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  <front>
    <journal-meta>
      <journal-id journal-id-type="nlm-ta">Luz Elida Vera Hernández</journal-id>
      <journal-id journal-id-type="publisher-id">714</journal-id>
      <journal-title>Luz Elida Vera Hernández</journal-title><issn pub-type="ppub">0120-4327</issn><issn pub-type="epub">2216-0116</issn><publisher>
      	<publisher-name>Luz Elida Vera Hernández</publisher-name>
      </publisher>
    </journal-meta>
    <article-meta>
      <article-id pub-id-type="doi">10.31948/ru.v43i1.4398</article-id>
      <article-categories>
        <subj-group subj-group-type="heading">
          <subject>Research Article</subject>
        </subj-group>
        <subj-group><subject>gestión de la convivencia/convivencia pacífica/conflicto/directivo docente/orientador escolar/violencia</subject></subj-group>
      </article-categories>
      <title-group>
        <article-title>Gestión de la convivencia, percepción del coordinador y orientador escolar: estudio fenomenológico</article-title><subtitle>no aplica</subtitle></title-group>
      <contrib-group><contrib contrib-type="author">
	<name name-style="western">
	<surname>Molina Isaza</surname>
		<given-names>Liliana Esther</given-names>
	</name>
	<aff>Secretaría de Educación de Córdoba, Montería, Colombia</aff>
	</contrib></contrib-group>		
      <pub-date pub-type="ppub">
        <month>01</month>
        <year>2025</year>
      </pub-date>
      <pub-date pub-type="epub">
        <day>2025</day>
        <month>01</month>
        <year>2025</year>
      </pub-date>
      <volume>43</volume>
      <issue>1</issue>
      <permissions>
        <copyright-statement>© 2025 https://creativecommons.org/licenses/by/4.0/</copyright-statement>
        <copyright-year>2025</copyright-year>
        <license license-type="open-access" xlink:href="http://creativecommons.org/licenses/by/2.5/"><p>This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.</p></license>
      </permissions>
      <related-article related-article-type="companion" vol="2" page="e235" id="RA1" ext-link-type="pmc">
			<article-title>Gestión de la convivencia, percepción del coordinador y orientador escolar: estudio fenomenológico</article-title>
      </related-article>
	  <abstract abstract-type="toc">
		<p>
			Este artículo tiene como objetivo caracterizar la gestión de la convivencia escolar desde la perspectiva de los directivos docentes: coordinador y orientador escolar, considerando que son pocos los estudios que se centran en estos dos actores sociales. Esta investigación se enmarcó en un enfoque cualitativo, de tipo fenomenológico, y se complementó con un análisis documental de los formatos de gestión de la convivencia. Entre los principales hallazgos, se identificó que los orientadores escolares buscan restaurar las relaciones interpersonales a través de la escucha y el diálogo, con el fin de generar soluciones a los conflictos de convivencia escolar; por su parte, el coordinador ejerce un rol de mediador, conciliador y negociador. Aunque no existe una gestión de convivencia definida, la atención a estos casos sigue basándose en un esquema de sanción-corrección. No obstante, la orientación escolar y la coordinación se complementan mediante estrategias que favorecen la mejora de la convivencia. Un modelo de gestión de la convivencia debe presentar las siguientes características: 1) integrar componentes de la gestión, planeación, ejecución, evaluación y seguimiento que fortalezcan la convivencia pacífica; 2) fundamentarse en normas, reglas y leyes que regulan las conductas de los estudiantes y las formas de interactuar de la comunidad educativa; 3) formalizar los procedimientos de gestión mediante documentos que garanticen el debido proceso; 4) definir metas, objetivos e indicadores que contribuyan a mejorar continuamente la convivencia escolar; 5) ser flexible, permitiendo adaptarse a las necesidades convivenciales de los estudiantes y las transformaciones del entorno social, y 6) contar con un enfoque definido. 
		</p>
		</abstract>
    </article-meta>
  </front>
  <body><sec>
			<title>Introducción </title>
				<p>El problema que dio origen a este estudio radica
en que, actualmente, la gestión de la convivencia
escolar se basa en modelos punitivos que
emplean sanciones y castigos para abordar
situaciones conflictivas (Torrego, 2006; Dávila
Balsera y Naya, 2023). En algunos casos, no se
profundiza en los procedimientos que realmente
estructuran y configuran dicha gestión.</p><p>Por lo tanto, el objetivo central de esta
investigación fue caracterizar aspectos de
la gestión de la convivencia escolar en las
instituciones educativas públicas de la ciudad de
Montería, a través de las experiencias vividas de
los directivos docentes y orientadores escolares
participantes en los procesos convivenciales.
Cabe aclarar que la gestión de la convivencia
escolar es considerada un componente mediador
fundamental para afrontar de manera eficiente
y eficaz las situaciones de conflicto que surgen
en cualquier comunidad educativa (Rioseco y
Barría, 2021) y debe enfocarse en el análisis de
los comportamientos, vivencias, expresiones,
emociones y sentimientos de los estudiantes,
articulado con la normatividad y la buena actitud
de estos hacia la coexistencia, de tal forma que
se disminuya la violencia escolar o elementos
vinculados a esta.</p><p>La convivencia escolar se define como «la
acción de vivir en compañía de otras personas
en el contexto escolar y de manera pacífica y
armónica» (Ministerio de Educación Nacional
[MEN], 2014, p. 25); además, se concibe
como el producto de las interacciones de los
integrantes de la comunidad educativa, que
se estructura grupal y dinámicamente, y se
transforma en el tiempo cuando estas cambian
(Rivera et al., 2017). Esta convivencia trata
de una construcción continua que implica
aprendizajes en términos de regulación del
conflicto, respeto y acuerdo colectivo frente a
diversas situaciones (Sandoval, como se citó
en Cantor, 2018). La convivencia es uno de los
cuatro pilares de la educación, como lo expresa
Delors (1996): «Aprender a vivir juntos» (p.
16). Entonces, la convivencia se constituye en
uno de los aspectos más importantes de la
actividad escolar y que junto a la academia se
complementan para formar integralmente a un
individuo (Nova, 2021).</p><p>Sin embargo, la escuela es el lugar propicio
para que se gesten conflictos, en estos casos,
los docentes son los primeros llamados a
mediar y atender a los estudiantes de acuerdo
con cada situación y a la normatividad
vigente; aunque la formulación de planes de
acción para direccionar y organizar todo el
andamiaje que se necesita para un adecuado
clima escolar recae en los directivos docentes
(Molina, 2023). Así, los coordinadores, según
la Resolución 3842 de 2022, deben promover
y propiciar una sana convivencia y clima en
la institución educativa, de acuerdo con la
normatividad, derechos y deberes, incentivos
y otros preceptos establecidos en el Manual de
convivencia. En este contexto, se observa que,
en general, los coordinadores manejan muchos
procesos y prestan más atención a la academia,
ya que las instituciones educativas se miden por
los resultados tanto externos como internos,y no por tener una sana convivencia. En este
sentido, la gestión de convivencia, a veces,
queda relegada a un segundo plano.</p><p>Por su parte, los orientadores escolares juegan
un papel crucial en la gestión de la convivencia
escolar, ya que proporcionan distintos enfoques
psicológicos a través de los cuales se pueden
tratar los casos de forma sistémica y profesional
en el reconocimiento de elementos que actúan
como factores de protección relacionados con la
formación integral (Soto, 2022). De acuerdo con
la Resolución 3842 de 2022, los orientadores
deben contribuir a una convivencia armoniosa
y fomentar una comunicación efectiva y la
participación de la comunidad escolar. Desde su
rol, deben incluir la integración en los procesos
institucionales y la aplicación de protocolos
y rutas de atención psicosocial; establecer
alertas oportunas para desarrollar estrategias
de atención integral y diseñar planes orientados
a prevenir riesgos psicosociales y problemas
sociales que afecten a los estudiantes.</p><p>No obstante, el orientador escolar muchas veces
no cuenta con el apoyo de los docentes, de los
padres de familia y de los entes gubernamentales
cuando se trata de seguimientos a los
estudiantes, al momento de tomar acciones a
situaciones de convivencia que así lo ameriten;
se suma el hecho de que en Colombia la tasa de
estudiante por orientador es de 1/500, lo que
significa que a cada profesional se le asignará
como mínimo 500 estudiantes y, en muchos
casos, sobrepasa este valor, hecho que los
recarga de trabajo y dificulta la gestión de la
convivencia.</p><p>Desde esta perspectiva, cabe investigar qué pasa
con los actores sociales como el coordinador
y orientador escolar, quienes hacen parte del
fenómeno de estudio y son protagonistas de la
dinámica educativa y participantes de la gestión
de la convivencia escolar, ya que, cuando se
indaga sobre convivencia escolar, generalmente
se profundiza en los docentes y estudiantes,
prestando menos importancia a su accionar
dentro de los procesos convivenciales. Por
ende, es necesario conocer la perspectiva de la
realidad educativa de los directivos docentes y
orientadores escolares acerca de la gestión de
la convivencia escolar.</p><p>Según el MEN (2014), las acciones pertinentes
para gestionar la convivencia escolar son cuatro,
a saber: prevención, atención, promoción y
seguimiento de situaciones de conflictos, las
cuales conforman la ruta de atención integral
para la convivencia escolar. En particular, la
gestión de la convivencia es un factor relevante
en el contexto escolar y refiere a la promoción
y mantenimiento de un ambiente estable,
inclusivo y respetuoso; su objetivo fundamental
es fomentar una convivencia armónica, cultivar
habilidades para la vida y prestar atención y
seguimiento a las problemáticas para prevenir
que un conflicto derive en violencia escolar
(Molina-Isaza y Nova-Herrera, 2023).</p><p>En cuanto a la violencia escolar, se ha convertido
en un tema ampliamente investigado (Galtung,
1998.; Cedeño, 2020), complejo e interesante
(Herrera y Frausto, 2021), de importancia a nivel
estatal y de preocupación para la comunidad
educativa (Saucedo y Guzmán, 2018), que
se genera por la inadecuada solución de los
conflictos a causa de las diferencias y distintas
posturas que no son aceptadas por las partes
(Galtung, 1998). Esta problemática es común
en la escuela, ya que siempre puede existir
conflicto cuando se interactúa con el otro.</p><p>En Colombia, para el año 2023, el 70 % de
los estudiantes reportó haber enfrentado
algún tipo de violencia escolar (Ministerio de
Salud y Protección Social, 2023). Este índice
propone desafíos a la educación, a su gestión
y a los estamentos que dinamizan los procesos
convivenciales en la escuela, entre ellos, los
actores participantes de la realidad educativa
que se indaga.</p>
			</sec><sec>
			<title>Metodología</title>
				<p>Enfoque y diseño</p><p>Este estudio se enmarcó en un enfoque
cualitativo, con diseño fenomenológico
interpretativo. Para Sandín (2003), esta es
una tarea metódica dirigida a la comprensión
más a fondo de los fenómenos sociales y
educativos, al cambio de situaciones y prácticas
socioeducativas, a la toma de decisiones y al
descubrimiento y formación de una estructura
organizada de conocimientos. El propósitofundamental de este tipo de investigación, de acuerdo con Duque y Aristizábal (2019), es que existe
una tendencia a enfocarse en experiencias que adquieren un significado particular; algunas de
estas son poco comunes y poseen un valor experiencial singular para quienes las experimentan;
además, los métodos o instrumentos cualitativos ofrecen una perspectiva más comprensiva
del fenómeno social, se relaciona con la realidad, lo que posibilita alcanzar conclusiones más
profundas (Alegre, 2022).</p><p>En otras palabras, mediante este estudio se buscó interpretar la gestión de la convivencia escolar
(GCE) y las rutas de gestión de la convivencia escolar (RGCE) —categorías de análisis— desde
las vivencias, pensamientos, praxis y perspectiva de los directivos docentes, coordinadores y
orientadores escolares (ver Tabla 1).</p><p>Tabla 1
</p><p>Categorías y subcategorías de análisis</p><fig><label>Figure</label><graphic 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"/></fig><p>Nota. Con base en Molina (2022).</p><p>Muestra y actores participantes</p><p>La muestra de participantes voluntarios en la investigación estuvo conformada por seis directivos
docentes coordinadores, todos hombres, y seis orientadores escolares, de los cuales cinco eran
mujeres, para un total de doce personas, cuyas profesiones están relacionadas con los campos
de la administración, la educación, la psicología o áreas afines. Según Sandín (2003), esta es
una muestra aceptable, ya que para estudios cualitativos se toman de entre cinco a veinticinco
participantes. Los directivos docentes coordinadores y orientadores escolares participantes en la
entrevista cumplieron con los siguientes criterios de inclusión: 1) permanencia en la institución
educativa por más de tres años; 2) dentro de sus funciones, direccione la convivencia y la disciplina
de la IE; 3) disposición para facilitar los formatos o documentos necesarios para el estudio; 4) la
sede en la cual labore tenga el nivel de básica secundaria y media; 5) disposición para contestar la
entrevista. En cuanto a los criterios de exclusión, solo se tuvieron en cuenta dos: 1) tener menos
de tres años en la IE y 2) no tener entre sus funciones la atención de la convivencia (ver Tabla 2).</p><p>Tabla 2
</p><p>Muestra de participantes voluntarios del estudio</p>

<table-wrap><label>Table</label><table>
 <tr>
  <td>
  No.
  </td>
  <td>
  Institución
  educativa (IE)
  </td>
  <td>
  Actores
  participantes en la entrevista
  </td>
 </tr>
 <tr>
  <td>
  1
  </td>
  <td>
  IE Camilo Torres Mocarí
  </td>
  <td>
  2 coordinadores
  </td>
 </tr>
 <tr>
  <td>
  2
  </td>
  <td>
  IE Santa María Goretti
  </td>
  <td>
  Coordinador
  Orientador
  </td>
 </tr>
 <tr>
  <td>
  3
  </td>
  <td>
  IE Nacional
  </td>
  <td>
  Coordinador
  </td>
 </tr>
 <tr>
  <td>
  4
  </td>
  <td>
  IE Mogambo
  </td>
  <td>
  Orientador
  Coordinador
  </td>
 </tr>
 <tr>
  <td>
  5
  </td>
  <td>
  IE Normal Superior
  </td>
  <td>
  Coordinador
  Orientador
  </td>
 </tr>
 <tr>
  <td>
  6
  </td>
  <td>
  IE Robinson Pitalua
  </td>
  <td>
  Orientador
  </td>
 </tr>
 <tr>
  <td>
  7
  </td>
  <td>
  IE Rancho Grande
  </td>
  <td>
  Orientador
  </td>
 </tr>
 <tr>
  <td>
  8
  </td>
  <td>
  IE Antonio Nariño
  </td>
  <td>
  Orientador
  </td>
 </tr>
</table></table-wrap><table-wrap><label>Table</label></table-wrap><table-wrap><label>Table</label></table-wrap>Para mayor comprensión de los resultados, se organizaron identidades ID, utilizando letras distintivas
y un número de consecutivo, así: 1) las dos primeras unidades de identificación representan el
cargo, si es directivo docente (DD) u orientador escolar (OE); 2) la tercera unidad corresponde
al sexo: hombre (H) o mujer (M), y 3) la cuarta unidad responde a un número consecutivo de los
entrevistados.<table-wrap><label>Table</label></table-wrap>Técnicas e instrumentos de recolección de información<table-wrap><label>Table</label></table-wrap>

<p >Los planteamientos metodológicos con los que se afrontó este estudio se fundamentan en los
aportes de Creswell (como se citó en Sandín, 2003). Se realizaron indagaciones a los participantes
para que describieran sus experiencias a través de una entrevista en profundidad, utilizando un
cuestionario semiestructurado (ver Tabla 3).</p><p >Tabla 3
</p><p >Preguntas en cada subcategoría de estudio</p>

<table-wrap><label>Table</label><table>
 <tr>
  <td>
  Subcategoría
  </td>
  <td>
  Preguntas a coordinadores
  </td>
  <td>
  Preguntas a orientadores escolares
  </td>
 </tr>
 <tr>
  <td>
  Pertinencia de la gestión de la convivencia
  </td>
  <td>
  ¿La institución cuenta con un modelo de gestión de convivencia
  escolar? ¿
  
  ¿Conoces cuáles fueron los criterios utilizados para su definición? 
  
  ¿Quiénes participaron?
  
  ¿Consideras que el modelo es pertinente con las situaciones que se
  presentan? 
  
  ¿Qué limitaciones tiene?
  </td>
  <td>
  ¿La institución cuenta con un modelo de gestión de convivencia
  escolar? 
  
  ¿Conoces cuáles fueron los criterios utilizados para su definición? 
  
  ¿Quiénes participaron?
  
  
  Desde tu perspectiva, ¿cuál de los procesos en la gestión de la
  convivencia escolar (prevención, atención, promoción y seguimiento) incide
  más la orientación escolar para garantizar una sana convivencia?
  
  ¿Consideras fundamental el papel del orientador escolar en la gestión
  de la convivencia escolar?, ¿por qué sí o no?
  
  ¿Consideras que el modelo es pertinente con las situaciones que se
  presentan?
  
  ¿Qué limitaciones tiene?
  </td>
 </tr>
 <tr>
  <td>
  Prevención de los conflictos escolares
  </td>
  <td>
  ¿Cuáles
  son las principales estrategias utilizadas para la prevención de los
  conflictos escolares y fomento de la sana convivencia?
  </td>
  <td>
  Qué
  mecanismos o estrategias son utilizados desde la orientación escolar para la
  prevención de los conflictos y violencia escolar
  </td>
 </tr>
 <tr>
  <td>
  Atención de los conflictos escolares 
  </td>
  <td>
  ¿Cuál es tu rol como coordinador en los procesos de atención de
  situaciones de conflictos en la institución educativa?
  
  Cuando atiendes una situación conflictiva, ¿se tienen en cuentan los
  motivos, estados de ánimo y situaciones por los que está pasando el
  estudiante?
  
  ¿Cuál es la ruta metodológica empleada para atender situaciones
  conflictivas o de violencia en la institución educativa?
  
  ¿Quiénes intervienen en cada proceso?
  </td>
  <td>
  ¿Cuáles son los procesos de atención de situaciones de conflictos que
  se manejan en la institución educativa? 
  
  ¿Quiénes intervienen?
  
  Cuando atiendes una situación conflictiva, ¿indagas por los motivos,
  estados de ánimo y situaciones por los que atraviesa el estudiante? 
  </td>
 </tr>
 <tr>
  <td>
  Seguimiento de los conflictos escolares
  </td>
  <td>
  ¿Se hace
  seguimiento a las situaciones de conflictos o a los estudiantes que reinciden
  en las faltas? 
  
  ¿Qué
  estrategias y formatos utilizan?
  </td>
  <td>
  ¿Cuál
  son las estrategias que utilizas para hacer seguimiento a las situaciones de
  conflictos o a los estudiantes que reinciden en las faltas?
  </td>
 </tr>
 <tr>
  <td>
  Promoción de la sana convivencia
  </td>
  <td>
  ¿Qué actividades y estrategias son orientadas desde la dirección
  escolar para la promoción de la sana convivencia en la institución educativa?
  </td>
  <td>
  ¿Qué acciones se implementan a nivel institucional para mejorar la
  convivencia escolar?
  </td>
 </tr>
</table></table-wrap><table-wrap><label>Table</label></table-wrap>Nota. Con base en Molina (2022).Por otro lado, se realizó un análisis de contenido cualitativo, ya que es una «técnica de investigación
destinada a formular, a partir de ciertos datos, inferencias reproducibles y válidas que puedan
aplicarse a su contexto» (Krippendorff, 1980/1990, p. 28). La revisión documental cualitativa se
aplicó a los formatos y actas por medio de los cuales se tratan situaciones de conflicto, indisciplina
o casos de estudiantes que manejan comportamientos inadecuados y que dificultan un ambiente
propicio para el aprendizaje y la interacción social, los cuales también son evidencia del trabajo
sistemático y progresivo en pro del mejoramiento de la convivencia escolar.Etapas de la investigaciónEl desarrollo metodológico se realizó con base en lo propuesto por Duque y Aristizábal (2019) (ver
Figura 1).Figura 1
Etapas del estudio fenomenológico interpretativo<fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig>En la primera etapa, se focalizaron las instituciones educativas y los directivos docentes y
orientadores que se iban a entrevistar. En la segunda etapa, se formularon las preguntas centrales
de la investigación: ¿cuáles son las características de la gestión de la convivencia escolar en las IE
públicas de Montería? y ¿cuáles son las rutas de gestión de la convivencia escolar que se dan en las
IE públicas de Montería? Estas determinaron la organización de las preguntas del cuestionario, las
cuales se sometieron a juicio de un experto. La tercera etapa estuvo centrada en la recolección de
los datos, mediante la aplicación de una entrevista semiestructurada realizada a los coordinadores
y orientadores escolares.En la cuarta etapa, se trascribieron las entrevistas mediante distintos métodos y, además, se
hicieron anotaciones de los aspectos significativos; posteriormente, se identificaron temas o códigos
emergentes, considerando su importancia y frecuencia en las respuestas, los cuales se agruparon
según su relación (Hernández et al., 2014). También, se elaboró una tabla considerando los
temas superordinados y los temas que agrupa, según sus relaciones en subcategorías. Los temas
emergentes fueron derivados del análisis de los datos, lo que propició discusiones e interpretaciones
que se contrastaron con el marco referencial empleado en esta investigación (ver Figura 2).Figura 2
Gestión de la convivencia escolar<fig><label>Figure</label><graphic 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"/></fig>Este enfoque enriqueció el proceso y minimizó el sesgo presente en los datos. La confiabilidad
interna correspondiente al primer objetivo de la investigación se evidenció en los resultados
logrados mediante la triangulación de datos (Molina, 2022), que incluyó el contraste de información
y métodos. Estas comparaciones resultaron ser útiles para restringir el impacto de extrapolaciones
inadecuadas y conclusiones precipitadas.En la quinta etapa, se continuó con la redacción de los resultados, se narró según los temas
emergentes encontrados y se plasmaron algunos ejemplos de los relatos de los actores participantes.
En la última etapa, se evaluó la contribución del enfoque, se interpretó y se presentó un informe
fenomenológico de los resultados. <table-wrap><label>Table</label></table-wrap>


			</sec><sec>
			<title>Resultados</title>
				<p>Los resultados responden al estudio cualitativo, los cuales se plantean desde la fenomenología.
El primer hallazgo corresponde a las características que posee a nivel general un modelo de
gestión de la convivencia escolar de las IE públicas de la ciudad de Montería; el segundo resultado
responde a los procedimientos de gestión de la convivencia que se relacionan con el tratamiento
de situaciones de conflictos.</p><p>1. Características de la de gestión de la convivencia escolar</p><p>La gestión de la convivencia escolar se caracterizó en subcategorías de análisis, según la perspectiva
de los coordinadores y orientadores escolares, quienes relatan sus experiencias sobre la pertinencia
de la gestión de la convivencia, prevención y atención de conflictos escolares, promoción para la
sana convivencia escolar y seguimiento de los conflictos escolares (ver Tablas 4, 5, 6 y 7).</p><p>Tabla 4
</p><p>Pertinencia</p>

<table-wrap><label>Table</label><table>
 <tr>
  <td>
  Pertinencia de la gestión de la convivencia
  escolar
  </td>
 </tr>
 <tr>
  <td>
  Las instituciones educativas no tenían definido un modelo de gestión
  de convivencia escolar, pero contaban con herramientas como Manual de
  convivencia, Plan de Convivencia, protocolos de convivencia, funciones de
  convivencia, PEI, Guía 49, parámetros para la convivencia, Pacto de Convivencia
  (códigos emergentes); sin embargo, desde sus funciones, estos direccionan los
  procedimientos y actividades para la atención, promoción, seguimiento y
  prevención de los conflictos escolares.
  «La palabra modelo no se utiliza, pero acá
  tenemos nuestro Manual de convivencia y está direccionado por la Ley 1620 de
  convivencia escolar» (DDH2, comunicación personal).
  «Modelo como tal no; tenemos parámetros en
  algunas cosas, para algunas situaciones que se nos presentan en la
  institución en medio de la convivencia» (OEM8, comunicación personal).
  Los coordinadores refieren que, aunque no exista un modelo
  establecido para la gestión de la convivencia, en algunos casos, las normas,
  estrategias, planes y el manual de convivencia son pertinentes para la
  institución, ya que presentaban resultados en el mejoramiento de la
  convivencia escolar. Existen limitantes en cuanto a la intervención de las organizaciones
  gubernamentales, porque no hay apoyo suficiente en situaciones tipo III, como
  abuso sexual, intento de suicidio, consumo y venta de drogas.
  En contraste, los orientadores escolares afirmaron que el modelo de
  gestión de la convivencia o las acciones para tratar los conflictos escolares
  no eran pertinentes debido a variables internas y externas a la institución.
  «Yo creo que todos los modelos tienen limitaciones, en la medida que
  nosotros tratamos de trabajar de manera integral, pero a veces encontramos
  variables como los padres que no aportan mucho» (OEM10, comunicación
  personal).
  «Una de las limitaciones es que el modelo es generalizado, no es
  particular y no se pueden estudiar los casos» (OEM8, comunicación personal).
  Las limitaciones las pone la misma ley, por
  ejemplo, cuando se presenta un caso tipo III, nosotros tenemos que remitir
  inmediatamente, ya sea ICBF, a la policía de infancia y adolescencia, a la
  comisaría de familia; entonces, nosotros nos desconectamos directamente del
  caso. (DDH3, comunicación personal)
  Teniendo en cuenta la perspectiva de los orientadores, los
  procedimientos de gestión de convivencia que inciden más desde su rol son la
  atención o el seguimiento o la promoción; otros coinciden en la prevención o
  promoción, y los demás, que influyen en todos los procesos.
  «Se trabaja más, pero creo, siendo honesta, en los que hay mayor
  participación y dinámica creo que es en la atención, desde mi perspectiva,
  actualmente, es en la atención» (OEM7, comunicación personal).
  «Yo pienso que el seguimiento, porque a veces la promoción es buena,
  pero siento que no da tanto resultado como si tú haces seguimientos a
  situaciones a estudiantes» (OEM8, comunicación personal). 
  Es muy importante la promoción y prevención, lo que se busca es
  evitar que las situaciones se den, siempre trabajando por la sana
  convivencia, por el respeto, la tolerancia» (OEM9, comunicación personal).
  Asimismo, los orientadores escolares resaltaron la importancia de su
  función para la gestión de la convivencia escolar, ya que ayudan a prevenir las
  situaciones de conflicto, que se repitan o sean más complejas, gracias al acompañamiento
  a estudiantes y a padres de familia en el proceso convivencial y el trabajo
  con la comunidad.
  «Absolutamente indispensable, desde orientación escolar, cada semana
  enviamos mensajes para que el estudiante sienta que, aunque está en su casa
  con esta virtualidad, tiene su acompañamiento» (OEM9, comunicación personal).
  Si bien no existe un modelo de gestión de la convivencia definido, los
  directivos docentes y orientadores escolares tienden a adoptar un enfoque
  normativo, siguiendo lo establecido por la ley. Esto implica una orientación
  más punitiva, dado que, en algunos casos, ha mostrado resultados positivos,
  mientras que en otros no. Cabe destacar que los entes gubernamentales han
  enfrentado dificultades en la gestión de situaciones como el abuso, el
  consumo de alucinógenos y la violencia, debido a la falta de seguimiento a
  los casos, al entorno y a las familias de los estudiantes. 
  </td>
 </tr>
</table></table-wrap>Tabla 5Prevención<table-wrap><label>Table</label><table>
 <tr>
  <td>
  Prevención de los conflictos escolares 
  </td>
 </tr>
 <tr>
  <td>
  Son diversas las estrategias y mecanismos empleados tanto por los
  directivos docentes coordinadores como por los orientadores escolares para
  prevenir los conflictos escolares. Entre ellos, se incluyen actividades de
  prevención, charlas y talleres, formaciones con el estudiantado, escuelas de
  padres, proyectos preventivos, monitoreo de las dificultades de los
  estudiantes, uso de videos y análisis de casos, implementación de estudiantes
  conciliadores en el aula, incorporación de estrategias de prevención en el
  manual de convivencia, trabajo preventivo en el aula y diálogo permanente con
  los estudiantes.
  «Estamos pendientes de los estudiantes, tanto los docentes como
  nosotros los directivos, y yo más, que soy de convivencia; estamos pendientes
  de la dificultad que el niño trae» (DDH2, comunicación personal). 
  </td>
 </tr>
</table></table-wrap><table-wrap><label>Table</label></table-wrap><table-wrap><label>Table</label></table-wrap>Tabla 6Atención<table-wrap><label>Table</label><table>
 <tr>
  <td>
  Atención de los
  conflictos escolares 
  </td>
 </tr>
 <tr>
  <td>
  El rol del directivo docente coordinador en la resolución de
  conflictos escolares se centra en la mediación de situaciones de convivencia,
  la negociación, la facilitación de procesos de reconciliación y el ejercicio
  de la conciliación.
  «Garantizar el bienestar y buen vivir de
  los estudiantes a través de procesos de reconciliación que lleven a un trato
  amigable y cordial entre ellos» (DDH6, comunicación personal).
  Para comprender los motivos, el estado de
  ánimo y las situaciones que enfrentan los estudiantes, desde la perspectiva
  de los directivos docentes y orientadores escolares, es fundamental indagar,
  investigar y diagnosticar su contexto. Esto implica conocer la naturaleza del
  conflicto, los problemas en el hogar, las relaciones con sus compañeros y el
  entorno que los rodea. Además, es necesario analizar cómo se origina la
  dificultad, evaluar su estado emocional, la expresión de sus sentimientos y
  pensamientos, así como el ambiente familiar y social. Todo esto permite
  abordar integralmente la atención de las situaciones en el ámbito escolar. 
  «En orientación escolar y la parte de
  convivencia, no nos quedamos en la situación que pasó, vamos más allá,
  estamos en intervención individual, siempre indagamos acerca del estudiante»
  (OEM7, comunicación personal).
  Sobre la ruta metodológica o procedimientos usados para atender
  situaciones de conflicto o de violencia escolar, los orientadores y
  coordinadores coincidieron en la utilización de los siguientes mecanismos:
  normas establecidas en el Manual de convivencia, Ley 1620, conducto regular,
  ruta interna o externa, actores institucionales que intervienen en la
  atención de situaciones de conflicto, instituciones y organismos que inciden
  en la atención y, por último, involucrar al padre de familia e informar la
  situación.
  «Dependiendo del tipo de situación, se
  activa esa ruta que es la 1620 para que se le dé el trato conveniente a dicho
  caso» (OEH11, comunicación personal).
  «Cuando la situación se produce en el aula
  de clase, nosotros tenemos estipulados unos manejos de conducto regular que
  están claramente especificados en el manual de convivencia» (OEM8,
  comunicación personal). 
  </td>
 </tr>
</table></table-wrap><table-wrap><label>Table</label></table-wrap>Tabla 7
Promoción<table-wrap><label>Table</label></table-wrap><table-wrap><label>Table</label><table>
 <tr>
  <td>
  Promoción para la sana convivencia
  </td>
 </tr>
 <tr>
  <td>
  Entre las estrategias y acciones implementadas al interior de las
  instituciones educativas, tanto la coordinación como la orientación escolar,
  a fin de promocionar la convivencia escolar, procuran el trabajo en equipo, uso
  de sigla (eslogan) para la convivencia, diálogo, proyectos o formación en
  valores, programa escolar de convivencia, charlas con los estudiantes y
  actividades de formación. 
  «Estamos constantemente ingresando a los salones, tenemos siempre los
  espacios disponibles para tratar todo este tema a través de charlas, talleres»
  (OEH12, comunicación personal). 
  Bueno, para lo promoción de la sana de
  convivencia, se realizan actividades que van de la mano con la razón de ser
  de la institución, que buscan la fraternidad, el compañerismo entre los
  estudiantes, por ejemplo, la Semana de la Paz, Amor y Amistad, festival de la
  canción, entre otros. (OEM10, comunicación personal)
  </td>
 </tr>
</table></table-wrap><table-wrap><label>Table</label></table-wrap>Tabla 8
Seguimiento<table-wrap><label>Table</label></table-wrap><table-wrap><label>Table</label><table>
 <tr>
  <td>
  Seguimiento de
  los conflictos escolares 
  </td>
 </tr>
 <tr>
  <td>
  En este proceso, es fundamental el compromiso de los estudiantes para
  cambiar su actitud frente a la convivencia escolar, mediante un seguimiento
  periódico y orientado hacia la formación para la vida, con el propósito de
  mejorar sus comportamientos. Además, se emplean diversos formatos de
  registro, entre los cuales se incluyen los siguientes: formatos de
  situaciones, actas de diálogo, sanciones pedagógicas, compromisos
  disciplinarios, matrícula condicional, fichas acumulativas del estudiante,
  formatos disciplinarios, observadores del alumno y formatos de seguimiento.
  Si se le va haciendo seguimiento. Primero,
  se hace un compromiso al estudiante, ya para que no se repita la situación.
  Se utiliza un formato disciplinario y él lo debe firmar junto con el padre de
  familia, porque siempre que hay un conflicto que amerite traer al padre de
  familia hay que traerlo. (DDH1, comunicación personal) 
  </td>
 </tr>
</table></table-wrap>2. Procedimientos de gestión de la convivencia que se relacionan con el tratamiento de
situaciones de conflictosAl hacer la revisión documental de los formatos empleados para el tratamiento de situaciones de
conflictos, se pueden verificar acciones que evidencian la gestión de la convivencia al interior de
las instituciones educativas mediante dos procedimientos definidos, a saber: 1) atención de los
conflictos escolares y 2) seguimiento de los conflictos escolares.Atención de los conflictos escolaresLos procedimientos de atención de situaciones que afectan la convivencia en Colombia se
fundamentan en la ruta de atención contemplada en la Ley 1620 de 2013 y su Decreto 1965 de
2013. Esta ley presenta situaciones de tres tipos: tipo I, tipo II y tipo III. En las instituciones
educativas, las situaciones de tipo I son manejadas generalmente en el aula por los docentes;
se hace un llamado de atención verbal; sin embargo, cuando, el estudiante reincide en su
conducta, entonces el coordinador toma el caso, según informe previo suministrado por el
docente. Además, frente la violencia escolar, cualquier docente, directivo u orientador puede
llamar la atención a los alumnos o ser mediador del conflicto.Cuando los conflictos no son solucionados y se presenta violencia mediante agresiones físicas,
psicológicas, verbales: si es de tipo sistemático, son confrontados desde la coordinación y remitidas
al orientador escolar; si hay daño físico sin incapacidad o de tipo cibernético, se convierten en
situaciones de tipo II, y, dependiendo de la gravedad, son remitidas a una instancia gubernamental
competente. En estos casos, se consideran los protocolos de la ruta de atención según la Ley.Si la situación es de tipo III, entonces, se remite inmediatamente a los entes gubernamentales
comprometidos con salvaguardar la integridad de los niños y adolescentes. En este caso, se debe
aportar la siguiente documentación: formatos de situaciones convivenciales, actas de diálogo,
formato de sanciones pedagógicas, formato de compromisos disciplinarios; cabe señalar que los
nombres o denominación de cada formato varía en cada institución, pero su propósito es el
mismo: mejorar las conductas de los estudiantes. En cuanto a la atención, los padres de familias
deben estar informados de la situación que afrontan sus hijos, ya que ellos juegan un papel muy
importante para reforzar los comportamientos positivos en el hogar (ver Figura 3).Figura 3
Procedimiento de atención<fig><label>Figure</label><graphic 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8tn370cPXH94z/iHTOsuCixL/zYNn/urfgHzuFye3C5IcJf393g1/j5uA7K/7YZfgR1rlZjP/QuOiXDSv+Z3vcVLvo9ND88+alv3+4zr/+89Brn3h3xH4fxPyA6CYoMe5AeBsIHojOv31msZ8+qGF5aoeKsEem0mPzbzU1RvtaMI0v4kohqwYEt27h3a51v0V1hxV1PT1Z9bbBiDqVquvdyRKm4UiH7RPHC84JDFECXHMM0YrhxRpJBBDB9Fcz6O6sOde+5BdKjDMwOAFxChDfxeIPiDiGxt16FD7rmxZUa0pfYYc13lRzSKb3gThVnfkyHgsTkUADbwDBvUeYTA6Y7A1fd+4IUaK+B9L0+PImlGtEp2PR5TW4chfaY7Kbp/QIk1C6Fy5Y0rvud+3iO2DbH/Cp+ah0C76+G1Wm4dQQm2Fyz+o/4DNJyv55nfEfSonv4QMJuGgbLt0OK1JgeRra/W92o6McPUYRpgLxfSB6QDpU9AYMia6yMLk97gPLqVWS1QpoEHq2yo26sBvt8ZDshIZH5xsnwAkMLAGuOQaWJ8+NE3gGARqHFGOlp9F+emOH6QNEo3c7KqK7bJ6CxQmEmqOqOSapHhsD2AyrXSOCCxZcZdN7wDhZ1RxOalwvN2KaJOudu+L+Bl/6ou12+cPP/BW9o/XSYdBa1X12WceGaR1rf2ctOUlqznau/831pP/bc26T/Wp69Rqfls2+Snlq+5kvOlf9rHvlv7df2Gm9srJt9T/f3KpHVfu79i1qSvwv5UhSV83p1pQYe5xL6ye/7Dy3Xrl+ou3zwB7z+C7B3WZ6h4gTaSDRN6E51Miqk3v1LtL2QKn5rgIgUOPD0lXdqNHF9oAaqOMZdckPcQKcwCsQ4JrjFeDxUzmB/hFA6vRLyVLdm2lqEzyIwRlHOyiiq2z2oNNTRQcaxooOqTAv0dehOdwU4ztAVC9toNNuabRQk5s1emLz0v9EX2d2lu5pWvVrJcEDXc2XawqbP/1tk+HdRt2UB3k5pP5879pf1q6c1nPjcO/Z5beXf2y9uMN+ZWvd6j80RTs3i+82rJ3RvPWjlqQP72YvhrX7LdtnNX0aCK6nN+VE15r+tlXncCf2vYdfzkT3iqSUGNkw1hY9UaHeGI7UYeVNaQ5hkqwb35P8n921pQACpjnoWAo1ut4KWxiuf9XLU3ECnEB/CXDN0V9SPB0n8NIEkLqiuu1uiX2zf4foiHSOJGoiEJ3lWNXDQHRGZgdMw4yqIcYHshlmLiAuWJgEjVMRdT5VJ7hStwZHJDr3Rk94sHEWqj7Qc3pV08If21e/j+uu9BTskYzvyhHjoODYVXzSfvNkd9K7dzYGdd+91JYa1PuZl7XuUu/xpJ6ED4DeyWpw6xLfaRU9mmM92k5usF9Na/7kt+1Zsd11R1qWv9+rn9BlmtxinAK2fqTcK+7cGQ3n/QBHjUM6FxTjSJ05BvJm+6vVqOuM3hXHfL936T+2lZ1ANFAHQnR4hWkOov7HFl956TrnJ3ICnMAzCHDN8Qwo/BAnMLAE1LmyGNQV2j/9HYj5AY4Zi3XONAyo0ZXGBRedZbO7Gtq8j5fowDTGLEM6XwOLk2hUMcFBET1k0QOLE5AwXtJNaE5PxA251syQu+Yf9271RA0FlpzFSD8GRo5BCf8Aqy9IF3fb4sd3ZJjl+uvyZ/8Ov/AHDTeVtCiod0E6Z8k0pSfxw544B2n+Wz1lx+Dl3XbTh8qBJbDqhBz7tzDaCeodGub/q7RnAaje1bP+v5RIV2hwg6KjYvw+jn0zYyvUk1TngqP/wpb4QcfFLKzYIF0BTl3mTQ0GBulCfBJ1wuEbJ8AJDCgBrjkGFCfPjBN4FgGEkAIhun3Ruv5jFPN9FPMW1LtCA41Bjg0OUHCWTJMBncThNNA//R9pDiJ6qAM3zlRzGCfJxklEnAB1Y4HgYDu2DtTnNq//v/Wmv7fuF9C9vHub56CYH9jnjQGr/wM9KO04sqbb/AP5yFLrjZKexX/Xtub/SHXl5NTy7rgfdRvfk9f/J841wA3/gldMBTUXuo5/2hvj1pOqh7dPS+tnWKKnWMVJlvX+ytVsy4kFlqR/hLrJUPBARhcQN16hjiz97Zx41ZTaBBlRXYhO54J035MW/sh6ZQ+We1VRSACVGurICt2xq2HQn1Wd/BgnwAm8LAGuOV6WHD+PE+g3AYwQgoDcL+3YGYaifoAM4xXTFChMUpdzGwsFR5vpQ1VzTHhtmoMtK081hyR6APMUIkxUYsbC+a5S4Q7rlbTexF/Uz/+3lrNreso2yst+QSLGdeom21NDe28faNk+yz7fQylYZy06KMd+0Bn7465T66XqYw9Ob2s8ud729YHWkuPNySHKOl+5pqA33dQh/KB51b90Xt7WVXW+/tim7kyjfDm9vWS/dcmvbfpJCh3WmYz178qmv5GFt19VSfw5yYJp9DBV1vTRHHThGJ0TEhzAsp/JXx8jSi+i0VOwQr05EFSdSAm2cc3R7wecJ+QE+kuAa47+kuLpOIFXIIDpGqbtDV1HV8qimyQ495qm0GgZMW7E8JaqOX6kao5xr0dzqG4TdC6uMxEcFdEDGCfTIKGGiTjOuSNF17JLZxM/6Jj/047tAV1ffiTFeiiGCd3CZPmz33TvCW9b8jMlYZK0e2bX1kglbkpnlLNlxa/sGeHkxEJ8epF9v9C07o8Phb8HK34l5YjWVf/bLvyw3ejWtu636PgScmoFOSDIGbOaP/mPTv1USe8OjB5IDZcOTa5QDZvxWmXHI83RV3DQtfFocJRe09s9G71Jw2UCeiACVHNgGpEUYqR2ePB+jld43vmpnMB3EOCa4zvA8MOcwMARUNd4g0TqtJVmyvE/6ta7d5qnKsJUEuP+WHP8NdUcNN7oQLtVGl3VPFUHVdr0OgHBA9Bg6q5YPwEK4+8m/UdD/L8jYbJsfL/d/ONO41hk+J4U52g1T+kwf9ASN9VucrGaHZtN7/eY/hHMd4OCI9A7dBo97ib++M6in7bOf08S3oKCm9X0XqNhkk3vgIW36DL3MRMfzv/r2wn/dDf+nyymCSD6/0XCRGiaJInuUHDA4jgkfg8JY16r4FDjgLnQZd76ag51wVvJMNkS++PePYmktRaDbvQMzcH9OQbuC8Bz4gQeE+Ca4zEJ/j8n8NoI0IBTGCMkK801LV9G3RM/6DJNRcJkdWzFARmcgfFt9Uf/xIHVHHQ9WKMbXTlFmKhGTKeaAxuckeABTVMhnTQ7scf4dq/xHSS6I6ObbHAG+olYcICiq808tdP8jqwbhwQHFOMi65wVwQ3G0KAa2DAeCuPtgoNVpCHb6eIsMeNQ1DgQQx1EFJMzMP0QGf4S6BztkS42YXKvzgkYnZT5Y6DJCc+bivUfKMYPuo1vS9St5PX6czDB8UhzqNfC6vIrHYbJt5P9letnsWzFoBcj61P9HJBg+NqeCJ4xJzBKCXDNMUornt/2YBJAhCjUjVRBoBsVf9Wx4t+7hEnA4I4NrnRFVr0LFCchGuDccWA1B1LbVyxMoCa6q02vE9Y7QYM7ME4FemcQM1YS3RSjBxKdEY1L5ggFV6B3hoKz3Ty1y/QOihmH9BNgtCM2uimiM1UwJlcoTITiRGxyAaKzYnCAuvFKzDgleiwWJ0DBURLcFHECNI1Xw5C4YPPbsuAOzK5281hgciIxU4nhfVl4t0ecAsyTX7fmoGNVfWfkqn0edp1Tz/wfWQ+twJ0NEAMMbQT1PtYcCsTUpQMTGgd9MB8Sfi1OYDQQ4JpjNNQyv8c3TIDF55AwgQrEHeXo8HwQ9wFd+NToinWTic6DzlgxOhM6DjKQRjWHyV3VHOORcRKiEdZdaOeHwUMW36XhOmLGYP1bMOZ7yDwGGcaS6LGS/j0gvoeFCYo4SRLfx5EOWDcBR7+lGJ3sZjdocgFGF7vRXRbdkcEDxbjgGFdonGKdP7lrvgcWxmCDI9J/CMS/tRt+hA0uxOCGdZNkwVUyOivGycjohsQJyOCAdQ7YMAEJgxgTjPb3qOMsBmda+G0fkfp8oEhWKgetGHZpmoP2SWlxOt7wg8MvzwmMNAJcc4y0GuX3MwQJYAShYgVQARAB0I7vXZYy4zoW/qvdOBkbHLF+IhYnwlh3m+gGaF8C1SLE6EZDdBtc1fEXdYf+XnfBNIGzupI7mwf7vFe6grzRFYuO1Ixu6lJndMEzJLhCGqLDlQ6UiBORYTw2TsSiAzE4QnESMU3GIu3wgLR4zrSEholQdAZGF2ykS9JDKh3ckIEuZI/pjF832egqm+ggDjY4IcMkLE4FwmR6OaMbNrgioysysbNc6EiN4IhpaDJHJDg99jV53l3QNeuNTtjohIz03lU+LmrHjDOiC+06EdGBRlKnwdTHE0Of8SnBWV3Tzg0Jk4A4VRHflvSToTClc/sc69XDWLJACGSEIHUeVVd5o1Nk4bdigw3Bh4kXiRMYzgS45hjOtcfLPlwIIEDsHRDYASF2ALFshbcKpd16ef5fS9Hfx8ZxwDi+V3Sxz38HxrqpzbMzoK4VLkTvRs2grm4vuBDa6jsjkxOmnSL07WAbdXHtnw1k2ZyJyQGbHJDJCZmcockFml2g0ZkalVMOWBiPhbHU9G9hwxiod6RTYwRXKoD0joiGQnkbmD7s1b/fK3yAk/9XT/khSZKokw2LPvp4Z7g8TbycnMDwJcA1x/CtO17yYUMAYtyDkYwVTBQEAUIYIAA7H3acy7yzzLMn5m9wlBPS/RDrv48NE7CgLr9O+yfoOIg2IkC7HARmLtjgRgweo8qwwaOPTcaGyViYgg1T6Cu1yViYLIlTFNMUbHKDJne6nI3RFVB99kNk/KGk/8u7ST9t2JPUdbcSAzsTHExzIHVTI58PmyeKF5QTGKYEuOYYphXHiz2cCEBM7JjIGAIa/gHSNcQwQsCO22/jy1lwy5yeuJ/0iC6yfgxd8s3gDA3qYvd6x8cigw5hqOZKRzQMrqrmcFf7P0bnq6Y/JlHBIU5FqgHzVEmcZBdcZNFNEV0UwQGIE+zC2A6zu231z/HZ1cRShmEPRnQABSHqIkpHUtRtOD1PvKycwLAlwDXHsK06XvDhQ4A2ahDLiPRAKj4gwQQjpChYAVjqVe5WtuduaN3iZU38G6BzBjFO0OCsLsXirEbxclYdS92JyH7Zv40Nb1NXDKPTaDHRidBFd1WjfqnO1OXW4EjnxRhc6Lxf42TFOFUxTYUmV0l06TFNtZunKKITivkraHjLuurnHXsTem4UQJuEAEIA4cfzUTS1wTo8hs8DxUvKCQxXAlxzDNea4+UeRgRodA6JTsEEtJNDQVgmECBI3RchVJDSRTpv49vn5fxd3Zs/blv+i8b5f9ssvNcVMxnpJhO9B4lxIjpHaoIDEp2oPwddnMVtlBgS3O2mtyXjFNk4CdLBJiciTCDCOBpCTRirhhcbT6fDiBORfiLSO8k6tw7dO41xP2/5LLjj4Fr565OkpYbY2zGUAZRtCAEaFfbRUrKst4NrjmH0beJFHdYEuOYY1tXHCz9MCCCC7RjKNKy2umCpnSCAEUaIANrRL2P6sRV1dYD6ncr5JClzlvTpb+3zf2KfN9kW5gTDJ8CIsTBqDHWQNI4F5rFIdCHCpFFiSJjcE/tBr/k9u3kqMLljoxMRxyHhh0j4PjT8JdD/D6D7H0rMXygxfynP+yGKccRJfwO2TJOOrpBunFc6O5GCEB3RkjGyK0jqRkghBADAdIYmPrg/xzD5LvFiDm8CXHMM7/rjpR8eBFhHB7RhZMNYkjHswrgLk15MqGuBQk1BWMIYAUinbdrtStv9jtqLDfk7bu1beOvLWfWf/u7+kp+1J/yd3fShPWaqTe9mM7g+YXaD2+s2m8HVqnex6V0U0V0S3HuinezCa7+oXe8q6ZwlnbOsc7brXKwGj25hikV8vyn2xw8S/6V+8a/rVvzh7obg5q90jceXtV3bJ1uuSvZWCdppfxKSCOrF0EpdeDGk0WAxHVphoyra6/B4ingpOYHhT4BrjuFfh/wOhj4BumkZrL4AACAASURBVHiYhJGEkASxIhNkJdBKkJ1gCAnt+wAEQKRgqAAEFDrmgqGdKK2k5xaxlJCGXHI9C1/eCvPXKseWSfsSQGYMyoiA6fNgWjhMDQMp1GDqazclLVxJC+/eGtC6brp912wlNQykhYPUsKdtAAsDUubCXXPQrjlo91yUEo7TInFGNN4bi48vw2fX40s7ccUeUnOSPLiIuyqwchejdoAlhaKlI1kA2QGSAFIQDfYFqS8v4UHNh/53hpdwZBLgmmNk1iu/q6FFgAabUhcsJUQmRKFBtSV1F8nqfxATAmUCbRLGdG0xjCBSEJQxUJAsQ0lCMu0JARDZAOqWgWzthL2toMcCeixKd8ugmdTdLHU336v9uvzC6Y6H9VLXQ7mn5Wkb4PJ0tSidFkitBXVRw90W3G1Bve3I1o1lO1Zkioa6xtAlYWnQctUUjK0I9RLCTKZL1dsI6VDhD60HhJeGExglBLjmGCUVzW/zTRKg01bUzgtEFERsCNsIVAhEBGGAgUIUgBWoTqMF2A6xnQ6zIDuGEoYKBjJd9BQodIl1eg47DRBF+caAQgbHaLGVB3fqyy5dtHZ1qHdBjzxpA1oYDGjvj9oBpChIpirskSkKBqpDDAZ0+jG2U1ddqjmoqy710oWAYiXMEKS+owTJfPG2N/ll4Nce3QS45hjd9c/vflAIYIwBolG1Ee3Y78G4V20UCaYKQgFYBlgCGAKCEbZibKOGbAjaEJAQUJUHUjCifh90GAbTmGKPmlnW2A7aK0QYovt37pVfLu7p7KYOEnQY6Ckb0PIgwDxeHr3KqrCgHUKYOt8qqtoA6k4vhDaEqNcGAFiR6SvVGY+Lx0qFqBfHoFQ7vwgnwAk8SYBrjieJ8PecwIATUN0IeiGRIJUMhBmknozfvMFIHRBA1OsAYaIQIqk/3Olvd3UwQNUamCCEofornkCg2mB1cbC+C9qn0XD/7uXy4tbudgVDmYBn2kCWCivqwJNCeynUXh46NsWGTyAkQMUAaF8L1UCP3ESxGgNFRlAmBKk+MwjQpAokdK29Aa9iniEnwAn0hwDXHP2hxNNwAq9EQPUukNSBFQwJbfEgoe0m1RyP3zzSHNTzg34ECFEwlhGS1bmdipqQpqdtKhUmiLwBg3SeDbpz7+7l0uL27g7aN6N6wdLj37aBLB71wGXZ09Eo6pWhclBlB7sOpOrr0fRjGslcHV8h6hgKJY0elY0qFEQUvkj9Kz3N/GRO4BUIcM3xCvD4qZzA6COAMb53715xcXF3d7cWx3P0YeB3zAlwAi9DgGuOl6HGz+EERi0BrjlGbdXzG+cEXp0A1xyvzpDnwAmMIgJcc4yiyua3ygkMNAGuOQaaKM+PExjRBLjmGNHVy2+OE3i9BLjmeL18ee6cwAgjwDXHCKtQfjucwGAS4JpjMGnza3ECw54A1xzDvgr5DXACb44A1xxvjj2/MicwDAlwzTEMK40XmRMYKgS45hgqNcHLwQkMCwJccwyLauKF5ASGJgGuOYZmvfBScQJDlADXHEO0YnixOIHhQIBrjuFQS7yMnMCQIcA1x5CpCl4QTmD4EeCaY/jVGS8xJ/AGCXDN8Qbh80tzAsOdANccw70Gefk5gUElwDXHoOLmF+MERhYBrjlGVn3yu+EEXjMBrjleM2CePScwkglwzTGSa5ffGycw4AS45hhwpDxDTmD0EOCaY/TUNb9TTmAACHDNMQAQeRacwGglwDXHaK15ft+cwEsR4JrjpbDxkzgBToAS4JqDPwecACfwAgS45ngBWDwpJ8AJfJsA1xzf5sHfcQKcwHMJcM3xXDz8Q06AE3geAa45nkeHf8YJcAJPEOCa4wkg/C0nwAn0nwDXHP1nxVNyApwA4ZqDPwScACfw0gS45nhpdPxETmA0EuCaYzTWOr9nTmCACHDNMUAgeTacwOggwDXH6KhnfpecwGshwDXHa8HKM+UERioBrjlGas3y++IEBoEA1xyDAJlfghMYOQS45hg5dcnvhBMYdAJccww6cn5BTmA4E+CaYzjXHi87J/CGCXDN8YYrgF+eExheBLjmGF71xUvLCQwpAlxzDKnq4IXhBIY0AYQQ0xxXrlzp6elhb4d0iXnhOAFOYCgR4JpjKNUGLwsnMLQJIHW7e/duaWlpZ2cnhBBjPLSLzEvHCXACQ4gA1xxDqDJ4UTiBIU6AaY6Ghobi4uKenh6sbkO8zLx4nAAnMHQIcM0xdOqCl4QTGOoEtLGV4uLi7u5uRVGGeol5+TgBTmAoEeCaYyjVBi8LJzC0CWCMAQD3798vKyuzWq0IIQDA0C4yLx0nwAkMIQJccwyhyuBF4QSGOAEIodVqra6uPn36dElJSU9PzxAvMC8eJ8AJDCkCXHMMqerghRmZBPr6PbD9vq+E0IXThoUzZlNTU1paWlxcnK+6XbhwYVgU+/lPFcaYT8B5PiL+KScwUAS45hgokjwfTuA7CWiSgjVvrIXr29Rpx7WP2ClD7bWhoWHOnDnvq9uvfvWriooKNnVlqJXzz5aHEML8YbXXESCevvP54x9wAkOGANccQ6YqeEFGLoG+TaCmKvp2b/RNMJT3rVbrrl27/vVf//W9997z9PS8e/fuUC7td5Wtr85gaUbuo8fvjBMYWgS45hha9cFLMyIJaF0aT7SC7Nc2hBAh1FeCDFkICKF79+7FxcV98MEHc+fObWlpGbJFfU7BtFpACMHHG+/neA4x/hEnMFAEuOYYKJI8H07gOwloP6ZZI/fE72x2mtYQfmcuQ+ADjLGiKAUFBb///e8XLFhgtVqHY1PN+GvAtbdDADAvAicwwglwzTHCK5jf3tAhgDFmP6o1ZwL2ljV+WsuntYVDcIcVsrOzc9OmTVu3bpVlWRsqGoKl/a4iaWVmEhCo23AUT0Pn2eYl4QT6SYBrjn6C4sk4gVcloI2wQAh7enrq6uquXLmSn59fUFBw4cKFgoKCwuGwsXKmpqZu3br17Nmzw6HIT5bxT/005eXlLS0tiqKwSuFB3F/14ebncwL9I8A1R/848VScwCsQ6Ks2EEKdnZ0HDx6Mj4+fN2/e7Nmz56jb7GGysdLOmjVr5syZw6TITxZzzpw5kZGRn376aVlZGYQQAMA1xys83fxUTuAFCHDN8QKweFJO4OUIsE5+5itqt9uPHTs2b948Ly8vHx8f38ebn7o9fjd0/2fl1F6HbkGfWzJPT08fH58VK1bcvn1bU4SEb5wAJ/CaCXDN8ZoB8+w5AZUAc+ZACFmt1o0bN/r5+fn6+vo/3gLULTAw8PGBofs/K6r2OnQL+t0lCwgICAwM9PHxmTt3bkFBAQCAeXjwR5UT4AReNwGuOV43YZ4/J0DDjDLvS4RQV1fXJ5984uPj4+fnFxAQ8N0t4xD9RFMbbGeIlvLPFcvPz8/f33/27NknT56UJImPrfBvKScwOAS45hgczvwqo5oAWxqNLYfW1dW1du1a1s+htd99m0jtIN95fQT8/f19fX1DQ0NPnjwpyzIb/BrVzyi/eU5gUAhwzTEomPlFRj0B5quIMW5vb2f9HE+Prby+Jpbn3JeAn59fYGBgQEBAaGjo8ePH7XY7H1sZ9V9QDmCQCHDNMUig+WVGMwHNSxFjzPo5vL29n9AcWldH39bxOfssPUvg7++v7WjHtQzZp1oaNqDzzPTaQW3niXP7ZqLlo6XRdrSPWD5Pv2pl00aXtB0tE23nicL82cyfvtwTR1jOvr6+s2bNOnHihCRJvJ9jNH89+b0PJgGuOQaTNr/WqCbAGrbu7u7k5GTNn+OJ5rCfb59os59wDWG/430fbywx82Bg+fv7+/c9he37+vqyX/9shzXM7CNtJKivDtA8XtmnXl5eTA2wC2mXY6c8cV99i8SGOTTNwQrPJvUEBgayfFiBfX19tfI/keFLvGX+HCdOnGBjK6P60eQ3zwkMFgGuOQaLNL/OqCcwgJqDNcystWYSwdfXl+kDJgXY2zlz5kRFRc2cOZO11j4+Pqxp79uWBwYGaucGBASwNp4lCAgIYB+xWR6a4NAOBgUFsfRhYWGxsbHh4eFMHLCZtE8II00WsOOsJFpnj3ZH/v7+3t7e4eoWFBSkFUlTP33FkJbnS+xwzTHqv5EcwBsgwDXHG4DOLzk6CQys5tAaYzbzk3VRaL0LXl5eM2fO3Lx58759+0RRnDFjRnBwsCZHtG4GrRdB62wICgrSNIHWr+Dn5xcUFKRJEy0fpi30ev2+ffuOHj0aGRnJ0vj7+z+RhikGpgy0/APVzVfdtIN+fn4hISG7d+/OzMwMDw/X5AsrqlakZ3afvJDy4JpjdH4N+V2/WQJcc7xZ/vzqo4jAAGqOwMBAb2/v4OBgrUmerm6enp7Tp0/39vZm3QaJiYnJycnBwcFRUVE7duxYsGABG7NgCQICAoKCgnx8fPpGJ5sxY8Y0ddMy8VE3loZ9yjozWKsfHBy8ZcuWtLS0uLg41kUREBAwY8YMb29vHx+fGTNmeHp6MlWkqQQmL7ThEn9//+DgYF9fX5b4D3/4Q0RExMWLF0+cODF37lxfX19vb+/p06drWTF5pOX2Qjqjb2KuOUbRd4/f6pAhwDXHkKkKXpCRTmAANQdrxbWBieDg4ISEhPXr13/22WeJiYmzZs1iDpImkyk6OnrevHkHDhxoaGjYtWtXWFhYdHR0bGxsSEiIp6enl5eXwWAwmUyhoaG+vr5z5sxJSEjYuHHjmjVrjEaj1vcQGBgYFRW1dOnS1atXM23BIqjOnDlz0aJFO3bsSE5ODgsLCwoK8vb2njVr1vz58/XqtmTJkgULFoSGhmra6ImuDm14aPbs2cuWLUtOTtbpdIsWLfr666937tzp4+Pj7e0tiuLq1auTk5PNZjPrbtEK1ldDvOg+1xwj/QvH728oEuCaYyjWCi/TiCQwgJrDx8cnJCSENfxhYWFpaWmlpaW5ubmnT58uLS1NS0sLDAxcvHjxmTNnNm3atHHjRou6HTx4cOHChQcPHszNzY2MjJw+fXpISMjRo0cPHTo0e/bsyMjI/fv3l5WVXbhwoby8/MqVK2vWrPH29g4KCtqwYQNbzq2kpKS8vHzjxo0BAQGCIBw6dOjSpUu5ubnF6rZs2TJvb+/ExMTLly8XFRUdOHCgoKDg6tWrOTk5c+fOZaVlaklTHn5+ft7e3kajMTc3t7S09Ny5cydOnGBrsC1dunTWrFk7duy4dOnS+fPni4qKysrKtm/fzlxW2VjSi+qMvum55hiR3zJ+U0OcANccQ7yCePFGDoEB1Bzshz7rPIiPj6+trT1//vzs2bMjIiK2b9++e/fuOXPmbNiw4dq1a5988okoitXV1fn5+VFRUUajsbS09PTp0yEhIX/84x/1en15efnBgweDgoLi4uIOHz68bdu2efPmrVix4tq1a0ePHvX09Fy7dm1xcXFaWpper4+Pjz9z5kxOTo5Opzt69GhJScnKlSsjIyOXLVt248aNoqKi8PDwtWvXNjY2lpSUxMfHC4Jw5syZmpqauLg4T09P5tWh9VL4+/v7+PgEBQUdPHiwtLSUZfX55583NjaWlpbGxcVt3br15s2bX331VWRkpCiKeXl5X3/9tV6v9/Ly6usg0ldJ9H9/qGkO9njwSCGE0Li9GGNCCIveO3L+BPA7IYRrDv4UcAKDRID9JR2QubK+vr7MmcPT01Ov11+5cuXWrVsbNmyIiIhgvqJ+fn7p6eklJSWCulVXV2/evHnatGmLFy++cePGl19+6enpOW3atFWrVt2+fXvr1q0+Pj5hYWHLly9PTk5etWoVa+zZWnSXLl3Kz88PDw9n/pvh4eERERHLly+vra3duHGjp7oFBATk5eXV1NQIgrB79+779++vW7fu448/9vPz27NnT01NjdFonDFjBnPC0Bxdma9GfHx8WVnZrl27fH19P/roo5iYmOrq6lOnTiUmJp4/f766unrdunWL1O3kyZNNTU2LFy8eSZpDW4iHPR7sVWt3tZD5rA0epCd1cC/D7lG7ce3etR2EEFsfcXDLxa/2WghwzfFasPJMOYGnCQyg5mATXLUOg/nz52dnZ7OBj/T09JCQkLlz5545c+bIkSMhISFr1qypra1dunSpt7f3jh076uvrFy9ePG3aND8/vy+++OLWrVtLliwJDw/fv39/UVHRqVOnUlNTT58+3dTUtGXLlri4uLq6uuzsbOar4eXlNW3aNG9v7z+NcdTW1hqNRuaCGhQUlJeXV15eLgjCsWPHLl++HBYWxrxB8/Pzi4qK5s6d6+npyTSHVmxfX18fH5/t27ffuXNn4cKFM2bM8PLyEkXx1q1be/fuXbZsWaW6FRQUnH28nThxIiYmhsUC6X+XxjNTDoV+DhYsjjWoTHywlV/YozKaX5nOYAQ0UfL0d4ofGXYEuOYYdlXGCzxcCbA/oAPSz8FGJQIDA4OCgmbNmjV9+nQvL6+wsLD9+/c/ePBgy5YtERERRUVFu3fvDg0N3b9/f0lJCZvIevTo0ZqamsjIyI8++igqKqqwsLCqqkqn023duvX27ds7d+6cMWOGr69vampqTU3NwoUL/+SRev/+/dTU1ICAgOnTp+t0uiVLlsyaNWvbtm23bt0ymUzTpk3z9PQUBOHq1atHjhzR6/WlpaX79u1jk2bj4uKuXbt28ODB4OBgb2/vpzVHcHDw3r17Hzx4MH/+fJbVhg0b6uvrN2zYsGzZspKSki1btsyYMYNNoNXr9czXlcX2eKaS6P/BoaM5tB/02s5oUxt9b1xTGBoEPt40XP/kPavcXHM8iwo/xgm8BgIDqDlYcA5vb2+DwbBv376dO3fqdLrIyMht27ZVVVVt3bp1+fLlNTU1a9euDQ4OzsvLq6qqWrhw4ezZs/ft29fQ0LBixQqj0ZiammqxWC5fvjxz5sytW7fW1NRs3749Ojo6OTm5uLi4vr5+9erVkZGRJSUlhYWFSUlJCxYsyM3NPXr0aHh4eFxcXEVFRU5OjiiKCQkJhw4dKikpMZvNixYtqqqq2rJly7Rp0/z9/desWVNXV7dr1y7m+PmE5vDx8fH399++ffvdu3d37dplMBiYzrh//35iYqIgCAUFBadPnxZFUa/Xb9myJScnx2w2e3l5aT0l/VcYT6ccOppD6+1gTS9rYvu2uE83w9qnI3Kn7/1ywfEa/hS9ySy55niT9Pm1RxWBgdUcLHr6vHnzdu/eXVhYeOTIkUOHDp06dSolJSUyMnLlypV5eXnx8fH+/v6bNm2qqKjYs2dPVFRUYmJiYWHh6dOnc3Jy9u7dW1xcnJqa6uPjYzab2YSRQ4cO7dixY/fu3ZcuXcrIyJg9e/aqVavOnTv3eHDj7MqVK1mT//nnn1+4cCE3N/eIuq1evXratGmffPJJfn5+fHw8G/5Ys2bNuXPnli5dyqb1soZfUwxsomx0dHR2dnZeXt6BAwcyMjLy8vJyc3NjYmL8/PzWr1+fl5d3/PjxY8eO5eXl7dy5k7mVMO3ytIx4oSNDR3NoTayiKJIk2e12m81mt9sldbOP9I3dpizLfe9XURSmNjQFNqr+Vozgm+WaYwRXLr+1oUVgADUHa7aZM2ZoaKjRaFypbizwhp+fX1hYmF6vDwkJYaMSiYmJcXFxISEhAQEBer0+KSnJZDJFRETodDoWsDwgICAyMjIuLm7BggVhYWHBwcGiKBqNRhZOlA2pLF68OCoqSouoERISEhcXt2LFigULFmgBQ8PDwwVBmDlzpre3d2BgICvG7NmzWdj1JzQHy9zb23vu3LmxsbFxcXHR0dExMTEsXjs7JSYmZsmSJcuWLRMEITQ0lHWNjEjN0draWllZWVxcXFZWVl5eXqZuJSUlV65cYfOE2ZGR93rx4sWioqLS0tLyx1tJSUlpaWl9fb3dbtc6cobWl5mX5mUJcM3xsuT4eZzACxIYcM3BlAeb/eHzeGOOFGwsQ4sX7vt4Y44gLFQGe2Vp2HFvNXgoS8vy67vP0rPAGCyK6ONr0v+1xVnYQZYtm83LXrVV3PoKJm19lr4X0mKdsbtgGbKVeLXSvrrsGCL9HBBCAMDt27cPHDhw7ty5q1ev1tbW3lK3urq6a9euHTt27Ny5czU1NezgcH+tra2tUbfa2tq6urrbt28fOXIkMzPzxo0b7NZqa2urqqqKiopYxxsAgPUDEb6NCAJcc4yIauQ3MRwIYHUbEB/SvoMIfYOIs4VONFnAWnetXdfePr3DFnVj4oA155pQ6KsV+koZdpwlY0Kn71Jwfbs0tMuxjg2tp0S7Cy0BK2pfPaElZmpDO+XVd4aC5kAIAQCam5tZsBObzQYhVBSFeXgghHp6eiorK2tra0fSfBamIbRBk+Li4vz8/N7eXvYFYZ/a7fY7d+4cOHCgpqYGqtsIni08HP56DVgZueYYMJQ8I07g+QRek+Z4Zuur6YynP+3boj/9qXaE6QDtLdth0oRJBxaVi6kN1skRHBzcVz30lT6agmGr4LL0T2Q+yG+HguYghEAIb9++ffbs2a6uLta4ao0xQqi7u7u8vLy6unokaQ5NUbFvRFFR0dmzZ3t6ejTNwaKBybJ8/vz5s2fPSpLEmDz/+8U/HRYEuOYYFtXECzkSCAy45tAa+L6ttXbwmaKhb6fFd53VN42mXZhS8fHxYZ0ZbH04b29vlphpCF9167vgrZYV66VgYoVpkRcKJNpXvvRTM/W9u2fuDx3NUVdXV1RU1Nvby1rWvu1rb29veXl5VVXVMzXHsPtWaN6y7LvAxMfly5fz8/N7enq022dSDCFUVVV18ODB9vZ2ln7Y3S8v8NMEuOZ4mgk/wgm8FgKvT3P82Wa4r/7QREnfllg7yLLS0j9xPCgoiKkHX19fT09PtvYsWzNFC43Ksu1bJC03XzUI2MutR/9ESfoW/uX2h4jmwBjfvn37ypUr7Ne8LMtPa47v6ud4LY/p68xUkxp9d57WHEyLYIzr6+tPnDhhsVjYNJbXWTSe9yAR4JpjkEDzy3ACr09zvFCj27fx1pQBG/tgr1oCrZdCO8J2WKD0tLS006dPf/rpp9u2bcvIyAgNDV20aNH+/fvj4uLYgMsTZ7H+j5kzZ7JsWShV7bp9E3/X7WhpvivBCx0fCpqD+XM0NDRcuHChr0MD813AGPf09FRUVNTU1CCEnvgG9W22h9F+3/Bf7I4uX7589uxZ7fbZvTAyVVVVx48fb21tZQefIMDfDkcCXHMMx1rjZR6WBNjfzQH3IX1+Q8u8SlkaNlCidTZoysDPz0+bw8J2tJQsMUvAIoKwybf79+9vaGjIzs5mK8CdOXOGrWufnZ0tCIKPugY9y99X3VjviNlsXrFiRWhoKFswhX3E5t1oc1U0GfT8+3r1T4eC5mCDCPX19cXFxXa7nQ2gaP0cz9cc7DvQV230bc411dJ3p2/i79p/OhN2ob6vT5zb96P+7Guns8Sa5mCXZrfP4sHX19cfOXLEYrFoTPqT/xtJgwnEGBBMCFINs5XqECIYYYLYW4QwwuohAgEEiiTLVknqkezd1CT1le3beyR7b/+sR6KJn212ey+z70ogST2KbAWKHQA7QgrGCNOiPio8xpAaQfQpenRc/fQVEHPN8Qrw+KmcwIsQYH9qB19zsFac6YY5c+bEx8cvXrzYZDLNnDmTHQwMDNTpdAkJCUlJSdHR0cw5IygoKDo6et68eZGRkfHx8fPnz589e7avr29oaGhycvKtW7euX79uMpn+FLP86tWrWVlZ/v7+Op1Or9ezmSZz5sxZsGDB4sWLjUZjSEiIr6+vyWQ6evQoC2nKLhEdHZ2QkLBo0SJBEIKCggYw9kZ/FMkQ0RwY44aGhuLiYqvVqrX37LF6vubQBiC0JvwJbwkttyfmiWjp2Y622ou24Atr4Nmnz3zAtQwHRAo8U3Owq9fX1x8/ftxisTDl9MzCDJGDkNgh7qWCAxCiEAIJRhBhBRAoY6JgQt8BKEtKe1v3vTuNNVVVN66Wf11xsbL8XGXZmYqyMxXl6mvZ2YqysxWl5ytLC/tn5ytp4kdWUXq+ouwbKysrKCsrLCsrLH+coLL0XGXpuYrScxVlj6yyvODa1aLq6vI7d6pampskm4whUSdPyQhLCEuYAE1zqPqJVs5LY+ea46XR8RM5gRcjwP6MDqbmYH6amgeG2Wzeu3fv2bNnL168eOnSpS+++GLmzJlBQUFffvnl2bNnT5w4ce7cucLCwjVr1vj6+kZERBw6dCgvL2/Pnj1Hjhy5fPnyoUOHwsLC4uLiCgsL29vbq6qqPv/88/Xr11dVVSUnJ8+aNev48ePr1q2bMWNGTEzM/v37z549W1BQcPHixW3btoWHh+fk5DQ3N9fV1aWkpERERCQnJ584ceLUqVP5+fkXL178/PPPQ0JCmOzoj2J49TQjQHOwJ0rzdWBvtZmlrGHQJAUhtCFhYxasf0XrVnliQTWmZtinTz/i2iqvTHAAdXuVRmhkaA5EAMIK1RzwkdEuDYwARGpHAUTQ2tZ0q/hSztmT68/lrr98fnPZhc0VlzZfL9lys3TLjW9s2/VSajdfym6UbrtRuv162SO7Vrb9WtmOa2U7rpd8cbNkp2pf3iz54nrJF9dLv7hR9uX1ki8rL28vu7itpHBL4ZnP8k5uuVR4uPHeDUXpIkjCGEIA1d4Z2gFCHwyMkNr58fSD0c8jXHP0ExRPxgm8KgHWJAy+5ggICJgxY4YoiidPnszPz1+4cGFsbGxeXt6lS5fi4uI+++yzmzdvpqSkiKKYmJhYXl5+9epVs9kcFxdXW1vb0NDw2WefmUymrKys5ubmzz77zNfXNysrq6GhYd26dWFhYSkpKdeuXTOZTLGxsffv39+0aVNMTMwFdUtMTIyNjT127FhRUZFer9+6dWt9fX1qampkZOSaNWsqKyv3799vNptFUczNzWWrw2gzb19dUvzZHEaA5tD0hNZFwcQEe9L6vjJ98ER61l2hzYhh0cm0aN9UcAAAIABJREFUzhIWjOvphx5jDAD94csSaFd5OmU/j4wMzaGOSiA68MCGUhDGiI5JUM2BIFDsN28Wnzz0Ve7h1TdK17fdS7NacqzNGVJrFmjLUL5lWVJbltSW+e2DT6R5zttMuS1Lan/S5NY9Sut+1fYprXul1r321j12S47dssfestfWvNf6cE/rnbSb5V8dO7T5yIFtFRXne7pamWJC6o3QF2rqaAuG/azcp5NxzfE0E36EE3gtBAZfc7C5qawhT09PLy8v/5Oq+P3vfz99+vS5c+dGR0cbjcaLFy8eOHAgODj4o48++t3vfpeSklJXV7do0aINGzY8ePAgNTXVy8vrN7/5zfLly+/cubN27VpfX9+cnJzCwsK5c+dOnz798OHDZ8+enTNnzqZNm+rr6xcuXPjVV19VVVUlJCR89NFH06dPDw0NNZvNM2fO/NOitdevX4+Pj/fz88vLyysuLg4LC/v973//0UcfLV269N69e2lpaSzm2J+VCwOSYARoDq29f0IBaGKCiYy+YyWaXIAQ2mw2WZZZr4YkSQAAFpFMURSts+TpbwJCSHm8acl4Pwf15KAjDpAQmRCJEIQRAZBApHR03C04m7Y/c1F1+a7uxizYloHas5AlHbVk4LZs3JJBmjNIS+a3zJJBLGkvaOmEntXXMonlsbVkkZbsvoZbslDbHtSciZsziSUHt+Rgyx7Uuc/annnr6vaje1flH89ubWyEClQ9OVQxhQHG6rgR7c95yY1rjpcEx0/jBF6UwOBrDm352Xnz5hUUFOTn50dFRXl7e8+cOXPatGkff/zxkiVLbt68mZyc7OPjw6a/ZmRkVFVVJSUlpaSk1NbWJiQksAmxqamp169fFwQhJCTk0qVLR48eDQ0NDQ8PLy4uzszMnDlz5tGjR69du8Y6NgoLC9kaKyyk+scffxwcHJybm1tcXKzT6aKioq5cuZKdnc3CmXt5ea1YsaK6unrLli1a6LABURXPz2QEaA5tTKSlpaW6uvr64+3atWtNTU1s2q2Whj1+AAB2vLe39+LFi9XV1dpqahjj1tbWoqKiBw8eaKrl6YccIWSz2crKyioqKrSZvVxz0FYYYdWbg2oO1e+SQASbH945l5918vCnddfSYNdp0L4ftmVKLemoLRu15oDmLPQtKZBFqDjIxJZMbEnvpxFLumoZ3yiMR1Iji1iyMLVs3JKl5slyfvSqtGTAlgzcmoXbclBLFmzJAm2ZSkcq7Dz4oHb/+RO78o7vvddQCxQJswEiOqoCVMdSrjme/mbwI5zAECPwBjVHRETEpUuXTp06NWfOnGnTpgUFBZlMprlz5y5duvTatWvr1q3z9PRkx5m3R1xc3PHjx4uKiubOnevp6RkaGnr+/PnLly+HhISYzearV6+mpqZ6e3snJSXV1tZu3LgxPDy8pKTk1KlTERERp0+fPnfuXGBg4IwZM9g6cHPmzGHq5MyZM8w1tbS0NCMjw8fHZ9q0aV5eXunp6RUVFYmJiWw+y/O1wkB9OjI0B+vhyMzMNBgMCxcuXLp0aVJS0pIlS06cONHZ2ckeOW30BACgKEplZWVjY2N3d3dubm55eTkLtc5S3rx5Mykp6fLly2zcBMJnd6G3tbWtWbNm/fr13d3dWifKS3/bRsbYymPNoagepNRnFGHc0dF27sy+44eTmxoy5faDsG0PaMsB7dmgNRu27UGWvbBlL7IcwJYDxLKfWPYRy15i2UMs2bj1BYy0Zn9jlhw1hz3aK7bswa37VGGRgdu+MdSajlrTcVsGak2HljTUloHaMmHrbti2FbXuUloPtd09ee7kzjMnslpb7gFF0lyS2aPy0tXN+zleGh0/kRN4MQJvRHMEBAT4+PgEBwcfOnTo2rVrS5cuDQ4O/uqrr86dO5eQkKDX6wsLC3Nzc9mCsdu2bautrV2/fr1OpysqKjp27NjMmTP/8Ic/6PX66urq06dPe3p6rlu3rqamZsOGDdOnT2cuGosXL46Li2toaGCzV/bs2XP79u3FixcHBQV98cUXly5dSkpK+lP/SlVVVX5+fkhIyJw5c/Ly8kpKSkwmk6+v75o1a65fv56RkREUFOTt7T3a5sq+yrwV5sahKMqnn34qimJeXl55eXlxcXFpaendu3c7OjoqKyurq6vLysqOHj1aXV1ts9muXLmi1+s3bdpUU1Nz4cKFW7duKYpisVhOnz6dm5tbUFBgMpkKCgpkWW5vbz9//vzhw4evX78uSRLG2G63V1RUnDx58sKFC7GxsWvWrOns7LTZbJWVlQcPHiwoKGDh2xFCdXV1x44dy83NvXfvHhupeU5DNUI0B0YI0ikrGAOEkawoQAGV5edOHP70bu1uuTMTtqcjSya0ZID2TEBb9yzcmoNbc1BrDm7Lgc0ZpC0Ttaah1hTSmQZbd4PWDNiaCVszgSUDtWUBSwbbofvqR7g9G7Zm4tYM2JJG2rNgSxpqy8QdObAlHVrSkSVDM0zzSYNtqbAtFbSlMINtKdTaU/vspCLLLmzZSSxfwdY0pX1/y929p49/ei4vzW5tpSMs1Enl0aTZF/vb1yc11xx9YPBdTuB1Ehh8zaG1397e3gsXLjx//vy1a9dKS0srKytTUlJmz57t5eW1du3a6urq0tLSCxcuFBYW7t69OygoaMGCBRcuXNi8ebOXl5e3t/fixYtLSkq2b9/u5eW1a9euoqKi+Ph4Ly+vjIyMCxcuREdHL1++vLKycuXKldOmTVu4cGFhYeG1a9dY93t6evrs2bNnzZqVl5d369atHTt2BAUFJSYmVlRUlJeXnz9/vqSkZM+ePWFhYf7+/kFBQVqZB6o/47vyGe79HGwGCsbYarWuW7du5cqVdXV1vb293d3dVqtVUZS6urqFCxeGh4czEanT6SorKw8dOvSrX/0qISHh3LlzcXFxKSkp9+/fX7FiRXh4+PLly00mU2ho6KVLl+7du7dq1aolS5YkJCSIonjq1CmbzXbs2LHAwECz2bxo0aI//vGPmzdvvn//fkZGhk6nW7Zsmclk2rZtW2NjY1lZ2YIFC1inS3JyMgtoxh7+Zw7BjBDNQSBG1N0BUsdLDBG629CwN2vjtfIUufsA6EwBrTsxVQ9UcIDWTEhHT7KZyQ9TUVsWak2DrSmw7Str03bUsZsOwTSnKpZ02Eo1B6QyJQOopljS1eNUkaDWDEw/Soet6agt09q0C7dn0v6M9sxHO2rfBqKC47HIUHUGoNf6trWmEEsKsaSi5p24fZfSkWZr31d7I+Xg3k8qy88DRUEQQwBVB6CX/0PJNcfLs+NncgIvRGDwNYcWSJSFJ583b96yZcuSk5NjY2ODgoJ81Ujk/v7+oiiuXr162bJlOp3O39/f09Nz9uzZoijOnj2beYTMnTvXZDLNmzfP398/JiZGEITg4GAfHx+z2cxCa7AELIAHm2e7atWqZcuWsQt5enr6+flFRUUtXbrUbDazIGAmk2n16tXLly8XRZFFCWOBPV5oHZbv0hP9OT7cNQdbCI0pj3Xr1vn4+CQmJq5cuXLx4sXr1q2rrKysr6+PiIgQBOHevXtXr14VBGHv3r11dXWRkZEnT558+PChyWRKT08/f/68Xq/Py8vr6urKzs4ODAy8dOnSnTt3jh8/fvXq1ZKSkvj4+OTk5Pr6+gULFmzYsKGlpaWiomLOnDnJyckXLlwwGo07d+5saGg4efKkwWA4dOjQ/v37Z82adfjw4bq6usrKyubmZuap+kzBQQgZGZoDYwVjWe0MIAjins7Ok4dT8k+ss7XtBx0pqO0L1PoFoo4a2cTyLV9O6tdpySIP00hzGm5OoxqiIxs+TMXNWZi6dmbj5izSnEUeZlKjiXM0V1A1TTZ8mEG1y8NMmrglg7RmkZYM0pL+bcshLftw817VDuDmA+ThftKy77HtIc3U6Kcth+DDdNS+E7ZvBp3b5c6cq1e25B7e2tF8HwEMAfVaUQCPz/FCf/t5Yk7gTRB4I5qDja2waKQ+Pj5eXl6enp4sDAZr3QMDA1lnhpe6aZ0N3t7ebEU35gfq5eWlneXj48OCevn7+7PREKZptPTe3t4sT+Z/yqSPj4+Pp7qxEOasJCxbbQU4NtGmP4rh1dOMJM3xySefREREZGRkHDt27MCBAydPnrxz586fuj1EUfzqq6/sdvutW7cSEhIyMzNv374dFRWVn5/f1NRkMplSU1MPHz68dOnSuro6CGFhYWFYWNj58+dZj9Tu3bv37t0bHx+/atWq2tpa5iAMAGhpaVmyZMmaNWvY6NuSJUtSU1M3bdq0aNGiU6dO3b59e8uWLcuWLVu3bt3hw4ebmpqYz8fT4dvZt3BkaA41iKcCaSgwgiC4U3f9UM765oaDoOugbNmN2nbhtt2whY530KklfTWBhfpVIOpVmgUtmUprFurYC1uz6UBMczp8mIaZQ2hrFnMRffTWkklaMnBzOmrJhs2aE2g2bMtWL5H+zZyX1jTSmqqeuwc3Z6OH2ehhDm7eQ1r2kpacx6bKmuYs3JyDWw6h5kzU9hVs2yJbtqDO7La7+84c2XSz8iKQ7LSrAxEFcs3xJpoQfk1O4IUIDL7m0MYptLBg2sQQJjhYb4cW6Zypgb5rsLFk2gL0rNtDi6LBUmqKQTtdW42WpWfHWVZ+fn6BgYF9l1lhadgry+rV9UR/chgBmoM9frIsf/rpp6tXr37w4AEAgMVQVxSluro6NjY2NTVVUZRbt27Fx8dnZWXV1dVFREQcP368sbGRfXrs2LG4uLiKigoAwJ88MEJDQ8+ePbt9+/aIiIjKysqysrKkpKRly5bV1dWZzeasrCxZlu/evWswGD755JNTp05FRkbu3r3766+/vnbt2tWrV5uampqbm2/fvn316tVdu3ZFRUUdPXqUTdAd2ZqDzlqhEcBoNwCQrcWXDl86u0VpPwYsWXTsw5IKLanUT7M1lbSmqLabtO6i1rYLte5GLamwNaPn/u7mW1+01e9uub2z6/4XqD0DtaQASypuSaGuHi0pWDXSmkba0klrGrakotY9clNme8OX0oOUjrrtjbe3SY3/P3vvwR7HcaaL/pBzbjh3z3qD7XWSnL1ep7W8OpYtW7IiRUkWKUrMkqhAMUoURYJBjGAOAJEzEUiAIDCDGeScw2AGA2ByxsQOFfru1wW0RwRlgSAoBFaznmFNT3V19VuNrre/mKb+ys5yjfrTqe8K8aaBay6jL95s6s0mXubnwnxrp/1yQXDiLQOnWV8aDV7E/oskkJVwl7TrL9bezJjyOykhMlbug3IoXLdyT6sGb8wRmD8CXz3nWLVqlbbAM2GD9skqGl1gldWrVzNJgxYTneVYYelkGfPQDmESFNYPS9jGhB8s77yW8p4dxVgIGwwjBJpIgwlaXnjhhdWrVycPby684X7aLHfOweJqKIoiiuLRo0c3bNiQl5d369YtJupoamrq6+vbvXt3eno6Qmh0dHTHjh15eXk2m239+vWpqal9fX1MCtLT07Nx48YDBw40Njbu3r37ueeea2houHTp0ptvvqnT6bKzs99444233367u7v7s88+e+ONN0pKSnJzc5988sn/drEeGRn55JNPdu7c2djYWFZWlp6ebrFYDAZDampqY2NjZWXlzp07y8rKHgbOgdUInZBLheJgYLLi+klT92U6dZ248xVXAXXlYk8uCWYgfyby56olBwWy1YBguVKwQAqUuK1ZOVc2HD/wfGn+nuLs7YOtKXKgCIeKRV+B7C8kkVI5UCj7oaBAEdQDhThUIgUrR7vOZ5x71dSRWle+8/KpF3zWTBwuw6HrOFRCoBSjYIEczJEC2WrJAceZQK7sz0EBcI5Vh5GFA5lQwNCkGPvzQVjiz6CBLLByDd2c7M8vzztmHmrGKIHAX3b+j0HOOeaPHT+SI3BPCCwK52AyBraW31X8oClEGJlg0ggmINE+NXkJE2ywfrSeNdcY1kMym2Ft7vhkTEiTkTC2wViLdqL7IRNzPPbFF1987bXXKisrmbXBPU3lAja+T78V5rpSX1+fmpp6+vTpM2fOnDt37uTJk8XFxRaLpbKysrOzUxRFv99fUVHR0dGRSCRu3bqVnp7e0dFRXl7e0dERiUTq6uoOHz6cmppaUlJSWlo6MTHhcDiuXbt2+vTpvLy8tra2goKC9vZ2i8Vy/vz5Y8eOZWZmZmdnNzU1xePx4eHhCxcufPbZZ5cvX/5v05BwOGy327OyslJTU8+dO3fjxg2WFVaLTjYbui/SrRBClma+FfaHfIfvKKYKMx2VJMEy2llS8Kl/Ml/0FSr+64qzUAmUyK4c1U8kB/nz1aIu/IFcKVCQ8BYKUzf0lZ9sXvfjw/te7O/MazVetI9cmnLmxzwlcV/xxOAF91hm3FMkBUrEQGnYke82p7nM6VFXMQrX9LWkfvzBbw039w22nm3Tp4Qchf7JbLclwzuW6bNmh2w5cW++GCqIeDJdY+ddlgsRdxYKFcqB/M9zjiwcyML+HNmbjwP5xJ8L/i/eLOLLl32lMcdNY+W57tbKRCwkE4x4vpXZ9zHfwxFYmghEIpGjR49qOo45LpC82YIj8MILL2icYxFvlXlzDs2GlFIqimI8Ho9GoxF1C4VCiURClmUWkENzqdWCkCYSCRZ4lPEtjHEkEgmHw+wQ1owxFUEQCCGSJIXDYSZTCQQCiUSCpVlhodZFUfT5fPF4XEvRIopiQN3mwufuyjlYULLx8fEbN26wHG9spV8in0xPxAbDrFUwhAOjiOJEPNygr6yp2iMEsrCnUvGUg+WEP5OCk0geng68kaP4oVAoBTRU5jFnn0558fk/f+N4ypvGmvSinJTetjP11aeyLuzOS3/n8MfPHNm7vqP+TCJSYukvyL783vGDzx7ctSr/ysGQI3uw/bNPP/xTfdUp/Y0T2VfXWUeuVF7/4NKpDelnPjjw4QtXT22wm66M9V/Oubj11KFXD+55pjjrQ89YMQpUUBhDmuK/qvjSqTeLeoqILx8HM0lANSIBC1MWLCRbDub2t1xtry+LhqdkhCD57Hw3LueYL3L8OI7AvBDgnGPB2cM8OmRB1l977bWqqiotKNa85vN+D7pPzsGWeSZFYJHIp5dA9UvyCs0Gqu1hizprrO1k+hr2k9Zei0nKfmWNWdAw7V0/uR+tvRaL7Is8VtgpZnMObQBaLvvkES6FOhsh+2TjkRBGkP0Mx6Khmsriupp94lQu9pQrnuvqyp1B/dew/66cIx8HiqfsxQVpW99e/8uS3P11ty/vePfp6oqPs6+8/9rz/37+xNrbZQd2vvXisYMvOm3XWg0XL5/eUnX94wvHt254+fFm3b6B9hP7P3y68fa5Cyc2b3nzu6aBi8O951vqzhRmfPzSn791OuUl11haq+HImSOvVV1PSTv71rYNv64p2y+HKtUYIel/4xzeAuLLxQHGObKnjUx9OdSfiUM5w53XWuquTwUCkECGc477/bvnx3MEvioEGOfQzDDnsV7yQ+4fAcY51qxZs3w5RzID0BY/LW2sxh6Sm2kUQatov7IQ6dpSyvZrpEFrf0cDRjWSd2odsooWef3v/HnN5hwaq7BarUw7w070dzr5in9iVxcKhdra2gYGBqampmQZwnIQgmOxkKGmrLP1OHAO33XFWwy+IT7gHEnRRZPlHHnIVyD4bzTeOnBo71+6mtMGe0o+fPfPlaUfZV567531T3Q0Xoj6DVdO7Xp386+G+k6Zegvz0nddz9t18eQ7q5/6j6qSD/pbTx/Y9WLj7YupRzZs3fCo1ZQuJ2qtIwVnPnvz0EfPjw1kJIKFw92X86/tLMzce/XsO2tf+lHauU1R3w0UKKCBDCWQpvjTFX+WAjIYNbZHIJuCc02B6pqbRQPXUCjL3Jfdarge8HogzSxkl5nnxuUc8wSOH8YRmDsC2jOUUhoOh/87UBLnHPfPG+6nB2aSsmbNmps3b7Igm3OfzYVtOW85R/LqziQcyWljNcGDVkkWNmhUgKldNOrA+mQyDM0Cg6laNA7Boq2zz+TO2U2evEdjQsn3/2z07so5WMK5ycnJyspKt9stiqIkSTOp5Rb5f1HdMMZ9fX1r16594YUXdu/enZ9f2N3TH4lORaa89brS3o5TUjgXT8fSyAHO4bsG8Tam45oncQ5fHp0qkbwljVX7jn705EDb5ZHevD3b/3j7xr6081v2fvAX82BObKrhauqO7W//tqX+4JnP1h3c+0Ll9U9Kcw+uW/XbWyW7+1ou7P/wxcbbly+ceGvb5p9NmDMdk3nHD7+wd/sfLP3ZcuS2e/zCueMvf7rrxdrK1NKClM1v/jrt/KZ4uFYKFOJAJg2k00A6RECH8KYsPwvjHDmKN1PxXaOBdCmYPjaQ29lQFvC4CEGE53ibfR/zPRyBpYNA8jOXc4774QoLciwjHM8///xrr72mcY7kJfmrvHPuk3NodAEh5HQ6u7u7Ozs729raent729vbh4eHk0OPa/ehpoXRDk+uMFsNrbFWIYSEw+GGhoampiZRFJMP0eoa72F7tGO1ymxs78o5WPvR0dELFy5UVlYajUbDktmMRiML2puVlfXDH/7wH/7hH77+9a9/4xvf+vnPf71+4xtpV87mZ53raT8thCB4+UzetQw1xGcBRPSC9CjTnAMqvlzBkyNPlTdWfXRg52P9redMvVkfvPXryuu7ctLe+Wj7U+aBzEhAfzX1/Z3bHrt9Y8eG136aceEd22jR9exPVj35o7wrbw+2pR3Ysbrh1qXzx97auPb7vZ1nz556ae8H/9XbciXorQ04SswDJ97f8h/nj29yjFUX5Xz8youPnDr6ittxXQoUYUi5co0GrpFAFg5kg7kJhB3TktNmKP50GkgDztGf29lQHvK4Vc5x90Q8syd39h4u55iNCd/DEXiACHB7jgXhDffTicY51q1bV1tbq73HP8BZ/+Ku5805NBtStrp7vd7U1NTVq1e//fbbb7311tatWzdv3pyWlsYyvWGMJUliuhJRFC0Wy/DwcCwWY7YskiSJosh+ZYE9WI4VjDHjH+xYjLHT6UxJSdGyu2GMGafRRBrM4FSWZaaOYWPTVDN3JXazOYeGltVqzc/PHxwctKubY2lsdrvdZrO5XK7GxsZf//rX3/nOd37zm9/85enn3nn7/UuXLjQaa8qK0jqbLkjRAhxMg1AcEBXjizkHxC/PFQPFHbV7Lx//y2jPOevA1TNHnmnR7asu+fDyiVdtw2lxb0VZ1o7jnzw53Hks79LmTz54/PzRFy9+tub0p6+dO7imOj/lwqF3eg35BRc/Obz7WV3ZoffW/+Lgh8/knHs/I/Wt69feH2pNLbn27v7tfzx16OVTh1Yf+eSZ4ylwIhwo0pQpJJCthlcvoN4idcCMdoDmhQbS0FTGaHd2i/56yOuhFGOKtDm61wrnHPeKGG/PEbhnBNhLG3v+xuPxtLS0l19+meVQ1XxTmSfLHW6lS/CrFuaLRePQvHCX4FC/aEgM87/85S/btm3r6urS3sjveV4X4oD74RzJmhGXy3X48OE9e/awyBw9PT1dXV1jY2OCIHi93vr6+srKyoaGhkAgYLPZTp48uW/fvp6eHkmSzGZzbW1taWlpU1OTJEl2u/3YsWMpKSn9/f2CIExOTur1+oqKitbW1qmpKZfLdfDgwWPHjkUiEa/X29TUVFZWptPpHA4HISQajQ4MDFRVVd2+fdtkMsViMQ1bTf4xG7PZnIP9vVBKma+s3+/X+tF+WsSKZr9isVgOHjyYmppaXV3d3zfgcfsSiZgQD1XfKNBXnRJCxTh0hfrTFU8O+K34M4gn9y5yDjX3iuzPC42njfemRpx5YUe+ufu0f/yq13x1vPdC1JEj+0tcw5nmzlMxV9bUZEGX/lCn/oBzKMM3WmRqPeEavGLtvBKyltj6M81dpx3Dl7qM+9tq9rfdPtBec6DXeMBvuRiwZncbjrXWHhofTHeas4e7TvvG0gnoenKpD2KFER9QH9hzJ+dIx4F0eSpnoC2zqbY05PMTzjlm38R8D0dgSSHA1gb2lEQI9fb27t+/f9WqVVr8by1SOAtAvpQ/WfxyFivsOTWY+lIe7V3H9vTTTz/zzDOvv/56bm5uIBDQjBsW5Z6ZN+fQ7DmYNMLpdB45cuTo0aMmk8ntdrMXcZYe9uTJkx9//PHFixcPHDiQl5fX29u7adOmdevWtbS0jI2NffbZZ6dOnTp69OimTZtqampGR0e3bdu2cePG5uZml8uVmpp6/Pjx1NTU9evXV1ZWejwexjm8Xm96evrOnTtPnTr18ccfnzx50ul0NjY27tu379SpU6lqsBCm2dHGye7/2SB/KedgvrKzD1ysPZppSyKRcLvdkUhEhvxnRE27imQp2tpwu7LkeNRbgqeu0MA1xZ2DfZnYdw0So0znnU/Srages2oe+XzkL0KBIhQoRoEiVeqQj/1FanbZXOy/jgMFJJhLAiUkcJ0Eiom/lPhvELDGSKMgpcjGwWwcTEPBq2QqnQSzoDFkesukoTQSyCeBUjlQKgdZKQYhByR/YSHVc6cNTVTOQcFXJVvxZwNP8qfjYIYUym83Xm0xVEanIuCdw+05Fuvm4+flCMwFAe2xy5Y3SZKsVmteXt7x48dTUlIOHDiQom4Hl8PGRvvhhx9u2rTp0KFDKSkpy2HUnxtjSkoKC5QZDoeTX6DnMpUL3mbenEOjSkyE4PV6jxw58vTTT7/zzjvbt29/6623Pvroo46ODpfLtWnTpl27dvX09IyOjo6MjExMTDCW4PV63W53bW1tR0dHW1sbSwHo9/svXbp0/vz5YDA4NTXV1NTU3Nzc0dGxdevWnTt3TkxMsOhhLS0tr7766oULFywWS1VV1YYNG8rLy4uKit54443r1687nc6hoSGXy8X0NUwwwOqzAVy+nCNZ1kLUPO+UygSLNutoSe4Z51gxCgMboJ5i6stSbUghIMfnjDlmonQQ0LCGfNR5AAAgAElEQVSwkkf8eQT8R65Rfwb1Z6kOL9fUSB6ZNJCpVlhgjxzqz1XbZKiyilz1K/spH8J++Iuoj5VCNYFtLvHn4EAOCkJuWziFN0eBkqt4cyE/HBhz5EOaN182hSwt2dSv5oIJ5Yec+bdvnOtuaxATEqYEc84x+z7mezgCSwoBZrWnKAozyNdkHiyUUywWYwGdotFobAlvcXVLJBIdHR0FBQWBQGAJD/YLh8biZTHPC2apwJjHotww8+YcbLRMyEEpdTqdhw8f3rFjx+3bt5mZZ1NTk9vtliSpoaHhyJEje/bsOXjwYH19vcvl2rdvX2pqaigU6u/vP6NuV65cWbNmzf79+0Oh0Pnz569cuRKNRkdGRs6fP3/27NkrV64wKjM2NnbixInTp09XVFT87ne/S0lJyc3NvXLlSkpKSmNjo81my8rK2rt37549e0pKStxutzY85sQ7R3sObS1fsnFIk6nqtEULVcUcVMZYjE4Fq8uz+tuvkdg1yLHiLobwX76M2WxD2zPDJLJV3pCrihkyIDdbIFMJsMwpkGBFLSCBUEsWfPpYqpRskFj4oVBfLvHmEW8+8RYQT6FaCqgX5BnUlw3+KRBvNEv1hmWcI4/RDtWgNU/xFgJDAroDnIYE8ki4ZKjrbFnhCZtlhMgUUYI451iUhwU/KUfgnhDQNCzsDZU9tjTjuy+SPN/TKR50Y220AwMDxcXFLB7lgz7pgvevLWlM/sQMIe+6HC74qWd3OG/Owa5CmxGXy3XkyJETJ0643W6NwiYSiWAwaDKZxsbGmpubd+7cuXHjxqGhoU8//fTYsWM+n+/w4cNvvvlma2trR0fHhg0b9uzZ4/V6L168ePbs2UAgcP78+fXr19fX1/f29m7fvn3btm1WqzUlJeXkyZNGo/G55567cuXK2NjYwMBAR0cHk5qMjo6aTKacnJy1a9cWFxcLgsBMdDUz0tkILF85h2Z9DH/alEk6MCYIS6ivram2/KwcuUam8om7DLKWeDNp4C5CDo12qBWNT2SrX7NUzpE5/QkhNFgPrJm6n/mYTLMQtj9HdY3Jg0/QnuQpvoIZHQqILlRhSZbqnKJxjhz4GgDZhuIroJDqNkOVtRTiUKngL2uoOaaryo6HpwhS1NjnZPY8znEPtyGdI1C8GUdg/ghoCmD2kGIyD23l0x7Hi7Xszf3CtDH39fXl5+czI8G5H75EWmovqZrMX1sXv/oR3ifn0NR2Ho/n2LFjW7duzczMLC0tLSoqysvL0+v1JpPp0qVLaWlpNTU1+/fv37Fjh9lsPnv27LvvvtvY2Jiamrp169a8vLzMzMz33ntv06ZNLS0tGRkZ27Zt0+v1mZmZmzdvzlW33bt3v/XWWxUVFUy3YrPZDhw4sGPHjuvXr2dnZ6enp9vt9qampsuXL5eVlRUVFe3cubO6uloQBO2eYZXZCC87zqFptTTOod5RhBlXglkHoi6rtTz/9OToETxVSNwVEFPcAynTCPAGjRkkURCW8RUyq4HoQpU05KuShmwKOo5sSLcGgooCsPpUTUBU9pBFmUEGazP9ydQrWWqGtiwI9gWJ7/MUL1iMquoVCMUBcg5frqpbyVFAsJFJgunEnwkcBRQ6GSDk8BfKgTKH6Zru5meWoRaKEMGKSLBEOeeYfSPzPRyBJYNA8mOXrXNavga2/i2ZkX7JQLQLGRgYKCoqikQiX3LAkvyZCZw0CYEmf1qUwc6bcyRTVUppLBarr6+/dOkSYwDX1K20tNTtdre3t1+7du3cuXNpaWl9fX2iKA4ODmZmZhoMhtHR0fz8/EuXLt26daunpyc/P7+5uXl4eDgjI6OqqspmsxUXF1+8ePHGjRv9/f3FxcU3b940Go2NjY2JRMJkMmVmZp45c+bq1asNDQ3xeNzpdJaXl1+8ePH8+fMGg8Hv92v2HF9EOBRFWXacg10Lu3/YLCRzDggNjogciTXVFlZXvBH35BBPJfWBwoIEMrE3Y86co4j682dCl+aCXQi4mZTMRBWbiRnqy1dZAuMl2dAskKOWDBqEwBuqaiYLYqF6iyBJvT8PrFMDqmWJZkMK6WAyMJiaZqgyEqAg1J+HfUWC53qn8ai+8qQQcRIEzy2RYonrVhblYcFPyhG4VwTuePJqS/i99rNY7bUB9/f3L1/OccdqrX1dFFTvn3No40cIJdQtHo+zClNtIITi8XgkEonFYuzVHCEkCAJL8yYIQjweZ/E5WKxPjDGL+8kq7FeEkCiKgiCwPHDMPiORSDALJJbLjRAiCEIkEolGoyy6q3bD3HHnJ0O97DgHG7x2RdPXCGllIePKtIpFxlM+T2nhhc6mHClokH0lNJhGfaep/zI4pnpzVKFFNvFlY1BkgNRBdVtlYUDziE8rucSnFnBkZTtn9oDQAnayA6EZSCagzBiFJFWg2czhrBm0V48Fe9Uc1XEmCxRA3hzqv0aC6WLgqhgu7O++lJ+TYhrpIQjyyRKqyFREVEyewXuqc93KPcHFG3MEHmoEtCVkuXOOpTOL98M5Zl+FNkF3VJJNiO74KfnrHR0m/5RcZ83YHva6z+R2LEzZ3wnFcUf/7Osy5RyzrgVTilS7DkWhCiEKEoUxU1dJ7rGRzqy4+zoOZpHARSWQDgoOiIoBgTGwL4sGwK6T+LIgQsZ0YaxC+/pAKtiXg8EnViUc/mzgParSR3ZnYn+W5MtAkXzryKXK8pSezpvx+BQkWSEK4xyYSrMuf647OOeYK1K8HUeAI6AtPJxzLNTNsLCc44tGpU3cFzW4z/2aKdI8TrRSOAdRFMi3CqYOFArFJB4JtDeVl+cfGu3LkfzlsjebenOIJwt7s4kX1njsz0KQiiXjcw4pdzELZSYgC/mpuu9mTRuLgHgjk/iykD9b9meRQKEUuGEbyqsqOdaoK4hOOSHeOQhwgHNgoFbcnuM+/2L44RwBjsAcENBWFM455oDWnJp8NZwjeShsEpP33H9d4xzz6GqFcA6iLsiMbagiAUooRlIs7OhsLi3MOjDYkSEFdCRQTn35xJ+PvLnYm42ZqOMOq1JmT3q3SB4zfitJxqfzbQb6FybnANNUiAlGfHkokC9PFSV8FeODxRV5pwy3Sqe8LoIllXOoUhzgVeAWPI+JZodwOce8oeMHcgQeOgQ451jwKX/QnGM2w5i9Z94Xpd0PnHOAVaUm4SAKgchZlIJOKy7E7UO91aW5h4xV57zmAiVYQoNFxJ9PA/k0mI99YNWhmncwI48H9jnt7cK8WqaNQsDtxZ+nBAppoIj4CkRPbtCV3d5wqjjzYG+LIR6MUllR/YCxoiBKZUoxaI4w5xzz/qPhB3IEOAJzRkBbY7icY86YfUnDr55zfMmA7uVn7X7gnAOUKaoIACog8oB4HTJGgpiA4KQk7nFbK28WlBYebWtIsY5c9tlzQq6ciCc/7iuM+/LivrzETBG8eYL3b1+1/fdTgVP4k4ovP+4rUE9dGPcWhl0F/oksx+jVwa7z168fLis9b58YJjImshr/C66LKIrMOAeLfXYvt8nn2nI5x+fg4F84AhyBv4OAtsZwzvF3UJr7Tyy6xvj4eGtraywW0+BlPVBKo9Fod3e3yWTSjDTn3vlyaXlX3QrzIbdarTdu3PD5fMvApVydS3VtBv0KYyDgxAL0A1EqESKKYthqbupsTTfWnqq+caS+5nir8UxL3ekWw6lWw6l2rdSdaq9L+qrtv49Kq+FUqzGpGE63GlLbDGfbDGdb9KmNNaeMt04Yq0801V0aGamNx2yUiiDRwGCeArclyHBkKJSwzDLzvrs455g3dPxAjsBDh4C2KHLOsSBzzziH1WptbW1NJBJ3rKwPD+fQ6/WxWExz+mWwUEotFsuNGze0OB8LgvkD6wS0D6p+RTUmBdrBbEk/90kwlUR5KhiaHJ8wDQ4M9HT1drb1dbb1d7YNaqWjbbAj6au2/z4q/Z0t/V0t/V2t/V1trPR1tvV1dPR1dPR3do709U9arCFfQIzH1avAqrBGGzmmcGlIUUCxMq1Fmi+OnHPMFzl+HEfg4UOAc46FnXMWjoxxDhYhI1lJ8TBzDoaD2Wy+efOm1+tlN97Cgr/QvTHOwdZmBO4d4OQxvWxjWK6hIAoFUwUTwpLRyLKEZAnPFCJLZKau7VyYCpJwUkGyhCQJyTJGiCCIZIYxGGpMx3AHzoSoIlJFUD+RKvEgnHMs9G3D++MIcAS+GAHOOb4Ym/n8wjjH+Ph4c3NzNBrV3u9ZXw8558AYWywWxjnukADNB+sHfIxKJKYJB4gEptUSqpZlhnBgsImAgqgiEyITAq4gTH0xw040mvKgK8zPhmXDVT+BIhHmcUPBTpQqElXiVIlRJaFQpAk91EviNqQP+H7i3XMEOALJom+uW1mQ+0GTc7S1tbHkNRhjreeHlnOwOw0hND4+Xl5e7vP5lr6cQ12kme+KGrsimTKofIIwOQdREFawGlxLVVNMJ4dLbv7V1Gc4xzSX0MjH9HfNgAPMOPA0dZpmGuwytfv03ipct3JvePHWHIGHGQEu51jw2Wdv883NzfF4nEUL1U7x0HKO5Nvs5s2bwWAwWeWk4bOkKgRkBFBUscWM0cOMAy1IsBSi6i4IKC+ggDctxEpXi0pZwPIUCtum5QkzO+/z60yvs/5XyQYBVQ8byYwOhaiyDaR+qhRpmmnQGanNPOHnnGOewPHDOAIPIQLaA4vLORZq9jHGExMT1dXVzFJSyxzG3vUfEr+V2TaklFKE0K1bt+rr61nqloUC/AH1o1ls/M3iQZN6gOBCDeAJIS4QcA+MFCwr4IqqFion259Os4tpW02tl/ursNDlSZ+UYIyYL6w6EkgWC4NRR4LUMczIZ5LPDKNiKqR5Ask5xzyB44dxBB5CBDjnWPBJp5QGg8Ha2lq9Xu/1emVZZunTGNTRaLSrq+ur8ZVlNhNMufOA7Ce0+4dVGJjNzc21tbXMb4WloMMYx2Kx/v7+kpKS8fFx7agFB38BO9QUIkl2D8k2GkxcAUKFJIGFptBgq/pMH6ztF3SU3Ok91GeJS2aMh2ZiprKwGxCHQy3Q/m7d/41SzRM8zjnmCRw/jCPwECKgPf25nGNBZp/ZcxBCXC5XXV1daWnprVu36urqampqDAaDXq+/fft2ZmZmYWFhXV2d4fNbXV2dfqE3dga9Xv8gOmfdfv4iDEaj8dq1a5cuXaqurjYYDDqdzmAw1NTUlJWVlZeXj4yMIIRYJtulr15ZkFtixXfCOceKn2J+gRyBBUOAzmyccywIpoxzsJd7SZKcTmd/f39nZ2d3d3dPT09nZ2dvb29nZ2dPT0/X3baehd7a2tpu3LiRkZHR2NjY0dHR1dW1sGfonrWxy2SXzH7s6enp6+uzWq3hcFjTND0gucuCTCLv5J4Q4JzjnuDijTkCDzUCM5SDcs6xIPcBU6MkJ39nZqRM7o0xZoDfdcXV5mIBK7FYLD8///Dhw3a7nZ10ATu/oysNQHYiduGsjtUNIchlykC4KwJaD7yyjBDgnGMZTRYfKkdgkRHQlg3OORZkJhi3YG/zM/p1wFhRlOQlP7muTcGD0DU4nc4tW7Y8/fTTPT09bLFfkMvUOtEGn+x3rV2dhgODAiGkGZes4NDvGjgPSYVzjodkovllcgQWAAFtzeCcYwHQVIkFe5tnyy0TeGhij9nkQ8P/AVUaGhoee+yxn/3sZ9evX5ck6QGdhV3XHZ0z5sE+McayLGs4MIgWBHDeyaIjwDnHok8BHwBHYNkgoK0TnHMsyJwxPJMXVw1h9q6vKMoXyRuSWy5IXZblkydPfutb3/rGN77xySefBAIBTQKxIP0nd6LJOTTZhgaCLMtaS82Fh41kQTDnnSwuApxzLC7+/OwcgeWEgLYYcM6xnKZtbmO1Wq1//vOfv/a1r/3zP//zH/7wh46ODq7RmBtyvNU9IMA5xz2AxZtyBB5yBDjnWME3wPDw8L59+7Zu3fr666/v2rWrr6+Pc44VPN2LdWmccywW8vy8HIHlhwDnHMtvzuY84kQi4fF4RkdHa2pqRkZGRFFECM35aN6QIzAnBDjnmBNMvBFHgCOg6eAp5b6yK/B2YI6pfr+/ra3N4/EwS4sVeJ38khYVAc45FhV+fnKOwLJCgMs5ltV03dtgmdVqIBBobGx0uVyEEFmW760L3poj8GUIcM7xZQjx3zkCHIEZBDjnmEFiBf7PnER8Pl9TUxPjHNyeYwVO82JfEucciz0D/PwcgeWDAOccy2eu7nmkzCk3GAw2Nze73W4Wl/2ee+EHcAT+LgKcc/xdePiPHAGOQBICnHMkgbECq5TSQCDQ3Nzs8XgeRJzTFQgZv6R7RIBzjnsEjDfnCDzECHDOsbInn3OOlT2/S+HqOOdYCrPAx8ARWB4IcM6xPOZpvqPknGO+yPHj5ooA5xxzRYq34whwBDjnWNn3AOccK3t+l8LVcc6xFGaBj4EjsDwQ4JxjeczTfEfJOcd8kePHzRUBzjnmihRvxxHgCHDOsbLvAc45Vvb8LoWr45xjKcwCHwNHYHkgwDnH8pin+Y6Sc475IsePmysCnHPMFSnejiPAEeCcY2XfA5xzrOz5XQpXxznHUpgFPgaOwPJAgHOO5TFP8x0l5xzzRY4fN1cEOOeYK1K8HUeAI8A5x8q+BzjnWNnzuxSujnOOpTALfAwcgeWBAOccy2Oe5jtKzjnmixw/bq4IcM4xV6R4O44AR4BzjpV9D3DOsbLndylcHeccS2EW+Bg4AssDAc45lsc8zXeUnHPMFzl+3FwR4JxjrkjxdhwBjgDnHCv7HuCcY2XP71K4Os45lsIs8DFwBJYHApxzLI95mu8oOeeYL3L8uLkiwDnHXJHi7TgCHAHOOVb2PcA5x8qe36VwdZxzLIVZ4GPgCCwPBDjnWB7zNN9Rcs4xX+T4cXNFgHOOuSLF23EEOAKcc6zse4BzjpU9v0vh6jjnWAqzwMfAEVgeCHDOsTzmab6j5Jxjvsjx4+aKAOccc0WKt+MIcAQ0ztHX11dcXByLxdgehoz2K6WUY7UcEeCcYznO2vIaM+ccy2u++Gg5AouJgCzLlFJCSG9vb2FhYSQS4ZxjMedjoc/NOcdCI8r7uxMBzjnuRIR/5whwBL4IAUIIIxn9/f0lJSWhUOiLWvL9yxEBzjmW46wtrzFzzrG85ouPliOwmAgwzsHkHMXFxdFoNHk0yTKP5P28vlwQ4JxjuczU8h0n5xzLd+74yDkCXzUCGGNmq8F0K9FoNJlnsDo35viqZ2Xhzsc5x8JhyXu6OwKcc9wdF76XI8ARmI0AUTeE0ODgYHl5eTQaJYQghBjP4JxjNmLLaw/nHMtrvpbjaDnnWI6zxsfMEVhYBKiiUKoV+AY7qEIJ2znzIybY7/c3NDRcuXL1k0/2V1TcGBwclERJlX8Q6EFtCR+sj7t+Jp9tYa+D93Z/CHDOcX/48aO/HAHOOb4cI96CI7DSEaCKIsuKLCiyqFBKFEVSFEywIocVMaJIiBJFJopI4kQasY9t2vbOoz/4jx/84Fc/+clvsjPzcQIpGFFFFJSoRBMKJoQoOIltYEVBMwX2U0WBFkgheKUDu8yuj3OOZTZhy3C4nHMsw0njQ+YILCwCIJfAGGMZY5nKmMgykjHGBOMElgUiIyojjGWZCJIUCE2dOn320R/86B/+8R+fePz3fV09VMIKwRSOEmUkYUIwUcC/BT6gEEowpVgBIsI4BwXOgYF58G0pIcA5x1KajZU5Fs45Vua88qviCNwDAiB4UBQZxBuUxmUlFlfiMkGwR1YoIkgREwqOKwoRqRyXm+qb//inx//p6//z4EfbE1NBlT2ocgxBwZIiUIqBxBDYRaeLqnRJUrhoqpd7GCVv+sAR4JzjgUP80J+Ac46H/hbgAHAEiKIIiixjgSCJIkQxwpggChoRjAhBokJkRcKKiAhGWLJZB7dt3PDT7/2gvLwIkbhM44ggqqpPQFhCBUxlhTLColaoTKlMFQSSD6ZaoQpWv3DslxQCnHMsqelYkYPhnGNFTiu/KI7APSAAChCBSjJKUFmkFBEQT4CQAymUIEwR7KQSUQQRSRISxLgn/czptc+9ZLWOIJoQaUwmEsEEApQShKhAiKSSDJkq00XtTlZVK0A7VBkI6Fn4tqQQ4JxjSU3HihwM5xwrclr5RXEE7gEBCsacIsFIQYpIFYnZkErAEyRgDVTBRCI0rig0gWlElASpRV+Qde69qN8iyqJAFZEKSIkhGiU4QSWmXGGaFNWqAwQmqthDJTKcc9zD3Hy1TTnn+GrxfhjPxjnHwzjr/Jo5AskIUIoJiSAsIgwMA+w3UEJBgoIwSDkIJYjImEpYpGEr6b0RKzs1nrqhb/+z/oxdQm26PNmNxCAmokxFGctIApPRGV8VihSCwOID0RnaARSGgiSFyzmSZ2Ep1JM5B4s5uxRGxcewkhDgnGMlzSa/Fo7AvBCgSMF+mSYERfU3wQmF+ikJUiJRmWKZENWtVQh7Bwynu/b+PLD2H9CGr8sbvyOt/6Zj/Xe7Tm60DTSLgigQImIqIUXGRMJYUhRxpshgxvE3aQdV3Vi418q8ZusBHkQpDQaDzc3NHo+Hc44HCPRD3DXnHA/x5PNL5wgwBEABgihFmGJEaYKSKYriVCBUgH2CSKWAMnQLp+0aXvcT09u/cZackrua6FCf1FQ5eXpj7/pvenf+J7n5MQlZiZwAkqLyFKaiSShKApgHxdO+MaBkAcmK6ivDZ2BJIcA5x5KajhU5GM45VuS08oviCNwDAszmAt5rCeMcyhRVYlSWcBxJMRLxu7uqGw682rz6u6GPn6VNmTRmp6JMJEriYepoEgvfsW/5vu7Nr/fkH43bBxQprKA4RQLGSCZEpFRQpR0YDDymrTrA4kMNGnYPo+RNHzwCnHM8eIwf9jNwzvGw3wH8+jkCqqusgrBmNKpQRBMEhZV4JNxjLzvsefOXjrU/dF1dE3O1UjlBRfCNlYkiCUjBRIwFAx3F5gN/8L3yPzwnn/IOlkhTIzThUaQIeN1SypQsKueYVq+orrLAQfi2pBDgnGNJTceKHAznHCtyWvlFcQTuAQEWDwyDoaeMQb9CqCyiuFc0G4NZH7Zs/Lnp/d/LJccVW5OCAhTJFGNEsESxiKlMCVibxuzKYJXn5BttG3889tGfY4Y04h5QJB+VYwQjiM6hWoqAggVCdyBKIew5t+e4h0n6SppyzvGVwPxQn4Rzjod6+vnFcwQULTEKkRUsUETB/lOIOAcNXUded63+1/iuxxINZ2jQDClZpiN5gWOKQFGUEEFROYecUMREYqI3kv5h/NWvd7//xGD5xVjApMghBcuYUpkQSLMCOeOQAnFKwbGFc46ldvtxzrHUZmTljYdzjuU2p58LGk1Uf0PwQoQQTOB+qGb2pGqai5k8oewKWZ7x5Xa14EYhESxhSJcOOTugEKIuWOo3CHMJAat4trC7Ta08bb8JSU/Ah0SCdV6ERG4CpRFKo5QkKCEy2I1SCcCVqTyFpzrRrSPe7U9YX/7uxJkPkLWfilGKYhRF6XQc0ems9WABQlXbU4QUhKmUwEGXrbF2ZMcfxtf8k3D2TTxSSeJ2sO0gWKCyTGWIaCpKRCICpZIacx3mEQYnKERi9h6UUFEhInxXb2r5bte2IvbBX6q6YYyj0WhjY+OtW7d0Op1+kTaDwVBUVHTx4sWysrLGxsaamppFGUhNTU1tbe3Y2Jgsy9O3mvrfAs45ZBhSEOQiVJMgQwwahRKQwMkQGA+yDdEQwu0WR1Ft801jZ1VjT1V95426tlv1nRW61rLaZva1sr6rsqG7wth509BZufzLTWNXubGr2tBScavmdn1bhaG9vKHnZn1HVX3H9dqmxl6TPyZgSaR4/n+TnHMs4G38lXR1N86hKIgQCSEROAcYAqpubrAaTG8aF/lKhriQJ4HUYgQyhCFKJQTGAWrSMBDOQ9QIgsBFAstIhmvn2x0IIIUIChYh/AboQogMT1aZIIkIhEQRjiIcZwgnCBZliUpTkq1zqGCPcfPPzFt+K17bQZ1dVI4C2lgkckzNOaueRLsP4eGtuqFggoQEaGfiUdJTgI6/0P7qI/Upf3U1F+CpcUJicVmQsKQgRBHCEhIpkYkq+IDplaiSoESEYCAynE0CP13GOSgsDSt0Y5xDlmWr1ZqTk3P8+PH09PS8xdtyc3Nz1C0/P7+goCA3N3dRxpKdnZ2amnrmzJmGhgZBEODuxWq24oW7De7KORAW4VZEkhgX/MGpCmNDypWcCyW3M2/W59xqyqlqyKmsL7jdfD7vxv7U9GtlutyqBthf3Zxd3Zx7ayWUnOqW7Nutl3JLPjp0LKP0Vm51U0Z1S3aVMf92w6XiW8fSCjJLb9hsExhJynw3zjnmi9xSOU7NC66uvjMEA/4nRGHvT8mfyQ2WXf2OCyEE3k8IURDCIOgHA0i+zUZAUpSogiB5SlxBErzaKRAnVII7RFCUmAISD0RlTBOy6PWM3rQfeDL24v/27vizo/lGNBFQ3WaDVElgGQExmGX2CTcbMEFVQwOCDKA0VEwg50Tg6t6xdY9ObH10smpnZKqVgBiFANuBWOoChPBQOYea1YVSRYR8LgqEWYesLHADwy8zUT1mX9pK2MNWU6/Xm5ubm5WV1dbW1tXV1bl4W3t7e2dnZ3d3d0dHR3t7+2INhg2goqLizJkzQ0ND7G8fEhUv3HY3zqFgoM8yRbIYlxqaOq8U3ajqGzNMhppcsUZntMkZbnJMtbqj17tMZ2/U6SzuZmcY9rtiDY5IgyPS6Iwu91LvjDb5pJvdQ59l5OpMk63ehNEVb3SGG+2hRme42uQ4U1ZbVFszFYvOeyo455g3dItzoKowUR/J0+dXleQg2QAd+cwfJxMHYIwkJIuiEA+F/H6fJxT0BwLeO0rQ713Kxe91h/y+RCQixeNYllW9iirQJxCvGzKiw+IEb86LMx9L/KwEK1jCIMyIy+3IQY4AACAASURBVCDmANECS00P9AMrMiIyRYRM0al+qe68Zd8fGl9/1H9is9R5i8S9lIqYChgEJUiQcQSBcOkOMwyV4ap3HiYUw0wQJEFzOYLd5kR1+tDOpwY2/njq/CZq1eO4CyGsvrPKmMRkKgoUSSCtohDvFCPI1iKDqAN0apRAJFSwGBGWOMzzHh6lVJbl0dHRnJwcg8HQ1dXV1tbW3t7etkgbO3WrurWr26IMpL29vUPdLl68WFlZyUQdD5pzQI5C4ByIIikcilZUGUoNHQ2TU3p7tM4Rg097xOiINLjiBZ2jJyuMVaOeOltYb48aXQm9PVprj+ocseVeahwxvVsq7x09nF1UOTxR7xFqHHG9fcrojNQ5ovWueFGnOa2icsLtmfc9zznHvKFbnANncQ4YBjzF8TTnAPU6kkKhQG9vZ0F+9sED+7a9s+X1ta++8vKLr/119ZrXXr6jrP3ry68v8fLq6k3r1n28a9el8+f0Op3L7pBFCR4O6qsw8K+7vH4vzuwsubOq7q+ITCEaAokBBdkG+JFAmc7CRqgcjVh7bh7u3/r9qdf+VyT9HcnWheWEopqSShjJCGMBx7DiA7pxF86hBvaAZHBEJYAKwZhKEk3ImJJoQGgqkHf80fmn/9Vy4oWJ4ZqELMoIqCNRIoISjShiHOw2wDgVjDnUwKVUAuV6QsFxRcIkppD4kgN24QZECBkdHS0uLjYajWyhbWlpYev9onwy0qMRjsUaQ2tra2dnZ2lpaUFBQSAQWFjCodpN32nPoeZFBlsxinEoEL55u/FG80CTM6FzJHROocYe19njekfc6BZzO8eOVTRUWgJ6R7zGHte7RGjgEm6vhCLWuFFRl+lQTknF8KTRJ912iTX2SI1tyuCRjR65tN9xoazS7HDO+y+Ac455Q7c4B6qcA7KMs0zgqi+AasNB4IVJEBK2ybHMzCurVj39yDf/8fvf/Mf//NmjLz71+IbXXnjrjVe2rFv9FZSt61YvYHnrjVc2vfbS66ueefb3j/30kW9+7xtf++0v/n3vjg9amxrjsZgoSpIMETQlLua46/0IqU5EKgMdUE04JaKIESrFiGo2IRISi8l9lbFLaxyv/6NlxxNeXSGOeWUsJogsq/lkQYJGExKJyCROAGnmbsJUKXBK8ECZMR8CJqFaEUlUFkBOIVNJpgkpPjZkzd8feP7/jW3+oVi8T/YOExwRaBQhiSQwxURWqEiVGfMOEFxJiixAkeIUJxZUqH5XnBZrJ6CHscViKS4ubmxsXJQFXjtpW1sbk3Akyza0X7/KSltbW0dHR1dXV3FxcX5+vs/nY7rgBZwmNdEgyNeYIo9F5pdUiRvBJBAIV+jbi1qG6iajRrtYb5eMNsEwmTBMJhptYmGrNbWsqdY81eAQ6yYSdePxuomE3ibq7cu+1Dkkg4OUtIwcSi+uHHQ0upHOjuodomEyaphIGCYSN/vd2ZXGkbHxec8F5xzzhm5xDoQ/FVX6DHxcAWWKwnZJ8rjVevnS+T8+8dgj3/36H5/4zcG971aXZjtGe6SQnUTcOOySQ3Ycdt5Zppx4KZeQk0Q8ZMrtsw51NdWmnz+xZe0rP33027/4yY/ef29bnV4fCoUQvFj/TdermaoszgwtqbOquhUiYwROrbIEKWOFBEEJsNqUSNAR7KjpPL6xce13Q0eeVVpylKibIgEMkhVITq+G4ZARimGSIFQkGGKWq7oVJu0AvR7YE83QDvAAUGVOMsECltRscYjIsiIn6NQAztnhevtXzZv+fSDrU2m8WRZCspCgCdC0SKqRCVJthTEFK1MZdC6gpEmAhmUlb4QQxjkaGho6OjoWUcjBTt3R0cFEHZ2dna2trV8l1Ug+V0tLS29vb2lpaW5urt/vfxA2pPDm9nnOwSyJZEkOhiKltS0lbaNGh1A3kTBOCsbJRP1kot6WaHZIJR0TqaWN1SN+dY+g/ioYbCuh1NnEeicp7zAfuVZye9jV6JJ1NtkwmWiwA7VqccmVA+6MCp1lwj7vv0nOOeYN3eIcqHoJSAjs7yDfJ6hUCI2GI/X6urWvrn7k2//y8ot/zs++ZBlqE4NWPDWBQ+M4aCWBMey3YL+FBMbuKNQ/trCF+Mdml3mfAsYctJKgVfZbxLBdCtvC9pE2Q+W+He/85hc//vUvf3bss8NgRw3L4d+2BX9CLc5k3/9Z1eyuEkEJihIgMBCxkgDHlZgcDYzbaw6NffjTyc0/nLq0J24fVmJhsK9ICBQpEthQJEQlSmmMubBSjFXpWjLnSJJ2aEE+WAVB6C8M7ogiUcKKAunt40LY21YW3PdHx+v/Yjv8hKunRQyFsIQEQmMYzEAUEqc0lKDhBPiwqHqWOBidgAv4yt00zlFfX88sN5OX3oe53t3dXVpamp+f/4B0KyAqBkN0YNGqryyoDtnOYChWpm8vajPX2VW2YYPPhsl4oy3e7BBKOqxnyht15mDDZKxe/Un9NdE4KSz3Um8T612krF3lHEOuJuAcUoNdYFfa5BCrB9w5FXWcc6zcB9KsK1NF2fCAVg04gHVMBXzZ6Vcf+8XPf/2z718+dcQ63JEITKApO/aPEr+J+EzEN/J3CvWOUK9p4coI8d6lzK3/EXUwn/vE3hHsNRHfKPaaRK8J+c10aoJMTYa91tsVeevXrvr+d/510/rXhgd7mUUL+9TMaWfh93DtEIkSJ6oTKkFIEhGSCZIVyY1MNeFLb/dt+enA9v8Sbx4jzn5ZTshYAl9BhEBZokhISSA4VAa/FLDVZTa7zH6ZyTm0T3BnSS6IKDJYbEhwcnCOAf9XjGQ57g+MVE9c3d68/j8mdj4rVp6m/naMvSKWZXDhQBTFJRqWlCgMQVQUsPUAE9MVPG2cc3wRr3rQnANs0DXOAZE6FAxmReCHr3KOtsI2s94u6GwJvT2hs8XqbFGDPVrvjBd0Wk5W1Fdb/HW2iN4e19niOluizhY3LP+itwt6NynuMKVkFFUOO4xusdoh1Dni6pUKRqd4c9B97WatacI27z9JLueYN3SLcyBTn4OSXbUVjYanzp8+8b1v/stzT/4f463ShHdCDNlEvxUHJ6hvRPENf3nxDitLuFCfiXhHkHuI+kdpwIy9wwn3IApZgy6TEJyYMHWdOPTR1//pf76y6rnOzk5ZlpHqF6E51i7OJC2Zs4pUCRESJQSMXgSBSDIRsWuioen0q+Zn/4e4/Tei/hwJ9RASjWMMNhxADoAdEBKDgBmKqIZDAT6hPpHhnVBVnmhsg1WmL1ijHTKEH6NqQDKWVhZyrVBM47LsxeGoezCWuT/yyr/2bHq07+ZH4VA3JkhEGENwOwnTCFYiQHMk4BwgKJE55/iidXkl718szqFQEgI5h8o5HEIt2JAmasEnJap3Rg3ueF635fjN+iqrX+eI6JzxWkcc2jjAwnS5l1qnoPOSoi7TwayimyZHnVescgk6V1y9UsHgFiuG3WlVNSOTnHMsmaf8gx4ILAmgPgdjPSERP7hvz7997f/Ztv7Vif5mFLRSn6o68YwSl4l6RxSgHdOFiRC0r1plweUcWs9aBU7hM3158Y4oswp1j1DPKBzrGabuQeoZot5h2TVAguMoYMWhScE7nnv11KP/9s9PPvlkc3OzrL4wq0aNoGp50NOxxPsHORhFRIwRMYoIEb3j8arz0sbvhV74vzyZW4irncgChjikSKZhjEQqUJHIkBNWjWsLvJZQxCJ3gf0QWHkym41pkfS0GwvbPW3MoQYXBaEIBDlXVFtnAgHV1fNQKkIgdCpOysYz3l2/C676RjxlbaK3FsUDMkFxiAsGWhasCljUyGAIqwF2lzjU8x4el3N8EW968JwDnqLTuhUQy0FEGKpAPqBQKFqmbyluG9E7EjOcI65zxPSO2N84x5hfZ4+qdAQ4R60jDh4uy7zMcI7Rg5nFN03OOo9U5RR1zoR6pRrn0HPOMe+/9+V34AznIJFw+OqVy9/42v96Z8Nrk0MdKDAueUexx5RwDik+i+IZVXzTZXqxZwqU2Wv/QipWVB3N7FPMeY82Zq1CpjmHmXpGqHtI8Q6rtGNEcptEtwmYh39SDEzkXj3/k5/85Nlnn+3u7mbqFbCufeg3hJGIZSInaMwnjnePFabWvfX4+IYfofzdxN1AZDclMmRrk2WI4SGL8I9IEsUSAUMKiiH8CciawbpThhD7wCuYGmVG1AEpVKZZyTTpgGC4sKnOh6onC0YQflS1SSUQg0PG2C+H+1BnTvyzNQNr/6P5k9cDDYUoaBZxFMLOQqQPgiDAshq4FIQsK3bjnGOROAfcVfCQUAu8yYExh5r3mKBQKFKuayluG65zxHX2RJ1d0NsSelu8zh7XdCu3LAG9LQY/2RM6tegdwnIvOodY5yYlHeaUjJLKEZfBLVfbJbgo9UqNTvHGkPvazToTtyFdsQ+kWRcGL++ESqJUWlzy/e9++/WXn7P0teCQDfnMxD9KPSPEYyJuk+I2Ua+Z+izUZyEzFfb1zk+vRVm4Qr1wxvmVu4/TO6Z4xqjbTN2jxAsXqLgGqXMI6j4z8oxirxVP2adcE6dPn/7e9763ZcsWr9cLIHHOoZpRJCiVE2FHx03rgWecrz/q2v1f/uYcKRKWCQTMp5BEFlLDKglFlMWoEomDQacIrquSGjADKdBGSWBFVBPQa5yD3Zoa4WBP7plIKaoNKeMcSFF9bCWQcGAwGJEkKspUChISI3HR3S6mv+9543uTbz0yVvR+2NNBZBGe/BCyAxPwtYHoHSt445xjKXAO4BvAPqY5x1QoUqFrKW4frHPEDWAZKjZMCA0TYCLaYheut1vPljXqRkMNEwn4Cbxa1GITjcu+SI1OWtFm+Sz9+u0hT5MT6ydRg01iV9psl6sHvLnlhrFx7reyQp9JzBMjOVsKC5Y8ODT41JNP/Oonj7TqylFgDEwsPcMEFBCjstcSmhiK2EaQ14Q8I9Rnxl4z9liQf7K1qqi2OCMwPoCn7KLXTPxj2GcBC02vCXtHlMAY9o5i7yj1mrF7FIQlvjHkNqlUwErco8Q9CpQCPs3EA5/IPQL0wmuGxl4Ldo0A0VEdZHBg3GfpuZF7YbRLLwfGkG+UBMZYe+IdI14r9pjBmcVrVlUnZuoaIu5hMN3wmSXPKA5NTva16EqyLO162QlnIV4z8piIF5gHUSU62DNKPKPEDRdC/FbHWO/eHW9965v/nJaRnhAlGVY6eNkGUb2avwmpb+vL5k4BeQJ7Ds68i2mKDNW+Xo0JCmIIeFCyL0xODJcMee+AM6AYCoxi3eWxD57ofePb7nNrxIEqJeqjEiaQ4QpJVABU1FyBmGCkyEiNBwqKlJnTAn9Ts2GpL4J3cI4ZTQvbzTxlFdURYDp8GMhAVHUgy84HcerVeKVYBI9cJOMocY+g2itju57o2PCI/9zrZLBKibkohghjBDK9UYlQRQRLUgS+LFgCPsKKjBRJBnNXaApILENl2tw5Bwub0d7e3trayjxc2B5WTw4equ35ouX87+xP9o9tbW3VgnYkH9LR0aH9xGKGapHEmKttcifJB95T/QHrVpicg8UzBu8/9VZWsyGCnCNUrmsqahups4v6yYTBJtRNJoyT8XpbvNEhFHVYT5c31piDxskY+6luMqGbTOhsQp0daIcayiJmmIjpJmN19kSdQ6yzi3U2VhIGW8JoEyDghy1htAvM8tQIO/9WDLZEnZ21TNSBgSr8BBX7dBvoVjVZNdpiRlvcaBPr7DGdPVw3KdZNJvS2KcNErH5CrJ2YqrNFjWwAMAaBdaWdC04EOwV1eFKdTTK6SGn76JFrxbeGXA0uudYmGcF5B660wSFWDbozK+rMnHMsm4XkHgeqeX9qBgoYY5/fv3v3zu/82z9fO39cDE0i/6jiGwGNQ8BM3KOhicHcCyczznwWdQ0gzzACPmHG7rGw3Xxsz/sbX37G3Nsc802I/jHJaxG9ZnBvCYxi34jkA5qCvUAOiM8iu02S24T9YzRgjduGqQekF5JrhLhNxAdsg0kaJI8JuUdk9wiwE5UEyJ4R2TeKI47Ohqrn//jr4qwzKDwh+UYlEEuYSGhCcpqxdwJ5zAgkImbkHEauYeoept4RFBgVfSbJZxGC4221N7ate7n4yknBZ5a8JuK3YK8Zec3YZyE+CwXCNEY8Zuq1JByDyD0shcaGuuv+/Iff/vuvft7Y2qZm2oXlDZKFQd4wDKYJsDQuk+1LOQckh0CYqTyAc0C+eBHMWWSKRYgPR2kk7Oq+eaH+zR9Nvf4d6doaZM0jso8FF4cQz0QWaYJg1Vp/MVCRCUlA7i6ZRq2y8Vx0/xOWV/9345GXHYN6SmUWIx1SsyBM4xhLEPEjQTHYnJAYAcdaUaIJkSYkBUJ7zGh+FuNK7uOcc+QcyXG6tPjobAlnbIMF0Wpvb29ubmZLPmvGyAFrqXVy17W/ra2tpaWltbW1paWlubm5q6trdhT29vZ2FsaDdd7R0cFO19ra2tzczH5lIUTvn3Z8FZwDLI6Qoj4YppWGwPNRaCpYrm9UfWVlPaz0oFsx2OJGe7zBKRR2Wk9VNN62BA1MtwJql4TeIeocos4Wr5sAB9pGh9ioenzo7BCrVAcqGEFvE/STiTogMYm6ybh+IqafiNXZYgZbzGCPJ5c6NeZpnbpTb4/r7XGjLa63RWttUcNkFOoOaG+E/VGVdoh6R6TWGaybFKFzZ6h+Mt40ITe44zrblG4ypneIUOwCUBm1WzhWrajqIUENaCbp7ZLBTa53mA5nFN0adjW45Vq7ZHAI7ErrnWKlqlsxc93KffzJL+lDkzkHk3bIslx5s+JHj3z37fVrfNZB2WvB7iFFta8k3mEaHPeO9+96+80Pt64LOfqwdxB2+i3UPx6dHDzw3uY3Vz012t2AI07RPxa1DQQtXYGxrqgTPEFEv1kMWCLO4ahjOO4YDk0OhJ0jgsskecwR+1BovD/uNIluM/aPy16L7LeGbINec1fA2ptwj5LAOPZZSWBCdpsjzqGgtTvstvS06Z7+w68KM89LIZsUsIre0ZClK2juikwMi04r9ltF9zDxm4E3uEwKiFuGBfdgyN7nm+ib8o011d5Y/+oLRWmn46FxwWuJu0yhiX6/pXvKNih6x2TXKHKbkMqBVNGLhfjMJGy/UZT1T1/7/9774AO3P6A6fUKIbwKvykh1+Vk+nOPv35jstV5SMAKXUlmNB0pliGmkpqmKYWk03pcTP/Z0+NX/u3/nnyY7dGFQmIBNqJrEVUSKBFwDvGJF0GAsxgYvl8AG45REZBoLu4ZteYdsf/1XaeM3I/nvCK4WguJYBsFIVAEXGoQkCRGB0hilEliNKGBvgpnhjioEWYaCjrlzDo03aKHDNDkHW/u1eGLJ3IIJKrRjtZ9mVzSJBTukublZiw+m5WHRMqFo5CM5pogmX2GBRO/KbOa+c3lxjtsTMZ1DNLokoy1hmIgaJqJ14xG9PQaMQbXzUO1CQOABEhEQRQhGNwKmYhemCQFwAlUiwuKZznxl4U1B4mJnvEHU2QSdfboAlYGfcK0jUeOK6uxEb5NrbUHDZEJnEfT2SJ0TGM/0WYBzQJnmK8mcg5ESB+cci/EoXDrnVE3xYJXQ5Bx+v3/zhjd+/qNHq0pyBf8k8owq/lHm7oFcQzQ47rL0fPT+5p3vbAjaeohviEJwDjPxjSUcw4d3vr1+9dMj3fUx31jDrcKzB3ec+GjbiX3vnv9s72B7LQrbbCOtZTkXi6+dKc04e/LT7acP7W6qKmipLrp47OODO7ZkpB6y9jRKgYnAeP/tkozTKTuPf/J+yq63ci4dn+hrlrxjUmCyu+7G2cO7Tu7/4Nr5Y9lpZ576w6+Lcy+LUw7fRH9lweWzn24/+fF75w7urcxJ84x2YL8FJCueUcVjpr7RhKO/tTr/7NHdR/a9l37p+NWzxzesWV107VzUb/WO9ZZknD3xyQcnP/ngTMou3fXMmNOE/VbsHwMtj89C3KOyawQFJ2MB+/p1f/3Zv/+0uqYGDCIh464M2dDBMJGi6fVp6czwrJGwt62k3dOvX58PgAE6FQxKBQlyooFkA7JEgEICETlBgrZoS37foRf73/xeOOUp2l1E5ZCIiCghjDAikL4VkspDcjyC5RhBi5PQBBMqw8wIlMQQhEIPIe8QKT3s3fZY64bvj2XtkC16GvciIgchBS78FWBEJUQFVbwD2V0Y5wAFjqRAMpnlZzg8R87BVn22YDPVBss+293draWh1ZZ/TRDS0tKi1VlltuhCIx9MwqHpbpIP1NowMsGUO52dnRoXYTSFcRTWRiNAcycZd7RcXpxD5xBqIYxH3DgZN05E6ydjjY5EnT2qm4yC8MMBAgb9pFpsgsEh104KtTYoui+OmM5+0tnFpDaSzibCUeqB8JNaqbXjGpVz1NiJzibX2cOGSdFow7UTkKNO7xBrQRIDshZQykCZFpMY7HEYGBRmACtyOUfS0/ehrDK2oXGO+nrjTx799vatbzpNvWjKCS/6nmEw5vCOEL8Z+ce9E0N7P9iyY9vGkB04B/EOq0qQsbht6MCHm9a99Kfhvqbxkfad29a9++aqwisnLp349JXnnvj4wy0+27Cpr/nt9S8/9X9+cfzTnRdPfPr6qidX/fm3e99bf/boR5/u2Lr6T7+7ciol5Jtor696Z8Mru95dX5x98UTK7lVP/9eFE5/6J4etfa3vvfnKlteezbzwWW7a2Q/f3fiLnz1SmHclFLTlXTv32vNPnNj3QXnWxdOf7nntmSfTUw+I3lHkt8iuEXDx9Y8NNt3cuuaZrW+8mJ9xLvva2TfXvPzHx39bmHU57B3PvHhi9dOPH/7o/aJr51J2vrPl1WduFabF3aOS10I8ZsU7XbDXKkW81eVFP/7BIx+8/67LaQe3YiwrkHYMsoKAodgS3+bGOVjoiilFiROqYITBKlMUiCSR2JRvzFyZMbH5D8G1/xY7/4Y0WkNlN4Is84qaJlYSiSgokqAoSDXVlGhIVqYWBRWkQAwQDBqwOCZTAhXiioLDYVFfFt3xmOf1fzEffWyyM1+Qwg5FCYAqBYKwKwJVIMefaskCknCquuUKajiQFc452HLOlvb6+nqdTldbW1tTU3P79u26urr6+vq2tjaWnJapNu7gHMk04o4FXuMiTJJRU1OTmZlZW1vLeMwdfKWjo6OqqiotLU2n0yXToLy8vKtXr9bU1DBWNPsU97RneXGOWnsC8r1NxhvtQqMtXj8RbbInGl0Jgz0Ghqh2UKYYJuIGJp+wSTq1GJxIb4e63i7PLjq7rHPI8DlT0dtB2VGrHltrk2rVY3V2ucZBa5xijStebSe3JyWjPWq0I92EbLTH9LaoKudI4hyOOIT50nQrUOecY1EegUvvpJpuhYWaiMfje3bv+tG3/6m6KBP5J0Gx4rWAAalriHpMNDiW8Jh9tuEd2zZs37ZhytmLfMPIN0L8FiU4GXeYPt2+5Y2X/zLc1+yyDdXeKGiqLfNaByz97Xs/fOelZ5/s62gYGWhbv/bFl194sq/T6HGYzp/89Pf/+eNzJ/YHvGMjvU1vv/nqu5vWOMeHLEOdN0tz2xprbGMDQ73N6/763Nb1r44Ndt4ozPzT735Rlns56p8I+yavXT37m1/+JD/n6nB/2/q/Prfz7Tc844NyyDkx1PPh1g1rn/+929ROQpMYXF2syDdWdOXES089Vpx7ORZyBr221BOHn3j8Pwuyrwz2NK57+S87390w0tMUdJp7GmvefOmpHZvXuMw9cmAceUygPHKbqMtEPGMoYPdMjK556fnf/uoXRoMeIQnejsk051j6lGPa71S9Fe8q4WA7IQUaFWWBYJESTMC7lcpYniCWivClTb0bfzby7uOxmxcVlxmLYYlKIhhtCFSMUBGytamcQw3viRUEKhl5Ue59TGVE4xAdBExLZYzVvHIYi5EQ6W4InP2oY+Mvh/f+Cuk+FYJDUiKAhTgV1Uz3IKIBWY+qMiNqHBDVtXcZ2evMID5HOQdb9RmTYJqUCxcubN68ecOGDVu3bt2wYcOWLVvefffdc+fO6fX6rq4uzaSDSSM06sD60SQid5CArq4uplIpLi7evn17UVFRV1dXshxF07ZkZGS89957BQUFnZ2drLfMzMz169d/+umnRqNRGyfLlKt93nG6v/91eXEOiEbqEOpsIORotMVanIlmZ6Ie1v5ogyvR6BKMtmj9ZLzeIejssZrxCNhGmILV5ilIHWcTDHZRK2Bwqn4FfYpj2hdG5xQNdqF+UtRBD5DbRW9LQPxTEF2ItQ6sAyYRqXUSvUM2jPl1loh+QjROhBqdUZ0tpkZTFfQg1VAJh8o5oM6+qiYjakAzgcs5Zv40H8r/tUjeatRRNDY29sMfPPrXZ59wDHXQkB15zNg3FncNEZ8ZvEh8o5Lf6h4f2Lt964fvbQo6enHAhPyjsndU9lqjDtOBD99e9/Izw30tAc9YbWXR0f07jx3YffTTPWtfeWHVs3/q6WgcHmjfsuGv+/a8NxWYjIadZYVpm99YZbhdIia8Nkvvxzve2bj2JfNAh318qDg//fCB3ccOf/zZoY+eferxjeteHu5pSb9w8sn/+mVXQ3U8aBcTwfZW4x9//5/Xi7JbG2pWPfV4+tmj8aA9EbDH/M7zxw8/+/tfmDv0sh+sQLB3DPutl47sXbf6qZ62unjYHQ97b/7/7L33e1NXvi7+/SPub9/nPOfeU2cyZyaTzExOJnXSCARIgFBCMw7Y2GAMGLDBGFPdC6bYFGOqwRgwtjE27k2Se5Hc1SWrd8mqu+vOZy2zcQjJOAyTk+Syn/3IW1tLe+3mvV59Pu/nfWsrN65bdbfsSltT1eefvhsTufp0ztHTOUdPph+K3fjlge1fS4cEpGuatikAdlgUnFXJWJW0VRt0mUsKC958/fclxRcCAR/OTKEgBxL1ft4b6akaIv4t5tnMrS3CPfB48Qd2iMtFsAbGN1/5LcLv+V0p6AAAIABJREFUfIJgg1yA4UKQUyFZliCDFkVjz9mIyS3/4T/8CdV9npkxsCQY8wRZNgTWPH6O9rHUDMP6CfB9hZwT2EwAzxamubs9dxl3++01T3bnW1+f+xF/ZuaufLxMcZwvxBBB0P3iWJpiWTLEgYMt56dYpYwsy9Tv/a/evb8aeXjaoxvl/J4wxUCdDVRCU0hgHTTWOVQcg9RBnkaVuKNv7zy/V/zC4136xl/8xX/o6zwxB0/MHBgYGB4e7urqOnDgwGeffZaYmJifn5+RkXH06NENGzYsXLgwKytrcHBQIpGIxWIcb+jr6+MZpjgtIkYThgISNA0PD+P8yMjIyMDAQG9vb3Nzc09Pz9DQEJ9DwVEWiUTS19fX1dXV0tLS3d2NEcng4ODJkycLCws7OztxoAV/kf8UfxeDjLmZGj6C8m388RTm4G/RF3I5OFTnBCIy4GoM5HIWFXrD/wHikD5s77rfr+g0zJtDaoBAQtu0V6Tzdem89/vlWbfqDhbfOXjpbl5Fc+WwqtsU6DEEBdNeoTkkMgWbFY68++2FtT0dGl+PkewyEF1GNJsIoRHmLvQqMBM9BqJbT3SYiTaNt03matF5243BbgPRZaK6LFSXiRDoQ20QJvGLjDOdVrZ12nuyvDa7rBHYrFpHt8EjMAVR6UqoE0iv/k4jhF46jYEOFIOZu9BuCL7EHC/kBvu5bgQ//zDyoCjqzp07//K///lS3hHComAdKqgatSjCVmxQoiBMUsZtsE5PHkvedXh/vM04GXJpQw4t5dQzLqPPpE47tDdmy7qp8YGm+spVKxZnpaW2NdUKWuuPp+5fv3qZeEA0OT6QEB+Vl3Uk6DEFXPqGmrLkvVt7Oh/SAbNBNXI8Ze/eHVE6xVjJhYK1q5YUnc7qbKsTtj+K2bJud9xm6UjfzctFKxZ/NCxqIjwmyu8Y7OlctviT6orS/q6WiFVLrp/PpzymkNMQsBvP5Wet+/xD9VAnZp4C5rBPl+Qd37pxxVBvC+G3hby2uuqKDWu+vIcwxxcL3ztxaE99dVnDg9uN1WUdjypGhI0zBhnkVqA6V8lZERfVIuesKtZlGOlqW/rR+7u3x1iMJhifYFwC1/W/57GFYR82H8eBE5oGXio/oY6AfIMn/BYnxX7I/fdszAHj6uMtwxJBssGQjw36WIJi6JBZ7qo+E4h81Rn5G1vpXr9JTLEBIkyD8gZ8DeIYIWSaxgDbdDaZEaBpu8djt5idZpPT6XS73S6Xy+l02u12l8vl8/mUSuXY2Jjf72cYUOV6gt4eHxvOWOFX/qh5TbbHrVgaqCMw0TTtRRPUpCBfvhDUMZNQEkshKiyq4AUND0j90GGXk+6v0R5Z4Yz8p5mT6zziBirgYtgAxQUpSCdBLRKD5E5BWZ0jv319caf8nj8lUwtdoI7w7vF7PpuJ+1EkXuaJOeYOyWKxWCQSHTx4cPPmzY8ePZJKpePj42NjY83NzZs2bfrqq68EAsHo6Ghra2teXl5iYuK+ffuOHj1aVVXV19fX09NTUlJSUFBw/vz5Q4cOJSQklJaWVlVV5ebm7tq1Kzk5uba2dnBwsLGxMSsrq76+fnBwsLa2Njs7e//+/YcOHcrNza2vrx8aGqqoqMjOzq6rqxOLxc3Nzbm5ufHx8fv27UtLS7t79+7g4GBPT8+lS5fOnTt36dKl1NTUnTt3ZmZmtrS08JyPPjR9F+YYGhr6MTAHQ0OIEGrL4R9l9l+MpVxu54M24f1+hcA4f8wBQ7jIEBRoPGcr25fFHYw8lJNaXJ5yoWz13mMrdx++3jLQbwiINK5OlbVdYW6e1N1qH6wQjfZpXQM6b9uE8ZFE0zxh6NZ5eg3eDqVNoLS2Ksx1E9rOScPAtLtBZTpb2XTk1LUqsbzX7O1VO5ompmskCpHS2q1xCQ2BXr2nQ6qrmTTXjqkTjufEZxS2yh1ivVMg09VIlPXjBqHWIzL42jWuFqW9VeVqkNnadF6BKfgSc/yQ5/P/A235p6HP5zty5Mhrr/62q/4O69ICMxQwhzxskXEglqVgbSrWbbBoxo/u35GaGGeaHvPaVTNmhc+s8plUXqMqI3Vf9KbV4+Ku82ezly78QDIoCnpsU5K+hO1bViz+eKinfXKkd298VH5masht8DumH1XeSNm7taetmvIZDQpx+qG9mUeSVBODB/bE7toeOTXaG/BaxH3t61ctifn6K6mkB3IrC/9y//o5v13jMKqunD/1/puv3b99RTk5uHfbpkMJW82qUcptUI8PHdgZuy1imU0+hHIras6upa2ayitn1y37pPruFb/L4LJock6kLl3wl8qyq/LxvuiILzMO7zNrJiiv1aaZFDbcl/Z3BAFeTLOgPgIiIgwidkC0wzFt0Uztjd28ZvnnI2IxOoEQiIdfMI9/zeMbhx/E53Mf8WgDD2N4WOJhx1OjL75qeKjDA/Z8ukBtnsYcyOkSPRAhn0DDOMtQyDmFDNKBUMjKTPdZ7mT0xr2nSFhA3c8J67rDlItlKDAwAZIoIC5gtUDqAhFpOVDwCDGcUq0vuXwl7XjKyewTOTk5ubm5WVlZOTk5mZmZJ0+ebGhouHbtWlZWltVq5UEDhlAYMYCs6GMwgdfMPTP4DLAsi01w8NlzuVw1NTW3b9+22+1IWB1VpbBUmKEQOwNIoeC9wpBQv8jQbDDAzejZ0UbX2dihnW+L09d6Oq5z9kmaDlAsZJYoBizo4OQDP5j4NubAUInfYf6KYHiBb4AwyI/BxEMTHqnM+6o9f8P5Yw4+PIDjHCkpKV9//XV1dfXk5KRYLB4fH29sbIyMjIyIiBCi6eDBg6tXrz5x4sTJkye3b98eHR1dUVHR39+/a9eupUuXJiQkpKenR0ZGLl68OC4uLjU19dChQ4sXL963b19vb29paenSpUtLS0tbW1t37NixefPmM2fOZGZm7tixIzs7u7u7+8yZM59++immdCQlJa1evRrfNjExMZs3b66urhYKhXFxcUuWLElJScnJyYmLi/viiy8yMzO7urr4mAqPP+YiKj4WMjQ09ODBg7t37zocjmde2ec/6cACgmI2sBZiSJYGXyHkKQGog2Uop8v5sKOrakDVoSfmWSvbpvN1GPzdplBlv2LtvrQth/MfipU9hhmR1nlLIF6VcDgyOaterL3woH3/mZKDRVcLKxtP36k9V9HYJTffaurbl31+Z8bZhJzzRVWtPdOuK43dKWevHrpQGpd9dntq7p2W/lt9I2v3pC5cHZ1z52HdmPr83fp9uefjMk7vySy8LxrpMvjud0uScs5sTi/cX3h1fezu+LRTQq3zTrNoX/aZXbnn4rPPZ1yvEmhc9/qkKcXluwuuHr3+oF3nFRgR5oD4B0Q+XsY5/p6b6hfyXfxTjGVZk8m0evXqZV8sNcr6aLcWxLvsSqj4QGkFhDmUlE1rUY+lpexau3xBUf7RC6dOFJ9Ku5h3rPLaed3EUP6x5JiIVdLR3prK0hWLP8o8sv/mpcILBRnJu7au/OyDgvRDnfWVybuiT2UcCjq0Qbf+0d0rh3Zv7m+rZgJmo3Qw+9DenCOJZvVYMaKdnsxIuXYh/2zu0e2b16xb/mlZyRmJqDl1d8yOiOWXCo6XXiw4uDvmgzdfvXfjos+mrbtzJX7TijNp++9fLzyVlrJt0+o7l0+SwCFVMxYlZ9eydo2styUxduOOLV9dOZd79Vx+fNT6rz7/pLrsss8+fedqUWzEylMZh8pLzp46cTA5LrKr/l4IUkuPNU+RdhmuYaGsCr9Dd70w/+N3/1xTXY1+vkAGAalufoNj+EMxB9Y2xeMu/sXMMAxBEKFQiF8ZCARsNhtJkjgWwo9q874dn8YcEJQAwSIQaobfZAwRZgiWppEcrU8/0TR5eo09+l+8h/7sHrhDee0sIjlA5oEEzBFCLhJhmgqDgxsVZlkSUjNhkuI0Cv21S5fT0/bl5qTs2bNnwYIFq1atOoGmrKys5ubmycnJoaEhfHRzB2k8QuMDpEA3HSYeHOO3JIQqng6N6HS6gwcPRkdHK5VKNMADrxXVu6KKE44B6dQwS7NIlhrMkykODprx6xXu8iTP7v/QxP966s5ht9UYoukAnHSSYwnoEUghz4hz8HgCL/BgAoPFpzATfxT8tZv3VXv+hs+HObq7u5OTk5ctW3b48OGzZ8+ePn26oKBgx44dy5cvz87Olkgkt27dWrFiRUpKSkNDQ3t7e2Fh4RdffHH48OGurq74+PilS5deu3ZtcHCwpKTkrbfe2rNnT1tb28DAQHx8/KpVqxobG8vKyhYvXlxaWvrgwYMVK1ZERkZWV1d3dXU1NDTU1NQMDg4WFBR89tln19H0+eefnzhxAidTysvL165de/jwYYFAEBsbu2TJkhs3boyMjFRVVW3YsGHbtm2tra1zWa5z5UN45IEVR3Cc486dO9jL/sXCDow5KJq0WU3S8VGDXh8IBrF3JmAOt7O2s7tqQDX/3EqnMdhhDAj13ot1omXbky/UdIitwR69e8DsGzD7Mm9ULdu672Zj/4GCkk8jYw6fu3yzWbjjaPb+nKK7Lb3R+0/syzhT1tSVeuZKxL5jt9sG8m9Vf7Aqck9u4YW61q2JxxPTT9/sGYrYezhy24G7vZK73eJjBSXn7taV1LZ9Gb0rKaewYVyTUnB+bWx8fmVj5o37S1du2JNx6tGoevPu5PgjmTdau7OuVyzesutSnaC0beCjTfHrD2YX1Yk6dT7hLOYIgMQIqIq9zK08///yL+SbeDDjOE4ikbz77ruJexP85knGBZqhUJBiU0FaAeiTQOlgHZqASd7xsOxc7pFz+UfOnzxakn/sYtahqpIzdpm4o/pW5dWzFqXEbZyquVWck5pwIedwc8UNxaDg4c3im0W5w+0Pm+9d7X50j7KpKbtG1tfcdLfEMNbFODUz2nHhw9vCmtsBo8woHSgvPllwIqk4/1hXY4W0v628+GT1tSKrfFjR336rKP1c5oF7V84I6ytuXjw5LHjEuqa9uomeR+WlZ09cyE65UZQtarjv1owgdVEgkILgmFVNmBSjgkeXC04UZqbcv1bY21RZe/PCqKiesCnduon2mluXT6UVZRwszj3SU3/POz3BOjWMBYTeOYsibAEFVdYq4xwKFizvNe0P77z1h9/lZGUHSQqkOgFzwO+aubfFc2AOfliiadrhcLS1tZWUlJw/f76urk6j0TAMI5fLKysrtVrt3BAIBo5zu/7u5acxB2AmGAMpjqUgB0EHw1SAI/yc004/KtClLhvZ/qbs0n5SKeRCdpoLBDk/CGexoJEFIzLkf0CkhGGBCoF9UxgwMwlQhNfjtNutZovJ1NjYuHLlytTUVK1Wa0OT1+u12WxarTYQCASDQYPBYLPZAoFAf3//w4cPR0ZGAoEAPhs82ai5ubmmpmZgYGBmZgYfPg/F8Ciu1+uTk5OjoqJ0Oh3CHFgjnQ6TQMmgOC6IhEcZFOmGSlq86xwbZHyUSxFov6dPWS7e/BvvxWh2qpYJOQmOJliSY0GvHaOib59YPkA1MzODh0yTycQwDEmSIyMjLS0tVquVj0vxjfGab2/tha95bsxx8ODBzz77LCYmJjk5OS4ubuHChatXr75w4YJAIBgcHMzPz1+wYMGKFSuioqKio6PXr1///vvv79y5s7W1dc+ePVu2bGlpaZFKpeXl5Z988kl+fr5YLB4ZGTl+/PhXX3316NGj27dvf/HFF6WlpT09PUeOHFmyZMn69ev37dtXXFyMEzcnT55cvHjx5cuXT506tXLlyvLy8vHx8aGhodbW1qioqB07djQ1NcXHx0dHRzc3N+O8T0xMDO6XVxvjQxo82uAXcG7l4cOHlZWVLpeL/1d9UQsMyxI0y9BUX5dgV9y2+Lgdl0qu9vb1WS1WliGdbmdVS+cP4nO06XxIKH2msLpjze4jt1oHBw3e7mlnr97Vo3ddrGn/Mibxak1nUu75rw8cbhuTi2TauMMZSVmnC67f+/DLjdtS0rMv3d6WmvXRmi051ypOllavjUu82SyUOH0ni8s2xCVdbBPEHkpPTs1rU+o7lPri2w/TL9w4ev7ap6sjNu7aX9bZH3foRObpcwKDq1WmS0hM3ZNx6sKjzmURMaV1rUNWX+eU7uvEI/vzL1yp7VwRd+B8TeeAJYjkxaB0tgMEx2YrZl/yOV74//jPaYP4Hww//hoaGt58881LxRcol4p1qVm7kjJLAWpYgT7J2dWUWU5bFSGzPGRVBqxKn1UecmmCZjlhUREmOQO1IRrSqQ1Z5QGrgvIZg1ZlyKqg3QbKpgmZlKRjmrKpSAsU3LIOCDwwDjWFpEgpi5x1aGiLErZgVtAODeXQQC8WOWFTMQ4NCQJfStKiZGwqyiYPmqdCViXt1JGu6aBFDoKhDhXtVIXMUwEjKHqRrmnWqaHN8rAd4hyMWcHZNKxdTSN11JBVSdpBZhS6syoYlyZgltFOLWFVBoxS2LJVxTi0hFkGgqQ2NNtVjF3B2uXgeu9UcS6tWNj44dtvbI/d7pzxYcwBgQ40As99bM3/bsCjER5fWZadmZm5fv36gQMHLl26VFFRkZqampycLBaL7Xb7xMREMBjEqQd+VJ53R8/AHBDoAFcUkkZaGhzlJ6waSVVpZ8yfzLvep8tTaYuEY7wclIGEgpzfQxE+GqQ6WFTlgY6aYsIgGQanggsD9uL8HOtj6BBLczRJ9/T0rFu3Licnx+124yBNIBAoKirauXOnyWRSKBRJSUkpKSkZGRmJiYmRkZGrV6/Oycmx2Wwsy7rd7vLy8tjY2G3btm3fvj0yMjIpKWlkZIQ/dnzCGYbRarXJyclbtmxRqVQIlLBA36NpMJ2FkAUX4MJYjB2SMgwTYhgCzSEkOcr6vOxQZSjji4mof2tPX60dbAoG3CQTYig3RQXBh+5pCikEWjAWYRhmcnJy5cqVr7322pkzZ9xoKiwsXLNmzdDQEIUmv9+PiSw4iPWMzc37Kj6z4dwbj19+PszR1dWVnJwcERFx+/bt4eHhjo6Ow4cPr127tri4eBRN2dnZS5cujY+PP3nyZH5+fnZ2dl5eXnl5uUAg2LlzZ0xMTFNT0+TkZHl5+aJFi86dOzc0NDQyMpKWlrZmzZoHDx7cunXr888/v3LlytjYWF9f3/379/Pz86Ojo3HypbOz8+zZswsXLrx69eqpU6fWrFlz9+7diYkJsVjc3t4eGxsbFxfX2tq6c+fO6OjolpaW8fHxjo6O7du3b9myBcc55gp78DiDX8BZJLFYXFdXd/78+ba2NhwO4bNLf/9C/8Bg7+Dw8NDA9cvFH7739n/+23/87tU/vPve++vWri08U9DX31vTJnowrGmbhvKQeemQotxEtylY0ti7dGti7o0HEkugz+DuM7i7tPbUouurt+2vaB/en3c+Pi2nW6FrH5NvT03bk5afW1K28KstMQeOHzpZvC/z7MGC4roBaXrx7YTjeY+GJgat7tMl5Zt3pxQ1t287lJ58KLdFrs2/Ux2xPelATuG5+3Ub4/Zu3Jl0pVEQs//w2ZLrXZaZbp390JGs5Lxz52rbl66PeiAclDhC3UrTrqM5ezJOXXnYvjk5s1ww0qObQYrms0eHpFRBnewl5njmP+//Kyv5BxPDMOXl5W+++ebDmirWq6VBikNJgyWsEpeJcmYwHwGNLDTTdjXpAB1xxgr65axdTenGOLsCZDxcKtI8ydhkjGUKPOGAdwkK4thRBWxNTFKEYxQgDwocVSVrlEJHqC/QPndpYLNo5hCVlTJJIeSA29hBUZSxK0iLgoFaVohAkKYJ1i5lbVOMW01Y5SS/81YlZ5SHLSrWCormINNuU7J2FXzLogB9dJOUcgCOoawyxq6iYGtKwEBODYtiPIxRyplhZhwq1qFgLFOsQ8G61AqJaNWyRWtWrzHZHKB1icIFEICfM+HTO8+bCTfGP9xZlpXJZImJiVlZWTqdjiAIg8HQ19c3PT0tlUrv3r2r0+lwP5giMM8uULNnYw5ACywRJr00MWOfljrOrvJE/y9J2lpz3yPK6+DIAAdyoixIjYJZPCSqg1wwECYDiCIBuSUEOEjQKgmHg2SYJIHzwVEEx/kpuqura82aNenp6W63G4/Tfr8/LS1t1apVGo1GKpVGRkb+6U9/KioqkslkOp0uPz//vffeu3fvXiAQqK6uXrRo0YkTJ3Q6nc1mwyGT3bt3O51OHN7gX6enp1NSUqKiojQaDQo7QakAqJCCkRtSFAUfFYrhmABLEBwJFTkUAapnTDjEMAGQQAtQVpn1Zsb0tj87dv3Rdj8paBlm2BDBhQPAl336TOPzj6+dSqVat27dq6++umTJkvr6er/ff/78+fXr1+P8UVtb29GjR3fv3p2RkdHe3h4MBl+4TSD/7zx3Yf6Ygx+SMYf0wIEDmzdvrqmpGUFTXV1dVFTUunXr7t+/Pz4+fvXq1a+++iovLw/XuQiFwurq6u7u7t7e3ri4uI0bN9bX12PMsWDBgoKCAhxXOHbs2IYNGxoaGsrKyj7//PMbN250dHRgpDI8PNzZ2ZmQkLB06dKqqqozZ84sWbLk+vXr165dW7Zs2YkTJ3CkpLy8fM2aNSkpKe3t7TjO0dTUNDIy0tzcHBsbGxUV1dzcjEt5sdT6MzmkfG6ltrb2woULQqFQLBZLXugklkgGJaNi8fCNK5c+ev+dP/z+9U8WfLb6q7X79u6rvHdnYmKsukVQNaCcf24F8zlEBt+jMd3OzHNfbE0sedhZL1Y8GpafvVe/fFvi4dNXhRP6PZmntx3PHDBYOidVW5OPH8g+e6ni0cqo3cfPwKcPukZvNfcK5KbMK3e3H8qqGRgfcYdOFd+J2XvsWs9g/LH8nQnHq4Yn4rJPR+0+XNE+8HBgYmNswprondeaRfGpabuSDlVIZGWCgY2R23alnyrtGlm5ZefRs1fqxtS3GgVrouJPX7tT+qgzNjWnomt80EKJwPMFZElBlF2P5FBNL3VIn36G/ILfz8ox8KoMMPighxPLMkQoWHy+6O0332hpqGW9WsqmoO3A55jFHIjbwdqVhBkGZgbpdnBONWUD7QrKIgOtT4ssjLIPlEUKXBCnirGCRCkQQcCwDQpAwnYVGKch6AAVMQhwgOIWWslAQAXZqtlV4JDiUHE2BWNHelxgCKeiQd0L6YVYZWAXh9DGrCubVco5lbRlirCCixsFO6ngQEVUyZplHN8SmaoA7HCoWIucMks5mwJMXpzgD8cipxXkOaeibUqkh6aEnYTzoECfKsC0xSajHCqDfDhq4+rPFn6q1k4Dw4EBjY5QMGg0GkdHR81mM//zd563FB69MJJgGMblcl24cGH79u35+fm1tbVjY2MOh4NhmO7u7iNHjoyPjyMCBm6OSkfm1w3Uf7I0uLbNGreBzxlYkgDVjQoTJmKiUXp6Z/+O172Fa7mp+nDAzlIEDNAEEWYJhiYQwYKjaZpkSIpjyDDsA3BBENigsX83zYIUF0szqOyDoGmRSLRu3br09HSXy4WJn36/PycnZ82aNVqtViqVbty4ccOGDTgnwjDM6Ojo8uXLjx49arfb8Y/jsbExPJR6PJ7c3NxPP/10dHQUnwQcMGBZdnp6GldbaLXax6cGRM1DsCvISA7qVYC3AjRSOGiaISiOAg4sydJUmGYYgqNmOONEqO6i9MDiwdhXHBWpjFNJsxQu/X3qNGP8hPuSy+URERGbNm36+uuvY2NjdTrd5cuXN27cKBaL+/r6li9fvnXr1pycnKioqBUrVohEIpwRwweFuSl/Z+SD4ziDwTAxMeFwOAiC4NNPSqWysrKyq6uLV7/g4cVTC3iEFovFQqEQn0ksoYGbXb16dfXq1QkJCV1dXUKhMCkpaf369enp6YWFhXv37o2Pj/8rOuzr60tISFi/fn1dXd3c3Mrw8PDY2NjRo0cjIyPb2tr+Gj7BmKOysnLLli3bt28/e/ZsQUHB5s2bY2JiGhsbT506hTFHZ2fnnj17Vq1alZeXd+bMmW3btm3atKmmpgZzSGNjY3FApa2tLTY2Foc9RkZGnhIre+ow8VuxWFxTU1NRUeFyuXDMbPaeeRF/GJYFQwSakgz2ZacfP1NwuqGxZXxy0uFwsAzp8rgetndVD/4QPgfIjPq6jMEuQ+Buj3R3bsnm1JO7cotjTpzZcqQg+dytxjGdQG4/fKHsQOFVocbWOqXfl38pveRu04imoKwuIjF9X97lXVkXjpdUNIzpz1a27c46Xz0gG7CGisobk/Ov3B9Rnrxdv2nXsbx79aeqWrYdPrk76/zBopsppy5F7j9e9LDt3P36zYlHNqcV7C+6FrXv6NHi261qe+71yoj9aXE553dkFG4/VtA6MV3WIU48fe1en6zHTALgmIs5kAr7yzjHU8+QX/BbKAzHlRV4iYEyQszCo70eV27asY/efbOvoyns1eFCWYwGwhDtkHN2OQvJBeRfj7zpIekAb5WcXR62g6HJbEuLjLYqKAwgbEoWm8Qi/zaIcCCvV+zWBoYmJhThAHFxsHBDXrLgXgt1Io+/yFkVtFlGYesTm5IAcKAEwAGutnLWPIUXoLrEqqBBR0TN2NScXQXbB8NYOWudom0yziZn7AqktwGcDNYqZc3jnEXKy4x+z8Jj5CTnQJJVzjg1Fs1YfPSGv7zzhkQidrs9KpWmo6Pjxo0bO3fujIiIaGpqIkkSM0BJksSh9fm8wlj+uL3JZKqrqyssLExPTz9w4MC5c+eUSmVfX9/x48cnJiYoiiIIQAB8+/lsP0j5QqEA5aUoH0UGyRAVDFGhEEV7SMpJEAHnsO5ClOvrf/ac20xOC1nGDmM1zTIhUCINh2eYsJcIExT4zD4WS5/HfwxNQ5xj7dq1GRkZHo8Ho6tgMJidnb127VqtViuTySIjI/ft2+d2uzHv0mQyRUdH79ixQ61W7927Nzo62mg0YrASCoWuXr363nvviUQiPDrwCQ6lmTqYAAAgAElEQVTMId2yZYtWq4VesEYClkrAtbIUYA7kpIJegVQa5iiO5kgK5MBoQFCIlkL5PTM9d4J7fuOM/3db352g10kSJPWsK0mgiaIoHK3JyMi4d+/e8uXLi4uLi4qKvv76656enry8vI8++qi+vt7j8dTU1Pz5z38+efKky+WiaZq/aj/oOvLfmrvAMMytW7ciIiJOnDhRUVGBA2Ner1ehUFRVVXV1dc0lVz41DPMaX1joore3t7i4OD8/v7m5GetnDA8Pd3d3X7hw4fjx4/X19WKxuLGxMTs7e8+ePTt27EhKSiopKenp6enu7i4sLMzNzW1vb5dIJI2NjampqeXl5RjNlJaW5ubmdnZ21tfXHz9+vLa2tre398qVK4mJidu3b9+2bVtqaiouhb13796xY8cePHggkUgaGhrS0tLi0ZSamvpXLohYLBYIBJjcKhQKJRIJfltQUCAUCrG8Oj4QnCV56mDx26dqZedxI/+AJrN1Kyzt8zitJv2M20PREAyF9NxzebyBXytIdYF/m8hINMqdpaKps7U9F5uG7vSr2jTeXivVMe2vGTVVDk0LdUGRPnR/UFs7ZhbpAx0aX6lg8mLDYKlgsn7SJtQFa8fM9/rVLQp3j4l6OGp6IDF0av0tCnepYPJOr7JD473Tq7zSOgJtlPY7fdKHY7p2jet2z+T5+u7bPZPVEnXN6LTI4OvQust7p4rqRFc7Rx+Mm3tsZIPCVSHWtWp97boA9l6Z+9pheJlb+QF30c+96fdgDtZpt6UeSPz4/bfHB4TzxhwoCgJBiyeYA5mzIMTgUAPasCGMAukVFCfAlEwER8IO9SzOcKhZswyiETYlrLQqWLOMwQjDjvzrsaOsXcU5NRCxQLa0gDD4SIxLQ0NmBGxfaKuKsqpY5zTnmgaKiRUpetlkCJcoAXDYlaxLwznVnEXGQfZH/j1Qg/9oLubg7JBOsmkn9sZFvfH67y5dKs7NzY+IiHz/vff/+PofXnnllbfffrukpEQikYyNjY2iaWTek0QiGRkZkUqlLpfLbrcHAgGn02k2m1taWrZu3Xrp0iWhUJiTkzM8PKxSqUZGRsbGxiRommcP3ZND/WPi8aGp0eEJsWRsaHxAPDo0JhkTS0ZHxsZlbaUjCR/6DrzDSDtoKsDRFMNwQajZALJlGDzbEI0DHEyCYS4E0ZJ5TDzmwHEO/JvS6/VmZWWtXbtWqVTKZLKNGzfu37/f4/HgRInZbI6JiUlISFAqlYmJidu2bcPETJZlCYK4ffv2W2+91dvbizeFQQxN03/NQx04cIDPrTAgcAIz0i+flWBFq1gKxEVoxPWggctCoeJYSBwFSS5AcKEQFyIIF3snRRPxijwnVjbQ3CsbBRrkt6a/hmRGRkZGR0eHhoYiIiJyc3MNBkNmZuaiRYtiYmKio6MFAsGBAweWLFkyPDxMkqRAIHjnnXf+WhUikUgmJibw1/FW5y5/q5+nV+Bb66nXjIyMV1999ZVXXvnTn/60cOHCXbt2Xb9+vbOz88GDByKRCOuOP3MAxpgD0yB6enrEYjEGEFgrDIcNhoeH+/r6hEIhRiFYEKy9vb2jowMHUSQSyVzLt97e3oGBgZ6eHvx1bAzb1dWFrVLwAk7N9PT0CNDU3d2NUQL2nsVbkEgkQ0NDIpGos7MTb2RwcHB4eLinpwermmIhsl404ZQKPpDvqZXFsmY1NTX37t3DdSvzuJF/QBMOlUjRNA4FQnnUY32O58Qcj43pAXkIDaEuE9ljobtMZLeZ6jKBHTyGI/hT3FioD4kMIYEuIDKEesx0t4kCHTC0pstIdJspkEvXBzum/UJ9SKgPdUz7u0xkl5GEBSPRa4GvCEFhHfm+6rzdZqLPSonAbNbfYyGEhkCnztdtDnWbQt0WqtMQatV6O/RBoYkEDdOXmOMH3C+/zKbPwBwsF8bg2+mwpyDMMdb/NzEHCGSFraowvOIZBTmsctYiJc2TUNZhkWNiBErEAPJgzHLIy2BChlXJWICOipQ9FYx1FpowNiWJ0AaOhUB4A6MN0MaADEgIzF8UhEVBQihFzgHIUFone8dEj1zKYdoGqR/argnZVOKO2gfXz1mkg0B9tcoYK+RQWKcaWKs2JWFTklY5QjZTrFXGA4vvWcAEFAjkWKWcQ0HbVbbpyT1xW954/Xfl5WVXr14/ePDQ+nXr33/3vV/96ld//vOfi4qKxGLx2NjY8PDwyMgIhgV/83VkZAQrPY+Pj09MTFy8eLGsrEwul9tstvr6+piYmFu3bgmFwhMnTvT09MhkMpzh/kFdiCaG+sYkY8OTI+KJIcno4HifeHRoXDw2MjwyNjombbo+lfSZbd9b/rGWYNDF0RxFsiEa7OgpiG6AqhGIbwDmCIS54A/CHDi34na7MWfF5/Pl5ORs2LBBrVbLZLINGzasXr1aoVDgH+4SieTzzz8vKChwuVy5ubkrV67s7+/HQSCr1Xrs2LFFixYpFAqMNvArwzAGg+HgwYNRUVE4t8KxqG4FylNAsw0zWVC8gyPDNLjQAe8Vym/CdIhm6BAXDnL+EOcLcUGCDQX9TrIsxbD5dU1unKy/STA+NPysS4ilMHFVxYYNG9LS0txut0KhWLNmzb/+67+uWbNmeHj4/v37b7/9dnZ2dltb2+HDh995553Lly/LZLLR0VG8STGanrX571z3NAZBADQjI+P3v//9a6+9tmjRosjIyJycnLq6uq6uLhzn4IUrngk78GjNm8oODw/zBSAYJfT19eGV2Fm+v79fIpHMxTEYcGC2BIYFAwMDGIjwPeKvYN8WfNR4CxjH4GY4RMFngjBk4fvCdA28M1imHffF98iro/IBD773uQv/6DgH0ITgvwXylgyNqr25549ziEykQB9s1/owtmjX+jp1AaEhhD3rMcgQGcFoHiTMTaQAQZNOUEMnREYCN8MgAzRDdYFOfVBkIuEraCOzqMUQwu0F+mCregYUS8HJxSfQB7pMoU6dr13rBYd6vR8kR3V+kTHUMe3r0Pk69LNRjXYdKlHRB7ss9NwIB15+Gef4ZYKL7ziqb2AOHBqHgkdwHw/PeNxZ6cfff+e/e9qbUZwDohRhmypsVfC5FQ7HFYCi8RTmmEUeHPjFK2m7irIpKbuac+topxbKYh3TtE1DmZUe5YhptIcwyDinjrWqWZuGtqpZK9LsAmMXwBBA40ByZBxwLxScU83agCUKbzHOcGpZ1zTUtlgVlHt6qPl+cdZBRV8zVL7YoS+JoD4tKe5CzjGzTEI5pymnhnWpabsSZqeWck6Tdi3jAPwB8htwgE9c3L5nGbFcUW7FLqddWrN6PC464t23/1sqm6Joxu3xyqTyhkf1aWlp+/bt+6uMI65NmH8VKx448XjMcZzdbi8rKztw4EBeXh6WdDx37pxGoxkZGSkuLlar1fD4QtP8uwgjtVASXXuaC5NgloqEyymGI2iwq3MrnLePyePe1uWtsU2VkH6K9YXDgTAFPqtMmIO/QOtAxSmgsvWN0uDvuO+QIpZQKPzyyy+PHTuGOaQsy3q93vT09JUrVyqVSrlcHhkZ+eGHH546daq7u7urq+v48eNLly5ta2ujKEooFEZERCQmJvb09AwMDFy+fPnLL788ceJEIBB4fA5QuS/L6nS6pKSkDRs2zMEcRJgj2TDwTgiklAo7DwYqOPFCceEgywXhsELgnxvkAr7wDEkHfFat7VGxJ/Z3zj3v+CQChiBQZPwZx8iiKRwOq9XqlJSUkpKSmZkZkiTv3bu3cuXKvXv3KpVKg8GQlpa2adOmzZs3R0RE5OXlWSwWfufnLjyjg3mvYlm2pqYmMTGxsLBQJBJptVrMVFWpVBhzfP8YjO3jsbnJUyKeczMvvMUrxhZY+JzHCrwGOQ5g4HgD7vfbG+HRCe4aoze+GQ5p4EDL8PAwDmYMDg7i4Acfw8D7g3M3eIMYc+Cun8khxXv7D8UckNCDmiakQ8pgHVIkf/68uZUOFJPAYQz+dW5sA6OKDhRdaNcFWrU+gZFom/bjGZfG4IG/bdoPVSRobtcFBEbQJWub9uNPMWgAP3ojgb/FN8YlNvx63EWnIYS/264L4O/iCAe/wbnI4yXmmPd/8y+h4TMwB6ziQDyTCAWuXLrwzpt/aq57gDEHikl8C3M8DlQ8jnDwoQ5l2Aq0D8oiB76FxxCwqly6CbdhKmhVBS0qyqbxGmRNd65czjs2Lemi7FrarqUd00GLyqMZ9+qlgAZmwYoqhJiqIYt8Rj/hM04xdhWN4hOsQ804NUGzwmeQUnYN7dCG7GqbfFjS8dCpGqGdWto57TerhHX3Kq4WqUd6aY85YFYSNhVhlRNWBeVQz5jkbqPcb1EzTi1lheoVdv6YAwIzENFhbHLGPT0tHf56/arPFn6i0qjBexXRA2iKtlgsGo3G7XbzrLS5I8r3L/P1Fxh/zMzMjI+Pd3V1iUQisVhstVopivJ4PH9NN/DDLZai+v7Nzv2UArorFwYJcI6EkTjIsCHAEvCA5JigOaxqc1xLGt31rjj9s5DwRtgmDlM+imKAgwnVOTQVZkNhKF4BNfF5Y46RkZHDhw/fuHHD6/Vi+kUgELh+/fqhQ4dMJtPU1NTmzZt37tx59erV7OzsvXv37tq16+bNm5j84fP5MC0gKSlpz549iYmJFy5cUCgU4ceaYJiuy7Ks2Ww+f/58Wlqa2WxGSICBYhqOYuBIGQKqVzgKnGYhRxRmmDB4q1AsSxEUzUDhDksxISrkoMYFxlsnhvZ8ML3vg3DLRc5jZ0gCJEy+Y8IXzu/3T05O/pXHiuGmy+WSSCSjo6NYTcRqtQ4ODra0tAwPD+MaYAxW8Ot3bPiHrWZZ1m63T09P8/ol+EbiOaR4OH+mARs/0vNVozyMwCyQvr4+Xl8LL8+NGeCEyBCa+EJTHB3ht4zDFTwI4NfP7RFHUPiuh4eHe3t7ccu5X5+LKjAc4TfLf4TXz93Jp5Z/BMxB0xRLozsH2yNgPt1z8Tk6UFRDYAgB+DCE8EKnPohniFUgqge8hToRSG0IjAQGARh84LetWh/OffCYAy/wgINfwO0xgMAb5L/CbxYDDoxFWrW+TkNIaCKfmVXBm32JOX4JUGLex/AMzME/rFmWrqq48+YfX3tQUQ6Yw6lmEF306TgHDgk8yarMxRxKROEEwoRmvLf88unC7NQzWYeuF2XLBjpIp66nsXLf1vVrF//lfPZh7WhPyKYZETbcPJdblHnoUv7xlsobDvUI49ZN9bXU3DzfVX+3tuxiYUbyhZxUsaAuYFEwrmmPbqKvubLsQv6VU+n3rxZqR3tIl1420PGo/LJuvI9yTts145XXL5w6cbAo68j1wryxvk7SqfObFX2NFS33r/U2V14pzDmZdvDO1aLp8b6wUwepH8u84xyIlQLlMxY57KdY9Pmij9av/8rucEHNCpStwHMFNCtRGJWnGsx/3MBDF26PAx5YWoovQMDjE75qfDM+NDKvjmjQ8gpTUNyKMgshcI3FAuagyuwN03pG1x66uc+y/VXp3t9OPdrvnVEg7VFMGgWHlWCYDYLG1nwxB5YbkcvlZrOZIEBBHMuQmEwmpVIZDAanpqY2bdqUlZVlNptHR0cFAsHExITX6+VPCEEQWq1WJBJ1dHSMj487nU58nvniHYxjCIKYnp5WqVSYwAsWdkCbZmnAHJBMYcIspFie8EnhEFg2HGC5EMWwIZYjKcN433j6VnXMb9yH3gh0FHIz04gTQrFUEGnNPn2a8U7ii4IJsLgFXs8DC7zDuAG/809v6+97P7dHvCXMUVWpVPfv3xeJRHxs4KnRF2c3eBAwN0KAAQT/EX7LRy8wquDHex5t4DU8RuHX8+1x0AI3mBvtwF/8dpkrzqTw/fIb5BdwKAXjEnx0OADD78O3D/kfjjmghothAHOQiM+BLBXhnqTdHldtR3flD6mVnRtswGP87CiO4MXcT/ngBN8At8dQgAcinYYQhg74U56BwS/MRRt8Sx6g4G/hYAbeJo6X8N/CvT/1+hJzzHu8/iU0nK004AsOYAFN6FFFt7U2vfnGHwtP55MonACYw6mmDVOzJAY7lK4AXRRKW589Y86ETT6UnZKwaeVn14pyz+WnbVm/7EBCtN0g7e2s2xG9dtXnH14qzNIpxKLWB/HR6+KivrpefDL7eNLWiC/LSs66LZrG6rKVn30QG7Gy+FRG8anM9csXxketU4z0+qzaihsXtn+95mxmSklBWtRXSw4nbDUrRpuqbsVGfNnf8chrUZ3OTN208rPiUxkPykoO7oqN2bBKImzyGeXnsw+tWvh2VmpCafGpo0k7li987/KZTNIKsmCcVfU9+RT+I84GHBRc5UtZ5YxbPyBseue/X4/fEecNhihknQpqFIiYPnfg+EE3ztwv8mWTc1fiX/Z4Dd7y3OV59YXcUsO4PgPGYApphkIEA0lvsCRHhClneEYZ6LhhTPpCufW/fGeWsfr7HGMKE+FwiONIhqZCDBcIsx6AH/OY8E7y2Ah/g/99z7Ls5ORkRETEsWPHvF4vjaa5uAqfCgxT5g7q/Pq5p4jfLHyKMAf81gdcQbMQ7aZB2AwpqELFCgh0cAQHFroE7WMdM2x7nmnfHzWbX3FeSvQoukMhNwHJeEgq0VwIlcJ844Dndv3UtZj79tvN+Ov7jc39fW/4Hud2xzCMSqWqrKz8fszBD+d4bMZj+beXv93sqbF8LgiY25gHE3gl/xYv8Cu/vZ7fh7kLfDP+i/zC3A3yK5/aSfz2H405kMA+BNKwx9uT5+9zYQ486j8FI54JLzqMoQ7DN+Z25EkLr1CtGsJvURu0Bq83BPlmuOVse1gP7vaz2zQSczcO641Eh5F47Ho/K3H2FNTg377EHH/fv/jP/9t8kSHLMpOT4ws//WRX/DaPcYoCroOShMoOedgBlSkAOBDm4GwKCH58C3YgQqictCrtSknD3WuChkq3RWPSTt2+dm7jV0vamiptVlV+ZsrBxG169ajLoso8lhi96UtR+0OXQ6tXjWSfOLArJmKkX9D26P4n7/4x83CiSTNJ+WzVt69++dkH9ZW3Joe7tm5ceTrraMCq8pkVfa0PbhTl6iYHmx/c3rz2iz5RU3frw88/fuv6+ZMBh47xWVWjA2uWLjh5PNmikJzNSF78/h8E9fcIj0k9ObgzekPc16t9Bhnr0HJQ9/u3+RwApzCbxArKJYzH8Kjy1rtv/rGg4CSQD1GKCoS/vy0a9RO7SRAlAxm7gw4WQ0OOBbgNDBcmOPCGJaE4JcgxnrBvmuupCJyKGIn5t868pebBO2GPnQuRLPitkhwXZMMeLjwvzPHMc4DvPRwNkkqlCQkJmZmZPp/vRSplsRDGQEb0HAf6qIA5AGHTUJED+uw0E6QpkiUJwh40jo/cudy443eWpD+y91LCahFLe0MokcSGWZqjKPYZmOOZh/aTWvkcmmDPHKF/eSt/DMwBLCgQw8EAGP3Me/44Bz9yf8/CXEDwIy9/z17xH73EHD+ph8P/zM7MplcY2mY1R27auOjTj5VjIs6tY+1aCupXVcjjDaphedjxbMwBlbEq1qENmuVjXc23Lp2+eDLrXH7Gwb3bly35oPZBmc2qPpV3LDFhq0Yh0WvGE+I3r131WeGp9AuF2TeunE1KiInfGtHb2dhSd3/l0k/u3SzxO4100CVoqV2zbGHZ1fO1929tWLW0ubaC8hgot55wTrtNCsJtrKsojYlY1d/ZcO/GxdVLP+5prSXdRtJjcpvUu2Mik3ZsVo32nE5P3rhigcsop4JOi2YydV9c1LplTu0k7dQiquzfxhxhUEWTczYkL2ZX+W2awvz0BR+/39DUAEGOMKQqcDHc/8xVnHevHPq5j2gOoDwKVaTo9xdyIEHeqyhhgvNELEv7TXL9rXR31H85Y35lqjvms0zSNMIJHBMEw3dq3j0/3ZAPSLAs6/f7h4aGpqamSPLZPmpPf3me7xHmwCo0SKqDhsQQC9gB9Eg5FqixYYIkLPbROvOpr5xR/6Q5+pan+zblDXEMwBMfx/lBxZ2hQNgeBU7m2fVPptlLzPFdaOkXiTn40f2nufASc/xkHgw/6o7gLDeWIYUnP8AOlg0GA1lZmb/7r18/un+FdetomxoJg2Jf2acwhzxslT+FPMABzqaibSpxZ11ibMShPbG1d2621laezDz85ecfNTwstxkVp3OPJe6O1ilHdcrRPfGbY75efeta0f3bl6vuXL1berHxQblROd5QVbZh5eL6qrKAw0D57B0N1euWL6oovdRQfXtrxKr6yjLabSCd04RL57Npgg5d7b0bMRGr+jrq71w7v2rxhz2tD0m3iXAbPWbtvrgt+7ZHaif6T6cnf71msc+qJmYsJtX4kaT4rRtW2NXjjEdPz5fPAQqkUChrU3JOjUEh2b55/ZpVy6UyGTkHc7D0/EiVP+rl/kZnNNi6MxRohoJ/yKxIEeIRA+xASQiooAZdVWT+Rvo4mzzUeHE8edFo/BuOawdpaRsTmmHBrZ6mAW4958TH/+fSX3D+BW+RzxQ8ZweQiEJ8DhbxeyF9BITSEFSvcAxLMpSHJS3cjILou204slwS96auMIYau8f5zWDNQsH/BclC8oVELB1QKPmW9vnz79uP9c2XmOMl5vjp4I+XmOPH+r//afXzBHNAKRcyqcI/Ouvq6v7l//xz/ol9ATN4toHatxmnURTfjHM8xhxzshKAOezKoEl259KpLxe821Z7L+hxWLWKovz0T//yRn11mcOsKsg6nLA9UjHe7zSrjqckxG/dMDYoCHlMPodONTEol/R4LZqGylsbv/ysqfp20KEnZyyChqqv13z+qKJUOty1J3bT5bM5hGOacOsloobr5/NUY30NVWXbItcMCps6G6qWfvz2/dKLtNfC+KzaKcnaLxZmpu7VS4dOpydvWbvUZ1XTXiuOc8RGrHRqJhiXjp1nbgWqcmRh8FuBopWe9rpP3n1jT0K83eEgGBh4cfnPTx9zkMh5BCzngcwzR0sUL2MJCw4OhwLhchh3GYai/Baf+H7g4Ae6r38tPrlRJxsiKYqE8pe/a5ob6sAplbk4Y+7y39UNJFdghoMKh/0MEwTEFQiTZq91aLLtkjj5U3rTvwZK4v3TgwzjYhg2TIbDFBS2cAxY6UBpLXahhVP2M5teYo6XmOMl5viZ/dP+4nb3CeZgwRuU4R/9Go3m0wUfb/xygXJYwLp0nF0NNu5QTfpMzIH1znk1UiVrUxMWVeO9G6sXfZiWvLftYeWNi4U7ozZ+/NZr2UeStJND187lr1ry4cWCDINitLH69tYNX2ak7hU0VFXdKkneGXX1dKZdPdZRU75+6Uc1Ny+GHNNswNZZeydyxafVN877TIrrhdlbVn12uzj/YVnx7qivtm5Yrhztrb13Y+PKxT1tdV6rNmXPtu2RqytvFgsbq3KOHYxYtbS97p7Xosw7unf9so89ZgXlNVu0kwd2bf16zRKPbop2IO/ZOcjpu7gdnFXOIal1xiIPOjRnM1Pf/sNvr1+7HAgGwVUB6kxRWSJQO37SE4y9sKez+pyAGliot0WiosEwF+QQUxJsz2iW4kI0eJVQHENzZIgwjZju7pFt+0/nzjeIh8dou4EjQ899tLiME997/B2IcQbPr+QXnq8XNkwx4QBysIckEvBIIbcEIRp2xkrJBZ5L+4zRrzp2v+sUNAChGLxz/RRHBYEpy3AMBQEPgqE4H8sFEBPwJeb4rhH857f+ZW7lx8ciL+Mcz/co+7l/6wnmABNQBlh1eKJpOjc3543/+vfqmxdDNjU4ztvUQCPllcGwqQoSL0c1LHIgOgDXAb3a1LRDa1eM1Ny8dDwxPic1qfTC6f62R3evFuUeTRrvbZMOCk6np6Ql7xrva/dbNKLGqsKsw9mH9504sLP0XJ52tIt2aMdE9ddOpU10N4VsqqBTK+tvu3Ly+HB7DenUOtWjFZdPZx+MT9+/veB40rCgnnDqR7pbrpzNlou7SJdBM95/rTAn92hi9uG9eccODHbUB2war0lWV158+XRayK6mPAaXbqrq5sVrhZkzuknWqeXArR7DJgStbM94hQMEXTIZZZGyDrVJPbph2cIlCz4cGuoHbgMW/4FEBA3B+5/29JjFhukNiLuBMQcUpcCMuKSzrm0UQ9AsEeZomqQYiHl4WFsn9yDFlfRBy9bXJm6donXjYdIL0mJgXj8bNYGczGxFFAqY4DdAHIGlMMrjANGChWQHKiakw8hoDmd65hXeQI1Q/AFIejgjhOAU9BCe7ZGBBAoTBEFzhubAVhYCNzQZ4DxWR0+tICeud/uH3vS1XO+NcGAmTAc5YHoQJEMiTziaYyjEOmUo1k+zAY4DJdaf9uV9xt6xLKtUKquqqnDdys8PGvxj9hgLpNbU1Ny9e9fhcMzrrnvG2f3OVRA/BmzPYHSP4qAY7LMcS4HHW0d3Zb+i00C26wMdhmCHHsQ9hQZ/lzF4f0hdWNvVonQK9L5O9BG0AaHP4AucodN5zC+wx05UAtNhoR8MyfNKK5unTN1mol0PWiMCXaDDQAhNRP2UqbS+Qzlt+M4z+7c++P/+VoOXn/8PnwGsYokFA8DPc2RkwQfv7ojepJ0Sk04Dg1gdrFn2hMABDrFa1j7N2SH48WS2gSssskGBghenctguGwgapxinlrAoPLqJgFFK2VQBk8yuFPuNUtqhYZxar37SNNVvV4qDVjnjUDBWKWEcDxnGKPMkY5OxNhlpngwaxsCq3gaObpRV6lBJ7CqJ1zCFREW1QZMsYJSGzHLaruZc04RV6dKMmmSDPv04OLA41bRVHtCPh4yTWMaUtspDxsmgYYKyyFjklwuwA8RI5h6OlLPjGToFgxW7jHIoQjY5E7BWlZW8+fpvstKPu5x2NMz+D1/Bf0T3wIrF1mgoMhBGlbQzDBNiWc5rCfZVGo99ORP1n4b8rywjNVRIxxEhKECl4EFLwUB/UoEAACAASURBVFiN0hIgmY6N7xlQBWFBFQTrYQCFE1XNAEqjaMhlQPHPvE8nWMOyISjVZQJhOhSmCJhZsH7Ftm00R4f9DEVwfo4loaIIlawAKzRgndDWFRgS3jHs+LPjapJfOclSALt+qdNLzPFM0IIxR21tbXl5+T8CcyB4jbybUQoSspCAuUkkp0c5PTPVHb0P+hQiKEP1dxgDAoNfqPeJDL5eY6B6SHW+VtSqdAj1IDTeafC3G/ydBr/QEHhRs8AQ6DDOaxa8uE6FhkC7MdBqJx4MKfJLH3RM6geMXqHeK9JRQh3TbmQ6TOSjqemyhnbVS8zxS30eYUkl/IoLWGY8nsOHDrz5+u8qb1/zW6ehmtQOHmwIcyAaB0QFVJxNDUWzaJ4T5wCPeGwiH3ZPc04NY1eDy6tdhYTG1axdzTk0nEvLOjW0VQnS404N59SwDg3jUNFWGWuTcw4lVOfaFSD3CTW6yrCT96+HT1mnBs1axq4izHIakToZm5IGw3oVY1ezDg3n1oVdGrCfnaOnzljlADscqjCaOYeKhQpYJToWcKuHw4EyYAVoqiJZVVQkrEDi6/KQVU66dXa9bP3yRZ8v+niwv4emiG8MkviH/i/iXsHBG4heMIh1ijQ4g4hTydGhsFfLjj60nNvRv+vPimNLiKYznGOKY7wMzdAM5GZCIPcJzixhUFSnaZaEtAZsjQNqBMiuh1FsBNE6aYplqCBL+TkKVdHM4wyyQLOgkWEKFWbAEAYxoRkc9IA3LMuSNEMRFEOhiArNcWzIzSk6PaV7xbvfHD+0JFh/gTOMh0k3ywTm0eXPtclLzPFdmGN4eLi2tvbOnTtOp/PFX10I6T0TcwA/2TGLOWQCQ6gNRuJghyHQqfeL9IFuY7BySF00G+fwo9hAoM0QgAYvMM6BREuxdPr3vyJh0xcWX2kzBlvtZPWQMq+0pm1S32f0der9Aj3dqWNajXS7iayX6m41tCu1+ue+Ii/jHM996n6ML+KcOo4rsiyLVQt7u4UfvffW5vWrtJPDrFMXdmoBcKCsCnrFlaVPZC0gN4FM7VmbEqzdYOxXEuDKJqetKs6p5eZ6zDrAZZ6F0IIKvNywrKdVgT1WGKucQv5tOCYBKMEG7vPgwwL+9QAaWPQVkOdC4INBrvcoVjG7QfB8AX84FMZALi2UWYrRBt8LbAcFOVjAT5onKh1zdUdQzgVwiU3B2JW0azro1t+4eOqV//P/n8zJ8LgdMH7OrWT4hWEOODQK/zILc2AAj8xlQaw0THu4gJbQCvzlezy7fjO247/FDwu8XhXLwgAfBAJFmOTCLBWGGAMHcQwW0ico6wGRDsTRxHENKNelmDAxEyacYYKdez6/5z8AFV091hNFW0bhDQiWwM9KkDQPgwMuEwwzBAidcwRFGWVDw2fjtVH/Ejz6VrDvEjszzZIMy3oYxvU9Xf3cP3qJOb4fc/C5lRd8oZ+NOSj8b+SY8aI4B8YcoXYjAbBDDwb03cZQ5ZCmqLa7RekG01eQ8Aq1IUmuF0m/0IdE85s79aEX2G+bMdRqp6qHVHmlD1unDL0myCt1Gth2HdtipNvNLzHHC74Nf3Kbw5jjKZVun89XdPbs67/59anMY4RtmrKqYcBGv/5nkQcsIylSxL6cizkAcCDbeghgODRg5GZRcEg1HOzgLXK8zFrktEnKmKTg12pTole8gIIoVrQGXkFPHbYAzVQw8+3nWN7PbhZtPIwbAAxCRI1Z6glibOBlvsHsW4Q5vmGTi03sAFqxVhXMNjVl04VmzANdrQv/8vbK5Uukk+MMQ2HFhidI48nST+5C/9AdQoeCzOsBacAvM7CUAfIFJKgJjvVzrIel/T6Pr0eoP7ZKufnfiZNfhCav0iE1F6K4EMsxZIij3ByJ6EKY4QHxZpKbZY5QoAyN7E+A1UmQ4UAw7Jsv5gDSBgcBE1AzJ1GOJYiDJ2EaRM1I2EMuCHmVIMPOkP7J4KPj7sT3zFt+7S85xCqnCIb0cCE352dYgvvJVzj/0Ms3t/1LzPFtzIG1SsViMfayt9vtL1KJDp99wBwQdsPKN5C9m0UhIOhjA8zR96BPKtSHWgxEm5FoMwTb9aAKKjQS94a0Z2p7GpXudn2w3QiAA9oYiHYD+cJmPYH96//ma7v+RfYLR2qjqoY0OaWPmqbMQnOo2RhqNzFterrVRHVYiEdTurJH7Uqtee49/IOWX8Y5ftDp+rEb83LUONSBOU4URU1rtdujNr/2639re3iXtGtZQA9KcDjDAY9ZcY5Z5MFBeuIbM5jXIwN62qJkAJ0gtAFxBeQZi2IVqEIEvE4gNYOG/7BVBZuC9irANDYV6hTADWtR0GY5Y5ZjtVNUR6OczexAvASiJmE7dAR7aIePYB8scsaCukbAhTHLWfQWcAzaJYRmVGGb+ilZVbwbHDBXwPyWs2tZp1E6NrglYs2br/+uuaGOoQiaoWgGOA9PkAY8U35+HMNn33M4kAD1pQyvGg4FLBzDgGkVBDN84XCIYbgZT3i0JnBmqzj2t4L0RXbhFdaq4cgQTZNBlvKBtjpieczSSqEGBnnLsUDInLU+4cI0RbMhErY6rxMImmYcg6XbwzTFsgTDQnkJREwgvUNRUAsbDrIkQ1hofd9ExQnh7rctiZ+y5UcYVS8dCgIoYSk/G6JYivnJq8c++xrNb+1LzPE9mKO6urqiosLlcs3zxpvfKUet4GnwhDT9+LaGpCUTZq0zvuqOvoe9U126QIuBbDOSbY/1xYUm8t7w9Jm63kaVB2EOQBvQxkC0G8kXNhuITv285vYX2m+bkeiwUlWD2pwb9Y1Si8BCNJtCbUa6TU+1m6lOS+jRpLastk2ltf6AU/3Npi8xxzfPx0/s3eOClVmbEHjLcTTDUhQ92Nez8KO/LPv0L/3tj0i7BoZecFoBa/unox2P8xGgWGpBhiw2JY5nMCAUpghbZVBoapWx5inOIg2jhTBaCFuknEWKPpWD9YlFCbNZwVmUrEXJoTADA1hEhRCJirUow1YZbNAG5i8wW2Us2gheD6926DFskbMQJkEgBnYM4iWMFUucwUpYY1XO6pA+PgQefCAU9Zgt69TbVRNHUg68+ttXcrLTvV4PFPtgQa25mAMnD35il/g5d4dGiQuwRJsVJ2U5imEDUNnBEhwqsCZZyIswHM1QDDFtspYfdcT/3rrtV5q7RzwOBcGwJPipMQwzE+aCsBWGBZYniKYHEV5Az3mcaAE9DEQjffxs/v7dDoZJL2yTQPxTjmJx7ISj4K8f7OkhJxQOEg7zxD11/grblv9wHFlBtj9gPL4QWNcjuQ4KdjEEBJTv7+3n/elLzPFdmGN4eLiioqKysnJmZuaF162gB8MsKfrJzxL0iKDDnHXG96Cj71HvRK/O22ZASOJx9oTHHE0qDxiqGYl2CHKQ7QawNXlRc7uRaDXNa25/cZ3inRdaqJpBbd6N+gapTWAlms1BODo9KTCTIkugflx9+2Gb9iXm+Hk/db537zHs4GE+lHghBEKSZEvjoz/+7pW1y5aMdLXQTj2FqKOYUAlxBZuCA0MWGY46AOnSLMWxB/QKaICxylirDLnEAeYAKPAEsjx5i6CDnCelwpatcvA3QawLIF6AQAhERNjHzBKMNh7X6/Iw6Mk2w7AFiGdA4ATSNxAsQW9REgcldFirggHaB2KMwr4pWMRjBTarQ01ZlbRdy7oNM/qp0xlH//Da7/ft3TOt1dDgsopUOtFZe5yGwHJav5QKCCgwAeYF1KGiJAayZCFBvQM8ZSE6AHrgINTpZZkgR9KMTe1rLR0/vGI85jXfpR2MrIXxeziapVgSikgAc0B+hmNCHA364yCeARsCDQ346Uf/AMxBs2C8RjNegg35Gc4P+RqOCYfoMMGEKRaM6oKMY4zqLNKeWNCz7b8dFw6yo8KwywnqoyywXIGbAuAamNPML+WiPfMfnWEYtVp99+7d1tbWsbEx7BD77WH4x1kz1zqON53/cbqe28vAwIBYLB4eHr5y5UpTUxNFUf8YzDELNnjMgfV+qTBn9wVq2npqOgcGtA6hISgyhoR6v2B6RqTzivS+qmFV0UMh1K1Mz4gMAZEh2DntF+j8Qv0LmwV6f7sR5la9V2AOtRlgAa956hUqeF/cLNB7u83+R4OqvCvVTVNmkTnQYvS263wifUCo9/aaZh4MjN+uarJZvc+8meez8mWcYz5n6SfUhkN5exrx/gkicOva5T/+9rerliwYEjZSPhNlgaQJ7VCFLDLSNMnZ5KxFShjGQ8YJAAF2BWORMmY8TzJmmFmL9AnO4AHHMxfmVt6iZRaVyzJWKZ7x2/luDepQvmGkAqW8kG355myVcy4V51RyfC92OetUEFYFZVUyHoPPqjqdlvzqf/zv2NhYqVSKQ0FQRopdR2bjHHMlT35CV/P5dwVFAmYDN/hJCXkjCtnABYFCQSGxTjrEcU6OCyBiUJjy24PD98nDHxg3/pMwd6NK3E0FKOr/svce3nFcV97g/AV7zp7dc/Z8++3OzuexPeMZOci2LNmWZdkKHiuYVtbYiswBRA4EmDNFSqKYE5gFggRAJCKHjtXdyBkMIALRCRmNDpVeqj33FQhDJCVCICiQYNe5p1Gornqv6r7qer+64Xf5YRRRysvv8pLyCiUSITLWqM4Kosd28MIoUzplaAoxwgIhTfJpWgBCVhlCPkREGWNKsTjc31zwaX3cE77l35NOxuKuZiarPIsXKsmonIoEA5jiUOoe6VSndMqzthNjbGRkJCcn59ChQzabrampqWH2lvr6+oaGhsbGxvr6+rq6utk6kcbGxurq6vPnzx89erSrq2vCs3y/B0kHH0CGi2lVa8fhtOyS6jZbb7Daq9T0yTVesa5fqvGGCpq6jxRahRuj1Z5gtVeq8kg1fWq1V4Z9Zkiq+yShX7INyBZvSOiXrH2i0D++xTYgT5bqGepRP/PqPrF+SCqt7/zidJ7xWn/NkGLpF21e0dbrbxhSipqv783IL66skqTpEx2FMcf9vo1nuH1eMfwmMymlsiRfyrv4zK+ffO7ppzLOHvV5OtGYF4246KiLjXTT4S4u3ZBF0t+B+66O14GbKAg3BOkhFDwsdxVID7lVeLqKnhQznhozdNd2vmmH8fQWPWuGf9Kh62r/ZbX/MhnuQIMdUDN2uEsd7lSHe+VR1+VGW1L0sn/9//7HmuREl8uNxl+LISHiq76VuYY5EAsqzAcFzqjKjRMQDIc1pgBKIArjJXQpTNgMsxBTgkwmWGQq1kSKBnsu563pW/z9kdifhzLi5Z4OsEgwBhyfjAUJxZAxywM9NYQ0hQsGZvIp83PoTEshBrGqFBGmqlRVoXIbw1gaEC+XBj9fMLDwRz3JrwwJl4g4wLDCeUhVwkLgWmGIUQ1xblHCghqb/kvVDP/8Zro5SilCiFI6OjpaWFiYmpqalZWVn5+fN0tLQUFBTk5OZmZmQUFBPl9m5USys7PT0tLOnDnT3t4+XnCK444ZVL8OL2567caNoJBKxVPIFcKCimquqks9m5FeYs6qdOSYanLMNXmW2lxz9en8ss9Pnc+sEHItNbnm2mxjdZ6lPsdSl2OunUEptNblGRyXTNVF1rrzRcZLpupLpur824Sf2Mz1a6nJFarO5Rbv2nv8Qok1x9aQaavLs9TmGavSiyoPpmXkGi0+fwieBtNdwphjupqbreMg8gmSC/WnFaNMEgOGstJ33pj3y5/+2/Z1SY0Ow4j7ujri4mRfHWAPGASeDNJ/nYz0EODrHJfxLFNINO2agkC5llvlZiyqng6jp8VOoSnoDorF3CIQE3qbjHSpg9fwUAfx9aChTjTcrQ53y6O9vVcaMs4cfePVF3/+43//bOe24cF+0Aj3OhEKqZiwyiPReeGvCcfKHDHTI01UND/TRIAZROfVgBpnCocdMk+DBSXArUJkCuwa4CfBBAJEUYj56qSc9ddTnrdE/qbj+GbUUyOrIzIVJSrLsB+D8FsouIYIk4kmE41Xypt64VaofgI2FhWSA6A54EolijrS63Nk1n26qGXhE6N7FpK6XDXQT2kIIREzjCHUVI9HgbPFFCkaRhBcIs3Wr+1+9zs5MS0UCl2/fr2lpaWxsbF5Npampqbm5uaCgoLjx4+bTKbm5uZZPJPW1laPx6MDMoyh7NTMjsXEWwhvd/z5oMeAAUEehD2ToKJ0u/qq2q5Xt3dVgVyvau+svnzd3nrN3NDG/71ec6WHf6XvMHOfbZ21rR117Z1NV3usta079x7NyC+rbr5W19Z5i1S1dc7gCTjaOxxXrta3XRMczTXtXY4r3cKVLkfLtdq2zvorXdc8/cOKgikjaPq2xzDmmNk7+b63BvEc+OaUqkEEIOftQFeutK9dk/y7p375+qt/2rVtvbWiYLi3XR11smAf83vpmAf73HjUSX3/EOZzMp+TjvZO3vgN6/r+X/kc7YUWbsrk9YmN37DylaZ8TsZbu2UjGe3Fo71kzEV8TjzmDgx0dTQ7Ms8cXT7//Wd/+6u/vfPGubQvx8bGJnhaddevjj44wcRktKGv3/cx+g46QEDrCTzoHHNg3QcBzhXulZA1jVdn5YxfDDEIr4DKPTKFSvEqgVtIkQZH6rL6trztW/KDaztfcrfmyqFOigdlqGYCfB1MjyoFLg8J2mMIIkem+OQniCki+AHBasJjawjy9/f05H3hjP/t4PKfKoc/DLnaZaKNQnCHSpnoJ36JSDdZShEDRBXQNIVf4Xeg0dnpAn7OfNHvWH1y5eh5Fj4wuL2ox+MRBGFgYEA3MMzCefBK2nq/E5Ec+oNuBgcJEs253I45KGOIYCCyIxghBfyEFEC3QrhQqsBNyxQK5Y5UwmTMFHzzW32fe//EUA8AI4IRkSU1P6+oob5FlhDh2yd/zmzXEsEhqsB9AI8NTSQsBAQ+DMMLC5U50zGlDKth38oM3owPdlP8IYUhPg9jcCVQeHelGlMwHhweupSXu2zJ/N889Ytnf/dU3Ir5p498YassaKu1dLRUu6439Xe39Xe3TpaB7tbB7pahqclwd9stMtTZMtTVMtTdOtzdNtTdOtTdOgj/TlWGu1smy1BX8+3i7Wh0XqnvaLLXmooLM858smHVu/P+/Jtf/GTen/+0d/fn7W1toiRBgAB/TkH5BEwwwpC4AeyXEIcwIePFRR7s8Z3i2dEJXk8owcrjSLlhR48n5QGmwCcOT2oMFKMM+EaBX1zVy93JWJNVLTCoXTN501Jsy3/tSfkLKtmn9TcSNIbIzcQVwiDxhYEhBSwPYN+e0gmCYwagMVBxQEiv2s96jMFjK9qjfns15aXhosOkr1nDIUpVlUgUEm0wgpoxWKZIATZVeJPSKdrBakXniHXqjrrjTgP40AEHTHT8tX5i+3e2ouOe0dHRqqqq/v5+fZr/znq/vSP9BCYr5I4KnN7G8coBPN6LR0dDjDRjVFVVnhsI5ZqBQg/LFGZ4wonr4HFL+Xb4hKcOr8FJoHILr1EIP8WZEXBPcsQOOf9qcUlxY1ODimT+84WvJoRny89Qp0BsjBGTCAZSHKh+xB8aQJDDcQemWIX4dERxGHNM7757CI/ixljgIyUIXOwqAvYCwnidUQjTU/u8zsqK4i2b17328gvPPPnTpx7/j2d//fOXnn/6zVeff//tVz965y835dWP3nn143de/fjtV+a//fLd5a2XF7z16m3yysK3X130zrzF785b9O68Re/8ZcEUW3v75fnQ4K2y8O2Xb5H3Xvuv1//r9y/89ue/++VjTz/+n39+9tcrF3yUdjL1+uXLoWAAw2s04VMqf18ECxAv3AQPbpheJwAH56jSQxIewlG//ZSBR+BmBbgJ1/TECgAtAnxekPWhYZWn8jCGIU6Uzywq1RRGZJWiATRYL1/Y4Fvwi5oVzzZkfj7Wd40QIkH5NWA01fUJYEXjjpJxh9XN0NxxBxYUhtM5lfgGCCPRwQ2mRFFF1zWTdd/i6x//c2jD88h2DAdclCoYyYzKGglqHJ8A9zpkrOiV3PiljV8gf4bfroE5sUX3reiT/eTP2yfg72YLIWRkZMThcAwMDHw3Pd6xF93IweCBBkAXY71W40wO+R0xB8cQAN65jQdRrBAsMwIp5/wHBZy8E8KICjic1x9gHJpPftrc4zrTCMKyCjZHrGKpqPhSY3Od/i8ULPiKfOUpd8/9IoipwgrULeB0gcDGhgBzaJBShjFDlGCC0LQHI+xbmbbqHvQDh4aGHA7HyZMnt23btm7duri4uKUzvSxbtmz58uV///vf582bt2jRomXLls10D0sjIiISExM3bNiwd+/eoqKirq6uYDA41dftB32IHpjzk0XJkefe+Je+Rd8f2/Wavz4H+f1MhWAKsLFC8m2AMpUnaUs8YoQ/2aDELZYZVoA8jGiQCuunnOqDgcsXasaKQ9fH8nYp0b8Ze/8HQ2fXYXerTGF/RWNjPCnmgVFB+ERAA3oSTVVVlY45wkqZRQ3oaEzjDvSioqKmpiZ0DzP9LF7ILV2HMcctCpk7/+qvTRhjWZZDoZDP5xscHBya0WV4eHhgYEAQhOLi4u7u7uHh4RltHhobGRkJBAKSJCmKole5m/gpzp2hmu0rYQTRsV7SnDN8OKJ+5S8dG98ZNaQB/yyWCEWYAOcHIYjAC6AKUAEiQ1QM0abAw6GCpRVhMFLIhChgVOHxHLjD0pO2vSryjzfiX0QXtrC+RqqOQRYLMKwzEQNB6Wxferj/r2ggjDm+oo5Z/WfiQUcICWOOWR2KcOdT08BEhQL93r0fn3r4W0NDg8Fg8Pl896OLCePzhLl14qc4NTWE97q7BpjGVIioEIP9nWOZcYMRP3FFP96VvWG0/yoiWOW2ZXCX8JLzGlE1bRhpY7IGFBwMQkQRYqrCFEAdKpE0RcEBz/XLVze+PLTgx8G1L47ZzqLgMERm8BgbzHN4mSQzdfoW2rtfVXiPb6+BMOb49jq7X0dMPOjCmON+qTjc7sxqYCIkXvdE6P/OLCzQI9tra2vLysqGh4fva+ybBiXHoLKu3svM6uoRb41pPB4IKswjMnrDZzx7bcsfr6/8YWjPm/RqGVWDELQPgoNUFJkEUZ4yIiIPMAMKkJuxdKoKppFBNylPHdzwtmnxE65jifiqAUvDCuXV5yBKjxObUsZkwtTpZ9w94kN2ny4/jDnuk2Kn0WwYc0xDaeFDZlMD+i2rmwd0P8vMAg69NUJITU1NZWXl2NjYLaaImepORza3RNHPpmbnXN8QrAewAcwWMIghL67fjXf8vufD/9O09b3eZpskBVXIt0V+FgxCWLsG1KZBSIfRI+h5agylWBKHbrRknbEufca35Gdq9kbirWF4VIEYjvF4fwzRqdAXU3g13DmnzIf6gsKY48EZPv35GY7neHBGJHwmd9EAQmiy4WHC1XKXw77N1zovWW1tbUVFxcjIiA4Ovk0Dd9/3FuCidxGOIb274r7NHtyBxRhWGRIZkGTITGFKX6/34qdD8/+nFP0fw/nbQ73t1K9AqXte7I3wGA6qIcZUCsSnMsaj/uZ832fvBd//Z8/aZ/3VR5kYIogQrBECCEWF4vWcZFSTKQ1yZpmppd5+m2sJ73svGghjjnvR3sweG8YcM6vPcGvfhQYmJmzdAjHjXer+mvr6+rKysqGhId2aMrO93O9LmNmzfUhbA8wBufhAFUqYSikiKmJKSBu4RvJ29iS8UB31XNexjajNrEk+xmNGwQsDFY4hTVujIvW1SzVfXtnxbsOSn/V/9iFpzCChDqLKGCvAqARV2xQoEwutM8JUREIShfS7h1Rjc/W0KaW35MrO1St98K8rjDke/DEKn+EsaIAQUl9fr9s5Jn4ks3Ae4S7vRQOcCFplVATyAShVSzWFYkRlSkaDISF/bM0876JftW5980ZbhSQOUQZ5K0C8RhkhaGz0xrXSzZ3xPw0s/V/Bs4uC7joVKSoQiFAM7GIhoilgmprgFGFE1dCYpkhgMwkvD4oG9DeT0dFRu92uc4KFDYqzODYTj9NwDOksjkK46wdOA2HM8cANyTROiBMkUQR0yxKTJU2SNGDsUjD4QrSgX7pe5TwbV7fkR32r/oCLtmmD1VQdYlRlsotdyZOOLri27Oc9ca/1mvPRkFNDMlShB8wBVIpMJWDpIExmksokjSANUmwB36jAEhteHhQN6HbKkZERm80WxhyzPiphzDHrQxA+gQdRA2HM8SCOyrc9JwbEhgxBTKhEJYlJEsMS8BwTjKgiKQSP0SETLl7Tt/zH9shfWI5F91TnD16paSk5WrHp9eaPvy9ve4sKOVCXDbhOMfDD8uhSiDBVxklJJSYqTASkogLducw0FA7n+LYjdT/31ye50dFRh8PR3w9FEwkJO7/up8a/se0w5vhG9YS/fFQ1EMYcc2HkAXNA5grRGJR2AxsFpnRMoaODVPFRhZIgYZKEA0NNWTcOfNwf/ZS67Htk6f8TWvbvnviXB8/vV3q7qUiYwqiiUOzTVBWiTYG6g2Lw1ECKLPhaCBR0wBrGDGsK72guqG+OXMNkzOH1esOYY3bHNYw5Zlf/4d4fUA2EMccDOjDf5rR4cdOgSqGIq0o0ihmUV8ASQsEAUkMUIw0qy2OiMsnLbtiJNU3J2CieikcFn7GGEjJ0gyohDSGGFVUVJSwqRFUxAswBoamAPKAgBYEoUmAsBcxB9PyXb3Oa4X3vrwZ0/r0bN24Yjca+vr77ERJ+fy9gbrUexhxzazzDVzNDGghjjhlS5Gw2A1YObVjSpJCmiby8poaopiBNQUxlGGsiUJ0DaTmVKVSOQyqSfCg4SJRRSnkxPYg9lTAZk6noo3SMKiEmQbQGVOsENjfuSJGIJmFNheJRUCtuvKbnbF55uO9JGmCMqapqt9sLCgpGR0fDAaSTdDMLq2HMMQtKD3f54GsgjDke/DG66xkyDZwrev1Wygt9wQaowjv+3OPFeqFgL6OAC1cbJAAAIABJREFUFfhWqjGiQbwGbObzEwUidL3CJi/tPY4qeMVZ3gVvEdrl+4cxx10H5jvfQVEUi8VSXl4eDAa/887DHX5FA/xXBRFP4byVr+gl/M8jroEw5njEb4Dw5c8lDaiqarVaDQZDKBSaS9f1UF8LpTRc4+2hHsHwyc+kBsKYYya1GW4rrIFZ1UAYc8yq+u/ceRhz3Fkv4a2PpgbCmOPRHPfwVc9JDYQxxwM4rGHM8QAOSviUZk0DYcwxa6oPdxzWwExrIIw5ZlqjM9BeGHPMgBLDTcwZDYQxx5wZyvCFhDUQxhwP4D0QxhwP4KCET2l2NKDXeGtoaKisrBwZGZkItJ6dswn3GtZAWAP3oAE9V1YQBKPRGAqFwj/ne9DlDByq618nTSkuLm5ubkYITWzUeH7Zw5jP/E8zoJtwE4+qBjDGkiTV1NRUVlZ6vV5VVR/G38CjOnrh6w5r4CsaCAaDV65cycnJyczMbG9vHxsbC/+cv6Kg7/YfQogkSS6Xq6OjIy0trbS0tK+vDyFE+KJjkYdxgMKY47u9j+ZWbwMDA0VFRZs2bVq/fv3Ro0fr6uokSZpblxi+mrAGHhUNtLW1LVu27LXXXnv99dejoqIaGhoQChf+nbXRp5T29fUdPHhw/vz58+bN+9vf/paTk+P3+3WcEcYcszYw4Y5nUQMulysmJuaxxx778Y9//Mwzz6Snp4cxxywOR7jrsAbuRQM9PT2vvPLKD37wgx/96EcffPDB9evXwzXe7kWf93KsDilGR0f37t37+OOPf//733/66aczMzODweAE2tBd2w+dqSNs57iXG+NRPxYhlJqa+uSTT/7whz98++23m5ubww+pR/2eCF//Q6sBjPHWrVt/8pOf/OY3vzl9+nQoFAr/nGdrMBljGGNCSF1d3dtvv/2DH/zgo48+amtrI4TXL7oZ1kEIEAHP1klOr98w5pie3sJHgQYopc3NzS+99NKPf/zj3bt3Dw8PY4zDqglrIKyBh1QDRUVFTz311F//+teGhgZFUR66+ewhVfvtp63bMAghPp9v+/btjz322Pr16wcGBnQjh/7sfUgRYRhz3D7c4S1T1QBjbHR0dPHixS+88EJxcbEsy+GH1FR1F94vrIEHTAOMsfb29rfffjslJaW/v39ienvATvOROB3dzoExppQWFBS8/PLLp0+fnuxYoZTqRo6H7pEbxhyPxB38TRfJS23B80XDBAp9YSjChTWNQCUuqhGiYUaxRjGliDAJayLSFAI7E8owUuVjB47FRcc3NrdhLGtU1qhC4beiEabR8cqivG3KCNMLmGNNUzWoOhpeZkwDesW02z4Z1zN9RD55Jbk7Fay9TS8zpvf70RBFGpIYpZgw+AERSqCar6ZSjRKNEijGhxhTCfy+ZlRYX9/Ajh2fZGVlh0IixpQb8me2izu2Rv+x8OqAhFLdhQAPEqIrAubW8YuFp9G4EKzrRANNUaJhGUoPzsaiaFjRxwwKJ2ONqhqRNabwFQwPSwqjRxnWpiCMIYpVvWbz5baWdWtSqmxWpMoahafxVwVNpcGp7jOuWUIx0ojIzx9mBBlrsqbJcGEyowr8ne4SxhzT1dycOe4fmANhKGGOAHMgKEEO9j24uaB4uUYQYSpmfqT5FBZSqapSlVAVq1KDUJ+Tkef0DBIqaTSokRAhqkrha4z4wxJaxRphmMGNi6B1KYw5ZvYOun1W1Qf2EUEb+mXODcxBVJHKYxQTb/9QS3t7U0tra9vl+ta2+pb21pbLzY3NdTU1Da1tjW1XW1vbZ1Tamptbs7Kyy8srm5tbLl+e8fa/7mxb9aWltbWlDaS5taWxuam1tbWpsam9ta2tpbWpobGurr6pqaWlpb21sb21oa25obWtub2zo2doYERVMFIxnyYlmFxnY5E14lNlRpkSkvt6nVcvN11prWltqW5trmltbGhtbG5pam5sbWpqaWhtqb+rtDTXt7U0trU0tjQ31DqEC2lnHFZTa1N9a3PDbXL31u7a3cQOLU11zY11LU2N7c1NbU22jo4m/+gQRUQibIzSAFNVGiAoyJA6bR2HMce0VTdXDuTvwIQpRFMYUxgBjEGphhj8j+H9gWHGVMbg14wYUyijEiUjqq9baiqRMtfIB34v735aOvWOWLZVvmEmRKQsRJhfZUihhAFYVjVKFMrA9cIUhhUNKfzFZK7o8AG4jtswx3g1em1SRfk5v84AL1NdFeNjcpte7mQGeQDGb9IpUIZDkr+wumFfRu6RvKIzZcbTpYaT5VWnyqvOldtOZBd8cjh1X1bpycqq4xX2GZRjpcLxCvtpU80pQ/WxUuGUofpoiXUG279rU6kV9tTKcTlWYUutsB0tFU5VOk6U2Xam5W05eS61xHC2wnq21Hy21Hy6yPRlqXAgs/iLL3MKbHUDgaAMr/8qPLRmY2GUEUyDg/2NeadLDyZUHltenba8Nm1J85kl7aeXtJ9e2HZ6fmPaR01fftxydsFdpfnM/KbTHzee+qjp9Py2tEVtaYtbzy5sOv1x85n5t8tdW/s2O8xvPPth9dmFtV+usJ9ebDy6uOJownVrvhIKSpSJlMqMERWe4tPWcRhzTFt1c+VAeEpTzBSkIcIQJYSBpYMijSpgv+TWXcZhB9UI0phKNXlQ6bH05u+q3fmhI+m51g2/6978bGPSEzUpz7QcWxG8Ukb8XZSMIaqqjFAmUU2mDKkMq2BhRJTw1Yct3PqBH+9bZtcJf8oDf+IzeYL6VU9SBWN3Bl0z2ekMt6Vi5Kiv+zw9p6Dpmt01ZHcNVXlHrO6Q4A7VegLGtq5Tl8pyG7sc/aLgCc2g2Lyi1R20uAJWd9DmFS2ugM07k+1//akGBQ+I1RO0ern0hcyeAPzrDto9IbsneMHenlphNzsHq7w+h3uk2uuz9Q5Xe/zV7kBh/bVDGQUVVXUSBDhg8GDMxkLBrIurK/Lz9iRey9s8Ytvqd6wP2NfK1nXIvB6Z16rmNZItRbKtloW1UxRJWKPY1onW1SFzSsicIlnX3FGm2NrUdksRhcSAsCZgXR+s2jxo3NCQllh4aO21xiqVYu5WgbmBqWHMMRs32RzpkxGNYRWMD5qigXkD/KFMd4cgDC5UDXysEM7BNKqpitjXWOI+/F4o5n/41/xwKG3ZQF2ZvyYvmLcl+Omzw7H/7N31jMuwJzDQC+4XuD9FVQupWohqItPAJIegTczfueeICh+My/i60I0H4+y+o7OYQFo3V8BON8m+8x2dxj114wuJOSb7SWOjYxgbPCFzn2j0BMq8uNyLhT5UdtV7uMCU2eqxDhKzh86gWLzE6MJmDzW5sdmDjS5k8cK/91+gO7MHmzzY5AUxepDBrZr4RqsX2/pwuqN7f0VthTdg6A9VeAPGAbGyL2Tol8x9ks0bSjfVH8m8NCKKCCJQpj8d3suwUUqDwVD5+c/qMpNDVetwTSR2LKWO5cwawUwxXKKZNYoKMdQef1chtjhkjca2WNUajazRxBaLhRhii72TxN21tW+xgzWCWRcxYSUzrsCWldgeH6xcbUuNaSg8i1Qf0lSF8dDVe1By2M5xL7fZXDiWMILBZ0Ig6hNC0iDWiTJCILYjQDU/0wKIR3ExFNCGGrBj3/DOP3XF/bhn9zs+83E62KKJAzTkxf5utS3ffzLOFftE14Y/BC6uop3lLNRPIQoME4iGwopGFA0sKITRhy7c+oEf7DDmgBTCW+UhxByjAbHAXJtZ1WnvRyaPbHKFLB6x3E0MXiK4UfnlvsN55symPosHW53KDIrgUkw94s0GZbsHW3qlm//OZEe3tSlZnZLVBWLhYuafsMUpCU5J6BXTrVcPldYanSGTWzK4RKNXMnhATB7Z5goV1F7bnXpucCREEIHY9dlYKCXBoN+YtaOncq3kiFEdi1XbAmKLIJY4akqmpmRkWSXbEpEQR61TkVhijaVCLBFiqS2OmKOoJYZaY6g19k4ylQanuE8UtkYQazyzJmFrDBLiVGH1tex1jQUnpIAHMUlhKsGYhTHHbNxjc6RPrGFVQxhgBtOIBnkq4F/hnlHNx7RhxoYhIBQT/3B3p3FP67anxiL+D7z7OaU5A4sDjCoM+TEOyVTByjDpcZATS/1JP70a/8PGE8uHO2uYQqlKGdFkMHQwBVrmRDZh38q93UE6aNPJgW4WfCIQ9atRxgikHAGwGw9umPyqP5fXefYC18C4EkADFNwrN1mUZmdC+lZDPRaQ8ysceTU3bB5kditmlyS45fJeYnRTq1Mta+07li9ktwxb3NjmlGZQLN3BKrcq9IoTbQo3/rE+sfE+rIRszpDNBSK4QlZXyKr/6wwJzmCVS7L3hjKFq0dL6i03RKtLMbsUg0syuuVKl2RwilUetbCmY/+JDK/Xp2E2W5hDYzQYHLNc3NJVFic7VmDHQmyfT4QoYkli5rXUvFYV1oiOFNWWoFni7irMEostMcQai8zRqjmaWWKYNZZZYjRr7K1iib1ra1PfgVpjiS0OW1dhSwoR4qgtXhWSrmSuais9JfmciIZUTYGkIjL9rMOwneNbPQ3m4M6UyYQFICUFUYjawEFNHWLqEML+gKYFGQsyhsY8odYj4ukXB5J+MJj8RE/5cWnACz9veJzTUU0LAVpRAK0wSkKeQG1a3xdvSlH/l7zphyHjLnmok2KqKRpTIBgV4kaoApNieLkHDej0a5MxB8ZYrzyJEbyIMJ5uyHGHjj4egU8K9jOdWEJnL5igMQDjHdPtwg867Bjzh0oqHbmOjuo+VXCJgisouIMmNzO5icOtGNrcJ/PN+c39Fq9q8gbnkhi9QWMfiMEbMHgDpr6g0ROweENmT/Cc4/LJovqqTrGmV3E4FcGpGF2y0S2b3LLDIxfXdew9nj445NNNtffwq7qHQ6mGfaH6zO19hXGaNVKzrNDMKzRzEogliQnR2LFcqlmi2iM0c9wUJFYDMDEFMcdOobWp9Aj7YGus7IiVbcmybTX4cexxqi3hes6q5qJTqm9MJzsYB/bTVVUYc0xXc3PlOEplSoPAL4MpQpQSWSNBjEYRDoWIJmGs+r1+27HWfa9eWfMf7l0vq8U7tZHrmiJrCJLqiUYDGpMZ0ShgFsIwZiES6sCtGdKJ96/F/eDK5j948nfi3npNDBBZZggxotIw5rjn+0efRCdjDhgPxjChCBFVxUglCBNEHiFREVwyxhTDJ/BE60U4dcZGHYtQiFB6oBefP1hksOVUXXX0yRZ30OIOWDwBg4cY3MjmlivaXMcvGXObvWavavSE5pgYvCGDN1TpCRo8QaM3ZHAHzV7R5AmlOa6cKKqzdwaremWbU7Y45UqXXOmWDR5Z8EqF9dd2nzjXNzxKgV5idmJIGdWUMbE2a7unMJ5ZozVzpGaK1EwpmmmVZk5g1khiW644liBbBLXET0HiqGXqMpUGp7QPtsaqtijVmqRaU6g1mgoxSIjtzE5sLjqh+sYwA2IlAibU6f+Cwphj+rqbI0cShVGRQF6JpnDDJFDgUQVTpCBtdGCwp+L44KZ/8a36n2MH3/Q15qq+QaIQqlJNJYgyFdLh4V0aokIpJFFJjEmUSkQJ9jUNZ8arif/sT/xX5/GP+64ISB1lLEBIkDE1HEN6j/fPZLShr8uK4nK7W1ov19Y1VVXX19Q2VdU2OGrrHh2pqm20V9VX1zRUVdc7quraL18dHBpSEYYblC867LhHzd/vw33B4CWzkF1zWRgQjX1+Xcr7ULlXtXrl0svOo4WGnFa3uQ8ZPcocE4NHqfQqlR7Z4JaNHsXgls1e1eRR0hzXjxfX2boDDvA0SWa3XOGRK7xyZZ9s7pfyG6/uOpXm9o0Q4P6ZJcyhacGQXJX9ibs4iQkJmkmXDZppjWaO1ywrNetyJiyjtkgiJD2wQq2xmiVCMyVqpmTNEqlZo4iwsjs7rrUoVcccCjA3QVj2tJcw5pi26ubKgZCTQkQGBKIULB2QfS0xqqoB2mmSziW4Vj3Zvenx4QsJ6JpNE4cYVimiYBShCIz3hHEDByJUkRmWGJEZUykDkwmW6GBnsPygd+eLVxP+zb33dVx/iAV7GBkieBS4TcPLtDUAERtQ3omTM4LTRJJRbX3z0dRTX+w7sv/QyUNHTx88cvrQsdOHjp16dORg6pn9R04fOZF27GTa/sPH9+4//OW5C909TjB+wM2qe14gE2vaiv8ODvQFgpdMtsyaK8KAZOwL6FLWh8u8iGMO19FCY3arx+zFFqc6l8TsVM0uEJNTMTkVi0s19yo2FxKc6nmh80hprenGmNUjmT2S0XMTc3hlq/cm5hidTcyBNW1UlKy522+UJGBbArEkEMsqbNmALWuINZFZYpk5lplTqCWBCdF3F2s0BHBMSabQ2lR61PexRGmmaM2QohnWauZozRqFhZXXc2Kbi44pYOdgCuQ1ykwTp/1DCGOOaatujhzIOb80EQi7CKNA5qcwElDFrss1NQdW9ET9p7rqMVQQRfodTJE1rEKaC2TBE5nHZUAIiEI1iCCQRIaDjIoYE8oIYhhhigjxO3HNnsCeZ28kfK9x53PXbZmSv4OR4dmi7pkbw8YoYA59EuWZRqzX6d1/KHX/oeMXsi6dzyrMyivLyC7OzCnOyCl8dOTcxcL07KK0rML0iwWZuUVfpmftO3gs/XzWwOCwDjcwRjyx5cHGHP7QJaM9s/qq0C9DiAOXsj5S5sVWj1La7j5aYMpu9fK8FdXqnDsC+MkFYnYqZqdidamWXsXuQjanekHoPFRWU+kcs3glk0c0eqQKbuqo9MiCR7rUcPXTk2mekREgF5ol7nPEtBFRsuRu6ymJx7Z4Yk0g1mRkXY+sq7GQSC3xzJzAzJuYOZlZI6cm0QyQx11liq1NbTdLJKT1GlYzwzoASdZoZFvZkRvbVHxMHuOYA6KyQxoLTPtBGsYc01bdHDkQKqwwjSFEMFIhKGNM9deMlUYpq39GVn7P/9k7oj1bUhG8U0MyhMyY6NekkEZCUDRFp33k/j14ewxqzAc054qkkRDDCkLAPQpRBa5r0sWk/oTHxhL+LXhyUbBdIKoyRzQ4K5fB7Rw8TFJjTFMRtjvqPt9zKD3j0sW8srSswgt55eeyS9Oyis9nlz06knax5EJeeXpu6bnsooy80szcotTT5z7fe6Dt8lXdzkEIHk/qmZVRm1qnfr9YVlGdb+us9mKrW9bF4GEGN3O4iKG172S+taBpUAD6CnEuickj6mJ0h4zukNkjmtwhwSNZ3WK6/eqh8upKF2AOuGS3ZIIEFlVwKrVOpay2Y19q+tCgj1dhmR3fisY0NCbVZW3rK4zRrNEaBxbIEYkcy7FjEbUvZkIUxxxrmDVhapLErFORKbY2pd2oEEPsEUhIVoW1qj1OdcSJVTGX85LrS86IYyoQK1GN01NP30o9GXN8Qw4d5FDeFG6Z1BMdv3oEmHlvzY7/LrbAO8ttZ8IrL0D2J2edgJCXB/rVZmoPo2+3F0cCuh543A+wb0AmpQazlMZTY6kGz2AMrGCIID9WB9Rec3/p9ro1Tw4lP6keW0zrs1jATSh4SnjZJZUxVQbqcgrBRLdiDlljIle5qgE/ukyBuo4phCI1SD1WWrB+ZOsLbYm/vr4/Qm0q1IK9Gg3yOUBPZSSM57rxUk5wMwGHJAwdjCO/EMh5hPcYvUgSZ0nVOcxm6THz7QZkJveGFFCIj+TuFSoranmFee+BY+ezijKySy7klJ67WHwuuyQ9p/R89iMk57JL0i4Wp2UXp+eUnM8uycgpPpeRt//wsfrGZs4WNe5becBzpsb8odJKW46jw96HTR7Z4pYFyNGgBjcR3Gp5uyf1kvlS04DgQTAr6+IWTVzM7tCE6PYAo0cyu8VvK3qzcJRLtLglswtW/tHI7Vjnti5uno9kgUv4agt6a7xli37mvEH9EDhtt2hwA/eG0S1ZAHOE0u2XD5VVgZ3Do5ghXUUyOyWrUzY7kd2FCus7DqSeHR4cAfvfbMUIM4rG/Lbs7a6iRM0KqSvMEkks0cQaQRzLqLCcWaOYZTW1JFLIeo1lpkRmWQfUHdZYJkQy60pmiQRbiDGZmhN4kGkisyZRSyKzJHBJYuZEZk4kJiDPYEI8AbqOaGLlTB7WWGqJY5akm+wdCUSIxUI0FRKpFRw9vJ0kaolklmhmiWPAERJLLDFUiIOcWOsqZl4FG4VYbI/GlgRsTsTWeGxPEu3xbXmJtaUnAn4JDNg8/etejEm3YI6vwwyqzlEJHJI8VpDPWrfO9FTnd7iJTSZAyv1e+QfmuHn6nO+YMSDVRASEsxbM5CP/YWhLr18IsABpXA9YA7JRBHF0jDFEiIwZZxqFErJIEZ391wu7Ty92JT81uu73amaCeqOGKBKlGiMi+FK+xUL4raJQyG/RJMZExggW2XC7aj4Y+HyeP/bfPFue7zbv9w23YgxdEKihCbTq4KrBiCIMXhuATViD2Fb1Zh0NqgE3uwRCeJVFqOYCV/hoLaAZHs3BK/EpSK00WPYeOH4hqyQzp/x8dml6dkl6bvG5nOLzOaWPjqTnFKfnFqfnlqYD0irLyC5Lu3DpwOHjDc3NCNA115j+fvIA3y5jgWCJ0ZxZc9U6gCshdUW2O2Wzm5jcyNwnF191HS4y5Tf12zyIOxr0uVk2uiSTS7K4Qzp/uckVMLrFCrdS6VHNbnkqYnXJIHxn4CLzyMDQ1Sva3IrggnX9K0Aed8AcENc5WUwu2exWLC7F6lIsPNOEfwLrl+ACFGV1Sja3YukVTQAvwHphcYNwzKEY3KrORmr2KoI7eMHedrjMYXAGBDe1uIEqTegN2Z2i0c3MXprd3Hk49cTo0NCsji1BgeHKvE+6S9Zp1lWaEM0sUawinhljqD2KWiA+g1qjmC2K2CKZEEsNyWr5NlyxlgpRRFjAhAXMspgaErWKjdTEgYI1CVsSAStY4zVLvGZJ5mm3q4gxnloSsDUSC8uofRmxR4HYIqklDptWIUsEdcQR2yrkiJHty5E1AVkSiJBEzauIKZnalzPbSmqJpZYoao3Clkhii1FtMcicwkzrqTVWNUfLllhqjtZMkdScpJqSRGtya0FCdcVRXyhI9CJO9/b6fgvm+Kq5YMJ6wJ/9vNrX+LvnVzGH/kLNiQDGV2/u+938C8kTCs+fGDezwPlCdB3WYQdfeeTsHCoUv2acYjSoMT/hxVKA4BxiLaCMGwVDM2S3MoaYr41Ydgc+ec4Z82/OXa/212TjgU5NFXlIqChTLE+NBIaNw1KOPxkCZAN4gUlQsYUyJGr+TnS52JuW3J30WO+mX8kX42h3GVM8BGMVaiRTmVEo4w2ln4HWHzhSwaZCVY4tIE2Gs4oB+RUMM5kocP0ATyL34dTCmONOWOpRwxzc+yCZOE0FvPrDnD0Jc7hEgxsm78lQ4BvWLQAsgPHCCDkjIAa3ZHSKOjeoySWZ9S0TmANsG9Ik+QrmAGuEh7NouGSzRwH7BHCqSoYbQbNLMjlFw42ghTOeAebg7YxjDrdo5Kd9E3PIgjvwEGAOypAvZLm480ZxMhHiiS2K2qKYNUG2bxiu3hKs2qrW7fTbdirCDmJai+wxkj0qaElAtgRmiWCWKGKJUswrJXOCKqxnlihsXKbaklQhnthjFUskFqKwJUIxRyJbPBHiiC1ehqTWWEWIQWY9UiSWmeOoKY6aIpk5CltjiRBNrZFEiKLg04lgQjwyJwDWMUcRcwwF108EcaRIphhijydCIhWSqCkaCwmKIwUQUsVSzksWr1gTLufH15Ud9QdF4JXH3J1xD7BjMub42icjN3HrLwmTPnXLN3zqpm+gg/qHB+Z+Gzcmt88UqI3OczZvGvuBroqbZNC4HX5WAfDXavZ+fsHhBeN8GEFGx2AOh6hjCnVdqUohFBTKEmFVVMe8V8v21a7+3XDU/yJ7XyJNRwkaBsJyhCkWKQlKU64jyCDIQ8MA+Sj3rWLIouVmCpUyVVWJMkpFFx6oIfkr/Jt+cTXhZ3VHl3pa83FoVKFYIkQkVARHDqUMaZrCaVI5nRjHlWCn4aI7y/Q6otzb8oh5V8KYI4w5gKVUn/VhLgfHhCtkcUFdNIsraHYFTS7R5Fa5AJK4q+hwBKCGRzZ4QYweyeJVrG4wcpgBcyimPsUE4RQTcivO4I0oZrdyE7soJg8I4Bg3Ry29wF8O4KM3aPEoJs4oauQ2Eh1zmAFzyAa3YvSoBrdi9koPCebQVJ8sZO3sLU7CtjgC9owoxRzTmRORe/C/C/e8Xrn/bcvRJR0XEqXKzbItWqmNDlXFhqxgAqHWBGSNZ45E1b5Ksq0hjlhqj1YAc8QSWzR2gL+DWpcRRzR2JGBLNLXF4arVyJ6M7ElESKFm7oKxr6JCPPhcTDEYKEQTwFdij8GWlcy6ktgSVEsiscQzIZHaksC44ogaLo8NGOKwLV42x1BHEjPFItuqgDUZW6KZKYKaI4GH1Bp/OTe2vvRoICCBvwCCsHVH9zRnr6lhDvCijJfG5k/5CfsBOC/+IbOGOfDNaUh3ruj/6nMTD2OGSEduApmmlh7KwzCf+4EiBygpISgCLAjMDxygENoRYKpf9fvHrlT4T30civvR8JonB3M3qn3XKFIZUTQsAz5hVCVAgT7F1CjGgR4UiZuo/sHRIYbasprE2wlxblNVFkOOnLFPXxiL/n8DG/5j1LBZHLvCFFX3hgWoGuQ1qSGaA4ZuPFiV8Pb1cnQc3Gg87kPhRpCHcpimedJhzBHGHB6sowSwQADaALGOY46Q2RUyuUMAO1zgfJmScFxi5Gijsg+oLwAl6K4WQAaSwS2WeyDSQt942ydAjQkxAWgAMbjlCpdY4QpBeRSvDNVSuDNFDxSt6PVzNwpEaVi5b8XMDS2T+Dmkh8O3QrVQAFVnbncXx2E7MIgTW1LAHHduxysL/vaL1NV/OL/+D4cin/10wRN5O/7WXx4vVccN1y4fMiYM5W12liePVCdja5LsiA/UxA1WJgyVJMg5jWa8AAAgAElEQVSmtdSagitXhsxxEhCSLpStMT5jEjHEqeVxAeM2f+nG0aLVIctG2brOV7BipHyFzxJFjPHIsnZE2DJ4afVo7uqAaZMsbETGZF9lgl9Y7ytZNViUPGTcIAuJA3nvfbnu1ZqTi0RTYsie7LOvGi5cMVQWP2TbrgrJxBJFhQgmRCBL5LWcmKbi40G/AoEVSIPXeFib5vJPU4mt5B4S/aGvmzQ45gDLuU4SMP4JBvHZEHD5j1va9RlK1TT5pqjwFZz1I4c5uDMFqxrljEgccxCZkiBlKgIUItKhjqBwouvAoq74X/Tv/Cs27aMDdRryM0oUAnShvDC0Qhiwh6pTy0ADqxcUiptwrgEZE4NTQFhDUA2ZEoWThoEvxe/CTRf9J1deW/X45U1PDeWl0G6bFhzUMJEg+BTfDH0llAHbGGMyZSoB0w1EsOphHABHwLOmTvMX8JAeFsYcYczhwdx0AX4KsytodYVsblFwA1G6nusBwaQuDj6gFtrdBSwZLsnIa6cZvJLBKxkhhhTCOASvYvHKENrJ81S/wZ/CgcgkO4dLMuigxytb+hSzV7Z4ZY6ERMhAcYu2fsXoVo3gZJGtLtECkao6vpngBJOs7uD5Bz6eg1DNH1RqMze7i6IBc1iTqHV1wJhweuOfohb8sTU7atSU1HUxJnPjG6ve/uWlHa/4bWvt6QsvbHjxYvKfT294pfL4glBl8ph5ffWZhbnb/5yz6U/Gve868+I6zn5Q8sU8d0UydiRcyVxcfvD9gYKE+sN/z9j8Zv62N79MeLZg53vmAwvz1z9/MulX5pN/Vx1bnPkJmZ/97fzqly4mvpi38zVX6erB0piSvW9c/PTN3C2vnEh87uLn8z2GNRWfP//+89//POq5zvzIpuzIM1tfTF/968xNzxcf/HigOB5BwZcIagO3DuTKFh0Pjqk3MQfiT99pPjr/aSpTMdTRGH/R1N8z9VdoMhHvoa/oxUh5zKYeufkdfUKgsm7GgJdrzNGGCDVA4OVchdlPd8TcA13rNLU7q4dBBqUGCakATKHiJtOwSrGkElViLOAb7io/6d7ys2DsD9Qdz4lQsK2f86CrjNEgpSKURmEUyq2MMhbkeSpTuB59BICTlPvedNcbkykNURpiVAG3CWPAsU5URjGRiNTb5s9Lkdf8sy/p/+48sXjoqgUpMsBY4ChTKOVXwCTgWKd+/ilBQOpkzAGXOH3cPYWrevB2CWOOMOaA4u+KyS1anCGrK2D3hKq9UlWfXNUvO/pVe59i88qCG766Q8jn7UGgHtHqAvlHLgzkj4QMN/zG7jFj91hF12h516jBFfxHa+Bh+SbfCiSeOMHQYvWqRqdY2jVS1DFogogT0eoWTb2BgnZvybVBo0s1QbSpLPATsHLHDdRS4R4ZsxcwR7qj7XD5Ax1DijTNJ0oNmeu9RZHYHsssa5h5Y7AyOW3TK4lLX+0qWIntMdia1JW/ddOyt3YveepKVtLnMW8cjnul6ujSk9sWblj6Ylvqx1VHVuxa+MK5ja+V7J+/L+b5in0fl+16Y+uy37QWbVGrtpYfXvhZ0l87slenxv5h5Rs/S9/2wfnN7yx/6ZefLPlLxZ4lu1b+/pOE5/pLN2Runpe4+Pn8L5ZVHYtZ/fFPzu34y+XcRSkfPRb1/hOlR1ec2PJBwuLXzGlxhXvfmPfCbw9vW1F/MXZH/POrI561nF2e8em7Gxf+puKzt1RbsmqOYI5YbI3syI5tLjopjmF4yoIRW88pmeZT8Wsxhx64obfK8/Ig8pBA/AijqgLPfGC250IIf7fV4I12Irbju1yhlKiALSjFGKuUYZ7RA3k9OmsSL80O5dOnqaSH8zBIAAEKc7AHyBq4WCihKqFY8dMeC0r7wJ3yk8sbn+7L3IavWjTZA4wbkDwC6RCYypgpikYkjUgMM0XS0NRSQyByF4NQBl43nmTCrRQhRoMMulCgIgjkpCDw8lAIHlX8/artgnv7K664fxn97AVi389GnQxDgq5KqUwoBuMJ0qgIQjh2gQK4OtQE2wr/KTyc4zS9s37gMQckzmSXXMgtu5Bbdj6H59HwLenZJRN5NPo+d/xX/+qWHSb2/LqVRyqGVHBjk1u1ehRzz1iVJ1DjDV5q7Pz8YmnSwfOrU3OOVTSYb4zZesfsbr/FFTD3+h39stnpNzv9Nq9ocQUET0jwwIrVHXT0y/DpCjlcouAMWJxwiL1PsjmDaeaWTcez8+q6Ukuqd6aXVHaP2Lyi4AlZXAGLK2ADQBAy3wiae4MWZ8juVfQVK5SmA7G7JcEZhIKxzuD+fMuWs5cqOgbt7oDN6T9SZFt79Hy60Gp1qxa3bHNLQq+/2iva3QGB21csEHkqc8wRSne0Hy6vMjj9t+etWPogb+Xg0dTRwe8ob0Vn0NcLO98s6Qxm/9GQ2JC5vq84SrFGUTNgjpAhOW3jK/GLX+7OX8FDSpMGDZ8cXfv2zhVPlBz9OGXlr63pS9S6tU0lSZtXPH1hzZuHE95Yt+TF1ksLRmoT27LjuvJjy3a++MmKJ9oK1+HqbRWHPv40/uWevITU6J/vinzyWsmqq5ciVr71i+NbPvIIn2YeWJC8/HfNGRHbFv/y47f/dGzDorxdS5e89sSqD39rO7Niw4ePH0p4NVizpTUrcdOCeUW7Xq9PfWP+y78pS01su/Dehvcfu7QvQqnb0lGwelvEy0ej/xA0pqhCArbHI1vs1Zy4xuJTwXHMQQmTyFSd7Xd4ut2KOXSoAcWRYO6BzAaMESUEKSojRBFDo8ODfa7uy631bU1VXBxtjVWtjdWtTbVtTTVtLdX3W9pba26Ry611nt7rI8NeWQoAezcGTm4dcRCqQaWncR/Qo2XoAA8JlgEi6lVcKSUYycFhd2NF3YGl1+P/Rdr+K1KxkQ40U3WM4SDQaXBgxkOGJarJqoaheArTiKJSdcqYg6iAT/W0Ew2SViAaFAwVIcaJwniujAaU6RArAiTpMGDBAdpwFh36r8E1/1mz7nctuYekvk6KQgrGCkBIDU4fS5wuVYQLAlDLz5SbUqZirrvD7f/wbpppzDG9Of7r5n4dZKRlFZ27WDy55cnr+j7AI3JTdDii/zsBTb4V7HiUMEefoGfPumS7K1TjDezOLP5w9fYP1+5ctOXgf6d89of58VGfHy+/4q5yj1mcYxWdg+XXB8w3fNX9svmGz+YJmm6Mll8fsDp9gitg6B62OMcsXSNVvQFrj8/mClh6xwxdw9au0QM5xvcTt5+tqCto6MmwXTZ0DVl6xwSX33zDV94xYO712Vwhh0dyeCRjl6+iY8jc4xegEr0oOENCb9DcNWrqGqn2iJbu0ayqqxn2dsP1wYYBuai5Z/uZ3L0Xy4WeEQHyaSVz91iVO2i8PlDZ0W9zilYeZwrZv+CCCaY7Lh8ur74dcxhc1OTB2S2QKzsyMDhOzTsp1WFGVic/J/QG9RdcHXzo0yVizBcSa8+v6yuOxo44al2jGlb7yxPObX41cdkr3YXR1BGPbOvaL8RvXPDrwyl/LDu5aHXUb6ouLpNqE68a1myP/N3x2Je/iJq3Leb16xVLfA1xQ/Ydw9YNxi9e2rLkZ+1FG2X71uI9H36W8GpHdvTJ+F+e2PRin33D1YLFqxc8U3A0bqxpf97RZSnLn2m4sGzVO9//4PUXPln52mdL/7gj5p1zny2vPhe16cOfZ23/QG3acjUnYeOHL+dtfrnh2GsLX/pV5fH42pPzdsx/3JSarNRucFVu2hE578CKZ/wVKciWrApxihBzJTe+oeRUwI845wTFTMIziDl0HmUoMoohhZLX/+Q0UKLf47paby8uyztWmru3uvJwe/XJ9ppj7bVH22sPt9Uebq073FZz+Er1fZfLVYdukTrLofLC/UV5+6uFvN6e9lAwQAkYYjAGi4cKRnyRMB9hocm3zpxfh9d/TPkkrWgqQK/giGu4aKO49j9pxP/u2f+mrylDC95QqBqEkivADBZkLASJs4xpN8M0MdWQJvL/p6YxpmkhBtGimPODADQY93yNe1vAKAHOOaZJiEqaiLCoyTKvhopCfVeHsxJ9a3/uT/nP0ZPv+NoLFXEUCihzU4nMOKspT5Plhg09lEm39z1agBJcVzPKz3ELGvgGMDGVryaAwmQjx9dZOy7klt3e+8SWqXQ3sc8jhDma+2weZvQQs1uu8oqnSoQ3VyYn7km91NJjc8uV3f5t50pWHUgrbrpuuHxj88nMxZs+X7Txs/XH0otbexwu33mhKfnA6QXrdy3e9Pn+3ApL9+AZQ03K7uPbj2XsOpNb1ND5RUbx/JQdiZ8eXbFx95vLkr4stp8utn2edim7qn3LicytJ7NWHzjzUcr2baculrc7Hb2jJ0urVmzdv2TjFzG7jp63NDt6x8zXBw/nm+M/Px73WeqhPJPpWv+RXMOnZ/OsHf351Vfidx1ZkLJjxeYv9lwoFHrG0s0tG49l7Dh1ceXWPQvX7zqQazRDaRUILNUxR5q9/dCdMIfZC5jjYvP1I8dPjgwOccKGGYEZ39QI5xkYhzc6Lx9swUQKKTVZO1xFsYo1ithiqX1V0JJwZst/rVz4u+oLUc7SlMa0hCNxr65+9ynT8QUNmZHrP34ha/tbfZWxllPrN330fPnnb2VueX/13/5kOPJBZ0niuR2vV6YuLNr7bvx7jxvTVl/N2bhj+fMpi15szV5zJP73qZtfcldvaS1YvOmDp4wHokKOz8v2L9q66Olr2UsORD6+5uPn6i4keirWGFKXNWREdeYt2PTRz87vWjFat7Uxe9Xaj/5yYeub1Wfmf/zqExcPRDRmL9m04OnDKR/3GtY4zkVuWvhM1tqXReN61boGCatUIfFybkJ96fEA5C9qnDFJxmA6n+Zyq52DYw7AcOAyJxLCIiHi6Mi1Wkd2Yd4+S+nBy3VnB3typP48ZTBXGcpShjOV4Qx5OEMazpAHL6oDOfdb0GDuLSINXBpxF15rShMqjxTnHxbMeQPebvCzEHiB5pEBCtUCVJOmqaSH8zBwbcBIygwFNXUY91iGLm64tvYpd8rPAycXs2vlmujUyCgisowQIkwlmkyhJKwCJgpEGAaSUvBTaQrEbE5pUuc5yjLRoAQLhAFBCOl4PCkQfzFAG3oAEtCRUUWlSKZIwXywoP54iA42ioYD7k9eu5LwM/fBN+Xqs3S0hyijWBWBxYyjYAQT7k02UuAkffQihGcac0xM2zOyMoEY0rNLvs7UMRmCTF6/ZX/9qyme1aOGOQxubPWoNX3S2v0n/7o0Ps1QXTcgO/oQhILeCFh6Rm2dfRsOnnones32U5lbT1x4IyJpc+r5woZrSzd+umjdJ3syClftOf5uzJrUQvOh3IpnXv/wo/iNR3IqDuWUv7IkNmLrF5+czHo3MuX5dxedLrBsPpIWsfmLLyur5y2Ne3VR9CenL8Z8cuCtlckniizGK651B88m7zm57UTWu9HrVmzeU97aeyC74oPkbcn7TqXsOxW5ff+XlTVJu1NXbNqdV9W2cuuej1dt3X0uf8Ohs29FJJ0scRzOM730ceTC5C2fnbn4fsKGt6LWZlVftbolIDCF1NxQmuPy7ZjD1isaXNjkwVlN1w8fPznM7Rw3yXm/CTTc43cYY7fbXV9f39PTA/n/nA4YIyz5JeHCNldJIrLFIg47QqaY3J0vJy58/MTq36eve/bgyt9+tuSpoj0fDZvXDRtTLqx/7cDSJ9NTnj0S/6fTa/7sKYjuzEk6Ef/yvuVPHE94+nDUEzUnFnRcjD4U+8zuZb86v+q53Yt+lZo8r/fS2uwNL+btfGXQuqYrf9HhiF80nFysODZXH/vwWMyvnfnLms589Nmy3x6P/3XB9ucPRjxuP/aeK3/p4cgni/cuEuu3X8tPPBj7cvHuN24Uxmxa9PTBxOdaLy7J//y9HQt/ezblydOrnzmU8Fz7mSXYtoFYVxNbCvBz5MZBrmwwpJeU5HPF9GP2b8UcN71TGINZXlJVf8+NywV5uysLd9y4diE4VKAM56KxLDJ0VvOd1XyntLGT2thJNnaSjp2ko1+y4fT7KnToHLmDXMC+fGU4NzhQ6O7Mt1Qcv5hxuKOjVZYloNvEkDRBaAiTRwtziDzTQ1MUJTDgvG68cnxBf+y/qmv/Xb4YqbjqaAhRjCG0k4gaRroJASp3MCpywnJEeQAuDxQmACCmRIDBII8KAjrGw3o5Hz6naOMEbTzwUzehYBxgMCjMT4gPytNCkCsQjhIqS6Oh+kxx539JMf/bjR3PdZSlBrzNmuxjBCp0ybwRAo3qTKvABvJwwsJ7OOv7iTkmEMMUZ/rbd5vwjEx8NdHmxMrEVzqq0KHG5I3TWH80MUddv5yw6+B7cetyq1ocLr/Nqxh6Q/Y+tWWEVLR0vh+TsnbfiTrnSJPXn/jpoY8SN+48lfn60rgjOWVNXr+9s2/puk82HDx9JKfspQ+WncivrO7pX3fo9N8T1+fXX27y+rYdO/fSe0tPXzJuOnw2cusXZ8ttb0UkRG/fXeccyrU3vxe7dltquu2691SReX9G4cGs0o8SN78Xuz7P0bZ43c6onQdM1zz27sFLtVcK66+t+iI1YsvuQzmlry+P35dR2OT12657l63fueFQ2p7zhX+Zv3JfWs7VwcD+C5deXhh9MM9k5dm/wE/qlb6sgnort/hWbL2iycOEAZrd0nXo2PEBbx/YOcarB98jrvjawzUNnqllZWUfffTRihUrMjIy6uvr+/v7A/6A7JOsmZ90FwGvBhYiqT0KC/HOghjLuSX20/Prv1zSmB7fWbh22LZJta/CQsJQYUL76WjHwcjaM8u8lfGKJTZkTuwvTKw+Huk4tqI3O0o0rpfNG5258fb9/331zOIbFxNuZCeHKje5L65056xUhdWiIaY744PRskhkSxgpXum8uEQ2J4XMKZ25MXXH/9aQ+k5vdoTfsDpYmdSZseLGpVWifeOIcc21i9GuwpiAdc2V3KSm9OWesoRB0+aW8yvth96oP/1hd0mKaluvGBOJKQmbE5GQdDkvpr7scCAY5JiD81hP7RX0jg+4WzHHTa8KJlRC2H+1o/F8xjGL4QufJwONFaCRLDKSgQe/pCPp2uBZbfBLbTBdG8xgAxfZQA4dyKDD6fdXhs6xkfO3SQYbOEdHvsQjX6KxC/6hC/W1h7Iytl1uN8nyKMG8UAiGEI87qmCubuTxOArrbyTGz3w7X+qO/eng7nclR6Y24iRYhURYwkA3nEOfEkQhCANCX4AKFFJlJQ2SVkSmWyymxuPK70fd6s/hB1DEAhkYdDXOH4ogO4aICkEq+HQgTINQrDIVMZVhkSERPuUBudvenf5Jd8ozY6t/hM4vo53FLORiECMMzKmTMIduypqrw/g113UPmEOf9fUZXY/x1D0gE+t3hAXfCgHc0sX5nNK0rKLJzU7YP/RmJ381AUEmDB5T7/qRwhyChxm8zOJRa/uk7cfS3l2ZkFZhbxxQBI9s6yeV3WOlba5LVc3vx6zadz6vrd/f0je2fl/qh3Frth4587eoVZmm6ib3SINzOH7HnjVfHDmcVfj28viimtbmwdHkfUcXbdheeaW7sW90z/m8eQtXniqo3HL0bMTmXRlC3fKNn3ySera931dS17p09eZdJ86fK7UuTNwQt+2Lz05lLE7evCR5S7a5duXGT9cdOWvvHazrG2sYCJg7PYl7jkZs/Wz/xcLXlsecLDa2jYTq3MPRO75Yt+/kvnN57yyLO3OpvKl34FhuybzFMfuzKxxeEejIgMBUOuu4crDsNszhFHk8B7pQf3XX7j21VdXdN3q6e+7vcuPGjevXr584ceKZZ5753ve+99hjj7344osRERHHU4+21VUZcj/pKdvAa7NBvRVWEUfM8aojHgnxWEjEQgKxJ2DrSkWIUGwRkMliT1HNG7B1JbUtV4UURVit2NYi6yrVmoStScSehGwJxBaDhGhkS1Btiao5TjUn0Ko1xJLATLHMAhVSiC0BmzhRuj0JWTfKltVqVZxsS1Ls67Athghx2JqI7QlAGWJZg8zxxLEcCVHEFo/sMYo1XrVuUG2xUI7OvFqyJIccq4Cco3IZE5KYOU61xFzJW9lQtj8QHIU8DJ0Z4x4SMv5p3Dl+k6aTASWCPhVIXZ2NuTnHqquyxdFSNJajDl9Egxlo8DwbSsNDaRpIujaYyQay2EC2NpDDBjPZCGAOwAQcfEyyeZxnw+fh25HzdJivj3+CXQRgCnzF8QRsT4edh8/zjfCV/i9sGU4nw+cJfILo+AYNpLGBL8nQaTJ8Bo2eU8YuSP7C1sYThXlfXGm3IUVGCuJW/hl+G55AwjeNQxMbbl35mnljWpsn4ibHeer5iPHibRCsCU4HIAHVGGKqT+273JX3af26P/bG/RQdfY+1XqChPsg+Ah43CPbgFZFgdw2ykgB2UMQTTjBgDs7dJUINOM7EcutV3fx/4jImNnC3H6eOAS5RlWoqt5RAmA1PZJE1IqmUKJBwhCkkuWDEEGaIYpFhmQLn+v/P3nt/x3HdeaL+A96v75d33u6e3XPGuzOj9ewbj3fOc7Zly5Isi6ZypCgxCiRyJkgwZxIEGJBIxEbniEajG43YGYEIBJEIgAQBdAA6AuhQ8VbVm28V0IJAUqJEWh7PU517gNu3bt0KXV33U9/w+cRZOsIuTbGtp2Inf3wv+0djNw9EhpuZNR+iMQqSXoShgH8FAZoBHw5/4sI1EC6DEGbKx5oCTRn/MXm4z6mycdbr/4VRH9v4nHbID/OUmENjelTjTZjvZdo2ubatSWlolDc3ypob+NIo10s0RnmzWaZtk2kh8eTLmADST/hV0GEDWKx3S36UadsUzZCrUlknL61oqBVrpRqTHDRQ2uQ6s1wH+i9STZtIYSivkVytEjXK9UKGi0xrrpc2ny2pvFJe3yDTy7TQWaqBg4SdajYV/vAexSJPhTmejUXxWb5E/pf2pQG23CfCxy16K1Y35lzAHtFbWbJ7mW4vbXFj/d64cWjq0/zj+46eF3UNttx1q4bmUi/XHTxXLunsTT1x8cCxC/reO+aReynHzqeevHSrueP9tPziazX2e4uKnr6PMotKRKoKlXH7vozm3jsjy+HTtdKXdx2oaunoHH+Qea70V2/vqDN0nahs3H/svMI59Pnx8xfqpBP+tdb+0YPHzp2saDhT3fTyR3uV3f2tfWMHjp5/a3+Wqmfg6I26HQUnJJYBlWvkdJ28odOVc6Xy4OmSerP1vczCouu3zKMz2r47H2QXXW7SXZO2bN+TUdfSOelfq242/+GTg9e1XU5vzLoYt/sIqzvR1Df1GDsHjzlsS0zzxPzF0quter3J3GYwthr/kovJZGppaTlx4sRPf/rTn/3sZ9u2bduxY8ehQ4dqa29NDA9Y9ZceGI8gez7rzGStaWx3LurJpBzpIKhmz2IcmaTlAHKk0q400pFKO9NIexYFMm8prH0/5SxCvYdJeyFpyWSdOYw9h3Zkk/ZMxpVG2lJIRybQksI4OZg1G/rYs5E1ixZk3qz5rDOf6EknbcWkvYh0pZHOXNxeyIBgWxptyybt6ciehiyFtCWT7d1H2w/S9gymN520ZVD2I5Q9jXamkJZ8yl6A9+bQ9lTWepAC0bgs2pk93Zw+Yi6PRVcgqxHeUXmOzS/dyN/gww9YllzPNORt5wKpFuJQeHmpVV02aDlPBBu5cBMXEnFBJRdo5gItXFDOhaRsUM741civY/wyNiBiQvVMqIENS8H3EZIyQRETkrABKRsUcyExF1IImAOF5SikYAMKzi9nAwo22MQGmpiglAmLUbiRDckRbCJlA3I2oERhMYqImbAY9hhUcUEFG1KikI4Oq+iwgg6p2JCSCyng2MINXEjCBbRcoJULaLiQjArV3us/2665tDBzjyKB54F63nqDj0YSCY+MpENRiGdmnu9+wVuBwHfBc2DwoQyrGIutsCyfCUuSIDeMKGwhNNYYKn8nmv1PkeKfRXV5+LKTYQgKNoW0WYLF4aqQ/A30yA0jxGMLVko+mhjOTDiv5EkJJyucHbNpeWSwJzZstoIKAwj7FR7NQh3FQ2tDavz8y7HUv48e+0Ww7Vw0MIEzFA4pwATHJFie+YNkEySkA9OQUssSLEfwJ8rzrvMkpnC1IIvpOdu6hIsgXBzhFITrI/xNXrTnfA8A28pTxZBKNSbFo1r2oDprVOqMNQ2SvMLiPfsP7k/N2JuWuSc1Y/fB9Oyi4rKqW2KVXqY1SjVGYV4HE4i2XaZpl2qMEnWrXNcm05r4tSYFABT4K+Xl4+W6NqFFpjUVn778eUZBZZ1UpjXJdW1CkYHsnEmpb78lUmYVHs/IP1ov1QrbNsh0+cVn3t+5/9TFa2KVQRhTqW+XqFsVGpNcbVRq24SKVGOUah4jX/dYzFFeVTs8evcLjbd/Z5hD+BUIDxPhhlmJRk3dX2i8PQFzgMYbcGksRp3uWJ93rdbs3H/88qf5p1JPln6Sd/KjnFNXlV3O+bW69sH3c47uPX4p9dy13Ucv1LU7HQ8DZxpU7+ccTTt/fffRC5+fumIYmalps+8oPNsy8mDEjykdo58dOvPWwYKia3W7D597N71I1NF7WdKSU3JTM3Avt7TmstQwGozrB6ezL1dflhoaOvo+KTxz4PTVvNKa7MvVH+WdvCRpqWtz7i+++FnB6T1F51JPl6mcoydqZFmXK83jD0ukLR9mHT144krKscsHjpc0D89VGV0fH7pQ23F7KEBWtvW+k3e6wuRyeoFcRMjLlTwub8XJYw6rD6lH71fW1AWXlnGSwInnv5BfXhKJRH9/f1lZmUgk6u/vf/DgQTgcpmkyHl/rU5/3GA+xjjxQrnekMY5cZl25HqRc/yYKZ89mHVmsPQuO1gG5stO6/Dumenw1zvNMkuuEWE98rn/Nih+woNK5kVkAxFFAxkEhvNfe1q4vXfOoUFjMhhq5UAOPOU+dPgwAACAASURBVLRcQMcFJWyoCYUkTFCF/Fo2qEIBCQo1olCTYHhAATETljAhGfJL2GATjzkE6wVvmQhK2aCMC8oYv5SFoaRMUIpCYjooYiMKOiABe0ZASi9DIwN75w0qADtkbFDGhFQoJEdhGQrJhXHA4hISwV4AFem5gIYNyJhIQ9zXNNBV3mNUYbE1gqGeKh7hay7Xl1Yn5xthjhSmGcHmIUzPyTn1S5s92wfeisHw3zovuwrhk6skG4/RFEI0AwopJLsyTjrLlkpen8/8kafko6illlgeplCIBh7PBGIwyEqiKfA6UV+FOZKoQjhBGuI/1pfNyEN4XCYRyVOeX/LiJPeSxGowpW44ZREimLiHGNf5xOlzRT9+cPinEXkW9bCPJmIUQyMECbd8AWMMTO1AXwduHKAU21BBpFmIAqH4AOmnPLyn7Ja8BzYuDFDEgMY8vyTr/64wh0TdptC1q/VtV65VvbbtrZdf25aRW5BVeDizoGh3Stprb7z7p7feu1hWIdcYlbo2VXOHQtsmUbbKNW1KXae6pV2qNsg0BoXOpG5pl2uNMk2rUmdS6c1yrVHd0i5W6pXNICIvVRmqaqUVt8SNMp1S16bUmRW6NqmqVa41KXRtcq2pQaoVOogVLVJVq9bQVVUrzS44VnzqklxjUrd0SFWtquZ2oa7QmKRKg1xtVDe3w/GoW58ec2zVlf3rYY5HbyoBWAvtwIvD/8RW1qKmbsvX6sraPVSPJ2HzYraFmMO91uuJ6odmbhpsl8QtpYo2dd+05f7K7WXKNh+TO8fK1B2lKrPcNWZ/GB7wxXtm/XUd/RekhooWq+HOA9fiatv4YkPPiOVBuNcbc8yv6Aamr6rMFc3dMtuI1HanfXyx5c6coneiazao6psyjMz1uletD4Iyx5h++L5zYUXuHC9RmGvb+zomPRLrHVXvZM+MX+OavKbquKHp0g/NuhZXNYPTUsfdPm/Mej8g6rp9VWG+purQ9d/r9WLGcW9994hpwtfrTRjGPLXdI62TPttizO4BQnenDxODlv1W38qGrixS3xHyVgI8vxCf0JX8ZT6PypYvjmXZeDweiUQwDEs+6hkGfY85tlyox358xLcC3xDtdt9XycsXp/XMipEONDLBunXMEdRwQQ0XAhRChxrpoIL2a9iQlgnKUagJAc6QMiEZ7W8iA2JqWcyE5IAYoEi/KEEJx+MM1s8Djg0XCRORoYicDkrooIQJyxnwpEjYsIQHExLw4whl3WQCzpdNjRIuLOZCci6o4zGHnArUUisq37SmTVN7b2yEZEn0fO0NvK0+eT9zHJeckoW6sOqxF/1ZGnn3gKAfA0iAV1JZY7g4xVCIYmicXvF7pzovzZ34CZ7yn6grLyfuqBOJUIJP96BBKT6M0CqiCDD7UJDf9djpUJgshXlUePdKvrhvBlWbfm/wOxdWPeXZJVGF8NhNWlOEcZJr+bQjjkSrUb81odtDFv53X+r/NVGT554Zi1EUDa/7IC4L5j7B2cQDaIF7NmnToNcpaYXr9pQH+FTdhG95Iwpq/XZIvrMmgchjL/JT7eBJnZ7BziFRmeRas1rfVnbj5mvb3vpk174mmVKq0kmUWolSe+r8lV/97tX0nENydatKZ75ZJ8svOnUwozAjp/joyZJ6sUrVbKprUpy9dPV8yfVjpy9m5BYVHDlZVdtUeuNmTuHRAxl5x05fbJI3a/Qdpddrzl26Ud+klquNV8vrsvKOZuYW5xaeOH+5XKZqbZI1X7xSeaGkQqZqVTe336hqzMwt3r0/Mz378NGTl+pEKqW27Wad7MSZKxdKKk6cuZKefTg189D5y+VytZG3sjytneMLzAGyUTwp73P2sj7pS/r6duGO2XLDRFZXnwZzOL2o2411LcadPrJ7LuJyR28vY33emGtx1eWO9vsI+yJmXcDsbsK5GHUuRl3uGBCVehOOhTWXO9briQuVPm+i34fB2iXCvhhzeuMO2ByDcNSFlT5PtN+XcIKIfMzpTdgWYi53vM+bsM+v9nkTA0t4cuSBJbzPm3AB+oHBXe7YgBfrc8eheBNOYGePAinqwqrLHbu9hPcuxpzza4Ow07h9MTbgp4GHFOrALQZspItA4m5ZiDq8mKT33mMxh8XLWX2M6s4M8HMEAHOs/wif678tX+SWb43jOP7x+D3m2HKdHv9RwBxC/D+vloVYPLbWqm/oNF6lV810UMGbIhp4zLE+x7OhRibcwKw2ooiYDmuYkJH06/GggoqombAG3B+wlRoFlMgvZf1SiDMNSmAcKE1QQmIUEDHBJiYkp/xSJqxAIRUb0RJ+MbOiooIyQB4BMcMbNvgw1SYuKOKCEiiAeACs8PYPIaxExgUVvHtFxAVlXEDFBlSwi6AED2hv2242K6tXVpYZ5jlbOoR5USCHSc6Rwgya/CjMOo+/9t+qlbdzIAij5CiMRRiDWIJgcZrFWYZcpmb08fpd3sJ/Dub9fVx0mFm8Q9AhAkIlGAbH2NgaiwgEYrJ8QASN4mycgpCLrUvS5LD517WZBkc4wc2YIwlTto71hM+bnwmCVSC5L6GCgGgUbHCQYQuSLQQR90aHZIuX31hN+b/J0z8jLefo1TGaonDEUnwaLsEAlQhEeiDIyBUSZFhepZbgeUyfyQ/5uBPZfBbCzCF84wRBMMBPB8vmd9nHjfGt2r4B5jDzIR3gGRFiOyB4QmtW6oxXrlX96c9v79mfqtGbWtq61Po2g7nn8tXKX/z25fScQzJ1S8Wtxjfe/fiP297JLig+kJH/6rZ3UrMKmuTa61V1r257++U/vbk/NXvvgcyX//Tm62++/+neg/sOZn3wyZ4/vPZG8ckLmhZzWnbh9nc+ul5Vf+V69ba3PvhsX2rRsbO7P8/489sfnjh7uaZR/snuz3fu+VwkVZWVV7/57kfvfLizsPhEek7BK6+/kZqVL5Kpzpdc/cNr2//w2vaDGYUH0gtef+PDl197+2pFvVLf/q3tHBu8Jt/qsj+/jZJ3u4DmEUIURQnI++l8K8DPYfGhrkW8awECLW0e3AJkoAkHL0Dfs4BZvXSPB1JJ7V7S6sZtHshnAW16L2FZBJ02u5e0LGKdc1HhYw8QcJHdi4ked8LmxW0ezLlEgTYKbILbfKTNR1q9BIwAoZ0gZtuzGIe1HrxnIW51YzYP3r0Qs3pAAsbmxuyLeM8CrLW6cRh8ibQvUSDw5oYCAise3DIft7kxy0LcupiwLMQdXsLKbwuN/MgWnj1d5HpM3krSzpHEHJAvsPk3+RerJ18nNj3wme/tHE/z++AxBzyfgfIAnMSIWbh/TyUrW5hW06t6OihjwBXC+1ZCMt5WIWHDjUy4ngjXYf46Kqylgm1k0ExEmomQhgyoKb8Creiii7KoW4JCSjaoZoPKZFgoGxKzYfC80AERE5HSQQXlV1Bh5dqiOLooI4OK1cV6bAn8MmxExgSVsG1ADgkygDl4Xwx4W6SsYEERQlmhg4oL13PgA5IA5vCrmaCECUlQRLs8pzNqKybHbzOQaPk8F4qiwuHw6uoqeCp4oyiGYSsrKwRBJKcZ4Z5/nnuFUEjI/mU4CmcRjhCLEywW4yJLoTvawasf3Tv0k8jZ3zGGAuS5TRERAsVoliIpHOEYTeBQwykMIykSHnAxJkGAXNrWBSG0tra2uroqoIHNEIogiGAwGI1Gk4AD8qpxfGVlRXhobh3ryZ+Tw7IsyNwHAoFEIpFsTFo++PAV8APRDMHEHzKTCrJquy/rvw0X/+ts6zncfZciojQFgrQ4w8R404+AOQShP4hDQYji40zBHfVcF5ZlE4lEMBj0er3Ly8sYxqdnU1QsFrt79+709DSO48mb4Xnu+RtjDgF5QPymRG2Sads0evPV8puvb39n2xvvHj1x7uTZkuNnLuUfPvHGux+//Nobl0rLldrWnILiX/725ZPnSpS6VolSl5pV8MsXX7l45ca1iprfv7LtjXc/vlkvUWpb9x/M/vG//jK7oFjX2lFZI9r25vv7DmZpDe3p2Ye2vfn+9cq6omNnfvLTXx86elqq0kuV+vMl169X1dU3KT7YsWvHZ/tqGiUp6dmv/Gn7uctlar1R12rOyi/645/fOl9y9cKVa7968eV3P/xEJNU1t3afPFv6s1+9nFN4gg8NgXPZUp4mngMwx3czLz3FhIdh2MTExPj4eDAYpHh5AYZhIqtrbT1fG8+xZPegHi9l9dHdC7jVQ/QsYjY3FJB88xLdi1iPh+xykz1eunM+bnHjFjdu91E9i1jXfNyyIQALjUsUSM+78S4Ij8AsXgKQAT9I53y0ayHWA7rz8e6NtaBo78G75mOAG4CenOhxYz1uADGCNj2PRRL88RA2D9m1kID9uvHOhXjnQtwCeShQ7D7K6iZsbgAZkJ/iwR1eomc+BmBFgFD8fu0+0uLGGp33KtoHtuTKJjGHevR+dW19JBgUtBuSgOB5VR79JgXLpWDg3LABf2/neKonnIA5+BdCPrCDwog7/VZ7100s3IxWwBTBBmVsQIjJUADmCIvYsIiJNJJrjWSkKe5X3XXWtinPtDUf6tAXdGhzbcZDnns1LuNJp7E46pEyIRMTamUiSiasZsJaJiyHMFKIAJUzESXhb0YRYzyg6dAUtErzgg8azMq0yd5LRECBIko6qEdBPRvQgvWCD9dggwoUkaKQGoV0bAjMJxDMEVBDlEmkHkq4gcccfOJuUMysirGwesB287azDYutPdUleepOgUCgpKTk2rVrHo9HmJunpqZu3bo1PT39xXz5vB06vGkYAAdo6fGiJSyBx5ZHlkynIyd+Esv8r6Ebr5HDDexqIMGwMYahKYJhYgy9kqCJkanZ1g67ydjVYWrv7uoYGh5yB4Mkb07YctIEQQwMDPT29kaj0S0+o+XlZblcfvv27SS0Iknyzp07Go3G5/MJz80toz3pY9JYghDy+Xx6vd7j8QiPCWGehp86DRyoLLXG8IK3JPCqsolle7Q5NXbkP68U/telyvfDEx1MdImj4gmWWuX4MBdgT4UYDpzjQNGWpkES6C+gyrK6utrV1VVaWnrp0qWSkhKdTrewsECS5OjoaFVVlcPhiMeBSEdwGD3pOnyb9m+KOTZNz4rmDonapNKZy27UbHvj/Z//6ncffbL74537tr/14f/78xc/+Hh3SVmlQm1oaFJ89Mnun/7itzt37d+5a/9ne1Lefu/jn/3y98dPXSy9Vv2nP7+bkpqj1ZvVOlNG9qE/vLr96o1bzYaOukb5R5/s/WzPQZXWmJF9aPtbH1ZUN1RUN7z93id/fP3tTz77vKj49I3KOrmqpaZe+vHOvTt37a+uafzks30f7tjVKFboWtqaDeaLJdde/dMbxcfPnL1w5aVXXs8rLFbpzNqWzkulVb/4zavpOUeSwa1PiTlG7n4RQ8pjjr8y6EjOhcFg8Ny5cx988EFxcbHRaJyamgoEAoFweHMMqc2DuxbxR/JWlgXu855FomeR13EFVIHZvGDMsPrILjdm8VHdPqrTS4IUHK+XJginCcCiG+Tpcd47kxDaYavFhMVLdC0mOmEQooeXeE3KrQkb9ngAnfTwivNCPTmgsHmyv7Df7nVpWTgGi5ewLVFdiwkB36wPuJjo4YvVA6ew+a9glbF68Kbema/CHJviOb4Dv9kXT6eNnzb/KPseczzVk+wH8PrHYQyHgSgG4rC1WF+PYWygkVpV0eFbTLABzAzrsRQqmPvDvGckJMbD9UxcEXjYdOXEZwd2/Lb62k7RzT1113fI6/bMjFTMDNXPDlfHltVUqIsMtif8CtyvIYMtVERDhtV0uBn3q/CACltqQys9q8vamyWfXD76TmBOPOa67J0S4QEd5ldiywZs2UAFDCikYsIyFDQQfm1sWYIFmomACUVUkDcb2MAc4XowdYTruYCCC6jZgJIJNKHVemJFOjlUb+9QrIb8m+czoS7EXghBi8m1T7pywuQh/OU4bn5+/r333nvppZeamprW1tZomnY4HCkpKU6nk6KoRCIxPj7e19e3sLAA0nMkmYwRE7wGT9rL17RDnisFSaV8eiuDe9jx1jVx9sOin40d+t9RTQ53vwXF5mmKwHkKUpaiEA3UF34CP1dek55RUHPzprixpvrW9eMnjpRfu+Fxu4UzIkkSx3EBPJEk+eDBg+npaQwDIjWSJIGqlEcn0Wi0v79/bm4OjoJX1cMwzGQynT59enx8PLm5QM+XdDcIpmOCAMbRzVde6M+ybDgcHh4ejkQim0cA6Mbz2NOIoGgCMYhmCSgozPgHMcuVucuvj+T9S6j0Q8ZezYUmKHqJ4FZZRDI0RzHgW8FBa44SWMrA5/JsZo4tzxocxzs6OgoLC5uampxOp1KpPHfunE6ni8fjg4ODVqs1HA5/7U31NV83H04rvFQlI13gAQfnAhYcSHdmEUES3T32a+W1clWbUtsh00CKqQQST0wKDW/h2IQ5JGqTorlD3dx+5drNbW+8/8HHu6prRPUi5cWSij+/+dF7H+6qbZA1GzrqRYoPPt7129+/mpKalZlTmJFTkJlTkJ1/pOqWqPRa9bY33s/KPazVm2VKfXpW4R9ff/t6Ra1aZ2oUqz7euW/P/nQBc/z5zQ8qqhs0zW03a8WHj57ZfyBr+1sfvrbtneOnLlbXNO34dN+nuz+vutWw49O9n3y2r6FJLmCOK1cr/vj6m4ePnjp/qey1bW8VFZ9U6cz8Ad/61Yuvpecc/kaYo+x6lcFkmpq+NyssM7OzMzPr9b/Yv/v378/Ozo6NjfX397tcrr6+vl5+6eMXod7b29vR0XHw4MEXXnjhRz/60W9+85v333//5MmT2ma9XKvXDt+3++lOHzgsnoA5aKuHsPHF6k7YgLUzYfMkehbjVh9u8fKQwgOK8LzkPS7YJyy8EqzFg3cvJizALC44UzCLB+9xJyyeBKjee8BS0gOy8rjFw9sweAHbHmGtF7N4MasX57sJdV713odDoxeDDfm1PW4YFgwVMDjUYe+8XSR5GBvtQHPes4hZ3EljCSjWWtxgwuExx2xFx5PsHIz6zqwQzwFY8mt/Uc+jQ3IWEAbjP37vW3mqK/slzMEiNhqMONpVD+42oVUZE65mg/WcX86nqiogehTCJsQ8T4aMjDSSKxLvbP3xnA/OHtrtfahbWTZGlgyrS9qIV+Nqv9rbefHhZE2r4mir/Iiiflf1lXeNirzosjLuVw/2nFPW7r155W3RjYPuKdXqsv7Wld1XT326fF/SrT887qoYsV2SVO8UVexrLN97q+TjEdspIigd7L4sr9l389pbTdV7Z4bq6FVdfKmJCcvgwAI6sHCEeVNHEDAHH9XRhFZuoah4fqqps6Vu2T0v3CjC32QcRtKfmrTqP+nKbd6cZdnZ2dmUlJTs7OyMjAyHw4HjuMvlOnDgQF9fXyKRqK2tzcnJKSgoOHXqlN1upyiKJMnkHPykXXx9O8uyBI1RaJVlEzSxcM84fnXHcto/EIX/K67PpoIWjlqmgfOLIRicYgmOohEN/J5ekjpWVl1zSxQK+FYjXl/wodGkzdqb0md3Yhg2NjbW0NBQVVUlFotnZmZwHL99+3Z/f388Hg8Ggx0dHSKRqLm5+eHDh8FgUKFQjIyMRKNRu91eVlbW0NBw4cKF48ePT0xMEATR2dlZU1Nz/fp1vV6/trYWiUTa29vNZrNarS4rKzMYDKFQiGVZj8ejUqnq6upMJpPf7w8EAi0tLYuLi9Fo1GaziUSi6urq5uZmn88N6rgsSwIhPwJ8zER5WTgSrc1jg3Xxijdi+/7L1JFfzvbcSqzd5bglmogCfuYFdQmOYWkBcwhpPl9/gZ/UY3NCrHAnRCKR6urqPXv2uFwuoHuNRt1ut8/nIwiira1NKpX6fD4Bc9A0/aRhv7Y9iVqEyvpHHnPwh8GwLMIIvKvbdr2iTq40KbUdci0omDwJc0g1kLei0pmvlte+vv29nbs+V6hbmg1dKm3bsZOXXnxpW0b2YYXaoNS07t6X9vIft1fdamg2mDXNrbWN4tLr1XJVS+m16j+/+UFuwVFNc5tc1ZKeVfjKa2/eqKzTNLfVixQ7d6WkZuRrmtvSswq3v/Xh1Ru3qmuart64pdaZtHpzSVnl7/7w+oc79lRUN3y8c98nn+2rqRd/fjDzz2++V15VazB1Gs3dhYePv/La9nMXS0uvVb76pzeOHDuj0plVOnPJ1Zu//t2fcgqO8+m4Wx0rQPuhNUl1JimwephlmnaFpl0sb7lcekOp0QwODw0PDw8NDg0O3B78Tpb+/v6enp6Wlpbm5uaWlhY9v7R8eZHL5fv373/hhRd+8pOf/PGPf9y3b9/ly5f1BoOqpVU9OGtZIr4Cczg9tN0DIRF8AXV4odgAMSQsUHAoj5ebf6wGPWzIc40/VqR+Y63Q52v/PlHpfuuueSwCpppkETxBgsfH5iWtHqKp96swh2YUNN4iwe9IV/YJv9nvMccTLsyXmwXMgdMcAWGGiA15fPY2kW9GhCJiNnITIiQCashBhaJdxxxBNRPQMisSZk2x/LDhdMHuU/n7H8xIl91a/6Im5FUF3KryS59XX9s94Ly8b8cv0va+qJKml1/5ODvll47Os/fH68pOf1R/Y1+b+nDegdeunP7MfV9WXXrg6ukDD8cbjub81ig7MTvS6Gg/2206d/bomyk7fzJovzQ/VXnh6Ie15QdbdIcyD750JOvtkEfCYAYiIqeXlcDMERJvYA4pG1AzkDErRis19JrIP9/U3Xrr/tSY4H4jCCIej3u93sHBwcnJyWSUX9LU/+VL9MUnYaZJJm48ePAgLS1Nq9VWVVUVFRX5/f7h4eHs7Gy73d7e3v7555/fvn3b6/XW19enpKTMz88Ls4UAcb4Y9JvW+NgHloI3f8JVGbvwylT2P85V7ggPmtHaGkIUyZI0yxAMirAw9zIIsaCQxhCriYqLV6qvlXl9C4GV5Qfu+1Kl9FB+wcT4+OjoaHp6eklJSXt7+/nz548dO/bgwQOFQlFVVXXv3r0bN26cOnVKo9FcuXKlvLz8305qz549SqXS5XJlZWWVlpZqNJrc3Nzs7OzZ2VmVSpWeni6Xyw0GQ15eXlVV1fz8fGpq6u7du9VqdV1d3b59++x2+7179woLC69evWowGM6ePSsWiycmJrKyskZGRoaGhk6ePKlQKKRSaVZWVqO0YTURFm5OluQF6GgWYxDG0iTLICLOLt51K4/eOfaHB0dejKuPoAUriwfg+iAWFGdA84XiWdJBIDf6DC9BAuYQTB1CBA9N03fu3CkqKtq3b9/Fixc1Gs3ExEQsFsNxXCKRXLp0aXFxUfjSnyVvJYl1hF3H4/Hx8fGJ8clwEFL1KIqkaXIdc5TXyZRAyCFgDqkOmDAUQAv2hXy84IwQMEfp9VuvbXvn4537ZMoWpbZd3dwhU7WmpOX/5vevHzt1WaFpLblW9eq2t9/58NPjZy4Vnzz39gc7d+3LEEl1lbfEb733aVbeUYXGJFG0pGUVQWhneZ26ub2mQbHjswMHMwsU2taM3KI339txqbT80NHTv3tlW2be4XOXrxUWn/rDH7d/npZTJ5J/9Om+jz/bL5JpSq5V/e6VbR/u3Hv6QmnBkZOvbX/3s70H68XKa5W1L778enZBsUJjUje3Xy6r/sVvXs3MLf5GmKO8qq5/cAgjeFkhmkYQyPTdLQJZBEVRQoX88hIMBsVicXl5eVdX1/T0dCQSIQgivLraYXPI+6esy2SnD7O6scfaOZweyu5OfKnwsEOwdljBJsEX3vghNH7d35jNE0v2sQJoWC8bjXE7dIhvfASzypNKcluhsqXb5rUWz7oJJAmP1oNMeVcL8JAKvpUn2zm+xxzPkfnjL87PwVOCExQH4fWIZpYeztlM9aF5BQo3seEaNihiAxoI5AwqNjBHExvQMAEtGWxg1hS+B7VnCvd+vP0310o/qKvaVVX2kaRuz9RIZXVp6q3re/vtF9P2/v7mtczYStvYUO2hzJf1yjzPfUWH7qJRdcJmvnA48+30Pb+fHa+vr8gsPXVgfkp0svBlo+w0HrISMZu96/LRgtdaVSdWl5sjSzK97FyL8ozZeKow543dH/zaO1dPrGnxsJwNqbmgmo9vbQTYEZSAY8Wv5oJSZqWWXG0Me2WOjoZ7YyMrKyvT09NWq/XWrVupqakvvfRSTU2NMElgGJZIJHAcx75ySXYgCOL+/ftpaWl6vX5paamoqEjw3+fl5blcrrq6usuXLwv+hYGBgV27djkcDpIkCYL4yuGfZmWCikXptcjq/fGJsncXc15Yq/2Um9GxWJCFsFCSZEiaBSWSOEsnGPBUQFIHyZCxxNXzFw7s/7T61rWa+vLsvPS09EyzuSsciSiVyu3bt/8bm293d3dZWdmOHTucTqdWq21sbDSbzZ9++qnRaEQIBQKBmZmZ0dHRgwcPKhQKkUh0+vRpt9sdi8W0Wu2pU6fGxsby8/P37Nmj0+mMRmMOv4yPjxcVFZWWlq6srPwbc05RUZFKpVIoFJ999tns7CxCaGFhYXp6empqKj8//86dO3Nzc62trR0dHa2trenp6WcvnloKLECeMwKuL5ZkOIRwGidYGkMIp0iSWEHLfWT7ac+xX00dfz1kqSMjD7FoLJEgEjgRxxJRYi2BR3EsEcHxwDNf/3g8nkgkCIKIxWLCF+r1eru7uysrK0+cOJGdnS2VSldWVmQyWUlJiRDbkbzBnubbfbQPzi8YhkWjUQzDFhYWiouL/7xte2H+IalU6nQ65ufnIiuR9o4ewc7xOMwBQaObQx8UunbIRK2VZOcdOXrivALSYjvkapNG39kg1nyemnfk+AWpskXV3Ha+5Mane1M/2Z3y0af7d+1Pu17ZoNCYqmul2fnHzl68LjB0nblwLSPnyK16uUpnbpRoDx87f/pCmUpnOnvxalbekZoG2c16SUbu4Xc+/OyT3Skf7NiTkp5bVSsWzVjlnQAAIABJREFUK5oLi08XHT1b16SUqVtPnS/bk5K5c8/BHbtSUrMKK2ualDpTVY04LfvQ6QtlcrVRpTNX1Ug+T807e+k6T0r2pTMSzu5RO0eTTH+t4tbw6F0aSP756FHEfGcxpJtfKJJvLFsaBcel4HgV3mfW4vG2Hpui/54jgJ4ec9jAvfJF2TypJ00gX1OBdNaYfWOQzSMII9vdcQf0iX/NOBvQRwA9IJiyYYNJbrjJGJP4HnM8R8Tw7EN9F5gDcTTFMRSojzOeuRm7uTbiVgDBV7geBSVMQMfylBi8b0XOhUVcQMcG9HS4Ea3JludunSnck7XnbXNrgaPzhK21eNB2enGqtv5aZs21Pf3283mp29RNp/FV89Rww9Hc7Rpp9oDt6oWjuyqvHDRqTx9Kfz9r/2uzk3U1N9LLzqY9mGw8WfTHNuXFWNB+23rtaMEryqZDK8tWYq1jpP9iQdq75SUZOvWxo4Ufp+x8fWmuiYzqyJCMAbowBU9ICiGufLSpnOdil6NwPbUmjiwrbO01XW16qVR68ODB3/3ud//0T//0wx/+8B//8R+Li4tHR0eHh4cHBweHh4eF9+yhJy9Cz6Ghobt37w4PD6enpxsMBoRQb29vamrquXPncnJyHA5HQ0PDmTNn1tbWKIpyOp27du3q6uqanJwc5pfbt28/eQ9fu2Zwst+56OpwKy8uHXlh9cw/U+OtLBbnH6M4x2I8FzgokgALuhC+ADRvKJFYu3Tl3ImLh1wDbX3O1mOFubnpRdNzwbVYoqGh4eWXXz59+nRlZeWVK1fKysrGx8cVCkVDQ4PRaNyzZ4/D4UAI4TgejUanp6dTUlKkUmltbW1JSYnX68Vx3GAwFBYWWiyWrKysHTt2lJaWVlZWXrx4USQS3b9//+LFiy0tLYlEIhQKHT16VCaTNTU17d692+/30zSNYVg4HJ6dnc3Pzx8cHOzs7CwuLq6rqzMYDBkZGRcungoEHoJIH8EwJM/DzhAsioMSHMuusuwKyLdgzFIHWbvNl/+zcEXug76WkaGh28MTQ4N3hweHXKOu/juuO4P9rjsjttHRr72+X9EBjPNDQ8lb5cGDB5OTkw8fPsRxID988OBBcXHxvn37ZmZmBMwxMzMzPT19+/ZtYcOvGPkrVm3e6fDwcFdX1/79+//HD//HP/yPf/zxj3/86quvFBTk6Q16jc5wo7JermrjiUchOWWTnQMMHpsxB9RVrXKVoUmqkch1CiD6NEuVRoXGrNCYm2QtIqlOLNcrtW1KbZtg2KhtVIrlepWO31BtlChammTNMlWrVGkQy/VNsma52ihAELFcL5br5WqjVGkQ2lU6s1xtrGlQVNdKaxoUUqVB3dzOb9giVRplKpNK16Fu7myUNFfXymsaVHJ1m7q5U65ukyhaxXKDRLHOQypVGholWilQoW9FUU/CHGKZ/obAQ8pztQEFL42+q4RKsKoloUaysgVzCJYwwdoqmLJWolFjV496cMYRWI/neBz3+TLYOcAOAUGXTy5gqEjO9F9TEawmPObYGFDwd8D4gBvcCaDQcGMbDp2kZ+cxFZsHe3rMsbG7jRPhE3AgmcWNObyE3YNLeme+Ip7jezvHs0ON5AjfAeYAyVAK9DmA2MQzd8/ZXhNZkKGgmI00oaAUBfW8QoqEd69I+MQQHetvYSKNTFSyNFd5NPOj80WfR4JyFDOiiIHBjJH5psrz+25e+XTAeiY/5XVV/Uky2jExVH80+8/N0hxZXUb+wbdcnbemRqQF6e/t++Q3o8PlN658XnoubXayvjj/9y3Ss31dFYczX6y69plnThfydMZCrZL6z977009t5vqR2w3HCj79ePuL98eq6DUNWpHz5GAynhxdDoADMlwkXEDHBBR0qAHF5OFleU/bzXajTqvVHj9+/KOPPvr1r3/9ox/96IUXXjhx4sTk5OTExMTY2Nj4+Pjdu3eFyvgjyxi/JHtOT08PDQ0dOHCgpaVFmI9VKtW2bdvefffdgYEBu91+4MABIb/j2rVr+fn5Dx48uH///ujo6MTExN27dx8Z/hs0TE5MzI6OjOol4aK/p4/9N260ksEWQZwNAjVBMA0BJz7FIhIkVDjAH5C7EoteKb18q/HmSmIVpxPDI3fzswvram6FQwGz2fzOO+8olcq5ubm+vj6r1RoIBMRicU1Nze3bt3NzcysrK+fn57u7u/V6/cDAwJ49eyQSieBSsdvtbrf7+vXre/bscTqd586dy8zMdDgcMzMznZ2do6Ojbrf79OnTLS0tQpLt0aNH5XK5xWLZuXNnV1fX/Py8oI0wOjqam5vrdDpv3LiRm5s7PT3tcDhSU1OLjxT5FhfiCMVoMoEIBhEsFAq8SAxN0ARBYYiIcQ+7iIZXvQU/WanIeTDePjoxMTTxYPzu7PTo1PC9obGJobnR4fHx8TuTk9/gQj+h69jY2N27dycnJ6enp2Uy2cmTJw0Gw/T0tMlkysrKKi4uXlxclMlkFy9enJ2dvX///vj4+JNuqifs4UvNwrZCRuXY2Jjdbk9JSfmfL/zon//Xj1966aW9e/devnyxrb1NrdWXVzY8JeaQ62DKl6lalRqjprlNoW6Vqk18aZOqTQpgOm+TqIzqls4mhQEcMfpOvtEs0wCfmCB9IteaFTqzRGVU6MwqfYdEZZTzqihybZtCZ16nHIVxDDK10KddoWtT6YFaVKpu5bu1S1VtEqVJoeuQqc1yTbtK36XQdSi0HUBcpmmXqc1qfbdcvQ50BB5SmapVrOIVWDYFxj4Rc8hbyqvrhu7cAX1pXpMHuJa/kyUJOB6LNjYjjyQnGPyCKWo1FjN1W9SDM9YlomuJTyKdTzwub4UCJgw+MBOCNDeVZCNvQsB4XPL1f4VUW35MzOIh+EJaPORGHbw8duDV+GqUs44bIPjUC4UPSt26dzgwfi10+DJs4vk8IOl3HXN4CLsbl7i+Im+F+R5zJBHDs1f+8piDpXmxLMgtZBDyzk05228GHwDaYCMSFJTTAQFzgGYKTOeRei7QzPoN7EojWhEtP6wsO3Hw+uns4LKIWNUlltXxFfWaR9J0PUtZmzbsOHsq9wOzqjQRMd0fk14s/rBdd+S25erZw3vLzu6vLP38/PGUopx3m7V5tyoyqq4WzM+KLp9506S6VF2yP2XH/1NbsVclyZPX5992lPTbT2ftfbvsXEbF1ZQrZzMLDnzS3XoYC8noFRkDGbNS3gyj5D0sQJeO/BomqKRDIjqq8LvF9q668Tv9Qkjj/fv3TSZTaWlpZmamTqcjCEII8BQSNwRTJ/XIkvTLCg5ZmqZ9Pl9paWl/f7/AVBEMBktLS4uLi6enp9fW1hoaGoqKii5cuFBWVjY4OCgMm9zXI8M/bQNBkjGCwklqbX6euvLzRMb/MVHzztKcFSNxEGyjIYMWMRTL4hzCgQGMY0mOw1kOJ4ibN2/KVepVnMRYbhUnjS2tZ47m3xka8Hq9paWlhw8frqmpKS0tFYlEkUikpaVFIpH4/X6DwZCTk3P27NkTJ05IJJKpqanDhw+3trZOTEwcP348Ozu7tra2uLg4KytrbGxsdHT08OHD586du3nzphA86/V6KysrzWYzQRCrq6uXLl3S6XTLy8u1tbXZ2dklJSXHjx83Go1zc3NnzpwZHh42m81Hjhy5ceNGRUXFsWPHjhcfG709EqbIVY6MchiFMBaRHKThM4ilgV6VikUD3ofG6vvHf+g/8q+0/gpFzMcpMkohAkc0RsepGE7EUCIG9CTPthAEgeMwSNJNNjk5WVFRcerUqZKSkvPnz5eXl4+OjuI43t3dLZfLBUPOk+6ob3QsBEEIN14gELh582Z+bn515U2XyzU//zASCa1GVzu7bTcq6uV8PIeQtyJrBlUUPp7jETuHpk2QL5GrWhVqg0LTKuiuCTptErVpi6YrYBQ+KERo5xk+wJQiVq0Lsgh1ua5drDLymxsF1RVBnEVQaeEJy0HDRa5rk6hbZVpTk7JVqjYrdJ1ipUmoSNVmqRrCP4WK0C7jMQeciKoVzDMakHr5JpxgtbeHRygabH+wfEesUet7S/7bDDK21JNBP0JI2cpa1Nhl0Qytx5BaFhOPjedweGkh+3Q9FdZL9GyUze3JIImttoRHrCPA9AWNAtqgLJ4tBeIq7OtbfRHvmQz83FIBGOTDe54QxwqoyAtre3xbo1wFqJHEHE4P4XDjUtdM5RP5Ob7HHM9TyeUvjjngJyEobvKEYKHl+W5TxdJ8A7EipiKNKChDy81sQM0GBfJyEQRMhBrYUAMKNrFhOeFrCkyVL0/ewLwiFJYzYRkbURBLjeH7FeH7FbHFGvfdkujCLTYsS3jqfZNl4fsVdEDiHb8+3HnkweCl2GLj8lSFd/y6d/z68lQF5hUvTZYH7lV5xq5NOk5N2E+N206O2096x67hPolvony48/DswIXoQuPSZIV37Bq5LKNDKmZZyS0r2KAYhcVkREKF5ExQwYJui4gN1qGIbPm+zKS/+vD+qBC/KfzCCYJYWVlJJBJC9mby0fCkZCuhQ/LdheMgZTUWiyUSCSGJFCGUSCSEKDCWZXEcDwQCbrd7dXVVSCvdPMKWh87Tf4RBBJlXKsFOtAVK3gqn/l3i5G8T5rO438nSfsRiOC8IC7EcNNgEcI6kOJzBYyted2Q5ghMsznJxll1NRN3z0/5lL0mSa2trY2NjLpdrcnIyEonQNB0Oh4PBoDBfzs7O9vb2Tk9Px/llYWEhFApRFLW0tNTf33/nzp2HDx8KKSc0TS8uLg4ODvb29j58+FCYpJeXl8PhMEKIIAifz+f3+0mSxGIrkxN3nP3OB3MPSZyMR4m5eZ8fw0MEPjE7O9Q/5Hm4FAzGH84/hHgOOsYyGOIQyQI/B8wa/EWg42FsxoTdeDGU/cO7Z94KmK4j/zhDAylbjO9JsxwDYSAEy1Iky+BPf6Ef13PzNyjUhS/a7/cvLCwsLy/H43HhHsMwLB6PJw3mT7qpHreTx7QJJndhjyRJrq6uJmIJmgTZHCFCgaCIzi7r1Rs1mzGHVGeSaPkA0i/EYDdyPQSN1g2LxeYg06Ss/IZO7MYmvFEhuTaJUdYNDJovqctuCNI+2vhFy7purQbG54cVKnzKCRwYVNbbIQllq6jsxi6+fHiPy1u5UVkj2DnWvzLQW3nMRX6+Tclb5WmGTd5Lwn2yEsX0XX0tA1NOX6LTh3d6yB4P7Vik+x+St+fx9vHlcoNLNe62LPFpKcKkLszfG3/XM1Y25vtNZg+Y4L+zApDiK44hebQb6Cd5YEmSMYsbc3xh5xjqWow7PIRzEXcu4vaFhMWd6PHiVh+mHZm9WCf1BaOghPBs+fBP8309oQ9FJzx2zflZYzFuL2LsOWxPGmvNZ6xFtO0I7SignOnItQu59iFHBl+ykT0X2QsYewFjK2Bt+awth+WlXFlbGmtPR46c9WLPYa0FrLWQtR5iLAWstYCxFzK2TNaZhuwpjDWPteTyovaZpCMNdx4kXKmYKx0DnfoswppH9RSS3YdIyyHKVkTbC5GzkHbk0PYM1pWJQPA2g3Vks85sxpaNrDms9TBrOc3a8lhbJmvPYOwZhDNjQp8z0H5zNZqgQRYcZIEgHOPbLj9Y//mx6yzT0ciyo7t+bqoGi0ioSCMVkKCAjvGrOGDpkHGhJl5NTcSFRGxYigJSFJCxYQW3ogL+8qAMWDRArZ6Xs4/IQdR+VcmGoZ1dUcDHiJxdUbIRDbeiYYErXcWE1WxYBfWgEkXUnFAPq9hVLcjGRtRsWM2EgFIMtoK/aoYvbEhJBxTAzu5XcMtyNihBYQkVllEhFRNUsSBBV88Ea9g19eKUtNNUu+x9ICCGZE6skMbyrXMKkgkFSSAioBnhwSHME8k3mOSs840eRo/5WkF3HkxSHErQa3PkHUW0eo+n4KcTx19cUBcx3l6GipBUgkAEhEDQvEY8QyCGQIikaTAwQ1wETN7A7MnSBLNBmJGkyth85MLRCvwiSaIzoSKc2ua6gMM2n7IwlDANJ4ddf8IyEOrKAD+MwKsKWm04HCWCpBOSQsBjzGsnMxTBEEI+jiDpxoA9B0OhubXbmqnK3SOZf7dy+VXScoNbHuBwL0lhJMcleKAB+gsMwTEEC4TvLPm8JxvhXDbnIgl3V/JOeNavm78D1q/YBvUADE6DOB9/U8FPl6TIrm4bYI5N/BzrmOMRB4SAEv5D/n00hlQsb/lCb4W/juuSK4/5af17aVqJAeYwDEy6fPEuH97pJbu9tGOR6ntI3J4nOsb95YZeAXN8renib6vDV2AOKfhWhroWvsAc1kVwyvT4cNsSphuZAcwRWuMgiO15/8if8r5g6HhkqV12eVB9OOo8gTtzkT2dsWfTPVm0NQ858klHJnKmIGcqA+3pjD2TseUwtryNksvYs3nJ+0xkT6MdaciRw9hBlpax53LWfM6ahyzZjBVwCW3NRLYMypaOHBm0JZVzZCJ7FmHLwZyHVmyFnvacCW1qn2hvv+jzYVnmiCRrWJzVL8pwNqQNilOntTmetvxwd37cmke58pEjh7Zl07Zs1p7H2vMYWyFjPczYMhl7GmvLQrYswp491Zxzu716LRqnOIbkgJQJGI++7bIJc/CwA4+t9tnkdwdv4hEVGRKhFTnlVzLLKj5jVsHDjnW1NmDpCEqZgIwOSKiglAlKQMWeL+vqsiHQtacicghEDUkBjoSkiIcjKCinAjIUlDMhBSP8DSlQUI4CMi6iYsJKJiin+L/QJ6xkw0rE90chBR2UCz2ZoJyNqCC+NSDjArzkbFiOQhqgKA1qmUADG6ljI7eYiGb8tsjWpYuEA8KzO4k5vu1FW99OGG0zjkmCD6FHcpZNtgubJPHHtzkA0BNhWURxTDyKqDVER+fvxqQZRNHfr+X8cLHhgG+ml1xdYMhwDNEJELUiORrnaIpm2QTDxDkOA0F3gmUxBgIkELMhFitgjuSUmTxUAVoJ02qS73zLnCpstaF1BCs3b56sC1utbytQUEPgCQS+xjgmziCOpDmC5IA/jUIQ7McwLIdoJsIwKxxHshxLI4YkEBWPB+4vmC74T/88nvmf/DfeiY2IuNUxhvSyaI0EJMXgwOfBcQzNIYIDdwxQ+z/3F9zHnlryaiTXfpsv+svbJIdaryQDhOGUvscc69aO/xiYYzWGtXT1Ggcmen2xHh/W5SW6fJTdTfYuELcX1jGHZtxtW3pM5ObTRHf+u+2TREhCrqzgZHF6CKcblztnKs1D3QtxwdXi4KncBfeNbQnXj8xcqpMuh1Y4UJb+6xg6WMRSCWbIbtbdOuSUHVyyZZF9GWxvCmP/nLWmMtYsylqArAWMJZuzpHGWdM6SwVmzoNhAOJ5xZCFnFuXMJHsz8N40vDeNsWdzttyNksPZMjjbAcaewjpSWFcq48oirTmUvZB17EGuvZg1fcmYOanMdokOdYtO9SiuO43SIbthuK9tsNc40GuwWPRt7VqzvsGsvNIpPeaU5I3J0mblewOGA1h3LuMoZB0FrD2ftmcjx0HGtZ+x7mGt2chWSFoKZ7W5I+bqeHSN4h+m8Jb+DBf5BzwqTCoQcCSJjQ512bsq8VUzGZShYBMKiNiAcoOlQ+AklfEsYUDawQaVTFDGi86LGF7Lng2DeQPkToJg7YC4EL7CRhS8VKyMDUpRQAJGkaAMBfi1vHg9u6JiAlJGUHgJK2gANOsfwaDil6CAZH0tKNrLUUBC+cUMRHKIOZ6jnYGD0TFBHRtQMaFaNljDRuqJUHOfrXGgry8RT2x9cPOfk/hAWPvlR/1XfXp0tGTvLaueI+YAeg6IDqVplqYgjhJRNE4FZsIWke/cn+ay/yF45Y+06zobnCIRAVoqNMEhikFgTiBZRHM44giGpSHilKYZEjBH0g6RhBdbjj+JMB4FE8lTE8Lfkj2FETbjmC1jCuYNGqhDgLKMZgmEEhwR5SAHloZDZRng4ECIpYFyhEAI53CajTMoxMyaiaa0QOG/PCz43xFZLvuwg8HdFIqRDEaxFPhRBHUV0LWneMDBc5/zkrPJ7+i5VLaclPDx+WIOAbk+uqMN/ARfGvG9nUNw/TzBtzI8Okqh9XiOf/92jtUoZgDMMd7rW+v2Jdp9ePsSxFjYF4m+RaJtAuwcmjG3zff/R8zh8BA2N251k91uottD9Hhx2xLeMnKvpK7JHwrx7+Hf/hX8WZ4JDEsziErEVuenBnt0N9U30if0RTFXEd2XxToOMpZU2pLHWIopSyHhyCEc2aQji+IL7chCjizGDgXZshh7NrJnI1sOa8nnLLmcLZNxpFHONNKZTjozcXsmCR1ykDUTObKRMyvsOHWv5VhPTWbbzUNDhvqFkd6l6em1gA+Lr+JkPEFGE2Q4RgTihD+BB6LRpUhw0bcwPTcxNHPbNmSWtNedbKtMH1XmBq1HE31HCFc+1ZtN9R5gnJ+z1gzGkslYsh5oMkZNFdjqGsWxOJ+U8CyvzT/gAQtoUQiOMIZF7oVxpfjs/LSMWdUxQRETrOdV1lR83so65mADCsYPBfkVAAiCIjpYj4IihscBdEACOCMkowXAAckvUioo5T01EgaggxQ8LCEZ8otZsJFImYAERRTwEfCHBIGQPajVA4LhW6DPxmgwAiAbOewlogCB2ZCgAKdig2Dk4AIKNlwLjpWoZOmBuFV3fezuvY1nzqNP7y9S2r7Rpdw8UHLqfeyss2XtM93ZHINzNM4iXq4UqK9xgaMTi9K3q6mLPw+n/p/DJ3491d4QXfXTCIcpmKYZxJJgo6AZJsqyGPhKAA7Az0QIqdvsWNl8Xsl6EkwkTR2CZyrZIXnimxHMlrXJj+CFYQWuMrBz8OeCIWqVIVcYOkFDagpLApsXMHEwFBhDKIrE2TiGL3sW+gcq9y0e/Dsq/+9pTSbts7OUGzEJHAJKwRZCgEgLRHxAAjhDwaUSKBl4aP0sF//RbZMZB1u+4uSZJi/Lo9s+ZcuWodY/Jl8T+DP9HnN8Rd7K35xvZTWKtXb1GvvHe72AOcxLuHmZ6PYSVjfhchOmSf+N1l7tXcAcQtTnf5i/W3wrQgKLg48hlTlnKng7hx0owgiLh+rykF0eshu04nDD8L0rdaJAKMixBBAA/jUWBiifcXgiU2QiEphw6o3VOb11nyyZ9lKudNaRCZjDeoKyF2OufMyVizuzSWcW6cykHJnIkcnYwdrB2rL4qI481prH9hTwgRoZjOMg6TqIu9KI3mzcVUA4C5G9kLHnJXpSFxTvdN46YLp5+K65PvLwDrESYhKI4V8uCYQwluW1xzGMjdNslGVjCLQjWJrhSJqhSEREEyuL07MurUN6pL3yoxH5zuX2tIQjlx5Ip+z7aUsq68phrBlz6rQxYzmxskaxoGAF6SbPcIV/wIfc0IiD7BXEcTTLxqJrHSZlh+4aFWlnV5RMqI4FQ8K6S4VPDJGyQQUbUrNhDRtU0QFedz4sZiKAMwAH8IADwEQAEAZv+ZAzvHkDWng8QfvFsErAEzxG4fhtmTD0FDZM/mXDciaiYINSmscoQkXAK/w4jXyUiZTPrAEhOhZowRrYiDQR0PVZqw0touXgCu/+hnyHr3hZFx7oT3k9N08Gm6eczfXkgMnKUw7+pG4Mx2BcgmJwiIkEHjeQ3aA4hPHOiITbPSe9snTo53jGf442vJ+YaqZjAQbR/AwVY7gY4miwikEsEEPTCAItkXBh4ACFI3/0+giERQLaEE5EuIzJMxXicAXZGqHDVyAPYXwMbcR2IgTOFIpgKJxgqQTHxFggUAAjBaAHOEs4hegK5puJGc+uHfvxcsF/8VT8LjjZSmJrDPQEuw1EiiIOvDqIZ5yhQb4evDFwukJh6Gf6sTzpO/miPXlxkm41ofIsCjvJMYVrvv7tbGAOngAC7BzrMaTfx3M8wn3+N4o5TP0Tfd5ozwbm6FqCtBS7jzBOBW4Y+7V3vTbfunjbl7JUeB21v7EWIVNm05ELeb8gEAPyK6TNQ0hcsxXt4Fux8ZJ1PV6q04M6vUyXl7L7CMPwzF8dcyCOI0EQiiIZAl7xKCzm9w8YDYbykp7q4w/bzoeth1dcByhXDkSA2vMZRxbryGAd6ZwjjXMcZKGks44sPtk1j7Hnka5c2pHL2nI5azZnyeKsaazlIOtKjzlzvJZjQ80nNZUFqpsXbvfbQ0E/QhQ8BfmnA0XzlgSBJoGG9zBQjiDhLQzmC+gHEz1vDEaIQ4glSSqx6J5rMWhFlSWOxjP3O84GXYcSfRl0Xyrp2H9fe2DcWEmHCV5w87lhDkQLT2eGQYhZ9tw3KK+7p5QooqNDIj4eExJQeZlZEReWMH4pE1Qg0FFTQkRFWM6ExHQQPB0AO4RQD4ApvCdFMFGEZBxvtKADYiYEq2At4IMkmoENad4KwoVhLV9gLROSCrYTvl3on+wgYwIgO8eGJKA0G5ayoSY2KGaDEiqkhejR1vKJ8T6Sob+YWjcm1y1WDeHhvqXxi/nkkdqjPYURhKlXmKEf2ehZG/gADYpCFEORLA0kHAyD00AjCy4SDic5zyRqvRA6/4fxvP85U70nOqhnVhcZGqNRHIFvgkY0A5gDtOEBqQjTsDA1CgcnzGpJ/JH8mFTC21LZfErCe3+yZfMFSY4jNNIMC7IpDEEzOIcSiCZJmkowNGBzGsHBIQYDZhGaQhiDR+jZAY/i3Njh33sL/yUu3Uvdq6OJBQpsJWDLYGiAJpClghB4kPjbmYEapAqTgM1ZHlj/Zd+BklAjicYevUmSF+cpK8kxvzTUI7qy32OOJ+mt/M1hjpUo1tLhbHXdHfBFLd54uw9rXwbhlR7QSyOMk8vlxn7dXS8/+34pdWUjXWVdwfV5IA9cGGSLNiyvHAurkpVn2tcTMIcg/8br2OES12xl+1D3fMwGnfFuD9EFpg6620M4vHjL4L0rdU3Blchf0c6BWA6eQwxFIRz0JVmSoSgqHvPfGx82ybsbjztEafeQ6k7OAAAgAElEQVSMqaGubNySS9nzGWcu48hkHOmsPY2zp0Kuii0D8lasuZCZYi2gIG8lm7VlcbZM1grRo3hPQbCj8I4y2yI+0txwWtZwefbeMKIJMByALReQBTxW4clKAzkk0Bgh/g1TiNdnwQzDJ03QHAedAIGA453hX+7i8VX3zPhQi6S94bBdsm++PTPqzMP7cmf0OaOGajpC8JGAYDpmniE7SLBzMGjz6yBiaZK47TC1a0vCbg0ZUQInaagJhRqAByzcQPrrITMF2D9VXFDFBhVMSC7EjW4AhS8AweNakiDjmSpgzOALCssIvxiFmuiwiPDXoHADG5HQIfWa1+jsuGnvVsZiIZIhn8Uc9JTTw3fQjeVnUIiOBIcYGAU4LsZyGBK0RgmWSWAoPL8yLImXvBjO/u8Pz7/5sKdmZWkGpwkKIC0fmkmD4YAHLHGaIb+Dw37MLhiOA6HaNY5b5bgVmkNxjluF0Fbh/qcpig5B3CtBYN6lacfCrdyVjH9MHPpXXJKOLw3iKJzg8ATHM1qDQ4WPD4UxaaC4A5Y7GJ2XlhXsgQwL2IN4zJH8LTY9gjm+z1v5D4M5ohip73Aq2p1Dy3G7L97lTXQvAzmYxYu7lknT5HKlqd8wtuRaoq0+YkuxQO7o1sZv3SKAGNsSKVQEdXurj9j88Tnv0UdYlggLZKOQPR7MtkTafaTDR0r7Zqvbh2wLCacPWixewrpEW7yU3Uv0eXGFZbhG1bKGY5DLCXl9f4UFsRwCSzEDatYcBOsjsC+wBGIScWJpfnKkR9QjPzwg2j0t+XBBt2u1I52EJNUsxpbO2jM4Ww6Ei1oLOUsR13OE6TmMHJD5wjrTWVcG1pm6pD04Kc5x1R6zyComBvrG7s10Dg0/WIsixIJZA+y5OGQIwK7jHJeAiYJl4WIAvuBYCMeHiR7xF2jd9As8GVD4ICc+E5am8RXMPX3b1nLJXJc6os7wdB2aMhy709pARQiIAASYQiL07R+kP+CPgYdJGyZoAfms/H/svYdzHNeVN7r/wat69eq9V9/3vd39atdJXgetV/buOtu7XtmyV7ZkRVoSFUhlK5AKpBjEIAaRYs4JaXJCBgiQIEgi50TkGWRgZjpNnunuG/rVuT0YAiAlUWAACM7UrUHPoHu67+lwf/ec3/kd/1Sx41j1+aMh/1lFylMFqyIaVSEH8VmIy8R8NuWMFLJFrNAEvX0x1Ej996agxnRwhwVQGOZAvEnxGYhkxpIJiTkkYJZFR5w/11JtKs3LHh/qwyCNFSfgE7rrX3AV6elgwMQAigZmZdspYRwPVnEV+psQlIFLUtb7vve/O77u32OW1/FIDVEjUI6UaYdTksBM0RPdBGK9KWtC7VeWtEtUrKkKVFPRFEQV8NiA04bgqCKLmG/BNXulPb/3rPr+yGePhy6dxv4+qkQJRsBBoQlKIlA5VvdoUPgZ0NQF6inchSrLdoGcFUyYmNj8b5Wb6uwt3ziNOa6XA7w08lYSiNS39x435xXVd1UP8TUToeqJUM1EsHos0DgRLO8aOVl0uaR1qGkqWgPfz2q1E+HayVvZ4PfHQ/rPVo8HayZCtZPhmvFQ9XiweixYNRbQF27VfmsmwzVT4eoJ2CPseixUNx6unwjba66cKa2tHZKaJqN1Y6Ga8WDdRKR6NFjjEQpru4+aCqqau2SMGGVtYTAHY8ZBPBh4CiDuDZS7KKVhqkaomiCyGpcCo+6xtuq2MmtZ9p68I+srszd15G/3lG0fP7fFV7FRqFwXuPxR6PLa8OUPgpfeD1xe7a94f6RsfatjQ9mp9cUZu6qLDAOtNSFuDMlRzjfZ0ljP+3wEEdgp43WBlrimYk1hjUVbKDxJQUARHoAUuAWwDpI1BRqw8xVCMcxgVaLJ4Hlmm8WiwbH+xsoLxoNlJzeUnt5SX2xQIgkMabIKqBCg+LwfaX8D+IghHUa6Yzn/UP0bEYT9o52lrgMNVccjQpEsOBTJjkQTErJp0Eyh6ooBdLd4lqQKfg5rkvWpcz9v03uKRjq9ANEZyUIkC2KJuFgyo4AtLuR21GcU2g8PXGlV5ThCiorCrLb5vA21WDbUAxMsFRXAB2sAPAmOgS44DNfgMZMxxkqUTNQR6/PxDQ/0v/u1+pPv+N0tciJKaJxRJmIqUuMglL5A6eyazHASK9/GYo4QJtHDjVD1UyGKEBxr6y7c2bHlp763/g4d+yPqNJDoEHBCEcEKZjSVOCUhSoByCuTRZFMBY+gYGjJiGGcJEw2xLJ7FciZv7jjSmGPpYg6V0JCMztW3ns4tyyi5nHO+3ljZZKhsMFTWWy7Wny64sOO09UTueevFZkNl4+1u5kstORcaDBdgRzkVDZnltZnnao2VTcaLTTkXGowXYeFWHEOTAfrYlFPZlHOxKftCQ86FRmgVjYaKRtOFpgOWkk8zXcbyemtls7GiwXCh3nChwXCuLru4KjP3/LnaDjESY7MVEBK4uVtrnlvDw5giGP5ZPWsNA01eUOQQVUNUjcGYD08pkiBqRI74/J62hoYSy2XHoTrnpw32jQ2mVQ2m15vNK9utL3XaXmi3Pt9iXl5nWFlj+bDWta+9stA/7JbjEYwUAkUtFH5qrL2uOszzTOQIhgWIMsNDD+QBGMMNEJjewHXMEgBhgIAvFZnKekMU0hhZZAbEq5FMYAdEQVjBMopMjnefz7Uc2HIhNyMWiWDIl0yAtiKZ/+QtiTmYa4XCAQOzhA1dEGFRRzw9+c5Tl8+d4EeLZLEiwRWoolMVTKo/RxNZZRPBTBnfQo+tgOrX7Wz6XmbuS5OsiM9WuUwSyMN8kcKfDUwVN9accNr29va0yAnIfmA1zhJs3jvP62kxbUY1TSZMk4WhW3DmKQQANWsJSsOQMKYSFj6RcTQUbS7y7fpD+K//b2z7D4OVB+NCP8FRDUVAS05JOgQXooMxdshwk2JAvSpFUaqGNRTVSEKND4e6bJETz0dW/2Psg//F5a9VpnqpDLRZTdagb6DzlWShMtHRKJtfAPFU9x8mQ2m621DPkr0NubILYTe2zzTmWLqYgwVOSTQhD497mzr76tv7qpq7q1u66tqv1HV0VTW3VdY1Vjd11LVeqW2b22pau255q227UtfeXdPadbGh1ZxXbC0orWruqG27UtXcUdfeXdt25ab3eKWmtbumtbu6tbu6bUZr7a5t66lr7a5r7bnc0F5Z11bb1lvT2lXb3lXT0VHd2tbQ1tl+pW983CcnZBhyYc4CmXgLdFfq0xy4M/V8bMK4mzKhMawlCEASNhKByxXYaqzeYCIeCfA+7+TI6MjgwGB3T3/Xlf7Ozv6Ojt72rr4rg0P9Pn4iLouYRDCKE6Qy3gUhKuanxtvrKqXJQYXEFfATI4Vx11Q212JPVDbXmn70gW0YcxTWIjIT2tDfkcZgGpTIgCoZSKUJWZNB30injMbkCXf32HA3pDsyPwpwIyG6P8/X3zAxUxaEAvk2CHgTEgf6LVDxsKrER4evnCs+XVG4d6DNFJ4slPk8LNlp0KZJJk00aYy5eVtxxswfT2EOKlo0yZpsAQMNmbCYF58sHmo3V5bsKS3cP+SpSyRCIEOBCFIokHsgvn/3vyjViEyoCpX5oFeUAADBMkIyVhMkjkgcKBtYw6x+JsIIRSZwd556+kXPBz/o3fKQP38HGrqgxSYJRggSPRbGJkRTMJV1lx+QPSl0AqO4pgQ0cSDaZLpy6JnBNQ/wu/8UL91BffVUDSLgeGDmtoTYiwo0WBXyb2gCAfzA4CVJYQ4IVDL4wZwnuu9wiZB6WNRYf8im8lbSfI4lw+cASI1kTBgFkGgyojGFxhQcRzimqnFVTWAcVwn7ht3waNZ7AtNb1eIotRcaU3EoJrd2XGnp6ArGEnGVRGUURzSu4piK4wiCtfNscANrCaTFkRbHyRZTaUylcZXGFRpXtISqrwCHEccohpWYKssq6P9DjFlRIc7MngpAn1yYFwzqoJbFqBPwnKZYQQmVKEwHSQUSPYRBCDzrwLGAoIoDqDvCwxoGKqxioqpEUUD3UEniEj0nT1MwURSkqFDQgsgKmpycbGqol3gfPAXh+QlaECjp+WbBFgZxYIk1hjn0qhloWkFA1xEALMQIncCDU4ii4oQCwSCIdrC4d5yiMMIhGfABsADZYc5/2JiDORjgIFEGNzCFyA9RkRIQxzob8s4XHqg/f6C38chk73HZlw2YI9nMmmSZbtM4IAUIbueCDkcU/2n/8IG+un3N5YcuFR2tu5jD+bswkQBsQKgBIB1QaZYE5GC0IJCgpZosazgB2U8ahPBkyDOlcG/C/0Cyk4muJIAnAXVX0FBDxPpBbM33+Pe+O3LqGX9PmSxDOXh1gWIrjMREUdIRCXwOJj6KQt7+0fJD49v/OLb6vtihX0VbnImgDLnkakLV1ASFpHN4qjB4rKmyRhIJ5vDQQ4RJOhTkjRBA9EDvkImmqoxYFV6Yh9Ft2Gvaz7GE/RxEwRAqVSBUD6PB9NyCSc6AzB1kvOuJ8iwYyQhQOg0KUDdc+bemQU4DjIUIfhCEJ+Ters4r7W1yPAa7Q4yaCOp9N7dTXVRXn5GzG5jFCWCwhEmVykZnvbIQODPAfQBkcJoArSJVJopKZAWmIEjX+lmoB71O0kwONSB6DPkjYY1ENRwBvj9jVIBBNUUFFgVkrwI+gXAHiwGDFfUYCXtHbMwCmALrQaEKCgqP8NindMwvVDV2TvBBAvw+nQQ6533axQH/Bp946tmo80avvsN2hJHfAFdQNgNkeIRCHIeGCQkjEgYviC4GrbJ15/tUY3kryWMBEWXoHYAe6DN7iMMS4Eg5wnnHr7Q3ni9z2s1HrcZ95cUnqyqymmpMrXXm1hpDS012S01Wa13m7W21Gc01Z1rrMtvrs1trM2orj1WW7nNY9lrNR8qKLR0tNb7J4XhUwjjB/EisE3o4X+/jfM20iLaDK4UNOIysTFh9PricdJ0Kdm3p15oKyIMQmoDUbExUJa5Kw/GqDGnn76ZWfVva+Vt8aR8OdWIaRewBRbAmIyBEJOAS1HGLytwGGivqg3Rv2Nx3OBh2rTMbUQq0TQQkobhGY0iLyRBfhFVAMJcChxpD8kgErmzEJgPAb1IJVklUIIPlivE1bt397g9/6HdsiI3W07ikQSdBhYPNIRjlCH5Ov4/g0PX79BrMkTQU3MfMm7NkYCdYmhKkKuBNhiQ5klDV8guXDxw7bXaVGOzFlvxz5rzybOdZU26yQKtepnXJv2c7Sk1558z550yuMnNumS3/rNGad/j46db2ThVIQiBFym6f+XuG78ijgEUJUncWDBf6qZ6+pPUHtP7tNe/wNLhFTf9tluUOs3dZlrs6Ozva2+VEAm47duex6TvcojfX2DNielTU95scgFjQZHYvp0dT/UmoH0kSjsCfO3KOrt2JboLk4xC6Aggi6WplPtfpTuieh+nxNdXZ2V+wSoTMIMnNpoEklA8nZMrnb2hs9vMC5KNM2232wqxvvwxzJB+p7MEKHdEfqnoXdB/JtNHhOODxO9/X39zIhsw3o8HQgEgkEhkfH+7qbGptvtjWUtnWUt7WWNLWWNzZXNLZUtzRXHC7W2dLYWoXnS2Fna2FHe31Ho8nHA4jBLkMKR2IG+naEl5HAYcHgqkAYA6WFUIUEh4kLcfwkUe59+5v+/gXvWWfRrkerMbBpYchnxgIQjCs62QJBSTSoboLAsIyG+fnvqeejMyUjCYF2h+UAl0DadEEIPQkIoLaZOBaTBAtBBqoBIJAkO1KUCIw5W8/13hguXvVP0W3PoBL1kI8BRQ6FmrWssgvDWZLcM5CeDiuqGUVlz47dMycW2rNP2dwnTW4SrMcZ0255yyu8nunmQoqclxlBlepKbfMlFtqdBXmWJwHjhxvae1QGOhgxH2YMi/ys7uoDm96qKSAObq6Ojo6ZKjcPOu1qA54aR8MuAEI8fl8jY2NPM8vHMaap5lvCHMwBwiD1kkRT5WCqhnLmSFxcByhMMUhqJqehCfJGNKt/wjZB7q2EyPkMk3rlBq3LtR4m8S45mnghdwswkqnAUjArKZJAqRwiUJk2Tc07vp0dM0Diff+78DJR4LtNhT1Egyl1TCB7FM2ZdHRhapROURp7AY7QqkGUuvAndEbYGZd/gWUuRKaGlGxHIf88bhM5TghMkbRgMif3xn7+OuRVf+HdPh3YqtTiQeZy5Ed+g3u+t5ajfl5GOYgVJMxqW1s2b3/cLbZaS84l+MothdVmPPKjM7SJVk/9vM6Zco9a8o9a3SVmnNLLbmlttzCTIPlwJHjfYMefbas01/SmOMr3SspcJHGHF/Jbrdp5XsDc0xHmaAsGJQ+Z5LtzB9OqcpYqApkuwCpkTljbuM7y4Jm/jMWTADWEOwUCIRMr2HBHGu36QK7iZ+lUMNdY3LgKkEyjSo0qpAEoipR45Tvw+f3+nb8uvOD+wcOPi03m0hoEKMgAjaYTCDooaMGEMmNQOnX2X676Y9zjw8wRxxK0ev0aVAvVxlMpETVIOCKZUSQDCp4cYQCSlxQPJc515buj386+dH9ovmvaq+LxCYogR+BKfxCOUrndmyxfU76PsGrx07UyNjkkeOn9x86kWNxGe0FZmeRwV5odhabHfdQM9oLLbmlJkehyV5gcRZmGSwHDh2z2JwcL+iYQ/dzMCXGxXZCF+/xpDHHojo39wTm0LN6GB846ZNkYVGI+TC5EfZ/iGnA4++2NoiPTe8tCTaAKMAwCJvCpGpSLKqrZGEOJgkagG8mQ4V4P6Z+gkMI+MiaKssk5Ik2ZocPPeJ775v9n/xqsPJgkOtEOKHq+bN65heM+iTBsrCue2bndg3ASgiTOKAKDehvmhLXFEUDorYGdV+Y9wRcIGoYxScn+y73n3pRWP0/E+u/FXO9G/UNK6oCJd9oHErBTJ/ZuXtJf2ZXuz4YsBuPJmSluaXjTIbh0NFTh4+dPnYy8/CJzKMns4/dS+3oqewjJzKPHD9z9ETG0RMZx09mGE3WQbdH0a8phjhSj4v0RXSDFkhjjhs01J1Z7Z7AHDqxdGbkAro9TbJNMniAUcQk51kmgi6Mcsvfk2LyuqQ8e8cgTsGyfZifQ3+g3HUhrttxsYJcGJA2EdRkoTLSYohGMYkhqigEQWl4rKqxkOquEexrJz+4b2LDA7L1r7T/Ao0GIBkGgBwQ4iGjS+eOfw6gnHHwgAmh7DyNEy1GNVD5QoARFY3GWUarChxSiqkSoQE3Ld0d2/HL8dXfHdn5mFiVpwX8IETKlH0UYIGolIYonb/4zIwDW4KL+qNHv+AZjYnKsuLz8719Aw2NzfUNTXX1TXV1jbX3VmuorW2ob2iqb2hqaGweGHAHg2HESl/pjy+d8rUEr4bb2aU05rid1v3Kv30PYY7Ulaf3OclThlgHODvYx9uOOXQQgwkkK0OBc4ZvAOtc8/rKZ3LJbQB+CkgrhbRvShQQyQc0IEPlQwopUApQOBFVBcrV4IK3+C0/737vgc4jb4htZTQqaFBPHnLeWZKanq+mW3kWSyfl/GD2A30vVVMRJK1EocoR1LylKqStJ1RNVimUUEaJgDrV3eHa1/Xhf/re/gY59RztyiOxMEnoir2QGgdpMxrCNEhoYsmdmVvQoRS21sMEOoeJ3ZgsmUA/c9PhhGtujqX7BWGX7KyOa6moa8pK6TnJV7oEU5dLms/xlex2m1a+JzDHtbZLjTRzFq5dM/3NQllAr3AWY2XNgKevgsy9qovNMc+8RmIaETUkURzFEVFoOi/seyzx9v8Ir///+PPbw/4rIEAOZGGVlWyFsBZ7+rDqcizxdWaWFusmBGJirBgs6GhABkxcpihGUYSiOMUJosiRYbHTJp1aHlj1reD6H0r5u5RJN+jbgQMEa0pEUxJ6DEYvlLQUauTcmStgzq2Y+nhn9r5I9pLq9cyFRXJsd+1hpDHHojp19wbm0G/gGYZnyb56jsp00Q+Qdp2Waph5w9+Z5RnHll7ULUBYtZ8wqzCIiabJrBwg1C0GtwNwcYiMaISQGMUKyPhHePVKaTT79f4Pvu3e+CPJ+SHyXNQSogZSt0ysn3GHQWAM3B8QuAEMMh1wYTuFH1VBqY6A3gYUOUKgpQ+VYLCKQkjoiVSfGNz/F/f7P5zc/ft41X7i7yYJicntgwtcgTIqQH2F/FwmEsJKNaZP6Q1YIHUm5izcwKZLZ5U5fdc/Lp3uLUxP0phjYez+OXu9RzEHG2j0QhnoKmkDciKnh6A7vPA5p+ee/po5D0KaFgEKhcYEvxAreKgnwVJCsaypCKtQpYBCfWKkJuSx+kjBmsT7/2tq1d/3nF450VMvx6M6jYYlKKlJmV2mjnct5gAhDgVk9XS1HgwwAnQKKcUBrrevdF//5v/0rf7nxIGHY+3HlUQ/gt1GIdGaylCYANwxiqZB8ZQ5cOaePpU30vnPu+NuZNsls851jbBkerdAHUljjgUy/PV3m8YcMzgcoD65IC2t8HO9qxNFKQoTEoHi9YTVDsSABxiZQ0VUBY03CPyrFCUII3lEKI1hRY4FIzX2kR2Pjr799dCeh9CFzSTkoUpQU6IUg1NEI1DdANwcMxAmOwJIZKKKAj/GSDawFiIkFsQDFWrmc1PvfpNb/29R2xZ5qCOuhOJwOHFElQSsDdAkBgiJRqCIW4TiKEh8pHNlr3dur/PdzJMxc/k6qy7dr2Z2PLW8dLt7Z3qWxhx3xs43uJd7A3Mk3RczbMLUUafFWGfgDNC2vvMtjTlmnJrUIij8RymJguwW0EWBJsEKEkA9WWB6AvlXg6JpWMYMc8RB+JMohNCol3baEmeedX/4QMP6fxstPxQfayZKmKIoUmJADsWwNVwF07CD7Rb8GVhm5YEQRGQojuPAuLehqOPwq71vfTu8+Wf0/DYy1UjUWAyBjodGEiDLzjAHBgIIuDhYidgoFL/FrI5DqkfphRu3wOwTc+Pb3d1r6r2+u/uw6I4+jTkW1Sm5RzDHNQLrqSfanIVFdXLu8YNhJ41QLa5pYVbhDMq5QRF4qJCkaKpKiKZCFccIK+wD9AukEFWmKtQSIkokNt45VbR77ONfxN79P70nn/S6u5S4RHEcysYRltJ6LebQMIYoiRqFAkfxCNfKFX0obflR4p2/D+99UmnOx5GwAnxSUHuhrDibpiI9R4YgJkTGDluGvBXM4kLKPX4a091PW2BhLZDGHAtr/zl7v0cwxzXThzlQI/VxjnnSHxfQAuykgC4oK8KqAquDFTuDCiasIDxAEE0lUHIN2BPgllCwysrQAg1U1ZSgxnehqtP9ux5pWvvzqYPPKrVnaHhQozGGOaBiFiKswisj9RCcoCSeoDGZRJQ4hz0XQrZ3h9Z/b2zdPwdz3k70nJdjHBRugSLVYXBt6NWXofgbK1yZuoqSRRYJO/B0vZUFvIbSu77XLaADDj03W5bljo6Ozs5Ovd5KOvd4QS6OewRzLIht0zu9ExbQ1UohAUUviwKIBMAA8IGJoimSFhwKNebxx16Iv/H/DO94sLcqIxiY0KgK2uSEqAT8KHEKBWkJilIcidJIWObGey63Hnlp6u1/UDd/Q3G9rEzWR7EcBql8QrUw1TgWg7sTHUzvI22BtAXmbQF9hNM1ThRF6ezsbG9vT2OOedvz5jdMY46bt2H6FxbSAnrYjOWZsFJsFDgUCUoVViSdoARVgzQ2qQ5dEF2rxDU/iLzzTdmwQhnMxfFJJrqhUDUMGhyyqmCSwFgdG5FLdiU2/bv3rfuGDi6fuFJNYpOUBCmKECUhaxQhRZNjAHHSr7QF0hZYxBZIRVX0BVmWOzs729raEolE6l+6C2QRd2KpHVoacyy1M3qv9ScZ0Eg6OUA4DDAHUxJTCUFIoSiqqRKNj1D/JVK6Kbjp51fe/qeOYy+IrS4SGoWcFxQjKKYpMTUeiI53D5v3Nb7/q4n3fqCceYn2FgKNFEexGmHaYKpCKMKYSXekM1LutWst3d+7zAL68KajCr1+enFxcUtLiwoygXNfd1nf7trDTWOOu/bUpQ+cWWAacyCQ3wCdUjWFOWTGpwBoQBSKVYI0FOMCXfb47t9Iq77j++Tn3sp9km9EARJILMr3c215vhMvJ9782/Cmn3FFu2NT7URVILsFNFw0TSEkoRIZAXWVlR9On4G0BdIWWOQWSMEOQojH4zEajd3d3XrxmjmgY5F3ZMkcXhpzLJlTeY92ZJrPgVOYg2hYYa6OpLcDGJ2s2BvRIK016lP6iicsq3vX/2J8w89CJ1egS5/iqk8jznfH9zw0/MF3/PseTtQekwO9KgqpBFNZgQJzCY2oFKng4SAUIaqXmL1HbZ7udtoCd4UF9OEtVbDG7XbbbLahoSENChXMrXJ1V/RoCRxkGnMsgZN4T3dhGnPQFOZgCbUQXtGbPF1JT8YYIw0nMMHBxNTFRP5avO5+YeX/deX9/9m99u9G3//70Ad/qxz+qdJzWon1JGgkDpLnVEsktATS4qC1gaEEVwJjkCBjabb3tOXTnU9bYJFbYKYngxAyODjodDqHhoYo6PAA5pjp8FjkfVkyh5fGHEvmVN6jHYHEWT2NliI9tpLEGFCVhUBhFg1STZhql6wSWSEy5NcqqpYIhkcavBXH/WfWT2ZtGsk7PNVaJAdHKciFQbEUVuOTQhkeEEJHCo3HaDwKMqWYUpzGHPfoBZfu9l1lAR126NjC7Xbb7XYdc8yEI/ryXdWtu/JgdTsjhAghfr+/paVFkiRCyEyf0+Kn9P7NXWn79EHfOgskMYfGxDpAhivJ6mDIg4EDqJYCWbEYx1Qiq0Rl4h6EYBkjEYcH8VQH8XVpYr+WmKSgfIopqwaHoK49kESwBiXmVC0ia5EEVVSqg5k0h/TWncX0L6UtcHsskMIclFKPx2O324eHh2/PrtK/+iUW0M9FNBodHh5uamoqKChoaWkJBAI67EghD0IWtTB3GnN8yWle8v/WYyvkamETHUHknD4AACAASURBVIQkkQdgBlZDB9RFtQjGiCAapTTO6KUJArIckFiLZYrCIHKqYg3JGlIx0z+NsfwXDJ6UqKYFoFEZgA26ur8lb+F0B9MWuHstkMYci+fc6d6mycnJDRs2LFu27JFHHnnllVcaGxsVRdFPUyrgtXiO+dojSWOOa21yb30DPgxWlH5aBZRQjdBkrT4dcGCQ6oBy9iohMYIjCCcQhlotCtVkJuYRJ0gmKjBMFSVGQM2UkAQiCRUjEDnVfxArQE7FDIGkMce9dZWle3u3WiCNORbVmaOUhsPhNWvWfOc73/n617/+8MMPd3R0IIQwxqkgS9rPsahOWfpgrrEAwRo0AsLoepV7IHBAtTZWkx4zCAL/1YDcEaFEoigCVWlZxTiZgoBYHJqGFIXIiRClcaJqJKKRCEWqwlwlUPUeSgGyGvVM8hyUT9OvtAXSFljcFkhjjkV1foDHj1B+fv7Pf/7z++67b82aNRzH6ZReAnJKUI9ikT9a036ORXVFLcTBEAy8C2BgJIMeel1gvYy87vzAjGSqUz8pgA3KIichjYZBHx2kPQCfKFSLE6phAi3pNlGpFlW1hAK4RqMEkIus4TAUfEljjoU43el9pi3wVSyQxhxfxVq3d139XFBK+/r6li9f/uMf/9hms8ViMZ03mkomSmOO23sa0r9+sxbQS6yxwvQ6twMQBnN4TEdbmP8DMrSmGxBOFQ0KrSSA7QFZKeAWQSxZBZJdIN9FL3KPKGTKKgi+SmIOVSPxJCq52WNPb39LLEDhhIKfS2/MozWjZHDqOoBTqq/5pe9XXWYp39m8F1IHBulTs1rSM6cf4GxT6N8llf31a3GJcYhSpyW1MMsC09/CqZrR/6+2zJLOdA45odQz5LE7HJ6hIbgMKMWEJbRNZ0p8tV+ezyFddw+zOr2AH2YcnH4rYTaJ000Esy19Ogbu3Rts13RGz5Jl4ZXIkSNHV658ubOzk2BCMEwDAWqwEwOxlS/aBXNZ6w91iHpDZqGenAgHCdNLlqgIpx480jqfD8YEuPng4PUr6pqju9Ev0n6OG7VUer20BZaqBdhjhLBqvhD9AgYO5BbNAAn6IwweOElc8mULurPs1rynDoyyKCCCMsRQiXiOQ2722dGPXl8l1ZMl5Vq7dliZZYHpf98M5mAjEoRdAepR6h7y2Bx2z/AQEL6ATw4kAihlwGbW0zv8wvHuhgfc6/1a6jzOXJjV6QX8oB8wWIwgAj5fhRAZY4VCOQmovw1TMjb3IphghJGKMBgRq4qKVHSdhq7zUlWMEFYUtbGx2W53Tk56VQUh5XqbX/c34UsFoQRCcYTiKopjkhQ1YHFvuPlB54CdUkzjQOAjUY3GIGeA1f1MY44FvMbSu05bYIlYQJ+6TMMINk4D5kgRfHT/gh5hS86o9HnV57/P9kfMcU98xY/T7rXkrmf8NOAiGFPZAbIPqTOiD0spn53+cYlhjquuKWaD5GCfNMH0oP1VMMd1ACUjCagUCF94eGTI4bSPjo0mJ9xMjVQnMLJZ9u1DG8kJ9vUQS+qML/AChjuGAtceMAeCGDMBSAHaaYRglMAoHI1MTYy3DrurPAOXhwYuj7qrR93VQwOXhwcujwxWfWnz9F8acVcPD1aNuKt7O8+1NRUO9FwYHpizYfXIYM112kD9yEDTyEDjyEADa/XD/fXuvvqhgaaxoU7eN5SICRTHMFYhX4BlFrBDxyC2BIoHiGEOHXzeFBcv7edY4Cs1vfu0BRbcAslhWx+82VRn2pUKX8GDFByuKrSvMoLdsiFo5rSWTIOM6TE1uZe5oGL2NledNqnNFtzqN3sADCOCA5818OFf05htUj3+8oW5RmOOdxDpicUiNTVVx44dWbdu7cmTJxobG2UZdIn17M1kdOXLf/96mOGGt7rupXfViDN/5+q3d24JhmowhD5k61KIDIOoWJHj0TDX1X65tDij/OzxyxeON1RnNtflNNdmN9dmt9YbWutybqjVG9oajPqa7Q2mzmZLa11OS2327G0NrXXG67QaW2uNq7XGMbO1N+TXVtoulBpLC7Mryh2jng41EWYaY4AkGbIEDAUpBSw0xKJFLPB+E6gjjTnu3EWZ3lPaAovTAqnBCsaoJObQBVqYRC2MalCmb5Fgji+BMrNMPHcQnQ4XLQ2HB2EnC/xS0+GnOY6Km8YckAmhEIJEgdux/ZNvffPr3/3Ot3/205+cPH4iHo3p83qCMEFALP+S8zITE8xreZFjDsj2A9QB1DZIW0UQkcIqiQTEwa66C6UnS11b2uv3c2M5UZ9FFZxYcqmCXeFtqmBHog3PaYKNCo45jYhO1W+lggNzNszZCG8nggNJtmQT7Uh0zGhOJLquNsmKAuaZTZWsMm9JcI6Y3zk1mN1Uuetc/vrqc4dHB1sTcQmwBqZIheJYgDoB0eq1OtmTIY05Zj1n0h/SFkhb4KtY4Aswx3TAZXo+zZKWPj+kcvU/15l1p3bzVReSUZ7pY5kbmpk9vZ/V8TTmgPNww2hgrrn0qJY+8S0uLvr+97/7rW9+4+mnnmpqbFJVBG54Fk4ADuPtxxzJq4DBxlSfrp7t1FcLhidBXAD4nMwaEJxEquAbq6rIK7IfaK/LFCfyElIeCeVhyYE4K+ZtRISGeAsRLPRqM1MBmibY5jQi2DBnoYKNcBbCWwkPC1g0E8lMJAsRrTOajYj26eYgooPAaiYiGVkzwbJoJqIFiw4s5pJAocwXeAeyWy8fKXYdbqovjYZ4ArIfOhkFqKR4euLB1A/mb+W0n+PqRZteSlvgHrXArOd1suwOU8GH5ObZbc5M+nM/TnsU5g5j8/keQAYjbiRDJLqQbYpCOnMX1z4Kr7L0Z+z62tXuxjM/q2spRDb7fIHl5v3SIaQuNjU6Ovrwww9///vf37nzU54XCJSHBsyhR1jmvYsb31Dn5ujvqT5e3Tz11c10+OrPfeUlnfcAZlGBEKEqquSfLC/KOV90ZKTPGecLZdFBg1bCm6hgIZyJ8GYKy+ydM2jJlqNx2dPNpHGzGuFgW+w3Us5EeTPAFFjIpkI2FQxXG2+AX77azLAyn8NWy9T4TI3P1hsVjHAkgGBsWHRRMS/mzetuzipy7m2oKoyEAxgTBRGVAJsDpTHHV74o0hukLZC2wHUtMOt5rWMORDVwmauIOSwIZIyAr/hq8hy4WxEFZRbQqb2tDYY+RiyZ4TxBcHQYU6ISOLSkzpyew8mKr6dcLgw1pXCJjlcWdUGK656i630Jp42N/clsVqATgAVmpatjfFODcCqoH4nE3n//g//8z98UF5fIsgoeDuZgmk6Vvd4B3orvUk6xmX4OTCFFFI4g9Zp1Dae+vXMLGINIEUEUyYA5IgF/RWlWeeFO/7hVDbmQaEGCSeNslLNR3q7xVo23UtZgwWukkl3jzQAyeBMsQIN1ZjYq2ohgRT4TFaxUtFHBxn7BhH05hDNpopX4jdRv1ATLzK1mL5s1zqxxFn1HgEU4M+UslLdQwaoJ4B2RJedwd2aRY0dzfYmcCKlYZSRSipLMIawhUJaet2XTfo55my69YdoCS8UCyee1/kfPW2HjNlAEtaQWHPOiKxgn4UWKXngHMIcONVIggi2wdE2kYoibKxgrrJaxCo/H6fSWaVlGdpKWIOZIDcZJw7ATpCWrzAP00DUrv0ytYaYja+a4zZZ1UzOmaCKhGAymt956u6enD9R8ZgRT9AOY4xC7yY/68afqlum7gCQK5l1hfYXvZpJYAf2wk78gtyWLQKmQs4JpLBypu1xaln9InCpIBB1RLgMLOVQwUa9N453aNOZIoQHKWxN+E+bMVLASv0n1mZDXCMBidkOcBQM4sBFoVsxZMLgoLFSyI86s+IywzJkxdx28ovE2jXfAO2dlTYc1V9/1gA4RjKpkVAMFQ1esRa7Dvd2NKpYRFO0kSE/JgRKeLKltvlZOY475Wi69XdoCS80CqYEZYhnw+NYVg5IoA3wdFOQYVBAEUGWMFAzKAArk192BBruTUw2pCUWJIQTVrWDOSygrdwwMPnZISGOZnLOmwrOyV+76kwduJwR9R4goCohewzDPzhpTfVAUJRGPRYOSGJACN9bEQGB2k4SA3gJiQBLa21pKigsnJyZu7NducKdfvlo4GIpFoqoiYyjkhPSmLwMG1rSZpUYWqtoIsz2kFKvxeE9rVaF113ivCUWdKHgaBY6SwBmIg3hzKe8CP8TsRkWr6s3R9JiLYMGiFfNmKlrmNMybqGghghlxRiKwFSQr5kzIZ4B4DW8m+ra6q2P2Lq5iDvCdWMCPIpg0wagJBk3I0YQsKmZRKYsGMpF4AgVylEB+e/2Jorx9o6NthER13TEAdfpjIe3nuOufH+kOpC2wkBbQJ7jXwRwERnJVIzJWw3KUk/wDkyPtQ/2Nw/2NY56WMU/LqLv5DrXBplF34+hg4xhrI4MNwwONI+6WiZFuweuJhnxIDSOU0EAXAUYmfQ4826ipDs7fMzz7BxfyExQrQKAQxVAXeB4wUqOR0PjocG31pYJcR9bpE/s+27F984YtG9fdWPtoy8ez2uaNazdvWPvJpnVbP163ddO6j9d9sGnDmi0bP9r68fotG9dt3rhu84aPNm/46MZ+/AaPAVaDX2bHvIn9/q7tW48c2GM2ZF04X9bT3eGbGpfjUUoQAcQJeCMlxKmDjwU5K6CpByEfFBTGKkszW6tPq1JJQjBiMYNKp+GdNxPOhTmbxiiizK+QpI5icFqYgQEqWLFoTfhMSLRR0XxNAxSCOCMWTFSyYN6EBRNi3hEM7g0T5s0qZwI4MreZKG+jvIvyTso5NGh2hkL02A1AENhENFHJoPKnVDFHER3SZF5l2f6aKlss4gW3J4KqWxDOBIwPmH5+r7SfY352S2+VtsBSssBMNmJyPAbiPQgmqhpJxKPevu6aqgpzVdnxuvOnmi9lddSauuot7TXGtmpDZ535jjRTZ72xq854hbWOGkN7jaWlytRQabp8LufyOeOVjoqANIWxTDUV1BVhQkz0efBSOlWpvjDeBpt3UooUdXJivLSkaOvmDc8ue/yXP/nhr3/2rw8/+Ksn/vjgc0/+ccWzj8+7vbz8yZeXP/niX/684tnHVz73hP5x5XNPzPzBOR9n/mt+yy8989hLzzym7/GFZY8+/ehDjzz069/84sc/+7cHfvdfv3rz1RXHDu2vr61KRILg7QBBVKKqakovJGWiO7kACjbgB5SHBmorSw+KY3lIdFLJRLlsoHnyOUQwYx6wRRJzAKRIejIgdSXohHRZyU6CkO8qS45rAAdAEMQZiGAiErBDMG8kohmLNpW3EslBAnbIQ+FNGH52Jl4xUdFIeQfl86Fx+Vqy5Wkca3yexudRPpcKLkiH4bKQZEKiJSHkeroNl86d8E1eIZDBAiRsDFKqiGjqvG2bxhzzNl16w7QFlowF5gTyoV8QKccIqdHhweaKssxc2+7ayuPiiCE8aY55bXFo1rjfHvc7Ej7b3Oa1JW5tg11YoXmTLc45Yl5naMwenSrwu+0tF/efdW4oK7P3D1xJyGGGOcABMDu2smTOl94RQIqKIk9MjGVnnVn21GPf/+43/+2B7z79xH9/umVtrvlMa+354cG2idHuqeGueTfvSLd3+MqUpxN+YeTK+GC7d5R9M+M3YYUZH2/B8lDX1FDn1FCXd6R7aqx33NMxdKWhtrL49JH977y+4ve/+eX37vvGL3767xvWftDYUCeJAihiMLlu3fm/IKeZZZPTWMxfdzmrpXqfKjqB4+mzUp+Tci6Nt6u8UREzsWjQrrI07ESwY8GBpVyFd8a8VkXIjfpsKFAQmjTrDNNZ74IN+816rqzqM1HRrnqNqteOOafqs8teG+GcVHSqPgsV7DO4IDoEyYHQiZhNIZJi0HiDxhunG7A6gG4imNjuHIrXAF6TYK44ZqutONrVdBbF47oSKUYaIghBva15vtKYY56GS2+WtsDSscA0HRG89NB00iaJhsXGujKXaU9jVRY3cSEhXUKiVRXMqmAhjDmvCiaFTbYI+4YIViJaIO9fmNmA5na1wZoz/wtBaPZfK/vemBQeuLoOqBewpm9lgnmeYJI5o8pbaTAPi/kqX0ADJZFJZ0Ndnt12qupycUCaIlhh45DOZUzKhKfqVC3mc5c0f6qyBXM86fgpiQ3ZB6SqE+OjRmP2f//ht9/4x7976vE/5mQc6e2ol3zDOM6TqB+FJmPSWFAYSoij82txYSQmjCTEUUUaiwkjEX5YCU5EhGH91+LCyMz2ObuAzRPS2Bf993qHJ0tjsjgaE0ZCwnBUGFEDY2poEsUlOeT3DvfXXTq3Y8uGH//wn7/3nW+9/eYbVZcuhkMhvTxJ0lA62mT2Ylf3bFStf7qlFwGGcipoeLg937ljfCCLgAiHSfM7NC5fnXIir41KNlXKUIVswBwsT4TwDsw7sOji3Ubz8RfOHHisxPZ2keXt0e7jJFwEuIF3MveDTb99qGAnnI1KLiI6iWhVeFt/7Y6SnNfEwaxK5+pLue9FJ20q7yBSLhWdVLRT0Y4FiNdAwotkIMFswmAHEbJY3mwOY3LkMFaHkQqs8Tbk1bU9bAnOkuDz2qpPlrqOB/w+qkI4i1G8kILleRsvjTnmbbr0hmkLLBULQJwWqgErGMcxThCqYBqU/A2XrGedH05cOYAEM+Gd1J+HwZdrxUI+AWdsHtWpZ2IWmx65IGAs2KiUQ0UDBXoauJGnM/dsyfgxUNvYpEo0UtGoiXpqn1Pj84DUFjihcQWav1QTc5IN1tfFkWBDeD4mtzJpLLuPvbPvBaMi5I73ZJ9zbWy4kCFxbhTHSGUpjJqiaFGixTQiwwxtcafKssRkyA2YiZDYs56AOgWBumrxWLyxuvrt11f82wPffvqRB+2Zhzh3OwmOEWmECkMa59b8g6y5YZlzU85NeWiEdxPBTfhByg+kmsYPQOMG9ZW/+D31U/oPJn+WGySszfxIhUHs6ye+ASwMU9+g5h+iPg80foj43YRzE38/HAM3oM1scCQD1x4D5tyKt59KQyQwjMJjijTUWVWybe2b//Hj+3/1sx8e3P/ZlNerEqJiwuqgQek5goENDRVPaIrKAyV6kjk1t/T21RNtWuvPF9k2RzgrBDgg61Vna5pZuopLE3OYioaZ+LNAG8Ofh7ncBO+4kHf05Sd/ffLwsroLexvKj/sGTkYkS1xyBSeK/Z7ysJCdCGYkgjly0BbmnPyoUxizKtFMFCqsyNuy9YNfj3Vnt1482HppT2DMHPAZhLEMacwkjZujnDUuGNWAI+p1CuM2ftIel3LVgEsWTKpkJODwYHcfu79Y/u30fADIHw7MZVPJOtx52pWz3XOlnSWsQEEZprc6f9ulMcf8bZfeMm2BJWIBxg0D+oZGEwjJhIQiUkPt2fKC/WM9GTSUq3JGJDiQz4EFIMwT3kWAj+ZimCOTiplMdMjBpmVW8N/Cs5VhDpAZ0NUCpjEHewqDF3cu5sgFzCGdgGCzv3gG5jAzVGGdRjBGfVrGWPegKDATc6i8QxGLfB7LhYJPqyqM4YBfURSQTdBURYsTLaER5a7BHEm5VZbLqgtrUz1xCKmynOd0Pvzb3/zyJz/Yu2NDf2e9Ko0RaVTl3ZihimnAoWMIj+Z3Uz+DHRwb6WGdQcoPEm6A+Aeon43x/OBXwBw6iJnxTvwDhBsEwAFfDhL/IHzDDwDm8A8q3gHsHaDcEPV7qN+D/W7kG8S+ASp4CNdPuf5ZmCOJP5JoKQU+KO9RvP1E8CDBk+AGUGCYBMaCEz0XSxyvvPDUD75334fvr3Z7BkGJnWCgdxCiQjqPxgrf3nbMQQhR5PiFMlvz5eOK6ACap/C5mINC6qwB+3NVIc/TdXDbmueW//ln2WdWXi7be961f7z3zOXy9fmW9wss64/vecV0ZsXUUGY84OxpPZxrev/0wRXGU681Ve+IcmcrCnZsW/P7sW57Zf5nl4t3jfUYnMZXzadfNJ989fhnTxfbVoW8lv7WQ67sd7KOvXzmyIrGSztjnAsFnDJvxLyB3UQW/f4ChTHGAmE3OCisU9FAJIs4aj2ff7CrsVqVoUYuK2IHrtB5v9KYY96mS2+YtsASsQBLfIAUCKBwaFo0EW9uriopODHc48Sh0pgf1BJV3ooEJwsGG1mivwPehSxNzIQGsWE7+96iiVkMc+geDgtzb+iAI/VuYSR54MnP8HO4GOY4Bbw2f9EMzGGaTizUvSap95T/w8pWgO8RZ1EEZ0LM9w85y/P2NtWVg7KZpqkEqVQF4hsoON8lfg4993U6CsDSgUH2MxIJlRTm/+RfH/jDf/2qwJEd9HpC/hFFHCbCEAMQ/dTfT3UnxzQm0PzuVNO9FMg/gBhKIGwd4h9EvgHivyE/RwoEzFygPvBMwI/7B/W9wwL4MAYxfOmmnIdwHlgQholvkICrYxDDMTDMcQOOFsq5kQ8OG/Fuwn5W5dyKMJQQRoZ6WnZ9svGB+7/z2qsrenu7mDwXxAihYggTS50hQXu7/ByEYDkeKsrNGOlxkICT8AYCN8U1fg7RiDkj5rKoaER+lyrmjvUf37/t9bdXPlxatNFuWL9z3UtddYeP7Hri1ed+Yjr9vun06nde+Xl5/rapYaslc1XmkXcrij79dNOTmz54tL/dVlmy99MNT/U12XdvePHIzpdHux3VZdsri7ae3Pvyc4/el3X4laC30GVYdXr/qxeKdh3bu3L96l+7O06oYh7irVTUb5xk4u70LcmYrTwTAhFzkGCM83lNlzIaL5UlojHAHBpWWYRl3s++NOaYt+nSG6YtsEQsAGmWMDMExS+kJsaGO4pz93U3Z8h8vsJbVL+RCpChR0QLFbKYarKFPUwtsCxka2I2E0/UIYVZAyVmIysYkVrNOo08dG0Ahjl01WfeCCLNoM9oBwEDIYNyTs2fq4mGZIPJou4smdYvSoVskjEX67QjxAr+6oBZFQ1q0D7al+OybB8bbidUBZc7ZHgwxj2ri7mYz5weU4HExBQJAfwcoMSRSETKzhb+/Mc/evjBX9eeL4nzwzI/rEpjWPQo3j4qDDLAoWMOGOkhhOF3a76rLeXwoLwHohvTjfIewAosEPMl7zMQzFUoo2MOv5v6AHNQiJvokGJQmeqFfbHdqVP9RBhCvgFlqh9wg+4dAQcJaxxs+Hl7x74BIg4TvxtcJgzZEM6NeDcOjOHARJQbPb53x3e+9rdvvb5ydMQDsGNaSYIJlt52PwelKBHjzxVlTg04sGQlfA4FiXEz3BqCUeOcGgexFSLkYPAx5BCR+Q4llxx0FNo/3bF5hWfQXJy/e8Pq59prT+3d9vSG9x7rv5IlCeatHz15YOfLgjevve50oe3TitJNn217/LVn/9Bw6eSFs1u2bfzTQIdj58fP7Nvx3NigXY6cH+437Nry+OE9y70jLtGb29F8uMi5sSxvz9E9b73wxP0NFXtIqFzhnaqfzQqSMh7T6bVMmp0KVuwzUzEbCzky7+xqMDRcLE5EQ0x2WMUwN5m/oyONORbzwyd9bGkL3AkLMMFs8HFQcEdHLldYGy6fDE7lqYyqRljeP5GsCV8WTRZrMAMJDhqr8iAa2LKNaQCYmd8YCkNAg3me3lJKALrQsq5MMO20SPpIzABfQDzANR1AMYLz46oaNPupq2JHV9EGgx02IppUPgdL2UrAJEsFtRePFbhOSKIXCmOCIjjFKpNQnKmZfScM/NX2cRVpXF3SCMWykqiqrvyv3/ziN7/8SUdjFYkIODCuisMy70EsUKJ4e5G3V/MP6FBgBubwaL5kg+gG54GRm3MDDuCHWPMgQCcw5H95ux7mgGiO7uTwDWrMn4H9g0TwEHGIkUg8iLlSNGlE4dw4MIo5CANRwaPDDmCZsDZn7zPxB/YPIv8g4TwaeHQGlYkexdsn+/plbkjhR9TAZMw/eurAzn/+p2+sXfM+5/eqsqJRDeqU4dmA46udjRtdm1I1HvZdLjdN9FmwZNUkIzA0dcwh6pgjFzAHn0MkiyaZMW9QeZsi2CKcyWH4ePum54fcltLC3Z+sW9lac2rfjmcO736TnyqIhq27Nj2/f/srbQ2H9mx7dvOHyyyGNw/uXvbXFx6ru3D8fMnG7Zse6Wu3blu/bNeWZYK3dGTQuHXjQ3u2PT064EyEKqdGrJ9t+9Pmj/7bkb3ZfPrjFct+WH9+DwqWIzGPSZrqxeSmb0M2DWBVXWzEb9ZAIsyg8M6eFnNT1dlEJKhjDlZAN405bvTCSK+XtkDaAnMtwHTECWZiWr6R3vK8vVP92ThgBJY7byB+M+EdKmfCkoGKWeDYSE6GWJof1KV0YMGJBReB6tu2lOoALOj44CryAEcuixzrygRWTbRrgkMTnJqQCwuilQVonKlwCaNx6CGYVJBF9wZffVCylYHbgX3AjCNCBhIySMASmMotyd3b21mLFEWX62aUFRU8xIv4dRVpXF0CUYSxseFV777+o3+5z5p1TIn4VXFM5WBchygJY2JiboDwgynMkQx2cFcBB7A4uWHCDxNhWOWHQmO9fncH5+kMT/Qr/AjhPTNpoZ+7fD1XhO7b0N0PGu8h3v7AQHNPdclEZzXiPapvAHFuxLm93XUV9tMjrRcxDyiEgZ6ruIcdgAc8LozuOsfnAdjIN0jAyeEmLFKDOA8AEYAvHsR5ED/sd7d/9M5rP/j+t63GbCQrwD6A2MqdwBwaYA7vxbM5k/1WHLQyGvV1MAcVjBjKqpkocLHNJORISNZi6/qdm58ccmcV523dsPrJjtqThz999siuN7mJ/KBg3Prhc8d2v1eWv2XVKw+6svaMjeSfPvTaa8v+fLn0SFnBuq0fPdzX6ti54YW9n7zg7rLu3/n0lo8e7qw3SN5LganzHQ3H3nzph8X2bRP95XnG7U//8VvnCzbLwRJFdKpwDDMxRzLIgv0mwlspZyFiBpGyFMnR05LTXH02FpaophKqgPY5R2EDcwAAIABJREFUqL/O85X2c8zTcOnN0hZYMhYAzAHyWURNJCpLLFUle6NeK5GyiXgGtIz8Vsq7WB6sCWhlXA7hzViwKpxdFQtIqBQFilGgCAUKcSCfSPkK5wiOZoKWIsSMbYwPD+U0QZjZb4LMPQlS+JBgA7ACPl57YtKi+OyKzx6bMGPOQQSQGcCCDXFmItkgrMMbNdGiiTbC2aCEN2QAGlkzMPFm4KuCr4WzE3hi5jDKvUkW8jvqcqovOCOhgI45KLDuE8DqgDq1oGGZVCKZUzBsQU+tXquXZXgCD0GvjS7LcZfL+tMf/2Dj2rf4iT4lMKaArwJ4oBo4OfopN4D9/fBx2s8xTbBwa95BCK/4PcTvwdwQEke8fc1nHRkn9mzZuXH1jo2rTuz/pKrMFRzppLxHdz+waIibikOYdyP/AOU9QPjgwTvCHCTsX4xUAcfAvkew4KHCEPIPYt7dV3v2xM51l/JyYpO9RBrBwvBEV+2p3Rs+Wb2yu7oUC0NEHFb9bswPqf4hKoxifhhzutNlKIl+roKbQQ16B9EiDViobgAfvgHk7Sd+RlOFj4NUHFH5ocbK4t/+x88e+cODgt/HyrHoovCpAsjzn6B/8UUBLsIYf744a6LfToM2DOVepzEHVHdzahz4OTTAHBbss1DezhRFIfO8Im/90c+WjXlOXCrbemD78r6m446M1y2n3uHHrBHRfHz3SsOx1Z11hw5tX75v04rMYy+f2Pv85lXLLKfeKbS+fWz3Mk+H5diuV84ceLXE9tGrz913cMcTRZaNucY1l4o/Ge4+c2D7o/u2PJV1+K2Te19Z89YvTCdf4oYzVdGKdB53Mr8sySTVQBPMTPwWyluJkIHFLEVyXmnKqblQGIuECFUJYZjjJkB7GnN88YWU/m/aAkvfAlSDeQshmuTzFloOD7XlINGGhdOadIrJBzlAplCwQ60H3gRNtGLJgUKF/iHzxbNbLpVuvnR2U0XRR9XlG3sb9/c07MvNfHGwZQ8O5iLeRkU7Eiyg2yFBFQnZb1Y4K5GcSHQiIQ+JBf6BM+cdb/fV726/uK3cuso/cJKE82WfAwkulbeRoFPlzUQ0q7xR5SwEpBKdVHIwlQ4DATZJMv+QYQ4n9dlYtUwjFU1IdI1ccVSUZHknRmC+q2f50ThTRk8JXjD1s0WMOQAmETo+PvrSimd/8x8/rq0sSgTHkOCZpnzqaa4z0k1nYA6ITbBxmuWmeih4OEamBloOfLJm+eO/275hlct8MuP4Z++8/tzTf34wL+sgEoaYz8ANTghhKDbVh8VhBbwI4EsgvAezFRT/ABKHiDSMxSGVG8TiEJWGsTSscINI8GDBIwuewHBHb135VE+DynlQYCzBeRrKHMbDOzovFyc4DxZHFM6jch4sDCNxXPUPI24Ec8NEHAU3DD8E3o6ZmAMSaAFwsKZ3akDz90Pz9Wu+Qc03SDg3FoZCU/2HPvvke9/6B7vZgJEK2T/wuu2YA8Rggc+RNdwNsRUiGhCXxWIrzCHHuVKYA7hNAEGc+n+JYJnoPdPfcijMZU+5M3saT4jDpvHuk572k1G/XQna+5pO9DaejEzlelqzq4v2NVZ8Ot5jGGgy9DQcGe0+3t98NDpVOtCUPdiSMdB87FLxR/XnP6kv/6z27M62y3vCU/bhzuPVJdvrynZP9NoG2o531u8KTWZhyYyDZsgdm5EuC1lg4OEwU78Z4qRCJhFz4oKzpfZM3aUSWY4D5qAKqPekMcfSHxbSPUxb4LZZgFINQY007O5priw4lJgqBIjAs4QUoFM4NMiMZcqGPNS6xKCLbFVDJZfKdjzxp6+tfus/dm1/cufmh3du+l2RdbWnI7OmbKun86QaKEkIBYqYH52yypxD5pyq4ELhkpiQH/bmRv35qlhGghd6G4/sWv9gbdmmofYzzecPSGMmWXDFfIWhCVecL4j5HYqYiwL5spgbnrQnuCLFX6j6c5mbxIiFTKhNBaxVE8MceSD76LdrnBnKW4gu3mMvyz/g7m7CCEEiA8WYJqD0J3NyUEoRQqwabRKCLIY/OvdRHyj1sZISev5c2f3fv+/9d18W/B5VGtHzTRjdgeW4JtU4dE2OwSS1k43ZQBplTFJGsBjCwlDzxcLHfvfTLR/9dWKsWw5PxUJTfVca9uzcYDm1L+5zy/6h8e7GYtPJjP3bsg5uP+fMFke6kTgWnui/VGhpqiior8i1ZOw7feiTymJTYKpXCYwkxKHh7tpC20nLmb15pqPdTefl4OhYX2PN2dz+5suKMBb1uZsvFuUc3XV010b7mQMtl4pjfk/cP9xdd+FysaO7/kKh8VTmgZ25GYfHOuqwNKZ6B3XMMQ07wM+R7NRVNgmLIiX9OgOajyXscAMkNN7VUvWbn/3o6T//yT81qZ9oOPNQf10vhntbbiRKaTwePV9qa6k+oYgOIlkJZ5iBOZIcUgDxnEXzOaFBYouJclYiuFDApUqZimDBQgHI4gUtWMrBQg7iDShsQUETlrJxOFf2u5CUCzLnATMWc7CYgySTChVY8rDoxKIRBQwoaFEDuSrAeovCZ+CgCUkuVcgjgUIMXwLJWuYyCOS061xvPeccVHCgVhxn0jEHEXJQwCJOOMuLDnc01yEFauYSOl1NcL5WTPs55mu59HZpCywVC+iYQ1ESHc0VTRdPKb4CBAWfjEwpmc149CrYvJX4QTMUCSYUdKJw6YXSncse+/bFcwcFb3mIPytM5Ya8RcOdOUXWD0Z6sj1dZ3INb5bY3jEcfSbnyLLhzmOKVDjUc7rE9X72sZcyDj9/seST4GTJYMeZvVsevli0oavuWFXxXnfH0SLb6znHVphPvnJk9+Pm088HJixjfWfK8z8wHn/pxGd/uVTwcXTSiUQXzNUgLzdJMYEpGu+ifqfmt4OLGOI4jri/4HL54cqz1nBAhPAKZK+oKoLaHIjlBuvi6IsBaqSOgRXvZEXZk6KwWjwW371r5w/u/7bddDIWnFB4N/b1a/yMFI+rIzHzAVz1EEDyKvb26/kpiCV6DLRefOP5P/915VPnSm2jg+2+8f6wOBYLTsW4YVUcH73SuPWDN9547rHDO9Zv/eCN5Y8+eHjnBmGk2zfY8dfnn1j+6IO7Nq3eu+3DV5c/8vSffn2x1JoQR9pqzn741vNr3nph95b33n1l2VsrnuxoOFdXkf/qM382nzwQ8g0X2c6sePrhj9977fSBbeveWbH8sd+dyzNF/SMn9277/S/+de2bLx3d+fHm1W8se+iXm999RRrpptIYo3qA1AdTDWFeHMBVV5N+2bJOXtH/C5iD+PtVacg/1rtu9RsPfPfb1Zcqk1ZlQmC3FXNg8KOR5vqKIvsnEb9NZYVhr8mVzQZiKWeaxhwGWOZsiLfH/SYsZSLBrHBOKtkUPkcVsiC3hTdF/BlIylH5jDhnVjkXElyy36BKOSRgIoJBFXOg6grnQjxwqBNchsznxPygIqrycIPE/BkJzoZhK7vit4BwSMBEgyYqGZneuZ5zrtOxLVQwEc5AOQvlbEQwoqDd051pN+zw9HdD2UTwF8FddDNPvjTmuBnrpbdNW2ApWACm+5TG4lJzrbOr/qTKOfS62IwNyopFCXqeqkVjpRwwb0QBuxIsqTy7Z/lT/3Ku9KB3osw7mj815hB9JbWlu99e+ZNL5fvK87c999g3D+962pnz9pq3fnJy/7P8qKuyeOv+HU87DWv37Xzug7d/c+nsXvcV4+6tj1YUb7Vlfbjto2da6vZUXfg43/rRyYMvLX/qG3t2POwbs14q33F87/N5hrX7t/7l7Rf+vfH8bkUswpIdw0SNSRvxNg2qWJnBM8zZKW/T/CbKm2XR3nDpQL7tQEDwEkwxJoqqBkOhgYGB1tbWUCikFwbDTKsyNeov7AKrHcL0ONgznhIaEKXXX1v5s5/+S1vjRRScQPwgnuoBuugMbPH5y4OUA50MCkkfkKsS8w2W2s+8+8pf3lzx9KY1f927bX328X31lSXSxIASmPR0NVgzDl8+65pydw60125d+/bKvzzS1Xhx0t354lMPL/vTf10uy5W8ntqKwif+8OsjuzdPDLR/tmXNi0893FpdHpxyN18+e/SzLXUVhdXl+Sv+8ljOiQMjva2rXnv+nVefu9JaFZPGh3ub33xp2ccf/HV8oOPonm0//ZfvZB7c5R/qGe9r37lu1VMP/Wqg8SKLsHgIMEkHmUCqHjm6pr8p7w7YYUADbbF+LHri4qjhxP7vfu1/m7KzMKu7y8i4uv79TY2XX3C3g/wLocOe3nzbzrH+DFV0EAhVODSeydnxTo13aWIWazlQ1tXv0PgcjTNrnIvyNswZsJBBRBPmWdwQPjoIl0u4fMI5CKsWi7x2whUTfx58I9gIZHu5KG8hnJVwhcjvYmwnM/ZbiL9A4wux34mBR2UnXD7yQQEBCI9ClTgDEJ6uKvxCqVtIEIMwZTaFUiw2hjlssuBorTlSnHtC4jg9SoV1P8cXGOLL/pXGHF9mofT/0xZY6hYA2WZKY1GuqcbU23KUBnKhpjZvgUKXIHZuYGw4g+Y3a14IYRA+B4kWFCypLNnz6EPf2Lp+Wdapd84cfun0keU15TtqS3a/vfJX1RUnSlw733jxJw2Xjka4C3mWtR9/+Dv3FVNvq8Ge81F54d7TR1a/uOxHWcfe6eswbP/4kcqzOxw5GzZ/8Gxf5+lEuGR8MP/UoVd3f/J4Z/ORaOBsR8OpPMvHFwr3Go5/8Pyj9+dlr0lwxVh0IajtYmQebAgAET5HE/U6VRYNsgMMKGDrbj5e7DooCVOiEOrpGSwtO3/o8JEVK1a88847Ho+HUqqCfgfzKyws1pjeOyaIUBVjxGStwDXD+31/WfbEn//425HBDlDjEDyUSYhOZ6bMSnCdDT6AUjot2gEMU4Ad0mjU6+ltvlRkzTi1f/uezWvfXvHMK888bs86Cgpj3qHaiiLjqQNnDu/KOLJ79WvPP/Po7xovneVGe19b/sTad172DnerUW5ioOO15U9sX7+6p/nyu688t2H1a2H/MAr7otyoMNYf5kYvlrhefu4pw6nDbfWVzz7++2P7tgX8w3LYKwenThzY+caKv7TVVR7fv/Ph//plW9V5HPLL4qT15MGnHvpV56VSDEk0Q1+MOVhW7SBgKabqAeKnXL/GDyBuAEcmK4rs3/3a/96/+9NYJJI8uYyGwGrZgO7JLX+pmiYTGg6J1Rcy2mo/UwQnlK0HqMFGdB1zgOsig0iZLDHExjCHReNyqeDAnIFIBsybkc8GRVL8RsTZIebit0IuGG+CGCJnpXw+4axAphZsmAPiJ4X8WwPy2QkwMIyYz9ICFux3YL+NBhyYz8aCgQgO7LdCxMQPYudUMBO/kXAWpuOnFxYwQ9AHwpSZIHLDQ6kXIjqlcVNtxf6OpnI1IYMaPzwoWDG9mzBhGnPc8msv/YNpC9xlFgAOKSHRqLe90dTXfpAEXIi3YsEOeSWiGUvZEL/gczTGLEOT2ZpkwJIFBUoulu576o/fOXngnXNFn1aWbKkoXN/fdKy+9LNVr/628uzJswX7Nn/0ZG+7XQk3lBfu/HjNwx0Nmdasdds2Litw7Mo+ueGV5b/IPvFeX4dp5+bHK0p22LI3bF3zoqfPEBTyM46+/cn6x5qqj8qRC/xUnuHUqh0f/yXfuiPPvOONZ39RaPw44S/FYj4SoTIcTCV5l8bnESFLCxjA1cEDcQ8SWILWgfYT+bbd5WfzN23Y9sSTz/3k5/9x/z//y9e+9rXHHnussbHR5/NNTU1NTk5OLZrXxNT4pHdsfHx0anJicmLS653qaG/9798/+MqLf5kY6iahScS75ckehi1AbIMll06/c545mIP6+7G3TwOnCCS2YP+g4huEMEpoKu4fCU95xJG+ztrKNW+sXPan3471t9ecL3zjxac3vPeGPft4qcu49aN3n/nzQ7UVRcL4wOrXX9i/Y6M06UZh/8RAxxsvPLVr04ddDRfff+PFbetWBb1DsjQpS5Mo5IuHfJUlzhXPPmnKONZYde7ZJ/5w/MCOiDAmh7woyp05+tlbrzzXUnvh0Gfbl/35v680VuGAL8GPW08dfPr3v26vLCaCziT9Ij8HYA49pVavI5NM4RmgolsOjLbVVnz/G//wycZ10XAoieVuN+agQBRCaqK/q6Tm3NbQuInoOIO3gxchiTmyiZSBg2fA5QBYJAcuXS4fgWfRJPM5KmjeuIArzVlUzqn4WV1D3kx5IxVPU9GM/Q4If0DSFhR+A4QtZhBW8IhwRipkkUAWghJuNsyZFd5Ag9lEyEKcGTjgXvACwnQClIXtxGdhbhg7KyBghoORMnXMgTgbhRy03In+09XnDkwMt2MVgaIr1K1h/o405rjLnvHpw01bYDFZgGoawjQa8XU0mfvaD9GAC9L5roc5sOBAEDnOw0IhCZddKFi38ql/bK78FEmlSCpGwWIkFTaWrX935b9XlR0pz/9s43t/HOyyycHaUteW9asfuli6Z+07/397X+LexHWv/Z98z3OfPL1fkzZt2qTN7b35ki5ptjbkUtKE5KYJDS0kpUng0qzNQpqyrwETdgPetFjeMTabgRgb79hgY+2yvGiZRZIXLTPnnJnv+Z2jkWWblNYYbOyj5zzDWNLMaN4ZdF79lvd9JmfLiiH/hUrTxuVL/+Pgznd6O8xbPn/hXPVGa97a9R8v6WkxFR764LN3Fzed3xcJ1MTHTvd2HXj3nUWHc/4y1Hf2bPWuV5fcW3J87ViwCkmVSCrF4DpbQOD32XEiH9OiZpqNBuUxiMdEzc6u/RW2zSerzNu37Vjxxpu/ePLJHz704L333vvss89WVla2tra2tLRcpo+mufJoaGltbGysb25pamppbm1vPVV78pmnH39r5e8HPT3acADaVoO9tNaBRjjSUy+lHZM4R9il0YYOEnQQ0YsFdyJgbzhh2f3FR531pxPyYCoaSMQCUbF/16Z1v/75I93N9bs3/+3VF55r/vp0YlQY8tvXfbz2t//9ZEv9GbHf9e6qP2757ENp0KmMDvQ721ctf3Hb3z/sd175+1/XrFq+1OfoUBPikPeq5XhO4/nyC6eKV7z2YmHuV/au5jdff3n9p++F+51oTErGQp9/9L/vvr3C3tW8d8eGpYufvt52Dkf8OOIvPrzzpacfsTeehtYVwUcEryZ4dcGrh9mYkFu5EeeARAxwDrmvq6nuB9++54uPP7pjnIPGpoiiIln0nj15+FpzriJVqzDZF4JKXiiPUuFSkNxlXvbAOahQHqROiiGXQQf0e8OKBYsWLJipzXLGltkCaZS0S7Nl8kuGezOGFXiVrsC2dMVE+9WLIG3Kdgu7AgV0CHuIIFamSXlEPKJF9mPxGJIqI4GzdbVH6y/WjI6OQDs9jYZSTT1V09Vpf4HxOMe0oeMbcgTmCQLgg6Xp8bjQ1ljY2/GVFisnkgWN51bgy0gXC3TBhEQrlspUoVQVyshwzeVTn3+y+uFrDdtxtDollqfkchKt6Lrw+foPnmw6l1N/aseXG//Hfa1QGb5Qf2rTlxuXXm06cOyrNzd8vHjfrj/t2bjss7WLdm9cfrFm++Evlzec3VJT+vFX21+tKd7w/p+f+tt7i0vyPyg3ra2tet/dc/BQzjvrP3nxwO4/7d3++qa/Lvpq84vezoNAfUQbhm/wImoEkw8m3RHm8GKGGlIhH0UsvR37a6v2yEJfMp4MhsTO7mvllRXr16/fsGGD1+tNpVLxeDyZTMbnziMxmlLGxsZGEsnEWCIeT8YHBvpfXvr8S0t+3efoSsl+EMyQXBC9uJFsKIt/6EA+qLsbc1MT3Bj0PDxI7ms8aV297IW1K14pOrz7fLXtwqmynB3rX3n+V+s/WisNuAoO7l763BOH9mypO1WWu3/HimUv/PqX/5V3cFdfT/v/rlz24dsrhjxdeGzQ39v85rIlW//2fiTgqqu2rnhl8ZebP60pL9y18a/LX/r1ydLcy3XlK1797bH9O2NC38Hdm5e/vPjI3m2X66rzDuxatnSR6ehX8pA7Z9sXLy1+yt52jkT7U6LHvH/Lsud+fu3raiL4wBCOEY5xzpFVM5s+8UxiBapNWfEHEp14ZOhCTekD375n19ZNYyN3KLeCNZJCiqYRNRXt7bpQbtoQAKGOCgQxiTwig8aMGrLqQsatkPbQglApk+idsIQmLEZNZmopZtTNQXsD5DdEM/y0AIJCXwKDt0LI4ESPqGJeIlTV0Xi8uvyQ32fHGBHaTo/TsSJV55xjnnz389PgCMwGAhroC+qJRKTtcmlPyxEklkDwgBbeM6tJME+hpicobCIy5FwUoRjJpZIvr+PCF7IvT5VKVKmECpJao97D1xo2ib7CkPtYb+uO4YAlFSkLeY70NG8bHjIHXEcbTn1Wf3Kdp/OAt/Nod+MBf3ees/2rkDtvyHHM0bav72pBQ82WSyc3N5/ZcvnMutaLn0YG84YcloZTmy5Wf+HqPBRw5F+9tDVkz8VCCQ1Qp0vuIVEtQt2oJlBXF8hYFyqSreXi7ipbTkQKgeOXCjlpRVGi0WgwGFQUsJjRdZ1VkpK58oCflLSSlP1DopHoqjf/+PijD3e1fI1igyBEkfZinTANZ2VVKOHI0A4gHKCahUGtyzM6ZG+rqziy8+/rP3h7/YerN36y9vMP3i7K3dN3rSk1HPB2NuR+uf6ztSs3fLzadOTLS6dL921bd2jnF/aW87bcPZZDuyKD19GwX/J2Fu7bUmPJHQ57o4OOMyV5Wz5es/79P2/88K3SY3uk/quOtnPHcjbV1xTHRN+Qo912LGfbur9s/mTN1s/W2o7lBD1do6LvVMnxA9s/H+ppRLI3KbqbasxHtn7S31WPQYoU0kYGczJkOSbVzBpWdvTEnRq1i8OyJxnpLzi0+3v//m+m/OMq+ApDowWt5LiNvbJIS6kg/QLt2ImRkfozFecq90aHypFcpESOIijjKEBwZ9IsBvjI33RkK+3e8jr9/2sYEYCHAKU1ViAf6bAHREc0+KVhViJlQ07bydJdPV0XFWUEU3sVhiF1y0M6OCVO88HjHNMEjm/GEZg3CNBeWV1REl1tZ9qhV7Ycp3tl88FtUrRqUCFv1UUzkYqwWASMRLYi0UyGyxF0/NuQZCVQ12ZGwFRMUHwasSHJjCIWJJsUyHEUoYhZlUxYtqiiWaH9gUSuQmKVErahSClohYF1bSkSqrBYjcTqVKg0FTYrw2ZFzE8KNiSVK+ESEqlQwzYIb9AQtAZlenQIFh0q7KiikUC/oIUCXTYnhIoLtbvPnCiKyVGof8N0QbkFKx3F9MHIhlHEOcv/GswHWlfYJJlMJLZsWv/wD79bZjqqyP1Y8qphB/ysT9u+ZwuC0YbS9NwMc3ZGnwPM3iQvBhkuryJ6RgZ7h663eK5d9nQ1DLmujIZBUCsRciphV8zf3Xf1kr+7MdZ/LSW6IwPdYW9XfKh3ZPB6rL9HFVygCSZ5owPXh/t7k0E3EvtSYW/I1TnQ0xLobRkd6MFRfzzQG/V1xQP2pODGkb54wB6wt/Rdawg4WsfCLjgFyTvS3x3xdiphlxp2qYJrbOi65LmigDOLC+pUpnKOG/bKAggABSuVJRGv2N/76btv/eh79126eJ5pn98BzoG1BNbGEFJBeg5rkXCo7qS57uTuyGCJEitW5AIcKUqFCmhUA6S3JgzomM2MQl0o1IUCumTrM7gsgIAlHWmzJCgKKdZlmwYpHhuRqxT59KCztLp0W2tD+ehwEKEk1FcDaQPeBpEOVtQx3a8/zjmmixzfjiMwXxCA3g1w/UaO7qaLJ3JSwSooHRVpXx9EOKAlhC7NECKWCrFUhKGQzaRIFtAMAC5C2/BodZsq5CliAZFNWqRIlQuwnKfF8lHkOOgNgGNLIcROohaQHZNLkGDDshVFgM2AjBKU6JdhoUyLVIEIumyOR/KxfBzHipFkQYIZiuMgCV2sQfGdhRrSQl8fDKjwL9bCJl0ogpo7sUCLWCN+27nqHHtXs5pAGtaUlIIJglix0agyp7pks8lOmnlQc1mCcXVVxQP3fWvdB+9Ewx4k+xA1YoU+0rQLvEE7mIjFRM6Bg0494icC9T2hoQ4kelKCG8t9o6JXkXxJuW8MZMjBcU2TPFrMjySPKrqJ7EGSOxXxDgftYKgmulPgIw8jFXKOhlyK4FMDLiz4VME3GnSPDDqw7MeiRwk5kyHYlRp2YgH4RCrsVCWPIroTYedY2KkG7WoYjOn1mF8Jg989Fj2q5FUkrwKetO50hCNDOyBPBKmiicNgXWLaUFcPO7SRAee15kVPPLrkV08FBvrBXfaOxDk0PYHJsAYN2RpKIaxgKdB3sjznXPWmsD8/GTGRmJkMQ1xBB01SG/0PZSwpY4a0i2Cm3bNwD1PaUTDTyzzqCw1LjaqzU8toC4b28nJNqkyFTniuWU4Ub75UV5BKBjQtnhbtTXMO459b6PzhnGO+zBv8PDgC00UAOAeVGJSDgSrzXl9nAQGflFxdzmifl2lU/QLa+uVCIhficH46kSGaIAsDSQ1QKIJWEXDxpnVq4E0PsoYgCSAU4nCBGsrXJLMaKkJhE5aLcRhkEDUpXw3lYhBaziNiAQ4XsD5ANVRIYuZk+BCJ5GHhGBGPEylfkwvUcB6hBpiwLahxQDKF0g66DBXpEtiIa5ECJNv6uovPVh8LDvZBNzDWwBBeY7QDZ1pkGf+YLngzv10289BAkx5UNPv9vt+/unTRkz9t/boWxfpTogsz7YrJnGOC3woUfITdEDMAi3k3869Xg3Ysgq0rtWsBtxQEcQsPDtuJBB2nKNCDQ72QqpBcSHCg4HUiuTQJdD6I6CTg6gK0Qws5oZBTAn95GLIPxNGhvtVBLWpdJGzXwHzOQUK9WsSDBQcO2zXZDTuJeIjsJmE7Dl4HpfOQSws6wUVFcJOgQ6MutVmpIppCmkw4jB5gAdRXtTB8GF3QKKIjAAAUd0lEQVTyjgZdB/dsfeA73yo4doRqnwPjuCPa5xDfwASrrL+DpsckKVR3uqS6bG93m3lMrB0OFauyFbj1+DCTqBnUvdKjkEQLYEQKdblkRodVB7dbsLTVI0UkUoSjRShqQnKxKpaq0glFqhU9xV0NeZUluW2tdaoyTLACUSJ2OxpkA8IdzDJvujc+5xzTRY5vxxGYLwiwGlJwi0wmz1TmXarZmQhZwFQ2kkuEPB2a9UsJVI+COwMW8olUREWETGAHJZigZ49JJkuFukwb+ZhOUdjEHByoO3batZJAcVwxLcu3wrYydJ1o0HiSj+CHFxRkYBrPIGAjV0DkfA1GIXAdymlIxIxBrgBkBqB6A0a6LA5SLeCCm0fEPC1qSoll15rzG+psozFZw2CWRumFwn66Za7eXOUcNIxN25g1qEFJFJvyf/qfD25c954UcKpRvwoCXy5dcsNEDqpfThKypy1IjEIHjcYMaNgApm2mmE6oKxvlDU5NdLHYhiI4sejEtJ9WE5y67NFFFwrZUdihiy4lZKde804l2KuFqchH2AX+sSwPQuXVEaw7SQiMUVDQARb2lKOA+VzIjphyBhzFpQR7VcGpMkYiOjF1aNNDtMUGGm2otcqk0g0gT0CbWLSDchSHFgKPNwICJJRaiV4sejvqTy166meLnn5cDAxRjzcw8rsDnIPeRSCvzmZkRAgNpqHEqHClpba6bE/zhYO9V46G3AWxAdNYsDgRLkkKpSmxNCWVJMViY1iTooUOqyKUzuQIs72VgAsBPVxCLB4NF4+GSuX+0n67ubs590L11rOV+z2OK0pqRNMUStJpnIhmVdKJFThFSjsy/3/+xRXOOf5FwPjbOQLzDgGWrCWajhEJeHtOV+wcchzH0UIkH4cmOnBWK1GFQkTFkinbSBMIIzkNpR7UUN7MuAjVGirJih4z3SFjCdUhLKo8sYYfxBCZvyV7p2Wio326jA6ohgypnKkDhWFzIhxXQbWsWB4orynfdb2rAasKYTX3wDpShEy/Au5OXnwjiU5/WxLU53GtXvXHR3/y/TJTLhoJqlI/lD6AUzwEJFgEgvqSOGBJVUpZQGJywGB8OjdSMzRYokG+hopejL9hvEZ1vDf1Rq9OPcT4+7NUNLIVNcbXJwcwJsu3s50zYoGhDYfGbAQPCbuVkJP63HrUkFuT/ZLn6rp3337oge/m5R4iCOtahmhm7OxvISvwj689K3Wg0zGmXR5I00HWjWAlORYecnV31DWcM5+vzjl3YuulM7va6vdfbc7taTvW0360p/3o9Q42cq93HKHjsL3jwEyOtlx7W5697Vivcaye9tzmr/eeq9lRU7njTPVXzV+bvY6LsujDKqKJR1bAkVmCiitUcnDO8Y9vA/4qR4AjcFMEaPSUFVNilBq9dN7SfHH/aLgsJVq0qBWFCpAAxrBYhlwJiAowXYF0HRyr4jRq4uirtCTerIHiIRusT6+INrWyJX0GmvTANI4OK+gtwijOGpkns1fY+zOcg6qzQ6efCUtWIpg12aTI5pRU1XrpcFXpAVkcwpBm1yF9RFQNfCNuwRbzpmjO3BuyOYemYVVJXKg7/dQvH3v2iZ9dabqoxWUU8Suil0T8yUCvGrKDo33InlVYmq69mEoIjGeMeghai8riH0AFbtSCCyETkY7xV5mqOoRYsoZrfPObsg32hn+Oc+AwGL8RoBqQTCFhlxp0QGFKyKlKfSgyODLkObx788MP3PfeX1YPDvQhBTgH60gy8gGEpghm7gpl7wkiAgRm5szQNaKBeaKmqTpR1MToiBge8lzvbr/Y1nj6StPZrpa6zuazV5pOX2k61dl8qrPlVGdLbXo013Y2n5nRUdPZcpKO6s6WE1daqq+0VHc0n2xvru291hAcdMaHRaLGCVFvRDjS58Q5R/YF5+scAY7ANBGg1mdgsEoISSSGfe626rLtjs5jqlyeFAo10aSKJiVcCFUUwA9oEIJ1i0xZGryBJj7g/ZlRxPIjdFmgyXRAJsVqDBstGbFRA9ss2gGZHfZS5knGPyYRGjgQEs0a5MvNimwLeizl1s0eRwsmCtLgqxRrqkZUDSOYFub0I002sjkHDdWjRHy4zGb+8QP3v/T8c9faG1FsKCl6UxK4xWIqUKGFwXPEoB0G52CT+o3jE+O0A4IiRpxjnDeMM4xv5hyik9ZtMOZxy5zjxp8TmBDUi0DtCC3ggIZhdzLkIFKfGhlIRQaLDu996Dv3vP7Kiz3dXRiroCBPoICHdnpm4hyUdjBkZ/geoNENWrBKK0igK5uav6sa3HhQW6ohnagEJRU1kVLjSTWeVOIJJR5XEgklEVeSY+MjMaYkUjM5kiNKKkZHVElFlFRUScXU1LCaHMVKAgTNqcgoEA6a0zP+YXEOQ55Dp9HCW0OP51Zm+L7ju+MI3H0IgOEKggI4Wukwlkw0N184UX5g0FlBYicRaJJS4yjRBh38jHNMZR70mQznSCdZIF3CRpEuFxojX5fpAKsU5oNlFPBDziWTpqGOl+OJGCbSbCRo0h8j+82gnYrEsqRcFfKV1di2N1yohjZgTVc1rOgK1hSdEg8wNp/TDzZBZhoU6fe+plEHFhwfG6koL/3hD+5/5pc/ra20joj9o2G/GoFOExS0Q0kHtR2htCOtUpru9fiGudyIeWRJmt7oneO5Eng1W2HdSNBAsORGuZibRjuytsrew6R1DQiHC4UcmuwlkgfKR8IuVfamIv1hv33vri33f/tbr//+dw5HD8SEVBUsUJFGc2pAqieEOm5t1vyGewdT1QqSyUbA3E0tSlhpBwYTHR0SFzSSkO5Lous00EjNTNKlzkBPaEWFMmNLgtOBGBaOMZYYs8AMexE8EDQN6zotvKW5FHqyjHMwWQ7aSXUL/4E45/iG+4c/zRFYOAhAESnWCXiupjBRNBIblpoaqs9U7Ay6CkjEpoKVgw2FbbQCNJ0NmZhhgYSLkSUBZaFs9aH0eoZ8SIU6jAJdLKQvWWn9B5MAsepiEVhcsgH7saQVOMCfk+3WyOPASxMOhGSbKlWGfZbzJ7ZcrMmNSQFV1VVNRzpWQfZMvas4B2hzZEIdmBCEICuEkKooyWKL6cmfP/azR360Z9t6d29HSvYrkhdDWiSLAUDRJSh16qyk9B9FO4ArMClPqOpgDvLprejmzEqNNuhCU8mEttVMm64zu5GV9sswndCbLm+QzZlEOHQqa0ZLN9xIdKmCC0keLeofC7svn69e86fXv3fft9auedvldsIET0kllYADBsBm9NvNOWhGhdIODemaqkNMg+jQcwQDYaxCF42qQsQNWAfYl7AIDA0x0LyMQQSAADDagSj5mIElSMyxA9M2KIgAwUh/PkQQwirRQcAdMkE6GNanaQjcghM4BwuBTPvbkXOOaUPHN+QIzBcENI0oKp3TSIJoKZDrIMPR8OXzplOlH4Xs+2hvagmYaFMdDtozQgMM2VM+K91gpZ03iF6wSEaGWDC6QEMg2awCdkjpCFNpFIsoq8gES9JyqFlUw6IL1sxQ5JKAI+9cxbqGU/sjIYeaVBRFV4iuEFUhCgS6kaordPaZ05cu/aOcTmPpn80Y5giYJFQV7LaSicSlixffWrn8Px68/7UXF9WWFgj+biXi02SPLhn+77QHhLaBTG6gzZrRDa1P0OCCFMm4d3yYbUWXtOADEiii0+AcGbWMqZzD0NKgWxmJHuNtU56kERTDo26SAmmWPgfT8MCiC0luMtI/JjhdnfU5G//6xP978GePPPTlzq2DgSE2OcOMzaZTKORhzZ63Pc5B2aFGRcETuj6m63GdYB0B9wDFDgxJlZQ+quhJJjHLshlsPUt0KytKYrSnZnjnraxA2xYlQZmbivIaxjkw0VWiKURPEj2pwf8QBHTXoECTOcetFcVwzjGnv3v4h+MI3AkE4DcNq7OEX4h0boNn4sPh9qbKquKtbZeOxEJ1qchFEisDbS7RjCRIuCCxgDXQUiMr6KRNS35NEVrOYgmMNxjLtKq68SdsyIIcNBYCnIO+BDGSIp0264IoGUidQpWJKllVqUyVK0i0OilUNl0qKbMdrj9fERH7CE5ihI2avvEfd9DpdwuR4TtxOYx5JzvOAfPNxAdS1T6v++iRg4t+9eT3v/Pvf3htadHRfZ6rzQnRr40EcXQQS/1I8BHZj+U+VfSxgaS+bx4+JPlwZog+nBn0SSTBG5DYhycMYxN488SXMrv6hys3/jyiTxG8quDDkh9Lfi3Sj6NDajSIR8LRYF9z/dkt6z995vFHf/zD+1e98cczp2uHh2OpVAoUWOjlTatKGIhNnr7Z7D2j15LukolXsLaV8dIHI2QA3ejQ+JF+ZF3QyZ/PuANm8vnxCg2Du2Q/Q/nFeFMKtBdnPp8RbpuQ8ps2eJxzTBs6viFHYN4gAG72dBjJWlbwj1VFiXgdDScr9p0o23GtvUjw5SWEYiVapso2FLGhqBVFLRhaWrKHFUu3Y2QdKGJFUasasSmRsoRUKQ9YnVcOnj/xeWHB4Z6ea6lUAmOV/dZF6O5oi53GnQRFOFhNxEf7fJ5dO7b+4rH/uu+e//OL/3zoozV/OlGc11F/ZtB+JdZvj/ivx4YcccGbkPwJwTcW8iRgvS8h+iYPwZeYGyMe8sbD3rjcPxryjA45hwfsQecVe0fj16dOHNyz/bWXnv/u/73nge/e+9orL507ezoWi6ZSKUKTB5CBogY608CTb3JnEOCc487gzI/CEZjLCICb/STOAX2GKiZqkpD46Gigt/tS44WS2rLd1badZyr3NJ470tVk6m4zd7eaetstWcPa2261txc62vNnatjb83vbYbd0WK63W653WDubC5vr887V7i+1bK8qyak/V9TdcXpkWIaJGKu03BLWqOz1XEZ++p8tHfymRYgY48HBgROVFZ9/+tHzzz794+/f+8iPvv/EYz/5zdO/WPbif69ctvSdN5a9987Kj9au+mDNm++vfuP91W98sObNyWP1mx/OpfH+2yvf+sPvlr+85OXFzzz3xGOPP/qTH//g/kcefvAPy17Zl/NlW1ODkhjVWKUEvdBQN0oDA9PHlG95+xHgnOP2Y8yPwBGY6whkOAeLqcI3NzNy0gjGOEVwQsNjOBkJD3b3dJ5vbTzRfvlES0NFS0NZR3NlW2NZ1ihvayxvbyib0VHa1gi7paOstbGs9XJ5a1NFa1NVY315Z3tdcPB6Kh4ieBhjEE/EGBxVNA0cZECEcp4+oK5P09BES1wlmej3us+fqT16aN/fPvlwzZ9Xrnz9dytff/W1l19YuuS5pUuee/m3i19+4RvGbxf/zxwZL/xm6ZLnXvzNot+/svSN5a+tWvH6X95ZtX3zBpulqL3lshQKYJTSsKJh6IAmcItC/QZTmJnrebN5ejf+86fFOcc/jxV/J0dgviKQMVGYwDmg6gxB5T8BGwkM7XssjKCqSioZHxsZG4slEsOJeGziGE6MxRNjiZkb8UR82BixeDwWT8BSUSCHAhYX6bi6jrGKEHiXsxJ91pQ4X68Z0UHmEioY6GAgQGEgnYAVJTUyHJUlYWhoYGhgsM/r87o9HrcHli63x+X20vXspcftmTsPt9vtcrn8fn8gEAiFQpFIJBEfJVjVNaxDhShoi9NzTbONzBWfr5d73pwX5xzz5lLyE+EITBsBo6os7VUNcQ4oJk33+kGHKf2G11IqQRr8vKYVp1CYCbEE1nbH3k6XiMp9zOSSlv/TJgCCdDrAl35CQyHWdGz85FVVlU298zu3kvatS3MOIB9MESLdcEDn4YxLF22PhOZN9mBFgtnL9Atz4B9wSzM+JyvAhC4PAt0ftMOUFW/AO1h4g8W02BJalfhjDiPAOcccvjj8o3EE7gwCGcqRPhz8zR70qz6dZ6ExBQh2wA9MXWdx7fGpIWv6wiD3MbMDFBAnDQXEJrHRjUg/VWZGzZo47wyEd/4oEHOi58s4HztjhGGyps2iwD9YQyb7bEaXQjoINPUDZ+6CWV9JcyZ6ghDHSMdyMs2blF1RwsHOOsMv53dka+oluxuf4Zzjbrxq/DNzBGYUgcwkk94rK+8A2UEq4zmhc2/KgbPyMmnHSYj6z+AwPkO675X5Zxn7x2mtJ5hRF1oB4Q2Rn349Q+YuuItWptyN/Im5jgDnHHP9CvHPxxG43QgYv4Azx2GcQ9VBw1OFXArTR6bBjwkEBGan8XLTTN3plJDEpAjFv/YnTaGwwAv84qVHyeyB/WnYXd58ws3Mp5mTvWtXAIoMDnQlzfkmnmPmr5utZGjbzd445RagZG9WtrprL97C/eCccyzca8/PnCPAEMjMFgYg45zDoB20ioPKGY3HMrKlHZkSU2ZHk1669T8ze87+bZ+9ntYrMs7gG/9l29ycm3zjDubOC8A5WGbJWE6+NvSzZkN30/W5c3ZTPsnUzz7lLfyJuwABzjnugovEPyJH4LYiMOnbnP5qNbQUIciRGVC8MXley/CJCXvBk6fDSbPjv/QnQRN+WWcfMbP+T3GOzLvnDefIxDlow9EEmIxznHBdbhaRuK332a3tfOp53Nr++NazgwDnHLODOz8qR4AjwBHgCHAEFhoCnHMstCvOz5cjwBHgCHAEOAKzgwDnHLODOz8qR4AjwBHgCHAEFhoCnHMstCvOz5cjwBHgCHAEOAKzgwDnHLODOz8qR4AjwBHgCHAEFhoCnHMstCvOz5cjwBHgCHAEOAKzgwDnHLODOz8qR4AjwBHgCHAEFhoCnHMstCvOz5cjwBHgCHAEOAKzgwDnHLODOz8qR4AjwBHgCHAEFhoCnHMstCvOz5cjwBHgCHAEOAKzgwDnHLODOz8qR4AjwBHgCHAEFhoCnHMstCvOz5cjwBHgCHAEOAKzgwDnHLODOz8qR4AjwBHgCHAEFhoCnHMstCvOz5cjwBHgCHAEOAKzgwDnHLODOz8qR4AjwBHgCHAEFhoCnHMstCvOz5cjwBHgCHAEOAKzgwDnHLODOz8qR4AjwBHgCHAEFhoC/x/BXf3ypybrNgAAAABJRU5ErkJggg=="/></fig>Nota. Tomado de Molina (2022).Seguimiento de los conflictos escolaresLos procedimientos de seguimiento parten de la atención de situaciones de conflictos, se diferencian
de esta porque existe una periodicidad en la revisión de la problemática, generalmente se atienden
situaciones de tipo II y III. Además, la intervención del orientador escolar es más recurrente y
depende de los compromisos pactados por los estudiantes y los padres de familia, su fin es
garantizar los derechos de los niños y adolescentes, mediante el debido proceso.
Este proceso se caracteriza por dos aspectos importantes: el primero, el rol del directivo docente
y orientador escolar al indagar por su comportamiento, cotidianidad en la escuela, las situaciones
que enfrenta en torno a su ambiente familiar y social, en otras palabras, la voluntad de realizar
seguimiento continuo a los estudiantes con dificultades comportamentales, emocionales o
psicológicas, con el fin de que ellos mejoren; el segundo, se relaciona con la responsabilidad de
llevar los formatos o documentos que evidencian el seguimiento de las situaciones (ver Figura 4).Figura 4
Seguimiento de situaciones de conflicto<fig><label>Figure</label><graphic 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"/></fig>Nota. Tomado de Molina (2022).En este contexto, los documentos utilizados son los observadores o fichas acumulativas, los
formatos de seguimiento y de matrícula condicional. El observador o ficha acumulativa está
diseñado para hacer descripciones periódicas o repetitivas en el año de los aspectos académicos
y convivenciales del alumno, durante todo el tiempo de su estancia en la institución, es decir,
puede acumular la información de varios años, seguimientos, acompañamientos, compromisos,
fortalezas y debilidades y, en algunos casos, aspectos físicos y psicológicos, por ejemplo, estatura,
peso, discapacidad, etc. Otro aspecto importante es que contiene información relevante de los
padres de familia o acudientes, como sus datos personales, ocupación y profesión.En los formatos de seguimiento se especifica la reincidencia del estudiante y aspectos como
compromisos y firma del acudiente, con el fin de garantizar el debido proceso. Los formatos de
matrícula condicional son el último recurso que utiliza el coordinador, ya que después de todo
el proceso convivencial que se adelanta con el orientador escolar en compañía de su acudiente
o padres de familia, de acuerdo con lo establecido en Manual de convivencia y con el respaldo
y decisión del Comité de Convivencia, se legaliza este formato. Por medio de este formato, se
informa al acudiente sobre el comportamiento del estudiante; en el caso de que continúe con
comportamientos inadecuados, se cancela su matrícula.<table-wrap><label>Table</label></table-wrap><table-wrap><label>Table</label></table-wrap><table-wrap><label>Table</label></table-wrap><table-wrap><label>Table</label></table-wrap>


			</sec><sec>
			<title>Discusión</title>
				<p>Al estudiar la gestión de la convivencia escolar (GCE) desde las perspectivas de los directivos
docentes (PDD) y de los orientadores escolare (POE), y después de triangular la información
(Molina, 2022), se puede señalar que los autores analizados enfocan sus estudios en aspectos que
estructuran la gestión de la convivencia. Desde este horizonte, se puede establecer que existen
modelos que se enfocan en la atención de situaciones de conflictos de tipo punitivo, relacionale integrado (Torrego, 2006). Sullivan (como se
citó en Martín et al., 2003), además del punitivo,
incorpora las consecuencias y los sentimientos.</p><p>Por su parte, Morales (2022) centra la gestión de
la convivencia en el debido proceso en un círculo
de dialogo, el cual busca la garantía del respeto
del ser humano y sus derechos. No obstante,
la realidad es que no existe un modelo definido
en las instituciones educativas, la gestión tiene
limitantes que dependen de agentes externos
y generalmente responden acciones de sanción
y del entorno social y sus problemáticas, y no
a una planificación programada ni direccionada.</p><p>Por otra parte, algunos autores enmarcan la
gestión de la convivencia en los aspectos de la
promoción y prevención, que generalmente se
caracterizan por ser de tipo formativo (Canchila
y Pacheco, 2021; Briceño, 2024; Carvajal y
Acebedo, 2019), y se direccionan en relación
con el ser, la ética y valores, la construcción de
paz y ciudadanía.</p><p>Molina (2022), en su investigación, desde el
enfoque emocional, da la misma importancia
a todos los procesos que inciden en la gestión
de la convivencia para tratar las situaciones de
conflicto y disminuir la violencia en la escuela, ya
que los componentes de atención, promoción,
prevención y seguimiento de situaciones de
conflictos no son mutuamente excluyentes, son
más bien complementarios.</p><p>Asimismo, Saavedra (2024) expone que, además
de los planteamientos punitivos y formativos,
se suman los gerenciales, es decir, aplicar las
acciones de la gestión en el direccionamiento de
la convivencia escolar, como en la aplicación del
ciclo planear, hacer, verifica y actuar —PHVA—
(Lombana, 2016) y el modelo de la European
Foundation for Quality Management —EFQM—
(Ortiz-Padilla et al., 2018), que buscan mejoras
en la convivencia escolar de forma sistémica.
A pesar de que en las instituciones educativas
realizan actividades cuyo objetivo es el mismo:
mitigar la violencia, estas no siempre hacen
parte de una planificación institucional, lo que
demuestra falencias en la gestión, dado que no
existen objetivos claros ni indicadores, metas
y evaluación del impacto en la coexistencia
escolar.</p>
			</sec><sec>
			<title>Conclusiones</title>
				<p>La gestión de la convivencia escolar se
caracteriza por los siguientes aspectos: 1)
poseer componentes de la gestión, planeación,
ejecución, evaluación y seguimiento que
fortalecen la convivencia pacífica; 2)
fundamentarse en normas, reglas y leyes
que regulan las conductas de los estudiantes
y las formas de interactuar de la comunidad
educativa; 3) formalizar los procedimientos de
gestión mediante documentos, para garantizar
el debido proceso; 4) metas, objetivos e
indicadores que mejoran continuamente la
convivencia escolar; 5) flexibilidad de acuerdo
con las necesidades convivenciales de los
estudiantes y las transformaciones del entorno
social, y 6) enfoque definido: ético-moral,
socioemocional, justicia restaurativa, ciudadanía
y paz, mediación en conflictos, participación
democrática e inclusivo.</p><p>La gestión de la convivencia en las instituciones
educativas está más relacionada con la atención
y el seguimiento de los conflictos escolares
por parte de los coordinadores y orientadores
escolares, dado que siempre habrá situaciones
de conflicto entre estudiantes; aunque
la prevención y la promoción también es
relevante, ya que puede salvar vidas. Si bien
los orientadores y coordinadores observan
mejoras en la convivencia escolar, no cuenta con
indicadores que corrobore dicha información;
además, no poseen estadísticas claras de
consumos de sustancias sicoactivas entre los
adolescentes, casos de matoneo, disrupción
en clase, conductas inadecuadas e irrespeto
a los docentes, lo que muestra que no existe
un conocimiento sistémico de los avances de la
convivencia escolar. Estos avances generalmente
se miden de acuerdo con las respuestas que los
estudiantes tienen sobre diversas actividades
que se desarrollan en la IE.</p><p>Entre las rutas de gestión que se relacionan
directamente con la resolución de los conflictos
entre escolares en las instituciones educativas,
se encuentra la atención y el seguimiento de
las situaciones de conflictos. En la atención
de conflictos aún se maneja la sanción como
corrección, es decir, es de carácter punitivo;
no obstante, se realizan otras acciones quevan mejorando la fraternidad entre quienes
están involucrados en dichas situaciones, que
se perfeccionan con la formación estructurada
en valores, paz, ciudadanía, participación
democrática e interacción con el otro.</p><p>Cabe resaltar que la orientación va de la mano
con la coordinación escolar. En la gestión
de la convivencia, estos estamentos son
complementarios para dar solución a situaciones
de conflicto que ayude a llevar a feliz término
el proyecto educativo de los estudiantes. Tanto
los coordinadores como orientadores son
conscientes de la relevancia de la convivencia
para la comunidad educativa; por tanto,
desarrollan en conjunto distintas estrategias,
planes y actividades que apuntan a una sana
coexistencia cada vez que se requiera.</p>
			</sec><sec>
			<title>Conflicto de interés </title>
				<p>La autora manifiesta no tener ningún tipo de
conflicto de interés que afecte la publicación.</p>
			</sec><sec>
			<title>Responsabilidades éticas </title>
				<p>Para la investigación cualitativa, se realizaron
entrevistas semiestructuradas a los directivos
docentes coordinadores y orientadores
escolares, mayores de edad, quienes firmaron
un consentimiento informado para la recolección
de los datos.</p>
			</sec><sec>
			<title>Referencias</title>
				<p >Alegre
Brítez, M. A. (2022). Aspectos relevantes en las técnicas e instrumentos de
recolección de datos en la investigación cualitativa. Una reflexión conceptual.
Población y Desarrollo,28(54), 93-100. https://doi.org/10.18004/pdfce/2076-054x/2022.028.54.093</p><p >Briceño
Nuñez, C. E. (2024). Convivencia escolar. Perspectivas desde la orientación
educativa. Tsafiqui Revista Científica en Ciencias Sociales, 14(1),
7-25. https://doi.org/10.29019/tsafiqui.v14i22.1171</p><p >Canchila
Salcedo, O. L. y Pacheco Lora, M. C. (2021). Convivencia escolar desde la
pedagogía de paz: estrategia didáctica a través de la lúdica. Assensus, 6(11), 108-117. https://revistas.unicordoba.edu.co/index.php/assensus/article/view/2716</p><p >Cantor
Jiménez, J. J. (2018). “Aula-ciudad”: una apuesta para pensar la convivencia y
la ciudadanía en la escuela. Ciudad Paz-Ando, 11(2), 72-83. https://doi.org/10.14483/2422278x.13278 </p><p >Carvajal,
W. y Acebedo, M. J. (2019). La prevención del conflicto en la gestión de la
convivencia en ambientes escolares. Revista TEMAS, III(13), 157-171. https://doi.org/10.15332/rt.v0i13.2340 </p><p >Cedeño
Sandoya, W. A. (2020). La violencia escolar a través de un recorrido teórico
por los diversos programas para su prevención a nivel mundial y
latinoamericano. Revista Universidad y Sociedad, 12(5), 470-478.
http://scielo.sld.cu/pdf/rus/v12n5/2218-3620-rus-12-05-470.pdf</p><p >Dávila
Balsera, P. y Naya Garmendia, L. M. (2023). La “señal”, un objeto de la escuela
disciplinada y de la pedagogía del silencio. Cabás. Revista Internacional
Sobre Patrimonio Histórico-Educativo, (30), 19-36. https://doi.org/10.35072/CABAS.2023.28.69.003</p><p >Decreto
1965 de 2013. (2013, 7 de octubre). Presidencia de la República de Colombia.
Diario oficial 48910.
https://www.suin-juriscol.gov.co/viewDocument.asp?ruta=Decretos/1378136</p><p >Delors
J. (1996). La educación encierra un
tesoro. Santillana - Unesco.</p><p >Duque, H. y Aristizábal Diaz-Granados, E. (2019). Análisis
fenomenológico interpretativo. Una guía metodológica para su uso en la
investigación cualitativa en psicología. Pensando Psicología, 15(25), 1-24.
https://doi.org/10.16925/2382-3984.2019.01.03</p><p >Galtung
J. (1998.). Tras la violencia, 3R:
reconstrucción, reconciliación, resolución. Afrontando los efectos visibles e
invisibles de la guerra y la violencia (T. Toda, Trad.). Gernika Gogoratuz.
</p><p >Hernández,
R., Fernández, C. y Baptista, P. (2014). Metodología
de la investigación (6.a ed.). McGraw Hill España</p><p >Herrera,
O. y Frausto, M. (2021). Violencia escolar y mediación pedagógica en
estudiantes de educación básica. Revista Innova Educación, 3(2),
438-453. https://doi.org/10.35622/j.rie.2021.02.010 </p><p >Krippendorff,
K. (1990). Metodología del análisis de
contenido. Teoría y práctica (L. Wolfson, Trad.). Paidós. (Obra original
publicada en 1980).</p><p >Ley
1620 de 2013. (2013, 20 de marzo). Congreso de Colombia. Diario oficial 48733. https://www.suin-juriscol.gov.co/viewDocument.asp?ruta=Leyes/1685356</p><p >Lombana
Colorado, J. A. (2016). Construcción de
un modelo de gestión de la convivencia escolar a partir de la Danza como centro
de interés en el colegio CEDID San
Pablo de Bosa [Tesis de maestría, Universidad Libre]. Repositorio
Institucional Unilibre. https://repository.unilibre.edu.co/handle/10901/8249 </p><p >Martín,
E., Fernández, I., Andrés, S., del Barrio, C. y Echeita, G. (2003). La
intervención para la mejora de la convivencia en los centros educativos:
modelos y ámbitos. Revista para el
Estudio de la Educación y el Desarrollo, 26(1), 79–95. https://doi.org/10.1174/02103700360536446
</p><p >Ministerio
de Educación Nacional (MEN). (2014). Guía
No. 49 Guías pedagógicas para la convivencia escolar Ley 1620 de 2013 - Decreto
1965 de 2013. MEN.
https://contenidos.mineducacion.gov.co/ntg/men/pdf/Guia%20No.%2049.pdf </p><p >Ministerio de Salud y Protección Social. (2023, 13 de abril). La violencia en entornos
escolares es una verdadera epidemia.
Boletín de Prensa, (118). https://www.minsalud.gov.co/Paginas/La-violencia-en-entornos-escolares-es-una-verdadera-epidemia.aspx </p><p >Molina
Isaza, L. E. (2022). Modelo de gestión de
la convivencia escolar basado en la inteligencia emocional para la resolución
de conflictos en instituciones educativas públicas de Montería [Tesis de
doctorado, Universidad Metropolitana de Ciencia y Educación UMECIT].
Repositorio UMECIT.
https://repositorio.umecit.edu.pa/entities/publication/8d37f247-b5fa-4162-a3f2-15e6bddf8e88</p><p >Molina
Isaza, L. E. (2023). Desafíos actuales de la planificación educativa en
Colombia. Revista UNIMAR, 41(2),
184–202. https://doi.org/10.31948/Rev.unimar/unimar41-2-art11</p><p >Molina-Isaza,
L., y Nova-Herrera, A. J. (2023). La inteligencia emocional, una oportunidad
para la gestión de la convivencia escolar. Praxis, 18(1), 15-32. https://doi.org/10.21676/23897856.3878</p><p >Morales
Castro, J. A. (2022). Castigo y sanción
en la familia y en la escuela. Retos de una educación sin castigo y de la
crianza sin amor (2.a ed.). POEMIA</p><p >Nova
Herrera, A. J. (2021). Políticas para la formación integral en la educación
superior en Colombia [Ponencia]. Congreso
de Investigación y Pedagogía III Nacional II Internacional, Universidad
Pedagógica Tecnológica de Colombia. https://repositorio.uptc.edu.co/items/a99af3ab-ae96-4582-ab07-627fded31891
</p><p >Ortiz-Padilla,
M. E., Barros-Moncada, M. C., Ariza-Ortiz, S. M. y Rubio-Castro, R. C. (2018).
Gestión de la convivencia escolar: indicador de la calidad en la organización
educativa. Opción, 34(18), 1097-1125.
https://bonga.unisimon.edu.co/items/bdc8bfca-43bb-45ae-a475-aaaf707f5158
</p><p >Resolución
3842 de 2022. (2022, 18 de marzo). Ministerio de Educación Nacional de Colombia.
https://www.alcaldiabogota.gov.co/sisjur/normas/Norma1.jsp?i=122207</p><p >Rioseco
Sánchez, C. y Barría Ramírez, R. (2021). Contribución de la dimensión
relacional del Clima Social Escolar (CES) a la Convivencia Escolar para la No
Violencia (CENVI), desde la percepción de estudiantes de segundo ciclo y
enseñanza media en escuelas y liceos municipalizados de Estación Central. Rumbos
TS, 16(26), 167-190.
https://dx.doi.org/10.51188/rrts.num26.573 </p><p >Rivera
Díaz, L. A., Torres Gómez, P. Y. y Hernández Hernández, P. R. (2017). Estrategia didáctica “escuela para la
familia y familia para la escuela” desde el área de las ciencias sociales:
Fortalecimiento de la convivencia en los estudiantes de la básica primaria de
la institución educativa Cecilia de Lleras [Tesis de maestría, Universidad
Santo Tomás]. Red Colombiana de Información Científica. https://redcol.minciencias.gov.co/Record/SantoToma2_f98abc702a9e8db6888ee350f4d29437
</p><p >Saavedra
Silva, J. A. (2024). Políticas públicas de convivencia escolar en América
Latina: Una revisión sistemática desde las directrices PRISMA. Discimus Revista Digital de Educación, 3(1), 39-68.
https://doi.org/10.61447/20240601/art02</p><p >Sandín
Esteban, M. P. (2003). Investigación
cualitativa en educación. Fundamentos y tradiciones. Mc Graw Hill</p><p >Saucedo
Ramos, C. L. y Guzmán Gómez, C. (2018). La investigación sobre la violencia
escolar en México: tendencias, tensiones y desafíos. Cultura y
Representaciones Sociales, 12(24),
213-245. https://doi.org/10.28965/2018-024-08</p><p >Soto
de La Espriella, S. M. (2022). Orientador escolar y ambientes de convivencia:
un tema para reflexionar. Memorias III Congreso Internacional de Educación,
Artes y Humanidades 2022 (p. 63-64). Universidad Francisco de Paula
Santander.</p><p >Torrego
Seijo, J. C. (coord.) (2006). Modelo
integrado de mejora de la convivencia. estrategias de medicación y tratamiento
de conflictos. Editorial Graó.</p>
			</sec><sec>
			<title>Contribución </title>
				<p ><bold>Liliana
Esther Molina Isaza</bold>:investigador
principal. Procesamiento estadístico de datos,
escritura de materiales y métodos, obtención
de los resultados, análisis e interpretación
de resultados, escritura de la introducción,
métodos, discusión y conclusiones..</p><p>La autora elaboró el manuscrito, lo leyó y
aprobó.</p>
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