p/kn3uf8GZvO/3tOzm1s5HOjXMYaa6lf2Um+2s93D/cyN39DbTOzGZDVR4755VxbVMZbw/P53VvK//90h1+d+Ex3x84wX/tvMrvLj3nbzoucGXNSs5vWMPrk3u53zaD0ZZqziwvo3ddNvebC7i5cyZf9h9loH0LB+aX0LXcF/tweHElTZVpnG+qV4ZMPzi0nmcH5nO7bR5t8/PZN6+Mu7vXc6+ljidNhdxrrOLMijlMDwtlpjGec3PLebh8Lr/csYXHaxdwqCSL6ugpNOdG87C1lFPbq9m8eQk71ixk3/KZPO3aw4ntiykukYBP6ZRzK4qWRw0t/b2Klh2X+ItkdI2U8fO1JBdaOXfhMF+/HuXbpyN892iEP390i1+PXOHN4V282LaRD/v38qBjP/f6enh5+xq3zp1i5EIXt8+d5t6lHl4NX+XVjQG+eXCHbx6P8OWDG3x4fJsvH97ka4GpVw/4+uUobx7e4PWjYV7K38PRfp7ducyTW5d4cKeP0Xt9tO7fpOR6JXn1yogcUYWk/Cbju/SmMPKmTeOoxs2IOZOReA+j0Vncj8rmXlwKdzRWRgwpPLSXsjcumbwJ/tTEJbA+OZk1NgurTAbqLXa2uNJpLaikIslMQXQAnVUOXs118aYkhieFITzwhvOoMJL73kDuFgfwbKaRjvRYCmP8SEkxKuPIpLwmMRQKMI15f1SoUiFKUa3Glajkvnrt466oK+qgYt/rqffkTV89ll1eV/0cyi6RDOLdkhKi7GO+LBWw1F0FLxW0ZJdryj42N1c680TVMpb4ktQt+TpsWRpsybG4bHGk27WkOXSk2jRku/V4k82UpVkpdxupdRuZl2xlQYqN+Wl2Fk13sTQ3hRWFmawqns7qkizqS3NZV5bLutJc6styWV+ex4aKfDZUFNBQWciGikI2VPqOG6oKaagsYENlPhurC9hcW8im6gIaqvLYWJ3P1lnFvlVXwra6UrbOKmLbnDIaF1ezsDYXjyceq8Q7iFHdq8cgpVElS+sTWEmultxXdjku1CPp7mpJUN1V2BLQ0osPS1SsbN8SJUsgSwGtbB9oabOTFI+WqFg/VLJ853LtD0/RMvmM8EGGQoJNeQSbcgjUZ+GnSWNqoo0Qi5GoZC2R6ZoflA6lfCiw9WmNg6h8H0CpsCX7+CWAJYqWClqKolUofi0Z0eNTsgS65FyBLwEwr1wXCPIpUKaPx6KW2DErKtYnhUsFr4/K1ZiKpUKWQTxhYggdm7no28WH5YMsBaxK5M9jUoDrE2iZ0ZZalDKmpcCMOVlq7GEsmplAwzIDDcsSWDU3hKVlQczSTWRttD/9WSaGM+M5lhjEqqmfszrsM04lhfLMY2bEpaM5dgoL/f8jjSGfMWCM42F6Ep32COoiJ1FjDWZtXSI7NurY2ahn26oEltdEk58WhDMlDEexlBA96CuSMSlp4FImtOApFk+DHelAtBfbsNd4WLx7KX2Xj3Lv1EH62jZzqnUdJ/duou/Eboa7JCqgmV4Zv3BqLwOn9zF4ah9Xju/m0uFmzu/fSk/bFnoPNHGlYxeX9+2gt2UjF7at5VT9QjpX1NG1ZA5dC+ZyaP5cNsytYe6icioXFjO9NsPXTFBsVozl8kNdDPHJxQ6SxWtX5sZckYy5Ko3UGblkeDMwxkeTOjmAugAtCwItVE4MVlLsb7Vo+M0tN39528531zw8PmWlryWc05un0b09mFtHDXx51cM3N/T8xYiRD5cz2eQNIMvvj8iZPJWUP/PD/YsgshP1pFqNOOxa3CkGMvOd5FSmk1GdSkptsvKm6qj1gVZylZu0Mhf5VanUzilg3qJSFi2tYNGSCmVfuqKKJauqWbhmJovq61iybg716+fRuHEBzRsX0rJpMbu2LqOtZTUH2jZw7NBWTp/YSc/pPZzrbudM1x6O7G/gUPMShk638vRqF1f2NXO9pYGRdXX0VVi5PMPJ4NoZPNjXzJPDe7i0bj4n5xSwMc3IYns8LaXJ1FrCybLFUOj1kFFkJ7XEikdKXpUuUqrcSpmooMTJ/nXz6G1ax8EFOdzemsNgfTb5ujg2VKzgL09cZ2BNI39/5paiQj1q2cO5Pc107d3Jyc1zGW2ppW9ZKq1lNm6MBYC2z8mnqa6MfYuqGd5UzosDs3k/eID/cvcWv+t9zD+dvcs/nR3lr9qO8teHTvBk9y6eHT3M++5DPNhTy61tpZxe4mVgaxFP2ip4dnQ1b3sPc7ZhOfd2beEvT5/iN13neN3Vzo2WVfQ2r+H15RM871jG94cqubtpOjvLLbTNLefOvkbutizg/mYvD7aU0b9uNk2F+QysXM2d1cv5zeHzfL+zjb851MOVNXU05js5WGHmSVMx17ZX0bK8mi3zqti/bAYvz+7jxI4leIttPwAtGcWjdhn+a6VDSVN3KQGavvBNeQOx5RnoPNvO1x8e8v3bh3z74j7fvBzl2xe3+NWjIf7y7iC/vnedrx7e5MWjmzx7MMTT0as8Genn4e0+7g1fYOTaOW4PdDN8+TQDfSe4fPEIly4e4ezZA5w8tZsjR3awb/9mdu1eT+OOFWzYspC1DfNYtXY2S1fWsGB5FXNWVOKty8Gu/Pw0YSuzIGGhNhnvJap3thFLWABzgqK5rPfwKDGV0ZgsRqPyuB+dwcOkZIYMbg7EGlkVkUBtZDCL7aG01Wk5vkbLyXWJdCxKZGdJFMvdgaSF/4SqpKmcrXbxbKaDV8XRPC8I4qk3lKeFETwp9OdxUQDPZphpc0WSGzWJtHQdDgmNVqoIokb5IEmFINlVOBqvRo2HL7muLEksV9UsKSOOgzL1efX1xr/Wj2FLBan/HWipzwmAqRAmsKUMSpaOw2KfOV4BMPmz5CVhzkjAkpyA1aXB7ElC59Gg9yRidSTgSArDHT6V/OhgSqJD8UYEkRsWQFaoH5mhfkyPCCAz0p/MyAByo4PJiw5W9vyYEApiQ5Ul17IjA5WVExVATpQ/OZHTyI32pzA2kJKEYGUVxwdREh+CsieGUKoJoVwbRo0hkuqkUEoSg8ixR5OcHIs9LQFLVhKWXD2WgrFOymKZayhf909wJWAlv2jI/hGyxjxXCliN82CJD0uXm/gRtETVUoFL3eWaNleUMN9SvVly7lO2fCb5PyjQUszwpgKCDRLvUECQQSBrOkH6LPyTMvDTOAkxm4l06whPSyAiPZHo6Vpis/XK+qRqGYnL0SOKlQpXUkYUkFIBS4UqORfIGg9a6rmAlShYAltyrC4VtsRAb5KcrRLxcMmzvtl5okRZymQ8jU/ZUuFK3ceXGH3djRKK+mnJc8q5mPJLfAqWAJa6jMVyLKVDqbXrMZWafJSeHMqCmYkMnsjn2eV8ng1M5/FgMi9uZnPtaDrrUwLYmRjMnbQkRlwRnEuK4YjRwBFPPCf1QdxNSWLYFccJczBHXeEc0gXSZwjlhTuSm85oNif6sa0qmmfXC3kzaufdDSPvB9N5damQs23JlJdMxZgxDZOE31V4MJUlYyt14S6x4SyxKKU6McHbCm2kVCTTdnQr3965zH+60MNf9/Xw4uwxZU7Wg6Fe7vSfp3XzGs53HuTx3QHu9J/l4eAlPjwc5cXN69zpPcfr20N8/egOz65f5O3tAb56codXj4d583SYLx8M8f7OIN/eHeaXD0d4//A2L57dYvjuJeasqsWUp0dfaMAipUPxZyndhzbl3FThwiDhpTPSSa/Jxm7Q4PELYm5gEqv9DKycqmdpQALVkyawwjCBgSYHX10v4PuRNL69KaXEGL4ZDeWbu+F8fVvD1xLvcNvOF30OdtdGkj/5j6ma6McyPw0zP48i83M/su1a8mozSZmRTnJNGmk1qaRVp5BWlayM5EmpdivjO5TxNZXib3MquVTuAhPuXBOOHD32bN9cN3eeEVeBCad0c5a6SCl3k1pqVwzUuWVWckpt5JTYyC6xkVViY3qZnellstvIKLUxvdhBntdOsdfKxuWVDBxr4fX5Dh42reFckZNuTzjdngiOpevpqvVyvCaP5pQEjlc4aczRscASytEZGSx1RCiq1ozK6eQWOckslbBMX/BkcpWH5DInOYVm9q6dzcDuzXQs9XJjax5X6vPItjpJTq6ja1Ubf3/pOf/c+5S/7x7hxPIFdLdu43TrFk6tq+RRSyWXFjtpKbNy51ATw+2N7F5QSevyhRytX8zNLdU8bp/Fm6v7+Yv7g/xdzzW+29fJfz58ib850MPouhV8OHmMv701zIeew4y2VDK8sZCTC7IZ2lbEi/0zed+9lWdn9vLh0Em4/JrfXXjCP126y/935Q6/udDJ/ePN3D+1XXn2V+25DC+30OTV0TK7hOGD2xlqXszNhmKeNtfy266LcPkVXHoKl57xu4uP+d3ll/xj1yBvD7Rwbt08+taW82RbKXcaS9hencKqogz2L6nl+Zk2jjUtJtdrUhQqJdqhRszuvsws1aMl3iw5VsqHFQ4l+FNKhzIfUJRbQ4EeS56ezbtX0zd4kr7LnfScPUxn9wGOnmnj4Ilm2vZvpqllDeu3Lmdpw3zmr61l9ooyapcUM2NpMdWLvJTNzaFoZiYFtenkVHrILHeRXuIg2WvBWWDCkW/AlqvDmqPFKL/9Z2sx5snnFs+LHsPYm5Q2X69E1iQXW0mXqAUZ/SVd2TI/tdSJJVmHMXAq68JiGTCmclOXzkh8Jo8TcritSac5OIzaoJ+yrTiUG81uXnRm8PpiCm/6nbzsM/D8XBLvLlh5ccpIz4ZIVqZNYUHiNE7k6XhQreWF15+X+f48zw/hTU4gXxRHM1xmYH7iVJINQaRIfI78zC02K5ClmKf/DUASUBIwkl2FJRXExoOVek99fjxMqbClXpPzj0tm+Y0pVONBSoUu9drv25WPldeTSA2lQ0+69HzH5kIdljwdtlwj1hwzxhwzunwLulwxm+twJIUwPXIaMxIjqY4OozQskJKIIApC/ckJmkpuuEBTIHnRQRRGB1McHUpxdAhFUSEURYfgjQ6hMCKQ/DB/8sOnURjtj1dWlB/FUX5UxAVSkxjMjKQQZiWFM1cTQZ0mnLqkMGZrQqnThLBYF8GypHBmRPuRofEjNS0WZ3YS5hwd1jwjtjwxwqudlOKz8oGV7Ia8pI/nomgp18aZ3NVOwqTsBGTpckTR0iolQikhCmApZUSBrpwk9OLTEshSYhyk01BKj76oBx90SflQ+4elaN27JCN4ZPxOoWKEDzL61KwgXY4CWtOSnISarUS49ISmxCmwJaAlapbA1r8FWip0/WugpUKXClhynjQWfCqQpapZahiqAlxeC8q8RFGZSmUWoWRZSYegFaOktpc6lBKiCleqojW+fCjHcl99RgUs2X0Kl5j0Dei8BnTyF6dQuil8ipbAliz5hyL/AI2ZMRQURXLxYBZfX03ny8uJvL4Sy/Mr8Xwx5ORup5umHH/2a4O454nmsdOfEU8M19PM3EjVcsMRzahTPFpRik/rXnI8tzzxjDjjeGaO4pFNwyF9CNsKpvKo18L7G5F80x/Gh8t6vuq38dVwGsfaTHgyP8eUG4NFVKHSFAW0nFI2FNVNhrVKg0CBvLEn07ZrDTeaGrha4OVueQ2nCrx0LlzAtrpZrJlZS7bVyKpZNexcv5KyrAxmegvZv7WJ+rkLaViwhJ72/RzatpX6upnsXLGUjh1baN5ez6PRQW5d6GLLwjns27yeodMnlNby04d3cXfkMis3LcSYo0NXoEeM+mKEF1XLrOySCO3EWZVCWu10MnLdJIeEMnNqNOunmVg/SUf9lATWBCSweFoCVZOCmZsUSPsindKJ+KZPx9fDWr6+ncBXt+P48noSry7Zub7XxrbiYAqn/AnVn01j9SQNm36uZ+PnicyaHIQrdALu6fFKkKejxoO72kNKtYe0Sg9pomBVuUmtFiXIqXQeijE+VVlOUsRYLm3xyrgSO2llDtLK5bobBWjktWZ4SJvpIkPWDBeZNU4yZN6gDCaWUS5KAKZN8fKklDnILHWT6bXjLbSxanYOB5aU0lGRzD53JB2mqXRoJ7PfFEFrmpGlcX6sT5jE+dke1mdEM1s7lZO1aaxxhFOkC6G2MIXp041kF9tJr3ApA3ZlLp27zE5WgYndq2qVINGOFeUMbi+ie00hGRYXztyl7N58lNHdXQytbWJnZRmt8ys527qJ441LObYsj6c7K7iw0EFLhYtR6Ww6sofmRbPYMLeO/fVLuL59Jo8PzOf+2V28GjzLmzPHeNd+nL84fJEHGxvpX72MV10n+PWt67ztPsTd5gpubsjl7IIMbm4r5OHuGn7Z18ZfD1zk77qu8c8XH/G7C4/g4jN+2z3EX3efU2YW3ty3lOftZXzYk8ulpR62l3vYPquYwUPb6N+5jCtri3i3dx3/fPEJ/+vCA+U1xC/2Py885G/3HuOrxg383cl+Xh8/xMuTzdxtruTmjhLal0ynvjSDtnkV3D2ynbb1M5ier1fK8PZqiXYQ/9VYsnjlp5BSnxFeDPEy69Dn0XJKknm52B0sisE3udhGVpmH6cVuUr0OkotduEs9uMrdSme02BCMuUb0OTqScpNIzE0gMTeRJPGyFOqU3CWlTOMV5UBM3iZl+Rp1TJhEAZK4AWnkkbDlMumctvm6kKWLemzpx3b5ZcdZIjEwkszuwFDlQF/hqxBonbG4AqewKjKKHpOTO+YMhrRpNPlHsC7Rj/Nr9Hxxwcp31zR83Z/Aq3MJvOjR8LIniRfdsby7GMd3V+L4/pKeJ0dSaJ2hY755Kgcyw3hWEc3LwmCe5gXztiiGh0U6NuoCcYV8hi0lBnOpEa38Qiv/fd5PnisVnlQoGg9RKmiNv6Y+J7sKULKLB2v8Gv+x6v3xHysme/klWwUrValSz/9NwJLyoSyBQMmbGgMt9fsoapsEYFulNCrd+NIcJnFEBVasnnhSE4KYlRTBwsRwaiMCKQ+dRlmYvzItozjMj5KIAEqiAymNCaI8NojK2BCq4kKVvTwmmNLIAIrCp+EN9aMo3I/ymAAq44KoigtkRkIQdZpQ5mnDma8LZ4kuklW6WFbpY1isCWVxYggrNCGs1QSzKTGU1fFB5EdNIMUagitbo/ydtuSZseWaMBfo0RVplcgKQ54WU74PuAS0PsLWWJehoUDAyNdNqJYNfV2FAlpifv+XoKUCl058W2NeLFXFkl1g6weg9YcU7zCqgFa+AlrBpgIEtIIM2QTrc/FPms7URBfBRivhTj3ByXGEpcYRPT3po6KlwpYA148VLRW01E5EFa5UxUtVtpTronAJaI3BljLWR5SvfMne8iXPC2xJurykzcvgaQEsGdcjXX8KeAlsSVmxSAztYnT3md0/gpaoXuLDEs+WPCNmeGW3YfRaMUrZUtLrxyBLRvCokKXsaglRlC35M0yPoXZGHCOns/nmgp4vz4XxvDeSpxcSeNtn4c5RM035U9mvD+KeO56nziBuuYMZtEdyzxHPA3scD2xRPLZH8dQWzRN7HHes0dwaO35i19Gpj6beMYlbHXq+uZrI15cied0Xx+u+KL6+pmX4jIeqsiCsKRFK1IW11KOU5uxlJqULx1Bpw1jpxFJkJ73UTfPmhVxvWMkZnYEzobF06qwcKSplQXIys7KzSUvSsGZmDQ3zZ+OIj8SVGMuswjzKM5LpaNpCx/Yt1BXm0TC3jlVlZVRlppGbncK1vnN07W7FFhlOZWEOLRvr8botFKVY6Tyyi/rGJZiV0U06pZPTIpEUYogvtShm3MxSF9kVaWRVpGM0xeCcMo26yVEsn5jA4olxLJkcw7LJcSyeqmPeNANV/hFk+/2U2aY/Y2elPydXx3FuSxI9WzQcWxlHY3EIMxM/o3jKz6mbGMTaKRo2fm5k258a2P6ZhnXToin1n4onxp+0AgupM1NwVcnwWd/MOikHpVS5SKl0K12HKeLJkSHCAklSNlICQN2kznCTNsNNeq2T9BoXadUeRQ1LrUlW4iBSZ3lIm+UmfaaHzBkeMmd6yJiVrJynzZQh1R5lUHW6eOdqUkipTCbZayUnV8+MnCSWZ8azMTWWJlcYe2wh7PVoWKQNpXDS/0urM4JLc1KZo53MrNjJnCxzsVI/jfyoqeTbEzFqAknN1jJdGQcjfjjfm+r0AiMty2q43NZER/0sBltn0L9rEWvn1LF25SbatrfStmY9uxbOo2PVYrq2rKJ75zoON8zn+JoyHrbOomu+i+2VadzvPsbIyYPsXDyT5dXl7K5fQv+OOu4dmM/d7lZeD/Xy3cBlhlpaODxnLkfqZjC8q4l3A728uHyBp6faudtcxu31mVxZks7o9nzu7qzk1wMH+fv+a/y2a4B/OjcKokJdeMT/PP+Afzw3woODTdxpr+Pt4XKethbRsTif+soCmhdUMnKyleF9DZxeIH6ztfzdqYtw8any8fIa4hP77bFL/Ka1le/aD/Ly9FHe9R5haHsF9+LB4gAAIABJREFUt3YWcXZzMVtrcmifV8mNA5tpWlFKWm4SMujYViM5TzY8FTafB0t8WOWfxrl8jHioEID2dRw6JNuu1KIAgyFbiz4jEUNmEsYcrfJvQhQMU6F4Uu1KF7bE3EiopaKel4qCblagSbL9zPLLiSw5VrLynErJz1YpzTFOLFUuLNVuzLLLeaUDi4y+qXIg0Q3KtQqHoiIbK+1oq6zoq33dyQICmsw4El0RGG2R2E2R6Kb9HOcf/wdWTA2kU+ugMTSKJTGTubzexi/7UvhuMInnveE86g7jzblE3vRoedWl5XVPIu8uJfDF5XjeXzbyy/403l3IY/eCOObpfkZXeiTPyzQ8LY/hVkUC28wBpE/7KQ5DBM58UbKSMBYnYVY8P744AItiaB8rI0rpcKwMqILVeFgSSBq/VKiSXz5/vNR7Klj9a6AlpUuli3AsomE8YI2Hrh8DlyhZspT4g2KD0nGo+LPEozV2T1G7SsTPJdcMipIn71F2Uc3NEZTow1lnTWR5TAC1YVOoCJtCechkykOnUBkxlcoIP6oip1EV6U9VtD/V0f7UxMgKoCrKn7KwyRSHTKQkZBIloZOoiPKjNjaAWfGBzE0IYkFiCIs0ocpamhjKmqQo1uqiWJYYwrLEIFZrgmhIDGR7YjDNuggWa0JIiZ6EMz3elzmZZ8GWY1GULUm614sHS0CrYBxojVO2RNFSIUvdVVVLdsnIUqFKVbTGlw2VcuIYWAlcqSVEFbR8sKX7w1K0BLSCjXmEGgsINuYT+BG0cvDXTGdqgotAg4Uwp4GQ5HjCUuOJzNAQk6X7CFs+yDL8b0FLBayEPAOJEgkx5tMSwFKUrfHjfCQKQmYp5hmVEFGBLSV9fiz81AdYPtD6BF6SvaVClG+Xv7Bq2fAjcI0zxwuQCWQZCq2YCn3lQ5Gs9UVG3xoHW6oxXiddkcVOdNkayqvjuH48g+/77HxxNp4nF7Q8v6Dn3SUDD3vMtM0Mo0UXxi2XlSeuJK6YQzgYNYmrtjhGPUmMOuO564hl1B3PLVcCpxMCOJXox730OB6kaOgyx7DaMInBVitf91l41xvB0/4wXvQH8/XVRB6ey2RxbTw2ZwSufMkKc2GpMGIr12MvNWGotKOvdCmNBM4SO+vWz2Jkz2ZuFnkZsDoYKiyie24da0u8rJkzk+K0ZOrnzKBx8VwqMjzMKshieU0JC0qzqK8ro2HeDOpn1bCiooKFWbksLSkhO8XF9rVraFuxmuSYWMrzs2jZsp7anAzSdbE0NSylYdsy7PlmEnI0vpFGZRZfcGmFz0Mko3hyajLIrsvBPN2I2xBPRWIS1TFJlEdrqIjUUxWqpzo0iarwRLyhUTh+MYmUKZPIDZhI9rTPyPL/jAz/z0id8meY/+TfY//pTyn3C2HFlChWfxbDip/Hs/rnCdRPiGPl5CgWTIsiZ4IfHlMMaZUu3DKMttqh5Gf50r8lC8mjKFqK+iTloh8tAa7kWgeeGTZSZjp80DUjmcwZqUyvTSWzNpmMWg8ZNR4yazxMr5F7HjJqk0mvFUDzkD4zWfm4lJluXDNTsFd5cBWbycxNxJsZT1lqArNSYlmTGscio3Rh/ge8wZ9xstDB/kwNhZP/A4viAujINjMz+GdkBk+g2KUj2RZNZpaW6cocO98sO1exhbQcLVsWlXN+5xY6tyzh+YUmfvOol2/vXefDjV4e9xzhdsdubne0MbR/F9cPtXLn9D6GT+3hXk8bb3ua6FySS0NpBvd7TvDwzGHal9QwN9tD45JZXG9fxeOjq7nVuZPHF7t53t3F9X37Ode0jb7mRkaOH+LNcD+vhq7w+NRebm8v4VZ9GkPLUnmy08uj9lk8P7aFgU2r+e25B/wvgSNZFx/xTxfu83e9N/ni4n4eH5jN64Ml3NhRxo6FVSwsLWHn4loe9exl5GAjp+umc23VdP7bmYGPoEbfK/5i/2H+W89t/qHzEu8PtfO06zjPzhxkaFMF9xoLGdhYSlNFFgcXz+De8R3sWlOtgJa049uqZWCxbyag+LBkTp5klQlsqdEOck3uKXMDxaelgJb80mfB4jVjK7JgL7ZgLzErJX5paHEXpyiZgVK2c5TZlABRCRJ1iMdSaWqx4xSvZZmMg7IrIcR2ZXdhL3NjK3dhK3djrfQoy1LpRuDLUSkzC53YJVKl3KHMEpSPk9cS/6YoXLYSK1Z3DNaYqaT4f4538gSqfzGRus8mUvv5zyj/6Z9S+UcTqPjJZLyTfsqhhRreXUnl6yEtQ4fi2DYnkPqSz7nQGM3bHiPvzmv44qKR0U4DHVvCObI1mkedSfzmmokX5xysKwxgSeRkruSbuVwaz2Ljz7AE/hGW+CA8qTY8uXZchQbsXi1Wr84HVKq3SsqHH5cPpv410BJYGr8EplSAUsFK3dXn/i3QEn+VokTJrkCRL+JBDPJq0KmiWo2pVwpwlfqM8CpoSayDTn4mi81DUcd8OV+illmU1zRgLtVjLDFgl9FZaRrSdCGsSjHQ7EpiReQUasMnURE2icrQSVSHT6EmYgpVoZOoCZtCbcRUaqKmUhU5hWp5NtqP2uhpVIRPojxsAuWhkygNm6Dcnxnrz5z4QBYkBCngtDQphCUJgSyLC2KFJoyVSeHItWXaYFZrAtmoCaJZF0KbPpImUzwFkZOxWEIwi0e5wIYt16KUD42FOqWj0AdaPm+WqmYJYI2HLFGwVI+Wb5d4hsQfgJZeSoTjSocCXgp8SalwbMbhvw5af2ClQwGtIFM+IeYCQkz5BBvylBVizMVfm8rkeCvTdGZC7SbCPEmEpiQSka5RfFox2VJC1CtlRFGv1KUClQCYHAtQJeaZScgzEy+5W7IKTEgau6bQQqLcH1sqfGkKfOZ5n9r16Tm5LmAloKUuFbT0pQJaPiVLMcqL2VPxcYmXy7fkXPKclCHR6n2JchhTqXxRDp88Wqqq5fNqCXyZSSpykOR1Ycg3kOmNYtcmKy8u5fLusou3vSben0/im8taXl1zc2S9lvW6YPrdbh54zFx1RLI76nP2JQYwlG5kJNXIiFvLvTQDg24NO8NkXuAUbqUlcDclnlOmcDZbpnFnfxpfDTn4MBjN+6uxfDeo5c+HPQwcSaY0PwB7WhyOIjfWUvnBa8JRZsAhQXqVDkwVTozFNhzFdlaum8XL6z18f/4kvzrZwbfdx3l1/iQjZzu5c6mH7gN76N7XSn/nYQZOdnDj7EmuHNvP1eP7OLptPZePtHOv9yxHtm6hY9NGhk+dYO/m9exYsYwTmzfTNH8+jQvncXT7FlqWLWDVjDKO729ie8saXAUWknK0mMY6nBSPlrxRSXp5qZPiefm0dDRy7PRejrY30dm8RUm63rt5A7vXr2XP2pW0Ll9A8+KZbKirYsXMKpbXVrC03Mu8/Fxqp0+nLNVNUbKFbGsiqfoYvCYddVoDdfFaZsTrqYnVMSNOw6x4DbM1OnLDw3EbosgqdZBZ5VbeIB0CW0qJSBQuty8nqXrMfyNZSWNLku0Fzjxj5SRXtQ3pRkupdpFa4yatxleCTJV5iTKcWlG83KRXu0lX7sszbtJqPcp4nOQx472zxo0Mwk0uMZNaaCQt10h2jp6i6Umk6QJwBfycNdZEDqVbqPP/GYV/+v/QYk5gp0NH9uSf4IyaSmG2hfx8G7kFZjKKzbgrrCRL+GqJjbTMRNbNyefMjjWc3bGKN1c7+M3Ta/z1s1v87f0rPDm5m4tbV9KzcRmHltVxevNKvhq+yG+e3uI3z2/xV/cvc3L9HFZ6U7lxvJ3Rk+20LSyn2BBFw4wi3lw6wq8GOrm2p5Ghtp3c2t9G364dnNq2gZ6WTVzr2M3Nrg5Gz3Xy4GQ79/Yt4/rGIq4sT+fO1iLu713ArdZlLPckcKS6ig8HTvG3J67yN8evcG59PS97TvP+YjuPW0t52VrIqUVprCvPZV5eFu3L63h27gAPJXdrYR6XFrj5Ylc9vzp0jP/afY1fn7rMy327ed3eyqO2TTzqaOF+535uH2zm6taF3GleyPWmRWwty+DIilk87dlL+6Y5ZOZqsRUZsFf5OglFrRKwEgVLIOuTqiXXxJslAGZXPFoCXtL4oSi4CmAJZFmQMGGXhKCW2nGXOHFIqLAoGSUWxV8p9+X4owJTIlMe5JqMkpFuYhs2gS0lLkUgStQtH1DZKuRY7knXo11ZPgXZ9xrOMX+kZAkajBEkT/k5y/z86AiJ5ExABOemyYqkOzCUU6FRtAfHU/rHMl5rIneP2/hm2MAXg0nsWRbMyvwQVueH0VA0hVv74/h2SMezc0Z2zg1hdqofM9KmsHPeZF6djeW7a04GWqzMN02mOi6A3LhpBE76KX6BAYTFxhOeoCPOYETnMmJWJkkkYSvSKd4mi1fKpKIO+ZaAj2pytxZ/Kg2OV7LkWAUsFajU/cegpURDjMt6UsFLfT1FQVOUNF/oqC/6YSzkVGBJWT7Tu3QpKueirKkhpQqk+cqPSqaWzMotNSqdjI4iE65CEzYxy8u1Aj1uazizzbG0Zthp0IUxN3wCVWGTKQ+bTFX4VGoipirnFSETqQ6ZRK1ci5qmrOrIqcgS0KqJ9qMiYhJlAlthE6mOmsrM2GnMjvVnXlwgixKDWZwYxOKEAJbEB7A8KYSVujCW60NZqReFK4gGTTBN2jBak8LZa4hlmTYMR8xEzMnx2AvtWAtEqDBg9OqUEFYBKtUEr5YOZdeL2T1HYEpM7wJWn5Y+91MwqeLJEtVKVo74vHQ+j6GAlni1xjxZcv33gdbsZX9QgaV+BJql21BAS7xaBYQYpZSYQ4AuhUnxZqZqTQTbLIR5DISmaAlXug81xGRLCVGULR1xCmj5OhAlqPRTvpaY4dVlUcbcyKib+AITCTL2xmtRoEvA6wcr30hcnkGBMnle4/V9rCTMa4sl4NRXQlRhS919BvmxWAYJGRVvxJi5XRQptaPwY3SDZGWNlQTVXX3GB1efDPGSfKvzCujZSfI6MHutuPMSKC6JpK3Rwa3TGTztdvCy08jLLhv3zmfQukzDvOjP6bEZeJJq5Z4njtO6qWwO/BnHDBEMpBq5mWpmOMXISU04m6b8GSf0IdxPjuJBcgwndCGsjf+cwSYHLy67lHE8r8+ZeN3j5uYRNyvqIjA7J+PwWrCUJSvBrpJUbC8zK54S+WFrlVVqxVVsY+6KSgaHung0epmHN3t5dLuXx3f6eDJyhSd3+nkyMsDj2/08viPdTld5fneQ5yNXeXnHt16NXuPVvWs8vzfIy/vDfPF4hLcPbvP63jDv7t3k3d0bvLt9nQ93b/H+3g2+uD/M+9ejtB/apoCWyLqSp2WrkN/0rUrshHQ8yWzJ2qWl3Lpxll+/fcgvH9/mu0e3+PrJXT48vsuH+8N8uHuV9yOXeHu3j1f3B5XOrCf3hnh48woPrvcyev0iw1e76b94nN5zRzjbdYDTR/dwal8LJ9t20LmniWMtWziweS37Nq6ifcNymlfPZ1vDAra1rGDeygrFayVvQpL8Lcst5UJZVb6SomKMl0TwapfyRuszQPuOVUVD3mBF0VDLSNLm76q0KQOJPUrQpV0Bso+lyFoXKZLPpEQGSIzA2Cq3kyzqRqkVj9dEcoHMhkukKlXLpjQLC6MD8fzJ/8WssEkcyrSzWhdPWthUkt1xpOUbSc8zkJVrIl0y1CS4ttpJWrGVjAwNGxYU0X9gM5d21TO4fzvDx3Zz40QbIydauXFwO9f3bmGwdSOXZBjz7o087OngzcBZ3l2/yJvBc3RtX8vupTMZOblPGY1zZMNClua56VizgHeXu3jfe5qLG1bSvXoJl7aup3vzKvatmsuJbau5dmwPp5sbOLm1nlvH9vDnN7q5d6CewcZqBhqrGNq5gLuH19O1biZd6+bStX4xm4ryqdbryEuMo3vHRp4c28TznSW82F7AoSorC9w6ZjgNHFpVx4PTexk9uoOupUWcmOni2voizizNY7BpFQPNW7ja1MjV5o0Mtm5heN8OBtoaudrWyGjnXj4MnePNpRO0zMqnc90cHne307y6hszsRNzFBiWuQRQt+X6q399PwPXpmgJZH9Uu28cZewJKNhkHU2L+wTVJQPdBlYRw+u5bZfbev1i+VHTpFBRwkqBi30gaXzyD/Nv3Ld+0CAEt+bcm6+M9+TOUmbFW2DHkmYj1/5x5U6ZyNjyW4eBwrgUEcTUgiP7AEAb8Q7gWGMqZoBAWTf4zDszT8u6qhw9XYvjyioH+dg03Dju5fyKLC9viuXskjg+DWh51x3N4dSAXt3s4vcHFrnn+3DwWyVf9Fj5cSKexJozQiT9hQlAcfrEp+MWk4RfrwS/azeRwKxNCNUyNiyAhNR5nsQVboRkBLfFsSbVBym8ylNlUYkAgS4Wh37cLXMk9FbLUXfl+KOGkJuxjuy+Ly/gxaFNV0KScK+XLj69TJKrZD71eSsjpmP9r/OeU77cPxHxBqFIm1JUa0JYZlEYmp9eEp8CCo3Ds+zc9nlxTKM0ZdnbZ9SwWlSpiIqWhkygL9ZUNK0KnUCElxODJVIZMoTrUj+qIaUopsSJ8ChWidillwmmUR0ymJPQXVEZOoWYMvsTYPic2gHlxASyID2RRfACL4vxZmhjESl0oy7XBrNKGUJ8UQkNiMJvigtgeG0R7UhjN5mjKo6dgi/cjJVemptjQFUjSuw5Dgc/8ripYsiuQJWXB7IRPkDUOuFRly+e90iiAJc0bqglejtVzxb/1A8DydR+qpUMBL3mf+cMDLVMhgYa8McAqIERULaOAVhpTEqxM0ZgIsghomQhP0RORlqSUD8WrFZPl60CMy5bSoS/u4RNY/Qi4CswfYUrgKVFUK1ljcwYFtOLzjcoSyIrN1StLriWK8qU8Z1RmIapDqwWwBLqSvL6lH9cpKKAk0GQp8+Vi+aDLF9cwHqIEutTz8TCmXpPdB2YmROHyzUq0YPJacRaacWfFkZUVzJyqcDbMj2VTXSz11TEsLAhiXtpkVlt+wX59MPdT3Dx3mbnvSuB4fBCNAZ+xPdaPPZZwmhL9WTvlT9kd7sewO4FnzlDuuxJpiw+jLuQn1GdPY11lIOtmB1M/P5zFtaF4M6disfphm67BVurBUOZCXy6jd6SzT9q2pbNPzPBiPJcsKwfZ1SnMWlTCvGWVzF1eyTwlkqCWxWtnsbR+Nkvq57Bk7RwWr53D0rV1LFtbx4q1ddRvWMCWrSvYvG0FDY1L2bRjJVta1rK1ZR0tbZtp27+N/YeaOXFiL2e7O7h49jhXek9yrb+LwaFutrStw1lsJSlXq6iM4neRkoqMEpK0eMnXqljiZej6GX75apSvHw7z1cNh3j+8xV88GeXXQ/3cbNrC+c2ruHpkFzf6TtJ3+ggXOw7Qe6CNwWMHGDl7ijc3B/jq/i1e37zK8+ErPL/Rz+s7Q3z54DZvR4d5/+Am3zy+rYwh+Uayhx4O8+H5TV48GWR3+wayyiXXy4KnxqXMs3Op3WRj41YErNS2fqXDbOy+gJh67isn+UBLjpWlqBwy39H3Ju2WQMuxpQBWjROPLAExBbQciuFeSaavsJMsUFpixFmoIz9XT1VyIlnxfrhjJzI7NYH6DDMzzfFkO+Lx5OiwFehw5epIzzWQ6hVFy6Z8voxSu6KObVxcyvDRHVxuWc+Zzcs5uXkFnVuWcWTDPI6sm0PP1uX0tqzlYstazu+s50zzGrqa67mwewuX23cweHCnEoT4sOcIj84e4+6pgwwc2MGFXRvobVnP9batDO7YwMD2dVzb2UD/rg1caF7L2ZZ6Luzdwolta2hfvZDevdv4/k4fz87t411fO28v7ObO0c1cP7yRoYObeNHbwd1Te6nLsKGZ+BPKXUYu79/B6P41vNpdzfMdRVxeVcTOqhwWplnpWDmbawca6W/byNElleytzeRu+3putjdw48B2bh9qY7htN7cP76V/dxMnNqxQ1p3OA/zV49v8lzeP+H50gCNrZtO1cQG3j+1g06Ii0jPj8ZSalK+hQ+kmlO/jJ1VLYEu+zzK0WAUw9e+Bel0daKwqVOp1VVnx7QJiEsrpe8O1SO7c+FU2Nn7mI1CpoGVR5vpJWLE6308JLh4370+9LmNrbOUWLBU29JlazFM/Y+u0EK6FxjLgH8C5oKl0h07hQvA0rkwLYsA/iKN+E1ge8jndDcl8dS2dD73RfHUxifdXLXw5aOeLyw7e9Op4c0HD23M63lxM4OX5eKXz8P05Ny+6jLw4G80X52P4rt9J51Y9Ok0Ik+OyCHPMI8Q0g1BzLWGmWkL0NQRpi/ks0srE2AT0WZIDKD5TE0ZRfOTnupTlSsbUonFeLSkjqqVE+XqqsPMRjv4V4JLnHCXmj8qhkgo/LvRUDd5U1TMV5uTzyOvLxyvA9qPypPq5ZRf1SykXFpuwF5kV5UpypwS2ZF6u7zVlnq4NR46GZHMg85zRtGZaWRUbzIzACVSGTlYgqzRkEqXBkygLnkRFyBQqgiZRETiRSoGukMkUB0+kNGQiZWGTfGXD8IlUhMn5BEXlmhUXiJQOayOnMivKj7mx/iwUZUtAKz6AZZoglmkCWRzvx/LEANZpQxXQWhc9jc3RfuxNCmafKZpN+ihyQyaRbIlW/GTGAulsVU3wPgO8Wjb8MWiJojV+qaClzxdVK0kpD6pgJbDlS4rXK2VEgSjVm6XuAlc/Bq1ZSyP5H1/+x39zZX3o4N999ee/d3X9wz8i//t38n8N//m3v/dBeZFlH9b93k9299JUAk2FBBl9SpZaOgw2iCk+g6kaJ1M0FgJNZkJdhjHQ0hKdqVVM8T5jvA+yfGN5fKN3VEVLyoe+EqJZUacEmgSoBJpUsBp/rl4T0Bq/pOQYn29QhlarkCXDqtUl13RiUFfKgD4VSoUmVaHywdInqFJBavx19WNkV++roCVlRzmWqeuibpmKLFgL7TgK7Diz9bjSY0jPjCEjKx6Dbgop+s843GBlaLeDXTlT2KsL4YbLyGOPkVtOLd3GCPbETWVr9CR2xEymIymYQYeG+85EnrkTuWBOUCTjw4s87F/hpMT2C4zRP8HiDlbG/TiyDDjybDi8bizK/EUbhjIz+go9pnKjomgJxCiKVqUDh9IN5SS52E5KqXRGiS/JhavChVOCQ8vdOMo8OErd2CXbqtSJs8SBu9hJaomb9FKPssu5lDmcxU6cRS5csrxO0kpTyKrMIL8mm9zKTHJKUymszMQ7I5vMqlTFCyLdURIIKwCoeFfKfWnxUk4sXlhA/+Apvn5+hy9Hr/Hu3jXePRji+5tX+fpwB6fyvTS4HDTOrmD3ltUsq66gNi2FqhQ3DXNn0rR0AXvWrmDPupVsX7qARWWFzPVm096wmkONG5Thu61rl/D8Wi/fP7zJt/ev8/3DYb59fIO3Dwc5dGAzBdWpStirKFnqPLtkgaux1v3xmUnjjwWy1KUqWyp4yRuvr9TkgysBqx8v8Xqp16TEJ7DlqbIrJcfUaulSlPgAK85yM+5CA6k5WlKyEknOSSR7ugZvsob8ZA2p07VYC3RYig24ik2kFVlIkyytsS646dUuCotsbFlWxdV9jZxYNZfTaxfQ17SGS82rObN1Eac2L+DiztUM7NtE/96NXNm7kb59G+k/2MjQ4RZuiH/rWBvDHa3cOLKHBz1HeHL+BA+6O+hr20T3tqVcbFrBpa0ruLhpCRc2Lub8piWcb1xOd+MSurcvp6dpFV3b1nCxdQuDh1q4cayF99dP8VcPLvHre708vXiI87vW0n9wKwMdOzjYsIjN88o5vWsjtzv3cq15EY9aqxlt9DK8sYbLm5dySv47dqzi2r4Gru5poGv9Qo6urOOLvlP89eMb/OW9Id6cP8mFLfX0bFrDqYaVHFwxn4Mr53GlvUlR6t4OXeDR+aOc2riIy7vWcP/UbppWVlFUYlVGGTkrLYqqJZClLOXrqpYQx8qFKlwripbPxyWQJWClwpUKW7LLvfHnH9+0Rc0ay2KS/aMiNQ6y5JoKULKPX+rz6v3x6pjycdKNmJ6IfcrP2OEfwlBININTpnExQCBrMpeDpjLk58/wtCCOTZ7ImvApXNiazofryXzVF8Y3FxJ5eFzHg9N6Xvcaeder4915LV90J/FFTyJfXojl/YUIvjybwLuzesXD+u5sJF/3abm834DbGcuk2HyCHcvxMy1gmmU+fqaFTDMsJkC/kEDTTCbEphFi1Cuhx6IeiaL1qbPShLXUFyaqwMzv8WWp91TYGr/LsXjllDKtVALGzPLyuXzw88MML/Wa+hry2j5A/uQBU6/Jrj4nQacGaWwoFeXMjENRxgyKKufzbZl8vyQXmnBZgqkxBLEtLYl6QygzQyZQGSTqlR+iYpWJqhU8gfKQSVSFTaEyeBLlgRMoD5pAceAv8AZ8TnHQBOU58XOVhf6CspBfUBE6kZpIP2bHBzE7NoAZkVOZGTmFOdF+LIwPVDxaomYt1wSzOM6fBdGTWRo/jTWaINYlBLI+xp+N0X40J/pxSB/BIUMCK6JDSA6biNUdjdVrViJ8jLm+0FEJHv03l5QSx5ZaSvQFmGrHQGssHV6iSsYULfFn6SXyIc+nYillw3HqlkCYLF9gacTv5R4VwP7PgVbvFALECG+WHK18gvS5BOlzENAKNvq6Dqck2vA3mAly6glL0RGRpiM6U6+Alsw+FGO8QFZcjqTA+0byqICl7uLREh+WgJQKUyp0jQet8dfkeDxsxeXqSRiDrcQCH3TF5+lIyNd/KiV6/3/m3jMsrvRM1/1x/pzrXLNne/bYHRTJQeRQhKKKShRRRAmByEk5oYQCCghERqCcQALlnCVAQgkUulutVueWu9vtbrs99rY9nvF2tmfs+1zvt2qhas3M3uf86x+fv1VrVYBC7rrreZ/3eTXVaRyOXOGj7tAkqpS+9Pvp118GLR3CdDVMbltUxIPM77NiLnKQOFvS4bU6dbLMT5xhIiltGh0bLLzczIYzAAAgAElEQVQ7NJsPhrM4v83AGsc/0BPvyWByPI9T43mUHsdoegx3UqO5lxbLg7Q4HifH8FZKPDds0TSGv05zkR9vXi3nw5tVnO1OoVRUrLRQUsszcZblYJudqoZqJ6kB2TJkVTNnSqlQUuGlrVyBVpUTm3zrrkrGWeFUHXbOOak456aSNCcVR00a9qpU7JVp2GRVpCpTtqNSxs+kklKWgrPEibNYmw1pEzOtDOkuSsIiTQT5Fsz5VhLyzCTkmjDmJGDMMmLMicck8w5nJqhZkQJ+MipIShpOgS0VqCpDv22ULM7n2vUjfP70Pt9/cJPnj27y/Se3eXTsAJfmLeD49BkcKCqiriiPRZWzWFQwk2KbjbTYKNbOr2JgezuLSvLJtMTStHoJs1KtJEWH0LJyMZsWVJJuCKHAFseN/j189kAS26/y6egNPh0b5L17l+nb10zRnEycsy04q1yDg2tcJUM30HIHKXfY0pUu/Zx+Px2yRM0SFUtXsHS4kj29JpnUGoEpB2nVGmTJrpUXk0lT2U0OZMh1mvLcaGUjUSck1ys9N4G0mSZS5D/85RYclTZVgpxe7iBDSpBi9K+wkjsnhaIyJ1vrarjY08COOQXsqs7j/Mb5jPSs42rHSi531nFnbzOjvV1KBbq9v407B1q529fOgyM7eDCwkzMt6+haVMqxpjreOnuIp5JtdfIgwwdaGdq3mdv7GlUEw8iOTQxvq+d6x1qutK3mWudqbmxbzcWW5ZxpWs7JxpUMbFrGqbbV3DrUxnuXD/PF7fO8dfogp9vWM7BlBUeaVnN5byvX+7oYPXWQwf1t3NxRx6PdC7m1tYTbLQu41bmOmz0NjOzaxM2d9Qxvr+dS8yrObl3D45O9fHr7Mt8fPMU7x3Zzs3MDF5pWc65ptYK/M00rObl1JWfa13KyrY7Trau51LlOlR+fnN7LnqYlVEg3ablVga6kvcvfVFeu5O/8olT44rx+XYcrXdGSXf9wlg92HcB0wNKvSXlQhyV9dwcpHaD0XcGTDFd2gy/3Y71TzirPKyVHMepLF6TPK9T5eXMxNJLbngHcm+LFXQ9Pbnt7ctdjKvc8/Dk6wZ/N0/y42JLGJyNmPrvmzQ8uxbN7UQAHV4XywcVUPrlk4eNz0XxyLoyPTxv4+FQUP7gWzY3uIC5sjeC9U1aenzXwg0vRDB8wkJUagmd4Dv5Jq5lqqWWqdTlTrHVMMq1hSsIa/GyrmBJTyKRIA3HZ8aoBQBoKBLQsZRJh4QKtYhnN880Sng5X7tCjg48OP/pteazDVYq1qy+B0g1tU2nwKgle8rNcSpmulunPK4+VY/el/yz684siZik2YyzTYEtAyzlbK01KeKkCsDIL5jIrpunh5MZ60JpiYJs9nKUhr1Me8DpVwb5UB/lTptSsSQq0xK81L9RbGeErfCdQ6v0aRT6vU+Q3kdKAyZQFiso1hcqgKZQHTGROsAdLDIEskriICG/mhngwP8SDRWGeLIvwVnC1WgzxBj9WRvmyPNJTxcisifJmfYQXDVG+NER5szV6Knti/emPj2CnKZrSMA/ioydhmxGHvdCMScUzxIyXC3XYEj+WOnYDLHfQEthKyBfPlihaGlzp5ne9hKiM8DMkGkJTsHRFS+BKLxnKsYzmmbci+NsHWv7Km5XvAq2Z+JtmEmDOwysuBQ+DAx+zHX+niWlpUjo0EpYZT1hWHGHZ8UTkSnipplwJaAlc6eqWDl6qnOgGWgJQAlLuYKUDmDuM6ffTgUtAS8BKlsCWgJbsSuUqNBNfYMZYqIGUDlG6OqVDkw5V7tdfvs9/elvlaAlo2bFISr2MDCrWOh+Nqh1b+xaUlBVK/ZIY3jyXySdXLHxwNZH3rqdwtdtAe/oktsd4ccEexq20aMbSYnicGsPjlBjGUmK4nRLNeUsYrUGTaU15nZF9cXx408lnQ3Z+OJjB4N4k5hYEk5QdR3JFBvZim5ot5Sgy4yxOJKnYhkMGXMuSbBzl43BgrUjCIp1HFdKFpHUiJVUl46hy4qhOJqkmHeccGTuTgaMqnaSqdJJr0kmtTledd6nlKSqIU43MkQ6nMieOMidOBWDJOIqd2GbbsRRY1UqcZVXwlTDLjFFFdGh5ZKJmCWyJv0S8UJLrlCwz5EocFM/P5drVAX78wWN++OQenz25w2fv3efZ9VMMbaznjU2NfDjQT/e6ZVSVZLOrcQM9datYmJ/FlsVzuHf2GK0rFlOVmcKFfTtYX11Keaqdng0r6VizhJJUCxmxwZzo2crz+9f55N4Vnt+7xqej13n/7mUG+toonpeFrdBMUpXDNWpFU7N0iNJVKvlw1RUsfdcBS267H2vXk8YhS1euxneVMi6P0YIw9V2Bl8CXqGs1GnxlVTiZXukkqSYJ61wpb0o4arIKIlUmbDFrSwSB6zkl90vgTF5L1JjplXbyCixsrq3gUvdmDi4uon9BLudWz+JSfRmn11dztXU1j3q38fjwTkYP9nBnbxvD2zdzrWsdV9pXc3T9fLrn5tNYksHh9Qt5eGQnj47t4f7h7dza38Lt/U3c721m7GAzDw40c29vI3d2b2Fk50auNC/j/Ma5nN0wj9P18zi5fgFH1s3nQF01u1eU07t2Pqc2ixq2haEd7VzpauJ44xqONNZxumMjP7x/na8fXOfL2yf45HwXt7ct4XbnCm52redGpwDWBoZ71nBz22oG21ZzsXEVpxoFpFZxomExp9bVcHJ1Bf21pfTVljCwqoKBuiqOrK/hdNMSzrbUcrFjJTd3N/DoSDdvndlDb8dKZpfaSC9LJLnSpozuCqJdapYOWjpY6dClA5S+68qVvutgpQOYrqaM75LB5bZ0yJJz+vHLuw5ksutqmH5Ov62rYwIXqYWJmBN8yA6cSEtoEFcCI7jvEcSoxzSGfQIY9PNm2C+IIx7h1Hl5c2xtIh8PxfH82lQ+v2aiq2YaDbMDeet4Np/dsPHRxUA+uuDHh+eDeX7RwKfXHLRUe9NSHcw7Z6bzyRkjP7gYw+CuSLIcvniFpeLjWMok61Im25Yxyb6KiYl1TE5YhZ99OVPiZvFKSChRaVFqZqso4mrmrIq9ECO5+K5eGN71906HnZd3HYjcYUsfGq0AVC/TuiBX3ivVQfiSD0yeRz33fwFZcu1l0JISoSha8nqaoqV1MMqg6iQpJ2ZFkmr1ZXlyOF1J0WyM8KLG97uUBkykJsyfOSEBlPlPQszvYoQXyFoY7suCcB/mSuSD7wRK/CZSEjBZLVG9tI7EKVQHTmZBmDfLDNNYEOFSs0I8WSRjt8K9qXWBVl2MP2sM/tRF+7E62ofV0d6sivBkbbgXm6N8aYwRY7w37QZv5dXakxjBRmsYWZGTSTT74syLxyJGdTVGJ0btyqPlinRQ590M8LoZ/kUZUTxcMmYnbtz8rkOW3n0oHi0xwys16z8pGYqaJaA1f+W3SNEaveSBj8Q6KI+WBlpSPvQ3CmjNwDsuAw+DE19zEv5JZgJS4gkSn1amkdCseMKyjYTnSHipAJbmydJBS1ezDDMTVdehe7nQHaDcwcr9+GUIk2sxBWYFVrqiJaXDuNku35YcF2gho7piJbsA1TfKh8og7xq14zbTUGIddBgTH4A7iL2AMwuJxUlYihyYiyTDS0yZotYYlYlVsrVmzPDiykGH6hJ8fjWSj67G8MENC8+H03nUl8ru8hAWhrxCg8GLvYlBHDYG028MZp9pGg0GD5aFTWDH7CjeOJjBZ0PJfHw9lk+uRPOD64l8eTOP8zvSyc8LxpZvUmUuu7Sdl2oT7m0ydkcgq0hGEcm3W90DZcPqghxt1qBWUtRLi6oVvCoVZ/V0kqoy1J5cLdlSaaRUppJakUJqWQop4mGS7qYymbHoVEGLyeWpJEn6vMydLHZgK3Fou2SWlTrUIG9tbJLml7O5AFA+YJJVWGKSGng9Y04mhyUSYOwab9+/yptjV3nj4VXef3idz29f4yd3h/jR4zu8M3qd+yPn+eDNET64P8gbV07xxqWT/ODhCB/cvMyTy6f4YvQmD08PcHZ7O5f7dnL96H52N66hZ0MtD68e56P713j/9kU+kjmFd6/wZPgc+/c2MmvudNUF5Kh2qKiHVAEq1weqDlTqQ9YtqFI+WP8DXLnyuNRjlHley94S4PmGqiXdjC4oUmqVwJbLr5UssKd+Dgf2OQ6Sqh2Ix0qWgKBNKWASkiog5lRzGVPmaDlfErKqv5a8njyP5D+llVtIzY5ly8oqbh1o5cTqcm5uLuOtbVUMNRRxsWkR9/e38qCvh1t7OhnZ18XdA13c7+3g7ePbubdzI71LZ3Nq/VwFKH0rqxje0cDwzkaGdzZxa+cWRnaLstTAyM7NCrBu797CvX1bFahtyndQHuVNTWwg8+KDmJ8QynxzGNWmYMqNQVQkhFJjimah3cSqzGTqC7Npri5iz+rFnO3YzLuXT/Dl/av8/MkgzwcPca17FYNdaxnp3sT19vVc7VzP9e61DHbVMdy+hqsCWfWLObJhIUc3zONkfQ3nN87j3Mb5nN4wlzOb5nNq03xObprPtW11DO2qZ1AUsV2bGTvUwdvn9nGocxX5hSbSdI+W+OXcmh10kNJ3HbTk37ec03eBAB2qZJfb8oGsH+uQIB2K6r4VdpIqHd9Y7uqVrlbpsOUOVwIHek6T+7GW2aR1voky7yhKJCk/HlO8N9n+k1jj50u3lz+7vf3ZHhjI9uBAtgcEsHmqFwXf+w5NpcE8O2/h06tBfHY9ngudcdRmTmbvCgMfXk7m06E4vn8jkuc3ovnkho1zbfEsTp/Evro4Pricwgeno/nB5URONEdgjffBMyoLb8cyJluXMcm2jIm25UyyrsTDupwA+0ImRqbxvWkBGDIM2EXNkiVBzAJALkVLbx5Q4DOubGk+N/G76e+zXFfvq3z51EFJByKJW5BqgOzSMSjn3UboiJFdhzT12P/ytkUpYfJaOmgJ1Im/S733rsepuAiZoVgq6paF5MxYMi1+LHJOoy0zlsaEYJYFTqLU87uU+kvpz4MS30mU+k2gOngq88O8WRjhyzJDILWGQBaEelHh+7oqHRb5T6LId4IqLdYEezBPVpAHi0K9WRoVoB5bI2pYsAfLIv1YZQhgRYQvKyK8WR3lyzpDAGui/Vhr8GWNwZfVkV6sjfBiU6QPW2MCaTMG0WjwoTXWlx3mYHY5omhwRDErxgenPQirzCicoRnfjTMM4+VDpWip1PdY4tWYHcnM0roPRdnSoUsULUl/10NLddBy3wW0JB1e1CtRtfSlq1oCW/NWfosUrdFLU/Ex5eObIAZ4l5L1jYiHTDxikvE2OfB1JOLvjGdaWjwh0+MJzTIq0IrI1UHrm2VDUbN0g7xStlSnoVY6/K9A62W40gzwFs0Ir7xdL3xZuj/LfRfQipeE2kKTGveim+PVNyElO0vMg1tXolsnokQ8KLhy60LUAUt/jIyEkBFBiZLcKwNCZbJ8sRFnSSIZJUnYpkczu8CfMwfSGDyRwvUjRoaOGrnRb+NafwbDp2awryOFbJsXeYl+5Jt8yAybTGb4JHJippASMYGCZB+O7ZnJrdP5DB1O4sbheK4OGLnUn8TQqSzO92dSUxlOlDWQpAL5D4NF5bMYy60kSCq0jN7RJXZpBpBVLKZazRvlcHUiirpkFugs1cbg2CtE4UrHXilZThkkVaXhqE7DKblOla5VkYKjIhmb3LdSYghSSapMRR47PgJJxiCVO1UivU12mUFZLKGNmjlfyfKuwFIZZqva0iudSHJ56eJ8lq6qYPW6uaxrWEJDy0o6u+rZtWMLB/e30X+4m1Mn9nLu7AEune/lxpXD3L5+lHtDJxgbPsWbt8/z3tg1nt69xPtj1/j48TAfPbrJ8zdG+PjRMN9/6xafvnWL9+9d4d07F/ho9DLPH97g/rVj1K2tRkaSOCrt2KsFZrSSkAr6lGwkl4qlQMvtg1Y3RQtUSdyDup8biGmP+9/4slRZUFO0lMpVI8/jUHlN0uEmkQLmuQ4sc5KYXmonu9SGs9qOrdpKarmVlAor1hob1jmaB0zKhdPL7aSJAV+GGldpS8qJGVVJ5BXZaF43l5v7mzmzppSRhlm8t6OYh91VPDuznXcu9LFv7SJqZ2awsaqQ/qbV3NjXwuihNh7s2sDdzpXc6VrF4drZ9C0rZqhrHTc613K9Yz1DHfUMb9vAzZ5NDPdsVErYrV0N3O9t4WJbHfOT4kh49X+Q+Pp3SZ06gdQpr5E65VVSPV4h2fsVkr1ew+n5GvYp38M+5RUc3q+TEjCFrMgASu1xLJ2Ryu51i3hwZh+jp3ZxSUqTuxq5v7eNu7uaGdq5het7mhjc1cjwto3c7KjnRutaLrbXcblrHZc713G9az1DPRu0tWMj17ZvUH6sm/uauHlgK4N7tzC4Y7Mqlz4+uZNeGcFTIJ43k/Z3cXUcarEOLzoN/3egpcPUfwVaEsXy4poLDl4qHbpDlq5K6WqVvuuqlTtc6fDgDl5yTs3cKzGp+IGkGXEkJYVhj/ImyX8Cab4TyPKdQvKECSqwtDLkFebbPalJmcqVLitfXrXx/FIEH1xPYteqCKpt32PXsgjuHEzl0QkHdwcsDGwxMMf+Ko3FAYz1O3n/cgQfnp/Gx+esbK72xT/An6kJFXgnrcbTsoIptlom2WuZal+Bj2MZHnGz+Y53NFMigknMl44/LShaV7SkfCjdkzqg6nAjgOMolfMW5b9S5wVq1HntfXa/rxjV1ftVqilMYrJ/AaRaiVJKfwJM+pLnksfJ82jPpR+7gMz1eiraQUDL1a2ojPaqCz6ReAFF+bvnxpNiCWZpcgQ7c2LoTIlUPqkaCRj1nkilBJMGT6XY9xXKAyZQEzyVuSGeLIyQeIYAloT7MTdwigKtEv9JFPi8TqHPBCpckQ+idi0Q0ArxYpFLAZMy4vxQL5ZHB7AmPpiVkb4sl9shnqwK82Z1pI8CrXWx/qyJ9mFtlBcbIr1V52FPfDgt8UFsivOm2xzAIVMoh62xNNpiyIzxJj45WDO6q3E6MarTMC4vWu0S7aAgTM/LcilfOmQp8HKN4InPjUWWAJZWQnTtrtKhBlVaCVFXt3R/VkyOgbnfvtLhLJWlJaAVaNZytETVkiwtX2MmHoZkvOId+NgS8VOgFadAKyxLU7MEtDR/llY+dIcrFfvg8m4pj1bhNz1a7mClH8uuH7uDlqFQsrdkTuKLJZA13r0o2VwFJmLFs1VoIl46BMW8rgJIJW1Yy9JSM7T07kQFTjp8aYqWwJQGVBqQ6cqWAIwGYxbMkrulkn1N6huMozCRGWUZLF1Wzuql+TSumcnWdTNpb8hjV0cBu9rK2Nkyhx3t1XS2lbN2bTGrVhSyfMkMViyeyfpVxTRurGHzhhrq1xfR1VXG7u5K9rWWs7u5gF0dxfS0V9LdXs72ztls2VjIihXl1K6pYta8HBILE1U3ZIJLUhf4Ur4yNStMWout2Eqko0mDLVG1BLS0b4eSMq2VFwWgbJUpmj+rOgV7dQpOga3qVJxVGlgJYNkq5X5OVYqU0R3i/5Il5UkpU1pljEeFK1qiXEZ6aOqaKmWqY91/YlNt5ioIsjqZ5BI7KYUWUoukVJNEdnkaOeXpZJTK7MAUskpTmVGWTn5ZOoWV0ymZm03Fwlxqls5i3vJCFq0opnZNBavra1i3aR6bm5awdetyOtvq2LGtnr07Gti/s4EDu7fQ39vCiSPbOHdmDwd7Wymel63KsM4qB44qURKSSJLQSPGTSS6SwFOVU+36h6qcd1Y6VO6VNBYIaCVXuADNDcYEnNyVLAVUuileKVpS4vum6qUgSRSNKgeWmiQFWqnldjLk56l24KiWsFfpZLQq6BIgk+5Cua5ASxLLxUukoE2ylOxqpFB+qZOWdQu5ua+N03UFDG9M592emTzdu5CxgS7aF5aTHOhJ9OvfJcFjArX56Tw6fZCPLh7gdvsCnh1Yyb2uJeydk0X/siJub6vn5raNCrhublvL7e567vRsZGT7JrVubt/E6L5mrrTUsSTVgvH113BMnUyJIYLZYUFk+05lus9k8iMCqDLHUGQIJTPAg+xgLwqjA9Xw24yAKVi9Xifq1f9Gflww+zcu4dr+Fm4e6mBsoJvHAz087t/O2EAP949sV2vsUBePejsZO9DK8O5Gbve2c/dQF/cOdXG/r4N7ve3cP9TBvcOd3OlrZ6SvjVu9bdzqa+P2wWbuHWpn7Nh2DravIL/AhLMwXr2XAuL631/gSD9+WeVyvyb3kds6FLgfqy8bSnmR6677KJ+V/H/khcFdPpR19UoHKvddhy3Z1Xn5sHepJkqdGVdrXHlUklgusQOzzThnG3EUaRlI4qd05pixmyKI955CmdWTM10WRo5ms2yWLxsLAnl2JI3Prsfw0Q0DT8+n0L8xirX5HqzO82TdbA9Wz5zI8pzJbJsfzNgBGx9eiOfZRR8+uhbKhe5w0uO/w6sTvfhucDYTDMV4xBUxOa6ACTEzmRCdy2uhKfyjTxSTQ8KJTTep0TSJMr5LDWU2Ix17kqIu/w1WhnhpFtAjFCTGQf3eGgwpKBJjuktNcocsvYQo1xJliRKoq4ECXAJh6r+hL/m03DoOBZ7Gc7Mk7kHUMqWYvQgiNRcnYC0yklRsUsqc5DXGC3Dlx5HqCGJhciS788wcSIugzTqNldF+lPtPpdR3KhWBPtSE+qrAUWVoD/JgXpgPC8J8qA6YTKXvBKp8J1LhP5FSAS2vVyn0fo2KgEkqSX5+sKcCrYXB4seScqMP80M9WRjuzfJof1YbApQnq1a8WiEerAjzYmWEN6sivVgT7ctagx/ronxYH+lNQ6QvXYZg2uKm0RDjTWeCP70JwRyIC2GHzUCtJQRbjAcxScEqLyt2RgxxAku5kvYeQ1y+jJPSgkkTJLx6RgymvJjxfC2ZdRif54Ix9RitjKipWVqGlpa3JRlbRk31cilbOmTF5sRgyDYwZ3nQt8ej9eCylA5n4m+ZxTRZrhwtzRSfi58xE8/YZLyNSfjarPg5jQRlxBKaFUd4tonIXAsReS/G72imeC3mwb2EqBQt1TloHg8sVaVAV/ehe8lQP5Zdhy4NvDSoip1lYXzpqfKuET4x0tU4K+FFN6L4tlwBpzK2J6FUVB8p+VkwliSq3aTOWdR5OdbLjHrZUVeztF2ATfvGo+RfMUoWW0jIM1KzeDZXzvZx+2I/18R0e2of987u543LfTy5doQn107w9tBp3h45y4PB49y/doQbp/dx5fgu7l8d4PHwSR4OnmD0+jGlsIxeO86Dayd5PHiKB9eOM3b9OG/cPM3bd8/y9N453hu7xBu3TtPduYaM/EQS8+PVt1T1bUzv0FEgKf8RkW9t8h9gm1K4NK+UlBPtrqWDkEPBk/i3XqwUDbIEusTXJUnTCrIcOCo1KJEPH/mgt8mqtGOV3J6XlmT5WMtl0LVk+GjZPnJOBkzL8zgFYqRMJ+qRJG1LSa48WZUsk8uTSSlP0W6XJpNa6iSlJInUEgcZJXY1wFmGOE8vdZCpAC2ZrHLphHSoa5klDrKLHeTMdpBTJEOcHeSVJ5NblUrunHRy5qapETVShpCAR4EnKduICiQ/nxxLiGhylcxklA5O7bocq9uuXR2LWd2t5CPPlezKz9KBy30X6NLKhVpZ0f2aKh/qoCS767kEBpPELySKVYXuG9JmL6py50uKmkCijBhScRG5RuoX13BjZzvHV+YxtMHOs215PNtdy/ENtZTERFIWF8uylDSKoqIojg7nUkcDn1/u5UF7Be8dqOFWeyU95Sn0L5nN7Y6N3OpsZLB7PTe7V3Nv+3ru79jAvR2buLtjM7d7NvFgTwvXW9ZQm2LGLGqW92TmmqOpiQujIMiDGQGTqTAEsyLVynxTLAUhPpQZ/Kl1GlhmCWdOXDDZ0zyI+Mf/m+khnvTVL+G2QNJABw+OdvLg6DYeHu3hwbHtPDy+nQfHe3hwZBtjR7YpYBrcs4V7/R08ONbD6JFt2hro5H5/J6MDXSrG4W5/u7rP/SNd3B/o5PGx7bx5Zi+HulZTMFsGhhtV+dYuIP5fmOEFoP6z0qFesnIHLolYkHmfYkzXdlcWltx+Sc3Sb+ug5X5bPxa40tUr+aIlACL/nqWrTtQd5UUSCJHoAlFopLNOrhWbSCqKx1ZqxFRhwS6NM9lGEqI8WV0Qwu0DTj6+aeHjEQfnekwsTvekZ0kkTy9a+fRmDJ9ej+ejS4mMHjZyrj2cQ/WBHNscwPDOKN47ncDzC+F8fDGUj68ncKM3jppZrxNreIVoUziv+k/j7yZ5MTEwDM+waKYEhTJxWiBTggMJNoaSkBGPbaZZzdGTgdBquYYxq+BSBUOa2VxPbFfvgSotvng/BDRfqE8vyoCqrKcPq1azIyUE1dVpqMJGtc5BGYYsAZzuS0zu6r11lQk1SNM8Y44ieU8F+ARmjSSUxGMticdeLB3BMvjagjE3Dps9kPlJIezPNXHAGc42sz+N8X4sC/WgzHsixd5TKPHzpizQj2J/LxXrIAqX+LPmB3tT4zeJCp/XKPN9jTK/CZT6T1DlxarAKcwN9mCxlASjA1kS6sXCaVNYHCqqlg8LBbSUCd6HFRJSGuvPKoMPS8OmsiTEg9owL1aEeVIX5atG8NQb/KiP8mVTlC8tsQG0xwXSGudPs8GHbcZp7LSEs90SRpcjikXmYJJivTCnharyXuwMI/G58WrAecwMAzH5Ui7UACtR5iXmxGLK1WArfmYsCs7yDAq+lHleTPJipBcTvcrikvvGKsO8AJg+nkd2gbrYbAOx2THMrf0WlQ4FtLyMuUrRCkwUFatAJcMLaPkl5OBnnK5Ay8uYhJ/djn+ykcA0Vzp8lpnIHAsRuWYttNSVEi/zD3UTvLu6pSfC6/CkA5X7bQ2oNNVLv652gbQCsza2RxLG3dZ4eryCLulufAFbYpLXQcsosxF12BLQEjuYzpkAACAASURBVKWrxILAlalEQMuihlTroOVeNhw/FlVLeblMWvehmuhuw5hnpHzuTAYvHuH9R8O8M3aVT0av8uxkH3e3rOed5kbe2LqFd/r3c6t/Nx1rlzF0up/ju7tYM6+c9nW17Gpaz6alc2hbs4y9zRtoWDaHro0rOXOwm876pWzbsIz7l4/yyeMhPn50nY/FvzR6iYEDzeQUWLV/hCUmJUnL7yOt0AoOxaPmAi2VQaNDl/JvaeZ01Q0oEKZS2zXY0ozzGlQJWOngpSCrUjPW26vs2CsdriWDaTWYslZonU36bbsCMYcCLYEtHbT0wEUBFAUDbgZjFalQmazFULiGNadXpZJWJYObXasymYzKZDVCZ3pVMrIUTJRLDpXmXxKlKKNcym4OppfYSSuykiK+iCKL8qiokkKZVZnzldIg6oOAUoV8oGq/n5QR5ZxEPiiYcgct/ZwCohcQ5m5kFmCSjkIZ4aN7p1SIqeu2gJaY4F9WusZvSzlRjX+RbkhtqTwn9XNoqlqKKGkKCCWRXANABa9V8reTnzuFDBmCnRPHqjklnG3dxJFlWQzXW3mnM4fR5mp21RRS53Rwrb6BZzv3M7S5ke7i2Rxfu5SPjnfzVkc57+4u49LGWTTn2zi0ZDY32+oZbN/CtW3rGOxexUjPeu7s2MDdnZu407OZW9s2MrZnK1cVaJlInPCPpHtPYG5CGJXRPszy/x553t+hPHwqy6xhzI3xZ1bga5SGT6TWGkiteRqLjEHkh3pjeO3vyAn3Ueb2N07uUiB1f6CDsaNdPDqxnYfHdvBAAZfAVBdjx7YpeBrc28C9/nbGjm7j/kCXuiYwJfAl52W/e7hdLXVuoJMHR7p5fGInB9uWK9CSwFL59yBfJlSzhAC1m6KlH/9/Ay0pe2mApRLb9a43lSCvgZa7WiXH7qVDHa70/eX7ylgYUVkkBFX3MMm/c6W+qJBNOS9jZOKxFkv6eqLydTrL0kgpTCA29hUWF3rx6KSFz4YSeO9iNB9cjeXTW2kc22qixjmJ5oWBPDlr54shM19cj+cHV2P5/Eo0n18J59PL0/j+FT8+u+LDF1cD+f5lM8O9KczN9yMm+nVS82PIXmjFWBCMR+jr+Af7YU2xkpSZRGJGIqZME4kzzFhnyaBlLRtrvPNPonVcX3al81DyqbQvl+bxBgAxtqsl74MqI77waukKlw5eejlQPb8Oc4Winmk5WXJdAM89gFOAS+BLYEveU4Enza8rACsjdMwkFSbiKNBS3mXgsvi0JGQ1Xu6bF4PV7Eu1OYhdOVYOp8WzLSGAjdEerAydRKX3KxR7vEqJnwdFvlPJ95jEjKkTmCnnfCcyJ8iLBcHezJWwUp8JlPu+Tqnf66obsTrIg/mieIknK9KflTFByvC+JMSTJeE+LI7wY6nsoZ7URvposQ4GH9bE+lMb7snCaZPVWhI0hZXhnqqEKEOl66N92RDtQ2O0Hy2xgbTEiVfLjyaDP12WCHY4DPTYouhKjmeVPZLMeF8s6eHE5kuweQyxuXGYcuIw5mjlRCkjmvJiMefFaqqWy6eljPGusqPcJ2GmC7Rcuzon3iw3yIrLieHl9a0CrYdXvPCIy9bM8DKKxyQRD5oZ3i8hD98EKR068YyzE5DkIDDZSEBKFEHp0YRmJhCWlUhEjpnIGUYVLqqDlb7rhni152sZWjpA6YCl7+7nxcMlt8fBS4GWK+B0ljaeRx/vI3MS9dE9MVJelPKhayainrmlw1aCZGHpipYbaAlwidIlgCIwIoAyDleuY3WuWJQwbWaVGvYqypF0HuYlqMyos8f38d7Dmzwdvcrzses869vDyelZnI+3cdbi5NL8OTRXzsYSEsiaeTXUL5xHjK8X2ZYEGpcvo2ZGLouKZtGyeim2CH+qZqTRsb6WmUnx5Nlj2Ne2nrdHzvNMvEgj53jn1lnODHRTXD1ddWvElpiJLZOfUcqekqSslT8FtJRPzQVdApOiar28JM9KzkkkhBbFoJnp5bYOXnZRswS01NJBS9ul5CZLwOrl5X5extyIMqCAS/mIRNGSCAIpy2gt8ioWQYBBkuPLJI/IibNcgiGlNCfql/i6JHNK6wyUsTfpNdrIHD37anyvFOjSQkDTypNILbOrVHqV2q7GAMkoIO11FWDp3V46UKkcshegJRAl4KUAUQct133/A4ypUT2ugNKXQEvUq3FFy+2aDmPj6paCLHk91xKTvOt4vDQo5UT1/ifhEDCUx9Q41UqukfR6J1lldrJnJFA3r5RzrZs4uXIGtzY4eNI8neurZnCvoZHPdx3n0bqtPKtv5uGajRyvruL0mkU8PdDA250lPO0p4sjS6TTkWjlRV8XdHVu4ub2VoV0NDO9ez+1dDSog9O7eRu7ubeL2nkYe9nVwvWsDtelWEl77B5I9XmG+OZRaewjz46YyJ+o1liRMpc7hz9KEqdREvcLChEmsSwlktS2A+TG+zAzxJPb1vyc30o/jjSt5dHynUqTuHmpVsKSUqcNd3D0k0CQA1amUq7v9HQzuaeB2n9xP4KpTAdWdQ23cV6Al930JtA63M9rfqRSyA63LKSq2kl6aqFRE9aVB/v5upUBdqZJz/39BS4ell3eBJzmnQ5SuVimoEMO2m1n7G+dUiVBTtBRouUzgeslMBwxbqRlLWSyWkjiV7J1UmE767AwSbH6UzvTk5tE0Pr9j5aOr4Ty/mMCnFxL5/Goin11P4UybgRUzJlFf4sWZlljePOLk4zN2vjhv5kdXYvjiSiSfXArh3XMh3D0Uzd76UGalvUascSKWGQaccxNJXBiOfXEw1lmhBEV7EmkOIiXfQVK+ROVYMc/WqgdS1lOJ68WuKAWXUV0N6lYqnhjjNfVKf89UqVTeH5f/Sil4Lo+VAJSAk65mmUWpEpAq0Ob0yS55TnJO7qvuJ8cvrXHYUsOuTSTI0GgpxxbLPMZEbAWJWPMTscwwYZlpxjQrUTVrxeVFYbP5MicxkL3TLRxNs7I7MYrG2ACWhU2hWrxYPq+p8TrVoT5qeHSB12vMmPI9Zkz9HkXer1MVMJW5gR7Mn+bJvGkeLAjzUt4tUbQqpSsx2JN54uOSUqHs00Sp8mRJmDdLwn0VaC0J82JZuHQderA0dCp1qsvQl6WiegVNZcm0ydQGT1Fdh+sMvtRH+7EhypeNUX40xgTSFDuNptggthgC2BTlR4sxlK7ESHbZDOxPNbHWGkFGrBemjHBiC4wYZhpJzE7AlB1P7AwDsTOlw9CgSozi0VKhpropXpUco4nLdfd2SUlRg7T4PM2/pcNVjFKxDMRkRWPIjMKQGc2cZd+i0uHja954xOXgqxvgFWhpsOVrzMPPmIVnTDIeOmilmDTQyohWnYdhWWbVdSgzD7VZh5KlpcU7CGyJsjUOW/8H0NKhyh289HOihomiFZ0vPjBtrqK8jg5buqqldSVKJ6KmZLmDlgZbFqViqdLhfwAtUbQ0MNHKhN/0aGmglUhcqQWj5J6o+4q/y0bCTLMK6Tzav4NPxm7x/q2rfDJ2g/fOHObc7ELOxNq4YHbSn5/Ligw7SWFBlKQ6WVZcQGp0OBXTU+lra6ajbiVbaxdzauc2shKiWTAri54Nq1hYkM0MWyzr55Xy6MoJng2d4/3Bs7w7eJbBU/tYvrpctdUaZRi2gKTL8K98By7I0lUtKSEq8HLrvlR+LtdtHb70c3Jb705UmVwKul6oWDpQ6ZCl7+oDyQVe+jl9FwDQYUt/vK4aOV3eJjGRy7HMdZNMMBmoq+3a/DZnpag0yVrJUak8kg8my6X6uHZlUpfnEkVKX/K84nUSuBoHLYEtu8r4GlejXPCklwIVDL5UOnwZrF6+La/rDkwvQ9TLoPXydf2xWrlQWv5tiJqlK1uyS6SDoyYJm8vEL++dgKMexCgjXlKKbGQVmMnNln9HJVzubOD8+kLuNqTwZmMqn/W08rdLT/nbpSf8+dR9fr7/Ik+X1jGydDEjTXW8sXMtT9tn87S7mIHF2WydlcbZTQt4eLCVu3s7GTnQyq19WxjtbeNR/zYeHO5SWVQPD3fy9omdjOxtYnVuEqbX/wHHpP/OqtQYTtaVcWz5DA4vSGVgcRpHFqdwaL6d3vk2+hY5OL4ii4NzU1kQ501u0CTiJvw9ORE+HNqwlPsD3Qqobve1MNLbzEhvCyMH27gp3q39zQzv36r2oX1NXN2xicE9jQzv28rt3lYFXcP7m9RjBMDUY3tbuHWwmVsH5XmauXOghfuHO9nfvIySYhvpJYkkVVjHx0fp3YG6R0sgS1e1dPDSd/2avksp8WWwevm2Dg0CWHI8ruLIh7nexebyXekQ9mJ3lQ7dDNsCWPK6OmhJt7KtNAGrdCwX27EXOknMjCc08lVWLIxh5Ows7pyxcOdkBI9ORfP0pJF3T8Xy4ZVIPh4yMdxnoyRpEgk+/42FWb7sXmrgfEMig+2JXGiNo7c+jA3VHhSlT8Rpm4ApbQrWshCsi2JJWBhN7LxgjHODSJ4nIZPhTIl+lVBHIPYiTY2TUqAoQFYJ+ZSfXf9dXAAqSqACLBdwyvun//46eMqu3qvZrrKjG1AJSAlQyXKHLB26dNBSsCVgNj7M2vQN6JLzqrQ4OwGzrCJpkjJjlKihfBMJsmaKimXGlBqF3ejNHEsgu7JNHJ2eyEFrDK2GIFaEeDInaDIVARNUavtCQ4AKF60MmkqJ3wTluyrwfo1Sv8nMDfZmUagvS8L8WBrhT23MNBVAWuKrebOqAicjq9p/ItU+rzPHdwILA6ewOMSTxaHeLBZjvORqhUqXuwcrw70UaK0x+LEi0leVDpcFT2HptEmsCJvK2ihRs/zYHBPAxih/NkUH0hATxJbYUBoM01gT4sWaEG8aogNpl+R4Sxi9aQmstUWSZQnEkhetmtPMMyRnMR6DlBBnCmzFECvqlZQGX4qAEMiKzYnSxvYo75b4twzEqvMCVRpYCVxp5UKDgqyojAiip0dSvSTw2+PRevO6L55xOarzMEACS40CWTJcugA/VT7Mxis2jakxVqVoTUtNJCBFIMtAaJYoWibVfSijeLQB0xpkjcPVzBchpgJdKk9LZh26EuJ1Fes/28fv41KzDPIYgTXX0iFL35WypQzzWmeiQJaubOmKluzxReLbklE6L0qHmqL1onSow4a7sqUUrmINtOJLRfkSYLGrgc3GWRZyKrPo7evhiwf3+PzmIB+MDfL2nfPc393OWxs38GzjBoY3r2VgSx3HupvpbW1gX2M9R7Y1c3JnJ2d2b+Ny327O7unhwcUzdK2ppal2PofaGzmwdQMtKxZwYmc7b984xzs3zvCeWme5d2GAjo7VZBQnYZYuxCI71iK7lqCsFCzNmzUOWAJeLtiS30+O5Xdzh0v3Y7muvx+yy23l7ZIROlJKcXmxFERVaiqVHOtqlRwLVKklqpWUweam4KxJxlHj1FZ1Eg65j1wXSJClMr8cKktI86a4zMCiJLgUJwVn8jh5npehzhXRIAZ2ASRdhRJIUZ4yUaSkVOm2BLy0kqG+u+6rK1xuSpb+fO7wJZClg5Z+XnbVjejKs9JVLAGq/3Qkj0vl0gFL7XJfl4IlP7+sFHkfXSvZBVqiEopyleHyqeVVJJNXkcLMqnTK5uawePEsFlZlsGVxBRfbNnC9sZwHLVm8217Cb49fhUtP4OJb/O38G/z72Uf8rGMvHzZu4sn2rTzoXsEbW3N5q7OQA/OyaSrM5szmxTzsa+X+gW3c6W3n1v4m7h1s59FANw8Pb+Nhv7bePimg1ci6mcnYJv0j9ol/z5r0WK5smc+F9cWcXJ7Fubo8LqzJ5czK6ZxencnJVdO5saWUwYYaai1B5E6bpClaEX70b6rl0fFdjB3t5s7hVtUtONLbqkqHUj4cO9LNPV3dOtSumd0Pyv1auHmgWXUWSoehANbQvkau7NjAtV2buL57s1rXdmxkcPsmbu5pYvem+RTPtpJSaMQhnWIS9indYm7xDP8ZYOkApu9yHwEdtSRioPSFWqWrUy/vOjzo5wUcTOrD3DQOW3JOrgtk6IAhxwIomi9L8xnJ66qfQR9UXWzDWeRQBnxLsag3RtJLrGTPjGPhPBub1jjZUBdPw4YIWjZPY0djCPtbIujriOTknkT2tSWSYp6Ez6RXiA2cii3weyQHfoeMkO9gC/g7oj3/HyZ/9//CL+g1kmbFkzI3AfP8SOLnhxJbE0xcRTAJFaGY5kRhXWDEN9mTibGvEp8XjVOUPKUOJSBzAZW53NVJKJEN+vshgaL67y6/s0CV+1LvlUvBEpgSn883wGqWEfMsTdESsNLh6hvlRB2wXoItHbwEsmQItL0gAVuBwJbMxJWGrjgM0l2XH6d1zznDSZGw0JhAdqUYOZJlZl9qDJ22CNZH+FLj87qKcpA095owT+ZLenu4D5UyCDpkquo8rAj2pDrYm4Vh/iyLCmRpmK+KaZAOwmpJgQ+YqBStyoBJVPhNpMLndap8JzDXfyLzJUsraKoCrWVhPiwL9WJFhI/KzKqPDVTDoyVDa2WUv4p7WB7qyVJRtUImUxcuEQ/ebJIcrZggBVovYCuYDZH+1AV7sTbMi3VRHmyN86HXEcXRbAfrnNGkmbyxZIZhnqX5rASWtO7DWOJEvdLnHupA5VKuBLbicjRlS6BLVkx2pFKudMASBUuOBa4i08PVEtiqWvxtAq0bvnjG5ypFS/mzEgrwTyh0LfFp5eIdl87UGDtBySkEpSXiL6XDDAOhmTKKJxHpOozIlTqswJZEPSR8M9ZBT4t3U7ReVq302/qulQ1dpcNx0HpRMtThSnZ3ZSuuUGYeJqqlxz4IXOnnVOZWkYl4tTTY0oFLlCA51vO0dKhwhw5TiRVjmQ2TlNgkuFTytIodGAuspJSm0bmriffHRvhg5AYP7l3m7oMLPL57lvdvnOb5tTO8e+0sbw6f5+3713jr7lXeGLnEO2ODPL1/XR2/dfcKb9y+wtv3bvB45BoPb17izTtXeXL3Om/evsLTUTl/kftijr92nEc3TnLl1H7q1s8no8SpwkJts23Yi+yISd9dxRLQerG0EqEOWvquAOwlZevl90G7j6hcmh9LBy2BLgEfHXh0pUoHLX0X0Eqek0zynBSS5iSrJcDlnJOs4EtdF5VG9xvpqlKFAJZ0YWnAJenyCjoE5NzKlfrrqNKZK25BqWPjpU4tCFJ1Eko34UuKlnTn6SCnA5muaLnDlfuxwJTu4UqpSVawpUOX7OKv0v1ZumKlQ5ZTmdnF0P5iFqJ+bXzXS4bKBK/93qJw6aqW+v0VjCWRWmSlbF4uLa0rOLi3iT07NnH4QCtXzh7k1qU+zve1c7KrgaEdTdxsn8PDjjzeap3Nb04IaL3N3y68xV/PP+bP5x7x4cYmxtas4GHXFu51LGWsaTqPOgrYWZXJpvxcTjcu5fHhFh4f2s5YXzf3BbIO9/Dk6C7eHNjO4/5uHvdv451Tu7mzdytrch1YJnwH5+R/YFFiEJuzY9g0PZwN6SFszgyjJc9A6wwDjbmRbJ0Ryc4yK10FFhbG+pEf5En8a/+d3Ag/jjQs5/EJGYK9jTuHWhF16nZfm4IvGSr96MQuHijg2s7Yke2MDvSojsPRgW7u9HWoEUMCWeLZEm+WQNaNPQ0KumS/IQnzErJ6oIVdG+dRXuogvVjGWllwVFhVA4LAlg5OulKlQOYbUQ2ayqVD1riq5ArG1H1X4+DgUmsEsOScDlruSo0OEjpUuYOWfj/1fKIASbmtSDN/v3htzRjuKLKRMtuJo8RGXEEkmfPt7DvewtDgAFfP7ObyiW1cOtHCuaNbODWwnuMDtRztr6W/dxN9e7eyo7uOxoZFrKtbxKqlVSwozaRkupF8ZyS5jmhmpiaSlpJAco6ZrErxTooSnYC9PAZLURiJswJJzA8gvnAapvJIIrMC8TC8TqQziKQCs+oAtrtiEuwq/V3znOlxDOp3dU3CkPdAf18ErsaXDDkWMFUeK60kKMClQ5WuZOmApZ9Xfja3LCxRtV4uHSrAUhBnxFpgwiFfcmeZMM0yYiyUrjgDpsxwEpODsNsCyTYFMt8YQktCBHtMkey1RdPljGKjOZglwVMVFEk8g0Q5zA2dyoIwTxZF+bLYEMCS2EAWRAdQFeqt4h5qponfSmYShrDcEKhM7/PCZKi0hxrFI+GlVQGTVX7W4jAfaiVzK9wbAazlEQJTgayM8GVNdADrYgJVZ6HkZq2K9KY2zJvacC1Tqy7Sh1XhnmqtCfdkfZQPW2IDaVRdh4FsjhF1y0+dkxJivdw/cirroj3oiPHnkD2G3umJ1CWFkWXywJLkgzU7AmtePGYV3RCjMrVUrINAloCVq1yoBlDnGdRtd8gyZEUSmx2t4EqULL1cqINWRFoYkenfMtB6a9APn4QZ+JpExSok0FRIQMLscdCSdHgZLi2gFZiUpIFWchSBaVEEZ0jnoYCW2TWGRx/FI0nx2hLwGl8zTZjLkhl6cIvf//EPaljjv//7v/Ph5x9Ttm6O8mTdenxHnf/dH35Hw94WoiV7a5aZJx8+5S//9hd6zw+Mlw4FsvT1/qcfqsf94le/ZGHjUhVqunl3E7//w+/54ddfUriqlC++/iF/+vOf2HtqH7GFRrYNbOcPf/qjOn9x5LJ6fvUkrv954703+MW//NL9lDr+y7/9G0cuH+Orn3w1fu2vf/0r//yv/8y56+fY2rmR5s4N/OKffz5+XQ5+85tfc/JEL7/85Yvz8rj/+fOfcvbCUTq6N/PLf/7FNx7z29/+hnMXj7F7fzvPP/2Qv/zlz+q6PO6nP/0RJ07s5ee/+Bl/+OMfaNnXirnETvO+Vn7/x9/z5U++VErUOx+9M/6c6nG/+CkdfZ2qHLjnxF5+9etf8be//Q35W/zopz9mTdc6UmsyuHDrIv/rd79R1+T6L//ll+w+sUc9Z/naCp58+LZ6z+Sa/L2Gxoa+oWK19mo/h/7i8tpf/8+vkfMCUz/66Y/Uv4O2Q+0KtpLnpZI8N4XsJTlcvnOZ37i9try3B07vU6qOwNWSrYt56/03+cOftH9H8tw//+ef03KgmZXtK/j0y0+Rc/KzyfOcvHqM41eP8W//9m/6j6Pes7uPb5O7IEutyyOX/sNr7j+9X0Hcs49fvIfjTwA8+/iZ5i1zA62LIxfHn0d+hp/8/Cds3FFP8arZ3H/r7jd+5q9/9jXtB1sUZLUdbOEPf9SGmN5/6546J/C1+9gO/vinP6qXHRobVHCplw/lvZCsLdkF/OyzzRRWpdPespLDO7ZwqK2ebWsW0r12MQe2rqNtVQ3rq3LoWFTOrd3NPNq3nNHOXEabsvnhwC7+dOEhvz5zh79deZcf7znBlZoqLi+dz+NdbdztWsZoUzr322fSUZZB/cw8LrSu5PGhJkZ3tzLc08TZxlVcbq3njUPbeXJkF28e7uHN/m28e3IX9/Y2U5/vJGnq/yDT7zUWWUJYagmgInwCpSGvUhLyGjXRHtRETaUsfALVhkmstAWywhTIwphAZgV5Y3z1Owq0+jct4eHxnZoH63C7Kh1KSfDh0e0KtkTtenB0h4Kth8d2quP7/d0KusQsL1AmZvnHJ3eoXUBLYE1UruF9Tdzav5W7KuW+lR3r51BZmkSWMr4LZFmVl1CBVommbOmgpYZBl0hquEs9EhhzlRS10pcGZxK1Ij4iFXeidxjqqeSu3R203I91wBKwkGN30NJvq3MqYuDFiJhx0NJLcJJQLpMlShKJmhnOjMXpXB8c4Adv3+MHYzf46OYJ3j22g/d6e3h+sZ8vxi7w9shJhs4fYXT4Gu8+vsWzB1d5NnqNp/euMDp4khtn93Px6HYuDmxn+NwhRq4c4fKF/Zw40UNfXzP7D25h5+71bO1YwpqGcpbXF7FkTT7zanOomJtBQXESRRUZzJ6TTXKRVfmjRMESWLSPG88lgkHzQkmWoVouJUugKqHQiLEgnoSCeIwCWqpcqJUIde+VDlQCWgqiXF4sXcmS3f39EtO7+9LLhfpuKRDfVyImyXGcGYcxNxJLWjApFl/yTX4sdUbRkBLDFkuY8je1xQbRKXlUxjBETVoQPJlK/4mUB0xWgaQLQj1ZLN4pGfJsDGVZfAhzI/xU4nuh56sUebxGTYB0EfqwJMxH+bEkX6s62EMpWuV+E1XpcHG4rzLD18UEsSo6kJVREuUQyGrDNOqiA1kfG0R97DRleF8d5cWKcE+WipdLYh4ivFkXE8CGuADqY/1YHyU+LR82R/vQbAyk3RxCa0IQW2J82WLwpSk2gC0GP9ZHeLM2zJNNkV50xvkrZas/20xjcgRFcZNJMnlhyzBgy4lDug4TxG+lgMqA5G39V6AlStY4cGVJZ6EGWwJaomDpJUNN1Yr4dpUO3x7yxzdhBj4qsFTmHWpqlp+UECUd3iQ+rUwFWt5mC4HJZgKSowlIiSA4Q8bwmAlXila86jzUAUvmH8qxXkKUPC1Z1+8PqQ/AX/36X7j56DYffvYxj997S5USZ9QW8/XPfqLg6M9/+QvDD0fGS4zjoHWuf7zDUbxaomataFvLv/z6X9SH21/+8heOXjmuSoYNe7aOg5aoW91Hdiiw+vHPvmbO5vl89tXn6racP3xxQEHDV//0I4Yf3GR4bJi9J/dxduicui2Q8ee//Jmxpw+4MTpEffcmBVpy7sHTRzx49ljBhtw+cuEYlhLn+PVHTx4wMnqTizcuULWsih99/SP1XI+ePOKrr79SMPDh8w9JnZ3Cj37iuvb2Y26P3ebS4EWqaiu5NXpLvW//+r/+lftv3OOTzz/m7fefkFbk4Ec/+UqB1dYDbSSU2Wnc1/YCtEqsPP3oHQVRsn/0+UfqeX78sx+zaedmfvbLn6kP8UfPHvPsk3f55AefULK6DAFPgYTf/f53PHjnIU8+fKJ+ZoGWtt52Lt66yF//9lcFc3fevKP2Y1eOqfljenxDW6/2cwgkjTwe4bOvFEUoJgAAIABJREFUPlO/60c/+OgboNV6qE2VD51zU5TSdeXeVe21//A7Hr/7mKcfP1Wv/dvf/5ZtA11U1lfwxY+/UM/1i1/9AoGSN997Q/1u1eureOPdx+ra8y8+4eHTB/z4pz9i15HtHL9yVIHWj3/6Y/WY//WbX/PnP/+JQ2cPcvX2lfHXfPTsEU8/env8NTsPd3Lw7AFGHt1S748QzydffMKtR7foPXvwG6B18vpJ9TgBz8fvPuK95+/x/IvnVK2rQMBdwO9ff/Ov6vU//vwj/v2v/478DnUdK2nvbVWgJff5p5//hKp1Zaq0eO/NO+px8ro6aKlIB5eSJxEPyr9VaiG92EpXzzr2dK6n0BFDTnQg2eH+zIgKpDAhnAJTCIUJgZQkhNFUns3w9iU83FfDSGsxj/Zv4Pm10/z4zGWGGhu4ULuY87ULGe1s5N1j+7jVtYyHHdncas5iU24C63Knc6phGb21JWzOS2VlmpWauFDmJUSyraqAa+31vNm3jUd9HTzu7+TWri20lGQwJ9aPpYnB1DmjWOeMYklCABURkymY9hoV0d6UhHtSFDKZisiprLSFUZcYxpK4EGYH+ZD42j8wI9yHA2vmI+AkHirJu7p1oEXlZD04vpOHx0TN0uBq7NhOZI0e287okR5Gj3ar6IeHx3uQ9daZ3ar8eG3XRuXpGjnYyu3eFu71tTHW18H93nZ2rq+huDCRjFKZwGDCWpKggjL1crbMDFR+LRktJV1+Mk5Flee08qBk14ny5f7BLfAg3YBWgQjVcajN7xsf/CwQ5lK0lDrlpm4JROllMh2s5D5yTm4r8CiR8TTamJiXu+zk51DnBF5KE0msMBM1M4qCxbkMXT3OVw/v8LPRGzzt7+L0jGzOJ6Vzb94Cnm7roXflCmoLMulat4Ch4/vob2vg3M4Obh7dz4ld7QyeOMitM33cPdfP48sygeEqH96/yvt3LvLZ4xu8f+8s79w5w7uPLvPOm9d59OCyUvzfvH2ax0MnGbt+gntDpzh3sZeaFcUqBkCVBwV01Kgd6erT0tvld00oMmEUuHKpWAJZsuJnxWmw5bptKpDZeXHKi/WyejVueHfNM1Tmd9ex+pvJ+yVGer2EKOZ3OR4vJSZgKjAqw3eMxBNkhGBJCiDPFsjipAjaMxOV6b3bFskWYyDr4/ypjwlkS3QwHbERdFmi2ZAQRK3Bn0WhPso/JepTbYR0Fk5V43Wqg7yoDPKiNHAqs30mUOw9gQrfSdQETmVusKcatSM+rrKAyVRNm4p0HkooqWRmLYsOZIVBsrkCVdRDbaTAVgCrIv2oiwpgbbQsf9Yb/FkT5cfKCB9qQz1ZGebNWvFlJQSppPoGMb/HT6M5PpA2UxDbrGF028LpSAym1RhIc5w/W2N8aYr0pyHcj40xfjTG+bIjIZB+RySH0+Pomh5DVWIASfE+OJPDcWQbSMgxEJsXg2FGLNF5sRikQ1HAy7V0uJJdlRFzxJP1ArJ00BJFS5YGXd8yj9azW4FMS5yJb/xMAhNnu0ArHz8FWdpIHl9jDlMNyfiYbAQlWQhwGJiWbCAkI4HQTDNhOUYi8uIIz5W5hxpgvVxCFOCat3kpP//VLxQQbdi+RTO2y8xDFzDtOr5PKU7vf/9D9eEj0DNzWbFSrZ584FK03EBLN+CfGbqgPiQfvKPBzrvP31elQndFS0BLxvbcfuOugo7v//BTBVYP3nmEsdjKIRdovf3RO0iavCTLS8K8njL/5ddfKmjbsrsJY4F089kVSIky17K/A1t5CseunFQf5J99+TlWF2jJ9ba9bWrws73Yib0oma9+4lJy9rbTtq9dQZGoY0nFL6617m1XA5vtRUmsbF6l1KTf/O63NO9pxV7ixFosIaAyZsfh+jl+T8vBNsxlNpr2bR0HLfnm9/Qj7b0buDRAbUutei4Bxz0n92rH//pL6rrqVL6VQFLa3DQFTgKNB88e1MZdlFkULAkEPHznIdfvXVegJbBhVlkxZgVZciwt1xLh0HKgRfvd/ukrlTt0+fZlBRbPPnmm4ga++icNEAXIlH+rxknWkmzkvLz24YuH1GgZMXrffeuugo3H7z3m0MVD6rooRTWbakiuTiZFjbmR3Yk8vyhXAj2qnOcy1R+7qoHWOx+/o9Sfsaej6jlvPhjmy3/6Uj3noQuHSKqW+Y9JCEDK7/vo3Uc4JOqhwq5A5wXwvOg6lPJg1sIsvtKf5/yhcQCTsuLqTu1vKLDYerBV/Zzir/rwsw/Va1y5c4X23jYFWgK/AmpdhzqoXF/B1z/7Mb/+7a/V7ySgpUqN5dZxf5fclnT4jJJE6jZWcfxIF7VVeSSHepId6cf0oKlkBk0mM2gqOaFeFMT4MztuGhW2cI42LeKHd0/w7qX9jPbJyJ027h/s4e6BHkb2dTPat5P3zx/hyemDXOtawljPLIa3ZqnS3pq0BJpmTacs3J+Z/pPJ85lA5qRXyJzwKvl+k9mU6+TenmbeP7uPJ6d2ca1nA1tnJLLFNo3tOXFsy4qjJc3AensYi4x+lIRNpCzGi+IoL4pCJ1MZMYW19jDqHZGsNEdQFelP6uR/ZFaYFwdXzWG0r5t7B2REUCe39omq1cm9gR4VQHqvT6IaOrnT38XI4Q4G+1oYPtTCzcPNjPS3ckeyswa6GTu2gzuHOrm+awuDe7aqNby3iZEDzYz2tat1oHERZWU2sqts5MxLIWeOk1TxJqoIAYElrbtNhQFLILDAlpTVSxxYSrSsOm0qg4zbkfKXiaQys5ZtJSGbZRas5RYs5RYSy62Y1YDhRC1vTle7XEZvHbLEtyRgJbP+FHi4AjkFEjSw0gzlerSDAIO+5LqCCYktUJE2FmJyDWoqw/DgCb588zY/Gx3ize1tnHamcidrFhez89iaaGahxcym+eWUZjmpmJlJpimOnIR41diTEW+grqaC1XPKWTungprc6TQsmUfrqiX0bFxJf9cWNi6sYP38/5e59w6O60qzPOf/jdidno2Z6VarJNGBIAgQQCKRPhPeg/CW8CQ8CdABBEA4wnvvHQ3ojUTRgyBAEoZelClJJVOqqu7ealPdXT1ttrZjY2bjbJz73gUeIdV0/TUtRlzd++57+V5mCvnyl+c79/sycHGsB4vXL2Cs8wQ6jh/E+zOD+OnjO/hm9T6+ffIArx/dRHllLmwx3koyUJFZXU3zoOa5coiQoAVWeq/UEKFUswhaEraobtlTlBWFP6RkSUWLvYQwCVvy/WRPsHKk2mBjE2PVIE+PF4saR3rCHrgTu32ckefnitpAL3QFemMowIABHy80MESn2ybgpcp7O+q9d6DD6o5+Pz16A3Ro8/VEnWUXKvU7UO7lhMOeW0UtQpbLyXZ5B7keW5Hn6YR9bvRtbcLenfRrbUae+1Zku7yHjG1vI8f5HbHisNB9G/Z7bkeJzllpXs4o5dhzm0jrUOzyExQ6/ylKXN4RJvzyXZtxzG0zKj22oUqnGN9rdFtRzRqHeic0q4DV7eOOPtE80OdwR7fNFb32XWLMvtPiIpKZNhuc0WB0QpNpGzrMThi078SYrzsmgr0wEGFCdbAOWbbtiLBvhW/QDpgiPKCPNsBL2I5oQfKGQahb3rBE65WUELFMEeENQ+ybqRwYPqRPi5Ale8LW3gPOPx4z/GeLrvAISIWTOQEujlQ425LgZIkXxaWZHd7ZliC2NxnCsM0WCNdAX+wINCqgFWaBW6QN7tHW74EW1SxCF5sMHdb0NwpY+dWv/wyO9GDo49chiyHApVerAoLO3rwIwhbDYZ3Tvd8DLcV0L1c52vDVL74RylTf6SFQrfrtP/4Wh9rKsBG0CFv7agvxl7/5KxGG+Zu//w0ONB8SUDbzvqJoiR2AgLCT759agy2GHxmGbBhuFEWS7an+4OsQoDXWAf+MEDQOtwqI/Lt/+HuUtVUIoJLnY0/ACsgIWQetsQ5cuXNVfIF+88tvEJypKFobH9M+1imuQyVmd14M/DND4JcZLErc+GYpyhlDha0T7cKo3jy+DloEHwlap66fwuDZQaFS/fpvfo28ujy8/OlL8UVPsKHiUthQhENtCoz9wz/9Ayp7K9dAi6DG8C3DcoQjGdpjyG704qgALkKWbPJ5aF8PAa+iu1KkitCClvRVlXeX4+/+298J1aduqE4oX4Swc7fPiffp53/+c9xbuSdO+fjVY4Tmh4CeqJA8pSfwzN6YFdBESOI1ek71COA6qypaDFk+ev4Q//jP/yjCeO/Pvy+Ak2ph9UD1WlqKWRXMqMQRstjuLt8V1767xBDem4lJyzoVmPrtf/t7VHQfe2M/3y+GBf/yN3+JnKrsNQgjOPEflTsJWgz5MlQ4t3IPXSc7QTj79KtP1kCLvq01PxdVLXrX9tiQVxqP4aEa1B7NQax9l1CwsuyeKA0x43icPw4Fm1HiZ0Se3QMxO99Ckn4zTjccxq+fz+NXT+bw05vn8UH7ccxUleBSey3e72/Bh8MduD3ahfuT3Xg82YiPZsqw1F+EK8czMLQvFjURDtRF2DG6Lxod8T6iJEjKu3+MsP/8vyHJ+S2M7E/DxxcG8frCoKgn2JZkw+UDUVhtysNyfS4uFUShOUSHcl835Bu3I1O/DWm6TUhzexu5Hu+iyscdlXZ3HLG64YBhJ/a4vItsw3bM1pbgo8uTeHZhHKvnR7F8bhhUsxgKfD7bjKeTx7A8dhRPpqqxOlOHuZHjmJtsxtxMF+ZOduPedAfmZjqxcKoHD052Y36qE/cn23FntBm3R5twjysYp7iKshln2o6ipSYP3f3H0D9Ug+HBWnR0l6GgNAmpuZFI2BuKKKYcYd1ArpDLdCAwy6GoXjRwU7FiHixClpi3ISBTCU0J+GECX9kEtBGg1pvwIqlqlQAtES5Uk46upSxQy8Nosp8rObPWk3NKZUuoM/JxrHCR4gPzbj1yDiRi4f4F/OL5A/zl4/t43teN2ZBQfBAaiatJSWiLDEaBnwU1eRnYExaApGB/hNtNcH73j7HL6R2YPXcgMzkaGYm7kZEYBYfBHbodW+Dw3Im0yBDEB/oiOyYSeUmxKN6TiMLURGREhSA3IRKZUcE4N9SJr6kaL93Fi/n3ceRYDiwxenFfYQ6qNeVJXTkoTe02qlZqyFAqWoQrNglcQtFKYcJRxfAuQ4YSrCRsyW0BVqJ0zvp1mUFfAS3FA8bQLX1atgQT/MJ0iLe7o9Cuw3E/I5psOjTrd6JR54wGgwtqjC445rkVVbqtqNU7oU6vhNo6LDvRbXVFj9UVXT7uaPX1wAm7G46bnVFucBLhw707/hg5Lm+hwP09FLKYNBUrernUjPDMDp/v8i7ynd8RpXiYAZ7hxIMe23HI01n0Bz2ccNDTCYd19Gq9h+Idb6Fo+x+LVYVlbptQ6b4VFa7v4bj7FlE8miHAet0WVO96F/We76HduB0dlh0Y8HPHWKAOE0HeGPHzQLv3VrTqt6DHsgO9NoZDndFp2YE2szNajU5o9d6Mdu8t6LNsx6DNGQMmJ4w4XDEUpENrkA6lvjsQ5fWn8PF6CzbLZjj8XOET4gHrbh3M0V6wROlhjfaGJdYIU6xBQJaB4xg2w9pqQ6lmrYPWj0zR+vyRG/Qh6dhmjscOuwJaSlZ4Rc3abiV0xWOTIRybTH5wCw6EW6hNBS0zdkUqqw7dY4zwjDHDI0ZRtQhYHLPJcCJVLMIKAcWWFihCgFSzCFk5xwvxV3/71/inf/knVPbU4sqcEpqaf7KogJbq0Zq+dlqsbpQpHmoGGoSPiPCUWZmHpVcrAtbO3br4g6BVM3hCXINfbgSJY93HRZhRghZVtHvLc7j96A6OdVUKZYvqllbRsib7wJ4iQet3aB5rh19GEBqHWwR80Cd2uOnIWuhw9aNVPFhdwIWbFxGYrqhW4ttV/Q+Pbx/vQEC6AmGEntXXTzG/uoDzNy+ibXwdtCLzYwTU+WYEidqCb4JWqyip0zKxDlosVUHQ0v4jII1eGBVlLKgGXb57WUAHjyGA9c32CfCQoEWVi42gJkGLMHWk4wi+/O5L8X7T30VgkZDlyLCjWVXWCJ73V++vhS2//uXXIk+XBK3WydY1uClTlR+G12qHan8QtOZW58TLYTiy82SnAHJOUMU6f/u8MKITrnh+whahZerq1BseLc7zfbh2/xqOdhxdA63jfceFGkeDP4GN55SgxVARAYv/2BO8CFtUrNgkaDFUeqyr/E3QmlT8agwJErSkUZ6+Nv5TQEsJHX769acidPjzP/tWwBaf592lO2ugxVWIhC25GjGQ2cWTLTjRXIqhzipEOdwRrXPGPpselRF+6MuMxkhOLCb2JWF8XxKGcuJRF+OLfKsralIicKGlBnfH+/Dk3BTu9DVj5ngpRsqLMXC0CF2l+zBWWYKn5yfwm9U7+JuHV/EZw3CD9XjYXYHzB1Nxt3YfvhytwKe9hzFXkYO2CCvSnP4r4rb+F+Q73HChtggfnerAhycKMHswDg9acvHVZAW+mziGVy35uFoQjf6EQJSYdUjftR3pbu8hx+097Oevei8nsSS9kPXaaATe8Q4KzC640HAQL69NYPXaOB5fHcXq5WG8uDyAjy504elwMVbaYrHSHIXnncl42bcPywMHsTLTicfnp/Dw4gweXRzBowuDWLk8gidXxrB6aQQrF4axcnEYS2xXx/D44hAWT/XhyeUpLJwfw9XxTvRUlGCyvgIPz0/h4nAbBlvK0NV6BDV1+cg9lIDY3ECE5zgQkmlDUIYVQelWBGXaEJBhE2E6PypXVKeYtHetKDJr8ylhPPYBNH4zTEa1S01doA0Nsu4egUsoWQxx0aulyfm0BlQaFUurZklzvMgQL/I9+cAaoUf+oT1YengNv3q9iL9YuY9vr13ESm015g8ewMvudryencBwxQEUxYXiRNFeTDXWoDI/C1GBVqTEBCEjIQJF2UnIy4hDXnocspJ3IyrIBm/nrUgODURiUCD2xkcjPTIMYWYDAvU6FKUmoKfqMGJsevRUH8G3zxbwxfJdLM9dRkl5FgyxXuI+JbK1qz4qvlaCkgCtJKVsEL1YbGYVsLTKliXJJEJ7NMTzsfLxWgXr3wQtJi8VsGeHPVVZ2cjnxHCiSKDp44I9+p0oM3ihQu+OSg8XlLltQ6nrVhR6OiF712YUur6Dau/taLK64YTZBSeMO9BicUWb1Q0dNjd0ONzR4eOBdl93dPh6os3HAw1WN1R7O6NStxXlrEfotV00kXjUfbMwuR9iYWiDC46Zd6HC6o5jFqWVGV1xSL8DB3XOOKjbjoN6Z5SZdqLSvgvVPh44bnNDpdkFFfRhmd1wwuaBZh8d2v290O6vQ6uvJxrMO3DCtB1tDld0+7ljKNyIyRgbZpP8RRsO1aPd5oxWmzPa7M7ocLigzbYTzRYXtFpd0GJ0QrN+C1q9t6DdtAWdhi3oNjmh17IdfQG70BuqR0OABw7ZdyDL+z1E7/yvCPV8G8G+OxEYpoNPpBcszJEVq4QUGVY0xBjBMjuibTDDS9DShf/IQOtnyx6w7M7BZkOMSOnAlYc77DTGK2oWFS22zcZIvK3zwa7gEHhE+GInQ4fhZrhFWLArikBlBFM8SBVLQha3JWgxdEg/Cr84CF26OIsIGxK0Ri5MCBVCfOto/kP4yqrMWzPDE7QkZNGfde3+dRHC0jxEDL/6xdffAy3W8Pvs65+K8OTqx0/x3//Hf8enX/9UFECefl+BiFeffyTqJBKuZGMpHqoMhMTGkSZYkx2wp/iqitbv0DzaKsIEV+5dE+f89lffIiBDKk3/D9rG2hGQEbjWGCYkTL349KVQlwhx2cf2wS8tcD0MONYuijH7ZQTiaNt66JDX8s8Mgl9moAAtFm0mUFD965jugk+Gr/BQcVuY4TN9wFAZQYghtd/+428FVBAKZMiPfVxpnPAdEaTO3jyLX/76l+I5TlyeWAspEmwIKAwd8jGEOPZjl8bwr//vvwrflPacTWNNagjzz0TqiOaxFrFNVetw25G1948hRpktPrwgfC1sOX1tei0thDZ0SJgiAH33F9/haNdRASH0nEnQkqv+2N96dFOEK19/+ZGAMB7zyc8+FqAjAYkhPxk65DXlasm10OHHT9ZqzP0QaEllK6po9/pzvzq9poIRyMpUmOPfPg378jGff/NT8Z7eWPwQ7eriARrv6e/6l9/9M/7m7/8GVPHO31IUvbnlu2vZ42X6B/8sBwLT7OjuqcJAYzlCPZ2w22UzShwGDGfEYzIzBlNpETiTE4ezexNxMiceY1kxaIkPxD7TLsS4bsPBmHCcrKvApeYqnK47jFP1R3HmRDlO1R3F+eYKvLg4hV8/vou/enQXH5+fxEJ/HZ6N1mK5qwTP2gvxs55SfNtdik9b9+NeZRZmS1IwVZKOgcIUXKgpxsupFrwarcGz7oN43lGMzzoK8FVHHr5uz8MnzcW4XJCEQ2ZPZLpuR/aubSjm0nV+qXjSM8LVUNtQYXTGUe/tKPf1wNmKfLy8PIqVK6NYvDSI1ct9+OhiN15MVGO5OQkvTgTidZ0fXtf44nlNCFZa0vB8pgnLF6ewcGkGjy+PY/nKOFbYLo9j5dIYnlwex7OrE1i9OoHHl8fwYHYQyxcn8eLaGQweK0G6nwXROjdkO6woi4vGodjdKI4Lx8GseNSV5aK7uwLVjUXI3h+DGJaRSrUhOMWC0DQbgtKsAp64EtiW5g9bhj/sIlTI9AT0fimFkANFqRh6qxQfklSzpP9qbVsN/8kQlwQFGer6vWoWFS+W4BGKFlUx+o98YYk2IOdQMm7cPY1XT2/h44fX8fXDm/ju/nV8c+cKvl28iW+fzeGTpRtYun0erxc+xBeP7uDZjUt4eOUMHl2Zxf1z07hzZhw3podxbbwf18b6cfPkKPrrKnCyuxknu1twJDsV+2LD0HS4CJ2Vh7E/JRY5oX44lByNWzPD+GplDp8v3cHjuxdRfDRdLOXnfYYwuVFlkisG6Y9SwofWNV+WVLRESHEDYPFxhK0/BLTkNaURntsO1XjPnvMsfWYM2gm7aSuC9VsR5v4eot3eQezOnyDG9V1EuG5CuMu7SHJ7D/neTiixumG/yQWFXk4o0juhSLcNhZ5bsJ9Z2k07cNzHA5W2XThq3Cng6bjdC8dMu3DI4IpiixvyTDuRrXNChvtmpLvTz/iu6LO9tiHL2wWZXjuQ7rkdSTs3Id75HSS6vIeEnZuQ5LoJqe5bkOHthBzLTuy1uCDb6IwMr63I8tqGbG8n7DVsR75pB/LNzii07EC+wQl5+i0oNm/HAaszDjlcxArCmnBv1EcaUb/bhNoIA6pCvVDuvwuHHS7Yb3RCoddWlBidccTigmN2Vxyz7cQxmwsqbDtQ7bMTJ/zd0Brkic5gb/TvtmEg3g8dcT4oD/ZEunEr4m2uiAkzwDfEAwaGBOMN0McZoGfoUICWN0wx6ysO6dNikx4tzzCPH1d6h2+f6hGadhBbDKxruF6CRwEtqlqKorXZEIW3dQHY6R8Mj3BfuIUZsSvCLAzxBC3PGBPco01ripYELUKWDB0y5Lf80ar4YqECxdWHyx89wavPXwsFh1/iXD14Z2kOdx7PiVVkXCU4eHZUgBZhgaZ4sX9pDu1TPfj6l98KuHn+2Ssxf3/1gVCsqIxdvndNwBHDfvRnXbh9SRxLH9buYoLFV0KhOf3hWWxUtKhqtYy1gpBF4JKhw6bRZlhTHLAm24XKRWBafrWC55++EMoJn+/k5Sn4ZyjQxP0rH61ifvUB3p97H5llmWsw1TLahrnl+wKCPvr8NcL3Ra59UfMx91fmcXXuGtKPZoJmdb4/f/23f40HTxbw9JNneP3lJ/DJCFjb91d/+1d4+PyhMLjz2IVnCwJgCFoEqNMfngYN63xOhBRC1G9++xsBYIQKhtIIAg2jDbh0V3mv6BUiWL1phm/H88+eg3DDx0mDPVUZggrPc+vRLbSoIUyCFRcYfPnzLwUUUyEKy43QvNYVoXgxLMfQ3ZV7V8T/J16b/igqcnzOfG7dp7tR2lq69hoJhAtPF8RzIURduH0e3/35dwL6CGeEUJr6bz++vQ5aX32CUDXUKKAsNwjX5hVI/t41f/fPoBmeYCRCh6qidefxHQFf2VVZoEJHJZAwRWDi9eipYnhy5aMV4cM61HpQGOD5/4UhSu7j+ybN8ARfghbDiwTimWvT4jXzeIYQz6lhTIIWAUub5NQv04GQDD/09lajrfIA/Jx/gmTdTjTFhGM2Nw1ns+JwLn03TqeGYyoxBNOp4TiZFYeTeamo3R2IsC3vINxlGxr27sHl9iqcrD6Ak9UlOF1dgjM1JThXfwRX247jzkALFse7MT/cjPn+41gdqcBHw+X4tPsgnlZm4aPKHHzedgCf9B/Bq+FqPBlrwtJ4Kx6NNGN1tAnPhmvxsusYPm4qwfz+GDwqicLP24vxonYfxhL8UG71QJHeFUVeO7Ff5yJ+jfdFB+JMZhyuFiTjXlkO7lfuxY2jObjfVIaXp1nXcBCPzvZg9UwHXp9pxYuhMqzUJeGL5jj8vCUKX50IwosKOx7X7saL6eNYvTKM+UsTeHhpDCtXJ7F8ZQLLlxTYenJ5Ak+uTIr26OwIFk4P49m10+gtK0Cy1RMRbtsQvGMzQly2IGjHNoS6uiDMwxWhXm4I1rsiL2U3rpwexHBvLYr2pyAxJwyJOSFIL4hEZnEU0vdHIyE/EqGZofBlahiGErNZkNgKvzSL8G75Z9jhm0nvlB0+TF2gyY1FVYtKFpNi8kteQMAPrJaTHiwBB2oocU3lUr1cInzIyhEs1ZVhFyE2JrXdW7YHZScKUd90CF1dlejvq8XwaCPGp9sxfbYP56+O4cObp3D3ziwW7pzF6twlfLTwIT5evIlPHrEk2B18sXIPP3syj6+eLeAXrx7h2xcP8M3z+/jq6T08v3cJyzfO4rPHN/Dl6h0sXJrCteEurF49h6+W7uPLpXv45vlLUAOPAAAgAElEQVQDLN+7jOKDe2CK0onXzGLSEo4kVDKMx+zshCyZzkGGCwVgqfnGlPdK9aWpJnctZPG82sb3le+X9hgxJ71hVBTVFZ/ifUw0wxTjBc/wXdCFusI7YAdM9q2wGjfDatgMi34bbPrt8Pd2QrB+G4J0WxHouRmBHlsQ7LEFAW6b4OvyNnxd30aQfhOibC4I9d4Kv13vINhzCyINOxCmc0KQ+xYEeG6Fr/tm2F3fhdXlbVh2/Ckszm/B7PwWrM5/CvPOd2Fy2wSL22aYXDfByJQobpvEmL1513swur8Dk/u7sHpugs1rM+xeW+Bgr9sEH68totk9N8HHcxP8vTYh0HsLQkxOCLU4IcLihCibM6IdOxBh2Ybdtu2I9XVFjI8LQo1bEKR/D8G6TQj23IxQ3RaE6bci0nsbIr23IsJ7MyL0mxBp2IRY8xakmJ2QYdiKTK8tyNRvRY51B3IC3JBo247dxu0I83GDwe4Er7BdooyPPsEoQMtI0BJKlgJaMlmpBK0f5arD754bkLy/TniytpoYPmStQ6pY0p8Vh23mWGw1x+Jdr1Bs9wkSoLUr3Ai3cBPcIqloMUxoeQO0PFV/lgQtRdUyI6E0Dc8+fSG+RCg9EZ4ISwyfSaWLihWhbG5FUVBocqcZfuO/j3/2qTANU/XKqS4UaSD0iTZ88tWn4gudUCbTOxxqLxdKDgGseqBegFfLRIfwvxAE7j95IGBEe42bD2+tqVpvghaz/loFaMnj+ToIOsPnRuCXTkOsYpaX+9nzOkdaDq+D1ngr0o6mC8WCIHH2xjkBH9rH8H0pbT4kVgK++ExZ+cf9vN7rLz+GLc0PmRXZePW5skqO+6gurbxeQfzBBKFGaUGLoT36spTHvxbAQjDgF/o//d//JCBHqlIEHv4/4T4eQ5P28PlhER6cfzovriOfC2GjpLkEV+auiHMvvVpaAy35engOeuiobNEkTMVN+48weObGGZEi4ur9q9+7NpUzqk30c9G/9d1f/EKAingO/9//EO/v0LlB4WfiufiP7yvVrPy6PAFhQtFSQYuwFZYXihDm9MoPwQcLb6ZloJpEGA0WSUGV3FjSUyVM6XsDsb+xWPiuCE/1Q3XYXRgpwE+bdoJQW3SiEJEFEVh4+mAt1Mn/B7/8v36BtolWAXFroPXl6zXzPP9+O6c7IP1lvK4ELaloBWT5ICDVhoa2QxjrrUWs3QOx7tvQlhSFs3npOJcVi4uZ0TizJwIzSSE4tScSs9nxOFuUjp6MOKR67UTgtnfRsC8F82OtuNR0CFebD+MDtib2R3G16SguNx7BpaZSfNhxBAuDlVgdrcTHo8fxxUAVXtUfwMvjxfi8qwyfDVfik4kTeDnZguenukQurRezQ1ga78BsaR4uFu3D4xPHsNJchrmqAvTEOFBudUGZzRUHjC4o9HRGwa6tOOS1AzOZsfi0txaf9VTgVxP1+G6sGp/0VuL1UAOejbZhZbILD0absThSjyfjdXg2UoHnHYX4sjMf33Zm48uWRCxXBGGhLhbL40exeK4d988NYPHcMB5fGMXShTEsXRjHo3MjWKLX6/wonpwfw+OTQ3h0ZgR3pnqQE2xClq8OI0fy0JKfhKN7QpFgdUeA82YEumxB4M4tsG59C0Fu2zBWV4GF89OY7m9Cf38tutqPoO1EASYGynFmogbjg8fQWJ+LkkNJ2FMYificIMRnByClIBxRrBm6xwoHiztnWBTA+AHQEnmhGMZSYUAAl+onkpAgYUuGDNlL2GLIkWPWQrVk2kWzsgZfihmGOMVo7Ii3wjfRCnuiDfYkFnV2IIA1QjMCEJUdgsR9EdiTH42sonjklqSi6EgWDlbmorxuP+paj6K1rwa9Y80Yn+nEhXO9uHZhAB9eGcXcrRnM3zmNB3dO49H8eTxZvIKXD6/jo0e38YK5BZdu4YuXC3g4dwkFpSkw7faEQwKORoWS0CVBy0qvVKqiaBG23gAtNczKVYvyvWIvzyHBTe6T2xK0JIQpZnhmfrfBRlWL0MY6jIlmOOJMSmHkaL3wF9nCPWAJ3QVz8C4YAnfB298dRv9dMPruhN7uAm8fV5h83WH0YfOA0dcd3g5XePvshMnPDQYfVxi4bXeFt80NBrXpbW5g87bvgreDx7nD4HAX23qbK3SOXdD5uEPn6wEvP094++tg8NfBO8ALhkA9vAO94BXgDl2AO/SBHjAEe8EUqocx1AvGYC+YQ/UwhXqLOWu4NxyRBtjZR3jDJ8IbvpEG0XPsCPWCLUSntGBP0TvC9HCEeMM31CCaT7AePqF6+IWx6YRCZacHK9gdjgBX+DJrvGUb7IYtsBo2wWreAod1K3wsW2GzbofR3wUm+rUSTOJv0zuWKxRNb3i0CFgyn5bi1VIyw+eWuvx4zPB/8cod+yra4eaXis2G2LWi0gQtqlmErG0Wql1xeEcXhi2WAHiE+8EzygL3SBN27bZgV7T1B0GLqhaBS65AZGhRSWrKHFucl4lNFVO8BCz2Mvs7e+02w4xyTjsWWedFSR4bDMlW6BMtosnVhlS02OS2d5IVbDKRqZhPYdFqG8xJVtFMIvGcEkKUqw+ZQd3KsGIy87UozSI+5EyYx8zE/OXEFT5c0u0vGkvIsFYf57iPcj2LN4tEoCyVs6Hos8xAz14bvuRYPg9rqgPWVB/RtAlVWWBVeKoYltAY08U4UzGqS5CS3qsf6uVjf2jf2hyXlLNlfv9ayjVY8PX7JY1kpnlRDJa/0kVhWNZd4+orX9HkWJ5bbssQowzv+as+KRmKY8+QoPRAaXuClWzCQJ8bjNDcEAFazFTPFloQuqGFISw/VJjutSqYHPP8XOkow5XcliFJqYJRCdvYZKJKJUUAk7AqyViZD0vJjUUFbX0uIMsXgVnM3+S3Vs5H+rSY3iEgzYH0omg0NpWgcv8e7Au2oD4+FFM5STiTGYvzmdE4nR6Fk+lROJMZjbN74zGzLwmVoTaEb3sL2YEWzLZUijI5NzvLcL/nGBZ6j2GxtxKLvccx31ONuZ7jmOs5hvm+Y3g8VI3VoRq8HKrBJ4PV+LyvEp/3HMMnfcfxeqgOn4w34OPpFnx0ugOrp3uxcmEK905OoO3wURzNLkJXRT0GqutQm7sP+/xtyPbeib273kOexyYUeGwR5UQK3N5DW7gZq02l+HKwAt8MHcbr9lwsNuZjta8Kn5zqxYuZfixNduPRRCtu9ZbhdPUezLcX4UX7AbzuLMbrznwsN2dipe8AliZqMT/ThrszPZg/1Y8HJ/txf7oXdye6cHO4DXfHOnFvvAt3h9twu78NC6cGMVJbgkTTNrSkR2B1qAmPh+txp78S05X7UBHnh4IAL+TYdyHBaxvCXN5GYagNt0Y6MNtZi9nuGkzUF6ExJwhjh6NxvW0vrjZl4GJjOi51H8BIxxGcqMpFa10hBrqPoa6hEHFZAXAkesORZhEZ0algKWW0lAzo3F4HLTXlgGps91VVLgWyFAVHgNZaMek3jfH0etnTmdvQDgfvDbQDqAo+VXtLCtV85UelKcEMU5wRlgQm4rSsFfQ1x5lhjrPCEm+DOZ5+JbsYs7clstafD0KT/RGVFozYzDAk5EQgaV8UUvKikZIfg8z9icg/lIHi8r04XFeE+s4y9I82or3nOBJyI2BkUWHVg8ZVhoSeN0J/UtHivTh1ffWhVLiY6kL62QhSVMYIUBK0eE4tWGnHErDWrkflS6aRYC/M9Rb4JFngl2CBf5wVfjFm+MSaYI+lgdtLNJGKgNnLIz1hiPSAPsIDXuEe0Id7witMB68wL3iF6eEdooMh2AOmYB2MwZ4whXjBFKyHUTQDTCEGGMINMESwGWGMNMEcZYY5ygLzbguMu00wRlHtMSlNjoVx3AxLrAVmQopqLOfYEm+BmU2MzTAnWGCKMwuY4f9ru4BtC+wJJtgTjLDHm2CLN4tmj7fAGsucYSZRVoeldWxxZlhjLbDFKU3MsQA0/3Zi9bCKcjsmsFYhzezmGAOsTFwabYAl0gvmCB1skV5w7GbvKaCVqw5phBfm91imflBBK1YqW+upHmTokP2Boz+iVYd/9+kmHGkdgykyF5sNcWv+LMUQz7Ah82ixxeNdXQQ2m/yxK9QXXtE2eLAuVpRVA1rrZngJWQQt6dFSPFzSx8Veyb21vopwfSUhYYrzWsiS8CUBS24rxzhgWAMtBaokWBGiZJNzspfzArQkjCVZQMgi1JgIXSLNgwJcAnBS7LAmqx4u9slWKLDFXzmU9vnLSYEtwpWELv8M5tnxg2+an1LgmZClZmGXGdkFyKXaRciSYUvttoQu9gpk+cKSQtgidCmPEUuP6Z3K4E3ULm6evIESZghFCtSoKwNV8JJQJSGHvQQb8TjVDC+Pk6Amzs/zErQyVcBToUv4t3iTk6DFXjRfsTKSGeoFaIk59bnKc2kAUXstcdNUj+FyeF+awNmYqDNLgRWRk0hAy7pRfSOESRBa60VWeiVbvQQu2RO8wghfVL/yFfWLKx051rZwHsf9ucEIYoZ2DXAFqSWAAplmQjXOKxCmgJQCYUrGewlX2rqGzIQvIYugJccsyRPCmoeiD0DYHh8kZwahqiwL0+2VmDpWjJ60KEyk7cZsZhQmUyMwkhSGmawYTGXHYCA9Eg3xwahPi8aZ1ircGW/HrZ5K3O+twGJvOR71lmNpoArLgzVYGqzD8lA9Vkfq8XS0AU9GmrA02IBngyfweqgWn41U4tPBMrwcqMGr4RZ8MtGMT2da8OpkK2721mKmuRqDjY0oOVSFhOIaJJc2IbXkBLL3VyI3KxeZQf7I1rviqI+XyIJdqNuKnB1voVT/Hs7sC8Png4fw5UA+FmuicbY0DNcb8vD5xWF8cm4cz04Pi3I7l3qOoDo3AM37AnGmYg+uN+7Dh437cKulEC9PtuL52X48nh3Go7Ojwnv15OIEls+O4MFUH270N2FujCWEOnFnoBl3BtvwaHYIJwoSUBjsievVhfikvxaveivwbKAcix2luN2Yj3stB3CzcT/OVuagbe9ujB3bi5vDJ9BZnILGtDBMlSTiZFE4LhYH4VFdPJ62pOBhXSxu1+3B5bYy3J3swvWBBvQfy8fsUD2OH89GWLIFvilmCAM4VSvmzaIaI/NkEThUs7w/c2FRraJxXgUuRbmSeaekkqUcI8BLLQNEXxjrHfpnMu2EWlIok2krAuCbFQCfzAAxDmDKij2+QtEKFPcwVp1gKS6lOobfnkD47QmAb6o/fJP9YE/yg43AFWeDKdYKY7wDpkRfGOId0MfZ4R1rh3ecHV6xNnjFWKGPMUEfZ4KBWdVT7AhI9UVwipKs1JzGH8NmESKkeqQFLQlCwqOlgpZM4ip7xdMm84bxvkzIWgctoUgJgFLOzXNKJUsCFnsxZi/SSCgGfJHiIckMnyQzfEVGeNY25PeFBaZkI8zJ3rAmGWBLMMISZxDQZUvQwZaohyWOOaF0Ii+UMcYbJq6sI3TEGWCNN641QpE53gprAuslWmFn0u94G+xxVtjiLbDFmhSoibfCHm9VCzMbYeU145VM6+aY9cLMtgRvWBP0otkSvWFPMsKaaIAlgWODMk40KMWeE/SwJxrgYEvQw5GggyNeD3u8QYCXjRAc5y2esz2BkEVo8hY997HxvJZ4L5hjPWGMdYcpzhPGOJbS0YtcWQbWOkw0wpBohDHeCBMVVfqw4r3hHa8cZ4nhe0NPlkHZH2+CDB9qw4ZUtpjWQR/J5KU61Dds+/EoWr/78v9Edc8M/JMOgKHD7SwqLVI8JMLJmggnWwK22xKwzRKP97zD8Z7RD67B/vCMcsBjtwUeUSbRPKOV8KEWsGT4UAtbErqoaEnzvDKnGOMlPLGXkCXBits/NCcfowUtCU7staqVFqzkMYQuLXgZEq0wig8MFSSlKb/ulF95/LVnU31aliQ7LEk20ejb4rw9xQeOVF/RfPYQrPzhm+4Pv/QA+GVwrNQLlHDlUOsHErqoThGuZNOqVevQxf2KmrUOWcpjJHBZWdg0jfULqSopXgxxfoKNUKF815QkLTBJBYlzcsxeNglbsherobg/Q4G5tdVRInMzvyB4bbWsEZ+HgD1FCeOY5n16UbRAp4UrBdjW65etQ6PyC1/JZbRe+4w3Vj4HRSFSYEsLWhuVJbGtlg4SdRaphqlgRFiSChjhSqSSyA9W1C1V+RKwVRCGsEIqYYo6xlAjG/N/SeWMeb6YN4vnFEWgBXAxPYSiYEnAYs857baYY3ketVSPBC0ZOmQftjcQkZkBiEz1QWxaAIr3J2OgqRwn6w6jOy0UfXEWjCT7oj85AD0pwWhLC8HMsTwsnezFk/MjuDnQgGttx3CrqwJz/TW411uFez0VmB+oxuJgLRb72OrxsL8ejwYb8HCgEQu99VgerMeLoXp8QmVrqBqfDDXg49FWfDTeio+m2/FspgNX2yowUVOK0fpjKMzNR1DafsQf6UF82QBiD5xAam4hirPTUJOdjuH9+Tji740sV9Z2+wkaw/X4sCIeL/uz8NlgKl52xeB2XTjutu/Dx+cG8fL8pCjF8/BkC+6fasL5gQpkZfogJs2EtGwbyg9EYKqpAKunu/D83BCWZkfw8NwoVi5N4tnVaTy7PIlHpwdwa7ARCxOdIifX/aFm3BtpwdxoM9pyozF2IAlL3eV42VWGlx0H8bL7IBY7CvGgLQ8veg/hdX8ZVrqO4MOmYixONGO0Yh8q4h1oSfHF7KEkXDichFvHM3CjPAk3jsbifEEgrlfuwcmjOejPS8ZQXjIG85MxcbwA470VSCvYDVuSSYEreqr4Ny2BS4YIqVIx2amALIdIbuqb7rMGZOvpIZjji+egiq5+ZtSs9EoJIRaaVopNs3ajUN9ZwzTLH37sM/0RlOGPQCr0TMLKeo2iZiOBjIp9AILY0gMQmM7j/BGU7o+AdH8BZ757/OCTHgBHeqBotrQAWNP8YU0NgCXVH5ZUP1hTlR+M5mQCmRWmeBaZVmoSMkRn26OU0NEC0Br8qJAkfmBSnVIXERBE5VjcE4Q3TQFWCa7CZ0Vopddrg3dLnn+tZ+FpNipqoimwJQGMgCb8vFyFmGIVYVhLihG2ZBMcSWalJZvgw5ZiEjX/WPePSVT5/1qMkwnXVvjwhzJfd6qS4d5C1U7k77KCGehZ7sc3ySpM+IQyppdwJFJZs4rr2BIJWgYFtETGdT2s8QQsA+yJRnFNR6IRDj63ZF7bKK4vxomELW8oEOYNR5I37AQyAV1ecCSug5aVIBXnLYCKapcCWgRFbwigiyPoEbJYGFpt8V4wxSo1C5kB3hjvLRpXlxrZ1KLRzKFlUIHMFK2HOZbnUpOYMnyorjZkTwDjakM2BbSYtFSH/p7NPx7Q+tef/UeMz9QjIKkYW4xx2G5LXmtOorB0ErZZErGVoGUMw0+8feEc4C9WHrpHWuCx2wTP3UbomLRU48viWEKXDB0SqORYwtcPbesTeJzSJFhJ8JLz3NYC2JuhQyVEKMODWogidEnYkgAm5wxqUlMJWqYkG9jMrMJOsFJDddYUH9hTfcXqQ4KWOdEGM8Es0aZUa0+iWV5pNqaCIHTxhsNiz2lMYsiCz4qys7HfCFaEK87xuHXQUqrDK1Al1SzZK+Z9sS+FNylFFfshcCMASWCSUKXdlnMbIYtgRMWMxxJ0BOyo+X94g5M3Od4sJMRJwBJAJUOOa+qUEi6USpq8nri++BX//RVYEqjEzZTnUwGLkCXbRtiSkMV5+byZWFIZy/Adv1z8RGOS0mACEdUpAU5Kr9RpZO6u4PVwowg7MvyozAfnKaAVlMci2oHi2DAeQz+YULxYG3EdqGS4cKOSJdQsFcYYKvyhJjxbOQEIzwlCeHYgwtP9ERJvQ9nRLFwea8TI4QR0pnqjJ1mP2gh3VMeacbH5AJbP9on8UXeGG3Gztwb3B+rxeLQVj8da8WisFQujLVgYa8biOE3wLXg00Y6Ho+2YH2zE4hiVquMYOZyGvqI4nD2+D/O9FXgyVI+nQ41YHmnEw7FmPBhvxdxYC+anu3B9qAllOamIjU3GvoPNyC3vR2r+MURFRSAzOgCFUSE4GBGMLC8nJDr9MYqNO3CuJA6LTUl42hmBj7uD8UlPKJ72xOLhQCGenenF6tkxrJzrxaPTDXh0thU3ZtqRsDcEHsleMCXpUFqRhOtnWrF8thcrJ3vx+MyA8GKtXpnC8/dn8PzaFJbODuL2UCMWxjtEQWy+7rmhBjwYacKHrUdws6kEj7vL8LS3DEttB/CopQiPekvxuOcAnnYU41XnQTxuK8GF4zl4NNWO881laMwIQ2OyDwbzY3CpthgXa4oxUpyCoYI4DBfEYKAoHi37YnAkwoKqSBs6MyPRWZyMc+PNyDuYAiu/OMUKQTXfllpOR6hXMhQofqQoICU/g+LzIMBK5uFSkqkqoKUcKz8rLGrN8xGgCG0KQKklhQhdapM1HYUaxuMzqIDRGrFeJJt5wjgvzsOxVNkIPoREAXqELvW+t8cP9lQ/2Pf4QvwYFfdH/jjlj1SH0oS6ZFXCfCoIScXpjRAf0y2oxnf5+nkPEvcf1bTOed7vxH6htCsFqAXEqQlImS5C29Ygi0qWClpSReM+JTeXEs4UEMjnoYY2qbIpSVI1+8U+CWpqzxWQ4lg1JKomYRUAR0uKSGPBa3GlpOZ58DGJZqFg8bk5kizwYY4wHs8M+ExpQYhLVIo4U1UTmfFFEW0FGnmsT4rSxDmSFSCksiWbI9mgQpfS2whihKoEEwRoUdVKkAoa4Y6NappBLauzrqYpZXYUyBJZ3kVhacIaVSy9KK/DXmne649nGFZzPqphXHEoQoka4JKgJc3wqzf+5McFWot3UhG6pxRbzFS0UuDMMjwqZDlZFdBysiZgkykCb+sdcPL1g0eEP9x3W+EZbYZnlElIwJ4qbBGoJGhp4UpRrpQaiBtBS0KZcrwCWVL10oYQCV5a2JIA5s26h5rQoVSrCFta0JKQxV4ClnZOHCvULAWuCFkStCRsUbWyMWSnwhRhy5SggJbsJYCxF+kgJGxxtRFl94w3QWtj4WYJXD8EWhKaZE+o4lgBr3XQsqQyxKiEFKW3i+elCsayFTbecFR/lOypIAkY0viuBPCooUHuE8eyZ1ZqAU3KL2UJOAQx3viFUqUqYzIsKc8tzqkBLW7zGHl+bc/zSjASWbQ1YCW/NOS15ReOhD1uy7Ci7OWc7OVjZS9v1nI/zfcbG5OoErhkiFEAVn6QAlr5LJitgJbS08NFdUxRtQhTiqq1rmhxTjZCFwHrDXVLDR9SzZJNC10C0FiIm2HEdF8kZgaiujIDk52F+HCkEKuzB7A4vhfvt6Vipioed4aOYWW2C+/3VOFmfy3ujTTg4VQbVma6sTrdjdWpbqxMdWGZuadO9WDxbC8en+sThaMXxzpERvVLfZU4kOpASuhO5CYaUV0Yjta83Rg/mIa7Q3VYYsHm2V48Pj+Ip1cncW+qCw35KShNiUPdoUocyStDfnwq0nwMyLTsQIr71rUl6EeCzBjLS8CVI/GYytyFp80B+FlfEL7oC8arwRTM9xZifrQR85NdmJ9qwYPpeiyeacGV4RNIyAiBmV+MiUaUHk3BjTNqlvgJltfpwOOzA3hyaQLPrk7i+dUJLM324fZgPe6PNOHhRBsWx9twZ+AEHoy14svrM3g4dAI3GkvwqLscc03F+KAiE486S/Ck/yie9hzBas9R3G0vxanqXNwaasTiVA9mKgsxfiQTs3XFuNPfiKmq/Wjal4gzjUdxa6QFQ1X5aClJRXlKEHL93VGR6I/ppkOYGqjFntxIoVAI07pac4/hQFHGhyqWAC2lRI8ACIYV1c+E/LuX2/JvemMvgYN1Dll4WgCXGlKUhbIVaFJrNqpQJq4tYEuBNFH0mYWfRbkfJYwpYZDHCl8U1SWhpvnCvoeeVB849hCq/MR9lOq/T4oPfNinsufjHHAwVLghFYMEHS1oMcQqQ4V8nfzc8vVJnxbfkx9q3L9mmlcBSQCUClwStCR8Sfjhc5DHfe/5EA6psmmO0T5OvB5CkgpY8vXJ4+V5rWq5ILktjxfzBCueQ6ps6jZBi9dW5hWAkteT15FgxePYZK1GBbRU6Eui2kWVS1G9CFcCvNir8MbjJWBpgc6aqECWhDDClYQkBbQkSCkAJs4Rr4AWAUsew5775OPlOQSQxTLsaoBZ9WgRsBg2lKFDFpX2T3LDv3z+Rz8u0PrzF25Iyq9QssJbk+BkTRYq1hpkWZQw4hZTFH7i7Y/tfgHwiAiAR6QNumgLdAQtVc2SAKUFLS1scZ5Nq2TJx/C4dR8X/V5MF2HSGOfXAYwQJtUu9mwELS1YEZokZLHXKlxayJLHCIWLAKYqWAQrqWhpgUsJG66rVgQpCVaKusVQoqJ0SdAimFHZWlO3VDO8BCwqVhKu2BOctL1W0dJClRay5Lzi4SIgKv4y6TeTZnrhPUu2wELzaBqByyaadY8yljCk7SX4EIjYFCP7+g1e3sh5g5OA4ssb3gZ/F7flueT5JYRp92kfx3PKGyjPzbH4ohBql1qKRFWyJExpe/l8OCdVrd/Xax8nxwHMAL9vHbZEuaB9gSLHVxA9WblyTPhSYEuCFvcpIcQgaBUtgtcPNQFMqoJF4JKqF300wlMjMo/7rMGWyBBPs32OH3z2+cAvy4GIZAeqqzIx0VmIU11p+Pjucfx8tR5fLdXg8/vVuDuej0utOVgYr8X9kROYG23A/clGPDjZJkrWEKxWT/ZidboHyzM9WDrdg4UzhK0+LM/0iTI9i6d7MHeuB6f6y9FanYGaskRUH4xBTU4o+kqScL3/OFYuDWLpAtswXlybxqNT/egr2oOquEBUxMYg2+RAlocnir1cUGrcjqydbyOZvqwAL1yuKcXpgxmoD92J3sTtWGmLwMuuMDztDMdyXyaWxiuwONWChalOPJxuw6OZZjy52Isb01bnd0wAACAASURBVO3ITI+AIcAdxoCd2JsVjssjDbg/1oK7fXW41V+LOywaPd2Jh6d7scis8BOtuDNYJ9rc8AmhZt3qrcX1rirMj7Xg8WQ7Pmg9iuuNpbjXcgjzTaVYajuE1Y6jeNxxBLdaSnGhpRSTDQcwXFWM24NtWBrvwuJIM251V+NGZw1OV5Vi5EgBzjQcw8XuE5g6cQTnW49h8HAO9keaMVZThLPD9SgpTkBoog3+hA2qQKqSJQFHwovomZqB1gCuQFQ/C1rQ0n5O5OeFc0LJJnyoXiUtGEngYi/Ha+ClWbkoH0MgIqj5qW19XjHqi2SqMoynLvz5HmgRslTQ8hWFpOk3Y3oFO+xqJvc3wEpVtxRzO1dfKq+Fr1HeH/g+SEVL22vnCVprKxQluDBMJ8J5irpFwJGwQ+CSYCXnBABpfF18ntIrJ49lLxQvFcAkVMl57WvTXk87VhQyBY60gCSBSfYSnLTbIs2HmlxVu59j7TYfQ4CSipgSWpTbRnVe9so8YUg5XlHJJHSx5z4JSBKYBFhp5rlfApU8Rqpa3JbwpT2PCDGqIUPtikMCl+LP8kBT85Z/E7IYzYv9ehr/4Zs//73twj//Tqxe/w/8b8Pf/+PvPZAnKf+67t+86NmZKOz0ScUWU/waZElli6FD+rWY4uEd72A4+wVDtzsYnrtt8IwyQxdtVkKHmizwUr0iUP0hTRenKFVSxZKQJQ3zspfqluylwiWgSwCX5XtwJYFLC1pyTvZS4SJsaRUsOWYvoYu1DglQbFLZkr0ELAlcsieMrcEWf9XxpqOGBP9n4UMtbEmQYs8m90nY0m5LJetNA/06fCmwZYI51SyAi9DF5d2ELa1HSob+JPho98mbOm9wvIGLm7h6U5WhCuYK2ghQWsCS5+Xc9xQtqlwCqpRe3kQ5px3Lbc7JJiFJ9r8PrDgvDersFZO6skrwDW8XwUpVtghaDCUqwCXDiTTTv9kkZLGngqUFK0LXxiYVLx63UfES6tYGU7xW0Qrc6wefbBqJrSgvz8YH0y240lOA+am9+PlSNb54XIYvlsvw9XI17p/Kx8naBCxO1mLlZAfuDdbjwUQj5maaMX+mCw9OdeHhNNWsbqxMd+HxdCcezXTh8ckePJ7qwfxoGxZPdmHpQj8enu/B3OlW3JpuwO3JOtwZqcH8+Ak8PNWOpXM9WD7XL4o8v74yhcWRDgwX7kFXWhQO+VqQ4+aKIjdXlLptw2GdE/LcNyNj1zsosDjhRIwPygK80Jnqh6u1qejPM6MyZhsqop0wWBSI5Zl6rJztwsOTHVg+3YV7w3U403gALQdSEWx3g85zEzw8foIgqwu6y3MxR8/VQD3mhutxd7gecwxrTrbjwUQbHow348FoI+aGlP1zQ3VifGegDrcG6vB+dzUejrfj8UgzJguSMJgSgpn0cEymhmI8azdudhzDlcEaVBUloCI3Ae/3NWF1shdfnB3CZyf78HqyGy9GO7Ay0oH53ibc6m7AwkArPmUKib5mtO1NwExLOTpOHEBCagCCku1gWI9/1wJ2VAWJcKVtDMlJJUf7GeTj2CR4yM8EezHPfWxqugOek9eRkCSuqVG3tPPyOFkkW+7TPi85FiAkEnwSeljsWllhLe5dqsIvfnimEKz84EcvK0OJDB2KOaZg0JTAWavjqLwPEmh8ec+RMKfei/ja2XiP2ghXUumimiUTmzIMKJUr9hJy2Mt5LSDJMfdLYGKvbRK62GvPJx/zh8xtPIYwRDiS8CR7CUyyl8fJY9fmU9dVLAlj8lj2ihq2HlqU27ZERSEmQGnVNC1YaccbIUtClAQtua3ttWAlx1rQEmpWjBp6VItKSzVLgSylqLRvgju+WfrP/ybz/LuA1l+/+gmi90Rjs5Hhw2RQzXoTtJIEhL3tFYTtfiHwigqFR6RdeLS8os3wYtgwZn2FoQQtFpP+oUb4kvNS3ZLKFGFL27QqFwGL+9jLsKGELm8RVlTSOhCgCFZM87ARsOS2V4L5zf1qegdjog2mZGVlH1UtNglaJipVSeugJcOHUtWSPQFLwhjHDCnKJgBN473iDYh5paSqJSFK3JhUINNClBa0OC9BS85LyOI2x1rYWhun8jWaBVwRsNiEwrXHugZe3BZmdE3RaKl+2bgsnGHBDaoSt9du9KqHRAtTWuiSSpYEL7lPwhy3ZaiQ55RfFNqxvJ72y4RjApbsJWzJnnClhaigHMWLRaO6WDW4N1AoXxK8aJKXtRhlr3i2qGRpQ4SKeiXVLKpgsgXtU8KFhCgClVS3No65LZsELuHpInwxLKiW36GSJZtikucXpQXZJQk4PdqOD4fq8X5rJl5fLMIvH5bjy8XD+OLhIfx8pQrzp/MwWB6B+al6PD3Xhw86juFO33HcHjiOuyP1uDtyAndU6Lg/VI+7/TVYHG3EylQ7FkaaMDfShMcnqSS14NF0M57PduDZdAueTjXi2alWrM52YPVsB5ZnO/Fktgcvzg3is8sTuNddh8a4UNRG+qPQ5IFcz504avLCIY+dKHRlwdwdyNZtRo7HW8je9RaKLTtxtb4Ut/sqkOXvDIvTH8Gw+Y+Q6XDG5bYSrJ7vwdJsF56d68eFhhKkmJxg3vR/INhrM7JifRFi3Yld7/zviLfsxNn6UjwYasD8SD3uDdfg/kgDFkab8XC8BQ/Hm7Ew2oD54XrMj9RhfqgW9wersTDOQtONONNwBLf7GrA81IqB1Ag0+erR7e+NJvMutARbMNddh9muKmQm+KIgLRwX+5twvaMaH0924pfnR/Hd6QH84vQAvp3pw9OeejwbbMG3Z0bxl+ensdLdhKmyIpzurkVpSQrCmK+K6V/4o0GuDiQEyZChBoioFknQEgAlPUga2NB+ZuTncu2zonqqtGBEeJHgJZUsbnNeC2ByLMFL9vJYAUHCwL8OO8zb5dijqvUqaIlFQypoEbakosUQ4hpIqQsAeG4JePI6hBiGLWn4572Aja9PjtlL0NICloQsWQvRylAYVRiChCb0J6BIVbU43qhqyWP5PDiWYKRsK5Ao5+WxG7cl2HFeQp12Tj6O/i8frkhVlSgJUYQtCU2ck+FCCVDcL+d9UxRI056DYwWyGI5UmvB8acCLEKVAF0OK31ev5JzsebyELapR2ibhSqpU8jitksVjtE1ClneUJ5SmFJGm+d07cn3MtA4j/e/9QZD17wJavOjPHr6DreZE7HCkCtjSgtY21av1tlcInHxCoNsdCrdwC9wivOEZbYQXUzVowodSxSJMybHs5Rx7mtglaMn9Aqbi18OIUuViT6VLq25pwUsvDPQKPBmS7ULZklBlSFHCiBK+CFm6BNNavq01IEu0gmb4NfVqA2iZVSVLKlWEJqtqfhdjjdolj5GgZYy3gE0Y5wXIra8u1EKWBKYf6rVQJUFMOyfhSvYStGQYUYKWOZUrYxQVS4KW7E3JJhiTjGAvAUxCGBUv0dKskDlqtDc1eeP3EaklFAMqQUrbJEi9qWIpfjHOcT+zVXMsfnlr4U1zM5VfHKIXRXnfBKy1LxT5S169Cf8+dYvwtQZXmhqGArQITRsULSpV66DFcYAIE/4QaAlY0qhaWjVLwtbaXEEIlHQRinle7M8LRjgBjaDG82igKziH0OWDoHQbjjeVYry7CQfj/TB2NAzfzpXjF4/K8dViOV5eycXiZAomq0NQELEdnQeTsHCyC09O9eFWazkuHMrC5f1p+LCqUOTLujdSjff7ynGl+whuD1bhwWg97o/W485wLe6O1eGD3qO4zvqGwxWYHzyGB4NluN13GHNjx3FvogZ3xhmmrMPc2Ak8OdONW11VOBbui2SXLYja+ieigHSJdRcKPZyR7+qEPN1O5HhtRY7uJ6LsR6nDE12ZsWjK2o0E6w4Yt78Nr23vINprOwYOp2NuuhGLp1qweqoTCyPN6CpORWmiH8Zri3F9uAFHM8IR4vkeMgN0mK05gMXhRjwYqsXd/uO4P1iHhyONeDxBk38TFsfq8WCkFvMjtVgcqcbiUCUWRmpwd7AO17tr8EFrFcZzU3ApLw1zRTlYLt2HO/v24GRSFE4WZ2O29RgK0kORFG1DR91+XB9pxp2eOrwY78DXZwbwq9kB/PJUL1711ePj4Rb84swwvjk1hNvt1Zhtq0J1eQ5i0gMRlKas6iM4CHhRVwQSMAgXbwCNajLn50+ClvYzwXkJWht7HufHc2f6CngJyvJHcHbAGsjI67CXUKOd41gLPTxGHkfIYJOwJUCHoTyRJPVN0JKKFv1ZhCy/NDZClgJab5xLA4Hr11JrQhKoNAqWhCvej34fYJkSjZCN9RAlaAlYUKFKgJYGvL4HWqqitQZDKpQpStw6eMn9EqZ4LQllEqokyIl+7TyKwV0LTxKq2HNeQpMEK+1+uY+ApT0Hx3aa31WvmFSjhOLEvFfxXBFJYz29WGwEJ6W9cawaOpRzErAkPInzqV4rCU6EJgleErrYbwQtuU3jvCFaJwBLv9sDbN67dcpKw0hltaF+N1caeuJI5fY/GLL+3UCLF355+12luDQN8cIUr5jht1mpciXjHe8wbLEFwj0sCK6hZuwM84J7pDd09FKptQ6lJ4vgJFUrLVxpx1rQEiqYutrQK05RrqSyJYFqY0hRCR0q4UnlvIqipScw0aOV9KZPi9tKMlMzCFsELyV8SIXMAkOSFUYmMlVTPAjg4upDmuJFAj8mLKWipaZ0oDE+WTHGM6QoFS32GwGLipYxwSKSwmnBhzAkTKKa1A4inJimGOalmiXhSQKYFrS0sLVxTLiS1+M+NpPwaCkqFmFKC1dUuoxJhC0FtCRwEbAkcAkYkjc2hgdUiZ43NQW2FO+EhCp6ujgWipjGC6aAFdM/KCZ8KlicU46ziZuzBDn5ZSK/WPjlIZUr8cWh2ZZfLPKx8jHsue+NxgK/WappPtsPTILKFYdUugR4qX4shgrfVLSU8CHVLWUloqJu0RgvYUuGE0Po3VJDgoQujiVYSdAScFWghBQ3ghYhK0IDW2G569BFpUvAVpodB8r34uRIHwZrD+BSVxa+XajEd8tV+PnjWqxMZ+LD5jD0lziQ7HgH+dFmnOuowurpAZzcn4Hx3f64FhmM2dggXDiYhg/7juJkZxEm2/NxtucArvUdwY3hClwbKMOHY5WYaNqLvpoUjDSk4VRnLq4OHsD5rjy8P3QQNyYrcG2sDFeGjuB8dwnuTtVjbrIBDam7EfnenyL43f+EbNt2HAzSoUDvjHx3JxTonLFXvw1Z+s0otOxCnvdO7Ld54ECADomGrfDZ/jYcO7YiWueCtqIUXO4rEzD3YKwei6OtmB9vw83xZiye6sDCZBPOth/GVGMJLndV4l5fPeZ6q3Gz8yhudJfhXn815gdrsTB8Aguj9VgYrcODMXrWqvFguAqPRxR4vDdUjZWT3bhUcxADyZG4dyAXLw4X4+OyA3h+uAjXMpPRHRuOSy1VaCzfh6R4G9JSfDHeXYVHlyZxobUKF+sPYXmwER9PduDTqU58NN6B1aFm3OqtxkzrUdRW7ENMWiD8U3wQkBWorP5Ld4B1D7l6T6ssSdgRoEEIUn9EyM8Ge9nk37r8bIi/ee5XH8NtKmUErOjCSETmhYFleMQ1hOdKATsJNRKu5PORoEWg0gLR2lhNmyDuB8Kw/sOKlmKC94NPKsOHCmgppvj15KJS3eK5+Xzkc3oD5qjwqRniqVhpmwwRspcqFiGLOZy4TUVLQIKq3BBABABJw7kKVBK0+DwkPElgkqAkjkkmZK2DlnYf94vrqSFKQpe4FuFHY8Tn3Frj81GhiMeI56cxpktg0vYSxCR4iXOrr08LRhyvgQ/TKMQw5xdXFpo1iWlNwnxOA7qEJ6lIrT12g/Gd8LTxWKlMsed+ufpQbmuBSx5LBWsdtNzhpYKWNMDLsOH+PyBBKRlH2/6Xe7S0F1+5vhmWsHg4OZKwzZ6AbaLeYRK2W5Owybgbm82BcAsJgmuYGTtCPOAa7g135tTSpHiQpnfC00bYWleuFBBTFC0l7LgWBlTzaHFbNgldSrmf9YSnAtBUc7wAsnhCFM3yDB2y2aBPYrZ5ZoNnb4MuwQyveIsYCxM9jxEZ6W0wcvViog3efHyCRfTcNhKemPMllX4rZlFW8lmtZ1Am0DCPil1kjzeL9BAWGBPMMMSbYUq0KBnnhWKmJEQlAEmVSYITUzKIX3/pPrCpYTuuEGSzqs1GcBGGT4fInCzSOMhj9ijH8fkRqjaCFreVRKxMrGcWCfaobnFsSjLDIrwLitpFyNoIWhK2hJ9LzZQslSz2bAJwCF/ilyZfDwGP4KSBLXW1kHgdBC1VBbPTnE+oU2+W6/C2bnAl2Al4UsMGYoWWuqRceE/EzZg+FNXXIkIuMu+Q8muev+j5RUP14IfGYgk7Uz2I3FaKf4uq1lpCUmGEpxle8WlJT9ZG0ArKDUBIbiBCc5VVhwQrGUJUICsYYUyISiWrkH0oIorCEF6oJEvl+TgXXhimKF0ci20mSWXurhChcoXzCzMtBCfqj+DB9XEsXWnC00uH8O1iHf78SSs+u3IYH7bE4Ux1HKYb9uKDqSZcn2nH6PFCNMQHYCLYF49jEjAb7If+pGDMNOShtykHdccT0Vqbgu66PWipSED3iTRM9Bej8Xg8Sgt9cGi/L+qPR6GvPQP9zWkYac3A+bEDODdajFP9+eivT8ZsXxEWzregqzAFYT/5EwS985+Q4rUZe03OKDK7YL/BBQWeW7HXayvS9dtRYNMj23MH9um2oTraguOJDsTqtsB369uI8tyOluJknG7fj+tjZbg7UYWbQ8dwc7gaHwxX4v2+I7jaVYLbo5WYn2nAo5PNmBuuwo2eIzjbmItLrUW43n0UH/aW4VZ/BW72l+PuUCVuDR7DB72Hca1jP653FeB2fylWTrfgyUwXzuzPweW8TCwdLsbzI4V4XbEfzw4V4FZeJoYSonHxRAWujLbhQG4MYsO90VZbiuXbV9FRcQi50WE4mBSDmqxUnMhKRmdRNs611+D0QB3KyzMQneaPgD12kTKByhJTJYi/R6Zd+J+C1nqY/odASwKX6CWQURHmWG6LxRV+CBA5s/yUzwOVMoab+NnRKFoScCTssZdz2p4Frfl4ASJUt3g/UCtmsKdfiykcOBblddQEz4qSpYQpaYZXAE4pmyPBSkKctme2dpFIlEZ2NQS4BigqrFgSTTAnGWFmn2iCiXDBH5Is15PM/FgKyAgAYhoFgg3neA+if0tADs3oXM2n+pyo2qnhQl6PkKOFGbGtht8E2FD9UeGK52d+La7i4zXFtho6lFAmAEwFIwks8vyEG84RTNjkthaauF8LVPIcEpC0j5WwRLgx8XxMsBpPAGMGd+awYmZ2plTg/vWVg1pQkmN53o3wxP3yGAlRBCg5p+2NsXoY/v/2rj2oqiPNT9X8sTs7j51NTe3EjVG5wAUEL4oIvlAhwgV5OgENapCXgorxAXloTEIkJkFBvbwvj3tBXj5QSUziI8bVZDIqcBFwMpPMVKYytbUzOztbu1tbtX//tr7u893T96K4yZKaTexU/dLdX3d/3af5zvV3vu7zncxor+cqhjxYaVGITpcBSZlcUUqerKYvsV2ocp2/KNGiiYxfmYXy55YjOE5Ghg9ZRp/kyYElJhMBsXbYku2wpS1HWPIChK+JwbzUpYikz/Jkmh+X9g3ZoHqdloto8ezxopTfPJQySXqkt2oy0VqwVn7yh/XTViLlJeHiM1zyrUShQxySl2e6YtbRm4kyGKokVmY+mt5apO1M4y1GsRVJZIvOg5F8HcXuikOsiK0lCRITGSYziw3ixB4keuOPEEtfeKePj1I5R5b93wYkT5X0XhkR3UV0d/lGIJ2JUmF6h6RcfEqD2hBJ4VQ5o8WEjuclyRYRPyMKvgiyZ0TBFx4wIozm1qJKrniLkVLxQySiJbMnS5IhQYS8B1SljIIKMhGjuDfLFJLmJWpExMjjZdR53woyPGUsZz305pT4IeetCnq63iC3LcSPv3GmxfuPg/Gaurds/GNBZYonJN6e4m0bPg9jnA9jL5jP1iN9bJriYdEbgsbWIRMu8xyX3HZkTxaRKwYRJc5TwFMiWxT8VJCqbRwINRkppSlI3bYGa0hGUeipjbfeIGlbU5C8eTXWFtjxyqtbMNDxCq66D2CwrhQDxwswWFeEt49twbv1e/BBdzXe6qlF1StbsbMwDTvXrsAbyatwIiUV9WlJeHl9Eg7s+hl2l2ehaMdq7C5Pw3PPZWBz8VIUb1+BZw+sRdluO7KfsiHzyVBsLorFnooU7ClPxu7dq1FZmYmqynS8UZmGfXtWoebVHJyo24n9BalY8djfIX7mI8ixWZA7PxCFi0KwY2k4iuYHoCA6GBujQ7Bl+UJsigxEUbQFzmey0fdKMQrjIxAf+PfIjA7GS1szcfj5dXDVFuOcay9OHC+G63AhOl4vhPO1PLirC9F3rBT9taU4eXSb8LZR2fFSDhoqc9H+Wj56XyvGu9Vl6C/fgMEDRbhyrByna3ag63AxWipzcep4GT7uq0XPc6VofDIDl0qKcLt8O0aeL8WdF7bj5zuLcXFLAWpT7TiS/xQGnUdxvKoC+3bl42SbAw2vHcTz28vwwq4KvFixH9vzS7ExbS12b86H21GDZ8uLkP5UPJI2rkRi3kokPb0SiSI0inyBRGztTbF1KONT+W4bso3eKxUPP8pZJn4IogcTcf8Znml5b5GXWp59YpLDXiWVVJGMyky6uI0gQmLLTd6fdGBd6DG2FQWRE5/DIdLFb+oxyZJt1XFEXyJ/hveMSBx7lQRJIbJkkComKEQySEYgoiW2CelIBBGudSbR4gc6+YBJ30mU30rk3yeRGtuHTLKIYBHEHAyCRfMQ4xmeJkG0iLCx50mZj5gryQ3yxW15vtRHJUqUJzLEciZG/qSG5VOlgkz5hVLg9kLfk0TciMDJgKSSMFHsKgkmTJxSHyZOsq0ZA4vbcMrzpTJ7qZhskUyev4oSoRoWZchtQSJTdA6Lz2LRtiGdxSL5zwrmoa9jlo+XSiVSD8r/xYkWT/DqmUA8+/xSxCZnIHhJNgJjszAnJhnz7CmITF+B8DULEZFGH5dehnkZi2HLiIEtI9b7gWkiXiYhMg/LE6FimFuJRLCIWN2faAmPlRGni8gZ6WaYXjSTZPmTNSZXdJCedPGBepILoiU8WXJ8qjeDp8q3IkUf+u5XDnmCTG+UiAZMn+yhLTkiLX6hFWIFuVrsJVyL6DMCKvlaR9F/5bYepbR9xvCSKiIhxvYbhWVYumGpfEvQ8BzxNh15voh4LbsH0eIxvERLfGaI5mxuL9L8l1JEfIVoqeSKSJcgXrlEtMxvjJGrnoiQej6CtxRZJtobT4nszmcXP3uuVDLF+XulRNbUb5X5/MgbP8os47dz5A+2+YPurTf+sVDLlKf29NTtBXvSxBaM3Lqhbcf4/FVIKIhHQiF99NqACAmRgIRC8orJuFjqWS0iWOTZIiTRm4lGaAjyYBHpUsHEisiVQKkkXIKcldqRvM2OxB0ECpiaiKy8BNS+uRcfnW1F7d6NKMlYiO1ro+A+uBW3zzWj+/gBVOzNQ15JFgpKslBSkIaKDSl4eUMq9hekY2dJGgp3pGBTWSI27lyN4l3J2LLLjrWFMcgsWISnn0nAxrKVSM21YVWGBfYnQ5GdH4Ps/EXI2BCBTVujsWmLDUXborAxby727ElA5YFsFOcswcLHvoelj/8QmQtmIyc6ALmLAlC8Igx5iwNQsMyKp5eGoijOhpzwx1AUG4CBqi04+2YpClaFIM7yYzxhexSbs6KwM38Zql5Ig9OxGTUHs/DGvjQ0HNqANw5k4khVDmoOZuP1/emorLDjWFUOGo88jRcrErGnLA6Ve+1wlCShb8Nq9DyxCCcSY3CqJAMnDuahsaYAh17MhvvYblxorcKBrNU4FL8cN7ZvxUTFNtwtL8bNkk0YzEpDhz0R5bZwlK1agn1F69HvOoZ3zrrQ4TiMZzYX4OXyF3G0ugGO2la8fvAo9u85gF2F23C06lVs37YBqTkrRdyz1XmSZDHRWkFnDhWSRdt0ZIv8gEB5IlrSa2WSLX8yxWXVu0Uyvh8p5TYsF/es4TEnQsSEhlJ5/8iD8WIOynksbsdbalQWMAgJf2eQZHRvcT215/tOxM7ytjf6sx5lu47HIA+R8EIZpEV4bQxC4iU4RMAMz5UkUQaZWrcYy8S3EkmHsX1IxIge8uh3TXi1jFTxWBEpYmJEh9NFnsYwiJS3XpExQWKvEhMnSnmeah23JwKkyrmfSlhUkkP5+0ElRCrxoTFYn5qynPWrfdR2ql51bG5PRIrJFNerJIvrWcaH3Tn6O5EqQaw4TV+IvO3haHQE4F89j3xlkkUcJ/2TjikjNkx7eAcmVlOlH50PwPlOK1qPh8JxNAINdWGocwTC4QiCwxGMurogUa6rCwShvi5Ioj4I9Qoa6oPR0GCiscEKLxqtaCQ0BE+C2kfkSY8BX/1BZl9Dl9q3qdGKpqYQiNQYT82L8XkORj3Nh3U0NgShuTEIzU3BaBGwoqXZipYmQrBPntowmqiPAcqrUPU5m61obbGi1WnC2WIFgWScd7YEgyDbhfjUUX9nSwhIl5xbsMgLGcuVuXEbOX+6LupH16IiyCjL1NlMOk20NAWJshi7OVheA81Zgdqe89yPytyX69S+nFfrRB/q1xyMtmarRIsVbQRaR7+69pYQb51oT3Mz+nrruL+RijmJ9TTWm+TOkMloDUFbawjaCW2haG8lyDK3l7JQdLSFwdU+F652SsPQ4QdXx1ww3B3hEHCFo9MVYcIdAbc7Ap2Ezgi4O+fC1RmGLncE+toicP1MAibeScfFpvk4fdiCk9WzcKMnFhOX0vFeVyz622zocy9ArzsS/S4bThHc83DSHYH+rgj0doahpzNMpH3uUBB6O0PQ7bairysMp3sjSEtdfgAABnBJREFU0Ou24kR7kEBvhxW9rmB0d1jQ67Kgp302+lxz0N8+BwNdVgyeCMdAazA6qx9FV/UMnDw+C6cdszHgmIPBRgvO183GYH0ABussGHRY0P/6ozhTPQM3+6MwPBCDU7Uz0PLSj9BU+SN01vwUp5pnY9AdiKsDNrzXG4ILnUF4/+Q8vNUZhHf75uLyGRve6QnFKedMnO2w4P0zkTjnDkR30wycap6Ji8dn4lb14/htjRXjhx7Hz4/MwjV3GK4MzMdbXWG4fnYJfn19Le4MJOBmSxR+17MSf+xfiT/0LscXriUYd9hwqyYMFw8F4FJdBG70xeE3H2/EJ9fX42JXHN5uj8M/ns7Ex2+vx4eD63H9XDaunc7EeecyXD4Rj8t9ceh1hsPVHIIOJ8EKl9OKdrItw246nKFgkH1SnYCw48k2yPeImpLtUZltkMv+MpZzO6HDuKf4HhH3VYsVfK/4yPn+U/p460km7rXJ9yjft9TWiybznhYyo+zNU7kpGM7GIC9aGgIhYRGpszEQEkFobSJQHzPvpN+rSTDmwLopNdqYfVlHENrEb4eql8eRssnzo7kxeH5mynU0b988tZHXStfYXG/xgtrJcgCa61XwOGZq9pPtqC+PxXU8rrmWrF+m5jrzesu5yrGpTQCa6tR5TM5TfVPdHAOyXsoMuSMAzXUWNNVZBKFqbQzAQNcsXDv3D/j9zZ/8n8iVynEir3X//yNa6gR13vdQnV4PvR7aBrQNaBvQNqBt4JthA7/64Cd45OSp6SNaecPt08YAtRF9M4xI/53030nbgLYBbQPaBrQN3NsGsnKC8f3uM9NHtBLev4Evbs/XZMvv1U5tgPc2QL0uel20DWgb0DagbeDbagPbyiyYbYvED7oHpo9oPXH1Bo63uzTR0kRL24C2AW0D2ga0DWgbeGhtoK52DgJjI2CZH40f9pydTqL1IY61daGnv/KhXdxvKzPX16WfOrUNaBvQNqBtQNvAg23gxvkZsCUuRGBMBAIjp5loJVz9EEfbu1HTdgIN7nr8iydYEy79RKNtQNuAtgFtA9oGtA08FDbQ1z4TEU9EITx+AeYsnIuAyGj8YFo9Wh98hGOuXtS2d+NIaxcOOzsxci35oVhczfIfzPL1Guk10jagbUDbgLaBb6sNHH4zAJFJUbCtjkbYygWYvSAclsiYL0e0Ev7pT1PuM/7t3d8gYOSXmDN8F7OHJySGJhAxcQOLP31bQ6+BtgFtA9oGtA1oG9A28K2ygciJC/jpjYv4/qXL+JuLhCv43nuX8VcXLuGvL1zBdz2fTMmdyv7076D/vkP/exDR+s5nv59Sma7X66NtQNuAtgFtA9oGtA1oGzBtQBMtTR41edY2oG1A24C2AW0D2ga+JhvQROtrWljN5k02r9dCr4W2AW0D2ga0DTysNqCJliZa+ilG24C2AW0D2ga0DWgb+Jps4EsRrbmffYHcz36H3E/vhc+R++nneOrXEut/9Tmyxj5F8q0J2G+NizRZpJQfg8xPKHLO30XyLQKX759KvaRv3BiDx6E+U+i5PYFkH9xFytBdpNw2Usr7Yc3wXRBUuZT9cpJc6ppAihhjHMm3DYjrp2uXsN8ag4k7SLpJGFXgQdJNDxJ/oWIEiTdHhDyJ0lsjsN/ySNz2wO6H5NseJA95kEIY9sWakVEQUj13JEbHkGYg/c4YBMbGkDE2hkzG+Dgyx8eRpWJiHFn3w91xZN0P9+wzhqwJAumU+cyJMfhgfAwZXtzxy1OZZUZ+7A4yfDDqV/avV8ujSB+7B+6MIl3FqAfpAqNIGyV47g+PB2nfGIwgzcP438871eMBQb1OtSzrpd5UzwgERkaQZiB1xOwv8iO+ukgv9VH1++e9eoV+U5/sK8uT52TK5RyV8sgIUhne6zOuwZDTWnnbkIzmyHXK9fF1PjD1rr28Vl4LGkP2Hfbq9xmX53mf1PybTp7vl9EzfW2HfdftPvOeejzS4Q+/6/tKeqdLh/81qnOdagzup7QfVvI+1+yvh9upckNGOr4i1vj0G0HqMIH0cZ7L6hhq3QPy9HciXXRtPmMZZZ9r9pMZ7WmOvvOU7Vi+ZnhI1Jtl2V4tpwwNQ2IIKUMMKbPfHELSx0Ow/8KDR+/+dkqS6kO0Xv23/5yy8b4//4c4Oa//p1dAr4BeAb0CegX0CugV0CsAZP/zn6fkTn3/9d9imf4HgRS8+ryqqIkAAAAASUVORK5CYII=" /></div>
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Todos estos carteles los utilizo diariamente. En concreto con este cantamos una canción de los día de la semana y a continuación el encargado pone la mariposa sobre la flor que tiene el día actual. (la mariposa tiene velcro para poder pegarla)<br />
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Espero que os guste. Recuerda que para estar informado de las novedades puedes seguir mi Instagram: <a href="https://www.instagram.com/calaixetderecursos/" target="_blank">@calaixetderecursos</a><br />
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" width="165" /></a> <a href="https://drive.google.com/file/d/1ehYjhlEeuOxINpA1b0_KCW4wb9LBUqU7/view?usp=sharing" imageanchor="1" rel="nofollow" style="margin-left: 1em; margin-right: 1em; text-align: center;" target="_blank"><img border="0" data-original-height="268" data-original-width="377" height="117" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl-SYIlLZzpRvhu4Cw-4q-5Yh9TCNEX_2pjPrPARajwP-bV03DNVmyilWCmPbcIq9V9S-hcWIr2F21amIOFy7omieNDrcsNapdXSmaHNdr3fQplz0TDXDNnaLRRJ1i5i5agHsJ3vyo2Ic/w164-h117/DIAS+DE+LA+SEMANA+INGLES.PNG" width="164" /></a><br />
<br /></div>calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com0tag:blogger.com,1999:blog-465591743705810565.post-10205797493253112712020-06-03T19:32:00.012+02:002020-06-04T15:34:32.573+02:00Matemáticas: Hacemos sumas interactivas sencillasHoy os comparto unas fichas que he preparado para trabajar la suma con mis alumnos.<br />
Las encontraréis en formato interactivo y en PDF. <div>Para descargarlas tienes que apretar sobre las imágenes. Encontrarás 2 niveles de dificultad.<br /><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1lgjtNqcrG7moqYjRclfIs1HyCX_R4VIF/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="502" data-original-width="725" height="139" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD4k8Fal2Gkl89KhM3XB2_XmoTvKsOJ2ivf1R0yzzkIcZVkaiA4RdgqCXlT_3RGZOgZ40OIhirBYQkjPox0JoUuIPZyas2ldsHo-AOnpMyjetCbg2xd4fdfwlENgy_bsMvgVONOgUOExs/w200-h139/SUMAS+DESCARGAR.png" width="200" /></a> <a href="https://drive.google.com/file/d/1z6azsgh3w1iseu6x5JjTtpKT059TG0p1/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="500" data-original-width="723" height="138" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgkFUg__ziFo8poqgf7vibdjvXEtCAhGGOlyGXdo7BSgvBanJx0Lps3F_U7TDGZsLUnOXaur4eksE5-_f3tIQA2WkQ1UyAGZP6n6NPds9AVsQx9uIneWsWoeIFuZ4ON77-fR18uE5p1lE/w200-h138/SUMAS+DIFICILES+DESCARGAR.png" width="200" /></a></div><div><br />
Al lado de cada número he puesto unos cuadraditos para que así les sea más fácil realizar la operación.<br />
Es importante que primero lo hagan con material manipulativo.<br />
<br /><b style="background-color: #f4c7c3;">NIVEL BÁSICO</b><br />
<div align="center" id="liveworksheet717735" style="width: 100%;">
<span id="lwslink717735"><span style="font-family: arial; font-size: x-small;"><a href="https://www.liveworksheets.com/worksheets/es/Matem%C3%A1ticas/Sumas/SUMAS_1_dp717735db">SUMAS 1</a>, an interactive worksheet by <a href="https://www.liveworksheets.com/user/calaixetderecursos">calaixetderecursos</a></span>
<br /><a href="https://www.liveworksheets.com/" style="text-decoration: none;"><span style="font-family: "Century Gothic"; font-size: medium;">live<b>worksheets.com</b></span></a></span>
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loadliveworksheet(717735,'bkjqaeei',692,'www',246302);
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<div align="center" id="liveworksheet753160" style="width: 100%;">
<span id="lwslink753160"><font face="Arial" size="2"><a href="https://www.liveworksheets.com/worksheets/es/Matemáticas/Sumas/SUMAS_2_ov753160tg">SUMAS 2</a>, an interactive worksheet by <a href="https://www.liveworksheets.com/user/calaixetderecursos">calaixetderecursos</a></font>
<br /><a href="https://www.liveworksheets.com" style="text-decoration: none;"><font face="Century Gothic" size="4">live<b>worksheets.com</b></font></a></span>
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<br />
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<b style="background-color: #f4c7c3;">NIVEL AVANZADO</b></div><div><span style="background-color: white;">Los cuadraditos hay que marcarlos de izquierda a derecha y primero la línea superior.</span></div><div><span style="background-color: white;"><br /></span></div><div><br /></div><div><br />
<br /><div align="center" id="liveworksheet760910" style="width: 100%;">
<span id="lwslink760910"><font face="Arial" size="2"><a href="https://www.liveworksheets.com/worksheets/es/Matemáticas/Sumas/Sumas_3_hj760910hl">Sumas 3</a>, an interactive worksheet by <a href="https://www.liveworksheets.com/user/calaixetderecursos">calaixetderecursos</a></font>
<br /><a href="https://www.liveworksheets.com" style="text-decoration: none;"><font face="Century Gothic" size="4">live<b>worksheets.com</b></font></a></span>
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<span id="lwslink761014"><font face="Arial" size="2"><a href="https://www.liveworksheets.com/worksheets/es/Matemáticas/Sumas/Sumas_4_kz761014ly">Sumas 4</a>, an interactive worksheet by <a href="https://www.liveworksheets.com/user/calaixetderecursos">calaixetderecursos</a></font>
<br /><a href="https://www.liveworksheets.com" style="text-decoration: none;"><font face="Century Gothic" size="4">live<b>worksheets.com</b></font></a></span>
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Espero que os resulten útiles.</div></div>calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com0tag:blogger.com,1999:blog-465591743705810565.post-22445339039330664332020-05-29T00:45:00.003+02:002020-05-29T09:35:14.692+02:00MATEMÁTCAS: RULETA GEOMÉTRICA (BINGO)<div style="text-align: justify;">
En esta entrada encontraréis una ruleta destinada a trabajar las figuras geométricas y algunos colores.</div>
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<div style="text-align: justify;">
<span style="font-weight: 700;"><br /></span></div>
<b style="background-color: #ead1dc;"><div style="text-align: justify;">
<b style="background-color: #ead1dc;">JUEGO 1:</b><span style="background-color: white;"> Consiste en nombrar o escribir las figuras geométricas y el color que va apareciendo en la ruleta. (Recordad que podéis ir eliminando las que van saliendo para que no se repitan). </span></div>
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<b style="background-color: #ead1dc;"><div style="text-align: justify;">
<b style="background-color: #ead1dc;">JUEGO 2:</b><b style="background-color: white;"> </b><span style="background-color: white;">Consiste en jugar al Bingo con unos cartones que podéis descargar gratuitamente apretando sobre la imagen inferior. </span></div>
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<span style="background-color: white;">Cuando aparezca la misma figura geométrica y del mismo color el alumno lo podrá tachar o marcar </span><span style="background-color: white;">en el cartón</span><span style="background-color: white;">. </span></div>
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<a href="https://drive.google.com/file/d/17GETSjNDPQHYW5R_KeNo1QGFQjQOgQ3i/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="165" data-original-width="229" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyoe0puC1Ws_IOsdpyCD2C1mn-Ch2lThGVvhqsoKGBeyXYhDS4hxwKaBLZsotZ5Mspt_EJeKD3grzNAH-1THRHyIrAcx0dg0rVBTeLVFbaS9SNPobqZBWm1WMV8YhHfJJm0iv6X1OWwOk/s200/BINGO+FIGURAS+GEOM%25C3%2589TRICAS.png" width="200" /></a><a href="https://drive.google.com/file/d/17ELXK8GRhGccpmkcKT8fqqJqzxbnFa2f/view?usp=sharing" imageanchor="1" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="305" data-original-width="424" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtOkekxBwHbxBF6AULa3nkUQ1YjCaYosOiBoD1W4HaGiMOiDCnSEjYBcci39M1yw-ZFRMwvSL00SZFtEvsKMQDi1pjooVKMZZcjzz7e6-7gExaQVtF1P8Z2Ezyxcx2I0DiLPRIdui7sIk/w200-h144/BINGO+GEOMETRICO+8.png" width="200" /></a></div>
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<b><span style="background-color: #ead1dc;">JUEGO 3:</span> </b><span style="background-color: white;">Os he dejado una plantilla en blanco para que los alumn@s creen su propio cartón. Recordad que las figuras geométricas que pueden colocar son: Triángulo, círculo, óvalo, cuadrado, rectángulo y rombo y los colores: naranja, morado y verde.</span></div>
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<span style="background-color: white;">Podéis escoger si queréis hacer un cartón con 6 figuras o con 8.</span></div>
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<a href="https://drive.google.com/file/d/1_oaEgtl5Eq57AXoGsaSIOy_TZw7XMJu1/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="225" data-original-width="312" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdGhZ9VZmHt5Xg95QcgzHGxOWCBM1dulVCFB4Vb5FbGP8E3npA1HO5FtegCLmv8lEnkac3JFSzIm4OaaGpVgz8sf2OFyhL2HDxOhjWK3t_F9HVx1UnmAJYBS1sRobFWFXLfGsFnIk9LuA/s200/CARTONES+BINGO+RELLENAR.png" width="200" /></a> <a href="https://drive.google.com/file/d/1KRGbT4WTa_gM5JZ_GPx9k8NKFHd1uKt6/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="165" data-original-width="228" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOjbTEKmgXPFThblOxsUx4jdJCSlvx0V3SsV_z5pAEv_kYqxBCYxyIrFq0i7oX-qr2fe6ByyO_BILWsdxn6imlV6rYR30rDSwUvEP7WA4TfqUuegOUmk71pz7be_6a36P_N0XK-9Z83CY/s200/BINGO+FIGURAS+GEOM%25C3%2589TRICAS+4.png" width="200" /></a></div>
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<span style="background-color: white;"><br /></span><span style="background-color: white;"><br /></span>calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com0tag:blogger.com,1999:blog-465591743705810565.post-31757024852684254952020-05-28T16:14:00.000+02:002020-05-28T16:14:21.324+02:00MATEMÁTICAS: RULETA RELACIÓN GRAFÍA CANTIDAD. BINGO.<div style="text-align: justify;">
Hoy he creado el Bingo de las cantidades que nos puede ir genial para trabajar la relación grafía-cantidad, el trazo de los números, el conteo...</div>
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Con esta ruleta se puede trabajar de diferentes maneras y os las explico a continuación.</div>
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<b><span style="background-color: #ead1dc;">JUEGO 1:</span>
</b>El alumno escribirá en un folio los el número que corresponde a las cantidades que vayan saliendo en la ruleta. (Recuerda que puedes ir eliminando las casillas una vez han salido) </div>
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<b><span style="background-color: #ead1dc;">JUEGO 2:</span><span style="background-color: white;"> </span></b>Proporcionaremos un cartón a los niños con 6 casillas con cantidades al azar (del 1 al 10) e irán tachando las que salgan en la ruleta. El primero en completar el cartón es el ganador y tendrá que decir BINGO. </div>
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Os dejaré los cartones para que los podáis imprimir y para aquellos que queráis podéis hacer que los alumnos rellenen las casillas poniendo las cantidades que quieran con puntitos o corazones como en la ruleta. Recordad que las cantidades son del 1 al 10. </div>
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El alumn@ que complete antes el cartón dirá Bingo. </div>
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También se pueden rellenar los cartones con gomets para representar las cantidades.</div>
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<a href="https://drive.google.com/file/d/1callzzi_ZwIdEQh7nzE368mG0LUuDenM/view?usp=sharing" target="_blank"><img border="0" data-original-height="259" data-original-width="356" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGbPh5JfF2SqdELpUsCnPFsjZUwofKMURxc6nToQUlORq2eZ0eBQXqmZgs0YGMloSfT7SHrRriYxXWxTsXwH0_Sm4vG3Y5Un76zY11GmB3ZUfYodgPgyrDm-wE8w7X7MVc2GZNL-HHFBI/s200/BINGO+CANTIDADES.png" width="200" /></a> <a href="https://drive.google.com/file/d/1_oaEgtl5Eq57AXoGsaSIOy_TZw7XMJu1/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="225" data-original-width="312" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvzSyrAMkBuMFDqQ5MmjoGRnBUdvM0RA4-13rMKtlQVvdom91EFDpkPmFvgrpMhon1vYgGTl8s1Jg0s1x6d8bKKcGw0Zf_DhsLDeqQAZBjzDSCSB0J-YVPEG7x_KasqJoZ1ddZoyhMw9A/s200/CARTONES+BINGO+RELLENAR.png" width="200" /></a></div>
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<b style="background-color: #ead1dc; text-align: justify;">JUEGO 3:</b><span style="text-align: justify;">
Proporcionaremos un cartón a los niñ@s con 6 números al azar e irán tachando los que salgan. EL primero en completar el cartón es el ganador y tendrá que decir BINGO. </span><br />
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Os dejaré los cartones para que los podáis imprimir y para aquellos que queráis trabajar el trazo os dejo también un cartón en blanco para que los alumnos puedan escribir sus números y así trabajar el trazo.</div>
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<a href="https://drive.google.com/file/d/1bmYehSJ0G76ccB-fj4PJ11Kr49OkVAoT/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="259" data-original-width="358" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQusUDkg42uG87ORe8MngdfmSgnXa8UmrU67Pxe9vKIvoTnyBuM2xnEMGE8hlSI8zVLKw5jghYuCxwJXEUNTscU2ZCBipZFmQ3oQycrSQtSh6Vf2q6cF8eP0wSxmYoWS6DBZTkSCZ4fcA/s200/BINGO+NUMEROS.png" width="200" /></a> <a href="https://drive.google.com/file/d/1_oaEgtl5Eq57AXoGsaSIOy_TZw7XMJu1/view?usp=sharing" target="_blank"><img border="0" data-original-height="225" data-original-width="312" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvzSyrAMkBuMFDqQ5MmjoGRnBUdvM0RA4-13rMKtlQVvdom91EFDpkPmFvgrpMhon1vYgGTl8s1Jg0s1x6d8bKKcGw0Zf_DhsLDeqQAZBjzDSCSB0J-YVPEG7x_KasqJoZ1ddZoyhMw9A/s200/CARTONES+BINGO+RELLENAR.png" width="200" /></a></div>
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Espero que os guste la propuesta y os resulte útil.</div>
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Recuerda que puedes enterarte de todas las novedades y recursos que encuentro por Internet en mi <a href="https://www.instagram.com/calaixetderecursos/" target="_blank">Instagram</a>. Así que te animo a seguirlo. (Si no tienes <a href="https://www.instagram.com/calaixetderecursos/" target="_blank">Instagram</a> la verdad que ha sido un gran descubrimiento durante el confinamiento... está lleno de recursos, de propuestas y de directos donde se aprenden un montón de cosas.</div>
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calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com5tag:blogger.com,1999:blog-465591743705810565.post-33073538339279441072020-05-27T16:09:00.008+02:002020-05-27T19:02:39.790+02:00LECTOESCRITURA: LA RULETA DE LAS PALABRAS<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjB26eZV3RY3xZ-8sbai2W4VP6iSQRlMRV87OEp3kfY1Fkwtkf1F1SJmBihBfLA1Gu_9Wexrevb2R6AEHEf6HQ3aSZHsZcIs58N5qAllHk2HeR6hRxd6BQ3QQnz1IJ0puPZkMoz9VzmfDY//" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="262" data-original-width="324" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjB26eZV3RY3xZ-8sbai2W4VP6iSQRlMRV87OEp3kfY1Fkwtkf1F1SJmBihBfLA1Gu_9Wexrevb2R6AEHEf6HQ3aSZHsZcIs58N5qAllHk2HeR6hRxd6BQ3QQnz1IJ0puPZkMoz9VzmfDY/w200-h161/JUEGO+RULETA.png" width="200" /></a></div><div>Hoy he preparado un nuevo recurso que espero que os sea útil en el aula y en vuestras clases telemáticas.</div>
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Es un juego muy sencillo consiste en una ruleta y la verdad que con ella se pueden hacer diferentes propuestas de juego.<div><br /></div><div><br /></div><div><br /></div><div><br /><div><br /></div><div><span style="background-color: #f4c7c3;"><b>JUEGO 1:</b></span> Girarla y que los alumn@s escriban en un folio las palabras que van saliendo. (Os da la opción de eliminar la palabra que ha ido saliendo).</div><div><br /></div><div><b style="background-color: #f4c7c3;">JUEGO 2:</b> Imprimir los cartones de Bingo e ir tapando o tachando las imágenes que vayan saliendo en la ruleta. (Recordad que se puede ir eliminando la imagen que sale para que no se repitan).</div><div>Podéis hacer que los alumnos hagan sus dibujos. Os dejo los cartones y una plantilla por si queréis que sean ellos los que hagan sus propios cartones.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1Jfhi26VuOBW4veQYz35o4wrLd8zkPG_I/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="166" data-original-width="227" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW807t3C1VV80JZo-GmhoF1ST_0ySG6xBZYZbDdU1X26X5M8GvLyKD1CUE1jsy7yP8cRyyRi1MYDBTjR4TUo6s1D84ywb0JpUonE_uXKE4gkY8ZZFPv06_JsYGZqlYEJYEudzVC1NkJf8/w200-h146/CARTONES+BINGO+IM%25C3%2581GENES.png" width="200" /></a><a href="https://drive.google.com/file/d/1IJqq8eZygt9BycaNYSYUPbtN9QOQc4Fv/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="225" data-original-width="312" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrHNJzJQ9Bx67pnolEXMQjqkYevgaIBcUJLwcfvx-PrWuAKqU69eQowhViR7w5AeH0UVs2Yzyoyu0ZZmWITQ-M9MtnDUiyBsqGB7D_fI8Ofj-pNahjadeSrQTbdQB9VWUvY1YF6Vx21Mk/w200-h144/CARTONES+BINGO+RELLENAR.png" width="200" /></a></div><div><br /></div><div><br /></div><div><b style="background-color: #f4c7c3;">JUEGO 3:</b> Imprimir los cartones pero esta vez sólo saldrán los nombres de las imágenes y ellos tendrán que estar atentos para leer y tachar o marcar los que vayan saliendo. Os dejaré los cartones para imprimir y también una plantilla por si queréis que los escriban ellos.</div><div><b><br /></b></div><div><b> CASTELLANO </b> <b>CATALÁN</b></div><div class="separator" style="clear: both; text-align: center;"><div style="text-align: center;"><a href="https://drive.google.com/file/d/1IJTe8qMmGILuUrXlZnJpIFim_Xxdsd90/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="166" data-original-width="230" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5rkS_pDlbxF9uMrDcN3Zhaj1tkSxfJugdvrPUFd4WeZmMbk8-l-3ZOQHOQx33MOpisV-stK0MzeWjsZZsU8sNTJV1xF-dW2x0hbQWXnjHJdJuKH0pnMU9_fNZdHoMYkxQKlkb7ni73FE/w200-h144/CARTONES+BINGO+PALABRAS.png" width="200" /></a><a href="https://drive.google.com/file/d/1PCGe5fCF5L5wVMm6WUC1zOxMvyiJuV7r/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em; text-align: center;" target="_blank"><img border="0" data-original-height="167" data-original-width="229" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUPVgcvdRUM_Hx9IMDCauRS2s9NG0qsFd0d55QnwkxRsf_Xr4maAiSa49JwYvpCuA0pq7ec2rTUNpJF2O7Qesi3woOUIsjIQKdVTCk1jM2B1pLohPePD0pKHBAp5YJ_JsOK8-zZr1cygw/w200-h146/BINGO+CATAL%25C3%2580.png" width="200" /></a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://drive.google.com/file/d/1_u-pkcLloCKjOnPtXs5eCtP0KKPE101L/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="165" data-original-width="233" height="142" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb6d5VsbHi0XRCRE16aVuSw6YKCNSaEpS04_sH2LwjssxVPPIB4mf_EQt0IxoAZbqM0hF7E4urZccgSKvRQzUIIfWZ5wDiwOcN88zOtYh6yDO81NfhJ0UA-OrbamQUojV3tljzPXdFafQ/w200-h142/CARTONES+BINGO+PALABRAS+RELLENAR.png" style="text-align: center;" width="200" /></a></div></div><div><br /></div><div><br />
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Es una manera trabajar la lectoescritura de una forma divertida.<br />
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</b><div><b>Espero que os guste.</b><br />
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</div></div></div>calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com4tag:blogger.com,1999:blog-465591743705810565.post-75341449137811481542020-05-26T19:26:00.011+02:002020-05-27T13:30:25.201+02:00LECTOESCRITURA: JUEGO DE DETECTIVESHoy os traigo un material que he creado para trabajar la conciencia fonológica de una manera lúdica.<br />
Esta actividad ya la he visto en otros blogs y webs y siempre me ha encantado. Así que he hecho mi versión que espero que os resulte útil.<div><br /></div><div>La podéis encontrar en <b>Castellano</b> y <b>Catalán</b>.<br /><div><br /></div><div>Recuerda que para enterarte de las novedades y mis nuevos materiales puedes seguirme en <a href="https://www.instagram.com/calaixetderecursos/" rel="nofollow" target="_blank">INSTAGRAM @calaixetderecursos</a><br />
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El juego consiste en que los alumnos se fijen en el sonido inicial de cada imagen y que lo anoten. Una vez tengan todos anotados conseguirán encontrar la palabra secreta.<br />
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Para que podáis utilizarlo he creado la actividad en diferentes formatos:<br />
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<span style="background-color: #ead1dc;"><b>MATERIAL PARA IMPRIMIR Y PLASTIFICAR</b>.</span> Los alumnos podrán escribir con rotulador las letras iniciales de cada imagen. (Podéis descargar el material apretando sobre la imagen)</div><div><br /></div><div><b> CASTELLANO CATALÁN</b></div><div><br /><div> <a href="https://drive.google.com/file/d/1m2-paBKq_-7_QgXsLEAd7_j6g_mxYNTs/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em; text-align: center;" target="_blank"><img border="0" data-original-height="456" data-original-width="658" height="139" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv3S1gOXCKCdWDxafsAXX_lWk7Sx6bKVrAMYTe9eJ_RVujhGgpgDTCClOjt22O27Jt_eWJ3wAkH8c3TN_clsHPaYc9wpOs69lDZCskjHoXtYdp09xIIIVTdyH4Ei0Gt7n6pDXmErzkDyI/w200-h139/JUEGO+PAR+PLATIFICAR.png" width="200" /></a><a href="https://drive.google.com/file/d/1V-IEtNudIoVZpHUmcYkN5tGYYUBGAVge/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em; text-align: center;" target="_blank"><img border="0" data-original-height="158" data-original-width="231" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqMfmlZVdzJlWqA3us2MjRZu6zbl0vJpuJrXei6k85Ona0nFj7BeU15LDzCosN-ewDLBzSMrj-NrrvLjTG6HaVkXe8n2q2ljulTEJEkqv0CFh-UGVosOZaDhpPdb58C3oLrbz8z-L4o0o/w200-h137/JOC+DELS+DETECTIUS+PLASTIFICAR.png" width="200" /></a></div><div><br /><div style="text-align: justify;"><b><span style="background-color: #ead1dc;">MATERIAL EN PDF EN FORMATO FICHA</span>.</b> Los alumnos tendrán que anotar las letras iniciales. De momento el formato que he hecho tiene las letras al lado para que les sirva como guía. Pero se puede elevar el nivel de dificultad eliminándolas. (Podéis descargar el material apretando sobre la imagen)</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><b> CASTELLANO CATALÁN</b></div><div class="separator" style="clear: both; text-align: left;"><a href="https://drive.google.com/file/d/1RT2WlqFMxYehu6iCQOoTGEcZNdVOJ76q/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="534" data-original-width="372" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiABjW1Ni2ppDGSqKUkFpa9hEwy6bALt2KPgQGSWioNE8QpJfo84Y8Rtn2VLQ5eLD_GT5mvyVZZqXCxkzHYcSA8B-bDpG5Thtrzaj_3U0ZlhIN8hPWrblxK5CVepfyypBX2Knt9Nar_Hrc/s320/FICHA+PARA+IMPRIMIR.png" /></a><a href="https://drive.google.com/file/d/1SimiTJJP4EHtP-c6z4wv9pP0_IFRv-VH/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em; text-align: center;" target="_blank"><img border="0" data-original-height="321" data-original-width="228" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh-2b478XVjTeqUt8KxkC3ZVNtEXSEMYtUtegdE_qESthAqEAhrATEm6Ab_CfJGp_KkXiqoWXz2GF6eguOZcB4E3CMn2WtCqeLUIUTeSi-r-L0foeK2wyb107EkdHapimaecXGG6GWVKA/s320/FITXA+PER+IMRPIMIR.png" /></a></div><div style="text-align: justify;"><br /></div>
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<span style="background-color: #ead1dc;"><b>MATERIAL INTERACTIVO</b>.</span> He creado también la versión interactiva para que los nin@s puedan jugar en la tablet, ordenador, móvil...</div><div><br /></div><div style="text-align: center;"><b style="background-color: #f4c7c3;"><font size="4">CASTELLANO</font></b></div><div><span style="white-space: pre;"> </span></div>
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<span id="lwslink667029"><font face="Arial" size="2"><a href="https://www.liveworksheets.com/worksheets/es/Lengua_Castellana/Conciencia_fonologica/Detectives_de_palabras_ug667029ab">Detectives de palabras</a>, an interactive worksheet by <a href="https://www.liveworksheets.com/user/calaixetderecursos">calaixetderecursos</a></font>
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calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com2tag:blogger.com,1999:blog-465591743705810565.post-22282002985887175632020-05-20T15:24:00.004+02:002020-05-21T09:25:35.492+02:00LECTOESCRITURA: MEMORI PARA RELACONAR IMAGEN-PALABRA (Castellano y catalán)He realizado un par de juegos para relacionar imagen- palabra.<br />
Espero que os gusten y os resulten útiles estos días.<div>Los he creado en castellano y catalán.<br /><div><br /></div><div>Podéis encontrarlos en versión interactiva pero también os dejo el material en <a href="https://drive.google.com/file/d/1fdTLtGrL0qTWrQ3-M4gIszk7QzOPJ9ZK/view?usp=sharing" rel="nofollow" target="_blank">PDF</a> por si queréis imprimirlos y trabajarlos de manera manipulativa: </div><div><br /></div><div><b> CASTELLANO CATALÁN</b></div><div style="text-align: center;"><div style="text-align: justify;"><a href="https://drive.google.com/file/d/1fdTLtGrL0qTWrQ3-M4gIszk7QzOPJ9ZK/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="423" data-original-width="373" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHiLWPbMWgFfF1ttqqp0uveFFa2hDoQ8uXJ3PyaGk94qns-RZKbFXJLBMgdy33stw6tax9VwiLiL6mF2S7U8QT9WeuI-3Gl8Vk_lDuhVppNvLA2Iiifb4OCtaZPWiFcJ4B1RFbivWP5sU/w176-h200/MEMORI+BLOG.PNG" width="176" /></a><a href="https://drive.google.com/file/d/1_QLckB8PsqI75M22CK_NcCaZZmv7rKW3/view?usp=sharing" imageanchor="1" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="423" data-original-width="378" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk4X0HYn25JvE4amNDs_-g8DjnvdaHVCGzBNeXL2GZapTv10-15iFhaFG3He3W6OaLScNrIrrZeh7UQV_SVD7BdWISf0ueQuiC11UFqsrOSN4fAxUEcTvKBj6PfUZjv0NT0DJnF6EJL6w/w179-h200/CAPTURA+MEMORI+CATAL%25C3%2581N.PNG" width="179" /></a></div></div><div><br /></div><div><b><u style="background-color: #f4c7c3;">VERSIÓN EN CASTELLANO</u></b><br />
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<b>Opción 1:</b> Relacionar cada imagen con su palabra<br />
<br />
<b>ENLACE PARA COMPARTIR: </b><a href="https://learningapps.org/view12453669" rel="nofollow" target="_blank">https://learningapps.org/view12453669</a><br />
<br />
<iframe mozallowfullscreen="true" src="https://learningapps.org/watch?app=12453669" style="border: 0px; height: 500px; width: 100%;" webkitallowfullscreen="true"></iframe>
<br />
<b>Opción 2:</b> Relacionar cada imagen con su palabra. (Las palabras tienen audio)<br />
<b><br /></b>
<b>ENLACE PARA COMPARTIR:</b> <a href="https://learningapps.org/view12456833" rel="nofollow" target="_blank">https://learningapps.org/view12456833<br /></a>
<br />
<iframe mozallowfullscreen="true" src="https://learningapps.org/watch?app=12456833" style="border: 0px; height: 500px; width: 100%;" webkitallowfullscreen="true"></iframe></div><div><br /></div><div><span style="background-color: #f4c7c3;"><b>VERSIÓN EN CATALÁN</b></span></div><div><span style="background-color: #f4c7c3;"><b><br /></b></span></div><div><span style="background-color: white;"><b>ENLACE PARA COMPARTIR: </b></span><b><a href="https://learningapps.org/view12479581">https://learningapps.org/view12479581</a></b></div><div><span style="background-color: #f4c7c3;"><b><br /></b></span></div>
<iframe mozallowfullscreen="true" src="https://learningapps.org/watch?app=12479581" style="border: 0px; height: 500px; width: 100%;" webkitallowfullscreen="true"></iframe></div>calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com0tag:blogger.com,1999:blog-465591743705810565.post-83267590626501191512020-05-20T12:48:00.005+02:002020-05-27T15:48:56.336+02:00LECTOESCRITURA: ENCUENTRA LAS LETRAS NECESARIAS PARA ESCRIBIR LA PALABRA DE LA IMAGEN. (JUEGO DEL AHORCADO)<div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp3BSItSjIzH3mX3u7qGkAfhYZisq2m2uuEV0I4QKLnJIlNy6s7ey6USFzZt_WPiorOzIFdOPMT91vZJPPBP_XSaynQxE4LbwDLnSF2BBrhZ7NOZh1ZUuEBz1roI-ZnFcDwa3xPH4LAy8//" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="464" data-original-width="899" height="103" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp3BSItSjIzH3mX3u7qGkAfhYZisq2m2uuEV0I4QKLnJIlNy6s7ey6USFzZt_WPiorOzIFdOPMT91vZJPPBP_XSaynQxE4LbwDLnSF2BBrhZ7NOZh1ZUuEBz1roI-ZnFcDwa3xPH4LAy8/w200-h103/JUEGO+AHORCADO.png" width="200" /></a></div>Ayer descubrí un nuevo recurso para crear actividades interactivas.</div>
<div style="text-align: justify;"><br /></div><div style="text-align: justify;">Os dejo aquí la primera actividad que he realizado y que es el tradicional juego del "ahorcado" versionado para Educación Infantil.</div><div style="text-align: justify;">Modo de juego: Los niñ@s tienen que ir buscando las letras necesarias para escribir la palabra de la imagen. Si se equivocan se borrará un pétalo de la flor.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">En está imagen os explico cómo poder utilizarlo desde el móvil.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig3dIOhLNd-XMK56Nf5Laig-Ut-3zpjv55sl2LTnX9snhdDupeo6StTQ3SwjzcM7dbompmu8GV9i7SwspEwuZDyzQdam4aZz2OsoOyiKGtG8w11P8a7BHAUh61P76iT1pHz-WW-lmQX1M//" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1080" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig3dIOhLNd-XMK56Nf5Laig-Ut-3zpjv55sl2LTnX9snhdDupeo6StTQ3SwjzcM7dbompmu8GV9i7SwspEwuZDyzQdam4aZz2OsoOyiKGtG8w11P8a7BHAUh61P76iT1pHz-WW-lmQX1M/s320/LEARNING+MOVIL.png" /></a></div><div>
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Espero que os guste.</div><div><br /></div><div><b>ENLACE PARA COMPARTIR:</b> <a href="https://learningapps.org/view12449308">https://learningapps.org/view12449308</a><br />
<br />
<iframe mozallowfullscreen="true" src="https://learningapps.org/watch?app=12449308" style="border: 0px; height: 500px; width: 100%;" webkitallowfullscreen="true"></iframe></div><div><br /></div><div><br /></div><div><b style="background-color: #f4c7c3;">VERSIÓN EN CATALÁN</b></div><div><b style="background-color: #f4c7c3;"><br /></b></div><div><b style="background-color: white;">ENLACE PARA COMPARTIR: </b><span style="background-color: white;"><a href="https://learningapps.org/view12467866" rel="nofollow" target="_blank">https://learningapps.org/view12467866</a></span></div><div><br /></div>
<iframe mozallowfullscreen="true" src="https://learningapps.org/watch?app=12467866" style="border: 0px; height: 500px; width: 100%;" webkitallowfullscreen="true"></iframe>calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com0tag:blogger.com,1999:blog-465591743705810565.post-30758035965820261062020-05-17T17:55:00.012+02:002020-05-20T00:00:30.743+02:00LECTOESCRITURA: TRABAJAMOS LAS RIMAS<div style="text-align: justify;">En esta entrada os propongo dos tipos de actividades interactivas para trabajar las rimas en Educación Infantil. <br /><br /> El trabajo de las rimas va muy bien para trabajar la conciencia fonológica ya que hace que los niñ@s se tengan que fijar mucho en los sonidos de las letras. <br /> Yo lo suelo hacer en clase y les encanta además lo entienden muy fácilmente. </div><div style="text-align: justify;"><br /> De momento sólo está en formato interactivo pero si veo que os parece interesante lo crearé en PDF. <br /><br /> Espero que os guste.<br /><br />Os dejo mi Instagram: <a href="https://www.instagram.com/calaixetderecursos/" style="text-align: left;">https://www.instagram.com/calaixetderecursos/</a></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><b style="background-color: #f4c7c3;">CASTELLANO:</b> Esta actividad consiste en colocar juntas las dos palabras que riman.</div>
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<a href="https://www.liveworksheets.com/c?a=c&l=ld&i=fcucxs&r=ih" title="RIMAS 1"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/17/517172434246302/517172434246302001.jpg" width="141" /></a> <a href="https://www.liveworksheets.com/c?a=c&l=bc&i=fctszd&r=tv" title="RIMAS 2"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/17/517175112246302/517175112246302001.jpg" width="141" /></a><div><br /></div><div><b style="background-color: #f4c7c3;">VERSIÓN CON AUDIO:</b> Esta actividad consiste en escuchar las palabras y seleccionar la imagen que rima con la primera.</div><div><br /></div><div><a href="https://www.liveworksheets.com/c?a=c&l=lp&i=foxtzf&r=fo" title="RIMAS CON AUDIO 1"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/19/519160024246302/519160024246302001.jpg" style="cursor: move;" width="141" /></a><br /><div><br /></div><div><b style="background-color: #f4c7c3;">CATALÁN:</b> Esta actividad consiste en colocar juntas las dos palabras que riman.<br /><div><br /></div><div><a href="https://www.liveworksheets.com/c?a=c&l=pk&i=fsusno&r=za" title="RIMES 2"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/18/518142113246302/518142113246302001.jpg" style="cursor: move;" width="141" /></a> <a href="https://www.liveworksheets.com/c?a=c&l=pz&i=fszuft&r=rl" title="RIMES 1"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/18/518124427246302/518124427246302001.jpg" style="cursor: move;" width="141" /></a></div></div></div><div><br /></div><div><b><span style="background-color: #f4c7c3;">VERSIÓN CON AUDIO:</span> </b>Esta actividad consiste en escuchar las palabras y seleccionar la imagen que rima con la primera.</div><div><br /></div><div><a href="https://www.liveworksheets.com/c?a=c&l=pt&i=foozdz&r=ll" title="RIMES AUDIO 1"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/19/519161244246302/519161244246302001.jpg" style="cursor: move;" width="141" /></a></div>calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com15tag:blogger.com,1999:blog-465591743705810565.post-6417137486011020172020-05-14T00:17:00.004+02:002020-05-22T13:48:20.501+02:00MATEMÁTICAS: LOS AMIGOS DEL 10He creado un material para trabajar lo que en el método ABN se denomina los amigos del 10. (Dos números que juntos sumen 10)<br /><br /><br />El material lo podéis encontrar en diferentes formatos para que podáis escoger cual se adapta mejor a vuestro alumnado.<br /><br /><br />El planteamiento de la actividad es el siguiente: en los arcoíris los niños encontrarán el número 10 y en una de las nubes un número, ellos tendrán que pensar que número tienen que colocar en la otra nube para sumar 10.<br /><div><div style="background-color: white; font-family: "cherry cream soda"; font-size: 13.524px; text-align: justify;">El material está en Castellano y Catalán.</div><div style="background-color: white; font-family: "cherry cream soda"; font-size: 13.524px; text-align: justify;"><br /></div>Si queréis estar informados de las novedades podéis seguir mi Instagram: <a href="https://www.blogger.com/u/1/#">https://www.instagram.com/calaixetderecursos/</a></div><div><br /></div><span style="background-color: #f4c7c3;"><b>MATERIAL MANIPULATIVO:</b></span> (perfecto para trabajar en la asamblea o en rincones)<br /><br /><div style="text-align: justify;">En este archivo encontraréis los arcoíris preparados para ser recortados y plastificados junto con los números que serán las fichas del juego.</div><div style="text-align: justify;">Es un material muy bonito que os puede servir incluso para decorar el aula.</div><div style="text-align: justify;">Lo podéis descargar apretando sobre la imagen inferior.</div><div style="text-align: justify;">Podéis utilizarlo haciendo que los alumnos escriban los números con rotulador (al estar plastificado es reutilizable ya que se puede borrar) o,</div><div style="text-align: justify;">podéis plastificar también los números y poner velcro.</div><div style="text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1AW3im_2D4jmSr0CZWDX_W3khZjWy1l3V/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="272" data-original-width="356" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIWMEbgqh3EAkHCrncECVcvYeCznG9bcWLirbaFEx09CjXLpX2mylsFE9jMnL9dpQ-tdt3VraNRK79lOJXDu049z2bfINXTFTgRddoMn0Egh2Ww5zMO5XleJyPodCN8xV1o9fxTeuc2_s/w200-h153/amigos+del+10+manipulativo.png" width="200" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="background-color: white; clear: both; font-family: "cherry cream soda"; font-size: 13.524px; text-align: justify;"><b style="background-color: white; font-family: "cherry cream soda"; font-size: 13.524px;"><span style="background-color: #ead1dc; text-decoration-line: underline;">MATERIAL EN PDF:</span> </b>(Castellano y Catalán)<br />He preparado una ficha en dos formatos. En el primero el alumn@ tendrá que escribir el número necesario para sumar 10 y en la segunda ficha el alumno tendrá que recortar los números y pegarlos en el lugar adecuado para sumar 10.</div><div class="separator" style="background-color: white; clear: both; font-family: "cherry cream soda"; font-size: 13.524px; text-align: justify;"><br /></div><div class="separator" style="background-color: white; clear: both; font-family: "cherry cream soda"; font-size: 13.524px; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><a href="https://drive.google.com/file/d/1hIJt9ayEtV10VMaOtPTOFX3Z7TccKHhP/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="227" data-original-width="344" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgdb4Vexh-osq997Olsy4MvdgRVEAxAQknkcyfMj_D1E5xs2-KOxLPxNvitG-YbMXluUtjTEkSqEay7z19lZAxb8Wwj_QynxoP9jm6i90h0rHJSDyUXcf1Ws7P6rZCsl1XaX7yvNVW4_c/w200-h132/AMIGOS+DEL+10+CASTELLANO.png" style="text-align: center;" width="200" /></a><a href="https://drive.google.com/file/d/1OTa3eFpDALZn8uL1xwV7ezLKtt8lvLoQ/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="227" data-original-width="344" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjEn-9TmdToXbZp8bO7xI0KwrxXfP9S27pIXWqYwxWnsQT1oJf6YUIESsYrnfEF-gnwBAHzXZXgVKw0Hxaztvhf9wxJOUFk5JsKA76HF8O-wqsaHJ52kUuwNd0ykn8IO_3cb0ocepCiNQ/w200-h132/AMIGOS+DEL+10+CATAL%25C3%2581N.png" width="200" /></a></div></div><div style="background-color: white; font-family: "cherry cream soda"; font-size: 13.524px; text-align: justify;"><br /></div><div><div class="separator" style="background-color: white; clear: both; font-family: "cherry cream soda"; font-size: 13.524px; text-align: justify;"><b><u style="background-color: #ead1dc;">MATERIAL INTERACTIVO:</u> (Autocorrectivo) CASTELLANO Y CATALÁN</b></div><div class="separator" style="background-color: white; clear: both; font-family: "cherry cream soda"; font-size: 13.524px; text-align: justify;">Por último os he preparado una versión interactiva para que los alumn@s lo puedan realizar en ordenador, tablet o móvil.</div></div><div><br /></div><a href="https://www.liveworksheets.com/c?a=c&l=qh&i=fuszft&r=ol" title="Sumas 10 amigos del 10"><img height="141" src="https://www.liveworksheets.com/def_files/2020/5/13/5132359100000246302/5132359100000246302001.jpg" style="cursor: move;" width="200" /></a> <a href="https://www.liveworksheets.com/c?a=c&l=af&i=fusuoz&r=sh" title="ELS AMICS DEL 10 SUMES"><img height="141" src="https://www.liveworksheets.com/def_files/2020/5/14/5140024460000246302/5140024460000246302001.jpg" style="cursor: move;" width="200" /></a>
<div align="center" id="liveworksheet517053" style="width: 100%;">
<span id="lwslink517053"><font face="Arial" size="2"><a href="https://www.liveworksheets.com/worksheets/es/Matemáticas/Sumas/Sumas_10_amigos_del_10_qh517053ol">Sumas 10 amigos del 10</a>, an interactive worksheet by <a href="https://www.liveworksheets.com/user/calaixetderecursos">calaixetderecursos</a></font>
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<span id="lwslink517180"><font face="Arial" size="2"><a href="https://www.liveworksheets.com/worksheets/ca/Matemàtiques/Sumes/ELS_AMICS_DEL_10_SUMES_af517180sh">ELS AMICS DEL 10 SUMES</a>, an interactive worksheet by <a href="https://www.liveworksheets.com/user/calaixetderecursos">calaixetderecursos</a></font>
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He elaborado un material para trabajar lo que en la metodología ABN se denomina los vecinos de los números. </div>
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En cada arcoíris he colocado un número y en las nubes los alumn@s tendrán que colocar el número anterior y posterior.</div>
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Para realizar esta actividad he planteado el mismo material de diferentes formas para que podáis adaptarlo mejor a vuestra manera de trabajar y/o a las características de vuestro alumnado.</div>
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El material está en Castellano y Catalán.</div>
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Si queréis estar informados de las novedades podéis seguir mi Instagram: <a href="https://www.instagram.com/calaixetderecursos/">https://www.instagram.com/calaixetderecursos/</a></div>
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<u style="font-weight: bold;"><span style="background-color: #ead1dc;">MATERIAL MANIPULATIVO:</span> </u>(perfecto para trabajar en la asamblea o en rincones)<br />
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En este archivo encontraréis los arcoíris preparados para ser recortados y plastificados junto con los números que serán las fichas del juego.</div>
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Es un material muy bonito que os puede servir incluso para decorar el aula.</div>
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Lo podéis descargar apretando sobre la imagen inferior.</div>
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<a href="https://drive.google.com/file/d/1uXBrucHJSOf854KIiLUxp8lLx1e311nm/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="257" data-original-width="338" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNPyykTb9GwZiywg-IodGeVx8TT2Humzv5x-kRB2qekX4YA78HEmh94ZWjsvZ-L2XB7V3D2vpcRUB7HxI0O-f_wGP-CLkUFHpNaW-lqrILdYqJLxSbAsZLTIsIH_BICGP-99YPCafbE9c/s200/ARCOIRIS+MATERIAL+MANIPULATIVO.png" width="200" /></a></div>
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También podéis utilizarlo para trabajar la recta numérica ordenando los números.</div>
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<b><span style="background-color: #ead1dc; text-decoration-line: underline;">MATERIAL EN PDF:</span> (Castellano y Catalán)</b></div>
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He preparado una ficha en dos formatos. En el primero el alumn@ tendrá que escribir el número anterior y posterior y en la segunda ficha el alumno tendrá que recortar los números y pegarlos en el lugar adecuado.</div>
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<a href="https://drive.google.com/file/d/1HbT8j6xVU_3nnNPWgvI5EK_axMg0lp81/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em; text-align: center;" target="_blank"><img border="0" data-original-height="220" data-original-width="344" height="127" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_hTzKjUoWqhkNsZaZ1BJgMXC9Bmb1-G5L2XaFALz7dujXQJzDpAnuiC6rpSuF3kJ7-RRZ_dzm9hNRfZfc65LEa5zA9UoOGOVpYXnEFyiFzd8JPtViryfFrulW232aEwHfj_MwOyg_CaI/s200/ARCOIRIS+PDF+CASTELLANO.png" width="200" /></a><a href="https://drive.google.com/file/d/1XgnAsrfYBOZhNMUUix0HahidnNyMM5QE/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em; text-align: center;" target="_blank"><img border="0" data-original-height="219" data-original-width="345" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtqKjTWpJSyVDnI_c81BGEYQHQ6mJUu4zZ2PpoXgQ5_QyO9CT53ztaQNtky34zeOelbm9B81HQcUvjHKi8Y-r_LFA0vUmK_o36JZg3SB4yUMj7iXW8_ugqABdgz6HU9oCp4-Kaw0foohc/s200/ARCOIRIS+PDF+CATAL%25C3%2581N.png" width="200" /></a></div>
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<b><u style="background-color: #ead1dc;">MATERIAL INTERACTIVO:</u><span style="background-color: white;"> (Autocorrectivo)</span></b></div>
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Por último os he preparado una versión interactiva para que los alumn@s lo puedan realizar en ordenador, tablet o móvil.</div>
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<a href="https://www.liveworksheets.com/c?a=c&l=lj&i=fzusut&r=qi" title="NUMEROS VECINOS NUBES"><img height="141" src="https://www.liveworksheets.com/def_files/2020/5/13/5130001090000246302/5130001090000246302001.jpg" width="200" /></a> <a href="https://www.liveworksheets.com/c?a=c&l=th&i=fuduon&r=dv" title="NOMBRES VEÏNS NÚVOLS"><img height="141" src="https://www.liveworksheets.com/def_files/2020/5/13/5131755150000246302/5131755150000246302001.jpg" style="cursor: move;" width="200" /></a>calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com0tag:blogger.com,1999:blog-465591743705810565.post-813817497471240322020-05-12T18:33:00.005+02:002020-09-28T13:58:09.941+02:00MATEMÁTICAS: TRABAJAMOS LA RECTA NUMÉRICA Y LA RETROCUENTA<div style="text-align: justify;">Hoy os adjunto unas actividades interactivas y autocorrectivas para trabajar la recta numérica y la retrocuenta.Recuerda que puedes estar informad@ de las novedades en mi Instagram: </div><div><div style="text-align: justify;"><a href="https://www.instagram.com/calaixetderecursos/">https://www.instagram.com/calaixetderecursos/</a></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">En la primera actividad los alumn@s tendrán que ordenar las gotas de agua en los recuadros inferiores de menor a mayor.</div><div><br /></div><div><a href="https://www.liveworksheets.com/c?a=c&l=rc&i=cnxsft&r=jn" title="Recta numérica del 1-10"><img height="141" src="https://www.liveworksheets.com/def_files/2020/5/12/5121754350000246302/5121754350000246302001.jpg" style="cursor: move;" width="200" /></a> <a href="https://www.liveworksheets.com/c?a=c&l=ex&i=fdsots&r=bd" title="Recta numérica del 1-10 (2)"><img height="141" src="https://www.liveworksheets.com/def_files/2020/5/14/5141801450000246302/5141801450000246302001.jpg" style="cursor: move;" width="200" /></a></div><div><br /></div><div><br /></div><div style="text-align: justify;">
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<span id="lwslink527837"><font face="Arial" size="2"><a href="https://es.liveworksheets.com/worksheets/es/Matemáticas/Numeración/Recta_numérica_del_1-10_(2)_ex527837bd">Recta numérica del 1-10 (2)</a>, una ficha interactiva de <a href="https://es.liveworksheets.com/user/calaixetderecursos">calaixetderecursos</a></font>
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En la segunda actividad los alumn@s tienen que hacer justamente la versión inversa. Tienen que ordenar los números de mayor a menor.</div><div><br /></div><div><a href="https://www.liveworksheets.com/c?a=c&l=tj&i=cnsdzz&r=ct" title="Retrocuenta del 0 al 10"><img height="141" src="https://www.liveworksheets.com/def_files/2020/5/12/5121816280000246302/5121816280000246302001.jpg" style="cursor: move;" width="200" /></a> <a href="https://www.liveworksheets.com/c?a=c&l=cn&i=fdoztd&r=bi" title="Retrocuenta del 0 al 10 (2)"><img height="141" src="https://www.liveworksheets.com/def_files/2020/5/14/5141813040000246302/5141813040000246302001.jpg" style="cursor: move;" width="200" /></a></div><div><br /></div><div>Espero que os gusten y os resulten útiles las actividades.</div></div>
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<span id="lwslink528032"><font face="Arial" size="2"><a href="https://es.liveworksheets.com/worksheets/es/Matemáticas/Numeración/Retrocuenta_del_0_al_10_(2)_cn528032bi">Retrocuenta del 0 al 10 (2)</a>, una ficha interactiva de <a href="https://es.liveworksheets.com/user/calaixetderecursos">calaixetderecursos</a></font>
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En esta entrada os adjunto un material que consiste en relacionar cada palabra con su imagen. Encontraréis el material en <b>Castellan</b>o y <b>Catalán</b>.</div>
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Es un juego que va genial para que los niños se inicien en la lectura de palabras de manera divertida. </div>
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Yo en clase lo suelo utilizar cuando realizo rincones y eso quiere decir que hay 5 alumn@s realizando esta actividad mientras los otr@s están haciendo otras propuestas también en grupos de 5. (puzles, dibujo, construcciones, manualidades, juegos de mesa...)</div>
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Cuando lo trabajo lo que hago es plastificarlo con las palabras recortadas individualmente. Los niñ@s colocan las palabras con velcro debajo de la imagen correcta.</div>
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Os adjunto las plantillas para aquellos que queráis plastificar el juego. Veréis que en la plantilla pondré las palabras de diferentes colores para que el juego sea más sencillo pero también os las adjuntaré sin color por si queréis aumentar el nivel de dificultad y que no sepan a que tablero pertenecen.</div>
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<a href="https://drive.google.com/file/d/1fT-pLM7DyTvn4r7GF45bUpQhxrTCafcw/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="1080" data-original-width="1080" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8UEFMFCcA2KL_sqcoykwXQO4uyJmltjUpIv0PhyeFSjR7DmmyFvU5Xss0nDuqKLBqRTgu45ecSI9hp6I282m2cn5JhhsQ6TZsgwURVVrWJWpOTz7b4ejo5JXI5zprQxs1RneGZuIR9XA/w200-h200/RELACION+IMAGEN+PALAGRA+MANIPULATIVO.png" width="200" /></a> <a href="https://drive.google.com/file/d/1yVj0z6miYIIsBMYmxbq4Ya-Ppu_-Ie2u/view?usp=sharing" imageanchor="1" rel="nofollow" style="margin-left: 1em; margin-right: 1em; text-align: center;" target="_blank"><img border="0" data-original-height="1080" data-original-width="1080" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_CChQG-x_AlHv9iOSPl-rF-tebJm45HjxqjPoghyphenhyphencu35drKBPjhj8GKB4b6gKRqnIsumIvDUWr9FWY3PWpFUXr_ipFOAPbFdyHDIYAOwN04GtI3CHE2Opl_T6-k0qQoefLotvEB8p6AU/w200-h200/RELACI%25C3%2593+IMATGE+PARAULA+TAULELL.png" width="200" /></a></div>
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También he creado la versión interactiva que os puede ir bien para explicar la actividad en la Pizarra Digital o para recomendarsela a las familias.</div>
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Esta versión es también autocorrectiva y la pueden hacer en el móvil, tablet, ordenador...</div>
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<b><u>CASTELLANO </u> </b></div>
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<a href="https://www.liveworksheets.com/c?a=c&l=fs&i=cfufzx&r=qy" title="Relaciona imagen palabra vehiculos 1"><img height="141" src="https://www.liveworksheets.com/def_files/2020/5/9/5091020376249/5091020376249001.jpg" style="cursor: move;" width="200" /></a> <a href="https://www.liveworksheets.com/c?a=c&l=bo&i=cfdfdc&r=hs" title="Relaciona imagen palabra (animales)"><img height="141" src="https://www.liveworksheets.com/def_files/2020/5/9/5091244510000246302/5091244510000246302001.jpg" style="cursor: move;" width="200" /></a><br />
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<b><u>CATALÁN</u></b><br />
<a href="https://www.liveworksheets.com/c?a=c&l=bi&i=cxdxfu&r=mi" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" title="Relaciona cada imatge amb la seva paraula (vehicles)"><img height="141" src="https://www.liveworksheets.com/def_files/2020/5/10/5101403550000246302/5101403550000246302001.jpg" width="200" /></a><a href="https://www.liveworksheets.com/c?a=c&l=bp&i=cxdsoc&r=uy" title="Relaciona cada imatge amb la seva paraula (animals"><img height="141" src="https://www.liveworksheets.com/def_files/2020/5/10/5101418270000246302/5101418270000246302001.jpg" style="cursor: move;" width="200" /></a></div>
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Otra manera de realizar esta actividad es imprimir la ficha y que los niñ@s recorten las palabras y las peguen en el lugar correspondiente. </div>
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Podéis utilizar el mismo material y que los alumnos en lugar de pegar la palabra la copien en el lugar correcto.</div>
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Así que os adjunto el material en PDF.</div>
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<a href="https://drive.google.com/file/d/1W6I43m6l_xkabrz8BZDUjw-iJ-Wn5JX9/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="1080" data-original-width="1080" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3GC2pDFXaW_-0ZIebo85kKxnZkaMzEfnQeeNDE9muOWaWh5jm6FXpoovxY-q_N_FREfzwJFLS9MXd_NG55ecxjeNqp5VqAv4V9VRhVbzFaaxqSSy50h5mcBdzK1_ldofpje7ScmUAdBI/w200-h200/RECORTAR+RELACION+PALABRA+IMAGEN.png" width="200" /></a> <a href="https://drive.google.com/file/d/1PCKIyFP067QycgWrNOyyK2cpctsy2Ub_/view?usp=sharing" imageanchor="1" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="1080" data-original-width="1080" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwNYehblk4X4436gmRwi043fEQsWZIyjYHJeK98c35996y6U2KYSROGgH14LAcq_-D4UuA2AOG1PvgMms7Uh2FRwXu8FxxcbKaE8B_iVlX8G1rPnlfQh-fRrXjlu_s8_rON2Y0UwceMpg/w200-h200/RELACI%25C3%2593+IMATGE+PARAULA+RETALLAR.png" width="200" /></a></div>
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Y por último os dejo una plantilla en blanco donde los alumnos pueden dibujar y escribir las palabras trabajadas.</div>
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<a href="https://drive.google.com/file/d/1qvCLuF479LXC0HR6azGsMV2l1Kfz7OBy/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="1080" data-original-width="1080" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHi-CY9alnvAuovlHxMseyyeT-lJysz5Lu9RVQ6dq4gsKRtDNU3CCjFWBxls-XW0RhDk3KZFW6Q109NxAiCl6d6iB5G0Ww486dJ2S1I875QXGlPTM7J_AVxnl6AbPgw72j5De9REl_8A0/w200-h200/IMAGEN+PALABRA+RELLENAR.png" width="200" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf05zhyphenhyphenhsLhNU8gkwc9JFnshOJ2q6jUKLvqFMnGgX3hc9jcbOlebkyJ3rRQqS6Ejy5UCW6IkNxcGZH1wsyxPRGyiPnyYa_Z6fivAyiE10Pcn8MhfQ0Y9cGL4lJqV_s-sLs4usIg50cJ9E//" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1080" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf05zhyphenhyphenhsLhNU8gkwc9JFnshOJ2q6jUKLvqFMnGgX3hc9jcbOlebkyJ3rRQqS6Ejy5UCW6IkNxcGZH1wsyxPRGyiPnyYa_Z6fivAyiE10Pcn8MhfQ0Y9cGL4lJqV_s-sLs4usIg50cJ9E/w200-h200/IMATGE+PARAULA+OMPLIR.png" width="200" /></a></div>
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Espero que os hayan gustado las propuestas.</div>
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Si os resultan útiles me lo comentáis e iré añadiendo nuevo vocabulario y letra minúscula.</div>
calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com2tag:blogger.com,1999:blog-465591743705810565.post-29948836144534281892020-05-06T16:30:00.002+02:002020-05-14T23:01:56.399+02:00CUENTO: POR CUATRO ESQUINITAS DE NADA (CASTELLANO Y CATALÁN)<div class="separator" style="clear: both; text-align: center;">
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<img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiynHL6-suMWB0wqiPacPUIQB8ZzkAPPxwxp1QdqPF9mjXhtVaaxVFQyYya-k5b4bOEWKdHNL064yPkC4p7A_EIODu1hnrrXh8APN8buHJ5UMLUnPldpApS5ndE3DsBeN8Cq_b5LscvCD0/s200/POR+CUATRO+ESQUINITAS+DE+NADA.JPG" width="197" /> <img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZsLCel9ko57vl3HekqF4GvmI1iGnjHVsCEMm_hyphenhyphentYKeWFCOhmuErnw-qbVMbHEVY9aGbJwn3RO792V6E5GSJq-8FphQkQe_0NBfQGzW-Dm6b5sTbjijyG4qiO7PDPLGjZrKfJeWa8Vug/s200/quatre+petites+cantonades+de+no+res.JPG" width="193" /></div>
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Hoy os presento un cuento que me gusta mucho y que se llama <b>Por cuatro esquinitas de nada</b>.</div>
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El cuento es de <b>Jérôme Ruillier </b>y ha sido publicado por la<b> Editorial Juventud.</b></div>
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Los personajes son figuras geométricas así que son muy sencillas de dibujar por los niñ@s y además eso también hace que el cuento sea muy visual y sencillo de entender. Permite trabajar con los niñ@s muchos <b>valores</b> como son la aceptación de uno mismo, la integración, el trabajo en equipo para buscar una solución...</div>
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La historia comienza con todos los personajes jugando, riendo... pero de repente tienen que regresar a la casa grande... y es ahí cuando surge un pequeño-gran problema. ¿Serán capaces de solucionarlo?.</div>
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<span style="font-size: large;"><b style="background-color: #d5a6bd;">IDEAS PARA TRABAJAR EL CUENTO</b></span><br />
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Lo que más me gusta del cuento son los valores que transmite y de la manera tan sencilla que lo hace para que los niñ@s los puedan entender fácilmente.</div>
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Tal y como os he dicho antes el cuento tiene unos personajes muy sencillos de dibujar así que se puede animar a los alumnos a dibujarlos y también trabajar el vocabulario de las figuras geométricas.<br />
También va genial para trabajar los diferentes colores.<br />
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Yo lo que os propongo es un trabajo de lectoescritura que se puede realizar con los alumnos de 5 años. Los alumnos tendrán que "leer" de que color tienen que colorear cada círculo. Pongo leer entre comillas porque todos sabemos que en esa edad hay niños que se han iniciado y otros que están en proceso y lo importante es hacer actividades que les motiven. Así que para que todos lo consigan lo que haremos es ayudarles haciendo que se fijen en la letra inicial del nombre de cada color y así les sea más sencillo identificarlos.<br />
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Una vez los tienen coloreados pueden extraer los personajes (con punzón o con tijeras).<br />
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Les podemos hacer decorar un sobre para que puedan guardar dentro a todos los personajes y así explicar la historia en clase o en casa.<br />
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Espero que os guste el material<br />
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<a href="https://drive.google.com/file/d/1dQLCcpp0fAsWrpq531-5bDQccsBouOXP/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="1080" data-original-width="1080" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp5hBf1ZijJTiKTwvMB0BnZlkVInl-xcQFWmJINNI8fIno7jgw1CDZtD1Tt2Nw8hshzDErB7ZbdsO7qc0BLlNtMnh8VPi9-wftZdChPl8Z1_akPbvEPnrB_uB3jKrpsY3hSeOMrbyjwXI/s200/CUENTO+ESQUINITAS+BN.png" width="200" /></a><a href="https://drive.google.com/file/d/1nxdrhd6twATyNXuQ-eQQdDqHgoeP9Wui/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="1080" data-original-width="1080" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG_6A7Bi8QTDCnTti3IhTmm4DjzgwYPXzlRo0B1de-MWktgBU2G2ntW02QgU0NZ8dsWPgA3LO-VuM9u-L0xCnGdL4z1UbFNfSP91UDSeAvW5Gfoy_ANdKNaBONqBcxiqfTHr5VwmuwxKc/s200/CUENTO+ESQUINITAS+COLOR.png" width="200" /></a></div>
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<a href="https://drive.google.com/file/d/1KJcweKTORPFgxcFTLWWkSmofu4mNoqSx/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="1080" data-original-width="1080" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgus_Xw6Ua4GfZ-KcCdDWzzZuZY3VGX1dap_uUrGnWdJM7Xon-B23n5T0CXQbrXerLbADU10-edXLovtDbNMujpeoxqvrs4RNY0tYC1d8-GU4EOg5PW8XqrUwaqvMby2WanBqNJql-BUdA/s200/CONTE+CANTONADES+BN.png" width="200" /></a><a href="https://drive.google.com/file/d/1PyE6AnSh45mxMru5K1sdxCO4CyIGNOZk/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="1080" data-original-width="1080" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzFTp5CRUg9bVDemu9qappVYnBC9P3NsEyW2AgCAuRZ-GwtM80kzAd9sd3FjLPUHEpcq0LErFp7bMXPEl__JukbtZUFp-y6OAtAjgtJVwlwWttGMwleT1A5MR3OhhYrnQo8H0qVW07Vho/s200/CONTE+CANTONADES+COLOR.png" width="200" /></a> </div>
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calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com0tag:blogger.com,1999:blog-465591743705810565.post-48533417255929960222020-05-02T16:49:00.004+02:002020-05-14T23:02:32.865+02:00EL JARDÍN DE LAS VOCALES<div style="text-align: justify;">
He preparado un material para trabajar las vocales y la discriminación del sonido inicial en una palabra.</div>
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El juego consiste en colocar cada imagen en la flor adecuada teniendo en cuenta el sonido inicial. Es decir ARAÑA la colocaremos en la flor que tiene la letra A... y así sucesivamente.</div>
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El material está creado para poder ser utilizado tanto en gran grupo. como en grupo reducido o a nivel individual.</div>
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Para utilizarlo tendréis que descargar e imprimir la plantilla y luego recortar y plastificar los diferentes elementos. Así os durará más y los niñ@s lo podrán manipular sin problema.</div>
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Podéis descargar el material apretando sobre la primera imagen. En la segunda encontraréis la versión interactiva y autocorrectiva.</div>
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Espero que os guste y os sea de utilidad.</div>
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<a href="https://drive.google.com/file/d/1oDnqGA2s9lLFpt6E6mPEvZpJCsHTPzK0/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="381" data-original-width="467" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5ISSO5abJW2pG2bUfWLakR72MWu3VxIVje1vGZiiiKnt8H-fOT3xs8aQjxY6Lo_kZB2ES9osI8BQXX0zEFznNWw8qo1PFtNQwICB21Ze1uxWSQGIulmt5TIKUCKUgm281eChztslMI8o/s200/EL+JARD%25C3%258DN+DE+LAS+VOCALES2.png" width="200" /></a> <a href="https://www.liveworksheets.com/c?a=c&l=ov&i=txcccu&r=sg" style="margin-left: 1em; margin-right: 1em; text-align: justify;" title="El jardín de las vocales"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/2/5021628374861/5021628374861001.jpg" width="141" /></a></div>
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calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com2tag:blogger.com,1999:blog-465591743705810565.post-73526739595749990712020-05-01T22:03:00.001+02:002020-05-14T23:04:02.502+02:00TRABAJAR LAS SÍLABAS EN EDUCACIÓN INFANTIL<div style="text-align: justify;">
<span style="font-family: inherit;">Os adjunto unos materiales que he elaborado para trabajar las sílabas con niños y niñas de educación infantil. En el blog también podéis encontrar otra entrada con<a href="https://calaixetderecursos.blogspot.com/2020/04/actividades-de-lectoescritura-contamos.html" rel="nofollow" target="_blank"> materiales interactivos y en pdf </a>sobre este tema.</span><br />
Los dos materiales los podéis descargar en CASTELLANO y CATALÁN.</div>
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<span style="font-family: inherit;">Espero que os gusten</span><br />
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Comenzaré a explicaros un material que acabo de crear y que llamo "Las casas de las sílabas". Para prepararlo tendréis que imprimirlo, recortarlo y plastificarlo. Una vez preparado los alumn@s tendrán que coger las imágenes y colocarlas en la casa adecuada en función del número de sílabas. Os recomiendo poner velcro.<br />
También he escrito el nombre de cada objeto.<br />
Podéis descargar el material apretando sobre la imagen.<br />
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<a href="https://drive.google.com/file/d/1sUFX9NN--gCnlUc8DcOXgo8K1q655ek_/view?usp=sharing" target="_blank"><img border="0" data-original-height="387" data-original-width="545" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsJUhX5woh1p2Mu3P9vLbDtgkAXOCAXZyzmbVi2juVu7lqhHp-bua0tbv00AnF6YA068stb7n0QYL9OnyDuvbd4-CxyXxYSJ2U76ku732LDCG_OKH21H0TSG7ei3yz15b2VmwlEJgkWNE/s200/las+casas+de+las+silabas+blog.png" width="200" /></a> <a href="https://drive.google.com/file/d/1GbNpn9ph1o0Tq8VW5hqUhWuXDhJTlNAJ/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="354" data-original-width="549" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK1q5Qe5-_6mbvcJ6jjxsBQO7Y9PaiNa8QzbbFlwVwTyQapjx5rdoCrCz5ui75MO6vs496wlyntN-Q5qMEa5tI_d4A6oTl4_oMzkqwHwxKx-eR6T3XUDl0d_92YDCLRAa6FD11ZM169fA/s200/LES+CASES+DE+LES+SIL%25C2%25B7LABES2.png" width="200" /></a></div>
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Lo podéis encontrar también en formato interactivo y autocorrectivo para que los niñ@s lo puedan trabajar en casa o los profes lo podamos utilizar para explicarlo en la Pizarra Digital o proyector.</div>
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<a href="https://www.liveworksheets.com/c?a=c&l=zk&i=txuodc&r=zy" style="text-align: start;" title="Las casas de las sílabas"><img height="138" src="https://www.liveworksheets.com/def_files/2020/5/2/5021027217789/5021027217789001.jpg" width="200" /></a></div>
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<span style="font-family: inherit;">El segundo material que creé en <b>abril del 2013 </b> lo podéis descargar en <b>castellano</b> y <b>catalán.</b> También consiste en unos tableros y unas </span>imágenes con sus palabras que los alumn@s tendrán que clasi<span style="font-family: inherit;">ficar en función del número de sílabas.</span><span style="font-family: inherit;"> </span>Podéis<span style="font-family: inherit;"> plastificar el material.</span><br />
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<span style="font-family: inherit;">Las imágenes las he sacado del <a href="http://recursostic.educacion.es/bancoimagenes/web/" target="_blank">Banco de imágenes y sonidos</a>.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP7VUrmf-dv9y4FyNsNt5pLIoQEN0vPL9CDPZr_UuaiypmIwEOx2aEYPcijscLgqz5NZCokRQXLynTz8-HfZ_w1AJOSpbP-8PLjItdNsIa6niIbktMIktCybj8sJM-qF3s491zNUXwucs/s1600/picar+paraules.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP7VUrmf-dv9y4FyNsNt5pLIoQEN0vPL9CDPZr_UuaiypmIwEOx2aEYPcijscLgqz5NZCokRQXLynTz8-HfZ_w1AJOSpbP-8PLjItdNsIa6niIbktMIktCybj8sJM-qF3s491zNUXwucs/s320/picar+paraules.JPG" width="288" /></a></div>
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<a href="http://goo.gl/cw6dVH" target="_blank"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4rMnhcKAxx-fPpy8VktUDvxYxx3qPEpt8rU2lZzPF_sV4ruf0cvu5Zh0D-7v-NKo8dto1IBAH4B5bct0_ZIMQcJSEMbYf-kzH_1TU7Ew9EZB0vmJ-KfriJAQWQwgZiAv_8XZ0bM88eaA/s1600/DESCARGAR+PLANTILLA+SILABAS.JPG" /></a> <a href="http://goo.gl/Fr7eAE" target="_blank"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmA1APqTpxGP20ZszFXVFw8R6izX3ME_4M080JXftOUHH3mDQ4joxGMinJjnT6gqgI1ihO1bKdp8e1DMKp6MrV-lT_VUzwVPUJ5kTQQirpZbHWZISqQPjrxG_LPck77X2fLVo3UR0jl7U/s1600/DESCARREGAR+PLANTILLA+SIL%C2%B7LABES.JPG" /></a></div>
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Para complementar este material también he creado una hoja de síntesis donde el alumn@ podrá pensar objetos y dibujarlos en el lugar correspondiente según el número de sílabas. También podrá escribir el nombre del objeto.</div>
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<b><span style="font-size: large;">HOJA DE SÍNTESIS </span></b></div>
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<a href="http://goo.gl/w5oNvX" target="_blank"><img border="0" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNHEe1dJSyHdgQMnIx0LRM93IskTCrpH-h_FrQ5CZ-nVLKIxfa6QlvOV1giS95oU0zwcnUQAQvmjch0f1cwHCtg0ChpZOCjL15FCwLZl3ugHy2Qih1QSnJGS7XMV_dnw2RB-cwFnk18QU/s200/PICAMOS+S%C3%8DLABAS.JPG" width="200" /></a> <a href="http://goo.gl/bNC4px" target="_blank"><img border="0" height="124" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG74HKzEbfFIKgZzAH29St7tJcve2jJIKD8u2R3_FHnm1xE9t36IJDCKv5HMKcVis_upkQZcW0Zpd7E2q3zQmpjFLvKbAVdQi2qmZx_1Nj6JAEgXZeelu8D7ZaMcnIbZbOhtJ01vE2Gww/s200/FIXTA+PIQUEM+SIL%C2%B7LABES.JPG" width="200" /></a></div>
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<b>CASTELLANO CATALÁN</b></div>
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<a href="http://creativecommons.org/licenses/by-nc-sa/3.0/deed.es_ES" rel="license" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Licencia de Creative Commons" src="https://i.creativecommons.org/l/by-nc-sa/3.0/88x31.png" style="border-width: 0px;" /></a><span style="font-size: x-small;"></span><br />
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<span style="font-size: x-small;"><span property="dct:title" xmlns:dct="http://purl.org/dc/terms/">SILABAS EDUCACIÓN INFANTIL</span> by <a href="http://calaixetderecursos.blogspot.com/" property="cc:attributionName" rel="cc:attributionURL" xmlns:cc="http://creativecommons.org/ns#">Alicia Paíno</a> is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/3.0/deed.es_ES" rel="license">Creative Commons Reconocimiento-NoComercial-CompartirIgual 3.0 Unported License</a>.</span></div>
calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com16tag:blogger.com,1999:blog-465591743705810565.post-84663578661368713232020-05-01T13:18:00.002+02:002020-05-14T23:05:06.966+02:00SOPES DE LLETRES (CATALÀ)<div style="text-align: justify;">
En esta entrada podéis encontrar algunas sopas de letras para trabajar en Educación Infantil y primer ciclo de Primaria.</div>
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Estas están en <b>catalán</b> pero en otra entrada las podéis encontrar en <b><a href="https://calaixetderecursos.blogspot.com/2020/04/sopas-de-letras-castellano.html" target="_blank">castellano</a></b>.</div>
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Tienen diferentes niveles de dificultad y al final del documento las podéis descargar en PDF.</div>
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Espero que os gusten.</div>
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Recuerda que puedes enterarte de las novedades en <b>Instagram</b>: <a href="https://www.instagram.com/calaixetderecursos/" target="_blank">@calaixetderecursos</a><br />
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<b>NIVEL 1 NIVEL 2</b><br />
<a href="https://www.liveworksheets.com/c?a=c&l=qo&i=tfcdtc&r=zs" title="Sopa de lletres mitjans de transport"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/1/5011127278546/5011127278546001.jpg" width="141" /></a> <a href="https://www.liveworksheets.com/c?a=c&l=ir&i=tftonx&r=uj" title="Sopa de lletres mitjans de transport"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/1/5011041279906/5011041279906001.jpg" width="141" /></a><br />
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<b> NIVEL 3</b><br />
<a href="https://www.liveworksheets.com/c?a=c&l=yu&i=tfcoou&r=xt" title="Sopa de lletres animals n1"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/1/5011251169843/5011251169843001.jpg" width="141" /></a><a href="https://www.liveworksheets.com/c?a=c&l=ja&i=tsftnf&r=kv" title="Sopa de lletres: roba"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/3/5031919599927/5031919599927001.jpg" width="141" /></a><br />
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<b> NIVEL 4</b><br />
<a href="https://www.liveworksheets.com/c?a=c&l=fe&i=tfccon&r=zf" title="Sopa de lletres animals n2"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/1/5011201415446/5011201415446001.jpg" width="141" /></a><a href="https://www.liveworksheets.com/c?a=c&l=op&i=tsfcos&r=ju" title="Sopa de lletres: roba"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/3/5031924063347/5031924063347001.jpg" width="141" /></a><br />
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<b><u>SOPES DE LLETRES PER A DESCARREGAR EN PDF</u></b><br />
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<a href="https://drive.google.com/file/d/1kADBKFiL0Cm3-Xse4BKiG-GCz_Cmn6YU/view?usp=sharing" target="_blank"><img border="0" data-original-height="506" data-original-width="770" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKW5ZsHpXEs6Xis2n8cVBN81NAkbdcDRGtDqb_58e9r3I6PbCTQzRhyiIkz35AZZ3Nfs5Q9Hama93jEo0giHtRrhiorTEYi6retBXQkma5e8AozqAjEZfgFBEsqR6meZvmu5_oSwTrQwM/s320/DESCARREGAR+SOPES+DE+LLETRES+EN+PDF.png" width="320" /></a></div>
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<br />calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com5tag:blogger.com,1999:blog-465591743705810565.post-41947493862680343412020-04-28T13:01:00.004+02:002020-05-14T23:05:28.813+02:00ACTIVIDADES DE LECTOESCRITURA: CONTAMOS SÍLABAS (MATERIAL EN CASTELLANO Y CATALÁN)<div style="text-align: justify;">
Hoy os propongo unas actividades para que los alumnos puedan jugar y aprender las sílabas. (las he hecho en castellano y catalán)</div>
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Os he preparado las actividades de manera interactiva y también en pdf para que podáis escoger la opción que más guste a los niñ@s o que creáis más conveniente o os sea más útil.</div>
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He preparado dos actividades interactivas y autocorrectivas. En una de ellas tendrán que marcar un recuadro por cada sílaba que tenga la palabra de la imagen y</div>
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en la segunda actividad los niñ@s tendrán que clasificar las imágenes dependiendo del número de sílabas.</div>
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Tal y como os he dicho las he preparado en pdf para que los niños puedan colorear las sílabas y también para que puedan crearse un juego en el que clasificar las palabras en función de las sílabas que tiene.</div>
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Espero que os guste el material y que os sea útil.</div>
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<b>ACTIVIDADES INTERACTIVAS</b><br />
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<b><u>CASTELLANO</u></b></div>
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<a href="https://www.liveworksheets.com/c?a=c&l=bx&i=untznt&r=im" title="CONTAR SÍLABAS"><img height="200" src="https://www.liveworksheets.com/def_files/2020/4/16/4160059292516/4160059292516001.jpg" style="cursor: move;" width="141" /></a> <a href="https://www.liveworksheets.com/c?a=c&l=of&i=unuoxs&r=pt" title="CONTAR SÍLABAS"><img height="200" src="https://www.liveworksheets.com/def_files/2020/4/15/4152127180682/4152127180682001.jpg" style="cursor: move;" width="141" /></a><br />
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<b><u>CATALÁN</u></b><br />
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<a href="https://www.liveworksheets.com/c?a=c&l=or&i=tdtufo&r=uj" title="QUANTES SÍL:LABES TÉ"><img height="200" src="https://www.liveworksheets.com/def_files/2020/4/28/4281635150260/4281635150260001.jpg" width="141" /></a> <a href="https://www.liveworksheets.com/c?a=c&l=qo&i=tdtcct&r=ko" title="QUANTES SÍL·LABES TÉ. CLASSIFIQUEM"><img height="200" src="https://www.liveworksheets.com/def_files/2020/4/28/4281704173277/4281704173277001.jpg" width="141" /></a><br />
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<b>ACTIVIDADES PARA IMPRIMIR. </b>Descarga el material en pdf apretando sobre las imágenes.<br />
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<b><u>CASTELLANO</u></b><br />
<b><u><br /></u></b></div>
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<a href="https://drive.google.com/file/d/1FanPZA6Mm1PXqQ_rVkAv9o0ResKaX8w-/view?usp=sharing" rel="nofollow" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="313" data-original-width="402" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMOH6PhvI0u5sdmmcl0hRMxbPyFKIF4K89g7nNFeMzTTizYvsqDj3Mnqdw0TvuWtrGky7bpCZvct-m8cmc4xjDcoCaIJ5XofR8ROxaSWczxRiz2kEqN2g-51W3idnhZQ8YDGNHqeH4N30/w200-h156/VERSI%25C3%2593N+IMPRIMIBLE+CONTAR+SILABAS+PDF.png" width="200" /></a><a href="https://drive.google.com/file/d/121E20dH8LBCKV-w_B1bQvBsqiTXg0tx1/view?usp=sharing" rel="nofollow"><img border="0" data-original-height="319" data-original-width="438" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyj7i_zTTZbqg-ZrSMFbV6LzYc0BJy4jCoZGg9t6Lmyh0n1FdZ7yAErYlPmAhs47OvTmWi93jf5LWrOAL6uEa5IlJvFyVp373fFW6CpZtA_LlIOXrHdv9EWp_qlk0cGELaV1ywIfUHhyphenhyphen0/w200-h146/VERSION+IMPRIMIBLE+CLASIFICAR+SILABAS.png" style="text-align: center;" width="200" /></a><br />
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<b><u>CATALÀ</u></b></div>
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<a href="https://drive.google.com/file/d/1mTJgiuGC13n1hEnlcQCSB3kqfSbC1wrf/view?usp=sharing" target="_blank"><img border="0" data-original-height="343" data-original-width="543" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwypV6MNQYiIq8k5RbXTZbUzD-b4rsHnQe8m9ft5GS-zdzSHBrs2XqQXHyqDl-vuz2pzVG-xMJ8eu3PpT-ZMYBHFnCvhTsfCFNk71knfU7OpVSJxpXHXKVg2QNQ-rbrnkj-Dqz4G1YmYw/s200/SIL.LABES+VERSI%25C3%2593+IMPRIMIR+REQUADRES.png" width="200" /></a> <a href="https://drive.google.com/file/d/1dNnJewLV5i1DPbHFV6icqq8vuU972hmZ/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="395" data-original-width="670" height="117" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG3LpHqlVI15zttZWx04S02pnyB1dpGbK8pB-gn88S1pSltktJxufgVp59oElQuXUK-p1lPxZ9x6M3sMeJecjPUKCZ3LoUt7IISsgVZzEzm9hpudDZIZwxC4_N4MgqT1ncXYvvTdrVSZQ/s200/QUANTES+SIL.LABES+BLOG+IMPRIMIR.png" width="200" /></a></div>
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calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com2tag:blogger.com,1999:blog-465591743705810565.post-76363910619434680592020-04-26T21:57:00.001+02:002020-05-14T23:05:39.735+02:00ACTIVIDADES DE LECTOESCRITURA: ORDENAR LETRAS (CASTELLANO Y CATALÁN)A continuación os adjuntaré unas cuantas actividades interactivas que he realizado para que los niñ@s puedan ordenar las letras y construir las palabras que se muestran en las imágenes. Es una manera muy divertida de trabajar la lectoescritura y la conciencia fonológica.<br />
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Podéis encontrar el material en castellano y catalán.<br />
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Os recuerdo que estas actividades son autocorrectivas<br />
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<b><u style="background-color: #d5a6bd;">ACTIVIDADES EN CASTELLANO</u></b><br />
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<b><u>ANIMALES</u></b><br />
<a href="https://www.liveworksheets.com/c?a=c&l=hs&i=czcsof&r=yb" title="Ordena las letras (animales de granja)"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/5/5051852109834/5051852109834001.jpg" width="141" /></a><a href="https://www.liveworksheets.com/c?a=c&l=id&i=czfdtx&r=gy" title="Ordena las letras (animales salvajes)"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/5/5051908515674/5051908515674001.jpg" width="141" /></a><br />
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<b><u>VEHÍCULOS</u></b><br />
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<a href="https://www.liveworksheets.com/c?a=c&l=ge&i=czsstf&r=tg" title="ORDENA LAS LETRAS (medios de transporte)"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/5/5052213232087/5052213232087001.jpg" width="141" /></a><br />
<b><u>PALABRAS DEL ENTORNO</u></b><br />
<a href="https://www.liveworksheets.com/c?a=c&l=ml&i=czfxzn&r=re" title="Ordena las letras (entorno)"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/5/5051944057367/5051944057367001.jpg" width="141" /></a><br />
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<b><u>PRENDAS DE ROPA</u></b><br />
<a href="https://www.liveworksheets.com/c?a=c&l=jf&i=tonfts&r=lr" title="Ordena las letras (prendas de vestir)"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/4/5041752054826/5041752054826001.jpg" width="138" /></a><br />
<b><u>FRUTAS</u></b><br />
<a href="https://www.liveworksheets.com/c?a=c&l=gx&i=tntfxu&r=kb" title="Ordena las letras (frutas)"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/4/5042241081189/5042241081189001.jpg" width="138" /></a><br />
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Descarga el material en pdf apretando sobre la imagen. (CASTELLANO)<br />
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<div class="separator" style="clear: both; text-align: left;">
<a href="https://drive.google.com/file/d/1yqekuuoXGity6Fn73MTEOmn1yh1BuBLg/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="1080" data-original-width="1080" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinI6Rt8RfZhBQDCDgFIaFSAGfr9TnxWfTppi6kFVwugTI5agfVdWGq4glDoWR8U760-SS9fIWMoZN6yZQK_xHnEEUsAEtp8pmziSXFwm4wnmpcX35Z2MwOJRISrKJ9rnB5WM5QHJJpcr0/s200/ORDENAR+LETRAS+CASTELLANO+PDF.png" width="200" /></a></div>
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<b><u style="background-color: #d5a6bd;">ACTIVIDADES EN CATALÁN</u></b><br />
<b><u style="background-color: #d5a6bd;"><br /></u></b>
<b><u style="background-color: white;">ANIMALS </u></b><br />
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<a href="https://www.liveworksheets.com/c?a=c&l=do&i=czdfdo&r=mm" style="margin-left: 1em; margin-right: 1em;" title="Posa cada lletra al seu lloc (granja)"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/5/5051633454641/5051633454641001.jpg" width="141" /></a><a href="https://www.liveworksheets.com/c?a=c&l=mt&i=czdofs&r=ao" style="margin-left: 1em; margin-right: 1em; text-align: left;" title="Posa cada lletra al seu lloc (animals salvatges)"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/5/5051653593558/5051653593558001.jpg" width="141" /></a></div>
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<b><u>TRANSPORTS</u></b></div>
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<a href="https://www.liveworksheets.com/c?a=c&l=qo&i=cztofo&r=ug" title="Posa cada lletra al seu lloc (transports)"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/5/5051750033402/5051750033402001.jpg" width="141" /></a><br />
<b><u>ENTORN</u></b><br />
<a href="https://www.liveworksheets.com/c?a=c&l=fi&i=cztddu&r=bc" title="Posa cada lletra al seu lloc (entorn)"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/5/5051715546563/5051715546563001.jpg" width="141" /></a><br />
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<b><u>FRUITES</u></b><br />
<a href="https://www.liveworksheets.com/c?a=c&l=rt&i=czztdu&r=gz" title="Posa cada lletra al seu lloc (fruites)"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/5/5051335406779/5051335406779001.jpg" width="141" /></a><br />
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<b><u>ROBA</u></b><br />
<a href="https://www.liveworksheets.com/c?a=c&l=ju&i=czucst&r=sx" title="Posa cada lletra al seu lloc (roba)"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/5/5051436150141/5051436150141001.jpg" width="141" /></a><br />
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Pots descarregar el material en pdf clicant a sobre de la imatge. (CATALÀ)<br />
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<a href="https://drive.google.com/file/d/1XTKEgJHdXb0WVt8TFqmdZBhlN2KOr2pJ/view?usp=sharing" rel="nofollow" target="_blank"><img border="0" data-original-height="1080" data-original-width="1080" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFRlizgmdUACzHI-KtQdOQdFh_PWNWg41BhETYVlvJ-GUBAxT5ez_RKpn1B_GH6-BExdNQsJEMAfvDOMBnh-zqTTQFPFjxP6yReqNkRbdPEVvFLPRc64-B27l3KUuhnDishv9RLgReoX4/s200/ORDENAR+LETRAS+CATAL%25C3%2581N+PDF.png" width="200" /></a></div>
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<br />calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com5tag:blogger.com,1999:blog-465591743705810565.post-55127621196047705272020-04-25T22:08:00.027+02:002020-05-19T13:22:51.728+02:00MATEMÁTICAS: RELACIÓN GRAFÍA-CANTIDAD<div style="text-align: justify;">En esta entrada iré colgando actividades interactivas y autocorrectivas para trabajar la grafía y la cantidad de los números. </div><div style="text-align: justify;">Para poder utilizarlas tenéis que apretar sobre las imágenes.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><span style="background-color: #f4c7c3;"><b>VERSIÓN EN CASTELLANO</b></span></div><div style="text-align: justify;"><a href="https://www.liveworksheets.com/c?a=c&l=jj&i=dnzodo&r=iz" style="clear: left; display: inline; margin-bottom: 1em; margin-right: 1em;" title="Grafia-cantidad 1-5"><img height="200" src="https://www.liveworksheets.com/def_files/2020/4/25/4252213382634/4252213382634001.jpg" width="141" /></a><a href="https://www.liveworksheets.com/c?a=c&l=hc&i=dnzstn&r=rh" title="Los números del 1 al 10"><img height="200" src="https://www.liveworksheets.com/def_files/2020/4/25/4252158009247/4252158009247001.jpg" width="141" /></a><a href="https://www.liveworksheets.com/c?a=c&l=cp&i=csxcff&r=iu" rel="nofollow" target="_blank" title="Relaciona grafía cantidad flores"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/11/5111545200000246302/5111545200000246302001.jpg" style="cursor: move;" width="141" /></a><a href="https://www.liveworksheets.com/c?a=c&l=ru&i=csfttu&r=tn" rel="nofollow" target="_blank" title="Relación grafía cantidad peces"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/11/5111535520000246302/5111535520000246302001.jpg" style="cursor: move;" width="141" /></a></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><a href="https://www.liveworksheets.com/c?a=c&l=ag&i=fuxzxf&r=ij" style="text-align: start;" title="Relaciona grafía cantidad corazones"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/13/5132230270000246302/5132230270000246302001.jpg" style="cursor: move;" width="141" /></a></div><div style="text-align: justify;"><br /></div><div><b style="background-color: #f4c7c3; text-align: justify;">VERSIÓN EN CATALÁN</b></div><div><br /></div><div style="text-align: justify;"><a href="https://www.liveworksheets.com/c?a=c&l=ll&i=csnuoo&r=hp" rel="nofollow" target="_blank"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/11/5111553320000246302/5111553320000246302001.jpg" style="cursor: move;" width="141" /></a><a href="https://www.liveworksheets.com/c?a=c&l=gv&i=csntfs&r=sj" rel="nofollow" target="_blank"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/11/5111605420000246302/5111605420000246302001.jpg" style="cursor: move;" width="141" /></a><a href="https://www.liveworksheets.com/c?a=c&l=bb&i=csoodx&r=me" title="Relació grafia quantitat peixos"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/11/5111517250000246302/5111517250000246302001.jpg" style="cursor: move;" width="141" /></a><a href="https://www.liveworksheets.com/c?a=c&l=ev&i=csoftd&r=ol" title="Relació grafia quantitat"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/11/5111456080000246302/5111456080000246302001.jpg" style="cursor: move;" width="141" /></a><a href="https://www.liveworksheets.com/c?a=c&l=nr&i=fuxunc&r=xs" title="Relació grafia quantitat"><img height="200" src="https://www.liveworksheets.com/def_files/2020/5/13/5132244080000246302/5132244080000246302001.jpg" style="cursor: move;" width="141" /></a></div><div><br /></div><div>Os adjunto la versión en pdf para que los niñ@s recorten las cantidades y las peguen en la grafía correcta. </div><div>El archivo contiene <b>2 niveles</b> de dificultad y está en <b>Castellano y Catalán.</b></div><div><br /></div><div>Para descargarlo en PDF tenéis que apretar sobre la imagen inferior.</div><div><br /></div><div class="separator" style="clear: both; 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Recuerda que en mi <a href="https://www.instagram.com/calaixetderecursos/" style="background-color: #f4c7c3;"><b>Instagram</b></a> puedes ver novedades y propuestas que os pueden ser útiles para el día a día de la clase: <a href="https://www.instagram.com/calaixetderecursos/">https://www.instagram.com/calaixetderecursos/</a></div><div><br /></div>calaixetderecursoshttp://www.blogger.com/profile/17346022251241281933noreply@blogger.com0