MIME-Version: 1.0 Content-Type: multipart/related; boundary="----=_NextPart_01DC36D6.AF23EA20" Este documento es una página web de un solo archivo, también conocido como "archivo de almacenamiento web". Si está viendo este mensaje, su explorador o editor no admite archivos de almacenamiento web. Descargue un explorador que admita este tipo de archivos. ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="windows-1252"

Brecha digital= : estudio comparado mediado por la analítica del aprendizaje en la educación rural de= Ecuador

 

Digital Divide: A Comparative Study Mediated by Learn= ing Analytics in Rural Education in Ecuador

 

1

Lidia Elizabeth Macías Piloso

 

https://orcid.org/00= 09-0007-7948-1861

 

Universidad Bolivari= ana del Ecuador (UBE), Durán, Ecuador.

lemaciasp@ube.edu.ec=

2

Raúl López Fernández<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",seri= f; mso-fareast-font-family:"Times New Roman";color:black;mso-font-kerning:0p= t; mso-ligatures:none;mso-fareast-language:ES-TRAD'>

https://orcid.org/0000-0001-5316-2300<= span style=3D'color:black'>

 

Uni= versidad Bolivariana del Ecuador (UBE), Durán, Ecuador.

rlopezf@ube.edu.ec

3

Tat= iana Yeobanka Tapia Bastida

 

https://orcid.org/00= 00-0001-9039-5517

 

Uni= versidad Bolivariana del Ecuador (UBE), Durán, Ecuador.

ttapia@ube.edu.ec  

 

 

 

 

 

Artículo de Investigación Científica y Tecnológica

Enviado: 10/06/2025

Revisado:15/07/2025

Aceptado: 01/08/2025

Publicado:25/09/2025

DOI: https://doi.org/10.332= 62/ap.v7i3.1.645  

 

 

 

Cítese:

 

 <= /p>

Macías Piloso, L. E., Lóp= ez Fernández, R., & Tapia Bastida, T. Y. (2025). Brecha digital: estudio comparado mediado por la analítica del aprendizaje en la educación rural = de Ecuador. AlfaPublicaciones, 7(3= .1), 112–129. https://doi.o= rg/10.33262/ap.v7i3.1.645

 <= /p>

 

 

AL= FA PUBLICACIONES, es = una revista multidisciplinar, trimestral, que se publicará en soporte electrónico tiene como misión contribuir a la   formació= n de profesionales competentes con visión humanística y crítica que sean capac= es de exponer sus resultados investigativos y científicos en la misma medida= que se promueva mediante su intervención cambios positivos en la sociedad.&nb= sp;https://alfapublicaciones.com 

3Deditorial1.png<= span lang=3DES-EC style=3D'font-size:8.0pt;line-height:115%;font-family:"Times= New Roman",serif; mso-fareast-font-family:Aptos'>La revista es editada por la Editorial Ciencia Digital (Editorial de prestigio registrada en la Cámara Ecuatoriana de Libro con No de Afiliaci= ón 663) www.celibro.org.ec

 

 

 

Es= ta revista está protegida bajo una licencia Creative Co= mmons Attribution Non Commerci= al No Derivatives 4.0 International. Copia de la licencia: http://creativecommons.org/l= icenses/by-nc-sa/4.0/

 

Palabras claves: = brecha digital, recursos didácticos, analítica de aprendizaje, educación rural.<= /span>

 

Resumen =

Introducción: la brecha digital en la educación rural ecuatoriana representa un desafío persisten= te y limita el acceso equitativo al aprendizaje. Objetivos: este estudi= o tiene como objetivo comparar el uso de la metodología tradicional versus la integración de recursos didácticos digitales, mediado por la analítica del aprendizaje, para contribuir a reducir dicha brecha. Metodología: = se empleó una metodología cuantitativa, aplicando pruebas de destrezas en dos grupos: control (metodología tradicional) y experimental (intervención digital). Resultados: los resultados demuestran que el grupo exper= imental obtuvo medias significativamente superiores en ambas destrezas evaluadas (M=3D7.54 y M=3D8.54 para el GE, frente a M=3D5.90 y M=3D6.90 en el GC), = hallándose diferencias estadísticamente significativas entre los grupos (p<.001).= Conclusiones: concluimos que la utilización de recursos digitales mediada por la analítica del aprendizaje tiene un impacto positivo en el desarrollo de habilidades, ayudando a reducir la brecha digital en contextos rurales. <= /span>Área de Estudio General: Educac= ión. Área de Estudio Específica: Tecnología Educativa. Tipo de Artíc= ulo: Original.

 

 

K= eywords:

digital divide, teaching resources, learning analytics, rural education.

<= o:p> 

Abstract

Introduc= tion: The digital divide in Ecuadorian rural education represents a persistent challenge and limits equitable access to learning. Objectives: This study aims to compare the use of traditional methodology versus the integration of digital teaching resour= ces, mediated by learning analytics, to contribute to reducing this gap. Me= thodology: A quantitative methodology was used, applying skills tests in two gro= ups: control (traditional methodology) and experimental (digital intervention)= . Results: The results show that the experimental group obtained significantly higher means in both skills evaluated (M=3D7.54 and M=3D8.54 for the EG, = compared to M=3D5.90 and M=3D6.90 in the CG), finding statistically significant differences between the groups (p<.001). Conclusions: We conclu= de that the use of digital resources mediated by learning analytics has a positive impact on skills development, helping to reduce the digital divi= de in rural contexts. General Area of Study: Education. Specific A= rea of Study: Educational Technology. Item Type: Original.=

 

 

= 1.      Introducción

La brecha digital es una de las problemáticas contemporáneas más angustiante e= n la educación rural debido a que limita, particularmente en contextos rurales, donde las desigualdades de acceso a recursos tecnológicos afectan de manera significativa los procesos de enseñanza y aprendizaje, según el autor (Torres et al., 2024).

La brecha digital se refiere a la disparid= ad en el acceso, uso y dominio de las Tecnologías de la Información y la Comunicación (TIC) entre diferentes grupos sociales, económicos o geográficos (DiMaggio & Hargittai, 2001). En el contexto educativo, implica las diferencias en la capacidad = de acceso a tecnologías, como computadoras, internet, y otros dispositivos digitales, entre estudiantes y docentes en zonas rurales.

Brecha digital en la educación rural ha sido objeto de múltiples estudios recientes que han explorado tanto, las causas, como las estrategias para reducirlas;<= /span> Mora (2024) también analiza la brecha digital en el sistema educativo costarricense, destacando= las dificultades similares que enfrentan los países latinoamericanos en cuanto = al acceso a la tecnología en zonas rurales; Durán et al. (2024) afirman que las práct= icas docentes son determinantes en la reducción de la brecha digital, sugiriendo= que la formación docente debe ser una prioridad para abordar esta desigualdad. Arequipa (2025), Cedeño et al. (2024) y López (2023) abordaron la brecha digital desde diferentes perspectivas, analizando su impacto en los estudia= ntes y las posibles soluciones para garantizar un acceso equitativo a la educaci= ón mediada por tecnología. En términos generales, los estudios coinciden en que las limitaciones en infraestructura tecnológica, como la conectividad y formación docente constituyen los principales factores que perpetúan la desigualdad educativa en zonas rurales. Sin embargo, la manera en que estos factores interactúan y las estrategias propuestas para mitigar sus efectos varían según cada investigación.

Según Arequipa et al. (2025) examinan la brecha digital en el contexto ecuatorian= o, resaltando la necesidad de desarrollar políticas públicas que fomenten la equidad educativa a través de la gestión del conocimiento. Su estudio enfat= iza que la desigualdad digital, además de la relación con el acceso a dispositi= vos tecnológicos, existe la falta de competencias digitales y el escaso aprovechamiento de las herramientas disponibles.

Este propio autor Arequipa et al. (2025) analiza la brecha digital en Ecuador, proponiendo estrategias para la gesti= ón del conocimiento y la equidad educativa, enfatizando el papel de la tecnolo= gía en la construcción de oportunidades de aprendizaje equitativo. Asimismo, la investigación de  Cedeño et al. (2024) plantea soluciones tecnológicas específicas para disminuir la desigualdad en zonas rurales, destacando la necesidad de infraestructuras y políticas públ= icas que fomenten el acceso a la educación digital.

Preciado et al. (2024) analizan el papel de los institutos de educación superior en la reducción de desigualdades en zonas rurales. A diferencia de otros estudios que se centr= an en la educación básica y media, este trabajo explora cómo las instituciones= de educación superior pueden contribuir a cerrar la brecha digital mediante programas de capacitación y acceso a recursos tecnológicos para estudiantes= y docentes. Su investigación destaca que la educación superior puede desempeñ= ar un papel clave en la reducción de la desigualdad digital al formar docentes capacitados para implementar estrategias pedagógicas basadas en tecnología.=

Los recursos didácticos son materiales que apoyan el proceso de enseñanza y aprendizaje, tales como libros, guías, videos, y herramientas interactivas.= Los recursos didácticos digitales amplían este concepto mediante la incorporaci= ón de tecnologías digitales, como plataformas educativas, aplicaciones y softw= are, que enriquecen el proceso educativo, entonces Pin-Zambrano (2024) destaca c= ómo las TIC en la educación rural de Ecuador contribuyen a reducir la brecha digital y mejorar el acceso a la enseñanza de calidad por ello Benítez et a= l. (2024) también proponen que las herramientas como la realidad aumentada pue= den colaborar en el proceso de enseñanza-aprendizaje, mejorando habilidades específicas como la comprensión lectora. Según = Audrin= & Audrin (2022) su uso en conte= xtos rurales puede transformar el aula, proporcionando acceso a contenidos actualizados y herramientas interactivas.

Su enfoque centrado en la infraestructura contrasta con el de Gayosso et al. (2024) quienes analizan la brecha digital desde la perspectiva de la enseña= nza básica tomada o asumida en México, subrayando que la falta de formación doc= ente en herramientas digitales es un obstáculo crítico para la integración de la tecnología en el aula. En su estudio de caso en la Zona Escolar del Estado = de Hidalgo, los autores identifican que la mayoría de los docentes en zonas rurales no cuentan con las competencias necesarias para utilizar herramient= as digitales de manera efectiva, lo que repercute negativamente en el aprendiz= aje de los estudiantes.

La falta de acceso a dispositivos tecnológicos y conectividad en las comunidad= es rurales representa una de las principales causas de esta desigualdad educat= iva, provocando dificultades en la adquisición de competencias digitales básicas= y limitando el desarrollo del pensamiento crítico y la autonomía en el aprendizaje, Vera (2024) se= ñala cómo el acceso limitado a internet afecta el aprendizaje de los estudiantes= en las zonas rurales de Ecuador, limitando sus oportunidades educativas, por o= tro lado Raza & Matamoros (2024) analizan cómo la integración de las telecomunicaciones en Santa Elena ha ayudado a reducir estas barreras y mej= orar el acceso a la educación en zonas rurales, del mismo modo  López (2023) menciona que otro factor determinante es la escasa capacitación docente en herramientas digitales, lo que se traduce en una integración deficiente de = la tecnología en el aula, generando brechas en el proceso de enseñanza-aprendi= zaje (Moreira & Agramonte, 2024).

La calidad de la educación en el ámbito rural también ha sido analizada en profundidad en la revisión sistemática de Mendoza-Ponce (2024) quien recopi= la investigaciones sobre la educación rural entre 2017 y 2023. Su estudio seña= la que la desigualdad en el acceso a la educación digital se ha acentuado en l= os últimos años debido a la pandemia de COVID-19, lo que ha exacerbado las dificultades para la implementación de recursos didácticos digitales en comunidades rurales. Esta revisión es particularmente valiosa porque permite contextualizar la evolución del problema y destacar la urgencia de intervenciones estratégicas para reducir la brecha digital en estas comunidades.

En la actualidad es imprescindible la utilización de los manejos de los datos buscando la individualización de la enseñanza y la mejora continua del rendimiento académico de los estudiantes lo cual es posible a través de la analítica del aprendizaje entendida como el proceso de recopilación, medici= ón, análisis y reporte de datos educativos con el fin de mejorar el aprendizaje como surgiere (Siemens, 2013).

Las etapas de la analítica incluyen la recolección de datos, su procesamiento p= ara detectar patrones, y la utilización de los resultados para la toma de decisiones y el diseño de intervenciones educativas personalizadas. La analítica del aprendizaje puede ser utilizada como una herramienta eficaz p= ara personalizar la enseñanza y mitigar los efectos negativos de la brecha digi= tal en el proceso educativo de la matemática, proporcionando evidencia sobre la utilidad del análisis de datos en la toma de decisiones pedagógicas. <= /o:p>

Otro aspecto clave en la literatura es la aplicación de la analítica del aprendi= zaje como estrategia para mejorar la educación en contextos rurales. En este sen= tido Caicedo et al. (2024) exploran como esta herramienta puede contribuir a la personalización del proceso de enseñanza-aprendizaje, particularmente en la enseñanza de la matemática. Su investigación muestra que el análisis de dat= os puede facilitar la detección temprana de dificultades en los estudiantes y permitir la adaptación de estrategias pedagógicas en función de sus necesid= ades individuales.

Este enfoque contrasta con el de Moreira & Agramonte (2024) quienes argument= an que la falta de capacitación docente en herramientas digitales representa u= na barrera significativa para la implementación efectiva de la analítica del aprendizaje. Si bien ambos estudios coinciden en que la analítica de datos tiene el potencial de mejorar la educación rural, difieren en la manera en = que los docentes pueden apropiarse de estas herramientas y en la necesidad de formación específica para su uso.

En el contexto donde se desarrolla la investigación, la brecha digital, ponder= ada por las limitaciones de recursos tecnológicos y el contexto geográfico constituyen barreras para la implementación en el proceso docente educativo= s de los recursos didácticos digital.

El claustro de la institución escolar está envejecido lo cual provoca resisten= cia al cambio para pasar de una metodología centrada en el docente a una donde = el protagonista y eje fundamental sea el estudiante, Ramírez (2024) subraya qu= e la innovación social y los territorios rurales inteligentes son clave para sup= erar barreras estructurales y mejorar el acceso a la educación en zonas rurales<= i>.

El seguimiento de forma continua y diferenciada a los estudiantes asociada al cúmulo de dato no se realiza de manera correcta aplicando la cientificidad desde la analítica del aprendizaje. 

La realidad contextual anteriormente descritas conlleva a la siguiente interrogante científica ¿Cómo contribuir a la brecha digital en la Educación Rural Ecuatoriana?

En dar respuesta al problema científico plasmado se propuso el siguiente objet= ivo de la investigación. Comparar el uso de la metodo= logía tradicional versus utilización de recursos didácticos digitales mediado por= la analítica del aprendizaje para contribuir a la brecha digital en la Educaci= ón Rural Ecuatoriana.

2.      Metodología

La metodología utilizada es cuantitativa con un = tipo de estudio observacional analítico como un diseño de casos y controles. Los= métodos teóricos fueron analítico-sintético y el inductivo-deductivo y desde la práctica los métodos estadístico matemáticos, tantos los descriptivos como inferenciales. Las dos destrezas sobres las cuales se han trabajado son consideradas en el programa de las asignaturas como las fundamentales en es= te año académico.

2.1. Variables de estudio

El estudio se estructura en torno a dos variables principales: <= /p>

·&nb= sp;        Variable independient= e: metodología tradicional versus utilización de recursos didácticos digitales mediado por= la analítica del aprendizaje.

·&nb= sp;        Variable dependiente:= brecha digital en la Educación Rural Ecuatoriana.

2.2. P= oblación y muestra

La población del estudio estuvo conformada por 67 estudiantes del bachillerato= de la educación rural ecuatoriana. Distribuidos, en dos grupos los cuales se seleccionaron, a través de un muestreo de aleatoria simple, Grupo de Con= trol (GC) con 35 estudiantes y el Grupo Experimental (GE) con 32 estudiantes.

Los datos se recolect= aron a través de Microsoft Excel según la estructura institucional utilizando una evaluación de 0 a 10 puntos. El procesamiento estadístico se realiza a trav= és del software Jamovil versión 2.3 e= n castellano, The Jamovi Project = (2022) ofrece una plataforma accesible para la realización de análisis estadísticos complejos como los que se utilizaron en este estudio, también Fox & Weisberg (2019) explican que el paquete 'car' en R es= útil para análisis estadísticos complejos, como los que se han aplicado en este estudio para interpretar las variables.

El recorrido metodológico se desarrolló, en un primer momento, un estudio sobre los fundamentos teóricos asociado al objeto de investigación, segundo, se diseñó las actividades, tanto para el GC como para GE, las cuales se evalua= ron a través de una rúbrica. Por último, se realizó el análisis y discusión resultante del análisis de datos.

Las limitaciones del estudio estuvieron dadas por las disponibilidades tecnológ= icas y la resistencia al cambio de la del claustro docente.

= 3.      Resultados

Los resultados presentados a continuación reflejan el impacto de la metodología tradicional frente a la metodología digital en el desarrollo de destrezas relacionadas con la diglosia y la diversidad lingüística. Estos resultados permiten analizar las diferencias en los enfoques y evaluar su efectividad = en función de los objetivos planteados.

Se presenta la Tabla 1 que compara entre dos enfo= ques metodológicos utilizados para analizar la diglosia y valorar la diversidad lingüística, mientras que la metodología tradicional se enfoca en el anális= is de textos impresos y debates orales, la metodología con recursos digitales integra herramientas como videos educativos, pizarras digitales y la creaci= ón de infografías. Ambos enfoques buscan alcanzar los mismos objetivos, pero el uso de tecnologías permite una interacción más dinámica, aunque también pla= ntea desafíos relacionados con el acceso y la capacitación docente.

Tabla 1

Diseño de la actividad utilizando metodología personal versus metodología con recursos didácticos digitales en la destreza 1

Objetivo OG.LL.2. Valorar la diversidad lingüística a partir del conocimiento

de su aporte a la construcción de una sociedad intercultural y plurinacional, en un marco de interacción respetuosa y de fortalecimiento de la identidad.

Destreza LL.5.1.3. Analizar las causas de la diglosia en relación con las lenguas originarias y sus consecuencias en el ámbito educativo, la identidad, los derechos colectiv= os y la vida cotidiana.

 

Tabla 1

Diseño de la actividad utilizando metodología personal versus metodología con recursos didácticos digitales en la destreza 1 (continuación)

= Elemento

= Metodología Tradicional

= Metodología con Recursos Didácti= cos Digitales

= Base orientadora

Lectura y análisis de textos impresos sobre diglosia y lenguas originarias.

Debate oral en pequeños grupos, defendiendo cada uno de ellos su lengua de su cultura.<= /p>

Elaboración manual de un mapa conceptual que explique causas y consecuencias de la diglosia.

 

Visualización de un video educat= ivo sobre diglosia. Lluvia de ideas auxiliados en una pizarra digital colaborativa con proyector.

Creación de una infografía digit= al en Canva o Genially explicando la diglosia y su impacto.

Enviar en la tarea del eva un video elaborado por subgrupo donde expresen = las ventajas de su lengua nativa.

= Evaluación (Rúbrica)<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",seri= f; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>

Por realizar la lectura y anális= is de textos impresos sobre diglosia y lenguas originarias. (2 puntos) 

Por realizar el debate oral en pequeños grupos, defendiendo cada uno de ellos su lengua de su cultura. (4 puntos)  

Por elaborar manual de un mapa conceptual que explique causas y consecuencias de la diglosia. (4 puntos) 

Por visualizar de un video educa= tivo sobre diglosia. Lluvia de ideas auxiliados en una pizarra digital colaborativa con proyector. (2 puntos) 

Por crear una infografía digital= en Canva o Genially explic= ando la diglosia y su impacto.  (4 puntos= ) 

Por enviar en la tarea del EVA un video elaborado por subgrupo donde expresen las ventajas de su lengua nat= iva.

(4 puntos) 

Total

10 puntos

10 puntos

En la metodolo= gía tradicional, el foco está en los métodos más estáticos, como la lectura y el análisis de textos impresos, que requieren una interpretación directa y un esfuerzo manual en la elaboración de mapas conceptuales. En cambio, la metodología digital permite una experiencia de aprendizaje más visual y colaborativa, facilitada por el uso de herramientas como videos educativos y plataformas interactivas. Además, se observa que, a pesar de las diferencia= s en las herramientas y la dinámica de trabajo, ambos enfoques buscan desarrollar habilidades clave en los estudiantes, manteniendo un sistema de evaluación = que se alinea en cuanto a los puntos posibles.

La Tabla 2 compara las metodologías tradicional y digital para abordar la valoración de aspectos formales y el contenido de un texto, centrándose en el análisis del discurso intercultura= l.

 

Tabla 2

Diseño de la actividad utilizando metodología personal versus metodología con recursos Didácticos Digitales en la destreza 2

Destreza: LL.5.3.4. Valorar los aspectos formales y el contenido del texto en función del propósito comunicativo, el contexto sociocultural y el punto de vista del autor

Objetivo: OG.LL.4. Participar de manera fluida y eficiente en diversas situaciones de comunicación oral, formales y no formales, integrando los conocimientos sobre la estructura = de la lengua oral y utilizando vocabulario especializado, según la intencion= alidad del discurso.

Elemento

Metodología Tradicional

Metodología con Recursos Didácti= cos Digitales=

Base orientadora

Pregunta generadora escrita en la pizarra y breve debate oral: “¿Qué entiendes por diversidad= cultural?”

 

Lectura guiada de un discurso formal sobre interculturalidad. Análisis oral con preguntas del docente.

 

 

 

Exposición oral individual sobre el tema. Retroalimentación a través del debate entre los estudiantes y docentes.

Video introductorio y reflexiones y debates con los alumnos a través de WhatsApp.

 

Análisis colaborativo = de un discurso digital con audio o video en Canva, identificando estructura, intención y vocabulario específico.<= /span>

 

Grabación de un video reflexivo en Canva o Genially presentando argumentos y valoración crítica sobre el discurso trabajado mediante tarea en el EVA.

Evaluación (Rúbrica)<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",seri= f; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>

Por realizar pregunta generadora escrita en la pizarra y breve debate oral: “¿Qué entiendes por diversidad cultural?”

(2 puntos).=

 

Por realizar lectura guiada de un discurso formal sobre interculturalidad. Análisis oral con preguntas del docente.

(4 puntos).=

 

Por elaborar exposición oral individual sobre el tema.

 (4puntos).

Total 10 puntos.

Por ver el video introductorio y reflexiones y debates con los alumnos a través de WhatsAp= p (2 puntos).

 

Por analizar discurso digital con audio o video mediante Canva, identificando estructura, intención y vocabulario específico.<= /span>

(4 puntos).=

 

Por realizar grabación= de un video reflexivo en Canva o Genially presentando argumentos y valoración crí= tica sobre el discurso trabajado mediante tarea en el EVA. (4 puntos).

Total 10 puntos.<= /o:p>

Esta tabla presenta las diferencias entre la metodología tradicional y la digital en el desarrollo de la destreza LL.5.3.4, evaluando la capacidad de los estudiant= es para analizar textos desde un enfoque comunicativo y sociocultural. Ambas metodologías incluyen la misma evaluación total, pero la digital introduce herramientas interactivas como videos, WhatsApp y plataformas colaborativas, fomentando un aprendizaje más dinámico y accesible.

 

3.1. P= rocesamiento de datos y validación del instrumento

Los datos se analizaron utilizando el software estadístico Jamovi, aplicando análisis descriptivo e inferencial para evaluar el impacto de los recursos digitales en el aprendizaje. Se utilizarán medidas de tendencia central y pruebas estadísticas para comparar los resultados entre el grupo experimental y el grupo control.

En la Tabla 3 se presenta el grupo de control (GC) (M =3D 5.90, DE =3D 1.42), en comparación con el grupo experimental (G= E) obtuvo una media superior (M =3D 7.54, DE =3D 0.66) lo que sugiere un efecto positivo de la intervención aplicada en el grupo experimental.

Tabla 3

Análisis comparativo utilizando metodología personal versus metodología con recursos didácticos digitales en la destreza 1

Descriptivas de Grupo

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'> 

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>Grupo

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>N

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>Media

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>Mediana

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>DE

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>EE

DESTREZA 1

GC

32

5.29

5.54

1.42

0.251

 

GE

35

7.97

8.00

0.665

0.112

 

Prueba de Normalidad (Shapiro-W= ilk)

 

W

p

DESTREZA 1

0.952

0.011

Nota. Un valor p bajo sugiere una violación del supuesto de normalidad

 

Prueba T para Muestras Independientes

<= span lang=3DES-EC style=3D'font-size:10.0pt;line-height:115%;font-family:"T= imes New Roman",serif; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'> <= /p>

<= span lang=3DES-EC style=3D'font-size:10.0pt;line-height:115%;font-family:"T= imes New Roman",serif; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'> <= /p>

<= span lang=3DES-EC style=3D'font-size:10.0pt;line-height:115%;font-family:"T= imes New Roman",serif; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>Estadístico=

<= span lang=3DES-EC style=3D'font-size:10.0pt;line-height:115%;font-family:"T= imes New Roman",serif; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>p

DESTREZA 1

U de Mann-Whitney

0.00

< .001

Nota. Hₐ μ GC < μ GE

La Figura 1 de gráfico de violín muestra la distribución = de las puntuaciones en la destreza 1 para los grupos GC (control) y GE (experimental), observándose que el primero presenta una distribución más concentrada en puntuaciones media, con una mediana cercana a 5.55, mientras que, el primero, muestra una mayor dispersión y una mediana inferior (7.00)= .

Se realizó una comparación entre dos grupos independientes (GC y GE) en la destreza 1. Al aplicar la prueba de normalidad de Shapiro-Wilk mostró una q= ue la distribución no era normal pues la probabilidad asociada al estadígrafo = fue (p < .011). Debido a este resultado se utilizó la prueba no paramétrica = de Mann-Whitney U. Los resultados indicaron diferencias estadísticamente significativas entre los grupos GC y GE pues la probabilidad asociada al estadígrafo de p < .001.

Figura 1<= /o:p>

Destreza 1=

En la Tabla 4 se presenta el grupo experiment= al (GE) obtuvo una media superior (M =3D 8.54, DE =3D 0.44) en comparación con= el grupo de control (GC) (M =3D 6.90, DE =3D 0.83), lo que sugiere un efecto p= ositivo de la intervención aplicada en el grupo experimental.

Tabla 4

Análisis comparativo utilizando metodología personal versus metodología con recursos didácticos digitales en la destreza 2

Descriptivas de Grupo

 

Grupo

N

Media

Mediana

DE

EE

 

DESTREZA 2

GC

32

6.90

7.00

0.833

0.147

 

 

GE

35

8.54

8.65

0.435

0.0736

 

 

Tabla 4

Análisis comparativo utilizando metodología personal versus metodología con recursos didácticos digitales en la destreza 2 (continuación)

Prueba de Normalidad (Shapiro-W= ilk)

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'> 

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>W

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>p

DESTREZA 2

0.917

< .001

Nota. Un valor p bajo sugiere una violación del supuesto de normalidad

Prueba t para Muestras Independientes

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'> 

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'> 

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>Estadístico

<= span lang=3DES-EC style=3D'font-size:10.0pt;font-family:"Times New Roman",ser= if; mso-fareast-font-family:DengXian;mso-fareast-theme-font:minor-fareast; mso-font-kerning:0pt;mso-ligatures:none'>p

DESTREZA 2

U de Mann-Whitney

21.5

< .001

Nota. Hₐ μ GC < μ GE

La = Figura 2<= /b> del grafico de violín muestra la distribución de las puntuaciones en la destreza 2 para los grupos GC (control) y GE (experimental), observándose que el segundo presen= ta una distribución más concentrada en puntuaciones altas, con una mediana cer= cana a 8.65, mientras que, el primero, muestra una mayor dispersión y una mediana inferior (7.00).

Se realizó una comparación entre dos grupos independientes (GC y GE) en la destreza 2. Al aplicar la prueba de normalidad de Shapiro-Wilk mostró una que la distribuc= ión no era normal pues la probabilidad asociada al estadígrafo fue (p < .001= ). Debido a este resultado se utilizó la prueba no paramétrica de Mann-Whitney= U. Los resultados indicaron diferencias estadísticamente significativas entre = los grupos GE y GC pues la probabilidad asociada al estadígrafo de p < .001.=

Figura 2<= /o:p>

Destreza 2=

4.      Discusión

En relación con la primera destreza, la revisión de la literatura permitió contextualizar la brecha digital en la educación rural y comprender la importancia del uso de tecnologías en la enseñanza. Investigaciones como la= s de Arequipa et al. (2025) y Cedeño et al. (2024) coinciden en que la falta de acceso a tecnologías educativas y la escasa capacitación docente son factor= es que agravan la desigualdad en el aprendizaje. Asimismo, estudios como los de López (2023) y Mendoza-Ponce (2024) demostraron que la integración de herramientas digitales en el aula contribuye a mejorar la comprensión de los contenidos y facilita la enseñanza en contextos rurales. Estos hallazgos respaldan la fundamentación teórica de este estudio y justifican la implementación de la intervención pedagógica basada en recursos digitales y analítica del aprendizaje.

En relación con la segunda destreza, la implementación de la estrategia didáct= ica en el grupo experimental permitió evaluar su efectividad en comparación con= el grupo control.

Esto confirma que el uso de herramientas digitales y la analítica del aprendizaje facilitaron la comprensión de los contenidos y promovieron un aprendizaje m= ás estructurado y significativo. Estudios previos como los de Caicedo et al. (2024) y Moreira & Agramonte (2024) reportaron hallazgos similares, resaltando que el uso de tecnologías educativas permite personalizar la enseñanza y mejorar el rendimiento académico de los estudiantes en entornos rurales. Además, en las destrezas aplicadas a los estudiantes reflejaron una percepción positiva hacia el uso de recursos digitales, con más del 70% de = los encuestados indicando que estas herramientas mejoraron su aprendizaje y facilitaban la comprensión de los contenidos.

Estos hallazgos coinciden con estudios como los de Gayosso et al. (2024) y Morale= s et al. (2024) quienes destacan que la integración de tecnología en el aula no = solo mejora la adquisición de conocimientos, sino que también fomenta la autonom= ía y la motivación de los estudiantes en su proceso educativo.=

= 5.      Conclusión

·&nb= sp;        El presente estudio confirma que la implementación de recursos didácticos digitales y la analít= ica del aprendizaje representan estrategias efectivas para mejorar el rendimien= to académico y reducir la brecha digital en la educación rural. Los resultados= obtenidos validan la necesidad de seguir explorando metodologías innovadoras que perm= itan potenciar el aprendizaje en contextos rurales, garantizando que todos los estudiantes tengan acceso a herramientas que favorezcan su desarrollo académico. Además, se recomienda continuar con la formación docente en tecnologías educativas y fortalecer las políticas públicas orientadas a la digitalización de la educación en comunidades con acceso limitado a infraestructura tecnológica. Sería útil mencionar las herramientas digitales utilizadas, como videos educativos, pizarras digitales colaborativas y la creación de infografías en plataformas como Canva y Genially, para contextualizar mejor los resultados

·&nb= sp;        La analítica del aprendizaje propició un seguimiento continuo en la aplicación de ambas metodologías, pues facilitó un seguimiento continuo a los estudiantes con dificultades para que ambas aplicaciones tuviesen mejores rendimientos académicos. Si bien los resultados son prometedores, futuras investigaciones podrían profundizar en= el impacto de estas herramientas digitales en otros contextos educativos o eva= luar la eficacia de diferentes recursos en diversos grupos de estudiantes.<= /o:p>

= 6.      Conflicto de intereses

Los autores declaran que no existe conflicto de intereses en relación con el artículo presentado.

= 7.      Declaración de contribución de los autores

Todos autores contribuyeron significativamente en la elaboración del artículo.

= 8.      Costos de financiamiento

La presente investigación fue financiada en su totalidad con fondos propios de= los autores.

= 9.      Referencias bibliográficas

Arequipa Sagñay, S. E., Mosquera Ta= ipe , B. M., Vera Giler, A. A., Vera Giler , G. N., & Chila Zambrano , A. D. (2025). Brecha digital en la educación ecuatoriana: Un enfoque para la gest= ión del conocimiento y la equidad. Ciencia Latina Revista Científica Multidisciplinar, 9(1), 992-1003. https://doi.org/10.37811/cl_rcm.v9i1.15833=

Audrin, C., & Audrin, B. (2022). Key factors in digital literacy in learning and education: A systematic literature review using text mining. <= i>Education and Information Technologies, 27(6), 7395–7419. https://doi.org/10.1007/s10639-021-10832-5

Benítez Uribe, Y., A., Cañizares Galvis, D., & Muñoz Rendón, D. R. (2024). Propuesta de una estrategia de realidad aumentada, por medio de la plataforma T-board blue para mejorar la competencia lectora infere= ncial en los estudiantes de grado tercero en el Centro Educativo Rural Cordero Icacal [Tesis de maes= tría, Universidad EAN, Colombia]. https://repository.universidadean.edu.co/bitstreams/3f3b9= c01-f64e-49ea-b977-6e7332c0b842/download

Caicedo Karr, Y. Y., Gonzáles Torres, L. M., López Fernández, R., & Fernández Álvarez, D. (2024). Analítica del aprendizaje ante la brecha digital en el proceso de enseñanza-aprendizaje de la Matemática (Original). Roca: Revista Científico-Educacional de la Provincia de Granma, 20(4), 26. https://openurl.ebsco.com/EPDB%3Agcd%3A6%3A24521542/detai= lv2?sid=3Debsco%3Aplink%3Ascholar&id=3Debsco%3Agcd%3A181671749&crl= =3Dc&link_origin=3Dnone

 Cedeño Moreira, J. L., Freire Aguilera, = A. G., Moran Solís, I. A., Llivi = Dután, J. F., Chalare Centeno, M. V., & Iza Taco, N. B. (2024). Reducción de la brecha digital en zonas rurales: Soluciones tecnológicas para una educación equitativa. South Florida Journal of Development, 5(10), e4527. https://ojs.southfloridapublishin= g.com/ojs/index.php/jdev/article/view/4527

DiMaggio, P., & Hargittai= , E. (2001). From the ‘digital divide’ to ‘digital inequality’: Studying internet use as penetration increases. Princeton University. https://digitalinclusion.typepad.com/digital_inclu= sion/documentos/digitalinequality.pdf

Durán Daza, F. L., Marin Rendon, M., & Vera Rosas, D. (2024). Apo= rtes para la reducción de la brecha digital en educación: Un análisis desde las prácticas docentes [Tesis de maestría, Universidad del Bosque, Bogotá, Colombia]. https://repositorio.unbosque.edu.co/server/api/core/bitst= reams/c21245a0-d37d-4721-88a2-5c435a9b7951/content

Fox, J., & Weisberg, S. (2019). car: Companion to Applied Regression. Fun= ctions to Accompany. https://cran.r-project.org/packag= e=3Dcar.

Gayosso Mexia, S., Te= stón Franco, N., Carrizal Alonso, A. M., & Benitez Leal, F. (2024). La brecha digital en la educación básica: un estudio de ca= so en la zona escolar 50 del estado de Hidalgo, México. Estudios y Perspect= ivas Revista Científica y Académica, 4(3), 3511-3527. https://estudiosyperspectivas.org/index.php/EstudiosyPers= pectivas/article/view/635

Torres Lara, K. L., P= eñaherrera Larenas, F., Gaibor Gaibor, J. Y., & Castro= López, G. A. (2024). Brecha Digital y Desigualdad Educativa en Contextos Rurales. = Polo del Conocimiento, 9(11), 2097-2106. https://polodelconocimiento.com/ojs/index.php/es/article/= view/8472

López Beleño, Y. A. (2023). La brecha digital en la educación en zonas rurales: El caso de la IER de Curru= lao [Tesis de maestr= ía, Universidad Nacional Abierta y a Distancia UNAD, Bogotá, Colombia]. = = https://repository.unad.edu.co/handle/10596/63132<= /a>

Mendoza-Ponce, F. W. (2024). La calidad de la educación en el ámbito rural: Una revisión sistemática 2017-2= 023. Episteme Koinonía. Revista Electrónica de Ciencias de la Educación, Humanidades, Artes y Bellas Artes, 7(suppl<= /span> 1), 150-167. https://ve.scielo.org/scielo.php?script=3Dsci_arttext&= ;pid=3DS2665-02822024000300150

Mora Jiménez, A. (202= 4). La brecha digital en el sistema educativo costarricense. Revista El Labr= ador, 8(01), 10-61285. https://papers.ssrn.com/sol3/papers.cfm?abstract_id=3D495= 9267

Moreira Parrales, M. = L., & Agramonte Rosell, R. C. (2024). Brechas en la capacitación docente pa= ra la integración de tecnologías digitales en escuelas rurales: Un análisis de= la era digital. Reincisol, 3(6), 415= -436. https://www.reincisol.com/ojs/index.php/reincisol/article= /view/207

Pin-Zambrano, J. B. (2024). Tecnologías de la Información y la Comunicación y la Educación Rura= l de Ecuador. Cienciamatria. Revista Interdisciplinaria de Humanidades, Educación, Ciencia y Tecnología, = 10(18), 237-259. https://ve.scielo.org/scielo.php?script=3Dsci_arttext&= ;pid=3DS2542-30292024000100237

Preciado, L., Gallego= s Zurita, E., & Rendón, J. L. (2024). Tecnología educativa y brecha digital: rol = de institutos en reducción de desigualdades en zonas rurales. Revista Mapa<= /i>, 8(36). https://revistamapa.org/index.php/es/article/view/463

Ramírez Botia, A. Y. (2024). Diplomado en Innovación Social-Gestionando la experiencia innovadora-Sogamoso: Territ= orio Rural Inteligente en su Plan de Desarrollo [Tesis de pregrado, Universidad Nacional Abierta y a Distancia UNAD, Colomb= ia]. https://repository.unad.edu.co/handle/10596/66445<= /a>

Raza Montalván, C. E., & Matamoros Dávalos, Á. A. (2024). Integración de las telecomunicacione= s en la educación rural de Santa Elena: Estudio de caso en Manglaralto. Latam: revista latinoamericana de Ciencias Sociales y Humanidades, 5(3)= , 415-433. https://dialnet.unirioja.es/servlet/articulo?codigo=3D959= 8042

Siemens, G. (2013). Learning analytics: The emerge= nce of a discipline. American Behavioral Scientist, 57(10), 1380–1400.= https://doi.org/10.1177/0002764213498851

The jamovi project (2022). jamovi. (Version 2.3) [Computer Software]. https://www.jamovi.org.

Morales Vásquez, E. E= ., Santana Castro, E. K., & Mendoza Vega, A. J. (2024). Un crimen llamado educación digital: Desafíos y dilemas en la era de la tecnología. Estudios y Perspectivas Revista Científica y Académica, 4(2), 1849-1862. https://estudiosyperspectivas.org/index.php/EstudiosyPers= pectivas/article/view/330

Vera León, J. (2024).= Impacto del limitado acceso a internet en el aprendizaje de estudiantes de octavo a= ño de educación básica en la escuela rural Manuel Defas Buenaño [Tesis de maestría, Universidad Estatal Península de Santa Elena, La Libertad, Santa Elena]. https://rraae.cedia.edu.ec/vufind/Record/UPSE_eb1f1b61ba0= 62b64d8b055c87927ccf9?sid=3D3012565

3Deditorial1.png

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

El artículo que se publica= es de exclusiva responsabilidad de los autores y no necesariamente reflejan el pensamiento de la Revista Alfa Publicaciones.

 

3Deditorial1.png

El artículo queda en propiedad de la revista = y, por tanto, su publicación parcial y/o total en otro medio tiene que ser autorizado por el director de la R= evista Alfa Publicaciones.

 

3D"Ingreso3D"logo_catalogo3b.jpg"

=  

 

 

------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/item0001.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/props002.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/themedata.thmx Content-Transfer-Encoding: base64 Content-Type: application/vnd.ms-officetheme UEsDBBQABgAIAAAAIQDp3g+//wAAABwCAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbKyRy07DMBBF 90j8g+UtSpyyQAgl6YLHjseifMDImSQWydiyp1X790zSVEKoIBZsLNkz954743K9Hwe1w5icp0qv 8kIrJOsbR12l3zdP2a1WiYEaGDxhpQ+Y9Lq+vCg3h4BJiZpSpXvmcGdMsj2OkHIfkKTS+jgCyzV2 JoD9gA7NdVHcGOuJkTjjyUPX5QO2sB1YPe7l+Zgk4pC0uj82TqxKQwiDs8CS1Oyo+UbJFkIuyrkn 9S6kK4mhzVnCVPkZsOheZTXRNajeIPILjBLDsAyJX89nIBkt5r87nons29ZZbLzdjrKOfDZezE7B /xRg9T/oE9PMf1t/AgAA//8DAFBLAwQUAAYACAAAACEApdan58AAAAA2AQAACwAAAF9yZWxzLy5y ZWxzhI/PasMwDIfvhb2D0X1R0sMYJXYvpZBDL6N9AOEof2giG9sb69tPxwYKuwiEpO/3qT3+rov5 4ZTnIBaaqgbD4kM/y2jhdj2/f4LJhaSnJQhbeHCGo3vbtV+8UNGjPM0xG6VItjCVEg+I2U+8Uq5C ZNHJENJKRds0YiR/p5FxX9cfmJ4Z4DZM0/UWUtc3YK6PqMn/s8MwzJ5PwX+vLOVFBG43lExp5GKh qC/jU72QqGWq1B7Qtbj51v0BAAD//wMAUEsDBBQABgAIAAAAIQBreZYWgwAAAIoAAAAcAAAAdGhl bWUvdGhlbWUvdGhlbWVNYW5hZ2VyLnhtbAzMTQrDIBBA4X2hd5DZN2O7KEVissuuu/YAQ5waQceg 0p/b1+XjgzfO3xTVm0sNWSycBw2KZc0uiLfwfCynG6jaSBzFLGzhxxXm6XgYybSNE99JyHNRfSPV kIWttd0g1rUr1SHvLN1euSRqPYtHV+jT9yniResrJgoCOP0BAAD//wMAUEsDBBQABgAIAAAAIQB3 042flgcAANEgAAAWAAAAdGhlbWUvdGhlbWUvdGhlbWUxLnhtbOxZX4sbyRF/D+Q7DPMu69+M/iyW D2kkec/etY0lO9xjr9SaaW/PtOhu7VochuB7yksgcHfkJZC3PBzHHdxBjrzkwxhsksuHSHXPaNQt tezdxQQTdgXLTOtX1b+uqq4qdd/97GVKvQvMBWFZz6/fqfkezmZsTrK45z+bjisd3xMSZXNEWYZ7 /hoL/7N7v/3NXXQkE5xiD+QzcYR6fiLl8qhaFTMYRuIOW+IMvlswniIJrzyuzjm6BL0prTZqtVY1 RSTzvQyloHYKMt4ce48XCzLD/r2N+hGFOTIp1MCM8olSjgsZAzs/ryuEWIuIcu8C0Z4PM83Z5RS/ lL5HkZDwRc+v6T+/eu9uFR0VQlQekDXkxvqvkCsE5ucNPSePz8pJgyAMWv1SvwZQuY8btUetUavU pwFoNoOV5lxsne1GFBRYA5Q/OnQP28Nm3cIb+pt7nPuh+lh4Dcr1B3v48TgCK1p4Dcrx4R4+HHQH Q1u/BuX41h6+XesPg7alX4MSSrLzPXQtbDWjzWpLyILRYye8GwbjdqNQvkVBNJTRpaZYsEweirUU vWB8DAAFpEiSzJPrJV6gGcRxhCg548Q7IXECgbdEGRMwXGvUxrUm/FefQD9pj6IjjAxpxQuYiL0h xccTM06Wsuc/AK2+AXn7yy9vXv/85vXf33z11ZvXPxRza1WW3DHKYlPu17/96T9/+b3375/++uvX 3+RT7+KFiX/3/R/e/eOf71MPK96a4u23P777+ce3f/7jv7772qG9z9GZCZ+SFAvvEb70nrIUFujg j8/49SSmCSKmRD+LBcqQmsWhfyQTC/1ojShy4AbYtuNzDqnGBby/emERniR8JYlD48MktYCnjNEB 404rPFRzGWaerrLYPTlfmbinCF245o5QZnl5tFpCjiUulVGCLZpPKMokinGGpae+Y+cYO1b3BSGW XU/JjDPBFtL7gngDRJwmmZIzK5q2QsckBb+sXQTB35ZtTp97A0Zdqx7iCxsJewNRB/kpppYZ76OV RKlL5RSl1DT4CZKJi+RkzWcmbiQkeDrGlHmjORbCJfOYw3oNpz+ENON2+yldpzaSS3Lu0nmCGDOR Q3YeJShdurATkiUm9nNxDiGKvCdMuuCnzN4h6h38gLKD7n5OsOXuD2eDZ5BhTUrbAFHfrLjDl/cx s+J3sqYLhF2pps9TK8X2OXFGx2AVW6F9gjFFl2iOsffscweDAVtaNt+SfpBAVjnGrsB6gOxYVe8Z FtjTzc1+njwhwgrZCY7ZAT6n653Es0ZZivghzY/A66bNR1DqUlcAPKazcxP4iEAXCPHiNMpjATqM 4D6o9UmCrAKm3oU7Xtfc8t9V9hjsyxcWjSvsS5DB15aBxG7KvNc2U0StCbYBM0XQZbjSLYhY7t+K qOKqxVZOuYW9abdugO7IanpSkn2wA9rpfcL/Te/j2HIfp+txK7ZS1jX7nUMp5XinyzmE2+1tIsbn 5NNvbYZolT3BUE3289ZtZ3Pb2fj/953Nof18288c6jpu+xkf+ozbfqY4Yvk4/cy2hYHuRh175Mc9 +vAnPXj2syCUTuSa4hOhj38E/KqZj2FQyemTT1yeBS4TeFRlDiawcDFHWsbjTP6OyGSSoCWcEdV9 pSQWhepYeEsm4OhIDzt1Kzxdpadsnh951uvqeDOvrALJ7XgtLMfhuErm6FZ7e4xXqtdsY33cuiGg ZK9DwpjMJtF0kGhvBpWR9OEuGM1BQq/so7DoOlh0lPqNq/ZYALXSK/Cz24Mf6z0/DEAEhOBUDlr0 ufJT7uqNd7UzP6anDxnTigBoszcRsPV0V3E9uDy1ujzUruBpi4QRbjYJbRnd4IkEfgwX0alGr0Lj ur7ubl1q0VOm0PNBaG1ptDvvY3FTX4Pcbm6gmZkpaOZd9vxWM4SQmaFlz1/A0TE8pkuIHaF+eSEa ww3MTPJ8w98ksyy5kEMkktzgOunk2SAlEnOPkrTnq+WXbqCZziGaW70BCeGTJdeFtPKpkQOn207G iwWeSdPtxoiydP4KGT7PFc5vtfjNwUqSrcDdk2R+6Z3RFX+KIMTCdl0ZcE4E3CDUc2vOCVyJlYls G387halIu+adlI6hfBzRZYKKimIm8xyuU3lJR7+VNjDeijWDQQ2TFIXwLFYF1jSqVU3LqpFzOFh1 PyykLGckzW3NtLKKqpruLGbNsCkDO7a8WZE3WG1MDDnNrPB56t5Nud1NrtvpE8oqAQYv7eeoulco CAa17WQWNcV4Pw2rnF2M2rVjs8APULtKkTCyfmujdsduZY1wTgeDN6r8ILcbtTC02PSV2tL69ty8 3mZnLyB5DKHLXVEptCvh8pojaIgmuifJ0wZskZey2Brw5K046flf1sJ+EDXCqFLrhKNK0AxqlU7Y b1b6Ydisj8J6bThovILCIpO0HuY392O4xqDr4v5ej+/d4aebm5o7M5ZWmb6br2ri+g6/3rDu8PP7 eG+qruh9j0DS+bLVGHeb3UGr0m32x5VgOOhUulFrUBm2ovZwPIzCTnf8yvcuNDjoN6OgNepUWvUo qgStmqLf6VbaQaPRD9r9zijovyraGFh5nj4KW4B5Na97/wUAAP//AwBQSwMEFAAGAAgAAAAhAA3R kJ+2AAAAGwEAACcAAAB0aGVtZS90aGVtZS9fcmVscy90aGVtZU1hbmFnZXIueG1sLnJlbHOEj00K wjAUhPeCdwhvb9O6EJEm3YjQrdQDhOQ1DTY/JFHs7Q2uLAguh2G+mWm7l53JE2My3jFoqhoIOumV cZrBbbjsjkBSFk6J2TtksGCCjm837RVnkUsoTSYkUiguMZhyDidKk5zQilT5gK44o49W5CKjpkHI u9BI93V9oPGbAXzFJL1iEHvVABmWUJr/s/04GolnLx8WXf5RQXPZhQUoosbM4CObqkwEylu6usTf AAAA//8DAFBLAQItABQABgAIAAAAIQDp3g+//wAAABwCAAATAAAAAAAAAAAAAAAAAAAAAABbQ29u dGVudF9UeXBlc10ueG1sUEsBAi0AFAAGAAgAAAAhAKXWp+fAAAAANgEAAAsAAAAAAAAAAAAAAAAA MAEAAF9yZWxzLy5yZWxzUEsBAi0AFAAGAAgAAAAhAGt5lhaDAAAAigAAABwAAAAAAAAAAAAAAAAA GQIAAHRoZW1lL3RoZW1lL3RoZW1lTWFuYWdlci54bWxQSwECLQAUAAYACAAAACEAd9ONn5YHAADR IAAAFgAAAAAAAAAAAAAAAADWAgAAdGhlbWUvdGhlbWUvdGhlbWUxLnhtbFBLAQItABQABgAIAAAA IQAN0ZCftgAAABsBAAAnAAAAAAAAAAAAAAAAAKAKAAB0aGVtZS90aGVtZS9fcmVscy90aGVtZU1h bmFnZXIueG1sLnJlbHNQSwUGAAAAAAUABQBdAQAAmwsAAAAA ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/colorschememapping.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image001.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEA3ADcAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYF BgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoK CgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABxAG8DASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9sPh+ fGnxVj1rxPc/E7WdIht/E+pabZ6dpMFl5ccVpdSWwYma3kdmcxFz82BuwBxk9B/wrfxP/wBFx8Wf 9+dM/wDkKsj9mr/kTdd/7KB4j/8ATtc16HQUzk/+Fb+J/wDouPiz/vzpn/yFR/wrfxP/ANFx8Wf9 +dM/+Qq6yigVzk/+Fb+J/wDouPiz/vzpn/yFR/wrfxP/ANFx8Wf9+dM/+Qqp/Hb9oDwD8APC/wDw kHjG+3XE2V0/TYWBmunx0A7KO7HgfUgH4d+Mn7dnxr+KF1NBpetNoOltuEdnpzbWKf7b9ScemK7s Jl2IxesdF3Z8xnnFuV5C/Z1G5VP5Y2v8+i/PyPuK68MXFk/l3n7RviCFv7ssmlKf1s6daeEr7UG2 2H7RHiKY+kLaU38rOvyp1r4mWLS79c8aNNJn5jLeNI2ffk1Y8OfFB7edJvDHjmaGVW/d/Z75o2z9 Mg10/wBn4GVT2axMeftdX+69zzZcS8VUsJ9dqZNWWH/5+OE1H/wJ0+X8T9WP+Fb+J/8AouPiz/vz pn/yFR/wrfxP/wBFx8Wf9+dM/wDkKvir4I/8FC/ix8PruHTvH8x8RaVuxJ55xcRr6q/f6Gvt/wCF /wAU/BXxh8JQeM/AusJdWk3Dr0khcdUdeqsPQ9RyMgg1yYrAYjB/GtO62PYyPijLM+i1Qlaa3i9H 69mvNfMq/wDCt/E//RcfFn/fnTP/AJCo/wCFb+J/+i4+LP8Avzpn/wAhV1lFcZ9Dc5P/AIVv4n/6 Lj4s/wC/Omf/ACFWPqFz4u+HXxG8L6TP8QNU1yx8RXF1Z3Fvq0NqDA8dtJcJKjQQxn/lkylWyDvB GMc+iV5/8Wv+So/Db/sPX3/pruqBrUz/ANnO6WLwpr6E/wDNQPEf/p2ua9A+2r615h8Arny/DviB M/8ANQPEX/p1ua7n7Z71PMEtzW+2r61jfEH4i6F8N/BuoeNvEE+210+3aV+RlyBwo9ycD8af9s96 8p/aj1W31PRrTwbdIskF1ukuYWGVdRwP1rw+JOIcJwvk1XMsTFyhTtdJpN3aSSvpd3OnB4DFZpiF hcO0pyvZvVJ2bu0tbI+MfG3jD4kftR/GD7bJFJeanq10INNsVYBII8/LGvZVUck/Unua85/bo+Gu r/AL4m2PwtPiOS53eHra9vmj+VPPkaQMq45KDaAM9eT3wPur9j/4E+EfBniHVviTZ27NMwFrYrNy LfI3SFfqCgz2AI7mvkP/AIK6Seb+1hG3/Uq2f/oyapzviyjn/CdHF5bzQo1FFpNcsrO+jS6ad7Pf VWPr/oz+HdHA+KVSpn1OFfEQjUkm7TjGScbTV18Tu2na8VorO58u5oBKnKmiivy8/wBKXGLjZo+k P2Jfgt4r/aM8P+MLHSNaZtS8O2ttcabazkbbne0gaMseQcKNpzjPB65Hffs1fHbxN+zj8UFuZzMu nTTi21/TX43KGwWwejoeQevUdCa0v+CLE3leKPHpz1sLH/0OWui/4KF/DKx8KfE6z8eaParHB4it 2a6VB8v2mPAZvbcpU+5DGv3LgvHVMZlMMNiW5XTs3q9G9L+S27WP8ovpPcMYPh3xKxWa5NTjQcHS cowSjFuUINysrK7k/e/mvd63v916Z4g0/WdOg1bTLpZre6hWWCVDkOrDII/Cp/tq+teA/sIfEG58 V/Aq306/u/Mn0e5e15bkR9Uz+Br2j7Z71WIpuhWlTfR2PMyzHRzLL6WKj9uKfpfdfJmt9tX1rhfi ZcCb4qfDcA/8x6+/9Nd1XSfbPeuP8dXHm/Fr4crn/mN33/psuqx5jvjuY/wPn2aN4iXH/NQPEX/p 1ua7T7V7V578Grny9N8SJn/moHiH/wBOlzXYfbPf9KzuPU0vtXtXkPx+kkk8U25b7v2X5fz5r0z7 Z7/pXn/x005rq2s9bjQnyWMUjegPI/WvzTxcwdbHcB4pUtXDlm/SMk39y1+R9JwjWjRz6k5dbr5t NI6H4GTongONVxn7TJu/Ovzc/wCCyfibUNF/bBtZbVg0beE7TzIm6N+8mr74+CHieOyuLjw3cPt8 9vOt892Aww+uAPyNfBX/AAVl8B+NPin+21pnhHwF4cutU1G68LWaw21pCWY/vJuT6D3PFeJkeZUs 08McE8M7ygoU2lupQ91q3d2T9Gu5+w+FcXlvitXqVpKMfZ1Z8zdlyvld7vSy6+h86aH4n0zXY/3E mybHzQt1H+IrSr7U/Y0/4JJeFfAptfiF+0iY9W1ZcSW/h+Fj9mtm4I80j/WMP7v3fXNN/am/4JjS WX2jxr+zvukh5ebw5NISyf8AXFj1H+yefc16cOH82+pqtOGv8v2rd7fpv5H75g/HDgTEZ88rddro qrVqTl25t1/iaUX32va/4I1user+OH28m3sxn/gUlew/8FHZ4JPAXh9TjzP7YYr67fKbP64rx/8A 4JJadqvhzxL480jWtPmtLqGO0Sa3uIyrIwaTgg1p/t0fFC18a/Ei38JaTc+Za+H4WjmZfutcOQXH vgBB7HdX6ZwLSnLD0f7vM397P4n+lXjsPR4nzHVP2ioqOu96dN6fJNno3/BN+SaPwl4kJH7s6jF+ fl19KfavavE/2L/Cc/g74LWtzeweXPqk7XTcclDwufwFetfbPf8ASvUzKpGpjqjXf8tD814Tw9TC 8O4anPflv97b/U0vtXtXL+KZvM+L/wAO1x/zGr7/ANNl1Wt9s9/0rndan834yfDtf+oxf/8Apsuq 4k9T6JGJ8J7lY7bxMh/6KB4h/wDTpcV1f2xK4P4b3PlnxQm7/mfvEH/pzuK6T7Z/t1L3BtXNj7Yl VdatrPW9Mm0u7X5Jlx06Hsao/bP9uj7Z/t1jWo0sTRlSqxvGSaaezTVmn6ocKkqc1OLs1qn5nl2p afqXhjWPs7u0c0L7opV4yOzCuv8AB3irwTe663iTWdHs7XXpbZLebUmiAaWNckLv7Dk8e9aXiDRt N8R2vkXq/Ov+rmX7yf8A1vauH1bwXrOmsxSD7RGOkkXPHuO1fzhicg4y8K81qYvJKbxGCm7uFnJr tzJappaKcbpr4ux+k0czynifCqjjJ+yrJW5r2TXrs03q4vrt3PXlv4nUOjblPII70k+p2ttE09xK scajLO5wBXidve6nY8Wt1cQ/9c3ZaSabUtQYLcSTzNnjeWb+dej/AMR4jKnywy2bq9ufS/8A4Bf8 Dl/1EcZXliY8ve3T77fidX4v8XeG7K8vrjwTYQw6lqEIhvdWt4wrlRnGD/ERk4PavCPCP7K2s+Jf iRCLjU/tGjibz9QupP8AWYznYfVm9frxxXsWjeA9V1CRXvx9lh/i3feP0H+NdxpFnp+iWa2OnRLG g5Y92PqT3NfVeHuZeKGYZ1PNMwksPhZKyouPxb2cU/ei03dzbvLazW3zHGmR8GZhhKWGmnWrU2mp 8z0StdPo00kuVLRdU992y+xadZxWFlAscMMapFGq4CqBgCpftiVj/bP9uj7Z/t1+tHiLlirI2Pti ViXU4l+NPw9Uf9Ba/wD/AE23NP8Atn+3Wdaz+b8bvh+N3/MUv/8A023NEfiRSsc94CmZLjxQo/6H 7xB/6c7iug+0P6VyXg+68rUPFSbx/wAj9r//AKc7itv7b/trU3dyepT+IPxZ+Hfwo0dfEHxM8caX oNk8nlx3OqXyQq74ztXcRuOATgc1T0X48/B7xH4LuviNoPxP0K80GxGb3V7fVI2t7f8A33BwnUdc V836Ro3hj4zf8FN/HFh8XYrfVI/A3grSx4J0PUYVkt0S5G+6u1jbIMgkxHv6gMB2GOZ/bW+GH7OP w7+GXxsvfhlrC6b4q1TwPby694X0+dEtRF9oTZcmBV+V2ORuzzjpVLsPlPtux1a21Ozi1HT7mOa3 njDwzRvuV1IyCD3BFS/aH9K+I/AHxb/aa+A3xS+B/hXx18WrHxP4c+JWh30VzoMfh+K0XR3tbKOa PyJlJkk+8FJkJyAeMkFeT8M/t3ftJ+LdCs/2g9B8b3V7bX2ubY/hha/DW7e2Gm+eY8/2kI+Zwo3k htmeMDoC0g5WfoK/lSf6y3Rv95az4vF/hQeKW8Ew61Y/2xHZC7bS1mXz1ty20SlOuzcCN2MZr5O0 f4q/td/tS678RPE/wS+Mml+BNN8E6tJpOg6Hf6BDdDU7qKJZGe8mky0CMWC/IMqMnkjnzX9on9q7 xp+zn+1pJ4/1nwvaXXizVPghYWrjS3efTbG7a+kMlw8u3cLZMM2SMkACpjTjzXsr/iP39rn6HfaH 9Kw9J+K3w917xhffD/RPHGlXmuabHv1HSLa/R7i2XIGXjB3Lyy9R3Fcv8I08bN8INPTxT8Vo/EWt X2m+bJ4kt7GGOJpJFyrxRoqqY1yNuckgcnmvhH4H+O/il+zX4Y+Pfxh0zxxZ654juPjXf+FrWXUf D8KLJfSXUCHUJHQh1TDE/ZwRGCBjrVK7J5T9MvtD+lH2h/SvkPU/i1+05+zT8YdD+GvxV+Ndp48s PGXh/UJLG+PhuCwuNMv7eBpBtEJKvEQD94EggCt3/gnx42/ag+MPw/s/jz8dPi7p99pms6fJDpfh ex0GKHyWSbaLuSdSGZ2CP+7ChAHHORijUOVn0/8AaH9Kq6NK0nxz8Agj/mJ3/wD6bbmq/wBt/wBt aZ4XuPO+PHgIbh/yEb//ANN1zRF+8hxOW8PXSxa14sRj/wAz9r3/AKcritX7bH6mua0y4ZPEni5Q f+Z+17v/ANRKer32t/73/j1J7g9zgfjr+y94R+M3i7Tfibpfi/WPCni7SbVrW18SeH5gkzWzHJhk DArImSSAehNc/pP7Cfwug+HvjDwh4k8V65reqeOrZYPEXijUrgNeSxqwKovG1FBXhQMV65LeSLEx DfwnvXx3P+1T8b0/YX+Jfxc/4TZh4g0HxrqNjpN99njzDBHeLGibdu04UkZIJpq/QZ9KeI/2bvAn ibxX8OPFt/qN753wzW5XRo1YbZhPAkDeZxz8qDGO9cbpn7Cfg7RdQXS9I+Lfi628Ipq39ox+Cob4 LZpL5nmbQwXeI93OzOK4PRda+P8A8d/2j/H3w2sf2hdS8L6D4Z0PQ7m3t9Hs7c3MlxdWhcnzJEbE e5GLLjLFgAQBzxvhP9qT9oT4vaf4X+BSfEL+xdcuPHWr6BrvjLT7OPfcw2J+/CpGyOR8jscYz3p6 9wPWPG/7LHwX+IHxY8X+C/Bfxy17w1d+I7NLnx34R0G5VY72KVPL81tyExmReCVOTXoNl+yr8HrD xTJ4gg02T7LJ4Di8Jf2S2Gtxp8bllGCMluep/nXy1o2r+OPgX+098adV8U/HG1uL/R/hrYtZeLvE lmNtsCSI2njgT94ykgAKuXOBgk4rU+GXxz+PEfx28H/C6/8Ain44vrHxrpF611qfirwfDpsazJCH WewVkWQKCfuyJjBFOz7gfU/7Ovg7wX8LvhjbeAPAXjifXdJ0u4lhs57i8WdrdQ5/cbl7J93B5GOa 5sfscfB2XwJ49+Hl+2oXFj8QfF114j1RmuMSW99M6PvhYD5djRqy9cEV8kfCL4m/Fj9nb9lDUtf8 I+ONU1LUPEXxWm0GzX+yorlrF3u5RJcwwqFM0zhTiNjtLEAYrvvBnxg/bMsr/wAUeCPBul+ONcju PB8114c1r4heE49NktNWQn90XGEeN1OV3dGAXpk0uW3UD27wR+x14b0HxY3jrx58UfEnjDVodIm0 3SrrXZkI0+3lXa/lqigbyP4jk133wR+GHhz4E/C/SvhT4XvLiaw0mJo7eS6bMjBnZznHuxr5k/ZV +NfxKX4t6X4I+MPxS8d6fq2qaU73HhT4geEooUvbpQN72F3BtTy1OfkOSR9K+r/tb/3v/HqUvMRr /bY/U1P4DuFm+PvgNVP/AC/3/wD6brmsH7W/97/x6tD4YTtJ+0J4FUn/AJfb/wD9N1xRH4kNHJwT qnizxgpb/mftd/8ATjPVr7Uv96pvG/wv+KPg34h+JrST4b65qEN94m1DUrO+0vT2nhlhubh51GVz hlD7SDjkHqMGs3/hHviT/wBEh8Wf+COX/Ch81w1Ln2pP71eA+Lv+CeXwT8YSeILK58X+LrLRfEl8 17f+HdO1oR2QumYM0yx7D8xPODkZJ46Y9y/4R74k/wDRIfFn/gjl/wAKP+Ee+JP/AESHxZ/4I5f8 KXvB7x87j9ju78W/tJfED4hat4i8Q+G7e80/RbTw1r3h3WPIuJoI7V47qFxgqVLCE8rnKKVI5z3F 9+xn8EpvhZo/wt0iPVNLTQLw3mk65puoNHqEF2fv3HnYO6R8ncSCD0xjFeof8I98Sf8AokPiz/wR y/4Uf8I98Sf+iQ+LP/BHL/hTvIfvHjNj+wP8EFtvFUfiPXfE2vTeNNHj0/xBea1rAmlmVH3pIrbB tdWCkY+UbQNtTaF+xJ4C0fxn4d+Id78U/G+q614Ynzpl/q2uCZlh27TbldgXy2GN2AGOBlq9g/4R 74k/9Eh8Wf8Agjl/wo/4R74k/wDRIfFn/gjl/wAKLyF7x5NB+xJ8GU8NeJfBlzqmv3Gk+JNS/tFb GXVPl0u83l/tFoQoMMm5t2cnmrHhn9jv4Xabb63/AMJt4h8ReMLvXtI/sq61DxRqpnmiss58iLaF EY3fMSBuLc5r1H/hHviT/wBEh8Wf+COX/Cj/AIR74k/9Eh8Wf+COX/Ci8g948x+GX7I3gH4c+L9N 8a3njbxR4ku9DtGtfD6eI9UE8emREYIiVUXnb8u5snHFetfal/vVT/4R74k/9Eh8Wf8Agjl/wo/4 R74k/wDRIfFn/gjl/wAKXvB7xc+1L/erW+EMyyftEeBwD/y+X/8A6b7iud/4R74k/wDRIfFn/gjl /wAK7L9nf4bfEfVvjfoXifUPAmraVp+hrdT3Vzq1mYBI0lvJCkaBuWbMm48YAU85IFOPNzINep9a UUUV0GYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9l= ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image002.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09 PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAAxADADASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD1y2iS S3RnyWYZJ3HmnyRwRRs7/KqjJJY4AqG1kxaxj/ZqlrSm8hjtA5QSMMkVE6kaa5pbBaT0juZt94st oXK20IZR/FI5GfoKLHxZbTOFuYQqn+ONycfUVzniuKK311oYQFVIUAA+lL4TgjudbEUyho2hcEfh Ue3XPyW0PS/sh/VPrHtHzWvayt6d/wAT0dI4JY1dPmVhkEMcEU24iRIHZMhgMg7jWP4dmeEXVk7F hbyYU+1atzJm2kHtW8lZ2PKpz54qRWt3xAn0qK9yQkq9YzmmQv8AulFRR6naTP5cdzEzZ27Q3U8/ 4H8qwrU/awcDaEuWVzNu/DsWta8dQuZsQBFURIcMxHXJ7CpLbRItF1b7dbvmHYw8o/eBPQD1FX2g XdlSU+lNRYTudpA4QkMSeAR1z9K5Uq605FfvfT/M7PrcuXl53y2ta39feN0OORUnuZhtkuHzg+la M7/uX+lV450liWSJgyMAVYdCPWiR8xmu9tt3Z50IKEeVFVXBi2nocg1jTWMZgjt7y9t/KtlCopQD A2sAW564OfTitHzQpKkgEEgg/Ws6/wBOhvXkfzmR3A4BG3IBAP5E0iyq1pbRFGbUY5TKyhVcFhJ2 +YZ5AP5YqzbLZQPdIb+OQXUTZyMhR049Bz070raXbM7MZ5tztvkO4AuwOQTxxj2xTBo1oEK+dKcn OSw6/Lz09VFMBIdKtZpVjS8ikVArFFHLKNvDc/d+Xgds1vNJ8uB6j+dZNrY21nOJYnYEJsxkAfXg c9KuiUMygEElgMD60gOlf75+tNoopgFFFFABTk++PrRRQB//2R== ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image003.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAABoAAAAaCAMAAACelLz8AAAAAXNSR0IArs4c6QAAAARnQU1BAACx jwv8YQUAAAJqUExURQAAAAAAAP//AICAAIC/QL//QJmzM7PMM6LROrHeN6fOO6TIN57KNarVPKbS OaHIN67UPKXPOqfQOaXIN6zVPKjNO6LIN6PNNqfPOKXLOKrPO6XNOavVO6XPO6XPOqvVOqbPOaXK OKnUOqPNOKTKOKLLN6fOOanTOazTO6bOOKrTOaXLOKfNOKnSO6zUO6bOOqbOOqXMOarRO6fOOqbQ OabPOqXNOanSOqrTOqTNOabOOqfQOqfQOaXNOavUO6bNOabOOqXLOKvUO6bNOazWO6XOOazWO6vV PKbOOaXNOavUO6zWO6XNOabPOazWPKnTO6rSOqXOOa3WO6nSOq3XO6vVO63XPKfPOazWO5fGGJfG GZvIIZ7KKJ/KKZ/KKp/KK6DKK6DLLKHLLKHLLaHLL6LLMKLMMKLMMaPMMqPMM6TNNKTNNaTNNqTN N6XNNqXNN6XNOKXNOaXON6XOOKbNOabOOKbOOabOOqfPOafQOajPPajPPqnQP6nQQKnROqnSOqrS OqrTOqvUO6zRR6zVO6zWO63SSa3WO63XO67XPK7YPK/ZPK/aPLDaPLDbPLDbPbHcPbLcPbLdPbPe PbPePrPfPrTfPrTgPrXgPrXhPrbiP73bbMDccsPeesTffMTffcbfgMfgg8fghNbppNjpqNjpqdnq q9nrrdvrr9zrsd3ttd7ttt/tuODuu+HvveLvv+Tww+XwxeXxxujzzev00uv11ez01Oz01ez11u31 1u312O712O712e/22+/23PD23fL44/P55fT55vT55/X56Pb67Pf77vf77/n88vn88/3++/3+/P7+ /f////JD2N8AAABZdFJOUwABAQIEBAoKFhcaHB0eKC4vMDEzNzg8PUBERUdJSk9PUFJTVldYYmJo bW9xcXFxcnN0dXeHiYuSlpibqKmtra6xsrm9v8TIydHS1Njc4Ofr8PX19vb39/n6KiHTUAAAAAlw SFlzAAAXEQAAFxEByibzPwAAAepJREFUKFNjgANeeSNTE10ZTigXAZScgidMA4K+ADspqBAE8LtM nlBXBgYNk3vteKDCQKAcNLkoHyJTVlZSMcNPHCrBoNrTmpuTnweVKisr7A4Rg8gIRbTkZm/aXZ0D lQHJ+XOBZFg8JhTm5207UptdDAIQuRmOICm1mUB2fk5+TllaampqSnxCXnlZWUW/BAMDk2c3UCpt 8arMqrVb9u3dtW5+flp5WclkBwYGwaYKoFTSjuNpNaePrlm34fDZnW1AufpADgbNaSDDkzcfTK85 vTQqLi59zpm9eUDX9skyWE6BS51aEQu0NXru2UVxZWXTDBhsJ6JKlWUXn9iUAJQyZbBHlypO3b83 vbRsmhmD1WQ0qZyyk2BdxgyGCGeApYqj551dCLRrggKDaAfI8WCp00siY2MSZ5/Zk5NXVhfOzcDq 0wmUStp6DKjr0LKVq/ed3d4M9NdEZ2BA6c8qLCtLXb4+s3rjvsOHDmxakAOUKZsiB5Ri9+0GymVl gXBWVkZiPDAMCye7goKXQbK3vrCsoADoWyAAUsCAbw3lA0sxaM9oAOpDgMKWbkWIDAODTjfITDiY GKYClQACae+ZXSA/AEFlz3Q3YagwGLDpebVPmzJp0tRpje7qjFBBGGAW0bKwsTbXEIDyGRgAuQH6 Gl8RLYcAAAAASUVORK5CYIJ= ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image004.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAABMAAAATCAYAAAByUDbMAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAO xAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAOZSURBVDjL hZRLbBNXFIanFFUg0UV3XbVSF7AgUHBJzfjOOKgC0YqqalVVrdR2UVWIBQhYIxWUIiTDAsmqKAQp DQmO40xm/IhtqBKVqoUSSGzTiR8zsRvH4RmHh8COMI/Sv+deJwGSIBZnXrrz3f+e858jNTc3S3PD 6/1wsZZgjkhB3R7Jqz8bNvOFCupPwVF1q2ayhoX+4THvg56VN0dH1ZhhK7XeURU8Iv/U7zxCtlIJ 5RVDyzYpL4QB0iuBNPshNqZWwkUHuoYd8Kdc6EzKs+FPydCzDKcuuzn4diArb18QpqXZvmhRgW7J 6LO3IZ79Gr7kOgF4NmbAoREF4YLyJJB6ChQXnyl/HC6oD/WcDF+iERPVJOxyF04MrcTJxFp0JNbM xswGM8CgpVQ6LjCXgHm0N5YaI+of8ZKbFqyncCJufYNI5nP6sRG6uQnh9KfopfdQ+hN0ptajjTbh 6/xJFx25CYbFghq0RZLfdCpUrSfdwy4BO5l0oHArjMHLhwSsXE2h8uAKbt+3cbdWRHnqb5wt7kH7 0Gp0JpzQcwqHVVvPsQbJyLEfo0W1ngvalR+rXL2E9ESbeL//6BaBD8IY/ogUf4vkVS8ePL6LC+MH cGJwpVjDq6xl5W2SlmG9lK/nYNcr52FePy6qWSVVfSNb0TLwFuVwFY4PvI2L4x7cq5VECtqH1hDM DbLSEalnmP3JE/k8bOAZ2FWcKexEG6noSjG0J94VKrni3/I7xHfuQzquXzKySoxK/BLYLnGkQEqh 5DeIgnAYV8xhXBlV9RjlTPHMzdlc2K/2dzh6/k20XlyB1sHlGJnswWTVJKUuWu8QMDLzDqom+yBo K+g2p6tJsMkpE5mJdgGvPb4Dq+zH74XdGCjtR+lOH21wjTb4ntQ2QM8wXs1axznnWsnT/97rhq0O xsbqPvMl1iF94xf8NbZPGHj0Zq+Ac4tMVLiZuxFJfyYMzU8TH28i86px72lpseiAgMm+Iqn/9lDf 8QXc5Z3J94XT68/O6edGUVHeCXydYVFL5ZWaLyVvnG0nTfviVT0jHz417kYPyfaRGbnKets4Bbge zukuIVCOIVp0g4bDnnmN7j29/DU9xw7HiuojXpB6R8jzQqPvvPUoLVM02/ZKNG1eOM80i31JsLNB i3YmZ4fzqmhoGpRCiW6x/6IltZ/uW146HHm09G9cplnqBhpJ+4M2C1PZz9CxggTcG8w2MU/LO0sW +u9/qZyQefl6B80AAAAASUVORK5CYIJ= ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image005.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAFUAAABVCAYAAAA49ahaAAAAAXNSR0IArs4c6QAAAARnQU1BAACx jwv8YQUAAAAJcEhZcwAAIdUAACHVAQSctJ0AAA5ISURBVHhe7Z17cFTVHcfv7gISHiEJCY8AokUr arVK/7BqOx2n0+dMp2PHVzvj4486IkynU9vO6IytOlItkM1u9nXfj92AihYIkPBGeSbhpTHyGEUU NEhMAEWoArL77fzOvRvWw81mJ5A02fU385ts9ib37H72nPP7nt95rCB0Y1vPnbHurl9qPbx2Le5e vgy/a6grTK+vwz0r6nB3/TLcs3IFHm5oOPZM6y5rdyp1Pc+sW9uaTMZvEIOpYjmCEaoEj6lAiKsQ 4vSzAN2S4bFiECx6rMJnSChSIrhSCeMfdXWHeH7fsD3AsEc3rP7XSHEePIYIr6HBZ6rspkKt7IAt XPeaEoREDEJcg8eUcZsmg2d4kYUOHMAoLQKfQSBNCLXpGxLQAodq6RBqI/Ca5DJ+9HItdqRS1/EM v2FrPz0hjZboHzT4NAOCpUEwVXioliZcCik0Jw5xBUN1GbeZGhpTqZt4hhfZDEtKUn/hsegGVL1V +EzqS2TWj7BPii+oUJz1owq8lorvBKuwCxjD87vIXmo7EvckQnannBBZh0xVXEhIEGoleA0VPr2A ocaJRwS3GDLeS6WKeX6u9ti69XZgshRWM+3aSrVWgScuOhGQL6iA3FJwxwId24FbeHbd2p2LX4VX V+CNK6zZk1N/yvpUJqfIXQrLO6d+U8uIJyp8cRG3ylE0pVI389zcbFZd3Zo5jVsSwvcWxiEQPEty KaiQ3NakrAuMU4WScX2wmoJSEQ/Pzf65devpUqkGP16yMCHcuMCCYFBAKnCoFIwXhCFYUdb1zTA1 CkpX8vB4OwiMea5lF0apMQhmDOWhOQ7Ub2uqPWJKyPAaEm6L69iVSv2QB+hm9y9fqhfpYQgJDR5L w4MbVsJu/iwQFbDAt1R4dZnFk6ujQTSnUt/n4bnZnJbtGKZH2AcyTKc4pGF8KOD0qYUOlYahehST gvMBwMPDc7PZ61avH64EugZHQwiqpaLyW6i2U1D6gSXlNFLaA4ya3/omirUQvAnN1vQsyGlM21dG Xyw0qBdkE5OO1OxJNhkKjeV/wgN0s98vW6oM10OsyTMtz7R9mp2CytC8QoOaKZs0CIaE64J+7Myh hpI98+bmc8VSsAsiQaV+lO7niUtMQRRe86cm6sgmitbTwkG0pFIjeXi8AfBWtezGKCMMwQjDZ4qs qXtMA4KpFzpURzaZEmboCnanUrfzAN3svmVLqkdTUKqlPIDK7kFujz4LGWpaNhkKrtNEbE+lfsrD czP/3haM0CIYYsbsGkrdRty08yOUG2EBqlChsuy9iMqa+aRDb+DhudmzzY37RzDZpDOFIFjU7OkD opyzDh+bZilgqATlGrE6p6EngCGhva0YrdXAW0tAM5JKLMcs2UGKam1hNH8HAL2ntGyyRNxkqhTl f8YD5O0ZwHvv8sUvFGlBCKx20j3t/tNLANkEINVQmrOi3wsFKgtIEjxskk7C9GiQ+tBf8ADdLLy3 FSVi0L4H3S/9szsviJpKfVxtGELclk1XhQIE9Ls8PDerevut/xYz2RTBEIOCEskmqo0u5aS9MKDa ssljipgeC+GtHDP2j6yun1usVENYwMmmbEDJ8x6qI5sEQ8F0XaYo/1senpuJB/ZhpEqyKWrP71Nt j1OEd2RTttmPvIcaV+GzZEwI+Wks/ysenpuFd+/+YqQjm+zkiCObTNKimi2bsrHJd6g0Jp8Snoum M2eu5eG5WXhf6+liNS2bqMnTfahWUtTPccIzf6A6qbYM2eSxRExTY9Tk7+Lh8UY69A+rljxdpAZY UiVTNnkoQcKyT9ELsumi8jM8f6DSa7VrFE1hkBCfrkSoyd/PA3Qz4/13UUqyKX2/rtRdLzxvoLKh Ickm6u9UTI0EaRr51zw8NxP37TpVogXhNaO5y6Zsnj9Qqf+T2EhparAKW86ezWlO6Yk3NkhjnGyT PfSk5k1Qna6ELycXzwuoztomkk3TlBgNPXuUTTT0ND88gNFquHeyKZvnBVSaZEuomCKFKSg9xAN0 s4UfHMRoEvYJDT5a49Almywn2xTt/fvPB6g0lp8UmZezDo28u+/4GLkaXvr/3sqmbD5oodLrY7JJ wsRoEJvPnbuTh+dmj61veH6ERrJJdKRXWjbpTNN62WoU6leNi8vM1QcX1PTrobWhOrwJFdOUENXQ B3l4bvbK4UOObHKC0KXIpmw+qKCmZROts7dUTI6FKNv0Rx6em1kfHvy6VA6wISaTTQmK9pcQ4bP5 4IJK/R+tmxUxucZPQennPDw3e3H3jhUlst/Rn45sYqOlQodKsomAmAomhVk+9Jc8PDerPXzwXLGS lk0UiKi20zCTRl72EsnL7oMGKsmmWh1TVTbr+TgPz80Wt30Mlg9N6C6yibJNJJt6qUWz+WCByqJ8 ZB4J+5k8PDeLH/rg81LJf2HjB5NN9H7SG0Ho9z4ASj6goTr9HQEdHw1iy5kzv+HhudnTO7cYo7uV TTSUdYT9pcimbD7goGYs7PLRyKZWR2WsipIjD/Dw3KzukyMokWr6XjZl8wEHlZzJJqplCqaoMepD /8rDc7P6T46Amny/yKZsPvCg2nu3aOXIxFA11dBZPDw30/fvf7NMItkk9o9syuYDCipb5GD/JNm0 6tTn9/Hw3Ex8b++OMiXConm/yaZsPqCgkmxaYKBSjuYsm+rbj2bIJqqd/SSbsvmAgsqi/HySTU/z 8Nxs6UeHU6Win2WpbNnkZJqYbEo3+35+D+T/d6hdsklGRYwlR2bz8NxM39OyZnx0LoaqUQxXJQzX ohihyihSFfa4SAvhCj2KoYaKK3Sxf11TcIURwXA9imG6jKmBqv6AeqEm+Wjre0LDhFgVVp387BEe Xnf2QPW/b1zd+SlWdHZiZWcnVl3kHS7P9Y/Xd3ZiTWcnVnd2YsWxTqw7erQ/oGbIJl3GBCVKm2ef 5MHllfU9VJJN9irkcZEgmpPJ5/nXkHfWp1C7DmZQURkOYPNXX/2JLz8vra+h+hI6JohhrDp1Kqeg lBfWt1AljI/5sTuZfIEvN6/tskPNkE1jxRrsSibn8mW62ZJPPm6b1bQWj25bj9mNb+Dxpo2Y2byJ OT2eRb83bcRjzfRzG2Y2Ng4If7R5K2Zv24bZ27ZgZtMbeOr11Zcr+l+QTUNMjU0HjxNJNp18gofn Zq9+dHhfhRK2T4MwZPjY9hrJ1WkhBB2aM2Bcp+WblNSJseOnJof8lwkqG+GE2UE2JJvGSiFsOH06 J9m0oaPjWIXkt/cpUcY+4Rw54tT4Ae99N6KiIWOUyaaxYghNyWSIh+dm2774AhVilZNtovIpIULZ pktYMNbf3idQ07IprmFCtAbbk8lqHp6bPbtz6+Pl0QB8cco2pbd226/jwq7kQeB9BZVSeOPEMJac OPYUD8/NXm378J0K2qcU17qWM7L0Hcs20f3+D9mm3nqfQI3LqIhUkbDPSTata28/MV4KQNDTuU/n YDGC6DR7thSn4KCm+ztLQZkUJtmk8/DcbNPJzz8rE6vs5t01SUcbyGg1tHghH9pXk3R94b2HSrWG +j27Jg1xDlesEP3YdPZskIfnZnVHjrSUyyG2nJGVl+432eN0OdlewwD13kO1a6WQiNiyyVBQJtZg ceenz/Hw3Gz5kSOtE5Ug03LeTNnElzEYvddQmQ61oXotCWOkEDZ9/XWMh+dmzSeOnxkv+p0JPiqY pkDoIINB1MSzea+hMslDjzVUxGqwM5l8mYfnZn/buvH2cZHqbmTTIAlEPXmvoVJENmksH0bDyZM5 CfvFR9qaK9Rq9v9MNqX3JLGddLRPyd5ZMui991BllEer8VpH+zwenps1tLe/PlkL2Utx2D26k00u ZQ02d4dqC+6LoGbIplIpQrIppybfeu4cxjLZRADzRDZlc+cIJdYSLc2GevMC076YcN6sI5so40LT wWMlP43ll/Dw3GzjiRN7ysUaZy4+j2RTVqcWR05SUcLUQCAh3LDQtGmz6quwU8KZbDJVlIg1qOvo iPLw3Kyh/eimSXKeyqasnoZKLU/GZKqp1ywy4TGMjIMDbNlULIfxnxyBbvzsxJ4pag37MNgxQ0w2 0WEEedLEs7qjZKg7S8iopHzqtYsMeAzT+aIE+iMNZVKIsk0NPDw3+0tjY9HEsB9eK2IvKadmkG+y KZszZWQ/pu7y6lBVQpixiJq/k780FJRIYTSeP1/Pw3Ozdcc7msaK81lf3CWbqBnkm2zqwdlqwwR9 D4CIh15fmRDuXbKInYoj1GooF4N4qa1N5uG52SuHDvmv1ujcvLQ0sjfPssfU7PNJNvXgNtQoRitR 1B5tSwh/X7tuuUeNYYQUxLLjHXEenps1nT61fzKd6JCRbWLBjjUD2qbjfIFLvIcDCPLB2YlqFOjD GK+KeCeVmsIgXSPPwY7z5zfz8Nxsz9mzH1WItJyRDr+iG9tTIF2ZLFZjnedYvsA+NWdQO/tCHspX 0NZLes6GyWKI08UVqRLu0KQkz6tHW33s2PpJUhBDDZpTIqDp2pnHTrHGpKG2rd3tACxjCCWH0utj DRFlYgDvJ5MKzyyrrezoWDuVDrWudQ52ZTekUZPdf+azM2VEgLu++YhaoNMyTQMjtQisD97v+auU Mu3JLfWlV0o18FhhdlQmK2yB3STSxwfT2vtvePr5XK5nu8Zfz3aNv57tWk/Xuedpjt/W8s7hC1SZ DB1lUhRVrW+Dvs+L59at7fzyy5YSkk2mAl9aNtFRlzRJl+5TXD7dvHL25RIOUArARhTFWhhXKVGY 7W0f88yy2ouvvXbrnTV+lKlhlIoRlIsBlMgBlMUiKI/FUB6rQUUswGYBysQQ5/Rcpme7nu0afz3b Nf56tms9XbefKxXDGBOLYKwcQ3k0iClyAHctjePPm1et4Xml7X+WRR9+KiNJCgAAAABJRU5ErkJg gk== ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image006.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAACUAAAAlCAYAAADFniADAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAO xAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAYrSURBVFhH vZh7TFNXHMfPfdIWbUAtFUpxICZuKsuUqdlDN7c4M4YOZEynzOGKhWTvJcv8h8xM/9iSzcQZXEL2 yEa2JW6LjiGDimJH6iMbixodvhCcQlvAQntvX7ft3e/c3lvxgRahPX/d3nt7zuf8vr/XufS2bdvQ xqoq3VunOmv7vN4NQRRJF8NhlJQhIkRQFGIZxp7H+bYWXLj0LV6XfqzqTcOaY22Hz4aCcyJeDiER 3kREUpikRdQMygiQEQNi/1UWpT89af2oC4XnRHgeEQSBRIICJgyW+EGkapCO9/csJ8hV8y9fOBeD 6vMGTKERFyJIgMEjGUBYDbUaZQrC5RemphcZTp+OAfUXLiynnTxIRpJgoSRJBkDEFBUyCOKVp73h lYbzpy8qFmpfWPCd3X29hCYxTLKA8OoaNUrjfZdXZ2S+qD/fGQP6c9G8uqNCsEIdELrpxHuOvAJ2 U7UKGUXxWiFDPa8/0dmlrN2xaP4XJ0JCjd8fQETQ60oSVFQynV/oeYqlV+VfuBrzoeOLF9TbvLyJ 5wIIMSQiCZpKDlSKCun9oasb9JmlWtsJCai2tpYoat5fd8QzYuL9IUhFEXAjUjJeYqGwZBoVygqH 7QURYSUAxXJRUfNvO21hoZr3CVEgKTdGgy2xUBoWZQSF3jK9bs10W2cMqHPxw/VW3m3ieL+chmQg KXEnEoplwULIvl6fWQIWOilLRpa2NtUdHB408QFcyrCFopKNHpNvKUkyNdKHgvYlKtVzAHRKWbC4 ed/nx0TRzPuxZLjw3Tk3TjIULKRiACh8bWNWbon2iDUGdPbxR+rbXcMmzoslw7kRoyYDKkWNsgnR WZquKwagf2TJqPXtLbsPDDhMnBRlioXGriCTZymVCmUIQcdqfQ44tU0CwmPtwaadHYJQ7fEGwS5i XOVsEqBg5ykMMhCEc60BgKy24wrQpSeXftU64NjM+SAxgmGisXXvGjtxKLBQFhKd69L1RVqr7S9Z MqLCatnTOOjczPmDcEvp0e4NNPGUkMKimZHIQKUxv4xta5OA8NjYbqmzeDnziJuPRtg4C/59Wgp2 zjLISNKuYt201QB0TAHqW/HE1439fZVuHGXQEimi3ZqL7vb7/qCgloFkA69kzSrVjALqWr50V8uQ MwoUS4zxSaZAYqHHD8UwKJskhiuz88tpi6VD9iFVdXvrDx0kUcJDktZotXIHOx4geJelkNofTBsH FKzGpmDJRop1+mIFCEN1d3ejNPWUKxXatAZSOwM2C6EPUTYeJGwhCuYnM2f1xg/FpCADSVzfbMwr J2ULKSZvaGjwaxB6Zzx+M3GfYmg0i2U9r2bnvUS2tBxSJpyxruxRp8eDCDXc8SkuHf8+bwUj4DCh 8ri895gBSwbVnqDdZVmZpbQMBA0aVd3RVvfTpXNb+ABkahzysVPZ7VU/XgsSLI1UwyNn7w5FMyiH ZjyVufnlZFNLmzL561bLJwc49xa7YzDaLY7HecYkhEmgHWY5X2hsKIiyHIblNxlzygCoVZnL8cyy L/f+12v2BKB0SGfFG21svBa583vRJMuQZOQOUKADTSMDRfGVuXkvK0AgGflGx+Hdv7iGzJ4g9EPQ nBFEBFS7f7nG2sTtUDSFHlCrfRuycjFQk/LHqrbmjxt9XI1j0BXN1JIbTT4QXu9mKJDMSINkOXMA qCkG1Pfs8s9+7O1+lw9BP4R96C5d48QkjP4boHDYgF+Q2IcYf/XceRXCr/skIHwMev+odc/+oUEz L0BPLRX7RH2VkX0TNkyHcDhTDMrVaISymYZyAGpUdvvaoT+2NnNus/P6sCzZpITZ2MYUJbcgaW1q KqKEkNc8+6FNgX03gHqWLd2+t//aB178AU06JCbKQgojbBjWmj1tWpA2hkO7CnKMfwPQz8pjbuWK ut/7r9Z4w2DSCDYrfoJ3IWfI0XxK0sTvjL7Gf7n1PcXQyn3crsvX2E3pVPg8RFIH6GfOXHwbnYl9 /EBdywq3Hhy01wxw+KueDKPQiqPki2Vw+eHo3/FeS6Ubw4MfTZmKCmnV0I7CJd/cFH3dCx780NLv 2DECPbUGnxNROGFhH9snyDBdAz6tZr9/b27B9qb6+p7/AadIZvmT88+uAAAAAElFTkSuQmCC ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image007.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEA3ADcAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYF BgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoK CgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABPAJUDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD91PAv xR+G/wATNI/4SL4c+O9H16xZtv2zR9Uiuos+m+JmXP41g/tL6zq+ifs7+PNZ0a/ms7qz8G6pPaXl rM0ckMyWsrK6suCrBgCCDkEV/Oz4c8UeKPBOsw+I/BfiW/0nULdw9vqGm3klvNEwPBV4yGB+hr92 rXxR4g8a/wDBLiHxX4t1Oe+1TVPgat1qV9cNmS4uJdG3ySMe7MzEn3NfYZ5wvLh/E0k58ym7bWat bfXU+Jyvib+2MLVTjyyjG+junf5XR+X/AME/+Cx37cXwlu7ddc8f2vjLTYVVG0/xRYrJIVB5IuIt kxcjjc7uM8kGv1b/AGDP2x9L/bi+CLfF/S/BNx4fmt9Xm07UNPmvFuFWaNI3LRyALvQrKnJVTncM cAn+f6v2K/4N/Ru/Y01oBv8AmoF9/wCktnX0XGWR4DBZTSxNKCjO6V1pdNdUtDweE81xmIzaVCcm 4Wbs9dVa2rPu6vj/AP4K6f8ABQ7Vf2FPg9pumfDW3tZvHXjCWaHQ2vI/MisLeIL592ydHZTIiojY Us+47ljZG+wK/FH/AIOJNZvL79t7QdIkmbybH4c2Qhj5wGe8vGZvqeB/wEelfmFNKUj9UPI/A/xs /wCCuf7Ut7qHjH4VfE744eJI47gpfXPhLVNRisoJcA+XttSkETYYHy1AODkDFfQH7B3hP/grpYft eeAbv453Xx2bwjHrqnXh4k1rVJLEweW/+uWWQoUzj7wxnFfod/wTG+H3hn4b/sFfCvRPC1isMd94 Os9VumC8yXN5GLmZye5Lytj0UKOgFe+EA9RRKfSwHwL8Ifi9/wAFUdT/AOCnF14C+IHh3xFH8E18 X63Db3c3gu2itDp8cV0bM/axAJCpdYMNvyxIyTk5++S6jqa/Hj9m/wCKfxNvv+C9+oeCr74i69No q/ErxXEukSaxM1qI0ttQKJ5RbZtUqpAxgYGOlZv7dn7bP7ZX7Zf7cl/+xx+yx4z1jR9J03xJPoOl 6b4d1J7JtRmt963V1dTxsGeIGOV8E+WsUattLbmL5eYD9mqakqOMq1fk34H/AOCN/wDwVI8PeNNH 13W/2ufDtxZ2eqW895Cvj7W2MkSSKzKA1mASQCMEgHvXkP8AwUY1z4/+Pv8AgrH4m+A3ww+L+taT L4g8UaNpOj2//CQXVvZwTXNnZopYRE7E3vliqk8k4JqfZ+YH7hl1HVqXIxmvwa/aj+D3/BS3/gmX rvhfx940/aN1Nv7VuH/svVPDvjO9u7fzoSrmCeO4VN4IIJRkaN1yDnkV9d/tz/8ABWH4seCv+Cf3 wl8d/C2aDR/HPxa0dpr7U4bcMumx26Il49urE7HeeRRGW3bU3/xBWB7PawH6VA56V8w/8FSfHv7Z 3w++Bei6t+wzpmrXfiqXxZDDqkej6DDqUi6ebW5LExyxyBV81YfmABzgZ5IP5y/s+f8ABPj/AIKy ftc/Diz+Olr8e9T0vT9cUT6XceNPH+pR3WoQH7twqxrKwjbqpfaWXDKCrKx9K/bv+F37Uf7Ff/BL Twf4F+JvxnurjxY3xiaW41rQfEl5KZLWSwvGSIzSLHIQCmSpG0ECjlXMtQP0G/YF8TftD+Mf2TPC fiL9q+zvrX4gXX27+3odS0uOymXbf3CwboY0RU/cCEjCjIIJySSfaNw9a/Nn4NfAj9pr9tX/AIIx fC3wt8H/AIv/ANl+Lm8TX1/eeINc8QXsDTW0WpapEYzPAksrH548KRjCdRgCvHfEv/BG3/grF4e8 PX3iHT/2pNJ1SaxtJLiLTdN+IWsfaLpkUsIovNtkj3tjau91XJGWAyaOXzA/Yfep6GivxU/YJ/4L efE/9nfwNqngH9oObVviBarPDJ4dvtS1Jpby0Uh/OieeQM8qZ8soGJKfMAdu0KU/ZyA+M6/drwXz /wAEldKP/VAYf/TMK/CWv3a8Ef8AKJXS/wDsgMP/AKZRX7D4kf7zh/X/ACPxngn+DX/wn4S1+xn/ AAQAP/GGOsf9j9ef+ktnX451+xn/AAb/AH/JmOsf9j9ef+ktpWvHv/JP0fWP5FcHf8j6foz7sr8g v+Djz4MeItN+MvgX9oOGzkk0nVvDraBcTJGdsN3bzSzoGPQGSO4faOpFu/pX6+1xPxu+BPws/aK+ HOofCL4yeD7fW9B1Jf8ASLW4JUow+7JG6kNHIp5DqQw9eTX4xGXK7n7Ifn3/AME0P+Cz37M3w7/Z f8P/AAR/ac8UX3h3WvB9munWeoLo893b6hZoSLfb9mR2R0j2xsGUA7AwYliF+pvhT/wVj/YL+OHx C0n4T/DP41zahr2uXQttLsW8L6lCJpME7d8tuqLwDyxAr518Qf8ABt9+znd6m9z4Y+PvjSxtWb5b e7t7S4Zeem8JHkfhXWfs2/8ABCX4Tfs3fHXwx8dND+O/iHUrzwzqQvIbG702BI5mCsu0lTkD5u1V L2YHyX+zECf+DhjUmH/RUPF//pLqNfN/xS+Dnhxv2/8Axd8FfjP8Sj4L0+T4ianZ33im60trlLRW uJTDcPH5kZMT5jJfcAqPv5Awf14+HH/BJX4e/Dz9umb9uWw+LmtXWrXHiPVNXbQ5rGJbcPfRzo6B x82FFwxB6naM1rftuf8ABJX9mP8Abe8VR/EjxW2qeG/Fa26w3GveHZIla+RBtjFzHIjLKUHyhxtf aFUsVVQtRnFAfEXwD/4Jh/smfDL44+C/ibZf8FZvhfrE3h3xZpuqQ6TBJZJJetBcxyiBT/aTYZym 0Ha2C3Q9K5T9plt3/BwRpZ/6q14S/wDQNOr6U8Kf8G6vwX8KeKdN8T237RnieaTTdQhuo4n0u3Ad o3DhSQehxXrnxC/4JFfDr4h/tw2/7cN78YNct9Wt/FGl60uhw2MLW5kshAFj3n5sN5Ayeo3HFHN5 geJ/8HJv/JHfhj/2NF7/AOk618h/t6eEtYH7Bf7KfjpbaVtPbwjq2nyTbDsimF0kiqT0BdSxA7iN vSv1g/4KBf8ABP3wf+394S8O+FfGPxB1Lw/H4d1Ca7hm021jlaZpIwhVg/QDGeKuWn/BPX4F6t+x no/7FHxNtpvE3h7RbPyrPULpRDdwzB5GS6iZP9VKvmMARwVLKwZWZTKlGKQHmf7Av/BR79i+5/Y5 +Hfh3xL+0H4Z8Nat4d8I6fouraP4k1aGyuIri0to4HYLIw3xsU3q65BVgDhgyjyH/gvV8VPhl8Y/ 2EfB/jb4VePtJ8SaS3xUghXUtF1CO5gMi6df7k3oSMjIyM8ZqTUv+Dbj9n6S9kl0f9ofxlb27NmO G4s7SZ1HoXCID/3yK9M1z/gjJ8NNc/Y30f8AY2k+NOvR6Xo/jaTxJHrS6fCbiSV4JYfKKfdCgSk5 65FH7vmvcD4V+N/x9+J/wy/4Iu/s+/CvwLq97plj401LxOdevLGd4nlhtdWuNtqzKR8khuCzLn5v JA5GRWD8Df8Agmd+zZ8VvhFoPxI8Y/8ABUT4Z+FdT1jTkurzw3fPatPpzsM+TL5l9E3mL0YFBznG Rgn9OLv/AIJSfATxF+w/4f8A2H/Hmvavqml+F724vdF8SQmO3v7W4lup5zIvytHjFxJGVZWVlOcB grL8+/8AENr8DwTj9pHxV975d2lWxxTUogfkGpZRjNFfr5/xDZfBEcD9pLxV/wCCm2/xoq/aRA/K +v3a8E/8oldJ/wCyAw/+mUV+Etfu14J/5RK6V/2QGH/0yiv1rxG/3vD+v+R+M8E/wa3+E/CWv2M/ 4N/v+TMdY/7H68/9JbSvxzr9jP8Ag3//AOTMNY/7H+8/9JbOtuPP+SfoesfyHwf/AMj6XpL9D7sr zf8Aat+LPiD4E/s2eOPjR4Y061utQ8L+GrvUrO1vlYwyyRRllV9rK20kc4INekV4p/wUg/5MJ+L3 /Ygal/6IavxdfEj9lPzT/wCIj79rT/oivw6/8Br/AP8AkqtPwZ/wcifHyz16Ob4g/s8eEdS03pNb 6LfXVnOeOqySNMowexTnpkZyMP8A4IBfBX4QfGn4p/ETTPi98KvDPiy3sfD9nJZW/ibQbe+SB2nc FkWdGCkgYJGCRX0P/wAFo/8Agn1+zR4f/Y81b47/AAj+EPh/wf4g8G3VnLu8L6PFZR3trNcx28kU scKqjYMyyCQqWHlbQQGIrb3Oa1gPqvwL+3N8Ivi3+x3q37Y/wqM2raPo/h3UdSvNHmkSG7gms4Hl ls5gCwil+Uf3gVdXXcrKTxP/AATj/wCClWg/8FDZPGB0H4T3nhf/AIRFdPM32rVkuvtP2r7TjG2N Nu37OfXO4dMV8B/8EWfjpdeBPgV+0p4Gn0uz1iGz+G9x4n0/Rdat/tGnTPbWtzHPHPDkeYkwe2R1 yNyR4J6V9Gf8EU/2wNH+L2h/F/xf4o+B3wn+G+m+E7HSbvUL74f+E10dJ4CuoO8l23mN5ixLCSpO NgeTruqXHluB+ilFfkT8Xv8Ag4f+PPiL4lXGh/ssfAzw+2irM0ent4ksbu91C9Ck4l8u3miWLK8+ X+8I/vntyfiH/g4F/wCCgvhm7XTvEvwe+Hum3DRiSOG/8L6lCzLkjcA96DjIIz7Gj2cgPtT9vb/g rx4W/YP+N9j8HNb+CeoeI5L7w7b6suoWutJbKiyzzxeWUaJiSDATnP8AFjtXZf8ABUv9s74ifsI/ s9aT8Xfhr4a0XVtQ1Dxhb6RJa65HK0KxSWt1MWHlSI24G3UdcYJ46Y+Tf+Cx/wC2fcfAX9qfQfCH /DLPwX8aG88A2N82rfEDwGNTvoi91dr5KTGVSsQ2blTHDO5zzXE/8F8P2if2jtd8d337NviD4Xw2 vwz0XxBpmo6H4oXQ7tGur5tNctD9qZ/IkA+0XHyKgb931+VsijewH6Ff8E6f2oPGv7Yn7Kmh/Hrx 3oGl6bqWqXt9DNZ6OsggRYbl4lK+Y7tkhQTk9fSveq/GX/glT+2/+3X4Bsvhr+zj8Pv2frfUvhrf eNrez1DxS3g/UZnhtrrUALuT7VHKIF8sSSfMVITb82cGvev2zv8AgpH/AMFMPgp+014q+F3wP/ZZ s9f8K6TdQx6PrEngHVrtrlGt4pGPnQTrG+Hd1yoAGMdQaHTfNYD9IK+Lf+Ct3/BRv4s/8E/j8P8A /hV3gnw7rH/CXf2r9u/t6OdvJ+y/Y9nl+VKnX7Q+c5+6uMc5+UbD/gvt+278J/iHp+lftNfs0+H7 HS5GWS+0tdB1DStRe3OR5kBuZ3Xg8jdGQ23blc7hqf8ABw7458OfEzwR+z38RvB999q0nX9J1zUd NuPLK+bbzR6VJG2D0yrDg8iiMLSVwP0s/Zo+JOvfGr9nbwL8YdetorXUPFXhLT9WvrfTVxDFLcW6 SsieYS20FiBkk46k9aKw/wBgX/kxz4P/APZM9D/9IIaKzA/njr92PA7bf+CTGl/9kBhH/lEFfhMx wK/d/wCGGlap4h/4JW6DoeiafNeX198B7WC1tbeMySTzPoqqqKo5ZmYgADkk1+yeJDX1ig33f6H4 vwXzSp1bfyn4Q1+xH/BAJmX9jXWMH/mfr7/0ls6/K3xf+zN+0l8P9Lk1rxz+z7430WxhXdNfap4T vLeFB6mR4wo/Ovrb/gk3/wAFPPg9+yZ4IuvgP8bdB1Kz03UPEU2pR+KLFTcR25khhjKTQKPMCjyQ dybyd+NgxkviytTzPIKccM1Jpp2TTdktbd/Qrh1TwOeOdVOKaau00ru1t9vU/YkYI246dK8W/wCC jpB/YK+Lu4j/AJEHUv8A0Q1d/wDDX4sfDz4v+FLXxt8L/GWn65pN4p+z6hpd0s0TY4K5U8MDwVOC p4IB4rkv20Ph54x+Lf7J3xE+F3gPSvt2teIPCN7Y6TZtMkXnTyRFUXdIQq5J6sQB3NfjTjKnUtJW aeqejR+xU6kKkVKLun1R+cP/AAbZsg+MXxOO7H/FN2P4/wCkPX1F/wAF0Pjr4E+Hf7CXiD4X6j4g t18QeNrqystF01ZlaaRI7uG4nlKZ3eWscTKXxgPJGDywr85bf/giX/wU3tWLW/wGjjLcMY/GelLn 8rqtTwh/wQo/4KM+MPEcOneKfAei+HbeTibVta8VWs0UQx3W1eaQn0ATGepA5rblp817mhtf8Ei/ h/c33wE/aq+KjTMsOmfBPUNKVPLP71rm1u5iQenyi0GR1/eCqn/BNa58R2f/AAT/AP2w5/CiO10f BeipJ5Y5Fsw1Nbg/TyDKT7Zr9Jfhj/wT60n9lz/gnj46/Za+EZbXPEfiTwfrKXmpTMsDavq1zYvC h+dtsKf6uNVLbVVcsSSzHxX/AII7/wDBPP47fs9eDfjJ8Pv2s/hXDpuk+PtL03T47X+2rW6W9t1j 1CO5Qm2lcp8tygycZ3cdDiXK92B5f/wbX6P4Im1/4ra9dWtm3iK3tdJhs5pY18+OydrkyiMn5gjS JFvxxlI89q88/wCDjdQP21PCjcf8kvs//TlqNWfiN/wRM/4KCfs2/Fm48T/sZeOrjVLGSSVNJ1rQ /Fi6Pq1tbMQfKuCzwjJGATE7K23JCZ2j5Y/bb+GP7Ynwn+Kmn+Hf22dc1y/8VTeH4rnT5PEHiwax MuntPOqKJhNLtXzUnwm4YJY4+bJqOsr3A+j/APg4P/5PY8Lf9kt0z/0tv6+uP+DjLaP2IfDRP/RU rH/03ajXmv8AwV7/AOCdH7YP7Wf7TWgfEv4FfC2PWNFs/Adjp1xdSa7ZWpS4jubuRk2TzIxwsqHO Mc4zkGvrz/gpr+x9qf7cH7K998I/C1/a2viCz1S31bw7PqEjpB9qh3oVcqCQHhlmQHBAZ1J6VPMv dA4n/ghaV/4dveEgvbVdWz/4HTV8j/Hf/grN/wAFCfjl+1/rXwC/YZsIbO20vWr3TtHsNP0O1vLr UY7VnV7qWS7RkRW8tnAAQKpVSWYbjV/Yn/YK/wCCwn7OPxi8E6YsWvaH8PbXxxp174o0vT/iFZ/Y pLMXURumNul0d4aJWDKELOOME4FSftLf8EgP28vhZ+1drnxu/Yl1Zrqz1nWLzUdJv9D8TRaVqGlL cszSWz+bLHlR5jxhkdg6AFgpO2q93mdwPnj/AIKP6/8A8FKvEMPg6f8A4KDaRcW6QyXy+FJLjTdN gyzC3NyAbJRnhYPv9O3U16T/AMFSiT+wj+xuxOf+Le6gOf8Ar30mo/i7/wAE0P8AgtJ8fV0+P41a FrXiqPS2kbTl134iadci2Mm3eU33Z27tiZx12ivdP28v+CcH7Yvxt/ZO/Zt+GPw2+FMeoa58PfB9 5YeLrRtesYfsU7xaeqqHkmVZcmCXmMsPl68jJzRVgPvD9gX/AJMc+D//AGTPQ/8A0ghorS/ZI8D+ KPhh+yz8Ofhp4509rPWPD/gfS9O1S18xJPKuIbWOORNyEq2GUjKkg9iaKxA+BYf+Dc3eCbr9rZm/ 3fA4X/29Ne6fDD/gn7+3N8FfCdn4E+Gv/BTi+t9H02GO30+x1D4W2d8tvDGoRIka4uXZUVQFCggA DAFfZg44FBU4ylepis+zTHWWImp26NJ/mjw8PkGX4PWlBxfdNp/gz57034Wf8FEfDdobdP2lfhz4 qb/np4g+G9xZsfxtL4KP++TVXxv8HfiL8R7VR+0D+xz8J/G3kwkSXlnrhkunJ4JhivNPAiOP+nnj +9X0cqf3RQQRwa5I4ypzXVk/LT8rHVLLcPJWd366/nc+FfDH7Dfgv4UeKF8b/swr8VvgD4kmZUWx mtR4h0W+UZybuKCa7jKYLAGSeLYWDKAQK+kPhj8ZviPZQWei/tBeGNNtZriNPsPjTwvdNc6Dqe77 pDN+8snbjCTZjJZVSaVjgesPEr84pjwJKvkOFYdGRl4NRVryrfHq11er+/c0w+Fjh5Xi7Lstn8uh PGwYcNmnVn6ba2djbLZ2VqsMNu2yONfuov8AdA7AdABwBwOBWhWJ3BTZFyuAKdRQB+SNz/wTD/4L bT3s00H7Zd4sbSs0a/8AC3NYGFJ4H3PStL4D/wDBC79p/wAY/tB6X8Wf25/jTpuv6Xpt1DcX0Meu 3mqahqwhIKWzy3Ea7ITgBjuZtuVUKSGX9XKKv2kgIiVHWvIfjj+0rL8J/i58PPghoPg2PVtc+IV5 fLatfal9jtbO1s4BNcSu4ilZnwyKkYX52PLKBk+uyDIr4F8d6J4Y8Y/tx+NvCn7Tmo2t9rX26xuf h3od94Zt9YjutJMASCGwN1vt9Pme8/4+GmRTJhNrooLjfC0adSUpT1UU3Zbt7L7m7s83HVq1OMY0 9HJpX00W737nvnxX/bU8O+EfgbqniPR7Bo/Hw08Q6L4L1K1m+0S6pPcSWdjE8ZEcnlz3CFo8+W8s Ku6gBW28r8Nf29/Enjvxtoei6n4G0PStNuvDLanqWoTeJI5kMlxem10qKJ4PMUS3PkXcn2dfNdVV fm3KQbXxX/YH8T/FPxF4g8ZxfHRtFm1zXJNcjaz8PrJNZ3h0H+yomExmVnFuw+0QYCGNnk6uUljo 6f8A8EzfDem65Y3n/Cymks4b5/O0ttFHkvp7aGujrar++yGhh3+RI5cRLNICjuzyt00/qUaTUtZO 766Ptp/wTjqf2hKsnFWirLprZ7v1PTPE37XngbQ9O1zSrWxaTxZorRJD4Z1C7WybUGluobSCSGWY BTBLcTRxJMQASegPFQ/F39s/4N+Cfhv4k8R+EPGmm69rmk6TeT6XotnI0jahdRTpZpDHtB8zdezQ 22Uz+8cqPmVgOQ+Iv/BO3w/46+KifEKH4k3mm2seoWc8Nja2O6aGO2tLuNAtw8pYSrd3kl8k20t5 7M0glPltFieC/wDgmkmja34T1jXfjN9uXwvZ6LYx2tr4d+ypJaabDdLHGhFwzxE3E8N5u3N/pEG8 hh5aw4Shg+VPnelm1Z+Whv7TMuZx5FbZO+3mfTHg278Xt4S0ufxpZ2q61JpsB1hNN/490utg81Yt 7ltgfdtyScYyaK1LSBdPtI7W0tlWONdiRqeFUcAD8KK5W9T1YRlyq5//2Z== ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image008.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09 PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAAiAEEDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDq7fxT c6/4U1ppYlgmtoRh4mIznPPqOlWPhzqV5qFpeLeXEk4hdAhkOSAQc89a5zwz/wAir4k/64r/ACat r4Xf8e2pf9dE/ka7asIxjNJbNHFSnKUoNvoTa+k+t+OLbRWvLi2s0tjM4gfaXPPf8v1qW5sYvDN7 o1tDc30qXF4zM0lyeMJ0PHI46Vb8TaHaXd9bag2q/wBlXkQKJMGUbh6ckep/OobPQlvPsk0/iD+0 fsVwZy52ngrjaSDwOprjO0gsfHU+ovJJBa2a26rI6q92POIVSc+XjPOKdY+OLotavqenJBbXdu88 MkU28kKu4gjHFSWPgo2aulpqmbJ1kCxm3jZgHBH+s68ZqX/hE7VU0uCe93Lp9tJCyFQDKrLtJ68Y oApXXiHVr/wxd382m/ZbB7ZpI5Y7vEv+z0HGfWlvvF93pEEW2CxliW3jkxLfATsCoJ+UjJP86ltf Ck02iyWMXiGS502WBool8pGCg9CGB5xiotQ8FQxvK/8AbC2yXaRwuJYEbcwUKNpbkE46CgBP+Foa X/z7XX5CiqX/AAqmL/oLSf8Afgf40UaAZfhn/kVfEn/XFf5NWz8Lv+PfUv8AfT+RpdD8KanpthqF ndwQyxXqhWMVxtZAM+q471b0nw5feH3kfTZpAkhBeG4RXVsdPmUgj8vwrrq1Iy50nuzipU5RcW1s L46t4rvUfD0FwgkikvdrqehBAyKxNVsrXQfF01vpMKJDLpkzTwZJThWPI/AcV12paLbeJoII9Uin heFiyiOTAyeODjn9DTLDwVpGnRXSwxys9zE0LyPIWYKRggHtXIdphadrGr3otdO0h7O0S106KeQv EW3FlHCjPAFVbTVL3Wbiznb7Mt7PpMzeeYslcSEY69MCtHXvC7tJbR6dpMs4gtlhW5S/8lsDICsM fNjiruj+HbfQ9KtLzUiTc2lo8UgVsptZixGO55xQBiaJf3uk+BbGX+0oYEncLaoLQysBlty4B+Yk 857VWudcvNYs44b8q72ur2wWTyTEWByeUPIPFah0bw5bxLYhr4K0iypic5t25A2nt1PTNTQaL4fQ mKK4uppXuopcPMWdpFyByfTJz9KLC5kdnRSc0UhhRRRQIQ06iigYVmeIP+QPKfRkI9vmFFFOO5Mt izDawNEjmGMuQCWKDJqQW0CvvWGMOOdwUZzRRTESUUUVJZ//2Z== ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image009.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAALAAAAA/CAIAAADPM9UEAAAAAXNSR0IArs4c6QAAAARnQU1BAACx jwv8YQUAAAAJcEhZcwAAIdUAACHVAQSctJ0AADfUSURBVHhe7Z13eFVV1vBvkpubQkmhdxBUFFCZ sQEjoCC9KtJEBKUOAoKgCFYEKUMNTZKQnttrCugrMurj2HF0FMs46quOZWZURMZC9futvW4OlwSQ 4Mz3fH98y/1s9tln79X32mufe060HTt27Pjx49QWHD16VBv0nxlk8HEpx34+bhXtqVbo/zWg/ADR awPRrpNB+ik1OYnerwUoFSB6fTJE79WEY8d/rlGEp/8CqJjVypnB4pzGkWOHDx/+CXMfOXL0+HGZ yXRxCIA7R+g+evTQkcOHj3L/RDn289HTFbkbAxalU4LerQbVEJ6uxPIjRE90UsdY3ZRjVeqPEj49 4CXV5ppygtwpqccWJVQNIH+KUsNyppyQ8cwlivpcwcKjbGvj8NFDR48ePnTokHEIHYZDHD18/PjR YCgwavSNo8ePHj1h7NiJ48dVlbG3jDtzuXnC+Amm3HzzuFMWvXu6AdWwnbmcmavYu+MmSBkbU8ZP qE6aIrdq4KHEoqpZrLvjEL8GTuiOuaV6qYbhHEo1KpTxyr+R1CqISf8pRsagUrnGTRw3dvyYYSOG Ll68+KeffiJCEA5+/vln25HDP/7rX1+mpCZ379l902Obir0l2UW5ucVnKjlFOZToZVFebuEOU/J2 FO7IK8rLkwadWnbsKJJLU3ZIKdLBpk3DYLPq2pacQsNAUV4OqEwthUZxXlW9gzrb3IW3KNFoMXfh p9jUJ0p1KqcrOYU5VdKBtkrkorxsKFaV7UU7pGGogDyWkCFdHWdssfQsdYGQyCvKr5JCdGv4N5JK EUlpCHIGFJlS1bBwZhdmg21HyY58Z/5jOY/dfMv45JSU3bufIq7iEAQJ25EjP7z+xquJjoQVf1ju DXu9Ea+n3OcrO1NhDCV6WR70RPyeSMBbFqDhNZe0vWUn+mnLXSZW+H0VjKH4PGVeChj85f4oqnMp AV9Eir8sSO0N+ynuiN9dHnCXRWtXmd9THqRTWaV2h2FMirc6trMt8ByoCHjCXn9FCGxI5w6LKmhQ u8JIF0AVog0RnCIyqt5OqO7sCrSY4q8IK6Eq9Qp+T0XQXRZwIa8RFklpW7rFjujcjZJR+8k4PWEP xRvyeQKe9MyM++9/EIcwceK4jV3k9ddfS0lN2rhloyfoRa2e8AnWT1dA5w65KSUBN/Kj7tKgR9uq Dm3QT+0MeakLvaXOkMdfGTbDvMV+F7WFpxr+sy2winURLOSD81KfS+qAxxn2ohqhG/HBmMWDVWBG XKQsGCgPuYMe8SRUGS1nEh9tlvhKSv2l8BysDBX5nL6KECQQGYloCLmgl4Ia3UEvnuoMSI9gRjMh 0bD6saF1EnKrqMHEZlXeA7eQgG2YhwQN1Bh6vJwan4AN+mnTwFEQVlkq8JQEd5UxNxa5FvGzkM8f CTRt3uyO2XOIDuSR5FU2Eoi9e19JSnZs3CwOEaoIG45PcqiaRZc1eJEZbbr87hJPqdPvRv5gRdgV 8IAEbFyqtSgMkwGW2XwuLsFgYTuHAk4lQSNUGRHOIwGob35s84PLHpo8/fbho0b0GdB34LBBs++a u3TlMjYUiSUwbDikTUO8IezXuab8AjN4AwWedz61q8TrRAObtm95cPnDd8ybfW3/Pj2uvWbIyKEz 58665/57t+Y+howMUH+loBwuIapsV8NcsxCHIBSsDIIHAVFaqdeJFEJu/pwRo2/o3vt3/Qb3nzZr xvy752dt2wRmoWikK8ImVUvFQhjrENIf9rdo1XLWrDs4B+INEiFwiNdee9WRnLRpy2ZvSPSrRjpF CXsp3GVx4On4F34QDPl9uFo44PV5snMem3vnnMFDBnXr3r1T585NmjZJz8ho07btpZddel2fPqNG 3bBg4fxSZ7HLXeoPeEORYLgyBDZX0FXFn9gVLlmj1UlXFQmD5RIGmeIlugQ86BcVBIyZ8el+A/vV S6ufkJCQ6EiMi4+z2WzUcfHx8QlxCYkJtnhb0xZNx4wfk1+U7w9JaIHiCa3FKE6LpQrZTNmMyrwl QSeX8Iy7Z+dmDxk6tFHjxlCJT4iHSlxcnI3/aCbEp6SmQLZxk8Z9r79+46as8M4ybMks8KBkZ9jN BipSmKJUtPgRP6aHy1BZIBwJ5RfsuGn0qHbntU2wx9kToaFE4xwOB3QRGdJp6Wk9evZYuXp5OOIP hn2UQMjrx1goFinMDuJV7UECoUK+Zi2a3XHHHbhCNKnkOBp1iK1bcAhCaDX+Ygu3TKgk0gaxQbA8 VFpanJ+/A2M3adIoAf7EBDYUAYvUdrtdbGGAW/HxNv5t2rTxrbfeUlRcGAhhSZcGRlRsSMhiPYND nCh4T8gj+jV+Wegs6v67bnZHgt1hRy8KaEo5EYjHNWzxdmk4khOTU5JHj72JnAtyrCqNc6q1aiWq uwj7rtdXGRBXCHtKPMVDhg1OShH8UWI2W1JSUpSWMY8RWYAxScnJva+/NqcglwAMw6gOnJJU1fAG KUZ8GcCuEXQjptfvmjRpYmpqKjoEK7SMMuMSExNpQ4haJaVOTk1yOOxdunTatm2LG72yVqsyAbxB l5MSEsw4RPOmp3CIxCRH1pbNvrBEUVZDlLOTi1t2Mq+3QmIRfoMxduTn/va3v4WJlJQUFd7ij7ay SwO3MByjJh0iwCbVt1+fUm8JBQ8r9hZDwhVyo/RT53oRP9uNrmMsJ+2gz+lxV+ysnD13Trxd1oea BHKNGjXq06cPcmZlZfn9/jVr1tx+++1XXHFFWlqa2gnl0qiXVm/TY5uJwyAUnzAJtTvisYiqtVgD vnI/a5p2fmn+slWP1Muob3ckggFagqdevauvvvrWW29dsWKF0+mE6O9///tevXpBTpXAUk5MsmOq e+5dVLlrp9snW6cndIJQbCE/JXOEHySN7CzLzctp1aalahhaADgvvvjiCRMmPPzwwz6fr6CgYNas WX379s3IyMAWuLtDeItPTEyYPPlWf9DnDXhlneP6JG0mSCAmSlaHaNqsSU2HeA2HIEL4QuoQp1oo WCsCrgAJCwGW6DdqzCgkhEv4g0sR2ywXZRpggSKGqkz9V4GmGSaN1LrJ0++YVuwuwgtxC5cJpB6z bqovnbDPH2bPC/gjQZffE4gECDA+v3/M2DEQgooSwg/27Nmjz9moEVIbwKFDh7755huPx3PZZZfB AJzYE+2JyUkL7l2I9imsSInkMUThgb2MQtLgDDi5nHPXnOTUZFmJrMXkZNZDIBD44Ycf2ID//e9/ U0MO5dL49ttvf/zxx//5n/+59tprjYqIlDILQ3p8Hh/kMLkhUU1ScyoJlJD7VpY9uPThjAaZcWYi AsL59u3bkUKFUkJKFFrUL7zwwvjx41E741keKKTfgP6lLqfT5yIQBndGWNLqEOITp3EIcgjLIYI1 HUI5xkgeDjbmtPbYju1dL++akGhPsMtqg6ouTZYdHC9YsKC4uPjJJ598+eWX//KXvzz//POPP/54 UVHR9OnTO3bsaOKe6BOnIFpgSlb2JV27bMneShLOQmSHU6JWrSUQDgbDITikeAL+UCTM5Q033KCm ReMXXHABRDk7oRcspBJyiaa0k1rdAlMVFhYSRWT3jY9LSsUpZwQ4yEW8TnaEauYx2T7JHXFi2syp 8XbZAaHYsEEDl9P13XffHTx4EFqgBbnaBrpKnTadMFNRUdG5c6eU5GTlFrZ9ZFHlYTBDQjWs5HA+ OSKFvMGK0H0PPkAiIlHInli/fv3169d//fXXoEUiJQd+9Qk9MWond1966aXrrruOaUIuPu7q7t2c XqfsrQGPnLdNKmZFiJpbxrHTOYTFqNacZEiS12ata922TdTbTX6AMQhWK1eu/OCDDxAevLBFLa4b 88SaHu6+//77jGQ88x2kRgYDTGc2zCBJJj2URE8PRScbxs/WGyFzDBAn8PfyXRXTZkwVXRmxWYX/ +Mc/IIeO0IhSZyVNnjy5W7du69atU/XpANRH45133sGHMA/rKbVuyuIHFrFh+1k6xkhaaCsnBLB7 7ltEWkpUwI3atWn75ZdfIiiEEA3kqBLpwPzhhx9+/vnnSot+BVhi/LW9ryURxLoguX3qFPIePURA RUiYpIEwWRIodQVcWVuyxF/NDti0afNnnnlGdQuAkBqcSgXgkpoeangQp9//7bix49jLRL0J8f0G XF9eWcY+hXHluGukq4VDxBpDGZVcsiLMaaduRj0MgCG1ZptcvHjxv/71L5iDY2VOGaVhPEEomX/l 5xNuAZ9++ums38+qX6cOcSLeJjGGyJFSJ3Xj1iyYJjhbarLY0BwCASjhysjSR5cSulEWPPTr149l CkXFbyll0qRJKBQ+gdzcXIslGugOtX75xZddOnVmDKPSM+vnFuZ45QAluYIW2JAEosy3OXtz/fT6 ujle0rnLV//66uDBAwiqOCFKDdEXX3wRXCNGjIC68kODu8rY1199M2TQUEKqaC8+jgWAgOBXMbWN 1LI9eUvOa98WnUCxQYMGb7/9rnL+/fffKyoAkZUoJGhoWxeDuM6Ro8eOHCWVgZYkWDbbzFkzyLr0 mKNr/iwdIuwNByWHjzEGXGKkjVs2NW7aBHHAzoaIpi/p3Pm9995Th9VaAbynBL0LRThm/FtvvXVx x4uSEh2EYXA6khyZDRts2LxJqaslNIuUEuYcJTUikaV36HghmRrbTefOnVmRilaBNsj3799PABBW DZDxoUQdhvAK7B/73nyrebMm4t5xth7XXM0JzUryWb5yJCb1C3uv7nEVisXYbDT79u0DD2YAg1IU VAbYwqE4bNgwbAMwDICuDqDByrn88svxY4zduGmjEl+JHq+8EY8fhYc9oXI/gXDkjSPgmWH166fv 2fM0zgAV8YKqxOhPf/rTnXfeSQZDpkwIHDVqFKnMP//5T7hSQjoS/xg6dKjo1uEgLJFMhMpDnOyi LmhWl8khfm/84QwOYR614ge6TEMVwYLS/As6Xog3kDrgtol2+6ABA7/56muo6iKgASqQIryavybo XWplGpWBYdiQoTiELFKMkhDftHkzuIx15GiJ+PEGcYvyEGkgIyl169b96KOPFJtYxgBtFAFXqAmd oguUm5eXxy36uQsntKNW/OnQzspyY2sbp9aszesDVU8qVQOob13WWnui5MhYcc6cObANElJIFQfg kryEbH/cuHFI0a5du0cfffSpp57C77kFWMqBK7YqIjn00OLdSxaq/5niDZb7OdAWlRRmZKar/+Xm 5n3/PYteIo3S/eqrr0aPHg0nEJJIYzyekQB0t27dqhTVHaHLTtq6dWtjMfvNt9zs9rvxb11s6hAm QvySQ6gxdAIovH5P199eJsGnaqcgGuOPKqQqBTBGPy1YY5gFx0zU6bA+ceJE0JKZ1qlTB9av6fU7 OZXpg05zFKREDwLmqUNmkwYsaNIzdiswqAoAEEKCHt284JDAAMJly5aR/RFvURB3LWYAcYmffhoy ZBAMsCF0/U2XQNVDTzQgDxYDni6XduYugNJRa/PmzVevXs1cSDAXU+3evbtx48bcZQwDAB183nnn Pf3005BQWioyMG/ePB3TvJV4vytozGO8kP1i8NBBSMd0cJqtMOq+eDMiaIBRWyiQA7H66VQFTpky hfFK1FA7tmPHDpwGPaRlpBWWFhLziPe1cwg5+YQkOPtCfk538+bN5WgLSXU0MjjyNUgyV7HQMCJX 94nYHqutDWpMSK2rloM1sikJ1DH3rvkcL8UhWKYVPk8lPhHwhP2lPte23McYwAEHw3z22WeQhhNF BYhYR4+yibzxxht79+7985//zEmHxptvvomYsM1dHclEZRuj7t37St26dbBQampyqZucjrgY8JUF IUfql2AXxrAQGodJlKuwcOFCUkh2AXjmrvKPbcRKBmjv3LlTKSo5vIf673//O2k1Uzj3PpazHS8n WXFJMiFPThs1aaw0nvnj04d+lPwX6ZgIEs0J1O0Y0KZNm0suuaRnz55sZLgFPeCEmaysLKYAzGUW cxnJLI5Iix9YUuwuJnWV2G8icfMWp3cIfzgUdQjy+UiIRrHLWVBYKKfKKt8n/mAGlIghLeXGgjH6 CYj2xniDBUyHOjXY8H2yJz2+snmilJy8XNkjJDx4PRXyM5XbPK4ZOfoGXUBEKZW5GhtEb30ApVpD gwRY1SO6ix0cywC5iDFq3NLlj3hCgQKP0yWP6cLz714IErTcpUuXrl27Wk9WAMZjchRCG+S07733 XtIIDpls8MgSiUTAjL+q7NDiEvMAbO3gxPC3T5+CH8gDUHmiHMh6bDP5JnxkpKfjDT/9EFUyNYc4 VMQsyCEOhzXwgFxh7Nix8AN71JmZmdiIKQBE0dLMmTOF4fi4Xn16kQBoJqAO0exsHEIDpjccIMHp P7Cf0ZTsVcjMuRGpYFFVqWAZRkHvAqL1qjbErDbjaVu1AvkpckIFQOkTJ92CQ/jlmbHHV+4t8jmJ EDhE81bN4+1xyakp5ZUVsbQA2gC7g2LASHAO0KAH5CwU/Fg5UaANEiRiuaNrZvW9vo9ECPkVW37m 6Hxp5/g4Gzd0myDeDBkyRMMA4wGQU4P/wgsvJMJjGxWHyEEbrsDPpcUhtOjJyckRruyJXbpeQvTW 8wV0b7p5jD7gmTljprzRdeTokUOSGzK3qKgIWdQde/fuDS0cQtGq28EAdxnDgPvuuw+iEOIut/73 f/9XdOJIzGiU6fLLfiHHaXWIM28ZgXK2T9xC0gj4c3pdySnJKXXkiQouP2PGDMPACUury8MxVC3Q W9SxThALOkzZBRhDhKChSRnASm3UpFFxaZHTV6pvaTjZ+fxuBKifXi8uwVY/Pe3Djz7SuVoDkKN9 4MABjQcGT7ShwKau7FnAePUJsnTjOvGXX3E5hPyV4WK/C4do2boFvUmORJa+jtez3+TJk3ELfVSg NfgJ3ViaEMUACGESOQFWxSFqdKVIsBC8xSfYMxs3MDmEnO1R+HUD+mI27uzIyT1uHOIoaA4feeKJ JwYMGEC/5siDBg3ijGZhAzlJ7qZNm7ilkhILMQp3uaWAr7Bl1Klfp9hdpL/Wst7IkH4xhzDhwbzc gU9MnzU9jkiDUybaGzZsiBgICRmlpM6ubCE/DbGzOe3Qr8OUXcAaAAbADJQFBDCMAWAj/NSvX5/l SNTkGHH33Qt8Afl1xx1yuSIe4qrT5+J0Cj+onoMlc9XnqC3AHpZeLMBgQNu2bSFq+IoC46mh/uyz zzKLMe07tCdvdZtXKMghMhtmMJ1N529/+xtsw6TyD3zxxRcrVqzAyZhFkKDW5Zuenr5o0aJPPvmE MXrAhk9IGFklOlKjCiGXEO9IScIP3GVeZ1geynX57aVsGeyJHFLYMvAGpjOYw1THjh3xBpjBEUmW wawBCf41id6zZw88GHFt7du31yfc9DMAsnK0J8wnJeSXFEBRT/InRwi2tmOncAj8gKSSCbhPq7at wAKLHPrnzp1raZNZADjglWR+165dbGlLlizhdMcRmaANK6oCatpMZFcLh8No8OGHH2YY6R6d3NKR 4NS4N2LECLxBDqI2W69e10TKAn42PFZPRLY9hEGJ6KtFixaKXy1qPCEKOEq1wACgKYD9HoaNBAIM jraOH8femJORTZo2xiFKgx5fRajAWVS3fl06yQHJBKEIh/CpEZFZWOLrr7/2eDzdunUjgqpLydI3 GeWwYcPQBoNVA0oIUJEZwKaemOIochWLu0fkR9fmbVuKQ9hsZME4BPsFg5Xiu+++26FDB0hMnTqV eIAgxgjR9YbUDFAGqMk2Pv30U+4yzJA+arTALmXLzs8hBGLl2jgEBxITTzh/CyKzB//xj39kEuMh QEMZzc7ORsvIb7HCyefSSy8lxDEMMQB4uv/++63Dt2JDfVdddRUy6DDUpGjLy8vrptZhJMPSM9Pc AXluI79Amp+eC0oLUSIqa9q0KeNhRo1qPEGA9pdffgl+w3UUwKbGbtWqldJSYLo2oPv222/rKm/R sjkOgTcQIwtdxexQTMzISCc66rMHnUUNcEkbTpCRGDN8+HBiCUiQjlkQBTp16uT1epmLunQiDWpN dZNSk6FChKCg8zbntxOz2WwsGLYMCoPBD6Dwffv2PfDAA9CiU0mryPTgmviQ6g0g0KpD6MSDBw9g H8Ecf8IhauQQp3EI9QbcZ0PWerDANAQwgKqS8QA0qDEzdzWlYoz6BICoKIKgxxh23PHjx6vHUGs6 xmBmMYb61VdfZRjsAKAl3ohAos14uF+btcYdJqJ6vBXyFLnEU5qUksz+xQr46quvmIhGtFaAQ1TD dEs1ChDCSC1btkR3jKkJTz/9tEpx0cUXydKJ+IO7yorcJZkNMhErKcmB78IewGClBV3a1CidBpgB Is2UKVNYFUoXNhCTBjsLp0F2GR2PsKKp+LgEhx1tS3gwDnHZlb/RUwYLg/AgaUSVUSFBQ7cJVReg bGhdWVkpOA1wJkc/Ootb2FtibrzNnpzIosIhJDGofsqo4RCcMgLlITYYhqKUybdPwojycDLBfuMN NyKtQR09Fzz33HN69sXAyDxy5Mi1a9fOmzePIx89aP+CCy5gWZAbcwkwEjVxVlyzZg0ZGU7DjsjE gQMHahRRnUKCszUiGXXa7l6yEIfg5Cm7bMApT6UaZJJDEG/IqhiMLpiooG2Izp49+7bbbhMMBsAG aba8VatWWTpisI6nDRQXFyvR7j26I7vLvIOJNlq0ai6uabPt3r0bnSkVBZ2ogJF0KYteDx8uKCgA GyIjoPoZGqCHnW7+/Pl//etfWetcotzGzZtgFU+5jxyCLeP6wf3ZEzllbN26VSMEDOPi1CUlJRyF 7jFAugAh6MIPQBvVETygJWjj43v16qULWG8dOXJI9BBvq5NWB3IlXueJCHEGhzCnjBBs4T7B8tDv evaQCGEIPPTQQ+IFZvNDYGh0794dGgBMkBnQCQfchVeWL6yTB9FDHqcaYY0Gg0HVGv3r169v1qwZ ZzkWjeKkBj+3OMsY9Ul8mzZrqrfc562QInm4392mXVscArExIVNUI4BlJGWS8yFjlEOARA/M3I2d ohS1MX36dDhk5NhxYwNlQY4YbBnood+A64mAYNKnogxWJEoIiqhi+/btY8aMYUVqP7Js2LCB1QI2 ZCcZhBPrPIJoxHM6ucuy6d6zh6RrZd5SEueA59apk2UJ2hPIPw5XRQhFe/fddzNXQx3HMdUYNbfw GKTLzCSYCTDgwQcf1FnUwL59b3Ik4nzAob26Q/ziloFDUKOUCzqej0+pWlnojFQmaBDYWaMqJBwQ x+hXS6AyjuCMQVPoiAHGunHkvQwAlEvuko7RVnvQ0H4G4F5GlbLnjZkwOlgZcEfcLKASX4k/Epg2 Yzr9yNy/f3/4UZwAeDAPNQAqHAIkFmADVGYN05FcgoEGQYWQzjAkWr9hvajM7+aUgdYeWb6UfvY3 Ah6DmWjxCSBFbm4utmci9uBkeOedd44dO1YfEBEFCQko55VXXtEfmRTUV6jRzJz5c3EICQ+cPEO+ 7IJc+XHSKO3gge/kOYThGdLPP/88nYqBJReJROBENQAb11xzjTo0gPeTAutdWKUeOXK4TI23Db9x OH4QrAhj4l9OKr0h8yZuWfR9WnI6OFAmXnrpJUsR8EfyrPIAdevWhSG9qwPgQNX93nvvoRcADFdf fTU9DGAkwBRlV6WltiAUCjFe6Mbb+g7soy+dctBAXzgrBw36WUbpaRnvvP0O6la00ckGwH9Kh6Cf u+oQhotoMsQpCW3i2XXr1vF45fgXqoxw1IJcUWkR/YkOBy5I2qjjQfIT6/fIYcIbIRD8ujWoSXAO Q1Ma7OtMYTw1O8Utt9yClzBSlCKxN25HwQ5OTyVBp7wqZkzVrn1b3AF02Vu34RBGUZKEwv/1118P G2BWDCTvEydOZM8lM6MHHmCA/nXr1qloAJph4TXITMcI7P3LVi0n9uMTLC0UW/Uc4nQ/f4fND81l vkCZv9RbUre+ZEZiGJvtgw8+wGwMpoYzThxIyy2YIN+kHwCjAjJQ00NeKYKbxymDBg1iv4BFpa15 Mpc6l05AG+hdiWL47r26eYJud8iln2DIYvK7W7dvQ5AAM2tR172SUwwKpNyCoQpwCOIq/YZONJYo dfR1xRVXoEpkub5/P7ffQ3SM7CqXSG5edOs/cIDIkBB/4YUXgsTy4yPHonGO5JrwoMYAiQIRET9j vGqDWZCj/e2331522WWiFntC+44d/OZNLXZDfVhEMJ8yYyoJlz2BE559/9fymxEKQ12w+v777zdu 3BhlKrdKDm+wvIRbhCgGGzeKLsslS5ZIjI63NWjS0Olzyfuw+pZ5WKQ7vUNs2ewJShoFcziEN+Rp 2LgB9FAF8OSTT4IaYBrwxhtv6HkBJggVhFzrLnyosTHVJ598op5LzUkdLrkFbcYwhUumwACXAA1m cdfv96sVk1OTBgztj0MQIfwmbkm0CHtXr1+FtkRndjt5CXOFp6ogQQNU1SIEqa4+DNUBWv/4w4+H fzpENgMeDi+UYmepv+rJvaQsQRfOkbMjR+xtHhGuXrmK0KA2NtSiToywWItkAp1cd911BAMVh1rV okaiJmak1q1jdyRymli9frX8plD1gow8PSzzFTmLW7dpjWlJ1yffOgm2mY66QAUGVIr7wglCQQuf 0JXJJU6/efNmBhtTyEMBnPWdd95hB2G8Izlxzl1zcQXNCkTGX3hBJua7DPROufCiC5QSkJ2dzUjl ifqbb74hh6AfhqgPHDgARjjgFngDgQCssDhINdhQDAJ5rMtcNbw6EFsDA5jISC7ppw0sX75cRSUM jL1lDN4pbzGFZBeDK6evNFwZuvp3V8XbhTTHBw6uOhEMAAxQ47LKmwLK0kfOOoaGKO7w4VAgiDcw kvU68qZRniAxUp7EWC/pSGgN+8eOHwMzgMOe+PjOXbgRHmBoRvc7cCLdiy++yNodPny4urtyQs0Y FfDjTz7Rl4wg16ZDW3nEoq8myGM3jyfsLtsVIYzfcecdGgLBpq84MFc9QyMisadv377EZnIUFEvY KCwsFImq3iCkoQuAu3hDvbS6KfVTS71ON4mk+a5OPgaUd3/8NV+yjc0hxH3gTxfiwEEDUIH6BCku EwCVkHrw4MHcUsv17NmT3RSHQBEul4vgwU7JFNyiS5cuSKUjiWb79++HY4ZxRsW1cZeNGzdaOSlo 4YyjqaLF5HcunAvfaCoIS2IefMJb5CrMK85r3qqZWMjhIB9kgzDcyapVl622ZRAh1IRKAlrA7id3 Z6bLz9As1o6dLiooLZbf9iLiDSiBQpBQnyh2lXS5TA7DhOfGjRvteeopMiX1LiVKTZvkkaPTlClT UIVhR0AGcRD46ceXXnm5RauW8qQ1Pq5+ehradgZd4DcRIlqKffLbNMeNXtf2xihEYLTHIRZuQUUN ZgQBlAQ9uszU5+iHFurlFnnl5ZdfDs94vN1h35K9lfDgDHrd5iNH+WniF1+h0w910ILxHe/UaVNA B0Mo/dprr7WoKk+kmRLWTOyCYqtWrTj7XnXVVexnomKbjaSBYU888QSLmB5GMoydFde+5JJL1EXo nzx5si4mMAPwg4F11ZJDPPDI/S4/ZyThx7ippxSlmZx39ZpVmJmR4GGtsKmBBAAD9aeffjpnzpy5 c+fihfPmzVu0aJGqibtwBSFOrbDKbuZISmzaoumGLRvldRicz7yRrKsWC2EtL2HJ796as61lG8wp +WydOinFxYWHDon2AfgHIWqhod6mPVYndbgs0rBxI7wBVddLT1u9bi3r1Xwx7HEFzMuC+F+ZPHFx hl0e2d19553fgTiB3jDBPffcw4oHFSZACmrLCwElpNZR0s899xwZDwKiHPb0RYvvIfAQD9xVH9wS J37ZIZigDsG2HaoIZuduhxW1LqpnX1DaKiEo8vPzIakBwDK5usiVV175j3/8Q5lbvXo1/YQNayQD aOBPOAcxgzGqR0Rij9QBAnG2LdmbxfysIfn9XtzCiOHxcHSviCxeshhyoFLS06ZNYw9iA8LkiAd1 JDQaExeBZ22/++670GWWPdGOzzVq0vCRlUuD5UGP/Iom32UYh8APxCHo4UDorwzR+YcNq9Mz6tkd CUkp8hbP6NE3sUODEOahRQMRDAUB2ACg+/HHH8+cOVO+7LPLr1lJqSlLHnzA7ZdXv0xswMvlTWh5 K6zc6y73+Coxm7fIU1pYWtL2vHaIBqAT1iSHO1Skng1RBWipdOormOmhhx4i9Ko3qFpcHmcgLM+W 2A31u+EzOMSRV197JTEpcdPWTXDGHNINCZUBV6mzCGXDSnJqij0xifRNtyUAyZlPg11TowLWBXBG dms2C3Jp7lpnwp07d+KwOAT8gZC6Xbt2K1asYIxGOcVGu7S0FPnVHzIapHvFr01GadIaDRLyvWLQ 4yPzC4fwNrZJBiM8NdFo0b2L/vjM04RU1osgJeM79BMR+9vvDuzevXvChPFQJ6xgV/Ks1u1b4XNu E7pDO0PyoU7MX0Mw4UFsJt8OlXlLfCU7inLatW8d/TAwPg4zT5h4y5NP7T5w8DuTJhylYJfvv//x wIGDL7zw0m23T02pW8+RlIwrOJKT2DKWPbrcF5AXhlmyVftFlJx83Ffud5V5nRFPcUCOA0XO0ksu uxSNsWKhSCo6cPAggs3X+7/57t8Hv//xB6Q7elx+JGcRvLL31QV3LySrQA9GRjmFLliwoKKiwut3 UfSHIYsi3lCVQ+hziCqH2Lv3hEPAhDoEqvf63FdeKZsQBFj/o0aN0kVmrQNcUh3zo48+evnll8l0 yO31ETqgg9XetKHH2ZXAvmfPntdff11fwtORAGMYwGDSEcSQNZEQP2r0jX7cOWi0FuMQwpt4t5e0 NBwOZ2VlsQepTwAwjIM2b96cHZRIMGzYMGpSGXntUexoYxMHfaLD3qtPz/ySPLU6RZ8O1fyUT4r5 lI9TgCfoyinI7tm7hz0Rt46uXaBJkyaQ6NevH6lV//79u17WtUkj/QhYnvUSG9Bw19/+Jjs3B3OG ImG8mSOfRdqiKJ/aVRAn5FF9sd9JSuf0eoaPHIFEKiBmhhwBoFOnTtdcc42S+81vfsMCU2aQMCHR jvO1atN67fp1wXDIH/QHCQlBeQcHzwaz0sIhqiJEDYcg8GdtzSKe4BDeSAAnlYUS9t93/xLJiOMT KDBByCI2ApjQilfaAGLbGqtpUCtY/dqwgFvqGXjD888/L9uK+YEbh1i64pFSzs0VclKP0Zo0TA/+ wVrzhSIcl713L1rY9jx5PiFzDaDBWDA+Jk+DOLJ2uaQzKUipt1R0JD+eiZqkSNyWd3qtQqdVuyKe 0M6gPDCI+FauebRT54vE3OZhrmlI2xASgJD8EGRM2K5920X33+v0uXzhIDyjWCnW+8NV39ZFLyu8 rnKPS/IJ+XMA4jdB76ZNm3r37g02I4p4hppfFwCgnfSSPzZq0mjmrBlsE8Qh9BOAVvSbMOPxVQ4B Dyc/qaxyiNdiHMJXEZJjiUQtmVBSWtyoYUP5xMp8TsPyVdNW8wnt1BqItbrVqWDGCmhbO3EI2tQ9 evQQmeNsREhOZaRyFLd8UxqrMsszzHNVo1z5dtHvJk1bsWZlnwH9MAWLUkIBiqIhbVk66Zlpo8aO +sOGNXoQD+4Ky2sWFfKdf7TUcAiKdde05VsuQn2xtxiieNUNN91Qp16qPDzlTJBst9nxCFucHX3Z 0jLTho4c+tDyh82XdF44xABwa3xCpIilUlUg5PKUu+VN0nKv3+xfQtFL2uRft3HDuAk3t2zdinNK giNRBDRv08QhoHkroFef3kseuq/QWQQVDQCqH5jXH1QtQQSteeWlukPQki0jMXHj5o0yvyJE0lEq nwnLX97wBn1Tpk7B+xMTJFIBbrebmRiPBa2hXgFcZw84gdZAdP6xY2x1+BycxOH68XF3zJvNMYl8 mOIrD7hZTyaimpdRTcCQ82HUIVC0PpGlUeJ1lvhc2YW5m7ZveXTtqqUrl61Ytypr+5btBTnFXmeB t7Q0JNLtcBaCtjTkYo9AWVXIT1eUOtqUd9hZuBwOWT95pYVkf6SENDZnb12zaf3yP6xYsW719vyc 3OI8BqDDIncJ5wh3QJ6IiytIkZSIcjKJaMEhoOIxjyUo6hAsDKhQu4LyKXduUd6O4vzVG9YsXbX8 kVXLt+Y+tn7rRqTziCrcZbvKguVmjwhyZjbvpVYhh+iJWHvKV+hovfrqy0nJjvVZ62EXpiURleep 0vYFfV6/p0XLFsQkQh8GI3PUt4CYjxWxqGAySa+xdS2A6UzULIQTPEFP9gvCnj2+wwXtcXMTHuSM ZP4kT1SJ5sQhDURVbwiYn+Jo4BAqgroRc7WIc5uDlv4hJk/0z0D5/BJjjHvJQcbCf8oiA8ww7BFw B91mI5Nv4UElZ3rzZ6wgQaENFWg5wz5/ZRjmcQIYE28w4cEUWK1GIlrIoKXoAOMNFBXHoqJyaTin wV19tCAvelXpBG2wSDQmCWb5fN4Ug1YdgiB3Cod4+dWXHMmODZs3EHJZXuoT4hb6yXrYv2rNSvJq s0PJ6a5ly5Z///vfsSIo1KjUauOzBA0MYCDGsPt89tlnJGUSG6Kbom3t+jXIw1JAwtKAbBzq76a4 fIgthc01mhnBp1WUcykhU8xffJJCm0WGZhnPCTbo9smfHJF3Ng0295lKwG3ONUwxf8GDidTyeBts UBGckIjWxh3lI25xZflNTjk0rLJwJZ6ZUoOKKfL3PaoKG41HRDA/7AlyDiZRKtpTxYAIyKXIHpC/ o1JFLqoZ0PoRQaWgmA2Lu/gNDjF79qzqESIlNYkcAocixMlvo5FAxROVYJc/piEfb3mmz5zGCtZc F+AM+cUXX2BXPUTQAECnbWP06L5gQeylDoOD/fv3c0xv1kyeOSpyHG7MuNGhsiBiiC0DnmJPaagy Eq4MlVVUL+GKcFhunVQiFWVlFeU1SuSkUh4pL6dRHWEtCxiqUaFAPYaQKZGK6kxqqYFQy0lzw9FG NSpaTgyzSjUSWmLxR8qDWnwBn8fnbd269ezZd7BCjx45+vNxk1S+8spLycmOm8aMum3abRNvmzhp yuSp06fcNmXy9rxs3I1UqGxXOfWgoUNI1khh6tSrm+hwNGjQ4JlnnrHihNpYQa1uNRSsS0YSGADm cgStX1++qmYnIjzgDVdeeWXQvN0lnh7y3XP/vbfPnHr7jCnTZkw92zJ92vRTwNSaZRql2txaFUFS E6B+EhXKryU0AySnhJOoaKk2sVqZagZoPW0GE6ZlZmbqg6lj6hC02L8ltwfMmU2KOcPUS6ufW5Dv CQWcflaqr9jt7NL1MlJZSeBlmPzOtm3btu+//548QIO/Wlqwm61EncBqa4MBuMLnn3++Zs0a86SK bYgDmvxycXHni4pKCnG+UEWY4LR+y0ZHqiPO/IGt04LFs1X+34RqTGr5b0A1ElpOBaxAbZz0pJLW q6++GnUIAzqOmlSfqBCuLDef7sjflyx0FV91TTcIJKdKeE81f2ita9euoVAIPDgElrYA7NAAuAXQ 0Ee5QEFBQfv27S2iuALlqu5Xkq/IthfySSoT9Hbu2iUhKYHz2+lE+v/wH4HqDvHyyy9bzsI/WhQ4 7D68fFmJ1+0KS/5MKst2PnD4YHwlMZHDvviN2hW32LBhw7vvvkvA0CCBT6gHcElswF3eeuutlStX XnTRRbpHCP5E+WtcHOIHDR9M1kLSS95A7kIeM27iePrNO3yGlVOBsg0DFhtaa7/WJMKxbW0Ql6jP AXQ6YHmzgnVpDfjPAgwr5tg6FlQJ0YtawpkcohokJNrTMjM2bttSGpRjm78ipH+CbtLtk5KSHObZ XJQPaoDE8Pzzzx81atS0adMefvjhzZs3P/TQQ7fddtuIESP07/eo4qij4EhIqZd6593z8QOOEmwT fkknffcvfTC5TrJ+FQL600mqRDEzmNTGsgNVPcIDtE2nXmqmoj2AIqkVgITp1GAGFDP9NPSURKf2 0G7YsKG++KqXMr+WoOTAAPL09PTmzZuTclmd0UFVetB+bURvnB2oQxwhlv+iQwDxifY257fP50Aq b47Ix5/eoD8QCqz6w6pOneQbfgDmlGnqWFTKHCBsGjMwgH5qOhl/Rfcr123eIG/lmIMu53XcYsPm TfXS0+QB9i+BoqXx+OOP79u375133tm7d+/rr7++e/duhAR/79696eeyadOmeopp1KgRY/7yl790 7hz9qw+1AshhFbIuqOhHfKDFVK+99lo4HE41X+kg3YQJExjwwQcffPLJJ88++6z+8UaVvVag2CBB vvXee+9xsvvoo4+sDZe7OiwSibzxxhuFhYUp5vVd+q1bZwBG6KCoQxz7JYcQrPFx8rJXQnzjpk22 5+cUOIs88tdGPZHKMo/PEwj677nnHn3LVMZWrZVYbMq33lKlyGVC/Hkd2q9cvQpXkGcD+neyOdEE PEtXLktKjv6kzpRYVDWBuzrg/fffJ+JhA/YsVEab8/DYsWMJCRiPy6VLl2It0Obl5bGRPfHEE+dg HgDpWrZs+d133yk5LoGMjAz2RHmLwASJ1atXs0syACP97W9/o3Hw4MFevXpFUdQGVHslJSUHDhxA tKysLMRhL37uuecQhwFQb9KkybfffstOjbvAm6W6s4ezjRCibPOonJNFSp3Uhs0asZqxGekeBwFf 0Lfz8coSZ3EwHFiz7g/X9+9br35d/V1Kp0jRNv+aHxfki6tGDQcNGZxfWOD0uN0B+S2NkEBeIs+g vM77lz6QlJocZz6MOSVLpwP0jiCoRnWxePFitLZp0yaQsFWhLEzSpk0bfZUec7KmdWKtQFlC6frY HlSTJ0+GYqtWrbD6m2++iXk6duz45ZdfQoKtk1v0LFiwgPEcsJPNnyWsFShFEHKOq1OnjjoB9tq/ fz+EwI9bz507F9k5GZCl0WZAbQnVIocQwJykkI7EOEd8nbS6C+5diDdQoo/AzINSfeZF55bsrUtX PDLtjhkjx9zYs0+vK7td2a1n9559e0+8/dYVa1dlF+TK1mCeMfjNO83eYMDl8/pDQX8wMH7Czfr2 KfEkSvqsgeCM0jEVIYFNITc3Fw0OHz6cW2iNbBf7Pfnkk2S1WHH+/PmaTOjc2kLr1q3xMPB88803 mKpx48bkCkQItiEitn6ztHbtWlxBx2PIoUOHDho0SPesWgHMAx9//DFRze129+nTB2xpaWl4Bvi5 BU42SlyhXbt2jCEmESFqG/xq7RDqEza2Akc8NRt/kasYu0q0MH/JUX5BDrnlUzvzp6DZAkg/qV1h Hw1qT8TPpkBaWux3+cx7O6QLTA+GQ4FAgM1PX5+BGkIq2VoBEQJ1EFdZmjSAnTt3slBQjbrIhx9+ iMB4CSP1baJzdgjiAfixwbhx40Do8XjUIfA2aFVUVNAmrWYkJFQcatrnRpFZPXv2RC48HkDGP/3p T9dddx39oOXIBg9//etfkYgkQwOhkovOPwuopUMYEBrmD7+JcyTak1JT5syfV+gqDVSGvBX+4ONh d5mXhn9n0BURP/BVhPyVYT2pau01/x8HCp6BQ+gj97KysgEDBui2pwsInSrFWoEufQJ4jx49xo8f /+c//xnFgVzXCp6B8bATcUK/QGR5ncN6VSBCYBgcAgwvvvgiNuAMRY9GCBwRQsOGDUMiUZpJpXFB VnZ0fm3Asgu0+vbtS+qAmFgOcldffTV3STBxiBtuuIHTB/kcXG3fvp1+a+LZwLk4xAkaVclBnD3B kZoy9ffTcovydPtgxZMkyk955v9dI25hfleUkGB+TDfPGAKUQmfx5u1bho0cBk5SCws5GhQStQcC AIZp0KABeHAv1IeaPvvsM3IF9bAWLVoQ54nw2IwxELJCem2BJPrf5jMCMHTo0IFogXlwAsI1tBYu XMgtwgZsGLHkLz5ZkSmK4uxAmWRLIiWaNGkSyMFGv8vlwvAPPvggl59//jmksaXWAPk1C6BWmjwX h7BARDSAT3AMj5eXE+0Xdb54xqyZW7ZvzS8q8Abkd1XMLxuKcRRcJFjB1uIrKC7asClryvRpHS44 H5sgbRSXRZ1/z5aRkwB1o5GLL76YvBLbs2Gjsrfffpt1owMIpFiFXV8dQjvPAZgLflBhdXU1/Qya hUtYooezKI7I5cSJE5s1awY/+i5qfn5+bekyHq8iYwD/V199xe6AS2HsdevW0XPXXXcNHDgQK77w wgs4x7Jly6jJJ+gZPHhwrdz9FA5xbmcwkZAlnhh9FuRIcmRkZnQ4v0OP3/UYOGjg2JvH3XrbpDHj xgwYOODyKy4n60kznxDJe2Van2s8qAksCxwCrf3zn//UP2zLSezOO+9UG1A3bdqUZU3nr3cI65TB JSKQ3xGfMDlbBpEJE06YMEHfMf76669pMBg7sdBrKy/j8TDq9evXg40QuG/fPtIFfB2KzZs356AL G2xYcMUwnGDWrFkM0z8UEcVyFsAsdQhqcYjnn3/+3HTELABWtIahmo5Fv9UZO15B+88ZLCTLly/n sB4KhViIRNSlS5eynuiHtIZu7JGTk4NmrUgOGBy1BlLUrVu35uXlgYpLnKBbt24cASBqicb5dtu2 bazdZ599lnMHmsERayrnDAASsGmbiWRapEQvvfSSz+cjQmQYQCIyBmuDoMbv2a1g7+xTFgipQ+Bb uJ2NfzjCRm/WEsAV21AZrE6AS0Db9Mfe+o8ACFGWRSLW87SObQC0GaONswcdbxCc5M2A9mNv+q0o rfzoAAWLQ6txNgCripk2SLQToEdx6gq0LoWSAZ0CRK/PKC93Z8+eTXhgm5MIQYuAFr1ZS7CIaa0Q 2/5vg0VdQduo4wxWP13/6UDwnkwF4NIyg4IZGwUdoHetwebOuUAsNu2JBb1rAZcW6KX2x4LeBaxL 9lZ1CIkQtPbu3XvOHMeiPns4hyn/KfiV3Iq0BqLXMXDKToXTTfk1cEqE50CFKffeey+uQKYsDkGG QmvPnj1/rA08XQXPVEH02kB00KmGxQL90XG/AixUsaCdQPQ6BmI7oyjOAqITTp4eC7FjgGrDzo0o wMRqqCzQWwrRrtN0AlF0BqJdZrD2kIkTFxRsBApAL9hC/m8C/hhtnStYGM4G1a8ndzbwH6Ry9tKd csDZzCKDVLtr+/jx4/8HweFGLF+cV58AAAAASUVORK5CYIJ= ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image010.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09 PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAAbAE0DASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDcvtZG nWVxe3t3cBFlkHErEsd7AKBnr2AotdO8canCLmGKz0+JhlIb25maUjtu28KfaqYSOfxx4bhugDbf bLqQA9DKu4p+uSKUa/4iOk6lMt5qZ1xPME1iLLMVsglADIdvJEeSOTn04oESw6tqVrqo0nXYp7K/ ZS8JS4d4rhR1KNnqPQ81Ok2qapqUthpE2w26B7q7uJnMcAPIXAILMRzjIAHWq3ieaG48GWl1FqF7 fywavCLO4u4PKkJJAKj5V3DBbnHb2qfT7qysptf0bV5RbW+tZe3uGYKrFoxG0e48BhtBGeuaAK63 urWmkw6xcXbXekyNsklUSQTWx3bcuhdgVz3ByAQaW51meTWl0ez1GC3uvKM0s15dMqRJ7DcCzd8A jA5NZehrFonwum8O5WTXNWaQNarIr+UGO3e23IVQig89TWlbJplpeapp+uQWckGpBJLOe9X9z5qo E2M3VTwCDxnJxzQAialfwaa+qpq0WraVFJ5dxNb+ZDJb843FCx3L0PY4IPNWLrUb2S6ktLC5CNBD 9ourq5ncQ2sfOC2Dkk4OB7ZrIun1bTdEutOt9Ys5Hvw1tBoqyG8EcRGwuJc7kAGWGcgDA61ZKwae urabfG2EGq28K29xd7hB5sQx5chBBUHAIOfX6UALFrV0trNfW+tRaxZWwDXYgWa3ngQ/8tAjMdyD +XrXaeEbiSa51FWmkljXymTc5YDKnOM+uBXF6lqM81/dX95HYxX9xpbaXZ6dZXQneQscmRiowqD3 7Zrq/AkH2U3lvu3eTFbx7vXCEZ/SgDyS+8WCbxHf6Vqsn2aC3vpDaXkK/vLaRZG2ufUeteh6f8QN fjtFW40SDVTj5buxvEVJPcqfumodR+H3hq61K6uJ9N3SyzO7t58oyxJJPDVCvw68MpkLpzKD1xcy j/2agZzni7xjcvdpf6zLam8t8mx0u3fzEgcjHmSt3YdhWboPinXfFMs9oz6aiIilhNbblYs6oBjP qwrs/wDhW3hb/oF/+TEv/wAVU1t4C8P2bs9rZywMw2kx3cykj04egDz+98T6r4ctLaS3OjqLsF1S 3tdhwDtJYcYIYMuD/dPtU2ieKvEXiiS5tIf7NJSIP5c0GRJl1XaB3OW4Heu2b4deGZAofTmYKMKD cynAznj5vUn86WL4e+G4CTDp7xk4yVuph0II/i9QD+FAHD6jr+r+GIT5K6WkhcLIkFiUUZBKnfwD kDpnj8DhuieMtd8RXrWLSadGpQsfNt9wbkALjPckda72XwHoFxCkU1pNJEhLKj3cxCk9SAX4zSW/ gDw7aSeZbWMkMmMbo7qZTj0yHoA4O/1vxB4XsLS6+x6ZbrehsrFZ7CpB6N05IIP416H8G9cutfst Wu73y/NEsafu12jAU/41BL4A8OzAiWylcEhiGu5jkgYB+/6cV1Xgvw/pvh+zuYtLtvISWQM43s2T j/aJoA//2Q== ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image011.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAcUAAAFeCAYAAAD0YAQEAAAABmJLR0QAAAAAAAD5Q7t/AAAACXBI WXMAAAsSAAALEgHS3X78AAAgAElEQVR4nOzdeXxU5b0/8O/znHNmJhtJCGtYA4KBSCA5WUEhCq64 VU2pWq73qq3aam+tvXbTtlev7a2/21ar1tZqtRQtyqKCCqhAQCAks4QkBAIBQoAkhBCyTZKZOec8 398fSRCRbMyWSb7v1yu3MDlzni++cueT5znPAkAIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGE EEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEII8UJOTo4lJyfHEuw6CCGEhAY52AX4U2tr 63OI2AEATwW7FkIIIYMfD3YBhBBCyGBBoUgIIYR0oVAkhBBCulAoEkIIIV0oFAkhhJAuFIqEEEJI FwpFQgghpAuFIiGEENKFQpEQQgjpMqR3tCGEkIHKzc2Vjh49mgYAqQBQCgAFuq6P4ZyrJpPpQEFB wREAEF2Xszlz5sSUlpY2Bq1g4lMUioQQAgDJycljTCbTVUeOHBklhJjMOT/OGLtaCDFWluVkRGx0 u90paWlpG202W2FycvIYWZbvBYDw1NTUprCwsBW7du1qDfa/g3iHBbsAf1JV9feI2OFwOGjvU0JC 1IIFC6I0TSsTQoxjzD8fWYgI0PU4SQjBAAA459j1PcYYw/MuZ4wxgYis+/uIyDjniIjAGEPGmIAA EEJIJpNpVX5+/r2BaG84oJ4iIWRQ6+jouDY2Npb95S9/+ZO/2igrKxu5bdu2mdHR0e2NjY0RlZWV E5OSko62t7eb4+Pjz546dSo2Ojq6zel0Wg4ePDg9PT19n6IoRkVFxQSn0xne1NQU63K5zOPGjTtl GAafM2fOkeXLl5f4q95utbW14Y8//vjDqqp+x263t/u7veGAQpEQMqgxxtxCCJg2bZqTc//MDRw9 erS7sLBwqsVi0UaPHt1qsVgqJ06c2Dh37txT6enpZz7++OPJZWVl4+bOnXuytrZ2TFRUlOvGG288 8qtf/eoyAADDMLjZbHZ1/a+nvb3dEh8f3xEeHm74peAubrdbYozpTU1Nfm1nOJGCXYA/xcfHXw8A em1t7dZg10IIuTSXX375iY6Ojh+cPXtWuvLKK2v80YbFYhHjxo1rOnHiRFRcXFzbfffdt++aa66p njJlSpssyzh79uymRYsWnZw7d27DunXrkuLj4xtuvfXWqpaWFq29vV1mjAmn0xkVFhbWYTKZjJkz Z1YvXLjQL7V203WdPfbYYzc7nc5NJSUla/3Z1nBCPUVCyKCWl5fnSk1NvX3dunVb3W63/NRTT+3x R48xKSmpOSkpqXgg77n77rsrJkyY0FpeXj4KEQ/W1dWNSEpKqr355puP+bzA8zQ0NJi+//3v33Ly 5EldkqQf+LOt4YZCkRAy6DkcDruqqldu3LhxQ2lp6aRnn312U2JiYtBneoaHhxs33HBD9Q033FAd qDY//PDDyX/84x+Xut3uQkS8l2a8+hYt3ieEhAS73V4qSdKcEydO7LzvvvseeuaZZ7La29uH9COg 81VWVkbcf//9S3/zm9/c1d7e/vSePXtuLSgoaAl2XUMNhSIhJGTs2rWrtaCg4CHDMBZv3LhxzNKl S7/zxhtvJAoRkBUQQdHc3Kz84he/uPJb3/rW9w4cOHAQEWdardbXAAD7fDMZMBo+JYSEHLvdXgAA aenp6Xf/7W9/e37dunXpjz322NZADmP6m67r7JVXXklevXr1QsMwDui6vtDhcNiDXddQRz1FQkio Elar9e2wsLDpp0+f/uuvfvWrZcuXL7+tvLw8KtiFeeujjz6adNNNN/37qlWrrujo6Lhvz549V1Eg BgaFIiEkpOXl5blsNtvzmqZNP3z4sP2+++57+Le//W26rusht2NXXV2d+YEHHlj67LPP3tXU1PR7 TdNmOxyOj4CGSgOGQpEQMiQUFRXV79mz50Fd1xevX7/+8mXLln2zpqYmLNh19dfnn38+Pjc398H9 +/fXIOLlVqv1T3a7XQt2XcMNhSIhZEhxOBx7NE1LrqmpKVm+fPm3jx8/Hh7smvrywQcfTPnFL35x r8vl+uWePXtut1qtp4Jd03BFoUgIGXLsdnv7nj177nY6ndueeOKJm4JdT29qamrCnn/++TuFEA9a rdZXgYZKg4pCkRAyVAlFUR6pqqqaVlJSEhPsYnryj3/84wpELLDZbKuCXQuhUCSEDGG7du1q45y7 mpubTcGupScdHR1mADgd7DpIJwpFQsiQlZmZ+ZOIiIiO7Ozsen+10d7eLq1du3bqc889l/Hhhx9O 9ng8A/pcvfnmmw8YhnF7enp6ur9qJP1HoUgIGXKSk5MjMjMzX+Gc/+TZZ5/9QJZlvz2n27JlywS7 3T7JZDIZ+fn5U7/44ouxA3l/RkZGw9133/0ZY2xrRkbGfTDED38f7CgUCSFDRk5OjiUjI+PhsLCw I/Hx8df8/e9///v8+fP91ksEACgvLx8dExPTAQAQHR3dUVpaOmag93j88cf3Pvnkk2vNZvP/y8rK 2pOSkrIYKByDgkKREBLy5s2bNyMjI+N/Ozo6qmNjY3/y2GOPbVmzZs27iYmJft8wOyUlpebMmTOR brdbbmxsjMjOzr6krebuvPPOY5988slrN910U2N4ePjq7OzssvT09O/NmTMn1tc1k57R3qeEkJCU np4+DQDukGX5XsMwEmfNmlWWm5v7/o033njSH+ct9iQnJ+dUVFSUVlRUNPbGG2+sSElJOXup94qM jNSffvrpPU888YR1xYoVszZu3PiDmpqaP2ZnZ3/mdrv/JYT4eO/evU2+rJ98FYUiISQkJCUlmSwW ywLO+U2SJN1qGMaUadOmHVq0aNGhb37zmxvj4uI8wahLlmXMzMw8k5mZecZX9wwPDzcefvjhfQ8/ /PC+AwcOjFizZk3S7t27//vMmTNvzp8/v0DTtA8RcZPNZisDWtfoUxSKhJBBKScnR25ra0tBxKtN JtP1mqbNDw8Pb05MTDy2YMEC22233bZ6xIgRerDr9LdZs2a1PP300/kAkF9ZWRnxwQcfzCgsLPz2 sWPHfpWRkdHBOd+i6/pnjLE8q9VaCRSSXqFQJIQMCqqqhjPGMhhjVyqKck1bW1umyWRyJyQkHJs3 b97Ja6+99q/JycnDeugwISGh7fHHH98LAHt1XWdbt24dv3PnzoTS0tIf19TUvJKVldXCGNvh8Xi2 CSF2XXbZZftWr15tBLvuUEKhSAgJBjZv3rwpsixnM8YWSJJ0pa7rSeHh4fXTp0+vTk5Orrnyyivf SE1NPRvI54OhRJZlvO6662quu+66GgAAl8vF8/LyxhcUFEzZt2/fw9XV1b89duyYlJ2dbdN1fYdh GLs1TSsoLS1tDHbtgxmFIiHE7zIzM0dompbGOc9SFOUqwzDSETFyzJgxx2fMmFE3b968Azk5OZ9O mTKlPRj1HTp0KGr9+vUzXC6XsmDBgqqrr7465Dbktlgs4oYbbqjuPmhZCAEOh2Pkrl27Ju3bt+/6 ysrKf29qapqQlZVVBQC7NU3bBQAFAFBKp3F8iUKREOJTOTk5cnNzcxJjLFOW5fmc8/mapk2Pjo4+ NXny5NrZs2efysjIWDN//vzTJpNJBLteIQS8++67SYqiGIqiGJ999tnMK664onH06NHuYNfmDc45 pKWlnU1LSzsLAMUAAA0NDaa8vLz44uLiieXl5Y9UV1c/5/F4wufPn1+qadpOwzDyGWN77Hb7CRim zyYpFAkhXklOTh5jMpmyGGPzFUVZ2NbWNs9isWjx8fHHExMTT8+dO3fPwoUL144dO3ZQhkxra6vi crlki8WiAXSGZGVlZWSoh+LFxMXFee68885jd9555zGAzn/rwYMHR3zxxRcT9+/fn15RUbG0vr5+ SmZmZoskSYWapn2h6/pui8Vizc/P7why+QExpHdMUFX194jY4XA4ngp2LYQMESwtLW0mIl6lKMoi xthVmqZNGDly5Mnp06efmjNnTvX8+fOr58yZ0xjoZ4Hbtm0bV1ZWNuDdZAAAysrKJre2toZxzhEA MC0t7Qjn/Gu9WF3X+ebNmzMnTZpUk5ycXNWfe3d0dCgAAGFhYQMeoly6dOmRhISEtoG+zxsul4vv 2rVrrNVqnbh///5xx48fn9DW1hZnMpnKNE3LMwxjh67rO0tKSobkJuYUioSQXqWnp08zDGOJ2Wy+ 3jCMRQAQFh8ffywpKelUWlra8auvvromOjo66M+k7rxr2f0dHjE2MnrkJc22RBQMBTDOubjYJyOi YMIQkhDIOGcoyXKfy0EMw5AAsfNujKEkSf2u7XR1pbLkmoWfP/XUUwUD+Gf4RWVlZUReXt6k4uLi iQcOHBh/9uzZyYqiHBNCbNE07VNN07YNlQk8NHxKCPkKVVUVzvkizvntnPNbdF0fO3ny5CPz5s07 eeWVV65dtGjRKX9usH3pkGVdf4+YrS72yxIEj9ulCETBGQOBCIqioCTJAgDAMHSuaZoEAKAoiiFJ skBEcLtdnDOGAABCCGa2hBmMMUBEYKz3PsmGt/6HYXegBllCQkJbQkJCOQCUAwA0NjYqn3766aTC wsLZ+/btu+7s2bOT5s+fX6xp2geI+EEobypAoUgIAegcFk3nnH8HAHItFosrOTn58KJFi/Juuumm 4+Hh4cN+rZvAi3/GIyJoHo/MOUeBCJqmSZxLouubDLpCEQAAAZnb5ZIBkXFJEopi0vsKx8EoNjZW W7Zs2dFly5YdBQCoqakJW79+/bTdu3ffcejQoZ9mZ2fX6br+Fuf8zYKCgpPBrncgQiIUU1JSpnDO 3wSAFAB4adq0af9NC1IJ8QmWlpZ2oyRJzzHGpqWlpZXecccdqxYtWnSK1gd+laKYdI/bpWhCcM65 6A4+hC97c5wxEEIwAADGGEiybBi6LgFjKMmyoXf1JjnnKIRguq5JimIK+c+y+Pj4jocffrjs4Ycf Lus6X3Laxo0b76yoqPhFVlbWel3Xn7bZbAeDXWd/hEIoMs75dsbYNyIjI0udTuf/q6ysvA8A/h7s wggJZdnZ2WGI+E9Jkq657bbbdj3yyCMfR0ZGDult07qHLS8cvkTEc2HGOcfzv3emtpJ/vvbPZkAE /HIeBmcAEjAGijkMly7/mSEQobsH2N2GopgMWVYMgM6Q9HjcX/nMHSzDo74UHh5uLF++vGL58uUV R44cifzTn/6UuWfPnqKMjIyfFBYWvhTs+voy6ENxwYIFkS6Xy2yz2YoAAFRV/SsAPAsUioR4RQjx f2PHjp372muv/XWwLpfwFUQEXdckwzC4EOJcF7izx8dR1zQZEYFxjrIsGyaT+dwvBx1trexYuV3q 6d4mcxhIkqQBAHTdn7lcnTNOz6coJl1WFMPjcindQ7GyogzpX0KmT5/ufPHFF7fs2LFj309/+tNn U1NTKxwOx6Zg19WbQR+Ku3btcqqq2p6SkjK7qKjoAADci4if9XA5U1X1ie6/IKIKADsDUighIYZz vvAb3/iGbagEoqbp8q6N/zQVfbHha4F0fi+vu0cI0PkCXvBnzrnEABTo6i26XW299uY0zQ3vvvxf ZhSCMc4RhWBd90EhBOta5gEAoLCu5rCrPWCsx7BtbqiFyybM79e/fbBbuHBhXVJSUkVRUdECAKBQ 9BICwD2c8zJVVQEADrrd7uRerv9/5/1ZAIUiIRclhHjjzTff/MXUqVObcnJy6oJdj7dQGKzhVDVv gOPe3mpAQ5ooBJw8Utrd+zz/vewir/WbJCshOXvzQkIIeOmll+YWFxfPAoD7g11PXwZ9KKakpMQD wEpN08aWlJScSU1Nvc1sNn8MANf28Jb48/78K/9XSEhoKigoeDEzM1P6yU9+8mxycnLpww8/XKCq 6iUfkBtskiwbc+ffpI2bnPi1RfcIAoRuSAAAhjC+HD5lkhBocMY4IgrGgIEsKzr7sncHjadP8sKt 732993muXRNcfftD54ZBBSJDFEzikjCEwaXumaicocTlfm9rV1awKaRnOgkhYN26dQn/+Mc/5tfX 14cLIW6w2+2lwa6rL4M+FCVJykbE17t3T3A4HO+rqroyJyfHkpeX57rgcrTb7bXdf1FVtQ17mEZN CAEsKCj4fUpKypqSkpKnHnnkke/Ex8cfW7Jkyf677777YLAO7b1UkiSJKZenGLPVxRd9ToeImugK RERk3Z8NsqwYna8zvHCSDQDAicMlUq+hKEmQuug2NwOGuv7l7NLO/5WEEAZnnCNnfEAfRicP7x30 n88XU1ZWFr169eorduzYMbu9vV0yDOP3iPiK3W4PymbvAzXo/6MjohUAfpudnf23/Pz8xvT09MVC iCMXCURCyCUoKiqqAoDvzJkz58na2tpvv/POO/+xYsWKm6dOnXpo/vz5R2+55ZaK6dOnO4Ndp7cY Y9C92P5CPb3ezzufC7yLLa/w7t6DnxAC8vPzx2zevHlmYWHhtIaGhgmKonyqadr3EPGTUDuBY9CH ot1uP56amvqYx+PZoqpqohDifQC4Jth1ETLUdG3T9RIAvJSSkjKlsrLyG9XV1Xe8/fbbP4iJiamd M2dO1fz58ytvuOGGE0N96Qbp3fHjx8M3btyYUFhYOOXgwYPTNE0zSZK02e12/ywsLOyTXbt2tQa7 xks16EMRAMDhcGwGgM3BroOQ4aKr9/gCALywYMGCqKampmt27959Y35+/vW/+93v4sePH185Z86c mqysrGNXX311dWRkZMgvQO9JzKh4sejWB3scSpYVU7+GRc9fFiLLspAk2QiV3WxqamrCPv3008k2 m21yeXn5pObm5vGKouzVdf0TANgcERFRmJeXNyR+UQqJUCSEBE/Xb/0fdn1BZmbmxNra2qvr6+uv 27Jly7XPPPPMmHHjxh1LSkqqSUtLO37ttdeeHAwbhHvj/MX9UTGjMPu6e7x+vmoYumToutS1LlJi jOFgHVqtrKyM2LJlyxSHwzGpoqJiQlNTU7yiKPsNw/jcMIzfWCyWHaHcG+wNhSIhZEC69rL8Z9cX pKenT6qpqVlUX19/zfbt23Oef/75SXFxcVWJiYm1aWlpx5csWXI8VNZCChTM4+7cdUaSJCHLis96 c7qu83P7oDKGhmHwwRKKZWVl0du2bZtSXFw8saKiYmJbW9tok8lU7PF4tgDAdkmSdubn57cEu85A oFAkhHjFarWeAICVXV+QmZk59syZM1fl5+dfXVBQcPULL7ywLDo6+mRiYmJ1enr68WuvvbYqPj5+ UE6U0z0eGaBzD1ND1yVJlgUD5pMp7IqiGJrHIwsABEQmSX0fPeUPQgjYt29fzJYtW6bu3bt3YmVl 5ZSOjo4ok8lk1TRto2EY2xlje3bv3h0Ss0V9jUKREOJTBQUFdQCwpusL5syZE9vY2Hil1Wq92uFw LHn55Zfvio6Orp49e/bJrKysYzfeeGNVbGxs0IdbEREEIvDuniFjiEIwkAa2lKInnEtCMZk1w9Al WVH0gS7R8MahQ4eiPv300wS73T758OHDU9xud4QsywWapq0DgO0dHR1Wm80WUktw/IVCkRDiV12z Wjd0fYGqqtGNjY0LCwsLl1it1hteeOGFZWPGjDmampp64pprrjm8cOHCoJzQ0blkQxLdp1oAdAaZ j++PkiT5vYfodDrljz76aMquXbsSysrKpjqdzjGyLFt1Xf8QALYIIaz5+flB/0VkMKJQJIQElN1u b4bzQjI9PX1cXV3dtZ999tnSzZs3L1MUBWfNmlWRk5Nz+LbbbjsayJmtsqwYkiwLFIJx3nnaRag4 fvx4+Nq1a2fm5+dPP3bs2AxJkmoQcYOmaf/DGNuRn58/LIdDB4pCkRASVFar9RR0TdzJzc2Vjhw5 kl5cXHxbWVlZ7p/+9KfbL7/88vIbbrjhwF133XXUZDL5dWIKYwwYMPTVkKm/nTp1yvLOO+/M2r59 ++W1tbXTZFku1DTtDcbY+j179hwNdn2hiEKREDJodB0evqfr62epqamzysvLv1VRUfFvr7zyytLM zMzSf//3f3ckJyc3BbnUoBFCwIYNGyavWbNmXnl5+WxFURyapv3RMIx1Vqu1Ptj1hToKRULIoOVw OA5A58b+v05PT8/Oz8///s6dOx+aPn36oYceeig/JyfnVLBrDBRd19lbb70167333stsbm4OR8S/ 6Lp+h81mOxbs2oYSCkVCSChAq9W6GwB2Jycnjzly5MgPn3zyyR8kJiYe+uUvf7n1sssu88nerBce IDBYnil+/PHHE1988cVrW1tb0TCMX7e3t79dVlZGs0X9gEKREBJSuk7M+XlKSsofKyoqnl++fPlD jzzyyAZv76tpHskwDC6E4AAAnHMhSZK42CbfgYKI8MQTT+Ts3LlTRcSnhBB/DrUNtkMNhSIhJCQV FRXVA8B/qKq65pVXXvnXyLgxWs3RAxJjA1/OgQjQfexT9/FSnEsACJKsKEHpMLY01vE9x/fNbmxs bEPEuVarlSbOBACFIiEkpNnt9o9VVb3p7NkzW02Vjob648UD7tkJw+Dt7e0RwLnwuFxmAGAmi8WF QvDw8PB2SZLO3bO5uTnaZDa7wywWv+7K42prCz/b0GCSJGme1WoN2cOfQw2FIiEk5Nnt9p0ZGRnv zJg2NeH//u//tl3KPV5++eU5tbW1sSdPnhwFAGzChAmno6OjO/7rv/7Ldv5mAvfee+8yVVUP/ehH PyryVf0Xs2TJkv/Qdf3xwsJCCsQAolAkhAwJuq7vraurm3Op73/00UdLDx8+HKkoitA0jbe2tipz 5sxpCsbuOgAAbW1tI4UQpUFpfBijUCSEDAmKoiyaMmVKozf38NUsVl+IjY2tq6urWwAAFcGuZTgJ zq9AhBDiQ6mpqdcAwLUPPPCAX4c0A+mOO+6wy7L824yMjLhg1zKcUCgSQkJaamqqKsvy+/fff/8n CQkJbcGux1fuv//+A0lJSSc555vnzZsXE+x6hgsKRUJIyMrIyLhdluW8ZcuW5X33u9/dH+x6fIlz Dn/+8583Tp8+XTKbzQWqqk4Pdk3DAYUiISTk5OTkWDIzM1/gnK/44Q9/+IG/Z4L6ghACVq1aNe2X v/zl/D/84Q8plZWVEX29x2KxiLfeemv9okWLqiVJKsrIyLg7ELUOZxSKhJCQkpqaqnZ0dBSPHj16 6euvv/7G3XfffSTYNfXHvn37YkpKSiZGRUW5XS6X8sEHH8zoz/tkWcbf/e53O3784x9/oCjKK1lZ WWtUVR3l73qHKwpFQkhIyMnJsWRkZPxOluUvli5devT9999/JykpqTnYdfVXVVXViO5NABRFMZqa msIH8v7c3Nyj77333mszZsxIkGX5UHp6+jIAGBybsw4hFIqEkEEvLS0tw+Vy7RszZswdf/7zn19/ +umnC2RZDokzD7vNnz//FCLylpYWy9mzZyNnz5494BM+4uPjXStWrNjw/e9/f6PJZPpzVlbWB8nJ yWP8Ue9wRaFICBm0cnNzpYyMjF9xzrfdeuutB99///13VFUNyR1e4uLiPI8//nhBRkbGibvvvrs4 Nzf3kvcyXb58ecXatWtfmz179oSwsLADqamp1/uy1uGMQpEQMiglJSVFHj9+/OOoqKgHX3rppb// 7Gc/s4Za7/BCcXFxnltuueV4cnKy1zvljB071v3GG2989OCDD35uMpnWZGZm/gxoONVrFIqEkEEn Ozs7LCoqasukSZMmrl69ekVGRkZDsGsarB588MEDL7744ltms/lHGRkZzwa7nlBHoUgIGXQQ8fmx Y8fG/POf/1wXGxsb0PMD29vbpTfeeCPx6aefXvDqq69e0djYqASy/UuRkZHR8NJLL73NOX9MVdXr gl1PKKNQJIQMKsnJyRG6rn/3mWee2WixWIS/2mlublbq6+vNF76+Y8eOcYcOHRofGRnpPn369IiP PvpoqhAC6urqvnbt+VwuFxdCgBACjhw5Etnc3HzRMPVXyCYnJzfddtttO00m08/8cf/hgjYEJ5eK Z2RkpBqGkY6IB1taWnYdPnzY7cX9WEpKSrIkSVmGYTQDQElRUVE5AAgAgIyMjDhd1xciosE5PySE SJEkqd3tdu8oLS31ahNoMrhYLJYxACCuuOKKJn+1sXbt2qkOh2MiIrLp06fXP/DAA+UAnUG5Zs0a taWlJbK6unrU1KlTa48ePTrqueeei+vo6FBGjBjhMgzjK50JIQSsXLlyZkVFxWiTyWR0dHQorBNe ddVVR6+//vrq7nu/9tprcxobGyMiIiLc9913X+nEiRM7fPnvSkxMPL1+/fqrfHnP4WZIP5RVVfX3 iNjhcDieCnYtQ0HXgmEFAAARL0PE2xljdYyxWCFEMed8ex+3iBZCTJRl+agQ4isfBoZhTJQkaRki jkHEyYyxBgDYg4hvm0wm7vF4vss514UQEmNsASLmAQBnjBmMsb+ff6+oqKj6vLw83Yf/dBJAubm5 UlVV1QlVVU+OHj3a58FoGAY/ePDgZEVRdAAATdOU6dOnnzSbzVpdXV3sqVOn4trb2yMBABhjGBMT 0wQAKEmS0HVdPnPmzOj4+Pia6dOnVwMAtLW1mauqquIVRdFcLpeptbU1evTo0fVdbUkzZ848zjnH urq62IaGhmhFUXTDMLjFYvFMnTp1wMsyelNSUjKtrq5ue35+/gO+vO9wQqFI+iU1NfUGxthGznn3 8x2O+OVEQEQEznlvQ11MCMEZYwgAwBgT0PnzxwBAICLruoYxxgARGWMMGWOCMQbd7+2+ruv9gIiM c37uVHQhhGIymd7Lz89f5tv/AiSQ0tPTF3HO7/fHvRljkq7rsxhjHgAARDRzzisYYy4hxHgAGAkA KIQI55x3AIAbEWXGmOj63w5Jko4jogEAIISIFUJM4Jx7AMCMiGM55yew8/9BZM75fgAAwzAmAUAU Y0zv+vkWnHNfHwvlEkL8ymq1+jRshxMaPiX9YjabH73uuus+//Wvf70LAKCkpCRm5cqV82JiYtpb W1vDMjMzj1TmM1MAACAASURBVN1+++1VPb3/f//3f9M458AYQ5fLpUyZMuVsW1ubadu2bfPee++9 lYcPH47829/+ln7ixImxAAAjR45sjomJcX7ve9+zjhkzxv3MM8/MN5lMOiLykpKShOTk5KMAwCRJ Mn7+858XdrdTXl4etXz58kdVVR1lt9vP+P0/DPELq9W6HQD6Gnm4ZF3r+lTo/KXssM1mexcAIDMz c4TH4/kO5zwMAAwhxHsAoCHitxGRM8Y8brf79bKysnNrJZOSkkwWi+VRwzAsXddECyGaGGO6LMsb CwoKSgAAsrOzR7pcru9C1+cu5/xfVqs1JLaoG06kYBfgT/Hx8dcDgF5bW7s12LWEsoyMjDjDMP78 61//ekNcXJwHAGDs2LGuMWPGNNfV1YVnZWVVLV68uFaSpB7XkJWVlcU6nU6LJEmio6PDPHv27LrG xsawY8eOjcvNzS0ZOXKkZ+zYsU01NTUWxpiIjo52Jicn12RnZ9dzzmHy5Mln6+rqwiMjI1233357 idPpVEaNGuXMzc09GBkZea6nOGrUKM8nn3wyobW1tb2mpsYaiP8+JPTU1tYemTx5cjHnvMhms537 OamurnZfddVVhc3NzUebmpo+Lysrq6+trW2OiIgoNJlMldHR0ZutVutXjqeqr6834uPjbZIkneGc 77Lb7e+PHTu2lHO+w2q11nZfd/LkyY64uLhCxli1JEmb7Xb76UD+m0n/0PAp6ZOqqg/Gx8f/eP36 9asu9R7Hjx8PW7Vq1ezm5uawiRMnNt13330H/vGPf8zq7imef62u60zXdXapMw9ffPHFue++++74 /Pz8rEutlxAyPNHwKemT2Wy++8orrzzszT0mT57c8eSTT9pdLhfvK+xkWUZvdi5ZtmzZwbfffntp enr6OHq2QggZCFqnSHq1YMGCKE3Trrr99tsP+uJ+/lx31m3cuHGu8ePHHxFC3OzvtgghQwuFIumV 2+2+Jjo6umbmzJmtwa5lINLT04+ZTKZbg10HISS0eD18qqpqLQD0utPD+ex2+0hv2ySBI8vyDVdc ccWJYNcxUIsXLz6yYcOGf8vNzZVWr15t9P0OQgjxQShyzjOEEF8AQBgiPgAAtGh6aLkmIyOjsO/L BpfMzMwzkiQZlZWVyQBQFOx6CCGhwetQtFqtJ+bNmzdPkqRKzrnZZrN95IvCSPCpqhqtadplS5Ys WXep92hoaDCVlJSMnDVrVtO4ceNcvqyvN13LOI4fOXJkAVAoEkL6ySezT/fu3duUmpp6JwCsz8nJ +TgvLy9gH37Ef4QQaTExMbWjR4/u956mmzdvnmCz2SaMGjWqLSUlpfaDDz64gnOOGzdu5Hfddde+ jIyMBl3XWX5+/uj9+/dP1DTNbzOgExMTT1dVVWUDwMv+aoMQMrT47APJ4XBsTUlJSTp58mRIHwJK OuXk5FhaW1vTJ0yYUO90Ovv1c3Ls2LHIrVu3zoyOjm47ffr0iNdffz1h0qRJDYqi6EIItm3btoTZ s2c3b9iwYYrD4ZjsdDrDWlpaRhQVFcXOmDHD5xN5ZsyYcXrz5s1pOTk5ltGjR2v0bJEQ0hdavE++ RlXVXAB4L9h1+JJiMm/Zk797SbDrIIQMbrR4n3wNIsYmJKY13vDtJyPN5jBdUUz96mEhIrhdHSZg DAGRcUkSAABCCMY5R0Ux6Ywx0DSPdO74HUSmmMxab1vEefHvgNaWxojqo2Wtn61+YbSv708IGXoo FMnFMYaMyZLJbNEkqf8/JrJi8ui6JnHOkXNJdJ14AYx9OSghyYqh6xoYhsEVRdE5l/D87/uSYgoT XJKG9IgIIcR3KBRJTxii4JxLA9qBhjEGF/YsLwy87msUBfz+jI9zjoC0SQUhpH8C9mGRk5NjSUtL uzNQ7RHvYOeZhX7rwQUK4xwFCgpFQki/+LunyFJSUmZxzr/f2tr6MHSGcGh/yg4TDIEDsJCfScw7 DyamUCSE9ItfQnHBggVRLpfrDgD4JQBMA4ASxth3PB4PLewPEciQcc5DPhSBMWT0ixghpJ98GYos JSVF5Zw/7nK57gGAdgAI55yPp+N7QhAyBmwI9BQ5RwTqKRJC+sfrUMzOzh6pado9iPgLABjHGLMB wE2I+DkAtFEghi4e4s8Tz0HqKRJC+sfrUPR4PKcYY/kA8AQAbLPZbLXd31NV1dvbk6BBBgxCvqc4 FCYLEUICx+thJcbYFkRcCAA/BYDvZGRkJHhfFgk2ihFCyHDkdSjabLYbPR7PSMbYiwCw3DCMo6qq OtLS0m4FAMn7EgkhhJDA8MlEm9LS0kYAeAMA3khPT5+GiP+GiCsBgKelpT0vhHh3xIgRxXl5eXTW YojAzv9DHUZCyLDi81l5Vqv1qM1m+7Xdbo8BgCwhxDjGmK21tbU9LS3t775uj/hL6M88BQBARIY4 JP4phJAA8OdUdWG32wscDse/mUymcMZYrhDicj+2R3xMDJUwGQIThgghgeF1KKqqGg19zMvIz8/v sNlsH3LOH/W2PRIgDBEQQ374VAjB2BDp9RJC/M8XPcV6VVU3JCUlRfZ1ISIW+KA9EgAMGOIQCEUA AATqKRJC+sdXw6fjLBbL8bS0tAwf3Y8EGwIOhWdxKDpPrwp2HYSQ0OCTULTb7ekA8C1E/FxV1Wdz c3NpKUaIQwaIKHioByMCsKEyaYgQ4n++6imi3W7/1DCMyQBw9dGjR23p6enjfHRvmDdvXoyqqqtV VXWmpaWtz8jIiPPVvcnFsT6GHAUK5vG4ZcPQgxqciAi9tY8ogDM+oDMhCSHDl09nn+7du7fJbrcv ZIytEUIcT01N/YYPbsskSdomhPiD3W4fYRjGi0KIlT64L+kdMsYQ4evPFRERPC6XIoRgmqZJmuYJ yGHVFwagpnkkt9uluN0uxTD0i/4sCzE0tqsjhASGP5ZkCJvN9hznfAFj7O+qqr6dk5NjudSbqao6 DQBsRUVF+QAgioqKtthstht9Vy7pCWNcoBBfC0UhDA6MIWcMOGMghPjaWkCBgvmyF2kYOne7XYrb 1WHyeNyyQMEMXZe6a9A0TbpYWygEB5poQwjpJ7+tU7RarVZZlqcAwPjW1taj6enp6ZfSHiLOAoCj qqq+oqpqc2pq6or+zHQl3mOcCXGRUGScIyAygQgCETjnX9l0W9M8ksflUjSPR3a7XYq3wYiIoGla ZwByjsIwuKFfvGf49fcKxmj4lBDST349Z66goKDFbrcvBoDfCyEK4RL2QmWMxQHALxljr9rt9ljO +XaLxdLTzjhMVdXm7i8A+J4X5Q97jHGjq6f1FZxxVEwmHQBAkiShKJ1/RkTQdU3SNE0GxpB3h6cw fPtz1n1vxlAIwYQQTJIkceFpGF3DrQwAKBQJIf3i9YeV3W4393EJ2u3233POUwDgDwO9P2PMDQCr bDbbPugcmn0TAG5XVVXp4S2rz/s6NND2yPku3lMEAJAkWVgsYZqimAzGGCAiuN0uRdd1jp1Bde5n i3HuVVeRMQaKohgCEYQQjHOOnEvCbLZoismkmywWTVFMxoXvQ0DGGMOhcFgyISQwfDFBol8fOFar dS8A7B3ozRlj5Yj4tQk706ZNE3a7/Wu12O32B7v/oqrq7wfaHvkS49wQiD398vEVQggGiIxzjiBJ wjAMLhhjkiwbnHkXigCdIcy5JBCQnX8/SZJ77AV2rlGkoVNCSP953VNMTU2998LXLrvssov2HlVV XTfQ+0dEROwDgGtSUlLmQufw6HLG2LurV6/+Ws+A+BbnknGxiTYXv7YzqAQiAGMoybJhtoR5LtaD u1SMMRhIwBqGwRlj9HNCCOk3Xxwy/OaFr0VHR7f2cPnNA71/Xl6ezjlP5Zz/UVVVF2NsiaIo3x1w oWTgWM/Dp1+/lEH3c0YAAJPZrAf7xHshBOOSRKFICOm3gKwv85bVaj0BANcEu47hRuKS4RnAJBlJ kkVvw5mB1jV8SqFICOk3v84+JSGOMRHK5xEKFAyADZqQJoQMfhSKpEeMcdHTrjb94esF/ANuXyAN nxJCBiQkhk9J8Jzb1UYa2AxSTfNIhq5LncshNMlstmiBfsYoDIN39RSHxBFYhBD/o54i6VVPu9r0 BhHBMAzOOUfOGPhlAX//KqGeIiFkQHzSU1RV9V1EPP/ZjXKR1wAA+rXmjQwejHHDMAyuKNDvcOnu EQpE4F1/9nYB/0B172bD6JkiIWQAvA5FxthKIcRX7oOI/7zYtT29TgYzJgBxwD8nJrNZ97jdskAE SZYN1nWmISKCEAY3DIPLiuKThf0XQ7vZEEIuhdehaLPZ7u/vtb1szUYGqYHsanM+zjhaLGEaIsL5 zxKFMLjm8cjAGHpcLkUxmTVJknweXLSbDSHkUvhsok16evokAJjk8XiqiouLqy/8vqqqcwDgIwCY 4qs2if9xxoUQ2iW//8LJNZqmSd3HTgkANAxdkiRJ7+Htl0wIwRinoVNCyMB4PfkhJyfHoqrqDiHE cSHELlmWT6qquum8XiFPS0t7DgBKAOCUt+2RwGKcCyEubUnGxUiSJAC77ofIJEnyS3B1no5BoUgI GRivQ9HpdD4DAOFCiHmGYcQCgAoAEwHgB9AZiK8j4k8R8SG73Z7lbXsk0NiXIeYDsqwYkiwbAhEU k0nn3D+h2HWaBoUiIWRAvB4+RcRbZVleUlBQcLLrJUdKSsp1nPOitLS0JETMkGV5ynnfJyGg+ui+ 6BeeuL77lyYGAKF6sLMFhQBJUc4GuxBCyODni2eKCQUFBV95hlhUVFSrquoYRBwDACkFBQWX/lCK BIUQBjN0bSgsemcAABIqQ+HfQgjxM1+EIoOvn6mIAKDJsnwPBWJoGjf58tbFd/2nB4XgbndbXGRk VLsvdqRBRNANQwIA4JwLyU/rFzs62k2McZckmzuOVzhMuzeu6PBHO4SQocWv27wVFBS0+PP+xH8U k8UYPWG6DgDQ1tIA0TEjhS9C0eNxy0J0PepDlEwWi+aPtYptzlbgkmLIJove1FAjAQN6vkgI6RNt 80b65VI3Bb+QEIJxxjp3umEMO/cn9b3uw479cW9CyNDlr23eAHrY6s3hcNztizZJ4DAfhgvnHM/t pYrIuJ+WZAD4tm5CyPDgl23eAGhLt6GF4aWclHEx77/2tNLe1swAAFjnHJiv/Oxc+83H3BMSkrzf xBuR4defdRNCSK8Cus0bIXUnD/N2Z1OPQ7FuV3sgyyGEkK/w+nlOSkrKYl8UQoivdW9CTggh/eV1 KHLON/qiEDJ40bM5QshwQbNPCSGEkC4UiqRP6MO9TwkhZDDzyZKMtLS05y6yJOOi7Hb7075okxBC CPE1X+1ocx1Av3cMoVAkAeGrDQcIIcOHT0LRZrOl++I+ZLBCBj6aybn4ru+5Nbe7x7AaPT6BtmMj hASNX/c+JUMH477pdCWlLdF9cqO+MIas64QMQgjpL5poQ/oUqhNtQrVuQkjweB2KjLH/9kUhZHAL tYXw3AcnehBChh9fbPP2nC8KIYNUH70tRARd1yTOOXIu+eR4qe77appHBgCQFcUY8PFSDLCv2gkh 5EI+eaaYm5srHT58OKOoqCi/+7Xs7Owwj8fzQwBYBAC7AeBFu93e7Iv2SOD0NoMTEcHt6jABY2jo OpNk2VAUk9ebeSMiuN0upfvvHrdbNpst2kADl4ZPCSED5fXwqaqqytGjR22c893dr+Xm5koej2c3 APwGERsBIBoArAsWLIjytj0SHBcLJCEMDowhZww452gYBkf00Sgr4pfnLiKygS6vYIzTkgxCyID5 4pniQ4hYbjKZwrtfq6ysvB4A5nHOr3U4HHfb7fYnGGPfdrvdP/W2PRJwrKe9Txnn54YoBSJwztEX w6es+wBixHOHBYfaM01CSGjyxezTe3Rd/8/8/PyO7hcQ8UEAqLZarVu6X4uMjHQg4rd80B4JpF6G IDnjqJhMencgKorJZ8stzGaLJkmSkCRJXMrQKetaXOmregghw4PXoYiIySUlJfXdf8/NzZUA4FYA eBPOO+Q1Ly9PB4Ap3rZHgqHnXpokycJiCdNMJrPuq0k2AJ29RUUxGYpiMi7lvowxeqZICBkwX/QU W5KSks5Nijhy5EgSAEic8/XnX6SqqgIA9Re+mQxuFCyEkOHEF88UN5hMpqvO+/sTANAeERFRdMGl cxCx0Nv2CAHonKHa16QeCnRCyEB5vSSDMfY/nPPDqqr+FQDGAsA3EfGhruFSAACYN2/eDAB4hzH2 A2/bI0TTPJJhGBwAQFFMuiRJNAmHEOITXvcUrVbrCcMwrmCMRSLiSAC41+FwvHb+NZIklQHANrvd /qm37ZHhTaBghq5L3TvWaJpH9tkyEELIsOeTxft79+6tAID7e/q+JEnjCwsLG3zRFhneUIhzQ6Kc sc4lGz3oaSkJIYT0xOueYmpq6r0XvnbZZZeZz/97dyCqqrrO2/ZIYA22YOFcEsAYCiGYEIJJku+2 liOEEF9MtHnzwteio6Nbe7j8Zm/bI8HQvwkr/Zn84i3GGJjNFk0xmXSTxaL1tK2cQOxx0wFCCOkJ nadIeseY6GsWZ/fm3cLo3PbNZDbrA97Ae0AlMZAkuc/DiPG8dbKEENIfdJ4i6VX39mq99QCFMLgQ gnHeGYQetzvov2whCuCM9xmchBByPgpF0ruuIchQ21xbCGSMUygSQgaGQpH0iTEuzp/1eSHOJQEA IETncglAZEFfJoHIABiFIiFkQCgUSZ+4xA3RSygyxsBkNuvdC+oNw+AdHe3mYAajEAbn1FMkhAyQ T579qKr6LiKe/wGkXOQ1AAAFSAhiAoXgANDjAcKGrnOAruOkoHM9oRAG78+EmAsJFEzXNEmSJMH5 wJdcdM2CZYxxrw88JoQML77Y5m2lEOIr90HEf17s2p5eJ4Mb55JuGEavv9BIsizA7Ybzh067h1UH QqBgHpdLAcZQGIasmEz6QINVCIMzxgXQkgxCyAB5HYo2m63HnWxI6PK4O6T66iMyAIChuxFR8LCw 8B6H2xERdMMwDF2TADr3JG1vkQY8PK/puoRCdJ00DACIssk0sHMaNV2XPB63aGs5KwMAtJw9JQ20 DkLI8BT0qfNkUKo6fbJC/9cLj3b/fCAAcJPJ3Nc4puj66tbX+kbeNcR6XughdD6bZAiAwBhDzqXe 7sM6y/uyV2gYOtd1QzB27udbMMaL+6idEEJ8Goo8LS1trhAijTE2HTo/qY4wxvbYbLYyoIXUIcPh cGwGgFHdf1dVdRQA1H326eY/REZGDqjX1ptXX331im3bts177733Vna/pus627x584Ti4uL4hISE hltuuaWqpzY3bNgwuaCgYIoQAsaMGeN89NFH98qyjMuXL7+1vLz8nzab7Y++qpUQMjz4JBTT0tIu R8SNiJjAGHMBwFEAkABgGiIqqqpWSJJ0c2Fh4SFftEcCy263n8nMzKzfvXv3mOuuu67Gn23JsoxL ly49uXTp0pPdr9XU1IRVVlZGpaSkNISHhxsAAB6Ph9tstonR0dHtAACnT5+OLC0tjUlJSWk8ceLE WETc6886CSFDk9ehmJKSEo+IZYj4rCzLLxcWFp6F83qFGRkZcUKIhw3D2Dd37tyE4uLiam/bJIEn SZLN4XBM8HcoXmjTpk0TduzYMZ0xBps3bzb+8z//0xoXF+fp3j3nfCaTSdTX15udTuc4AHAEsk5C yNDg9TpFzvlTiPg9h8Px312nYXzlw6qwsLDBZrM9xxh7QJKkn3rbHgkOXde/2L9//7hAt1tYWDgp Nja2LSYmpg0RYefOneMAOnuUV111VWVra6ulsbExfOLEiU2zZs1q3rp16wRFUY7Y7fbmQNdKCAl9 vhg+vUHX9f/q66LIyMjVra2tzwLAYz5okwQYIn5RWVn540C3GxER4fZ4PLIsy8IwDB4XF9fR/b0l S5bUzp8//3Rra6s8duxYNwCA3W6fLITYHug6CSFDgy92tBlfUlLS3tdFeXl5LgCI90F7JAja29tt brc7oqSkJCaQ7d5yyy2HEZE1NzeHTZ48+WxGRsZXDqsODw83ugMRAGDfvn0ThBBbAlkjIWTo8EVP UQKaWTrklZWVebKzs3dv3rx5enJysj1Q7c6cObP15z//eWF7e7vUPcmmJw0NDaYzZ85M9Xg8WwNV HyFkaKG9T0m/aZr2kc1mmxKMtvsKRACA9evXT5NlubykpOR0IGoihAw9vtr79M2L7HN6MbT3aQjT df3jqqqq3zqdTikyMnLQ7Su6c+fOaZqmfRjsOgghocsXPcX3GWMjOOcxfX0xxtb5oD0SJHv37q3g nNesX78+Idi1XEjXdXbgwIEZjDEKRULIJfO6p2i325f5ohASGgzDWL1t27ar77nnnsPBruV8mzZt moiIHqvVGrDnnYSQoYeeKZIB0XV99b59+xI9Hs+g+tnZtGlTIiKuhq/uvUoIIQMyqD7Y+jJ37twJ qqpWBbuO4czhcDgQsfnDDz+c6qt7lpWVRb/88svJa9eundrc3Dzg5866rrO9e/cm6rq+ylc1EUKG p1AKRSbL8loAMAW7kGEOEfGdjRs3zvLFzQzD4CtXrpzndDrNxcXFE1asWJE40Ht89NFHk3Vd99jt 9t2+qIkQMnyFTCimpaXdDwBrgl0HARBCrNy/f/9sp9Pp9TNpj8ejSJIkJEkSUVFRrvr6+mhd1/s6 ouorPv7449kA8DbQ0CkhxEshEYrJycljEPEbLpfrL31cylRV/UH3FwDMC0R9w43NZtvHOa9atWrV TG/vZTKZNF3Xua7rvL293TxmzJgWWZYvuhmEx+PhFwam0+mUS0tLkzRNW+FtLYQQEgqHDDNFUf4p SdI9I0aMMDweT1/Xv9j9h661k/l+rW6Y0nX9jc2bN//Hgw8+uN+b+0iSJO65557irVu3Tk1ISGi4 /vrrT1zsuvfeey+htLQ0XpZlvPrqq48sXLiwDgBg1apVMznnxx0OR4k3dRBCCEAIhGJaWtoyIcSK wsLChuzs7LC+rhdCTO3+c9cJHn6tbxh7+9ixY7+prKyMSEhIaPPmRsnJyU3Jyck9nn946tQpy969 eyfGxsa2AwBs3br1sqysrHqTySQ2bdo0W9f1N7xpnxBCug364VNEfJQx9g9VVT0ej6cVAMapqupJ Skq62IQbLCoqqur+AoCWAJc7bFit1lOKouStXLlyjr/bamxsNAHAuWFTTdNYW1ubVFlZGVFVVTWD c77S3zUQQoaHQR+Kdrv9SrvdLtvtdpOmadEAcNput5vKysr6HEcl/qVp2t+2b98+Wwj/zm+5/PLL W2JiYtqbm5vDGxsbw6dOndoQGxurrVixIllRlK0FBQV1fi2AEDJsDPrh0/NFREQIj8dDMwwHiaam pg2Msde3bds2fvHixbX+aodzDj/60Y/sxcXFsREREVpiYmKrEAK2b9+e5Ha7f+Cvdgkhw8+g7yme Lz8/v8Nut48Pdh2k0+HDh92c87fXrFnj9yFUWZZRVdWziYmJrQAAn3/+eXxbW1uE2+3+yN9tE0KG j5AKRTL46Lr+xt69e+c4nU4pkO2uW7cumXO+kobRCSG+RKFIvGK324sYY9W+WLPYX06nUyouLk4y DINmnRJCfIpCkXgLdV3/26ZNm5IC1eCqVasuZ4ydsFqtPS7jIISQS0GhSLzGOV9ZVVU1o7KyMiIQ 7W3atGm2YRivB6ItQsjwQqFIvFZQUFAny/L2d9555wp/t1VVVRVeVVU1AxHf8XdbhJDhh0KR+ISu 62/u2LFjwCdcDNS//vWvKxRF+cJqtZ7yd1uEkOGHQpH4hMfjWd/U1DTWZrON9Gc7O3bsuNztdr/l zzYIIcMXhSLxiZKSkjbO+fo1a9b4bQi1pKQkpr6+fkJYWNiH/mqDEDK8USgSn/F4PG9brdbL/XX/ devWJSmKsmnXrl2t/mqDEDK8USgSn2lpafm0tbU1Oj8/fxQAwEAPC+5Lfn7+ZR6P521f3pMQQs4X UnufksHt8OHD7qysrI/eeecddevWrY0ej0dOSUmpvv3226u8vXdZWVn02bNnx2ua9okvaiWEkIuh niLxKV3X1xQVFV0uy7KIjIx0FxYWTq6pqenzHMy+fPDBB4myLG8tKSnx6uxGQgjpDYUi8SlEzPN4 PCOcTqcZAIAxxmpra70OxcLCwgRd19d4XyEhhPSMQpH4lN1uPyNJ0oGKiopJTU1NYRaLxTN37txG b+7Z0NBgqq2tnc4Yo6FTQohf0TNF4nO6rr/hcrkeWrx4cUVWVtYZWZbRm/utX79+mizL5fn5+bRg nxDiV9RTJP6wsba2dvKVV15ZHx4ebnh7sz179kzVdZ3OTSSE+B2FIvE5m812iDHW+vnnn8f74n4H Dx6cIoT41Bf3IoSQ3lAoEn9AANi6e/fuqd7eqLy8PKq9vT0uKioq3/uyCCGkdxSKxC8Mw9hSVlY2 3tv75OXlTZFl2ZGXl+fyRV2EENIbCkXiLztra2unerurTUlJyURd17f5qihCCOkNhSLxC5vNdkgI oRUWFo7y5j6HDx8eaxjGLl/VRQghvaFQJP6CiqI4CgsLJ1zqDZxOp9zY2DhR1/VCXxZGCCE9oVAk fqNp2p6DBw+OvdT37969e4wkSQ0lJSWnfVkXIYT0hEKR+A0iOqqqqi55+LSkpGScJEl7fVkTIYT0 hkKR+A3nvOTs2bPxQohLev/Ro0dHezweu4/LIoSQHlEoEr+ZMmXKESGEcujQoRGX8v6TJ0/GAkCp j8sihJAeUSgSv1m9erUhy/KR0tLSSxpCbWhoGMMYK/d1XYQQ0hMKReJXjLFDR44ciRvo+xoaGkxu tzvW7XZX+KMuQgi5GApF4leaph2oqamJGej7SktLY2VZPkOHChNCAolCkfiVYRhHT506FTnQ91VW VsZKknTMDyURQkiP6DxF4m9VjY2N0QAAuq6zPXv2jDp8+PDIRYsWneztTdXV1dGIWBmYEgkhpBOF IvEr6HZhSAAADfNJREFURDzR1tYWCwCwdu3ahOLi4okWi8Xzl7/8ZfyoUaNae3rfmTNnojRNKwlc pYQQQqFI/IxzXu3xeEa0t7dL5eXlY2NjY9sAABCR1dXV9fis8fTp0+GI2GtvkhBCfI2eKRK/stvt LYwxd1VVVcT48eOb29vbTQAAbW1tppiYGGdP72tpaYkAgFMBK5QQQoBCkfgfyrJ85sSJE5F33nnn 4YkTJza63W554cKFR0eOHNne05va2toihBB1gSyUEEJo+JT4HWOs4cyZM+FxcXGeBx544Nxi/Fdf fTW6p/e4XK4ozjltBE4ICSjqKRK/Y4ydOXv2bHh/r9d1nem6HgUAZ/xYFiGEfA2FIvE7RGxoamoK 6+/1Z86cMSMii4qKavJnXYQQciEKReJ3hmGcaWtr63conj592sI5b8vLy9P9WRchhFyIQpH4na7r Z51Op6m/1zc0NFg45z2uYSSEEH+hUCSB0Ox0Ovs9qau5udnMGKNQJIQEHIUi8TvGWGtHR0e/e4rN zc1m6ikSQoKBQpH4HSK2ut1upb/Xdy3wp1AkhAQchSLxO865cyCh2NbWRqFICAkKCkXid4yxNo/H Y+7v9R0dHSYhRI9bwBFCiL9QKBK/03W9TdO0fvcU3W63gojUUySEBByFIvE7xlibYRj97im6XC6T YRjUUySEBByFIgmEdsMw+j371OVySYhIoUgICTgKReJ3iNhuGIalv9e73W4ZAHo8QYMQQvyFQpH4 HSK2CyFkXddZf653uVwSUCgSQoKAQpH4nSRJbQAAzc3N/Zps07V8g0KREBJwFIrE7+x2u8YYM5qa mvr1XNHj8ciMsTZ/10UIIReiUCQBwTnvcDqd/e0pmgCAQpEQEnAUiiQgOOftzc3N/eopapqm0OJ9 QkgwUCiSQGlrbW3tbyiaOecUioSQgKNQJAHBOXe2tLT0NxQttHifEBIM/T7jjhAvtba2tva6q40Q Ao4ePRqp63qYyWRqCVRhhBDSjUKRBAQiNre3t/cYii0tLfLLL7+c2tTUFCaEMBmGMRYATgawREII oeFTEhiI2NhbT/GLL74Y53K5lMjISDcAIABkBa46QgjpRKFIAkIIcdbpdPa41ZskSQgAzOVyKYwx D2PMCGB5hBACABSKJECEEA299RTnz59fFxER4Tp79uwIxpgLAD4LYHmEEAIAIRKKqqrmqqparKpq i6qqf0tKSooMdk1kYLqGT3ucfTpixAj9Jz/5iS0tLa1SluVqu91+JJD1EUIIQAiEYnp6+jRE/KHL 5Vpgt9tjELHQYrH8Pdh1kYFhjPU6fNpN0zTOGDsTiJoIIeRCg372qdVqPQoAC7r/zhh7C/5/e3cb 21Z1hwH8+Z/rurdAkq4l6oBB38I6iLrUPk5CCAKzFzE2YKgjZdPGYCAB+8KHTUJs8GGTUEHbmPg2 xMagolNhZUNagY1BIUNkWWJfu6UL3VCaQnnRStmK69Lazr3n7EPsynWTxoTETtLnJ0XKPffc4yfR sf65Off6Ag/XLRBNau3atZ8KhUIXhUKhDw4ePPja8PBwHsAHH3300aLJjs1kMqcZYw7UICYR0Qlm fVGsZK1tEZHeeueg8a1YscJ1HOd2AHnf98ONjY1rAGwOguDAkSNHmg4fPnxszvm+7xhjpLxt//79 jUEQjNQjOxHRnCqKXV1diwqFwhOO41w7QRfRWr9ftr0IwIM1iEZFy5YtW+X7vmOtLX0izXktLS0L w+Hw27lcbkk8Hr+78phx2rbOfFIiohPNmaLY1dW1KJ/Pvwjg5sHBwb0T9RORv5S+N8ZEaxKOyr0D QEREGWMWKKU+HB4ezg8PD+9vbW1d2NjY6Ew2QH9/f64GOYmITlDVk9Drrbu7uyGfzz8P4HvJZPLf 1R6ntX7AWns0lUrdM4PxqEIkErlQKXVZEAQZEXkhnU5zjZCI5oRZf6bY2toazuVyr4RCoasHBgb4 sV9zQDqdfh3A6/XOQUT0cc36oui67rcArPN9f0Rrfazd8zwXgKlbMCIimndmfVH0PG8TgE31zkFE RPPfrL95n4iIqFZYFImIiIpYFImIiIpYFImIiIpYFImIiIpYFImIiIpm/S0Zn4SIiLVWa62/X+8s RERUG7lc7pGhoaHCVI6d10UxHA7fn8/nHxKRy+qdhU5krV0L4FwRea7eWYiqZYy5QkT2i8iOemeh 8bmuuwnAlIoiUd1orX+ltT5S7xxEH4fW+gOtNT9QZJ7imiIREVERiyIREVHRvF5TpNmtUCj8WCl1 b71zEH0cxpjPu67LZ34SEREREREREREREREREREREdGpS+odgOa/9vb2VmPM3QCuBOBba/9krb0r nU4fqOh3cbHfZSKy2xizMZVKPV2X0HTKq2LeKq31uFehuq67tK+vL1uzsDRtWBRpRmmtOwFsEZFr Vq5cufvAgQNy6NChS0VkSyaTOW94eDhf7HetiNwpItcnEol3Ojo6lgRBsFVEfp1MJrfU+cegU0yV 81ZprYNMJuOW5jHNfbxPkWaSAHhaKXVJIpEYSSaTpfaXYrHYTUuWLDkDQF5rvQDAFt/3z9qxY8eH ADA4OPjfSCRyvVLqjjplp1NXVfO21Lhw4UJbj5BENMdEIpGztdbvTdYvFout0VonJ+tHVAvVzluM nSna1tbW8IyHoprhmSLNpGYReb1su3IN5g7P8x4CcCaAvbWNRjShauctAMB13SNaa1O2v8/zvMtn PCXNCBZFmjGhUOh/xpjzy5qM53lhANBa32itPQMAfN9/33Gc1eONEY/HQ729vX4N4hIBqH7elmQy mdO5pjh/8APBacYkEol3ATR0dnZ+pnKfiBxbh1m8ePFeABd0dnY2lvfp6OhYms1mMz09Pc7MpyUa U+28LeGa4vzCokgzyQC4xvf9VyKRyIUAVE9PjxOLxbqttfcrpd4AgN7eXl9Ebg2CYFtnZ+cyYKwg +r7/hLX2tq1btwb1/CHolFPVvKX5ibdk0IyLRqMXAPiRiFwFQKy12xzH+UkikRgp7xeLxa4D8ANr bQzAP0VkYzKZfKoemYmqmLdKax0ACDBWSI8Rkc5kMpmucWQiIiIiIiIiIiIiIiIiIiIiIiIiIiIi IiIiIiIiIiIiIiIiIiIiIiIiIiIiIiKi2Y1PySCqsUgk0qyUuh3AegCfA/AegGd83//Zzp073y31 01o/DOCmisMtgLcAbAuHw/f09/cfrejf5Hne9ZWv2dbWdk4oFNoLoMXzvH2xWOxxa21lv8MikjLG bEylUi+Nk3u5UuqHAL4OYCmAPhF5bOXKlb/n471ovuDzFIlqKBqNXqSUegfAPtd1L/U877RcLtcG YHcoFNrX3t7eXuprrXUAPON5Xrjsy/V9/3IAl4yOjm4vH9ta64hIaLzXdV1XACwwxggAGGNCIvJk +dirVq1qBnCviGzXWl9ekXuDUmrIWvtyQ0PDGs/zGowxt1pr14+MjCTj8bg7vb8povoY9w1ERNMv Eok0i8irAL7sed7LpfahoaHDAB7SWp9ujPkjgOUoPp9vnCe92507d74bi8VusdbuikQiy9Pp9FtT yWOMOW7s4tlebzQafRzAvQC6AWDdunXni8iTjuOsGRwcPPaA3eLrbojFYs9ls9k/APjaVHIQzSY8 UySqkeK/Hl8rL4jlXNd9GMBPtdbOZGM5jrMPAETkvOlNCSil0iKyruy1NlprnygviGVsEAS3A/iq 1nr1dGchqjWeKRLVzndF5OcT7ezr68sC+E01A42Ojq4QETiO8+Z0hSux1l4kIv3FTQXgOqVUz0T9 0+n0Pq11wVp7KYA9052HqJZYFIlqoKWlZSGAs4wxuz/hUKK1/jSAzSKyPZFIvD0N8QAA8Xg8dOjQ oS8B2GCM6QKArq6uxYVCAQD2neRQCyANIArg0enKQ1QPLIpENdDc3KyKxeW4dTyt9SUAjrvS01p7 dSqVer74/XqtdaFs9wIA71trfwHgwU+SSURu0Fp/s7ipstlsTkT+Zoy5OJ1O/wMAgiCQYg5/krEM uBxD8wCLIlEN9Pf3H9VaHxSRNQCeL7V7nvcqgHBxU2mtAxx/q9TTnuetB4Du7u6Go0ePbgaQWb16 9S8rb4MQkZwxZtz3dKFQcJRSMMb4Zf03J5PJG06We/ny5R+OjIwYa+05AFIT9bPWtgL47cnGIpoL +JcdUY1Ya38HYMPJulQ2lF992tfXl21sbPyGiLTt2bPnUZz4/n1DRM4db2ARORMAQqHQwVJb5dWn 4ykW3m1KqQlzt7e3nwug0XGcVyYbj2i2Y1EkqhFr7X0AuqLR6BfG26+1XjTZGL29vb4x5koR+XY0 Gr2vYvwBAG3F9cvjiEgcwLDneUemEP0ua+13Ojo6PjvOPjHGPCAi2ye4OpVoTmFRJKqRdDr9HoCL ReTPsVjsFq11EzB2EU4kEvkigDcADIyOjg5UMc5tInJnJBJpK7WnUqkBAC82NTVt6ejoWAqMXTwT i8XiGLsp/2RnqRPyPO9fItITBEEyGo1eEY/HQwDQ2dm5LBqNbgJwobX2mqmMTTTbsCgS1ZDneQOO 45xtrT0TwF+11vmmpqY3lVI3A7jB87yuXbt2HaxinEestX9XSj3b2tpaWpO0AK4C0BsEwbNa63w2 m/2PtfZGAJFkMpmeau5kMvmUtTaqlPpKNpt9U2ud931/i1LqhYaGhnVTPAMlIiIiIiIiIiIiIiIi IiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiI65f0fEnTY0vMPuIMA AAAASUVORK5CYIJ= ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image012.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAASAAAADECAYAAAA/IfygAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAO xAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAADp/SURBVHhe 7Z0HnFXlmf9vvzPDDNPodeggKChSLBhRLLEFS2yJookmatyNbrJxzcZNTEwx7j/ZrMmuSdToGuwF VNCgAgoKSBGQJkNnqMMM08ut/+9z5t5xGKacO3PnlrnP4XO4d+455y2/95zfed7nfYrj4Ycftuim CCgCikA8EHDEo1KtUxFQBBQBQUAJSO8DRUARiBsCSkBxg14rVgQUASUgvQcUAUUgbggoAcUNeq1Y EVAElID0HlAEFIG4IaAEFDfotWJFQBFIGAJ688030xmOK9PS0pZefPHFR3VoFAFFoPsjkDAEBNSu YDA4o7Kycj3flYC6/72nPVQEEsoOKMh41DidTr+OiyKgCKQGAokkAaUG4tpLRUARaERACUhvBkVA EYgbAkpAcYNeK+4OCPz0pz+14dAd6A59iUcflIDigbrWGXcEII40GmHtYEOcw4cPH8KK7dhTTjml 55NPPrmtR48eg30+X+mOHTuW5+bm9urfv/9oyi7csmXLAT5t7J151qSd9RBdt9OPdgaUDo6dXqYI xA8BkVjOOeecf7vlllvOt9vtday8mm6M1Wq1BAIBa3FxcT5k06umpibL7XbXDBgwIMgxu8fjsUFM hynQXV1dLYRUQ10lmZmZNX379i2hPi4PREx6DocjSJ3ul1566Yc33HDDJtMNToITlYCSYJC0iVFF wAYRnDZnzpyKCy+8cAOEIPZnpjdIJQgRjCksLPTYbDY/EtChkSNHlm/bti1n586d/SAhFyRUtGDB gpxjx471Q0rKGjFixN5HHnnk4+zs7PqQNGS6PqmDk/3333//9atXrx7EdyUg0+jpiYpAgiHANMb3 wgsvPPH0008/AvnUXHTRRdtCUzFTL2OXyxW89tprt+7evTtz2LBhVRkZGUIq1jPOOGPfwoULaz/5 5JNhN91002amZFWfffbZIAjLMX369N1My6o4T8QtsxKQ6JV82MVl/eEPf5ixdu3ad9PT05cnGJyd bo4p0DtdixagCCQQAhDE0ieeeOLeI0eO3L906dJZTGu+OO2004pMEpEV0vGNHz++NCTNhJ8hu9/v t7HbkXr8119/fSH7jlCZQjx2k+Qj53rq6uoyX3nllbHvvvtuzvr1619Gl/QXIc8EgjEqTVECigqM WkiyIXDXXXetRx90O5LM1Ugq15155pmjrrrqqh18ChHJ1tazIVKMEEprW/PjooRubzOIhy2LKd5p H3zwQTak8/Hnn3/+zIMPPri7vYuT9bgSULKOnLa70wiEls9fg4je2rp166WffvrpDRDQTCSkrUg4 B6nAaVJqaYuIzLRTJBvHiy++eCYST0+IZznE839CPFdccYWZ65P2HCWgpB06bXi0EICIPJT1JkS0 AOXy7A0bNtyGNDTgzjvv/IzfRXoxq7fpSJO8u3bt6v373/9+EgS4ct26dU8+9NBDO7o78YSBUgLq yC2j13RLBEJ2NiIRLUU/9HMUyJPuvvtuIaGOPifhNf7WCCywd+/eXAhn/JIlS37LtHDh5Zdf3i2x ba1THQU2pUDSzqYWAhBRCST0HyynL/jud7+7haVwmSJFKgXJKpboiYSEWlv9CqAEH8F06xMhn9RC uaG3SkCpOOra5zYRgHyyTz311O9PnDixGPKR6VlbCueWygpgE5T9zjvvDMvPz69Bqtnbs2dPbwsk ZmP5vgiim/pf//Vf59x3330fp9rQKAGl2ohrf1tF4LHHHhs5ZMiQC772ta999YILLrDfc889a0M6 oEhQMyQejAb77t+/P//w4cPZKLRLWOYvaYHIbBDdYQjPgTvHLxYtWrR+375987nuU6Sw2kgqTdZz lYCSdeS03Z1GgAc/C5udAiyZz8R3axp2O0MmT54cuPTSS3cglUhQvI6sgslUzXb++ecf8Hq9NiSg 2tGjR5e3QWTO008/vehPf/rTUaynh69YseLfsao+/t5774mx47KSkpJCVsP2dbqzCVqAElCCDow2 K7oIQDZCDPn4ZQ0dN27cJKyKx0I4A4cOHdoLi+bqqVOnHmPKtQ6/q5qQpOJqowXtKZet/fr1q8bf 7ItQGVJ3WzokIboAU7Wt7NtRgOdBRKM2b948HWnIy/eDWETvxR/ss+3bt2/l3GNISGJZnfSbElDS D6F2oDkC4nDKbz179+49DMlmLA6jBVdeeeUgHEKH9OrVy1FQUFDLtKgSH63DHBdXDFEyi55HrmuL eKSqpt6rbblWRLp8LwRl1E07j8+ePfsYexDDxB7ok/KQiiZiqzT90KFDbqSikvfff38PzrBFOL0W ckyI7nDInCCpbggloKQaLm1sSwhAOAOYMo1AehnKlGfINddcMyorKwv+6R1AurFAODXodkqZCn2O L5dIOGHiCJNEmHTk97ZCXgQqKirS33jjjRG4SjggiB2QhUgiUo5fvN3xig+XEYnfV9NuGVO40G6h vR4ktoPsB66++mop0wEJZTM967dnz55xfF6KlGRDQqrHD233gQMHdkNa+48fP74LiWkXpCT9TdhN CShhh0Yb1pJkwxSqAHIZAtEMGzhw4Fj+HvTtb387bfDgwWlIM0F+O45kUz527FixZJYVLCEUeXDD D3Wr97yPcBolJUdcOKm2CD7k4lv/2YZeGz5b2y/gD9hyc7IqZ5x7jkhPLJbZbMeOHnJVVZQ5Dh3Y K7GGTiKggD9olYmYzWaQ1EmbHM/Iygrk5uY39flq7tYRpJ9l7KVnn312uF/20tLSTCShbMhoJiTU g73+4MGD3jVr1pRxbDt/F9bX1++DvHZDSscT5e5SAkqUkdB2nISALIejJB6KkvhUJI3TsE7uB9Fk o1/pwV4xatSoCqSaYo5Vh5bLhXDCD2xYujFzj8uDHPj5rx694Ehp1cgemdmeluIESTwgjBPtVfWu HoFgwLpszfaClRv2+ORcDlmQQjLqPS73o48/N1BIJhCAcOAhq9XGKUGrz+c12uJwOH1hEmoajihg Cdirjxd7br/lhkXEEZK4Qi21PaxPOsG/LC8vrwJCKuOaXSGydUM4bqZvPZm6nV5UVDQT8rFDUMc/ /vjjMqZuxE7b8Rn6pkIIKW5KbjODE7VHAye7gfi5HNIQllGDtNsVBOnkI72cj65mKj5ZBUydcpFq qlnGFsIp69OnT1FIURw29AtLNvJgujsOSMBytLR8wOjp1w0aNHSsx+eTKBsnb4gwQbvDYYhIfp8v UwKM2Z0ui81qt/kDfitEKMd7wD4WkYYgIKvD6TIkGp/X4xSycob+lt/sDntI3KJkq93+yTtPeYv2 7+1hsZxjPlJaQzObS3gBCZZGvKIqdnGwlXpc5eXlPSCj7E2bNp0JAV2AlBRcuXLlAWIXbeXvJUzd NvB8Rlp3h2GPCQEtW7YsjY7dxMpDwZQpUwqfffbZeQSEOkGLz9ujDtFaY+t2eCiT+0LuiRxi5tx5 8803z+SBsZx11lklfO5H0tkkz3qTB0yIRlaNor6luVzerOxcb3ZeTj1xxxrLb5BkEK34X3Q84aiG YiGNJGM5fvSQbc+OjfYAoTi4ChqxBdJ69LQMHj7RizwGASHxoB/yeb0+G9JQAGkI8uJKGCHNbRwT wY3y7ekZmT4INlrPQVgaDBtSBgmKVs1eiRJepB7pZDpCQS+majOICnAZ07gDc+fO/es3vvGNmBhF xoSAIJ9cmP8M3l73oxi7hxttCB3fIoMqy6O83WRen885WeQFixb4Ub9BtcCuQUDuga985Su/ItDX GFwfPkHxWifPe4h05OGJ1BK5Qw31eOqt+7ZvsNZVHndAEEYZItVInJ+GmVTDCljAF4BHrEGXy+1z ut3B7euXOz56+28uu53HCRbxez2OvH5Dgl+9+YfGlDBoCcoB+RdERKKMIGVQJuU5HC4hIqQXK7KS 1V527FDAZu/bofabuChsCtAUUx9Ef1CkpFtvvdWKW8gQDDJ/xwvh+wgJK02U2alTYkVAFZDOsbKy st/S2sra2tpD4VYzh4dznD9lBWEQA22F/WXQdEsxBJAq5P6YwPQgkxUtmf+Efag6upoUIYK2YGVZ qX3jG08wY3LzgDZIQKLegUBOXHwXVhFpCOGGuZfFW19rQYppqI8LbA6HpfJ4sXXBc7+RKaFcDvM0 NQSyBm0Nq2VysFGaE8nIbgkG3BdPD/c9wj506PSmdblQVmdiQClW2DFZPYsJAUE+o4R4vvrVrz5M DvgHCVc5g7/fFLgwrPLOmjXrXpGS+PM+lHydmMd3aAD0ojgjIDoHpKCfY96yndCjs3kbn0JcnvIJ EyYc4QUlLgzyUmqq64nUMdREDwPW7Nx8/yVnXevvN2hEvd8nrltIO+h4AgG/LSASEEKKDS4xlp74 Q6ZOTldacMuaxc4PXvuTS4hHTvJ7vZa8PoMD19zxMw8TMqQoHwKTsJixCMZPjhYi0wtD2ewblr/h ra+rbc9w0UR/WjylKakbMw0J+YrBY1+MHXuhF3LxPG7CQ/+RO+64w5ihdPUWEwJC4jkI6QQgn+9L kG12Mf4ytpDCq4pjAogXAuqCm6urYdTyO4tAKNzo3yGiV4iJM3Xx4sUzWN0ajQ3PaFa+6uEk0VuU opCuaKaENhvqtN0mIvoEe/cfFug/dFwgrISGZiCcBh2QsaIlAlHIqFl+d6e5Agd2b7YzVbNYAzKT goD8PlnpsgwcfqpXmCooxyjny5X5sH5JWCnMRVAbNLVjQw46oqhpIcKEIzo0QwmNsrknBJOzcePG bOIQ9UTirMWeaDfK6Q/RAX3AOOxvF6gonhATAiLm7lHmlH9FEhrDG6WQYEuVLfTBIUuV8gbRLXUR 4AGQ6dcy2SEjmZ4MRQoaj93LZPSEg9gGs2cIEbFaVoaBXhlKVZkuhKdtYYvmiG8kpkAss3tYrao3 9tDWvJwT/oapbAMKxgVm3/GzehRDBjehjLZkZOUEvZ5a434OLek3Xuf1euxyr6Oc9otSuqEeqM1m R+LqVOovIZkw2Th5macxpcqCbHIwWMxjxcsB2ZQiaR6DcNay6rWOmYfYBYnfmwXDypjfeDEhIOkV Cq1qPtbFvIdaYdIiwIMh8yAJ7C77fOkIYSsKxIGU1bHR7BMgpcGQUxo+XS4kJSGlEqZuYmgnDBJ+ msOkFDUssOmRJF+sePkCKJwDfYeM9jc6aYj1D8vwnroa5msnrmgjHdlQcBsKIz/Ckc3p6ijjGLZL od1YGTx69Gg2SuQ8yKYXko0dSacWvVolJLMN+5+tTLd2h6yjy6MGRCcLihkBdbKderkiYCBAzJw9 fMi+VP5GSnJBQCMholFM80dAQmNzcnJOI1mgBckpgBFjKVO3Y2KoF3pYm+qSOoSqkApSji28HG/3 +QL1vipTEhcrZQE8vsR4EYEnbANkqhnh6ZSQjnx3Y2DYmxCyfdjTMTi0YvFcAwkVYnD4Ie4YzLB2 bQtLN6ZqiMNJSkBxAF2rjB4CIQdMUZg2Kk3FgpqVtHFMzURCGoF0NBp9UiaEVE0AsFJi8BxhqV8k ciGjiJf4ZVqFsaEfZQ8cwmeEm0FC5jcjP5i0k1hB+Ug4fdGRZTG1Ep+wfXyuxeL5CxTIGzlnf0hq NF96nM9UAorzAGj10UeAh1CmGGLDYtixhFw6CpCEziIy4QSkoomQkaRoPoTBo+RuZ9kZBUwEm5BI hEQSQenGqYYhEhJNPrGBBokeB51NMQHOvkCR/CmrVes5fCScL/7rX/96pOUnxPlKQAkxDNqIrkQg REgbqEN2IaTBkNBUQqZeyOdZF198cSlGkJtZXWOF1g4VYd4TbEewaSrDmMn61W4HxRIa20SbPZiV mendtn17n9deeWUCK1M1SD6rmG69V1VVtTXRvdvb7WazE5SAIkVMz096BEJLzbLc/BpK7Qmk4bl5 yZL3v+Lxu/Lr66ptleUlLv+Xq2DN+tuwquXHGbXRrBjSME7COtpuwyMDBXXDUn0kLlWyCuYgu6rP CzGevn//gaLPNmz4G3qchbS3orum6VECSvrHSTvQGQRQaouv2Y+ffvovFxUMH/sXm3N+yf7MrGrx dm+x3KA1WFlZkVlVUZ7la0jDXJebk1/uTHPV19fWpdfW1bqzc7IrEWcwEwrbD7XfQuyEDAlob+Hn vfbv+mLTmnXr/hXikfTP3XpTAurWw6udM4vAt771nffefvvtp6aeNmzi9ddftx77wJYjI+JLum3r tpzVa9f1r66sdPUb0L9y5vnnF2Vn96xesPDdUatWrRr28we+92FI/DG1MtYgPRmW0o47vnPXNMjn J6lAPtJtJSCzd6ie160RkOX8mTNnjj1lwsTjmT3zZe7UmhLIeua0c0rYj4UACbtNBDKzcgLutB7B zJy8cBA08wTUUFj9kCFDg5gSTOP7vG4NeKhzSkCpMMraxzYRgHx6TZ8+/RdYAufyKW5C7cWFbum5 8YfsgoR0RC3dlhNtmNzC54bb57/99tu3YET4L6TpCeKPZRhfdudNCag7j672rV0Enn766cvY7mYZ 23fbbbfJsn1Ey/HtVtDsBEgqiJ/bIFwicjABOIhpQBmnNOqzcS0pfuSRR9b84Q9/+OH8+fOnYPPz ONOxI5HWkyznKwEly0hpO6OKADFvxpGG53ssv59K+pxNkyZNEnugjuQBi6RdAWx4MgiJWsCSejph L+wQkLiNNJ2qOTGiLIWAFj/11FMTWRH7vxfYCBQ2N9mMDM0AowRkBiU9p9sgwHQrHV+xu8mccRWp eg5dd911i+mcTInam3ZFAwMrLiH1JD8sEgmI6KCNcbGaFS7PZYBg+6uwUerzzDPPfHP58uWXPPHE E/9NDvkV0WhIopShBJQoI6Ht6HIEeIALSLn8W4in55133vkJvmMSFlikno48B5EEDQvrgyTgXhCb nr3UKSFRw3GtW+q7SEVuFNKlDz300GLCGo8kosRjxFV/jugSf+5ysGJUQUeAj1HTtBpFIHoI/PrX v+4F+fw/8r3Xk31UpJ4w8ZglEiGLsHWhsfL11ltvFeCPlXnRRRftJf+Y+Jfh4G5EOgx7qUsHjPhl zXoStqOWctrzC5Nz7DNmzPhi2rRpB0jTfMu8efMqUZg/Hz104leSElAMseftNZUYLfUE/DZcAtrb mC5kkDf8HELV1uMLtBodQC1v8YHEVRokbgMkx5OIkpLFoCF8n26tIkBChFFk2BhH6po3IY1+YU92 k5AFidTYG6zzJNwH+qLDn3766cDXX399CuXWi78W8c6PE/6iD46h6TiI5jA2dnQ9/Ym7I+lxnPig 1UMiB8hj5kGaGSC6IFbcDhLXSGIZmVquJ8uFh5zzxdwLV3GNEpDJwUvZ0yAQO2+tf8YjexhRIfMy MjLGSXK7RYsWbeFtWcr3xhUXbtI0TPx78JsEa8PR0e7DWXII151BzGwX5WxaunTpVkTyiZyXwwOU zg1ZzgO1b8mSJXv4LZ1Uve8i3r+VsoC30XFIeyshK9679957h4Jxyzl3WrleQmdAMmNQGucwdnlk XA0S1Gsw8XUkAaEFJ9EsPvrzorBgGb0HKSUbJXM+sXhGERYjk/psjGEZ1wb4rMeh9BTGz/3uu+9m kX5oj1kylOhm5PPyck90C/IR7FQC6sKnlTg1Z6NwvJVMD6u5GX28+cohHh+kYYGU5KaVgFUBblb3 woULT4FA3ISNKCdZXC5Okofw2D746quvVnDDuQghYWMKkUEOp2puYHyG/FW8fX2s5Hh5s2fwRu37 u9/97m58m5biXtBSxMku7GniF01AvDJa+X2RKvmMxEnL6BxjMYaxG8UYfYF3eiEvgkGQ2hkc2knA rxL0SVMJNXyAFDdrQhJNJtLSufwmMc69kEwJL4rP5DtlTUeC7YuD6UoChEkCQrObSEr+UNRIs9ck 9HlKQF04PMQzvgyRuZC0QxLRz3XeeeftCVUnoRZOELu5Uau++OKLfBHLX3nllfGkHi5Gt7AZW5Ei yMtJ9L86blovhLafh8CJNOXn7WqT3OGhMg8gIc3ipp7J30bAf91ORqAT3uTrKU328FbIF9nD2+5m tUlmiTdaGQPRQekGAkpAXXQb8KbNZYl3Chk/JAxteohwwm/ek3CHaI6wy7KsVexDjFxUjI/oDNhl ymD8zR6EfETnYxVpqskY1pNJ4ggk1JhxpIu6psUqAlFDwDQBSUYLpqBnMWXYFdJdhN/gorsoJG/3 41FrVTcoiCwO55JKOICYLku94VWQplJP02mArISEQ4U2nx40X0EJ+x4JSicYsJHcb+/LL798BuSX lyrOjN3gVknpLpgmIFD6EKK5lalCIfPZ1/nbUKAyLZDPhAlynSijKToBpksSh7iplBImDcMuRJSP kkscJWY2MYxrkWyMzA6ylIsSOryU294ybbjLVsiugowR4sx4qoxXomCh7VAEWkPANAEh4axHUfp1 lpHP47so2nRrBQEkEPc50ycP7ts7p6TqeLFd4saET7U5yMBZWel8a/5bw8srKtJYIAkeKynu2Qfl 87XXXPPFpo2b8jd/vn5gTs+M8pqKYrvH8+W17QHucNltgwf0rc5Od05VAmoPLT2eCAiYJiBpLE57 u/jYJbm8QwkFE6EPCdWGl559dsj5F176zIChoye/MO/D2hfeXEa6qS9nVcYyhj9gq6qszJTFGFyo USQ7vYcrj1m2//dz59XW1KTZegxI27D96MAf/fx/zm41MFYLvRZpyuvxpo0588LzPlj6ccGF55/z vYQCRxujCDRDICICCl+r5NP6fXTo6K7MMy+9aexl3/jXngQtd8k0q0XFj6R2IeoeGTT9EFSDH1Iw 6JbkeJwfIDiwmzV6w87E7CY0R7YGS+nRIvfbz/7yNLPX6XmKQLwQ6BABNW0sxlVDmZYVEAnuIyUm Axl4hTRRXo/F5XR5rY2pd5sPMaldDDVaQLL5Nmx8Epgz9EdjBuCI7g07oYWp283VERnbRVSJnqwI RAmBDhEQK2L5KJ/Pg3imoTAdxxt8OeSjSs9GGhEWkZDAgXBa3igNV/vFGA5LBoeZj0fcfql6hiLQ NQiYJqC5c+c6WWU5G/uUiyCc/kwtxqFzeJvPb6GULuma5iVpqTDAlzm/Y9sHWUFDCDICDMe2Zq1N EYgcAdMEhOfAM0g846niKW7yX/J5LeRTpuTTAugigsTz8T9hKhf5TaFXKAKxQsA0ATHl+jMENAXy GY0U9G98no4END9WDU2meuLJPcmEk7ZVETBNQCzBfwRcH6H/SYd4JjMNq2OfSCqT3/P7SrywX1I4 GxCI2NMx2sDRALRP0S5Vy1MEoo6AaQJCB+Qijo2HKZc42S2XHTLKEDJCMhoX9ZYlc4Fi96PPfzKP oLY9RgiYJiAcIp+HcHYT7+Qx4tQelfZBRhJMaRlS0IwVK1Y4cKYUt4OU32QJTGLIxAOIYIDUnWJL xCJcPOrXOhWBSBAwRUCQixjKieSznUhvP4GIlkA+RqgBmZLxUUAOaysE1GrdoambxEfZwXSueeiC SNqc6OcK+bS4/G4QwwlmiV3RFWEeWQMzQoPqpggkNAKmCIgplo0H5zik81eIZDA9upucRdP57X/5 bQ+xcds0eiOYdmZ2dvY3uU5SkMykDB/X7W+GjJfyzDpeJjSoPPwn9cPn89oFRyLi+bGQ7lQ/xYJa lvnl00+ZOK4GbTbDedUQexqITiWgxL5JtHWCgCkCIuKbTCeyQ3ogIY4fQyJX8PlTpl9ruOEziZfb 6kOF/dBgzunH+VU8hLsIK9kYBU78ygg9mssqWzZxcNJ4QJP9zY1/KbOgBkPExmlYQOL7MC2TOD9C QBw1yENcNRyQkhm7ISEWr9fjkHJEwjHcPPgmURVdrgYCkmOG7xkfeosrAomOgCkCwnvbhx3QAsJ/ NubLRoJ5GxJawc3+AJ30YgndWi5t3JpsA3lYcjhvHd+voyx5WGRVTUJdupjW/ZEnaaSEvKWu5Hch MGZgBgUJARlEICQjhAH5+EVy8dTXO/hbJEvBJ4iXfKv4Nb+JpFzhHUibIqTMEPmETgzpwJWAEv3p 0/aZk4BY/ZIIfC83xytkhPgjwnSMbstDnsh9ByCZUs7fAmkJwfQKl4Xk5CFuzg94iPKQjr4DOUkM 3aTeGpTQ+IQhjQhRSGdkisRu9Mvr8dg5ZgQao98iEpmakglZuVxuXyDgh7NaviYc4Lx5FLOkBlQb 320RMCUBoYR2Ezz7R2QD+LWsdEEid4HIfAjlENMyNylH7kCS+Xd5tlpCClIpJH6xkM+veHK2kVFg Ufi8kAPrIeoooY4aSCguq0fRHGHRZTUIQJTaQm9EGmogJRtSTMP3SLbWyEfKCBGQSj+RAKrnxg0B UwQUIoUh4ZUusYLmDf6+tBpykZdtz7Z6EFqefxUCWojBoizdn7RBPhLa1ZiSJPOWhlDZoExHMcNU y/5l5p3Gbom+RySZaPdTsAsEKNZqpBrWTRFIeARMEZAoodnqQlMxmV9IqFEj9YsYJrIKZioxXshu KOFB6WQDGxgUJbHY5JyUE7NJ4UJQopxuCMHauZWxcLGGAtpqMzWl62Q/9XJFoNMImCKgkBK6Hyte X6PGGh6YCeyXI9EU8TeR/Sx9UVDrTd9kOJheSaCxNgdIVsHY7UJWBIdG/LN1euokUiQlscoWV3fY Tt+YWkBqIGCKgETygXw+RL8wWQiI/VNu9FHsI/guAdT/MWHCBBX7m94zogcKBBpjQbd0OxG90FBU G6tgkI8QltgLiY5HbHsivQUbLKClwHbzjUdatJ6vCHQJAqYISGpGd/NHVrtOh4QGs69nOrVPfue3 CeiILtQ40U3GB/HQYXcFsNSxO5yuVi0CYSd0QenG9FWW1r2een6y2iEum83p9lrtka1lGdyD3GUX W6ok16V1yd2uhSYcAqYJCAnoVojnEmxPNvB5I9Mv8YIfxbP2LT6f0XCs4bFNw1iw3lpVSYw2vw9S yWgwDGx9a9S6Y6QY9Pu9YtUc9NTXRKyNR+lk8/r8wZrK4+iWkn81MeGeFm1Q1BEwRUBiAc1qlzh6 3YUfVyXkM5bvLzB1mAcZfRNpKJL81lHvRCIVOGDMmOCOjcuz9mz5tEeDJbTVGev2CXMhlaZbThsZ 66q1PkUgIgRMERDkY0fS8V955ZXGyhdbGfsapmUPR1RbCpx89OAuy7RZN9Wccd411QG/181mernd 7xfXDAQgmxUdUOSrYlxv9wcs/trKMuuapa8kv0V5Ctwvqd5FUwSEAaIfO508JJ/J+GvV8VANR/JJ D0lCLqZlVaGcYamOp8VXWWnNzuvrHTVxhsdXX+NM79HDL8vsZoBBceMwnLs43+W2+kSNQ3INZnLt c5hYXHu89eQcC/oqy4otm1a/2/5FZhql5ygCXYiAKQLCkNCDrc922vE9yKYGXYVTHhR0G/fyWwbi /lY+H+vCdiZV0Ugi+HrVoP+pJU+XQSlttt8wvsRgcc2SV+3Fh/aiQ3biw2Gzow+yjD3jK76CMZMp UvikdR6TMjyeeqsf0yOfpz5sEZ1UuGljUw8BUwQkK1z4a/0Ze6Bjw4cPDzIlC8qyuwQhE8jk79SD Lro9Ztpl2bTyH/Ydmz6xO9MIsQSi3vpaS2Zu78CI8dPJ7oxS2QTKIWkrYgV2dHujpSkC5hAwRUCz Zs1yl5WV3Y890I+aFqsRENsG2ezUK1yKw+W2uNzpFie7bMIi6ILMjaSepQgkIQKm7u59+/YFCMna D53PmUzB6pr2k+mXGNtVsRK2Mwn736VNFrucSCpAyrH4mHbZfA0LZ/Idm6BIitBzFYGkQsAUAREy w8sULJ+e/ROEUx16ORsd5SFL400vOqDfJlXPE7CxGZm5wZ45fYJOd0NKeG99HdJQhiR7Nt3aSEnP dMF6oiLQBQiYIqDQFOxwRUXFPRK/p6V2IAF1QfOSu0iz4o8YKoqS+ZIbv1+P3keWwRo6zu8ZWblB Fh5F428eDLMVmy9Rz1QEugQBUwQkkfd4SNajA1Lbki4ZBoNtLDm9B8jqV5OcPoTXgJiMEBsmNkPn JB74mhTIBFp6SiIgYIqAZBmexj6ODiiblbAacU6V7/w2g32r6n9OHkpjKtQkIqKcEQ4iL86nLRka +sXop4UtfJ0stbcWwMyIvmjYEME+DSSkmyKQ8AiYIiDphTii8vF9ltx/KFkt+D6XG76IG3+SBBqD hNYlfG9j3kDDqLAxRU84/AaWiRGF35CYQUbYDjYJ39pW2I6QDiiC+VrMQdEKFYFGBEwRkNj7oHy+ mqt+A9Ecg3Ak/Go5rhnfJeVOFlkvfrhp06YNGpLjyztLTAub5+Yywm/g6c6nqSwY4dKEdAgi3RC8 vp2YQckeUVKfzdRCwBQBEYrVjuSTDflsE3i4yc/FGvp/5TvHqs4888z8DRs22JSAvrx5QhkxTrib jFCs7jRT0SObXijX2ZwuU/GWmmbiSK1bWXubjAiYIiBZ+ZoyZcp6JJ+76aTofqzl5eWLkXrsLM9f ByEVco45TWkyopSAbZbMGLJ61hGn1QTsjjYpRREwRUChWD9/IybQd7jps9hvnzNnThWE1B/ymUza nd9oPKDY3UHhvGJSY8AR8DtNSkexa6HWpAiYQ8AUAYmkgzX0NMJv/EWKXbRo0cBly5alSVoe/vwR xHQt58zTKVhTHZA5D3hzw3TyWaIPkl/Dnx0tR69TBOKJgCkCIiuGEyX07QQmWy1L8CQZ/DH772j4 TqSgdKSgy9ABvakE9OVQGsY8LbhimFlSb++GaFOX1JCNTDdFICkQMEVAoZ54mmS+8IpxovxOrKAA sYJO8A9Lip53cSMbHFGNHM0n1MQqmJEfPiy9tJVkMJImSn0NKXmsRsJ43RSBZEDANAFJnHWMEI07 m+9ik2J8l6SFciwZOhvzNtokPc6X6ZkN7GTqhGQkJOTju8tlLi1z+2037I0YCmNqpgzUPmB6RgIg YIo43n///XpWu3KQdP53/vz5legdJDLiT/hezh2fxZ6pq2CNownH2K0udwaxVSW0qstmdzqaLKGT KwNDZavXy382DJvdfrJfNJs2NfGm4IjP65WQuEGxI2qNWiAe8VklEaI9QEgPkh0SYEg3RSDBETBF QLLCha7nx/QlB4lHpluPp6enu2pra0lz7kwnh1WproI1jLTDmRUoO3YgZ+va9/NIcYGSmCCFJAts yjBIP1ZC2hpW0g67g8SEJ94lTofTJzne2YmK6GvIqtEQqtVC0rDGpIN2GwaNDv6G0SSfmCH+BK1u T22lpa62ypXg9542TxEgkbnJTfy9JDLitGnTZkBCU9gtkFAhsaA/NllESpzWZ/jwvfsL19+ze9Oq nHqvd8q06dPOnzB+wudYM5+QHUMkGtESBbxf+m0J0wTQG639ZO3ovNy8ioKCgiK8S9179uztzVK7 b8SI4Uc5QbzkrT5iBx04cDD/QFFRn9y83IqRI0YWI6kO3LV794u8G465MrJ2WCzjUwJz7WTyImCa gPAFG8M07EHeyrL0Lrnh5Q09BsnoNr4/CkFxw+sGDpI59nVB4rHHHlt/zbXXDv+XH/xgTQiZ9qZF IigFf/nLX6SNHz/+yOzZ16znbwkOJONkXbNmTZ+iffuyZl08qygzs2fZ3Ll/n8RLwNOnT5/KG6+/ fu9HH35YedNNN2lcJr0NkwYBUwSE5GODfG5g5euvzSUeCOhcensD5/xKp2EnjjvuK/u2bdtWfeTI kX59+/Yt42h7qU4NAqqv9zqrq2tlCkU0Moub3YcdVk+wHlddXe0ur6x0Ywi6dfz4CSW1tXXukSNH lqz89NO+pWVlR5LmztOGKgKhN2u7QBCQzIUtUK+Wplu88ZeTMePG0aNHC5lF7OfUbuVJfMJdd911 7L333jv0+eef94GASk0QUGu9tSPl1J1xxhlFbD35FKKxTpo0qZSdFKwWD+R/4cGDBw3JSzdFIFkQ MCUBIfnI+m7Oa6+9NhzdzwlByZgCZHCsp2TLSJZOx7KdpaWlHxNNYA4kLmFrO7pZ09LS/LNnz94l xBMqJCxNBaqqqnru3r3bsWPHjvBUr6P16HWKQEwRMEVABCSrR8opx+frYfaacNzhUNaHDP4+rhky Wh63LVu2fIiJwp2QRAaB/SXiWHt6oKYFNSV1I0lGC7X4Vq1aNWrnzp1bOFYU07tHK1MEOomAKQKS OogH/QN0Gg35YkJb2MoXA8XaTrajO19+cM+ePRs+/PDDYZdffvnndFR0Ou1umDaE02HIZ1u6IxsS Vr9jx469wzTMVMiOdivXExSBGCFgmoDwAZO3d8sxQ002dt68eV/DiHEseqNHm19CUDMPeqZul4NG FPN/+9vfFn/88cf3Q0AyDWvXUhnbqkBhYWGfv//979YRI0aUIV0Wc11LklOAKV7O+vXr/ZDcP0wO g56mCCQMAqYJqLMtZgVnMORzBVJTZdOyQllX8/gtT1L8SFriztaVaNcTO2kJiug7WMnqPWTIkGOt kEmjYCkkBQENFHcNFMvZ2F6VgJ2Qs5CQSDmCkUhFvgULFgxDMb36wQcfFGW0bopAUiEQEwKSsK35 +flTsRt6CpI5uylCrJ7JcvPvmHIM5oEj6Lqj22XeuO+++yqR/j6ChGfee++9h+lvW1bKQjJWjBAP Dx06tJgl9rIQ+Ui+dwvGhoMPHTqUee655x5EOqpg+tV78+bN81mhTKobTxurCAgCMSEgplezIJ6v orQuhWim8iC+zjRsjzRAoi2KgSPHRAr6DqtspnQkyTZ8SEBvrF69+gr0ZT3QpQnJtqrXwc/Odsop pxy+8cYbRbEsFtRyrkQdSFu+fPkwXGDcMk1D75OHkrsQBfeGZMND26sIxIyAqGgJxLMZchkP0WSj 65FpiLGFjBcPEuCslN+rxbu+Ow7NQw89tJPp0lokmFFXX331+nakIEsoZEd4qiWQWEVPdtpppx2E iHpgC3T0+eefP/XAgQNPgKHaX3XHmyYF+hQTCQhppwwsy9D3FCLtfCThXJtjC/m4xGmzO8eyQWKZ t3jx4l9AQDIFa1cZLaTTBCcrJhCB6667bqdIQ+iT8lE+12P7804K3KfaxW6KQEwIqJm0k7LKUjKI fIxrxmGmYgMI8r8PXCLF39APsXswCj0F48O3kH7E90w3RSApEYj0AUjKTiZKoyGLAAr5N5iK3QUB 7e4AAUlXAqyq5eKYasfHbEGi9E3boQh0BAEloI6g1olrkIIWo5C+Zf/+/X0GDx4s/mEtWTe3VYOf aVwB5WxgRU1ITDdFIGkRUAKK8dAhBRWzCrj6gw8+OP22224TZXykBGSHgPqjfH48xk3X6hSBqCOg BBR1SNsvEOPC+VhGXwABCflIQsfGGNvtXO0j/dEApJ/DSFCr269Jz1AEEhsBJaA4jA+GhBsgkKI/ /vGP0wizcWzmzJkHyS5iJrNIAOlnBAQ0H0mq2xlsxmEotMo4I6AEFIcBENunl156aQlWzP8xbNiw wuzsbM8ll1yyt53pWNDj8fQg/5oNJfTSODRbq1QEoo6AElDUITVXIAaXK4gwUIIiunzcuHFmgpUF JLDZ3r17jxDoTCykdVMEkh4BJaA4DSHRBTYvXbp0A46mHhxUJca2uFy05Yjr/+ijj/phBa1L73Ea M602+ggoAUUfU9Ml1tTUbFi5cuVXCKsqRoltbUJMDvzmctk/MV2BnqgIJDgCSkBxHCDIZDme7FfR hPb83wKc2wfp52BdXZ3a/sRxzLTq6CKgBBRdPCMqDf+3HfiHedh79urVS+IktUZE/q1bt/bF9aIQ BfYJ8ZQiqlBPVgQSDAEloPgOSMXRo0e3b9y4sdcFF1xQJtOsVppjY+k9m1UwCUqvmyLQbRBQAorj UEoMZ5bjdxNOdSbN2N5KU0T/48L73c/ye2cya8Sxp1q1ItAyAkpA8b8z9uFUKgkIW3XJqK+vd+F6 YcF4sTD+zdUWKALRQ0AJKHpYdqgklMpCQBLsXyJBtmQNHcB1I4MVM0k+KMHpdVMEug0CSkBxHkrI 5SB6oDpSLrv4dEs4VqJHNrUHCqL/6Ynh4sE4N1WrVwSijoASUNQhjaxAJKCjkI/vk08+6U+gsl4S ihUiyhkzZkw4z3vw8OHD6cR9bk1HFFmFerYikEAIKAHFeTCYVnkwRqxHwZxGRhASXwSISms9QQJi mT6N42FCinOLtXpFIHoIKAFFD8sOl8S0q4K0RRlTp07dicLZ8dxzz00KBaWXMgP4jKVDQMc7XIFe qAgkKAJKQAkwMJDNcTKc5hGWo5zmnLQahgJalNBlCdBUbYIiEFUElICiCmfHCoNcSskXNiZEPs0J yIlUJEkJT8ok0rHa9CpFIHEQUAJKgLHAwrkCJXNLiQqDEI+TKZq3O2aMTQDotQlxRkAJKM4DINWT 6bSKlTAZi5PCcbBK5mCK5mEZXiMgJsBYaROii4ASUHTx7FBpkEw1e0uW0EGmX3YkJBGClIA6hK5e lMgIKAElwOhALrWy+tWKBCQ6IA9TNCWgBBgrbUJ0EVACii6eHSoNJXQdJCTpmk/aRALimLhqyK6b ItCtEFACSoDhRAdUK3rmFpoigehtIgFxzJsATdUmKAJRRUAJKKpwdqwwFMw17LIKJnqgExTRooSG gCR3mEpAHYNXr0pgBJSAEmNwfMFgUEhGxsPfpElBJCNRQgv5qA4oMcZKWxFFBJSAoghmR4vCxseL BOTF5sdhs9mEiMJbgC9WISB8xuS7bopAt0JACSgxhlPW2euxhnaSpNCICQQRBfEByyCFcwEqoh2J 0UxthSIQXQSUgKKLZ4dKQ8+Dmqe+lqV2IaBgOB6QkA/xoocwPQs8++yzaXPmzDGTvrlDbdCLFIF4 IBAzAnrzzTd70cFR7FuuuuoqcbrU7UsE6pByqpGAZCk+iOWzkR1jwIAB5S6Xy094jv0EJdNVML1j uh0CMSEgAq/npaen3wx6omA9b+HCha9cdtllJ2R4IEWNPzc3t63MoN0O/CYdqsUVoxoSkvEIiAQk MYEmTpxYdOqpp+5at27deglg350B0L6lJgIxISAUrJLL6kkknxokoR/z9yn83UhAc+fOdUE+GUw1 7Dx4KTESkHK+2+0+HwV0xejRoz9i+uXdsWPHyD59+lRjmNgLQg4UFRX1JzpivjirpgQo2smUQyAm BEQedJk+eJF8LkC5WoKe4/0w0kI+WVlZT0M8Mj2rQQpICT0HfR4NEU9i9/B9MzqgD59++uk8dD3Z kNFWpB7/O++8k4siehtTsnUpd2dqh1MCgZgQ0IoVKxxkfrgI8slECvpzU2RJOeybPHnyI0g/vViG vhmJoEWXhO42GhDPZvqUDyY1SH+lM2bMeJ2/ZddNEUgZBGJCQEwnRvCgfQ9U1zEFmwDJPBvWAYXs W7aFSOoyp9PZUlycbjcgELFMq97udh3TDikCESAQEwLiDb+zuLhYlNDp7FYIqbR5GzmewTSs1eR8 EfRJT1UEFIEkQSAmBHTWWWeJda+88VWZmiQ3hjZTEYgFAjEhILMdCaWjUXsXs4DpeYpAkiOQUASE IjoLEuqPnqhapmpJjm2Hm88UtY5pq4yNkz1VbaM6jF+cLrSyguvDqt3L2KXFqQ0JUS042LD7qxKz m/YalDAE1Lt375qSkpKNrIR9Q5bq+UwJZXRLA5STkzOB30vYi9hVL9beXZwYx/08dH3ZB9Kcjan8 4gCDDJ7hBWCwtL2hSRgCCumJ/oz0kwX5tNfubn0cKfB9BnAV9lL/gzSUspJgMg2yWPGTPPJ6bLbO 5wG8HUmoaVSDZOpKNNpqBQtT9nwJQ0DhXiO2idV0Sm+Q8OuQ8Gpsg6pSGogk6zzjtpGXx8sXX3yx ZrE1OXYJR0Am292tT4OEH+3WHeymnWPc1tA12XUziYASkEmg9DRFQBGIPgJKQNHHtEMlIr4P5kL3 2rVrd2Id3rjyFQpjksPvu9UjvkPQdulF+DI68eUroBJZ9TkklYl/I4sq/XG3cfOnlTArR2+44Qad lrUwEkpAXXp7tl84LihurMC/zpn95GbFL64O0nmRm7mYz5n8NhmFtI3fa/n7FX4/3H6pekYsEGA8 RkA+V1KXLLsH+LuQ8XmD375BBINZ6PE2M3R2lNLvcXxlLNqUbHUoAcV5xCCf67hJe19xxRX/KU3h Jp6clpbm43Mkf36N/UGOCflMI2xrPn8rAcV5zKT6TZs22bFb+x6+i8/h1/hZ6EVyeqhpeZDPPMjo lQRoakI3QQko/sPTn5t1lTTj7bffvpdgZIMR3d/EYVfywe/kJq6VY3wa5+iWGAgQoVKMZoNCPsR2 GojUcxct88hKGJ/lvFRu4fvpkFSQcXz+2muvlegHujVDQAko/rfEMZogb85lSDp/hIRuQNIZjD3J Kt6uIyRKgNhIzZs370JuagdE9I/4N1lbgI6nCunVQYyrCeh3NqH3+QUk9ABWwJlMudy8VOYyVi8p Um0joAQU/zvkZZpwPW/L+/i0QzIB4kAv4M26GzL6AOvwH/Hp5XcJyarxguI/XkYL5KXAmD2BdHMx n5dCPkHGaO+WLVuKp0yZIkZ4V/J7gejv+L6Cl8vSBGl6QjVDCSjOwxHyl3mGN+kwbub0/Pz87SGr cAs37VuI9+t4o2bzxm38Pc5N1upDCDB2W5F8dkE+I/ipmvHay25ZtmzZXFa+PoJ7JLielXEtVtBa RkAJKEHuDJF4WmoK4v0BfpddtwREgHDDkrF2S9OmYcEuElBhAjY34ZqkBJRwQ6INUgRSBwEloNQZ a+2pIpBwCCgBJdyQaIMUgdRBQAkodcZae6oIJBwCSkAJNyTaIEUgdRBQAkqdsY5KTzELGNSjR48L MJQcjiVwHUvNa1evXv3B8OHDM/Ly8h7E8NfF7uGYRJWTqI7PsVxdgk3MDM4dxjL1/4Ubgn3TTfy2 k7/9GF/eyTXH5TqulzhIb3Pd53IudeZiinAZX8U9ReJFrefY4qh0SAuJKwJKQHGFP7kqh0TGQQQP YOX7JBH/3uJ7T77/AEfZPvRkAcQxCReSn7DvlZ5xzrf57Wd8/Sf2EZw7lc9GAuLYFJw2xfPfiguK lVTVj4WuG82xX1LfPUSErCBE7W/4/R2sjP+bOjP5fjfHzoCEDP853ZIXASWg5B27mLdcnC8hCnEZ WR6qXEJM/LOEEoEc8KFNK8U9YcecOXOMqJb8vgyJ5gH5jqRTBwE1D1Jey+8efhfHzgNEEgzni1vJ tT24jEinuZdzrBiymReuk/TVP4eUXuec+fyu9jYxvxOiV6ESUPSw7PYlQRZDIAsjtTYPfw7fL8Vt RGJWf4FkIrFwhDDuZGol/m0ylZoMAb0o53Ou3GvNM3wYf1OupGKawnW3cp6UJ4HdP3rggQc2P/ro o3dRxtKm4EJwErJErItPZVcCSuI7TwkoiQcv1k2HUETn05d6RTcTYKpVAWEM5fvD7Pdy3IuEVM73 Gr7/E8Txatghk/N8Ib+oxmZzjtx/RgYCzhVJKJy4cjvXrdi6dasckmgAvZr3lWt74Kx7JNYYaH3R RUAJKLp4duvSIJCXefBvXrRo0ToIQqZLC5FEzuW3C5GAJC9WNdsbuI+U8rtILU/yuZtz30ZS2oKi +ev4SaWJqwK/S5ruYZDYi/hKjaGMLU2mWY04cs3LXHs/5y/g+D45wPfraUsF+iGNv5zkd5wSUJIP YCybj+7nVZxm/SiO50ACkq9MpJccpJfHUTjLypUnpCQuhSyOcc5/ihJaYuTw90Y+XyNdyw+Yakmz EXgC8/CBW8/v48OSUPP+EEfnU87/M+XcyKdM2WS65uTvn4b8sGIJgdYVZQSUgKIMaHcvDsJ4A8LI op+DkV58q1atKpQY1hIhkCBd97McL0RkbJDOcs79JpKKoZTm7+f5ux/X9YJ8SmbPnm3EUGZ7nXNa TcAooSy4bhXXiMRUx9+7ujvOqdI/JaBUGeko9jOUu83wAIeQjJInTJjgZxf9zwlb8xjWob9PCCsb jvrYVhND55zgdR7FLmlRcUJACShOwGu1ioAiYLEoAeldoAgoAnFDQAkobtBrxYqAIqAEpPeAIqAI xA0BJaC4Qa8VKwKKgBKQ3gOKgCIQNwSUgOIGvVasCCgC/x97MiouCnko2AAAAABJRU5ErkJggk== ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image013.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAcUAAAFeCAYAAAD0YAQEAAAABmJLR0QAAAAAAAD5Q7t/AAAACXBI WXMAAAsSAAALEgHS3X78AAAgAElEQVR4nOzdeVyU1foA8Oec931nBmRxw4VURDExXIB3hkXNKMsl NbdccsmbUVlqu/d26/6ycrma16xbebM0u6mVUprmriCZCsPMOyCIgiIgLqhIyCLMzPu+5/z+ELxm LggzzIDn+/nwuRd433MebZxnznnPeQ4AwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAM wzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzD1EBMTo4uJidG5Og6GYRim ceBdHYAzlZeXL6CUVgHAP1wdC8MwDOP+sKsDYBiGYRh3wZIiwzAMw1RjSZFhGIZhqrGkyDAMwzDV WFJkGIZhmGosKTIMwzBMNZYUGYZhGKYaS4oMwzAMU40lRYZhGIap1qQr2jAMw9xJTEwMX1VV1cdq tfbw9PRMTkpKynF1TIzrsKTIMEyjFBQUpPX29vapbzulpaUDAMCAMb5ss9leCA0NXYcQOuuAEB0u NTX1EgBQV8fRlLGkyDBMoyGKokApfUSj0UxVVXU0pdSDUlqvJEEpRQiha99zHPf6HW5B4JrEhKKi os4RQtYqivKdxWLJcFEcTRpLigzDuLVx48ZxeXl5D3IcN4lSOs7Dw8MaERGRPXr06NXR0dGX6tv+ unXruh07dqydj49PVXFxsdfEiRMPh4WFldzq+smTJ08QRfH466+/nlrfvu+Goiho48aNnXft2jUw MzNzVnR0dKEsy2sxxt+npKQcb8hYmjKWFBmGcUdYr9dHcxw36dSpU+N0Oh0KDw/PGjFixIZHHnmk EGPHrREcMWJEnk6nk3Nzc1sNHjz4WJ8+fW6ZEF2J53k6fvz4vPHjx+dVVlbujIuL6xofHz/y+PHj b0VFReWqqroWANabTKZcV8famLGkyDCMu0B6vd6AEHoKY/wUz/Oa0NDQrKFDh24ZOnToGUcmwuv5 +PgoY8eOzQeA/Jv9Pisry7uqqorv1avXZZ7n3WK60tPTU502bdrxadOmHS8rK9u+YcOGbgkJCRNO njz5bnR09HFFUdYQQjZIklTg6lgbG5YUGYZxKVEUe/E8PwkAJmOMfXr37p01dOjQ7cOGDTvt6iS0 cuXKHrm5ua0xxrB79+6qOXPmmF0Zz834+PgosbGxx2JjY4+VlJQI69evv3/fvn1P5+bmzo+Ojk5X VXUNQmiD0Wi84OpYGwOWFBmGaXCiKHZCCE3heX4apfS+kJCQY0OGDEkcOXJkvkajIa6ODwCgtLRU yM/Pb9WiRYtKAICSkpJm2dnZ9V7t6kwtWrSQZ8yYkTljxozMoqIi7Q8//BCckJAw4+zZs0ujoqIO KIryjVar3XTw4MFyV8fqrlhSZBimQfTr18+7qqrqSa1W+5wsy+FBQUFZgwcPtjz55JMbvLy8VFfH dyMPDw/1+pEqxpj6+vraXRnT3fDz87PNnj378OzZsw+fOnXK8/vvvw/59ddf3y0uLl4RFRW1RVGU lYGBgQlxcXFu93fvSo0iKer1+p4A8CWltBsALJUk6UMAcItPkwzD3BbS6/V9eZ6fYbfbx7Zt2/bs wIEDj02ZMmVZ27Ztba4O7nY0Gg2JiYk5+euvv3ZRVRX16tXrrL+/v9XVcdVFQEBA5VtvvWV66623 TKmpqS3Wr1/f+9ChQ+sKCgpUg8GwUlGUlampqadcHac7cPuk2Lt372aU0oOEkGhfX9/jZWVlfxVF 8XVJkv7l6tgYhrm5kJAQLw8Pj2k8z7+MEGobFRWVPmnSpJV6vf53V8d2o8zMTF9CCPTq1av0xt/F xMSc79+//wVFUZBOp6vzB/HS0lIhJyfHu0ePHqU6nU511qKh2ggLCysJCwv7VVGU/Zs3bw7YvHnz sGPHjs2JioraryjKx2azeSfcw4MOt0+KWq02mhCyMjU19SgAQExMzEfl5eWFAMCSIsO4mT59+tyn 1WpfB4Dn/fz8Cp944om0p59+Oqs+CcWZXnvttUcLCgraI4RocHDwqfnz5/924zU8z9O6LvgpLS0V 1qxZE3zo0KEHmjVrdqWsrMy7RYsWZX379j0xZcqU465MjjzP07Fjx+aPHTs2/8yZM3tWrVoVFh8f vzoqKqpSVdUlPM+vTkpKqnJZgC7i9kmRUioAwLVPcEVFRUSn0zUPCgrS5uTk3Dj9gkRR3HjdvSEA sKGBQmWYe5Yoip00Gs1cRVEmde/e/ej06dPXxsTEuPVqx9TU1BYFBQXtvb29KwAAsrOzO508edKr a9euFY7qY82aNcFJSUnBPM+r+fn5nSil+MqVK802bdrUyt/fv/zRRx8tdFRf9dGhQ4equXPnHnrn nXeS1qxZ0z0uLu6N33//fZ5er19EKf1ckqRKV8fYUNz+lAxFUZIAYKYoiu0BAOl0ulgAAF9fX+4W t4TWfCGE/BooTIa5J4mi6BsZGbmM47jskJCQXitXrlzx7bff/uLuCREAwGq1ctdXiCOE4KNHj7bM ysryvs09uKqqSpeVlXVfenp689u1rygKOn/+vG+zZs2sAAA2m01HKQWtVmvTarVyQkJCkMP+MA7C 8zx95plnsrZv377mb3/72y/t2rV7nuO4fL1ePx0aQb5whFslFrdx/vx5a/v27Y0IoV/8/f3fRgh9 BwAxXbp0WXL06NE/TWkUFhZ+UvPl7+/fBgCUwsLChIaPnGGatsjIyCcRQnsCAgLaLFy48KcZM2ak t23bttEsRGnfvn2V0WhsU1RU1MJut2sFQVCrqqrQ4cOH21+4cEHo1avXn55/xsXFdTGZTD08PT2r cnNzfQMDAy+1bNnypitSMcZw7NgxH5vNxldUVHiWl5d7cRynenl5XSGEcAMGDMi6WR/uokePHpcn TpyY4eXlVXLkyJFn27dvP8HPz+/g+fPni1wdmzOhO1/iXqKjoz3sdvthSZLuv9O1oigupZRWWSyW fzREbAxzL4iJidFVVlZ+IQjCyOeee27HtGnT3KLu5t///s7DmUePBd/tfQpROaKqnCLLAsKYAABQ QrCHR7NKhP5YcLuystJTlmUN5rDKYU7leE7VarS3XEVLKEWKIguEEMxxnGq32zVEJZgXeEWr1Vkx Qrd5VklhyuSndo4fPz7vbv9MjlZZWcl98MEH/RISEiIB4FWTyfSVq2NyFrd/phgREdFKVdVdpaWl /cLCwpS8vLz3EUJzXR0Xw9yLRFH0tVqtu9u3b9/8k08++SogIMBtnjUdP3GiS4ceUc0DgkLvet8d oRQpsp3HGFMAAEop8LwGoxuGDYoqc5RQhBDiCSECL2gUjJCmlt0IV9sGQAh4APC63cXG+B+47Ozs tgDg8qTo6empLlq0aP/OnTtPzp8/f3FkZOT9RqPxr9AET+lw+6SYkpJSLIriYl9f3+O5ubk6AFgs SdIPro6LYe41oigKgiBsCwwM1H399dfr3XFFabuO3UjXnlF12owuy3aqqioGABAEjcJx3J/e8Cml qqLInKqqWBAEFWOOoBszp4McNe91u5m8IUOGnA0ICPhmxowZ0yIiIkpSUlIWujomR3P7pAgAIElS HADEuToOhrmXcRw3x9fXt8OXX365xh0TYn0JgkbleaoCANwq0SGEQBA0qiDAPVsFpkePHmVLlixZ P3v27HcMBsN2k8mU5uqYHOmeWE3EMEz9BAUFaSmlf33ttdf2uGNJNkdBCN0yITL/ExERUfzQQw+l 8Dz/rqtjcTSWFBmGuSNvb+9wnU5nHzx48FlXx8K4h1GjRh1VVXWgq+NwtEYxfcowjGtxHNdcp9M5 bFO7q1FKQVUVDiFMMMYUIQQ1exbrMlKklAIhV59HOvM5ozvp0KHDFVVVfeDqLoYms+CGJUWGYe6I EJJfVlbWxm63Y3c52qmuKKVgs1ZpACEKlHK8IKgAAIqiYAAAjuOIIGhqPUVMKQWbzSpUf4MwxxGN Rqs4JXg3kpqa2prn+TPQhBIiAJs+ZRimFiwWSxYAXPj222/veh+gu1FVhQOEKEYIMMZUURSsKArG CAFGCFRF+UOlmzshhCCgFNW0RwhBd3N/Y/Xzzz/3BoCfXB2Ho7GkyDBMbVBCyLvffvttTHFxcW33 5bklhDAhhGBFUTilegsGUPqH+U4KtFbzn1eTH0WqqmJFUThZljlCCL7+94oic3a7jSeUNJk51e3b t3fIzMwMtlqtS1wdi6OxpMgwTK2YTKbv7HZ7ysyZM4critKI3+CvJjxKKVBCEMdxhON5lRCCCCEI cxzBCNdqqEeIimW7nQf43/QrAqA1zxdl2c4rioIJIchutQpNYQR58uRJr0WLFo2ilL5x+PDhJrfw iiVFhmFqiwLApFOnTnEvvPDC0MaaGFVVxRhjIgiCyvG8SilFgqBRNTqdrNHp5Lt5HqiqKgaEKEII eJ4nCGOKMKaqquKri28IqpmWBYBri3Eaq7y8vGYvvPDCUzabbYPZbP7S1fE4Q6P+D8QwTMMyGo1l Npst5ujRo82efvrpkWVlZY1usR7HcQQoRYRSAEoRx3EEAAAjTGs7QryxLYwxIaR6epRSxAuCiqqT IaEUSPUIEWOu0S5SSk1NbTF9+vSpV65c2ZGSkjILmtgCmxosKTIMc1dSU1OLZFnum5eXd3n8+PFT MjMzfV0d093AmCOCRqNgjOnV/617osL46tQrIEQ1Wq0sCIKi0enkmuQqaLQyx3EEY0w1Op3cWLdq /PDDD11feumlZ65cubIiOTn5OQBotMn9TlhSZBjmrkmSVKrT6R4tLS3dGBsb++w333zT3dUx1RZC CDiOJxqNVuE4/qZ7Cqv3MeI7PQOsKfum03nIGo1WEQSNev1os+b3Go1WudtRqDuwWq34jTfeiFm2 bNlIRVGeMZlMc6GJjhBrNLqpD4Zh3ENiYqICAK+Hh4cnfPHFF9/+9ttvXRcuXBjftm3bWx6l5EyE UHzm5BGOkPoNYgihiCjKtbNmOZ5XEb7dEU/OUVZykYP7bnnesdMdOnTI74MPPhhWWlparKpqmCRJ J10WTANiSZFhmHqxWCxbIyMjexw9enTl2LFjn3/hhRd2Tp069URDx6HIds6yf7Ng2b9ZcHDTLnmf 5HiBhvfs2uD9VlZWcgsWLIjeu3dvX4TQIg8Pj4XJyclNvhhBDZYUGYapN6PReAEAnjAYDOM///zz 5Tt27Oj53nvv7b3//vvLGyoGhBBt3tqfeHh612tUR4EiSiiqKV6GMKIIGn6kWF56qcEfQG7durXj smXLBldWVl4ghESYzeYjDR2Dq7GkyDCMo1CTybS+V69eu/Py8pZMnTr1heHDhx+YM2dOSkMcNSVo NMqAwU/ZHxAH1mtUQykFWbbzhBCEMaYlRWfI7vUfa291vUbrARNmflhVnz5v5pdv5jfY+3NeXl6z efPmxWRmZnYnhLwdGBj4n7i4uCZ7GsrtsKTIMIxDZWRklABArCiKX23fvv2rxMTE6bNmzdo7evTo fFfHdqNrewmri4IDXF0co9FoFUopIITAXnWFO5ubyd2qDY3W8w+jSErptYo4GGFa8707LrSx2+14 6dKl4pYtWwZQSn+hlI4wm83nzWazq0NzGbb6lGEYp5AkydixY8ew8vLyBYsWLRo1efLkkVlZWT6u jqsGoQTZbFZBttsEm7VKc2MZtrpun5BlO2+3WgW71SpYrVWCzVqlsVutgt3mXhVtNm/e3Gn48OHP bNmypbMsy0ONRuMkk8l03tVxuRpLigzDOE1cXJxqMpn+AwBdT548aZo2bdqMd999t29lZeUtR14N Ra0uy4YxpoAQVWS53jERShC5WjGHYoypqlQXH68uFO4OFW1ycnK8nn766ScWLlw4tqSkZHHHjh17 S5J0wNVxuQuX/wdiGKbpS0lJKTYajc+rqtp/z549LYcNGxb7448/BroyJmdspK9ZkEOqp2Up/XNh cVm2c7Jsv6uTOBzBbrfjefPmRU6ePHnGiRMnDquq2tVsNn92rz47vBWWFBmGaTCSJFmSk5MjKisr /2/JkiUjn3766REFBQWeroiF43i1ZgQHACAImnpvO0AIQXVxcawoCoc5jiiyzKuqijDHEVmWOVVV saqq2NaA06l79+5tP3z48L9s27ato6qqA5OTk5+RJOlSg3TeyLCkyDBMQyMpKSkrVVUNOn78ePbE iRNfWLFiRUhDB1GzoEar87DrdB4OK8EmCBoVY0x4QVB4jiO8ICgczxNeENRr5y4iBEApqu0RVXVV UVHBvfbaa4+8/fbbky9fvvyJh4dHqCRJRmf22dixpMgwjEtIknTJaDROkmV54urVqwdMnTp15IUL F2659cFZnDGNWlNkHACuFR1HgCggRK8VCEfO3f948ODBNiNHjnzGaDTyANDbZDItra5CxNwG25LB MIxLmc3mHdHR0T1OnDjx9fjx46fPmzdv44ABAy64Oq4aLdt0II+Om3XL0nU8/+c8zvOCCnD1aCle EFSMOYIQAo1Wq9Qs6Kk5ScMZPv300z5r164dhBCabzQaF0MTLuDtaCwpMgzjcklJSb8DwOiIiIjX 5syZ88Err7zy86RJk3JcHRcAQDOfllT/0Bj5bu6pKQQuCPCHRSwYYXo35zXeLUIIvPHGGw8fOnQo hBAyyGw2H3RWX00Vmz5lGMZd0JSUlI8IIeM//vjjUatXrw52dUCNCSEEZs6cOTgpKamDqqrhLCHW DUuKDMO4FbPZvB0ARn3xxRcjdu3adZ+r42ks3nvvvb5paWntCSH9JEkqcHU8jRVLigzDuB2TybSX UvrmP//5zycqKirYY547iI+Pb79z586+siwPYVVp6oclRYZh3JLJZPrCbrcXfPbZZ2GujsXdff75 5/0xxoslScpydSyNHUuKDMO4K2qz2T7ev3///a4OxJ2dO3dOd/r06fsppctdHUtTwJIiwzBui+d5 U0lJSTtXx+HO0tLSWvM8X5iSklLs6liaApYUGYZxW4qicMD22N0Wz/ME2Hu5w7C/SIZh3FlUmzZt Chu6U0opOKsuqaPbFkXxkqqqbQ0GAxtROwBLigzDuCuk1Wpf6t+//4mG7FRVVWSzWa+eg2i38Y5M YDVnONqsVRpHna/YqlUre0BAQDYAxNY/QoYlRYZh3FJ4ePhojHGXF1544XBD9qsqMg9w9ZxFR5+B WFPiDWNMCaWgqopDzpV89tlnkxBCf42MjGzriPbuZSwpMgzjdkRRbM3z/Ipnnnlmj4+PT4MWsSYN eM6ho0ahQ4YMOduzZ89sAFgFAE49eaOpY0mRYRh3gzUazQ8hISH5zz77bIPvuxOqj3iqOWcRY85h C334G9quKRzuCIsWLdqr1WoNBoPhZUe1eS9iSZFhGLcSERHxgaenZ/dly5btdkX/HMcTrc7DrtHp ZK1W57BzFgGuFgR3Vtt+fn62999/fxNCaGF4ePiDDmv4HsOSIsMwbiMyMnIkxviVpUuXbvT19b2r kylqi1IKsmznrNYqQZbt3M2mMBFCgBGmzjjayZltx8TEnJ86deounuc3hYWF+Tu8g3sAS4oMw7gF URQ7UUq/nTVr1pY+ffqUOKsfQlSsKgqHEQJVUThHLqRxB7NmzUoPDw8/odVq48aNG+eQhTz3kib1 YmAYptFCgiD812AwHJk8ebJTt2CoqooBVZ94jxBVVRWrqoKdtS/RFZYsWbK3WbNmAXl5eez54l1i 1ecZhnG58PDw4TzP91ywYMGXdW2D4zh59w8f8wkb/3PbD/uUEkQJxYAA4IY8iBAiCOPbZkdKCEII wbXE6iTWK+V8j84j67QQx8vLS33zzTd3zJ0794NevXp9k5GR4bSRd1PDkiLDMC6n1WrffPzxx1Pq 8xzxX0sW/5ibm+tdm2vPnDnjnZ+f38put/OXL1/20mq19qt7EgkeOXJkxu3u/fTTTwd369bt1JAh Q5y+Mlav11+q671Dhgw5++WXX54+ffr0XwBgmcOCauJYUmTqC4mi2F1V1UiM8REfH5/DiYmJDbqv jGncQkJCNLIs9x03btwn9WmnU6dOlZ06daqs5eUXACBn//79bXfv3n2/r69vpSzLnLe3ty0mJuYC wNXTJ3bs2NG5qqpKM3DgwPwePXqUAQB89dVXtjZt2pTVXOfO+vfvf+LHH398HFhSrLVG8UwxLCws QBTFBFEUS0RR/IA9PHYfkZGRQYSQpwCgGUJoWHl5eZSrY2IaF41G4wsAXJcuXSoauu+oqKiiDh06 /H758mUPjDEZPnx4Ts3vVq9e3fvcuXPNy8rKdOvWretdUVHR6N532rVrVw4AbVwdR2PSGEaKCGP8 K0JotJeXV0ZFRcWSvLy8aQDwtasDa0pEUQwWBGELAPjezX2qquoEQcDwv6czb0ZFRVU5PEAHoVdX UywyGo0fuzoW5qqgoKDf8/PzbYcPH24RFhbm1GdfiqIgnuevPQvUaDRkxowZmVarFet0umub9IuK irRVVVVaX1/fSgAAQgjOycnxDg0NveyIGDDGFGPnj0ny8vJaAcApp3fUhLh9UuzXr5+X1WrVms3m VAAAURRXAMA8YEnRkRDP8z9GRUVdGDNmzN7a3HDmzBnvlJSUwMuXL3uXl5d7BgYGFlZVVWm7dOly 3mAwnL3xekVRcHx8fNfjx493btmy5eWePXsW9OnTp8Gnn86cOeP98ccfL9Dr9b/WvKYY14qLi1Oj oqK2fP311+Knn35aq9ff3aqsrOQ+/PDDiKysrABPT09rbGzswb59+xbV/P76hLhu3bpue/bs6VVa WurduXPns61bty7HGJP777+/vL5xbN26taPJZOrI8zwZOHDgyetjcDS73Y4TEhJ62+32Oc7qoyly +6R48ODBClEUK8PCwh5ITU09BgCTKaV7bnE5EkXxreu+NwDAfudH2biFh4f3Qgh1XLx48UaNRlOr klaLFi0KaNeu3eV27dpdzs3NbaPVauUBAwbkDBw48Kynp+efVszNmTPn4bS0tBCMMbl8+bKvp6en 7cknnzzRrl07q+P/RLd18eDBg4dNJtNUAGBJ0U3Isvy20Wg8/NNPP+WMHTs239Htx8fH35eRkRHk 7e19xWazCStXruwXERGx+fpRIwBARkaG708//RTl7e1dqdVq7fn5+f7du3e3DB06NPdmr+u7UVRU pE1OTu5cM/rcvXv3/Xq9vri2/+bu1t/+9reYysrKoi5duqyXJMkZXTRJjeGZIgWASRjjTFEUCQCM s9ls39zm+oU1X5TSfg0RYBMgYIxVfIel6DUIIVBVVSVUTwHRtm3blg0YMODkiBEjCm72xlFWVsbn 5+f78zwvC4Jgo5RCYWFhq4KCgmaO/6PcmSAIKgAIruibuTlJkk4ihJ5ZsmTJkz///HOAo9vPzs5u jTFWAYAKgqBWVlbqSktL//QaOHToUAeMMUUIEZ1OZ+V5Xh06dGhuQEBAbRfw3NKlS5e0NTVPAa7O npSXlzt8YEIIgXfeeaf/oUOHgq1W66i4uDiH1Ve9F7h9UqwuVbRWluW2kiRxlNK/a7Xabbe5xa/m CyG0omGibNy6du2aRggp+/jjj8Nqcz3GGMLDw8+WlJQ0Ky0t9eQ4To2Kirp4q+u9vLwULy+vSo7j VFmWBUVR+NatW5f27t27wfdOZWVleScnJ/dWFGVDQ/fN3F5KSkqcqqqxCxcuHPfhhx/qCXHcAGrc uHHZAICuXLniWV5e3qxz587nWrVqZb/xukcffTQfIUSsVqu2oqKiWatWrS537Nix3gkRAKB79+5l Pj4+VSUlJZ4lJSWe/v7+l28WQ32UlJQI06dPH7F37977AaB/WlpaviPbvxe4/WqqDh06DAKA/LS0 tN0AQAsLC7P8/f2/6N69+0f5+fl/WvpfWFhYWfPl7+//CAAohYWFCQ0eeCNy9OhR2qZNm+Rjx47N VRSlzGAw3DLB1QgODi7t3r37xTZt2pSNGzfuRLNmzW75aRQhBK1atfr9xIkTLRVF4bt165b/3nvv 7WvoI4EyMjJ8Z8+ePVGW5XVms7nOm8QZ5zl37tyR++67b09WVtYru3fv7hoaGnraEYmjefPmcnh4 eF55eTn079//+HPPPZchCMKfZkZatmwpBwQEFBYWFnoGBwefefnll1O8vb3/8DrduHFjT39//+Lo 6OjzdxMDQggiIiLOe3p6VoaGhp5//PHHCxy52OaXX37p9Oqrr064cOFCPqX0sZSUlDMOa/we4vbn bomi2AkA9mo0mqikpKQSg8EwkBDykSRJvWtx71JKaZXFYvlHA4Ta6IWHhz8oCMLmsLCw7IULFya0 aNHCKQWZXWHlypUPrFq1agghZHlKSsrf4U+1TBh3EhkZ6QMA/6KUTho2bNiBN99801TfZ3p1UTNa vT55TZ48eYIoisdff/11t3gmnZeX12zevHkxmZmZ3Qkhc6o/8LHXdx25/UixsLCwtH379scJIWv8 /f2XUUo9AGBiYWHhHac0/P39BwMbKdZaYWFhQZs2bdZcunRp2IYNG4arqloeGhp6yRnV/BtKampq i5dffnl4YmLiA6qqTjGZTF+4Oibmzs6ePWs7e/bsL23btk3Izc2dsH79+ocURakMDQ0taqjX465d u/y/++67ngcOHOjA87y9U6dOVwDqPlJ0tOLiYs28efP6LlmyZHRxcfEBQsgIs9n8qytjagoa77td LbCRYp0hg8EwDmO8rHXr1lUvvvjir8OGDTvt6qDuxqlTpzyXLFnS32QyhSGEvgCAuUajsczVcTF1 giMiIiZijP/p7e0NU6ZMOThlypTjztznV1paKixZsiTS19e3ihCCrly5on377beTdDodcfVIsbS0 VPjkk0/EnTt3RlNKLbIsvyFJksUVsTRFbr/QhnEJajKZNnh4eHS9cOHCl++///7YJ598clx8fHx7 Vwd2J+fOndO98cYbMePHj59lNpvPqqra02g0vsYSYqNGUlJSvpNlOejy5csLli9fHjNkyJC/rF69 OlhRFKd8sNXSdBoAACAASURBVC8qKtKqqooAADDGlBCCL1++rHFGX7VVXFysee+996KHDh06c+fO nT6KojyRnJz8MEuIjuX2+xQZ10lMTLQCwIeiKK44c+bMG2+//fZrgYGBebNnzz7Qr1+/Oy7GaUhF RUXajz76KGLfvn2RCKH9sixHp6amHnZ1XIzjSJIkA8CXISEh3xBC/rJixYp/rF27tv/YsWONsbGx mY7c79elS5eK5s2bV5WWlnoSQqBt27ZlLthTCwBXP+h9+umnhsTERANCKE2W5VFmsznRFbHcC9j0 KVNr0dHRLVVV/RuldFZwcHD2m2++ub937971LntVHxUVFfxHH32k37FjR1+EUIrVan0rNTXV7MqY mIYRExPDV1RUPMXz/P9pNBrfESNGGGfMmHHYy8vLIQty7HY7NplMrXmeJ6IoFtds9G+o6dOTJ096 /fvf/45ITk4WOY7bb7PZ3rdYLMnO7JNhSZGpg8jIyLYA8C6ldHpkZKT5nXfeOdC2bVtbQ8ZACIGV K1c+sG7duoftdnueLMuvS5J0oCFjYNwGFkXxCZ7n5/I8HzBkyBDj7NmzLfU5hup2nJ0UMzMzfT/7 7LMoi8USihDaKsvyPIvFku6Mvpg/Y0mRqbPQ0NBuOp3uE4xx9DPPPLM7Njb2WEP0m56e3nzu3LlD zp8/760oyitms/knYEvQGQCk1+sfFQThfQB4YNCgQcZXXnnF7OitRc5KihkZGb7//ve/+6anp/cG gPV2u31BWlraCUf2wdwZe6bI1Fn1P9jH9Xr9yK+++mrlwYMHu37yySc7nbkp/4svvghZvXr1UITQ V1VVVf9IT0+/4qy+mEaHms3mPQCwx2AwPLRr1675u3fvnvn4448nvfrqq2ZHTas62vHjx70/+uij vqmpqaEY43V2u30Cq0TjOg29+pStdm2CzGbzZlVVe2RlZZVPmDBh8rlz53TO6Oedd97p/8033wxU VXWE0Wh8jSVE5lZMJtOvycnJD9pstjHbtm3ze/zxx2d89tlnvZy1WrUuiouLNW+88UbM1KlTXzx8 +PBJAHggOTk5liVE13JIkhJFcZAoilmiKFJRFI3h4eEP3uI6l6zeYpxPkqRLOp3uscuXL6c8//zz T1qtVod+APrwww/F+Pj4nrIsR0iStM+RbTNNl8ViSUhOTjZcuXLl+XXr1oWPGDHi6d27d/u7MiZC CHz66ad9RowY8dKhQ4fslFJDcnLylJSUlDxXxsVcVe83LlEUHwaAjQCwnFI6FADMCKH9oij+E5r4 M0vmjxITE5Xy8vKpxcXFFUuWLIlwVLtZWVk+P/3000BZlodZLJacO9/BMH9ALRbLpvLy8u6XLl36 zz/+8Y9JM2fOHFRcXNzg+w7NZnPLkSNHTv7uu+9CZVl+Kjk5eZDJZMps6DiYW6t3UqSUzscY95ck 6d8Wi2WnJEkzMcadAGBSeHj4v4ElxntKZmam3W63/y0+Pr6Po9r89ttv+2CMt1osFnYoHFNnmZmZ drPZ/CEA9LBYLBVjxoyJ3b59e4eG6JsQAosXL9bPnDkztqio6EedTtfDbDbvaIi+mbtT76SIEAo1 mUx/WC5sMplOW63WEIRQhCiKS+rbB9O4CIKQVFFR0a6ystIhtXXz8/NbKIrCDotmHMJkMp1OTk4e XFlZ+X/vvffexPnz50c68piqG5WUlAhTpkwZ9fPPP/cihMQYjca/VxfGYNyQI577HI+IiGhx4w8z MzMrSktLBwBAlCiK8xzQD9NIUEpbYYztjqow0qxZMxkAWjuiLYapRs1m8wpVVftu3bq15wsvvDDU GYtwTp486TVhwoSpeXl5hbIs9zabzSmO7oNxLEeMFL8ghKwVRbHrjb/LycmxlZaWDkQIDRRF8Tto BKdyMA4xPiAg4ERNBZD6ioyMPMXz/FPAVi8zDmaxWNKrqqrEI0eOeDzzzDNPODIx5uTkeMXGxk4p Kyvb0bFjx+GSJJU6qm3Geer9JhMYGLgSAAoB4KYLIHJycmyXL19+GAA6OaI/xr2FhYX5AcDfJ0+e bHJUm1OmTMnSarW+BoPhaUe1yTA10tPTL1qt1gE5OTn87NmzBzmizeLiYs2MGTMmVFZWbjQajTPi 4uLcco8k82f1TlJxcXGq2WyertPpfG51TU5Ojk2SpAEY48fq2x/j1rBGo1kbEhJyYtSoUacc1ahO pyMvvfTSLoTQv0NDQ7s5ql2GqZGWlnZZVdXHUlNTA5ctWxZan7YIITBr1qxhV65cSUtJSZkFrNpS o+KwkdvBgwfL73AJMZlMex3VH+N2UGRk5DJvb++QpUuX7nZ04+PHj8975JFHTFqtdqcoiuz5IuNw JpPpvKqqY3/44YfHMjIyfOvazvLly3vn5+e3kmV5CgA4bwUP4xRsOpNxiIiIiLkajWbSp59+usHR tSZrLFiw4LeQkJDfBUGIDw0Nbe6MPph7m9lsPogQWr1gwYJH6nJ/UVGR9rvvvntEluXp7Bli48SS IlNfKCIiYoEgCLOXLVv2fXBwsNMO88UYw4oVK7YHBQURnU63n40YGWfAGL+bl5cXWJdDtZctWxYB AGZJkhw+W8I0jAZLijExMTq9Xj+2ofpjnG/cuHFcZGTkf3Q63XPLly9fI4ri7/Vpr6Kigtu0aVPn 7777LuhWexx5nqerV6/e8sADD9gEQUgOCwsLqE+fDHOjpKSk3xFCn69evfpPVZmsViu22Wwau93+ p8MUKioq+MTERL2iKO82TKSMMzg7KaKwsLAHRFH8vLy8/Aql9Ecn98c0kN69ezcrKCjY7OPjM/Tr r7/+tr6HDSuKgt56661Ba9eu7f/jjz9GzZw584nbJcavvvpqW9++fc8KgmAKDw8X69M3w9zE59nZ 2T0KCgo8a35QVFSkXbRoUXRZWZl3enp6l/379/tdf8OaNWuCAeC0yWRKavBoGYdxSgm2fv36eVut 1jEA8C4AdAGAdITQJ3a7fWt6evpFZ/R5M+w8RecICwsL0Gq12zt06ABffPHF5latWtnr0k5ZWRlf UVEh+Pv7V0mS1GLRokWPN2vWrBIAoLy83Gv69On7hg0bduZ2bSxZsiQ8Li7uEYTQcykpKd/XJQ6G uZm+ffsmeHl5dW/Xrt05AIDy8nLvqqqqZhUVFc0FQbB6eHhUtm7d+tr72YkTJ3ooivK2yWT6t+ui ZurLkecporCwMBFj/JrVap0EAJUA4Ikxbm8ymc47sB/GhfR6/VCM8XdRUVHpS5YsSazPBv1169YF 79u3L3TDhg1rO3ToUIkxJlD9QY3jONK2bdvKO7UxZ84cS1BQ0O9Lliz5IioqKrq8vPzNzMzMOiVp hrmezWZ7zm63P/H779eeCnSglHYHgEqr1cqVlZXZLl68eG0/LqXUptFoVrskWMZh6p0Uo6OjW8qy PIlS+g4AtEMImQHgcUrpXgC4whJi0xATE6OrqqpahBB69vnnn9/2zDPPZDmy/bZt29oee+yxtL17 9/YBAAgNDT0RGhpaUpt7R48end+jR49Vb7zxxkgAGKDX6yeYzeZsR8bH3HskSToJAMtqvg8JCdEI gvAUANwHAFc4jttgNpsLXRYg4xT1Top2u/08QigJAN4AgH3Xv0hEkT3qaQr0en0/q9X63zZt2pB/ /vOfK0NCQpyy1Dw2NvbY9OnTj1VWVvJeXl7K3dwbHBxctmnTpnXvvvtuv4SEBEtERMQHqqp+JEmS U7aHMPee6hmI/4qi6ClJUhWwTflNkiNqn8ZTSgcAwFsA8FxERERg/cNi3IEoiu2joqLWcBy3a9So UVkbN2783lkJsQbGGO42IdbQaDRk0aJFvy1evHhN8+bNXxIEIT08PLxO+80Y5lYkSaoElhCbrHon RbPZPNRut7dECH0CAFNVVc0VRdGi1+ufAFYAvFHq1atXC4PBsBBjnNOjR4/g77///j9/+9vfzI4q 8O1sDz/88Plt27Z9M2bMmBytVrspKipqtyiK4a6Oi2EY9+eQhTYZGRklALAKAFYZDIYulNKnKaVr AQDr9foPCSHrfXx8DicmJtZpBMA0DIPB0A4h9CqldFbnzp3zZs2a9e2AAQMuuDquuuB5ns6ZM0f6 y1/+cuRf//pXZGJi4v7o6OgDsizPM5vNh4B90mcY5iYcufoUAABMJlMuALwHAB+IomgghMxECJnL y8tlvV6/1mw2T3d0n0y9IIPBoOc47lVVVcd069YtOzY2dm1MTEyTWCDl5+dnW7x48f5z586lfPbZ Z4bExMRt0dHRebIsf+Tl5RXHDntlGOZ6Dk+K1yGSJBkBwBgdHf2CLMuDCCF/dWJ/zF2IiIhoRQh5 ShCEGZTSjpGRkenPPffcF85+Zugq/v7+1oULF/5WUVGRtHLlyp7bt2+fV1pa+mlUVNQam822MjU1 9bCrY2QYxvXqnRRFUfSVJKkMbjMdlZSUVAUAm/V6fUF9+2PqThRFTwAYptFopsmy/Nh9992XO2TI kMwpU6Zs8vLyuifOe/Py8lJeffXVtFdffTVt79697ePi4gyHDx9+Jjo6+rSqqt/IsvxDamqqw469 YhimcXHESLFIFMXdVqt1YmZmZsXtLqSUGgFA44A+mVoKCQnx0ul0QzUazURFUYb6+vpe7N+/f/aE CRM+Cw4OvtNxX03ao48+Wvjoo48WVlRU7Pnhhx/u37t376Tc3NwPoqOjM2VZ/h4h9FP14wCGYe4R jpo+bafT6Qr0ev0Qs9mc4qA2mToKCwvzRwgN0+l04+x2+0MtW7Y8FxkZeXL06NFfhYWF1WpDfG1V VlZynp6e10aZhBAghKDGslIVAMDLy0uNjY09Fhsbe6y4uFizYcOG+3/99dcpubm586Kjo/MURfkR ALaYTCYJ2Pl4DNOkOSQpSpJkEEXxMUrpXlEUP+nSpct7cXFx98R0nDsYN24cl5ubq8cYD+N5fpSi KMH+/v4nIyMjc0eNGvV5jx49HH6c0/Hjx71//PHHHleuXNEEBAT8Pn369GNpaWktd+7cGSTLMmcw GE4PHz78tKP7dbZWrVrZX3zxxSMvvvjikdLSUuHnn3/usn///iHHjh2bHRERIQPANkVRtgiCsNdo NDrtmCyGYVyj3gXBRVG0S5KkAQAIDQ1tznHcVgBohjEeemOJt+uvbQhNuSB479692/A8P0ij0Ywg hAzmeZ4EBwef7Nu378lRo0bl1rVINwDA+fPndVu3br1tEQaz2dyFUooRQtRqtWq6det2Ljc3t50g CAoAgNVq1ej1+hydTnfLijLp6emdcnJyOo8ZM2Z/XWOtre7duxc/+OCDdS5GrygKio+P909ISOiW lpYW8Pvvv98nCIJJUZRfFEXZkZqamg5smwfDNHoOTYrVsF6v/zuldC6ldILFYtl0m2udqiklxZCQ EI2np2c0AAzheX64oijBfn5+uaIonn7kkUdyBgwYcB5jx5wEtnTp0vCfN28d6te+0y0TmqIoPCB0 NQlQihDmCCUqvv5nmONVjG6dKCgAUEoRrrmnFgilCADgbu6pulLOaQVU/POmn76s7T13kpeX12zr 1q1BycnJAbm5uUGEECvGeLeiKNtUVd2bmppa5Ki+GIZpOM7YkkHMZvMCg8GwmxCyWxTFJ729vZ9l +8HunsFg6EIIGaLRaEaoqvqQVqst79GjR15UVFTm8OHDt/r5+dmc0S8hBHUM6iWPeX7+LafAVVWh cs1BqwgRrVYny7KdJ+q1xEi1Wp2CkONOJ7PbbVfbv9on1Wp1cm3aP55+ECVv/8qhZ4cGBgZemT17 9uHZs2cfVhQFJSQktE9MTOyalpb2QVFR0bfR0dFHZVneSgjZiRBKZjVYGaZxcNo+RZPJZIqMjAxQ FOXn8vLyXIPBMJIQ4uxDjRs1URQ9EUIxHMcNwxgPV1W1TefOnU/q9fqCxx57bGV9T7Z3JI7jCdJh mRKCMOYIQggEQaMQjiAAeu1njkIpBaKqGGNMAa4mbgoUIaj9iNFZeJ6ngwYNOjdo0KBzAAAXLlzQ bt26NTA5OfnR7Ozs561Wq0d0dHSC3W7fwvP8TqPReNszIhmGcR1nbt6H6oUIA0VRfJ0Qwlal3oQo ip0QQiMEQRgty/KD3t7eF3v37p3fv3//xCFDhhS48/5BjDAFDv8hKVFKsKIomOMI4nlBdWRiBIQo oRRwdZuqomCFUsQLgooRdnlyrNG2bVvbs88+m/Xss89mEULAZDK13rNnT1dJkl4/c+bM59HR0bmK ovwMAL907tzZyBalMYz7qHdSlCRJe4dLqCRJSw0GQzwhZGp9+2sCkCiKPRFCY3meH6coSlCnTp1O REZG5g8bNmx5Y64oQ4iKFVnmMMZUrZ7mFASNQ97wr45EBVWWZY7Qq/mvpg+71SpodR52hyZgB8EY Q2Rk5KXIyMhLAGAsKSkRtmzZEnjgwIFHjh079nxBQQGKiIjYoqpqXGlp6d6cnBynTIkzDFM7jhgp 1uoTuslkSgOANAf01yiJohiMEJrC8/xkAGjdvXv37JiYmPTRo0f/7Ovr2ySeN6nqdQttqr/neaoC XE1q9cVxPMGYIwAANptVqBkxEkqBEBVzHO/2ewhbtGghT5s27fi0adOOE0Jg37597Xft2tXdbDav wBg3j4qK+kVRlDWU0j3sOSTDNLx6J8Xw8PDJFotl3fU/CwoK0t7sE68oihslSRpT3z4bi5CQEC9P T89JPM+/qKpq9x49ehwdNGjQwTFjxuTqdDq3fwO/W7wgqHarVSAAFChFlFKwWas0gBDVaLWKI6Y4 a5IrxpgSQq5l2ppk2ZhgjGHgwIGFAwcOLASAxKSkpNabN28OSU5OXlVVVSVERkZ+Y7PZVqSlpZ1w dawMc6+od1JECK0GgD8kRV9f33K4eTm34fXtrzGIjIxsCwBzKKUv+Pn5nR8yZEjG1KlTtzeVEeGt YISpRqeTVUXBlFJECEEYISCUgiLLnEajddjRYYKgURRF5iiliON4h65ydZXo6OhL0dHRvxJCft2x Y0eHjRs3PnTkyJGZUVFRvymK8r7ZbD7o6hgZpqlz6kKbe01QUJC2RYsWbxNC3uzWrdvx5557bl1T OYLpRoQShADRG5MRRphiQaPKsp0DAEQoBbiaIB3af/Vq1ya5QAVjDMOGDTszbNiwM+fOnYtfvny5 Pj4+fntUVFSK3W5/0WKx5Lg6RoZpqtw+KYaFhQ3EGO+48efe3t4+7rT3URTFTjzPb2/VqpXurbfe +m99qqe4u+v3C2KOIzcbAfK8oKqqilVFqR7NcaqiyBzPC00ykTmLv7+/df78+Qdee+21lPnz5/c/ ePBgmsFgeNZkMq13dWwM0xS5fVJMTU2Nh+umYkVRfJlSqnWnhNi7d+9mPM8nRkREnPvoo4/iG1Mx 7Lv1p/2CqooppX9aSFOzWpQSghDGFCMEV7dq8I7dpnGPaNWqlX3ZsmUJmzZtyl28ePEqvV7/u9ls 3uPquBimqWlUm+lFUWwPAC927dr1I1fHcj2e5ye1bt1a/fjjj/c25YR4zfUl1hCiFCiSZTsny3bO brfxVmuVoKoKhurpVYwQEEIQUVVOVRWO0qb/V+Qso0ePzh83blyCIAjzXR0LwzRFbj9SvMEnlNLn b7PZGRkMhoE13xBCOgFAtrODQgj5+Pj4XHFU7VF3UHzhDL8n7rObvj4oJYiQ6hqkGFFCKF/9c0wp AEIACAHFmFcBKCKEIkoJRggTANBgjChqwM32l4sLkaooXEP152zt2rUrB4Buro6DYZoihyRFURTX U0qvX0kh3ORnAABCXfsICwvzA4C+Fotlwu2uI4Rcm1Kq7v+fde2ztgghP+bk5Lz/3//+t/u0adOc noQbQunvF3jp1431medE8OeZCJclptZ+bZvEJ5a8vLxmq1atelhV1X+5OhaGaYocsSVjLSHkD+1Q Stfc7Npb/bw2MMbjKKX/hDsUC0AIDbvu29iGmKpLTU09JYrimOXLl/905MiR9v/3f/93wMfHx2Hb D1zBp4WfGtBdvPNfXvXGeQAA9WptWwTV/404jAnmeHL9NZeLCxElKgV08xzl06INETS6P7WNMaZQ x9FlaXEhrvj9TKPbx3ij77//vuvnn38+VFGUjSkpKR+7Oh6GaYrqnRTNZvP02l4rimKdR4oAMJ0Q 8uQdrqFms3n7df0NvN3FjiRJ0u6IiAjxwIEDXz/++OMzRo4cmfTiiy8e9vLyapTJsXW7TvLgCa/U aqUooQQpsswpisKpinItiWm0Wrlm24SqqkhVFe6Ld5/SVlZcvuWobfzMxfYuPQwqpRRsNqsA1510 X9tTMW50PP0gn7z9q0a76nXbtm0dV61a1ffcuXNtCCGvmEymdcDObmQYp3DYM0WDwdARADra7fZT hw8fPnvj70VR7AUAWwEg4G7brj5ZXuzWrdvptDT3rRSXkpJyHAAeDA8PH7Zp06YPNm7cOCA6Ovrw 5MmT09zphAtHwwhTjUarCIJGqTk+CnMcuX77BcdxlOM4BQDuVCv3fyhF7ngqRkMoLi7WfPvttw/s 3LmzT2lpqS8AfMzz/LKDBw+Wuzo2hmnK6p0UY2JidOXl5bsJIQ8CAPA8D6Io7gKAEdW1G7Fer59H KX0bAOp0UsapU6eaA8CpRnKaALVYLFsBYGt4eHhUUlLSrAMHDjzXunXrswMGDMieMGHC0cDAwCuu DtIZEELgqKo1CCHAHEeulXJDiDb1hFhZWcn99NNPXfbu3dsjKysrmOf5ozab7T1vb+/17rQFiWGa snonxYqKig8AwJMQEkopPcVxXBcA+BYAXgaAZXq9fiWldBql9AWLxfJVXfpISUkpBoDO9Y21oVks lmQASI6MjHzp4sWLo3/55ZenN27c+EqbNm3yIyMjc5944onsPn36lLg6TnclCBrlf88UHXs+o7so Li7WbNq0qetvv/3WLTs7uzvG+LyiKGsRQhMPHTp03NXxMcy9pt5JkVL6BM/zj153cKolLCxsEMY4 Va/Xh1BKI3ieD7iXD1atPlfyvwDw3+jo6Jbnz58fsWPHjrG//PLLc15eXiU9e/bMGzBgwEl3Pz/x RoQSpCoKxhjTmoLchBBEKXHIJn2EEDSGky/uBiEEzGZzq127dnUzm82dCwsLu/A8f0xRlB8BYKPR aMx0dYwMcy9zxDPFQKPR+IdniKmpqYWiKLahlLYBgDCj0dikC2HfjaSkpN+hOkHGxMToSktLH0pJ SRlhNpuHL1mypG2HDh1OhoeHn37kkUdORkZGXnLXvY+UUrBbrQIgRFVFQZjjCLr6/zlAiCqyzLnr GYcN7cyZMx7bt28PNJlMnbOzswOtVqsHx3HxiqIsoZRuT0pKKnR1jAzDXOWIpHhtCf51KADIPM9P Ygnx1qqfE+2q/pplMBi6nDp1anBhYeHjW7ZsmSYIgty1a9dcvV5/+rHHHssNDg52m0UWhFw9OxFf 3alfc4zT/xbGAFBnnHFYs8XGnZNtaWmpsHPnzo7JycmBmZmZHUpKSjoIgpChKMo2QsguADCaTCb2 74Jh3JBTK9pUTxsytWQymXIB4D8A8J+YmBi+vLxcPHr06KMnTpwYumbNmmGenp6XunfvXmAwGAoG DRqU36lTp0pXxYowpkApAoQooRSuXyWKEQKgFCH8532Ffv6BpKqy7JYZTaP1uGWfhBJkt9l4oBRh jiOCoHGLI6MqKyu5+Pj4+5KSkjofPnz4vqKioi48z59SVXU3IeRfiqL8ajabL7s6ToZh7qyxlXm7 ZyQmJioAYKz+WhAdHe1RVlbWNzU1deCRI0cGrVixYnTz5s0Lu3fvfjoiIuLU0KFDT/n5+f3pYGdn wQhTQaNRbDabgDEmvHB1+4UiyxwhBPGCoN7sUOGnXl5aVdc+FVnmAP53wLAzRqK1ikNRUGJiYrvf fvstMD09vcPZs2e7cBxXTCndK8vyKkrpPpPJdK6h42IYpv7q/TFbFEU7AGy6saQbQmgiAGy48ecW i+Wp+vZ5F7EtpZRWWSyWfzRUnw0lMjLSR1GUBzmOG4gxHqwoyv0tW7Ys6NWr15no6Oi8wYMHn67r op3PPvus1zfffDPmZiO9P7jxt3f7aqq5v7b33Sya2txLKQR0Djz9Y9yG1bXs6Q8IIWAymVonJCQE pqamdiwoKOhCKa3iOG6fLMu7MMYJKSkpeXVpm2EY91LvpKjX67++sczb7Vgslqfr22dtNeWkeCNR FFsjhGI4jhtUnSTbtW/fPjc0NPT0ww8/fHLAgAEXartohxACp06dana7azIyMlru27fv/ubNm1cB AJSVlemmT58ueXp61nqfYlxcXHBycnLPpUuX/lib6zMzM1vu27fvfkII0mg0ysSJEw83b97cXpt7 /fz8bHdTXSgvL6/Ztm3bupjN5oCcnJxAWZY1GOP9sizvJITEp6amHgNWVYZhmpwGLfPGOI8kSZcA 4MfqLxBFsdO5c+cevXjx4uM7d+6cyHEcBAUF5UZFReUPHz785O2eR2KM4U4FBry8vBSj0Rjo4eFh VxQFt2rVqiIkJKT0bmL29va28Tyv1raYQWBg4JUHH3zwfF5eXrMHHnigTKPROGzq1Gq14p07d3bc v39/1/T09IDS0tL2Go1GkmV5MyFkt7e3t1Q9pc0wTBNW76QYFhY2sPogYMaNSJJUAABfV3/hsLCw 8KysrCE5OTkjVq9e/UTr1q0LRFHMHzx4cHa/fv0u3u3WDz8/P9vgwYOPHTp0qLOPj4912LBhJ53x 57iRr6+vHBoa6pBFKwUFBZ6bN2/udujQoS65ublBCKHfAWC7qqr/0mq1+1hJNYa599Q7KWKMdwCA xgGxMM5DUlNTzQBgBoD5vXr1anHx4sVB8fHxo/fs2TNZq9XaevfufWLw4MHZQ4cOPV3bg5IHDBhQ NGDAgCLnhu5YmZmZvhs3buxhNBq7XLx4MZDneZOiKGsIIVslScoGNiXKMPc0tvr0HpSRkVECAOsB YH1MSc4B3QAAIABJREFUTAxfUVHR32w2P2k2m59ctGiRJjQ0NGvYsGFHhwwZcsZdiwfcjZycHK/v v/++58GDB+8vLi72FwRhjyzL8wVB2FpdTIFhGAYAWFK851U/J0us/no5LCwsUpKkyWazeeKHH36o 9O/fP3PKlClp7lQ4oDYqKiq4tWvXBu/cubPn2bNnuwiCkGC32/9htVq3mM3mClfHxzCMe3JIUtTr 9Qtu3HpxK5Ik/Z8j+mScgqSmpiYBQFJMTMyrFRUVjyUkJDy/a9eumZ07d84ZP368ZezYsbnuPHrM yMjwXbVqld5oNPYBgNOEkOUY4++SkpKKXR0bwzDuz1EjxUFw3WGwd8CSYiNQPYLcAQA7wsLC/E6d OhW7dOnSV1asWCGPGTMm5fnnnz9S22ePDWH//v1tV6xYEXXixIlgjuN+UlX1dZPJZHJ1XAzDNC4O SYpms9ngiHYY95SamloEAP8URfFfJSUlE9asWfNuXFxc38mTJ++fPn36MVeOHM1mc8uPPvrooZyc nK4IoeWEkMdNJhMrsM0wTJ247zwY43YkSZItFsvajh079rhy5cqcVatW9R81atSUQ4cO+TV0LKWl pcIrr7zyyMyZM2Nzc3P3EUI6p6Sk/FWSJJYQGYapM5YUmbsWFxenmkymtQihoIsXL3736quv/mXu 3Ll9FUVpkOrc27dv7zBy5MjYlJQUYrfb+xiNxlerixcwDMPUS72nTxFC7zsiEKbxSUpKqgKAd0VR jNu1a1dcRkZGh+XLl29p166d1Rn9EUJg8eLFhk2bNj0EAHNMJtMXwPYVMgzjQPUeKZrN5gWOCIRp vCRJylAUJbywsPDolClTns7KyvJ2ZPuKoqCcnByv2bNnP7Z58+ZQRVH6mUym/wBLiAzDOJhDFtqM GzeOy8nJiahezg8AANHR0R52u/1VAHgIAA4BwCeSJN1VbUym8ZAkqRIAxkdFRX08Y8aMKStXrlwT FBRU7/2A586d061cuTI0OTn5gUuXLnlQSh9OTU094oCQGYZh/qTeI0VRFIXc3FwzxvhQzc/GjRvH 2e32QwCwkFJaAgC+AGDq16+fQ0cQjNshycnJr1RVVf300ksvTSguLq53+b/du3cHpKend7l06ZIn IeQTAAh2QJwMwzA3Ve+kiBB6gVKapdFoPGt+lpeXNxgAQjHGj1kslqckSXoDITTFZrO9Vd/+GLdH AwICZpeVlWW+8sorQwm59fbViRMnZi9evHjT7RrLzMz0P3XqVCdFUT4mhJQSQjiHR8wwDFPNEatP JymK8kr1ogsAAKCUxgLAWZPJdO30DC8vLwuldKID+mPcXFxcnFpZWflUTk5Om+XLl/e+1XUtWrSQ b3dsVF5eXrODBw+GUUp/IIQAQsjDbrcnOiVohmEYcEBSpJT2Tk9Pv3ZSwrhx4zgAeAIAVsN1CyGq K6QE1Lc/pnHIyMgokWV56rp16x47deqU553v+LO5c+cOpJRu7tKly7M8z6/q2rXr0iNHjlxwdKwM wzA1HDFSLAsJCRFqvjl58mQIAHAY4y3XXySKogAAjeqYIaZ+LBZLAgBsW7BgwYC7vXfbtm0dsrOz u8qy/FpcXJwqSVJhXFyc6oQwGYZhrnHEM8VfNBrNg9d9/wYAVDZr1iz1hkt7UUpT6tsf07jIsvzX w4cP90lPT29+N/d99dVXDwLAQrYpn2GYhuSIpDgfY7xdFMV/i6K4HgCeppS+Vj1dCgAAoaGh3QDg O4TQ5/Xtj2lcJEkqAID1K1eu1Nf2nsTExLaFhYX+V65cYa8XhmEaVL2ToslkOq2qak+EkBeltCUA TLZYLF9efw3HcZkAsE+S/r+9+4+OqrzzB/753HsnDCEhiSEgAcWEEMAAIfNMJiBKR+sCWqWUFuz6 q7W6rrh1z7fVs9X99vTb7fa4Pd9v3S5Hq3SrtVYR2VjxV9VWkYDENJm5k/Ajy6+YQORHIEBMJiSZ zL33+f5Bxh1CJglh5iaQ9+ucnJO595nnvgM355Nn7n3uo//lYo8Hlx7TNJ/z+/1zBvsYuDfeeGMu M6+vra3FuocAYKu4TN6vqak5QETfi7VfVdXJVVVVWM9ulNJ1vcrj8RiffPLJpBtvvLFpoPa7d++e Fg6H/9WObAAA0S56pOhyue7qvS0vL29M9OtIQRRCvHGxx4NLktQ0bcfu3bsnDdSwu7tbaWtry5ZS BuwIBgAQLR7XFF/svS0tLS0Yo/ltF3s8uDRJKU8Fg8ExA7VraWlxEJGSl5d32oZYAADnwNJRYJdJ 48eP7xyoUWZmZjczG/X19RPtCAUAEA1FERLO6/U6TdMsXrhw4ZGB2mqaJrOyshqZ2WtDNACAc6Ao QsJ1dHR8NyMjo0kIMaiPRBcvXrxX07QfEJEtixYDAESgKEJClZSUTGLmJ++7777tg33P97///eqk pKSc4uLi7yQyGwBAbyiKkDAFBQVJzPzHuXPnHrjjjjvqB/u+lJQU4wc/+MG7zPx0UVFRYSIzAgBE i8s8RSHERill9BpBjj62ERE5CEYFIYRD07T/ysrKuvJXv/rVhgt9/4oVKw7t3bt366ZNmza73e5F fr9/XyJyAgBEi8eUjFeklCEiCke+pJQv994W2X6xx4ORTwiR7HA43s7MzJz3wgsvlKakpAzpQd6P P/64f+nSpbqiKOVCCFe8cwIA9HbRI0W/3x/zSTYw+hQXF1+pqup72dnZY59//vkNGRkZ4Yvp72c/ +1lFampq6PXXX99aXFx8p8/neydeWQEAerusVzHPzs5eSkTGsWPHPh7uLKOBEMKlKMq2+fPnn3rh hRfeGeoIsbdFixYdGzduXHNVVdWPp0yZYh45cuTTePQLANBbXK4p9lDcbnehZVluZp5OZxcY/oyZ /+r3+2spasFhuPwUFxevJqLfrVy5suxHP/qRP97933nnnXXXXHPNS0888cQPFyxYMM/pdN5fVlbW Fe/jAMDoFpd5YG63e6aU8n0iyiGiLiKqp7Oj0Fw6e3PNAVVVb6uqqtofj+MNlhDiKSllZyAQ+LGd xx1l2OPx/LOiKI8/9thjf/zmN795MJEHO3z48NiHH374G83NzaeZ+daKigo8Dg4A4uaib7QpKirK llLWSilfUlV1gq7rybquF+i6PkvX9SRVVScw80umae4uLCycEo/QMGJwSUnJfzidzv+1du3a3ye6 IBIRTZ06tfO1117bOHPmTIeU8q9CiMmJPiYAjB4XPVIUQjwrpazpvYZib263+x7LsjyBQOCRCz3G /Pnz01VV/S0R3cLMHyuKct9glqLCSDGxPB7PL5KTk7/7m9/8Zn1+fn6sh8AnhGEY/MgjjyypqanJ 7Orq8tTU1Hxh5/EB4PIUj8n7ywzDWD9Qo5SUlFJmvn0I/bOqqlssy/p3XdfHm6a51rKsV4bQD8SR x+NZparqQ88888wGuwsi0dlnpD799NN/mT59esfYsWM3EB4JBwBxEI+iOHnnzp0dAzXquSki+0I7 F0LkEpG/urq6gois6urqzX6//5Yh5IQ48Xq9TiL69UMPPfReQUFB61D7aWpqcm7cuDF3+/btWYZh 9FvUGhsbk//whz/kb9y4Mffll1+esXfv3lRN0+TatWvfUxSl2OVyfW2oOQAAIuJx96lKCbyzVEo5 m5nrhRC/JqK7pZRvhUKhh2tra9v7aM4lJSWpkRfhcDiJiAZcrgguTDAYXJaent559913D/nGqZaW FsczzzxT7HA4zB07dkzZt29f8/3337+3r7anTp1KevbZZ92maWoHDhyYmpmZ2bZr164py5cvr73+ +uubly5d6n///fcfIqJ3h/xDAQDQJfDsU2bOJKKfMPNzuq5nKIqy1el0/i5We8MwWiNfRPSwfUlH ldk5OTnHFWXop09VVVUWEVFycnIoIyOj49ChQxNijRZ9Pl+WpmlWS0tLSlpa2pnOzs6kjIyMMxUV FVcREc2fP/+olPLaIYcBAOgRr2efvtjHc077csHPPmXmkJTyNb/fv5uIyO/3vyiEeE4I4dB1/byn pUgpfxr1csmFHg8GxsynW1paxl5MH/n5+a1lZWUKEVE4HFbT0tI6NE3r8xOHmTNnfrF161Y1JSWl o6mpKSs5Obmzs7NzzLx5844QER0/fjxFURRMzQCAixaPoriJmcczD+o+hzcutHNm3iul/Ebv7bm5 uZau6703y0Ag8C+RF0KI8VLimQHxJqV8v7Gxce2ePXvGz549u20ofeTk5Jy54YYb6nRdvyojI6Nj +fLldf21XbJkyb7y8vJpRMROpzM0bdq0k0uWLPmciOj999+fGw6H/zDEHwcA4Esj/o49r9erBYPB Y5Zl3VxdXb1TCHEvM9/s9/vvGei9mJKROB6P59ns7OybSktLN8Ya4dnh6aefLly/fv11RDSjsrJy SAUaACBixF9TLCsrMxRFcSmK8ishRBcz3+xwOB4c7lyjnWmajzU1NYXWrFmzbKA7RxOltLQ095VX XllimuZKFEQAiIcRP1K8GBgpJta8efMmjh079pNZs2a1r1u37k9Op3Mw15Xj4sUXX5y1bt2625n5 zsrKyrfsOi4AXN5G/EgRRq6dO3eekFJet2/fPmP16tXfbmxsTE70MS3Lop/85CcL161bd4uU8uso iAAQTyiKcFGqqqpOnTx5cnFzc3PlPffcc9+WLVuuTNSxWlpaHPfee++KDz/8cGY4HF7o8/k+StSx AGB0wnqKcNFOnz5tHj58+M2srKyOzZs3P9rR0XFmwYIFx+N5DL/ff8WDDz74t8ePH68PhUI319TU fB7P/gEAiDBShPiRfr//Gcuylrz66quL1qxZs6S7uzsu59err76a98gjj9wXDAZfqKysvBUP/waA REFRhLjy+/3l4XB4fk1NzZjVq1evbm5uHnMx/T355JOetWvXft0wjLt8Pt//ISLbbuYBgNEHRRHi rrq6+igzX9/U1LTnrrvuuuvQoUMXfAOOZVn06KOPet9++22XYRiL/H7/24nICgAQDUUREqKioqLz 6quv/lZra+vHDzzwwLePHz9+QSPGJ554YnF5efn0UCi0IBAI7ExUTgCAaCiKkDClpaXmtGnT7m9v b/evWbPm64Od5P/cc8/N2bp1a6FlWV+pqak5mOCYAABfQlGEhCotLTXD4fDdx44dc/zyl78UA7Xf u3dv6ksvvbTMMIxv+Xy+ejsyAgBEoChCwum63tHd3f29t956a3FLS0u/K6U89dRT1xNRqa7rW2yK BwDwJRRFsEUgEPhEUZT969evnx2rTWtrq2PHjh2FoVDoSTuzAQBEoCiCbbq7u9/Qdf3qWPs/+uij KZqmHampqTlgZy4AgAgURbDT/ubm5tRYOxsbG9OZGQURAIYNiiLYxrIsi/pZmUVKyVJKTM4HgGGD ogi2URQlOy0t7Uys/ZMmTWpn5ql2ZgIAiIaiCLZxOByenJyc07H2CyGOd3d3zywoKEiyMxcAQASK ItiFpZRfLS4uPhSrwaxZs9qcTucXSUlJC+wMBgAQgaIItiguLr5WSpm2dOnSw/21KygoaNA07Xa7 cgEARENRBLssnz59+n6n09nvjTSLFy+u0zRtpV2hAACioSiCLTRNW7Fo0aKGgdotX768wTTNbI/H k2NHLgCAaCiKkHDz5s0bFw6HXbfccsuAzzJNSUkxs7Oz603T/Kod2QAAoqEowpB5vV5t3rx5E6mf uYdERJqmucaNG3cqJycn5nSMaLNnzz7ucDgWxSUkAMAFQFGEISkqKprW1tb2Q03T/s7lcv2DECLm QsLMPHPChAknBtt3bm5us6Io18YnKQDA4KEowlDdzMztRNRMRMlSypjLQkkpJ2ZkZHQOtuPJkye3 W5aVFY+QAAAXAkURhoSZzzl3pJQxzyVm1hwOhxxs35qmWUSkXUQ8AIAhQVGEIdE07SPLssYTUZaU sss0TX+stlLKtvb29n7XUYzW0tLiZOZgXIICAFwA/DUOQ1JVVdUghHhKUZRMn893nIj6Gwkeam5u Thts359//nk6Mw84fQMAIN5QFGHIdF0PE1HTQO2YeWdLS8sUwzBY07QBP0Y9cODAxHA4/Oe4hAQA uAD4+BQSTtf1eiLq+OSTTyYNpn1dXV22aZrlCY4FAHAeFEWwg1QUpWzbtm0DPqWmoaFhXDAYnBQK hVAUAcB2KIpgi1Ao9EFNTc2AayV+8MEHOQ6Ho7q2trbdjlwAANFQFMEWqqpuPnr0aG5XV1e/51wg ELjaMIwP7MoFABANRRFs4fP5Gpi5vby8vN/rip999lk2EX1iUywAgHOgKIJdpKIoNbt27YpZFDs6 OtS2trbJlmXV2BkMACACRRFsYxjG/mPHjqXH2n/gwIHxiqJ06rp+0s5cAAARKIpgG8uyTra3t4+J tf/kyZNOVVVb7cwEABANRRHsxMw86GegAgDYDUURbKOqalZqamoo1v6srKxO0zTTaYD1GQEAEgVF EWyjqursKVOmtMTan5+f3yalTCopKZloZy4AgAgURbALm6ZZWFhYGPNZqU6n00pLSztqmmbMtRkB ABIJRRFsIYSYycxJCxcubO6v3YwZM44y8w125QIAiIaiCLaQUn516tSp9QOtkiGEaNQ0bZlduQAA oqEogi3GjBmzzOVyfT5Qu1tvvfVgOByeM3/+/JjzGQEAEuWSWE/R5XL9HTP/OmrTu7qurxy2QHCh FNM0F3u93lcGapidnd2Znp5+5PTp0zcQ0Ts2ZAMA+NIlURSJaIGiKLN8Pl/9cAeBC+d2u2cws+rx eAb1pJoZM2Yc8/v91xGKIgDY7JL4+JSZF3V0dBwe7hwwZHMnTJhwtK/riQ0NDeO2bNlyZXt7+5d/ oOXl5Z1wOBxF9kYEALgERoqrVq1S6+vrp40dO/ZpIcTfSinfdDgc36+srGwb7mwwOFLKqzMzM8/7 /3rzzTenVVVVTVMURX788cfTH3vssaq0tLTw1KlTvyAizzBEBYBRbsSPFOvr6ycS0Skp5U9zc3Mz iGiLaZqxPlZjIcS+yBczf8fGqBCDlDI1OTk53Ht7dXX1lIyMjDNpaWkdzMzbt2+fRESUnp4esiwr xf6kADDajfiRoq7rx4hoas/3RES/F0I8XVBQkBJjdfYDkW+klKo9KaE/zNxtGMZ5/xfjxo0Lmaap qKpqGYahZGdnnyEiCoVCGjN3258UAEa7ET9S7AMTEYdCofNGHkQkdV2/LfJFRG/ZnA36IKVsOn36 dHLv7StWrNhPRBQMBsfm5+cfnzt37hdEREePHk1l5uN25wQAGPEjRbfbPUdK+SwRLdN1vcvlcj1A RG/V1dXFfLA0jCzM/N8nTpw4b3Hh/Pz84OOPP+7r7u5WkpKSrMj2urq6iaZp7rQ3JQDAJTBS9Pv9 u5n5t0RUI4RoY+ai1tbW+4Y7Fwxea2trTVdXV+quXbvS+tofXRCJiPbs2TPZMIxt9qQDAPgfI36k SETk9/tfJqKXhzsHDE1dXV1o4cKF2997770Zc+fO9ffXtqmpyXnixImccDj8kV35AAAiRvxIES4P oVBo46effpo3ULvXX389X9O0wM6dO0/YkQsAIBqKItiCmTcdO3Yst6GhYVx/7crKymYahrHerlwA ANFQFMEWuq6f1DStvLS0dHasNk1NTc7GxsYZlmWV2pkNACACRRFsEw6HX6uoqMiNtX/Tpk15mqbt 6JmbCgBgOxRFsA0zv3f48OHp7e3tfT5UobKy8hrDMDC3FACGDYoi2Mbn832uadrJbdu2Te5rf0ND QzamYgDAcEJRBFspilK7b9++Cb23d3R0qGfOnLnS6XTuHo5cAABEKIpgM8uyDp86deq8h303NjYm K4piVFRUtAxHLgAAIhRFsJmUstuyrPPOu3A4rDCzQUTnrbkIAGAXFEWwlaIoV4wbN+6859ZmZWWF TNMcK4RwDEcuAAAiFEWwGTPnT5069byPSCdOnNiladoZZo45ZQMAINFQFME2eXl5Y8Lh8LUlJSXn zUNUFIUmTpx4mIg8wxANAICIUBTBRqmpqdcnJyefmjVrVrCv/XPmzDmiadoyu3MBAESgKIJtkpKS vjFnzpz6WPuXLFlywLKsr3m93kti9RYAuPygKIJdFCJatWzZsr2xGixevLhpzJgxoTNnznjtiwUA 8D9QFMEWQojrNE3Tli1bdjhWG0VRyO1271NV9U47swEARKAogi00TVtVWFi4T9O0fuch3nrrrXuk lCtWrVrV5/NRAQASCUURbMHMt3u93rqB2t10003HNE2j+vp6tx25AACioShCwpWUlEwyDOOqpUuX Ng7UVlEUys3NPcjMX7EjGwBANNzlBwlnWdbctLS0Y+PHjzcG037GjBnNdXV1JYWFhUscDscZh8MR qKio6Ex0TgAAFEVIONM0r0pPT28dbPuJEye2maZZrCjKXCml1t3dPZuInk9gRAAAIkJRBHuEDx48 OMftds8Z7BsURWlk5qCUkoho4qJFi1LLy8v7nPQPABAvKIqQcIFAYP3cuXP/NNj2mqaNJaIHmFmV UipE1FleXt6euIQAAGehKIId5K5duy5kncQWj8fzmmEYNyqKckZK+SFhSSkAsAGKIoxIVVVV+4lo /3DnAIDRBVMyAAAAeqAoAgAA9EBRBAAA6IGiCAAA0ANFEQAAoAeKIgAAQA8URQAAgB4oigAAAD0u 68n7zMxSSiGEWDPcWQAAwB5dXV0v1NbWdg/lvZd1UUxKSvpFKBRah7X5RiYp5VwiuoqZ3xvuLACD ZVnWUmY+zsw1w50F+uZ0Ol8ioiEVRYBhI4R4TgjRMdw5AC6EEOKkEOKl4c4BiYFrigAAAD1QFAEA AHpc1tcUYWTr7u7+Z0VRfj7cOQAuhGVZ85xOZ9dw5wAAAAAAAAAAAAAAAAAAAAAAABg2PNwB4PJX XFxcYFnW/yaiW4jIkFK+LaV8vLq6urlXu+t62n2FmfdYlvVkIBDYNCyhYdQbxHmrCCH6vAvV6XRm lpeXB20LC3GDoggJJYQoIaINzLw8JydnT3NzM7e1tS1m5g2tra1X19XVhXrarWDmf2LmO3w+32GP x3OFaZqlzPxbv9+/YZh/DBhlBnneKkIIs7W11Rk5j+HSh3mKkEhMRJsURbne5/PV+/3+yPaP3W73 d6+44ooUIgoJIRxEtMEwjMk1NTVfEBFVVVWdKioqukNRlH8cpuwweg3qvI1sHDNmjByOkABwiSkq KsoWQhwdqJ3b7Z4phPAP1A7ADoM9b+nsSFEWFBQkJTwU2AYjRUikLGb+76jXva/B/KOu6+uIaAIR NdgbDSCmwZ63RETkdDo7hBBW1P5yXddvTHhKSAgURUgYTdNOW5Y1I2qTpet6EhGREOI7UsoUIiLD ME6oqjq9rz68Xq9WVlZm2BAXgIgGf95GtLa2jsM1xcsHHggOCePz+Y4QUWpJScnU3vuY+cvrMOnp 6Q1ENLukpGR8dBuPx5MZDAZbV61apSY+LcBZgz1vI3BN8fKCogiJZBHRcsMwthUVFV1LRMqqVatU t9u9SEr5C0VR9hMRlZWVGcz8oGma75SUlEwiOlsQDcN4TUr596WlpeZw/hAw6gzqvIXLE6ZkQMK5 XK7ZRPQEM99GRCylfEdV1Z/6fL766HZut/tbRPRDKaWbiHYz85N+v//14cgMMIjzVhFCmERk0tlC +iVmLvH7/dU2RwYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAY 2bBKBoDNioqKshRFeYiIVhLRLCI6SkTvGobxf3fs2HEk0k4I8Z9E9N1eb5dEdIiI3klKSvpxRUVF Z6/2abqu39H7mIWFhVM0TWsgojxd1xvdbvfLUsre7dqZOWBZ1pOBQODjPnJPUxTlUSL6OhFlElE5 M/8+Jyfnv7C8F1wusJ4igI1cLtcCRVEOE1Gj0+lcrOt6cldXVyER7dE0rbG4uLg40lZKqRLRu7qu J0V9OQ3DuJGIrg+Hw5uj+5ZSqsys9XVcp9PJROSwLIuJiCzL0ph5Y3Tfubm5WUT0c2beLIS4sVfu 1Yqi1Eopt6Smps7UdT3VsqwHpZQr6+vr/V6v1xnffymA4dHnLxAAxF9RUVEWM28nor/RdX1LZHtt bW07Ea0TQoyzLOsNIppGPevz9bHSu9yxY8cRt9t9v5RyV1FR0bTq6upDQ8ljWdY5ffeM9spcLtfL RPRzIlpERDR//vwZzLxRVdWZVVVVXy6w23Pc1W63+71gMPhHIvraUHIAjCQYKQLYpOejx53RBTGa 0+n8TyL6FyGEOlBfqqo2EhEx89XxTUmkKEo1M8+POtaTUsrXogtiFGma5kNEdKsQYnq8swDYDSNF APvcy8z/L9bO8vLyIBE9P5iOwuHwNcxMqqoejFe4CCnlAmau6HmpENG3FEVZFat9dXV1oxCiW0q5 mIg+i3ceADuhKALYIC8vbwwRTbYsa89FdsVCiCuJ6BVm3uzz+T6PQzwiIvJ6vVpbW9vNRLTasqyF REQLFy5M7+7uJiJq7OetkoiqichFRC/GKw/AcEBRBLBBVlaW0lNczrmOJ4S4nojOudNTSnl7IBD4 c8/3K4UQ3VG7HUR0Qkr5SyL6j4vJxMz3CCG+3fNSCQaDXcy81bKs66qrq/9KRGSaJvfkMAboyyJc joHLAIoigA0qKio6hRAtzDyTiP4c2a7r+nYiSup5qQghTDp3qtQmXddXEhEtWrQotbOz8xUiap0+ ffq/954GwcxdlmX1+Tvd3d2tKopClmUZUe1f8fv99/SXe9q0aV/U19dbUsopRBSI1U5KWUBEv+uv L4BLAf6yA7CJlHI9Ea3ur0nvDdF3n5aXlwfHjx//TWYu/Oyzz16k839/9zPzVX11zMwTiIg0TWuJ bOt992lfegrvO4qixMxdXFx8FRGNV1V120D9AYx0KIoANpFS/hsRLXS5XDf1tV8IMXagPsrKygzH 27WCAAABX0lEQVTLsm5h5rtcLte/9eq/kogKe65fnoOZvURUp+t6xxCiPy6lvNvj8eT3sY8ty3qK mTfHuDsV4JKCoghgk+rq6qNEdB0zv+92u+8XQqQRnb0Jp6io6KtEtJ+IKsPhcOUg+vl7Zv6noqKi wsj2QCBQSUQfpaWlbfB4PJlEZ2+ecbvdXjo7Kb+/UWpMuq7vZeZVpmn6XS7XUq/XqxERlZSUTHK5 XC8R0bVSyuVD6RtgpEFRBLCRruuVqqpmSyknENFfhBChtLS0g4qifI+I7tF1feGuXbtaBtHPC1LK TxVF+VNBQUHkmqQkotuIqMw0zT8JIULBYLBJSvkdIiry+/3VQ83t9/tfl1K6FEVZFgwGDwohQoZh bFAU5cPU1NT5QxyBAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAjHr/Hxo7Ceroxn+TAAAAAElFTkSuQmCC ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image014.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAQ0AAAC0CAYAAACOoHkBAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAO xAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAD78SURBVHhe 7Z0HYBRl+v+3bxoklBB6CYReIyCgqKigp6Kch2L35Ow/21lOPc87zzsLd57H/847PcSupyKHBSu9 CUpHOkKoCS0hIT3Z9v88k9m4hJTdTXazm7yjw252Zt553+d95ztPfyx//OMfDWpTFFAUUBTwlwIW f09U5ykKKAooCggFFGiodaAooCgQEAUUaARELnWyooCigAINtQYUBRQFAqKAAo2AyKVOVhRQFFCg odaAooCiQEAUaHTQmDdvXuvS0tJ2l19++Y6Aeq5OVhRQFGgUCjQ6aDidzr4ej2cCo3+qUSigbqoo oCgQEAUiATRcRqOxLKBeq5MVBRQFGo0CjQ4ajTZydWNFAUWBoCigQCMosqmLFAWaLwUUaDTfuVcj VxQIigIKNIIim7ooEinwhz/8oW1CQkJPq9Uq69pTUx8dDoc7Pj6+RatWrcaY2HJyclYUFRUVcp2R a4wWi8XVokULd25ubn2fDyP3yiksLNxJYGiN/YlEWtbWp/oSJdrGq/rbxCgAUPTo37//iI4dOw6/ 9dZbe6Smpibw0DvBghpH6mYrLi6O+/HHH7thuTP07t17DCBSxHUG/nZlZma2y8rKapuenv6jNIKi XsAk4I22PNnZ2abdu3cf/frrr7fv2LFjBUC0AwDJC7ixCLpAgUYETYbqSt0UACTi4Sb6DBo06Ox2 7dr1//Wvf92pV69ezpEjR+YMGDBgd2xsbEFtXIbPHYwHDx5sBX4YunXrlsvvbvyFEmJiYhyrVq1q v2DBgp4PP/zwSv38oEBDv9YGALX+/vvv07du3ToOoCpYtmzZHu69eteuXWsBkMy6Rx1ZZyjQiKz5 UL2phgIidnTv3j2dh3vU9ddf3zctLa1l3759CwGK7B49eqzjknJ2M7uwFzZ/idilS5d8/Vzz9u3b 237wwQcDAR0HYkuxgAmbvQFAwwMXlPPzn//8GLuhoKCgJeDRYc2aNb8EQKbyefDw4cM/bNq0aTk+ S7sAEZe//W+s80IOGl9++WUPJuAS2MUNl1xyiRe5fccb8URqrMlpzvcFKFohNozt3LnzaMSOPny3 nnHGGblDhw7NbN269TadmxCgEC7Ab6DQaSr6BafehvYMIJ44W7ZsWWq32x1wG06Xy1UTd+F7rXy3 6mBV03RpehLvOehKikeNGpXBLqhk37lzZ7vvvvtu/LZt2yYBIkd4XtYDKovRg2yLVD1ISEHjs88+ i4MwVyMrfgNwnPH555/bLrvssiVCXRaFkUUQI/OlE7U5PyNq7BVrwtShQ4fRcBLjb7nllsGIG9bR o0dnDx8+fLvNZivSHzzhJuqzbj280U1vvfXWoBMnTsRPnjx5B9zKya5duxbdddddm3i5OZYuXdol IyOjjQ4qvuDhyc/Pt7KO044cOdIC8Cq++OKL97dv3764DuDwnV9pz9t/d58+fbLYD/Gb+cCBA21W rlx5zoYNGy5B/5H10UcfrdiyZcvXgMeRSFog9SF+neNA6WOE1XPCkmXD9rXVUVkDDZRXHdEv/T90 RV0AlIV1NqZOaLIUACzM6CV+fsUVV0wcMmRI8tlnn51z1lln7YiLiyvUH0bhKALhJuTBdOh7Vbq5 cnNyWi+cP39QQVFhgs1mcdx//69FxCnlfsI5lJtMRldubk682+00mkwWX0BwfvXFF4M/+eTj4Yez Dnew2W1lBw8eWPvkk7/X1rTPy0/uL6JNXboQOS5jk90AcOWwH7vmmmvMKE/boVeZtG7duiuJz1qH +DLrkUce2R4JiyCkoHHzzTcXwW0sgeUbBzi0NJvNu72DBu2P8dvD/J0OuveLBGKoPoSfAq+88srZ EydOvPucc85pNWnSpD2Ah1gs5OGVtRkIUPh23rn82+WdNq7/oQNrTlNOeDdeUB6Ho9zqMZosqC3s K1d+N/jH3fd26dkz7bDdZnWwJt0/bP4hde/evd0eeeQxQ48eqUdYn9rDL8fgQNo7XR671W73mExm 0549e7v+61//HsULEDuM0eh2uUyIIKVXXjlpN+KOAFddwOHbPeGiNLMPdDjKnsVzEjd37ty+8+fP nw6HsxQdyD/hPETZ22hbSEFDRgXBO7IzQe5d7JU6DRRaQtB9yHCtIEzvRqOAunGjUQD2+7Zf/OIX N952221bBg8evIWOyBu3Idak89NPvzrD3TJ1RPuOqagnZKn5bHajZ/glwxwCTaUlxcmsy57FJpO7 1GTSfCm6pacaup1h9PD7qAL9N+/V7Qb2dnUcYnGxpsVyawMkeuU7nX2AFCOYYQCTzOu+W1DQO63H m2POGnuU60TnEcymcSCI9g4UqJvhwmJef/310XDug5577rlHHn/8cRFpGmVriAmqteM4zixKTk7u B4F3E/6eV/VkAEPeJoGgcaMQSt20YSnw/vvvX4Q+4OZp06YtQV9RQuvBchXVdsxitXk69RnmSu13 RonTUQU0fK4AGeTeBuSQU5yvPCAKKFDXoEWJL7t2A3Hn8Lg9lhOHtjtcZWV1XlxX4/pxTdELSLlQ CH+Lziedv59CpLsPjkNEp7BvIQcNEVEY1dqwj0zdMKIpwBvzIriMDF3B6TVtNlifedI8Tke5wVFe ZnCy+25uj5vH2+jRfbbq9NSscn6NfZT23LTmdrs8sNgNNhYf8LBfeumlGxcvXnwpvh5p/L6poW/i T3shBw1/OqHOaX4UgMMsxFuya7hHLgBQXlZm4c2NTsIkIohR9B5ms+UU3Ye3X2J6dTkdFtgIj81m FzNtY24CcHZc3h3Qr1G4DBm8Ao3GXALN+N6YLD+YPXv2v84888xkWO5sSNGg4klNpAUlRFlpFrRw AxpsJlFimjX7xemby+U0l5eXW0wAi8Vq1XyKEHdE18DlpypZQzydAhgOFMdjMMkuBjT2hPh+NTav QKOxKN/M74t8vu2dd955/re//e0TDz300JaBAwce1IGjoXQB1VIYkJBQErfoMGx2OAf+runhR8ww iTVEGsI0Iv8YNc4D0JHvNnvYQEM4HPM///nPc2bNmrUHl/S/oM+oljMKx7JSoBEOKqt7VEuBG2+8 8ZuZM2fm4WT1+JVXXtke/ddmThSX8GAtDpX3AQkMVluMwR5r95gtPzVnBQns2EyxonpMcAveC4QD OU0ZiixjtTmcLpgSM1wF7AUqC4/BhWJVxBmTxXyKPkTTaWDHNZvr3X1vt6R/Dhy9OkGnAYsWLZoH l/EigNGome4UaKgHulEpAMfxPZaAqcRf3MMDce7VV1+9b8yYMXv1TgW9PsvKio0bVnxuOrh7g5hF ax0jFg+jcBU87G6LzfYTEGjWEJcBnYZcX+mEpTdWjaaT8z1u8+EDO81W2/A6Fay1dEpzMjt58mQi 3NiAhQsXlkCbP0+dOnUhviyNOl9y86AnpdF7rjrQZCjAm/MEg3n6pZdeGkYMxh3EZQh47EZkEV8E X7drv8fsKC83Ze7JMOYd3W+R8PfTN6P+o4cv7ACHy+00FeefECcuzXwK2BjtsfGeuBat3aAH/fBe I63hl1HNBldicpcVwsQE9Whpegtx6CJ4bhCeoLG4kX8BYLwFjcQKGRFbUCOLiJ6rTjQ5Ctxzzz0b GNSdODGNx336BjiOsVddddVugtUO87u82WtQV55Oivj4lq5LbnjE1UPz0xCJ59TNCyQmIxYUAMFi thoP7N5kmv3Kb2OccBaSj6O8pNiQOmCka/IdTxM1Xwo3IqbaCndVsbxUbbNCPPFYVnz6iqOkuDAQ 3YwGFrQf+/HHH/cn90ZL3MaX4f35DmBxKBK4C9+xKtBoco9e9A8INnw+o5j/5ptvXobSbwpBa2nE Y0hgmXhYypr1ywkCkQNuwWlwV4gXlRuKTFO5o9wsjeAO7hTgMFptnFZmKjyZY3Q6ywEFs6GsuMhQ XHgSsEBWKC02wwGYAQVRl6ATsaDvsDl9kcHrp0Een0AmQTpn++STTwYCFq1/+OGHlYDFe08++eQe gjsDaSds5yrQCBup1Y0CpQCK0s/Rd3xFrosrVq9efc24ceN68ttWHMNOyvPOXuvbXLgJ737KvVE9 YGcVc6v2c8U5SCDyd4WVxGsuwVOr4riYZUU3ItYXPLf4120oLyvVnh+rFfDQk3tVKwlVP3BBFg+O Wmlz5szpuH79+jWM8Y+AxU48ZQMlVVjPV6ARVnKrmwVKAT0pzRwBDzJdXcuDNZk4jHzElq16W36L LN57C2dRnaOWiCRWe4zBCA8inIZmCbFVuI+IWRbriUuAQz5FPEFvojl9BTomzi9D8Zv88ssvD1qx YsWPGzdufPSBBx7YcNFFFwXRVPgvUaARfpqrOwZBAcBDYkReBzzm7dmz515k/nMJ2lojuT35vd7r 2FFWakzumOq+7oEXizXOgv8EIOJaJBnKSos0jgaOwuU2u3AEqzDVGu1Gp4BGAClENasI0aoDsIq0 QvT6B6LY3PPOOy8IijTeJfUmduN1Xd25OVJAFIOM+9E33njjBvK13PrnP/95laTn47eAOQ5f+glQ 2GPiPd16p//kNIXIgbnV6NIVqQIOvu7mQXiEOj/88MNhr776ahlm1DsZizi0Rd2mQCPqpkx1WChA Zq93AQ4zWbOuRQ/wLT/JWzwQi8VphBS9BgrPerVRy+w4MZ12ImOYEcC4B8AQvUxUbgo0onLaVKeF Avv27XuH/JoXkSYvmYxXEr8Sqge+IQjuJhNXL/xQZkQzYAghFGg0xHJQbTQWBSTuLCD7ZmN1VAc0 iXtp7EjZepNAgUa9SagaaCwKEB17MdnJ28NlSIrAoLmM8vIyySxnpMKaq6YQ+erGKNeJLgR/DZdY ZOqgg5G8p/vwxbgCZe5njRlwVt/5UqBRXwqq6xuFAn/96197YKJ8gCA3SbYrysug17IAhkStVuTW 8G844kWqXceGS6k/algLHq77KeNx9rFjxx7kshf8u1PknRU0oSNvKKpHzYUCvKmTAYwXcDvPomiS pPevNheHWDu8u5c2wg5o7uAcEwcv+d0eE0uIvES5mitQwI/NbDR77NRHkVO9XIZ2r9qvNVER7rvj x49PJN1h9rXXXvumH7eKuFMUaETclKgO1UYBACMGv4a/3HHHHW4+d8kzX935RH1ZnE63JNCx++YI dVHzhMQ6BJRZXVY9E5dEuGptuHE5x02cjDsS9u6ucN6quTfiJSpHnZ6KwkpajlCPx+JwOB01FFuS etOup556agXFkG7FV+OwpAeIthlXoBFtM9bM+0uBranEZHQiQ/fimjgMefl3TEk+umvNZweO7Fxe LqZU7yb5uoqLi2LLykptWswJnp2JiUkFFJqHa6gAgaLCgriS0tKYVq1an6w+Qrb6SRDkIPmGxVOc U9SxU5dS6Uc1Z5qp4Fb8m9/8Zh3Zy+6bPn36BrxBj0XTtIYcNCimayEj+TgQdg/yXEY0Eac+fX3v vfdGyqLG9XllNCu96kODhr5WKrAR8Xnxr371K0nWI2u3Jj7A+uCD939fXJi3xu0EC/RHNyGhpZPv noN798fOX7Cw+5atWzp27dI155577960Zu36ths3bEw5//xxB3bu2tlq2bIVqU//5rblFXBzehg8 jl2emBg7zZNztLxU51QqRhzXMkkC2uRrTRoSqxRFGjt2bG9KMU7gvHcbmlahbC/koIH8djcDOALC T6Bw0gLKGFQWTJKBkXegiOjBujTPoaRBwG2T5+CStm3bXkPVuBLfN5EWj+BwmMhE1ZayDb0YmweZ ewf1Ok/IG46/XVIKUBJBJSYmFnkT2wbcAf0CWOCYo0ePfr98+fL/REPh4GDH6XsdY3YVFxdbk5KS 5HmuTW1pjEvQzvFuHgC8FSHuZmqsZN9wc7cMfCayCbvPP5h5tOXX3yzszzHbps3bnVSjL0pokeSJ a9nGe3114GSkCloi3qjlbdq0Fa7Cd5Pz61KPSJV6sdqcHrffEIQKYRshBw36LjUbCCl2x0oyVu9Y AJC2fL8PObA7n/tDOMYGbZq3XSKp9x989tln9/HgF0uYtfcGjMUFoPQkcUpnFrZrxIgRGZQYPEZ8 hGSMc3KsN/kSzhEtHFzX4vHjx+8RGTjYDkLXMgrnXJ+ZmSllBb8Ptp1ouU44Ngosvf3CCy88/Kc/ /WkpdC2U9VVD/30fXCf5Odr97W9/u7CsrMyOHmEZHMuPmGtLKLbcjvYugBtO5O9dvP33y2+8yOR6 79xWBQAX0akdcdbqTRW1YrKP/dCmTZuaxJGq3ZNnQOJP0mnjOGvlS4LvomUKtH4GvWD9GSUsuo0S deIuK8S3MxHJfHpFFNE87+X5sUWRg44MuwxAOMqDGsdbSvwDfKuGu2A74zhmHTZs2Inrrrtup04n WXSs17Ju1LUl8MlaxhvqhJ6FO5iEksKZlR06dKgznEshbeb4Mx9N4RwesI9ZVwmM+dabbropg4dc ONe6snsZpRI8tVopoiYRrjZxCNNAAUWppCQ3JCQkFAHiPzInubh7t6+LVtIenGYZwFUmHKXeXm2X CVg4SeHXQiqlUVnwGBGujwGEAnxRtYUUNAAMM5OUyL4RYGgLcQU0tE2vtvbG//73vwE8RBOjhWpM cilp5B//y1/+8iwhzedRXnIL7Gwu/RdW2UrOh8Pp6ek5jF2SqwhYet9SMSzyHZ07d86HQyljsYup MNAiQdrCY4sl8Gnop59+GkO05zOYHk8R+aKFlsH2E5q/Q2rAjfv37/8/SiCch1J0LzSXQDYBg+p0 HWYq0OcR3DavpKTETDIfqYWqgTXgnvO73/1uHuBrl8rx/BTjR7/MJAY6ThHzkwCHyweEqrtUq8IG yLWEy0wj7iSG3BmfwGG8wVqKOtFEBhhS0AAYShBD3uE+57N/B0t+GgsNYCT4PFh+zFfjn3LnnXce kGS4xDxcR36Hy1lANtHVdO/e/biMRUBBH9MpiZ140znR/Eu9Cvk9EA5DW3iSaBZ69lq6dKnkjlxO aLUsPAGfZrcBlKIMvXPGjBnj1q5dO4Vq82ddcMEFx+AW9vG7hNFXzfBlIrhNomGFK/DVhRgptJz/ 2muv9Udk6HfhhRf+KPMkuTXq2GqaZ7lM7qG5t1NIOvmLL75IZZ240KEsQUyaxZxlRZtI4kuLkIKG 3IiHSVK0vV/XDETbcf0t8SbgMYcUbROXLFnyM8yBfSibdxDZ+IA+nqr0FbAIpCiQBhYEZqWwoFMB CSdKVckdOYf7i3dhtJGtwft7++23i+l1MZzHqJUrV15OAaZhcB8OnL/2durUScQ2X9GlOiTA+lEu Yoo2V5J4R7JzyacfW9X2NE6Q3f7tt992R+fRHm40G4XpLEkQLAmUeR78aDayTwk5aET28OvfOxZC Pq28B3h8ANs5ATl1EuAxlsVxYOTIkfs4Jm+1Ol9bVXqiJWtBZ5GC52AfzNa5gMUHvKm+5H65kZo7 sv7UDL4FOI/vuPo75qELb/NLvvrqq/MQPfoCHpnMh+StqEl0MSBeuMUdnTKRIqKc/Oabb7oH2BMN 3BFxkogtSQW8YklRuJ1kQe8gQi0RBW40cxZVaaFAI8DVUdPpusnzK45/hc7jHLiBG84555xzcdxZ i7JM2GJ/aS1vKyOJWkax8Ms2b978Km+qubRfc+nzBhpDU2hGT2zzH8DjDUD8fDjASwcNGjQGXVOO LhqKlaNqflGjiCQAhkbjGrw5qyOPgIUbYEhBXyEiSAlm3aWAloD7nnPPPbcpkPS0Mfi7kA3I0hOw dIyBoDtSUlJmI8dLFqJWKIJG8Fad1ySpE+Sg0Hks49Jlb7/99k0sqJtxG17bsWNHUbLVxXFIqLcJ c+KYuXPnrmDxSTWtqNOuB0m2Br1MFx+/ptGv8bocxgN9JSLeSDiPEyhOxf1cAMJXr+Q10foTaq+J ISI2YgLuDWdxgipo77CLCFLYFESQ2ibDL9AAMC4CMEYj661DQTSEKL2/8ts00RzT+KXsCjSqoTJa /rfJLlWKGW8qi0myS9W1uSiSMxjA+J6F93RTX3x1EaOhjkvSXtraABj3RrdwM9zHWZjD96L72FcN 11HXbaU+SQyc4AjEmFI4wdfgBD9tTpygX6ABFYcCGHNZxOJENBcb87lwHPfy21L+jtq0ZXWtjoY4 zttIEuHeTltC67o8X43oLhKQrUW5p7YGpgBpAYXDeALOYxTu2/eS1Xw0gW+r+c3Xkau2u5bj+NUB pWt/lNJz8eeQLFwiejarzS/QwL/iY3wD/g+wKEBjv4t9KZxGJpR6hl0UgWqrgQKY8ybhtiwmWK3y dx2E8qC8y+MNJmaRRYqooaEAnIcoTNcT4vB7APqcJ554YgV3EpGjNvGxHKDoPm3atC4ou3+P4vXb SKt8Fhpqnd6qX6AhQAFIvAhwVNaTFL8E3KLvwn++Xbg6G233QSE6jsI3N//yl7/0vs3qGoKZhbgD Xca5WE3uIt/Cy3VdoI4HRwFd5/G7WbNm/Q4x++wHH3xweS2g4UTB2V4S/8yfP/++Rx55RBL/NNvN L9AQ6gASp8WHTJgwQQr3yq62KhSYOXPmFQDG/XgbbsRjVLixmpy5RGTx5o3U5kOyawPQV1OqLx4Q idoMT9GwKPCxeQ46v4pzWG+cwzS3f7vdTto/s3AemiVLAgz1wkZ/au6AIfTxGzSqLgAsJykgtLh/ nwRQPoqGBRKOPsL2ShTl/VdeeeVEAGMt0bB5NQCGLEgXgVJxaOAHikMRldJ3EvhUjt+A45lnnlna unXrCShFuxLF+ifejOJtqrYGpoCYytFR/IM5eIngwiMARgk6qHaILm1x/cZaHl+Ku/5QRJONd999 txIZAwUNRJQUrhmNJeUi7NrxfD8AIs9u4HmM2ubQzqfxtnoMr9AO999//zIsTVXNet6xuWF3Ewl8 MwMasZgCRwloYGUpgLOQOBIr17p5qy3t1q3bUMBjJqLOdEy5SkEagtWBfmIjYsfie++9dzBhDaXM TX+CC+P4fTAhAdkos2We3gjBraOySb84DRSgQ2DRrtVD3PfwKSHh8+AwPo7KUTdwp+EuWsJd3MB2 BWbWo8QviGJNaFsTfV3U6+iAD0cbckZ+P2rUqC3Q04wSVLgJr7JUlHImuI/1uKV3JMbiCZy9LuA6 0dh73dQbeCTNtzmUm39gl3QNFnKgnInyPw7ryPek5ZPgthLd87f5Eshn5H6BBvJ1H96EwmGIQk8W eDzAEfX1G+q7AiS3BpGOEydPnnwF+SpjUHiuqyPHQ+UtJbeIhGkTkl2CGCMgI1t1Lud2QvCPkvMh GxZ6AMFPr8DxLdIDnxR41HcS9ev17GretHvqZVgLXf0CDTiKWbQxC47jHDiO4QDIGD67wVZLLow1 EmfRQHMXFc1g5x+AKXUCDkJnkWgnhqQ8u7p06SIVvoSegQSkyXj9iXjVfDyIX9g4ceLEhDlz5ozC Qek8WOoN+HV8gfy9lkXf7EE8KhZPE+ikX6DhHSemV809mn06ADIMwLiQt2Ucf0v4e5PeBCiImhyZ mpo6Co6iM4VvChFDMpB583QOIVCwCJReWoQsyV/KAKv17HH4c3QjmvJJgCOX+VhPqP6yw4cPbwZA xC9EbYoCIaGAX6CBSepGFJ7pcBjPwlVoWnwAZANs8k5A45qQ9KyRG5XaGmx9EA3OJNZmwNSpU5MJ fHIAFllwGSKmiZJTxAkvDb2x1FppDZ2DkFF4szr5Og5poons+rl+xWH7kETuWU4cxU52E279rbCw jMSl+QI8HXPJt7E7IyPjO7Jdb3/88cejJpViI0+5ur2fFPALNNBl9NTzC9yPSLKBaMH/Sfsk0U1B 2zzAz3tF9GmARFtS8KUCCEMFJMh43YHv8SjF8ghxzybgTB4+L1AIWMBZuA15J7IlXYvHUJG0xZOx O6Plyu9WdUzt0T2vVes2pURapgzo1y976NAhOZxTkZQH9C3MzzUVFZw05ecep7aGsS5P0VNoJ8V+ WrZMIlOxTbspfiB5iEjZ7GZJ1ENSmu64O59BTIRUKj+G5n8X39fChWToUaARPReqc5FNAX9BQ/Ig vozd+ji+GbfDYTzPsGYCGMcBFMmSFHUbINEJTqI7wDAMk2ZvksO2Q/RogYmzACtGbs+ePXfjL+H1 gPUqKL0iiHAInmeenXZ2VnZR74QWieWEpxqMJqMnPy8vobCoKG7d9sxy4SRKS0rs63dkln2xdP1J ym9ooAF2eAoKC2PLyw22Z6e/2U0iW6sSUCv551MFrPI4v1H8h0o++flPPvrwV22Sk70JbbW+IS4V YPbNY5c4i9iDBw8mARzDAI3zMB2WA2LHAZZ9ZJRaRybzPXj07gVI6oqJibr5VR0OHQX8Ag1uL3qL 5ClTpshCnAZonM3nvezFvDRjQ9e9hmsZkOiMH0QvxI3hZJDugQ2+Pfk67YBDPmLHSfJGZuggIQ+Q 0KVWBaXbWW48lp2X0nvU1d06dEkrdzp+SvcoxXkAU40uVOyi+p8hjpp/rbyjEZ8MxD2XgIzT4Wzt rdTlPS6g4HQ6zHLcarWRes5c+VBLGrqy0hLLyi9mFGRnH7UAGlUfeN9MVU4UtMfZJSWgnBdLYp9E vCAH4IswBkDxACTHyIp9gN/XAyziHr1PtyQ0HPFVS02KAv6CxkeYXbO8I0evsQIZem1ubu79LOJ9 kUgRQCIJcQPpou8ovDLTcNzpxMNj5u/8gQMH5sJRbBd/Ex0chJPwx4pxylABGafdFuOgFmg5GZQr jkkruhaDcn9GJ2nkqOLl5uF3CedQNc7VYraelr/BarMatZKAtCOXmHBpljKC0jzfNSyy2WLgZCoq gtWyeXNEeDkZJ0CZzX4MnZToUexwG4lkBOtFyHg6fiMW9iOLFi3aC5is5vuW5pqDNBLXdKT0yV/Q OEyHtRDgt956qwWiSilOTKU8mH8hlVp6pAxGnKwQMc4CEM7GwpGG6BGLH0UBcQW5/C6JaEWU0pym 9Me73hYP4Sq8u0YH72PMJyKLUcsCheOWfCLOoQDVYhrqeNI1DoN6oE6zcB2CHXAmFc1zdUWZwbrw otpbVAURN/qbE+zZZLaSRm2UX0gCRPqhVD0TpaqHBDN74UjW8NsiBSB1zVzzOO4vaNwKUCyEJKt5 e/8f3yWt3SYAoyus9RS+S56N0zYeYiPndBbvOjgVeWCz4VIaPP+AcBXoIW7CDHkun3ZJL48XZQaO VuLNJ5uXk6g3SNS1LNxSfZyaoFpVcgACGynlgB1mKTxMUVHqb8TWCRpyD7leuAsRXaTeaF33DfJ4 VRDxYFY+wZ5NVm/pZyzg0Q5rzBREmmtJlIt6ZMO7uLeLmKq2ZkoBf0FD3szexV754FFDwqVn76qJ fKx305ko9TryeTafL3KiJID13USRF/RDQeBcf6wGz8JuG0njthNQy6M96a9WhySU88rgDNaYWIM9 1u4xW6wUHXeaKiqNGz02u10KCotyFCnF5SktLbF50G+YrXaTxXq6SFJLP08RX7TU+iYL5loZnl/4 EwgJThNn0PccYt8P6MfhC5KG+f0V9heIkfkykIbVuU2HAv6ChpRVTECPIYVkRMGXgDIUvIhtUduD qSvUZstiY9EV4Pq82pvCTq6HAxkg6QNpO+iHm6JEU6+55hozrtzCCUl/Qs5NVEy/KCSLjTs3LDMd P7TbCieB6OAScUSTIwQtkSMED9GBmmFAPChFYRxMJpvNHusUXUXFZpTr5Jj2vVInUsMaA4QM6EnM eScOm8wWf+r61GuxSi9lPGbmyiGZ2+Dket53330PwN0tVE5k9aJt1F7sF2iw/o+g8b8Te78kF+4j /hmM+BfsSfy9rbbRU0LPyoN9GYvu8ypa+SQesLtpu6PkHg2WgpiBvyIZ0HBCyocil0vJRzFjyLjq SuIb7C0rIINSfKXFxcatyz8zowg1Smk/rw5UjqPPMIuVxOvZZTabYAuMBkd5mbGstMgMemjtiH7C Zo+DM4kR9w2t5oZmTfkJVU7pp9wDAIbPcFoAn3qNwc+LK/N94PvR49133+2H8lQim6OyOpifY1an 1UIBv0ADZ64ZPJjzsOn34OF/lUXrTbyTxkNfa+YuxIU+nJ+E+CB1Tys33lqiXJ0KxzGKh2RcsLOE GXghYeM5+B38irbG4Ih1kuCxI5hXpVCON8WeV/EZ7G1Ou05MrgmJrdwTf3mzs33nnmXoLU45R5Sg KDMwnZaDFxY3wOKIiY33bFr1te3Ld6fZzFabprcoLyk2jLroOsd5l99aXlxYYKVONJKHxaVZW6rZ NJNrWallzby3ykuKvCqbBhuWhmP6LrQz5eXlJaEMTSG6ti16jePoOF6gRsjnJBhq0JuqxqKHAn6B BnjRifwCDwIYeXAZ7Vjsz/O9E2DwCKJFXfk0RPEpbtfVbrQDZ1+/WCvyTGyk8XtJx9aPWIwJ1Icd jOWkJ3uZFGLGzHpCjz6VB9HrqOVbMjGoGRMHjJjYBE9cQpLH4eOnYUIRqjfochtw0tLLucbFx3ps KELLS4sNFsQRDTT4rjlytGglCg9o4fBI1ih0JNXqeQQ0TBZ0KGaZugbRaXhd2TX5iEpj8Zhak0j5 3wa/jQT8OXKxqOzAevJvAuNW6/VdgqKXuqhpUMAv0IDDuJrhLoZb+Ji3eX++v8aDvpoH/lF+81ZG r5YiHBeRQfZqN2G1G4qUeio2LX8jANKX4jfD2NPx/OyME1cSptgSTLB5/fr1y0VkEm9PYbG9crtX CRhQd1ByYlF1ogT9idPA00ujKyKIG/GD51ziTMycGmuQ8zUTLToOubN8d4lOw+XQtBuWijRzp7R3 SocADTlXRJkgN7lQK/LDbpFkM2SqSoKLSMI3owUxK0W4mx8FIBYhjqwhn8R2gKLk/PPPD/J26rKm RgG/QINBi0eo9jCiQ9hDDog9pH9/PJKJAYDsoH+yv4/SrgViUi9Mif1wbBrK9xSKNSfh7GXAfyOP iuIniS0p4OEWs7A8TH5xI2I9scXGwW3YDQ5Lhf7Vgz+Gx1hqNhlN8ljzDxZTwAPTqzsGvWVsQqKh RasUg8VqE1OqwVYSb4xv0RoLjBXHLWslGIiJVsCmqrlVC18xca7JbER7WtcU+HIRcm4M2bdbUDEw ER+MJDgIK9xEPuUEs9FTLAI0tgAWuwEJLa+EqhVbF3mb53G/QAM22sriH48VpA1v6BS+t4TjGC2L EG4jU7KVRzL5eAhE+N+g7/8FRKwCIuw9AI6BeIz2ghtJgRNJgDMpghvJhRvJI1+kiFbCQnhNuJUi jTzQxUUF5m1rl1iP7N9pFOuJWEpgH8ANFzhRIaK4nC6cRY1uxAnxDDWUlhQah4+brHEeSCUeJ8cx w5q/X/hZHNoE7RqJRfFyYGKeRXypZCs0kcZRbsnNzipBA1uV7L4gIRavWEAhEW/PJMLmEwGF0qys rAL0FAfQAX1BDEqGDhIhUY5E8ppQfQueAn6BBjL2Qhbx5egz2rBoWcPGfdzyYsBDnLZW8j2iQaMq efRqWMI5ya75GwAkKRKbghWmN+AxiCC2zgBKApyIJy0tLUe8SgkGK+RUEWlEsWC65qorv92+9Yct RgPkgNGQeBI4+8QdW7Z2F3Nrv/59D3Tr3CkXNw04F7gC/rckWQ0xHZOdmzZt7II1KpHAss1YUyzl pYfwBqMNo9lTXFpq2bFnR0czwNK/X98s8SR1efAs1TdpbdTlF5Z2797T6+OiWYzQR8QBEK0oD9gG McMuogZcRA4h8iuJLdkOSOyFA9srzZBEN/hVo65s1hTwCzRw4jrGwv0DIkmDe3NGCvUBkqP0RXat fCIgYgdE+qJATSOYbTCcSCriTUKfPn0McCHHhw8fnsODd5Bd9DVeE6/mik326hMiluAAJQ+oJMSp qrdxkEzHg5KRIMBrxL3dXg0dtvKbl3PwPew1gQqICBeRjO6hHUBhAySKET8y4Si+RYz8Efdv0Ufk RQqNVT+aBgX8Ag0AQ1zFP2H/oWkMu+5R6I5LmzhT9tmAiAlxph/g0Q9OZDg6kFSUq3Hp6en5uK1n wZnIw6mZdgFX7W2u/12dM4WJTORWODehv8gY1TmkeUUSL4ehyT9wdvEkwO2AO3dbdBMOlJYCEp/D RWwDJCTArJgapXUPUJ2hKBAkBfwCDeR3F2/O+9FjiCOXb8KYWMkR2hxcinXHNHn7yy4gEo/ocgYZ ws9EqZpOyH1/nMuOn3vuufs5LmKDeLnWx6zrvVZL/ANIdCb6tDNcRTn6iG3oKGbBWawTpSV5SoOc fnWZokDgFPALNPQkMfsAD3HQqnwQ+N0m3qKB3zb6r+BhFZOtljMVALGh/xhDXoqLscQMBzwKiYeR VIhe8AhmwJpzFQmE0wCm9hs3bsyAo3gVkWYZ984NpkF1jaJAQ1DAL9DgRiVYSebW5ZPREB2Kxjb0 uqBL6PsSCib1JDvW1WQKH0ct1iwARJTEgXAdohcpx3ei46uvvtp/1apVmxFDXiJp0Fryk0YjeVSf mxgF/AWNtyhLl+Nrtye6VDxCj5FX41T/6SZGoECHQx3WPVzzHM5lnyE+PIiicgwJgMQjVnQUlQpR ya8hptkq7RMNW2rGo3XYxx9/bEd38RylABdiYQm0G+p8RYGQUcAv0JAM5LDaT6DTmEuk6maUf89T llELNOO3dzkuNT/U5kMBTJtbEVvuwOT5BErKsRREkqrkwkVoQEGEsBPLjG+pAaQ9t4nzfrZs2bJ4 Mozfq2qHqiUViRTwCzTIQD6Zzh8nvd8ukurI9yEAxlWILKlS3Zy//x2Jg2vsPukFjP44e/bsP+Lj MQqOYwV9EkuJBa7tANaTQ3z3pgVwoLvoT+yMeN2+hsNZZXrFxh6Hur+igC8F/AIN3oBpAMQcohtL 4SwuoYEP4S4K+J7J966KpLVTYNOmTX9G5JhJbtLeuo7DBqemmVB1zsOFS3fbd955px2f16FM3YcZ t35RfGpSFAVCRAG/QAPAmA9HcSUgUQaHkQJr/Sl5Muy4lNeY6i9E/Y3KZsUDlQptf5s1a9aLgMEB HLs0ywi71xLlfvvttwehN3qbUgpSNV5tigIRSwG/QANWei2AIWy05L6YOmHChBOiCJWFDyv9WcSO LoI69sADD/xAioHN5KboQcSoRAZ7laC4nh9ug64oD5PqpxHUZdUVRYFqKeAXaAAYknFlAyLJKr4P BTDcJL/JJDP568Rq3MCx1xR966YA3NpWAsgmVgkz92BlaUNsSKYeWFd3Q+oMRYFGpIBfoEH/RiOi nORTYjOmIJbM4fMYbtXJ6Dv6NWL/o+rWgEYiuozTMnJhRSlHZJH0A2pTFIh4CvgLGuLZmK+PJs/n ewHiiqpQ7sc0SxQt2dLH4WYuzl6+/hlmQvGzyDA2Br3HWMQYMc2qTVEgYingF2gADHY4iktJXd+e 70P5XsT3LvhudGdkiRE7ugjpGIDRhrylL1DAKR93c/Fp8Q1QM1KpzXHbbbftQER58rnnnnuISu8S +ao2RYGIpIBfoEGeiEWw1hcDElJNbR2gYef7MCwpAhgLInJkEdIpQGAQSXifAjCkBIBECVcX0WqB 2zj86KOPWhFTpr/++ut/nzp16ucRMgTVDUWBUyjgF2hgPdECs3Qzq1RMM5PxKRO/DW9VdUXWaigA vW6m6tvNJD7+kUjUfZxSXd4M75U2cnQcmDZtWuHf//73h0ThjEVlOspRSfyjNkWBiKGAX6AhuSTw BL2NauvpcBda9nCsJh48RffCdfyLN6jk1lSbTgHolThq1Kgnb7jhhqEEmkkpS0mnVxtgVAIHeTry iFtZMmPGjBFz5sx57aWXXvo9bdSavFkRXlEgnBTwCzRQ0l2EOJIIQPwGgBArioHoSzvcxo18vZL9 vZo6rWcvl7omwpV8XjVOBa5FEsuEc8whvReAkUyA2d/hwuJvvPHGJdxMHLiqqyAncSjeWBRfxajM ieP2229fTj3aPi+++OK/Zs6c+RhOX2tD2nHVuKKAnxTwCzQADFF+fuwFDGkbz8YyAOEjvj5a071g z22YZ8dzvcRYnKSN09ABwKi2KJCf/Y+o0wAM89ixYx9HqZmAH4vUrBXuorpEPB4S6bQgoU7rwYMH 50gyY+955Pk0Uv6yqyQCRs9xlMC3fYTb/xbdyO0oSFVgYETNePPsjF+gAWkkJV06IOEiyEp7CEgB SBExdzcAIaEm0gEYiVhbunM8k3MHwFXIot8o59NWRz6e4Xgnyf7VRMjfnmxevQEMSRFYI2AIMMyd O7cnRYmSAYdjRLPK+UJXlyQFJk5lKDEo7deuXXv0oYceWg5AdwNgzuD4N02ETmoYUUwBv0ADYPiB B3uiAAcPvpeVlkpgiXXUYS0V8yw5M2ej/7gWrmK4FzT4lOxT/wE0hrDXWtoxiuh7gsS+BRQeagcH IQmHq9NjiInVTSX2Y5J8mPPEYc67mcg/WkTqgX0Abik5SA8T52PCY9RYVFQkaQTVpijQ6BTwCzSo 5fo/evo/2O9TWG00+7WW+ZJIWMBiAVzFkwBPDlnNK0s46srT7zgmGc4lcjbqN6lEhkj2DxSZz2M+ LSeqVcSy6oDDRLSrZPWSera+yXmMhNCXo7+QPKQbSMjTEpqPpY7qTCwwUvhJbYoCjU4Bv0DD28u6 QKK60QA4SwCG9STfLeIhqk5/Idm665OAt9GJ6NsBMpmtQnH5G7KNP0m6v7aTJ08WRy1v6UffU4Vj OyWbl89BBxGvqbTTmxyh/0ah+n5EDVJ1pllTICDQCJZScBVeF/Rgm4iq6+AUvodDuI3o1UcQVcbh Gr6eEgcijlV17KoKlk5J1vyf//xnDEBbgJ/GA5hbN0bV4FVnmzwFwgIaTZ6K1QwQrkxEjwdJrHMV lpLbbrnllkNEt0qujOo8QqWFcnQX7Yg/Gbp06dLPAZt/6rVXmiP51JgjmAIKNEI8OYgWH6Hj2ERp xKfxaxmMZaU6V/LyNWvWdMMnoyfm1qfx0VhECYQQ90w1rygQHAUUaARHt4CuwtdiF+LKXWQffwmr SF+9FITX4ctF8p3kF154IZUC2/dxrhSkUpuiQMRSQIFGmKZGChwBHE9gUp1B/ZJDWEkkpYCm00Dh ORAOY7oCjDBNhrpNvSigQKNe5AvsYoBjH6UVN1JisQOh8qLfMOPX0VIKN6M0XRxYa+psRYHGoYAC jTDTHY/a4rKyMm89XA/fLXoio1p9XsLcTXU7RYEaKaBAI4yLA/HEioKzN67m4k4vfhqmDh065Cck JAzku3jFKq/PMM6HulVwFFCgERzdgroqOTl5AKHvyWlpaeLdqXEbeMqWU+ekBHfy8/nzjaAaVhcp CoSRAgo0wkhsvGLHjxw5UnJrVJZnFNxAMXoMZ65RcCJvofeQY2pTFIhYCijQaOCpoaxDDEl30oiz OSFlHrzNS9j8hRdemDZkyJDj/ObrCWokBD4bkaUf1eY7c+xAA3dJNaco0KAUUKDRoOQ0GACM0TR5 PtGpRwGQt0jGI5yFbC3atWsXT41WiWo9BTQ4t5jr4okgbqNAo4EnRDXX4BRQoNHAJOXBP0S+jL3o KjL5LqUfvJvkInERW1JdcJ6J38V60mQSEjUwWVVzEUQBBRoNPBl4e/5Ik7JX3QpxI8/PyspK7NSp Uw4HK/OSnDhxogVu5nmUuJR4FbUpCkQ0BRRohGl6JK0Ays6t6C0uIjO5JOjxbu5t27ZJBq8s0vmJ vkNtigIRTQEFGmGcnp07dy7dtGmTJGL2OndpdydYrRVcxrwwdkXdSlEgaAoo0AiadIFfWFhYuDcv L+8kLuOJOHVJfg0BDxNFoWM3b968etKkSYE3qq5QFAgzBRRohJHgkg5w9erVWZRfTAA0TnBrKd9g xzwrtWRUpvEwzoW6VfAUUKARPO0CvlKKTpH+0EJC5so4E6wsHmJPxKLiW/sk4LbVBYoC4aKAAo1w UbriPnGExHfp0aPHdh0kjIBGGbEn4t8hjl1iVVGbokBEU0CBRhinB5Gkf0pKik0v01gZ6UrsSTEe oWfRFal/ojZFgYimQMhBg8I/vSmsJBXny6jd8Qmu1b51PiKaOA3dOSqpnUdN3ELa9YonEmfi4bec pKSkISK+qNiThqa6aq+hKRBy0AAwLgMwstk3449QnbJPMpU3+VwSAgjjx49PpYxDpQiCb0YCYFFG 7MlxRJZ+MTExUnVOaqWoTVEgYikQctBAx5ciLtLsY+SNCiW0gKwPP/ywFTEX1/G1D7uYH5v61oK4 kwTC448xUPeCBQs6LFu2LJXSBkUUQtrCsXjyhyYr0GjqyyD6xxdS0JCKbADFi9Q9OYo35A2QSyqp vSJkAzDMlCVMBlRa86dWib6Jbx4SCxu8sSdiQZGd+BQtFB5ayIcKi2/ii6ApDC+koAGBkEpMZ1Ga sS3fE3hAKr0eARIRVZ4CTPrzeXlTIGYdYyg4evToSXw0tNgTSjIe6devXx6Wk3JS/sXwe76KPWkG q6AJDDGkoIFSzwUozAcsBvKG3Usw15FqaNaC35pMWcaa1oTEnqAUXk+5xUlnnnnmHjmvffv2UsfW iaiSSgX5fcSeiOiiNkWBiKZASEFDRi5FoPlYFdFUCFPnqJr2FZnIp1DYOQ6lZ7lwYrJTrzUFTuOt MHVD3UZRoF4UCDlo1Kt3TexiuI0suIqNKEC7TpgwQRy8LJmZma127dqVT8Gkb5vYcNVwmigFFGiE eWLRa6zdsmXLVEBDkgs7KfLcEcDYBKCIqKI2RYGIp4ACjTBPEYFph3JycsRKImUZy44dO9ZSKUDD PAnqdvWigAKNepEv8IvRZViwKFUqfiVgjf2U/BqBt6quUBQIHwUUaISP1tqdsCKlEoMiThmaIrRL ly4ncPDqFuZuqNspCgRNAQUaQZMuuAsBiVHp6elZXC3choU6KFnUQ5G4kzboNVSUa3BkVVeFkQIK NMJI7OnTp/e9+uqrewEUYikR2hsJlS8gylVqn4zn7w/C2B11K0WBoCigQCMosgV3Ua9evX6GY1eh lGKkBVGEymbCO/Tw/Pnzz1GgERxd1VXhpYACjTDRW49y7X/eeedJagCxnnhrnLgBksMAyqDXX3/9 gs6dO2/AHCupANWmKBCRFFCgEb5pMWNuNb300ktdCdJr72NBEeuJByevHogqlxUXF/dYvnz5u2PH jvUttBS+Xqo7KQrUQQEFGmFaIig5HVRpfHDx4sUtuWXVWBsXmbs6ktFrKMcOEavjDFO31G0UBQKm gAKNgEkW/AXUdZUUADWlAchctWrVhtGjRyvACJ7E6sowUECBRhiI7O8tFGD4Syl1XmNSQIFGY1Jf 3VtRIAopEAmgIfK9qpYehYtHdbl5UqDRQQOln1QX6/bll1+O4LPJJxj2WWblkuqPMcc0z6UXuaMW RTSb+NLERW4vG7xn8vJ25+bmbkX3VqvlrtFBg2S6m+noWmIyzsL06GhwUkRgg4xV/DTOYmFKGsRP VMBa5EySzA3z0oecrSPI4fpfeiYvsiafWY5hS2pOFwGVGYw3skFD90d4I3KWTXh68sknn8QxSYPI bKYlWlZb5FCAnLY/AzQGUELzX5HTq8jpSaNzGpFDivD2BMD4iDt+Ed67qrv5QwHeuqs572F/zm2O 5yjQaKRZh8PQ6r+oLfIowNxItLGKOK5hahRoRN6aVT1SFIhoCijQCNP0UMohkVtNZO8O+ytlKr/i jbafSnPt4uPjJ/KbKEV3ss/jd5UvNEzzIreRol4jRoy4kK9DpBognyuZg1XM2RTmaTi/SelQ8dSd oXMhYexd5N1KgUYY5kQiXKk0dy8LcMXJkydnYTHqhVmv9XvvvXeYYkn38fsHBKvt5tgECid1pku7 wtAtdQudAgDGL/jantytLxP/Y2Vu0vVDA7CkfEPZiUVXXXWV8aOPPnIDGs2ebgo0wrAEAIwEbhOP Nn6JVJSz2WyXsRgzWJzHiHgtpojUFr0bn4WhO+oWVSgAJ9GLnz5jPsQ34y7+dhFcuBIAKeS3KYDK yIyMjBPMo9SmKWnuBFSgEYYVQNHnYrKOmwCMvryptuHIZuO2l1DPdgmfLfm9rZSp5PNi/j4prHEY uqVu8RMFRFw84/rrr9/GHLwKaDwAYGiV/wD3WUVFRUuJQnar2KAKginQCMOjI4uNxTiDW43HB+By FqU4zywRoABAPmBh3sxxca45yQL9JAxdUrfwoQDOhR8AEpczB/freU62rFmzJgfOIh9O41JEx2HH jx93z5s3730SJGU2d+Ip0AjTCgAg9qDb2MtCbKdzExqbi2iykcUqOowWiC+S1UttYaYAbtOF3PK/ zEMyoqNLMqcxF6IgncF8JXFMS80IcKiMaorTCO/qJBGPuI+fVgRbt5Yoi0l4p+O0uzEPx31/lALm /K38NapQSnEajbxQ1e0VBaKNAgo0om3GVH8VBRqZAgo0GnkC1O0VBaKNAgo0om3GVH8VBRqZAgo0 GnkCIun2WA/a0J/RmB1T+NwjzmjSP34/m9/6iYu1lFvARLxv0qRJC/Vj6ZglC7AC/aj/ncTf/Tln A39P5PxE3TU7v6SkZMGUKVM0CwTesDZMmVIgqivH9+LLslz5QUTSaqi5Lwo0omOeQt5LgGE4N7mW /XMe4i087EPJ+TGhTZs2T+O1eiO/7eHYUskfxLFJnC+5QKbz22QBET410AAwOjscjlu55hn+vJn9 7+xi0uyAM9s0rnsY8DDhPv84v31HW1tosxvmTDn2fFULRsgHrm4QMAUUaARMsqZ3AW99u8TAWK3W V+AYVuoj/B7Hs6EHDhzwECsjD/1iHug1cozfJR/e3fp5Yiou81KF38VMWcQu2a72w60s8B4DFO4A VLoAHhcDFnJsjn5sNU5vPQCPX/H3802Pwk1rRAo0mtZ8BjUaQCGFTFVxknZRGuDhHqyLGLmAwG5+ MvOQ/wLOo6eemnAAv83WbybHfHO7er874TY6AwZTOa8EQEjmcyX32NmyZcsH+fuUrFj8Lfe+KagB qIvCSgEFGmEld2TejLyQhUTXWgCP1vRQnM+KAI3DiBkPo3cQzkG8V8WlOoeH+za+r4Pr+FgfjVPy S/qODLCwIIK44CicgJHoMIq5djdcjMapzJ07t0zXm/he1pbrciOTQqpXvhRQoKHWg0HcpuEIvuTh vwcuY7q4vPOZx0Ncwl7AHgPHsUCUn4gyS+EUZnL8Fs6T3K6b2CcQFTqbSNBiIkLP5+8MAMMFYBQ/ 9thjn23fvl08YSs3Eva+63K5bqKNbevWrTuAq3YP7nEx57+qpiPyKaBAI/LnKCw9RL8wA+C4EOCY LDEYwlmwv8xDvRogGAFnIHoNA5Gg5Rx/mgf8YT4/J/rzq927d5tQmN5N0JcUuT5EXpC3JEqUc7YA GrHEdoiOo3KD4/gWvUgx5/4MwJB7HQdI/iFxOGEZrLpJvSigQKNe5GtaF+tKywVwE1bAQSsnoSed ecl3pPwmeo47JeMV3z0DBw78bMuWLV9s2rTJ5L2O4wIUNSo1AQgxyW7wvVfTombTHY0CjaY7t0GP zOfBr7UNAroqFaAAh0v2QG/q770CbVedHzoKKNAIHW1Vy4oCTZICCjSa5LSqQSkKhI4CCjRCR1vV sqJAk6SAAo0mOa1qUIoCoaOAAo3Q0Va1rCjQJCmgQKNJTqsalKJA6Cjw/wE5ugYRpZtRmgAAAABJ RU5ErkJggk== ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image015.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEA3ADcAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYF BgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoK CgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCADEAXMDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/KKb 5hNG/wBBQA6g9OlNycZAp1G4Hjf7e3xq8Z/s6/sqeLPjN8Pxa/2todvBLZreQ+ZGS1xGhDDIyCrH vXwp8Lf+DhzX7YR23xp+ANvcLnEl54b1Axtj1Ec24Z/4GK+v/wDgrcuf+CfPxF/68Lb/ANK4a/BX Z6Gv1ngPhvJ88yeq8XTvJTsndppWXY/L+Nc+zTJ80prCzsnG7WjT1fc/eD4Cf8FZv2Jvj0kFtpvx PXw/qU2B/ZXiiP7LIG9N+TE34Oa+kLDU7DUrWO/069iuIZlDxTQyBldfUEdRX8x5jB7169+zv+3b +1F+y5dxf8Kr+KV8mnxyBpNC1CQ3FlJzyPKc4XPqu0+9dWbeFseVzy+r/wBuy/Rr9UcuW+I9RWjj qf8A29H/ACf+Z/QwrfNUleCf8E7/ANrzVP20f2foPi1rfhOLR76HUptPvLe3m3xySRhCZEzyAd/3 TnGOpr3uvyTFYWtgcTPD1VaUXZ+qP1LC4mjjMPGtSd4yV0FFFFc50BQTgZNFcL+0h8ePCf7NXwU8 RfGrxtMFsdB09p/L3YaeT7scS/7TuVUfWgDmf2vP23v2fv2LvBH/AAlvxm8U+XcTKx0vQ7FRJe6g w/hjjyMD1diFHc1+bfxh/wCDjX43a1ezWvwP+C+h6HZ7sQ3WuSSXlyR6kKURfphvrXwz+0n+0Z8T P2qvjBqnxj+KmsNc6hqUxMNupPk2UGSY7eIH7qIDgDqepySSeFAxXRGnHqB9qf8AD/X/AIKEkk/8 JB4TUdl/4RlOPb71H/D/AG/4KE/9B/wn/wCEwn/xVfFW45wRS1XLHsB9qf8AD/T/AIKFE/8AIweE /wDwmU/+Lr9AP+CNn7bXx3/bb+HXjPxN8c77TJ7rQ9at7axOmacLdRG8RY7gCdxyK/Cuv13/AODb Nz/wpr4lHH/MzWf/AKTtUTjHl0QH0J+03/wV7/ZT/ZJ+L998E/inY+KX1nT7eGW4bTNJjmh2yoHX DGVecHnisD4T/wDBcL9jP4z/ABN0L4UeELHxguqeItUhsLBrvRY0jEsjBV3ETEgZ6nBr83/+C5p3 f8FF/FQP/QK03/0lSvI/+CfBC/tw/Csf9T1p3P8A22Wl7OPLcD+kSiiisQCiiigAooooAKKKKACi iigAooooAKKKKACiiigDm/i58TPD3wX+F/iD4ueMEuG0nw1o9xqWoi0iDymGGMyPtUkZbC8DIya+ O/8AiIQ/YRzxpvjj/wAEEX/x+voT/goYx/4YU+MAI/5pzrH/AKSSV/N+AnXHNaU4xkrsD+j/APY8 /bd+Dn7cnhHVvG/wXg1iOz0bUlsbxdYslgfzTGHG0B2yMEd+teyjgYr84f8Ag28JX9nP4gEf9DpH /wCkkdfo8OlRJcrAKKKKQBRRRQAUUUUAfhV4A/4LJ/t9eBGjE/xWt9cijxmHXtJimDD0LKFf8mz7 19H/AAf/AODhy/XybP48fAeJm4E2oeGL0qp9xDNnH08w1+ZtNfd0C5+tf05jODOG8dfnw6T7x938 j+dMLxXn+Da5K7fk9fzP6Dv2YP2/P2Zv2t4Ps/wm8fxvqqR759B1BTBeRjuQjffA/vIWFe15yARX 4H/8EnHmi/4KD/Dfyn2Z1K6DbW+8PsU/FfvegwM1+HcYZBh+Hc1WHoSbi48yvutdj9j4TzzEZ7lr rVopSTtofOX/AAVt/wCUfPxE/wCvC2/9K4a/Bav3p/4K2/8AKPn4if8AXhbf+lcNfgtX6X4Wf8ie t/18/RHwHiP/AMjal/g/VhTZAMZJp1NfpX6cfnR+zn/BBBf+MKLg/wDU5Xv/AKBDX29XxH/wQS/5 MluP+xxvP/RcNfblfyzxR/yUWK/xs/o/hn/kQ4f/AAoKKKK8E90K/Mv/AIOPvjTc6L8N/AnwF0y/ 2/25qNxquqQq2CYrcKkQPsXkYj3j9q/TSvxE/wCDhHxZPr37dFn4eeUmPRPBdlDGvYeZJNMf/Q/0 FaU9ZAfCwAHIFfSH/BMX9hC5/bs+Pv8Awi2t31zZeE9BhS98TXlqv7xo92Ft0Y8B5CCM87QGODgC vm9unSv2q/4N6fhjp3hr9jXUviKloovvE3iy48242/MYbdEijX6BjKf+BVrN2iB9OfC79hP9kH4P 6FH4e8C/s9eFoIVUK01xpMdxNL/tPJIGZz7k11X/AAzf+z5/0Q/wn/4T9v8A/EV2g4GKK57sDi/+ Gb/2fP8Aoh/hP/wn7f8A+Ira8KfD/wAC+Abaa28D+DtM0eO4cPPHpdhHAsjAYBYIBk49a2qKVwPj D9sD/gol/wAE+/2ffjtqXww+Pvwlk1bxLZ2tvJdXn/CKwXW5HjDIPMc5OFIHtXMfBL/gqN/wTK+J fxg8N/D/AOHHwUey17WNYgtNIuj4Lt4vKuHYBG3rymDj5h0r4P8A+C5//KRjxT/2CdN/9JUryH/g nz/yfF8Kf+x50/8A9HLWyj7twP6RAcjIrN8V+LPDXgrRZvEni7xDZ6Xp9qhe4vtQukhhiX1Z3IAH 40njDxXoHgfwrqXjLxTqUdnpuk2Ml3f3UxwsUMalmY/QCv5//wDgop/wUW+Jf7cvxOuv+JrdWPgX Trth4b8Oq5VCg4E8wHDysOec7c4HvnCLmB+rPxO/4Lef8E/PhrqsmiwfE+88RTRPteTw7pMk8Ofa Vtqt9VJHvXI/8RB37C//AD4+MP8AwSr/APF1+IKsMbR2pdy5xmtvZRA/b3/iIN/YX/58PGH/AIJV /wDjlfT3wU/ag+HXx6/Z/h/aS8Epfr4fmsrm6jW6twk3lwFt/wAuTz8hxzzX80pI6A1+63/BMUhf +CQ2n8f8yvrf/oVxUSpqIGI3/BwX+w1HK0TWPjDKsQf+JKv/AMXR/wARB37DH/QP8Yf+CVf/AIuv xIu/+PqT/ro386jzVeziB+3f/EQd+wx/0D/GH/glX/4uur+E3/Bb/wDYH+KviKLwvP8AEHUPDdxc OEgm8SaY1vblj0BlG5U+rYHvX4M5B4pvDGn7OIH9Tmj6vpeu6XBrOjalBeWtzGJLe6tphJHKp6Mr Dgg+oq1mvx7/AOCDX7d/ivwv8UY/2OfiDrc95oGupJJ4VNxMW/s+7UF2hXPRJFDHaMAMOBya/Vr4 2/F7wf8AAf4U678XvHt20Ok6Bp8l3eMuNzBRwi+rMcKB3JrGUXGVgLvxA+JXgD4V+HpvFvxI8aaZ oWl24zNf6reJBEvtuYgZ9upr5U8e/wDBdX/gn94I1STSdP8AHesa+0TENPouhyvC30d9ufw4r8if 22P24fjF+278ULnxr4/1aaDSIZ3GgeHY7gm306Ak7QBgBpMY3ORlj6DAHi4YDjmtI0u4H7fD/g4N /YX/AOfDxh/4JV/+OUf8RB37C4/5cPGH/glX/wCOV+IYYHiin7OIH9K2sftBfCrW/wBk2f8Aac1z TLi68F3Xgk+ILmzuLNXkl09rbzyjRE4LGM4Kk47V8Xr/AMFfv+CSfUfACT/wg7WvWp9v/DisAj/m 29e3/UIFfg+ODwtTTipAf0UfsHftQfs0ftReB9c8U/sx+CW0TTNN1ZbXUIG0WOy8yfyg4bbHw3yk DJp37Zf/AAUO+BX7C9zoNt8Z7fWXbxCk7WP9l2Im/wBUUDbssMffGK+Xf+DbvH/DOXxAz/0Osf8A 6SR15/8A8HKjg6v8KR/076p/6FBU8v7ywHuZ/wCDg79hcf8ALh4w/wDBKv8A8XSf8RB/7C//AD4e MP8AwSr/APF1+IucdaNw9a19lED9wtM/4OA/2Dr+7S3u5PFlnG3DTy6DuVfrtcn9K+nP2f8A9q39 n/8Aah0A+IPgZ8UtN16JFBuLe3l23Fv7SQuA6fiAPSv5oAwbpXY/Ab48/Ev9mv4paX8XPhR4hm0/ VNMmD/u5CI7iPPzQyrnDxsOCp4/EA1LpLoB/TmpyuaK8w/Zq/ah8DftEfAfwv8atMuYrOPxBpSXE lm8uTBKCUljz32yKy59qKxtID+deg9aKD1r+xD+Uz6G/4JPjP/BQX4bH/qJXX/pHPX74p92vwP8A +CTv/KQT4bf9hK6/9I56/fBPu1+B+KH/ACPqf+Bfmz9q8Of+RRP/ABfoj5x/4K2/8o+fiJ/14W3/ AKVw1+C1fvT/AMFbf+UfPxE/68Lb/wBK4a/BavrvCz/kT1v+vn6I+a8R/wDkbUv8H6sKa/SnU1+l fpx+dH7Pf8EE/wDkyW4/7HG8/wDRcNfblfEf/BBP/kyW4/7HG8/9Fw19uV/LPFH/ACUWK/xy/M/p Dhn/AJEOH/woKKKK8E9wK/CP/gvCsi/8FEdc8zv4f00r9PJP/wBev3cr8Uf+DiDwTcaB+2jovjDy WEOveC7Zll28GSKaaJl+oUL/AN9CtKXxAfBLdK/eL/ghXJC//BOnwyIiMrrGprJ/vfaW/pivwdbn tX7Kf8G7Pxj0nxH+zJ4j+DEl6v8AaXhnxI92sG7k2tyilWA9pI5M+mRWlT4QP0QooB4ornAKKKKA PwZ/4Ln/APKRjxT/ANgnTf8A0lSvIf8Agnz/AMnx/Cn/ALHjT/8A0etevf8ABc//AJSMeKf+wTpv /pKleQ/8E+f+T4/hT/2PGn/+j1ro/wCXYH66f8F1vjPffCr9hTUvDuk3HlXXjLVrfSNynB8k5llx 9Vj2n2Y1+FKKB0NfsB/wcjzTj4FfDu3GfLbxdMzf7wtXx/M1+QNFP4QP0n/4It/sWfsuax4Uk/aZ /ag8QeEb65nvGh8L+G/EGp2/l26ocNcywyNhmLZCBhgBc4yQR+mNt4m/Y9s4lt7XxJ8NY441xHHH eaeqqPQAHgV/NQJHUbVkYfQ0vnS95pKHTcne4H9LD+MP2Re3in4b/wDgdYf41qfEeLw8vwD8SP4V SzGnyeFb6S0OnhPJdGt3IZNnykHOcjrX8yLyy9RM9f0UfAE5/wCCZ/hfd1/4Uzb/APprFZyhy21A /nbu/wDj6k/66N/Ov0U/4N+vgX8FvjX4h+JUHxh+E3hzxSlhZ6e1iviDRYLwW5ZptxTzVbaTgZxj OK/Ou7/4+pP+ujfzr9Pv+Dav/kZvir/146Z/6HNWtTSDA/QLUv2AP2H9T0+bT7n9kr4drHMhV2g8 I2kTgEdQ6RhlPuCCPWvwz/4KW/s7+Dv2XP2zvF3wj+Hcbx6FbyQXWl28khdreOaFJPKyeSFZmAzz gDr1r+iw9K/BT/guL/ykX8Wf9g3Tf/SVKyp35gPL/wDgnHdXFn+3j8KJ7aRlb/hNrJdy+jSbSPyN fpP/AMHFXxk1Twn+zn4T+D2k3jRf8JZ4gebUArf6y2tUDbD7GSSM/wDAK/NX/gnb/wAn1/Cf/seL D/0aK+2P+DlKec+LfhTAD+6Gn6o2P9rfB/StJfxEB+YGCDxX6j/8Ec/+CTvwi+Kfwltf2oP2l/DK a5HrE7nwz4duXYW628bFTPMoI8ws4bCn5dqgnOePy3c4Oc1/SB/wTxs9Osf2GPhLBpqKsbeAdMch f77W6M3/AI8WoqXsBci/YJ/YjhjWKP8AZG+G+1Rj5vBdkT+Zjp3/AAwd+xL2/ZG+G3/hFWP/AMar 1iiue7A8P/bp8NaB4Q/4J7/FPwx4W0e103TdO+F+qW2n6fY26xQ20KWTqkaIoCqqgABQAABgV/OV k4yK/pD/AOChf/Jifxg/7JzrH/pJJX83fb862p7AfsV/wbef8m5fED/sdo//AEkjr9DNZ8K+GvEB R/EHh+xvvKz5f2y0SXZn03A4r88/+Dbz/k3L4gf9jtH/AOkkdY//AAW2/wCCm/xB+D2vD9k74AeJ W0vU5rFZvFeuWcmLm3SQZS2iYf6pinzMw+YAqARk1Mo3qWQH31rlx+zb4XufsniV/A+nS/8APO+a zhb8mwao/wDCYfsiHr4p+HH/AIHWH+NfzW6p4g17XLyTUdd1u8vLiRt0k93cvI7n1JYkk1X86TvK 1V7LzA/Yv/gst8A/2Nfib+zBrHxe+Hmr+CbPxr4X8q4tLjw/fWiTX8JlVJIJFibMvytuXIJBXjjI P44Ab+TTmlcjaXbH+0aBjtWkVyqwHtnwh/bk+LXwf+Hmn/Dnw1rs0Njp3neRGshwPMmeU9/VzRXi eB6UVQHWUHrRQetf1wfymfQ//BJ3/lIJ8Nv+wldf+kc9fvgn3a/A/wD4JO/8pBPht/2Err/0jnr9 8E+7X4H4of8AI+p/4F+bP2rw5/5FNT/F+iPnH/grb/yj5+In/Xhbf+lcNfgtX70/8Fbf+UfPxE/6 8Lb/ANK4a/BavrvCz/kT1v8Ar5+iPmvEf/kbUv8AB+rCmv0p1NfpX6cfnR+z3/BBP/kyW4/7HG8/ 9Fw19uV8R/8ABBP/AJMluP8Ascbz/wBFw19uV/LPFH/JRYr/ABy/M/pDhn/kQ4f/AAoKKKK8E9wK /On/AIOJ/gTqHjX9n/wv8ctGsGmk8G6xJb6k0a8x2l0EG8+wljjHtvr9Fq5/4p/DPwp8Yfh5rXwx 8b6et1pOu6fJaX0LAco64yPQjqD2IFVF2kB/L0G5xivY/wBh39svx5+w98crX4u+DrKO/tZIfsuu 6PNIVS+tSclMj7rgjcrc4YDIIJBsft0fsQfFD9h74w3fgTxfYzXOh3FxI/hnxCsJEOoW275TnoJF UgMmSQfUEE+KAbutdGkkB+9Pw2/4Lff8E/vHOgQ6rrPxOuvDt00YM2na1pcqyRNjldyBlbnuDzXS f8Pg/wDgnZ/0cbp//gFcf/G6/nxC85Ap2AeoqfZRA/oM/wCHwf8AwTs/6ON0/wD8Arj/AON16n+z 1+1d8Bv2qdK1DXPgR4+t9etdKuEgv5reF08qRl3BTvUdhX80HToK/Xj/AINsUx8GviVn/oZbP/0Q 1ZzpqMbgfIv/AAXP/wCUjHin/sE6b/6SpXkP/BPn/k+P4U/9jxp//o9a9e/4Lnf8pF/FR/6hWm/+ kqV5D/wT5/5Pj+FP/Y8af/6PWtvsAfqt/wAHBPwt1Dxv+xXZ+N9Otmkbwn4qt7u62j7sMqPAWPtu kT86/EhW3DgV/Tz8cvhF4Z+PPwi8RfB3xgjNpviLSZrG5ZR80e9cCRf9pWww91FfzlftT/sx/E39 kf4x6p8H/idpUkdxaTMbC+8krFqFsSfLniJ6qw+uDkHpUU5aWA+1f+CPv7MH/BOn9sj4e33gH4z/ AA2af4iaHO80+PEl5b/2hZMw2SpGkyr8hO1sDj5T3zX2sv8AwRB/4Jstx/wo28/8KrUf/j9fg74b 8SeIfCWsW/iTwpr15puoWzb7a+sLloZYjjqrqQR+HrXqUP7fn7bNvEsMP7VPjoKi4UHxHOf5tTlG Td0wP2Qb/gh9/wAE2s/8kOvP/Cq1H/4/Xu3ivwR4a+Gf7M2q/DrwbYNa6Tofgi4sdNt2maQxQRWj Ii7mJZsKBySSe9fz9n/goJ+2+Bx+1V45/wDChm/+Kr9jf2A/HvjX4o/8Errfxx8RfFV9rWsXnhjW vtWpajcGWaXb56jcx5OAAKzlGUdwPwWu/wDj6k/66N/Ov0+/4Nq/+Rm+Kv8A146Z/wChzV+YN3/x 9Sf9dG/nX6ff8G1f/IzfFX/rx0z/ANDmrSp8DA/WI9K/BT/guL/ykX8Wf9g3Tf8A0lSv3rPSvwU/ 4Li/8pF/FvH/ADDdN/8ASVKzpfEB5Z/wTt/5Pr+E/wD2PFh/6NFfoV/wcifDu/1H4XfDr4q2tqzQ aXrV1p15Iq52efEHQn0GYWH1Ir89f+Cduf8Ahuv4Ukj/AJniw/8ARor97v2x/wBmrQP2sv2cvEnw M1qWOFtWs86feSKWFrdId0UnHOAwGcc4JqpPlmmB/NXgMK/bT/gh/wDtt/D34sfs1aP+zlrviG3t fGPguBrWLT7iYK17YqxMcsWT8+1TsYDkbQehr8cfjH8HfiJ8A/iRqnwp+KXhybS9a0i4MV3bzLw3 o6N/GjDkMOCDXPWN7eaZdx6hpt5Nb3ELbopoJCjI3qCOQa0kudAf1OrKhH3hS70/vD86/mJT4+fH ONQsfxo8WAKMAf8ACQ3PH/j9L/w0B8dz/wA1p8Wf+FFc/wDxdZexfcD+hL/goU2f2FPjAP8AqnOs f+kklfzft90H2r959Zv9Q1j/AIIeTavq1/NdXVz+zp5tzc3EpeSWRtIBLMx5JJ6k8mvwYYZAA7Cq orcD9iP+Dbz/AJNy+IH/AGO0f/pJHX5r/wDBQjxRq3i/9uP4ra1rEzSTf8J1qNspbtHDO0Ma/gka j8K/Sj/g28/5Ny+IH/Y7R/8ApJHXxV/wWi/Zv1r4E/tv+IvE40+RdF8cTnW9LuvL+RpJAPtCZ6bh LvP0YGlH+IwPPv8AgnD+zl4B/as/a88M/Bb4najc2+i6gLiW8Wzm8uScRQtIIlb+EsV6jnGcc1+v UH/BDz/gm0kSqfgletgY3N4s1Dn3/wBfX4P6Dr+u+FdZtvEfhjWrrTtQs5RJa31jcNFLC46MrKQQ fpXqcf8AwUA/bcijWJP2qvHW1RgZ8RT/APxVVKMpdQP0r/4KCf8ABJf9hT4G/sc+PPiz8M/hJdWO vaHo4n026k8RX0wik81FzseUq3BPBBFfjmhzk5r07xn+2d+1j8RPDN54L8dftEeLtW0nUIvLvtOv 9alkhnTIO1lY4IyBXmYGKqMXHcAoooqgOsoPWig9a/rg/lM+h/8Agk7/AMpBPht/2Err/wBI56/f BPu1+B//AASd/wCUgnw2/wCwldf+kc9fvgn3a/A/FD/kfU/8C/Nn7V4c/wDIpqf4v0R84/8ABW3/ AJR8/ET/AK8Lb/0rhr8Fq/en/grb/wAo+fiJ/wBeFt/6Vw1+C1fXeFn/ACJ63/Xz9EfNeI//ACNq X+D9WFNfpTqa/Sv04/Oj9nv+CCf/ACZLcf8AY43n/ouGvtyviP8A4IJ/8mS3H/Y43n/ouGvtyv5Z 4o/5KLFf45fmf0hwz/yIcP8A4UFFFFeCe4FFFFAHJfGT4HfCb4/eDJvh98YvAWn+INJuOWtNQgDb Gx99G+8jjsykEetfBHxc/wCDcj4KeItUn1L4O/GjWvDsUjFo9N1K1S9ji/2Q+VbA9yx9zX6SUVSl KOwH5Ln/AINrvHIb5P2oNK29t2gSf/HKB/wbYeOif+Tn9J/8J+T/AOLr9aKKftJdwPyX/wCIa/x5 nj9qLSf/AAn5P/i6+xv+CY//AAT513/gn74K8UeE9Y+Itr4ibxBqkN3HNa2LQCEJGU2kMxznOa+o qKTlKWjA/Pv9vP8A4IreK/2yv2lNW+PWm/HLT9Dh1KztYV0640l5mTyoljzuDAHOM9K439nX/ggJ 4z+Bnx48JfGO7/aH03UI/DOvW2ovZR6JIjTiJw2wMXOCcehr9NqKOeVrABG4YNeZ/tMfsjfAP9rf wh/whnxw8AW+rRRq32G+X93dWTH+OGUfMh9uQe4NemUVPoB+X/xD/wCDbXwhd38lx8LP2jb+yt2b MdtrWkLMyD03xsuf++a5cf8ABtf46/6Of0n/AMEEv/xdfrRRV+0kB+S7f8G13jo/83P6T/4IJf8A 4uvvj9lv9kvU/wBnb9je3/ZbvfF8OpXFvpV9Z/2tDalEY3BkIbYSTxv9e1e4UUnKT3A/JeT/AINs vHU0zy/8NPaUu5s4/sGXj/yJX1V/wTE/4Jk+IP8Agn1qvi3UNY+Kdp4jHiWC1jjW109oPJ8ppDk7 mOc7/wBK+vqKHOTVmAjZ28V+fX7eH/BFPxZ+2P8AtKav8edN+Oen6JDqlraxLp9xpMkrJ5UQTO4O Ac4z0r9BqKUZOOwH5l/s3/8ABAjxl8B/j54R+Mt3+0NpuoReGdet9QksY9FkRp1jcNsDFzgnHpX6 aMoYYNFFOUnLcDxn9rP9g79m/wDbN8PLpPxm8CxzX8Ee3T/EFi3k31n7LIPvL/sOGXvjIBr4Z8bf 8G2Glzag8vw6/aYuILZmzHDrGhiR0HoWjcZ/75FfqZRRGUogfkuf+Da3x12/ah0n/wAEEv8A8co/ 4hr/AB3/ANHQaR/4IJf/AIuv1oop+0l3A8Vk/ZW1N/2B/wDhjP8A4S2H7V/wrMeFf7c+zny94s/s 3n7M5xn5tuc18Ar/AMG2HjvqP2oNJ/8ABDL/APF1+tFFJSlHYD5l/wCCZn7A2tfsBfDbxF4B1j4h W/iJ9c1xdQS5tbFoViAhWPYQzHJ+XOa9K/al/ZJ+C/7Yfw4m+Gnxp8LLeW+7zLC/hOy6sJsf6yKT qp9RyGHBBr1Cipu73A/Kvxf/AMG2G/VJJPAP7TRjs2b93Fq+h7pFHoWjcA/XArLH/Btf46xz+1Bp P/hPyf8AxdfrRRV+0kB+S/8AxDY+Ov8Ao57Sf/Cfk/8Ai6P+IbHx1/0c9pP/AIT8n/xdfrRRR7SX cD8l/wDiGx8df9HPaT/4T8n/AMXRX60UUe0l3A/mHoPWig9a/sE/lM+h/wDgk7/ykE+G3/YSuv8A 0jnr98E+7X4H/wDBJ3/lIJ8Nv+wldf8ApHPX74J92vwPxQ/5H1P/AAL82ftXhz/yKan+L9EfOP8A wVt/5R8/ET/rwtv/AErhr8Fq/en/AIK2/wDKPn4if9eFt/6Vw1+C1fXeFn/Inrf9fP0R814j/wDI 2pf4P1YU1+lOpr9K/Tj86P2e/wCCCf8AyZLcf9jjef8AouGvtyviP/ggn/yZLcf9jjef+i4a+3K/ lnij/kosV/jl+Z/SHDP/ACIcP/hQUUUV4J7gUE8UUEZGKAMXxR8QvA3gcQv428a6To63G4WzapqE dv5pXG7bvYbsZGcdM+9ZP/DQfwH/AOi2+Ef/AAo7b/4uvzn/AODlkY8P/CEf9Pmtf+gWdflH+NaR p8yuB/Tp/wANB/Af/otvhH/wo7b/AOLo/wCGg/gP/wBFt8I/+FHbf/F1/MXj3ox71Xsl3A/p4svj t8FNRuVtNP8AjD4WnmY4WOHxBbMzewAfJrqIbiO4jWeCVXjYZV1YEMPXNfyvqXV9ytjHQ169+zf+ 3l+1X+ynqcN18JPi3qkGnxS+ZJ4fvrprjT5uckNA52jPdl2t70ez7MD+kagnHWvmf/gnD/wUe+Hf 7efgGaS3s10bxho0aDX9AeTOM9J4T1aInjnlTwexP0wCGGaxa5dGAA56UEgdTX4p/tTf8Fjv28fh h+0p46+HXg/4k6fb6Vofiq+stPhfQoHZIY5mVAWK5JwOpr1L/glP/wAFP/2wv2pP2ytH+EPxi8dW WoaHeaTfzz20OjwwsXigZ0O5QDwRVezkB+rQOelFIuQvIpakAooooAKKKKAAkDrRXg//AAUn+NXx C/Z2/Y08YfGD4W6nHZ65pMNu1lcTW6yqpe4jQ/K3B+VjX5Hj/guR/wAFFAP+Sp6Z0/6F23/+Jqow lLYD96KbK4jjLlgoXkk9q+UP+CPH7UHxk/a6/ZY1L4ofG7XbfUdYt/Gl3p8U9vZpAogjtrV1XamB kNK/Pv7V9T64M6Lef9esn/oJpWs7AcuP2hPgTnDfGzwkP97xFbf/ABdanhj4nfDzxvdSWfgrx9ou sTQoHmh0zVIrhkXONxCMSBnua/l9vAftcxz/AMtW/nX6Of8ABt2D/wAL8+IH/Yqw/wDpQKuVO0bg fsJnPSiiiswCiiigAooooAKyfFfjnwd4Gtkv/Gni3TdIt5ZPLhm1O+jt0d8Z2guRk4BOOta1fnP/ AMHIQA/Zl8B4/wCh7/8AbK4qormdgPudv2hfgOoz/wALs8I/+FHbf/F10+jazpev6dDq+i6nb3lr cJvt7q0mWSOVf7yspII9wa/ljIOOtf0Yf8EyBj9gP4Uc/wDMn239aqUOUD3aiiiswP5h6D1ooPWv 7EP5TPof/gk7/wApBPht/wBhK6/9I56/fBPu1+B//BJ3/lIJ8Nv+wldf+kc9fvgn3a/A/FD/AJH1 P/AvzZ+1eHP/ACKan+L9EfOP/BW3/lHz8RP+vC2/9K4a/Bav3p/4K2/8o+fiJ/14W3/pXDX4LV9d 4Wf8iet/18/RHzXiP/yNqX+D9WFNfpTqa/Sv04/Oj9nv+CCf/Jktx/2ON5/6Lhr7cr4j/wCCCf8A yZLcf9jjef8AouGvtyv5Z4o/5KLFf45fmf0hwz/yIcP/AIUFFFFeCe4FFFFAH5cf8HLf/IB+EP8A 1+61/wCgWdflFX6u/wDBy3/yAfhD/wBfutf+gWdflF1rop/w0B9Hfsw/8EsP2tP2uvhinxd+Dmj6 HNo0l9NaK+oa0sEnmRkBvlIPHIr0R/8Aggf/AMFCkGf+Ec8K/wDhTJ/8TX3v/wAEBVX/AIYBteP+ Zs1I/wDjyV9tkA9RUyqS5gP5w/2lv+Ce37Xf7JdqNY+M3wivLXSWcKuuafIl3Z5PADSxEiMk9A+0 ntXi5B6E1/UZ458E+FviN4U1DwL420S31HSdWtHtr+xuow0c0bjBBB/yK/nH/bZ/Z4uv2Wf2pPGH wQkD/ZtI1Mtpkjnl7OUCWBj6/u3X8RVU582gEX7Gn7SviP8AZG/aM8OfG3QLibydPvFj1i1iYj7V YuQJoj65Xp/tBT2r+kXwt4h0nxb4csfFOg3S3FjqVnHdWc6HKyRyKGVh9QRX8tL9M1/Qh/wSM+Jz /FT/AIJ8fDvVbq58y60zTZNJuiWzhraZ4kz7+WIz+NTVXUD8/f2nv+CJ37c/xW/aN8b/ABK8I6D4 bfS9e8UX1/p7XHiBEcwyzM6ll2/KcEcV6d/wS3/4JRftd/smftgaP8Zvi/o2gw6HZ6XfW80lhraz yb5YGRMIF5GTz6V4/wDtTf8ABZH9vD4X/tJeOvh14P8AiNpsGl6H4qvrHT4ZNBgdkhjmZUBYrliA BzXqH/BKn/gqJ+2F+1J+2Ro3wh+MfjixvtDvNKv55re30eGFi8UBdDuUZ6iiXPygfq0DkZoppbbH 1r4q/bx/4LTfBX9kTXrz4XeA9F/4TbxnaLturS3uxFZ2EmPuzSgNlh3jUZHQlTWSTewH2vRX4Y+L f+C+v7fviS/kudG1XwvocLNlLXT9BDBB6bpndj+dY/8Aw/L/AOCimP8AkqOlf+E7bf8AxNX7KQH7 zUV+DI/4Ll/8FFf+ioaX/wCE7bf/ABNdJ8HP+C1X/BQDxd8YPCnhHXfiVpsljqviWxs7yNfD8ALR S3CI4BC8fKx5o9nID9UP+CjHwL8f/tMfsfeLvgt8Lra1l1zWYbdbGO8uRDGdlxG5y5HHyqa/J8f8 EDv+ChXQ+HPCv/hTJ/8AE1+rX/BSP42/EL9nT9jbxh8YfhZqcdnrmkQ27WNzNbrKqF7iNDlW4Pys a/JD/h+X/wAFFQcf8LR0r/wnbf8A+Jp0+e2gH6f/APBIn9lH4v8A7Gv7MGo/Cj412Wnw6tc+MrrU o006+FwnkSW9rGvzADndE/Hpj1r6d1tx/Yt4R/z6yf8AoJr5Y/4I+ftS/GP9rn9lXUvin8b9cg1D WLbxnd6fHcW9kkCiCO2tXVdqDBO6V+ff2r84vir/AMFq/wBv/RPiD4k8Kab8SdMWzs9ZvLSCNtBt yREszoozt6hQKSjKUgPi67/4+pP+ujfzr9Hf+DbsgfHv4gEn/mVIf/SgV+bxdpHaRjyzZNenfsu/ tjfHf9jnxJqXir4FeIrbT7zVrRbW8kubFJw0YbcBhwcc962lG8bAf0rfSgHNfgyv/Bcv/gokXVW+ KGl7SwB/4p23/wDia/Zn9pX4j+Kvhx+yn4u+KXhS8SHWNJ8IXF/ZTyQhlWZYd4O08EZ7GudxlED0 2ivwZ/4fmf8ABRX/AKKhpf8A4Ttt/wDE0f8AD8z/AIKK/wDRUNL/APCdtv8ACq9nID95qK/Bj/h+ b/wUUBBPxP0rr/0Ltt/hXqv7O/8AwcQ/tC+GPEdvZftG+BtF8TaHI224utHtTZ30P+2vzGOTHdSq k9mFHs5AfslX5z/8HIf/ACbN4D/7Hr/2yuK+5vgL8dvht+0h8L9L+L/wo8RR6lourQ74ZFOGicHD RSL1R1PBU8j8q+Gf+DkP/k2bwH/2PX/tlcVMfiA/HM9K/ov/AOCZP/Jgfwo/7E+2/rX86B6V/Rf/ AMEyf+TA/hR/2J9t/Wtq3woD3WiiiucD+Yeg9aKD1r+xD+Uz6H/4JO/8pBPht/2Err/0jnr98E+7 X4H/APBJ3/lIJ8Nv+wldf+kc9fvgn3a/A/FD/kfU/wDAvzZ+1eHP/Ipqf4v0R84/8Fbf+UfPxE/6 8Lb/ANK4a/Bav3p/4K2/8o+fiJ/14W3/AKVw1+C1fXeFn/Inrf8AXz9EfNeI/wDyNqX+D9WFNfpT qa/Sv04/Oj9nv+CCf/Jktx/2ON5/6Lhr7cr4j/4IJ/8AJktx/wBjjef+i4a+3K/lnij/AJKLFf45 fmf0hwz/AMiHD/4UFFFFeCe4FFFFAH5cf8HLf/IB+EP/AF+61/6BZ1+UVfq7/wAHLf8AyAfhD/1+ 61/6BZ1+UVdFP+GgP3K/4IC/8mAWv/Y2aj/6ElfbVfEv/BAX/kwC1/7GzUf/AEJK+2qxl8Q5bhX4 n/8ABw74btdL/bV0fX7eIK2qeB7Vp8D7zRzzpuPvt2j6KK/bCvxW/wCDiTW7a+/bM0DRYn3SWHgW 3Mw/ul7icgfkM/jVU/iEfAg+90r9sf8Ag3o1We9/Yk1LS3fK2fja8CfN03RQtj86/E4HBzX7W/8A BvDps9n+xRq2osPluvG92U99sMIrSp8IH5Tftz/8nmfFD/setU/9KXr3L/gg/wD8pGfDv/YA1X/0 lavDf25/+TzPih/2PWqf+lL17n/wQe/5SMeHc/8AQA1X/wBJWofw/ID9O/8AgrX+1/e/sgfsl6l4 h8K3Bj8TeJLhdI8OyK2DBJIrGSf/AIBGGI/2yn1H8/8Ad3d5e3UmoajcyTzTSF5ppnLO7E5LEnkk nqf/ANdfp1/wcm+OLiXxz8M/hok7eTb6Te6lJH2LSSLGCfoIz+Z9a/MNs4xRTVo3A7b4Gfs5/HH9 pTxK3hD4H/DXU/EV5Goa4FjDmOBT0aSQ4RB/vEfoa93X/gid/wAFIXXePgNH+PiSw/8Aj1frb/wS 4/Zv8Ofs4/sZ+D9D0/S4YtT1rSodX126WMeZcXNwgk+ZupCqVUA9AtfROAEwKmVWXQD+Zb9ob9m3 4xfsr+PF+Gnxw8LLo+tNZx3a2q3kU/7lyQrbomZex4zmq/7ORz+0R4DP/U56X/6VxV9Z/wDBwQoH 7dcJ/wCpNsf/AEOWvkz9nHj9ofwHj/oc9L/9K4q0Um4gfuh/wWZ/5RyfEP8A697T/wBK4q/n97D6 V/QF/wAFmf8AlHJ8Q/8Ar3tP/SuKv5/e34VNH4QP2y/4N4QW/YT1pR3+JGof+kdjXyD8UP8AghF+ 3Pr/AI78ReL7AeEPsd9q95eQ79fIby3ldxkeXwcH86+v/wDg3d/5MX1n/spOof8ApHY19y62oGjX XH/LvJ/6Caz5nGbsB/LOyNG7I3VWxXr37IP7EXxr/bd8U6t4Q+Co0n7Xo1it3ef2tfGBfLZ9g2na 2TmvJbvi6kH/AE0b+dfo5/wbdru+PfxBz/0KkH/pQK2lK0bgefp/wb9/t87ldk8G4DA/8jEf/jVf r5+0Z8MfE3xP/Ze8WfCLwz9n/tbWfCc+nWfnzbY/OeHYNzYOBnvivSO2KjuJ4rZDNMyqirl3ZgAB 65rnlKUgPw/H/Bv1+31j7vgz/wAKI/8Axqj/AIh+v2+v7ng3/wAKI/8AxqvvD9oz/gur+xv8CfEl 54M8OPqnjbUrCZorlvD0aC0SRTgr9odgGweMoGHvXkn/ABEofCYk7P2YPEJHY/2/B/8AG605qnQD 5K+JX/BDX9vr4b+E7zxg/hHRNaisYWmns9D1kTXBQDJKoyqXOB0XJPYGvj+eOW3ke2niZJEYrIjD BUjqD6V+uT/8HJfwmY/N+y/4g5/6j0H/AMar8t/jv488O/FH41eLPiR4T8OvpOm694gu9Qs9LkkD G1jmlaQRZAAON2OAOlVGU+qA+7f+DeP9o/WvC/xy139mfU7xm0nxJpkmpafEzcQ3kG3dtHbfETnH XyxXuv8Awcg8fsy+Ax/1Pf8A7Z3FfD//AARSmlh/4KOeBTG5G6PUFb6fY5a+4P8Ag5CGP2ZfAY/6 nr/2yuKmStUuB+OZ6V/Rf/wTJ/5MD+FH/Yn239a/nQPSv6L/APgmT/yYH8KP+xPtv61Vb4UB7rRR RXOB/MPQetFB61/Yh/KZ9D/8Enf+Ugnw2/7CV1/6Rz1++Cfdr8D/APgk7/ykE+G3/YSuv/SOev3w T7tfgfih/wAj6n/gX5s/avDn/kU1P8X6I+cf+Ctv/KPn4if9eFt/6Vw1+C1fvT/wVt/5R8/ET/rw tv8A0rhr8Fs19d4Wf8iet/18/RHzXiP/AMjal/g/VhTX6U6mueOlfpx+dH7Pf8EE/wDkyW4/7HG8 /wDRcNfblfEP/BBKQH9iS4YD/mcrz/0XDX26HBGa/lnij/kosV/jZ/R/DP8AyIcP/hQtFAORnFFe Ce6FFFFAH5cf8HLf/IB+EP8A1+61/wCgWdflFX6u/wDBy3/yAfhD/wBfutf+gWdflFXRT+BAfuV/ wQEI/wCGALXn/mbNR/8AQkr7aJA6mvwU/Yy/4LBfGr9in4MR/BTwL8NvDeqWMepT3outUafzd0pG V+RgMDHpXrDf8HHf7TrDA+CngvP+9df/ABys3TlzAfsPrWr6foOm3Gt6tfR29paQNNc3E0gVIo1B LMxPAAAzX85//BQj9oyP9qn9r3xl8Y7CfzNNur8Wuit2NnAoiiI/3lTd9W967f8Aa1/4K4ftdftd +F5vAHinXrHw/wCHbni80bw7btCt0v8AdldmZ3X/AGchfavmDOBzWlOPLqwA9M5r+gL/AII3fDNv hp/wTz8BW9zbGO41q3uNXuAVxnz53aM/9+hFX4b/ALM3wG8UftN/HXw38EfCSN9p13Uo4Zp1XP2a DOZZj7IgZvw96/pU8BeD9G+HvgjR/Anh23EVho2mw2VnGP4Y4kCKPyFTWlsgP5xf25/+TzPih/2P Wqf+lL17p/wQe/5SL+Hf+wDqv/pK1eF/tz/8nmfFD/setU/9KXr3T/gg9/ykX8O/9gHVf/SVqp/D 8gPVf+DkTS7mH9of4f6yUPkzeD5YlbtuW6ckfky1+cQbYyvj7rZr9jP+Din4G6p4x/Z+8LfHDRdO eb/hEdae21Ro1yYrW6VQHb/ZEqRrn1kFfjkWyNmKKesUB/TL+yp4q0nxr+zR4B8U6JcpJa3vg/Tn jZOn/HsgI/AgivQO1fi//wAEvv8Agsxpn7Kfw+g/Z/8A2hfDmoal4XspnbQ9a0sCS4sFY7jC8TEb 4wckFTlc4wRjH2gP+C9n/BPLZz4s8TdP+hZl/wAaxlGVwPhH/g4LGP264QP+hNsf/Qpa+S/2cf8A k4fwH/2Oel/+lcVe2/8ABWn9qn4R/tf/ALUcfxV+C+oXlxpC+HbazMl9ZNA/mozlhtPb5hzXiX7O P/Jw/gP/ALHPS/8A0rirePwgfuh/wWZ/5RyfEP8A697T/wBK4q/n97fhX9AX/BZn/lHJ8Q/+ve0/ 9K4q/n97fhSpfCwP2z/4N3f+TF9Z/wCyk6h/6R2Nfc+t4/sa7z/z7Sf+gmvhj/g3d/5MX1n/ALKT qH/pHY191anA91p1xbRj5pIWVfqQRWMvjA/lmu/+PqT/AK6N/Ov0c/4Nuz/xf34gf9ipB/6Uivzl 1CCa21C4t542V45nV1bqGDEEV9Sf8Eiv23vAX7Ev7RV94h+Kltdf8I74i0n+z769s4vMezYSCRJS nVlyCDjkZyAcYreS90D9+q+I/wDgu5+094n/AGf/ANky18HeBtWex1Xx5qjaY11C22SOzRN8+09i 2UTPo57mu+g/4LHf8E6Z0Vl/aJs1LAfK2m3QP0/1dfK//BypbXeoeDPg94gs9zWK32sRySfw75I7 Jk/NY3P4VhFe8rgflB1+duT1zXd+Af2Xf2l/iroS+KPhn+z5428QaazFE1HRfC91cwOwOCBJHGVJ B6gGuFI445r9wv2Uf+Cv37AGj/s8+D/DOv8AxNXwvfaT4etLG80e60qYeRLFEqNtMaFSpIJBB5z2 NdEpSjsB+SY/YS/baH3v2RPiX/4Q99/8arzPxH4a8Q+DtfvPCvi3QbzS9U0+4aC/07ULdoZreRT8 yOjAMrA9QRkV+/w/4LE/8E6f+jjLL/wW3X/xuvxG/ba8feFPil+1z8RfiL4F1Vb7R9a8W3l3pl4q MomheQlXAYAjI9RUxlKW6A9b/wCCK3/KRrwJ/u3/AP6Ry19xf8HIf/Js3gP/ALHr/wBsrivh3/gi t/yka8Cf7t//AOkctfcX/ByH/wAmzeA/+x6/9srilL+IgPxzPSv6L/8AgmT/AMmB/Cj/ALE+2/rX 86B6V/Rf/wAEyf8AkwP4Uf8AYn239adX4UB7rRRRXOB/MPQetFI2euK/sQ/lM+h/+CTpP/DwX4bD /qJXX/pFPX74p92vwO/4JPnP/BQj4bH/AKiV1/6RT1+925duM1+B+KH/ACPqf+Bfmz9q8Of+RTU/ xP8AJHzn/wAFbv8AlHx8Rf8AsH23/pXDX4Lmv6LP2tfgCv7UH7PniL4Gv4kbSRr1vHF/aCw+b5Oy VJM7cjP3Mde9fntrf/Buv42SMnw3+0lpszfwi80WSMf+Ou1ehwBxLk+TZfUo4upyyc7rRvSyXRHD xxkObZpmFOrhafMlGz1Xdvqz83Ac9Ka+AwOK+4vGf/BAv9sTQI2m8K+J/COtqq52R6hLBI30Dx4/ UV4z43/4Jd/t5+AjI+rfs461dRx5zNpLRXikDv8AuXY/oDX6dh+KOH8Tb2eJh83b8z87r8O55h0/ aUJL0Tf5XPpb/gkL/wAFL/gH+zb8NZf2e/jU17pH2rXJr218QiHzLQeYqLskC/MmNv3sEc84r9TP Anj/AMF/Enw/B4q8A+KbHWNNuF3Q3un3Cyxv+Kmv5uvF/wAM/iF8P7trDxz4E1jR7hfvRapp0kLL +DgV0/wD/at/aA/Zm11dc+CfxMv9HbzQ89irCS1uMdpIXBRh26Z9CK+M4g4BwucVZ4zAVUpyd2m7 xb8n0v8AcfW5HxvisppxwuMpXhHRNaSS9Ha9j+jlN235qWvz2/ZC/wCC7fwv+I8tv4P/AGntGj8I 6m6hRr1lvfTpX/2wcvDn33KO5Ffevhrxb4b8Z6Hb+JfCevWmpafeRiS1vrGdZIpVI+8rKSCK/IM0 ybMsnrezxdNx7Po/R7H6nlucZdm1HnwtRS8uq9UalFRhwxzTh9zivLPU3Py6/wCDlv8A5APwh/6/ da/9As6/KKv6bPi9+zh8D/2gksIfjb8LtI8TJpbSHT11a1EotzJt3lc9N21c/wC6K4n/AIdtfsH/ APRq3g3/AMFK1pCooxsB/OTRjNf0bf8ADtr9g/8A6NW8G/8AgpWj/h21+wf/ANGreDf/AAUrV+1i B/OQSR0rsPgx+z78av2h/E0fg/4M/DnVPEF87hWWxtiY4s93kOFQepYgV/QbYf8ABO39hzTLgXFl +yv4LVlOVZtFjb9GBr1Dwf4C8F/D7TF0TwN4R03R7NPu2ul2KQRj/gKACk6vYD5T/wCCV3/BMDQv 2G/Cs/jfx9NZ6t8QdatVS+vIFDR6ZCeTbQsevON78bioxwBn7EA2jAowPSg7u1Yybk7gfzX/ALc/ /J5nxQ/7HrVP/Sl69z/4IP8A/KRfw7/2AdV/9JWr9evEf7AH7GHjLxDeeK/Ff7NXhO+1LUbp7i+v rjS1aSeVzuZ2PcknJNafw0/Yv/ZY+DPi6Hx38KPgR4d0HWIInjh1LTdPWOVEcbWUEdiODWjnpYDs viT8OPCPxY8Bat8NvHWlJfaTrVjJa39tIOHjcYP0I6g9iAa/CL9vn/glN8ev2PfF+oa14c8OX/iX wE0hk03xFY25la3jJOI7lV5jdem7G1uoPUD9+QcJ8w+tNnht7uBraeFZEkUq0brkMPQj0qYy5QP5 XtpP3qXHGK/pO8X/ALD/AOyH491CTVfF/wCzb4NvbqVt0lxJoMIdz6kqASaxj/wTe/YOC/8AJqvg 3p/0CVrT20ewH85QGDkV2X7OP/Jw/gP/ALHPS/8A0rir3T/gsP4V+CHw9/bX1T4ffATwzpOkaXo2 j2kF9Y6NGqwpdlS8gOP4gGUH0PHY14/+yD4bvPGX7WXw08M6fEWlvPHekphRnC/a4izfgoJ/CtdH G4H7ef8ABZj/AJRzfEIf9O9p/wClcNfz+544r+ob4g/DbwR8WPCd14D+JHhe01rR77aLzTb+LfDM FYMNy98EA15f/wAO2/2D+/7K3g3/AMFK1hGfLGwHz5/wbu/8mL6z/wBlJ1D/ANI7Gvu+TO3Irl/h R8Fvhb8CPDcng74PeAtN8O6TLeNdyWGl24jjaZlVWkIH8RCKM+iiuqqJO7uB/P3/AMFW/wBi7x3+ yt+074i1weGp18H+KNWm1Hw7qkUX7j98xke3yOFdGLDacfLgjivl4LlQ/rX9SHjDwV4S8faLJ4b8 b+F9P1jT5hiax1KzSaJ/qrgivKrz/gnV+w3qM7XN5+yx4LLN126LGv6KAK1jU01A/nHgUecg/wBo fzr+gz/gol+xmf21/wBkA/DjRZo4fEGmww6n4Zml4X7VHFjyieyyKWTPYkHtXTn/AIJufsIqMp+y t4Nz/wBgla9rtreO3iWGONVWNQsaj+EAYxUyqc1gP5efiL8NvH3wj8YXnw/+JnhO+0XWLCVo7qwv 7cxuhB64PUehHBHIzWKBjmv6c/id+z/8E/jRGsPxZ+E/h/xEI/8AVtq2lxTMn0Zhkfga4L/h25+w iTk/sreDfw0lar2yA/nJIB4IpAgByBX9G/8Aw7c/YQ/6NX8Hf+ClaP8Ah23+wf8A9GreDf8AwUrR 7RAfjn/wRW/5SNeBP92//wDSOWvuL/g5D/5Nm8B/9j1/7ZXFfYfw+/Yj/ZO+Efi218e/DL4AeGtF 1iz3C11LT9PWOaLcpVsMOmVJH0NdH8XvgL8IPj5o1r4e+M3w50vxJZWN19ptbXVbYSJFNtK7wD0O 0sPxqXP3rgfzGnpX9F//AATJ/wCTA/hR/wBifbf1qY/8E2v2EO37K3g3/wAFK16z4J8GeGfh54Ws fBPgrQrfS9J023EGn6faR7Y4Ix0VR2AolPmA1qKKKzA/mJEUxOFib/vk1INL1VhldNuCPaFv8K/p mtdI0mzXZaabbwr/AHY4Qv8AKrH2W2xlYF/75r9el4r1ebTCr/wL/wC1PyuPhnHriP8AyX/gn82f wm+I3xL+BHxG0v4tfDuWSx1vRZml0+7ksxII2ZGQ/K4IOVZhyO9fV3g//gvH+3B4cVU8Qab4S15V +81/okkTH8YJEAP4Gv2cNpbsPmgX/vmq114e0O+XF/o9tN/12t1b+Yrycdx1lubTUsZl8ZtaX5ne 3a9j0MHwXmeWrlwuNcV2tpf7z8vPC3/BxN4xhCp45/Zs0+b+/JpeuSR5+iyRt/6FXpnhH/g4S/Z0 1Jo4/F3wh8VaWzH55LcwXCL7/fVv0r7c1X4JfBzXwU134UeG7xW5YXWhwSZ/76Q1zOr/ALF37JGt Bl1D9mnwO27q0fhm2Qn8VQV49TNOEKz1wMo+cZv9dD1qeW8VUdsZGX+KH6o8p8Df8Fkf2BfGyp53 xffR5G4EesaXPFz9QrL+teteDf2vf2W/iHtHg/4+eE75pMBY01yFWOe21mBz7YzXH63/AMEyP2Ed eBF3+zV4djZurWtu0R/8dYVxPiL/AIItfsB68jCH4W3mms3/AC00/Wp1YfTczfyrikuFK3wOrD1U ZL80zsi+KKa95U5+jlH/ADPpjV9A8F+ONJ+xa9pGm6tYzDPl3MCTxsPXDAivDPit/wAErP2GPi6k smrfA6w0y5lB/wBM0CRrOQH1xGdufqprzqw/4IyfD7wA7XHwC/ab+J3gl2bcsWma6DCW/wBpNq7v xNadl+yj/wAFLvhq+fh/+3rYeI4V5W18Z+Fw272LozN+tOj7HCyUsFj+V+anD8romt7TER5cZguZ eTjL87M+f/jR/wAG8tuxmvvgB8cmUdYdO8U2YbHoPOhA/wDRdeJeFPCf/BUz/glz4gbVtJ8Kapce G7ebzLy3t86hpNymeSyoSYsj+LCEetfoXY/F7/gpX8NIVT4lfsw+FfHVvH/rL/wL4m+yzEepguwN xPopFbnhn/goP8M5Ln+yPjN8N/Gnw7u84f8A4Svw7KtqT3xcxb4se7Fa+go8TZ/7F0cXGGKpdU2m /vXvJ+qPDqcP5LKsquFlPD1Fta6X46W+ZxP7FX/BXf4AftSCHwh4vmj8F+LpCqf2VqlyPIu3/wCm EpwDz/C2G9M9a+tkl3rwd1fMXxg/4J//ALCH7bGkT+M9J0bShf3mWXxN4Nuo45PMP8beXlHPruBJ 71xfgbQ/27/2AIl07Wbu4+Nnwzt8JG1r8uvaTEOhCOT56hcfKGJ4/hFfPYzCZTjpOeBbpz6059/7 sv0dj3sJi81waUcalUh0qQ/9uj09UfahcdqcDkZrjfgz8c/hn8ePDCeLfhp4ljvrf7txCymO4tJO 8c0TAPE47qwBrsgc9K+eqU505uM1Zrue/TqQqRUou6YUUUVJYUUUUAFFFFABRRRQBleOrie08E6x dW0rRyR6XcPHIpwVYRsQQfUGv5yLv9uL9saO8mjj/ab8bKqzMAP+Ein6Z/3q/pA8R6U2u+Hr7Q1m 8s3lnLB5m3O3ehXOO+M1+V8v/BtbrNxO8x/aytvmcnH/AAiTcf8AkxWlNxW4HwX/AMNy/tkf9HO+ Nv8Awop//iqbP+29+2FcwtBP+0z42ZXGGX/hIp+f/Hq+9f8AiGl1j/o7G2/8JJv/AJJoP/BtNrAG R+1lbf8AhIt/8k1pzUwPy8v7+/1O+m1PUryW5ubiRpLi4mkLPK5OSzMeSSe5r76/4IJfsf8AiL4n ftB/8NQeINLaPw34LEi6dcSr8t3qLoVVU9fLQlmPYslfQnwT/wCDc/4J+Etfh1v42/GbVvFkEMm9 dL0/T10+GT2dt8jkf7pWv0E+HPw18C/CfwbY/D74ceF7PR9F0uHyrHT7GERxxrnPQdSSSSepJJOS amVRWsgN5elFFFYgDHAzimeZtHzClY4Jr5g/4Ks/tg+If2Qv2am1/wAESCPxF4h1BdM0e6ZQwtWK M7zYPUqiHH+0RXXgcFXzHGQw1H4ptJHLjsZRwGFniKvwxV2fTn2uMPsLLn03U9JQ4yPyr4C/4J0/ sP8Ah7xz8FrX9rz9pbx1r2ueMvFdjJe2ms3WvTxyaVaEkqUdXBDcbic4AOAMZz7P/wAE5P2rbz4+ fAzXNY8aa+t03g/xJeaTJ4juCI01C1iO6K5YnADGMjd7jPeu3HZT9WdX2M+dU2oydrau607q6t+h w4PNvrEabqw5PaJuKbu7LXXtoz6Vkk2rkCuT+Hfx0+FPxY1XXND+HXjmw1e88N6i1jr1taSZeyuA SCjggY5VhkcEqeeDXm3x2/bo+Bngb9n7xn8VfBPxO0XWrjw7pbmKHT75JM3LkxwrweQZMDIyODX5 2/sn/Cn9rmH4deHovgz8UdH8I+KPi5rb+IdT1fUtWWHUL21gm8uOOKM581f3txOQeHBxnsezLeH5 YzBVK9afs7NKPNom7NyvpeyWpy5hn0cLjKdGjH2l027au2yt0u2frR49+Knw/wDhZoqeIfiR4w0/ Q7GS6S3jvNSulhjaVz8qBm4yewrchvYbiFZ4ZFZHUGORTwwPQ1+T/wC234a/as+M37S3gn/gnlrf 7R0fji4uLmDUtSvo/C8dkNPbDkyS7JD5gSHc+Mr1UdTX2zpXhPxdob6X8JPix+29Zx3UKQxw6P4d 0210q6njVlEaZeSWQAjauVIJzweazx2SU8HhaNT2qcppysk/hvaL2vrrvYrB51UxWKqw9k1GDUbt rWXVb20+Z9FrJkZYUGT5ScV4Dc/t0eGPDX7X2s/steOPDf8AYlnpHhdNXTxdqmopFb3AIQsoVgOB uxuDHlSMV03xj+N/hTWP2Zdf+I/ws+NHhqxju9Lmt9D8VXl8psYbxgUjLOuekhA7kHseleXLL8VG UFKLSlaztp7221/8z0o5hhZQk4yTcb3XXTc9XSXf0FO3e1eHfsq3njv4D/spaNqn7XXxr03UtUhi kuNS8RXV8nkLG7lok844EgCEfN3zx0Fdlo37Tv7P3iCfSrbRvjBoFxJrl01tpKR6khN3MoUtGgzy wDLx/tD1qamDrQqSjBcyTauk7O3mXRxlGdOLm1FtJ2bV1c2Piv8AGb4a/A/wt/wm3xX8XWmh6SLi OA316xCCRzhV4B6mug0zUrTVrGLUrC5SaCeNZIZY2DK6sMggjsRX54f8Fbtfvf2nf2lPhd+wF4Kv WkN1q0eq+IlhY/uchlXdj+5D5r/8DFfoR4Z0Sx8M6BZ+HdMi2W9jax29uv8AdRFCgfkK68bl8cHl 9CtKT56l3btG9k/nr8jmweYTxeOr0or3KdlfvK12vloX6KKK8o9QMD0ooooAKPwoooAKMZ6iiigA wPSjA9KKKADA9KCAeCKKKAGhAOg/Oo7qytLqMw3VvHIrcMkihgR+NTUEZ6ijbYLJ7nF2XwD+Euke Lv8AhO/Dngey0jWGb/SNQ0dTaSXI/uzeVtEy+zhgO1dcsI8vB/WpdvuaTbjvTlKc9ZO/qTGnCHwq x5v4x/Z08Map4tf4oeA5m8L+LzCI31zSo1X7YoORHdRfduU/3vmH8LKa6rwlq/ieWH+yvGelx2+o RRjzJLUlre4H99CeRz1RuRn+IfMd/bxgmkMeWzn9KqVWpOPLPWxEaMISvHT8hU+6KWgcDFFQahRR RQAUUUUAFFFFABRgelFFABRRRQAUUUUAFBOOtFB6c0ARTywwq0k7hVVdzMewr8uf+CgfxvuP+CoP xP0/9i/9lX4enWpvDOtveXvi64uvLtY2RGikI4I8obsbzyxxtB4J+6v299b8V6B+xx8StX8EGVdT i8I3n2d4c70BTDsMcghCxz2xXwB/wRw+Hni7x1+yl8WrL4C+O7Lw78RdQ1W2tIdZu4yz2dn5YYMu PmUsTKA3YgHqOPtOGaFLB4Krm8rc9OUYxveycvtStq0l0PjeJK1TF4ynlSXu1IuUrWu0vsq+l2e2 fsC/A/8A4Kj/AAe8a6J8NfjV4o8LN8M9Dsms5tJe4guZHtwrBFi8tQ4OccuQNvBBrM/4KdateeI/ ih8Of+Cc/wACba18O2/jzU0vfFUOjW6W6valyPmCAZGI5JG9fLHWvUL79k3wt+y98GdL+IFj411y 6+JFjdWQk8ST6/dSPrN/LNGjwNE7lXik3MBGV4HIwQTXQ/tK/sN+Ifij+0p4L/a4+EXxGtfD3jHw pbNZv/a2mm7tbq1ZZVwVV0IYCeXHODu7YzRDNMLLOPrlXlStK3LHli5pe7JpN9Xe/wCASy3FQyv6 rT5m7xveV2oNq8U9Omlj5S/bx+CHwi8fftLfCv8AYA/Z98Kw2M1jplsvjLULVmH2fS4XeVIpTnBY AzzFiMlpUJPOBnaH448BfF3/AIKCat8fLK5jt/hL+zj4b+zaTJb/ACW7PbxvHBDF675txAGcqg9Q a+mtG/4JmX+i/tKap8covjZd3Fv4o8Pix8YLcWA+3XspYGYxShtsCSgKpCqSq5VSM5GZ8Pv+CUNl 4Q+E3jb4LX/xJgm0LW9R1C98OwWmlmJrWedCkUty28+eYV+VFAVV5bkkbfQp51lcMLGk6rdoct7O 95v94/W2i8vuPPqZLmU8RKoqaV5X6WtBfu16X1fmfMXwK+NWofCf4afFT/gq18U4lm8W+OdQuNJ+ HOnzHJQs20suf+WcYCL/ALsBHVhnuPhp8PfH/wAGv2XfAPxo8R/C6D4ieNvi58QNP1Xxh/aEMl3q P2ASfaY0t0WRXZ40TzMA7Vb7w2jj2s/8Er9P8W/shL+zv8T/AIgw3OsWOiw6foGraXYGO10wRSiU OkLMSzyyLumckF84G0ACvUf2Z/2XvHPw6tdB1r45fEe38Ua34X0UaR4d/s+xNtZ2NqFClxGWJad1 VQ0hxwNqgDOefH55l06M5U2m+e1tdYRjaEVtZJ6vbXU6cHk+YQqQjUVly3vppJu82+76LfQ+cf8A gpp4svPB/wAAfE3xj8f/AA7t7fxV48az8L+BdI1KKG5u9LtNrvK3y7lSZy0jHYTt/dgkla+ffjB4 N8aeHvgv8I/+CUPw6Am8SeIryLXfHUiy5W0lmYyLbt2CxoS757xqe9foT+2f+yBrX7TurfD/AMUe GvGVlpGo+BPEh1KBdU003dtOrBQQ0QZdzqURlycdQetcRc/8E0Y7X9pe2+OXhr4pTWtvdeGZdL8S edal9Qu5ZZA81xFPuAhkkGULBTsViExwVWV53l+FwNOM370eadtWlJLlgvRK703e4sxybHYjGTlB aPljfS/K3eb9W9PJbHzufs/7d/7ePhn9kjS7iS6+E/wZ02MalbNMfK1aW2VIyzgH5laQhB1yiseN 2Bi+Lbf4XfGv/gqBda94H0uz0H4c/BuRtb8X6xDuW3kvIFUSSdSAS0UUSqoGRCSB1r6h0r/gnBrn wt/aV8Q/GT9nj4tw+FdF8aaWll4k0n+yvOnt1G3c9nIWCxu23IZ1bazE4PAGD4L/AOCSWl+FPD/x K+HEvxUk/wCEV8bXUt1Y2NvZn7TFMYysX2iYsTPHEzF1QbdzHLE9K6IZ1ldN3hUaXs1GKs95P95J 6WctXbp5mMsnzOpG0qd3zuUndaqK9xLrbRXPKP8AgnjLqXjX4q+Nv+Cg3ivw59q8RfELxQ2hfDjT 7zJYwlh5soxkhI4YwrOOiwuO/P6TW+duW698V4d+xx+yHdfs2+B9E0Lxl4xt/EGqaDo50zS57Ww+ z29lbGTzHEaEsfMkbDPITlsAYAGK9ziGK+UzzHUsfmEp0/hWkf8ACtEvkvxbPp8jwVTBYFRqK0nq /V6u/wA9vKw6iiivHPZCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooo oAKKKKACiiigAooooAKKKKACiiigCvfWFlqNrNY39rHNDNGY5YpF3K6kYIIPUEV+TP7dHg4f8Evv jXD8XP2OvEuqeHbjXpmTUNHmmSfT2Q5bYIimdoPQFjt7Yoor7bgf95j50Z6wlF3T1T9Vs/mfG8Zf u8LTqx0kpKzW69Huj7W/YxtdQ/aE8N6L+0H8ZvEN7r2tWsW7S7W58tLLTpGXDSwwxoo8wgkeY+5g CQCAa+lIlVo8kUUV8/nkY08znCKslslsvRdD3snblgYzlq3u+r9WP2L/AHaTy0/u0UV5CPUDy0DD C0BV447UUUuwC7VznFII0HRaKKYA6KB92kCqzciiigGOCKOi0oAHQUUUwCiiigD/2Q== ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image016.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09 PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCABVAKIDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2RHWR dyMGHqDmlrwi1vbqycPaXM0LDvG5FexeF7ye/wDDdlc3T75pEyzYxnkiurEYZ0Ve9zmoYhVXax53 J4y1rTtVukju/NiWZwI5lDDG48ev612PhbxmviC4a0mtjDcqm/KnKMB+o615nqf/ACFrz/rvJ/6E a6L4b/8AIzSf9e7fzFdlehT9lzW1sclGtP2nLfQ9SoZgqlmIAAySe1LWT4quGtfC2pSocMIGAP14 /rXknqHnfiLx/qF/eyR6ZO1rZoSqGPh5P9ont9BWet74rdQyTawVPII8zmpPAdjFfeK7ZJlDJErS 7T0JA4/U17NTA8+8KXmupomtzXZvXuY4w1uLhWY7sN0B69q0vBOr67qdzdrrUciIiKY90Hl85Oe3 Nb3iGaS38PahLC7RyJA7KynBU46iuN+Het3t3PqT6lfTTxQwq/718heuT+lAHodFeS3fi7xB4k1Y waO80SMT5UMGA20d2b/Iq/p+meN01G2a5muzAJVMgNypG3PPGfSiwHpdFeS+Jda1lPF15Z2N/dKD MEiiSTAyQMAfjVe9vPGGiqk97cX8KFsKzuGUn0PUfnRYD2KiuStPGn/FDnWLmNTcITCUHAeToPoD 1/OuLg1rxb4huZGsZ7tyvLLb4RE9BRYD12YssEjJ94KSPriuK8H634i1HWDDrEUi2/ks2WtvLG7I xzj61D4Wg8UQ6lM+stefZhbvjzZAwDcY79etUfh7rWpah4haK9v7ieP7OzbZHJGcjmgD02ivNtS0 zxs+qXTWk12LdpmMQFyoG3PHGfSsm81Pxd4buIXv7q5QvyglcSI+OoosB6/RXJ23xC0yS1iebKSs gLqOinHIopAeWV7H4L/5FHTv+uZ/9CNeOV7H4L/5FHTv+uZ/9CNerj/gXqeZgvjfoeTan/yFrz/r vJ/6Ea6L4b/8jLJ/17t/MVzup/8AIWvP+u8n/oRrovhv/wAjLJ/17t/MVtW/gP0MqX8Zep6nWZ4j tGvvDmoW6DLvA20epAyP5Vp0V4h7B4l4O1aLR/Eltc3B2wMDHI390MOv4HFexrqdi6hlvLcg8giV f8a4XxF8N5p72S60aSIJKxZoJDt2k9dp9PasL/hXGvf8+9v/AN/hTA9I8Q3EM/hjVPJljkxbPnYw OOD6V534LV30rxGsedxsuMfRq3/DnhLVNN0HW7W4iiWW8iCxBZAQThhye3WrHgTwvqOhXF62pRRB Jo1VQrhs4Jzn86AOB8PW+qXd80WiTmK5MeTtlEZZe4B7/Sux0jRfGUOsWcl9czNapKplBugwK9+M 81W1X4b6hb37T6JMhiLbkVnKPH7A96NP8LeLYdStZJ7mQwpKrSA3hOVB5470AZmrf8lOb/r+j/8A Za7D4m/8iqv/AF8p/I1l6h4P1a48bnU44oja/akl3GQA7RjPH4V0XjbR7vXNBFrYqrSiZXwzbRgZ 7/jQB586sfhjGR90akd3/fNdb8LpYT4fniUr5y3BLjvggYP6VP4f8JyJ4OuNH1hFVpZWb5GDbemC D65FctN8Otfs7lvsUsUi9BIkpjJHuKAPUrr/AI9Zv9xv5V5R8NXEXiOV2+6to5P4Fa3vCvhnXtN1 SWXUnLQtbugBuC/zHGOKZ4K8H6poutPcahDEIWgaM7ZA2SSO34UAYKa74k8U6zJHpt1MhbLpDHJ5 aog9/wAqreJNO8Q2UEDa7NJJGzkR75/Mw2OfpxWtd/DzWrHUXfSJUMWT5biUxuoPY1BceB/FV2qr csJgpyBJdbsfnQByFFdR/wAK68Qf88IP+/wopgYFex+C/wDkUdO/65n/ANCNeOV7H4L/AORR07/r mf8A0I16eP8AgXqeZgvjfoeTan/yFrz/AK7yf+hGui+G/wDyMsn/AF7t/MVzup/8ha8/67yf+hGu i+G//Iyyf9e7fzFbVv4D9DKl/GXqep0UUV4h7Bjap4r0nRrz7Lf3Jjm2h9vlseD9B7VU/wCFgeHv +f4/9+n/AMK4j4l/8jX/ANu6fzarun/DM3+m292NT2efEsm3yc4yM460wO40zxPpGry+VZXsby/8 8zlWP0B61o3F1BaReZczRwpnG6Rgoz9TXh+s6Pd+G9W+zzPiVMSRSx5GR2I9Old7ql1a+JPh/Z3G p3q2SvIvmS+WXG9cgjA9cZosB2VvdQXkfmW00cyZxujYMM+mRU1c34FtbOz0F49Pvhew+ex80RlO cDIwatXni/Q7CdobjUYhIvDKuWx9cA0gNqq1zqNnZsq3V1BCzDIEkgUkfjWMfHvh0DP9or/37f8A wrE8d2ek6ld2M19q62WYCYwYGfepOc8dKAO1uL63trB72SUfZkTzC6/MNvXIx1qnpHiPTddeVNOn MpiAL/IVxnp1FYWt6rpum+CU043gd57DbbnYR5o24B9s+9cv8Ptc0/RLm+bUbgQiVECZUnOCc9BT A9ZorJuvE2lWVlbXdxdhILoZhfYx3Dr6VU/4Tzw7/wBBFf8Av2/+FIDoaxbDxbpGp6gLK0ui9wd2 F8th068kVo2Go2mp2wuLG4jniPG5DnB9D6V5T4F/5HyP6zfyNAHr9FFFAHgFex+C/wDkUdO/65n/ ANCNeOV7H4L/AORR07/rmf8A0I16uP8AgXqeZgvjfoeTan/yFrz/AK7yf+hGui+G/wDyMsn/AF7t /MVzup/8ha8/67yf+hGui+G//Iyyf9e7fzFbVv4D9DKl/GXqep0UlLXiHsHknxM/5Gr/ALdk/m1e k+Hf+Rc07/r2j/8AQRXm3xL/AORq/wC3dP5tWnpvxLt7DTLa1OnTOYYljLCQAHAxmmAz4qhf7Q04 jG/ynz9Mj/69Z7Z/4VQuen9ocfrWP4g1y48Sat9pkj25AjiiXnaOw9ySa63xHpbaP8MrK0lGJVmR pB6Mckj9cUAVNL1KXTPhbdyW7FJZbtolYdV3BckfhmqXg3waniOKe4uZ5IoIm2KIwNzNjJ5P4Vas LCS/+Fd2IVLPDdmbaOpAxn9Caj8EeMbXw/b3FrfJIYZH8xHjG7Bxggj8BQBmeM9Bt/Duppa2sksi PD5hMhGc5I7fStP4h/e0b/ryH9KoeONctNf1WO5sfM8tYAh3rtOck/1rQ+If3tG/68h/SgDb1fw9 aaj4ItNRmaUT2enAxhWAU/KDyMVzfgjw3Z+I57tL1plEKqV8pgOpPXj2ruZUaT4Z7UBLHTRwP9yu I8CeIrLw/d3bX5dUnRQrIu7BBP8AjQB2fiHQtBh0Oxt9WvJbe1sxshbeAzcYx056dhXI3On+CTbS fZtVvFm2nYWUkZ7ZG2l+I97/AGhe6bcwMxtZbXzIiQRkljnj16VHBH4I+xJ5sl/9o8sbs7vvY9hj rQBN8MLqWLxDNbhj5U0BZl7ZUjB/U1W8C/8AI+R/Wb+Rp/w0/wCRr/7d3/mKZ4F/5HyP6zfyNAHr 9FFFID5/3D1Feo+EfEWk2/hyytZtQt4540IZHfaQcn1roRoumAcadaf9+V/wpG0PS3GG06zP/bFf 8K7a2JhWVmjjpYedJ3TOMn8B2Wo3M09prkTtK7PtAVgMnPY1VPw/1zTpRPp95C0i/daNzG1dq3hX RHOTplqD6qm3+VKnhuxh5tjc25/6ZXDj9M4qVipLS/3pDeGi9bfic9Z+KNb0bEXiPTJmiHH2mJM4 +uOD+ldbp+pWmqWwnsp0miPdT09iOxqBdPu4RiHUpWH92dFcfmMH9arDQUa5NwqJaXX/AD3tDt3e zKeCPrmspyhLW1n5GsVOOm4zV/B+l65e/a71JTLsCZSQqMD2/GqP/Ct9B/553H/f410Vu86/u7pV LdpE+634djVmsTYw9K8H6No84ntbQGYfdkkYuV+melXdY0a112x+yXocxbw+Ebacj3q/RQBmadpd j4a0qWO2DrbJumfcxY9Of0FcTeTeAb6czMZYmfk+SjoCfpjFeiXECXVtLBJnZKhRsHBwRg1yw+Ge hAY/0v8A7/f/AFqAPOddj0uTUlh8PiZoGUKPMySzk9s8+leq6h4Q0/WYbT+0VlaS3hEQ2SFfrSaV 4I0bR7tbm3gd5l5RpX3bD6gdM10FMCC2tIrSyitI1zDFGI1Dc/KBjn1rnpfh3oEsrOLeWPcc7UlI A+gqx4s1Ga3s47SweT7ZO4JSEZk8oH52Hpx3qP8AtZ9Mwqqxhki89I52IaCNF+YuTk5JwAPerVNt XIdRJ2Ltz4Y0u80mDTri38yC3ULESx3Jj0brWX/wrfQP+edx/wB/jWN9quJYrpJby4gkunzLtcbI ww3ScYz8ibR16mtv+257bTRcQRSNs2ExTElnVh8gzjAYkr61UqLREayZb0jwdpWh332uySUS7Snz yFhg+34Umm+DdK0nUxf2qTCcbsFpCR83Xj8aqp4nxPdSxqzr80mJJMIkUYwWGBn5myB64zU+k3cm sa2LyVDCtvbiNYt2f3jYL5+nyj65qXTkldlKonojoqKKKzNAooooAKKKKACkoooAKWiigAooooAK KKKACiiigDkfESx6d4ggvZYxcx3kYt3hYlcbW3Ag/wAx3rbTSLO7to2uYI5CUPGMAKxyVx6dPyoo rabfJFmMUuaSJP7E0/du+yR5JYnjruGD+dSf2ZaC1S28lfJjYMqnJwR0OaKKy5n3NeVdiFtB01kC Gzj2hSuOehOcfnz7VatrK3sw4t4ljDsWbb3JooobbBRSJ6KKKQz/2Q== ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image017.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAd8AAACVCAYAAAAZtPDmAAAAAXNSR0IArs4c6QAAAARnQU1BAACx jwv8YQUAAAAJcEhZcwAAIdUAACHVAQSctJ0AAHnjSURBVHhe7X0HeBzV9b3V3AvF2GBagISENJKQ DumEkPyT0DEQAzEQQu/kByHEoYNt9e1N1b1X3G3cG7j3isFU0wwGA9be/zl33khreW1rtStpJc39 vvPtzOzMK/e9d8/rr01d5OVo9HdPrFv1u+tfnHhV2c5dkrd6rTy/cqW8sGaFgyZA/zWr5IXVq2Qg 0sG/ZbuUbd+2tfe0yb8b8u5bv1su0s0kmyOOOOKII81VPNu2vvznwRXy3dKg9Ah5pX3YK9kRn2SX +CWnxOugkdEu5Jb2QA7TQOGRDiGXnI7/flEWkn9MGLdx1vvv55nkc8QRRxxxpDlJ8YYNZX+dPE66 BAulHQi3fcgPw++XjJKgtCkHyhw0DbyA37ouDQFByURFKDvkk7YRrxzvy5e/gIS9ixd/0ySlI444 4ogjzUEeXjxv+Sm+XMkOF0kGWleZkaBkGWSUwvCXE4EYQnDQeIDeSwNKuBYR+5SA21SUSFbQJV8t zJNpH300bblIjklOR+ogG774YucqYBOw3lwTvOYzgu/UBfa3sVhJiDxvvGtVUlunBO/j6a6+WB+N 3mG8a9ayORpttxHxsfUUL671Rbw04O+mqqonjfeONJUsi0ave3zJYjnBPVBySt0w6GxVkXCtFhaN vpJvhUO+TYbSsJUWZUif8mL8koBDkhn2ybfxO+jNN0eZ5HSkDjIZxu7miWPnnVb4rJxenIvKS4Gc BvQqzpdTiogCOb2wUE4vKJBTi3KBPANe26h5djp+v1KQK2cWDJTTil6Qk13Py6nFz0sv9/Pyc1+R DHv9jYeM161CgsvnTz+3//Oqj9OL+stXgDN4XRirv4N1WJ/7r+f2l5f3frTXeJu2si0avWLYZ5/d ftuiJbffOWdW+WMvL5a+M16UKyeNlQtHDpJfjaiQ74RcyIPPy2nIj4eL7+HvD//Oabg+HZXz04sG wO3+uO+PdBkgP3r+aVn8wQf3myA60tiCTPGXfy9eUtUVCZ8RdEvb0hJpE2QrK6IkbHU1k3BNy1ev DSE4aDywIsTfChcqRi7JKvFK27BXTkJBnb1//3wRyTRJ6kgd5P6Fa487f8RgaVNZKBkVXskoQb7W iiXzPnXOyg7KgF778N9RwPIBN7JQGWL6tCkrAvBb6pVufpc8sGiJGK9bheSvWDy9p7tQ5ya0KfVI VsQHULdxdJcEugSLZdbeD9KafJft27f3tilTDpzt90uPgFc6BVzQi1syyqAbVqIrkceQb7KQf9qy nEdoa+PHt15A/s2E7gnVP/zNjrjkKyDkZfs/a1X5Mq2k//IVg0/xw/igdZsD4s0KhCS7rNwyOoAa JSVeGiEHTQakjwJpkVHilw4hD2rKPql87bXBJikdSUDK3tgt3f0FMHT5MHo+yaBhop5LgpIdRr6P wAiWgIA51wFlgOXgSOA7HAJgb0QNwTDdUKbCYTnRVSiT9+wZaLxv8ZK/cvn0bj720EAvrNRoLxoR X3/1RVdUbBZ8nH4tX7Z0n315gee6KWOlpy9fOqFh0w5llvMzMpk/lARNYwbxUN3w1yBeXOsLy01W JAHmyQrcg5BPcufLwv37HfJtCuknkv1LJEi2kiwNBcECYhmcLNTACO1y1v+YgPi/NjE4aHBwGIBo U8LKUVDOLkTBOXBgmUlKRxKQjVVV/U91vSBZpUXI227kaUOUQAau2UrLBCG3Yb5XA1kXwKBVgKzx y9noOWjJMK0yA6UwtmUwvC55bPYMmY0yZ4LRoiV/5bLp3QIkX+jVti/aq0DDH09/9UMXtCJnf5Je 5Fuye8c3bl04Vbq4n5OOoWK1oVZPCuNfE3bO32BrN8u2vdQVexu1zNe8lzToJ/KiXfmxenh8cqIn X5Y45Ns0cuvcKUu7hdg9ZicKE8sqKFnIGBnsblMgo6AlkBlBzZ6JqJnDQeOCaRSUthzj9Xul7PVd ZSYZHUlQnnp5Uf9j/PnQp02w0G2Fla9JvhmlHE83k9rUgNFYHQ1IIzVqXhhbN4wuu1pZjsrgR4m6 +dvxQ+VXs2e3EvJdPP2YAG2LZfwzWJkpZzdrXfVZN3QJuGXWJ3vTgnxXRqOdCjaszb9w+GDp5imS HKR/G6LMHr4w4Y4Z3qCt1fk1sQSsMO+kBMZt5vXqvO2Vk0C+ix3ybXwZ9eabv/3BUNTGKlkgkDDV 4wPWsiJrdjPuK5BQIOUMZKLscAT/OeTbJCjxSnaJW77qK5ZFBw4sNcnoSILSTyTzzjkzpWOQLV7o lb05ZaXI4/xlBYfGCnme+V6JgvrH8/KjgQYU35bzOzcqSSRfGjv8B3+yBgWlWzBXZn7aOsbYSL7d SL4kXq3g0I5wsiB1VFt39UfnoEdmffJxk5Pvhmi0y/QPP5BzQXaZ/iLpECmT7GA58hEqX9qLaIhQ 42+umde05ctVDObe/j9OXJMD8zHtO9LAkG9PkO8ih3wbXyp37Jh2EmtBMBYZWuNiwpCAmfC8Z2aw Cw0TixkEicgaWm1icNDgaBtxyVneXI7xRkwSOlIPWf/FFxXfQOs2B61Ti2iZp9kyYZcxrpnvSbo6 LgbdJzDMogZUK6xoPZewW9H+LyAZeJYTKZQ/DRoiMNR/NcFpsWKRbzH0h/irfaE+WdE3ek0R0oV8 n1+6eODZJS7JCbus+QLlIF3OAQDxZSL+nBxZ06NigZMmsxUevMOKCVABHZkeyNTBzsN017bzPunh dci3SeTpTVvleE60Qubl+Ba7ma01vSEr88DosCbPDJKpmQYJR1JWYnbQoKg2WPy11vZ+O+SVZQcO LDDJl7A8P2Lwt0YvWXK8uW218szSZdIhmId8DGJgrw8MXftQULK1e9Ai3izt9bHSwFpyZ7XejgQS r47d2a1k/Oo9CVnLDoxtqUdOdLml34p1/zHBabFSsGLZ9GP8IJMSEFBpKRCCjqmj+PqrL7qmwZiv d82ac388KCA55ZzlzvRG+tszlkm0YdhYzQ+0qaaSxzzCoQ6TV5jXtMfRRpy41h8Iky5VDOOaeRRA /u7hKXLGfJtC/r5gLmqNqJGHYdxhHA5KeECNv14z4ZihAId4GwCsjeLXFI4ag49nEY+0R4v3awUD pfKN3fVu8d47aVLvi4sK5ZkF8x40j1qlDPv846u/VjQQLVC2wKzaP/M1idfK81ZeV2OlaXLw8yPB mlWKd2PSVssS0xEGUP0D8bQPB+XvM2ZsMkFqsZJfTb4kFuZrVuqpk0N1lwyamnwnR6PX/Hn4UOnm z5cs7oOgaY00RzzZ+0Hys/OS6kKH7WxY+aTmf5Nn6pjnEoPlh0W+lt89PYUO+TaFXDp1krTjOIQW BhohJoqDxgcLrH1tFZQs1lDDfmkLkvg+0maxyByTbAnJhmi0170zZ/7yl2UlcoLfJZfMmNSqyfe2 hTMCXf25khWG8anWeePjp4PLZLnIBSZYLVIGrlxukW+1nkG+vE6x3jnhavbHTdftfPPc2aFjfcXS HpWATBIthyuUcO2Wbi2SbWJUt3yBnp4Ch3ybQi4aM8IiXy0QDvk2HUgELKwuaVMJcMwd6dIOlaKT C/rLqHfeKTVJlrCMeO21HecFfdIlVIjWXrF8O+xp1eR77ZSxkhPkul6rhyF+ejQ8jnfnSv6mjftM sFqktBbyvRAVqU5o4WaWmLFaQluaFvnqPJkmzGu14ZBvGsjvRw+XtmhdsSvMId8mBLvkKqD/Cq6J 5I5IfslGC/h7eD7388/HmeRKSLZEo6eOe+ftPecNKpGOYY7Xw/1ylxxf9EyrJd8Fn3zy8UnuF6RN GDrW8d2mA4cSzvHmy7J9++42wWtx0hrIt2Dj+n0n+wokI2KXMZCurtO1GjUc8z9oDW8awCHfNJCL xo50yDcdwMLAsUcC6cCjA8/KHSATPvhgEJfFmORKSP5v/tw+34Zb3EJOJ3SwhwME/+/FC94xr7Q6 +dvUCR93gT4yuREG9REvLRoLJV45CZWsmyZPdMg3STQV+b4cjV7/s5JAVccgKs1cw1zJ7mXYUv5y xzRDvBb5Mr/hvzjhb2w45JsGcvH40Rb5MiEc8m0aoCBYpxRZXVNtQ175MVq8Uz76qF5bRq4VOe3h hS/d8qOKCEi8WDJ0Ih03R4loJeuOl2YsMq+2Kinfue3OMwIF0IMHerD0Hjc9GgulIWkLYrp1/uwW a/haOvk+9/LKu3u60epli5fkquXYChPjyUmTJF6dPKWTVR3ydcTIQeSbJrWyVgcUBK0Zl4UlO+zT E0hmfPrpyPq2eCfv2b33nJJiXdLCAs+N1NuGYQh06VhQTnQVtcpu56eXLvqkky8PBhJGULv5gXjp 0VhAhahtaUR6+Qtkw4EDa00wW5S0dPItXLrsk64BljOWLRsW2drEq+u8tXwDabJSxCHfNBCHfNMD 3HavXdgjPyiLyNj33guZ5ElYKrdvW/DDioC0KzVdzRUwdij4OSRfGgDUznu1QvLdFo3ecf6wUmlf ym0jI9Z4L7sJ46RFYyEjHJJMpEv7UJH8c8rUj7ZEo98ywW0x0tLJ99bZM6RtiC3aUu1d4uQqu5u5 mngPiivKZEy4mwoO+aaBOOSbBgAhtC91y9fzB8rSqqqJJmkSllnv7ZFvBQulQwmMHSdYsYWnXV30 g2CLz4uW74BWR75D3nrrta48vYg6CMEocoP7MPQULz0aCVn85YElZT45u7hIyt5+93oT3BYjLZ18 fz1mECpQLFfcRMRq+ZJwq0k3Np52yzgm3E0Fh3zTQBzybXpw/98fRXwy4p033SZZEpIdIieW7dq2 7Ty0eDuEi1GwkI4o/GxNW4A/7GblLMyyYrR8n2tV5Dv5kw++f9Hgyr3tWCEpD4PsYAB5rd3yh6ZH 4wEtb93gIyjdUQb7LV1a74pXukpLJ99TI/lagdJ9wRkWO266bLCWPSXxcslR7LMmgkO+aSAO+TYk SHYErrXWi18lRfM/ZzWj9XW2zyVLqqommSRJSN4W6XzD1Im//CZaztnsamZXKv2AX9xDlluGWv5x jJMF3wXyfaFVke//Vi/75+n+YsnRvXa5fzP0Yna1Oji9GhtcE4pwIG/kIH2umzhBVogcY4LdIqQl k+/CDz/c3c3f35o5fwipxiNfg9hnR4O+z5Y186uB2hD4RxyuJa0zq+3rGMQ+02seKZjnnGrUFOKQ b0OCBYA6NYUEGV4nYkDfmWiBcazvexG3DH3jjQKTHAnJrmj0uIrt27d+HzXvHK4xNPvDcus+bf1q gaP/Zv2hhoFjvrmtinwfWjIf+vFZs72pC+7nzM3rD2e4Gg0ea5asnhIWlhO9hVLx9mvrTbBbhLRk 8i3ZsnV3Nx97mli+Um87M3jQR9jqscoogz8lRSBcVBypw1BEckrLrEmUYS+uuT2q38An7WEDaNct +Ax47TXg+3zHJacVPy/L9reOU7bSShzybXhwb1c9pUSPp8N9RYlkBV1yHvS+tKpqgkmKhGRrNNpj 2p535VwUxk4gcZ6KUj3Gq37Cb9283SJfaymEVQHo5SpoNeS7/MCBtWe6BkIfMGAkX57MxY1MaDBV P4emV6OB3d4lbhjBsGTC0LYNFsh33AO3To1GO5ngN3tpyeT79KIlu7t6uSFOw5CvzpDmiUgcIqkA WeJZFlu05dwrGpXJcJ50qnDLWchH30Yl/gclPvkhyv95KOs/iHjkR6h4/xj4iQGvz0M4z8M7PyoN 491SXAfld4FCWfbJJ5tNtBxpLHHItwGhZAeggGhrS1ugPA/ZK+cGfDL0zTfzTDIkJMtFOlZu3br9 uzxwIVwEYnEp+WbZO+zAj0wSi0O+bR5cvXBtt0CBzkJVY8Z1lqgIqfGiflJMAglBN+B3ISwMW0C7 ws8p8cizL7/cYo4abMnke++kSbu7+FHmtEs4xbYT+tFJWxxPHsx8yrLMXz9atW75Loj22XWr5Zwy 1yX3LXvpkv4bV13ifXXLJZXvv3XJiH3vW9j77iEYouB/e/G7D9h7yWh8M1sk20TLkcYSh3wbELaR Yau3zI3C5JX2QY+ch4K0qKpqjEmChGXqu+/ID0Cm7UC8Vney3xz3COgYIlu+KKitnHynfPTRn380 pFQyQsWonCDu1AUJjy0HGDYem6npEy/tGgM02npesJWGnBzX1VcoA9evbTFdgC2ZfK8fMWJ356Cp 8KZ68wzoR1u5Wq6hM3Y/o/xyYt7lUyetXFhV9aQJhiPNVRzybUBo4WE3EQ1sEMTrlm+4CmT022/X q8VLuXXq5Fu/E/BIx3AhyJX7E/MMZuMfDTmNgBpy3Ldy8g1v3Li2ewjGC7rgRiNqJLl/NrvmQcZN Tr4lSCemmQ5JMExByQn55bvMMy1EWir5bolG/3Dj2LH7WZm2Kr0NYDv1cBWPZAX90iEckuO8Hrl5 zvzFA1aubDHDEq1aHPJtOOh6P+oWpMda7M/KSzjGO8yoPiHZHI2eNWnP2/JtGGkeMZhd4gbpcjaz 5X6bMk4mYu2YfvtAtjAI+pxp2jrJ9+9zZ0hHGK6MSAmMGEnOtFKM8dcKSopJICGYtKox3khDVAiO 8xVJYN26DZxQZ6LSbKWlku+maPSGX3lcqAQz/ZB2DUG+cDcT+SOzlHu9F8q1kyfKFpH/mSA40tzF Id8GBAxMVkVY2oY8cnZBnoz74IN6zWqmDHl1x1tfQwHMZmsXBixLW7yGTHTLOhBMSSn8JAGzwKJG 3orJd+a+fRWnhFySHeDsz1LoA3GvjCFfTZ8mzu8IB8eetWtReyyQdiVhPVTjLyOHyszoF7800Wm2 0lLJdz3I93yvGy1Sk4dM71ZKwXKNMt4uWCynR4rlvoUv3Wi8d6QliEO+DQcaVh5scP6gMln0xRf1 Oo93QzT69ftmTb/xPBTutqEiU8hJovyl0WbNG9ckFy5NwC+XGbG23FrJd2U02uOmSRM3cylXNggt K4R4c+IKZzrHkm9T53dNQ4YBYJjYDV7C9PPJqQhnaPPGZ02Umq20VPJFHrvhJ4hXh5BJuzhhShos x5Vh+FEkvxkakQmfffBr470jLUEc8m04tAfxnln4nEz/5BOXUXfCMvK1XR+d4yvQbqesSpCr3VXK WrEScS0DriAZ49eeZNTKyPf5tRsv+PHgQdbyKx3f5bpn6EN1QX3x2tYbr5sKJt00jByXttKHFaoc GNxH5s1v9mO/LZl8fww/OzYk+XJDGK7ZjRTIA/NnssvZId+WJA75pgixBgU11pywT1u8sz/9tN7E W7pz087vVPikbQmXoyBtmE5KrNaEKi7C5043GXjGMd6sUjeu2RKGEdednFrnhKtHF8wv7uSDwSep 2bObI9CPXXFRpAH56jghgDTMZEWJ4WKFCsjG87OLcmXevr0vmmg1S2mp5PsKyPeHQdPyZb6KE6ak QP2Ew5JTXoK45Utk587FxmtHWoo45FsfUE8kQY6vWpOcdHKVFhiPtAdZnpP3giyoqgoaNScsY3a9 +uWZnoIolyfptpCxrTcSh5Ivn+OZEglP6yHB2mlIY976yHdrVdX4y8aP0qMZVS927wArKIeQL0Fd NRE0bPhl3mHY9Bl/w1qh6hYqkL/PmeqQbx3QVC3f9ijvVlxQtuKEKymwfFeEpWswTxYc2O+Qb0sT h3zrAxhN3U0K+jKtlwwaTDxrH3bLrwaVyqS9Hw4wKk5ItkajXyvdsfGt78OPDjwInyShY7ccQ+a1 Mdh1QStcalT0+vZJJ3rzkRbNIS/bBtsP8jVd5CQn3W6SR9MVyW9HVEr59tfONdFrdtKSJ1xd4C2S TiijVgWYZe3QcNUb0A/X6rNC392fL2tF/m68dqSliEO+9YDdouSuVRWcfYzriF/aAV9zF3A5UYlR b0KC2nSnSW++Ief4C+FWEYyvR7Ij1uEIbCVpF7PdQqoLWhn5bvj88+9cPXqotA3kIZ4JVFKaCqZS pd3iSCNr2VFQckpLJYdpHS6Q7u7+MgF5wkSx2UlLJt9fKPkWNUxeg34yIkHJDPmkhzfX2Xe5JYpD vvUAyZezjEG8GdweEK2sthGf/LiyVCa8997TRrUJyc5o9IzSrVt2n1vqlXYwunSfrSFtEZmlKPYY b9wwxUMrI98Jb+0edjYqKxmotDR5l3JdYKflQeSL61BQsnhGLJ61KymWC0cOcsj3KGhs8l0D8v25 3yUdUEm2NreJH67k4ZfjHPJtmeKQbz2gNV3qCij1S/uQW37k88hykXotJ6LcOGn8Fd+EO225c1UF DTAMMVu57NbmpCEa5USNVisj3+df2yId/cXWEW/x9JFu0O5KgOSLCpZFwMxTAWvms3ado+UTKJKK t14bYqLZrKSlku/qaPTB870e6Rpk5buBKnpI/xxUIk9w58vL0Wgv47UjLUUc8k0QMBpZWthoHANo pXrlApDc6Hfe6WdUmpBsjkZPeXrFkuHfjASkY7BYZyxzja5OwCFZlrOVTb9poEmgCaRRKyLflQei 93yj1CPZNOphxDOePtIN1STkR57ihDmrh0MnYmmXNNMrIB1g4G+cPPFVVO66m+g2G0ln8vW/unW4 Z/ebwz2vvz7cs2v7cP+uV4d7d+0e7n0Vz3a9Prz49R3Aq8Ndih3DXbsBfbZreMlHH8rZPJIvgrg1 VC8LyJdlvmPAJb697+wpeHPX8OI3Xx1erOHYjrDuUngQpkSgcUGcinfDPbhVumPL8GG7dnUwajmi lO1Yc04IfhcCll52qXvx/Ek3FLy5XVH45tbhLsD/1o7hg9/bPXz6558OXycy3ESx8cQh3wQBo5EF w8ix13Zhn/yoLMyD8CNGnQnJxmj0jDFvvCZnl7i0e5nLiawxXtMCIvGWlqIQctkQZztzZiX/ixOu eGgl5LtWpO3Tixa92M2XJ9xGMpM6S7Fxb1AgrNkwtLpVKMm3suY5hxl4/ur3hoTlppkzTzdRbjaS ruQ7cefuXWcU95fjXYVyksclJ3vy5RRXnpzkdkmvYo+c7CqWnt58OcFXoOiBvNXDlysnefHrGijd A6go+zk8hPTijOfKBqjwsaJdgV/Yg27hAjnePUBOpP8IRw/fAIS3UE52F0oPbwHiUCC9cE2c5MY9 EO/+JE+eumHFq1B6wq3v5j4jaz6r23m+Y1/dKV/JfRJuDIT/+XAX7qFlXtvP2v7W574u7xzu/pBn 0E93pGF3xPcEhL2HZ6D0wu9p7oFyZkF/+WZ+f/k1ylrfaVPlyRWvyMi335K/Thr7w+JXt/5wbjR6 gol+asUh33oAha1DxCPnhnwy6p13HjeqTFieW76k/By0dtuWugzRcskJSRIEq+tT4VcpN9awyCQL 5Gsd3F0rPIdDKyHfIe+9fupfxwyXtiEY+Qh7JlhZiaOPdAXTFpU5nUzHNKfB1bTH80hIciJ+6RzI k+KNmxaYKDcbSVfyHbF7567OwXzJgK65iiCzDBXgUmt1QQZ0ngmd63wODgeABK1fVow9+M86oUx7 ovBeNstVg3Q92/YYYapwIy+4kRdgA0q4nr9QD+GwDgxB+LTyhngAena1uT743ppVb1f0LbhBogPk lTqS7+BdO6W7Pw+NBJd0Am9kh+ge/T/YzyOHo273dXnncPfxnrGM8WhR65mlsyzkx2ykeXbEp0e9 cn+GHOinHdL+VFSsfloRkUsHD9r4xJJ5M5fu3z/TqCE14pBvgmA3EFqqv67QQxLqtY53UzR6zujd r8m3eR4v92pGwlcbI3Y5sjataQHYhkr/57MECnkrId9ZH3yAlkiR9kjoHs4cL7f1mdaITWOmjZU+ +p/JAzSuWUAODO6FQytlVVWVz0S7WUi6ku+EN0G+Ic6Kx/eErlzg5Clco9woqZUz3CQoq2JkrROH QS9nzxfSBs+ZNkQG348TrvoD7pEkaQ8467kC/gR5jCjCRuIAaWZFuLwRFU2+X6cJX4wT8pXmLdoG ANcnunNl2f46ku9ru6RLEC1+zk9AODT/1snvpkdGOCRZ4Qj0BlBv0J8OUfGXYENHGzuwH1oZAxFz h7GgW44JuORskPY/F74kT6xa9p8JH+75sVFJ/cUh38TALsDz3IUy/v33/2NUmJCISPvQtk3vfjVY iIKEmjYLBAsvElYncrGAkzR5zVYuWrvWIQm41wJzaJgOi1ZCvg8tXKDnJNNIqbGy97uOp5O0gjFe NP4gJc6iz2TLHdCZz7oXNfMA5wAE5Jji/vLvVcsd8o2DRMl3LMi3C1pvNMaZIZSTcuQftC7ZA5UR KcNzpEcZyx3Th+XT6p2wwo1nJBwgiz1WWoaZ52rCkzzgJsiXvWwZlWWoUPIkM+QPnnylZIewaoWA +cbkozqBeQphhVt62heenYCW75I6ku8wkO8xvnyEp1gyOSNfu9tZ1uL5lWbQWen4VSBNEW61v4Sm M98z+icBgxe5f4MeWsMWcsQrXZEeZ4GILxpU/nHJu++sNGqpnzjka8MkAq/tFghgTXxCJgcRdggW y6/R+lhSVVWvLSO3RaPfvXnKpL5fRwHIYouXia3u018mPrtJ6CcSXP3nMy/IlwUG72hBx/O6ohWQ 76gP9njOKM6XdlqLteJqkZZJy1SDXVbQJberzKbxU3I0frElwHSr/c1hwfASuKZBRfqQfAlr2RHB uNBdLmfzyA0vTpTZH3xwjIl+2kvadju/gZYvx23ZeuTMcnWHaYHwoWWUyfxUnT6W/qvDbIjXesb/ zb0JS6qQwV+6zzyH1rZVQcMz9cvkcbUXDENdwfyK/MvvdC9xtHy9+bJ0//46ke+IXa/qWLF21TOf avybCXQoD2XKrtSqTbTLGRH7PvXPHg7EUcEyDkT82hruiPx2oqdYHpg7R0pe3/WwUU9i4pCvDSqX 8WeGNJkcYO2OS1c6BIvkHFd/mfbJJ/81qktYItu3fXSWK19rUBaRMnHhr2Zg+m/5WV3Iq8Nl/ksU LZx814p0vn/ulI/bufMlBy0YJT8WrIaYgapdfSBH5o9IgZw2aoi0LypA+nGTFfxPAgb4zsHplyCq 099OdwPU1jMqIvIVj1uWfPbZ60YFaS/p2/LdvaubvxjhYPkg4I6GCdealge7n34w+SJhXfIb5lNc KwLS05OPlm/dyHcUyLe7t9B8C/tC8lId2u6nM4zODos439TWrdGZpcOAtA955RyfWx5ZuDDx42Id 8j0YGexuYPdThQcGjy3ekE7kuXDYII7x5hq1JSQ7otHvD9u+tepbJR7pGHHpaTtKuibBrbGkQ8OS NFo4+fZbvLjrxaMGSXutyRtiJBnquujDFKZ6g6QRlmyUlfbhQrlt3Ur5RUWlTs7Q3hGmp+7BjesG SEud8IP8eCyI7Mk1q+pkKNNB0pl8j7HJV8dA4Q7Lh5aXVOed9IOmgbnu6SlIiHxP8BbhO+oqonZF t72Ncbv1gN3SsOn+IjkT+e/BRfNl6PZddT+D2yFfAyUmQMd9UCg53oPn2RG/fDMvVxZ++eWTRmUJ y6Ad2784ubi/Nas5Uqzkm8XWr3Z1xHQzx4YnFWjh5Dt+74ef9nQNRJygS9ug67hOA7R8aWxAvu3C HjnRM1Amf7pXSne+Ku1ALFmcGct3aIQainyZjmFrtutpRbkyf9+XTxk1pLU45JuecMg3FUBeKbV2 OMsMeqW71y2XjR7yZb/dyzsadR1ZHPI1sA1CBUnRGmftGPTI74cNlvlJEG9o65Y934FbbbkNHUlQ uytAhDr2QEJky9ch30RlXTT6u9+NHCqdOCFFx20sg5Kha2StilNKwYktMDadQIBXjBosK0R+vQn5 4lvl5dJZCZf5hoWR79X6NhVghU1JwifdAh55fMHieUYVaS0O+aYnHPJNBRBvHUe28nR2SUA6BYvl ksljZOyHe46+6ZJDvgZQnNUVzPuQdAi65VtF+bJU5HmjqoRkh0j7myZOvOPM4nxpj9Yuu0M5Y5Xr zDTj6qQJ6Jtdpg2VeVsw+Rat2/BsFxgNe+xFexGoU5IgW7/x9JEMWMAqInKMJ1fmfbpvH8PAzT1u n/2SdA7YvRgE0zfO90lCZ2VqZc2ns6H/MnFSs+h6dsg3PeGQb4qgk9Zog2ADUDHXIcRwkVw9baIM i0aPvGuYQ74WdPZfCBmpLKwLrX83fLBM/+STR42aEpJNIt8Lblv74deQIJxclRXhMgEujreNs1lP pgWAfppWU5xwJYUWTL5XjR61jEMCuvxKC7/RX+x1SsGtBP1y4bgR0m/HjvYMg4hkRjZtnXUsKliZ urwJ6aizUuN9nyysHhPmU/aUHONzyfgPPihSZaSxOOSbnnDIN0Xgbnr45dhvTsStw5TUTTdfodw9 f3bV8i+jvzWqO1Qc8jVABsqqjEjbQLH8JOiXhVVV9TqPlzLk1e3yFX++7tOs6wbZ4tUZzjDQ2jrj zFzuWoX/UPj1vYbQfQsl38X7oqf8YIi9hSTjaBEujUBDGHZFiVeO8RfJ47Nm7t0cjbYzQeFpVI9/ H5U2HqqeyTXGDWi4ObacHcY1atvZqMjdMGm8zI9Gu5igpKU45JuecMg3ReCMb1SIszgsBDvOzU+Y f7hD2rGFuXLLtCmHH7J0yNcCSbBDsFAuGjJIJn/00f1GPQnJ1mj02/9dNH/QN1EDahs2BVszKTMn iZetIzxjxtctEGmIrBZNgxT4Fkq+njXrop1DXGuIOGrBJ7h1ntFtPF0kibaoPJ1WnCcj3ngz3wSj Wryv75LjPWbDlIZIRwN2N2fr2krWtP1yqrtQCrdtq1fvTGOJQ77pCYd8UwTokasdsnQpIlfIIK9X 0J6HJCfglZ+gcTD/04/9Rn0Hi0O+Fnii0PmI/+KqqoFGNQkJWkNnDUKL92wQOImXy16YwWvGkQE1 OtQxM6zVUrP+Y0Y276QSLZB8YST+74ce7sNqeguoQ+1NQAGgbqnjeLpIEp0CLrlx1vS4Bmr1p5+u +UFlBd5DmnNooUHCwLQL6bwBa2MAv3QK+uTX5eVp3fXskG96wiHfFEHzMuPPMsmyTxvEPBWSLPzf 1Z0rN02dLMs+//wWo8IaaZXkG1v4Ycjahzzyq8EVMvH9PXcbtSQsT768cNaZXEbEbgcaYBhJzZQk WY4ngwi5FlVbuiBDq4uCCYZMXI5WcO0wpgItkHwvriz/v2Nc+bqvbpsS1jKhYzN5TXcC43O9rwfs PKFggaLuAKRZD3exTPzgg7gGau7evSf0mTpNcmCMdMznIHcA3td+liiUGAjmGbviEZQ/DBtRJ6PZ VJKu5DvizZ01m2zY5KE6ZpklDvUj/WDnz3j/HQ61v/GDfOu+yQZ3uOru5d7O/NbkR1t/aQ/GPV5Y +czo5ZD/6gJ8p7tmcTIk94+G3VUC9qCRUCTdwS/B7dvWGhXWSMsnX8aJhYkKIaxuAm6czi0CO4Ew L6wsqfcYL7uah+zcLl8Lc3kSMiJ3roIfVovX9hvhsFEdJvPfIeFNIVog+f5j9nTJ4jrsSsSNWwDq 7HHqkXFkAUhQp9SR2Q+aG+RbE+EsvWVUePDMJTlIy4tHjZTg6tU9TTAOkae2rA93d+ej4FlbhKre dRkCz+rFvaY9wsoJWdV5IYGw6gb6aGWU8cxnbk1Kt0rlOK9bIm/u/sgEI+0kbcn37Z27OoWgy3CJ 5MBYZqHssjeKeuW2i5oX2CJWMF+wTMMv5jctRzbwLMVxOQj0l+4z/c1QFcnOam0yvyPfa7hrfRcX /IYVNy7FM3kPpNHDm1vn7SWHv/aqHOPPUzfUxmkeN241FVjZPlqFW3s3GHdTQWc5R2WZ/+lERu0y xn+szPNwjdrfHxV0H9+q27HPUP4jPrl80kRZH43+1KjRkpZPvlQIMwfIR/viGUcYgLKwdAi55bdI gMkffni7UUdCsk3ktMINa9//WrAYbvE4MrhtK15rz/Q3NiyNjBZGvi9XVc36epDEU4i0RBqGItqj YBkSq+ZZbVTqCvt7FECLfKkj86wShRI11+NgZHq/+OL42SLZJiiHyNqqqvDvhw2Stmqgbfepe0O+ +gxu15d8tVJgkS+PusskCSDsbcNu+WnYd2BzNHqFCUpaSTq3fEm+bUpKUAmnGzYpGZJlWeaaf1OB 4n0W8oG1mxnfZ9pZZUuNts7nsMKSGhj3tTeHZRfP4C+HHaqPM6z2m+GoG6wZ87jWfI48hXCTfJcn Qr6BfLjDlRwm/5qepyZBAnG37AN+Nf9ZtkOPWdSjWpn+/B96UTBOKQJ44CRXgYRe277VqNGSFk++ phVjHRnGfXhxjQzcLuSV3w0bXO91vBui0R8O3r5NvsEzNsOFKJgeXVak5/GyJqgFhf7XCk9jogWR 7yaRM2+bOf2TrgEeA8f1dNZpNLqXMg0fjZSdfxPqdsb3mlY0TPheCybd5EkmJORiObVggIz6cG+J CcphJbR9u3QMFNW4Ydyl0T5o7L9eYNoxfiQID/KcyWMIIw9HL1y5MmCCkVaSruQ7YSfP86U9sE6s 0VONWEZMz5VWnLXFi/ByuAitYe0xY5km1KYwPfgNwN844ao/6Dfzo3Hbbo1pJYDPzZwRzav2f0cH J+3xMAlrtQWAb3kY/it1JN+hPNXIX6BlpW2Yh1LY+mpiIE2sZXg1OOh/Wz9KrKzIknytiVK03QTv 9aQntZvmm1QA6dQt5JGfB3xvTtiz52SjylZCviwkJF5tMfhBvB75EWptk/fuvcOoISHZKNK9eNOq vWf58iU7VIAWEmujPPaNtVRTE9ValcmY8cLVGGhB5Dvm3bf+eaprAOKBdIR+eeSbGhElJHYbUfcw Rlq4iDj6OAysQsixeEPAWnBRCKGrdhGX3DJtkjDNTVAOK+4dG37z7cEkFxpFnhvKY8hiiF3TAv8l VDmIgeYlxhF5GGVWCR266IDW792LXkrLsd/0Jd+3dnXzIc+UlOF7EjDSRsMEw0yyNT0LWZFSRZsI nwO18xa+4ek+Vus5xWA+1LwI6NAI8xXvWY6Z/3n6EsJW3R19ZOjBIKxEANrq1WV6XjnVlVtn8q3U lm8e3OJ4JpfUkOgO9auxoBUjVsQBntFrg8/0rGNC40rgG1auOMfGXo/Pcqk9CwB13UDkm1Hilq/B ltw3ecKVRpWtgXyZYWmw+OuXjqjt/nn4UB6SUO8tI2+cOP7hb4Q90q4ErRzUejO4OQcTTkmeOmSC moISL0yNhRZEvr5N6+TYkmLVN3XLGrwenK8tDrZ6Sb6MN+OcSOEx+QOwCJJu0d1SyUDNvmfEI6W7 dw4xwTiiLIru/9o/Z0/RCXzqho4dGj+QDno4AitosS2VQ8ITD9b31rWVhtrDgufcUzoj4pNvDonI yi++eNUEJW0kfbud39x1ortQOgW4RtuNNCuCbXBLB6RdJ7jVOVis28vy/G4uM+Nxjm1hQNtF+A7e R/nnWJ62uFAJrDmWMIXQ/G2RBs/+5tBWu7ALYDhwHfLimVfDr8/qBHzHb0EE7cNF0jmUL2cXPCtL Pt4bNqo5ogzZtUNO9DyHCl+udAwVwp0idSu+X40D6qBjLfBZO6QdYaWfV3JwnY00Y2XYyn/QL8si t6QdZH5N+YqbHskAFaeuwSIZuGplTSWnRZMvlMgxEu2aREu3LRT/E1exvPTFF3ea6Cck3E7QtXbV R728hSisLp2xzBm22hVFP7RWRb+ZuCQDGsiY8DQ2WhD5XjppJPIpx2UQLxMPq1JliFdJmM8QZx1q MDo4KqgfuoPravLldYlkBf3y21HDJH/79q+bYBxR+olklr22a9zxPi7FoBsgGhZm+oGKGcmXi/E1 j2j4gepwHAkMF4FrjR+fIb7awxKUbFQ2OsEAPrZokUO+dZThb7/d+V9TXpQ7p0yW26dNlFunj5Pb Z0yWO6ZPkrumWbh9Ov4D7lRMkjtn4Dmu75o2RW6cNUNO4nnAeqQk0iHF8VGwoonKfDYIs+9LM+T2 qQzDVA3PPdMmyJ3TXpS7p06R+6ZOwP2kOoHxsuIzBdf4Hvf/njRW7q6o6GpUc0TJnT394n9NHCf3 znhR7ps+TW6bYukknl+NAaaXphPS7iDMfFFuw+/1k0bLX4aUyPfzn5NTXP2lU7gAhZRr8tFgIu+F abfZOka5AilnskzZZS2VgG1pB/75E/jWqLIVkK8h3g5hRHzMCFkcjf7bRD0h2RSN/iKydZN8VQmX RBYwY7w01tCbjhXZXUBsSaH1Q9iGvSnQQsh3wjvv7ujhydVtP3nIuXZzmUqOdjeTMNklR6LT7kIg nj7igmmHXwV1BTD9UGnrjFbQnROmbKxLl7MtyCfX/nJopS4xUIJk13AF0gFGVCep2PkF6aAkFDdM 8cBuZvwyTZmOOhHIuud+4Tlolf0g5JPxH753nQlKWki6km+ysqKqatyPubMZWswZg5jnkNZxwlVv qI78koU8dKynQFZHo/80XjuSoGyIRrusrqp6umDX5qf/NX/m5p9XBOU4DhlGPGhAcSyfSwQ5xMBy ycoU7Xat9EgGmpbs7vdLr6Bb5n1y4CYNWMvudobhQwuVJ9+cnft8dGk0ep9GOkERkezbp0158uSi FyRbCZWkRuPJAkfDT73BL609WWOF2sWoxEBSiBe2RkALIN+VBw5cczEKRicQYU44CHCMB3HjkgAY p+ouJCUi8x/v4+njcND3SZLWNXsyeE7vaf5CWfj5geEmKHWW0Ju7patngGRUMv3hphlj4lgwK2w2 +SYaTobL2mSD91ZaKvA8A/n8eH+RnJP3wvUmGGkhLZV810SjN5yPeHVmb0wQNsEeQ0wVoJ+MMPJL MIDyWpyW4/nNVVBB/kn+9s1fnBwolI4ojxkBdkfTdqBccuKdTqCLkyb1BdOSdgkt384oo8GN217W gLRk8uUYXqdwsfx19DBZHo3eqxFOUJBQvwxu3vjlN1DIcuCWbpJBRdIPexKE6o0G1RhGBZ8T5t2m QAsg337r11xzlo7VWHrnGKrqHxUei4wYV8QLxo/X1WmTCPQb6IkEzgoUykPXYKHcNn9WvYzetPfe zfs+CnBmSSHcZp4g+XJmNsnX5JV44TgqrMqGvSQqg5PCtNLh0eEPjkv2mTE5rQx1SyXfV0C+Pw16 pR10r+WKeTBOuJJBpubFsJzghf4cSbmUvv5q4DfDK6Qr13tzeJJlk2O/2pg6ND2SA9wsAfmGvHL7 5MlvbYtGz25Z5FtdqGmcAjrY/lN3IYn3YaPvhCW4daOchFZMTsQlGazdquGDnpSEWVuKqDGxF2pn VXc1o+CwKzpeOBsLLYB8n1q9XNoG8yUzzO58GjjqlnHyS7ZNtjrWbk1u0pnGieRjpKGSNtNUnyE9 K8LSC63eiW++US+jB8N87lVjh+xvF8mXbJJkEOFW8uXezMw7xi8SZ2xYjgjEsYLky8kkVve71csC twahNc3lVxUhOd03UMZ/+u5qE5Qml5ZKvuvZ8vUUSIdAPvxHGqS65VsNv3Rz5Trk20Dy4uefz/ym txANK+TRQbAxtJk6STLFIKFXBKSTzyt/GlIpr0S//H0zJd8YA6sTUCxS0VYQfjmjtCNaLn8dPULm Hzhw6J6adRCO8d4/e2bpGXCLi7Dppxp627gr+dIvy299ng5dzbFo5uS7pqrqyfOg48yKGD2rbi3Y 6W3HtyZ9EtA/Kk9W69nqauJ+rKy0/XJomSza9/H/TFASFvfu7TN6+QpQGUM+0ZY5x3zZasWvXbgT Il+gHG6hkmev8bUqI/hl64s9MGgVd4QRuXz0yPdRs/6uCUqTSksm3wu8xdIhgrixjKV6zFeBNEWe 4XCC8daRBpB7F89z9wwVQtdIS527Ey8tkgSHKGEDOgS9cgHIt/zDD5s5+VYriZkURhpGLRP3nYLF cgGMaX0nV/GQhMiWTfIVVz5avCReY+SUYJuLjoBmTr7/Xrls5XEBl0U0OrbLdK8Vx2QBHemkvBAK HlqOPPrxeG+R/Hfxgk+2RqPfMUFJWLZXVYV/7OZaSBZoGmarYqaz723ibIhCDmL+JlrvpVs3pcUE nZZMvj9HvNrpMALD0AB2QfUUAPk6Y74NKXOi0T/+IuL7vAMnWtHOxEuLZKG84dOK/bnlFTLw1Veb K/kasDbBzTMqaOBwr7Oa0awfOUxmfvJJvSae7IhGf5q/7pWPvxoskg5lLtEZcVzPZ1pTluGMCUM6 oxmT74xPPvjBd4KejzJDRdbYV0ORL/ShZEAjCj94YMPZ7mKZtm/fLBOUektg40ZrQg5brCBda3IY 08PMXG6gfNTVnSeFm1enhcF2yDcJqJ4c8m0MKd311s7OXja2uN1oJH56JAWWfR+41ivnlETkgWXL min5aqYEkVSyuw0Zk90FyKRcR3XRoAqO8dZ3OdG5oS0b5TRfvrTllPOIS9dlWmszScDs2ubYY63w pCuaMfk+t/KVB0/jAfVc+B7yIPzMvCkmX6ajEmJIMjkmG0LNFNe3z5qZEmPXb926C8+Be7qEgd3m JFykA7uOaw5bSDGgo7alHvn12EFcntLkXc8O+SYB1ZNDvo0lp1cUSTZsDXtQ46ZHMuCcAPBINmza mZGQ9JkypTmTL6AHJdCYefW81T8PHSRTP/74GqPLhOWJxYuWnIkWb1aE+/PCXRYs011g7awUO/bY DNCMyfe+ZYulkw9Gm/HgmDt7ORqAfLlTlI7JkoDROu0VDsnDixbVa2Z8bVn95ZcXXlZSgtYvwq5p AT+5ET7nBthdz7XDlCw49oi8emzIJaHt2+eaoDSZOOSbBFRPDvk2lly+YIp00smMDVAudSUFJ4n6 5aRQQP4yblQzJV8dN7MNcUg6o+D9ecQQWRqNPmr0mJBsiEZ/ftWEUY+f5be2XGtT4oL73HDbct+a GAPdkJCdMd8Gl0GvbrvgpKI81ELZ3Yx4VCKtdSJbrfglC+jC2jAFGBRBZcsnvwRZjnh7z0UmKEnL xDfeWn68u9DMoGReQkWCp+U0AAFZQyOIC9I8O+CVvw4dIgs//fR8E5QmEYd8k4DqySHfxpJ7Xlki xwbRwOKuV/HSIymgbIJHsvB7XNgrvx02uHmSL1sNGUEQYXlE2oY88ruhlTLt44+vMjpMSDZHo9/M W7fsk14BHtDOU2y4CxHPqjQGUvdWtTbO0FY2iKy56Km5ku+d0yfO6YqKkC6lIWFpHFLc6iWgiyxW pnRIgXv8euTx+QvX7hbpaIKStPDYyT9OHIt8inyjy1Hwy6MKea15KpVgpZSz8wNacTm7slSumzrJ Id8GEId8W548vWqlHOvl6UYNQL60MwCHzzoEXfKNoLe5djsHtAbRPlAsl40ZxRZvvdfxBjatlzNC RXCP48fcupAndZBgAe6ixPWVevyWtUkC93N2yLfhZPa+j545f3Cp5HCSG5cBocWovQ2JLsupC2jc wuzN8Ekm0ronWqivfPaZtftMCqVo3Vo5zo/WL9f6KQFbteC4YUoKIF+kdwaIPicckXZBj7ywpmkn XjnkmwRUTw75NoZsjEavfpbk6ymSzGo+TCGYllrh5lGMLjmpeGBzJV+/dAoWyh9KS2Te55/Xq8W7 QeQrA1e8vOcUz0DdF5dbf1mtLPqBa7aG7J1OzFpi3d2KXZQN0QprCDRD8h395hvSTddO8uSiEEgE 8YDelawahICZlgFp586XvjOnCVqq3UxQUia+9Wtv/Jq/QDL1zNgQKnBMF/rbAOWNY9goH5khtH5x f467SFZWVQ0yQWl0ccg3CaieWg75bvriiz1zgCHv7tkzcOvWPY+vfGXPfUvn7rll7uw9NwN9FS/t +Ttwc8oxG/7MBGbB/dkKPrt55uQ9t8ycueeOBYsOXDBpomSFaN9rpUNKANvLoVLwTDvwSo/mSr6d 0Gy/avxIruOt117NG6LRP7g3rpWvogaSA+iuSMjo1ePItnFgi0tJC+Sl1/TfJuhmgGZGvluj0csu Hz1cssPseeBkKC7PMWnSIC1FAjqBAT014BHfmjVjTVBSKojXty8fM/z9jshruv90JCJZFUwLK54p hW53CgLmsqmgT7r6iuWueXPXvx6NHm+C06jikG8SUD01T/JdJPLrop1bH/7f4sVL7lswX/4yZpR8 vyQiJ7uLpYerQE7wFstxiFcnX6F0hj3nUa88qrGDHuvohY33pBydUca7Is3IHzyasXPAJV3hXyeU kc5+j7QPNWxaWiec8RQybzMh39iCilYnE+gnaA0tjUZ7m3ROWO6fMDp4dt6TcmwwX9r7ipAIMFJI nC6BYk2cY/w+6QZ0RYHuGiiSboEC/e3IvVyRQEzILki0tAfixbNJNV7IaJ0Q/k7IgGcVDEhL8q38 4I1xJxfl1lSCND82cJ5EnuJhB+eBFKd9/Gm9elHqIqO++GRLd1ce/CPpcmMPxKu6QpdCaCWFFS23 tEWc6M9vxw6Xce+99y0TlEYVh3yTgOqp+ZFv+Zat0YuD/ugpyO8dYXcyWZnmDGLEJRN60t5DDu2x 8qnnn7O8A9WNICveqQfKAzdi4hbBrKBqLyYwiP9x7T3D1kDl0s7vcDsb8U5D8rUTgglFsPWDxOD0 bwS6c6hIrpkwmi3eeu/e02/27PY3FuT9K3/RfHlq6SJ5YtkS/C6Vp5cukWfiYnEMlhzhvYbHs3Ge HQ4M55OIF6+fB/itxnX5EhmwYF7ake/caPSEKyeN2dwBRlT3zyaJVCI/lHuFBwnoJIgUG2zNb+VF 0jVcKLcteEnWV1WN2RmN3s3wbBI5c4fI88TuBI4UpLyKbwhzqy3fZV988f75o4ZIVgkMKQ0OKhh6 nmjccCUDu0uby+WgS7SEe8Gf0tdeC5ngNKo45JsEVE/Ng3xn7tnz/FPzXvr8gqFl0sWbr4fXs9xy K9XqvdMVteLY2DhS3jvSf8nCdhflkfNZTiouSMOWr9ZQUBvhBhq6jhe1lcoS1KCK5VehYNWyaPRG k96OtCApXL/+pz8ZUo5WKE8DAtEyL3A/5DJucsI8wWfmeSpRWSptQgHp6PPIsa4C6eUpkJNcA/Uw jRM9A6UXau+nFBfIycCJ7rqhB9zo7i2Qnvjld6cWFcjxcLs95xYMRm2/EkYJFcq2PGowXpiSgeqJ lRcYbOiO5alT0C231vOEpmTFId8koHpKb/Kd+OGHxxbt3vLGt1GpPM4/QLJD+daB9NAL52xYR/Ux HtRPGvBLU+Eg8vWnIfnaE1FoONR4kHyD0i7gkmsmjmdXc1qdVepI6iR/2wY5Plhora3mOjs1POwG 8ppu6IYhXz3kgOCB9zpeao2PZ6ECyGVI1ilJtt91APJwVkkZvivDPZdKheEeZ8mzIgHAD3ZvZVd3 fx0cnqRhDLYSL/zjmHlO2CMnuQeKd9vmm426G00c8k0CJi3TlXwn7dv3xD9nTZMe/gJpq3sjuFCG YLORvzWdOb8hpiJdPYG1NcLO7+lLvkwoGA7u1VzmhhGzdq66IOSLLoxG63U6kSPpL4PfeqvnaUVP o6ZcaC39KYkAYRAHas8cFyKZcJp+qiddwd22FSBB5nueDETiraTB4Hpv6+zgg4mV3xwZNDbZqDzo Ljl8RkLnJiEVIF3m7aBXcni+b4N0OcMPVBqs8WTrnjok2vsL5bbJ42VVdN8pRu2NIg75JgHVU3qS b97WDbf+IOJBw4g7AnJ5JsoR7be2cg0OF6d4z1s67HinK/la4wI0tFbrgLPRrp0wVpaLXGrS3JEW KI8vXVp2TCgf6W4txdEZwRwn4rio5gmgIcgX+T1LD87wSpYSMIH8p8aD5AlUky+fmbAcDeUgGxus SFby2oNWNvd2paGie2xpG3dTBuqLJyeh9cFeJNUXWtuIE0nip2MGyb82r3LINwXSmsnXvWHNc+dX +CVHeyfZOxSWrDAqyyFrfFfDzrxnQGLOwX/WskHzf2uDHe+0JF8Ejl2O2k2BmlT7sFf+XFEuS6LR 20yaO9ICZey+d3v1RotMt/VkQdbzNJEHjOEh+SoB24U5Xt6pL5jnUBCyteYOP3loBnc041isdkMz LDQorAwaUo7nTm0wnMjLVusZYTekzPu2MEBqoBoiPkq+qMBwzkRpiRUHGElWZNrB+HUKFsi4t95o VEPukG8SUD2lF/n6duy47TzEtUOoCPmKvVIoNywnmpdNZVmHCwG7mxk2PQfkrD1JKU73ZgM73ulK vkxIbo3XKeSVayaMk9mffXaxSXNHWqgs/HjvIp5e1I7bInKjExbmCo6VMl9YxKtbQNbOL6kA81y8 sShjSNgNnQkyyypxgzBJanzvaGDPDci7pAQGJwKQ1OEe/CIJ0gDVHC1IP2L8TRqGfHW8l8SLZwDJ LiuIlkrYJb8D+a2p5/r4+ohDvklA9ZQ+5Lu8quqFP4wdrss9M8LIa34um0E+Y1i1DLG8cE8E5j9A yxbjwMo0K7L8NXFrbbDjnZ7dzkjMiLXW9v+NGMIW7+0mzR1pocJ9tf/7yjJpH+TRjWyBwjCza4r5 QQnQIt/qMcyGKLg0EFz6Y5MwCoeSoo6dEh6FGhQYwupwHAnspkZtn2NhhEXIBnCjZo0v/+P7qQLd o+FjPHiPcPA5Wu3cVSubhry4vzy9eZ3LJEGDi0O+SUD1lB7k+8KGDV2uGzd6WbdAoWRw97TyClSW SajM06w0+3RlAsnXyoN8ZnRip3cDpHuzgR3v9Gz5+qVzsFCuQM3qpc8++61Jc0dasLy4/9Oic1DZ 0vOSmTlDaJ2VcHYwSIOtNpIvSJnGuiEMtuJI7tr/Vf9PMjsa+B4Nj2kBEDzFqBLPuG45luhTTr5E rJt2ePBMZ6EGpW3QLX1mTX1vYTTawSRDg4pDvklA9ZQe5DvyjTe29AoUSHaQS/9KpU2kRCdHthnE sHJiH0mYeS8GCD97ezjMoqsYiBSne7OBHe+0IF/NWLy2xgk6Bj3Se8xIWVbPMd4t0ejFpVvWy92L p8utwO2L58hdC2fLXYtfkjuA25fMtbB4rt5XP9f/+Mv/FsrtixalLe6I8+xI+OeSBXLnogVyz8IF cvfC+Rr/OxfOlEdnTWnyTTZEJOv2uTOndQnkgWyRD8pDKKQAatVcI0jy1UJrxokajHy1hUgjgdYh iL7GiPA5yYvdahwL5r0xKkeDcbMG5jnyOfO6Det57XdTAIRfu+qr9QXyH0T/rArCecDcT/b+wyRF g4pDvklA9dT05Fuxd+8vfjW4zFqnXml1H3OORBbn51TnMytvWZMIDarTGe/EVjirnzch7DA0Vlhs PxqffI27Mf3+WhNigCLcCrFQrhwxVOZ89tlvTHonJJui0Z88u2Th5yejZtY2xDN5uY+nS1vSnUPF 0gnPauCudc89RS10CnlaDriVZNAHUA8uGCfEDxUcXp9R8EKTk69/+e6Ofxk/FnkAtWfNGxYRVU9s IoHF1pZtVOepFAP+Wwdn0P/apEhjwl8+rwtiv41BjB/W+uEjvJsMbPdtfbG7G/mb11kof10DXnlq 2+ZGMegO+SYB1VPTk2/vadOGdEYYdKkcwbLJPMayeaQenOp05jd8h++ayqddzuPlg3jP7Oe1Ee+9 w6H6O5YPawme7r5l25h436QKtvtNQr7quaV8Rj4TRMwuRZLC3yaP5RhvvdbxbhS5NG/NSjnDX4RI cbIJ/bFrXZZfh4anlSCND1aY+fGHcmJxvmRWE5uDlEDzvbmmkdRWOA2dZSy5s1Z2yC+nugpl4nuv /9wkR4OJQ75JQPXUtOQ74OV1p/92yDDJVtth5SPbjms6JjR8UvOtulOb+EyPUXXD7KBvzTOA/tqw njFsdYBta/QbVgAI8/1Bdqiu8UkA9JO/TdLtzBYO14Vx3SNrQfCzc8Qnvx9cLou+/PLXJq0Tkl3R 6LcHLltcdZKrv7Qrc0k2yJfbEyrpIiFVsUS88LQGpDH5XjN9vHQNFrfu5QcNATUs5tomX0INDbvW 2ZUfkB7eIrntxTFPm+RoMHHINwmonpqWfEfvefvzU31uLadWupGYLHLSe413AmTFvMj5HPzF93RX bYD9n+ZV679DviU0DDWwSVgrlkdANQ/YfhDV7sIuanc548H4NFBa8rfRyZdGn3s1l/P4Pi7b8EuH sEeunzKZY7w3mHROSHj4ce7qV+T0YJFkc7N6XRLCDQa88BNAJK2dkmJrNK0MaUq+JTu2PNUjkIu0 8khma1543xCgLqsLei2g3HHmM8e1u4S8cu3USQ1u1B3yTQKqp6Yl379MHintQ9w6kvYU5MSGE4Gw aQtV411H8mV8aJNIdDqhMoDGkl/agX+yyUFsNNE95lXu669nqtOWE3HuadNo6xW17w99xgmQ5Aj6 yfkdVthtmGWF5CedsW3CnCrY+b3xyZcJZkWSW/dxOdEfwqEDS6LRP5g0TkxEMm56ceKInu4BMCRF 6rbuk2v7Y/ulmbdWWFoT0pR8H1s4V9pGeOoOwmTXSB2kBrF53iZdGkfTG6SGLwxDE/FJT1+xrNm/ v8okS4OIQ75JQPXUdOQ75YMPvCcGBkombUeI46QMF+NJIuahCbhXQqwj+WoLFDZJu3lxbedPuMvW KVvAdJPbs9a0sOmf5edB9/xf38G12nxcK+z7wzzTby0/a8oHn1mErMsA1Q8+TyFUdwDC03jkC091 Bqn2qYf0fNmbpr7IMd6rTRonJGuj0WuvfXFMxelBN2pkxVCWGwlnDZzXbNlH/0i+JBxe1wpTa0Ga ku/3dP9k9oTECbOD5GAbFl7bxiUWKA8ZLCMoM+1DPukzbHB0czT6e5M0KReHfJOA6qnpyPefEyZ4 j+d+6zopkhvHWHaVYePKBO0u1hZq3WysbjMZNt3Asf9pfiSh8z/OoqZftFWWveKOh3zOvaNrIwNQ bqEbRwTcqaRf9JN2kVzBX2tVRTZ3nuO65fIy+M13Ugw7vzc6+cJ9bhvYEYR5UUXJl8ui0UtM+iYk qz7//DsvrF4ux3r6w10SrnUQurWjCjMAEq20FIAS8X/1VnvxwtUakIbkO2Tnri+7+gs0HBpGLQwO GhQ28cYCz9nl/1VvoZS9t+thkzwpF4d8k4DqqWnId/r773d7cPYc6exBWSW5obKWgXzD1qFNkiTT xMg3AK6xSFbzIONHd7hemPabrU4uMYROOSO/q9slx3iL5fiAT7r7fHKc1yPHet2K43FNHOfDfR1w jK9YugSLpavfhXuvopvfI92DPjneXSTHud3SKYh4hkjA9tLCFMLO741KvgB3CuKSl77Tp7DF+2eT vglL/1eWy2nBQsnUrg4oCbWl6jHeCmYAZpISgCSMjKI7Eznkmy7kOxtp/6uykqp2EdsYMw0bJs85 iEEs6drA80xUVtv5cuXfyxauNEmUcnHINwmonpqGfJ/ftq3bX8ePkS4gKIssYTsQR2stPMnXtE4T IF/tdbHLO/MgW68gcJItezDbRYqlOyrmvxk9TB5cvkjyN60X3+aN4tu0AeCvfV0Dv0Ggjghv3CCR jRslBPA774Z14t+8SQo2rJer58yS7BDzagOlJX8bt+Xrk67BAvlLedmBV6LRK03aJiRbotEfDFix XHq4XpC2bM2GQbaMjBoShtkGa08WwViRNc/ihas1IM3I94mVK/OOLRqAsCBMmsGZXq04fZoaqLy2 RUX2DyOHyKZo9FyTTCkVh3yTgOqpacj3qunTu507pFzas1XK7mYSLGwvJyPpEB+PxVRCpl2pYxmm G9zsxVT+7GeZZW45EeR77dQJMvGjvS+bIDSqbKmqmvAMOKZriC19e8lqCmHn98Yk305Bt9wydZIs EqnXciJk8muefGWRnBoqkuwIZ90hjIiI/au1L0IzALugTWtXI0vyOTg8rQppRr73zJwt7dlTwZ4L DhUgE+ruVg4aFiwLccDJjzkwhCcV5cmIt99+zyRTSsUh3ySgemoa8j1vuL/bSSyjPJ6y0iLZTCWl GPKtQMsV/+ss6Hjhrw2SbwX3O2dr17JF3OyiJ+LnfXWnzI1++TsRyTBBaHQpWL1Kunk5xt1Aacnf 1JAvFW6Ubrc2tTuC9wE19l2h1EtGD5elIFATv4QELd7fXDF+VOhYL2fcIeG5hpfuq78IK6458K/L iTRyyAhKvsg0DJcZUG+1SCPyHfPZx7/+cXmFtXUkC3MEhZjp2BDdzjocYfInyIV5Umdmmjxak3cJ 802TwFRCWHHUtLHSxxoqqfmvejeguG7UAfw2DrhjEY9TJHH9adSIjxZGoyeb5EqZOOSbBFRPTUO+ g3btuJRjpDVlhPmQc2hgS9TGAyBSPaGrruSLb/itki9tU2lY2oVdcu34sVK+dWsP43WTScGKFXJs gGUuTtiThe1masiX7xI1RkNrRAh8FhKqS6BA+k6dKCjQPzBxS0g2R6NX/m/ZkgOnMOMxA5BINfFs f41BsqFhYiawYT9rxUgj8n1oxYJ3u/i5xSF3NmM4mEZ2WsYJexIg8WaxosaaNuKdiThncc9oxF/z qOanGL91+KIJgAol173rVpA6T6FE00fDHma+t8iXpz3V5PEUAi2XLD3c3y+nBIvkf4vmpny/Z4d8 k4DqqWnId/Ked3W/fdtmEDVbo1rhqim/vDZhPhL4HcufLvuBbSoPSTd/odw7dfzY2SLZxusmk4Er V8gxzYN8AU0EBLYShYsD73iWWR6RTv4iuXH8OG6gca2JV0KCFu9fn3tlmZzozZX2ER43Z7o2aLDs BGwIBbU0pAn5TvvgvVvOCRZKdpiTN+xDtRMotIlC8yWgh8nzGf1B3DkMwZnw/AXxKPQ/hqUpQL8J 6IQTBUm+uNbeHIYXeT6jvGYCYdy4JgOWJ/jFA/+P8xXIY8sXpdzIO+SbBFRPTUO+I17dKR1DsO1a bmrCxLSzgLyJOOv8jTqWY9rwbB0uBNQOhORET6H4162PGG+bVPqvWiFdggwfbUT8ONQbdn5PCflq AKH0CrRmuG0kjTsSqh0ySt/Jk2TB559/28QpISHxPrF4wZe9AvlosbgkA+TL5UQ6q5k1JkSCxinV hbdFIk3I171y5Z5ugVwNCwscjX0N+cQJd9JgPBF3kguPPONxfmXMp6jJ68448JetYoBdr7YRaWxU hwMVV1Yw9SQihp0TWaijSpCuxqcBjIGC+g9LDgxiB1SOzox4ZPOBA/NMsqVEHPJNAqqnpiHf8k0b DfnGCxPBFrAFqxUc887hwB4p5DUOC+osZzSijkHLd+Qbb6UF+b6g5NscWr405Cy8FRyEt7Z27OYr lhunTpZF9RzjpTyLFu/Jvnxry0gaKRgkawyXQPgQiZoxXgdHRJqQ75UzJ0l7zlJnYUWB4ySNBjFW BpYfuC53y0kRt/x4UER+UhmQn1aG5Ce4/tGgElyXys8qSvG8RPFjg0Tv6/LOYe8HlckPicFhICQ/ HRSW7yFcx6Kymc1ZpiRm6Mk6fP/QeCYPlt+IZMCvtvCnfahI8jetfhcV4K+apEtaHPJNAqqnpiHf 0g1rLfKtHiKpBYTNbgUnlpbMy8jT2vsVkK6BQql84400afm+Isf6zZh23LAnAVtHqSBfPY+UNR4a CCrR75I+E8bK3P37v2nikrDc/OLkxb3ceTAEaKVwWjsCaRlRGgnLEKmfCSV2K0YakO+8L75YfYw/ TzKC8J+VJg2bqUjVDm+KwO6ttiCWnHCu5L+xU24dP75jumPV55+/wd9XPv9c/jR2JMgEBlcnD/Kw EFZcUq+v6lYLwS54+PMz6G1O9EC9dp+LJw75JgHVU9OQb9nGdTUtX5uAY4kYYUuYfKu/R36jXUfc jkXL97k1K9ODfFe+It19Vqs8bviTga2jpMkXDnFT7YywpcSOIY/8c/pUjvHWax3vJpG/P7FiifQM u7WLObvErS1pazkRDTa73/gL/9RwE7yOEzYHNWhi8l0TjZ7TZ9yY99ojXbNCMLrcs9VOQ53wFCfM KUFAshDvr1R4ZOw7b7lNcJqFbBTp/tCcGRs6B/Kq51JwSVCdDVxdoWWYacF0QLroygCf9EBa/Wn0 MId8jyItf8x3u3SETnXuAStndphs8jVILC3plpm/ALCFeayvUP63ZJ6sjEabfLZz7ooVcoKPld0G 4BZbR6lo+dKxrPKQruO9buyYA4ui0e+aOCQkG7744uf/XbJAjvMONAbZGhPMsNeDMrE5EaWE20aG rEXepSjMDvkeHU1Mvvm7tl57ZrBQ2nPiUAj5RStSCA97MmJq0IeEO1nAWHSEYbxxzNgDq0W+YYLT bGSdyPCT/PkoA2jxooKre92mWk9wL7uafJlPONnLJ21B9LfNmiprRdqa4CQlDvkmAdVT05DvjPf3 QKccTrRIUpcEkoSTJV80pKxjLXGP35yIS345tkwGvr7lVON1k8kzq5aBz1Dp1XkhtcOeJGwdJU++ ASXBbr4CuX3WdFlcz72aN0Wj/7h2/Khh3EAji1sOxrhvES+VwERHopFIEAFrAw0+d8j3qGhi8n1h /WrpGC5Aq9cv7ThrlzuTMTycUKREjDRsgO5U5o9jPPkS3rp7vAlKs5P7Vi2XDjw4BC3SDN2vPE48 kwHc02PVTIVXJ6gxLUrcclpxnsz84rNXTFCSEod8k4DqqWnI9+X9++UYkC9nJ+vRgbr/Mn6TJV+U fQ5Z1my04ZVOoQFyzbTxMmrvBwXbqqoKTBAaXZ5b84p09PWHraSdihf+JGDrKGnyRY2ZxHvp2MrP l0SjPzNhT0hWfPnZb/otWyQ93QMlE0aGBy9oDSu2i0MTFmGCMU1oVp0DC01IvhtFlv9+7HDJruDO OCikyGMZWqFieMKSFWZ685oT9lKbrtwJ7WxuENCMZezOne+cGORWdzAEmo7x41p/cKYq08Pc20a0 MihdQx65Zc5LayZHo+1McOotDvkmAdVT05DvecOHdzsZFea2iF8Oe0hChnwPAu2JZVMO/e9IgE3Q k4qs4cTMcpe09w2QU9x50m/9Rpm85+2B/Ta83Cv07ru9xkajvaY1MOYb/HfVy9ItxJU1iFPccCcB W0cHk++oWuQbJxNVFxYqzCedkdHvmjNLltf3PF7If5bNl55oFfEAY3Wb/exKtOxy5mxV6yB8a7Yz DzmmkWbYYIh0fMqEzcHhwcqMIV9Lt9azxiDfole3L+/hzYd/SDd2M0c8hnxZiMPSLsT1rAgTl/8k Tb78nvEkgjqJo3Dz+mZNvtP27Pnp70dVoNJSYMiKcbTjyfsYHKSLuoK6Zw2fhgbu2vkDz9ki/klZ hZRu3n6RCU69xSHfJKB6ahryvXX58m7fGzsS5Ms5ONyIBXlEK8ux8UyMpGjX7aVGVn4G+VaUKqdk l3i197Md7MUp7IoeUSl/Hj9SrpwyQa6eMlGueXGSXDNlklyLawu8jr0/GiZJn8kE3MJ976mT5Oqp k+Ua/N4weYL0mTBBfjh6tGQGwC0c4owT/qRg5/dY8v3TuFEwhFAoDWQ5u35Nk1u7oQiODYEM+XHY Ld0CBXLVqOGf1Xev5nVffvm7J5cskuN8hfCHCWm3eGMSVjOdgQY+5j8HCYBEx/RkRmdB8aHFGZTT ixqWfF1r13Y+w5W3LlsPwKDfdnhq0lBnscemeV2g+RHxYOtZSRzXuM/SmbrFklOJymHYJ99HgX7q pZk/N8FptnLP4jlzjuMpXmrgWXGBPisBrguOWFtmctOS6rJSQb3E6vsooB6RPnRfuxapX1ZuodMT YPCD2zYnbfQd8k0CqqemIV//++93uxKElRkuQnoFpC3yh+63wDk3zCtstXL4SCtwdYx7dbrXev+g /MC86EWD0CPtQx7pkDJ4DWo/8+hOXp2AbDZCdRkrEBu+VMCOXyz5/sEmXxpobYVYLU9VkO5aBYOG Ggq7CLsFXXLvS7M4xvsLk0YJyeZo9Pb/LJ4vpwaKoFwWyBhDwevYewcpgE2+vGZh8UkGarANTb4j d25fcjryyqHhSRJKNCzwzK+IG64zOHuS2zFyVjAMRXvk5e/5/WvGfPDBMSY4zVYW7d8/B5UYkCO3 oGRaWvHUuIJ4rUkrNBb4JVQviZAvx+z8MKo0Orwn+aIlAr229+fLZZNHOeR7GGnp5MvtHq8eMWJi e5QpPWOX5KuTYC3ytbuMrf3HmTdrhd3BwbDzeyz5/m4Cu51RYLUQIwMp60OZ3LWKu1exMHOMN+CR K0cM3b8sGq1XVxRavH98cuki6eEeKDmlxVq7sQ7Cp1/szkahVNJ3kDrQILBwME1JvkzfQIN3Oz+2 Zrl09qPQxg1T/VGzsxm7rgjkTZ20gbiV+CQHeaqHq0Dyd+yYa4LS7OXehfOlA7dYRYE9pIeoNrT8 JkC+MKpcE62bnjBvVOIZWr8si+1KPXJi8fMycs+eFe9Go11McBIWh3yTgOqpaciXkr9ihberb4Cx G8wrrPgxntY9wYqbbv0bL/wOamDn91jy/dWkkZID8s2I2HvuwphVwGCDeDNKrULfMeiWO+bOliUi 3zPpkpCgxXvbY4vmycnahVaIAHA7PRAva1IkByVfa4z3kEA7SAIWSVmtRUO+qFj1cuU2GPmurKpy n4VWr9aS44YpCSj58DpgbcVYHbdyxLNE89Tvh1XKgma4vOhw8ujLy+7mLl1ce5iF8mF11wOcKJXU zFOA3ytZs7wDlbg2bnCZU9dAgdw4aTzX7//EBCdhccg3Caiemo58V+zf7z0zUiAZZUw/9joBtCFq R6zKIDnDaTTVAXZ+jyXfX04eYdVeIhHTjcWXjHJh3I7xFUnf8eN4EP4fTZokLFeOGjWSLd6sCLsw OC4H91noYxOyAQpkqwf0aRlrVmoI6BwEdUrRgAYh39Uixz4076XV3fxmEl28MKUIuuUix5uYjyKl kh0ugyF0ySMvL0jp3sRNLRM++fAPvxgUlrY6fm61/rWSSuJkK8TujlYixfNE9M53YQxUjwq6x2cw ssgnbaHPcyIh+cesWQ751pLWQL6U+1YskE5oNGnjKFJi0o1xZX5sgDi3VNj5PZZ8fz1xGG7Y8mTL IQTwJY79BKVjwCX3zprJMd4zTFokJMig/7hp6vitPQPFMB4uGEw3jIdVY6qZtYzCr+RrDGlsgB0k ByR4DfnyWUA6oEVz4YSRDUK+kQ/f+NEvhpVIpxC7gW0/U4mYwm6TL/NPZYVkB8NydkVY7n1lXr0r iekou6LRDv9ZtmBd1xAJjPGHXll51VYvyxKHbkicvE9A58gbFolb5U8JnL9K4vY73HvXIy8sX/6a CU7C4pBvElA9NS35zt37oXwtAruNyl9W0AqXDvlozxYrfcxDMWF2EB92fo8l36tmjJcOXMNltv1S Y11i7dV8y4ypJN7/Z9IhIdkUjd74n6XzpZtvgPDkGI4rWWO8xmByDFI3DwABMzF1yRENgAmkg5TA Il/oG4nOQnO8t0hunDWlQch3wp635MQKjxJhwwwhwMCxtafHBNLYASz8qDx2Av7fkCF75kWj3zLB aTEy54v9j30NZUaXaqGMcEKUZZitmaGERaLUeR31bpd1veYe6kafeF7djQjdslfst0NKZGb0s3rN 9XDINwmonpqWfIO7dh33x1GDtnT2F2gjTecJaH5hnnPsdZ1h5/dY8v2/ZfPlGPvQZO4+EvFIN9Sy bwXxLhfpbtIgYXlg1oz3TvDmSmYlDSS7sdi6JvECekgC/OMZpnqOaVDX8VozOmMC7CB5kASVfGmk fXKGu0hyN61tEPK9Y/Z0yQpzt7IGJF92jSr5xgCVuq6eXBm1c/cqE5QWJ/cuWyyZ3v6IP8oIe6q0 0spKrSFfrdBS5wnoHeWOREsStolYx/F4TWNRwTHmgBznGSgPLZ03xgQlIXHINwmonpqWfCmFm1cP OcM7ABUx8ASX9SFc1bPv44XbwaGw83ss+ZZv3Sw9PUhcGmhkoG6BfO1qXhaN/snoPiHh5Cru1dzD lyfZ3IOZmZMes2vCjO9agH+auQzUeBC8dpAy6PIcFJJyNxLdK9/Ny5N5+/ennHxHvvPOqFPc+Voo 2dPBylbc8CQNumsMHZc7RIJ6XOH5w1CJa8HiWrNmzClcc8nJL4hzZoQT6EhkXPpRT/KlHlH2LAI2 3+Le6i0BTBd0TqhQLhk7Ql58992vm+DUWRzyTQKqp6Yn303R6DUPzJsunUIFmlessPH8afbCIN+l OC1bJGwdxZLvgzNn/vYctFS4VrJtsFj+8eLEqvq2eNcdOHD1AwtmynG+XLSguTYRnmlBZrcyCzlb RCQDXJd5rDFg3bkKCejsWpU4qF8b8Z5Tr9pFCfItLZb2IbfcMmnKlya5Uibr9+8/+4ZJY6U9W2EV HE6gsW2AWjHIgCfxWAYP8Sopw29YuoWK5JnVy6pMcFqkLDkgV/0w7I5mch90Tn4JQ88VKDOo0Fpj cOxZYlqTROPoLi6gR0OwSub81vQq0E0dY8Z/2TCwvbyFMnXPnoRJgOTbraWSr691kC/lntWLvnvu 8DLpEPSbrWEZRsaZYMXv4DAf9MyBxYP8jSXfMe99eupvRpTs6ul+Tu6dN0eW1HPLyK3R6H2XjR0+ /vggp6ajJq4Tq2j8mTg0/vi1C50+Y22d3d0kX9wf0jJ2EBfUka0n6FEnsKk+oT8aTtuYamJbLSI9 3zbsle7eIpnz/gcpJ99nV648+5fDKq0WGElXN2tpAPIF2XCtIbvPday3DOSL39NQqRi46pVrTXBa rDyyetmOY2CIs3XmKeOP8sWxXhi7rAi7oEmacfR2WNgGEm5VEzeBZ7EtmtKwdACB3rvi5fqRL4gx 1i1tZdvGKEXgCTyNTb7new35sszFCVPSUFsJ8vU1PfnyqMv8LZs39HQVopHGXdFYWWMjirbHzke0 O/hPK/ss/7RRNf8pYu3XQaj1XksC05G9dJxXpeQbsMiX4t75ypSbx1a8vUHkK/ogQVl94MBVjyx4 SU5wocWrSrcKsnUeLwnAVi4Rq+xE7uvyztHu6/LO4e7r8s7R7uvyzpHukYgxxMvJMNZeqeZ/GmL+ IsPrxgms2OAZDXJnr0v3RzVJllKpePst6ekutE4t0o0aGD5mPBOeVIH5idD4I4+FefykR77lcr1q gtKiZd2BA8u+4bO2CLWGcwDmBy7fI/GS0FKud7qHSk8kKKe4i2TBvi9KTXDqJCTfroFau50xnEq+ 8fyrH6yW795GI99NIN9fgHzb6774psISJ1z1h9FVmpCvLQ8uXfp+16J8yeZqlRDnG8SEFeHmEkDL 9hjy1biwskVO4Dv2M0DtBMF42m7YMO+0CDB+7Nkt0fKaA/2cVDzQIt9kZHM0+q9HF82Xnv4CaQtj z1ZJtRGggdSxJFuhDpIDKzTsIrT29bUWuDMzW6DuubkF91+tXgaAxM8q4W5FA6Vs09ZxJtlSJtui 0Zt+NrRc2jGTKRmEJJPdUtUFjbAzYU1YD31Wh3vEi+PJWQHu/cpWXkh6egpl0Ntvtwrypdy3YAH0 W2y1cpXAoBttTVBXdj6J0VltHca9P8o7yFeZuO4WLJS7507dgjLf1QTnqGKRL8hDw2hgG91qP4g6 hOMI90q+n3zUqC3fGvKtr95r38c+g3vaog7IcWnQ7WzLM4sW9bx6+sQtHUJoaFXC1odZ0bcbACYu sa1du1eAdot5FnbBBu+1h065ohYO0Uei93V552j3dXnnaPcE4wOwjFa4dIfHk7xJku/STz/t/RBa vMd683QMlyfYWIlAw89fkq/VPeEgFbB2ONIMy8S0u5k1cU1C2waOGYDdk5Vh6REqlmdWJd5leDQR kayCtetGdePpRSR8+EVCzAxzBjvSnmFLJQYD8KddeURy/FYeu2jkkLQxTI0h102ffCvTs53uSmfl hWyQIyteliFLsd6Rtzibum3EA53nyi/Gl0u/t9eeaIJzVMlfuWz6cf4i3ZEsC2lXvTSKBjqef/VE 52Djdzv/wuuSjiHqHXFJcXy04qwIyrEBl2w9cGCx8TotpM/M8bs6hPKlPVp07aADLiNVHXA2dDlP BQJKOMSAuOhQlNuC2im8R5hKmHZVA+zF03zCBsUh+mjGoH2G/eYEtcyyIlTYiuXUZFq+W6LRRx8G 8fLMUU6cYu24uibOrep0TSLuVfn2hJAahSd6X5d3jnZfl3cOd1+Xd452X5d3jnRvEa81zqs7PJlE tRKZmZ5dGwC7OJDxc9A6PAEtgvvnzZaNBw5cZZIuZTL144973DRxvLRny4YVLlS+2kRckllhyDel QBxRYDMZ12BAcjh5z5crT69Y1qrId8Fn+279kbtQOuhhKNAze0N0fJ2Anoi4+qsvkOdQpjmBMhMV 7GMjBTL49TemmOAcVQaCfLux5aYG1w4nQEMd17/6oWnGfF0wpIwP0yK18SHUngLH+dzyqsgFxuu0 kEdXL+r5wKKFr/Zw5Utb5EVrsh/sDm0QCVjzodUqtsiXnEDY9orl2YBl23CFtorV7vFZjS6aPxAf cmJFseTARta723nup3vPv3Lc6JdOcLPv3wWluTWjVC9X0BmTNcRhgfexzxK9r8s7R7uvyzuHu6/L O0e7r8s7R7qnXq17q7ZoMqhNvCQkXWML4o0E5FS0Bu6eNUPWRKP3mqRLqYx4880/f68yglYRjSnC xBN3WMBMeO0abarQDgU1MwQ9hEOSjZbfGSGPPLFh3W0mOK1G8peufb+TH+WulORrTeKwunOZB1gO 4+uvPrAMoSGYiF864Pr68ZNlZR13vbPIlxOujG2wW3RMy1p+JQP6saARx3xJvhf4eOwddcNyaLWA Uwnu58183sONtE5TKdi5c9N5QwdJFx97RyzbZO3jYF1bE7IIPqOebCAP2Nd8rmRs5Qt9N44+mius MsSKCeJX4YFt9tZMuEpENkSj/75rwQw5JuSCozC4UHimMb6WQtndAKOgNSE+Q2vIJg4HyYM1yRJT 4LnURGuY/M8vWWG3dAp7pCtaGr08BZK/db2s+vLLv5qkS7kUbViHFliR+m2B+cB0P+l1CsFuVRAO z5ZuA4PXPuyV3qPGfDwjGu1pgtNqZNm+6I97ofWbyYlXTHut6AZ0IlYmjHVc/SUF+KEVa1a0QnIK yKBw27YCE5wjSj7X+aKFqPMAgDY6Sxa/Kc4jXZDnF+xrXPL9tduj3c5KHHHClCw4cSkz4Lb2YUhT 2RyNnrD4033v/HfNy3JywTPSJZgPPvCAG5BfOOyllUMSD1u0Pm0UZIEvMpQzCNgNHSrDtfaKwH7Y e5a3FNBeo8GQCV5kz127oF9OLUiQfCfu2HHiv+fOkRP8eXCIi/tD0i7EyS/Wet1MNQAR1NZKAG5N x9qQG8q2+vEdJI9MVHC4uxEnW1nPvJJd7pbssnzpXDJQvltaLH3HjHpz9scfp3xyVaws+PTTvLNy +8N/DjcwTMxcYaR5GGEkIRA02AQrCaaicNhnR7sHWKNm63pIQAv5mN27PzTBaXXyj1kzYPg5jmbp msMQ2axpq+4Pp8PD3dfhHR3SwD3LcrBI7p4zQ2aLtDfBOawMXL54enevW0k7S49/jHHrIBh/6nnf Jeht1G7nNex2Rmu7A8c6Od9Fj9qrW1gPfx/7DCAhVXrRqs+TbWnW7RxPZrz/1rA+Y4Zu+NHICukM TsiGfcoOgROCJFu2AElEbIzhHq3hDJ2bAvA5n4E/rKE1Ow/H01Fd7+vyztHu6/LO0e4B5PnMklKr Aop4Zgc80iNR8u03ZPDmXwx4Ts7IHyCnFObJqYX5cmrRQDnFNUBOBk7BNZ+dVlgA5AEDFHx+SlGu Aa/rc1+Xd452X5d3Dndfl3eOdl+Xd450nwddQ+fuIvkKcEbBQPlqwQD5gSdf+k4bJ6W7tkrlq1t6 z4juO9kkWYPJLbOm5XXXNd0e4dag1qQfK6O1GVTbGKUCKJA8jrKiWNpVuuX80RWyNRr9mglOq5OH 504f0D0wEAaMk1gC0D9bDJxVTDKIp78koDV4l+V+JdK2vFAuGBKSG2fPPir5FqxZDvItAvkyf/Bb QN2IrSQkjy6BxiXfVzjhCpWf9txxjGefN4TeS+B2pEC6hwtlQ5pNuDqcjP7oo+MfXrX067lrXgnf PX2yfNuN8HuKUFEEsbKXwG7xsreG3bDaA2IDFfhStA656VM8fTRnsELBPIIylI08E965MbEVGnui 0a7Lqr6ITP5if2T0x3sVI/ZZGAmMrgU+43+1nzuoP6jPYR9/GBm598PIBFzPq6qKbKiqesIkUaPI 5M2b2901ahgqXP3lBE+enOhm5StPernc0tPtlhN8A6Qnn3sKUoh8OdlfBPdz5StF/eW2yeOWmeC0 Spn35Sd/PPeFftGTXblyossDFEPv/aWHd2Ac3SWHk9yFmr49kd7H+wukhztPvj3waRnz6pajdod6 F8+ffiYqiCe6CpE/CjRf9PQizCnOH/Rj2d7GW2q0JRr9+a8HDth3UmGu9PIUogzkxw1XvQH3Toa+ eoG4zszv3ywnFb4ZjXaaB754csvGyMWjR0dunTFDLps8US4cNUJ+Nqhcvl8akXNKAvLVcEBO9bmQ RxBvF8o48kpcnTRj9EIlpGdxrhyPCvOx7v5yxsBn6j/b2ZHWLYs++sA769N98tK+fTIfWAQs3vcp fj+VpbheYp6lCgsNFgCLgZ/m5nYwQWm18qt+/bpT1wug8/kA9RNPd8mCabnMgOlNf5bu+0TWf/H5 UUnBv3x5N6bZXCCe26nCtPfefWp99KPjjbeNIhf163ccdTH/0081T8YLVzKg29Qb9We8bNbCXbLG 793b3b9xY/cHZs/ufuv48d2vHT+o++w9b9+9HLZkMfLUQoUV93g6aa5g/mA5mo14zsLvso8/dsjX EUccccQRRxxxxBFHHHHEEUccccQRRxxxxBFHHHHEEUccccQRRxxxxBFHHHHEEUccccSRBpaioqIn cnNzJS8vT/hb+7qgoED69+8vwWBQpk2btmDIkCFnmU/rJXDrosLCQnU7Pz+f8Ju/jigvvPDCePs7 hG9Wv3792rpcrs6lpaVnET6f7yyE8TjzetrIVVddlWWHkTCPHXHEEUccac3y0EMPybXXXitXXXWl 9O59tVx55RX6W3N9lVx99VV6z9/77rs3qWVDV1xxxUV0h7jmmqvlssv+Wify7d279/irr74a4bxK br/9dgHZfueOO+649p577pG77rpLHnjgAcH9s+b1tJGxY8dOQLjk3nvvlbvvvlvmz5//nPnLEUcc ccSR1ir/93//B5K1iJdES1x11RV4djlIubdeWwR8pYLX/Gb27NlfNU4kJBb5XlntLu7rRL4I43i8 q+RLsi0uLv4Orq8lIYOYQeKX8b+0I9+RI0fKddddpzpmWEG+zWKnL0ccccQRRxpQHn74YW35siVK wrXJl7+8J0iW9n9srZLs+vTpUy/y7d37iovovk3mV1xxWZ1bviReEthtt92mLV+SL8PCZyQ3kHPa ke+oUaO0wnDNNddoOBcsWOCQryOOOOJIaxeSL0mBBMGWbu/eVz5g/qqWgoKC+SRdm4T5/rhx47T7 2ePx/Nblcl1McNxVPzDi8xV/x+fjf4X872d8RvKNJfSbbrpxsvlfMWzYsIs3b958yO5JdrczSZbd tyTfvLy8k4LBoO33xWgNn21er5aVK1deXF5efvELL7zQxX6P4DWed+I7brf7N/bz2P/9fn/OxIkT L1aHDiPLly//xeDBg6u/seKr/lzE/zk2bf9H6EcxsmTJkhMZ5zvuuONitN4vvvnmmy/u37//xZMn Tz5kfNgOWyyMX4qxY8d+07x6iMyePbv9lClTDvuteU0F4fl97Dux7/Eaevm5edURRxxxxJH6yMMP P6QtWpKh1eI9lHwLCweed+utt1S3iEmCkUhYRowYcUnfvjd+efPNNwl+paio8C3zSZuFCxceB+J5 /6ab/q7/3X//vfsmTZr0Q7vbmSChX3fdNXLjjdfLzTf3xe8NQn/uuuvOA0OGDFltnFJBuEC+/O4q ueMOq+V7ww03XHvTTX3VfbrRt2/f6pYvyKZzXl7/1bfffpv84x8387vNfftaYeH9DTdcL9dff/05 zz775J+vv/5vXzCcDAP///vfb9Dfq6++bB3DA0JcPWzY4EMqBCD/1bfcctN+y70+eO8m/F6HCkVf 6dPnb1XPPvvU36Cj9XTLDufcuXMrzedtNm3aMPTf/37kVX533XXXouV+ufztb9eqW9ddd92bFRUl B7WS7bAxnH//O+NCN/syfPhGw7znmWeeOUhvlGHDhjzWp0+fDf/85z80DIwrYenMujevsrKwGnE+ wOcMl502BMNFHSJ9Pp03b/ZPzSeOOOKII44kKv/6Vw35Epdeeukh5PvII4+cR6NvjwGTfMvKSmTS pPF9QVzVpAzyrTbiixYt6vm///1PnxN33nm7vPjii7++4opLL7Kf2d3Ptrv8tcPB//PynnsPJPoV unfllVeMt/2hWyRf3F/Le/v9K664TMl3zJjh3/vvf/+jbsa22PkOUXN96TlPPfW/6/v0uU7fscND 8Du4p+/x+UMPPSCI0x/p/qOPPtrzvvvu22pNHKsJ79VX4/veCOM11vfPPPPkvaNHjzT/We4vWGCN +UYiwd+TtPmMsP2x3SPoxn/+8+9Svk/h/3zGyXFMA4Ld7jXd2ldqZebhhx8ebz5p88wzT/2DRGrF tyYctg5svzdu3HjG008/+R7vY8PB/6gHOzy8J4nPmDHF2dvZEUcccaS+YpOvbdhBWh+CWHcTILjd ubkDdv/tb397h8RII0zQ2L/00mwZOnRQX7aIbCNdF/K1x3zt57axjwXDYZPEtdde/bdt27ad/cgj //qM7/N5PPI13yr5orX2PO/tcBGxxG7DJl+7AmG/z1+SE2GH5bLLLpHCwrzldD8UCr3LFiq/sciw puJg3/N/6PLeUaNG6HOCxDhnznQl3wceeGCP/T79pF9oBWvcYt/nf6tXr1B/7biQ9FFJYssd1+w9 uE4uueQSDQP/53d8H2n0qO2+HT6bdG0/7P8HD67ow1YurwnGwX7P/rXduOuuOxCPOQ75OuKII47U V2zytUHjSgNtG10aYd7brUDipptukvvvv/+rY8eO0pYv3yUOJd9+1d/UtHxrxnyJRx99ZPWKFS8X LFw4v2Du3JcKHnzwniWxfvXv/7y6yZYv7/lNbfK1yQ8EqeR7//336resJKDiIP369Zs8f/78gtWr VxesWLFCfw168v3DyZAhlT7bT4tUL1cStLvg+ZxhHTCg/9olSxar2y+//HLB2rVrC1atWjWA744Y MUzDYsd5/vx5i5cuXTiTz+gmn5PMEL7efJ+Sn5+bZ/vL37vuuut1Pue9DU6So1/0c+HChQUPPfTQ RwyTHS6+f/fddz5HP+xvHnvsUYGeH+Z/taWoqKAPKwx8j25A70+ZvxxxxBFHHEm1xJKv1Y1KY20R F6+tJTK8JwGxi1NnFY/mt4eSb0EdyPfSi2zSIWqv862sLH/aCsuVcvnll2oXJ59zzNd+Ho982XV8 ySV/VfK1CYjh53hoLLEdToJB//577rltP8K2H/7ux/f7Qej8rW7x9+7de/nSl5dM7H0NKySXafhJ +rNnz842zhwiY8eO1rDEkm9+/sCZ1IEdHxK0eb1a6C6/ob8g+ygIvTquTIPLL7/8oG/y8/N32u7x HT5zu4u/tCsyNTq5UuPGeOL5fvixf/Tokfvtli/f4/t4/qWtB7Sk9X20zPejNb1fPXTEEUcccaT+ UjPmS1jjiCRejiXa4DP+cn3tY4895jWfVpMvvyfqSr4kFhp5EtDVVx+6ztcKj0XoxObNm0+4557b N9j3tcmXzwxRKfla7loVCFQUdqijh5E+ffqci/f3Mjw2QdFN+94OP91ky3fWrGnTrrraGgPl8+ee e+YQ4oyVcePGVL/LMHKp0a233qQtX/s5u/DN69Vyzz13VfvN8fb58+f24fv2N0wP86oKydf+n2Hl swEDXqiOgx03ovazMWNGCVrq3/nf/x79yH4n9j2bwC0dXCHPPNPvjcmTRzu7dTniiCOO1Fdqxnxp 1HuzRaUTrrZs2eLWF44go0YN73vLLTepoaZhLijIO4h8+/V7XN0mbPLlmC9btDTiBMjxIPJdvnx5 jm3sbQLgc26yYZNCbfIlYsnX/o6TkOD+ThHJ4vN48vTTT1eTCt1hxcD+5XO6xfDyF8+Xz18wa9rf +qBVetXl+s3jjz92CHHGCidcMT62ewsWzFv8zDNPz2R4bT+nTJl8iBuMI//jO+zmXrRofh/eE1ZY DiVf+z+Cz5ge9j3/s7uV+ct7honjw4MGDdqnjkD69ev3CcIZ5XP+b+uD38Wmy2WXXeaM+TriiCOO 1FdiW77sYrbJty4yduzYvmg5Vhv33NwB1YRA8n3iiUNbviRfvl+Dg8kX31R3O5N4Hn74QXWzLmO+ Nvlydq/l9tW6JGfIkCGH7XbmpCUSoe0OWu93hEL+O/x+7x0ej+the0ay5d5Vyzdv3vAX2z9+x+fl 5SV/M84dImxV2uHm77x5cxaPGDF0pn1Pt2IrLZTNm9cX8TnJmu9cc03vDzjpjNc1bh2dfP/9739N tcNIt/Lzc8Xrdd8RiYTu4C/jSXg8nmPVESMTJoz9B+PP/yKRyB3UySOPPHKHrSe6Fw4Hx5nXHXHE EUccSVQOHvPVMd46k++kSZPQ8r1FjTFbRSSMyspykFEpUC7//Oet1W7b5MsJV3zfJoUHH7xfKirK 9DsQgrpj/8fWVzgcepd+cczXfl6bfPmMsCdcPfLIv6onH9EN/hcKBdDCq1B/uEyK12VlZedwjSv/ Z+uWhArCLbjkkktO7d37klNvvvnm71prhC3yuvzyy3TC1eOPP05CVPft1iHIqtptxgc6+Ozhhx/u MnLkcH2P3zP89lIje2ax7UZhYeEgEOqpCOfTvLf/IwoK8pfwG1uXDM+RyJe/fOZ2Fz9HP6kDu/XO sC1cOF+WLFkkS5culsWLF+o1Wrwd58+f++ayZUv0Od+58cYbv8L/Fi1aIIGA76AwDR486G312BFH HHHEkcQlttuZM2gTIV+uDb3nnns+5Pe24be7WK0JW9Zzoqbl21tnO9vv2//ToNvkaht4LmMaNWq4 tiqP1PLlM+OWkq/X69GlRra79jv2tf380kv/dA5nU8eGh7DDQZC4eG/eUfIdOnTok9xsgjqz3bXe RxyuYtesRdb/+99/7+WEK9s/PuOEK7rxxBOPP81JYvZ/tX/ta64v5vsU3hP060jky2/5bPXq1d99 6qkn9FltQrfd4jXj1r//c9WznW13bLcY7tjv+N6//vWA0+3siCOOOFJfIflak61oiLXruc7kS9m2 bduM22//pzHMVjepdU1jb42Z0u077ji45WsZf/t/3lvX/CVR9O3bZ9dLL8150XhT3fLld3Tr4G5n yz275UsZPXrUqttuu1X9Znhq/KnxF2E85+mnn/5/t93W9wu6wdZsjS4swuL6Xpu48FzJl+L1est5 upLlPwnM8qP3NTYBXinPPfecrvO1yMsiMrvlS7n33rsHcactO2w2+C4J7q677jhQWlp6tXn9qORr fW+9Yx63cblcnf/738d1nTb1xziauKg/vOaz5557po+93pmo8ccmaasiQncefPDeV7Zv3/QT44Uj jjjiiCOJSigUcpWVlUlJSQm7YSUSiSREvpTp06dfeN111104ePBgCYfDUlGhXbra9Wy7i2frJ06c eCz8uwiEIodDUVFRuG/fvhcGAoFTjPMqcHc83TJuLiap4P1r6R+fEbiuJl8u/xk7duyFDz/88N+G DBkijzzyyK22H3Z8g8HgOXwXfv3C7XYXM9yIv4bffjcWcL+afCl0//rrr79w+PDh1XEtLbXiC7c/ f+qpp04dN27cVbFuLF269EfmcxUQ9IV4f/eTTz7JMHI2uXg8HoEuI3PmzPmNeU3FdoPuM5zmsQr0 cQHDDf3qO+axyvLly78Bdy9Ei31mbJrwl+B3/fv3PxHX79rPbb9smG92P/TQQxdarrZp8/8BwWVV FVkSzYMAAAAASUVORK5CYIJ= ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image018.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAANEAAABBCAYAAABPXEGsAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAO xAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAACvvSURBVHhe 7X0JYJPl/f+T5M3ZpgelBXq3nJWjIopSzoqItSIMEVGKWAUVt85NN5xu/yh4DJljf9dNJygMBUTA yYBSKoLccpWbXvS+S6+0aZrrTfL7fp83KW2aNgdtCZNnq6XJ+z7n9/O9n+dhVqxYQaxFO33qo2eV jXP5AvHjjJgJNLL6tu888R88MyFCkZToddoSVtf63bSA/puNB46c9cS+3unT/+4MMDi0FIViwNN7 v/3bhZqKp+sNZsK2VhNiNsE3PM8euRlQRIyEiKQRd/UP+o2BNV3gE3JLQSSYMXWWl0+/Z7UGgw76 QgQwjSY+9pMrdFqx1wKTED6ufDFiyB9TU1Nbe3uigxJmzNdIpE/qoF8CPvbMfuHxeEIeX1D4QGj4 3w+kplbdbL8UCkXgiszMsEptUwBfxw4cEtAv0Wjmsd1RFs4W/PCwnyJN6+fKjAM/3mw/evN9CqIX 96V/d0xrnKBu1kLXYZUFdPk9H0TYeb6RREu8yBNBg17hp6Vv7M3JclR3YsrygS8c3P5pQVV5iNmA TyOpwHzinNKCf/MID8Bv5LPEV+pL8uqa6iMIec9R3Tf7fXp5+Us/8kwPmnTQMdof7AuSa8ffJpOZ jBg0iIwM6p8PX37hbrujkxLH7C1T/n7sd9/GV7U2DeL5ePO1OpawtTXEjCpEh3atrVg+N1vmSWgm z/cPHhVASKy7/eiL95ise4c/tL+5foJaq4NhWTi7iYGB4jhvcNC+6IzLbfB4ZLDEjyyKiH6Fl5b+ qcvv9/AL66+cXFQsYEJamtUcgaLY4dlwfegzAovPmkm1vpVcMRmTv1AoVq9cubJXdWeNkK9WqTWE 6HTdj9pkIiqgBT1hKBtwpzTHT3lOcT73b3lGs5/eAIwZ6iR1Sm4ukDdTDaK7YpFTRjMxi8Qid/rQ l+8wWqH8b02GCsodcZDIJXjIPT1dlQNijJZJyDOhoS/z0tM/68tJs9cWqC2y6bu2L2pq1cBcCmAe WZCSQAyUG7UrOM34J/6H1ZAywkSvOJW5EP7c0JtjoG3Stk3wCym5qwKSEr4yUh3F9VIz5YFf7W9R pl5TAwZBHPOBkZgAO5wGaYTWsfau1UmuRdoDOndAj/APzy5MrZGMIhoYMCOi680zAQE4GuMtGZNV BeDUjyFSCVkYHPkyP+NAJwDlx8Q8eF2jTtz37HO/Aw7viO31yGheO/TD+ByddjQxGiwgwm7CRNLW b3SB9h6ZFQIMSKpKoyf7ygrnJPQyiDgwA3jMjAVIXQwbmCkyVAFlpK6V5pkzx6UVZq8qMSEAuPfN PA6w1C60aLYgXxxUjN/je3ygRw+3y6GXTK2yHv57Azhmqm54YkFkA9iB+KLFPiQpIvIlXvr+tbY9 DZo/d9H2gry15WrNZfjOqvD3+oAKW5tfvc4i8TAWR4JlHtvEDteFdi4Grnt6A7ku5j3mN2fmeOXO jNO91VHaLthCnGDsZo1h/VEXIaxrnBQkMfPgjq2KKkbgRbR6kEAojQEuVpPAau7QATpDYxb3Qm9N SA/Wy3DC+zYoqG4KGDJYLCVJoZFLAECdjF7TzPiZH108m1rASCRR3r4SZBLw06u2Bs5czJyZwzbn 5M1iEUQOuazNXMO4ykGPPlJV++wYQnoNRL29wusvZd1Twhoe1xvA5qKqTHsQ3CY05uYkMeDSdPPV Pn4NJBAC6JnQqCX8/Z0BFDR31qK1hXkbC1gTD9XoilZVeW8b69YZONio+k0ZTyAgRtBXqJrmWtED 5y7kqZamJCevObxhQ6Frb3vG09+X5o9oknoRAk4JCiE0B28XBn2TU+im+XiTrTr7OtU9UAIR8MJJ zS+ERSw1ZHQGkHlmfOLnxQVfnlc2g8YCKoRYDO+57Vxytnf0OYUiRXb39n2zNHrgwNR13J3R3kXV 4IS4RkyiLQUFCSGE/NOlDnjIw018Q6xSA544YCIm9AWgJ866fnb7CHOFEgufY/BZO3aSgK4/ahQe XTwYROhKgsXgC8lQAMWiiMFLDOkZ621nM3z+3GV/vXrpL1fULXRRqA4ORi2PCPtk4hWZOS+VEhJK TBhjcwNA2Evor5o1kbPXS1/6TKH4FCSo61Z9n4y260akRDzZyDZzTM/q1rcXIrECCxgOI5USH5Yl EpatlTECChmrHIcgAKy9gCfnmzFe5dHFg0GETJ2qcMaFEUOWmNPT/207k36JCfM/Lcj95IrGEpex BDO551wzjN1ZJTSmp+zevljJYuxFAIIIvW7u1ATvgbu7XCC760/HD0+FwIhHR+htR4jzELdls1Oq LHWxA86kYjm510f+Q6yX5MNQGf/qpOiRdmhRwpeQxoa0DHfmtO/e8VwQ8QUAIBmbHBKx1GgHQP3n Jr74j8KCv2QrG4H5gQTgoeSB2IzrJonbs/1JXtbkMq051qwH3wW1AdwtnLu7Hljvmdra1ybeZiCC zvcDDSCEBlUdFGQyaDaOYZgLRx55/EmQukpkQQfICUeveuz3ngkiSDsaLBIZX4iKWmJIy9hoO3vy xBkL/56T9VEua5ZzwS2MQYAKR92z7pOyq6v0XXbOokpqe1mQS3Pk3EEx9p9PjFoNKRKYH05ZkBR7 buumi6725xY+z9OZjGjgOO4CxH38fWVkXIDvFgSQ4xc8/wnPAxGEthFAyZFDkwFAX9lOYf9ZCUvX lhWtzcUcMAMasBhARAAZAU84HMfcsCeWZXpKytitP34/W6+HVBosVjC7VTkEFdGUg/9A7ohoS9GV 5BGE/Matqm7VS8i/nJp6HvEmAvO0YTHZ2T/eth79DrPsISBCDgYqESMEAMnYxRFRycb0jE229BA0 Z9ayL8oLPrnYCCoc2jzonrckM7alsvSRIPrq8plny3imfgRy4Gg/aHGCE9slcqBASEhFg6q1RUNy zWzSeykpH2xKTb1+qzDhYrtNIhP491FPcwQkIUMa6uuvPzkgMm0lWeFiM575uGeACC1NSDsaJpSy z0cMTtalp3cCUOuUuMQ12ZdWX2MxC5lmMd6MEXJTqwGGtHfcrh1PtajRI+cucNp1AVNtKEMAoxvU nQI+E7Dy/KlZ0TeRRX1TA7TzMoxZ8P6lS1MA6n4iIzHCb9jOgUnLJtO/iwuDDSKxL9Hijg4H8wEp QXyhUPqnrNOLhPOZer4GPDICrK1jMUKcXMAXMANEJKt6684c67cLFAuE32Wpp2hNRM43gUuzBwoN hjAs6c94CaIZScNj0cMuwCcqZ72kngEi8MINBSdCUlj0YgDQFtt5kSfMTN5RVbz+GqTIEMzL4oH/ yoROBMwQcNOtfBOTrzhzfF6eRjeISiG3vHE2jVO/AlrcXExMBVsG8pqUi/+tUKDdYNEXb6LDPfDq qcaqe/aV5h+81qqCPVLgTUT4wDYUzLPj8/NIPWSHY5jMoXfSaCQtDN9nfXbuRmLA9CAh1IPbQ5An cjYl1QxxLiAd7bmBoRelhNxtHUJtS+DYA2VZP1yqV0K74BFtB1p8n3u7699Yj/UZrk6a5Aq/zYQB 1zyjNZA/Xr5SLxOSQuHwIUcTR8ece+Ousd/COgDHtF9uLYiw7xBoGyoSGxeFhS8yZ2Rste2mMGH6 wo01pesvNzbBV5Z9TmZYMJBG1uTGHqARp6tAd+6svXtebcCAIhCRQ86LNaOkRc8VJDXYLyCBwBZE FzkP6jSBnVUhFk3+y/nMB+H5NKc714sPAssSKWEcNa1ASzgOIyAfx08Dppix7aRQhteMIECqVBiY 5WJ6XGSivR6On9M4EVHz+BIAUVthiFDYCK/U6OB9Bsm3B/T3Dpn20JnmxgAIrwSIRdL7CnJyyc68 /DfGz5jxz4D9++3uFrhFIOKQTwQQSBUKDYvCI581ZxzoBCB5YsIrnxblfngNI+HUBrLMGWZBO1Ib eomg1mdljrvc3Bhr1oGAoJqLA0kIe2LkEiEZIPMi+fWQ7Av5f527zomzts1qoNqVQQ7ahfq63wz3 EBAxRGLiUxe2xe6hRG91yKEq6iw5c89yc2BZ0E44sKqEVDJ10PUYg8HM0MxubLAHAMTNvJWwuN/4 J+y91bFqUgltVApFo0uqS/41auzoqcsHD3/9xI4dHXb83hoQ4eBh1+IwocTwfOSQJFDhttnSvGB6 /KJNtWX/vKYBPZtOloXr0PntCR3KPZR9X1WbUi0AKqcbZJywy+DRkTJZ06yoYZfebTo7WYucl3ry 7LTfRljwCKQRnamrnTovKXno5U0brrnX2154q01q9IAtSHHUTT3t5qPjSHD+rO/1UD+6YsrYDtjh KDmbvX2ffivvSkxKUtJTRZs25Vn71PcgQjyABBomkrBJIeF2ASRMnPHi2oL81cXI7WFrAQciZEh9 b/+0X7ykpCR5/E9HZ+johjErJ+2eUCXeMhIu9Vr/2rDYv/87+3L+NX0r6qGOqRuwVs4wws35V+dD dvf7jl+480TvzoCQqJuU5Lyv/O5PLp7d9pNCMQXsJMxzouy9bwvYQMPFYv3TIZFJ5v37t9s2LpwR v3RzSdFnxWCAchtsOb2bC6Te2vLnvLxfNkqEQUStt8R1HIMhBPp9j5ffttWrVxbfN3HCpfzayrFm dJA4KDwYMya1XqqrWbxDoVgFC+bxOzwdjem2/h5jkaB9sC0qckHkFftcRtrH4PhZguvStyCCTgyX SHXJoSCBMvbvsJ1UccLMlzZWFP0rWw0qHGRjczsxwQMEMRTwncDftw5G4FAQ3v3NVwtVbaktnCep k5phVfHAZuALBSRCJD39xsSJmSsPHCB3Bfb/R1BT4xc1Oi5NiDPKsQbb7fgWjxHk09WK5YNfO3z4 CT9COqm8fUmUrBDXwNJV9KahDww1WuvOU8f8pGN32xJRkTdgRe0raHewS7uTkrAC1EdMqAnQbbJI H27MgtW2bnsVGTWmjuEX6PW1ZqC3qxtNMNQiATJa0JBO6rXPbSwu/hqe+L6PQITbz8VkuEimfyE0 YpHGDoD6zZ31+hclBR9lNzVR8NBlshiv3Dy5M1tuTHAXr3x4/syCeolgFGnA3bXtdmzawghVT/w/ LIQfnLER6eW9DrgVFT2vjxm7J72osKpGwAziQ/Yy3fnZpS7ObdNuMpv45xtq3oy/xSBiNIQxCfDM EHTDQb+5DUMciNC33eZdc2CvUtXcwoDovy1B8w5OAqybS7ITmM24r6V9ERhx6wTFnpvOhfbqNI3P oZkggGXlwGlCE8JuBro1wZhPCiBFa/O5U0sm9QmIcJ6EACChRPt0SMQzAKDvbOlUOemBeZuzLn6U Bz56Lo0eM31vnfPAHo5+rCxNLof+8egWa3QO4ETbsjQL3JF7whaOQUZ+1Udxk3alHuOSK+FIn+tR k+/fcJ41vKVRwdYNoATwUNgBkpUTC4kZAphlXrLYoc8+O+fal1/u7Dm24FpNDCOtG2g0t7bKvWUC 0BJ4QIgmXCs+bjvhkUqNhrRi3MwJsxV2PZBwOGSGB55LdOvbI1ikc0YsJMZW9bn2PdWyrDKQZXVR ci8xH+Yf++FK4eDLvYNHIejggNIW+FOJsSnMhIV147Sg7gsLLvZiAfvI8qQkv96XRBAwG8KINYvD oxbChrpOADJPn5q8r75mPQQvLUQJg8BD2+gGN88AUtS8eRO3XL0wiWghPw+Ipk39oCcktZ9slFD4 N+xmEoHq6uWTlrp6dYfUncVD7vru3Jmjb2UB0BBAPNC1acpSh3o4Lk+lFMRKynQ63ienjz0yg5Bb BqK01DXZCVPiYll5oDdBZkcVKwb+x5LhAyLD3s08ueW0WeNt3+3Ybo4AQD6sUfVKSPSThNXVYAIK 1kEgHah9wdr9/eWk8GpmUfvPD3/66eVp48fHPjQ4VMqCNHCVgK3+ctp7eFnb2CKtkzIPXFAq52Ux prgGSLvi8Q0W86EbIIHQqhOL5Adraia52gdHAL3xPZVAAlDhxJqXwqIWquwASJw481cbSgvW5NJz 2rhUHp4Zj0QAB5bzLfX6k3sqihaVmHGXH0boUfxz7u1OTLDdTk48jSjprhHbL5/twEjJQ2FhmYMv i4/k6PRTTHou4m+XV4A6IQD7C9Nf9NoWUiORPRG3LPmjE59uuGWb1NRHTnRqG5n3Y4qHrq08dbQJ grDeBKRLt6o3UK5Gq29SZ+xv2yXU1Ul4cA4vkdlZXd3p07nWdxycotctbVhD5YGE/HRUofh42YlD a74pLfl1owHP6nJAVkAGraD+XVerEnoYRO1ahmTSEUKh9rmwqGcAQJ04qHxWwuufFOa+n6/Vt9uC inaQa+K5txEUtzQpePuxE89o6Z4h69zaSiBLL7DvKKiEkIXBFxX9InLIT3jkUPsC9pF5cmLCtrO6 gilV+iZYKzRi4YlOw0Z1CT+HCuH/VQJh/62Xc5aEE/KH3h6zG/V7Q/apxVBxQH3ANMx8M3+XWCx7 XKfr9eOTnR0L5skNgsz5MbEx9xwlmskmXG8HhQUtolDdKu9ZEHHuC0pEMWJp6+Kw8AW69P27bfsi mDn9lQ2VJR/lq0ECWc9Dc9YwdTSyHv7+35fzHikxw74lTLm0Pc3Uti2awsIjvoyEhHv7/hkWRmWv O78fd9/GbYX5b1QJRGFmE6bM2GccNxgKn7RA0Pkyn8z/XKF4D+pFg8qzCjIQR9y7rceexSjbT2Sw r++Hvjrd5Ma29JiupxnV7aoWVU+7uGEWwQs3QiRVvxAW/ozaDoBMM6YuW1uY+2EFeKdomIoa6VY3 p2fRBebJ3f31pmQ1Mlkn1p26GWBI4Txe44LAYTsOkMN2B4QguHvChG05LQ2vt7Q0cp4oR8VgIEV6 UxS4u2f4EdLJtnT0+p3vnZuBVyfFFV/eu580toKQ7Obgf6wN8x1rDWqX7bLueyJiyEihqHVxaOQC dXrGnvYPA0GKfnf88C93Xq9aU4F6szUPizt2FXrkNBvrvg/UxWwmOiPutLy5sr4w5xmll2SSqQ4I HaSrI06LkkMMbuBRfn47DuxYBy91XZ4YPHjtj5k1S1p4Il8uG90xShtAxchWKX+XrlDsBSDejDlw cxPjYW8js1t76dJQvkQys1itHp7XUK1rhk2b6D1EInBECOjcwXxaAQT4C46cjmkAh4UzBSWRGnYT 9IA6Z/HVgxNhhFCsWRgW8aQmI2OvbSc+3LPn7kK+YY0QglpjpN7UM4UeHppSD356vsPdXM4MC2wW PALXSwoGOwytqtaZl7p85tusnAVlOKECdMWiveaoOjMJBsN5QeTwg48/nIA2cT8g9nIbZoIelIHw ed79k+8vKaiqHENjHo7qBq5nhOBrVqsg7pO8PMgEImcc9eZ//XvF8uXBKadOzJn83fYXyrW6WJ1E LNACHelBs0HHO7chwnGxbsOAAwuJATISDFrMMHcEPeua8XoARDwwwIQSEiOUqJPDoufbAxAOI/Pq 1av3P/BA7PMjwswEO9mLRSIPJCpVrepyrvuOrKikeUO+zLwQZ4KDFXFyuz9D7cZgauHwwt+eO5b6 8onv35OJJD41g4Kq26/kx+vXCn0ksn7K4AG1Pterh/Do2d3AQhyttsX5cB32XqXlXFp8/88cRLyZ 0+dNPrh7TZZWF9YAoQcC6i4xoJ/CCeJ3RHvOAKitDtiD5Ki+br+37EgdKRSrF4VEogRK7+r5UTqd Wnf48KWODt+bar1XX/7ywoXFFQKTrzUyDh4lh+ocYq0Fg3eE6U/Esv5UZfX1DuygqsIzDUZgPL7i ICXcIMEHsxRusnFYUOVAG1IL+3mKxaZnPlcsf3/dytU3fQmXw4Y98IGiB0YvPVhWuLZUD5OJh2YC Y+EcmcCMegBDrg7ZieXrpkpQXUaKZa2Lg8Pnafbv3+dq4576/HKFIjz9vzuWaSFrFxfIkuniyCTi cqvQDY70bsJdm6CuGvD8hI4ri5KHB0moZgik0o1ptHQviuiuTxqeMqO723/V0ePL4PIrhafOYW/1 S5Aw46kfi4v+VYoBX8yrxAwS2hjcqUV/95Bt7cIA3AORJZA6UixpWRga+gSk8nxv2+bA+XNmnVE1 +uF2WxaJCAgLG+Mixty1Gb1RgK8TEWw/0Dc3Vgw6fPKgO228cfzQ4/nEFEBzERmrKueQzukDnB7O LSxmInCOt44AwWNxqGTDaaAZPo50OXwEky05na4REiCP19Y9flaheP/n5GCIW7o0+I3jP6aW6OHK CnruOQa8Odrigt+WtXJiOt2hi67ecRFEFpUGAqkjJSLVCyHR81QZGZ0AJJ454+3PigvfKQM3NgMq DQ7UOi6OT1Dh25PjsNSFuVRgUuolRFBVc2wJIS6DCDw94vj/fru4Dl2c1q1MrgaAKa1bA8ccnDoU Wp8lMNspdaibaaH1ogpjIJViXuwvjx6KH0DI/4wG4IggUjPPvJjN4wUSI6aIdaQjzuljmWt6XoWl NostaV0CGoawpT36IdANkrd1s6WjzrT73kUQgQGHbmyRTLU4YvA8VVpaJwDxZsT/fuP1sneycSs0 TSnHvLC+ErGoegFb0gKIdHq7gU5Hc7Pi1OEHikz6e4necpqqG1i/ESR1rKo5naFhASbHf3ikFryG ufW1L/1ToThgzRJ3NLbb+ft5y5f22512OEUDdiQiqMMxnW0cGtVjTO5GbyrIe8rIUEzB5FmShblI ir1FRbUbv+NSsVw5v8N5EGHjcN39SJFEtTBo0FxNWtoPtovSMmPKr77Kz3mvGvvIxwx2676P3lHd OhOFhcPDhOHJLe6Uk9frXqhAh4Ab4HGnPbfegaGx4MCo4XnP2Zx1CbLxb6+zu90Z85YzuZNLWF0/ q8SgwoMTK22Fj8SPeznpRgD4QigiPjIZ0AIHO6ry4X87kQaCjmP2OrjXVo332jqRjW5t2DkQUQAx ZLRI3LQ4PPoJdXr6AduJYKdP/e3uupo11ai7YyoLsgQ8vQZPJnVn1m7BOzFJSUO+PnN8AYseH08r 7fVhyqT4JA9Sz/5bVjp71M8ARMeqK4L1wMQJbEHAO3HxmC3bAD21M6mabCYDIAN8MF94doiP//Fg iEsaaXCfo0RbDOE3uIMNv5AKheM/L8ybUIa3jDjJiLsBETaIQIAmYF/HaIlM+WJo1JMNdgCknz71 9W/qqj7Kh/uB6CDoXhsW+oBC13LQoqcRpZ3+fJufN7dMCAYfBlidmEBO7AOPw4QLVFnb9HRXB4sV WJe23U7PrqShxZDWQwZDQVPzs68uXbriwLruMyRc7ZGnPd8iFISpQPoiDrjLudv8LG1dpZ+CeJJJ ROQh337rNsXP/DWoui4FJRekpIzfWVF2qqwFQeTcLHQDIqwBOi2WkViRuPn5yKh5Dbs7SyDJY4+8 91Vx/h/zm8EEsd7PQzmCdTvD7SGHli9f7h+X9p8Udat1X5PjCeQOIYLdl+ANpAtILVM3xovM0wAO GDi0keDZEmjcdlePdXEBTIUmg//uwtznIT3ir457fPs+cVe/oMTMijKLlxLHgSq3beiAY2p+8FWc yHuDqwDCWjNrq/gYfnKldA0iXETY3jxGLFUuDI36hXJ3+iHbimsnPfDiDxVFf8xXgQRqE69OwteV XvbBs6uuXpxTweeH4u3fTl8ZialOMnGNWaPaC2dACCiDRKFi6a9VZe/uNyUHgYANkkkGBPj4jTiu bIiupzsEnNC0YY2UcCJsprL+1/sVin/8L7u7dTptm1ONuzsAAGRDapyNxGkETGCgExNoh7AYYGEu MsIuGoKOiABAEq/GpSERc0GF6wQgdma8YldF2YpSBBCVQHi1u87i1bj9gHSkrPSl2laQvDS46lz/ /eFszidDI1cx6fv/f0/gHNzr4RN3b/vpBKsPpj4ZB4V6qCBfKLOlZcA7p45PBLJy2aXvqA1P+d5X 6i0ixhubhO0LC04yaSFZOLMyfyJc3XnU1f4HSiVqtOOdVeWw/s4gQhQCgGIlIuWSCACQHQnEJsT/ aWNh0dulBhqNpOjnYTKpu9ctujrSHn4+Jjl57qbzJ+83G3BrMBfUtB6S0mVTsO19gEFfMztgxPo0 sr9HegSSpHT0gxO3XzSwr6phm7Kj6DvtI0gilUAoPteofO3e/2EQVba2/iASCmP0mCNHL5e2cc3R FUA6NJMGSI1Kq65a8ehDUyd6GwypDF+sZ/hdJ8RZkwAAgvpTlbVjW1w8Jx+9f9AftFQRxfAXuAVj xeKmRcFRcwBAh22pwzQj/v99VVa2shTjKHiovPU9jzgTAUU5joULujpb1p8//XiRJXPXGpuzqytY 6kZ9XAyHr0QIpZvSNqWiN6XHysygwPWHKitTcnkQlYdx8OEXddlarpDp2BB8D54oFiToNXPz9FeW Jg0/vW5Tbo91xoMqUjY1nZIIeCkGS1aC9RD6DutEnQ6UoEmF3iRaX1r0WH++4DERH7Wk7or1EHw0 SeGccDzvw4UkVIae5YQZkHi9BapwYlnjouDw2eqMjE6i0DzzwXe31lX9qRhVOOoUxMM8OcFKtzl7 REHaw6xo56zD6cuWDfnPsYMLWIwNWKa6qwAoVyVKKThb20QMEwaFfU0uZfXoqH8xbMzV1Jy83QUm 82x0tWP4wjLBdlQMDBBy3rxynlGyLSvnlUhCXu3RDnlIZc8OH1KyIucyaabaDmxGpx5RG827zTvK sUIjMPoammjmSsgC3qWSzvnCUN865uFLZORuiVfD0rCo2XVpacdsq6iPj/vtjvycNysxZ4nejwrx H8rtXWvQ+a659yQeJGIGt7wU1C1nyqbsy88VsHC2mSPMtSU6gsoglpIghneYl5GR6UwbrjwDKp3x 3vipm68aKmdfp4c8WtJRrHcyta+sjfOaSAsQTGZt/ePrFYo/QR1uZWu40s++fvbFMeMu/KeiLL9S 2zgEaY/L1u4Nxu06PTPR3r6kEPbA3C2VNiYNCpsFAOp0A612+pQ/7FXW/rkSmZ4lCZIbAH7gHLH2 1aRTLECwdwgjcdixFLisa87uHc+14DUdzhSqhvOJPxzGP96nf6+dSLp68tS0g99tKYG9QxE82HJp TWi110U+iCrKkeHqzQpvUeSyg3vnwYEbG5wZzu30DDCGlntnTPnzJY36i6oWlC6OuF7fjY4R6LW7 7vbzeSgpKPxRUOFO2jatnzH17a+vV71TjPcDUb88/iCHxN+3OJCKRE0zdCx5T5jqASD3FXuRe+WB WSS/uNuZ/Nup449l6/Vw6zWKe0eY4+wPPAU0QK+reX5c9La0E71z4zUQTOvoiffuzDUJXm2BnZZ0 hO3jsdZR0RNU8fBHfARuHweVtERrfPNThWJTt/l0Nwy/vqO0di3hKmUeOmR8fMIEl9p/b8K0LafT ds5XmoQzNWqlxbeAdjAOyCqV2gcYXKretYexGWqAQYrZqP7SdyazzCp7ACIJD3+0ueTa68XoKUJ1 os3OcERwrvXH3aetp9dikmGbvQKHAEaxZtWikSM/PtANkeO+/EfTd/2yHjyMmEZite2664sJACqB aHgYX7g9LXUTcJXeKwvvGvvVieNHluTxzF43PFGduS+XYGkprJFcaVUN/culU5Phk47uboyt0JNl HeUFUupweWDc/NvzmNlWZQanjFC0+vXX/ZUnTuDRck4XDJ4uSkpaWnXuZFqWVDLahBeO0fgkHVxb jIjb7m35yEnb2OlOWB+0XA+Km3sYnwPnztsLSRhmxn+wubr09WJIyGvb99KW8dfVZLX/3Prv7n5b e9See7QNv92i2NZhWTB6hhm3h4dOJJyuOaZfPzJv4IDlkAZT3N3EfJWVNTKrWRlnMkAuFjpJHNEN cn1Q5fqbjOwTY4Z+WXflqsvz7soLJ9atywyJGX64QOz1qEmn5ojCQfwK9ylVg1Q9VF61CLaPdwAR PSQS6+Dy/bvsCp6xjf9zy9rAUIejGBscUiPhC8XDoqN9T7sIIuw03AtUlpQY98h3lc17c8VescoW cHKhnY6mBd19zGXKcJYNhybnTlpwZXWsIIV2TUZMcutYxo8fz+xizGv+U1GeUtMK58LBhcR00gVW Fc5CwDew3q6CvgURJQt0pogFpB8AaCgjrZgVMuhdw850u9cCWjsKUog3e++ulFLUASAmwN0d78Cg RA4ukZChEsmlV4aNO7uyD26BvDcw+JOLteWPNmDbeHGBEzavQcOSLJNq/vjE6W/z0g7AELligqNv cJctdSLRI8q6KOCUoRsn8UJU5wtCEw4Oh1iho3OsgZSadRrdqaqqBieGY7cHurQTlenLFbNWXD65 em9+8yNVYqlfC0hhmm1CT5QFFRfz7CzDdMQfnR9muyfRgQXzKYLbMDuBqFSl8mGlwmF3ib1OjRaJ oCdw7BB1hbDgEXGLP7nVR2dews1+IjjC31sqrAr39z703sj7t65evdrhET+ZhYVyrV6zICYArub0 DaAX+HZ/9hvwMuByYtjlOpQv/hjUil5ZF9sxrw4POXC4Kv+qJixipJnVAn10n8nCqTEG4uPjLRMa ja8AGNpOSx0gZMxjQwbAfj5QgXCPVzdlIGRiQEuQgel00fkIiGpMcGh/o767+BxIOMgIkWtbAyeG hweBRelwrbrqQerqlWX9CHn6k6R5YZsLS+eUaLWzy9Wt0Xpi9FaDo6yfj3+gRApnbtLjyHq+0Hxj OG99oF47tNOqVGdnN4QS8gj83HZlddphp/osZ1nNi/fFveAv9/UxwW0GWByFZhmplMCz6hOffdbp dnOnGnXjoZWbNmlXzJkz2ys6+kENnhbroFhZnNgLzCiDpvrHfYfa3ki6b+xbcqn/LjWtxxpc71yh GMap06iqHg4M3HfaUYOW74GpNC5dkDQnPDjofq7+rgvWr1ZpWk588VmP6MMnNu0oiyIkFX9Aw/De k1UlPJv5A4l7YMJUqZdvoMayvk4OxenHcK5xnps0miz3kvScbsozH9y6dSvGmL/xzN517NXpnTsL 4BP8ualy+tMNl6EC/HGqdHLTOnjr2tZNl+Bi2UtOVd5LD6EbHKtGAj+5rmhnLzXTqdqfJYj6anJ/ Tu3AoZkh4Ln8BctyJ+hJwH709fWtqaystBtPi4mJ4efn5y+ER01vvfXWlhUrVlAV2c/PTwTSbLHJ ZCocNmzYyaqqKtDaSJVSqbTeiuLytA4cOLC/VqtloA6XvIHONnQHRM7O1J3nup0BUJsSm5qUqRo4 eF8ATh7rbgL4PRKI+G3bl7Ozs00FBfkfA/haAUCbrd/DGZ8yqGstAPBwSUnJGb2efdlkYscNGTKk 7bZuV5YCnUh/+MMfTsIGRp8PPvhgHNjMsCmpZ8sdEPXsfP5sawNiJ2gP1dTUbFUqm9YNHhx1H3D/ VT4+fr8DEJ0tBGdOdHT0PpAscPiGEe4r48MOjpZSkYgJqq2teX7gwGB23LhxRxISEsrmzZtbB5LM IBQKi4xG9jg4DBsSExN99+zZ/UhlZRWRyyViSOY+DmB9gGEYGZwLqpJK5eUymYymq4nF4qn19fWD dToN79133y0TCHiYB+oLdTaNHh0Tu3fv9/dAXwUjRw7PMRp5x0BCTZPJJJGtrVqeSCRi5XL5T0aj MT8uLs7n4MGDCQBAOSSB86D+XdCnAWq1Csamh1RThi+Xy87fAdHPlux7duDoVcZA7oABQbyXX17K O3bsZH1OTpZJJpPK6uuvvwk+GUxPeBiI0be5uXkj/P6zQMCvE4nEsSzLflFaWkzKy0vLVq1a9czF ixfQS62HbI0Rer1uCgAx8osv1q2B5yaj572pqQUIWPKb+vraN00mswTcjSKJRC0NDw9/GQ5w0ZSU FG8Uw4ZSjFqoVE1XAGx+BoOO2bVr18N796b/y2BgA6RSMSkoKCKgVj6Vm1v1jEzmNRtiwAT6Rqqr K/NiYkbO+eabrZ/AmKYBM2gG9dLcr1+/0VqtJkmn03sByDQocUNCwrbdAVHP0tLPujaQGngkx1N7 92Y8BYQHEkMO0qllHcMIVIAwBBG6BU34nVQqhbNDzECMpspp06aknD59OqG+vmFJRUX5UxAQxrMG zCxrYAA4LEiNCQCqyd7evumTJ09aDwA0g8Q7isC7fr1mHKiMITqd7kH4dzJEk0NBpdSOGjUyJTw8 Uunv79uclrZnK5xMK8jNzXob+hEwevToN1taWndmZ189DSrjB2KxpBLAY05ISFwIwE/Oz8+b1tBQ lwztT4PnW0AS7fH29mYHDRoYlJeX5w8gOgqgLB4xIkY3fvy4j+6A6GdN9j07eAbOeGlsbMrw8fE9 2NDQWOfv72+45557t1+9euV93BMHoNJotSpxbS3E3QApIImEQPzXc3ML/gOqXR08s0SpbBABEOnN Z/gM/MCldVohqFIEwLHv2rVrO7DXAKK5IN3+CpJJCX+Cp1kL0knkq9Vp+8PvFpVK/TnYV3SAPNhp iepYU1OzHCQOmTRpyvmMjIwciUSqAvvLB9QyTXOz0VRaWvI1SKP7BAJmCryGDg1gCiYBtD0lICDA PHbsPb8rL69kQXpOAmxHQh/CDh8+Audg3Sl3ZqAHZsBkMsD1PkYCoDgJBLcafmit1dXVxNtbzrt+ vZqcOnXynwAcpqGhgQQHBwu0Wp3a29trHNw6eVCj0Q8D1Y+Eh0cUZGaenSqXezEgAXjoVQsLg4sf QHrB3ysMBu1cSE1qYBg+C1ICrrU1HgZ8nIGfD8rLKy6FhYUXtKo1iaCSnQoKClL7+PhcbGysN0K/ CDgndpaWlr762Wf/SoZ+zAIJGQxAWl9TUxUAUnHU5s2bhWCPyaEdEYwFvfwvgB0lGDNmjBLqN4Ez JDQ2dsyA5uamywDM/ufOnRvk6+s3/Q6IeoCA7lRBSEBAUE1wcCiAQwWR3o4lPj5+7f793wPBSp4C Lg9ubH9wgUtr4YcFJ4AXSIl4f/9WCDPxfjlr1pRtoOK9BjbN2YED8W5xsxcQ6pHW1pbFIN1+Cw4M UOvwFfkTIDXEIPXmApDmgsEPN/ZodWPGxL52/PjxVX5+vknoZgeJpAsJCS0wGPShv/rVr99ZtmxZ BYB1NUpGqVSSMXv2tN/+97+HvuTD7lcAIN/b2ycLJA4PVLw0sLt+AXWvbmhQjkIGAfZRPDhNHsJ3 UepGRkYVgln0/P8BrJFSfg7dkBEAAAAASUVORK5CYIJ= ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image019.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09 PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCABVAKIDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2RHWR dyMGHqDmlrwi2vbqycPaXM0LDvG5FexeF7ye/wDDdlc3T75pEyzYxnkiurEYZ0Ve9zmoYhVXax53 J4y1rTtVukju/NiWZwI5lDDG48ev612PhbxmviC4a0mtjDcqm/KnKMB+o615nqf/ACFrz/rvJ/6E a6L4b/8AIzSf9e7fzFdlehT9lzW1sclGtP2nLfQ9SoZgqlmIAAySe1LWT4quGtfC2pSocMIGAP14 /rXknqHnfiLx/qF/eyR6ZO1rZoSqGPh5P9ont9BWel74rdQyTawynkEeZzUngOxivvFdskyhkiVp dp6Egcfqa9mpgefeFLvXk0TW5rs3r3McYa3FwrMd2G6A9e1aXgnV9d1K5u11qORERFMe6Dy+cnPb mt7xDNJb+HtQlhdo5EgdlZTgqcdRXG/DvW727n1J9Svpp4oYVf8AevkL1yf0oA9DoryW78XeIPEm rGDR3miRifKhgwG2juzf5FX7DTPG6ajbNczXZgEqmQG5UjbnnjPpRYD0uivJfEutayni68s7G/ul BmCRRJJgZIGAPxqve3njDRVSe9ub+FC2FZ3DKT6HqPzosB7FRXJWnjT/AIoc6xcxqbhCYSg4DydB 9Aev51xcGteLfENzI1jPduV5ZbfCInoKLAeuzFlgkZPvBSR9cVxXg/W/EWo6yYdYikW38lmy1t5Y 3ZGOcfWofC0HiiDUpn1lrz7MLd8ebIGG7jHfr1qj8Pda1LUPELRXt/cTx/Z2bbI5Izkc0Aem0V5r qWmeNn1S6a0muxbtMxiAuVA2544z6VlXmp+LvDdxC9/dXKF+UEriRHx1HeiwHr9FcnbfELTJLWJ5 spKyAuo6KcciikB5ZXsfgv8A5FHTv+uZ/wDQjXjlex+C/wDkUdO/65n/ANCNerj/AIF6nmYL436H k2p/8ha8/wCu8n/oRrovhv8A8jLJ/wBe7fzFc7qf/IWvP+u8n/oRrovhv/yMsn/Xu38xW1b+A/Qy pfxl6nqdZniO0a+8OahboMu8DbR6kDI/lWnRXiHsHiXg7VotH8SW1zcHbAwMcjf3Qw6/gcV7Gup2 LqGW8tyDyCJV/wAa4XxF8N5p72S60aSIJKxZoJDt2k9dp9PasL/hXGvf8+9v/wB/hTA9I8Q3EM/h jVPJljkxbPnYwOOD6V534LV30rxGsedxsuMfRq3/AA54S1TTdB1u1uIollvIgsQWQEE4Ycnt1qx4 E8L6joVxetqUUQSaNVUK4bOCc5/OgDgfD1vql3fNFok5iuTHk7ZRGWXuAe/0rsdI0XxlDrFnJfXM zWqSqZQboMCvfjPNVtV+G+oW9+0+iTIYi25FZyjx+wPejT/C3i2HUrWSe5kMKSq0gN4TlQeeO9AG Zq3/ACU5v+v6P/2Wuw+Jv/Iqr/18p/I1l6h4P1a48bnU44oja/akl3GQA7RjPH4V0XjbR7vXNBFr YqrSiZXwzbRgZ7/jQB586sfhjGR90akd3/fNdb8LpYT4fniUr5y3BLjvggYP6VP4f8JyJ4OuNH1h FVpZWb5GDbemCD65FctN8Otfs7lvsUsUi9BIkpjJHuKAPUrr/j1m/wBxv5V5R8NXEXiOV2+6to5P 4Fa3vCvhnXtN1SWXUnLQtbugBuC/zHGOKZ4K8H6poutPcahDEIWgaM7ZA2SSO34UAYKa74k8U6zJ Hpt1MhbLpDHJ5aog9/yqt4k07xDZQQNrs0kkbORHvn8zDY5+nFa138PNasdRd9IlQxZPluJTG6g9 jUFx4H8VXaqtywmCnIEl1ux+dAHIUV1H/CuvEH/PCD/v8KKYGBXsfgv/AJFHTv8Armf/AEI145Xs fgv/AJFHTv8Armf/AEI16eP+Bep5mC+N+h5Nqf8AyFrz/rvJ/wChGui+G/8AyMsn/Xu38xXO6n/y Frz/AK7yf+hGui+G/wDyMsn/AF7t/MVtW/gP0MqX8Zep6nRRRXiHsGNqnivSdGvPst/cmObaH2+W x4P0HtVT/hYHh7/n+P8A36f/AAriPiX/AMjX/wBu6fzarun/AAzN/ptvdjU9nnxLJt8nOMjOOtMD uNM8T6RrEvlWV7G8v/PM5Vj9AetaNxdQWkXmXM0cKZxukYKM/U14frOj3fhvVvs8z4lTEkUseRkd iPTpXe6pdWviT4f2dxqd6tkryL5kvllxvXIIwPXGaLAdlb3UF5H5ltNHMmcbo2DDPpkVNXN+BbWz s9BePT74XsPnsfNEZTnAyMGrV54v0OwnaG41GISLwyrlsfXANIDaqtc6jZ2bKt1dQQswyBJIFJH4 1jHx74dAz/aK/wDft/8ACsTx3Z6TqV3YzX2rrZZgJjBgZ96k5zx0oA7W4vre2sHvZJR9mRPMLr8w 29cjHWqekeI9N115U06cymIAv8hXGenUVha3qum6b4JTTjeB3nsNtudhHmjbgH2z71y/w+1zT9Eu b5tRuBCJUQJlSc4Jz0FMD1mism68TaVZWVtd3F2EguhmF9jHcOvpVT/hPPDv/QRX/v2/+FIDoaxb DxbpGp6gLK0uS9wd2F8th068kVo2Go2mp2wuLG4jniPG5DnB9D6V5T4F/wCR8j+s38jQB6/RRRQB 4BXsfgv/AJFHTv8Armf/AEI145Xsfgv/AJFHTv8Armf/AEI16uP+Bep5mC+N+h5Nqf8AyFrz/rvJ /wChGui+G/8AyMsn/Xu38xXO6n/yFrz/AK7yf+hGui+G/wDyMsn/AF7t/MVtW/gP0MqX8Zep6nRS UteIeweSfEz/AJGr/t2T+bV6T4d/5FzTv+vaP/0EV5t8S/8Akav+3dP5tWnpvxLt7DTLa1OnTOYY ljLCQAHAxmmAz4qhf7Q04jG/ynz9Mj/69Z7Z/wCFULnp/aHH61j+INcuPEmrfaZI9pIEcUS87R2H uSTXXeI9LbR/hlZWkoAlWZGkHoxySP1xQBT0vUpdM+Ft3JbsUllu2iVh1XcFyR+GapeDfBqeI4p7 i5nkigibYojA3M2Mnk/hVqwsJL/4V3YhUs8N2Zto6kDGf0JqPwR4xtfD9vcWt8khhkfzEeMbsHGC CPwFAGZ4z0G38O6mlraySyI8PmEyEZzkjt9K0/iH97Rv+vIf0qh441y01/VY7mx8zy0gCHeu05yT /WtD4h/e0b/ryH9KANvV/D1pqPgi01GZpRPZ6cDGFYBT8oPIxXN+CPDdn4jnu0vWmUQqpXymA6k9 ePau5lRpPhntQEsdNHA/3K4jwJ4isvD93dtfl1SdFCsi7sEE9fzoA7PxDoWgw6HY2+rXktva2Y2Q tvG5uMY6c9OwrkbnT/BJtpPs2q3izbTsLKSM9sjbS/Ea9/tC9025gZjay2vmRZBGSWOePXpTII/B H2JPNkv/ALR5Y3Z3fex7cdaAJfhhdSxeIZrcMfKmgLMvbKkYP6mq3gX/AJHyP6zfyNP+Gn/I1/8A bu/8xTPAv/I+R/Wb+RoA9fooopAfP+4eor1Hwj4i0m38OWVrNqFvHPGhDI77SDk+tdCNF0wDjTrT /vyv+FI2h6W4w2nWZ/7Yr/hXbWxMKys0cdLDzpO6Zxk/gOy1G5mntNcidpXZ9oCsBk57Gqp+H+ua dKJ9PvIWkX7rRuY2rtW8K6I5ydMtQfVU2/ypU8N2MPNsbm3P/TK4cfpnFSsVJaX+9Ibw0Xrb8Tnr PxRrejYi8R6ZM0Q4+0xJnH1xwf0rrdP1K01S2E9lOk0R7qensR2NQLp93CMQ6lKw/uzorj8xg/rV YaCjXJuFRLO6/wCe9odu72ZTwR9c1lOUJa2s/I1ipx03Gav4P0vXL37XepKZdgTKSFRge341R/4V voP/ADzuP+/xrord51/d3SqW7SJ91vw7GrNYmxh6V4P0bR5xPa2gMw+7JIxcr9M9Ku6xo1rrtj9k vQ5i3h8I205HvV+igDM07S7Hw1pUsdsHW2TdM+5ix6c/oK4m8m8A305mYyxM/J8lHQE/TGK9EuIE uraWCTOyVCjYODgjBrlh8M9CAx/pf/f7/wCtQB5zrselyaksPh8TNAyhR5mSWcntnn0r1XUPCGn6 zDaf2isrSW8IiGyQr9aTSvBGjaPdrc28DvMvKNK+7YfUDpmugpgQW1pFaWUVpGuYYoxGobn5QMc+ tc9L8O9AllZxbyx7jnakpAH0FWPFmozW9nHaWDyfbJ3BKQjMnlA/Ow9OO9M/tZ9Mwqqxhki89I52 IaCNV+YuTk5JwAPerVNtXRDqJOxcufDGl3mkwadcW/mQW6hYiWO5Mejday/+Fb6B/wA87j/v8axv tVxLFdJLeXEEl0+ZdrjZGGG6TjGfkQKOvU1t/wBtz22mi4gikbZsJimJLOrL8gzjAYkr61UqLREa yZb0jwdpWh332uySUS7SnzyFhg+34Umm+DdK0nUxf2qTCcbsFpCR83Xj8aqp4nxPdSxqzr80mJJM IkUYwWGBn5myB64zU+k3cmsa2LyVDCtvbiNYt2f3jYL5+nyj65qXTkldlKonojoqKKKzNAooooAK KKKACkoooAKWiigAooooAKKKKACiiigDkfESx6d4ggvZYxcx3kYt3hYlcbW3Ag/zHettNIs7u2ja 5gjkJQ9sAKxyVx6dPyoorabfJFmMEuaSJP7E07du+yRZJYnjruGD+dSf2ZaC1S28lfJjYMqnJwR0 OaKKy5n3NeVdiFtB01kCGzj2hSuOehOcfnz7VatrK3sw4t4ljDsWbb3JooobbBRSJ6KKKQz/2Q== ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image020.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAANsAAAA3CAIAAAAKZ6juAAAAAXNSR0IArs4c6QAAFvtJREFUeF7t XAdYU1cbPhACJIQRFEEURFTcIu6BCPqDA8RCESlIWWJVqNTR2vrXbala66BqKcaN1gGoCAbZG4SC DInICMiQoawQE0xM+M9NQkggwciw4J/z5LkP3HvON97znnO+M+6VaW9vB9IkRWDQICA7aCyRGiJF AEFAykgpDwYXAlJGDq76kFojZaSUA4MLASkjB1d9SK2R4c+161yG/ytwaF5986/olSodnAhI+8jB WS//v1ZJGfn/W/eD03MpI/+9esm5umvXrqs5A2gAs/5p4FGoBKZ9Z0Iyqtt6q2vgTeVbNmQZyaxP Cdhmt8x43pw5cxYutdt2hljSa7x7W099LFedHR8fn13NlVJ7023hPMvfc/soU7B4Y/gue8/TQSmZ uTAl3PI9ev9Vb6ULmdpbIZKVG5qMZJLOrLfyCcikaC902r7d2XzCu8zrex1t98Q2Sub1IMzFRCsP U8XjMP1nWtafp1Ko2o7XEhOiYEpIS77pod9/0gdM0lBkJDNx/9brFdjFB8MjA3/zcXLyOUR4GH7W Sqs+8tCRSMqAQTWwgnXW+YVFBX5j0H9aauubgdr8pVPQPJGKior9J3zgJKEOHDjAlf72/vGBU9OD ZJzNDx+nl3LvlwOxdUY7ruycrcAviRm9WLP0Znh8mZL1l0Y4OAg+Pn7A/4W6yai6W3/8fu1+ZGRy udLUGbpKKAFdbSXEc6f/CgqPjMyu1zCYPJL3EMZMJwJrRphp1/wttihPigRamK2Fkf5+HC3Jz1k6 Myeoy3WYUBwREF+pa7ZpFUJDjqiU9hmLx0PrkQRjQJ5+AfPIIQd+uZjGmLzEQLVDCsfcUpzxXJ0O 6vGExZDK37TR6kiZ8TmIWCqioGSExUwtWPLDPnaqR8BB59xI5JsqbJ2QVzwvJmjm/eV78T5HL88d iet4CPaR6ak5bDB9mYWKsJPoJYtmAFCU9YSJ3KcUJsfHX9610mrrheTa2vLs9IgAH6v1Z0ich0h9 k87Zmznsv5tZ29ZWWxDm59n5kBMzBR9azyuamfIowMd+t8jOVwItThYb9t5KKG8GzaWxN/Y6rPz6 Et8GIfs5opILeV18Y+yetVaefmEFfPPW7kuEz3TU6E/ig68RK/llE+8Q4uNfKehjBaXRqkm5uZUw /7v6FzCGJFXTeIh0RK0f8JETFXmeDkkvqG2uTfD/Zu3RDEHxjeE7Vlp5niMiXpUn3IJe+YRz4yWO Fw9/dXP0heFrdk5JL0asocfI2qpaNlDTn9CFkACgJxtoA1BZXsYH7526NSEuISwwMCg27oqzLqi4 fuAyty5zT26/TNawJ0QTA8+eDSSG7l+Mrbhx5HpnRdcCY17RhPC98zHUxCtBtWKauVgtzKzjUIsC jC4SgggnCPfiwvYuBqTzP54v+kCHwUw8cSjyzWjnK3Fc8+KuOGrVP/rlz1yAXma5BAPI0XxKZiVl 0IHBf1YjHV9n0ne/EhX1wzwAtNb5wxjyirvIAFKsj5WXD1yvUJi/JwzqJwQSkyN+ntc5GgFK0I8H Exlz9zyIRrwKir7orEtL+e1EYkdjB9CgbbeS0xJib3r1IggZeoyktFIBwOKUJRgGtJZazeDFTugp W73NYF3GRyHESrwd1gAMHTd3PFW3/MZai12UksJv03NdvuU/nGyAB4DaKq69i9WSFhzRIDvL+7Cl OtdW9Ii1uxz1waugK4k9Gx93P5oqu9Bja0cIiJ6y0d0Ez36eRQbAZL3VsE5KZkXENXcnpATQIFnE +UgOjSADtZXutiN4cYC6pYUhX2ZtUEg2W+ApRNZlLqBmJOV1ZNGy/m7D+F7HrEOPkXJyMBBjs95L CDs/G3qOEWyx9TVwtaXo6TM6wDQlHOIu1SHpUjZs4q/r+P2gnFxnVPYxmrpq0Zo6Q7Az1zFeoAXo 5SXi+luOqqLnJWygpT9BwAKVL052dHWGK5fxKZkbndgMDK3thHtISe0V5+PzogoAps6cLVpOVi7s 4lHP/+7E7qeIGgxoruf7JIvih8qSmiKQrzeMVFqxGf9TKFrfqBf6+l5EX08Hhu6lxfxBgi+y/CUE RUNTXPWoKMMgm9LQwMvPDbH4qY6Nx6sr9wVKrtwuWrr6K4eCiIvvbyWBx9BmtTa3lyyKT4Fdvfnq bgGMJGL6lIdSKYhdSasiHq/a615R2BKJGInS1IcUhD+50VNklYfhHI/IT1qEW3+wT071uvBsQ9jX 5aUmdaVkVmYeG2jPmCWufsjlMEzUGqPHY43Kqt+QdTrBJCbe+ihLu2ihUVuFinNajY7e2J5kckjd wyhgYGulj1AyLT7lleysVf1OSK0Raj20GmUluGY6ZUtwV/AOLf8onMRmloiRshgcpCD8yWJV2t8z 2t/BqRtob4Px3L+RtOxsZ8nS486eF5q0Nt46/6BZ1uALW4FgmtbU2EnbyuiECoCZhgzdWrMNh4Hm qODOYBxOvl+WvOze7Urin1gt5qb6XbQ0PniQyZadZWbWY0igZTxfG64GPRTYvyk6Yz1njuMl3sCo s+o/kJLBB4LJsjMtuq45SGJyz3lmLJyNAflRjzq3GzixOy/NnDVZFuSHBnXOAgFoLCnpt70JiRgp 6EA7vbX51FfU+8cphG/77nyvJKjYHUXmxtc9bLfBzVpyTX5iwL51tidyga7Tz85wSOen5rAfvQJg hpqa/JAd3xDIsroOribIU8MtO01w1MjdTvuJ+fApfPyDrYOD+754pKl9bBKrRcfN2wJq2edxjKMl n/jzxl+evNN1+m7tB4ZZAzdvE1xD8I6tHOPJGYE7vrvxCmfiyo8XdaxXGoCGhoYBISSc0Hs46MLl iA07AhH9EDuHk52tQ8Vul4suKPJ35VpXQ44/47bO0XErAQaf/ZEkYySbLahLTmsc/FdOdxr/JnrC PBhcYs09FQzNZeSFAgoZtAI37lTbflPJZrf85MX9YLa65Yk7Z5ynwb1D3632a9x2BETU4JftvXvb h79BwVGitcpe66GP/Zo1a9x8E5s0Vx8ldCxHqFgcu+NrN6aBuNcNPl3jdjRVztz370OmQqt6Ehoq XgvaxDfkrPPY6mCOFre9MVRDZz9CFyNFaYHmXd1rin0aAL1bY7/VL0Nhpe+dYwK9IWecALIL136I 3BL60CWbgRfh6GrNpsTTiH6Pk2VzNlrBhbWOZOB1k+CzgGfdGvtdt6r1NxKubNTtna6upSQ6sYvW naZ+OB4WbfrFilGUrn4wBq1n+Dbcj3rnEOQf/ocQyEi+YDiaUy7vaEsPgXfkp5mqeJxBqY8SVPsu N6rlrHs7g8692acTu8zW+jdUliJ+JL5LXA2HOcfrwPlmqI9BW1NNU5uILBztnIco3PARyr2ZW3+U FnEm9FCRHPeAKOsqA+xtCCMPppyx7I3dEnIHAYcpHhux4EsoXnQ2yfpI8SqwK7ZAOjJL/2k6/iUl wIueGiSjiGOWPYUl0GOm478P4tKxLeMBHOjf5UTCv1HDdYFsX/XyLEIrjxg5shsdhc2FTBCfhfOw d3T8WC1dG40E9cZxT4R1zKxrwWSM2VqLAaQjNA8BpwdsJAFfAie7ZOkrM+DsG0pklucxChLoKbcp f21+7T2RVYfsm2Ctd8JrO6Otcf+ylnMeb+8dbz7l2Br4E7y2t739eFOlJSACcON4l/cGS+97TboO HssGlpD/DuCSMVJGRpR1yM33L5GYF7vcHb/7noLRCvg3u5W34qc4xwr++zbiHOQrvzgt6gLr9cuB 91VlkrGpqfGkAV6p+zRaBNFCdqxf1KnM3eTHj4kHHsxPqqGvcSQ0VnnDr3BOw7Wa1VhNC/ejRV+U kceMuIAsEDSfcX6XTezBpz7FkZ8UK6myT4GARH2kjBLv7BObLrzey7EQDsSvfabCQfl9xTMYNSo7 H8NZ7+RPXFCqGp/CD6mOzwUB0YxUXGAjN2oS30f0FM4qHhyjKwu6OC6DQQZGdnMdnLg07DWlhp6E /8rPtoRXRmEKvCqaOAsWkVFU+lygk/oxIAiIYKTi7NWqWy7gf7yPWfKV/NSlOIdDsM+Dyt/lx3Y3 Qdnx8LBfUxVmrZJV4+wns1nw0k5rgVd6ZAC8wu1vte9ucCdActoG+D1h+J8eyGAkObozIA5LhQ5y BETEkbJKeLUdN9Hj5wqaDrdqGvaZserL4U3+euTb0N+Hn8yB+bs4SQnYSk+5A28qO/liLTZ1ecp4 kdZyegObw1qYhmgcmZJ44yRYFGzS4w51T5Vfdvz2M12LNQ5dwRvkhBlw88TObOBkRXHROjmdqWxq 43vy09Ybe1gNVVxzlF1Pyo0c/y49iBZ3TVZNU8l6p+JsS/gHZC2zPJced7XtyT2+4XDGrWj6tcL0 ZXA3nFmSSY+52Jb1SNCtj2Zk9jWZiBIhYFQX5nit6jzBN+CgIQoCb+5zBl+0O876oDZaefTqB6kJ b5Hzcyi0+gYLtwBDVXmQbeUbP9VlxzGh3YMPChtcGW7fOuDQuvSlp1k/7dcg3kk01x5QGHrFyPcn N9vY8s1CKY5UxcgPqJXdhEvKSFqamd/jGsOv0y301VCMsie3jGJqN3z1w9mxnwMjGfWFESx965H9 ib1Ec+1PW9eSaJPTUMeP4f866EirIZ16fNflcVJoDaNDSkNMRl5Wc+3Nx3f/S6IDWlVQRjGZURsa ++DLhzGcbKyqsie7Q+7uTiY94xcCgCvKKzYnuRmJjGFqqsojFL+uKkvyCkkTOJXTnJiVEVHPy8OR n5XYJOBCcWkSW+8HhI7wpvzY+Wt2a1Dv5JfycrDpTwtivEKIpwpqBQ55QJNyDj8UMolcnBFU1fLs KdElitQEOE61tiRnEF1CiBfKWjoNZ0GBSd3dETCI8UxkBohJMtHlYcytDmlC/jaRr2YUvujwErwp JkAYAahqodTzj9sxGmOhPbcfHC6o6sAMUdsdSf5N4Zri2ThEGSmCtblJf2pfDb3yhkF9k+t+9cT8 JO7r8i9PRYcuv3hhSxlcDqCApvzd0XfnEYLOv6aC109tL582Czw/N+p5CfNtROadmVfjuEypz76m ffXR3WZGbUXscv+zuyuRqqgoiPYMvTAzKP0JhSpwBFyB9OyRVXQulxOMwliHhKIGwXV53VEzQNWV ZD7h8D95Hqq3Ro6qwMq6GHLWNae2ll76y0N/43juzgLrn8dn9UISU2iMXFLozD+uBXIW3FIzw1xv n5sfW1xOo9ZwnSL85VXcSKUXf//3qRlRXGdfHST8tiCukKqEK0XKBt7uepaJGnjzxMwYUglTSDho zbb6w9+rqJFKI++5c2rG40rojpC/KrRHCbd25vIoGZ8avPn5GxgAQ6s8Mzn7HYgEP/ucOiqgEmMI moRobqMViST/JremrLKFjjUOUUZS4jMyCLxfXhbEnZb2XUrD/OXeuU5OwU7epOXaBSlE/476mG+y vWWzJ2GeJgcl5W323hHrnYLdNx/Xosa/nZy8yTV4vWuu3dzRr/MuQ67R0tZHVqyw2p4K87j6hE2i /57EIxxQNIzY8f0/rubI3hQvYdyn64OKZ3eQymLdKSQr6k23FHwFF2/yt7l+Vfp5/O9+S3m9cmfh 2Yu2cA0OmqL4tLwQ6VvLwqyzZPe5bIMWRmzyPo4v2Z/a8SUKTfOyndsS1s5Dli0AWGG+k1N2W9aC YS9yksLgrdrKl2rGEVs8z61YFbRpnQeq6FwO7zgLTyUl+49yhW023wQjwr/eq1oTWADfHqL7h4TG 69qVujsFr/cstJnW+DSO4w5cuuvwFzXNeaxcRCEXh/KgsrYlE2cKTslSE6IjhpmTECSdUjdam1PS j5PEIUm59rREzXA9Aq+Td8w8fObzPMGXPIYoI2m5ZcVE3u9l8TsA4OAI9Nzn8l4OHjF3him78nEx tyKwM7UFXxpW1ed9lhA3Ah4YUlbn9lfw8AcKsJiwJpBxVk2ZlsVhfNZLGRyrqe45Nw9+5BxBtnHu yRvO+hJFvgX7D9bzh9VylpMnC0dVqIlzHcnbvyPOHwOq09dd9h0emNIx/HUahleQB28p8IQhqaS8 BqvMJnPbG4migCU38OpLU2PUiE4yY/XwPFPGTTGYyKxOgu8Pac2/ZLdwdFkOpywZ9l3VrYIBBDw8 P94c33op/O7hgopquub+jbsjFsD+vOhxDVtfnnaN08KvNctosd/kc3UK+GtlNFWd2/DKckPo+h5z Bb++Ufeokjp+1HieeVjDwE1ep8eLQ1LFXHdYFemeayzpSQt98rItdU6LBF9EGaKM1PKBLYz34yyg sNgsJTyPWwiWqqOwbIRevUhQlByjhM/4Nryt3sielmhQkx30OP3Hi4JwMMF5WjfOIrRVX2a8NmHz f5vcTKfURH2dKkwUASOZcEG3/W12h/Z8OR3b0R9aH9JQH8OVwCrxOvfbwlhSsUBALAyA9hGPbSHT 5KOTbhicOTz8ctw/nK6dyZajNvNbeNuEcROMuh8UHWdkj0EaXmrBC8q4WfZCXkIJYIwa//ujKDVV vAZsl2KQNDTfUrzWSKkienXAMeypgF85QRE/9f1Vp17U+QAUUVXWaH2VTgNzuFDSap/TsJP53334 KIWKCkrvle3WOHkL14pYEgGUzayp6nefuaErwFhb5HSJQIoNP/VV6+JCh3lcWmFHLnEdGbupWux5 a7yCApDR3rHexlRym8urngIF5LBxbup59vS4Tdyyr4ozk3iDBF8Ug/qSKr8Atg3jtYBR5P5n4IbY KYXmiqro96Mn2AYvEvroULdvYul5TlJZXBpnUM+wXNplHMDrKIHbb2B0wT3BT8/Ky2/WnrdcNJKM 141vcbpLzrkuOQcYUfdPW4RFr92yghuKwDRE+8hu1TVuvptq5c/3M6tge2O1XLqfkIo32irQZ0pe v2DiHCelDlFwJv4kcHFE+QdeKUL6j5KbxXJORnxgeQqNJ+mhyNG2vJkNq7k04niV7BI9sW/W686e uaQtdzOxnBMDM9KIAZaZzaKMpzzI4+RhtQSkFTRqTLHHA9gzotreZCMTXbjMFP0XbwtCoHR1zEL/ gN3lnV0oFg27someE3FJaXcvcWbIjOZ0m8uPUmEg1C0Zzp6hX5rsx5y6pes4gHGaNKaKFMeVQCuP sn+UiXwEQzSSrw5eP7UgkusgJ8nJCwZVn0sfCbQPO31ZF/hA59hD6KO8yvS7Lit6uWaOGvfHV2sa 7xB1fovAyjDfK477/SudD328Rs9xHO5c6USXbm1AfpxNjp2iPTFAKZHzhjkKt9TI8fYC8Z9AU14c ZEuxCb+ilIfCtrPAMKP7xmqiGKk8piVc42gdjQ1QmLGnnUwQzbMsz5IueJ8/uBPIYjUMzFRBxjvh mc1Yq9BFl9fcPnIWYY6c1iizh0uQvtvU0u1i8PUt5w9/i5alsRVXL3GbowB4obOg7uFGdvhE/1FG pt0Mwi9YT3xz9Qv/gx7w/ReUmssqj53IGC4SSdRJW7NnIdeUfBFA5JV0fW1NBBfYh+AKuaj64d9j 0FteA9wojKhgrseC3R9CUTUszBicRMu/YUFHNilueGWlJ04JIo0hL/lKPo3a1IRSEeNIx+q6Fr2a CjSEdwckQAAZNwGOE+oJJha9uoWFV8f15mUjrhwxEkQiCR18DZS6w/u5jNodyMpjVPuFjkjzxahK QkeI7Mvi8F0lWGcjsXTkSfuYjSUsDv9hR1CYUd1kSoCAPNxf6EpHpP/GjOoLHcVLEIkkdFAkvJ8b Iz+yH+yH7A/DzugF5w9bsO7wp9uhRg/DKqn2wzDQD+73u4jPbdTud4CkAj8xAp2M/MSKpeqkCIhE QDpqS4kxuBCQMnJw1YfUGikjpRwYXAhIGTm46kNqjZSRUg4MLgSkjBxc9SG1RspIKQcGFwJSRg6u +pBa8z8X0UWf9ZzI9QAAAABJRU5ErkJggk== ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image021.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEA3ADcAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYF BgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoK CgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCAB4AWgDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5Zz3a l3KK6T4M/Dq5+Lnxf8L/AArsrxbaXxJr1rpy3EgyIfNlCF8d8Ak/Wv3H8Ef8Eff2B/Bmhw6Hd/A6 z1eWCFY5dQ1W4klmnZc5dvmwCx5wBj8q/Xs0zrC5VKMZpty1SR+f4LLq2P5nTsku5+Cm5fWjcvrX 9Af/AA6q/wCCf3/RtWg/98v/APFUf8Oqv+Cf3/RtWg/98v8A/FV5X+uGC/59y/A7lw7i39tfez+f suudoPXpQCSM1+/Wsf8ABJf/AIJ9avZPYyfs56PCrrjzbWSWORf91lbIr8Zf24fgN4a/Zo/as8Z/ BDwbe3F1peh6kqafJeEGQRPEkoRiPvFQ+3PfGa9HLc9weaVJU4RaklfX5I48ZlWJwNPnqNNbaHj4 OetGQDz3ruv2fvhU3xu+OXhL4RC7+yp4i163sprhRlo43cb2X/aC7se+K/bjwp/wSI/YB8K6NDpE nwCsdQaKNUa71KeSWaUgfeYluCTknGBzRmWeYfK6kYVE3fVJE4LLa2PTdNpJdz8Dt6+tNLAHaXr+ gU/8Eqf+CfxXn9mrQf8Avl//AIqq9/8A8EmP+Cfl+Y/M/Z00mLYP+XeSVM/XD815q4wy+W8Zfgzu jw/jOk197PwCDL0308HsBX7VfHX/AIIQ/sffEPQpk+E8eo+CtXWFzZ3VrdNc25lI+XzIpScp/ulT 9elfkz+0h+zl8TP2V/i1qXwd+K2kxw6lYuHjngYtDdwtyk0ZPVWH5EEdq9XL87weZXjSumtWn1PP xeWYnBy5pK66tHndIcZyat7B/wA86+sP+CQX7F/w0/bJ+Pmuab8XIZLjQvCeiRX0+lwzNGbySaVo 0UsvIRdhYgYJO33rrxWKp4PDyrVL2j2OehRliKypx3Z8hnhtoP607OCR6dfav301T/gkV/wT61bR 30dv2erCDeuxbi1uZY5l9927qK/FX9q/4LWv7PX7SHjT4Mae0klr4e1ya2sJJm3O1vkNEWOB82wr n3rhy3O8JmdSVOkmpJX1sdmNyutgYKUmnfax5mOepoLAdQfSrkNq91MlsgQGSRUXcOMk4yfYZr9y Pgx/wRp/Yq+H/wAPtN0Txz8KLfxNrkdjGur6pqlzI5nuNo3lRkBU3ZwAOlaZnnGFyuMXUT97ovK1 /wAyMFl1THN+ysrdz8LN4zt7ilGa/ST/AILL/wDBNz4D/s5fCXR/j58BPDY0Nf7eXT9a0tbppIZV mRjHIgbOxgyYODgg+tfnLtH/ADzrfA5hSzDDKtTvbbXe5hisLVwdZ06lr+RVIOOB16Um5eoNeifs yfBtPj/+0H4N+DEt8bNfEviCCyuLqPG6OInLkf7WxWA96/a3w5/wSC/4J9+HdKj0f/hQNjfbECte ahcyyTPgY3Fi3U9fT0rizLPMNlkoxqJtvXS2x1YHLcRjk3BpJdz8DQ6noe2adX2b/wAFj/2GPhz+ x38VPDGq/B6way8OeL9NuGTTZrhpTbXVu6CUKWyfLKyxkAnrn0r462qOClehhcVSxmHjWp7M48RR qYes6c90V6Ceeas4X+4Pzowv/PMfnXTGSi9TEqF+KXcfSvsH/gmz8a/2Orjxjp/wO/bA/Z08HX9n qUy22j+NbizEc1vMzYWO6PR0YniQ4K98g5H6mN/wTG/YCkGB+yz4VxtPKWec8dOteDmHEEMur8la lLXZ3Vn6HrYXKZYynzwmvPR6etj+fLcByxx2pGZcYLV9Xf8ABXzwH8KfhX+2Bc/Cf4PfCvRfC+j6 Do9qrQ6Tb7TdTSoJWlf1wCqgdtue9eU/sVaL4Y8Qftb/AA78LeNPCGn61o+s+LLLTtR0vU4zJFLF PIIjkAjlQ24H1Ar06OMVbBrEJNJq9uu1zz6lB08R7G99bXPKOPf9aOPf9a/oQ/4difsDf9GreE// AADP+NH/AA7E/YG/6NW8J/8AgGf8a+e/1uwf/PuX4Hsf6vYj+aP4n89xIAz/AI0K2T2r9/fHH/BO P9gvwn4J1jxZB+yj4Qkk0rSbi8jjks22s0UTOAeemV5r8ELnVv8AhI7ubxC2k2tn9uma4W0s4wkN uHO7y0UdFXOAPQV6+V5xTzTn9nFpRtvbd+hw43L5YGK5mm32KRI6k0jEdK/Qb/ght8D/AIAftJ33 xC+Hvxx+B2geJG0OKx1HTdS1G13TRLM0kbQ5HVcxhhnoScda/Qk/8Ewv2BV4/wCGV/Cf/gGf8a48 dxJQy/FSozg21az06pM6MLk9bFYf2kZpfefz4bgFzmhPu8V/Qef+CX37A0u2P/hljwpyccWZ/wAa /Ef9spfCcP7VHjzSPAfgmw8P6LpfiK40/TdJ02Hy44IoWMY4ycs20sT3JNdGW55RzSrKnTg42V23 Yxx2W1MFBSlJO+nXoeUHoGPTOOtBIHBbvX1N/wAEjfA3wq+KH7Zen/C74wfDDS/E+j69ot3F9l1O EMLaaJPNSVfQ/Kyn1DV+st//AMEyv+Cf1tZzXl5+y94RiihiZ5JHtSqqoGSSc8DHU+lLMeIcNlmI 9i6bbaTvp1KwmUzxlH2kZJdOvT0P59Nyjjd+dOr3v9ub41/s9fFD4mXWgfsufA7w94U8H6TdNFY6 lZaeFvNVZflM7sSdsZOdqDtySc8eG7FHHlr+Feph60qlNScXG/R7nDWgqcuRO9uvcrUVZ2qekY/O jav/ADz/AFrZOz1MbMrE460Ukp/eYx0oq/MD1H9h8Z/bL+Fg/wCp707/ANHrX9HUoxK/+8a/nG/Y d/5PM+Ff/Y96f/6OWv6OZwTK2D/Ea/PuMv8AeaX+F/mfVcO/wp+q/I8x/aL/AGufgB+ynBpN18dv HkWhx67JMmltJbySee0QQyD5FOMCROvrXndn/wAFa/2Ar2Lzk/aD09RuxiS3lQ/kyg18t/8ABx8E Phv4OnPzDUtbxgf9MrPmvyzO3ceWDdTtwfwNGU8P4XMsBGvUlJN30VugZhm1bC4p04pfM/fK5/4K w/sBQwSXMn7RGl7Y0LFVhkZmwCeAF5PtX40/t1fHHwt+0h+1r42+NHgiCePSNa1RW0/7QuHkijiS IOR/Du2bsdQDg15KB1UyZ5wR7ev0o452nj2r6XK8iweV1ZVKbk21bX1X+R4+KzStjaapzSXXQ9m/ 4J5c/tx/C3n/AJnG1H6mv6GM5OP89a/nn/4J5f8AJ8fws/7HK1/ma/oWOd5Oa+Z4w1xlL/D+p7HD tvYTv3X5HmP7RX7Y/wCzz+ylNpEHx18fLoba4sx0sPZyyecIinmfcU4x5idfWvP9F/4K2f8ABP8A 13UYdLtf2hdPiaZsLJeWs0MY+rMgAr5I/wCDj4f8TL4P57W+uf8AoVhxX5jTQiWNoiuQykbavLOH sLmGBhWnKSk77Wtp/wAMGOzithcVKmoqy3Z/Txp97aanZx6hY3Ec1vNGskM0MgZJEYZVgR1BHP0N fAH/AAcDfALS/FPwE8P/ALQllbomqeFtYWwupViG6WyueMMevySKpGem5gOpr6j/AOCffiO58Wfs S/C3xBdFvMm8G2SNuH9xPLH6JXA/8FkoUl/4J3ePWliVtosWTI6MLyHn9a8LLZVMLnFNJ7Tt6pux 6eMjGtl82/5b/hdH4S1+iX/Bud/yXL4pf9ijpv8A6VTV+dtfol/wbnf8ly+KX/Yo6b/6VTV+gZ// AMiir6L80fJZT/yMKfr+jP1qHSvwF/4KsJj/AIKEfE5s/wDMcQf+S8Vfv0OlfgN/wVZ/5SDfE7/s Or/6TxV8vwj/AMjCp/h/U97iD+BD1X5HgWmf8hK1/wCvqP8A9DWv6djy7V/MTpn/ACErX/r6j/8A Q1r+nViQzYrp4w+Kj/29/wC2GHDfw1PkfFH/AAXtGP2D9o7eNtN/9q1+LY6V+0f/AAXvJH7B/wD3 O2m/+1a/FoOdv3f5/wCFenwv/wAir/t5/ocXEEW8dp/Kj3X/AIJof8n8/Cf/ALG6H/0CSv6Ca/nz /wCCZ7N/w3z8KHJ4/wCEugH3T/cfvX9BleDxarY6C/u/qz1chVsNJ92fl7/wchIXf4PgHHy67/7Y V+YcvyNzX6ff8HHv+t+D/wDu67/7YV+YUo3S7ff+tfRcPO2UU/n/AOlHh5v/AMjCfyPsnwz/AMEM f21vFXhjT/Felah4J+zalYw3VuJNfkVtkiBlB/cHnB5rzX9rT/gmp+1F+xl4StfHnxZ0bSZ9Hurx bT7fouomdIZmGUWTKKV3YIBwQSK/dL4FqR8E/B7bs58M2I/8l0r5/wD+C0Wjafq3/BPDxpLewBms rrT7mFtmcOLuNcj3wx/OvBw/EmYTzCNOdmnKz07ux7NfJ8IsK5RvdRv80fhZKhZGT+8uPvY59fb/ AOtX9A//AATV+Mur/HX9iHwD4/8AEEskmof2P/Z99PL96aW2Ywl+vU7AT9a/n5VWJCkfhX7Yf8EJ 9XuNS/YFsbaRvks/FmpQxjdngur/AM2NerxdTjLL4y7S39UzhyCpKOJlFbNfqj8/f+C0+f8Ah4V4 uB/58dP/APSVK8l/Yd/5PQ+E/wD2UPSf/SpK9a/4LT/8pC/F/wD156f/AOkqV5L+w7/yeh8J/wDs oek/+lSV6eF/5Ekf+vf/ALacGI/5GT/x/qf0VUUUV+Un3pzXxo/5I14v/wCxW1D/ANJpK/me0X/k EWn/AF7J/wCgiv6YfjR/yRrxf/2K2of+k0lfzPaL/wAgi0/69k/9BFfdcHfDW9Y/qfL8Q/xKXzP0 o/4Nxv8Akq3xZ/7F3Sf/AEfc1+rkvWvyj/4Nxv8Akq3xZ/7F3Sf/AEfc1+rkvWvD4m/5G1T0j/6S j0sn/wCRbD1f5kkP+uT/AHx/Ov5w/wBrf/k6z4lf9jxqX/pQ9f0eQ/65P98fzr+cP9rf/k6z4lf9 jxqX/pQ9enwj/vFb0X5nHxB/Bh6v8j2T/gi//wApDvB3/XnqH/pK9frF/wAFLfHOofD79hD4neId JneG6k8MzWcE0chVo2uCIdwI7jfX5O/8EXv+Uh/g7/rz1H/0lev1J/4KyaVeav8A8E9PiVDaQs5h 0mK4k29QkdxG7H8FBpZ7yy4goqW1ofjIrKW45TVa3XM/wR+BsSKIgiDCqMKPTFfUf7Cf/BKz4vft z+C7/wCJGg+PNJ8NaDZag1jFeX9s9xJcXCKGdVjQrhQGX5iec9OK+XSGx096/UL/AIIhftyfs8/C z4LXX7OPxV8eQeHdck8Tz3enzap+7tbqOZI8AS9FYFGyGx1GDX02eYjG4XBOphV719dL2R4mW0cP iMVy4ja3pqcLef8ABvF+0NDFKbP48eE5pFz5KNZzpvPucnb+tcnF/wAED/22BMzX+u+CYbWNj5tw utSuwQdWC+SM8dsiv2dtriKaNZ7d42jddytGcqwPQgjr/wDqqLVudJvM/wDPnIO/9w/4V8XHibOF pzL/AMBR9L/YeX7uP4s/mEv7f7JqU9q7bjDM8e4d9rEZ/SipNaH/ABP77/r8m/8AQzRX6bGXNFei PipfE7dz0r9h3/k8z4V/9j3p/wD6OWv6OZuZGGP4jX8437Dv/J5nwr/7HvT/AP0ctf0cz/61v941 +f8AGP8AvVL/AAv8z6nh3+FP1X5HBfGn9mf4HftFRafD8a/hrpniJNJaVtNXUYi3kGQIHK899ifl XMW3/BP79iWygjtU/Zb8Essa7VaTQYmOPqRz+NYP7df/AAUH+Gf7BFl4XvviR4L13WF8VT3kdn/Y axZi+zrEW3+Yy9RKMY9K8A/4iIP2VM/P8GPH2f8ArnZ//Hq8TC4POalFSoKTh0s9N7HrV8Tl9Os1 U5U/M+gfin/wTL/Yr+JHgTUPBsPwA8M6RPd2ckVjqWj6WltPazbG2SB4wCdpOcHg96/AW/sZNL1K 60qe486SyupbaSXGN7RuULfiRmv1g+In/Bw38DZPBGqRfDH4NeL18QvYyJpDap9mjt0nKkK8jJIz bQfmwFOcY4r8m57m4vLma+vpfMnnmeSeT++7MWY/iSa+x4Zw+ZUPaPFJq9rJvtufN51WwtaUPYWv re34Hsn/AATy/wCT4/hZ/wBjla/zNf0LP978a/np/wCCeX/J8fws/wCxytf5mv6Fmxu59a8jjC/1 ylb+X9Tu4eXNh5+q/I+If+Cwf7Bfx8/bY1H4fy/BIaMy+G4dUXUv7W1AwE+ebUpswjZ/1LZr4zg/ 4IKft23EywXEng22jZsPcSa+zCMf3sCLJx6d6/aosv3c07IPQ15uE4gzDBYWNGk1ZXtprq7noYrK cLi6rq1b3fmcV+zv8J4PgV8DfCfwdgvVuf8AhG9DtrCS5VcLM6IN7AdgW3EexFeFf8FpNcsNF/4J 3eMob2fa9/dafa2q/wB+Q3SNj8lP5V9S3dxb2VvJfXlwkMMMZkmmkcKqIBkkk8AAdzwBX46f8Fp/ 2/8Awp+0d4q0v4BfBnXhfeFvC91Jc6rqtrPug1O+KhVVMcNHEN3zdGZzjG3JzyTC1sZmkJLZSUm+ i1uVmFWnh8DOL6qyXysfCdfol/wbnf8AJcvil/2KOm/+lU1fnbX6Jf8ABud/yXL4pf8AYo6b/wCl U1feZ/8A8iir6L80fJ5T/wAjCn6/oz9ah0r8Bv8Agqz/AMpBvid/2HV/9J4q/fkdK/Ab/gqz/wAp Bvid/wBh1f8A0nir5fhH/kYVP8P6nvcQfwIeq/I8C0z/AJCVr/19R/8Aoa1/Tq3LsPev5itM/wCQ la/9fUf/AKGtf06scOT7108YfFR/7e/9tMOHPhqfIqatoei69Atvrek215HHIJFjuoRIoYdGw2Rk VTPgLwHI5km8EaOzep0yL/4mvM/23v2u9A/Yk+Ca/GjxD4RutetTrFvYGzs5ljkDShsNluMDbXyI P+Diz4Sf9G3+IP8Awaw/4V85hMszLGUvaUYNq7627dD2MRjMHh5clV2emnl/SP0JtvA/gi0uYb2z 8I6XDNbtugmi0+NWjb1Uhcg/StavhH9nr/guR8O/2g/jf4X+CeifAfWtPuvE2rx2MF7c6nG0cG4M dxAGTjBr7urnxWFxeFko4iNm1fe5rh8RQxEW6Tuk7H5f/wDBx7/rfg//ALuu/wDthX5gzMVl3Bc8 9Pxr9Pv+Dj3/AFvwf/3dd/8AbCvzClOJCa/QuHv+RRT+f/pR8bnH/Iwn8j99vg/+3v8AsVaL8KfC +i6t+1P4Jt7mz8P2cNzDJr0SskggQFSCeCCDkV89f8Fe/wBvj9mPx5+x1qvwq+Efxk0PxNrXiHUL SNbbRb0T+VDHMsjyMV4AG0DBOTnivyNCgfKB74HagfeyprDD8LYajio1nOTad1trr5I6ameVpUXC UUrq1/u8whAKKq/zr9wv+CIfhr/hHv8Agnt4cuZItr6prWo3n3NuQZygb3BCA5r8bvgL8BviJ+0t 8UNL+Efww0Sa61LU7hUaWOMslpCThp5T0VF5JJ64wK/od+B3wk8O/Aj4OeGfg94T/wCPHw3o1vYw ttx5uxQGkPuzbm/GuXi7FQjh4UPtOV2vJJm2Q4epKrKrbS1vyPxf/wCC1P8AykM8X8f8uen/APpK leS/sO/8nofCf/soek/+lSV61/wWn/5SF+L/APrz0/8A9JUryX9h3/k9D4T/APZQ9J/9Kkr28J/y I4f9e/8A208yt/yMn/i/U/oqooor8pPvjnfjDBJdfCLxZaxH5pPDN+i59TbSYr+ZvQzu0e0b/p1j /wDQRX9Mnxe83/hUfivyAfM/4RnUPL29d32aTFfzN6Knl6Zbw4/1cCL78LivuOD5ctOt6x/U+Y4i XvU36/ofpR/wbjf8lW+LP/Yu6T/6Pua/VyXrX5O/8G4spX4wfFeLyv8AmWdKbd/283HFfrEwwcV4 nEnvZxUXlH/0lHpZMr5bH1f5kkP+uT/fH86/nD/a3/5Os+JX/Y8al/6UPX9HkRAmQk/xj+dfze/t VXlvqX7T/wARr60JaOTxtqhRmHJ/0lxn8wa9PhF3xNZeS/M4eIP4VP1f5Htf/BF7/lIf4O/689R/ 9JXr9sfi38OvD3xe+GHiD4VeK03ab4i0e40+8xnhJUKkjB6jOfwr8X/+CHWijWf+ChOhyhN39n+H dSut2emI1TP/AI/iv3EwM5xXNxTLlzKLT15Yv0d2dORxvgXfq392h/OD+0r+y78XP2SPiRefC34t aBcW8lvcOun6t5ZFtqcIPyzQtjBDLglc5ByMcV5+UUjBA29PqK/pQ+MPwQ+FXx98ITeAPi94Hsdc 0mbn7PfQhvKb+8jdUb/aUg/Wvzx/ar/4N/bWaS68W/sieO/s58rcvhTxAxYFgTkRXI6Z4wrqf97H Fe3l3FGHrxVPE+7Lv0f+R5uMyOtT1o6rt2Piz9mj/gox+1l+yc0dn8NPiXNdaOJQ0nh7XM3Vm3PI VWOYs5OShHqQcCv0/wD2Lf8AgsV8F/2sk/4Vz4/09fBnjS6t5I7XT5rjzLO/kKHAglbHzdcIwyex NfkX8dv2a/jn+zR4kHhj42/DjUtBmkJ+zTXMP7ifBP8Aq5RlH6Z4Ocdq4m1mmtJ0urSV4ZY3DRyR sVZGByCCOQQa7sZk+W5pT542Te0o9/PuceHzDGYGXJK+m6ZBrmf+EgvhjH+mzf8AoxqKhmZpLl5J GLMzZZm6k+tFe9HY8xu7ueofsO/8nmfCv/se9P8A/Ry1/RxOcSt/vGv5xv2Hjj9sv4WH/qe9O/8A R61/R1MSZWGP4jXwPGH+9Uv8L/M+p4dfLSm/NfkfmT/wcfc+G/g+Qv8AzE9c/wDRVnX5bjcRnbX9 Bn7Zf7BPwZ/bjtPDtn8YL/WLdfDM11Lp50e6WMlpxEH3blbOPKXFeMQf8EFP2HIYljaXxY7L96Rt aGW/AJWmT55gcDl8KFW/Mr7LTV3JzHK8VicU6kLan4sM23qPpSj5hX7VTf8ABBj9heWwmttnitZZ MCO6GuHdD7gbSp/EHpX5M/tZ/AJv2Xv2jfFXwI/t86pH4f1DyrfUGj2tNE6LJGWA4DbXAOOMg4r6 LL86wmZVHTo3vFX1Vu3+Z4+Ky7EYOmqlTZnQ/wDBPL/k+P4Wf9jla/zNf0LNy5Br+en/AIJ5HH7c fws/7HK0/ma/oWJySfrXy/GF1jKTX8v6ntcO64efqvyPkH/go3+3dr/7D3x6+D2qXrSTeDfEH9rR eMLGKFWkMSNZiO4Tvvi8xzgHkEj0x9WeE/FXh7xv4c0/xj4S1i21HSdTs47rT7+1k3JNE67lZSOo IIr8zP8Ag4/G7UvhAu3P+j64P/HrH/Csj/giH/wUOfwpq0P7G/xh1lf7KvnLeBdSupAv2WcklrEk /wALZzGOzZHcY45ZT7bI6eKoq8le67q+/qjpjmHs8ylh59bW8j70/b4/ZVu/2xP2c9V+E2jeKrzR 9Vz9q0e6t7ySKJrlVIWObYfmifJU5zjOe1fgD448CeL/AIYeMNR+H3j3QJtL1jSbp7a/0+ZcNFIp xj3HoRwRyK/pkLeYcAfXnrzX5/f8Fo/+CdKfGXwjc/tT/B3RZpPFuh2w/wCEg061i3HVbJFOZQv/ AD2jHf8AiTg9BWnDebLCVfq9V2hPZ9mTnOXSxFNVafxR380fkRkYzmv0S/4NzT/xfL4pf9ijpv8A 6VTV+dUciuMxncPUGv0U/wCDcvP/AAvL4pD/AKlHTT/5NTV9dn//ACKavovzR4GUxl/aNO5+tY6V +A3/AAVZ/wCUg3xO/wCw6v8A6TxV+/P3RzX4C/8ABVdw/wDwUG+JxX/oOJ/6TxV8vwj/AMjCp/h/ U9ziD+BD1X5Hgemf8hK1/wCvqP8A9DWv6dW++3FfzEac+3U7UY/5eo//AENa/p3zyzGurjD4qP8A 29/7YYcOfDU+R8T/APBfDn9hDp/zO2mf+1a/Fobu1ftN/wAF7+P2EcH/AKHbTf8A2rX4tjpXpcKy 5crv/ef6HFn3u47/ALdX6nuX/BNAH/hvn4TjP/M3Q/8AoD1/QVX8+3/BND/k/n4T/wDY3Q/+gSV/ QTXg8Wf79D/D+rPU4f8A92n/AIj8v/8Ag49/1vwf/wB3Xf8A2wr8wZgWkKjvxX6ef8HILrHJ8H2b +7r3/thX5iMSZche/SvouH/+RPT+f/pR4ecf8jCfyP2E+F//AAQs/Yt8WfDfQPFOsX/jL7Tqej21 1MItaRVEjxKzY/d8DJOBXR6Z/wAEFv2GLK4W4uj4wvArAiOfXgFb2IWMHH419V/Atgfgn4P/AOxb sv8A0nSurHSvia2cZp7SS9tLfv6n1VPL8F7ON6aenb0PPf2fv2WPgL+y74em8N/BH4b2Oix3Tbry 6jXfcXJ7eZK2WbHYE4Hau+fkc1IelN2s6hVHevLlUlUm5Td2+rO+MY04JR0SZ+GP/Baf/lIX4vx/ z56f/wCkqV5L+w7/AMnofCf/ALKHpP8A6VJXrf8AwWpQp/wUK8Wkn71jp5/8lUr5m8DeNPEXw38a 6R8Q/CN6LfVtC1KG/wBNuGjDCOeJw6NtPBwQODX6xgouplMIrrBL70fA4qXJmEm+kv1P6aM8dDSF sc1+Fh/4LQf8FCjn/i79oM/9QO3z/wCg1Rg/4LC/8FBbe8S6Hx0kk8s7vLk02AqfYjb0r43/AFTz H+aP3n0bz7CxWsWfuxrmlrr2h3uhO20X1nNb7iOm9Cuf1r+ZbX9Gm8PeJNS0G4HzWGqXNq3y4yY5 WQ/+g/rX74/8EzP2nPGn7WP7KGkfFj4iJb/22t7cWWoTWsYRZmhfAkx0UkdQOM1+Tf8AwVy+AOsf Aj9uDxVJNpDW+leMLpte0SXOElSYjzVHYFZdwI7ZHrXXws3hcfVw1XSVvxi9fwMc7jHEYSlXjqv0 Z6R/wQJ+KVn4H/bO1TwDfXHlR+NPCkltCzfxXFtIJo1/FGl/Kv2aJGFUD6V/Mr4R8W+JPAfiex8Z +DdcutN1XTblbiwv7OYpJBIpyrKR3z/UdDX2b4Y/4L6/tsaDo8enarofgzWJkA3Xl5pMscjfhFKq /pXTn2R4rHYz29Czukmr220OfK81o4bD+xq6auztffU/ZLxL4p0LwT4cvvGvifUo7PTdJs5Ly+u7 hwqRwxoXZiTwAADzX80vjrxJH4x8e6/4yiEgj1jXLy+j84fMFlneRc++GFfRP7T3/BW79rj9qTwZ d/DfxNqml6HoOoRmPUNN8P2jRfaYyf8AVu7sz7PVc4PevmAfIu0At/Wu7h/J6+WxnOtbmlbRa7HL m+Y08ZyxpLSN3fzfkfc//Bv34VuNX/bT1rxRFG3laH4FufNI6AzzxIM/98Gv2XLY6Cvz6/4IB/s3 3Hw9+B/iH9oTxBpbw33je+jt9JaRMH+zrfPzDuQ8rMeR0jGODX0h/wAFI/2iPGP7Lv7H/ib4u/Dy aGPXLdre10ua4h8xIpJpQm/b3wu4gHjOK+Vzr/bs6dOm77RXrt+Z72WJYXK1OXnJnupIB5H3unvS OAMBhj6ivwr07/gs/wD8FBrC5knX4u2siySbvLl0S3ZFHoo28A10EP8AwXU/bxihWN9a8NSMv/LR tAXJ/wDHq1lwlme3uv5/8AyWfYLfU+7/APgujpun6l+wFrF1e2scktn4g097WR1G6FjKQSO4yOo7 1+JEfIzivoL9p7/gpr+1T+1x8Pl+GHxY8Qab/You47maz0/TVi86WPOws3XAJzivn5V29D719bkO BxGX4H2Va1+ZvR37Hg5ti6eMxXPT2t+KKj/65qKH/wBc1Fe5E8w639n74h2nwl+O/g34o6hbPNb+ HfE1nqF1FH954o5lZwPfbnHqa/f7w5+3j+x14p0iHxFp/wC0n4OSG8jWWNbjXIo5FDDO10Ygowzy DyDX86kXEqkHH4f/AF677Q/2dPjN4g8E23xF0bwLNL4furpra11ZrmGOFphkmIs7jD4GSDg7ecV4 edZRhcynTlUnyNaet/U9TL8wrYRSVOCaf4H7+H9tH9kMnP8Aw0z4J/8ACig/+Ko/4bS/ZE7/ALTP gj/wooP/AIqvwM0/9lX9oXU/EOveFLL4ZX0mpeF4/M8QWTSRK9jFtVvMfLfdwy/MMryOaxvBfwa+ JnxB8P6t4p8HeFZb7T9DhaXV7qOeMC0QfxOCwIHYHoSQOpxXif6q4GUb+3btbs97W+89D+3MTHR0 vz6bn9BFx+2v+yHDGzyftM+CdoXLFfEcHGP+BV+Hn/BRD4teCvjh+2f48+J3w61P7douoapGtjfB NqzrHDHEXUf3SUJB7jBrmPDf7Jv7QfjTQdH8S+GfhdfXlj4iZxoMglixqG37yRAuC7DoVAJB7c4r lNE+H/jnxD4sbwHpHhe7k1pJpIptMeMpLA8ZPmCQNjy9uPmLbQvfFenlOT4PK606lOrfS2ttr6v7 0cuOzDEY6nGlOHKr3/4B0/7LPxQ0r4LftH+B/itr0PmWOg+JrW7vFU8iJXG8/gpJx3xX7z6X+3R+ x1rGmwavY/tM+CzBcxiSPzNehVtpGeVLZB9QeQeK/Ajxb8B/iz4H8Jp4817whJ/Ysl19kGrWs0dx bpcYz5LvExCPjs2CccVraR+yR+0Zr+laTrWi/Cq8vLfXrWSbQ3gmhLagiYLeSu/LkAjIAJBOCM08 2yvCZo4VKlTlcbrTr1tr1X5GeX4zEYFShGPNez/Q+qv+C7X7UXwl+PvxU8FeDvhJ4ts9cg8KaXeP qGqadOJLfzbp4dsasOCVWHJwcfN7V8K293eaffQ6np11JDPBKr280Mm1onU5Vg3Yg857V1/hr9nb 4xeMvC97428PeBbq40nT70WmpXhmjjjtZskeVIHZTGx2sACATtPXmsDxj4G8WfD7XW8MeNdHksb5 LeG4NvJtfMUih0cFWKsrKQRg9DXpZfQw+Ewqw9OXNZNffqzlxlatXrurJWufsV/wTk/4K3fCH4yf COz8I/tHfEbS/DfjbQ7eO3v7rWbkW8WroPlS5jdjguQBvTOQ2SODX0dcftsfsg21u01z+0x4H2xr lv8AioITn2xuz+Hev54/EPg/xJ4PtdLvPEei3FnFrGlrqOlyTJxc2rMyrMnqpKNj6VpeI/g98R/B /gvR/iL4j8G3lroGuM8ekarIoMF0yDLKGUn5gOqnB9q8DEcM5fWrKcajipOySs1fyPUo55i6UOWU E2vXb7i9+0LrPgLxH8evGniL4VW3k+GdQ8VX1zoMaxGMfZXmZkIU9BjkCvqP/gh7+0x8Jf2c/wBo fxVa/F7xRbaJZ+LPDcFpYapfSBLeOeCZpNkjH7u5WOCeMr718qa58Gfid4a+H+nfFfXfCM1v4e1i Qx6bqjTRmO4deSigNklcjIxkZGcd3fD74H/FT4taVqmufD3wdPqdnoqqdWuI5okS1VujSF2G1ScA E8Z4zmvexWGw+IwLoSlaNlG/a2n5nk0a1anjFVS1vf8AX8j+gG8/be/ZAtLaS6uP2lvBIjVSzf8A FQQnjGegbnivwm/ba+MWg/H39rXx78XfCtx52l61r0r6bcbSPOt0xGkmD03KAfxrjfGHwl+Ifw98 Xw+A/GnhO60zVbiOKS3srrahmST/AFbq2dpVuzAla6TxT+yZ+0Z4KN9D4m+Ft5aTaXprajqEM08W +G0VN7TFA5bZt5zjGOa8/K8rweVVHUjU5nJWW211f/I7cdmFfHRUXCyTu/u0PPIpmtrmG7Ee7y5F faDy2GBwK/oM+E3/AAUP/ZG+KHw+0jxsfj34U02bUrGOW60y+1qKOazmIG+Jlcggq2V5HOK/CrSP 2afjdrvhjSvG+m+A5pdG1pmXStQa7gWO6ZcbkUs4ywyuV4I3jI5pdH/Zq+OWuWmuXemfD26kj8M3 v2PxBI1xDH9gm3bdk25xt+fgEjBPQmtM1y/B5pGPtKnLyt6q3W1196SIwGKxWBvyxvzWdvx/I/RH /guT+2n8CfiV8BNE+Bfwo+IWl+JdRv8AxFFqV/LpF0s0dpBCj43MuRuZ2AC5zjJr8tVJPSuy039n n4zap47tfhbpPgK8uPEGo2q3djpcMkbPcxHkOhDYbIzjBJOOlVvHHwT+K3w20Gz8V+NfA91Y6Xf3 MlvZ6k22SCWZMbo98bEBx1Kkg10Zbh8Ll+FVCnK+t9bat/8ADGGMr1sdXdScbaW+43/2Qvi5onwJ /ag8B/F7xLGz6foPiS3ub7Z/BDkq7++1WLYHJxX7v6X+3L+x/q+nwanZftMeCTFcRq8fma9CjAEZ 5BbKnHY8ivwasf2Uf2hdR0nRvEFj8Nrx7HxGNuh3H2mBVvzkAeUS/wAzZOCoyQSBWNdfAj4uW3hP XPGsvga+GleF9QNl4huNqn+zZw+wrKoO5Bu43EAZ71xZpleBzSpGc6nK1ppbXXbXszswGNxOBTgo Xvr/AF6o+wv+C6H7WXws/aH+KngvwR8I/FFlrlj4R027lvNV02cSQvcXTw5iVxw21IFJxx8x9K+K PBWg6T4m8Yaf4e8Q+KrLQbG4ulS61bUPMMVrHnJciNWZuM4AHJ44rQ0D4MfEfxJ4D1H4l6H4VkuN B0hturams0fl24JxhgWDAk8Dj5jnGateE/gL8VPGGgW/irSPCvl6XdzNDZ6heXEVtDcOv3gjSsu/ B4JGQDwSDXfhaGHwOD+rxltp533v+pxYiVbFV3VlHfW3l0R+0/hT/gq5/wAE5/CPhvTfC+n/ALQc P2fTbGK1g36Td52ogUf8s/QCtFf+CwH/AATyx/ycJb/+Cm6/+N1+Kmmfsx/HvWPFms+BrD4aahJq 3h+0W71qxLRq1pbsoYTHcwBTaQ24EgArzyKxvHvwl+Ivwx07TdX8c+F5LC11oT/2TdNIkkd0YSok 2FGIO0uufrXhLhfLaj0qtt67rrfy9T1v7bxcY3VNdup+4h/4K/8A/BPEjH/DQlv/AOCm6/8AjdI3 /BX3/gnkVwP2g7f/AMFN3/8AG6/CHS9PvdZ1ODR9MtlkuLiVY4o3kCAsxwOTgDn1IFdzJ+yp+0LF 8RbL4RyfC6+HiXUbVrqx0VWi+0TRDB3Ku/uGBUdWHIBGTRLhbLqfxVZLS/TZb9AWfYx/YX4/I9o/ 4K2fET4EfHP9pF/jx8BfjDY+I7LWdNt4dQsxbzwz2k0KbM4dADGVCc5zndxXyuG3Jkj64roPBnwm +I/xI8aD4b+DPCdzea/5kkf9l5Ec3mIcPHhyvzg5+XrweK2PDn7Nvxv8X2usX3hbwBcXVv4dmMGu TR3UO2zfdjDkuMDPG7oTxmvo8N7HB0I0ua/Klv26HjV/aYmpKpy2v/TOHwucbaCBt4HP6V03j34N fFP4X2+m3/jrwReafa6yrHSbxwr293twGEcqEoxBPIzkZ5xW7efsl/tE6fcRWF78MrqOe40/7dbw /aYPMuLYIz+cieZl02qxyM8A1t7anGPM5Jr/AC/yMlh5Ql8P9P8AzP0f/wCCZP7cf7F/7Jn7KGl/ Cj4mftD6W2sNfXN7ew2mm3kiQea2RHu8rDFR1xxnitj9t79pz/glF+278Lf+EG8bftCw2OqWLNLo HiC30O5aexlIwR/q/mjbjcuQDgdwK/Ku0+CfxTvfhXN8c7XwfPL4RtpFjuddV0aGJ2YBUbDZBJ6A gH0yOQnjz4P/ABH+F1npeoePPDEmmw61ZpdaW0s0bG5gZQyyqEYnYVYYYgA9uhr52WRYWWOdaNaS qOTfTR9VsevHNMTHCRpSprlSW/Yg+JPhHRPA/jC48PeHPH+l+JrKP5rfWNHjmSGZSTgbZlV0bjlS DjPU1hHrwal0rS9Q1vVLfRtJjWS4upljt4mdV3MegyxA6+td34p/ZU/aF8GR6vL4n+GV7ZnQ7H7Z q1vJNCZbSDj966BywT5l5xjketfQucYJRqPXz620/M8r2cpSbgjz5s54I5r279jj4SfsreLvFdr4 q/ay/aC0/wAO+HbWcNceHbazuZb6/Az8hdIykSE4yckkZAArz7wl8Cvip440a28QeHvC7SWN9M8N hcXFxFCt3IpwVj8x1388cZGeM5pNG+BHxm174nT/AAV0v4fak3iq2mdJfD8kXl3Ksv3l2uV5xyMd RyMjmorSjUpumqnK+6tdd9woxlGSqON/U/avw1/wVX/4Jq+DfD9j4W8L/HCxsdP021S2sbK10W6W OGJFCqigR8ACvGv+Cj37dv7EP7V37JPiH4N/D79o7TY9bupbe6037Zp93HE8kMofYzeUcZGRnHXF flv43+CfxY+HXhyz8Y+NPA11Z6Tf3T29rqa7ZLeSZRlovMjLKHA5wSDjtVTwV8K/H3xHg1S58E6D 9qj0W3SbVJvtEcSwRvJsVizso5bjrmvAo8NYPD1FXjVejvfR6o9ieb4qpF0501qrWMBTj5Qe9K3P Fd/4h/Za+PfhKx1XU/Enw4uLGPR7VLrUkmuIRJbwyFdkjJv3YYuuDjB3Cs3x58Bvi98Lxow8e+Dp tObxBhtF864iYXakgK67WOVJ4DcLnPPFfRKvRlJJS32PH9nWjrayRyJBoBwOa7vW/wBmb47+HPH2 k/C/XPh5dW+v67Gr6PpcksXm3IIDKQN+MMCNuT82eM1B4x/Z4+NPgDT9S1Pxf4CurGLR7hYNXMkk TNZSs+wRyIrlkO75eR1pxrYdtWktUHsavLa2zOBk/wBc3FFDkmZqK6kYiwBfPG419U/DHwf8IfGH /BOjT9O+M3j268P6Ofj82+ez0U3pnDaTCrqQGXZ8hJ3c/Svle3y06817Bof7Tejaf+z3afs4ax8B 9C1LR7XXn1tr2TVLyO5lvjB5HmExyBQvlgDaBjvXn46nUq04Kn0ktdE0reZ04SUacm32e/qej/s4 TWer/Eb9oCLRfEFxrNjF8JddttF1G7kMktzYQT2yQtkgFgIUX8Frx74NRSH4ffFS5SJvJTwRbxXE gPG5tWsTGp9c7JCPoa1/Dn7WXirwV8abP4veEfA2h2MNjocWjN4XaOWSwuNOWDyHtZN7b2WRdxYk 53MTWZ4/+OemeJfCF14C+HXwl0fwbpGq6nHfaxHpdxPPNeyJkxRs8zMRDHvdkjXAy5JzxWPsavtG uX3Zcmt07ctrr10RrKVNxWuq5vx/4c+l/gt8IdL+MfwV/Zh0ST4hwaDf2vjDxJqNjbmFvtGpvBdW s/2e3k+6k77NibuCX/CuV07xvrvxe+Hn7V37RkHhOPR/EeralpsF9pbLmXS9OvL6f7XFkjliYoo5 GGM89mrx/Vf2qNZvPhL4J+Gmg+CdP0W48AanJqPhvxFY6hc/a4LqV0klk+Zyh3vGjYx8uOOM1sXv 7bfju9+M2rfGn/hANB+1eKtHOn+PNH8uT7D4jRwPNeePd+7dyoYmMja/zDmuN4PEe1k1FPV6X6Kf Nb/t5aeVjojiaMacYuTVra/9u2/Cxt/8E+77TtQt/i98NvFhLeGdZ+EerahqVoWVY0u7MRyWdxz0 dZG2huv73Fdr4Og8BaP8Iv2Xfip8Qvira+GdP8Jajr+py+XbyyX14qarbytHarGpUv8AIF+ZlH7z PODXgt98drXS/BGsfD/4VfD6y8M2viNEi169W7lury7t0ORaeZKfkg3gMyry5C7ydq4l+I/x8i+J Hwf8H/CGX4aabp8fgmO5TSdWtby4aaT7TIklx5iuxRi8iBunHQdTXTUwtStWcvhi5K+10uRxvr1d zKniIUqSs7tLS+z96LX5Hu2m+LPhz8e/gT+098SfEms3PhfQ/EvxP8P6nbyQ6V9tkgWS41OSOMxK V3E55IOBXinj74ceHPHf7TNr8Ivgn4rudZ0K8vrLSPDWq3zHP2bZGmWOMIqZbIxhApHal+G/7SFl 4C+DWvfBG9+Dej6xpfibULO81y6utRuop5pLUyG32mNwIwnnSZwPmzzmrGk/tTJofi3S/EWnfBvQ 47bQ/C82iaLpa3l15dms3nedcht+9pnEzZZicFVI6UsPh8RhpVFBOzulqv5Urvz0CdSnWjGM2vP1 u3ue8ft2fDjRfF37KmgfE3wx4w8N6w3w38ZXHhiNvDmsJeiDQLlA9gZ/L4jffFJx28wiuR/Zn+K3 w60n9nLQf2ffj4Y4/AHxA8W67Df6p5IabQtQit9L+yahE3O0RPM4de6O2eteT/Bj9oeD4QeBPG3w 9Pwq0jXtN8fW0Ftqg1K+uUNtDBIZIhF5bAB1c7hIQW4x0NZWvfF3Ste+C+hfB9vhnpdr/YN/dXlv r0NzObqaS48oT+YrMUbcIYQPl48vjvUrA1PZOg7uKldNWWj1bXpK/qXOvB1vaw35bW6XX+aO6/ao +C/j/wDZ4+H/AIU+D3xESN7jTNf1uWzu7WQtb31vL9lMd1Cc4McigMGHXkHpVn9jXR9J8QfDb46a LrfiK30m1uvh3axzahdW7SRQj+04PmcLzt9cV538Rvjz4/8Air8OPBnw58cXAurfwLY3Fnotw7Hz RbSOrCJieoTbhfY4PatD4QfH2H4P+BvF3gf/AIVVo+tf8JpYpYanfahe3KSQ2yP5ipGI2CqQ4Vic EnGOlbOjingeR6zvq/8At5O/62MI1KP1pTT0t+lv+Adx/wAFFodS8Jat4L/Z+v0gvLf4e/D2HT7H xFbcxa5FOWuPtcR5zD8+1BnICnPWvUf299D+C2n/ABc8R+K7z4taraeMm+GGjwaV4ftdKaOGdpbS 3ikje43HerQNJ8gUZ6ZFfPXij9o26+Ivwo8J/C34m+ANJ1oeDJGi0fWmuJIbz+zWOW06R0Yb4d2S rH5kJOCM12Xi79uaXxX8Ubf40XP7PvhePxRZabFZWWpLfXjpbCKDyIZhC8hRpETkM2RuAJFc/wBV xK9n7usea9muttde+/l0N/bU5OXvfFy/gtvxOi0Dwd8KfF/7D/wbs/iv8TD4W0//AIW94i8y4XR5 LnzI2XThI25GAiKrzuYHOe2Kj+CUPhLxn8P/ANpqbx58RL1NNuLfSDN4lNkb6aZV1g+XKUBUyswA JOe+a8l1j48Lrf7Ovh39nN/hnpcNn4Zvp77T9Yivrj7V9puFjW4kYM2w71hjG3GFxx1q58Jv2g7H 4W/DXxN8NJ/g/o+uQ+Lxbw67e32oXUc00EMolijTynCxhZAW3AZOQDwKv6nifYzjbVzulpoudSvc n29L2qaasotPfflseofs16Z8O7H/AIKK/CvRPhj4yvte8OWuqabFY6pqEJRt3kBpV2dIwsjv8gJ2 9MnqbHxa0uT4KfsCw+DdA1O38V6R8Sfibc6xJ4gsoCtvpU1mrQtYFGO5Lh8+YTgKUGBk5xwngj9s L/hXvxK8GfEPwv8ABfw/Db+A7eYeH9DlvbtrdbqWVpGu5D5nmSSHIUgkDEajtWVpn7U+taZ4E8af CGHwDpE3hPxpqH9of8I/cySyJo2oD7t5aSFvMSQbsYJIYcEHFTKhiqlSM0tFy6NrWzlrf7n5jjWp +ykm9XfVX00Xfc9wXwn8BPEP7J/7NbfHD4s6l4WtbfV/EBjbTtFM7SKdQTc3mhh5BBC/MQcDJ7Yr h/2Pv2gL74PRfFz4q+K9Ci8TWepJo9t4s03UhvGr2F1qE32lCx/jZTuV+u4A9K5XU/2rvD/iP4S+ Evg54q/Z28P6hpfgs3LaPJ/bF9HIGuWDz+YVcbwzruxgAdBVPXP2oj4j07x1Bq/we0EyeOp7d7ia C4uIRpsdvj7LDAqtgJEemQcjg9Kj6nV5JUqi0cr7rRObeltdv+AVLERjJTg9UvvaVnc9I+Ov7PWi fBX4XeNfEfw61me++GvjdtD1Pwbr0nzf6J9qk3QTNyBcW+4o6nnOCetY/wDwU9sYdB/aYj+GGkqP +EZ8KeE9JsfCNn5eIo7FrSOTeg6fvJHd2Ycsc5zivONP/aK+JFh+zrq/7Llxcx3XhfVNag1VLe4z utLiPcGMfoJMjcOny56mtfU/2mU8feD/AA94T+Nfwx03xVP4WsxZaTrjXs9tf/YVPyWk0kZ/fRLz tLDeoOA2K2pYfGU60Z1Fzct152fLZu/XS3zIlXo1abjB8t7P5rdfqd5+wvqr/ED4l+Pz8TfFF1Fa j4D6zZSao1r9okgtI0tIkwnBcKiAYzyPpXl/xksvhroGheFfC3wh+JeoeJNIt9Olurxr6xNuttqE 0zLKqREt5YaOC3PU7toNdV4R/bK1Dwx478ReOD8FvDt03iDwsfDcemtcXKW2n6S0KxG1jRHGeI0I diW3Z55rivGvxZ0rxH4Btfhv4W+F2l+G9Pi1b+0rr7DeXFxNeTCIxKZHmJO1FZ8Ad5Gq4UqyxLnK Nk+XS6tomu3mRKrTdFRTva+vXdHEXSq9rISoO5Tnvmvrn4wKsP8AwVM8AyQbo2+0+C8tG21v+PCy HBHPQkfjXylpVzYWWpW91qukrqFvHMrTafJM0azKP4CyYYA+3OK9f139su+8QftIaD+0xN8FfDo1 nQYbcR6f9sumtJ5LaNIraRlZyf3aIowDhiMnJrTEUZ1K3uq65Zr5uyRlhqkYx1dnzRfyTdz3fw14 ds/2rviR4Z/bP+G4gXxX4b1ow/F/QoMLJHIqSLDrMSAcxSAASEfdcZrw/wDZKgjf9ln497kVt3gj St27nP8AxMoT+Ncj8K/2jPG3wM+LV58UfhPYw6U2pWd1Z3uki4kkgmtbiMpJExY7iOdwJOVYAipP gb+0Fa/Bf4feKvh03wr0vXrXxfYx2Orz6lf3Eb/Z4pFkRE8pgAQ4DbuvbpXPLCV4Upx0avHl72Uv eV/Lp5HRHEUZ1IzTt8V/N20Z6N+zRfjX/wBg74/eDvG800uhaHHoWp+GUkG5LTVpbiaI+UT9xpIg NwXGQMmuv/aF0H4M2tp8N/GniL4u6lo3imx/Z7sZNB0uz0s7ZLhUuxCDdbiE3kspTbk9MjdkeA+K vj/r+s+B7f4T6LoNjoXg+31JdQuvDuls6rf3QXHnXEzEyTNtyq5OEB+UCu08Rftm6J4q8XeFfG3i D9mfwteXXgvTbHTtAgl1W/aBba0dpIVkj80CXDuxOeveo+q4j2zqJWTbdlbRNJJa+g/rNP2Ki3ey S1T7t/8ADGl/wTw1HQ73xl4i+DXxbJh+GPijRUg8cTNM8UWnOsqizuwygmOQXDJGDjJEhHY15v8A tN6B8RPCfx98TeEvilpMdjrGj6g2ntY26lbe1toflt4oB2hEWzYOm3nuTU+tftASa18HNX+EQ+H2 mQP4g1pdV1rxFHdTm8vp0MhVXUtsMaiRsJjGTu61a+P/AO0hJ+0PDot1rvww0fTdX0XSLXTW12xv Lh7i9t4I9iCfe5WR+n7zG7AA6VvTpVo411uXSW/k1bX1ez+RlUqU54Tk5ruOvyfQ8zkCGBtw7H+V fY3/AAUs0v4d+Gv2l/jF40sPjRc2PihvCsNvY+G7TSZIRdLLFbRS28lwW2yI0JZtgUZx/s18iaLe abpurW97rOjx6hbRzK1xYzStGJ0B5QspDKD6g5967n9p39oTUv2ovifcfFnxB4G0vRNUvoUTUV0m eZo5mVFRW2ys20hVHTr3rStRnWxkJ3aiou7VurT2ZnRqRp0HfWTe2u1jvv8Agph4etfDPx80fwPp OnRx6Bo/gDRIfDMMPKG0a0V/MHu8jOzMOSa9o8AXY8V/tP8A7H/xB1pB/wAJNrvgsL4gvJpvNkvE tpJoLa5lyc7mhBwTywXvtr5mvv2j4/GPg3w/4S+L/wALtP8AFcvhW1FjoerXGoT2t0lmrBls5WiI EkS8hSRuUMQDirPg/wDbC8Z+E/2i9J/aQ1HwZoupah4ft4oPD+jPHJBY6ZbxqUhhijiZT5caFlCk kEsWOSc1ySweI9hGHL70FJX/AJrqy/zd+x1RrUvaOS1UrfKzvf8AQ7j4qaf/AMKb/wCCeug+BPD+ sr4m0n4jfEKbWv7cs1eO00iWxh8k2PltyLmTzC7fw7EXGTXzhqPiHWrPwLrnhm11CSLT9UhD6hZ5 +WcxBmj3DvtJJHoa9N0P9pzW9E+G3i74Iw+CNLuPBviy9S9i8OXNxM6aPfJ9y7tZC29HxlTkkMOC OK800ttPiuYLjXNJj1C1Uj7VYvM8a3EfG6PepDKCO4INdOEo1KVOUakVdtv10X3W2+VzmxVbmqKp F6Ky283+Z7z/AMFAtd1fQv2rvEi6NqL2v9peFdGsr5YWx59u+m2paN/Vdyqcewrrvjd4L/Za1v4d /Bu9+LXxp8ReHdYX4N6Wken6T4VS9i8nzrkq/mGVfmLbvlxjgV4t+0N8fZP2ivHEPxB1f4d6Xomo izhttQbSbqZkvFhiSOPcJS21giBSV5PXrzT/AIufH/Tfi9beD4Lz4QaPpsPg/SrfSIFstQuj9rsI izLBJvdsHLv864PPWsqeEr8lCLVnBNO1v5VY3liKfNVd/itb7z279o218P23/BQv4U23h65mutOj 03wPHa3U0IjkmiS2tQjsvO0kHJHOOlZP7eeg/BfRfix8ZNV8I/FrVLzxdqXxQmh1jw+dJa1t4rTz biWUh8t9p2zJF83y7eDzuOOF8Vftet4t+OPhn48ah8FfD8d14XtbO3sNNi1C6+yyfY440tGf5937 sRjOCA/8War+P/2qLTx54j8aeNX+Bug6f4h8cG5/tbWoNQupJImuJVkmMUbuUjLbduQPusQKijg8 RSlSvFq0bO1t73LqYijKNRXWrv8AgeMyZ89uKKJT+/bmivdPK16kkOfOU46e/Wvo79h7w4njLwF8 YNKt/hNovirWNH8A/wBp+Gob3QUvLiK9N1BAWjyNxGyRjt5AODivnBHEbbz25r3H9lfxn8P/AAx8 Nfi9o/jD4h6fot54o8CjStCju/OzLci7hmyTGjbBsjYbj3IHfjgzCM5YZqKe629UdGFcVWV+z/Jn WfDP4Y+Kfh9+x78YNZ+KPwBs7TUtJk0X/hGdY8R+GR9phW6uJorny3dRkBY02/3CcjrXO+Ej4dl/ 4J6+MPEdx8PvDsutaf8AErS9Hs9em0dDex2dzaXE0qCXrnfEu1uoHFV/g1408D6P+yl8YPBviT4m 6dZ6x4rbRf7D0m6aZpJfsNzPLKSQhVd4kULk8kc4pf2dvFPwt8Yfs9+Pf2ZPiL42s/Ct3r2tab4g 8M+INU8z7GLy1SSFradkDGNHilYiTBAI6HpXDUjVjKpKSelSO1/hXLey3+46oSg3Hla1g7Xtv0Ma 813Sz+x5aWg8CaCmpDx0bKXxBHpMYvmthaGUQmXGcBxnPUjjOOK9I8e/B/wD45/4J+eF/ix4e8MW Fh418InzfEzaZZiH+0dGuLiW3hupcffeOa32s+OBICx5yfKvi7eeDPBfw10P4MeFPG1j4ju7PVr3 VfEGq6QXa0eaRI4oIImdVL7ESQs20DM2BnGT7L8K/jz8Efhf4g8E6F468eWniTwbqnwtuvDHxC03 S45t8ayzzXIVd8a/MJGhwy5+YHsBVV1XjGM6Sd1Jyt1aXT5+fdCpezlJwnbWKV7rR3MjXvhp4G+G /wDwTmu/EM/gTT5vGl9400mPUtc1C0SWa0sr6yuLmG1h3Z8kiKKKRmGCfOA7Vxv7DHhD4SeKv2gN P1b4/Bv+EJ0do28QdMSG5lW0t056ZlmDZ7LEx7Vv678YvB/xN/ZL8fw+JPHmlWPirxJ8VrPxPY+G cTM0VjBaTWwtkYR7AVDoqDIBRO3ArB8O/FHR/g1+zTDYfD7xL4cuvE3iTxIbnxRDdaWl3NbWcEOL SALcQmMDzJJpHKnIIj9TSpwxTw9SGvPKTSeq3S69kOSoqtB6cqS07+RxPxg+H+r/ALPfxu8QfDm+ SG5uvCfiC4tomubcSRXCxSkI5VuHRl2nkcg5r3r9rn4DeCtR8Fab+1R+zpo2kw/2Roukz/EzwRa2 I8jRru4tYp4ruKBshrOUPg9Qrgg8GuL/AG4vGvw6+Nfivwz8XvC3xD0e+1zXvCunW/jW1s7eaBbX VI4VjllOUAKMApO3OMYAOM1san+0f4V+Af7TFr458AeIdL8ceE9Q8G6foPirS41lWLVLFLKG3urZ w6LhiY2aMgHBCniiTxVSNKpFPnSd132un69GEY0abqRl8Lsk77dbr06mP4q1/wAPN+2v4dgg+GXh SLS11LRLKbQ7XQ41sZ450t/O3xchmbzn+Y5I4weAKj+Onjjwn8L/ANrP4qWukfCjwz9lsb/U9C8O 6T/YkL2NiY7oRxzGFwVZ1jRvmOSWbJ9Kq+N/GHwj8T/txr438D+KYrHwTH4u0+60/UtSV8w2NuIC N4VWYuEi2+7DtnNcz+1Tr3hTxd+0p428YeDfFlnqek694qvNRsdQhWRUENxO8i7w6hlZQw3DBx71 tRpKdaEZRduRXvfunZ+e5nUqSpxck18X6HsX7SHjDwJ8MtN8C2p+C/hGS18ZfBK1vtSez8O28NxH ql1byAXcUgUFCJAjYGBgHArHvNP8Jp/wTAsvHQ8BeHV8QTfFSbQpNfXR4/thsUs1mCeZjO7e33/v Y4zxWJ+2f4w+Hfi/T/hnH4F+IWn603h34baboOqR2ayq0d1bo28jei5T5uCDz7VLdeNvhpcf8E57 L4Ux/ETTf+Ept/iRNrz6Lsm8wWr2qQgbtmzfuGcbsY71zxoy9hTlyu/Prv0ct/K1japUi681daR0 262/U9C8A/Drxn46/Y/+F+s/A39nXwz4g8Wah8Q77RtUvpPCEN55tqiwmD7UxU7V3yENJwSucniu P/Z9+HXhD49ftJ+P9C8OeG9E07XJNM1S4+HvhW+Mf2B9TWXC2o3nYwVBKY1OQxRc8VMPHXghf2RP hr4L8HfH/RdJ8ZeFfiBe6/IsjXKG0WSOEQMHWIgurxZIGeveuLsfCPwX1Px54u0a3+OFtDeW+n29 34W8U3Dy29ve6oskT3I3BQYVcmcxuwGCi+uaahUcaiWl3KzSfWWl/Lb5XJlKnHk0TsldXWuln8zF /aAudTj8U2HhnxZ8JR4P8TaFpp0/xPYrpqWYubhJXZJ/JUAIxjZVJHDbQw4Ncz4G8G638RvGmleA PDkW6/1i+jtbX+6pdgu8nsqjLE9gpNepftlfHaL402Pw7ttf8Zx+JPFnh3wpJYeLPFESZ+2zG5ka BPNwDOY4SqmQggnoTyax/wBlzX/CHgPUfEfxT1fx7pul61ovhu7HhGzvoWka81KWPy0baI3XaiNK SGwCxQdM1105VKeCvy2kr6K71u/nbqc/JTeKtf3f+G/4Y6H9ub4Y/DXwh4u8K+OPgbpbweCvFXhW 3l0ZmYHzZ7bNrd7iON/mR7zj/nqrfxV2Xwv+CXw4/ad/ZD03wt4f0LTdN+LOn32oSeGZLSFYP+Em srVImmtJSPv3Kq4eNjy3I61j+M/jR4J+PP7EFn4U+IvxB0Gx8deC/F1ze+GdOttJ+zi70ueFFntg tvCIkfzUWRf73fGOeNi8aaP4D+B/w/8AFfw5+Ldrb+M/Dvii+1E2NosguLIN5HkSBmTYxzG25ckA eua54xxFTDRhdqcJWu03te132atc6KkqNOs5JJxkr27f8EPihrFoP2V/hzZD4f6Dp+q3Wua5Bq2t W+iRw31ytm9skMcj4zwZpM9CxA3dK7n9oL4i6B8OPD/wp1XR/gX8P549e+G8Oq67b3HhmJft1w93 cRFjImHiJSFfuFcHnmsT9s79of4Y/tD+Efhz4l8I6Na6P4g26ve/EDTLQFYRqs8tsHuY1xhVmEIk 2joS3rUvx4Hwl+KHhz4U6ZpXx/8ADtr/AMI/4Dh0XxFJJb3TtZyrdXEpZVEX70bZsAAjLLgkA5EU +aXs5VYNe9Jta+fb8BOUeacYtPSNn31X9Mx/2zPg98Pvhn4p8K+NfhNazWfhn4heDbXxLpOk3Fx5 z6Z5rOklr5nV1SRGCsecdea2P2OfgtH8Wvhv8Sr7wJoNj4g+I2i2dhceEfDl9bRzefamV/tssMMg InmVVQBMEqGyMkjHH/tTfHTQPjJ4q0LS/BNvdQ+F/BPhi18O+FxfYE81rBkm4kA4R5XZ5CuTt3Yy cZqD4OQ+HIPCF3428K/F+Pwf8RfD+uQ3OhXF1fvapc2JiYOUlUHZNHIAdp++kmB0539liP7NjF3U u7u+t0nbXayZPNS+uuS28v0+Z2nwd+Gfhb9on9qW8tvF/wAPm8M6H4d8O3Gu+NNB09PsbrHp1spu IkXH7nzpgq4AyvmnHSrH7LmtfD39pr412PwD+Jnw28M6Lo/jiR7HQbzRdLS3utDv3Um0ZJl+eVN2 EdZC28HOQRmulh/bR+HWl/txp8ZdblbV/DuveDY/DPxA1PT7XypNT+0WKQ3t7GjAfP5oDgkAt5ec DNcX8Fk+Dv7M3x0tfjjc/FXRPFmmeD5pNS8K2GmtKt1q93GCbSOSNlBtgH2NJvPAQhd2a55RxEqV S8WnyJxSu7PW/wA7236Gv7qNRWaa5nzbbaWf3X26ifBz4D6X4W+F3xK/aG+KfhqPVrP4f6tF4e0z SZWKwXutSSMu+YAhmhjRPMMeQXLoM43Vx138aNB8U/C/XvA/jT4b6ANSmuLa68N63ouhQWVxaSK5 82GQxqN0Lxt90gkMoxwa7T4EftBeGNb+FnxO/Z7+NviKPT7H4g30evafri27yR2WuQyM6mULl/Jl DlCQCUwDg8g8NqHw8+HPhLwDrWueJPi1o+qa47wweG9H8P3TXG8+bma5uH2hUjWNSoXO5jIDgbTn rhf2slXTveNrXt0ta3ne5jLljGPsrWs73tfd3/DY9L/a3t/DOn/s1/AvVNA+HPh3S9Q8UeG9QvvE GpaZosMM95PBdJDGWcDI+UnIGAxOSDUX7HnwA8IfFXwJ4yg8T6WJ/EHiDR7zTPhnbyMN0up20H22 Zkz3CpDFn1uao/tOeNvhr4v/AGefgv4V8I/EfTdQ1TwboN9Ya9p8KzKY5Li7WZGG5AGAUHcQeCOh rpfDH7UJ/Zp8a/CnQ/gt8R/DOq6T4bS3vdcvf7LDqL2e5Ml6hklh85E8vbHujwWVBwOlcv8AtH1H lpJ87c312Tvv5mkY0Vi7u3LZdV1PIf2Xk0u8/aJ8E6Treg6fqdjqXiays77T9Us1milhmnSN1ZG7 7WOD1B5HNWP2sI9Nsv2mPHWj6H4b03SbHTfFN9Y2On6TZrbwQwQTtEgCrxnaoyepJya7PWbj4D+F v2/4fGvw7+KWmzeBE8ex69a6tJBMgt7X7ULh4XQpu3r8ygAEHjms74/6Z8GvFfxI+KPxZj+M+lXy 6hr1ze+E9N02Kcy3rXN7vJk3xqsaJCXzk5LFQOma6Y1JSxMJyi1ePZ9WrdDH2fLRlBWdpd10Rz/7 IvhT4Y+PP2k/B/hD4xalb2vh7UNYWK6ku7jyoXcqfJjkccpG8oRWPGAx5FdB+074T+J/gW5s/gn8 YfgPpvhfxnY+ILmS3vtJ0eO0t9Qs5xEkcamJQJo0kVij5JAkIJzmvP8A4O6J8O/FnjyHw38T/Fi6 HpN9Z3UX9sSQtJHaXBhfyHdUG5k83YGHoa9Y+L3x8uJ/2SvDfwF8a/Eiz8XeJ/DPjdr/AMM6nZ3T XS6LpaW+024uGAMiyzbWCA/KsIzjIAKkKn16LSunZW1010knt6p9Aoyp/V3zffprto+vp0I/2kv+ EX/ZV+LUnwC+HnhDw/qVz4P8mDxRrWuaPFeyapqm1XnH70FUhRm8tFQDIXJJJ43/ANlLXfhX8V/2 y7oR/Bvw7/wj+veG7+eTw7qWkpcWtndQaa85MCk5RRPESBnlGwaxv2mdY+Ff7V3xNX9oTwb8SPD/ AId1DxRbW8vjLw/r0z272GpBAk80bBCs0D4Eg2neCxBXvU37NGsfAL4Q/tZ3ur23xdto/C2k+Hb+ yh13ULebGpXM+nyW5aONIyyoZZC2GxtQckmuOpFyy96P2nK773vpfyvfby2OiMuXGJXXKpK223Qz f2H9vxL8ceNrTUvhfoWv6hqHw51jVdM02bw7FOsGoQ2zSwG3j24TEh+4BgjAINYvx8uPFnhHQ/B1 h8RvgRo/hbxXa/atSaRdCitRqdm0oSJLq1VVUMkkMq4I+ZG5xVj9kDUPAvgDxD4yg8Y/FrR9Fhuf h7rGhadeN57JcXFzatDG6bIidgbksQCAc4Ncx420rwu3w50a3v8A4x2ms64upPp9jaWckrQaXpm3 f5kjPGCS08r4C5ICsT1wOqnGX1+UraaW0d9nddvUyc/9l0euva257V+1n8DPBmpeDbL9rX9nDQdJ t4dHt9Pi+JHg23sUa30TUJraKWO5SBtw+xTbujZCsMc54VPg14F/aI/bitvBeqeHtK8J+EtM8Iwa 7r1n4ZtUswtnFpsV7cBeD87u+3eckBuBwK5mD9ovQfgB+01/wm/g3xLpvjPwjrHh+x0rxho9s0v2 XV7AWsUFxaSLIi5YMrMjYyDtIwciugtP2rfgf8Jf+CgmofFzwNb3eqfDO901dBuIFA+0jSJtPjtZ NofrIgUHB6mOuJU8bCnyRTdoS5X11to/Na2Z082HlJOVleS5l+voeX6Z+0P4Quda1I3nwH8K2/hn UrG5t7PR4dGje605HhZYXS5f9600bFGMjMdxU8YwK779nzwf4g8W/sW+L9f+HvwQ0jxL4q0P4iaT ZWNz/wAIjDf3kdjcWtzLOrBkbcu+NCCRlegIFcLH8GfgdoXirUrm9/aH0PUvB9jHcy6VLaySLqWo oit9ng+z7N0UrnYrFvlHJyRW58Oda+Hr/sSeLPhjf/GDR9L8Sa34/wBK1ez0+4a4DfZ7W2uIX3Ok ZUMWmBVc8gckHArpxFOm6S9nF/FDo/x+W5z05SjJ88la0rWt+Bt+Cfh94K8Z/t6aP8L/AIy+CNC8 H7Z1sdX0WGRYNO/taO1Plo+3hIpbgR71BH32GR1rjv2mtN8deCbDS/hN8Z/gTZ+D/G2ianqEuoXm n6LFZRajZSiHydvlgLKqSLNskGcpIoJyKNS074PeO/i4unfET43teSaz4cmk1Txi3mNaprTRu0Jb KB2hBEcbkrnLMRxXQfH/AOPcHiv9mLwb8EPHXjaz8YeLPDHiC8e38RWt0bhdP0kxxpHZCcjMwaTc 45IVVA74BGM44qnOKbVkmrNW31Xl3T12KfJKjOMrXu2ne99tH/Vj58mYvOzHu1FLJgys3T5ulFey 9Ha55oEZGKa0Skc/rRRSlLljcqK5pWGlP/1Ypy5U5Rip9vrRRU1ZuF2ujt+QQ9/lv1VxGiVuW5PS lw2eWNFFOMryXz/Cw4xvJr0EaMHpn8KUg4wzfX3oop8zbS80hW2ABh0b3o8tQcpxjjFFFTGTlJJ+ f4DlFRd10/UTapPAoRfL5Q4ooqou8reSZFT3Y387CoqoMAcD/Oaasajhhu+veiip9pL2al3dvzKl HlqOPZDgSB06dOKNnHB/ziiis/aSDlAjPWgBkYlaKK0jJ8rkFtUwGQpUMR/ShRh8j+XSiiqVSUrp 9H+gSXLG/lf8QUAcD/vk0H5htJ/hxRRWUqkovTzCGsvkvxDGTz/+qhRs6nvmiit37tO6CMeZ2DBw Qx3HuaCuWz2zRRUyqSt8rhGPNfyArgk5PXPU0AfLtxRRQpfvLen4hb3b+Tf3CbR0xxjBHrRsAJYj ry3v/nNFFTCTk0vX8B8qvb0/EAu0bePbK9KAOeT70UU5TcbeaT+8Xs42b7Nr7kK6hmyw9sUEAj/6 1FFVGT9ood7Ex96lzBg42j69KNildpTjuPWiio9o3d/1uaKmtvQGAc5fn86ase3Hzn5elFFTGpJu 3cmUf3bl/W6HKAF29cUEFhhvm5/u+vWiitIyfKvRsJe67L0+8CSy8nouPu0YOMZoorP2spXfml+A OKUQ2nPJz0/Cm+X8uCW4JI9qKKIVJSkkyuRO440UUVpzPYz2ij//2T== ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image022.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09 PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAA0AJ0DASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwB/hnwb N4js5blbtLeON/LGULEnGf61tf8ACrJf+gqn/fk/41p/DD/kXrj/AK+j/wCgrWVeHxv/AGhc/Zft vkec/l/cxtycYz7V1uc3NpOxzqMeVNo5TW9Gk0XV5NPeVZXTbh1GAdwyK6tPhZOUUvqkYYjkCEkD 9a5G9mvJ9WZtSaRrsSBZPM+8CCBivVPG19c6d4ZkuLOZoZhJGA69QCeaqpKa5UnuKMYu7ZyGofDO /tbV5rW7iuWQE+XsKsw9veuRgga4uIoUwGkcIM9iTivUvh9q19qum3T38zzNHMFR2HOMZxXBXEax eNHRBhV1DAA7fvKcJyu4y6ClFWTRb8SeC5vDljFdPdpOrv5ZCoV2nBPr7U3wz4Om8SW886XSQJE+ zlNxJxmux+Jv/IuRf9fS/wAmqD4Yf8ga9/6+f/ZRU+0l7Pm6lci57HnN7aPYXtxaykF4HZGI6Eg1 0d74EubLw6dVa8ibbEsrRBDwDjv681JrfgzXLzWr+eCy3RSzO6N5ijIJ4712niGNofAN1HIMOlmq sPQgAGnKr8NmKMN7nj2K1NA0i31q/FnLem1lf/VZj3Bz6Zzwa6T4c6XZakNQ+22kNxsKbfMTdtzn pWVqdvFpvxB8qzQRxx3cRRF6LnacD86tzu3FEqNkmyj4j0P/AIR/UxZm488+WHLbNuM546+1dQnw tZ0VhqqgMAf9R/8AXrN+JH/I1t/1wT+tepwf8e8X+4v8qynUkoxaZcYRcmjxjxNoP/COaglqbjzy 0QkLBNuMkjHX2rpIfhg08Ecq6oAJFDAGD1GfWqXxN/5GNP8Ar0X+bV6XYf8AINtf+uKf+giidSSh FphGCcmjxm50YW/iU6SbgtidYTLs7nHOM+9XPE3hiLw20UTX/wBouJRuEYi24XpknNTal/yUiT/r /T+Yq38TY3XxJG5B2vbrtP0JzWik3KKv0I5VZnH8etIeteq6Je+FNat4oEtLNJ9oUwzRKrEj0Pev P/FEMdt4n1CGBFjiSXCoowAMDpVQqczs0KULK9zvPhh/yLtx/wBfR/8AQVrNvfiTe2t/c262Fsyw ytGCXbJAJFSfDzWtO0/RriC8vIYJPPLgSNjIIHI/KtZ18FyyvJI2ls7sWZi4ySeprnkkpvmVzZX5 VZnml5fSanq8l7MFWSeUOQvQcjgV7ZeXVvaQo92yrG7rGCw43HgZ/GvHvEn9nR+I5jpPl/YwUI8r lc4G7H412XjjXtMv/C7QWl7DNLJJGQiNk4Byc+lVUXNy2Jg+W50mu6mdC0ea8htGmMf8CAAL/tH2 9a8fspnuNdtppW3SSXSOx9SXBNd94T8ZWl1pRs9auI45ol2b5jxMnTn37GuM1CPT9O8Vr9guFlsY 545FdTkKMgkZ74opR5bxa1Co72aO6+Jv/IuRf9fS/wAmqD4Yf8ga9/6+f/ZRVf4g63p2oaJDDZXk M8hnD7Y2zgAHk/nUXw71nT9P028hvbuKBzMHAkbGRtA4/Kp5X7Kw7r2gmq/ETUNP1S8tY7O1ZYJW RWbdkgHvzXSeJJjceBbuZgA0loHIHQE4NeV63PHd61fzwNujlndkb1BPBrv9Y8Q6XP4EkgivYXne 1SMRA/NuwBjFOdNLlshRle92cToenazqHn/2MZhsx5nlzeX64zyM966Xw54H1Ia1Ff6xhEhfzMGT e8jDpn2zUPw+1fT9Ijv21C8ig81kCBs5OM5PH1rsf+Ex0D/oKQf+Pf4U6k5ptJBCMbJtnBfEf/ka T/17p/WvVIB/o8X+4v8AKvJfHN9aalr4ubK4jnhaFV3IehGcg1m/8JFrO0AapdjHT96eKbpucIiU 1GTN74nIw8QQt2a1GPwZq9H0t1l0mydDlWgQgjv8orgPFl1peu6RZSxapbtqNtGA6sSPMyBuGcdc iuatfEWr2VqtvbahcRQqMKgbhfp6UvZucEuw+ZRk33NO5xcfEsheQdRUcexH+Fenaro9lrVv5N/A sqA5U9GU+oPavMfBv9nW+rLqWq38MPkkmONiSzOf4j+tWvFvim4k1sPo+qyfZfKUDyXIG7nOR60T g5SSXQIySTbIfF3g5fD0CXdvctLbvJsCOMOpwSOR16Vy800k8zSTOzyN1Zjkmrl7rOo6lEsd7ezT xqdwV2yAfWqJ61vBNL3tzKTTehf0u3jnjuTIgYoqleM8lsYxkdvyqzFZwG7tw0MfkzeSAd3U4+fv 65zVGxijlFz5oBCQO6nGdpGMHHer0ljB58yxQKwjlhyMnhCuWJ56Z79qT3Gth5srVZoisaPE8iiU hjhUKDLDnjnd16YxSx2tixWPysyfZ/NLBSf4V7Z5Oc8Uy10+1mgt5WUbiJNybiN/DFCPYbTn6D1q uljH/Z8Eu0NP5qmRCeCjcL+oP5il8xkiafH9lD4VrhZ1Zo8nBiLbf5j1zzSS21sLuzWBVaKWY5Un 5lG4Ao30557jmnyWVqs+IUWSJlnZQxO5Cq8K2O4P5ii2t7aaXTle2TE4cvhjzjcPX2FO/UViVrC3 zdFI0YCOMxkZIJOQ2Bnjkd+mKaLS1ad4xGpKwK5whOGOz356t9PwqJLO3NvYs8LHzFDS7FJP8XPX B6Dj296hjtIRqzxTFPs8TFpChONvt37il8wL8On2zCxDxoWdl80BugKnrzzkjqPT3qFLS2ZDvRY5 QWZC3yrIoQHaRnhucjn1FFvpsCvJDcKomjnZVZjhZFAyV9jjkH8KgNtB/Z4dogh+zLIsgJ+Z9+MY 9x/Kj5jLCWcJvXjEKG2CMY5eSW+QkHGeeecfhVS3gR9UeJ4xsG/5ewwpI7/Sp7ext5re2YqA7bty scF2wxXB6YOAPUH60htIfsxlSMNcCNGNvzwSxBOOvQLx23U7iJo7S0Z7YhE3O8KSxMTkZGSw56Hv 6EUR2Vu9ozNEq3AQbkGTg7iBxnjI6+nWofscBNm0kQjjPmPPhicKr9M/TimXGn+Tb3KiMPJFc7A4 /ubSc/ToaPmAl7bpHY28iRIjnAmAOSrY4/Ajn65FTx2tsbW1BVfOkhdwDn52BbAJz3wOKZZ2NvPb W7PhC0m1yxxuBzjaenUYPcdajSANbStJaCNx5eBz3fB4z+H4UAW0srZ7SRjGgm8sfJuIw+xjgc8d AcH6VUtUje0jZreNibhYixJyQeSetTyWdr9ruImTykxtjlwQEbeQMgn7vYn8ajvbRIY2aGBXJaVX wxIi2ngDn05yetHkBbSwsy+FXcu2clihBBUjaMbue/1rDmXZPIuMYYjHpWy2n2v9o+V5QVNvBIba rfLjdznHOMjpn2rEIwxHp6U4hISiiirJDFFFFABRRRQAUUUUCCiiigYUd896KKACiiigAooooAKK KKACiiikB//Z ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image023.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEA3ADcAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYF BgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoK CgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCAFOAbIDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/KKK KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooo AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigA ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACi iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooo AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigA ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACi iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooo AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigA ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACi iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK KACiiigAoprSqpxmnBgRuoAKKYJgWxT6ACiiigAooooAKKKKACiihmwM0AFFIWA70BhjOaAFoooo AKKKKACiiigAooprSBTigB1FG4Y3U1ZlY4oAdRRRQAUUUUAFFAIPSjNABRRQSAMk0AFFGR60bhnr QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHzP/AMFINK/4KV6r 4U8NRf8ABNrxb4P0fWF1Gc+JpfF9is8clt5Y8oRhlOG3kkn0r8v/APgpf/wUA/4ONP8Aglt8F9L+ Onx5+KXwpvdG1fxHHotuuj+GYHkW4eGWZSQyDjbC3P0r912UN1r8fP8Ag9JAH/BM3wPgf81msf8A 026jQByf/BuD/wAFyf26f+CnH7Yniv4MftOa5oF1omj+AJtXs00vQYbWT7Qt3bRAlkAJG2V+K/bC v5jf+DLDn/go78QB/wBUjuf/AE4WVf05UAFFFFABRRRQAUHkUVjr458IyeMpPh7F4o09tchsVvZN HW6Q3KW5YqJjHncELAgNjBIIoA1vudaw/H3jvQPh14Tv/Gfii9W3sdPtzLPK3oB0HvmtxsFd1fP/ APwUj8M+LvFP7K2u2XhBZGuIPKuJ44s5eJGDN+XU+wrzc2xVXA5bVr01eUYtpd2kehlOFpY7M6OH qS5Yykk32uzwPxZ/wWht7Dxt/ZPhz4dRzaes21pppzvK5xu44H619Sfs5/tcfCf9o7S1Xwnr0Ees R2wmvNCmlH2iJCcb9vdM8bhxnrX416de6dpsH9l6nYsb6VsFmXvXH6F+0Z4s+C//AAVX/Zm8PfCj UpJdc1LxSun69psLE+fpd6628kcijtt3yDPQxhq/L+AeJs8zjNakMVK8Ldtmfq3iBwrkGS5TTqYO PLO+uu68z+h4HIzRQp+Wiv2I/GQooooAKKKKACvm79ub4ef8FKPF19pup/sHftDeC/B8Nrp8i6pp fizwmL/7dcFwUZZSf3QC5GMHNfSNIyButAH80/7cv/Bwf/wXv/4J+ftB6p+zb+0Fqngmz1vTo454 prfwjbNDd2758uaJtvKnB+hBBr7q/wCDZb/gsH+2L/wVO8SfGLTP2qNZ0W7j8FWOhy6L/ZOjRWhV rp74S7tgG7/j3jxnpz618hf8Huvw40PTPjd8CfirZ2Sx6hq3hjWdMvph96WO2uLeSHPrg3M3/fVb H/Bjj/yOv7SX/YK8K/8Ao3VaAP6FKKKKACiiigCMPtO0UhkOPekmIEe8dhX55/Ef/gun4S+BP7Z3 i79n/wCK/g3zfC+i6ilpa67pZLTQyCNTJ5qHhgGJHy4Ixzntz18RTw6TqO13Y9jJ8hzTPqk4YGnz uEeZpb2Vvv8AQ/Q7e3cUM+RzXA/Ar9o/4NftG+EE8a/B/wAe6frdi/En2WYGSJj/AAunVG+oFdN4 w8a+FvAfh268U+MNftdN060jMl1eXk6xxxqOpJPFbKUJQ5kzz6mFxVGv7GdNqaduWzvftY1zLtGc UoIPNfm3+1d/wcFfCb4deKLXwZ+ztoI8UbdSiXVtcuty2qW+8eZ5SjDO23OCcKD2Nfof4O8T6X40 8K2Hi3RL2O4stSs47qzuIzlZI3UMrD2INY0cVQrylGErtb2PUzTh3OMlwtKvjaTgql+W++lr3XTc 2aKARjrRkDqa6DwwooznpRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+Pv /B6V/wAozPA//ZZrH/02ajX7BV+Pv/B6V/yjM8D/APZZrH/02ajQB8H/APBlf/yke+IH/ZI7n/04 WVf05V/Mb/wZX/8AKR74gf8AZI7n/wBOFlX9OJYAZzQAuaM1m+JPFnhvwbotx4l8Wa7Z6ZptnGZL vUNQuUhhhXuWdyFUe5NfOviX/gsj/wAEvvCmqyaNrf7bngBbiJisixa2kihgcEZTI6+9AH05nvRm vKfgj+25+yR+0lP9i+BH7Rvg/wAVXO3d9j0jXoZJ9vr5e7dj8K9G8Q+JdC8K6LceIvE2sWun2FnC 013eXlwsUUKDkszsQFA7kkCgCTV9UstG0641bUrpIbe3heS4mkbCoijJYnsBX4z/APBGH9uK4/4K Af8ABfn9pn426XqTTeHLbwPBo3hKHdlE060vI4Ucdv3jCSY+8przX/g4f/4OQ/h1qfwy1n9iL9gP x2ur3WuRyWXjbx3psh8i3tTlZLW1cffZ8FWkHAUkAndkeI/8GVd/aWn7bPxYmvrqOPd8OIfmkkAz /pqZ696AP6W8ZXFVL6ytr+2ksryBZI5EKyIy53Ajpg9sU3/hINDPCaza/wDgQv8AjUcniLQlPOs2 v/gQv+NTKMXFpq6Y48ykmnqfDP7e3/BIHxp8c7hfFX7Inxpsfh3qzqy31rqGgpeWs2c/MnIaFvXB IPpmuJ/4JZ/8G/OifsW/HyT9sH9pP4zyfEv4mqsi6VefYTDaaZvTYzorMzNJtZlDZAAOAB1r9Ej8 QPA6/I/i7S1YcEfb4/8AGtBNV0918xLqFlP8QkGD3rhwWBy3B831WCjfV2sehjMdmWMjFYmcpW0V 7lxRgYoquur6U52rqMPXH+tHX06064v7W1ga5up1jjjUtI8jBVUDqST0r0DzibNGa8T8U/8ABRr9 g7wXrMmg+KP2vvh1Z3kLFJreXxda7kYHBBw5wc+telfDz4pfDj4s+HY/Fvww8d6P4i0uU4j1DRdS juoWPpujYjPtmgDoqKMj1qveanZafZyX99dRwwwozyzTSBVRR1JJ4AHc9qALGecUV8v/ABP/AOCz H/BMD4O6vNoPj39tTwPb3cLFJobXVRdFSO37kMAa779nT9vr9jn9rR/K/Z0/aN8KeK7hYy7WWm6s huAo6t5LYkx74oA/Fr/g+K41f9nYf9O3iT/0LT6pf8GOP/I6/tJf9grwr/6N1Wrn/B8O2/V/2diO 1t4k/wDQtPrI/wCDHm8lX4p/tEaaoGybQPDkrfVJtQA/9DNAH9D9Gaa7hOtcv8R/jV8Jfg9pa658 V/iboHhmzZsJc69q0Nor+wMjLk/SgDqs4oOe1eM+D/8AgoP+w38QPEEfhTwV+1p8PdR1KSQJDZ23 iy1Mkjn+FRv5PsK9iiuopoxLEwZT91lPBoAz/FGr2fh/w/e67qMqxwWdnJNM3ZVVck/lX8uvxp8f XXxZ+Mfir4mXsm6bxD4ivNRI5486d3/LB/TFf0rftOeF9d+JXwN8WfDLwV4istP1XXtFn06G8upP ltvOQxtIRnJ2hmIHGSMZHWvnn9kX/gj7+xp+zVptrqOv6NY+MPEcaqZ9Y14JIBKBgtHESVjGc44J 968fM8DWx0oQjotW2frHhvxhlHBdDE4vERc6s7KMV2V2229uh+Nv7MOn/tu+A/EkPjz9mXwj45hu ByLzRdLuWglGejELscd8HOa9M/a+8af8FU/2ibWH/hfnw98df2ZZxr/xL7LQZ0tcgAb2WJcZPXJ9 +nSv360nT/CulRpYaLFYwrwqw2+wD8hVy9tNONuWvEiWPoxkUbf1rOOTONPk9q9d+x6mI8YKVfMl jP7NpOS2b+L77bn8pt/YXul3L2GpWc1tNGcPDcRlHX2IPIr95f8Aght+0jb/ABl/Yh0Xwdq+tJJq 3gyZ9HuFkl+doUOYTzzgRsqj/cr2P9or9hb9kL9pvSJrP4m/DnQ5rpo8R6pbIkV1F1xtkXBH54r8 mv27f+CW/wAd/wBgy7uviz+zh491bVPBav5s11pt4yXmlgHgzCM/Og/vjp3A61zU8JicpqOpH3ov ex9HmHFWQeKmXQy2s1hsQpXi5axbtZpPzXQ/dVJo3XKyr+dODKf4v1r+bvwF/wAFPP26/hw0a6D+ 0d4inSP/AJY6ldm5X/yJnNfoN/wRw/4KPftkftjfH+9+HfxU1PTb7w9o/h6S+1C8TTVjl83eiRIG XHJLM3IPCGu7D5vQxVRU0mmz4biLwjz7h3L6mOnVhKnBXbTadvRn6hJ1p1Mj46+lPr1z8pCiiigA ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvx9/4PSv+UZngf/ss1j/6bNRr9gq/H3/g 9K/5RmeB/wDss1j/AOmzUaAPg/8A4Mr/APlI98QP+yR3P/pwsq/pX+IHjPw18N/BGreP/GWqR2Ok 6Lp8t7qV5N92CCNCzufooNfzUf8ABlf/AMpHviB/2SO5/wDThZV/QZ/wUN+CPir9pP8AYZ+LHwD8 C3bQa14u8A6npelyK+3E8tu6oM9stgZ7ZoA/nj+If/BRPxf/AMHB/wDwVU8K/sn/ABf+Os3w1+AN 54mmh0nQ4dQMAv4YFYwiRvuvdXJRVXcdqGTC5I+b97fgP/wSS/4J0fs/+B4fBHw8/ZF8ErbxxBJb nUNDhu7i5xwXklmVmZj7n9K/lO+AP/BH3/gpX4z/AGptD+Den/sq+OtF1S38RW8V5rF5oc9vaaeF lG64NyyiPaoBYFWJOBjk1/Zh4L0q70LwjpehX1611PY2ENvPcSfelZEClj7nrQB+Cv8Awc//APBI 74MfsifCLSP+CjP7E3hv/hX+qaT4qtbLxVY+F5GtLcCfIhvI0jIETrMqKduATIDjIqv/AMEaf2v9 P/4L3fCG+/4Jg/8ABSLxz4i1LVvCcK694e1vSdYezuNes4v3UkF2yH980W9GBIy2cnlc192f8HVd za2//BFX4k/aJVXzNY0FY93OWOp2+APyNfhj/wAGq+u3+lf8FuvhXptnIyx6ppfiK1ul3fejGiXs wHv88SH6jNAH0p/wcg/8EQf2I/8AgmZ+yN4R+MX7NWja5BrOtePI9KvJNU1h7hfs5tbiUgK3AO6N ea8B/wCDaT/gnD+zz/wUo/aW8efDL9oka02naD4Nj1Gx/sXVHtX843KxncyHlcE8etfqF/wen5/4 d4fDvj/mrEX/AKQXVfHf/Bk5/wAntfFj/sm8P/palAH6K3X/AAaa/wDBMi5n82PVPiLCv/POPxlN j9c15v8Atc/8G4n7DP7Kfwcvv2lvgx458baLrvgtodQs/wC0PEklxbXjeaqeQ6P/AH9+0EEHcV+h /YeQ7fmr82f+Dkj9pOX4W/AL4X/AnS78x3nxJ+J1lDdKrYLWVopuHH0MogBrgzKUo5fVa/ll+R6G UpSzKjGS0c4/mj86dB/tfWdcs9Livp2a5ukTiU92AJ6+5NfX37WX/BC/9meH9hH4gftWeE/iP8SL HxdY/DrUfEdmY/G1yLVbyOzacDyt20JuX7uMYr5n/Z+0RdW8fw3rx5jsYWkP+9jaP5k1+uX7TMqy /wDBIf4jvG3H/Ci9Y/8ATXLX5Z4d4upWznEU3JtRinrruz9X8SsNTo5Xh6iilzSa07JI/j/+AH7S XjfwF+0H4L+JfjP4i+ILjT9F8YabqWq/8TKWRpIIbqOSTgt8x2qeD1r9cPEnxl/4K1f8HOvxn1rw R+zlrdx8Lf2d9K1NrWa/lklhtpYVOP3zR/NeXJX5vJVhGpYAletfi98HPB1n8RPi54V+H+oXUkFv rviOx064mi+9Gk86RFh7gMa/uP8A2Vv2YvhH+x78CfDf7O3wP8MQaV4d8NaettaQwoA0rZy8znHz SOxZ2J6ljX7EfjB+JfxT/wCDKFI/hpNe/CL9uC8vPF8NsXhh8RaAsdjczY+4WjcyRAnjdhyOuDX5 c/B/9pT/AIKF/wDBCr9szU/Bthr2oeHfEfhnVI4vFHhS4uWk07VoeGCunSSORCCkgwwDZBBzX9n7 RLjpX8u3/B5d4T0bQv8AgqB4Z8QafaLHc618J9PmvnVceY6Xl5ErH1OxVGfQAdqAP6HP2JP21/hr +2V+xn4U/bG8OXcOn6Hr3h9r/UvtE4VdOliBFzG7HgCN0kBY9lya/nH/AOC8X/Bfb4xf8FBfjDqX 7Mv7LXinUNJ+EWn332C0j0uRo7jxTNv2+dMVOTGzHEcY4xgnLHjtP2Wv2r/H3wi/4NLvix4f0LXJ re41H4xzeFNPmSQq8FneRWU9xGpHQMDOP+2rV+aH7Bp08/tu/B9dXshc2rfE7QhcW5x+8U38OR+I oA/oB/4Jnf8ABpf+yZ4c+BOh+O/29dO1TxZ481qwjvNU0VdTkt7LSt43C2ATDO6ggMzEjcCAMCo/ 27v+DV3wh8PdIn/aQ/4JNfEjxH4B+JXhfF/ofh7+2X+z3ssZ3bIpz+8glIztO4oTgEDO4ftFCg2Y 27cdFHanPGHHIoA/jx/4K4/8FVviH/wUe+Cfwb8DftC+G7jTvir8J7rXtJ8aPJaiFbzzDaCKYr/B KTDKrpgAFMj72B91f8GPjFfjF+0Icf8AMs+H/wD0ova+Sv8Ag6n/AGefC3wA/wCCufie68H2MVra +OPDun+JZ7eEAKtzN5kUxwP7zwlvqxr6r/4Mmta03w18R/2kPEWsXSw2dh4P0O4upnYARxpNeszH PYAGgD7+/wCDgv8A4Lr6N/wS8+HVv8Hfgm9nqnxi8UWpl0+2nUPDodmePtk47sSMRoepBY8AZ+Ff +CPn/BFj4lf8Fh9L/wCHkP8AwVQ+NninxJpOv3kg8L+HX1SRZNShSTa00j5/dQBgUSOPbnGc4wK/ I/8A4KM/td+Jv25v20PH/wC0z4jv5ZE8ReIJ30mGRji2sFcrbRAdgsQX8cnvX9R3/BNL/gob/wAE 2PgP+wD8HfhJq37ZXw30280P4e6Xb31jN4ngWSG4+zI0quM8MHLZB70AHxR/4Nqv+CSPxA+Hkngv Qv2bYvC935BS18QeH9UuIr6Bv7+8uwcg/wB4EV+a+n/t4ftz/wDBtH+3FZ/sh/tR/EPVvin8BNZj W68NXl+xkvINLLmMzWzMfkmiI2vBu2HgjbuBr9nG/wCCtn/BMkjH/DdPwz6f9DVB/wDFV+Qv/B3b +0H+w/8AtV/su/C/x78Af2h/Bvi7xd4W8dSWUll4f1qK4nXTbmzlaV2CnOxZre3GfWSgD7q8Xf8A BF//AIJj/wDBTK2vP21PBnjzxdfL8TI21a217w/4yuY7cvKv3kiDbUKkYKYG0ggjNfzM/tz/AAb/ AGlv2Ef2qvGH7LfxP8f69/aHhfVpIbe7/tKZUvrQkmC5TLfdkj2sPTJHUV+wH/BmD+3b4k1W88ff 8E+PF17LcWdnp/8AwlXg9nkJ+yqJUhvIBnorNLA4x0O/1r3/AP4Orf8Agklb/tXfs7f8Nt/B3w40 nxC+G9m39tW9rDl9X0UHc6nAy0kJzIp/ul19MADv+Df79hP/AIJ0/tJfAf4a/wDBQT4VReKofHnh yUReItNufGV1Pb2GtQptlBiZsFGz5iqf4XUdRX6P/twfAb4DftH/ALM3iT4Z/tOahNZ+B/Lj1DXr yHVnsTBHaSLciQzIQyKrRhjzyMg8Gv5g/wDg2z/4Kral/wAE8/2z7T4b/EPxO0Hwv+JlxDpviWGa T9zYXhO21v8An7uwko57o5J+6Mfp1/wWZ/a7+Ln/AAU6/a+0H/ght+wn4l/4l97dJP8AG7xlprl4 7GzjdWe33qcBY15cZ+d2SPj5gQD5L/YK/wCCX3wu/wCCsn/BRLxX4x/ZpHjTwr+yp4DvDZHVbzxF dtdeJrpOAkLu5KeYTvPI2Rhf4mwP2b/Y6/4Ix/sZfsPeNta8e/B3SfEVxea9oEujalH4i8RT30L2 skkcjL5crFckxpzjoD6mvZf2Pf2TPg7+xL+z54b/AGbvgV4aTT/D/h6xWGP5QZLqbrJcSt1eV2JZ mPUn0Ar1FlycUS95WZUZyi1KN9NU9mfz/f8ABYT9gOH9iz47r4g8B6a0fgnxa0lxo6clLOfrJbZ9 OQVHXB/2efs7/g20+Di6N8FPGnxnvbbE2u65HY2sxXkw26ckexeQ/lX0d/wWA/Z/034/fsNeMNOb T1k1LQLP+2dJl2/NFNBl2x3+aPep9mr4F/4Iu/8ABVTwx+z9BZ/sqfHQQ2Hhu6upG0HxFGoVbW4k fJjn7BCSSH52nAORyPm/Y0MHmyc9FJXXr2P6E/trOuM/C2dCinOrSlFTtu4rVO3V2WvoftFH606q enajaanbR3thcrLDIm+ORGBDjsQe9WNx9a+kWp/PTTi7MkooByM0UCCiiigAooooAKKKKACiiigA ooooAKKKKACiiigAooooAK/H3/g9K/5Rm+B/+yzWP/ps1Gv2Cr8e/wDg9KP/ABrP8Dgf9Fmsf/TZ qNAHw1/wZT6at1/wUK+Jl9vO61+EMpC+u7U7EV/TLKUEJMjAbeWz2r+aP/gybz/w358VsD/mjz/+ nWxr9IP+Dp3/AIKNeO/2Gv2DbX4d/B3WJtN8XfFjVZdEi1a2k2S6dpqwl7qWNhysjAxxqRyBIxBB UUAYP/BWH/g6I/Zr/YV8ZXPwF/Zs8IQ/Fb4hWreTqElnfhNK0mb/AJ5ySIGa4lzwY48bT1fPyn51 +HH7Un/B3b+3BpkPxA+D/wAIfD3w78N6pGJ9Om1TSbKwUwuMqwF4zzsMdG2V8f8A/Bpf+xt8Lf2s P+Ciur/Eb4z+H7fXLP4aeGG1zT9N1GPzIptSknSKGWRTw/l7pJADkb1U84r+qCKFY1AQAKOBgdKA P5qf+C2Pwl/4OD/h7/wT8vNd/wCClH7RPgnXPh3deK9Nt7rQdDkhkumvN0jwNmO1QbFZSSN3UDrX zP8A8GtH/Kcz4M/9e/iX/wBR3Uq/ZX/g8W8U6JpH/BJiy8P312qXesfFTSItPh3DMhjhu5WOPQKh z6ZHrX41f8GtH/Kcv4M5/wCffxJ/6jupUAfrL/weojH/AATx+HYA/wCasRf+kF1Xx1/wZOf8ntfF j/sm8P8A6WpX2J/weoPv/wCCeXw6wP8Amq8X/pBdV8c/8GT7bP22Piwx/wCibw/+lqUAf0rSfdY1 /Oz/AMHLv7UNv8T/APgs78H/ANm/Q9Q8y0+Guk2z6pGrZC6jfSGZhj1EC234sa/oe1C8g0+wnvrp 9scMTSSMeygZJ/AV/Gj8Zv2g7z9qf/gs74n+Pd1dNKviL4rXMlmzNnFtHIYYFHsIo0UewFcOZ/8A Itrf4Zfkz0so/wCRpQ/xx/NH6mfsxaC0ejah4ilj/wBdMIYWx1Cjn9T+lfqB+0Px/wAEe/iGP+qE 6v8A+mqavzz+FeipoPgLTdO2/N9nWV8d2Ylj+px+FfUn7b37dfwF+Ev7Ftr+xjq/iIXXxA+KXwS8 SDR9Gs5FaS0tbbw7f3kl3cDcCkRFs0anBLOwxwGI/EfCmt7bPsXPyX4Ox+1+LdH2OSYKP95/kj+V P9lj/k5v4c/9j5o//pbFX93yoo5Ar+EH9lj/AJOc+HP/AGPmj/8ApbFX94AOelfvh+BBX8xP/B6X /wApJvAf/ZH7T/0431f07Zr+Yn/g9LP/ABsm8B/9kftP/TjfUAeN+DL6C2/4NbvFVrM3zXH7Usax j1xplqa+Mf2Fv+T1/hD/ANlM0L/0vhr7T8AfDjxJ41/4NcfGHibQrF5rfwx+08l9qnlgny4G060h 3nHQb5UHPHIr4j/Yz1ix8O/tefCzX9Ul8u2sviJos9xJ/dRb6Ek/lQB/diAByKKjgmSaMMh+VhlS O4pxdR3oA/lf/wCDxUt/w9rtVLk7fhbo+1f7o867/rmnf8G4viHVvCn7IH7fWv6JLIl3b/s//uXi JDIWg1NdwPYjdke4rK/4O+dZj1T/AILAX1pDeJMtj8O9FhZUYHy2xM+0+h+bOPcV6r/waM/CWL49 eE/2wvgfM+1fGHwls9FL4+4bpdRgDfgXz+FAH4yDOclc1/WF4C/4NW/+CO+o+D9F1fUvgjr1xPca Zby3Dt4wvAHcxqScBx1JzX8p/i3wpr3gbxXqXgnxRp8lnqWk38tlqFrKPmimico6H6MpFf3c/ALx Pp/jb4GeDfF+lSq9tq3hXT7y3ZOhSS2Rx+hoA+Gx/wAGsP8AwRfK5/4Zp1If9zlqH/x6rlt/wbAf 8EYrW3EB/ZWlk28bpfFF+x/Pzq/QimSkFMA0AfK37HH/AARj/wCCeP7A/wAVpvjZ+y58DF8O+JJt Ll06TUP7YurjNtIys6bZJCvJRT07V9PahYWeqWcum6haRzwXETRXEE0YZZFYfMpB4IIyMGvmvwt/ wUy+H/jz/gpbrf8AwTX8EfD/AFbVNY8L+DV1/wATeLLa4jNhphYrttJFzu8xt8ZGM43exrY/4KW/ 8FB/hL/wTW/ZV1z9pD4nXEc81tGbbw3oKzBZtY1FgfKt0HXkjcSOiqx6gUAfy/f8HDn/AATq8G/8 E5P+Cguq+CfhRdWcfg/xjZ/8JD4b0i1nVn0mKSRw9oyjlFSQNsyOU2+lfbv/AAZxftpfs3+Bvix4 8/Zb+I2hWun/ABK8fSRahoPjC6bdLrEcKv5mnNI3KspYzKoOJN0hPKgH279hv/ghN4m/4Kc/C74j ft9/8FY/t0nxO+Nmlyf8IbpcgeP/AIQ+0fH2a5WEkbHAVQkZ4WIc/NIxH4Y/tBfAv9pP/gl5+2df /DTxVcXHh/x18OvES3Gl6vYOwWUxSB7e8gYgbopAAy5AyDggcigD+4uMx43LSk/PnNfGP/BEj/gq j4U/4KnfsfaZ8TbmS2tPHXh9Y9N+IGiwsB5N6F/4+EXORDMBuX0+Zf4c19mblcbloA5P446baar8 HvFWn3se6Gbw/eRyL6q0Lg1/LbdqFvJVX+FiFbHYH+lf0uft6fFCx+Dv7IPxB8d39wsa23he7SNt wBMkkZjjUe5Zxj3r8Jv2Af8Agnb8YP28viRHpvh2zk03wraTA6/4muIz5cK8Hyo/70pB4XGB1JAr 5vO6c69anTpq71/Q/onwXx2FyXJ8fmGMko0k4q76tJ3Xrqfa/wDwQO/bX/aR8Yayf2ZfE/hTVPEv hDTbVmtvEzMW/sMAZWCR3PzxtyEUHcvGAVzj9Yo95RcmvN/2Yv2WPhJ+yd8LbL4U/CDw3HY2Nqu6 4mPzTXcx+9LK/V3J7noOBgAAelJHtTGK9rB0amHw8YTd7H49xhm+W55n1XF4KiqcJPZdf73lfsSD pRQBgYorqPlwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKesa7pOg2/23WdUt7SHdt8 y5mVFz6ZPfg1+Qf/AAeTeJvB/iL/AIJbeFF0fX7C8uofjVpbKttdpIwQ6ZqgJwCePu1+ln7Yv7F3 wJ/bq+F0Pwa/aI0PUr/QYdUi1COHS9auLCTz41dVPm27o+MO2Vzg18q6t/wbGf8ABIzxDbCy8QfB jxRfQrJvWG8+ImqyqGAIBw0/BwT9KAPya/4Ms9e0Xw9+3t8VLnXdXtrKN/hCypJdTLGGb+1LE4BJ HOK+w/8Ag8J/Zq1z9on9krwT+0J8Iby311vhlrlx/wAJNYafdLLLDpt1GFN1tUklUljjVj2EgPQG vpzRv+DXn/gj14bna78OfAnxFYyyJtkks/H2qRMy5ztJWcHHHTpnFeo/s2f8ERf+Ce/7J3xCm+JX wn+GOsvf3WkXOl3Vv4g8WX2p2k9rcLsmjeC5keNwy8cqe/rQB/ND/wAEB/8Agp74e/4Jbft0W/xR +JltcSeBfFOkPoXjFrSEyS2kDujx3SqOWMciKSo5KM2OcCv6Wx/wXZ/4JKn4fzfEdP25fA7afFbe cYf7QIuiMZ2i32+aW7YC5r5N/ao/4M//APgn38bvGd943+C3jPxR8NpL+ZpptI05o7uwjYnnykkG 6Nf9ncQM4AA4HF/A3/gy/wD2OvB3iy31v42ftCeLvF1hbzCR9Js7aOwS4AP3Hcb2APfbgnsR1oA+ ff2/fFvxu/4ORdE+JXx4+DvhnWPC/wCz9+z14J1rU/B9xfW2258Ya8luXUBOighD3JReGwzkL8R/ 8GxfiHRfC3/Bbr4L6n4g1SGzhdtetlmunCr5suhX8UaZPdpHVR7kV/WR8Kv2dvgp8Efg7Z/AD4V/ DTSdE8HWOnmxt9AsbNUtzCVKurL/ABlgfmZsliSWJJJr8zPjJ/waFfsH+MfitcfFT4LfF/x78O5Z tQN5b6fo94ksdlNu3Zt3YCSMA8qNx29j0oAyP+DyKy8PeIf+CcnhWzXxBZjWLD4lW17aab52Z7m3 FpcpKyIOSqBlZj0AHNfmv/waM/tK+BPgP/wU2vPBXxD8TWulWvxA8E3Ok6bc3kwSOTUEmimhiJPA LKkoHq2B1YV+6v7JH/BDb9k79mtNY1r4keIPFnxk8Ra5oc2kXuvfFfWG1VorGVdssEEcuVhV14Yj LEEjOCRXyN8Uf+DNn9i3X/iVN45+D/7QHjjwbZyX32m10q38qf7C27O2KU7WAB+6Tkjjk4zQB+jn /BQL9o/4e/s4/sefEX4keN/iJpOg/Z/BupLpNxqN6kXn3jW0iwxpkgs7SFVCjJPav4z/ANiyWN/2 s/A098zMjeIoWnLckjdz9Sa/qe/Z6/4N3P2R/hl4p0zx5+0V8T/iF8dtU0UD+x7f4q+JJdQ06zIX aClo5KMR23lgCAQARmvFdY/4NG/2NbD9pRfj98LvjF4q8PWS6y2ow+F1ghmggYszeUjnDCMZwAck AdTXJj6UsRgatKO8oyS9WrI7sur08Pj6VWW0ZRb9E02eU6h8V/CunWEEWgzf2ldzKq2tnZjcxOB1 P8P4816B8LP+CRfgz4Q/sk/Hz/goz8d/E8njX4seMvhL4jm8O3F47yR+F9Ok0q4RLS33EnzBCfLL gAKuUXgkn6v8J/8ABGT4Q+BrVo9D8bah5j/6yeW3RpG/HsPYYrzX4if8G8Gg/E2/1h9U/wCCjn7Q 2n6XrnnLdeGtL8cyx6akEoKtbJb7tghKkrsxjbxyK/MfD/hPMuHcfXniIWjJaO6bbv8AgfpviFxd lfEmX0KeGm24vVWstvM/lg/ZaYL+038OSx/5nzR+v/X7FX93EN3FIdsc6t/usDX492v/AAZj/sCW V1He2X7QfxMhmhkDwzRzWqtGw5DA+Xwc857V9N/sff8ABDjRv2OvjloPxq0L9vP46+KI9BklYeFf FHjOW40u83wvHiWHdtYDfuGQcMqnsK/WT8kPuuS7hT5XlUE84LV/MT/wehXdvdf8FKfA8cEys0fw hsw6qwO3OoX2M1+4X7d3/BJ3wz+3l8WdN+KuvftcfGTwG2meH4tLj0X4e+NJdOsZgk8832hol4Mx M+0v1KxoP4a+W/iL/wAGkf7FHxh15PE/xa/ae+NPijUo4FgXUPEPiqO8nWMEkIHliZtoJJxnGSaA PJf+DU/4F/Dj9pz/AIIr/Fz9nz4uaOl94d8XfEfVtN1S2Y8mOXTLBd6ns6nDKezKD2r8Rf8AgpL/ AME+vjV/wTH/AGrtY+A/xI0+6+z2V4bnwr4jWIrDq1juJhuI26ZwMMucqwIPav6Lfh1/wbB/s9fA nw5ceD/gf+3r+0H4Jsbq4NxJZeHPHxsYJJiADI0UKorNtCjdjOAOa+g7z/gjR+yp49/Y2t/2Of2q dZ8RfFrTbO9uLqx8ZePNWa5120lmbduhvCTJHt6KoJXAAII4oAk/4JK/8FVv2dP+Cjn7MXh3xd4J +IGmxeLtP0m3tvGXhe6uVju7C9SMK58s8tG5G5XXKkHrkYruP26/+CmP7I//AAT1+FGofFD9oT4p 6faPb27tpvh6zuFl1DU5sfJDDCDkljxuOFXqxABr8rfiD/wZr6fofjCfxD+yH+3zrfhWB2Iji1Gx Z7iGMn7pltpIy31wM+ldp+z5/wAGfXwlsfiJY/EL9tn9rHxN8UVs5Vkk0mNZLeO6wf8AVySvI8uz pkKVOO460Afhz/wUi+I37Sf7Xnxl1b/gox8a/hvqWiaH8WPEV4vhO4vARDLDapEvkQ55dYo3iUsB tLE471+oX/BkFJHF8Yf2hDJIq58M+H8bjjP+kXtfqn/wUV/4Ibfsgf8ABSDwX8Pvhz8Q5tY8JaH8 NYbmDw3pPgsQWsMUUyxApsaNgFURKAAAOtfPnw7/AODTr9kj4LNfXfwU/a4+OXg+51GNUvLjw74t SzM4UkqJPJjXeF3NgEkZPagD83f+DpP/AII8eNf2ev2iNW/b4+CfhmS++Hfjy+Nx4m+wxlv7E1dj mQyKB8sU33w/3QxZTj5c/pn/AMGyf/BVP4XftbfsReG/2Z/GHjS0tviX8NNNj0i40e8n2zahp8Qx bXUQP+sATCNgkqyc8EE/U37Fn/BMTwB+yV8IPF/wT8ZfGHxp8X9D8aXSyapb/FbU/wC1lWIReWYF WXKiM9SMYJ5r4r+PX/BpF+ytqHxFk+L37F37QXjf4N659oaezi0m8aaGykPP7iQMk0SjsN7EfpQB +uJl2jLPXxt/wVo/4K+/BX/gm78GLuax1Wz8S/FDWF+yeB/AGnzedd3t4/CPJHHllhU8knGfujJI r5Yg/wCCGP8AwWKudL/4QXWf+C8vjlvDr/JKsNnOL8x/9fPnebn/AIHXv3/BPz/g3+/Y/wD2IvG/ /C9vGGoa18V/icw3f8Jt8QLj7ZJav/ft433BHz/y0Ys47MOQQDj/APgjp+zDd/8ABOn9kTx9+3n/ AMFBfF8Gn/E74pTSeL/iprWsMok0y3AeWK0PJKlA7MY1/jYKBlVA+ff2Nfh/4x/4OCv29pP+Cj/7 RWi3Vn+zv8J9Vksvgv4J1RSI9bu0kyb6aMnBxsjd85y2xBkRtXoX/BVn/gln+x1/wshfih+1f+0r 8eI/BnxO8VzR65Z2Xj4nR9GupB5kC/ZHiZVtyVcDrswvua6H4Tf8G5f7F978ONP074M/t2ftAx+F VhV9NtPD/wAVClkiHkFI4owgGeeBWfNBz5b7HXUwOMp4WOIlB8krpSto2tGvU/TuCKGGLEAXZj5Q Ow7Gvyh/4Oj/APgkrov7Z/7Ms37WXwm0RV+Jnwy06SeaG2UCTWtIHzzQMP4pIhukQ9fvr/EMfqD8 KPh9ZfCb4aaD8MdO13UtUg8P6Tb6fFqWs3Rnu7pYowgkmkPLyNjLN3JzXzN+33/wR6+CX/BQ74ja f8Rfij8dfip4dm0/Sf7PTS/Bfi42NnKm8sXePy2Bc7iCc8jitDkP5a/+CRP/AAUt+Iv/AAS3/bD0 f46+Gri5uPDt1jTvHGgxyHZqOmuwLjb0MiEB0bGQRjgMc/2QfBn42/DH9oD4YaH8YvhJ4ys9a8Pe ItNjvtJ1Gzl3LPC4yDjqD1BBGQQQa/MG6/4M6P8Aglpbxm5m+IHxQVV5Zm8RWgAHr/x7V82ftTfs r/sG/wDBL7VNK8M/sZ/tafGnVPGug30d1Y6Lb/ELOjaayyB/9IijiVJAW/5Yj73JbA644jEU6EHO bPayPIcw4gx0cNg4OTfXol3b6WPpf/g4Y/bes9Rj0/8AYz8Bawr7Zk1Hxg8Mh428wW5x33fvCP8A ZX1r1T/g3H+Jdt4k/ZW8RfDqV4/tHhzxNIVUDDeVOgkUn8d/8u1fjP4o8ReKvH3ia+8XeKtUvNU1 PUrp7m9vbl2kkmkdssxJ5JJz9BX6Ef8ABub8QNf8IftN+KfhhqNhdRaf4k8M/aYnkhbb9ptpVwPQ ZjkkP/AK+ZwmMnXzRVWtHoj+jOKuD8DkfhfLBU5Jzg4zk01dyuuZ/dovQ/aZRu71IOBjNNQYXIPa nV9YfyyFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAHXqKKKKACjr1FFFAB06Ci iigAowPSiigAwPSjA9KKKADAPUUh2ryaWquq6nZaVp82pX9ykFvbwtLNNIwVY0UZZiT0AHU0ATh4 zwaVWXtXx38F/wDgop8Zf2yrrxH4t/Yr/Z4t/EPgHQdYuNKtfGniTxAunwa3dQHbKLNNrM8YfKeY wC5BxXoP7Fn/AAUA+HH7XNz4q8AT6NeeFfiD8P8AVG0/x14G1hlF1pswGRIpBxLA4IKyr8rA9iCK APoPeh4DChmUjOa+Nvgn/wAFJPGv7anxa+I3gf8AYm8CeH9W0P4Y69/Ymt+IvEuum3+23wBLrbxR o7mMcjzWADEHGcZpP2O/+Cp837X2s/Fj4CaL8IW0j4zfCW6ktdW8F32qottdvvMaSRXOMGIsOSQC Ny8c0AfS+ofG3wDp3xu039n2bVc+JtT8PXGtwWarnbZwzRwtIx7AvIAPXDY6GuummjhhZ5Gwqrls 9uOv5V+Gn7EP7RX/AAUT8Uf8F9vjZdfEv4V6P4r8daB4HGjt4ZsfE0dtY6Pp6zQyxxwzSDDjMuWO MlpGPTiv0s/bX/4KM6D+w18DPB/iz4zeC408b+PdatdB8P8Ag2HVYikmpTsE2PcEiNYULAvKflUG gDyXwx+yX8ef2+P26pP2xfjv4+8R+GfhB4Ml/s/4Z/DnTdWuLM6/5MhL6nfLEy5ikk5RCSXRFyAD z9nfGP4K/D747eDW8A/E7Tb260tplleGx1u7sJCy9D5trLHJj23YPcGvk/8Aa1/4KXfGn/gnT4N8 LfGH9rn4F6P/AMIHresQaXqeq+DNaa6m0V5RmNnjaNPMQYPKE9OByK+zfDXiTR/GHh+x8U+Hb6O6 sdSs47qyuYm+WWJ1Do49iCPzoA/Jz/g3w8V+NZf+Cif7ZHwq1Hx14g1Lw/4R8SWdn4b0vWNcub1N PhW8v1CRmeR2HyqoJyScck1+uiMoTnrX4/8A/BviwH/BVb9uzn/mcrX/ANLtRr7Uf/gozc/F79rT xT+yB+yF8NovGOsfD61hm+IHiK+1MWum6RJKxCWok2s0s52vlVHGDzwaAPq7chGQBR5iHg18m/Dr /gpVHpf7akf7Av7U3w5/4Qbx5rGk/wBqeDbyHUFudN8RWwLAiCbAIlUowMbAH5TjPFc3/wAFJv8A gsb8OP2F/iZ4V/Zl+Hfw31b4m/GLxq4/sDwB4d/1yRkgLLO3IjB5255IVjjAzQB9rb4+m4UB4++K /Lf4g/8ABw142/Yu8bx+AP8Agpv+xB4m+F9zq2iz3vhbUdJvo9VtdSkjXIthJFwJCcIeuCw3YHNc j+zL/wAHMF+Pip8ZvAP7fv7Otx8LW+HGgx6vptjHM015OJJI0jsnQgZnfzoiuOMbuyk0Afrtujzi k3RlSBXyRr/7Zv7Zvhr9m5/2q9S/Y1h/sO30Ya1c+F4fEynWo9N8sSFvK2bPNWM7jGGyMEdeK9j/ AGOv2uPgz+2/8AdB/aL+BGv/AG7Q9ct9yh12y2so4eCVeqyIeCP5gg0AeBf8Fv7LQvFv7Il98NL2 ANqOpLNqGjtjlZrGI3TgfWNJK/GX9nD9uL9p/wDZU1Fbr4MfFTUNPtQ2ZNImbzrSXuQYnyM+67T6 Gv1A/wCC4Px103wF+0n8A/Cup3Cmw/tK+m8QQt0+xzmG0bI9DHJcf981+b3iv9iPU/hj4n1o/Gn4 haP4R0HTdUubWxuLy48671GKKQqJLe2jzI6suCGwFIPUV8pmkqn1y9N2cdHb0TP6k8L8LldPhOND MoKUKt5pNc13zOLSXol959Y/D3/g5F+OmlWaWnxE+Cmi6pKgAa40+8kg3/8AAWDY/A1veKP+Dk/4 gi3MXh/9m+zt7jblft2rMRn1wEFfENt8YfgB8HxInwX+FX/CRauvEXibxookSNu7RWinZn0MjPj0 p8f7RngX4x2K6F+1D4NjnuQ22z8aeHbSO3vrdf7kkKBY54xxjhXAGAa5v7Rxdre1/D9T6Cp4e8K1 K3t1lvudfeafqonc/tK/8Ff/ANtb9pS0m0HU/H6+G9Gm4k0vw0pg3r6NLkyH8CAe9ezf8EJ/2D/C v7S/j/xH8dfjZ4Vt9a8N6JH9is7HVIfMjvL6QhnkIPDbF9e8gPavkzxl+yX4ztLS18V/CTUIfHHh vUp1is9V0VS8kbsfljuIfvwSZxkMBz0Jr9XP+CK/xC8O+D/F/jX9jXQL+3uIvAem2HnXUIGLzUGa U38gPdVmZY1P92MVpgYzxGOU8Q27bdr2OHjitl+Q8HVaWQQVNtLmcVaUY3Sld731SPsHw9+xv+yz 4SRV8Pfs/eEbbb91otBg/wDia7bQvAXg7ws4k8OeEtNsGC4VrSySMj/vkDitc8LmlG6vrI06cdop H8qVsfjsQv3tWUr95N3+9jlDA4p1FFaHIFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8pf8FuviF4v+Fv/AASi+OvjLwFNJFqkPgWe2hnhbDxR zulvK6nsVjlds9sV9W1xvx++DHhP9of4J+LPgT49tfN0fxh4du9I1JcciKeJo2I9xnI9CBQB8u/8 G9eh6bpH/BG34F2+nwqqzeHby4kZe8supXUjsfU72PPWt6P/AIJzeG/BH/BT3Wv+ClukfFSTS4tf 8CjQ/E/hIW4WC9aKPb9qeTd1VETjH8Gc815p/wAE17H9o7/gmT+zxb/sPfHH9nzxh4q0rwRql/H4 I8aeCNFfUodT0ye5kuo1mSPLQyo0zoQwAwq4r1628GftGfthWPizXPih4Svfh14fvPCOqaJ4N0K6 uP8AiYma9tngfULpVOIyqttSPORlicHFAHxV/wAE29f+Gvgv44/GW/8A+CMf7LOpeMtF1bxZt8af EPxt4tS20t71WZ/stgPK3tGpkLdGPzA7sYrzT/gh14m8feJ/+C/v7UmqfErSrTTtcuLC6/tex0+5 86COZbyIbVfA3AY4OAa6f/gk14B/4K2f8Ep/Afib9iNv2DJvGljdeLLnUPDfje11aOLT1aaOOMtO 5/5Z/uw/94AkYrY/Yd/YK/bq/wCCf3/BVv4m/tF+L/g9f/ETTPih4b8xfEWhzRR28OqXDxzzxyh2 BiiSUOgJ5KgHvQA3/gnegP8AwdCftUZ/6FlR+ljXt3/BwHYfsC694Q+F3hr9rjwn4n8WeMJPGCt8 LPA/gy+EV/rd8zRoYCCjDyGJjVj8p5GCDXnfhD9lb9tD9jr/AILn/EL9trTv2d9U8c+BPit4XSGS 68MzRs+m3Xlwbo5BIy4AeAjd0KuD64pf8Fe/2Jv+Cg3xa/ac/Z5/4KZ/AH4Qw6/4m+FMkba18NY9 QEjBI75rlDGejO8bmNyudpVcZxQB5F/wcZ/FX9uHxB/wTMsdL+Pn7NnhvwP4buvF2mLbR2nigXt7 AyxuY4nRV2ggDnDHGO9frF+wC7zfsP8AwhmlkZ3f4c6OzMxyWzaR1+c//BUD9nL/AIKbf8Fi/wBj W90S7/Zkk+GS+FZ4dU0Xwbq+qRyah4h1AMFZTj5YY442kK7uXbHavtD9jD4l/Hn4Yfsf+FdG+Jv7 LHizTJPBvg/SdIk0mOFLjUL28ijEUrxwxsT5ShQ248nJwOKAPhf/AIINX9zpf/BTD9vzUrNd01v4 kjlhX1dbvUiP1FSf8Gi2sX/jn4f/ALRnxN8VXrXPiHWvihDNq0s3MpZoZZMsT6s7n2wa1v8Agkf8 I/2qv2Uf28/2mPjZ8Yf2PfiHb+H/AIweJrefwzcR6GXKxfart2aYA/IAs6/rXXfsvfsoftGf8EZP 2y/iz4h+GXwE8R/Er4I/FzUY9Xs4fBdp9p1Hw7fLJKxja3B3PGRMV3LnhV96APL/APg6T1vVPhX+ 07+x78bfAdybfxRo/j65SwkhH7x1W509wmRyVLZGOnzH1rzP/gnVqFz8Zv8Ag7I+OHir4oq02oeG dJ1aPw/Hd8+QIhb28Wzd0AiZ8Y9TX1j8Vv2Pfjv/AMFWP+CkPwp/aU+NPwa1rwH8HfgnD9v0XRvF 1qLfUdd1ZrhZmLW5O5IgYYPvYzsPrXy5+33pnjH4A/8ABfex/a1/4JgfCvxF8V/HOm6fHF8c/Avh nSpJreyjmiEQ3zr8qSSxDcVP3WjBPBoA9y/4PDfBPhXWP+CXml+MNRtoxqmgfEfT20e6OPMRpY5Y 3VT15Xr/ALo64FfFP/BWy7i8VfsffsF/EfxJ4OsbPXvibZ6bdfEHxMtgFu9Wa1isYoPtEgG6UBJp GG7P3q+tv21P2e/+Cg3/AAXw8aeBfgV8Uf2X/EHwI+CXhXW11jxdeeLHRNS1a4CFBFBEM/KqM+GP G58n7oz9Of8ABXz/AIJMab+23+w/4b+CnwIW10LxP8K5re9+G3mHESfZ4RGLVj2V0VBu7Mqk0Afb GqaXp9x4duNLktY/s72jRNFt+XYVII+mK/Hn/g0T8Ta1Z+D/ANoz4PW9zJJ4c8N/EaCXQwTlIzKt xG4XtgrbwnA9z3r60tv27v229Q/ZyuPh3df8E9fiVb/F5fDv9npJ/ZOdDfUvJ2faRe52eRv+fk5x x1qx/wAEaP8AgnPF/wAEp/2Lb7wr8SdetrrxXr15L4g8dapG37tZxEB5Yb+JY1Xr6sx6GgqnGVSS jHqfnn/wXz+KA8eft53Hh2yvN8XhXQbWyG1vuSNmZvx+cflXxfq+r6vr98+p65qdxeXEn+suLmYy O/4k54xiuy/ab+Ls/wAev2hvGXxfuC23xB4guLq3RmyY4S+Ik/BNo/CuG9xX57jKzq4ick92f35w nlUMr4dwuHcdYQV+97a/ixMfJXR+OfAzeGfC/hPxIqbY/EGjyXAPbclxLGf/AECubzhcZr6Q/aZ+ HBsf2Df2e/ijZ27bL1fEFheS9gy3geNc+4Mn5VnSpe0hJ9tfyO7MswWDxWGpv/l5Jx+6Lf6Hh3w6 +KXxE+E2uL4k+G/jG+0e8XrLZzFdwHQMOjDPYg19J/8ABGH9oR/gt+39oN9r2qFbPxdDNo2pSSSZ 3POQ0bHPfzY05PqfWvk3YMZLcVPo2s6j4c1q18QaLeyW95Y3CXFrcRnDRyKQQw9wf5VeHrzo1Yzv 8L2/Mxz7IcJm2VYjDOKTqxcW7a36fif1aQusqb1Py9amKHOQK+f/APgnH+11on7Y37MGg/E2G6iG rQ26WfiKzVhmC8jUB+P7rH5h7H2r34ls5LcV9/TqRqwU47M/gXMMDXy3HVMLXVpQbTT8iSik+bPt S1ocYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFF FFABRRRQAYHpRRRQAYHpSY/2aWigBCqngrS4HpRRQAYHpRgDoKKKACjA9KKKAGuAFziv53vjl/wU 3/bG/wCCBH/BSH9oLQPEH7N1p4y8P/GTxsPE3h/UNRuJYDMmxlXyplRt6hSEKfwlM96/ohk+4a/G n/gjbp/hf/gpX+3/APtN/HT9uNovFXiz4c/EH+wvA/gTxBiS28PacJblPNjtn+Us3lIhfHWIn+IU AeEaV/weffHjStbt7/4h/sDWlpokhUTSW2s3AkA7lTJEFJ+pFftV+wj+2f8ACf8Ab/8A2Z/Dv7T/ AMHLiT+x9fhYtbXGPOtJ0bbJDIB/EpBH5Gsf9qf9l79hTW/gH4kt/wBo34SeC7bwbb6NO2tXl1pc EH2W3VCWkWQKCjAcgjnPT0r5Q/4NWvhB4k+FH/BK+xuNXhuorDxJ431bVvDa3kZV2055Fjhfaem7 yy3vnNAH6UsMGvkz/gs1+0RH8Af2GPFD2WoeRqXidV0TS9rYYtODvI+kYc19ZTSDZuU9K/D/AP4O B/2oj8Vf2l9P+A+gaoJNJ8C2rG7iR/lfUJeXJHqkewexLetefmWI+r4Rvq9F8z7zw3yCXEHFlCk1 eEGpy9I/5ux8ARg5z6frT6AwPSjNfBn90cvL7qG43dRiv0e+OPwsg1//AIICfDPxdMPm8O+IheNI EJKxz3VzCf1lSvzizkfLX7S6d8L38Zf8G+1r4aitPNkPw9XUY12/xJL9oB/TNetldP2kaq/uv9D8 r8SsweX18sqXt+/jf0s0/wALn4w/YtLHJ1A/9+zUN3DaR7fs115meo2EUCzu+htZf+/Zrc+H3wt+ IfxZ8ZWPw/8Ah14TvNV1jUJClnY2sJaSUgZOPwFeUoylKyP0qpXoYel7apNKKV220kl5nv8A/wAE s/8AgoBrn7DfxwSfWbqSbwX4gkWDxHZdRFjOy4QdmTJz6gn2r+gfwN448N/EPwvY+M/COs29/pmo 2yT2d5byBklRhkEEe1fzuD/glR/wUDYZ/wCGZPEX/gOP8a+2P+CWV9/wUv8A2ONYh+FXxU/Zr8Va p8P7ub5U+z7pdKZjzInPKeqe+RX0uU4jE0LUqsXy9HZ6H85+KmQ8O55fM8uxVP2y+KKnH3ku2u9v vP1nVlI4NOqvZyNLGsuxl3KDtbqParFfTH84hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAI4JUgV8Jf tV/8EMvhj8X/ANoO+/a8/Zr+O3iz4K/EzVFxreteD2U2+q+88LYUn1b6193UdeDQB+fOjf8ABDzx d8U7yK1/bp/b7+Inxc8OwyB28G3Hl2Gn3RByPPEXzSrnqp4Nfd3hLwf4c8A+G7HwZ4O0K303StLt UttPsbOMJHbwoMKigdAB2rYAA6UxxzQB5X+2L+0Z4b/ZY/Z48SfGbxHIm3SdPZrOFmx59ww2xRj6 uR9BX81Hj3xv4i+JfjfVfiF4xv2utU1q+lvL+4f+OV2LN+GT+AFftN/wVv8A2Xf2zf25/GOi/BD4 RaPa6f4H0f8A0vUtTvrzYt7dtwBtHJWNc49Sx9BXj/wd/wCDbAuYr742fHNscGSx0O0GD6gu/wDM V85mdDGY6uoQi+Vfmf0J4ZZ5wnwXk08Vjqy9vV+yrtqK2Xz3Z+Ue4k4WnMzrw6Y4z8wr+gL4Tf8A BFD9hL4VpFPJ8Mm1u6jwftGs3BlyfXHSvB/+C0H/AAS38Fa18E4fjl+zt4GtdM1XwfbH+1NL0u2C reWA5J2r1dDz7qW9q8+pkmJp0XUb26H3WX+NHDuY5vTwUKcoxm7c8rJX6aeex+Om/au0Cv6Nv2YP htFrH/BNLwb8M7iLauo/Ce0tZI+hHnWK5/H56/nO0vTrjWNRt9KtF3TXVwkUa+rMcD9a/qY+G/hu 08K/DHRPClpHth0/R4bSNduMKkYUD9MV1cP0+aVR+VvvPnfHbHezhgIQe0nL7rf5n8t+sf23oes3 ei3tzcLNZ3UkMyeaeGVsEfhX7P8A/BDH/gn9N8G/hqv7TPxZ0mRfFPiaEHR4LxT5mn2Lcg4P3Xk4 J77cD1rwH9nD/gl1efGT/gqZ8StR8Z6Ft8A+DPHV1eTLJH8l5JLJ58FsB3AV1ZvYY71+xOnWNrY2 cVnbwqkcagRqowABxXTleXuFaVWoutl/meH4n+IUcZldDLMFL44RlUa7NJqP+ZOsQPApTbA8mlEY QZNLsFfQWPwDmYIgTpTqKKBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBGbZCc7Fp4RR 0WloPSgBrZK5qlqWmWmpWc2nX1ss0M8ZjkjdQQykcgj0q2d2zgUNFnmiyloxxbi00fiX+1x/wTIv vgR/wUq+H9l4G0CT/hBfHXjS0m04xxkx2jiUSz2x9MKrMv8As59K/a6FQtvHEq8BFA/Ks/XvBXh7 xPcWFzr+iwXUmm3gu7F5owTBMFKh1PY4Zh+J9a1lRl4A6Vx4fCwwspuP2mj6jiDirHcR4XC08TrK jHlv31Wr87JIz9K8P6Po891dadpUMEl9ceddPHGAZpNoXc2OpwoH0ArRwOgpccZxQeD0rs22Pl3K UndjscYooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUA FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUA FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF ABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image024.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09 PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCABdAL0DASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2aiii gAooooAKKpanfzWEKPBYXN6zNgpBtyvudxHFZPhTxtY+Lpb6OyguYXsmVJROoHJz0wT/AHTQB0dF FFABRSVR1PWrPSERruQrvOFCjJNKUlFXY4xcnZF+ioLS8gvrcTW0qyRnup6H0PvU9PcWwUUVXvrm W1tmlhtZbpx/yyiKhj9NxA/WgCxRXKeF/iFp3ivV7rTrS1vILi1QvILhFXGGCkcE85NdXQAUUlGa AFopM0tABRRRQAUUUUAFFFFABRRRQAV5P8Fv+Qx4r/6+l/8AQpK9Yryf4Lf8hjxX/wBfS/8AoUlA HrFJXnHhHxDN4+17WRc3d/Zw2MgSC2t38pdmSNzsOS2R06CoIdT1P/hP77wRc6vem1mj822u0Ki4 jG3cU3Y5GMjOM8DmgDrtN8SpqnjLVdJt2RodOhj3sOT5rFsjPsAB9c1J4l8PtrUKPbyKl1ECIy+d rZ7HFeX/AAs0aU+KvFFpaapeWgtpRH5kexmkAdwC25Tzx29a6vxJe6p4evre1t9du7mSZN7LNHH8 ozgEbVHXn8qyrcnI+daGtDnc1yOzOi8H+H7jw/p06Xtwk1zczmaTywQicABVzz0A5710FeR+L/FP iTwz4t0WzsL+a/S8jSQ20kcYMjFiNm4LwDxWzrOheMk0W41b/hKXj1CGMzm0hhUW4CjJQZ5PTqet aK1tDN3vqeh0V5HdfGC4i+HFpqKxR/2zcyvbDj5FKY3SY+jLx6n2rpbTwpryaVDeR+KtRfVzGJCJ WVrZmxnYY8cL2yDnvTEc38PgF+M3i0AYH73/ANGivW68N+HGuqnj3xVrWpR/ZglrLPPGDnYRIpYD 154rsvCNxqvj2yl1u81S70+yeVo7W0siqbVU43M5BLH9OKAO8nlWCB5XOFRSx+gGa838M6v4wZ3m jsZLyykYuq3B2YBOflY84/Ori6zqFt4rPg/VtUmWSdBPYahHHGHlXBzHICCpPB5AGce9ZvgzxFrY 8eXnh7xTqk32qAk2yiONI7gAH0XPIwwwexqWrs2pVVCLTinfuTT694m0/wAS2l7rsEtrp6ybWRBm JVPGSRnJHXmu8tdd0y9wLXULaUnoFkGT+Fc3YjUPFGr31xa6tdR6CpMMY8uJhcODhyuVP7sfd75O eaxbrwra6L8Q9MYFI7C4kMsYc8K6/wAH54xU6xOhOliNGuVpdOtj02lpKWtDhCiiigAooooAKKKK ACvI/hBcRWd14xup22RQzh3b0UGQk16lfi+MA/s42wm3cm4DFcfgc5rhvD/w91XQl1mI3un3EGrt /pCtE4Kqd2QuD6OaAIfDF/rPjw3mpaZeJoOkicxottbo087AAlnZgQOo7fyrA0q3ltP2hRbz3019 JHEQZptu4/uM4O0AcZ9K2/D/AIG8YeD2uLLQtX019NmkLg3UTF4+2Qo4zgDvjirJ+HWoaX4wsfEO kXlvc3KRMt39tLKZ5GDBnyoOPvdOgwBQBlfCb/ke/GX/AF8H/wBGSVV1bUf7Y+JusAHMVikcC/8A AQc/+PE/lW/ovgjX/DPirUdT025024h1LLTRzh02OTu+XGcgEnHPQ1U074Z6xYa9qt6+o2kq30nm bwjBskknjkDk+prDExlKk1Hc6MLKMKqlLYx/GdzDcfFXwesMqSGHyI5NpztYSZIPvgivV9e/5F7U v+vWX/0A15/f/DbV59f0jUbIaTarphDJEHkPmkOXLMdvUk89a7TVINdvdHNtCmmrNPC8c5eSTapI wCuFyeD3xW0dkYS3Z81Xwb/hC9IO07PtVz83bOIuK+qbEg6fbkHIMS/yFeXWPwxlXwzJ4X1O801w srXqzxO3nQEgKDsIwVO3ByR37itrSYfGsmixaZbX+iPBGvkDVInZ5Ao44TGN4HHJ60xHk1sss0/j vyMk+S7HHdRcoT+lejfDHwboereA7C8u7eSSdzIHK3MqjIdh0VgOgFP8P/DDUvDGtalcWkthe2V7 C1uYbt3DGNiCdxC8nj9a1tC8Na/4JE9nov2PUdJkkMkUNzK0UsBPUbgpDCgC/wD8Id4U0a/s757N Y7oTLHbSyTSO3mHO0DLH3rkfivoz+IdSV9AgkfVtKgMt1NE23ZGeVTI6ueSB6Z9RXSanZ66iHXdQ m09LizRvs9uN7Q2wYYaUkDLvjjoABnHWtDwVZy2Wjssk9lcmRvNa5t5Gdp5G5Z3JHUnt2HHagdna 5U+Gniez8SeE7cW0ccE1miwTW6DAQgcED0I5/Mdqo/FGJ7q30u1t42luZJ28tEGWPH/6qxB4T1Lw Z4puvEkGp6RYwTljJZkybHB6gDGc55GOh9qltdW1nWfG+nanJp1ylvEwiCrG21UIwxyR75qJtWsd mDhJS9r0VzvvDdpqFlolvBqtwJ7lRyw7DsCe5HrWrSUtWtDklLmbbCiiigkKKKKACiiigAooooAK KKKACs3UNW+yahZ2EMYkurveyKzbVVUALMTz6gfjWlWZqGkm51Sx1KB1S5tBIgDjKujgbgfTlQQf agDPk8VsqIBZPG+JhKZ22RxtEQCu7HJbOR6jmqumeJbvV/Eln5ESLp9xpQvFQsd4LMBzxgkdAPc1 Z1Hw1eahqUN49/ET9nkt5I3h3Kocg7oxnhgBjJzUOl+D7jTGsyl+p8jTjpzERkEruyrg54b9KAHa N4gtrjWoYTY/Z7rUoXnOWzKvlkDZIOoOCMDp1qj4X1UWaGwij33V7ql8UBOFVUkJZifxA/GrOkeD rrTL3S7pr2CR9Pge2AWDb5qtj5mOc78ryenJpbLwjc2VxBdpdQm6t7q4nTKHYyznLoec8HGD7UAP Xxmbq7h0+wsfN1R5Jo5YHl2pD5RAYlsHIJK4wOc9qraJ46uNb1NbNdJa3aXzPKaSYEDyztlDYHBD YA9dwNYurR23hHxPY3UupW1neSrc3E11dRsYp/MZcxgL024UjnoO+a1/Duh2Ulpp2qeH9ThvJoGn 8ycjKTmVg0mQPukMAR6UATa14khu/BN5dhGiYTG0mjY5KOH2uM9+M/hXl0UsVg5EE88rZx+6cxqf x6n9K6zxzAmhaNa6Qk3mzXVzLfXL4xuZiT07DJ4+lcVbDN3APWRR+ornqv3rH0GW0rUOZ9S7byWr X8V3czvJHE4Z4Z2JY4PQHuPyr3lGDorKcqRkY9K8A1a0az1e9tiP9VO6/hk16p8P/ESavoqWkzj7 ZaKEYHqyfwt/SnSerRlmdJypxqR2/wAzraWkpa3PECiiigAooooAKKKKACiiigAooooAKKKKACii igAooooA5vW9LvJfENvqKWUGpW0duYhayuF8py2fMXcCCSOD34+tWfDuj/2PFfTSQwWzXlwbh4Yf 9XF8oXGeMnC5JwOSa26huraO8tpLeYExyKVYAkZB6jIoBHh/inWP7d8R3N0hLRZ8uEf7A4H58n8a o6dGX1e0iIIY3CLgjn7wr3Sy0LTNNUCzsbeLHdUGfz61zuueEfO8YaZq9og2+epulHtyH/TB/CsH Te57lLMafL7NKyS0OO8V6NNefEK4srVC0t06uvoMqMk+wwa7DTfhxbaXdxXdrqd5HcR/xLtwfUYx 0PpXTLpdsurvqezNy8Qh3HsoJPH5/pVyrUFe7OGpjqkoRhF2SVvUBwOaWiitDhCiiigAooooAKKK KACiiigAooooAKKKKACiiigAooooAKKKKACkpaKAEpaKKACiiigAooooA//Z ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/header.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="windows-1252"





 

 

                 Formación Profesional             Página 99 | 129<= /span>

------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image025.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEAlgCWAAD/2wBDAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2wBDAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/wAARCAbaBNkDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDuf+Eu 8V/9DP4h/wDB1qX/AMk0f8Jd4r/6GfxD/wCDrUv/AJJrnqK/pT2NH/n1S/8ABVL/AOVn/Pr/AGpm n/Q0zP8A8OWY/wDzwOh/4S7xX/0M/iH/AMHWpf8AyTR/wl3iv/oZ/EP/AIOtS/8Akmueoo9jR/59 Uv8AwVS/+Vh/amaf9DTM/wDw5Zj/APPA6H/hLvFf/Qz+If8Awdal/wDJNH/CXeK/+hn8Q/8Ag61L /wCSa56ij2NH/n1S/wDBVL/5WH9qZp/0NMz/APDlmP8A88Dof+Eu8V/9DP4h/wDB1qX/AMk0f8Jd 4r/6GfxD/wCDrUv/AJJrnqKPY0f+fVL/AMFUv/lYf2pmn/Q0zP8A8OWY/wDzwOh/4S7xX/0M/iH/ AMHWpf8AyTR/wl3iv/oZ/EP/AIOtS/8Akmueoo9jR/59Uv8AwVS/+Vh/amaf9DTM/wDw5Zj/APPA 6H/hLvFf/Qz+If8Awdal/wDJNH/CXeK/+hn8Q/8Ag61L/wCSa56ij2NH/n1S/wDBVL/5WH9qZp/0 NMz/APDlmP8A88Dof+Eu8V/9DP4h/wDB1qX/AMk0f8Jd4r/6GfxD/wCDrUv/AJJrnqKPY0f+fVL/ AMFUv/lYf2pmn/Q0zP8A8OWY/wDzwOh/4S7xX/0M/iH/AMHWpf8AyTR/wl3iv/oZ/EP/AIOtS/8A kmueoo9jR/59Uv8AwVS/+Vh/amaf9DTM/wDw5Zj/APPA6H/hLvFf/Qz+If8Awdal/wDJNH/CXeK/ +hn8Q/8Ag61L/wCSa56ij2NH/n1S/wDBVL/5WH9qZp/0NMz/APDlmP8A88Dof+Eu8V/9DP4h/wDB 1qX/AMk0f8Jd4r/6GfxD/wCDrUv/AJJrnqKPY0f+fVL/AMFUv/lYf2pmn/Q0zP8A8OWY/wDzwOh/ 4S7xX/0M/iH/AMHWpf8AyTR/wl3iv/oZ/EP/AIOtS/8Akmueoo9jR/59Uv8AwVS/+Vh/amaf9DTM /wDw5Zj/APPA6H/hLvFf/Qz+If8Awdal/wDJNH/CXeK/+hn8Q/8Ag61L/wCSa56ij2NH/n1S/wDB VL/5WH9qZp/0NMz/APDlmP8A88Dof+Eu8V/9DP4h/wDB1qX/AMk0f8Jd4r/6GfxD/wCDrUv/AJJr nqKPY0f+fVL/AMFUv/lYf2pmn/Q0zP8A8OWY/wDzwOh/4S7xX/0M/iH/AMHWpf8AyTR/wl3iv/oZ /EP/AIOtS/8Akmueoo9jR/59Uv8AwVS/+Vh/amaf9DTM/wDw5Zj/APPA6H/hLvFf/Qz+If8Awdal /wDJNH/CXeK/+hn8Q/8Ag61L/wCSa56ij2NH/n1S/wDBVL/5WH9qZp/0NMz/APDlmP8A88Dof+Eu 8V/9DP4h/wDB1qX/AMk0f8Jd4r/6GfxD/wCDrUv/AJJrnqKPY0f+fVL/AMFUv/lYf2pmn/Q0zP8A 8OWY/wDzwOh/4S7xX/0M/iH/AMHWpf8AyTR/wl3iv/oZ/EP/AIOtS/8Akmueoo9jR/59Uv8AwVS/ +Vh/amaf9DTM/wDw5Zj/APPA6H/hLvFf/Qz+If8Awdal/wDJNH/CXeK/+hn8Q/8Ag61L/wCSa56i j2NH/n1S/wDBVL/5WH9qZp/0NMz/APDlmP8A88Dof+Eu8V/9DP4h/wDB1qX/AMk0f8Jd4r/6GfxD /wCDrUv/AJJrnqKPY0f+fVL/AMFUv/lYf2pmn/Q0zP8A8OWY/wDzwOh/4S7xX/0M/iH/AMHWpf8A yTR/wl3iv/oZ/EP/AIOtS/8Akmueoo9jR/59Uv8AwVS/+Vh/amaf9DTM/wDw5Zj/APPA6H/hLvFf /Qz+If8Awdal/wDJNH/CXeK/+hn8Q/8Ag61L/wCSa56ij2NH/n1S/wDBVL/5WH9qZp/0NMz/APDl mP8A88Dof+Eu8V/9DP4h/wDB1qX/AMk0f8Jd4r/6GfxD/wCDrUv/AJJrnqKPY0f+fVL/AMFUv/lY f2pmn/Q0zP8A8OWY/wDzwOh/4S7xX/0M/iH/AMHWpf8AyTR/wl3iv/oZ/EP/AIOtS/8Akmueoo9j R/59Uv8AwVS/+Vh/amaf9DTM/wDw5Zj/APPA6H/hLvFf/Qz+If8Awdal/wDJNH/CXeK/+hn8Q/8A g61L/wCSa56ij2NH/n1S/wDBVL/5WH9qZp/0NMz/APDlmP8A88Dof+Eu8V/9DP4h/wDB1qX/AMk0 f8Jd4r/6GfxD/wCDrUv/AJJrnqKPY0f+fVL/AMFUv/lYf2pmn/Q0zP8A8OWY/wDzwOh/4S7xX/0M /iH/AMHWpf8AyTR/wl3iv/oZ/EP/AIOtS/8Akmueoo9jR/59Uv8AwVS/+Vh/amaf9DTM/wDw5Zj/ APPA6H/hLvFf/Qz+If8Awdal/wDJNH/CXeK/+hn8Q/8Ag61L/wCSa56ij2NH/n1S/wDBVL/5WH9q Zp/0NMz/APDlmP8A88Dof+Eu8V/9DP4h/wDB1qX/AMk0f8Jd4r/6GfxD/wCDrUv/AJJrnqKPY0f+ fVL/AMFUv/lYf2pmn/Q0zP8A8OWY/wDzwOh/4S7xX/0M/iH/AMHWpf8AyTR/wl3iv/oZ/EP/AIOt S/8Akmueoo9jR/59Uv8AwVS/+Vh/amaf9DTM/wDw5Zj/APPA6H/hLvFf/Qz+If8Awdal/wDJNH/C XeK/+hn8Q/8Ag61L/wCSa56ij2NH/n1S/wDBVL/5WH9qZp/0NMz/APDlmP8A88Dof+Eu8V/9DP4h /wDB1qX/AMk0f8Jd4r/6GfxD/wCDrUv/AJJrnqKPY0f+fVL/AMFUv/lYf2pmn/Q0zP8A8OWY/wDz wOh/4S7xX/0M/iH/AMHWpf8AyTR/wl3iv/oZ/EP/AIOtS/8Akmueoo9jR/59Uv8AwVS/+Vh/amaf 9DTM/wDw5Zj/APPA6H/hLvFf/Qz+If8Awdal/wDJNH/CXeK/+hn8Q/8Ag61L/wCSa56ij2NH/n1S /wDBVL/5WH9qZp/0NMz/APDlmP8A88Dof+Eu8V/9DP4h/wDB1qX/AMk0f8Jd4r/6GfxD/wCDrUv/ AJJrnqKPY0f+fVL/AMFUv/lYf2pmn/Q0zP8A8OWY/wDzwOh/4S7xX/0M/iH/AMHWpf8AyTR/wl3i v/oZ/EP/AIOtS/8Akmueoo9jR/59Uv8AwVS/+Vh/amaf9DTM/wDw5Zj/APPA6H/hLvFf/Qz+If8A wdal/wDJNH/CXeK/+hn8Q/8Ag61L/wCSa56ij2NH/n1S/wDBVL/5WH9qZp/0NMz/APDlmP8A88Do f+Eu8V/9DP4h/wDB1qX/AMk0f8Jd4r/6GfxD/wCDrUv/AJJrnqKPY0f+fVL/AMFUv/lYf2pmn/Q0 zP8A8OWY/wDzwOh/4S7xX/0M/iH/AMHWpf8AyTR/wl3iv/oZ/EP/AIOtS/8Akmueoo9jR/59Uv8A wVS/+Vh/amaf9DTM/wDw5Zj/APPA6H/hLvFf/Qz+If8Awdal/wDJNH/CXeK/+hn8Q/8Ag61L/wCS a56ij2NH/n1S/wDBVL/5WH9qZp/0NMz/APDlmP8A88Dof+Eu8V/9DP4h/wDB1qX/AMk0f8Jd4r/6 GfxD/wCDrUv/AJJrnqx9f1uz8O6Pf6zfNi3sYGlKAgPNKSEgt488eZcTMkKZ4DOGYhQxB7Kj/wA+ qX/gql/8rH/amaf9DPM35LMsxu/Jf8KG72XmeUfG/wCIupWIi0ix1a+/t/UTHealqiXtx/aFvZx4 SCP7YJPtKz3bRgFhKHS0gMZBjuEr5uXxt4zyP+Ku8T9R/wAx/VfX/r7rL1rV7zXtVvtXv38y6v7h 55MZ2oD8scMYJJWKCJUhhUk7Y41XJxmsxeo+o/nXJNQnJN04NK0Ypwg7RT0SvDTvZWXkd+HxeOoQ ahjsdCVSTqVXDG42HPUlvKbhjIucraOcnKTs25O513/CbeM/+hu8T/8Ag/1X/wCS6P8AhNvGf/Q3 eJ//AAf6r/8AJdcxRVulSs/3VLZ/8u6fb/r2b/2lmX/QyzH/AMOGP/8Am46f/hNvGf8A0N3if/wf 6r/8l0f8Jt4z/wChu8T/APg/1X/5LrmKKw9nT/590/8AwXT/APkA/tLMv+hlmP8A4cMf/wDNx0// AAm3jP8A6G7xP/4P9V/+S6P+E28Z/wDQ3eJ//B/qv/yXXMUVuqVKy/dUtl/y7p9v+vYf2lmX/Qyz H/w4Y/8A+bjrh428Z4H/ABV3ifoP+Y/qvp/190f8Jr4y/wCht8Tf+D7Vf/kuuYXoPoP5UtYunTu/ 3dPd/wDLun3f9wP7SzL/AKGWY/8Ahwx//wA3HT/8Jt4z/wChu8T/APg/1X/5Lo/4Tbxn/wBDd4n/ APB/qv8A8l1zFFbKlSsv3VLZf8u6fZf9Ow/tLMv+hlmP/hwx/wD83HVJ428Z5P8AxV3ifp/0H9V9 R/091L/wm3jP/obvE/8A4P8AVf8A5Lrk06n6f1FS0/ZUv+fVL/wXT/8AlZlPM8z5v+RlmOy/5mOY f/N50/8Awm3jP/obvE//AIP9V/8Akuj/AITbxn/0N3if/wAH+q//ACXXMUUeypf8+qX/AILp/wDy sj+08z/6GWZf+HHMP/m86tPGvjIg58W+Jjz/ANB7Vfb/AKe6f/wmvjL/AKG3xN/4PtV/+S65ZOh+ v9BT6PZUv+fVL/wXT/8AlYf2nmf/AEMsy/8ADjmH/wA3nTf8Jr4y/wCht8Tf+D7Vf/kurH/Ca+Mv +ht8Tf8Ag+1X/wCS65GrFHsqX/Pql/4Lp/8AysP7TzP/AKGWZf8AhxzD/wCbzpv+E18Zf9Db4m/8 H2q//JdH/Ca+Mv8AobfE3/g+1X/5LrmaKPZUv+fVL/wXT/8AlYf2nmX/AEMsx/8ADjmH/wA3nUL4 08Y7h/xVnibv/wAx7VPQ/wDT1Uv/AAmfjD/obPEv/g91T/5KrlE+8Px/kamo9lS/59Uv/BdP/wCV h/aWZf8AQyzH/wAOGP8A/m46X/hM/GH/AENniX/we6p/8lUf8Jn4w/6GzxL/AOD3VP8A5KrmqKPZ U/8An3T/APBdP/5WH9pZl/0Msx/8OGP/APm46X/hM/GH/Q2eJf8Awe6p/wDJVL/wmnjH/obPE3/g +1T/AOSq5mij2VP/AJ90/wDwXT/+VkTzPMrL/hSzHf8A6GOYdn/1HHTf8Jr4y/6G3xN/4PtV/wDk uph408Y4H/FWeJeg/wCY7qn/AMlVydTr0H0H8qPZUv8An1T/APBdP/5WZf2nmf8A0Msy/wDDjmH/ AM3nTf8ACZ+MP+hs8S/+D3VP/kqj/hM/GH/Q2eJf/B7qn/yVXNUUezp/8+6f/gun/wDIB/aeZ/8A QyzL/wAOOYf/ADedL/wmfjD/AKGzxL/4PdU/+Sqlk8beL40LHxZ4l46D+3dU5J4A/wCPruf8a5Wo LmTc2wdF6+7f/W6fUmj2VL/n1T/8F0//AJWTLMszbX/CnmVtW/8AhRzDy/6j/kbw8a+Mi2T4s8TZ Zsn/AIn2qck4/wCnr0wB6AADgCpv+Ez8Yf8AQ2eJf/B7qn/yVXJr1H1H86nrOdKndfuqf/gun3/6 9l/2nmf/AEMsy/8ADjmH/wA3nS/8Jn4w/wChs8S/+D3VP/kqpE8Z+MCDnxX4kPP/AEHdU9v+nquW qVOh+v8AQVMKVJvWlTej3p03+dM1hmeZ2f8AwpZlv/0Mcw8v+o86f/hMvF//AENXiT/weap/8lU0 +MPGB6eLPEoP/Yd1TH/pVxXO0VcqdJJNUqS1/wCfVLs/+nZTzLMnvmWZf+HHMP8A5vNqXxt4vhR5 H8WeJQqKSf8Aie6pzjoB/peCScADuSBXJy+NfGU0jyP4s8Sh3Yk413VMD0GPtQ4UAAHgnGTk1V1O fe4t1PyphpMHq5GVXg/wqdxBHJZSMFayjDkZU+vB/Hofy4P4mspRpSfK6NLRX/hU7P76fQ5qmZZo n7uZ5nZdsyzBO/yx6vY128Y+MR18V+Jfr/buqEf+lVSDxj4uwP8AiqfEfQf8xzU//kqudII4Ix6g j+hpdpABxxgdOn/1qXsaP/Pql/4Kpf8Aysy/tXNf+hrmn/hzzL/54HRf8Jh4u/6GnxH/AODzU/8A 5Kpf+Ey8X/8AQ1eJP/B5qn/yVXN0UnQov/l1S9VSp/8AysP7VzX/AKGmaf8AhzzL/wCeB0n/AAmX i/8A6GrxJ/4PNU/+SqT/AITHxcevirxGf+45qf8A8lVzo5IHqRUqQs7qg6E8n+6o6kj26DnBJAyC RWbw9NbUqTX/AF7p/wDysP7WzVNf8KuaJ9P+FPMv/ngddZeLPF4zMfFPiMZGE/4nmp5xkhm/4+uM 4wOhxu7EVof8Jl4v/wChq8Sf+DzVP/kquaACgKBgAAAegAwB+VLWioUUreypf+CqX/ysbzbNXvmm af8AhzzL/wCeB0n/AAmXi/8A6GrxJ/4PNU/+SqP+Ex8YYJ/4SrxLjP8A0HdUOOn/AE9cVzdSp0P1 /oKpUqKd/Y0X/wBwqX/yoh5nmj/5mmaJ91meZf8Azw/yN/8A4TLxf/0NXiT/AMHmqf8AyVS/8Jn4 w/6GvxL/AOD3VP8A5KrnygPTj+X/ANb/ADxUZBHWtVSoPajR9PY0v/lRm80zZb5pmjXf+08ya/8A VidOvjLxgc58V+Je3/Md1T3/AOnqnjxh4uwP+Kq8Rn/uOan/APJVcxH3/D+tSVnOjR5n+6pf+CqX b/r2aQzXNeVf8KmZ/wDhzzLv/wBjA6P/AITHxd/0NPiP/wAHmp//ACVVj/hMfF3/AENPiP8A8Hmp /wDyVXKVYqfY0v8AnzS0/wCnVL/5WTPNs10/4Vc06/8AMzzLy/6mJ0f/AAmPi7/oafEf/g81P/5K o/4THxd/0NPiP/wean/8lVzlFHsaP/Pql/4Kpf8Aysj+1s2/6Gua/wDh0zP/AOeJ0B8XeLe3irxI D7a5qf8AS6yPw/KoW8X+MQePFfiX/wAHuqfoftVYtFNUqS/5dUvR0qVv/TQ1meau7WbZqn/2M8ya fqv7R/FGuvjPxhuAPivxL9Druqen/X1Uv/CZeL/+hq8Sf+DzVP8A5KrnzHkjb15wD9D0Pv78e9MI KnBBB9/88j36VXsaM9VSoprp7Kl96/dGNTNc4T1zXNVp0zTM7PzX/Cj+dmdH/wAJl4v6/wDCV+JP /B7qmP8A0qx+NYl34y8WXDhn8TeIXVMhC+tak+ASMnm5IG4gfUAA5xWbcybV2Dhn7+i9+exPQfie 1UK48RTpfw1SpJp3lalSWvRfw/m9ex7+S43NrSxVXM80ldOnRU8zzJq1/fmlLMWtWuSLtsptG0vi rxOeD4i13p1/tfUPb/p4p/8AwlHib/oYtd/8G+of/JFYIUA5H/1qWuJ0YLelTt39nTt/6bPpIZtm L3zHMX/3UMff/wBTtTfHijxOc48R672/5i+oD/24pD4p8T9D4j176HV9Q/8AkisWPv8Ah/WnkA9a Xsqf/Pqn/wCCqf8A8rOmOa5jb/kY5g1/2H4+/wA19eNpPE/iUg58Q64ef+gtf+3/AE8U/wD4SfxJ /wBDDrn/AINr/wD+SKwlGBj3zT0AJIPp/UUOlT60qev/AE7p6/8AlM0jmWYXUo5jmG+q+v463/qb dG1/wk/iX/oYdc/8G1//APJFKPFHiUf8zBrZ+urX/wD8kVjFCOnI9O/4H8/x7GmY/wD1d/8AOfx9 hS9lS29lS/8ABdP/AOVm8czzB/8AMwx6f/Yfjvz+u/mdPbeIPElzKkY8Qa4Axy5Gq3+VRT85z5zA H+FSRt3lQetdN/b+u/8AQa1b/wAGN5/8erl9MtxFAJWH7yUZ5x8qZJUAgn7ww7dP4QRlK0q9Ghha VOC5qNLml72tKnovsrWm+mr835HwudcR5picXKNHNMyhRw/NSg6WZZhBVJJ/vKjdPMIcyclywbbX JC6+K7+2KKKK9s+fCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoo ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+S/jZ4y/ tbVU8M2M27T9GlLXzIfkuNV2lGQ4zuWwjZoe2LmS5VgfLjavdviN4vTwf4cuLuJ1/tS93WWkxnBP 2mRDvuSvOY7OPMzEgo0vkwsR5ymvhd3eR3kkdnkkZnd3Ys7uxLM7MSSzMxJZiSSSSTms6j0a7p39 LP8AM6cNT5pc7WkX7vnLv/26n/4E12G0q9R9R/OkpV6j6j+dci3XqvzR3k9FFFbPZ+j/ACAKKKKw AKKKK3Wy9F+QE69B9B/KlpF6D6D+VLWL3fq/zYBRRRW62XovyQD06n6f1FS1EnU/T+oqWgxn8XyQ UUUUEkqdD9f6Cn0xOh+v9BT6ACrFV6sUAFFFFADk+8Px/kamqFPvD8f5GpqACiiigAooooInsvX9 GFTr0H0H8qgqdeg+g/lQZC0UUUAMkfYpPc8L06+uMjIHU+1Uqklfe3suQP6nHuRx7AHvUdJN3fbS 3nuAq9R9R/Op6gXqPqP51PTAKlTofr/QVGBk4qVAQCD6/wBBWbSjK9na34mkXaLb7jqhuJhBE0nV uiA8bnP3R0OB3Y4OFBODjFTVh3s/mylFPyRkqOeGb+JuD2PyjvwT0NE2mlZ9f0Kcklda30X9eRQZ SxLFizEkknqSeSeMDn6AUqjAAPv/ADNOorMxGsqsMEfQ9x9D2/r3phQgccgfn/8AX/zxUtFBE4Rl o9H0a0f/AAfmVCgPTj+X/wBb/PFIU9Pyq0VB6/n3qMqR7j1/x/zj3pq3XTt2+ZhKM4W15l3/AM1v +LKw4YZ9RWtbR7VLnq/T2QdP++jzwcEbe4qrDD50iqRlQdzn0UHpn/aPy468k9jWsUI6cj9f/r0N W7fIF71pW20/4IyinJ94fj/I1IVB9j6/4+tIohqVOh+v9BTCpHuPWnp0P1/oKAH0UU8JkAj8vz/z /Wmk3t6ibS39CMKBnHfFPKnAI5yM00jHBqdeg+g/lQ79dyZPlSta1/l3IKsU0qD7H1/x9adV0+vy /UiUlK3zuFFFFEklbTftp93QkKKKKh26O/5/MNhyfeH4/wAjT5NgRmcDaoJJ78c8HI5OAOoyeKYn 3h+P8jVHUJukCk54aT6dVXPfn5iPZfU1Mpcicu34vovn/mbUaUsRVhS/mdm7XtFayk15Rv6vlXUz JXZ5GccgnhTjIUZwMjqRnkjv2NMDA8dD6H/P/wBf2p1IVB6/nXE3zNuW7bbl1u+66r8j6uCjSjGn TVqcIxjGPZJW379X5tvqLRTVDA4zkYznuPr/AJP4U6pa9GaqSfk/62/4BJH3/D+tSVHH3/D+tSUr K1radjWNRrf7+v8AwQpQcHNJRSkkotdlodNOqrpt6dWv1RODkA+tWba3FxKAwyifM5weQDgJkdC5 zjJHyhyORVVfuj8f5mugtIPJiAI+d/mf1B7L9FHGMkbixHWrwtL2lS7XuQtKXZv7Mfm1d+S8zizb H/VsLKEHatX5qdNp6xg1+8qd01F8sXp7801rHTQT7o/H+Zp1NT7o/H+Zp1eufEH2xRRRXQdAUUUU AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABR RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNd0jVndlREVnd3YKqIoJZmYkBVUAlmJAAB JOKdXh3xr8Zf2RpC+G7GXbqOtRk3jI2HttK3FJFOOQ1+6tbr1Bt0ugQC0bUm7K7HGLnJRjvJ2XZd 2/JK7fkvNHg/xI8Xv4v8R3FzC7HSrDfZaTHyFNuj/vLsqcYkvZQZiSqusPkQvkwgngKKKwbvdvz/ ACZ6sIqEVFbJW9e7fm3dvzfoFKvUfUfzpKVeo+o/nWC3XqvzRRPRRRWz2fo/yAKKKKwAKKKK3Wy9 F+QE69B9B/KlpF6D6D+VLWL3fq/zYBRRRW62XovyQD06n6f1FS1EnU/T+oqWgxn8XyQUUUUEkqdD 9f6Cn0xOh+v9BT6ACrFV6sUAFFFFADk+8Px/kamqFPvD8f5GpqACiiigAooooInsvX9GFTr0H0H8 qgqdeg+g/lQZC1FK+1cDq3A+nc/0Hv8ASpenWqUh3OT+A+g6fzJ/GgBlTkA9agqxQBHsIII5GR9e v+f8KkoooAcn3h+P8jU1Qp94fj/I1NQV9h/4kVbubyYjg4d/lT1H95v+Ajv03FRnmsGrFzN58rMD 8g+VP90d+p+8fm7cYB6VXrB2u7bESfKkFFFFITkkrrXX5hRRRQTNppWfX9Aooq1axeZJuI+ROT7t /CPw+8evQAjDUEayst+39dieCPy05GGf5m9fYH6DqORuLEdanqQp6flUZBHWmk2rrWwOLW6/yE25 IIHPP48frS05PvD8f5GpCoPX8+9Ihys7PaxDSAAdOKeVI9x602gaaezCpk+6Px/mahqZPuj8f5mr hu/T9UTPZev6MUgHqKUcAD0oook7SfXbR+gJJxSfn+YUUU4qR7j1pwcdel+j/R/0yHFrzQ2iiiip 0+f6EhRRRWYDWkWJTI3RQcDuxwdqj3Y4A+uTxmsNmZ2Z2OWYlj9Sc4HsOg9ABVq8l3OI1PypyxB4 L+nB/hHByPvEjqKp1zVpXaito7+bf+S/Fs9rAUfZw9q9J1F7vdQvp/4E1zPyUQooorGzte2nc9JT 7/f0Hp1P0/qKeVB9j60xOp+n9RUtI1jUivdltunutfy9fyIxlM5GQe4/z798U8EHpS0wr3Xg/p/n 9PamrPyffp8+3yNdVqnzL11+T2fz+8fRSDOORg9Pr0/xpyqXYKoyzEKAO5JwB+dK19N76WWt/Tvc qMkndtJRu5N6WSTbbvskk2+mhpafD5jh2HyxEN9XySo4/u43H/gIIINbtQwQiCJIxztHzHGNzHlj +J6ZyQABk4qavTo01Sgord+9L/E/0Wy9PM+Sx2Kli8RKo2+Re5ST+zTi3bTo5O85dbySexMn3R/n uadVcEjpTt7ev6D/AArU5D7eoooroOgKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvpTwp+x 3+1H430Sy8SeGPgV8RtS0PUoUudO1JtAuLC31C1lUNDd2P8AaRs3u7OdCHgu4Ektp0IeKV1IJ9E/ 4J3/AA68M/E/9r34TeG/GFhb6t4ftbrxB4mutJu4Uns9SufCvhjWNe0m2vIJQ0M9mNXsbCe7tpo5 YLy2hltJo2infH9hHTpXxXE3FVbJcTRweFw1KtVnRjXq1K8qnJGM5zhCEIU3Fyk+SUpSlJKK5YpN ttf159Hj6NWV+LvD2a8VcR8QZnlWW4bNquS5fgslo4F4vEYjC4bC4nGYvFYnH069OlQpvGUMPQoU cPKrVmq1arVp04U4VP41v+GDv2wv+jffiD/4L7X/AOTKP+GDv2wv+jffiD/4L7X/AOTK/spor5n/ AIiDmn/QFl/3Yr/5af0P/wASN+G//RWcb/8AgXDv/wA6z+Nb/hg79sL/AKN9+IP/AIL7X/5Mo/4Y O/bC/wCjffiD/wCC+1/+TK/spoo/4iDmn/QFl/3Yr/5aH/Ejfhv/ANFZxv8A+BcO/wDzrP41v+GD v2wv+jffiD/4L7X/AOTKP+GDv2wv+jffiD/4L7X/AOTK/spoo/4iDmn/AEBZf92K/wDlof8AEjfh v/0VnG//AIFw7/8AOs/jW/4YO/bC/wCjffiD/wCC+1/+TK8z+Jn7OHx3+DemWmt/E/4VeM/Bei31 2tha6zrGkTR6TJfyRyzRWLanB51lDezQwTywWk08dxPFBPJDG6Qysv8AZb8Wvi14D+CHgPXPiR8R 9cg0LwxoMG+aZ8SXmoXkgYWWj6PZbll1LWNSlXyLGxhO6R90srw2sNxcRfypftB/tB/Gv/goF8bN E8O+HdE1SfTZ9Ul0n4WfCzSpTPBpkE5Pm6tq0oMdpPrVxaRG88Q+Ibww2OmWMEkaS2ekWRNfRZBx FnGcVZ1a2EwGGy3DKUsXjJPEQUeWDlyUpTqckqiVpzcv3dKmnKo05QjL8I8b/Abwp8K8twmXZVxN xpn3iDn1ShQ4Z4WpRyPGVa7rYmnh1jMxw+Dy+OLo4Gc5SwuEjRtjcwxs4UcDSqQo4zEYf4UorpvG vhTUvAnjLxb4H1mS1l1fwb4m17wpqstjJJNZSal4d1W70i+ks5pYoJZbV7qzla3kkghkeEozxRsS g5mvt4yjOMZwalCcYzhJbSjOMZxkttJRlGS0WjWi2P45xGHrYTEYjCYmlOjicLiK+FxNGokp0cRh a9bDYijNJySnRxGHr0ppSklOlNKUklKRRRRVGJ1Xg/wL43+IerNoHgDwd4q8c66tpNftovg/w9q/ ibVlsLZ4o7i9bTdFs728FpBJPAk1yYRDE80Su6tIgb1H/hlT9qH/AKNu+Pf/AIZ74h//ADO1+1// AARl+CX9ieA/iB8etVtNl/431FfA/hOWVMOvhnw5Ml1r95bPt+a21fxG9vYSgsStx4TOFUHL/ttX 57nPG9XLsyxOCwuDw+Jp4aUaUqtWtXhKVZRTrRUaSceWnOSpp3u3Gd9kf3T4U/Q+y/jrgHh/i/iL izPchx3EFCtmNDLMvyrJsTRpZXUxFWnlledXMKsMQ62NwtGWMlHlVOFKvhlC/PJv+Jr/AIZU/ah/ 6Nu+Pf8A4Z74h/8AzO15Z4u8EeNPh/rDeHvHvhDxR4I19baC8bQ/F2gat4a1hbO53/ZrptM1m0sr 0W1x5b+ROYPKl2P5bttOP7uK/Db/AILPfBL+0/C3w5+P2k2e+78M3j/DzxhNEgLnQtYkudU8LXk5 wNltpmtjV9PZyzF7nxLZxhQFJDybjarmOZYbA4rB4fDU8S5U4VaVavOSrODlSi1VSjy1JRcL3upO Fr3sR4s/RAy/gPgHPuMOHeK89z/G5BSw+PxOWZhlWT4ajUyqOJpUszxFOrl1WpiPbYKhXp4tQcHT lRpYpza9nFr+eiiiiv0E/hkK9I8FfBv4vfEmxu9U+HXwq+JHj7TbC7+wX+o+CvA3ifxVY2V8YY7g WV3d6Fpd/b212beWKf7NNIk3kyxy7Njqx83r+kf/AIIq/wDJDfi1/wBlXT/1ENArxc/zSpk+W1Md So0684VqFNU6spwg1WqSg25U05XildJKze+h+t+CPhvgfFfxAwXBuY5rjcmwuKyvOswlj8vw2DxW JhPKsHQxNOlGjjpQw7hWlWcKkpS54RinBOTZ+Gf/AAyp+1D/ANG3fHv/AMM98Q//AJna5Dxp8Fvj H8N9NttZ+Inwm+JngLR7y+TTLTVvGngTxT4W0261KW3uLuPTra+1zSrG1nvpLWzu7lLSKVrh7e1u JljMcErL/cpX5A/8Fov+Tavh3/2XLQv/AFAfiLXymU8b4vMcywWBnl+FpQxVeNGVSFfEynBOFWXN GM4qLf7tK0tNX2R/TPiZ9D/hrgPgDizjLB8b8R5jiuHMnqZnQwOLyjh+hhsVUhisuw6pVq2FrSxF ODjjpycqMXO9OCStKVv5naKK+p/2N/2brz9qT45eH/ht9qudN8NW1rdeJ/HWsWiqbrTfCWkS20d6 LIyJJEmo6pe3mn6Jp8sscsVtd6lHeTQTwW0sL/fYnE0cHh62KxE+Sjh6U6tWVr2hBXdktXJvljGK 1lKUYre6/iPh7Ic04pz3KOHMkwzxmb53mGGy3L8OpKCqYnFVOSLqVJXjSo0oRq18RWn7lHD4evWk mqfLL5t0bQtb8RX0emeH9H1XXdSmBMWnaNp93qd9KAQCY7SyhnuHALKCVjIBIB5Ir1+3/Ze/aXvI lntP2d/jpdQuMrNb/CTx/PEw9Vki8PsjDkdCa/si+Fvwe+GfwV8M2vhH4X+DND8H6LaxRRvHpdnG l7qMkS7Rea1qkgk1LWtQfJMl/ql1d3Tk4Mu0Ko9Kr83r+IdX2klhcspOkm1GWJxFX2klfSUo0Ick G1Z8qlO17cztc/v/ACb6CWXvA0ZcReImYxzKVOMsRSyHIsulgKNRxi50qNfOMW8XiI05OUVXlRw3 tUlNUKaaiv4mv+GVP2of+jbvj3/4Z74h/wDzO1y/i/4GfGz4faQfEHj34PfFPwRoIuoLI634v+H3 i3w1pAvbkSG2tDqWs6RZWX2q4EUpgt/O82URyGNGCNj+42vy6/4K9f8AJocv/ZTfBX/onW63y3jn F47MMHg55fhKccViaVCVSFfFSlBVG05RjKPK2raKWnc8fj76G3DHB3BHFnFeF464lx2I4dyHMc4o YPE5Pw9Rw+Kq4GjCpChWq4evKvTp1HJqc6KdSKScU2fyyUUUV+kH8ABRRRQAUUUUAFFFFABRRRQA UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZms6tZ6Fpd9q+oSeXaWFu9x MwxubaMJFGCQGmnkKQwpkb5XRAcmvgLX9dvPEusahrV82Z764aQRgkpbwKAlvbR5/wCWdvCqRLwC 20u2XZifZPjn40+3X0fhHT5c2unOtxq7o3yzagVzBakg4ZLKNy8q5INzKEZVktQa8ATofr/QVlN3 dui/P/gHoYajy03VkvenZQ8oX39ZNf8AgKXcfRRRUPZ+j/JnQFKvUfUfzpKVeo+o/nWC3XqvzQE9 FFFbPZ+j/IAooorAAooordbL0X5ATr0H0H8qWkXoPoP5UtYvd+r/ADYBRRRW62XovyQD06n6f1FS 1EnU/T+oqWgxn8XyQUUUUEkqdD9f6Cn0xOh+v9BT6ACrFV6sUAFFFFADk+8Px/kamqFPvD8f5Gpq ACiiigAooooInsvX9GFTr0H0H8qgqYEBQT0AH+fqe3vQZEcvI2DvyfpngfiRz14BBHNMIB60vPJP UnJ/wHsBgD2HrRUyly263uVJWUe+t/wIihHTkfr/APXqWiiqi+ZO2tt11+7/ACJCiiigByfeH4/y NV76by4/LU4eTg46hO5/4F90dO/pU24JlmOAoJJ9gD/kVkysZXZ3HLHgf3QOABycYA5weSSe9ZTd pb7q3+YO9nZ2fQq0U8oR05/n/wDX/wA8UyoMpN2s1Z3+TCiiiggKfsOAR3A4/wAKZU69B9B/KgCH ByBg5JAAxySeAAOuSeg71tQxCKNU4z1cjuxAyeg44wM87QM81VtotzeYeiZCjHViOT9FB49SexWr 9BrCNtX129P+D+QUhAPWlopptbMU201bt8t+qGBMEEHj369P8+lPooptp7q3mv8ALr+fmYzjzarR 226f8D8QpMD0FLRVRWvdWev+a6GTTW+hGU9PypyjAAPv/M06irUUndafkDk2rPX8wp+w4BHOQOKa ATnHaph0H0FZT+J/L8jWHwr5/mQVYpCAeo/HvS1JQ0qD7H/PWoipHX86nop36PVfivR/8OS4p+TK 9QzyiKMt/EeEHqx6evTkn2FWygPTgk/h/wDW/wA8Vh3UpklKg/LGSowcgn+JsgkEZGAfQZHBpuSh B2d29EnutPudt/uHRoupUjF/Cvek/wC6nt6y0Xzb6Ffkn1J/U9TSU5PvD8f5GpSAeo/HvXI0nv8A f1PcjNrTotF0slpp8uhBRTyh7cj9aZQlZW33NE09mAOORUgf1/P/ABH+H5U1ACSD6f1FKUI6c/z/ APr1L5b8rVv+D5/0hktFQAkdOP8APepA4PXj+X/1v881Lg1tqvx/r0Nqc+VWvb12f9fIsIMqQfX+ grV0u2VpGnYZVQVjB6FuAzA9flB2jryWB5WsqFHlkSNOrkD1AHUsfYAZOOcDjmurgRY1WNeirgep 6ZJ9ycknuSTW1Cne9R7RXu/4v+AtfVrscOZYpKMaEfjqa1GntT6R0/5+Nap/Zi+ktZTEdu5Tnrx3 49PX9PbJqLp1q8n3R+P8zQyK3Ufj3H4/j0PHtXUpvrr59TxHBdNPLoUaKsGLAx1x3HB6/j6+/rUf l+/6f/XrRNPZ3M2mt1Y+3KKKK6TcKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP0T/wCCVn/J 6/w1/wCwJ8Q//UD8QV/WbX8mX/BKz/k9f4a/9gT4h/8AqB+IK/rNr8d49/5HdP8A7F+G/wDTmIP9 W/oUf8mfx3/Zb5//AOoWRBRRRXxJ/XoUUUUAFecfFn4s+A/gj4D1z4j/ABH1yDQfDGgweZPPJiS7 v7uQMLPSNIswyy6lrGpSr5FjYwZeV90kjRW8U88S/Ff4r+BPgn4E134j/EfXLfQfC+gW/m3FxJiS 6vbqQEWek6TZhhNqOr6jMBb2FhADJNISzGOCOaaP+VL9or9on40ft/8Axo0Pw54b0PVptIm1aTSf hX8K9Kk+0LYpcFlk1jWJFaO0uNcubSNrvXddumi0/SNPilijmtNKtJppPocgyCrnFWVWrL6tluG9 7GYyVoxUYrnlSpSnaDquCblJtwoQftKmvs6c/wAL8bPGzLfCrLMPgMvw6z/j/P0sNwtwvh1UxFer XxFT6rQzHMaGF58TDL4YmpCnQoU4Rxeb4uKwOBSgsbjMGn7Q37Q3xp/4KAfGrRPDnhzQ9Vn0ufVZ dJ+Ffws0qXz4tOinJEur6vKDHaXGt3FpG15r+v3jQ2GlWEMscctnpNm8jf0CfsQfsQ+Ef2TvCH9o ah9h8SfGLxLYxL4w8XpFvg06BzHO3hTwq00azWuhWsyIbu7KQ3niC9hS+vkht4dN03TWfsPfsP8A hL9k/wAIjUtSFj4k+MfiWxiTxf4uSIyW+lwPsmbwr4VaaNJrbRLWZUN5eFIbzxBeQpe3qQ20Gm6d p33nXbn+f0q9KOT5PH6tk+GtD3E4yxkoO7nNu03Rc05pTbnXm/bVv+XdOHyXgl4J5llGZYjxV8Vc Q8/8VOIHLF2xbp4ijwnQxNPljhMJCPPhoZpDCzjhJzwkY4TJsJH+ycps1mGYYv8AiJ/aT/5OL+Pv /Zavin/6nOu14rXtX7Sf/Jxfx9/7LV8U/wD1OddrxWv2HBf7lg/+wPCf+omFP8p+LP8Akq+Kv+yp 4n/9aXiIK2PD2g6r4q1/Q/DGhWkl/rfiPWNM0HRrGIZlvdV1e9g0/T7SMd3uLu4hhT/acVj1+o3/ AASZ+CX/AAsz9pNfH2p2nn+G/gtpDeKJHkQvbyeLtX+0aV4QtX4wssDDV/ENq4YFLnw9FkMGxWWZ 42GXZfi8dO1sPQnOMXtOq1y0Yf8Ab9adONlrbmtsen4ecIYrj3jfhfg/Cc6nnucYTB4irTV5YbL4 z+s5pjNml9UyvDY+upSXKqioKV1K0v6Svgp8MdK+DHwm+H3ws0by2svBHhbS9De5iTy11DUYIBJr OrMmBtm1jWJb7VbgbVHn3khCqOB6hRXxr+358Y3+CX7K3xP8S2F69j4j8QaYvgHwnNDIYbpNc8Y+ Zpb3dlKCrRXmkaK2sa9byKdySaUGUbgK/n+jSr5hjadJNzxGNxMYcz1cquIre9OVuilUnUlbaMZW tZW/3DzXMMo4H4TzDM6tOGEyPhLh6viVh6XLCNHLsjyu1DCUOb3VKVLBYTBUFK/NVr0ebmcpuf2V Xkfx6+FOm/HD4N/Eb4U6p5SQ+NPDGoaXZ3My7o9P1tFW98PasV2uSdI16103U1AUlmtQoHNc3+yv 8XI/jn+z38Kvic06T6l4h8KWUXiIqynZ4r0VpNC8UqVGDGra9puoSwI4VjbSQPgq6sfoCpkq+CxU o3dLEYTENXW8K2Hrbr/DUpJro1bpLXoo1co4v4cpVoxp5hkPFGRQqKE0nTxmU59lak4TScre1wWZ TpzSblTqKaTU6ClH+DHWdI1Lw/q+q6DrNpLYavompX2karYXC7Z7LUtNupbO+tJl52y211DLDIuT h0YVm1+mn/BVr4Jf8Ks/ac1Dxhptp5Hhr4zaavja0aNNtvH4ngdNN8Z2attG+5l1FLXxHdnLYfxK gDD7i/mXX9B5bjYZjgMJjadksTQhUcVryVLctWH/AG5VjUhrrZRvuf4Y8fcJYvgTjXifhDGc8quQ ZxjMDSqzXLLE4JVHWy3GWSSaxmWYjAYm8Vy89Sso6QSRX9I//BFX/khvxa/7Kun/AKiGgV/NxX9I /wDwRV/5Ib8Wv+yrp/6iGgV8/wAb/wDJP1/+wrBf+npn7l9Dv/k+WUf9k3xf/wCqrBn7M1+QP/Ba L/k2r4d/9ly0L/1AfiLX6/V+QP8AwWi/5Nq+Hf8A2XLQv/UB+ItfmPDP/JQZR/2GQ/8ATWJP9Efp Ef8AJjvE/wD7JXEf+rLID+Z2v3l/4IjeHbaS+/aH8WSxqby0tPhx4dsZsAvHbahN4x1LVI843BZZ dM0dsAgMYcsCVXHy9/wTD/Zo+D37Sni/4raT8X/Dl34isfC/hvw7qOixWmv67oLW13qGqX9tdSPL oeoWElwJIYI1CXDSIhUsiqxJP9DfwG/Zg+DP7NNr4ms/g/4avPDlv4un0u515LvxBr2vG7m0aO/i 09kfXNQ1B7YQpqV2GW2aJZfMUyhjGhX7rjLP8LHDY7I1DELFyWFbnyQ9g4OdLEtc/tOe7gkv4dua 621P40+ih4JcS1eIODfGKrisjlwxSlxJGlg/rWL/ALajiqWGzHIadR4R5f8AVOSGLq1aqf1/mVFx qJe0Xsz6Brw79oz47+Gf2bfhH4m+LfiqxvtWsdB+wWtnoumPFFf61rGr30GnaZp0E9x+4tkknnE9 5dyLILSwgurhILqWKO2m9xryn4y/BX4d/H3wVN8Pfiho1xrvhW41LT9WlsLbVtU0aVr7THeSzlF7 o93ZXgWJpHJiE4jkziRWwMfl+FeHWJoPFqpLCqtTeIjRsqsqKknUjTbaSnKKsndWu3dNI/0Z4hhn lTIc5p8MVcDQ4jqZZjYZFXzOMpZdQzadCcMDWxsYQqynhqNeUatWCp1OdU4xcJRlOL/FmT/gt9fm R/J/ZssxFubyxJ8WZmkCZ+Xey/DlVLYxu2qBnpxXy/8Atb/8FLL39qr4SP8ACu4+Dtr4HjbxLovi P+3IfHcviFw2jpeoLT+zn8I6KpFx9sJM/wBtBi8sfupN3y/sZ/w6u/Yn/wCiY6x/4cT4gf8AzR1+ av8AwU1/Y6+AH7N3wu+Hvib4ReEb7w7rGv8Aj6TQtUubrxR4l11J9MXw9quoCBbfW9Vv4IW+1WsM nnQxpNhSm/YzKf0XKMVwdWzPBUsDleNpYyVeLw1WrOpyQqwjUnGU746omkoS3pyTbV422/g3xQ4e +ldlHh9xfmPGHiNwjmXC1HJcRHPsuy/C4BYzGZbiq2DwdfD4Zx4OwMozm8XRSccZh5xhGbjVUkuf 8WaK/Zf/AIJjfsg/AX9pPwD8Ttd+L3hO+8Ran4b8X6VpOkT2vibxJoK21jdaKLyaJ4dD1SwinZrj 5xJOkkij5VYLxX6c/wDDq79if/omOsf+HE+IH/zR19Bj+Msry7GYjA16ONlVw81CcqVKjKm24Qn7 rlXhJq1RbxWt9Or/AA3gn6KHiPx5wrknF+T5pwhQyzPsJLGYOjmGZZpRxtOlHE4vCtYilQyXE0oT 9pg6rShXqrkcHzXbjH+S+iv60P8Ah1d+xP8A9Ex1j/w4nxA/+aOj/h1d+xP/ANEx1j/w4nxA/wDm jrj/ANf8m/6B8x/8E0P/AJpPqf8AiSLxZ/6HXAf/AId85/8AoeP5L6K/q11j/gkz+xrqcDw2Xhbx n4dkYEC60fx7rk88Z/vIviB9ctiR1/eW7rnqpHFfCnx5/wCCM+vaHpl/r37Pnj+48YSWkUk6eBPH cWn6dr17HGC3k6V4r09bHQ7y/kHyxWup6RoFoSpLaorMsddeF42yLE1I05Va+ElJpRliqHJSu9Fz VaVStCCv1mlFbuUVdr5riX6IXjNw9gq2Pw+XZLxNSw9OdWth+G83+s5ioQTlJ0cuzDB5XicXJRjK Sp4SpVrSty06FWbjCX4a0Vq67oWteGNZ1Tw74i0q/wBD17RL650zV9H1S1msdR03ULOVobqzvbS4 SOa3uIJUZJIpEVlYcisqvrE1JKUWpRklKMotSjKLSacWm0000002mmmm00z+Y6tKrQq1aFelUo16 NSpRrUa1OdKtRq0pzp1aVWlUhTqUqtOpCdOpTqU4ThOE4ThGUZRRRRRTMwooooAKKKKACiiigAoo ooAKKKKACiiigAooooAKKKKACiiigArivH3i2Hwd4cu9TJRr6UfZNKgbB86/mVvLZl/iit1V7mYH AaOIxhg8iZ7UkAEkgADJJ4AA6knsBXw58VPGZ8XeI5FtZd2jaQZLLTQpzHOQ4+1X47E3UiKImGP9 Fit8qHL5mTsvN7G1Ck6tRR+yvem/7qe1+8n7q/7efQ83nnmup5rm4kea4uJZJ55pGLSSzSuXkkdj yzu7FmJ5JJNCdD9f6CoqlTofr/QVievNJRstErJJbJLRJeiH0UUUPZ+j/JmQUq9R9R/OkpV6j6j+ dYLdeq/NAT0UUVs9n6P8gCiiisACiiit1svRfkBOvQfQfypaReg+g/lS1i936v8ANgFFFFbrZei/ JAPTqfp/UVLUSdT9P6ipaDGfxfJBRRRQSSp0P1/oKfTE6H6/0FPoAKsVXqxQAUUUUAOT7w/H+Rqa oU+8Px/kamoAKKKKACiiigiey9f0YUrEnCjoAM+5wCB+A5+pHpTScDjr2+v+Hr7ZoAwMdff1J5J/ E9ug7cVMm0lbuZq6189PUWiiiobckrLbf5/8MOUua3kFFFFOn1+X6kijkgepFKVI9x/nrSL1H1H8 6kkcRozt0A/MngD8SQK1bvv9/wDmS03Zp2a+5mZdS/MsQ7/M/wCHKr+fzHkdB2JFVaQ73kLsdxYk kgY5OegyePTk4FPC5HXn0Pf/ADz61hNPmu/RPsgV9b9/0W34jaUx7hnv7df/AK/4/hSEEdamT7o/ H+ZqSmk99SmUI/z/ADHagKSAR+X4/wCfSrpAPUfj3pvljHv6/j6UGbh2+5/5lKrCKW2qvVsAfl1O OcAcnHQAmhk9R+I/x/oauWsWB5h7jag9gcMTx1OAB7AkcNTSu7ff6EKLbt9/oWkUIqqOgHX1PUn6 k5J9zTqKK1fLon8v+H6GzaVk9L7BRRRUODW2q/H/AIJnU3Xp+oUU5fvD8f5GnFPT8v8AD/69QQR0 oUkZH/16QgjrUqdD9f6Cmm07oTSe+pFRUxUHr+fegLxg89f61rGSl6kOHb7hsff8P61Ps4BHoOKi CgZx3/8Ar1ZXoPoP5UuW8pXWllZhdxjHpq7ogoqcgHrSFQfY+v8Aj/nPvUuD6O41NdVYhpxUj6ev +elBUj6ev+elTdOtQ01uEpWs1qnf9DNu5vJiOD87/Kvtnq34Dv6kVg1YupvPmZx9wfLGMY+Ud8er HLHp1x2qvWMnd+S0X6nbRVo9pOz89tF8vzbFBwcjtUgcHrx9f8f/ANVRUVJ0Kcl1v6likIB6j8e9 RqzdBzjt7e3+fwp4YH6+n+etBpGaezsxAu0+ox/UU+iik4p+vc2U+/3iFQev596iKke4/wA9amqx bQG4mWMfd+859EBGT9SSFHuwzxmnGL0itXey+8c5xhCVST92Kbfy6LbVuyS7tGrpFrtiad+snEfX ITgk4I/iI468DI+9WwqkE9xjqPqOv+ce9JGAFwAABwAOgAAAA9gKnTqfp/UV3KKUeVdt/Pq/mz56 pVlUqSqS1cne19EtlFeUVZL5u2rHp90fj/M06iis3Fr07lKSfr2CiiipKPtCiiivQAKKKKACiiig AooooAKKKKACiiigAooooAKKKKAP0T/4JWf8nr/DX/sCfEP/ANQPxBX9ZtfyZf8ABKz/AJPX+Gv/ AGBPiH/6gfiCv6za/HePf+R3T/7F+G/9OYg/1b+hR/yZ/Hf9lvn/AP6hZEFFFFfEn9ehXnfxV+Kv gX4K+Bdd+I3xG1230DwvoFuZrq5l+e5vLl8rZ6VpVmpE2o6vqMwFvYWFuGlnlbJ2RJLLGvxU+Kng X4LeBdd+I3xG1228P+FvD9sZru7mO+4urh8raaXpdop87UdW1Gbbbafp9srTXEzAALGskifypftI ftH/ABl/b8+Muh+GfDOh6vJocmrvpXwq+FelSeebc3G5H1rWnR0tLnX7m0R7nWdZuXj03Q9Njnhh nttMtru7uPocgyCrnFaVSpL6tluG97GYyVoxjGK55UqUp2g6rgm5Sb5KEL1Kj/hwn+F+NnjZlnhT ldDA4Ggs+49z9LD8LcL4dVMRXrV8RUWFoZjmNDCqpioZdTxVSFOhQpwWLzfFqOAwEbfXMZg2/tG/ tGfGb9v34z6H4a8NaHq8ujS6vJpXwq+FelSef9lFxuV9Z1l1ZLS5125tI2utb1u6ePTtF06KaKKa 10u1ubmb9/P2Hf2HvCf7KHhIapqgsfEfxl8SWESeLvFqR+Zb6TbybJm8KeFXmjSa30W2mVDe3pSG 78QXkKXl4kNrBp2naez9hz9hzwp+yh4TGrauLDxJ8ZvEljGnizxYkfmW2j20nlzN4U8KPMiy2+j2 8qob+/KQ3fiC8hS6u0htINO0+w++a7c/z6jWpRybJo/Vsnw3uPkvGWNlF3c5t2m6LmnNKbc68/31 bT2VKHyHgl4KZnlWZ4jxX8Vq7z/xUz9vFxji3TxFDhKhiKfLDCYWEXUw1PNYYWpHCSlhEsJkuEj/ AGTlXv8A9o5hiyiiivkT+oz+In9pP/k4v4+/9lq+Kf8A6nOu14rXtX7Sf/Jxfx9/7LV8U/8A1Odd rxWv6PwX+5YP/sDwn/qJhT/Abiz/AJKvir/sqeJ//Wl4iCv6xf8Aglz8Ev8AhUf7Lfh7XdSs/s/i j4vXT/ETVWkQrPHot9Clr4Nsy5Csbc+HoLfW4o2UeTc6/erlgdx/mp/Zu+EN78ePjl8NPhTaLN5H izxNZwa1PBuElj4YsA+q+KdQRhwsll4fsdSuINzIJLhIYt6tIpr+2awsLLSrCy0zTraGy0/TbS2s LCzt0EdvaWVnClva20Ea/LHDBBHHFEg4VEVRwK+C8QMx5KOEyunL3q0ni8Qk/wDl1Sbp0Iy8pVXU qWe6pp9Ef2x9B7gT61m3FHiNjKN6OVYdcL5HOcdHj8xhSxmdYik2rOWGy2lgcC5Rd4zx9WN020W6 /nj/AOC0fxg/tLxh8L/gdp10GtvDGlXXxB8TQxuWQ6zr7zaR4ct7hc4S603SLHVrtVxuNt4jhfOG Ar+hiaaK3ilnnljhggjeaaaV1jiiijUvJLJI5CJHGil3diFVQWYgAmv4nP2nvi1L8cvj98VPiiZp JbHxN4svzoHmlt0XhbSvL0XwrAynGx4vD2naasyqqqZ/NfaCxz4XAuA+s5vLFyjenl9GVRNrT6xX vRor1jF1qi6qyZ+zfTM40/1e8L6HDOHrcmP44zajgKkIytP+xMo9lmuayaTv7OviI5RgZO3LLnnB 3u0fs1/wRb+MH27wz8U/gZqN1uuNA1G0+I3hiCRtztpesrb6H4ohhBOY7bT9TtNBugigqbnXrmTh nbd+5tfxxfsFfF//AIUr+1R8K/E91dfZdA1vWR4F8Us7lLf+wvGe3RWubtgQRa6Rqk+l69J1wdJU 7WxtP9jtY8bYD6pnU68Y2pZhSjiY2Vl7WNqOIXa7nCFR/wDXxvqer9EHjT/WjwjwmT4it7TMeCMw xHD1ZSlzVHllXmzTI6ju3Lkjg8Xi8FFvRfUYwT91Jfmj/wAFVfgl/wALV/Zg1XxZptp5/ib4Nagv juyaNC9xJ4aMX9n+NLMNg7LaLSZIfEd0cAn/AIRqFdwBYN/KbX96GraVp2u6VqeiavaRX+k6zp97 pWp2NwpaC907ULaS0vbSZQQWiubaaWGRQQSjsMiv4kP2gPhPqPwN+NHxH+FGpeaz+DPE9/p2n3M6 7ZdQ0GcrqHhvVWG1QDqvh+803USAMKbkqCdua+k8P8x58Pi8rnL3qE/reHTf/Lqs1CvFeUK0YTst lVb6n8//AE4OBPqed8M+IuDo2oZ1hnw1nc4R91ZnldOpisor1WlZSxWU1cXhFJ6znlsI3birePV/ SP8A8EVf+SG/Fr/sq6f+ohoFfzcV/SP/AMEVf+SG/Fr/ALKun/qIaBXscb/8k/X/AOwrBf8Ap6Z+ XfQ7/wCT5ZR/2TfF/wD6qsGfszX5A/8ABaL/AJNq+Hf/AGXLQv8A1AfiLX6/V+QP/BaL/k2r4d/9 ly0L/wBQH4i1+Y8M/wDJQZR/2GQ/9NYk/wBEfpEf8mO8T/8AslcR/wCrLID4y/4I6eOfBPgfx38b Ljxr4x8LeD7e/wDCXhWGxn8UeIdJ8Pw3s0Os6lJNDaS6td2iXMsSOjyRws7ojKzABgT/AEP+FvHv gXxyl7J4J8aeE/GCaa0Cai/hbxHo/iBLB7oTNaretpN5di1a5FvOYFnMZmEExjDCN9v8Jdf0F/8A BEX/AJFz9on/ALDfw1/9IPGlfY8Z5BT5cbn31qfO3hKf1b2UOT7GGv7Xn59lz25N9NtT+Uvol+N2 NliOEvBX/V3BrBxp8UYz/WH+0cX9cbSxmf8As/7P+rfVLe0n9W5vrN/Zr2tud8p+6tYXiLxT4Z8H 6a2s+LfEWheF9IWaK2bVfEWr6fommrcTlhBA19qdxa2ommKsIojKHkKsEU4NbtfmN/wVx/5M91b/ ALKD4G/9Kr2vz3LsKsdj8Hg5TdNYrEUqDqRipOCqS5eZRbSk1vZtJ9z+6OOuI6nB/BnFPFdHCU8f V4dyHMs5p4KrVqUKWLngKCrRw9SvShUqUoVW+WVSEJyitVFvQ+3f+GgPgP8A9Fs+Ef8A4cjwb/8A LmvyK/4LB/Ev4c+N/g18LLHwX4/8E+L72z+Jst3d2fhfxVoWv3VranwrrUIubm30q/u5oLczSJEJ pUWPzHRN25gD/PhRX6plnBNHLcfhcdHMa1aWFq+0VKWGpQjN8lSFnKNWTiv3l7pPa3U/zY8Qvpf5 tx/wVxHwZX4EyrLKPEWX/wBn1MwoZ9meKrYWP1rA4r2tPD1svpUqsr4KMOWdSEbVJSveKT/f3/gj v8SPh34H+GXxhtPGnj3wX4Qur7x3otxZW3ijxTofh+4vLePw+IpJ7WHVr60kuIUk/dvLEror/IzB uK/Yf/hoD4D/APRbPhH/AOHI8G//AC5r+IjTtN1HWL+z0rSLC91TVNQuIrSw03TrWe+v767ncRwW tnZ20ctxc3EzkJFDDG8kjkKikkCvvbwL/wAEwf2x/HNhBqh+G9p4NsrpFktz468R6PoN+yMAf3+h xz32v2DrnDRalpVnMDnEZrkz7hnK6uOxGYY7PIYB4up7RUqsMOrcsKdNqHPVVWol7NNtUmk3ZvQ+ m8F/pEeI2A4PyLgXgzwdxPG0OF8E8DUzHL8VnsnJVMVjsbGeMeGy15dgqkvrsowpVMwjKcaSnGEu Ztf1A/8ADQHwH/6LZ8I//DkeDf8A5c0f8NAfAf8A6LZ8I/8Aw5Hg3/5c1/ON/wAOgP2uP7/ws/8A C0vf/mdo/wCHQH7XH/PT4Wf+Fpff/M7Xg/6v8M/9FXR/8E0v8j9p/wCI4/SG/wCkZs1/8OmY/wDy R/T/AKJr+heJtOh1fw3rWk+INJuCywapompWeq6dOyHDiG9sJri2kKHhgkrFTwcVrV+SX/BOH9kH 9or9lbxb8Q1+Jmo+Fm8CeL/DlibfS/DviW71fHi3S9TgFlfvYz6ZYw2+7RrrVbee7icyzbbSGVXW KIxfrbXy2Y4bD4TGVaGExlPH4eKg6eKpLljNTgpOLj0nTleEkrq6TTs7L+kuAuIM94o4Wy7OeJeF MfwVneIliqWP4dzGoq1fB1MNiZ0YVadZO9XC4yiqeKw0qijVUJzp1I81NSn+DP8AwWR/Z30qLTfC H7SfhzTorXVX1S18B/ERraNU/tOC4s7ifwlr92qBQ1zYGwuvD91eP5k9xb3egWpKw6emPwFr+wT/ AIKN6Db+IP2LvjlbXEau2n6HoevWzkfNDcaD4u8P6sskbdVYx2ksLkY3Qyyxn5XYV/H3X6xwNjKm JyV0aknJ4LEzw8G3dqjKEK1KN30hz1IRXSNktEkv8yfpk8K4Hh7xahmmX0KeGpcXcP4PPMXTpRjC Es2w+LxWU5jieSMYpTxn1XA4mvK16mIdWq/fqVJVCiiivsj+TgooooAKKKKACiiigAooooAKKKKA CiiigAooooAKKKKACiiqWpajaaTYXmp38ohs7G3lubiQ87Y4lLEKOru2AkaD5pJGVFBZgKAPJPjP 4z/4R/Qv7EsZdura9HJExRsSWul5KXU/HKvdHNpASASrXMkbCSAV8b10XivxHd+K9ev9bu8qbqUi 3gLbltbOP5LW2XGB+6iA3soAkmaSYjdI2edrn5+dt9E7L07/AD3+49jDUvZU0mvfl70/J9I/9urT /E5PswqVOh+v9BUVSp0P1/oKDWfw/ND6KKKHs/R/kzIKVeo+o/nSUq9R9R/OsFuvVfmgJ6KKK2ez 9H+QBRRRWABRRRW62XovyAnXoPoP5UtIvQfQfypaxe79X+bAKKKK3Wy9F+SAenU/T+oqWok6n6f1 FS0GM/i+SCiiigklTofr/QU+mJ0P1/oKfQAVYqvVigAooooAcn3h+P8AI1NUKfeH4/yNTUAFFFFA BRRTWOB7np/jQRPZev6MUcknsOB7nuf6D8exFLTVII47du9OqKmy9f0JlZRjbb/gBRRRSp9fl+pA U4qR7j1ptWK0svvAgXqPqP51SvJdziMH5U5OCeW9CP8AZH15J7gVcuHWJC/Rs4Xpyx55HfGCT7Cs cnJJPU8mlfWwX1t1HJ94fj/I1IVB9j61Gn3h+P8AI1NWc916fqyopSdmrqz3IzkcMNw9fTt+f+PW nrjAx096WnhAVGODz9Op/KoFKDjqnddnuvR9fn94yilII6j8e1JQTzLvbyejADcQPXr9O/8Ah35I zV5QAqgcAKAB6ADiq6KQu4gjdz+HbPpnr0B5x2qyvQfQfyqk3HW2j/rps/UhyaltovxFooopykna 3n+gpSTtbz/QKKKKqGz9f0IHJ94fj/I1NUKfeH4/yNTVM9/l/mAhAPBoAxx75paKUVd2fZgFFFLt OM9quMXF91YL2Hp3/D+tSdKjj7/h/WpKUpNSdn/Vga5lZ7LbuvmFFFKQRwaqMubyf9bGTg1tqvx/ r0ErN1KfZF5S/ek5bHZB1z/vHgewatB3VFZ2OFVSxPsBk/U+g7niudlkaV2kbqx4H90dlHJxgccd Tk9SaVRq1ur+9L+tCU7NO17PZlMDJA9TinFSPcetSbRkEcYIPHT8qdXPyLXX08v8zrhUU12a/rQh T7w/H+RqQqD7H1/x/wA596Nozkcfyp1Lk031/Cxuptb6r8SNVIPPp1/KnFQev596dRUNNOzK51fy 7/5jRuHB5HY9/wDP+c06iikaxm15r+uv+YV1GnW3kQ73AEs2GbjBVQPkT2IBJPA5Yg5wKxtPtvtE 4LDMUWGf0J/hT/gRGT/sgjuK6muijDeb9I/q/wBPvPOx1e8vZRbtpKeujdvdi+9vifm12EAA6cVI nU/T+oplPTqfp/UV0HDGTulumS0U8LkAjrzkf5/rTCCOtBqPCZAI6/8A16TY3p+o/wAakT7o/H+Z p1YPd+r/ADKU2vP1Psiiiiu82CiiigAooooAKKKKACiiigAooooAKKKKACiiigD9E/8AglZ/yev8 Nf8AsCfEP/1A/EFf1m1/Jl/wSs/5PX+Gv/YE+If/AKgfiCv6za/HePf+R3T/AOxfhv8A05iD/Vv6 FH/Jn8d/2W+f/wDqFkQV598Uvil4G+DHgbXfiL8RddtvD/hbw9bGe8vJzvnuZmytrpumWinz9R1b UZtttp+n2yvPczuqqoUO6r8UPih4H+DXgfXfiL8RNdtfD3hXw9am4vb24O6WeVvltdO061X9/qGq 6hOVtdP0+2V7i6uHWNFxuZf5Uv2lv2lvjD+3z8YtE8L+FtD1l/Dz6w+lfCr4V6W32iVZLjfGdc1w xOtpdeIbu1V7jVNUuJF03QNNWe3guINPgvr678nIMhrZzWlOcvq+XYb3sZi5WjGMYrnlSpSnaDqu Cbcm+SjC9So/ghU/SvGzxsyvwoyqhg8HQWfceZ8lh+FuFsOqlevXr16iwtDMMwoYVVMVTy6niqkK dGjTgsXm+LUcvy+LbxeLwXKftkftj+Of2tfHR1HUPtPh/wCG/h+5uE8B+BEuN8GnQPuibW9bMTeR qHijUYcfa7v54NPgb+zNNIt1nuL2h+y9+194m/ZQuNd1XwH8Nfhd4i8U6+q2tx4v8bad4n1LXrHS FEbHQ9Ik0rxVotlp2mz3EYur3yLP7ZqE4hF7dz29nYwW375fsqf8E0fgx8Ivh5DD8YfB3hD4tfEv Xltr7xLf+I9Itdd0LQJVjYx+H/ClrqUDxxWlkZXW81doI77WrrdPILeyjsbC0+oP+GNv2T/+jdPg 5/4QHh3/AOQK+tr8V8O0cPLKKWVV8TltFqlFQqU6VGuoSTdRxlOnWqKdROblVles7VJxs4Qh/MeT /Rq8eM3zzDeKOaeJOS8P8fZpGWYV5Y3L8fmeaZLUxdKVOGDhVpYXHZTgqmDwVSGFpYfLKCp5VTc8 FhcQp08VicT+Gn/D6P8AaS/6Jz8D/wDwS+Pf/nhUf8Po/wBpL/onPwP/APBL49/+eFX7l/8ADG37 J/8A0bp8HP8AwgPDv/yBR/wxt+yf/wBG6fBz/wAIDw7/APIFeX/bfCH/AES8/wDwdS/+aD9I/wCI QfSk/wCkjML/AOGrMf8A5yH4af8AD6P9pL/onPwP/wDBL49/+eFR/wAPo/2kv+ic/A//AMEvj3/5 4VfuX/wxt+yf/wBG6fBz/wAIDw7/APIFH/DG37J//Runwc/8IDw7/wDIFH9t8If9EvP/AMHUv/mg P+IQfSk/6SMwv/hqzH/5yH8bvjnxbqHj7xt4w8d6tb2dpqnjXxT4g8W6la6ck0en22oeI9Wu9YvL exjuZ7q4SzhuLySO2S4ubiZYVRZZ5ZA0jctXrXx90nTNB+O3xq0PRbC00rRtG+LXxH0nSdMsII7a x03TNO8Y6zZ2FhZW0SrFb2lnawxW9vBGqxxQxpGihVAHlVvBPdTw2ttDLcXNzLHBb28KNLNPPM6x xQxRIGeSWWRlSNEBZ3YKoJIFfrOHlCWHoThH2dKWHoThBtfu6boUZQg3e3uU3CLd7e43e2p/mHnV DF0s9znC4uu8dmFLO83w2LxMISvjcfSzjNMPisTCnyKd8ZjaeJxEIezU74uMPZqfuL93f+CL3wS8 +/8AiX+0Dq1nmOxjj+Gng2aWPKm7uVs9c8YXsG/G2S3tR4d06C5iDbo7/V7XeuJkb9/q+ev2VPgz B8Af2fvhl8LxDFHqmh+HYLvxRJHtb7R4u1t31nxPL5q5M8UWsX13aWcjszDT7a0iBCRIq/Qtfguf Zh/ambYzFp3pSqulh+yw9C9Ki12U1GVX1qn+2HgrwLHw68MeE+GKlJUsxo5dDMc8skpSz3OOTMc0 VRr4pYarXo5em27Qy3lT5bXwPFfhyw8Y+F/EfhLVZL2HS/FGh6t4e1OTTbuSw1BNP1mxn069NlfR Ay2d19muZRBdw4mt5Ss0TLIisPzw/wCHS/7G/wD0LXjb/wALzWK/S6iuPC5hjsEpxweMxOFjUalU VCrKkpuKai5cvxOKbSvsm7bs+p4i4G4N4uq4WtxVwtkPEVXA06tHBVM5yzD5hLCUq9SNWtTw7xF1 SjVqQhOooRTnKEHJvlil+aS/8EmP2OVZWXw543VlIZWXx7rIZWByGUjBBBAIIOQeRX6SWdsLO0tb NZri4FrbQWwuLuUz3U4giWITXM7AGa4lC75pSAZJGZyATVmilisfjcbyfXMXiMV7Pm9n7erKryc9 ubl5vh5uWN7b2V9i+HeCuEOEHi3wrwzkfDn19UFjv7Fy7D5esX9WdR4f6ysPZVfYe2reyc1eHtai i7SaCv57v+Cz/wAEv7P8RfDf4/6TZ7bXxBav8OvGM0SEIus6Wlzq3hO9nYAh7jUdIOtae8jldlv4 fsIhuLDb/QjXzV+198Fo/j/+zt8TfhtFbJca5f6DLrHhAkDzI/GHh1hrPh5IpDzCL+/tE0i6lXn7 BqN3GVZZGRu7h/MP7MzfB4py5aXtFRxGun1evalVb8oc0Kuu3smz47xw4FXiL4X8V8NUqKq5k8BL NcjVk5rPMl58xy6FN7qWLlRxOXOzXMsxjF6PT+LSv6R/+CKv/JDfi1/2VdP/AFENAr+buSOSGR4p UeKWJ2jkjkVkkjkRiro6MAyOjAqysAysCCARX9In/BFX/khvxa/7Kun/AKiGgV+o8b/8k9X/AOwr Bf8Ap6Z/nD9DxNeOeUJpprhzjBNNNNNZXg0000mmmmmmk0000mml+zNfkD/wWi/5Nq+Hf/ZctC/9 QH4i1+v1fkD/AMFov+Tavh3/ANly0L/1AfiLX5lwz/yUGUf9hkP/AE1iT/RD6RH/ACY7xP8A+yVx H/qyyA/mdr+gv/giL/yLn7RP/Yb+Gv8A6QeNK/n0r+gv/giL/wAi5+0T/wBhv4a/+kHjSv1LjT/k ncZ/19wf/qTA/wA3/ok/8n24V/7F/FP/AKz2JP3Vr8xv+CuP/Jnurf8AZQfA3/pVe1+nNfmN/wAF cf8Akz3Vv+yg+Bv/AEqva/J8g/5HeU/9jDDf+nGf6b+Nn/JoPE3/ALIjiH/1BifysUUVo6RYjU9W 0vTWfyl1DUbKxaQYzGLu5igL8gj5BJu5BHHINf0BJqKcntFOT9Ipyf4Jn+HVKlOvVpUaavUrVaVG mm0k6lapTpU029EnUqwTb0Sbb0TP6gP+CZP7H3hr4P8Awo8OfGbxVotte/Fv4l6Nb6/aX9/bpLce DfB2swC40TR9HEylrC+1bSpoNT1+6RYb12vU0WYiDT2Fx+p9VLCxtdMsbLTbGFLax0+0trGzt4wF jgtbSFLe3hQDgJFDGiKBwFUCrdfzrmGOr5ljK+MxE5TqVqkpJNtqnT5pezpQTdowpQ5YRiklpKVu acm/96OB+Dsm4B4VyXhTI8LRw2CynBUKE50qUKdTHY32NH6/meLlGKlWxmYYxYjFV6tWVSf7ylRU lRw1CnTKK/n4/bn/AOCkX7Qnwu/aF8ZfCj4TXmheD/DvgF9K0ya8vPDWl67rGv6le6Jp2sXt7cya 5BfWtpZRSaiLTTrextYXkt7cXlxcStdrBbfHf/D1X9tX/oo+hf8AhvPA3/yir6HC8FZzi8NQxUJY KFPEUoVqcamIkpqnUipwclGjOKbi1Ll5m1dJu90vwriT6XXhPwxn+c8OYylxZisbkeZYvKcbWwOR UamDljcBWlhsXDD1cRm2Fq1adLEU6tFVXh6UajpSnTi6bhOf9ZdFfh5/wTX/AG1/2h/2jfjv4l8D fFjxbpuveG9N+FWveKbSzs/CvhvQ5Y9ZsfFfgnS7a4a70fTbO6kjSy1rUIzbvK0DtKsjIXijZf3D rws0yzE5Ri3gsU6Uq0adKq3Rm5w5aqlKPvOEHe0HdcummrP2bw48RMh8UeGKXFvDdPMaWV1swzHL YQzXC08Hi/rGWVaFHEuVGlicXBUnPE0/ZT9s3OKk3GFkn8jft6f8meftA/8AYgXv/pbY1/GxX9k/ 7en/ACZ5+0D/ANiBe/8ApbY1/GxX6R4e/wDIux//AGHQ/wDUWJ/AP06f+S74H/7I3G/+tJXCiiiv vz+IAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvl/46+M/Nli8G2E37uBorzW2RuHm KiSysGweRErLeTqQVMj2mCHhda908beKbbwf4dvtZm2POi+Rp1uxx9q1CZWFtDjIJRSGnnK/MtvD My5YAH4DvLu4v7q5vbuVp7q7nlubiZzl5ZpnaSWRsYGWdicAADOAAABWNadlyrd7+S/4P5XOzCUu eftJL3ab0857r5RXvPz5V0K9FFFZU9n6/oeoFSp0P1/oKiqVOh+v9BVkT+H5ofRRRQ9n6P8AJmQU q9R9R/OkpV6j6j+dYLdeq/NAT0UUVs9n6P8AIAooorAAooordbL0X5ATr0H0H8qWkXoPoP5UtYvd +r/NgFFFFbrZei/JAPTqfp/UVLUSdT9P6ipaDGfxfJBRRRQSSp0P1/oKfTE6H6/0FPoAKsVXqxQA UUUUAOT7w/H+RqaoU+8Px/kamoAKKKKACoWbceOnb/H/AD7U92wMdz/L8vw7dyOlRUGc30+bCpx0 H0FQVOvQfQfypNJ6MzFooopRjy37OwBViq9JdS+XHgfffIGOw/iP5cDHOSD2NUDdtWULqXzZOPup lV68nPzH8SMA+gBB5qvRRUpqS29U+5jKXNZ9v8xyfeH4/wAjU1Qp94fj/I1aQAqc+v8AQVE1Z9du prSlbV66tfKyI6mT7o/H+ZppT0/L/wCv/n605fuj8f5moNZNOKt3+ezHU1YwWGOnVh7dvfk8fTPP GC4nAJ9OaljBCgkYJ5I9PQfUDr2zkigyaT3Q+pNgIGOOB9On6f54qOp16D6D+VXDd+n6g0nuiEgj rSVYqMp6fkf8f8fzqnBPbTy6f8AzcGttfz/4JH1oIxwaUDDAH1H86mIB6iiCaun3/QylLlaTX+e5 En3h+P8AI1NTAmGBHT9ehp9TPden6saaeqCiipU+6fr/AIUQ+L5MJOyuRVMn3R+P8zTSnp+R/wAf 8fzpyjAAPv8AzNakSacVZ9fnsxcD8+tOIIGccetJU69B9B/Kspp3v0f+RUfhX9dSCpyAetNKA9OP 5f8A1v8APFNmlWCJ5W6KOB3JPCqM45JIFQUZWpSgEQKT2eT09UXpz2c8gjCnnPGTTndpHZ3OWY5Y +/68AcAZOAAKbTbb3dzFyTeq32a3/wCD/WoUUUUi4Kyet9f69AooooNVKS639QopQCelJUyjfXZ/ gP2mu3bTqgpQCSAASSQAAMkk8AADkkngAdaStnR7XzJTcOPkhOEyOGkI/wDZAQ3TqVOeKhQbko23 6+XV/cW6qhFyT+Xd9Fb+tEzYs7P7NbqmQZD88nu57A+igBR64J71PVikIB6iuxJJJLZKyPPnHmbl f3m23fq3+X9diCnp1P0/qKChHTn+f/1/88UJ1P0/qKZmk1JXXX/MmBI5FPDBuGH4/wCeRUdFBsTg AAAdKWmp90fj/M06ocE3e7QH2RRRRXWdAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfon/wS s/5PX+Gv/YE+If8A6gfiCv6j/if8T/BHwc8D698RPiJrtr4e8K+HbU3N9fXJ3SzSN8lrp+n2q5n1 DVdQnKWun6farJc3dzIkcaHJK/yNfsKfGPwd8Bv2m/AXxK8f3FzZeEdJs/GFnrF9aWs9/c2aav4P 1zTbOaOytY5Li6LajcWcDRRLuCTNKM+WVPc/tOftOfF79vX4v6J4U8KaJrTeGW1ptL+Ffws0s/aL iS4uN8I13XRC4tbvxFd2okn1C/mkGmeHdME9vb3EVlDqGo3v59n/AA/XzjiCnVqP6tltHL6E8VjJ OMYxjTqYhzpU3JqLquKbblaFGD9rUduSM/7m8EPHHJvCvwOxuX4Kks+4/wA242znDcN8KYeNatiK 2Ix2CyKnhMwx9LDQniI5ZGtKMKdOgpYvNMZFZbgoxqSxWIwjf2mv2mfi/wDt7fGHQ/C3hXQ9Zbw4 2stpXwq+Felt9onae43xf25rnlOLS68RXdqJJ9S1KeRdM8PaYs9vBcQ2EN/qF5+9X7C/7DHhb9lP wsuva8th4j+NXiSwSPxP4njQTWnh+0m2Sv4U8KPKiyQ6bDIqf2nqeyK6167iWaZYbGCxsbVn7Cv7 C3hf9lTwsviDxAlh4j+NfiSwRPEviWNBPaeHbOYJK/hPwpJKivFp8Uip/auqBIrrXbuJZJBDYQWN lb/oLXy+fZ9RqUY5Lksfq+UYf3JSheMsbKLu5zbtN0XNc/v+/iJ/vavu+ypR/o3wT8FM1y/Na/i1 4s13n3ilnzeMpUcY6dehwjh69Nxp4bDU4uphaebU8LUWEthUsJkWETyvLG67zLMsSUUUV8gf1KFF FFABRRWbrOs6T4d0jU9e13UbPSNF0awutU1bVNQnjtbHTtOsYHuby9u7mVljgt7aCN5ZZHYKiKST xTSbaSTbbSSSbbbaSSSTbbbSSSbbaSTbScznCnCdSpONOnTjKdSpOUYQhCEZTnOc5yjCEIQhOc5z lGMIQlKUoxjKUf4m/wBpP/k4v4+/9lq+Kf8A6nOu19K/8E0vgl/wub9qjwbLqFp9p8L/AAxV/iZ4 h8yMPbyS+H7i3XwzYyFwYna68VXOkTS2sgf7Tp1nqQCMkcjJ8ifF/wAU6f45+LPxQ8a6SJV0vxh8 RPG3inTVmUpMun+IPEup6tZiVCAUlFvdxiRSAVfIIBFfvr/wSbsfhN8Ivgbrvjrxf8Rfh1oPjX4r eIXuJNP1nxl4Z03V9O8JeFXutK0G0vLG91KK8s5bvU5fEGrhZEi+02F9pcxjISORv27PsZVy7hu0 I1PrVbCYXA04wjOU4VKuFoU60rQjJp0qUK93ZWk0r3sf48+CnCmX8eePyqYqvg5cPZRxPxFxljsR iMRhqWExWDy3iLNsflNGNTE1qFKrHMsyxOTOEE5Oph6dSXI4OTX7T1Dc3NvZ21xeXc0Vta2sEtzc 3E7rFDb28EbSzTTSOQkcUUaM8jsQqIpZiACa8x/4Xr8Ef+ix/Cv/AMOF4R/+W9fGv7ff7U/w88H/ ALLPxLg8C/EbwZ4g8X+NrCP4e6LZeGvFmh6xqMKeLDJZa7f+RpV/dXVvHZeGE1uaK8EarDfCyTzY 5JY2H47hMBicXisPhYUa0ZYivSoqUqNVRj7ScYucm6aSjCLlN3aVoPVXuf6ucS8Z5Bwzw7nvEWLz PLauHyPKMxzWpRpZnl06tf6jhK9enhqUKePqzlVxVeOGwtKMKdSTqYqLUJcrT/CP4vft8/tIeLfi l8QPEfgv40/EXwt4O1bxZrdz4T8PaP4i1DTtP0nwz9umi0G0is4pEjilTS47Vrsqi+bdtPMyq0hA 85/4bW/a2/6OI+LH/hYap/8AHq+X6K/eqeUZXTp06ccvwTVOEKacsJhpSahCME5SlQblJqN5Sbbl Jybd2f4n47xQ8Rcwx2Nx9Xjni6nVx2MxWNqU8NxNn+Hw1Kpi8TiMTOlh8PSzenSoYelLEOlQoU4Q p0aFKjShFRpq/wBQf8Nrftbf9HEfFj/wsNU/+PV73+y7+3l8e9A/aA+Fd58TvjL478VfD+78V2Oh eLdH8SeIrzUdH/sfxGJNBn1S6trmUxn+wH1GPXonUh0l01Nu4Exv+clFTXyfLK9GtReAwcFWpVKX PDCYaM4e0hOCnCUaMZRnByU4tSTUorVam+T+K3iHk+b5Vm0ONOLMXLK8ywGYrCYzibPsRhMX9Sxm GxUsLiqFbNq1GthsVCjUw1enVpVYTpYiopU52jF/3wUV8Rfsm/tX/DX4jfs7fCnxN4y+JvgbRPGJ 8LWmi+LNP8ReMNB0jV/+Eh8NvJ4f1PULqx1LUYLuMa1Ppx1u3ZkKSW2owujsDmvon/hevwR/6LH8 K/8Aw4XhH/5b1+CV8FisPXrUKlCtz0KtSjPlpVXFypzlBuLVJpxbjzRabTjKLvqf7Z5NxXw/nmUZ VnWCzfLPqeb5bgM0wvtcyy2nVjQzDCYfF04Vac8whKnWpxxDpVqcoxlCtRrQcVy6/wAr/wDwUc+C X/Ck/wBqjx1a2FmbXwv8QXX4l+F9kZS3S28UXF1JrljAFHlRppvim31u1t7WMjyNPFgSkaSxg/q3 /wAEVf8Akhvxa/7Kun/qIaBXP/8ABWzT/hP8Vvg14X+Ivg74ifDzX/Gfwu8QiCbT9E8Y+G9T1bUf CHi6S107UorexsNSmvb6TTdbt9BvkSOGVbOwfWboiOMzvWd/wR6+Inw/8G/Bf4pWXi/x14O8K3l3 8UEurW08SeJ9E0O6ubUeFNCiNzb2+qX1rLNAJUeLzo0aPzEdN25SB+hY7GVcx4GpucKrxOHxGDwl aLp1PaOWGquMKnK6fO1Oh7GTkotXUru9z+FuDeFcu4D+mRmFLC4rL6eQ53kfFnE2U16eNwKwdKhn 2XUcRicGq0cZ9XpywmbxzXDxoutCap1KCjTceU/cqvyB/wCC0X/JtXw7/wCy5aF/6gPxFr9Kv+F6 /BH/AKLH8K//AA4XhH/5b1+UP/BX/wCJHw78Y/s7+ANN8I+PfBfirUbf40aLfXFh4c8U6Hrl7BZR +BvH8D3k1rpl9dTxWqT3FvC9w8axLLPDGXDyorfKcNUa0c/ymUqNWMVjINuVKrFJeyxOrcqSSXm2 l5n9MfSEzPLK3gl4m0qOZZbWqz4WxEYUqOY5fVqzl/aOQvlhTpY+rUnKyb5YU5ysm7WTa/nRr+gv /giL/wAi5+0T/wBhv4a/+kHjSv59K/d//gjV498C+C/D3x9j8Y+NPCfhOTUNZ+Hj2CeJvEej6C98 ltZeL1uHs11S8tWuVt2mhE7QhxEZohIVMiZ/T+Moylw/jIxjKUnVwloxjKUnbExvZRjJu3Wy06n+ dH0Tq9HD+OXC1XEVqOHpRy/idSq161KhSi5cP4lRUqterRpxcnpFOonJ6RTeh/QDX5jf8Fcf+TPd W/7KD4G/9Kr2vuX/AIXr8Ef+ix/Cv/w4XhH/AOW9fnD/AMFUvif8NPFn7JuqaR4W+IfgbxLqreO/ BdwumaB4t0DWdQa3gurwzTrZadqFzcmGEMpllEWyMMN7DIr8qyGjWjnWVN0aySx+GbbpVUkvaPVt 0kkvNtLzP9LfGjNMrq+EfiXTpZnllSpPgniCEKdPMsuqVJylgoqMYU6eYVJzlJ6KMITk3oot6H8y NSRSyQSxzQu0csMiSxSKcMkkbB0dT2ZWAYHsRUdFfvu+j2ejP8RU3FqUW4yi1KMk2nGUWnFppppp pNNNNNJpppNf3MfB74i6X8XPhX8P/iZo00U9j418J6Lr4ELBltry9som1PTpMEhLnS9TF3pt3Fkm G6tJojyhr0iv5W/2C/8AgoZqX7LyS/Dj4hadqXir4N6nqMmoWy6Y0UviDwLqV64N/faJb3U0FvqO j6hJ/pOp6G9zasl2ZdU02dbua+tNU/oH8Cftn/srfEawgvvDXx3+HEbXEayDTfEfiOx8Ha5HkAsk mh+LJNG1UNEx2SMlo8QbBWRkZWb8Izrh3H5Vi60Vhq9bBupOWGxNKlUq03SlJyhGo6cKjp1YRahO NSMbuHPGUoyTX+0XhH478E+JHDWVV6vEGUZXxVTwWFoZ7kGZ5hgstxlPM6VGlRxVfA08fisFDH4D GV6dTFYStgquJlCGJ+rV6FGvh5Rqc18c/wBhH9mv9ofxZ/wnXxE8GXjeL5bS1sb/AF7w/r+q6Bd6 tbWMKW9iuqw2Vx9hvp7O2jjtYL2W0+3C0igtHuXtra2ih8T/AOHS/wCxv/0LXjb/AMLzWK+2v+F6 /BH/AKLH8K//AA4XhH/5b0f8L1+CP/RY/hX/AOHC8I//AC3rlpZjntCnCjRxeaUqVOKjTpwni4wh FXtGMfZtRiruyWi2SS0Ppsy4B8G85x+KzTNuFfDnMcyx1WWIxuOxeD4brYrF15qKnXxFZ46Eq1af LFzqzTqVGlKpOcrzl4r8Av2HPgD+zV4y1Dx58LNI8RWHiHU/Dd74UuptW8TahrNs2j3+paRq1zGl rdfu0na80OwZZx86IkkY4lavr6vK/wDhevwR/wCix/Cv/wAOF4R/+W9H/C9fgj/0WP4V/wDhwvCP /wAt65MRLH4uq62K+uYiq4xi6taGIqTcYJqMeaVK9optJdLux9NkWF4L4Yy+OU8OR4YyLLIVq+Jh l+VYnJsDg44jFShPEVo4ejmSpqrXnTpyqz3nKEXLZHjX7en/ACZ5+0D/ANiBe/8ApbY1/GxX9cf7 b/xf+E2u/sm/HbSNE+KHw71jVr/wLeQWOl6V428NahqN7ObuyYQ2llaanNc3MpVWIjhidyASFwDX 8jlfp/h/CcMux6nCcG8dBpThKDa+qxV0pxi2r6XSav1P86Ppw4rC4rjrgmWFxOGxUYcH4yM5YbE4 fExhJ8R1pKMpYbEYiMZOPvKMpRk46qLWoUUUV96fxOFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFF FFABRRXkXxh8af8ACL+HWsLKXZrOurLa2pRsSWtngLe3uRyjBHFvbsCrCaXzYyfs7gJtRTb2Q4xc 5RjFXlJpL1ffySu2+iTPAPjB41/4SnxE1jZS79G0NpbW1KNmO6u9wW9vePldWdBb2zZZTBF5qFft Dg+V1XqxXDKTk3J9fw7L5HuU4KnCMI7RW/Vvdt+bd35aLoFFFFaU9n6/oWFSp0P1/oKiqVOh+v8A QVZE/h+aH0UUUPZ+j/JmQUq9R9R/OkpV6j6j+dYLdeq/NAT0UUVs9n6P8gCiiisACiiit1svRfkB OvQfQfypaReg+g/lS1i936v82AUUUVutl6L8kA9Op+n9RUtRJ1P0/qKloMZ/F8kFFFFBJKnQ/X+g p9MTofr/AEFPoAKsVXqxQAUUUUAOT7w/H+RqaoU+8Px/kamoAKOnWio3PQevJ/p2/r296BN2VxhO ST/nHYd//wBeaSiigwbu7hU69B9B/KoKnXoPoP5UALRRRQAhIAJPAAyT6AVSmPmuWOcdF68KOnB7 nqenJxnipp242Dvgt0+7noR/tYweMEZ5phQHpwf0/wDrVLu7pOzVv+GBq+5V2kEZ5GR/P9P880pT 0/KpdpyAeMnFKVI9x6/4/wCce9ON9brX8zNw7fcV1+8Px/katp0P1/oKhwM57jvUydD9f6Comm3d dhw0Tv3/AEQ+iikJwPX0HqTwB+J4qYpNu/Ysco3NjqFwT9ew/qeeOMghqtBMqD0PP06n/P8ASolX aMfievU9evb0HYcVYT7o/H+ZpWu3bW35AREEdRUy9B9B/Klo6VdPd+n6gFFFFaAIQD17UtFFBjVi m1ftv13CilUZIH+elKVI9x61nNXe+ttu/o/0Ml7uj1V91+q/XUbUqdD9f6CoqlTofr/QUoaS17MJ 6x07ofRRRWpkFTr0H0H8qgqdeg+g/lUVNl6/obQ+FfP8xawtSuN8ghU/LGcvjoZPTp/ADjg9SQeR WrdTeREWGN5wqA4+8e+CRkKMsR7VzTKck5ySST6kkkkn1JPXuSelTBXd306GdZu3Kr66u3bt31/I ZQRjg0VOQD1FOUeqXr/wxzNt2u9vvIRwR9RUpUN/iP8APNMKEdOR+v8A9emglf8AD/P/AOuszWEn 31Q7Yc47ev59aaQR1FSBwevH1/x//VT6DZT7/eRJ1P0/qKkIB6j8e9IFAOR6dKdQKW91tZWaGpC0 jrGmSXIC8dye+O2OSewBPau0t4Ft4Y4V6IuCf7zHlm/FiT7DjoKydJtvvXTj1SLP5O45+qDgY+cd 63KuLUXqt+vkS5N2v0/rUKKMd/T+tFap31QgpMDOe9Lg4z2ooAKKkCgqOx5/n3phUjr+dAlJN269 iVPuj8f5mnU1Puj8f5mnUDPsiiiiug6AooooAKKKKACiiigAooooAKKKKACiiigAooooAK9H+GXx c+I3wa1248T/AAx8U3ng/wAQ3NhLpkms6bb6fJqK2E8kcs9rBdXtndS2sVw8URuBbNCZxGiTF0RV HnFFRUp060JUqtOFWnNWnTqRjOE1dO0oSTjJXSdmmtFpodeAx+OyvGYfMMsxuLy7H4Sp7XC47A4i thMZhqqjOCq4fE0J069Coo1JxVSlUhNKckpx5nf7A/4b8/bH/wCi/wDjj/vvSf8A5WUf8N+ftj/9 F/8AHH/fek//ACsr4/ori/snKv8AoWZf/wCEWG/+Un13/ET/ABK/6OFxz/4lvEP/AM9T7A/4b8/b H/6L/wCOP++9J/8AlZR/w35+2P8A9F/8cf8Afek//Kyvj+ij+ycq/wChZl//AIRYb/5SH/ET/Er/ AKOFxz/4lvEP/wA9T7A/4b8/bH/6L/44/wC+9J/+VlH/AA35+2P/ANF/8cf996T/APKyvj+ij+yc q/6FmX/+EWG/+Uh/xE/xK/6OFxz/AOJbxD/89T7A/wCG/P2x/wDov/jj/vvSf/lZXnfxH/ak/aI+ LmjHw58RvjB448U+Hmkjlm0K81eS30a7kicSQyX2maetnZag8EgEkDXsFwYJAHiKNzXgdFXTy3Lq U41KWX4GnUg+aE4YTDxnFrZxkqKcWujTTW6aepy43xC4+zLC18DmHHHGGOwWKpypYnB4vifPsRhc RSl8VKvQq5pKlWpTWk6dWM6c17s4Ti3FlFFFdp8gFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFSRR S3EsUEEUk080iRQwxI0ksssjBI4oo0DPJJI7BERAWZiFUEkCo66LwhIkXizwxLK6Rxx+ItFkkkkY IkaJqVszu7sQqoqgszMQFAJJAFTOTjCckruMJyS7uMJSS011cUtNddNbHRg6McTi8JhpzdOGIxeF w86i5b044jFYahKouZqN4RrymuZqN4LmajzNdZ4h+CXxm8I6Vca74r+EfxO8MaJZ7Ptes+IfAPir RdKtfMdY4/tGo6lpNtaQeZIyxp5sy73ZVXLEA+Y1+7/7Wv7aXwt8A/Ef9qHwl4XvfjB8TPEPxH8A S/DX7Bq3xL0PXP2ctEi8UeDdAil8R+C/C1hDdTQ6npsDn7R/pEn2rVpNbg+0Wcd9I8fLeOvgp+z4 LP8AaH+Knhyz+Blx8M9W/ZI067+EsekeK/BM2q6f8WbbQbGfUp7DwnFq3/CRaX4n+0xXjSyS6Ykn 2p2tmYXge3T5fD8RYlUqFXMMtqYdYxUnhJUnNRq+0WDUoONdTqKUZYu8JN041qdCtOFOHLZf0dnn gPkNXM87y7gfxAwOdVeFp5nT4mw+Ywwk8RlywE+K5UsXHEZO8HgamHr0OF+XFUIRx1fKsdnGVYXE 43FLEe0l+MviHwx4k8I6nJonizw9rnhjWYoba5l0nxDpN/oupx295ClzaTyWGpW9tdJDdW8kc9tK 0QSeF0liZkZWO3rXwy+JHhqDWbrxF8PvG+gWvhy502z8Q3OteE9e0qDQrzWbeK70i11ma+sII9Lu dVtZ4bnTYL5oJb63mimtUljkRj+6n7Xtj8G/Gth+0J4r+I1h+z++gWPwW8Ly/BL4leHPGOh3Hxo8 Q/FvT/D+m29j4bn0/RfFd9qGpaFDfpLp13b6h4ds47fTIfPVri1imvbXU/aB1D9nvxr4z/aFl+IH jLwzd+EdX/aA/ZEtdWvtM8XwsLrwQnhTwTZ+L57YaTqTG406ziW6t9Y1SyhmudHiW5kjntrmBSuF LiqrUhhZ/wBnVE6lliFD2tZKTeHfLhnCnDnmoVZRnSq2qU60YU5uXM3H2sw+jXl+BxnEuF/17wbj gVVqZFPFrLcslOjCGd04VuIY4nHYhYPC1cTlmHr4XMMsdTBY/KK2Kx2FhSeGhGr/ADwUV+4CfDDw Lf8A7SllpPiPwX+xb4G+Cli3xRuPhjqPhm98E+NJ/ihpmn21qnhbR/Ea3vxa0+2i8SX+jvFq+l6h 4kl8NaemqRaqoEisnkd74t+Ef7Hdr8UPDGo2Xhj4K2HjbV/2d/iPqPhf4eeJvFXhTRvhhq/xo0HW NJi8J2fjGDwf8Q/E/hDTr2+02+vgmm23jaXTdUtkec3S6jZRSW3RLiqhGVODwOKm6mGeITozpVox 05lTqSjSgoSir+3klUjhnCpGsuaDT8Ol9GrO6+GxmKhxhw9hoYHP4ZFUp5rgsyynEYi9V0ZY7A4e vmeKqYqjXq+zWT0JTweIz+nisDXyuSoYynVp/g9B4Z8SXWgX/iq28P65c+F9LvbbTdT8SQaTfzaB p2o3i7rPT7/WI7dtOtL26X5ra1uLiOedeYo3HNYdftJ4X0L4Zf8ACvPHOh/tE6V8GPhpHf8A7Sf7 PsfiTwr8JfF2mJ4Ph8Bz2+mR6zfWUfhzxj4kg+xXFvl/FGrWmo3FzpPnXk5m06aJRF3Xiz4b/ABL u0X4oeAP2XvA8cf7WPwb0L4Et8LPE3hu7n+IXwV1D4laVY+L7r4i22k+KtaivvD7eA3nvNS1jxJa 6TLDqDTJPDYxS2kdy1xNCNSVOeCrS/ezjCVCpCpGcIwpyTpSdNLFSUpSdZ4dQhRoKNeV480TOf0e MTVwOFxmE4uyzDyeXYbEY3D5zgcVgcRhMZVxuNoSp5hh6ePqVeHcPWo0MPRyuGePFYzNM5nWyehK nX9hVPwhor9tNb0b9j7x7P8AEGPxr4M+Cnw68PfCv9svw38PtI1r4dXMvhm78UfBubXJtN1C88Qv a+IbwavpE9uYJdW8TaRb2Vtp9sWvrN9P8t5X9M8XfDj9mqy+Nvw2isfg58JfEvw9ivfiQxs/Deqf ATw9ZahZQaPDb+FtWvtRuP2jtQTxdZWUtxFdpp3i9fAlzqBle/t7WW/hfSYFLimlBxjPLcbGbp1Z yTlQUF7OlRrRhGq1GnUnUhiKbcYuLptyU7ta6UPo25jioVa+G4/4QrYWOMy3B0pww+czxc/r2Z5t lFfE4nK6U8TjsDg8HjMkx8YYitHEQzCEaVTCOlGo1D+f+ivun9vvwb4A8IfFHwcnw/v/AIYGy1T4 b6Rfar4d+GWiaDokHhfVn1jXGl0/xRF4W8c/EPw9d+JnhkhM95pniOSJ9Pi0+JIHt4bbUtS+Fq9/ A4qOOwlDFwhOnGvDnVOfxw96cXGT5YJtOD1UVFppxcotSl+H8YcNYjg7ifOuGMVi8Njq+TYz6pPG YNr6tib4fCYiNWlH6xipU1KGLipUqteValOE6deFGrGdCiUUUV1HzYUUUUAFFFFABRRRQAUUUUAF FFFABRRRQAUUUUAVry8ttPtLm+vJkgtLOCW5uZnOEiggRpJXbvhUUnABJ6AEkCvz88beKbnxh4iv tZm3pDI3kafbsc/ZdPhLC2h4JAcgtNOV+VrmaZ1wrAD3b48eNfLji8GafN88wivNcZDysQKy2Vgx B6ysFvJ1IBCLaYJWWRa+Xa5q07vkWy1fr2+X5s9HB0rJ1ZLWV1Dyj1l/281Zf3U+4VYqvVisDvCi iitaez9f0AKlTofr/QVFUqdD9f6CrIn8PzQ+iiih7P0f5MyClXqPqP50lKvUfUfzrBbr1X5oCeii itns/R/kAUUUVgAUUUVutl6L8gJ16D6D+VLSL0H0H8qWsXu/V/mwCiiit1svRfkgHp1P0/qKlqJO p+n9RUtBjP4vkgooooJJU6H6/wBBT6YnQ/X+gp9ABViq9WKACiiigByfeH4/yNTVCn3h+P8AI1NQ AHioWDZJP5jp/ntzUvUn0H6k/wCA/Dn1FLQKS5lYr08JlQeh5+nU/wCf6U4oD04/l/8AW/zxSqCA Af8APNBi4tb/AHkRBHWpl6D6D+VLR0ppN3t0EFISFBJ6AZPelqtO+SEGCBy3Q89QPYjr27e9S3ZM CEksST1JJ+noB7Ace/XqanqvVioh9r5fqAUUUVoA3auc4/w/KlAA6U5QCQD/AJ4qTYMfyP8AT/OK iV0007LbV6f0zSKTi799/wDgkVORcnd2XOBgdfXPXgZHHqfSjY2QPU4B7f48d+OxqwItoABzgd+p Pc/icn/GhNbtWez7O/8AX/BE4Nbar8f+CNqZPuj8f5moamT7o/H+ZpqKTuuxA6iiiqst+oBRRRUy bVmtupEpNWt5/oFFFFOMuZESlzW9ByfeH4/yNTVCn3h+P8jU1Zz3Xp+rJGlQfY/560KCAQfX+gp1 FEG728n6r5kuKfl+XzQUUUVsk3sZOLW/39Aqdeg+g/lTEGdwPt/Wq95N5UW1ThpMqPULj5j68DgH sSD2rKeun8ur9GjSLtFN+f5mbdz+dKdpyiZVPQ9NzdB1I4PIKgEHBqrRRUX1utDK99XuNKg9fz70 6ipSgPTg/p/9aqU35f5/5ESUdL6N9V+pFTSoPX8+9PII6ikqrKWtrP8Ar5Mhpx1W3dEJUj3HrQGI 9x6H/P8A9b2qamlQfY/561PI/IpT7/f/AMD/ACAMD9e4qeCFp5UiXq5wT/dUcsx4PQA4zwTgd6rK pB59Ov5V02lW3lxGdh88wG32jHI/77PzH1AT0pxV/dcdtb9i1PWy6rfdfNf1qaiIsaKiDCooVR6B RgfpTqKKpxT8mMkj7/h/WlKA9OD+n+fpSR9/w/rUlOKskv63AaoIBB9f8KQoD04P6f8A1v8APFPp QM8e2aYlJc3K+9v67DVBAGff+ZpamUfKAR68H600p6fl/h/9egicHdtaq79d/wASMDHSiggjrRQS pyWn57n2RRRRXQdwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABR RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVzfi3xJaeE9Av9bu9rC2i220Bba13ey5W1tU 7/vJMGRlBMcKyzEFY2rpK+MPjT41/wCEi17+xLGXfpGgSSRZRsx3eqYMd3cZBw6WwzZwHBwVuZI2 KXAqJy5It9dl6/8AA3NaNJ1aihrbeTXSK3+bdorzd+h5HqWoXerX95qd/KZ7y+uJbq5lPG6WVi7b RkhEXO2OMfLHGqooCqAKVFFcW+r3Z7SSSSSSSSSS0SS0SXkgqxVerFAwooorWns/X9ACpU6H6/0F RVKnQ/X+gqyJ/D80Pooooez9H+TMgpV6j6j+dJSr1H1H86wW69V+aAnooorZ7P0f5AFFFFYAFFFF brZei/ICdeg+g/lS0i9B9B/KlrF7v1f5sAooordbL0X5IB6dT9P6ipaiTqfp/UVLQYz+L5IKKKKC SVOh+v8AQU+mJ0P1/oKfQAVYqvVigAooooAcn3h+P8jUpOBx1PA+v5jgdTjnANRJ94fj/I1KOTns OB9RwT/QcepyQaAFHH+f14wOaKKKACiiigiey9f0YUUVMACoyM8CqjLlfqZFd22KW/Iep7Djtnqe 1USckk9Sc/n9asTZZsKcqvTnJJ7njggcAd85471XpSkpPS2mn/Dkzbja3nf8AqxVerFJR3aXrYFJ PyYUUUUFDk+8Px/kamqFPvD8f5GpsFjtHfv6Duf8PcipnqreaLSvG3eSHxjJ3Eey/wBT+PQe3sal oAwMDoOBRUyVopef6M0SsrdhCAeo/HvShCFGOev16+n/AOuipk+6Px/maUHra+lhOKe+j7/1uQ0V MVB9j6/4/wCc+9RlSPp6/wCelamFSMo2a7vVenX+rDaKKKDJycrX6BRRRQklt1JHJ94fj/I1NUKf eH4/yNTVlPdPyAKKKKIfF8mAVMoyoB9/5moamT7o/H+ZrUBQoUM2cADJz2AySc+wrDuHM8hc5A6I PRe3GByep75OMkAVoXk21DCvVwC/sgJ4x/tHj6AjvkUgAVGfQfyrOo7vz0u/yuZ1NIx5bbu66N6/ cUiCOo/HtTihHTn+f/1/88VYKHtyPTv/APX/AM8UysznlJq2lt7p7feV6sU0qD1/PvTqCZSUreVw IzwajKen5f8A1/8AP1qSimm1t93QSbW33dCvRU5APUZphTuD+B/x/wAfzrRTT30/Ifuy/uv8P+AT 2Vv9pnVDnYvzyH/ZB+7nHBY/L+JI6V1oAAwBgDgAdAPSs7T7fyI+R+8kG5z3HTCZ54UenGST3rRq zSMbLzYUUUUESbUtOy9CSPv+H9akqOPv+H9akoKU099H+H9eoU9Op+n9RTKenU/T+ooJ+38/0JaK KKDUQgHqKbsHqf0/wp9FBfuNLmim0rbfqmvxPsCirv8AZuo/8+F7/wCAs/8A8bo/s3Uf+fC9/wDA Wf8A+N1r7Wl/z9pf+DKf/wAsPR/s3Mf+hdmH/hvx/wD8wlKirv8AZuo/8+F7/wCAs/8A8bo/s3Uf +fC9/wDAWf8A+N0e1pf8/aX/AIMp/wDywP7NzH/oXZh/4b8f/wDMJSoq7/Zuo/8APhe/+As//wAb o/s3Uf8Anwvf/AWf/wCN0e1pf8/aX/gyn/8ALA/s3Mf+hdmH/hvx/wD8wlKirv8AZuo/8+F7/wCA s/8A8bo/s3Uf+fC9/wDAWf8A+N0e1pf8/aX/AIMp/wDywP7NzH/oXZh/4b8f/wDMJSoq7/Zuo/8A Phe/+As//wAbo/s3Uf8Anwvf/AWf/wCN0e1pf8/aX/gyn/8ALA/s3Mf+hdmH/hvx/wD8wlKirv8A Zuo/8+F7/wCAs/8A8bo/s3Uf+fC9/wDAWf8A+N0e1pf8/aX/AIMp/wDywP7NzH/oXZh/4b8f/wDM JSoq7/Zuo/8APhe/+As//wAbo/s3Uf8Anwvf/AWf/wCN0e1pf8/aX/gyn/8ALA/s3Mf+hdmH/hvx /wD8wlKirv8AZuo/8+F7/wCAs/8A8bo/s3Uf+fC9/wDAWf8A+N0e1pf8/aX/AIMp/wDywP7NzH/o XZh/4b8f/wDMJSoq7/Zuo/8APhe/+As//wAbo/s3Uf8Anwvf/AWf/wCN0e1pf8/aX/gyn/8ALA/s 3Mf+hdmH/hvx/wD8wlKirv8AZuo/8+F7/wCAs/8A8bo/s3Uf+fC9/wDAWf8A+N0e1pf8/aX/AIMp /wDywP7NzH/oXZh/4b8f/wDMJSoq7/Zuo/8APhe/+As//wAbo/s3Uf8Anwvf/AWf/wCN0e1pf8/a X/gyn/8ALA/s3Mf+hdmH/hvx/wD8wlKirv8AZuo/8+F7/wCAs/8A8bo/s3Uf+fC9/wDAWf8A+N0e 1pf8/aX/AIMp/wDywP7NzH/oXZh/4b8f/wDMJSoq7/Zuo/8APhe/+As//wAbo/s3Uf8Anwvf/AWf /wCN0e1pf8/aX/gyn/8ALA/s3Mf+hdmH/hvx/wD8wlKirv8AZuo/8+F7/wCAs/8A8bo/s3Uf+fC9 /wDAWf8A+N0e1pf8/aX/AIMp/wDywP7NzH/oXZh/4b8f/wDMJSoq7/Zuo/8APhe/+As//wAbo/s3 Uf8Anwvf/AWf/wCN0e1pf8/aX/gyn/8ALA/s3Mf+hdmH/hvx/wD8wlKirv8AZuo/8+F7/wCAs/8A 8bo/s3Uf+fC9/wDAWf8A+N0e1pf8/aX/AIMp/wDywP7NzH/oXZh/4b8f/wDMJSoq7/Zuo/8APhe/ +As//wAbo/s3Uf8Anwvf/AWf/wCN0e1pf8/aX/gyn/8ALA/s3Mf+hdmH/hvx/wD8wlKirv8AZuo/ 8+F7/wCAs/8A8bo/s3Uf+fC9/wDAWf8A+N0e1pf8/aX/AIMp/wDywP7NzH/oXZh/4b8f/wDMJSoq 7/Zuo/8APhe/+As//wAbo/s3Uf8Anwvf/AWf/wCN0e1pf8/aX/gyn/8ALA/s3Mf+hdmH/hvx/wD8 wlKirv8AZuo/8+F7/wCAs/8A8bo/s3Uf+fC9/wDAWf8A+N0e1pf8/aX/AIMp/wDywP7NzH/oXZh/ 4b8f/wDMJSoq7/Zuo/8APhe/+As//wAbo/s3Uf8Anwvf/AWf/wCN0e1pf8/aX/gyn/8ALA/s3Mf+ hdmH/hvx/wD8wlKirv8AZuo/8+F7/wCAs/8A8bo/s3Uf+fC9/wDAWf8A+N0e1pf8/aX/AIMp/wDy wP7NzH/oXZh/4b8f/wDMJSoq7/Zuo/8APhe/+As//wAbo/s3Uf8Anwvf/AWf/wCN0e1pf8/aX/gy n/8ALA/s3Mf+hdmH/hvx/wD8wlKirv8AZuo/8+F7/wCAs/8A8bo/s3Uf+fC9/wDAWf8A+N0e1pf8 /aX/AIMp/wDywP7NzH/oXZh/4b8f/wDMJSoq7/Zuo/8APhe/+As//wAbo/s3Uf8Anwvf/AWf/wCN 0e1pf8/aX/gyn/8ALA/s3Mf+hdmH/hvx/wD8wlKirv8AZuo/8+F7/wCAs/8A8bo/s3Uf+fC9/wDA Wf8A+N0e1pf8/aX/AIMp/wDywP7NzH/oXZh/4b8f/wDMJSoq7/Zuo/8APhe/+As//wAbo/s3Uf8A nwvf/AWf/wCN0e1pf8/aX/gyn/8ALA/s3Mf+hdmH/hvx/wD8wlKirv8AZuo/8+F7/wCAs/8A8bo/ s3Uf+fC9/wDAWf8A+N0e1pf8/aX/AIMp/wDywP7NzH/oXZh/4b8f/wDMJSoq7/Zuo/8APhe/+As/ /wAbo/s3Uf8Anwvf/AWf/wCN0e1pf8/aX/gyn/8ALA/s3Mf+hdmH/hvx/wD8wlKirv8AZuo/8+F7 /wCAs/8A8bo/s3Uf+fC9/wDAWf8A+N0e1pf8/aX/AIMp/wDywP7NzH/oXZh/4b8f/wDMJSoq7/Zu o/8APhe/+As//wAbo/s3Uf8Anwvf/AWf/wCN0e1pf8/aX/gyn/8ALA/s3Mf+hdmH/hvx/wD8wlKi rv8AZuo/8+F7/wCAs/8A8bo/s3Uf+fC9/wDAWf8A+N0e1pf8/aX/AIMp/wDywP7NzH/oXZh/4b8f /wDMJSoq7/Zuo/8APhe/+As//wAbo/s3Uf8Anwvf/AWf/wCN0e1pf8/aX/gyn/8ALA/s3Mf+hdmH /hvx/wD8wlKitaHQdcuFL2+jatOittLQ6deSqGwDtLJCwDYIOCc4IPQirtp4O8X6hd21hp/hTxLf 397cQ2llYWOg6reXt7d3Miw21pZ2ltaS3F1dXMzpDb21vFJNPM6RRI8jKpTq0lq6tJJK7bq00klr dt1Ekra3dlbW9tRrLcylJRjluYylJqMYxy/MJSlKTUYxjGOBlKUpSlGMYxjKUpSjGMZSkovwz4r+ NB4R8NyJaS7Na1gS2WmhTiSBSoF3fgdR9ljdRE3OLqW3JVkEmPhckkkk5J5JPUn1NfbHj/8AZK/b b8Z+JLzVT+yB+1MtjH/omlQP+z/8WR5NhCzeUWT/AIRL5Zrlme5nByVklMYYpHGBxX/DDv7av/Rn /wC1H/4j/wDFj/5kq8+pj8HOWmMwllov9rwvzf8AvPX8rH1WG4N4spU/e4U4pU52lL/jGOJbr+WP /JO/ZW/95vsfLlFfUf8Aww7+2r/0Z/8AtR/+I/8AxY/+ZKj/AIYd/bV/6M//AGo//Ef/AIsf/MlW f1zB/wDQZhP/AArwv/zSdH+qfFn/AESnFP8A4jHEv/0OHy5Vivpv/hh39tX/AKM//aj/APEf/ix/ 8yVT/wDDD37an/RoH7UX/hgPix/8yVH1zB/9BmE/8K8L/wDNIf6p8Wf9EpxT/wCIxxL/APQ4fLtF fUX/AAw9+2p/0aB+1F/4YD4sf/MlR/ww9+2p/wBGgftRf+GA+LH/AMyVaQxmDs/9swe//QXhe3/Y UH+qfFn/AESnFP8A4jHEv/0OHy7UqdD9f6Cvp3/hh79tT/o0D9qL/wAMB8WP/mSqRP2H/wBtMA5/ ZB/ahHP/AEQD4r+3/UpVf13Bf9BmD/8ACvCf/NRM+EuLOX/klOKd1/zS/Ev/ANDh8w0V9Q/8MQft pf8ARoX7UP8A4YD4r/8AzJ0f8MQftpf9GhftQ/8AhgPiv/8AMnQ8bgrP/bMHs/8AmLwnZ/8AUUZf 6pcWf9EpxV/4i/E3/wBDh8vUq9R9R/OvqD/hiD9tL/o0L9qH/wAMB8V//mTpR+xB+2lkf8YhftQ9 R/zQH4r+v/Yp1gsZg7r/AGzCbr/mLwvdf9RIf6pcWf8ARKcVf+IvxN/9Dh8y0V9Qf8MQ/to/9Gh/ tQf+GB+K/wD8ydH/AAxD+2j/ANGh/tQf+GB+K/8A8ydbPG4Oz/2zB7P/AJi8J2/7Cg/1S4s/6JTi r/xF+Jv/AKHD5for6g/4Yh/bR/6ND/ag/wDDA/Ff/wCZOj/hiH9tH/o0P9qD/wAMD8V//mTrH65g /wDoMwn/AIV4X/5pD/VLiz/olOKv/EX4m/8AocPl+ivqD/hiH9tH/o0P9qD/AMMD8V//AJk6P+GI f20f+jQ/2oP/AAwPxX/+ZOtljcHZf7Zg9l/zF4Tt/wBhQf6pcWf9EpxV/wCIvxN/9Dh8zL0H0H8q Wvp4fsRftoYH/GIn7T/Qf80C+K3/AMydL/wxF+2h/wBGiftP/wDhgvit/wDMnWLxmDu/9swm7/5i 8L3f/USH+qXFn/RKcVf+IvxN/wDQ4fMFFfT/APwxF+2h/wBGiftP/wDhgvit/wDMnR/wxF+2h/0a J+0//wCGC+K3/wAydbrG4Ky/2zB7L/mLwnZf9RQf6pcWf9EpxV/4i/E3/wBDh8xp1P0/qKlr6aT9 iP8AbPBOf2RP2nxx/wBEC+K3qP8AqU6k/wCGJP2zv+jRf2nv/DB/Fb/5k6PruC/6DMH/AOFeE/8A moynwjxbzf8AJJ8VbL/ml+Jv/ocPmGivp7/hiT9s7/o0X9p7/wAMH8Vv/mTo/wCGJP2zv+jRf2nv /DB/Fb/5k6PruC/6DMH/AOFeE/8Amoj/AFR4t/6JPiv/AMRbib/6Gz5mTofr/QU+vppP2Jf2zgDn 9kb9p0c/9ED+Kvt/1KlP/wCGJf2zf+jRv2nf/DCfFX/5lKPruC/6DMH/AOFeE/8AmoP9UeLf+iT4 r/8AEW4m/wDobPmKrFfSv/DEv7Zv/Ro37Tv/AIYT4q//ADKVP/wxP+2Z/wBGj/tOf+GE+Kn/AMyl H13Bf9BmD/8ACvCf/NQf6o8W/wDRJ8V/+ItxN/8AQ2fMdFfTn/DE/wC2Z/0aP+05/wCGE+Kn/wAy lH/DE/7Zn/Ro/wC05/4YT4qf/MpR9dwX/QZg/wDwrwn/AM1B/qjxb/0SfFf/AIi3E3/0NnzIp+YD uc/ljk9+n06kA4zU9fSqfsT/ALZe4E/skftODr1+AnxVHGP+xU7/AIds9Km/4Yo/bL/6NJ/ab/8A DC/FT/5lKPruC/6DMH/4V4T/AOag/wBUeLf+iT4r/wDEW4m/+hs+ZKK+m/8Ahij9sv8A6NJ/ab/8 ML8VP/mUo/4Yo/bL/wCjSf2m/wDwwvxU/wDmUo+u4L/oMwf/AIV4T/5qD/VHi3/ok+K//EW4m/8A obPmSivpv/hij9sv/o0n9pv/AMML8VP/AJlKP+GKP2y/+jSf2m//AAwvxU/+ZSj67gv+gzB/+FeE /wDmomfCPFtl/wAYnxXv/wBEtxN2f/VNnzJT5GKxjHUgAe2ep6g8DJ474r6Y/wCGKP2yv+jSf2m/ /DC/FT/5lKqt+xf+2Mxz/wAMm/tL4A2j/ixHxS6Dr/zKgPJ55z7UpY7BpaYzB36f7Xhf/moy/wBU OLv+iS4r/wDEW4n/APobPmakIB6j8e9fTH/DFv7Yv/Rpv7S//hiPil/8ytH/AAxb+2L/ANGm/tL/ APhiPil/8ytRDGYPX/bMJ0/5i8L5/wDUUD4Q4ue/CXFb/wC7W4n/APobPmIoR7j/AD2qavpf/hi3 9sX/AKNN/aX/APDEfFL/AOZWpT+xZ+2Gf+bT/wBpYH/shPxR/X/ilq3jjsEr3xmD1/6i8J/81Gb4 N4u6cJ8V+n+q3E/5/wCrf5nzGBkgepxSlSOv519L/wDDFv7YqkZ/ZO/aWxkc/wDCifijjr/2KvH4 1L/wxh+2H/0ah+0r/wCGK+KP/wAy1E8bgbprGYPVdMXhO/8A2FCXCXGC0/1S4sfl/qrxP/8AQ2fM i/eH4/yNWYxwW9TgfQdPzyT/APqr6QH7F37YJYf8YoftKgE8/wDFivijjHcf8isMZ6cGrP8Awxl+ 2D/0aj+0p/4Yv4of/MtWTxeEbusbg1p/0F4TXf8A6ijaPCXF3K5LhPitO6Vv9VuJ/np/q2fNdFfS n/DGX7YP/RqP7Sn/AIYv4of/ADLUf8MZftg/9Go/tKf+GL+KH/zLVEsdg2rPF4NO/wD0F4S3/qUa LhPi178JcVrz/wBVuJ7f+s3ofNdTJ90fj/M19G/8MZ/tgjr+yl+0mP8AuhfxQ/8AmWqVf2NP2v8A aP8AjFP9pLv/AM0M+J/qf+pXqfrmD/6DMJ/4V4X/AOaQnwjxbZf8YnxXv/0S3E/b/smz5vor6S/4 Y0/a/wD+jU/2kv8AwxnxP/8AmXo/4Y1/a/8A+jU/2kv/AAxnxP8A/mXpvG4RpJ4zCaf9ReF/+aTN 8JcXtJPhPivT/qluJ/8A6Gz5qKA9OD+n/wBb/PFOIB6j8e9fSX/DG37X3/Rqn7SP/hjfif8A/MvR /wAMbftff9GqftI/+GN+J/8A8y9XDG4TW+MwmlrXxeF/+ajN8HcWvbhLitP/ALJbie33f6tnzTsI I7jI/wAkf/rpSnp+X+H/ANevpX/hjb9r7/o1T9pH/wAMb8Tv/mXpD+xv+16Ov7Kv7SH/AIY74nf/ ADL03jMJusbg9On1vCa/+XRm+D+L1/zSXFny4W4n/wDobPmlQQwB9/5Gpq+kP+GN/wBrz/o1X9pD /wAMd8Tv/mXo/wCGN/2vP+jVv2kP/DHfE7/5l6axuDa1xeDXRr63hP8A5qF/qhxf/wBElxZ/4ivE /wD9DR830V9If8Mb/tef9GrftIf+GO+J3/zL0n/DHP7Xf/Rq/wC0f/4Y/wCJv/zL0li8EndYzB+n 1vCf/NQ/9UOL/wDokeLP/EV4o/8AoaPnCpNwSMu3RQSfwJ4Hueg96+i/+GOf2u/+jV/2j/8Awx/x N/8AmXrPvP2RP2tVIgP7Ln7RashDOG+CXxLU5IygIPhnPQhuR3Ug9abxuDSb+uYP/wAK8L/81Ey4 R4vim1wjxa/ThXih97bcNPqfNDO0kkjtwWIOPQcgAewAwPpU69B9B/KvoRf2Qv2seQ37L/7RA6df gp8Sh6+vhmn/APDIn7V44/4Zh/aG44/5It8Se3/ctVMMbg22/reE2X/MXhf/AJpMlwjxhKKvwhxb e7v/AMYpxT1/7tnQ+eaaVB6/n3r6I/4ZF/av/wCjYf2hv/DLfEn/AOZqj/hkX9q//o2L9ob/AMMt 8Sf/AJmqmeLwStbGYTW9/wDa8L/81CfB3F734Q4tf/dqcU//AEMnzmVI9x6/4/5x704p6fl/h/8A Xr6J/wCGRv2rv+jY/wBoX/wy3xI/+Zqj/hkb9q7/AKNj/aF/8Mt8SP8A5mqlYzBdcZhF2f1rC/j/ ALSZvgvjDpwhxb6PhTin8/8AVk+cqK+iz+yP+1Yev7Mf7Qn/AIZf4kf/ADN1Gf2Rf2rR0/Zk/aEI /wCyL/EfP/qN803i8J/0GYP5YvCf/NRH+p3GP/RH8Xf+InxT/wDQyfPFXbKHzJd5HyR4JyD8zHO0 dMcfePORheMGveU/ZF/avkdY4/2Yv2hWd2Coo+C/xIJZicBQP+Ea5JPA966y3/Y2/a0hhWP/AIZb /aK3Yy7D4I/Evlz1Of8AhGOQOgz2A7044vBt3eMwdl/1F4XX/wAui4cGcYt3/wBUOLbL/qlOKf8A 6GT54Tqfp/UVLX0Ov7Hv7Wqn/k139oojH/REviX7f9SzT/8AhkD9rT/o139or/wyfxL/APmZrX67 gv8AoMwf/hXhP/moJcIcYqWnCPFtrLT/AFU4pt/6zJ860V9Ff8Mgftaf9Gu/tFf+GT+Jf/zM0f8A DIH7Wn/Rrv7RX/hk/iX/APMzR9dwX/QZg/8Awrwn/wA1Ey4P4wbv/qhxbsv+aU4p/wDoZPnmPv8A h/WpK+hU/ZA/a0Gc/su/tEjp1+CfxKHr/wBSzT/+GQv2sv8Ao1/9oj/wynxK/wDmZo+u4L/oMwf/ AIV4T/5qF/qdxj/0SHF3/iJ8U/8A0MnzvT06n6f1FfQv/DIX7WX/AEa/+0R/4ZT4lf8AzM09P2Q/ 2sQTn9l/9ogcf9EU+JPqP+pao+u4L/oMwf8A4V4T/wCahx4O4w5l/wAYhxdv/wBEnxT5/wDVMnz5 RX0P/wAMiftYf9GwftD/APhlfiT/APM1R/wyJ+1h/wBGwftD/wDhlfiT/wDM1R9dwX/QZg//AArw n/zUbf6ncYf9Ehxb/wCIpxT/APQyfPFFfQ3/AAyL+1f/ANGw/tDf+GW+JP8A8zVH/DIv7V//AEbD +0N/4Zb4k/8AzNUfXcF/0GYP/wAK8J/81B/qdxh/0SHFv/iKcU//AEMlqiiivwA/3+CiiigAoooo AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigA ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACi iigAruvhl8OvFPxc+IHhH4aeCbA6j4o8aa3Z6FpFsSywrNdP++vLyVEc2+nabapPqOp3ZRks9Ptb m6kHlwsa4Wv6Pv8Agjn+yh/wjXhnUP2ovGmm7Nc8X2954e+Fttdw4l07wmk5g13xTHHKu6K48SXt udK0ycLHMuiWN7NDJNYeIVJUnZX+4D9b/gD8FfC37PXwj8FfCTwjGG03wppUdvd6i0KQ3Wva5ck3 Wu+Ib5ULf6XrGqS3N60e90tYpIbKAra2sCJ7HRRWABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUhIAJJw ACSfQDkmgCreS7I9gPzSccdQo+8evf7o+pI6VklQev596llkMrs57/dB7KOg6D6n3JqOgCEoR7j/ AD2ptWKaVB9j60AQ0U4qR1/Om0AFMKA9OP5f/W/zxT6KAICCOtJVioynp+X/ANf/AD9aAI6KCMcG ik0nvqAhAPUVGUI6c/z/APr1LRU8rj8Luuz/AK/yAr0VOVB6/n3qIqR7j/PWmpJ6PR9mBGUB6cf5 9P8A9VREEdR+Pap6KoCvSEA9RUxTPTj27f8A1qjII60AQlCOnP8AP/69MqxSFQev596AIKaUB6cf 59P/ANVSFSPcf5602gafR6rs/wBOqKN1MtpDJNJ0QcD++x4VR7scfQZJGAa4CWR5pHlkOXkYsx9y c8egHQDoAABwK6DW7nz5Rbof3cBJYg/elPBPuEXKjuCXz2rnipHuP89aDWKSV1111/IYQD1FRNGD 05/mP8fp+hqaijbYbSfk+63/AOD8ykyEdOf5/iKZV8qD1/PvUDxd/wBR/Uf56daq6fxL5rf5rqK7 W+q7r9V/kVSgPTj/AD6f/qqIgjqPx7VZKke49f8AH0ptDi1qtV3X69it9isVB6/n3qIqR7j1/wAf 8496tlM9OPbt/wDWp9tbSXNxFbRj55XCjuFHVnP+yigseegPepA2/DWnh5G1CVfliJjt8gjdIRh5 B6hFOwHkbmYcFK7WkgtYraCOCIbUiQKPcjqzf7THLMe7EmnFSOv59qCG5J33X9fcMKg+x9f8f859 6jKkfT1/z0qaigXuy20f9feV6KlKA9OD+n/1v88VGQR1oJcWvTuJTSgPTj/Pp/8Aqp1FAKbXmiAg jqPx7UlWKYUz049u3/1qDVST2+7qRUUpBHBpKBjCgPTj+X/1v88UzY3p+o/xqaigD+Feiiiug5wo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAoopQCSAASSQAAMkk8AADkkngAdaAPqj9jT9mvV/2pvjt4W+G9utzb+F7eQeIviFrNupB0 fwVpU8B1QxzYIh1DV5JbfQdHYrIE1PU7a5lie1trlk/tS0LQ9I8M6JpHhzQNPtdJ0LQNMsNF0bS7 KMQ2em6VplrFZafY2sS8R29paQRQQoPuxxqOcV+f/wDwTV/ZRX9mj4E2epeJdNFr8Vvimlh4p8bm eILe6JYeQ7+GfBjkgPGdDsrqa71OFhuTxBqmrQGSaC2tCn6K1jJ3fktv8wCiiipAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACqV45wIlPJwz8447L1HU8kHgge9W3YIrMeijP19B+J4rKZixLNyWOT/AIfQDAHs BQBWoqcgHqPx71GUI6cj9f8A69ADKKKKACmFAenH8v8A63+eKfRQBAQR1FJVioynp+R/x/x/OgCO igjHBooAQgHqKjKEdOR+v/16looAr0VOVB6/nURUj3H+etADaKKKTSe4DSoPsfWoypHX86moqfej t7y/FAV6CAetSlAenH8v/rf54qMgjqKpST237dQIinp+VR1YpCAeo/HvTAgqjqFwttbs4x5jfJEP VznkjuFHzH1wBnmtFlI56j+X+fWuP1Kf7VOSpHlxZSPuG5+Z8/7R6dcqF6HNBUVd+S3/AMjGYNkk 5JJyT1yT1JPXJPr1NRlQfY+v+P8AnPvVojHBFMKA9OP5f/W/zxQbFFo/bHuOn4/n3xUJUjr+daBB HBFRlAenHt2/z/nFAFKipmj9sH9P8/SoiCOooAYVB9j61A0Xtj3HT/63+etWaKabWwrdVo/wfqv6 ZQII612Ph2x8uI3si/PKCkOf4YgfmbHrIwwD/cUEHDmsWzsvtlzHCAQmd8pHQRqQWPsTkKp6BmXi u+VVRVRFCoihVUDAVVGAAOwAGBQ2n0s+ttvuJcmtGvufTuv8mOooopFJp7fcMKZ6ce3b/wCtUZBH BqeggHrQS4J7aP8AD+vQr0VIU9Py/wAP/r1HQLmlHSSuu/8AwevzIynp+X/1/wDP1phBHWp6QgHq KA5Yy1i7Pt/wOhBRTyhHTn+f/wBemUENNPXT+u4EA9ajKen5VJRQUptb6+fX/gleipyAeo/HvTdg 9T+n+FBomnsfwpUUUV0GAUUUUAFFFFABRRRQAUUUUAFFFFABRRX3D+x34V8J/Ffw3+0r8FNW8MeH 9T8ceLPg1qXjj4SeILzRtOu/FGleOfhRcf8ACVnw94Y1qW3fVdJXxjon9pWesQ2FzDb6hZ6csN7H LEAAN21A+HqK/WL9iv4O/CLVvg5ead8WvDWg6h4w/a78ZeK/gj8Dtf1/T9PubvwHd+C/AGt6q3j3 w7c3drc3VnNf/EjW/B3g6WSwaC4kuEWOWQWizwXfhHwY8C6F4B/Zw/a4+LnxH8H6Hqev2A0H9nb4 caf4s0XTtW/sj4j+LtSmvPGmq6VHqdvdRaX4s8FeFNGkvtM1axVdUsJbmcWlzaiWSVlffyaXrfT8 APhSivvL43/D/RPiD8Af2Pfi38M/B2h6VrfiSw1X9nr4gaX4T0XTdGTVPih4J1iJfDOr6rDplva2 +oeKvHnh7WYdRvtUuFa/vjawm9mkaNGHtv7bPwh+EFh8H9Ob4OeG9B03X/2T/iBpf7O3xq1vQtO0 +0vvHep6r4E0DUo/iJ4jlsrWCa5nj+IWjeOPCX2q/luLx7oBCY7Y29val9vNteltPz/MD8oKK/WD Xo/g9+z/APHn9hz4S+Lvhr8OdYtPBfgbwpdftFv4g8G+G9Un1rxP8eC9/rlt4zl1HTZrjXh8N9B1 vR9R8Lvq0k0mi7FGlR2IRd/IfCP4F+Efgl+1D+0hq/xd8J2PjL4W/siaX488RX/hnxHZWWoaN43u r++HhT4QeH9RttVgurOZvFdz4i0nWrIXlvNFusd80cwQwynN+V1562/y+8D8zqK/Vjw/+zX4C0z/ AIKI6no+paZpl7+zv4attW/aeZbjT7e68M3PwPi8LN8TtEtH02eP7Fe+HVuL3S/Bt3ZXcYs7iGO5 tbhJoSyS/mT4v12DxR4s8T+JbbR9L8PW3iHxDrWuW+gaHZWum6LocGq6jc30Oj6Rp1jBbWVjpmmx zrZWNpaW8Ftb2sMUMMMcaKgE7/cn9/QDna0tG/sj+19K/wCEg/tL+wP7Ssf7b/sYWp1f+yPtUX9p f2UL0iyOpfYvP+wi7ItftXlfaD5W+v048VXvwY/Yd8GfCnwyfgR8OPjv8f8A4h/Dfw18VPHXiT40 6feeKfAngvT/ABlDNd6D4L8P+CYbyws7y+sbONn1TWJbqKZp9kyXN5b3kNhovzj4v+JHwe+MnxF+ CuqeEvgVoPwi8UXPi3R7D4naR4T1CSb4XeJxceI9Jj02fw74K1KC6k8Nh7Nru31fT11O50y4RoFS 1aT7RcTF/LTXW66X/pAfOnxB/wCFf/8ACZ+IP+FVnxifh79u/wCKVPxBGiL4zOm+TF/yMA8OFtEF 99o8/wD5BxMHk+V/y031x1fqLrn7M3h742/8FNfiF8C9J0+28JeBIviB4m1DUtL8IWOlaKun+FPD Gif21e6R4bsUjtdI0271VraPRtOkaKOxsLvUo764ja3glVvtBv2f/j5aXn/CL6Z/wSc/Z2k+Eccp sltdX+IXw4vPjFc6MrCLzpPi5/wtU6nba5Nbgytdx6dceRcvtSaVY/Odcy09E9Wl+e7A/nqor9T7 b9mDwZ8I/wDgpp4B+BWp6JF4k+G2seL/AA5qdl4Z8Yx2GtP/AMI14t8NSaunh3xAsbXWnalc6BeT 3GkPdxS3EN8dMh1BJWM4IivP2lP2Zvhf8WNT+EGhfsg/BXxd8FNF8Z3nhHxH4y8d6Tfa78Y/EVpa 6zJpWueLtH8XS38Nr4VFwUutR0XQdM0mG3sbUWtpHPYNk27v2Tel/wCvMD8taK/Si4/Yw8JXf/BQ 3xb+zFFrWoaN8LvDGu6p4n1fVfONzq+k/Dew8HwfESbToLqaOd59Sj0u7tvDltqM0Fy63Eianc29 z5csUlS//bG/Z2stZk8IeHf2GPgPc/BCO6OnZ16z1u5+N+o6FG/kf2mvxUGrtf6Prt3bD7Z5aW2o LZ3Mn2b+0rpY/tjl+yvpfot/UD4l8Gf8Kn/sDx//AMLCPxDHij+wIv8AhVo8GL4bOgHxT9obzh4/ OtsNRXQPsuzyj4dDaj9o3bx5eK88r79+AOgfDbxT8Pv2+Nd0rwXbDRNC+Eia38N4PF8WleKPEfgy 3uPH9hDp72uvSaZbGDW4dLlWyu9V0y3sJrhTIhJR23Z/7F/h3W9aPjOfwR+x5B+1F8QbefR4tB1L xnJe3nwn8DWUkd82oDxN4fDaPoeq6xqkq2f9mrrnie1QWsF5JZ28T288l0X38rbtdV+H4gfCVFfs n+1z+zt4h/4Ze1X41fFX9lr4ffsufFnwV4/8L6JBD8Jb7w/b+CPiH4O8URXVncGXwh4e8TeJrbQN Y0HVo7OUXs93HPeW9w8Q+0IzCy848V6h8Gf2HfBfwp8LD4C/Db47fH34h/Dbw18VPHnif41abd+K /A/g2w8ZRTXeg+CvDvguK8sLS4vbCyjZ9T1hrqCd52SZbm9gu4bDRTmvtq9rXXTz2sB4V+zf4P8A CniD9nX9tzX9d8N6JrGueDfhx8NtQ8J6vqWmWd7qPhq+1H4hQWF/eaHeXEUk+mXN5ZE2lzPZvDJN bkwyM0ZK1816b/wqf/hWviP+1z8Q/wDhcP8Ab+lf8IiNNXw3/wAK1PhbYv8AbZ8RtdMPFA1/zN/9 lDTFOnFNv2shs1+ofgn4p/Bz4r/snftu+IPCnwj0H4K/FBfhz8PYPGPh/wAAz3sXw08T6KvxI0p9 P8Q+HfD2oS3k/hLU9PvZZtN1bSbe/m025trnS722LXLX4h+V/Anhjw1dfsDfHvxZdeHtDufFOk/H P4T6XpfiW40mwm8Qabpl/pOsSX+nafrMlu2o2dheyRxvd2dvcx29y8aNNG7KpCvvv8SX4L8APiGi v0q8J6f8G/2Uf2d/hR8YvHHwh8L/AB2+Nn7QH/CUa14L0D4jC6vvhr8PPAXhfVRoseoat4atpYYv FGt+I73bdQRXMyJb2LhIrjTJrG5j1v1L4A+OP2a/2n7r4txeNf2aPhf8N/it4Y+Avxd8TeF5vhlp VzpXwz8SHSPC090v2rwHqN3qkHh/xd4Znjg1rQNf0q923lumr22oJHJFpwld/J22vp3tt2v1A/Mb Tf8AhU//AArXxH/a5+If/C4f7f0r/hERpq+G/wDhWp8LbF/ts+I2umHiga/5m/8AsoaYp04pt+1k NmtG6+D3i+0+DGl/HeU6V/wg2sfEPUPhjZhb2Rta/wCEl03QYfEdyZdP+zCJNO/s6dBHdC7Z3uN0 RgVRvP0V4E8MeGrr9gb49+LLrw9odz4p0n45/CfS9L8S3Gk2E3iDTdMv9J1iS/07T9Zkt21GzsL2 SON7uzt7mO3uXjRpo3ZVI+3dR/a8Fn+wl4N+I/8Awy9+x/dfa/2lPEPgv/hA7z4KtN8N7b7D8OrH VP8AhLbTwv8A8JOhh8a3m/8As6+137ewuNLRLT7Im3zCrvovtW3X4AfiJRX33+yFpWt+LdU+Ies+ CP2MdK/aS+INxqtlcaC/iBL0/BX4c2V/JqV1qFlqvhXzdL0S8uruVrODQrXXPFUCQaba3H2OFHtZ 5bv6Y/a5/Z28Q/8ADL2q/Gr4q/stfD79lz4s+CvH/hfRIIfhLfeH7fwR8Q/B3iiK6s7gy+EPD3ib xNbaBrGg6tHZyi9nu457y3uHiH2hGYWTvrb9V+W/9bAfJnjjw34dtv2AfgX4pttA0W38T6n8fPip pepeI4NKsYte1DTLLQtHks9OvtXjgXULuxtJHeS2tJ7iS3gd2aKNGYk/D9ffXj7/AJRx/s+/9nFf F3/1H9Fr4T0vTbvWdT07SLCMS3+q39pptlEWCCW7vriO1toy7YVQ80qKWYgLnJ4FEev+J/mBRor9 WvjD48+Bf7Eni6b9n/4f/s4/B343eOPBVho9r8Vfit8e/D9/44g1/wAX6hpNlqmqWPg7wv8A2lpl n4a0fSlvY7O1nim895VkiuLe6ntX1fVPMPjb4Q+Dnxn/AGb4v2rPhB8PbP4NeJvCnxFsvhr8Zfhl od/d3vgqe41zS31Lw9438Fx3peXRbS7kRdMvNBjZLeGZ38qIGxfUtbL7aaPZ/lp0uB+elFfrZ448 TfAb9nL4DfslePtP/Z2+FvxM+MnxJ+EL3Oon4kaLLqnw/stP0fxBqEFx4k1nwlpt1pKeLfGHiSe8 j09dS1e+ddK0/wAPL5CeZeyGTlra4+DX7OXwY8C/tA+N/gb8P/i18bP2nNa8eeMvBfgbxNYzxfBf 4SeAtK8RzWUccPgiynjttYk1O9nUaNpk1wIdN0VILWC602TTbhNcL+XkttXr9224H5eUV+vnwB8c fs1/tP3Xxbi8a/s0fC/4b/Fbwx8Bfi74m8LzfDLSrnSvhn4kOkeFp7pftXgPUbvVIPD/AIu8Mzxw a1oGv6Ve7by3TV7bUEjki04S/kHQne+lrAFFFFMAooooAKKKKACiiigAooooAKKKKACv1T/4JUfs of8AC9vjQPif4t037R8Mfg1eWOrzR3MW6z8SePCRdeGdBKyL5dza6U0Y8R61GDKix2uk6fewNba4 Gr81PBPgzxH8RPF/hrwJ4Q02bV/E/i7W9O8P6Hp0AO+61HU7mO1t1d8FYLdHk826upSsFpbRzXNw 8cEUjr/bV+zF8AvDn7NHwV8G/CXw8IbiTRbEXfiXWY4vLk8SeL9RVLjxDrs24ebsur3MGnRTNJJY 6Pa6bpokeOyjNTN2Vur/AC6ge/UUUViAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABR RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFMdtq5HUnCjnqfoDw Bkn2BoAqXMmW8sHheWx3b0PPYYOCOp9RVWrDJ/eGT69yTnnPqTk8/XFRFCOnI/X/AD9KAGUUUUAN Kg+x9ajKke49f8fSpqKAK9FSlAenB/T/AOtUZBHUfj2oASiiigBCAeoqMoR05/n/APX/AM8VLRQB XoqcqD1/PvURUj3HrQA2iiigBpUH2P8AnrURUjr+dT0UAV6KlKA9OD+n/wBaoyCOooASiiipcU/J 90BGU9PyP+P+P51HVimuVClnwFUEknsByTn8KV5R3V13W/8AX9XAxtUuTDAY0OJJsqDkgqn8bZBB BI+VcdCc9q5MgjqK0ruRrid5f4ScIO6ovCjoOT9499zEDjFVCOoP41ZtFWXnuyuQD1qMp6flVgp6 fl/9f/P1qOgorkdiPwNRlPT8j/j/AI/nVsgHqPx71GUI6cj9f8/SgCoR2I/A1G0ec4/I/wBD/n61 bIB6ioyhHTn+f/1/88UAUGjxnH5H+h/z9ajq+QDwRV3TrEXVyN4zDFh5M9zn5U6dHI59VDDrigDW 0iz+zW4kcYmnAds9VTqiexwdzDg7m2n7orWp5Qjpz/P/AOv/AJ4plBjK99ev5eQUUUUEhRRRQaKf fXz6hSEA9aWigvRruiIoR05H6/8A1/8APFMqxTSoPsfX/H1oJcOsXZ9v+CQ0hUHr+fenlSPcetNo FzdJL+v66ohKEe4/z2ptWKaVB9j60A4J6xfy/r9SGinFSOv502gzaa30P4T6KKK6ACiiigAooooA KKKKACiiigAooooAK9q/Zy+Ks/wQ+Ovwr+K0TyLb+DPGWk6jq6Qq7S3PhueY6d4psY1TLltQ8N3u q2IAV8m45SQZRvFaKAPvb9rr47fDq4+LXwosf2Xdamk+E/7Pek6bN8MdT/svV9GSTxfqHiy8+I/i TX4tM1vTtF1a2lHiK/s9Nk+06fZmb/hH4prfzLeSK6m7X9vP9oj4KfFHQvAXhT9n67nPh7xD4q8a fH/4t2b6VrGlJbfGT4jxaXa3+juNX0rShfzeGrSw1CAalpiX2lXMesbbTUbkROI/zUopWWnl+Pr+ YH6YfsJ/tIfBj4V+D/iD4V+PFzK2neEvF/hb9ob4Kaauk6zqkV/8aPAula1ptppBbSdN1JNOl8QQ 3OhRJqWpNpemWy6U/wBs1SBXjI4r9jT45/DLTPiN8WdA/aj1y4j+Enx60mO/+IOqvpWsa2x8ceGf GVj8QfC+tXOnaDpms6lcNNqsGs6a5ttMn8tteaWV4LZJ5B8CUUWWu+v4en5gev8A7QHxRu/jV8a/ ih8VLtpceN/Get6zp8U2fMs9De6e38Pacd3zY0zQYNN05N3Oy1XPNfcv7Uf7VXwr+Jf7OPhLT/BG p3Nz8cvjGPhhd/tRltK1iy/0r4I+Dn8K+GrebUb/AEy103VofEWqXY8TQnR9R1f7GdMihv5bSYpF N+XdFFlp5f1/XmB+o0/7VXwqk/YiGhLqlx/w1TN8ObL9l64jGlayAPgNYeO5fGkF+NaOmf2CYG0Q Q+CZNN/tttUIUXC6YtoqzJ8o69/wzL/wyt4H/sH/AISL/hqj/hZWsf8ACb+f/bf9gf8ACu/smr/2 b9n83/im9vmf8I99l+w/8T77f/b/APaf/Eu/suvmeii1u+9/+B6eQH6Vy/En9lj9qvwB8M9O/aH+ IPi74A/Gv4UeCdI+GifE3SvA2ofEnwV8QPBPhzzo/DT654c0GeHxDaeKdLt5ZLa5vInht7rzJLma 7vEmtbDRfDfHh/ZY8B+Nfg9Z/BHxX4+8djwt4p0/WfiV8V/FWkN4Y0HXoY9c0m6tYPCngD7Jd+Id Ms9FsrS7lnn1C9mv76a5eBLS5EdvKvyNRRbzdtdPX/hwP0B8WftVaL4J/b78b/tLfDYwePPBGoeO 9dufsV3aajo9r4z8DeJdHbQdf0yW01rT7XULB7/S7y8WzbUdLDWeoRWl3LZzJD5Um1e/D3/gmpqO qv4+s/2iPjJ4f8KSzf2pL8BH+Ed9qHxCgR2+0TeG9O+JQvm8ERxRsWsrO8v/ALbLHbiNrrUbudXu 5Pzkoot2bWlvkB9j/Af4r/CDwd+2r4D+LcGjyfCb4M6L8Sv7dttHmufEHjKfwl4YS3uobeK4uILf VvEGsXC70knFvbXkqzTvHArW8SEfM/jTVLHVvHvizWtPn+0aZqfi/XtUsbnypovPsb3Wbq7tp/Jn jjuI/Mt5Ek8qaKOZN2ySNHBUchRRbW/lYD9K/ix+194a8M/8FE/FX7UXwluIPiF4DudU0SE211Ya todt4w8KXnw00LwZ4u0iWy8QaXY6nYSSomq29nNqGk7IdQtbTUBbXdqsYnp3/wAPP+CamtaxJ4+s f2jfi74Q8KXFydWuPgPP8HtU1fx5bQyObmbwzpHxGhvpfBcEcZLWGn3upHUXigETXmoXkyyXb/nB RRbaza0t8vuA+3/hD8Wfg54P8J/ttaLZ3GreDtJ+K/w4/wCEc+D/AIa10al4m1m5KeN7PVrHRNT1 zRdFGmw3lro0O+fUNUGm2MjxmJbu4nIeb0f4B/GX4K+IP2Xr39mf4mfGjx/+zTqFj8TtR+Ilv8QP B3hbW/GHhvxxY6rotlpT+H/Gmg+E7ux8RXlxpstkktiGnXSzFFYySO1xaIifmzRRZee6fzSt/VwP 0r8YfEb9lLwd+yp8cfgL8JfHfjLxt4x8QeMvhL4rHj7xh4Y1bw9H8TrnSdU1lNZsfDHh+G31OPwn oXgrTBaXyS+MtZtdZ1/UPEWqR2iTw6daREm+I/7K/wC1Z4A+GVh+0N8RfFv7P/xr+FHgjSPhoPiT pngTUfiX4K+IXgrw55sfhmXWfD2gTQeIbPxTpltLJbXd2kkNtd+ZJcyXV4s1rYaL+alFFvN3ve/X awH6qQfET9ij4R/s2/tM/Br4UeO/F/jv4g/Ejwj4Qhi+JnirwbrPhqw8Z3+k+MtPv4/CXg7w5DZa jP4X0nStPhvtZ1O/8X6hp8up309tbQXN+LS0gs/mfwb8UPAulfsWfGj4S3+ufZ/iD4s+MXw18VeH /D/9maxL/aGg+H9N1S31e/8A7Vh0+TRLX7JNcwp9lvdStr2ffutbeZVdl+Q6KLeb3T+aA/Q/4ffF n9nL41/AXwJ8Af2nPEPi34WeIfg3eeIz8JfjV4X8Ny+NNOi8M+Kr9dU1bwj438LWLLrN/Da6ltn0 m40sb1t4beAXemC3u49c+n/2VNB/ZJ8A3fx80H4P+PvGXx5+IF5+y/8AHHUNS+J2reCLr4aeBvB3 hXT/AAv/AKZa6L4Z1u4vvEV1rms3tzYW17quoyw2dnp8L29lIrX11DcfDfwg+MH7Mkvw3svhN+0b 8DNW1S00XVtV1fw/8X/gzqOm+HvizanWZI5L3TfEMGvFvD/jGzQwwRaW+rSxLo9pbx21rZu7y3Dd n4q/aP8A2fPhn8MPH3ww/ZE+HPxG0W9+LWjf8Ir8RPi78Z9a0DUPHtz4HeeO4v8AwX4f0bwkp8Oa Rp2uvGsWtX0TrNeWYNtPaTzpp19paa6K+/lbdO9/07gefeDfih4F0r9iz40fCW/1z7P8QfFnxi+G virw/wCH/wCzNYl/tDQfD+m6pb6vf/2rDp8miWv2Sa5hT7Le6lbXs+/da28yq7L6h8GvGn7OHxD/ AGULv9nH43/FrXPgZrvhj42Xnxe8K+M7X4da78StG1yy1XwdaeGLvw9caN4cuLa/t9QiltprkXNz dWNmqPZGOec/a4U/POinbffV3+YH6YfBL4v/AAK1n9mzWv2YPHvxz+IH7PD6X8Wda8f6X8T/AAh4 O17xL4d+Iujajpdro8Ol+NvC3he+tvErXVsLGG7srWW7bToY1sfOmlurJFWLxh8Rv2UvB37Knxx+ Avwl8d+MvG3jHxB4y+EvisePvGHhjVvD0fxOudJ1TWU1mx8MeH4bfU4/CeheCtMFpfJL4y1m11nX 9Q8RapHaJPDp1pEfzUoot5ve9vMD688X/FDwLqn7FXwe+Eljrnn/ABC8K/Gj4jeLNe8P/wBmaxF9 g8P69o+mWuk6h/as2nx6Jdfa57eaP7LZ6lcXsGzdc20KMjNh/tNXX7N1j498D3v7J03ia28L2fw8 8H3XiO415tbS/g+JtvNfTa1NbNrv+lrNFCmkSXrWH/EiGsLfHQP+JYLevl+ihK3fdv7/AOtAP1B8 feL/ANjL9sTU7X4s/FX4teLP2X/jbqOlaRZ/FC3h+F+s/FHwB441vRtNtdLHifwtB4VurbVNBudV s7S3F5aak8dtBNEiLBdzJc6xqnlHx2+NPwV0D4J6R+y3+zP/AMJVrfgYeNV+I3xL+KfjWwg0bW/i R4uttNbStJtdJ0GItNonhHRrR/MtrS+8q9lvIoHkgEsN5qOs/CtFFvWy2XRf10uB9eftI/FDwL4+ +Fv7JPhzwlrn9raz8MfgvdeE/HFn/ZmsWH9ieIJPFWp6kmn/AGjU9Ps7XUt1lcQzfatInv7Ib/LN yJVaNfU/h98Wf2cvjX8BfAnwB/ac8Q+LfhZ4h+Dd54jPwl+NXhfw3L4006Lwz4qv11TVvCPjfwtY sus38NrqW2fSbjSxvW3ht4Bd6YLe7j1z88K+yvhB8YP2ZJfhvZfCb9o34Gatqlpourarq/h/4v8A wZ1HTfD3xZtTrMkcl7pviGDXi3h/xjZoYYItLfVpYl0e0t47a1s3d5bhi1l10d9N1e/377dgPuT9 lTQf2SfAN38fNB+D/j7xl8efiBefsv8Axx1DUvidq3gi6+Gngbwd4V0/wv8A6Za6L4Z1u4vvEV1r ms3tzYW17quoyw2dnp8L29lIrX11DcfijX374q/aP/Z8+Gfww8ffDD9kT4c/EbRb34taN/wivxE+ Lvxn1rQNQ8e3Pgd547i/8F+H9G8JKfDmkadrrxrFrV9E6zXlmDbT2k86adfaX8BUJb762332/AAo oopgFFFFABRRRQAUUUUAFFFFABRRX0V+yr+z34g/ad+N3g/4UaJ9otrHUbk6n4v1uCMOPDngzTJI pNf1liyvELhYZI9P0pJgIbnW7/TLORlW4LKbAfsR/wAEbv2T/Ig1L9qvxrpmJbgaj4X+ENvdw8x2 48zT/FnjSAMDg3DfaPCmkTqVYRR+Jt8bRXNlNX7/AFc94S8KeH/Avhfw94M8KaZb6N4a8K6Np2ga Fpdqu2Cx0vS7WKzsrdM5ZykESB5ZC0s0m+WV3ld2PQ1g3d3AKKKKQBRRRQAUUUUAFFFFABRRRQAU UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR RQAVXLb2z2UkL/JmHPcjA9hxwxqWRsDAJBbgEdh3Psew9yKiAAAA6AYH0FBM720Xr6BUZT0/L/D/ AOvUlFBmpteaKzJnqMH/AD+f+eaiKkfT1/z0q6QDwajKY6c+3f8A+vQaqSe33dSpRUrID04Pp2/+ t/nioyCOtAxKKKKAIynp+VMII61PSEA8GgCCinlMdOfbv/8AXplABRRRQA0qD7H/AD1qIqR1/PtU 9FAFeipSgPTj+X/1qjII6igBKCM8GiigCMp6fkf8f8fzqOrFIQD1oAgrG1a52qtuh5f5pCOyA/Kv B6sRk5B+Ue4rZmKwo0jH5VGT6+wHqScAepPSuSnV5ZHlJyzsWI9MngD2UYA74Az3NBcFd36L8ypS FQev596cQR1FJQakJUj3HrTCAetWaaUB9j/ntQBUKEdOf5//AF/88UyrJUjr+famlQev596AKxUH 2PrUZUj3Hr/j6VYKke49f8f8496bQBWKhjjGSeBjqT6e/pXW2NqLWBUP+sb55D/tED5ep4UfKPXB Pes3TLMTSmZh8kWNvTBl6rxj+EfMcYwdvrXQFSPcev8Aj6UGc30+bG0hUHr+felooJUmtN12f9aE JUj3Hr/j/nHvTasU0oD7H/PagLJ/C9ez/R9SGilKkdfz7UlBO24UUUUDTa2CiiigtT7/AHhTCgPT g/p/n6U+igtpNdyAgjqPx7UlWKYUHbj2P+f8aCHFrWL+X9bkVJgeg/IU4gjrSUBzr7S19F+ux/CP RRRXQZhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABR RRQAUUUUAFf1of8ABLX9lD/hn/4IxePfFmm/Zvil8YrXT9f1ZLmIre+HPB4Q3HhXwyVkUS2tzNb3 Da9rsBWGZdQv7fTL2N5NDgcfiv8A8Ex/2UD+0d8c7bxL4p037T8KvhJNp3ibxUtzEWsvEGvec8vh XwgdwMdxFe3trJqmtQMskMmh6ZdWFx5T6rZu39dHTpWc30+/9ACiiiswCiiigAooooAKKKKACiii gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA CiiigAo6daKaw3DbnGep9vT8en0zQJtJXZDncd3r09l7fn1P1x2FFKQR1H49qSge+wUUUUEuKfk+ 6CiiigzcXH/Nf1oIQD1H496iKH6j/Pb/APXU1FA1NrfXz6/8EplPT8v8P/r0wgjrV0qD7H1/x/zn 3qJkPcZH+fyoNE09itRTyhHTn+f/ANemUDCkIB6j8e9LRQBEUI6c/wA/y/8A10yrFNKg+x9f8f8A OfegCGinFSOv502gAoIB60UUARlPT8v/AK/+frUdWKQgHrQBBRTyhHTkfr/9f/PFVriUQxM/U9FH qx4HY8DqeOgNAbmVqdxucQKflT5nx3c9F6/wjk5HU+orKqdhvJZuWJJLcAknkk445+n0xURUj3Hr /j/nHvSaT8n3W/8AXqaWlHbVf106EbIrDkfj/n/PpVd4iORyP8/5/rVqildrfVd1+q/yKU0/JmfR V1o1YdMHt/nt+H45qs0bL7j/AD/n19qrfYojphQHpx/L/wCtT6KAICCOopoiMjKqj5mIAA7knH+T x6mrJAPWtPTbTJNwegysYPr0ZvXgfKD67vwBN2TZft4Vt4UiXnaOT/eY8sfxPQdhgdqmpSCOopKD B66jCgPTg/p/9aoyCOtT0UAV6KkKen5f4f8A16YQR1oASmFAenH8v/rU+igpS6SV1+K9GQEEcGkq wQD1qMp6fl/h/wDXoDlvrF38uq+X+RHRRRQSFFFFA02tgooooNFNPfR/h/XqBAPWm7F9P1P+NOoo Ksnukz+XH/h0d+2v/wBCV4R/8OF4Y/8Akyj/AIdHftr/APQleEf/AA4Xhj/5Mr+t6ir532X4/wCZ gfyQ/wDDo79tf/oSvCP/AIcLwx/8mUf8Ojv21/8AoSvCP/hwvDH/AMmV/W9RRzvsvx/zA/kh/wCH R37a/wD0JXhH/wAOF4Y/+TKP+HR37a//AEJXhH/w4Xhj/wCTK/reoo532X4/5gfyQ/8ADo79tf8A 6Erwj/4cLwx/8mUf8Ojv21/+hK8I/wDhwvDH/wAmV/W9RRzvsvx/zA/kh/4dHftr/wDQleEf/Dhe GP8A5Mo/4dHftr/9CV4R/wDDheGP/kyv63qKOd9l+P8AmB/JD/w6O/bX/wChK8I/+HC8Mf8AyZR/ w6O/bX/6Erwj/wCHC8Mf/Jlf1vUUc77L8f8AMD+SH/h0d+2v/wBCV4R/8OF4Y/8Akyj/AIdHftr/ APQleEf/AA4Xhj/5Mr+t6ijnfZfj/mB/JD/w6O/bX/6Erwj/AOHC8Mf/ACZR/wAOjv21/wDoSvCP /hwvDH/yZX9b1FHO+y/H/MD+SH/h0d+2v/0JXhH/AMOF4Y/+TKP+HR37a/8A0JXhH/w4Xhj/AOTK /reoo532X4/5gfyQ/wDDo79tf/oSvCP/AIcLwx/8mUf8Ojv21/8AoSvCP/hwvDH/AMmV/W9RRzvs vx/zA/kh/wCHR37a/wD0JXhH/wAOF4Y/+TKP+HR37a//AEJXhH/w4Xhj/wCTK/reoo532X4/5gfy Q/8ADo79tf8A6Erwj/4cLwx/8mUf8Ojv21/+hK8I/wDhwvDH/wAmV/W9RRzvsvx/zA/kh/4dHftr /wDQleEf/DheGP8A5Mo/4dHftr/9CV4R/wDDheGP/kyv63qKOd9l+P8AmB/JD/w6O/bX/wChK8I/ +HC8Mf8AyZR/w6O/bX/6Erwj/wCHC8Mf/Jlf1vUUc77L8f8AMD+SH/h0d+2v/wBCV4R/8OF4Y/8A kyj/AIdHftr/APQleEf/AA4Xhj/5Mr+t6ijnfZfj/mB/JD/w6O/bX/6Erwj/AOHC8Mf/ACZR/wAO jv21/wDoSvCP/hwvDH/yZX9b1FHO+y/H/MD+SH/h0d+2v/0JXhH/AMOF4Y/+TKP+HR37a/8A0JXh H/w4Xhj/AOTK/reoo532X4/5gfyQ/wDDo79tf/oSvCP/AIcLwx/8mUf8Ojv21/8AoSvCP/hwvDH/ AMmV/W9RRzvsvx/zA/kh/wCHR37a/wD0JXhH/wAOF4Y/+TKP+HR37a//AEJXhH/w4Xhj/wCTK/re oo532X4/5gfyQ/8ADo79tf8A6Erwj/4cLwx/8mUf8Ojv21/+hK8I/wDhwvDH/wAmV/W9RRzvsvx/ zA/kh/4dHftr/wDQleEf/DheGP8A5Mo/4dHftr/9CV4R/wDDheGP/kyv63qKOd9l+P8AmB/JD/w6 O/bX/wChK8I/+HC8Mf8AyZR/w6O/bX/6Erwj/wCHC8Mf/Jlf1vUUc77L8f8AMD+SH/h0d+2v/wBC V4R/8OF4Y/8Akyj/AIdHftr/APQleEf/AA4Xhj/5Mr+t6ijnfZfj/mB/JD/w6O/bX/6Erwj/AOHC 8Mf/ACZR/wAOjv21/wDoSvCP/hwvDH/yZX9b1FHO+y/H/MD+SH/h0d+2v/0JXhH/AMOF4Y/+TKP+ HR37a/8A0JXhH/w4Xhj/AOTK/reoo532X4/5gfyQ/wDDo79tf/oSvCP/AIcLwx/8mUf8Ojv21/8A oSvCP/hwvDH/AMmV/W9RRzvsvx/zA/kh/wCHR37a/wD0JXhH/wAOF4Y/+TKP+HR37a//AEJXhH/w 4Xhj/wCTK/reoo532X4/5gfyQ/8ADo79tf8A6Erwj/4cLwx/8mUf8Ojv21/+hK8I/wDhwvDH/wAm V/W9RRzvsvx/zA/kh/4dHftr/wDQleEf/DheGP8A5Mo/4dHftr/9CV4R/wDDheGP/kyv63qKOd9l +P8AmB/JD/w6O/bX/wChK8I/+HC8Mf8AyZR/w6O/bX/6Erwj/wCHC8Mf/Jlf1vUUc77L8f8AMD5k /ZC/Zy0T9lz4GeE/hfpwtrnXI4jrvjvW7dMDX/G2qwwNrV6rlVd7OzENvo2j+YqyLo2l6esym485 3+m6KKjfUAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoo ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkAxn1PX+g/ClooJlHmW9gphTPTj27f/AFqf RQZ+9H+tGQEEcGkqwQD1qMp6fl/h/wDXoLU099H+H/AI6KKKCwooooIcE9tH+H/ACiiigzs4vsMK A9OP5f8A1v8APFRMnYj8f8D/AJ/OrFFBan3+9FEoR7j/AD2ptXCnp+X/ANf/AD9aiZB3GD/n8/8A PNBpvsQUU4qR1/Om0AFMKA9OP5f/AFv88U+igCAgjrSVYqMp6fl/9f8Az9aAI6KUgjrSUAFc/qE3 mzbV+5HlQR0ZujHg4OCNo74B7Gta7n8mL5Th3O1PUf3m6H7o/Ugd6waBp223K9FSlB249j/n/Goy COtBan3+9DCgPTj/AD6f/qqIgjqPx7VPRQNxUtVp5rYr0VKUz049u3/1qjII4NK3VaPy2fqv6Yry jvqv669CFog3Tg/5/wA859sVXZGXqP8AP+fw96u0EA9aV7b6efT/AIHz+8tST2+4qQxNNIka9WOC fQd2PsBk/pXUoixoqKMKihR9B/U9T71TsbTYpmwA0gwo7hPUf7x5+gB5zV6mmnszObu7dF+YEZ4N RlPT8j/j/j+dSUUyCvRU5APUVGUI6c/z/wDr/wCeKAGUhAPBpaKAIimOnPt3/wDr0yrFIQD1H496 AIKKcUI9x/ntTaAEIB61GUI6cj9f/r/54qWigq6fxL5rf59yvRUxUH6+v+etRlSPcetAOPVaruv1 7DaKKKCQooooGpNbM9QooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUA FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR RQQ4J7aeXT/gCEA9R+PeoyhHTkfr/wDXqWigi8o6fg9vl/wCvRUxUH2Pr/j61GVI9x60Gikn5PsN ooooKtfcKKKKDNw7fd/wf8wpCAeopaKCE3F9vIiZD25Hp3/+v/nioSg7cH07f/W/zxVukKg9fzoN FNPfT8iiQR1FJVpkI9x9P5ioSnp+R/x/x/OgsjooIxwaKAEIB6io2TGSOg9e1S1TvJdiiNT8zg59 k6HsfvHjqOAaAMa5dppCwPyj5UX/AGR36kZbr+WelVKvlQev51EyeoyP1H+FK/R6P8H6P/hmNrqt V+K9V/w6KtBAPWnlCOnP8/8A6/8AnimUxEZQ9ufY9f8AP5VHVikIB6j8e9A02tmQUEA9aeUI6cj9 f8/SmUGimno9Py/r1Iynp+VPt4TNKqcgDlz6KOv58AfXNLWtaxeXHuIw74J45AH3QfzJPuaBSSWq 0v0LIAAAAwAAAB0AHAH4UEA9R+PeloqHDrF2f9dTMiKEdOR+v+fpTKsU0qD7H1pKbWkl8/6/QCGi nFSPcev+PpTa0TT2AQqD1/PvURUj3Hr/AI/5x71NRQBXoqYoD7H/AD2qIqR1/PtQAlNKg+x9f8f8 596dRQBCVI6/nTasUwoD04/l/wDW/wA8UARUUpBHWkoGm1s7DCgPTg/p/n6VGQR1H49qnooHeL39 191t80V6KlKDtx7H/P8AjTNjen6j/GgHF9r+a1R6dRRRQSFFFFABRRRQAUUUUAFFFFABRRRQAUUU UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAB RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFF FFABRRRQAUUUUAFFFFABRRRQAUUUUA0nuFFFFBm4dvuGFAenB/T/AD9KjII6j8e1T0UCUnHR6+u5 XoqQp6flTCCOtBopJ7fd1EooooBpPdBRRRQZuDW2v5/8EKaVB9j606igSk1/k/60IGT1GR6/55FQ lCOnI/X/AOvV2mFAenB/T/61BopJ+T7FFmCAs3AUEn8P6/1rGlLSOZD1bHHoBwBjJ6exPOT71pXs mCIgMHhnP6qvTB7E88ccc1n0Dd+lvR9fn0K9FTFQfY+tRlSPcev+PpRvuClr1T7f5PqRlQfY+tQt H6j8R/n+f4VYoqbNbars/wBH+j0Lunvo+6/VfqtSiVI9x602rpQHpwf0/wDrVA0fqMH9D/n2ppp6 bPs9/wDg/ITTWu67rb/gfMhppUH2PrTypHX8+1IAScAZJ4AHUn0piH28BeTJGUTknsTnhTyMZ69x xjvWrToIvKjC/wAR5b/eP+HSnlAenB/T/wCt/nigCKilII60lABRRRSaT3VwCmFAenB/T/61PoqH FrWL+X9bgQEEdaSrFRlPT8v8P/r01Po9H+H/AAAI6KUgjrSVYDCgPTj+X/1qjII4NT0EA9aAK9FS FPT8v8P/AK9R0AFRlPT8v/r/AOfrUlFAFcjHBoqcgHqKjKEdOR+v/wBegBlFFFA7tbNr5npFFFFA gooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAC iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooo oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKBNJ7oK CAetFFBm4NarX8/69CMoe3Psev8An8qjqxSEA9R+PegFNrfX8yCinlCOnP8AP8v/ANdMoNE09ncK KKKAcU9/vCo5ZBFGznsOBxyx4AGSO/vnGakrLvJC77B9xD155cjBz0Hy8gdep/AM+R3XVFRiXLM3 JYkt2yT1+nt6VEU9PyP+P+P51JRQaleipyAeoqMoR05/n/8AX/zxQJpPdEJQHpwf0/8ArVGQR1H4 9qnooFaS295dnv8AJ9fmV6CM8GpCnp+VMII60mk9xxl2evVP9URFPT8j/n+f51JbQgyeYRgJ0Hqx 6HHt19M4x0pQCSAOpq6q7VC+nX696Emut157/wDB/MptPpZ+W3/A/IdRRRTEFRlPT8v8P/r1JRQB AQR1pKnIB4NRlMdOfbv/APXoAZRRRQAUUUUnFPf7+oCEA8GoymOnPt3/APr1LRUWlHbVf10/yAr0 VOQD1H496iKEe4/z2qlNPyYDaQgHrS0VQERQjpyP1/8Ar/54plWKaVB+vr/nrQBDRTipHuPWm0AI VB6/nTPL9/0/+vUlFAHoFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUA FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU UUUAFFFFABRRRQAUUUUAFFFFABRRRQS4p+vdBTSoPsfX/H/OfenUUGbjKOq+9fqQlSPp6/56U2rF MKA9OD+n/wBb/PFBSn3+8qzSeWhP8R4UcdfXBPIHU9azMevPrnv7n8eanncu/wDsrkL1wfVsHHJP t0A9agoNCMp6fl/h/wDXphBHWp6QgHg0AQUU8pjpz7d//r0ygBCoPX8+9RFSPcev+P8AnHvU1FAF ekIB4NTlAfY/57UwIxYL69+cUCaT9e63HQRDlzz2XPb1OR+XQcVMUI6c/wA//r1IAAAB0AxS0DXr fzK9FTlQev596iKEe4/z2oAbRRRQAUUUUAIVB6/n3qIoR7j/AD2qaigCvRUxUH2Pr/j/AJz71GVI 6/nQA2iiigAoooqXFPyfcBpUH2Pr/j/nPvUZUjr+dTUVN5R31X9fd8wK9FSlAenH8v8A63+eKjII 61Sknt9wCUwoD04P6f5+lPoqgICCOo/HtSVYpuxfT9T/AI0Ad1RRRQAUUUUAFFFFABRRRQAUUUUA FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVa5k2psH3n BHbhf4j+I+UehOe1WScAk9Byaz3PmMWPfp14A6D+p9yaCeVXT/4ZlfA6Y49KjKen5f8A1/8AP1qY oR7j/Pam0FEBBHWkqcgHqKjKEdOf5/8A16AGUhAPUfj3paKAIihHTn+f5f8A66ZVimlQfY+v+P8A nPvQBDUiDv8Al/n/AD+tJsOcdu5Hp/T0571LQAUUUUAFFFFADSoPsfX/AB/zn3qMqR1/OpqKAK9F SlAenH8v/rf54qMgjqKAEooooAKKKKAGFAenH8v/AK3+eKjII61PRQBXoqQp6fkf8f8AH86jIxwa ACiiigAoooqHBPVaP8P+B8gIynp+X/1/8/WoyMcGrFIQD1FLmlHSSv5/8HqBB16Vf/sy8/55D/v5 H/8AFVPptp5kwmYZjiORnvKMFR2+79846EKCMGuiq07q6AKKKKYBRRRQAUUUUAFFFFABRRRQAUUU UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAB RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFF FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUjMFBJzgegyfYAepN AEUhz8gPoW6dOykdfm6njkAjvUZUH2PrSjPJJySST1xz2GewGAPpnGaWgyc3fTYhKke49f8AH0qM qD7H1/x/zn3q1TCgPTg/p/8AWoLUk/XsyoVI6/nTaskEdR+PaoygPTj+X/1v88UFEJUHr+feoihH uP8APapyCOtJQBXoqYqD7H1pgQ556fz/AM/h3oAcgwM9z/L/ADz/APqoKA9OP5f/AFv88U+igCAg jrSVYqMp6fl/9f8Az9aAI6KUgjrSUAFFFFABRRRQBGU9PyP+P+P51GRjg1YpCAeooAgop5QjpyP1 /wDr0ygAooooAKQgHqKWigCIoR05H6//AF6ZVikKg9fzoAgopxUj3H+etNoAKVVLsFUZZiFAHck4 A/OkrW0y3yTcMOFysef7x+834D5R1By3cUb7galvCsESRjGQMsf7zHlj+fAzyFAHapqKKACiiigA ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACi iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooo AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigA ooooAKhc7mA7Kcnoct27fw/Uc/SpGbaM9+g+p6fh3PsDUI49/U+p7n8TQG4UUUUGTg1tr+f/AAQo oooICoynp+X+H/16kooLU2t9fzK5HYj86jKen5f/AF/8/WrZAPBqMpjpz7d//r0GiaezKhGODRU5 APBFRlCOnI/X/wCvQMZRRRQAUUUUAIQD1FRlCOnI/X/69S0UAV6KnKg9fzqIqR7j/PWgBtFFFABR RRQAUhUHr+dLRQBCVI9x602rFNKg+x/z1oAhopSpHX86SgAooooAKaVB9j/nrTqKAGRwvJIkajlz jPYDqSfZRknuccZrqI0WNFjQYVAAP8T6knknuSTVGwh2qZmHL8J7IDyf+BEenQAg4atGgAooooAK KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoo ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiii gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK KKKACiikPTA6nj6Dueo6fzxQJuyv2IWO5s9QOB7nuen4DntkdaSnlCOnIH5//X/zxTKATT2YUUUU DCiiigTinv8Af1CiiigycWvNBRRRQTtsIQD1H496jKEdOf5/l/8ArqWig0U+/wB5WKg9fzqIqR7j /PWrhUH2Pr/j/nPvUZUjr+dBomnsVaKmKg+x9aiKkdfzoASiiigAooooAaVB9j61GVI6/nU1FAFe ipSgPTg/p/8AWqMgjqKAEooooAKKKKACmFAenB/T/wCtT6KAICCOopKsEZ4NRlPT8v8A6/8An60A R1NbwmaVU7dXPoo6/ieg9yO2ahrcsofKi3MMPJhj6hf4R7cHJHXJwelAFsAAAAYAAAA6ADgD8KWi igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACkHOT69Pp/9fr+VLRQTJNrT/hwpCoPX8+9LRQZap9UyEqR7j1/x/wA496bVimlA fY/57UFqff71/kQ0UpUjr+fakoNN9gooooAKKKKCXFPyYUUUUGTi1v8Af0CiiigE2thhQHpx/L/6 3+eKjII4I/wNT0UGimnvp59P+AVCgPTg/p/9aoyCOoq2U9Py/wDr/wCfrUZHYj/P+e9BZXoqQp6f kf8AH/H86joAKKKKACgjPBoooAjKen5H/H/H86jqxSEA9RQBBRTyhHTn+f8A9f8AzxTKACiiigAo oo69KALFtCJZBuAKphmz+g/Ejn2BrYqGCLyowv8AEfmb6n/AYH4VNQAUUUUAFFFFABRRRQAUUUUA FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUA FFFFAmk9wooooM3BrbXy6/8ABCmFAenH8v8A61PooJTaemn9diAgjg0lWCAetRlPT8v8P/r0Gimn vo/w/wCAR0UUUFhRRRQAUUUUEOCe2nl0/wCAFFFFBm01ugpCAeopaKAUmtvu6ERQjpyP1/8Ar1GQ DwRVmkKg9fzoNVNPyZTKEdOf5/8A1/8APFMq0VI9x/nrTCoPX8+9BRBRTipHuPX/AB/zj3ptABRR RQAUhUHr+felooAhKke49f8AH/OPem1YppQH2P8AntQBDVyzi3uXYZVOme7dvyHP1xVYIxYKBkkg DHcn/PP59K2o4xGioOw5PqTyT+J7dqAH0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABR RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUU AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAnF Pf7+oUUUUGTg15oQgHrUZQjpyP1/+v8A54qWigSk16divRUxUH6+v+etRlSPcetBqpJ+T7DaKKKC gooooBpPfUKKKKDNw7fc/wDMKKKKDPbcKaVB9j606igpSa815kJUjr+dRlAfY/57VaphQHpx/L/6 3+eKDVST2+4plSOv59qSrJBHBFRlAenH8v8A61AyKilII4NJQAUUU5ELsFHfv6DuT9KALVtH1kP0 Xp+J+vYfjVykUBQFHQDApaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiig AooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAC iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooo oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiig lxT8mFFFFBk4tb/eMKA9OD+n+fpUZBHUfj2qeigam15r+upXoqUoO3Hsf8/41GQR1oNVJPb7uolF FFAwooooE0nugooooM3BrbVfj/wQooooIAjPBqMp6fkf8f8AH86kooLU2t9fz/4JXI7EfnUZT0/L /D/69WyAeoqMoR05/n/9f/PFBomnsypV+2j2rvPVunThf58/yxUSx72AI4HXrx/Lr0q90oGFFFFA BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAF FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRR QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFA BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFBDgntp+X/AAAo IB60UUGbTW+n9dyMp6flUdWKQgHqPx70FKbW+vn1/wCCQUU8oR05H6/5+lMoNE09mFFFFAwooooJ cU/XuFFFFBm4tea7hRRTlGT7Dr/hQJXurbj0XAz3P8u1PoooNwooooAKKKKACiiigAooooAKKKKA CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoo ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiii gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAaT31CiiigzcO33f8H/MKaVB9j606 igjVPqmQlSPcev8Aj6U2rFMKA9OD+n/1qC1Pv95FRSkEdaSg03CiiigAqZRge56/5/z3piDJz2H8 6loFZJ3S1CiiigYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUA FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR RQAUUUUAFFFFABRRRQAUUUUCaT3CiiigzcGttV+P/BCoynp+X+H/ANepKKCU2tvuICCOtJ1qcgHg 0gQA5z9P8/8A1qDWMr6dfwFAwAPz+tLRRQUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRR QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFA BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAF FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRR QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFBLinv94UUUUBGPLfq /wBAooooKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK/PX/gqL8bfid+zz+x344+K3wg8TP4R 8d6B4m+HkGma0umaNrKxW2q+M9I07UraXTdf0/VNLuYL2xuZ7aVbiykKpIXhaKVUkX8Sfgb/AMHA /wAXvD72WmftA/CTwp8RdMTZDceJvAN1ceB/FSx5Be9utJvm1vwzrFyBuAtLFPCNswK/voyjGT9E 4c8LuLeLcgrcQcP4fB4/D0MdiMBUwX12nhswdXD0sPWlOlSxMKeHrQlHEQUIxxdOq5RknH4eb4Hi HxL4U4UzyhkOf4rE4DEYjBUMdSxbwdWvgPZV62IoRjVrYZ1a1CcZ4ebm54WdNRlGXPpK39YFFfJ/ 7JP7Z/wU/bS8G6z4y+Dd14kVPDOoWWleKNB8WaDJomt6BqGoWsl5ZW900FxqOi3wuIIpnSfRdZ1O BPKZZ5IZCqN9YV8PmGXY/KcbiMuzPCYjAY/CVPZYnCYqm6VehU5YzUakG5WvCcJxalKMoTjOMpRk pP7PA47BZnhMPj8uxVDG4LFU1Vw2Lw1SNWhXptyip06kUlJc0ZxekXGUJxlGMoyiiiqeoahY6TYX 2q6peW2naZplnc6hqOoXs0dtZ2NjZQvc3d5d3EzJFb21tbxyTTzSuscUSPI7Kqkj+Kr9uD/g4M/a L8cfETxF4W/Y71fTfhD8IdD1K60zRPG8/hbQ/EPxD8fW9pNJA/iC5HjDTdZ0jwro2qbFudG0iw0S HxBZ2jJNqmtfarl9N07jOxJvY/thor/OX/4fF/8ABS7/AKOw8bf+E98PP/mOr9xv+CQf/BQj9rT4 v/CP/god8RPjN8VLv4s6x8APgjovxC+G9j4w0jRYdI07XbLwz8Y9cnjvIPCth4avbzT9VuvCuiw6 lAL+GdrW1KWd1ZSyNNQNwaV9P+H0P6oqK/nU/wCCQP8AwVr/AGk/2+v2hviB8J/jL4S+C+geHPC3 wZ1j4h6dd/Djw1400XWZdb0/xv4D8Nw215c+I/iF4tspNMaw8UahLLBDp8F013FZyLeJFHNBP/RX QJpp2YUUUUCCiiigAooooAKK/mW/4Kpf8FlP2o/2Iv2sNR+Bnwm8G/AzW/CFp4C8GeKI77x/4V8c 6v4hbUPEMN/JfRPeaB8SfC+nm0ja2jFrGulLMgL+bPMSCv8ASh4c1GfV/D2g6tcrElzqmjaXqNwk CssKT3tjBcyrCrvI6xLJKwjV5JGCABnYgsQbTST77GzRRRQIKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKAPwQ/wCC9Xj/AMd/Dr4V/s8a78PvGvi3wJrY+J3iNRrHg3xJrPhj VQqeFxIijUNEvbG7CpIA6jzsK4DABhmvzH/YC/4KhftmL+0T8D/hD4y+Kt38U/AXxI+KHgjwDrWn /EiytfEOs2dj4t8Q2Gg3Wp6X4u2WvixdTsYr43Vmuo61qOmGeFBc6dOjyK36F/8ABw5/yRb9nj/s qHib/wBRQV/Pd+wr/wAnp/sm/wDZxfwb/wDU/wBBr+zvDjIckzbwTq1MzyjLMfVo4TjKrRr4rA4W riKNXDrM61CpRxTorFUpUqtGlUpuGKioygrRs5Rl/IfiJn2eZV40YOjlub5lgaFetwbRr4fDY3E0 8LWpYiphaNenVwvtpYWpGrSrVIVObDXkpNufMoyh/Wb/AMFrv+Ue/wAUf+xq+Fv/AKsDQa/iHr+3 j/gtd/yj3+KP/Y1fC3/1YGg1/EPXqfRw/wCSCxv/AGU2Zf8AqHlZ430iv+S4y/8A7JnA/wDqfmp/ VZ/wbv8A/JK/2k/+ygeBv/Uc1ev6LK/nT/4N3/8Aklf7Sf8A2UDwN/6jmr1/RZX82eM3/JzeLP8A sMwn/qqyw/o7wj/5Nvwl/wBi2p/6sMyPzV/4LB/EbUvhd/wTb/aq8RaPcSW2oap4I0jwBHJC5jlN n8UfGvhj4cayqOuGUnQ/FOpliCDsDAEHBr+QD/giZ+zL4G/ah/bt8J+H/iXodh4q8C/DPwX4o+L+ veFNWto7zRvEknhq60PQPD+nazZzK8F9pMXirxZoWp3+nXUctlqsGnvpeoQXFhe3MEn9cP8AwWl8 G6h44/4JmftQ6bpULz3ukaD4J8ZbEUtt0/wP8T/BPizXZmUDOy38P6Rqs7NwEEfmMdqmv5ZP+Df7 4weGPhR/wUI0TS/FOpWukwfGT4XeNPhDo97fTR29ofEup6p4U8a6Fp8lxKyxx3GtXvgVNE0uMsHv dX1HT9PgD3F3FG35gfpcfglbf/gf8Of3p2WkaVp1pb2Gn6Zp9hY2cMdvaWVlZW1raWtvEoSKC3to Io4YIY1AWOKJFRFACqAMV5H+0b4r1r4cfs7/AB88f+EZrfTPFHgj4L/FHxh4cvmsrS8itNe8M+B9 d1rRruayu4ZrO9jttRsreZ7W8gmtbhVaGeKSJ3RvbK+cP2xv+TRP2qP+zcPjh/6rHxRTW69V+ZC3 XqvzPwM/4Ii/8FJP2u/2yf2m/iV8OP2gfiHo/i7wl4e+BOueNtJ0/T/AHgPwnNb+I7L4gfDnQre8 e/8ACvh3SL6eJNM8QapAbOe4ktHedJmhM0ELp4/+35/wX7+Mel/GrxN8Ef2JNG8LWug+EPEd34Ln +KGteHm8beJfHfiuwvm0m7/4QXQJ5G0G08Pf2qs+n6TLe6V4i1DxMI7bVLNtMtrqOym+NP8Ag361 DVNI/aC/au1XRGkTWtM/Ye+LGoaQ0O4TLqll42+GNzp7Rbct5gu4oSm3LbgMc4r8qf2R/Hvx0+GP x68HfEP9nDwNcfEL4y+FV1nU/CWi2vw8u/ileW08mkXllf65a+EbSy1GW5vNJ0+7urq21E2kp0ef ZqcTwXNtBcRH9f0jTlXM9Folpsru5+wS/wDBRv8A4L7yKskfgn44ujqHR0/Yq05kZGAKsrD4QkMr AgqwJBBBBIr7H/4K6f8ABT79t79kj44fA7wF8IPiLYeC9N8W/spfDH4leMNI1b4beA9avZPiBr/i v4kaP4hu5W8TeGb++01ng8OabbPpEDW1nZS2shitIZpbgv8ANP8Aw85/4Lyf9EG+JH/iGfiz/wCZ WuM/4OVMn9ur4Vk9f+GTvAefr/wtz46Z/Wj+tv8AgCWrV4xWj2afbseZX/8AwWP/AOCxWiaEni3W fE2uad4VEFne/wDCQ6r+zX4GsPDslnfND9huG1mb4d29j9lv/PgW1nS8Vbjz4vs8jNJGT/Qz/wAE ef8AgqZr37e3hb4geCPjHo3h/wAPfGv4S2Gl67qWreGoZtN8NeN/BWpzz2K+IotLurq8bQ9X0PUI IbPxLbJdnSpzqml6hpUdpFPd6bpv0f8AEe3t7r/gj/43huYIbiE/8E4PEEhinjSWPzIP2Z7qeGTY 4Zd8M0cc0T43RyxpIhV0Vh/J9/wRp1TWNEsv+Ckus+Hnmj17SP8AgnF8ftU0SS3LCdNYsItJutMe Hb83nLexQmIr828DHNHW3r2/RIWkot2SaaWnmfZX7aX/AAcL/HXWPit4g8AfsVab4U8M/DrQtbuf D2h/EXWfDUPjbxp8Rru2uzYrruiaTqpuPD2i+HtVuFLeH9Mm0LVtbvbNrTUL28sbi9fQ9P8AnC3/ AOCr/wDwW0kmg3SeP2ieSPcf+GUvCgUozLn5h8MB8pU/eBHHIPes3/g3e8HeCfFf/BQSa+8X2OnX +peCPgb4+8Y+AE1GKGf7N42h8ReBPDqX1hHMGX+0bLwp4j8VT20qKZrUJJdQmOSBZE/vAo/rp/kN tRduVPTqfyaf8FiP+Cov7aP7Jv7Zmp/CL4G/EvRfC3gS2+HHgTxBDpV98OPh54nnXVdbg1GTUZzq niXwzqupskzQRFYGuzBDtIhjQM2fv/8A4K0ftK/t+fBPwJ+y3rH7FOjeNte1fxzZeNrn4qP4L+Ct t8XGi+w6P8PLrw1Jf2z+EfFEfhxLi61bxIbUxR2C6gY54x562AWH+fr/AIOF/wDlItrf/ZHvhd/6 S6vX7g/8FWP+Cs3jX9hDw/8ABL4M/A3w/wCFtW+MHjr4YaJ471rxD4ztLzVdG8F+DJfN0HRH0/RL K+05NU1/xBq2i6+I5dRvDp+j2ejb59L1R9Xt308Fb4LJN2fz9T8fdc/4Kb/8F3fC+kaj4i8TeHfi 54f8P6LZz6jrGt67+x1o2kaNpen2qGW6vdT1O++FNtZ2FlbxK0lxdXNxDDDGGd5EAJH69f8ABHT/ AILAeOf20/GfiH9nv9ofSPDNp8WdM8M3fjDwT418KWEmiab440fSLi1g8QaNrehG5urSw8UaZHfQ atZ3WjG10vVdHi1NZNL0y60hZ9a/K3Tf+Cpf/BcLxjoFpqukfBbxd4p8LeJNMS6sdS039j7X9b0D XtG1K33RXFpeWvhm60/VNMv7WXMc0Ms9rdW8mVaSN8n5d/4IPtNF/wAFPvgjGytbs+g/GaK4gCtF jb8JPGsjQPGcFRHNEh8thlHjXI3KMH9bW6eg2rp3STW1nf8AI/0DKKKKRmFFFFABRRRQAUUUUAFF FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAB RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFF FFABRRRQAUUUUAFFFFABRRRQAUUUUAfzx/8ABw5/yRb9nj/sqHib/wBRQV/Pd+wr/wAnp/sm/wDZ xfwb/wDU/wBBr+hH/g4c/wCSLfs8f9lQ8Tf+ooK/nu/YV/5PT/ZN/wCzi/g3/wCp/oNf3J4T/wDJ kMT/ANgHHH/pnNz+LfFT/k9eXf8AYVwP/wCpOBP6zf8Agtd/yj3+KP8A2NXwt/8AVgaDX8Q9f28f 8Frv+Ue/xR/7Gr4W/wDqwNBr+Iep+jh/yQWN/wCymzL/ANQ8rI+kV/yXGX/9kzgf/U/NT+qz/g3f /wCSV/tJ/wDZQPA3/qOavX9Flfzp/wDBu/8A8kr/AGk/+ygeBv8A1HNXr+iyv5s8Zv8Ak5vFn/YZ hP8A1VZYf0d4R/8AJt+Ev+xbU/8AVhmRzvjDwn4e8e+EvFHgXxbplvrXhTxn4d1rwp4m0a7Ba11b w/4i0250jWdNuQpDGC+068ubWUKQ3lytgg4Nf5/v7bX/AAR9/a3/AGS/iVrknw/+HHj740fBv+1p r/wD8TfhroGp+K9Ts9INw9xp1r420bwxbXWs+FPEWkRiC2v9RuNPt/D1/eKlzompy+a1ra/6ElFf mB+kKTX+R/nEWXxr/wCCuOm2lvYWPxM/4KFWtnZwpb2ttF4l/aHEVvBEoSKGJTcnZFEgCRxjCxoq ogCqAP2o/wCCXfjD9tL4lfs1/wDBUHSf2l9f/aW8bXI/Znns/hxpvxqu/iXrlw2qat4C+OFtq1p4 MtPGjXEkl/qMkehQX9vosbXF066VFOjsLRa/rPooKcr9Ev8AgO/Y/jO/4N1PhD8UPBH7YHxh1D4g fC/x74Q0XUP2ZvE2lRXvjHwV4h0DS727uPih8J5/7Njuda0y0tLm5mtLa6m+xq7yyW8FxJ5bRRSF fmr9q/8A4Jt/tt/8E7P2ppfjX+yn4Q+I3iT4f6H4y1Dxd8F/if8ACjw9e+N9T8F6ZqL3nl+EfHnh +wsNau7KTSdMvZ/DGqz+INIn8IeM9Im2vLP/AGpqWhWP941FAud3vZaqzXQ/iGT/AIK8f8FqURVb 4bazIyqqtI/7K+sB3IABdxHoscYZiNzBERASdqKuALn/AAXr+G/xr+K/7UH7PvjHQ/hd8Q/F8t9+ xf8ACU+IdQ8K+A/Eur6faeJrnx98X9U1bTLh9J0u6t7C+t31GKaXTJHS4tYbm3LxKkkZb+22igFJ J3UUt+r6/Nn55eO9C1uf/gk/4y8MwaNqs3iSb/gnl4h0KHw/Fp13Jrkutyfs23mnx6NHpKQm/k1W S/Isk05bc3bXZFssJmISv53/APg3n+Bvj3R/2jP2iNN+K/wq8deG/Cfi39mnWvC16PGfg7xH4c0z WbfVvHXgu31DR47rVtPsYp5brTWu99vBKZ/s6zSKoVGZf7LaKd+vr+Ir2TXf9D+AL4+/8E8P2+/+ Ca/7SR+Iv7Pvhv4q+IvD3hbxBqWqfCL46/Cbw1e+M2Tw/fLdWtvp/jfS9H0vWItE1V9Iu5NE8T6H 4p0ceHNeLX0ViNZ0a6Uv6db/APBUj/guMZoEkuPimymSNXLfsj+C1LKWUNuK/CBcZGclduO2K/uv opFc/dJ+bP4df+C+Hwc+Lvjf/goFrOueC/hX8R/F2iN8JfhparrHhjwP4n1/S2ure11UXFsuoaVp d3aGeAugmhE3mRbl3qu4Z+qP+C7/AOwT8e/ifrvwN/ag+D/w98WfErRdN+CPhb4XfEbw54N0W/8A EPifwpe+Gr/WNd0fxDN4c02G51u60bVLXxVeadqF1p9jcW+hT6As2rG0j1GGZ/64qKBczVvL8bn8 MPgr/gqd/wAFmfAfg/wt4I0r4d+J7vSvCHh/SPDOl3Gq/su6rcak+maHYQaZp4vri38P2kVxcpZ2 0MctwLeN52QyyhpXd253/giR8HfjR4Y/4KV/BnxV40+E3xL8LaOmk/GGTUNc8ReAvFOg6PbT6h8K fGsMKz6hqWlWtlbm5u7iO3t0kmQyzSxwxBndVP8AeBRTuHNvaKV99WFFFFIkKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA KKKKACiiigAooooAKKKKACiiigAooooA/nj/AODhz/ki37PH/ZUPE3/qKCv57v2Ff+T0/wBk3/s4 v4N/+p/oNf0I/wDBw5/yRb9nj/sqHib/ANRQV/Pd+wr/AMnp/sm/9nF/Bv8A9T/Qa/uTwn/5Mhif +wDjj/0zm5/Fvip/yevLv+wrgf8A9ScCf1m/8Frv+Ue/xR/7Gr4W/wDqwNBr+Iev7eP+C13/ACj3 +KP/AGNXwt/9WBoNfxD1P0cP+SCxv/ZTZl/6h5WR9Ir/AJLjL/8AsmcD/wCp+an9Vn/Bu/8A8kr/ AGk/+ygeBv8A1HNXr+iyv50/+Dd//klf7Sf/AGUDwN/6jmr1/RZX82eM3/JzeLP+wzCf+qrLD+jv CP8A5Nvwl/2Lan/qwzIK/gM/4L0atqtr/wAFLfi9Ba6nqFtCnhD4RFYYL25hiUt8NfDjMVjjkVAW YlmwBliSeSa/vzr/AD/P+C+H/KTH4wf9ih8IP/VZ+G6/Me/y/M/SofF8mfPHhr/gmx/wUe8YeGNA 8Z+GP2dPjBrXhjxToOleJ/D2sWN5YSW+raDrenwarpOpWaHXlneG/wBPure6t1MKzNHKgMYc7a5P 4N/tZftqfsBfF57bQPGPxN+HHijwVrMVr4z+DnxCfxHH4a1LymhnudB8bfDnXpoLcpfWcgWK+S0s dcsrW8XUNA1bT7iS3vR/oS/sbf8AJoP7Kn/Zt3wN/wDVYeF6/lz/AODm34Y+HtC+MP7MPxa0+xtr XxD8RvAnxD8H+I7mCNYpNTh+GOr+Er7RLq9CYFxdw2/xGu7BbuRTcNZWllaNK1vZWscIylK7s0ra /hc/aX4+ftB/Gz9r3/gldH8ff2FIvGen/Gf4l6R8OtT8LaT4F1G1Txf4d1nTviboGj/FTw1a6jcP aW8x8Pppfi/R726cW/8AaGm2ct1FAguo4xjf8EdLH9vmy+H3xpX9vV/im/iqTxl4Zb4fn4pahZah ejw+NEvRq39kvZXNzHHa/wBomD7SrlXaXYcFQDX4Wfs5/FPxvpH/AAb1/tWzeHPFHiDwxrXw8/ak 8NaJ4a1vw3rOo6Hq+l6Rr3iv9nnW7y2stT0u4tb21W6vvEXiAXSQTos8F/NFKGSaRW+xv+CF37UO teB/2Pf25vjt8cvHfjfx3onwc1LTPF0z+KPFGseJdV/s/RfAms6o+h6HPr99em2u9cvIILCyt0eK CfUrq2EvXcDv/XYlqye3xW8/vP6nqK/z39b/AGuf+Cn/APwVD+P2oeFvhF4v+LF1qupjVNd8P/Bv 4P8Aje9+HXgDwR4TsZ4Yln1a8j1zwxobWumG7srGfxj481V7291O/t7RL+ObUbLTa4X9qL4K/wDB Uf8AYy0Twp4j/aO8afGnwBo/jbVb/RPDV3D+0lD4uOoalplpFfXtu1v4K+JPiG5sxDazRyia+hto JN2yKR5AVCDk7tJ9j+yL/grLafthXn7L2mRfsQv8QU+Mo+K/hN7s/DW9tbHxD/whI0TxYNbEk15P bwnTf7QbRPtMfmF2m+zFVO0kZn/BIu0/bOsv2aPFsX7dD/ER/i83xq8TyaEfibe2d/r/APwr0+C/ h4uji2msri4iXSf+EhXxV9njZxIt0b5ioV0LfhD8Uvi/8WbX/g3u/Zu8f23xQ+Ilv471H9pXXdO1 DxrB428SxeLb7T08dfHu3SxvPEceprrF1ZpBY2MK2s968CxWdrGECW8Kp2P7Evgj9r39sX/gjl8X PCPwb+I3jXXPje/7aEj6V4l8QfFfXND1q18KaH4C+EeoappkPjLUtXF/a6eDfXEqaVFeLbzzXVww hLTSsz7Cto9tJWvbX/hj4N+Duraq3/BeGS1bU9Qa1/4eIfFSH7M15cmDyV+L/jJVi8kyeX5YUBQm 3aFAAGBX99Vf5gnhr4L/AB+1n9rk/ATQdVu4/wBpUfGrxB8OTrKeM5bO9/4WppXibU9G1q//AOE8 F2k5nfXbLUJn8RfbPNu2Zrzznabc39av7B37D/8AwUP+Dv7L/wDwUH+H3x38W6xqnxO+NfweXwv+ z7e3XxtvfGE+k+MB4E+L2jm4tNfm1a6k8Fyf274m8IS/2nDNatvt47zzM6YrRnT7/wBCprZ3Wy/4 c/omor+If/h0r/wW1/6KT4m/8Sv1T/5o6+YLD9pz/gpN/wAEqv2otN8LfF/x/wDEm91HQ5ND17xV 8KvG/wAStQ+Ivw7+I3gTVpmJn0+W61jX9HiOq2ttf2eneKNGFtr+gapbXNtM0FxZ6jpjonlvtJN9 tT9Kf+DnLUL+x8d/shCyvryzEnhL4wmQWtzNbiQrrPw/ClxE6BioJCls4ycdTX75f8EsZpZ/+CeH 7Is08sk00nwa8PNJLK7SSOxku8s7uWZmPqxJr+eL/g5R8SaZ4y1T9hvxforvJo/ir4ZfErxJpMkq hJJNM1y4+GuqWDyIGcI7Wt1EzqGYKxIDEDJ/oZ/4JWf8o6/2Qv8AsjPh3/0Zd0+j+X6jfwR9WfoB RRRSICiiigAooooAKKKKACiiigAooooAKKK+Kv2pP29fgZ+yRrnhnwx8R4/GOueIvE+mXWtQaL4F 0vRdWvtK0iC5FnbajrSaz4j8OxWlvqt2l7b6X5Mt1LcPpmoF44UhR5RJvYD7Vor8gv8Ah9Z+yh/0 Jnx5/wDCS8Cf/PMo/wCH1n7KH/QmfHn/AMJLwJ/88yq5Zdn/AF8wP19or8gv+H1n7KH/AEJnx5/8 JLwJ/wDPMo/4fWfsof8AQmfHn/wkvAn/AM8yjll2f9fMD9faK/IL/h9Z+yh/0Jnx5/8ACS8Cf/PM o/4fWfsof9CZ8ef/AAkvAn/zzKOWXZ/18wP19or8gv8Ah9Z+yh/0Jnx5/wDCS8Cf/PMo/wCH1n7K H/QmfHn/AMJLwJ/88yjll2f9fMD9faK/IL/h9Z+yh/0Jnx5/8JLwJ/8APMo/4fWfsof9CZ8ef/CS 8Cf/ADzKOWXZ/wBfMD9faK/IL/h9Z+yh/wBCZ8ef/CS8Cf8AzzKP+H1n7KH/AEJnx5/8JLwJ/wDP Mo5Zdn/XzA/X2ivyC/4fWfsof9CZ8ef/AAkvAn/zzKP+H1n7KH/QmfHn/wAJLwJ/88yjll2f9fMD 9faK/IL/AIfWfsof9CZ8ef8AwkvAn/zzKP8Ah9Z+yh/0Jnx5/wDCS8Cf/PMo5Zdn/XzA/X2ivyC/ 4fWfsof9CZ8ef/CS8Cf/ADzKP+H1n7KH/QmfHn/wkvAn/wA8yjll2f8AXzA/X2ivyC/4fWfsof8A QmfHn/wkvAn/AM8yj/h9Z+yh/wBCZ8ef/CS8Cf8AzzKOWXZ/18wP19or8gv+H1n7KH/QmfHn/wAJ LwJ/88yj/h9Z+yh/0Jnx5/8ACS8Cf/PMo5Zdn/XzA/X2ivyC/wCH1n7KH/QmfHn/AMJLwJ/88yj/ AIfWfsof9CZ8ef8AwkvAn/zzKOWXZ/18wP19or8gv+H1n7KH/QmfHn/wkvAn/wA8yj/h9Z+yh/0J nx5/8JLwJ/8APMo5Zdn/AF8wP19or8gv+H1n7KH/AEJnx5/8JLwJ/wDPMo/4fWfsof8AQmfHn/wk vAn/AM8yjll2f9fMD9faK/IL/h9Z+yh/0Jnx5/8ACS8Cf/PMo/4fWfsof9CZ8ef/AAkvAn/zzKOW XZ/18wP19or8gv8Ah9Z+yh/0Jnx5/wDCS8Cf/PMo/wCH1n7KH/QmfHn/AMJLwJ/88yjll2f9fMD9 faK/IL/h9Z+yh/0Jnx5/8JLwJ/8APMo/4fWfsof9CZ8ef/CS8Cf/ADzKOWXZ/wBfMD9faK/IL/h9 Z+yh/wBCZ8ef/CS8Cf8AzzKP+H1n7KH/AEJnx5/8JLwJ/wDPMo5Zdn/XzA/X2ivyC/4fWfsof9CZ 8ef/AAkvAn/zzKP+H1n7KH/QmfHn/wAJLwJ/88yjll2f9fMD9faK/IL/AIfWfsof9CZ8ef8AwkvA n/zzKP8Ah9Z+yh/0Jnx5/wDCS8Cf/PMo5Zdn/XzA/X2ivyC/4fWfsof9CZ8ef/CS8Cf/ADzKP+H1 n7KH/QmfHn/wkvAn/wA8yjll2f8AXzA/X2ivyC/4fWfsof8AQmfHn/wkvAn/AM8yj/h9Z+yh/wBC Z8ef/CS8Cf8AzzKOWXZ/18wP19or8gv+H1n7KH/QmfHn/wAJLwJ/88yj/h9Z+yh/0Jnx5/8ACS8C f/PMo5Zdn/XzA/X2ivyC/wCH1n7KH/QmfHn/AMJLwJ/88yj/AIfWfsof9CZ8ef8AwkvAn/zzKOWX Z/18wP19or8gv+H1n7KH/QmfHn/wkvAn/wA8yj/h9Z+yh/0Jnx5/8JLwJ/8APMo5Zdn/AF8wP19o r8gv+H1n7KH/AEJnx5/8JLwJ/wDPMo/4fWfsof8AQmfHn/wkvAn/AM8yjll2f9fMD9faK/IL/h9Z +yh/0Jnx5/8ACS8Cf/PMo/4fWfsof9CZ8ef/AAkvAn/zzKOWXZ/18wP19or8gv8Ah9Z+yh/0Jnx5 /wDCS8Cf/PMo/wCH1n7KH/QmfHn/AMJLwJ/88yjll2f9fMD9faK/IL/h9Z+yh/0Jnx5/8JLwJ/8A PMo/4fWfsof9CZ8ef/CS8Cf/ADzKOWXZ/wBfMD9faK/IL/h9Z+yh/wBCZ8ef/CS8Cf8AzzKP+H1n 7KH/AEJnx5/8JLwJ/wDPMo5Zdn/XzA/X2ivyC/4fWfsof9CZ8ef/AAkvAn/zzKP+H1n7KH/QmfHn /wAJLwJ/88yjll2f9fMD9faK/IL/AIfWfsof9CZ8ef8AwkvAn/zzKP8Ah9Z+yh/0Jnx5/wDCS8Cf /PMo5Zdn/XzA/X2ivyC/4fWfsof9CZ8ef/CS8Cf/ADzKP+H1n7KH/QmfHn/wkvAn/wA8yjll2f8A XzA/X2ivyC/4fWfsof8AQmfHn/wkvAn/AM8yj/h9Z+yh/wBCZ8ef/CS8Cf8AzzKOWXZ/18wP19or 8gv+H1n7KH/QmfHn/wAJLwJ/88yj/h9Z+yh/0Jnx5/8ACS8Cf/PMo5Zdn/XzA/X2ivyC/wCH1n7K H/QmfHn/AMJLwJ/88yj/AIfWfsof9CZ8ef8AwkvAn/zzKOWXZ/18wP19or8gv+H1n7KH/QmfHn/w kvAn/wA8yj/h9Z+yh/0Jnx5/8JLwJ/8APMo5Zdn/AF8wP19or8gv+H1n7KH/AEJnx5/8JLwJ/wDP Mo/4fWfsof8AQmfHn/wkvAn/AM8yjll2f9fMD9faK/IL/h9Z+yh/0Jnx5/8ACS8Cf/PMo/4fWfso f9CZ8ef/AAkvAn/zzKOWXZ/18wP19or8gv8Ah9Z+yh/0Jnx5/wDCS8Cf/PMo/wCH1n7KH/QmfHn/ AMJLwJ/88yjll2f9fMD9faK/IL/h9Z+yh/0Jnx5/8JLwJ/8APMo/4fWfsof9CZ8ef/CS8Cf/ADzK OWXZ/wBfMD9faK/IL/h9Z+yh/wBCZ8ef/CS8Cf8AzzKP+H1n7KH/AEJnx5/8JLwJ/wDPMo5Zdn/X zA/X2ivyC/4fWfsof9CZ8ef/AAkvAn/zzKP+H1n7KH/QmfHn/wAJLwJ/88yjll2f9fMD9faK/IL/ AIfWfsof9CZ8ef8AwkvAn/zzKP8Ah9Z+yh/0Jnx5/wDCS8Cf/PMo5Zdn/XzA/X2ivyC/4fWfsof9 CZ8ef/CS8Cf/ADzKP+H1n7KH/QmfHn/wkvAn/wA8yjll2f8AXzA/X2ivyC/4fWfsof8AQmfHn/wk vAn/AM8yj/h9Z+yh/wBCZ8ef/CS8Cf8AzzKOWXZ/18wP19or8gv+H1n7KH/QmfHn/wAJLwJ/88yj /h9Z+yh/0Jnx5/8ACS8Cf/PMo5Zdn/XzA/X2ivyC/wCH1n7KH/QmfHn/AMJLwJ/88yj/AIfWfsof 9CZ8ef8AwkvAn/zzKOWXZ/18wP19or8gv+H1n7KH/QmfHn/wkvAn/wA8yj/h9Z+yh/0Jnx5/8JLw J/8APMo5Zdn/AF8wP19or8gv+H1n7KH/AEJnx5/8JLwJ/wDPMo/4fWfsof8AQmfHn/wkvAn/AM8y jll2f9fMD9faK/IL/h9Z+yh/0Jnx5/8ACS8Cf/PMo/4fWfsof9CZ8ef/AAkvAn/zzKOWXZ/18wP1 9or8gv8Ah9Z+yh/0Jnx5/wDCS8Cf/PMo/wCH1n7KH/QmfHn/AMJLwJ/88yjll2f9fMD9faK/IL/h 9Z+yh/0Jnx5/8JLwJ/8APMo/4fWfsof9CZ8ef/CS8Cf/ADzKOWXZ/wBfMD9faK/IL/h9Z+yh/wBC Z8ef/CS8Cf8AzzKP+H1n7KH/AEJnx5/8JLwJ/wDPMo5Zdn/XzA/X2ivyC/4fWfsof9CZ8ef/AAkv An/zzKP+H1n7KH/QmfHn/wAJLwJ/88yjll2f9fMD9faKKKkAooooAKKKKACiiigAooooA/nj/wCD hz/ki37PH/ZUPE3/AKigr+e79hX/AJPT/ZN/7OL+Df8A6n+g1/Qj/wAHDn/JFv2eP+yoeJv/AFFB X8937Cv/ACen+yb/ANnF/Bv/ANT/AEGv7k8J/wDkyGJ/7AOOP/TObn8W+Kn/ACevLv8AsK4H/wDU nAn9Zv8AwWu/5R7/ABR/7Gr4W/8AqwNBr+Iev7nv+CwHgvxj8QP2EviV4Z8B+E/E3jbxJdeJPhxc 23h/wjoOqeJNbuLaw8caLd31xBpWjWt7fzQWdpFLdXcsdu0dvbxSTTMkaMw/iX8TfDT4jeC93/CY +APG3hPYSr/8JN4V13QdrA4Kt/alha7SCQCDg5OK5vo5YnDR4IxmHlicNHEPiTMJrDyxGHjiHCWE yxRmqEq8a7jJxkoyVFxk4yUZScZJbfSHwmLqcY4HE08Ji6mGhw3gozxNPC4qph4Sjjs0lKM8RDDT w8JRjKMpRnXjKMZRlKMVJN/07f8ABu//AMkr/aT/AOygeBv/AFHNXr+iyv4p/wDglr/wUl8G/sON 478G/Eb4fa/4l8F/ErXtB1i+8U+FNQsn17wvPo9leacoXwzqSWdprtlcJeCado9f0u7s1gcwW+pP KkCf1t/AP9qL4CftPeHD4l+CHxL8PeOLaCGKXVNKtJ3sfE+gGXAWLxD4V1OOz8QaKxkJiilvtPit btlZ7K4uYdsrfiPjfwvxBg+Nc+4gr5TjFkmY4nDVMJmlOk62Cko4HA4dxq1qDqxwtT21GpBU8WsN Kdk6cqilFP8AavBjiXIcbwXkGR4bNcHPOctwVWljMslVVLG05LGY2tzU6Fb2U8RS9lWpzdXC/Wac U2p+zcZHvtf5/n/BfD/lJj8YP+xQ+EH/AKrPw3X+gHX8h3/BWz/glT+3J+1L+3B8RvjN8EfhHp3i 34d+IPDnw50/StbuPiT8M/Dktxd+H/BGi6NqsTaT4l8XaRq8AttRs7iFXnsY451QSwNJE6ufxPv/ AF1P2SGj17M/oU/ZE+NPwc0v9kr9mCz1P4s/DPTrvTv2dPgrbaha33jzwtaXFjc2nw08NRXVveQX Gqxy209tLHJHcRTKkkMiOkiqysB/Jr/wX/8A2xfhh+01+0T8NPAHwe8V6P488G/AXwl4g07UvGPh 2/g1Tw5qXjrxzqem3fiOw0HVbNpbDWdP0fSvDPhe2l1fTrq4sp9Vk1Kxhdv7Oaabwv8A4cRf8FPv +jftI/8ADy/BT/54FfUv7Mv/AAbp/tX+OPGujz/tL6n4S+Cfw0tL2CfxJa6N4p0fxx8RdYsYpVeb TPDdt4bbV/CmnXF9Eslsdb1jXpF0hpY72PQtd8p7BzuUlFO/Mnv+J1XgL4Zan4C/4Nt/jv4k1O2m tv8Ahb/x78OfEXTBOjRySaPafGH4NfDa1lVHAYW8918Pb+5tnICzQ3C3EZeGaN28j/YS03V9V/4I 1/8ABVa10RZWvItW+FWpTCHcX/sjRtS0TV9fZtvPlLoNjqTT5+UQCQt8ua/pg/4KOfsheJ/iX/wT b8Yfsl/sseA9PudS07Tfg74b+HXgePWtF8O2UHh7wD8QfBWpzW51rxRqemaasln4f0K7u5rjUtSF 3qVzFIzSXWoXWJflD/gjL/wT8+NX7N/wE/ai+EH7Xnww0zRNJ+Nms6dpz+G28WeEfF1l4m8G33g7 VvDXiW0vJvB2va1FaRXEGoyWUkV1Pa3LpM0kCkLvUX9fgK+jfXmTt9x+aX/Bsp4u8E6X8bP2mPB2 rXunWvjzxb8O/Auo+DLe6lihv9S0TwtrviFvGdppfmFXuZI5Nb8L393Z25aZrWye9MTW9hPLD9U/ 8HOf/JFf2W/+yo+Of/UT06vg79oP/g3x/bL+E/xNvde/ZL17Rvij4Ji1WbUfBGop460z4b/FPwvb PLI1tZa3Jrl34e0SXUdNhdbVde8PeIANWEbXzaRobTnTYfzd/bU/ZI/b5/Zs8P8AgbVf2x4/FUWh eKdZ1bT/AASviT4z6B8T0fV9Osra51ZrSw0jxr4pm0tks7i1E15Lb2scweOETO2Eo/yHZOSakt1p 10P0h+LP/KuD+zF/2dDr/wD6sD9oWv1f/wCDbD/kw/4kf9nUePf/AFVnwVr4n8B/srfHH9rr/ggH +zN8K/gH4Qg8Y+OIvj14z8YtpN34i8N+Foj4e0f4n/HXTNQvk1PxXq2i6XIYL3U7OEWyXjXMpdzF C6wzFP1k/wCCJ37KHx1/Y6/ZP8afC/8AaD8IW3grxrrHx78W+ONP0m18S+GPFUc3hrVPAfwx0Oxv 21Hwnq+tabE82peG9XgNnLdpeRrbLNLAkM9u8h2/rqJ7SXXmP5gvhDPDb/8ABeVpJ5Y4Ub/goz8T 4FeV1RTNc/GfxfbW8QZiAZJ7iWKCJAd0ksiRqCzAH+wz/gpl+1H4j/Y7/Yu+MPxw8EwWk/jzSrPQ vDPgVr+3ju7Gw8UeNPEOm+GbLXLu0mV7e7Tw5BqN34hisbqOW01G50uDT7uNra6lx/On/wAFC/8A giB+2J4k/a1+KPxz/ZZ0rQfHnhD4p+PtU+LFitv498PeBfGPgnxh4m1R/EfiK2nHirVPD9qy2/iq 5v8AUtA1TQ9VuJY7Ke0SaGyvLVt/1x+yT/wTa/bn+Kf7KH7bX7OP7fnjDx9Z3nxdsfg5N8DPEXjv 4yW3xuTwp4m8A6l4z8RT6lZW9h438WPomlnXF8GW3iOyjm0qfXtGea3tWlls0ktQHZ2d1okmup+N /wCzH4L/AOCwn/BQm38efEf4OftF/G7XtN8NeIINH8R6vrH7TPiTwJpkWvajaf2qNK0XQofFFjBb QW1lLDcG20rSLPR7KG4ggttjZgj+NP28fgZ+1l+z98YtC8F/tkeLNb8ZfFHUPh1o3iXR9V174l6h 8VL2HwNe+IvFemaVYx+ItS1DUp7W2i1zR/EkyaOs6xW0lzLeLErX7u/6J+HP+CP3/BZr4Dap4h0f 4Jv4h8OaZqF1ENR1z4NftO6F8P8ARPFP2HzY7K9ntZfHPgbXLtIo5ZDaf23odtdW6TOohiLutcZ8 QP8Agjl/wWJ+LOtW/iT4qeAfEXxM8RWmmwaNa6/8QP2kvhn4z1q20e2uby8ttJt9V8R/FDUr6HTb e81C/u4LGOdbWK5vryeOJZbmZ3P6/roWmr35o26LRP7z3j/gvD/ySn/gl5/2bDdf+o38H6/pq/4J Wf8AKOv9kL/sjPh3/wBGXdfj9/wVh/4JufthftQeAP2EtC+CnwwsfFmp/BP4F3Hgr4kW9x4++H3h 1dC8Rvovw4s1sYpvEnifSYdXQ3Hh/VU+16PJfWYFsrmcJPA0n7i/sDfCrxz8Dv2Nf2dPhH8S9Ij0 Dx74A+GmjeHfFWjRalpmsR6dq9o9wbi2TVNGvL/Sr1UEiYnsby5t2z8krYOB9fX9WZv4Y+rPryii ikSFFFFABRRRQAUUUUAFFFFABRRRQBwnxP8AiP4V+EPw+8XfEzxtfDTvC/gvRLzXNWuBtaaSK1T9 xY2UTMn2jUtTu3g07TLRWD3eoXVtbRnfKtfxF/Hz40eKv2hPi340+LfjCQjVPFmqyXNtp6zPNa6D otuq2uh+HrBnC/6Ho2lw21lG+xHupIpb2dTdXU7v+tv/AAWL/av/AOEo8Uaf+y/4L1LfoPgy6tdf +KFzaS5i1Pxc8Am0Pww8kTbZbbwzZXB1LU4C0sL65f2kM0cN94dNfhjWsFZX6v8AL/ggFFFFWAUU UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRR QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFA BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAF FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/oIUUUVzgFFFFABRRR QAUUUUAFFFFAH5i/8FOv2FvHP7dPgP4YeEvA3jPwn4LuvAvi/VvEV/deLIdYmt7y21DRf7Mjgs10 ezvJBPHL+8fzljj8v7rFvlr8mPBH/BBv9qD4b+MPCvxB8E/tIfCTRfGXgjxDo/ivwvq6+H/Et5/Z XiDQL+DVNI1BbXUtEvtPuzaX1rBOLe+sLq0mKeXcW80TPG39UNFfo2QeKvGfDWSw4eyrGYCGUweM /wBmxWUYHG88cfOc8VCrPEXlVp1faVIypzTj7Oc6dnGTT+Bz3wz4P4jzh59muAxVXNXHCRjisPmm YYOVP6iksJOlHC1IRp1KLjGUakLT54xnfmjFr8mNA+F//BZHw08Tz/tM/skfEVYgu6Hxv8OfEGix 3G3r57eAfB3h6Zd/8RgkiPJ27eK9csPFv/BTvQEK+M/gh+x38U7coVnt/hv8Yfib4AmuoyCroqfE D4e+I7WNpFJzHLLLEM7GlYfNX6F0V4tfiyWLd8Vw3wbUvu6HDsMtn30qZVm2BcHfVONO66Wsj26P DccNZYfPuKqaSso1s9nj4WXeOZ5ZjXL1lVbet273Pyb8efDj4f8AxKtp/wDho3/gk7fzTXOTc+KP hdN+z/8AEDU4y2TKf7f8K+OPh78VthyXxp+hTPK+1vKEgXHw34n/AOCe37G2l+JrHxz+zx+0H8ef 2C/ipp8j3egH4teHviL4F8OWN0cGPTtN174oab4G1G9W4kAtLiTS/iZ4os7uBnhFnqAEkUn9JFNd EkVkdVdHVkdHUMrowIZWUghlYEhlIIIJBGK9XLfETOMri6eBrZngKE4yhUweGzzH4/LKtOS5ZUqu TcTU+Ictq0ZRbjOi/ZwlBuOi0POzHgbJs0kquYYTLsdiIzVSnjK2U4PBZnRqRs4VKOb5DLJMypVo SSnGuqtSrzKOtlY/Kb4b/tIftc/s2Wtjov7b/gXT/in8LRBAdN/bB/Z9tJfFOgW2nSBHh1X4t+At H0+013Q9OW2lWW+8Z6B4bg0G2xFH9hv0NzrQ/ULw74j8P+L9C0nxP4V1vSvEnhvXbGDU9F17Q9Qt dV0fVtOukElte6dqNlLNaXlrOhDRzwSvG46Nwabofhrw74Ztp7Pw3oOjeH7O5uZby4s9E0yy0q0n vJzunu5bawgghkupzzPcOhmmIXzHbauOS8I/Crwh8P8AWta1XwLY/wDCJ2HiW5n1HxD4U0ci28H3 2uXD+bN4ls/DqgafoPiG8kMjazqGgRaaniR55bvxJbatqcOn6hY/PZvmOV5tKpiqeWUsox/M5TWX U1RyvHXavOWWKrWhlOKd5Sf9nYirllV3SweBlKNvcy3A47LYxw08wr5ng0lGm8wn7bMcKktIPMFT pSzKgklFSx1CGPgrc2KxiUpP0iiiivnz2AooooA/ii8T+B/+DiV/EviFtFvf2qBo7a5qzaSIPiF4 RSAaab+4Nh5KP4lV1i+ymLy1ZQyptDAEEV5B4h/4Jwf8Fo/21PG3grRv2itH+I19p2gy3Npp/jP4 5/Evw3P4V8BadrM1o2taja6bZeIdW1WWS8+wWP2+Hwz4f1LVtRFjp8dxG1vaQyW/93lFO5SlbZR9 bHgn7LvwA8M/ss/s+fCf9n7wjdS6hovww8JWegDVp4EtZ9d1eWa41TxJ4intInkjtJ/EXiTUNW1u a0jllS2kv2gWWVYxI3t+o6hY6Tp99qup3UNjpumWd1qGoXtw4jt7OxsoHubu6nkPCQ28EUksrnhU RmPSrlfnl/wUj+Lfjf4bfCP4beEvBet2ngdP2gPjr8PfgD4w+KmpWFjqGnfC7wN8Qm1S38TeKZIt USbSIbtrCzfTLS61iH+zbVL26uGuLS9isbhPTyXK6udZtgMqozhTqY3EKm6lRtQp0oU6+JxFR8sK k5OnhcJi6kKdOnVq1qkKVClSqVa1OEvNzXMaWU5djMyrxnOnhKXtHCnFSnUnOrQw9GnHmlCMfaYj F4aEqlSdOlShOpWrVKdGjVnHsvgb+2z4Z+Nlr8OfE0fgTxD4K+Hnxx8X+MfB3wJ8UeJdU0Y6t8Qr vwRo/ifXtU1W98IWUsupeE9E1HTPBniefQry/uruS5bS0h1S30aXV9ATVcn4z/t1+GPhd8Y/h98L PCfgHxd8c/8AhKfBeoeLtfk+DcVp4u13REv/ABnpfgXwLbafZJdWugX413WovGkuszat4l8PwaFp Xg/UL4T3syiwf470H9krx34M/Z4+IP7Nfw28OeJ9C1XxhbeDPEUngvVP2hb34ma98OvhS3xFs9B8 eeCNC1XVNJ8M+CPhv4p+K3w2uvGw0+fwvew6N4ouE8WaFqesLbeHdP1q7888XfsJftVX3ivxb428 E+C/h94F1K48Y/Ez4ieEdE8MeJtE0nQ9I8Q/DrwHZ+CP2RNGtodOh0pYdF8C2GueNfF+n3yRWUmo fGC/ub/xrolr4bez1g/ptDh/gOpmuMrVMywmHy1fX8Pl+CxmZSoKtCapwyzHYmvCtiMdCUI1ZOrL Czq4fEV8HisZTdPC1cLgz4irm3GFPLsJS+o1q2YcuArY/FYLB06ypzjGtPMcLhaNaFHDVFOpSiqU a8KVahRxOGws/aYmNfGH6IfAL9tZPja3izU7j4R+LPBPg2y+JfjLwT4M8W694j+HUVr4j0f4e6fa J411yXT/APhM/wC1L+48P+IbTxZplzbeAbPx3pz2miQ36asI7i4+ye/SfHvwDeeG/hr4s8Hy6r8S NF+KviPwLoHhmbwFZR61c29r8QNIh8R6V4o16wuLrT73RfDOmeFriLxX4iu7yBb/AEjw839oS6ZI MRn87v2fP2EfiJ4D+I1yfEN1L4S8K+DtJ+Geg/Cvxf4Z1jw5qus6H8N/DXw117Ttc+H+nWOuab4h k0Txd4o+L3i7V/il8SfF9nZ2llrXiXRNC1XQrmZ7v7N4e+cNZ/4J7/tYRX3jnXPAVv4Y8E63NL+0 V448D/2X4s02ystJ+IniyJPhZ8OWsfJjupraDQf2frUeFfhq9wIrvw14h1/xD4+1/wASaJra2nhu bjrcP8C43NMVDC5/g8swlKng6mHjVxFaeFqwxNKpRVOpiKk6uJ9vRn9VxmMnh7+yn9fw7w0Kf1ap Prp5txXhcuw06+T4jMMXKWMhifZQw9PEQlQqqqqlKlFU8M6VWCr4XCUqqTqwWBxDxHNUxEKX7QfF b49fDr4VfC34ofFG/wDEugapp3wt8JeI/E2s2Gna3p9zdvPoUVzFForR201xLBqOpa3DD4etYZIv NOr3MVl5ZuD5Vdl8MvEfiDxh8N/h/wCLfFnhpvBninxT4J8LeIvEng97qS+fwprut6HY6lq3hyS9 ltbGS6k0S/uZ9MkuJLO1eV7ZnaCItsH4w3H/AAT9+MGqfFOC+034eeC/Bnwj/wCEv+CvhS08JPrm iXPlfAz4NeBT4r8I2Xja00a8ig8W6jq/x0tNC1f42WM0mp6j4il8LeG9M8KeIb/w7Dd+Ij+5Wn2s ljYWNlLe3epS2dnbWsmo35ga+v5LeFInvb1raC2tjd3TIZ7g29tbwGaRzFBFHtjX5biDLsiyvBYC jleY082xmKrVMXicRGVNTwWGWFoUqWXVKeGq1cL7V4mpWxNaopzlzQjRpylTpVKlb3MoxmbY7FYu rjsHPLsLQpww1DDyTksVXeIrVKuOjUqwhXVJUKdLD0acowXLOVapFVKkIUblFFFfJn0AUUUUAFFF FABRRRQAUUUUAFfKf7Z37Suk/ssfAjxR8RpntZ/FV0n/AAjnw70a4Kt/a/jTVIJxpvmQEgzado8M Vzr2rrujEmnabPaxyrdXVsr/AFWzKqlmIVVBZmYgKqgZJJPAAHJJ4A5NfyA/8FJ/2rm/aY+O97Y+ GtRNz8Kfhc9/4V8DCCUvZa1eCdF8S+M0AJST+3r61httNmUlX8P6Xo8wjhuLi7V6irvy6/15gfAO t61q3iTWdW8Q69qFzq2ua9qd9rOs6peyGa81LVdTupb3UL+7mb5pbm7u55bieQ8vJIzHrWZRRWwB RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFF FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/oIUUUVzgFF FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVheJvC3hnxroWo+F/GX hzQvFvhrV4Rb6t4d8TaRp+vaFqlusiSrBqOkarb3en3sIljjlEVzbyoJERwu5VI3aKqE505xqU5z p1ISjOFSnOVOcJxalGcJwlCcJxklKM4ThKMknGUWk1MoxnGUJxjOE4uM4TjGcJRknGUZRlGUZRlF uMoyjKMk2pRkm0+W8IeBvBXw+0kaD4C8H+F/BOhiXzxo3hHQNJ8N6UJ/JhtzP/Z+j2lnaecbe3gg Mvk+YYoIYy2yNAvU0UU6lSpVnKrVqVKtScnKdSrUnVqTk95TqVJ1Kk5OyvKdScn1kwhCFOMYU4Qh CKUYwhGMIRitoxhCMIRiukYxil0SCiiioKCiiigAooooAKKKKACiiigAooooAKKK5Xxx408N/Dnw d4m8eeMNSi0jwx4R0XUNf1zUZiNttp+m273M5jTIae4kVPJtLWPdNd3UkNtAjzSxowB+aP8AwVa/ av8A+FGfBg/CzwjqX2f4mfGWyvtKWS1mKXvhvwCAbTxLrgaM+Za3WsCQ+HNGkPlOxuNY1CynW60T Ffyj173+018e/En7Svxo8Z/FrxGZYF12+Nt4d0aSXzY/DfhLT2e38PaDDgmLdZ2O2W/lhWOO+1e5 1HUjGkl7IK8EraKsvPqAUUUVQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUA FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU UUUAFFFFABRRRQB/oIUUUVzgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX89P8AwWR/aw+1XWnfsp+CtSzb 2T6b4o+LtxaTArLeFY9Q8KeC59p5W0RrbxXq0LBlNxL4Z2OstpeQ1/QtX8Jfx/vr3Uvjr8Zr3Uby 6v724+KnxAae7vbiW6up2HirVUDTXE7ySysEVUBd2IVVUHAAq4K79API6KKK1AKKKKACiiigAooo oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiig AooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAC iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/image026.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAt0AAADlCAYAAACPgUsbAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz AAALEgAACxIB0t1+/AAAABx0RVh0U29mdHdhcmUAQWRvYmUgRmlyZXdvcmtzIENTNXG14zYAAAAW dEVYdENyZWF0aW9uIFRpbWUAMTAvMTUvMjDq/1z+AAACw3ByVld4nO3cO2gUQRwG8FGMFgFBQdRC fGFhZbSxEUGwsVBUFKJgEUTEGDQWIhGbiEJE0CqoUUglpJOUihFB8MWBDxS5iEVi4wOJGlGRuxu/ Mf8hc5O5WfMwI+z3hy83O3O5387OwgWWyePKnSHVqlq1qYJegJ8/9GgVECXZI32HkUe6ujqQu15f o/xeqM4iTdK+Zo1KZUr9loh/UsarfGRSPs5fm0i1R/yjNfwlSMl538ssX7wOvPp+Z8Q/gJyeCl8q dP27I/5e5ELAX+W9780k/J6IvwPpcv3pLpjXE/u9if3bif2+xP7DxH5/Yv9tYv9jYv9TYv9XYl/T p0+fPn369OnTp0+fPn369OnT/3flPCvI5fz16HMFRZ8+ffr0c+X/F9+/SC791NefPn369OnTp0+f Pn369BP4V+nTz7HfRT/X/pWc+5dz7l+in9TvzLl/DplNP5l/Cpmb2pf2V2nb51IbpN/sN2yUdrOM FZHPyCw5Luix9V7GWgJjtsze24XS/lLDf4bsC/mViq6T43sR/0TEN3tBF0n7Az5vjuOvk/7nAf8V 8hOpl+ObEb894u9Hllsfmah/I+KfNwfOMy93n6xZ1xUZflHO0/X962/3c47X34qslPZguaxnOv5q 6e+v5SPWt/tZQ353YMzWJmSNnNMA2lW+098s7T8+XouI61/05+j4PRF/PdIg7aJjm9j7YlDmPWb+ zvU/E5l/b2DMlln7jRn+O+RYhm/XJ+j7ay8xV2meHlmD8fr+/b8t4t+qMffhUknPwOtmOX7q+YuR snxO0MccrN+gwxW7/i9kfGfEN/vRh5A2z/ev/1I519D8s7JL1uOB1z8ffd/lPm/z7v8niPm+qHPe /9pb37/1t8j59nn99TL3YT3yPwNM7Zax+8g3zz8+wfnnPtvVgDqoDqkjqkktU2vNXwjJz4mZvvwG Z2NwcO6vARIAAABIbWtCRvreyv4AAAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACmkM6EAADr0bWtUU3ic7X3bdttGljY6aZ9k +ZT0pC/6RmvN/PNfJY0zyUtRFCUlOrBJypFz4wWChK2JbLklWWm3Fh62H2FWv8DsvasKBAoFEAAp SooQdwsgjoVv7/r2oXYBez+1L69e9wfHV174ur93fGWE3f5GbNH/2/7xlWV7njVuuOHR7kZwpYdv 2OLnnU5w1bCscHtnGFyZZivsbw5gixn2B4fHcEB7C64R0H9hb3f38qrdgz8b68PzK+2JNtJ87a3W 0ybaR1g71k7Cnf092PNn2PMR9hja97D3WPsHHHGirWnrsPUCfn8Payew9LRz2DMO+52DEd5sfZ/u uQ4PY02aYbuzgw/Q3oOnCmBBz9gebNJBgy7tG2zTor1LG9s/0WJjn19gs0u/+0M6qNtmiz5t3Gcb B73jq5Ybtodt2jpkVx8O2E322PXYYmd9BGfsY6v0sHNgHF81YWHiZToHFi26sNGEhckWFi7CQpit qDBbJjL6nMjo14XMU47MlnYGGvNJew/7LrRJLjY2w2aSg42uxMb3E9joOVrjNxk2lllabwybweMx eDwGT5PB02TwNMNB7xe4yygcDPiydwCoOR5s4CvFAHzFAdzQTqHbnQKM0OmgO8aPjIMJFyY0TScP Ta8AmpKm5aEpaZq3WE0jCF1XAeGg12Z7BmwZh/Qxh7RNTHWs+RzQFxzQAYAZgC6uaX1Y+wzbxjP5 TImlEdiLZTTLr8hoXtl+m4XRKsdoG7afkbrtwt6P19VvS3BaCWz068Vmqj+VsZE1pww6t1RzXqQ0 Z87etWCbuDz9EZTeIYTe09MzjJ5wjDqAzAVaw6WxTi6H+3ZF5dEZNDqDRmfQ6AwanUGjF4TmRQRN tCehZHkwmbeUnI2FK5AapW1Yetql9uVOmjAj6Vw5DCaHweQxmDwGk9p1SsP0PAMmYqbyqnTjlixP kRyGkMMQcgoi9FKJUIcYewTuZr5Nu60dzlx4h1PjNAQ9OoaY5q7iZFXEaZXjtA5PfwYWvg1/PyMu HK3HHK1itI3tjsHj2gwf2j8Tn6adY98otoshNJ7T9psMIZMhZDOEbIaQzQI+lGoi4sPHoHAFNpTB UMTNQ9C1f4CP8JkFfvlIKhUtH0ijxaE0R3nBswxlqfC5MphmqxiYzzmYG6BwJ5ScehelG75wQB9y QH8GGC8SMDbGDMeGSM2oTWSeq46nJvqrOdvfquyrm81iCLZ5/qFdCa/8Tiwwa/oMs8mCDKaeZzDN awWsLEBPYgB9gPVT7TQ/48fVyrAKxzeGbpf34x2dwUQGBoEK8tIx1VTrF6RenpixjHFl5fob8Nox HpVAznYYdMZIgk5kS3UGnZ9HbPjUs6EjAxIDz+UxEGF2Lb1Shi4itqr614e9I9K/j7ld1Ggtto/e BKnFMXoaYfSePHofEPCitOmjZJamUM/kyJBazfTQDNPn8KAJLAiPO+F9E09GgChxWsxuFlSwPuiV OZnASjutV/mYCY3aIF8DWS0/lJRwo4dSmEoJt4ZfXq1snl/2uF5ZY3vRuCk6ZltkmzmblkeyR8bz YvZokIRkYBcwDoFdQQEFv3EgyY9bPI4I30B4cEhwzJUTK7228OXESr80xFUcZLVnRyMl2TD7Znl9 jdxjx2Q4sw5fDGhjUti/i0A0A2Uku0FW4wvZhiQv9mH7rzPi1iZDq8XQIlMZU0p93ryjzbBi0OAz NLnRpZgEwcKxLETLzEHL4dlHMG8sfm0xvFwOmMsRc7lush6NK6NAGlFCb7m/Tca/GJjlAt1knEvx VsUEd5EenkazgOpZpkr1XI4kBzILx6iPCxwLK+XjqC/j8LCv/VqmFxcCspg3qEaSOjMandHCjTWR JfVhAWQ/zpqMR7MRFQzZpRINHIoaYkJKkf48g86+pu3xtYl2VqTjlwHYcCZFUjJqs74gb9FNDcG3 RUYmHQPnY/cooZEfFztsVTDnoi+mzKUEVqSBg3a6PCEfLDEcsUtxynvan6VqcrLFV6aszJyoZOp4 V3Agrw29uB2Zeo8CT6M5qdBxtzmeJxGuMpqi2IOcFOJGPWGzmWuTstnKMI/8yaI5Bu9a4YxD9ZBD dRCriflW7fvxNOoxudyzkvKNioPNhfosd20CT0rFcKDsUcKvsVVIuXwgjBCz2LLL/R0a6eEjq7BM JkuZ9eiTsRgM+tx48N9oRAxcUpQxE+hXkYNzRs43QjygEQ+Pj1znGxJPGVgXQRki2Jysje8xnE3u QvqmFFePubvNIqkZxhqoVQm1z2u6fK6YflN2fXClL1bS1Un9aEX46igXEhAKhEU+g3SYrhLFSkwU xTTcq6jh5OfM0nBLct6FkyQCSqLwlOtuFAh0cGuXS6PLpEEYkxqvU6ciqLHsC9XZdgur80qUFLog HxSLUs6LeEIiZysGpwxvMu/gFMfRkXBMMioa/QGVBWdrryAKGjm32BJxtHyGIy0tWhKOhFuf08A2 p4VByrdU4fc0wm8JFGCNC1GAFHFHDJCb9c4IIQsiyHqysreTt4mdXKCM2qrq4s84vD8TjBOe3qAC zwouaMDVNEiqaeAtqLfPa/bVPd1UhUPMZ4pzahQFySMNszF8HHlSRUpjpPHTyHkqNlSPqZ6Svnyk rKTrc6WHlOXHUR5uGqNTNCRW+gcxOtAZHUhVtMUxLha8m01lCo5CzAUiLGJ3S+TfnOIAq31US6Ws VHqcVZysyn30udU51T5I3ZwVA+ZbI0uFnTQKpvTtLb2400pqn+7lI3t2Li4yRVIuDvWc0GMrFlth bitERsxtxRVyj1yd+a1EnX2hqszSF8NUjPV3MTJQIYoPEzNOgjfLWKfcuQaEoSrHqTbvHFNLhanf VDunLR40tXharuUy94jcJJEyak+9f5FCktIgsxXzDUXy+fYn2akLDV8UwjGpmSNlgaoUTCntT5aP lJUkTg4EcdjIjheGT/hKOG/joxZg1QlOn1LBaDhcHd2kOnolrLir5EZdxY0sIVylDkowY3Lmi8mp kZYWLVm/dblJke12NmhTB/3v0HU9CuvzKdGpOqhdwpiw8D0W5JQYtQXtVFIibu/y7V22Peq+ZKgb 3E43GCuKbkykuM2CSFU92SHg95Fs9WcKcYTrvhqp43sa2cW80yRVMyCj61YNIY3iuaTIGbLc8gMW whmaNRdrW9jm7bRtngWdSILgYO4xTYIslwRRpzhzq/JSwxWWMgZqNZNpkEBJkOpQXBr48dUEqbIy 8sS2aQKE62k86URmHRW24TAClfzLouB3AW6sFSqbgaoAvi5hbyixH9sJ7D1laGRMisfvsoE3m+o8 CEM0yiOl/aJZkD7gkFpap8JoeaMMdHnd30p66hJwDVWGtFjYrgRumwVBZXD6juP0mvJtPhXFn9NE aEzI4+zLtSknlFdCVi5TFEklASSR9JN+O4U+6e5fCkqLh+gWrwOHJXV/PmIZ18ge9zkTwSVZs1gq upnMRGfURGcJZGWquAD9FkWhv+WrsDJiWkD3TzqmvjJiEp0/6d0bS9XhZ1Fwfkrx5XugTl6SlA/c 4uYs5KlsU1nSizmCGHBmmaxnFnDMkR+kndFZCD6PIfgPSnCsUTKkNIZUplWiID/C0Z7t0lee6Y8+ ewH/iXJIfkNR50FD7LRBrIgO3uNREz4iG+mIhVFyOrRo1z+A7RfEv7Mm3C6i6zvFh/ikrt+aHZOK WhspmMrr+GF3t3N51Y3Pwg0ItgHl5I5jM0wDgmufXhjwgYA8zNzDYeyy5+iyvttl7e9ukpZ1+x06 pN9n+7bZ4ggXYTce2rEG8SnRGMJJTYrvOczcU61JJmsSLLaiFr2C9vjRCyjG3HJfxN6ncB5xpc9H 2NC59LVfoZ+L11V0t14D8Psb7OI7sL7Vw3ewdNkrVnT6L4ztMsQu/v4V3PcG9+nzX8eoeAmxC34T dGFCdE+56DZoRpIPHe1EIb4+BzGtUfE91cRnMfFZtfgqiO85F18fAPLhoTG18k4S4vNIVKpjDgsc U02wHhOsVwu2gmBXon6JiUR0QOJmMYglGcW+w5x91QRoMwHatQDn6JlMEBcUR54J2KSeqT7msMAx c1GuYdSSrSDZqfvl0avRpvXMAU9ji+2HGdurSc1hUnNqoc0htB65m35s1nrA07xi+2HG9mpCazCh NWqhzSG0LgEzjmARwpluP8zYXk1oTSa0Zi20CkJ7xoW2yeewfiLSi/svz7iYVEcczjyimkhbTKSt WqQVRPqIi7RNg7PnUalAEM2DOov6oLy1mrh8Ji6/FlcFcT2JgkLsOexNNXI8P90jx/PTPdVEN2ai G9eim8Pi/UyFi5OUxZtuP8zYXk1oEya0SS20OWL13nR0OgoKViI/Mr7vMGdfNQEGTIBBomGrkTZN tJHWIYm8p8FzUR4itEfefzhjf7VGGjx7jMuOEQO22zETv6zELzvxa8gEsEVJ8Sra+pJr6yYVxNB4 AxUYbFHhEZwV01lXpSimbvlJRdF/MJtirzFqNYxRcq/tRHsndgC/EntdsdP1Jr5uJHc2nOwLG3KL 5K5y95q/uB46l260qfBkQvnQsfaGCqfYwPNUNyxlE1u6PjKTGEQQsGZmkZRSgtd1kxvG+ZWEcwxh sS0L6R+mbRnppudlwTAOYHdyZ0s+MxftBd/ohhF/zhHHPSPivAuaOSljraQMXbeaaELVlKHrZstr ZFEGqKorn+vmndrIOdWQW1SI8W51829YL15wvWBMF9nAWb0wm21iXUPX8f+ZrVfJ77pucktQxqqy UyrCvdAO+GzEd7O9ZLOle04rg9MbSsMxx3VuGCsRTUQxxDSumIWTcPXzGzcbp2LXuSU43aOoqxJO TzlOWEDMRrfxpasfZtk8FemY8Z2yVbBjVsHLMRkyXek/NOOgZeKp1t871vYb1oUVrguxV7TBvpma 4LpYwK52H5p6Mw1nZJ1cV2aSGJ54YkPa2XDigCZvGydr+F9hZbjFzb8l+sC8n7TPk2EdspvFI7OC VqbIdW4YoScRe+IrWy8p+zOjv7SsFrQ/S+FsE/9lKdzIGVkjI0PhXDetyVOFG0/wnxILVPJmUfK8 1c2/JdqAez6RPY1rg62Es2G7hhQ8W1EXGI2bvpRPakZ7Xd+cGGoKmQTjkT9OS/RmmrDAvPJmt3N5 tdmNDadOSDY7VCON+co2/L2kl4symXxD0sIe+iGq92fHU2/ln5rZ7A0urzobm/jnJzjr/8PRv2oj rUv9ekL+9hn3tw/g3BPti8betfQB5HxKmnEG2za1gOa1oh91CMfvs4mFYWfjNWUZ2jRvhn08kM2b m9B18dUBYez+T8RUDrgvTvCCVvNr/EHTE0euTJ84dexXmiEd/TTRwj16gdGO1uHH/z/tSmvQXhfO hHM1U/se1n3Ygmu4bUwf9GvCtgbs0emfQ0c24K8Be/BXKD3NtI1DQOlThIj8NE9ATifUeyapI03p SdpU935BlV8Dqsq8yLzuChzxnvA8AKn+D3t+fuwDeGLM+IBcpDtsk/SZ1KPezs96pP0nIcn/SWcO aErpmO6oOlOf/pPaOX1h3DpFvyfRM30N6Fqakzj+RUKeO/AMbGbWMf9UCTvzj9yrTz7fq0jHGHrY Fzr8PUoelfVkofmMkLkgjwB71zj1jE+S6EC7kwg9p3c7/MYzKdnXiOGUusazKULRh8eQA86Bj0W7 rcQZq/QKvnPo2VnHy8+5Ce16R7r4nk28Ji06AcbIOmOq6aIm8Yx501GfbKRkONX5PaoqvuCfUDkm CyLuZEh3mmqKWmpfUw/WpXux2SIJplRq6BjwUWnoCxoZwlerA27Ajx6xwyzZ0VWQvksw9yPO3F02 sbXm6DvA0fKT1Bxdc3TN0b9/ju4TU76rOfoOcLRTc3TN0TVH3xuOfsI5+hd6zl/gTjVP3wWetmqe rnm65ul7w9MraZ7WzJqp7wBT2zVT10xdM/W9YWrhUfehxahDqM81T99+nnZrnq55uubpe8fTsdqP mqfvAE8bNU/XPF3z9O+MpxXtufU1euxbiveduY3CzF3X6NXMXTP3/WHu21CjV3N0OY6ua/Rqjq45 +v5x9E3W6NUcXY6j6xq9mqNrjr4/HH1bavRqni7H03WNXs3TNU/fH56+PTV6NVOXY+q6Rq9m6pqp 7w9T35YavZqny/F0XaNX83TN0/ePp2+6Rq/m6XI8Xdfo1Txd8/Tvjac70BJ89liPkUYRuayWxNEP 6X74hHB8Se70QLYtzYZ/Yzi/uRDuzOcSGWdX8mbn4YfniTurdQwtjKlgWnEWe4PrVIebOcfOqhqJ H5vmRgta4pTWsRdcx6bv7H6bOKrWudk650kacN069wetUULj7KVq3HOucXGOlP3Px1znsNoYfcFl MdsLeqsysyrYnjV4us9kedFrPL0G/zNdnXvbvE9LOrKuYau9z5vzPk3pDrX3uRjv00Ddq8zTfbgL Re03xtMTuvol69P3kqfNmqdrnq55+nfO0+kswYtEH1mjtrNvg57EoriV2Izs6b7lsPU3cG+MOD5o WOvMWlp9/rVcMzCLh036dmATtAXicNB95FwT/ukRD+M2PAZbJlBuEnMHFDMiG4e3gC1m9zq7dB9y U32oqF7Pq5GrCY1cfkbhRTyjMEMfZ2uZw214QNYbbXwD/tlwfHUtK5tjWJxFu+s5hmIayDTghBgm oYHaD/hvaSNeST081/7N2+St/XdJLRxpLdAEH/6i7zghn9MmCyS0ELNfqIMBMSDTGzwaORF1dwzH J7XwL3CnNjxXQE/NeshbeL4zYge0rL/B74sIE9Swf0ZP94DuvIZ/E1d9oHmSJL+COzvSMf4Mb0i2 qY8pU5OZg03oyCro0hg82M90/FqsfzHt+A6e+izyDDjTan+VmXSpuvItbxP77nC6LRPemnJaYwHy FmjBiBiJMVYL9MFIcBfuH8NVdNIs5LgW+UVj0h45UrkerXlFvUSWyVvC6JQydRcZLPKCdCmOVeZZ pbTkFXjw+DXov0IvxrjpM13/gmzIxyXrxh6/8z+l1viw7d9Ra+bRjXGkG+at040VytVOCmnDK7hm WlpFznxJ3Fxe/1bhjBM6NuI06alisXMpDXwYfyfHknTtceI9IMelvaUxaIgDmmVwTfmevKYxWCs5 N9KMrBRqFfpTY/i/Tjp5bVpVCv+nsP8zZU/WIJIUHvP50nr9Pmy75Pmvc/J1WGs+aP+ip0V9Oy8t Hx2wnsAxKAMmHwPabivkYy5fPole/47w+AB/35Jn+zmnciZ+LN53XPDId9oo48iniSPfafxb5BlH I++cEuv49IzvOZekz/yaeogjcU/W2cnnLnIui0BVLZbtZtY946io7vg8445J3OWsz5i0+KLknaZn LeK5pu2bdbcyElhVtDKpWXpB/LLPkZ9KnCP3i2zUi52hfpbycs1H+oXyrMyeUoq1V2JfCl3jnHyy JM5+yUcvWL4W7QY+51os2inL1mOyph7nXozwTKp5SOYe0G/zEiMNlE+mqoiJYqRB5JPRtxln6sI8 eYYHmaMBqozpI8D8E/dnL7Qvcna2lPyfxG31Uv30FcliV/HKk/bZjOyzU9vn2j7X9rm2z3fePj+B LYjTZYwjl8PP0zt7Fdk5mTOZRDkT69blTJ4KPaJrnfIxkPNwqweC2uoNL6+Odjfwu+Bv2CKcbjMd h23FlVDifOoDC78maONCr7k61dX5r5vQ7gegf/i+1Emkzy95rlbkTNZ4xmAd8P+EIw9L0u5XUjuO yf9FBNYo/xSUrq5FvbXgL+qtR76ID0ubRhrivohDY13F6lyuK5eTlssK4ctGh0SNwrJyN8+o8uac 8EIpjOhM4tSSMgioikgnSQSEd0CjOtPRR51kgH7+DfiDCRn8MRobZBJ4Tk8kcrBrYu9SOf8vWofs DPaDAM76O3GiiMsw/sEn/kBP/ZF6bhW74ADKTdJ5F57AJSkFPOtpU08IKHYzaAzPobE8rCBDhmrS EV4qTrseu/AneuZpXnzEZfI2Z3xNzrBnXSE97tdKRW+yjrzUtiiveU7t925MT/6coSfvpNZV049k VKdHUZ1166K6P6WeOC7hM8pEHOP+UFQA2YAH8lP2P3eGDkx/LytOT8qaWLo0LxuwLyBv347y6MIn vHGJ5uL9JOpha/RsZ0t8V4MCeeLhf1WwjHEJmHdKAqvaL9opjeTcDNv9R65V/CdvWxWma/G5WGj7 3CgaMkkqOE9rRJYQbaVLec0RWcGAMp0mxU/oPS6D6V5Gz5m0YfJ471fQJtkCqs5EDD3tJJHB/Ao1 b6aX1OesimffjD78KUMfzmItq2b3sI9aVMnF+qhJV2ySNmAdikN+EfbEgDyjMXm6NvXagHqpvxRt +DbxrAXlGjv/m8zzMzUqoRWPeJXaGdU4f4zq2A5pnpzYsxbViS5TO77j2vGJsGa4x3ibs7hXSUOS LG7fNhaPXfU7kuFUFm8p83xOs2YvCta+f5tzjcq+VcHrq/TQKaiHq8mtS/cbVrWeWvdKaptB1ZEB 5S1ZdUqLrFUjpW2ilvfmfAa1JOSty6oKkvAvibtPfRfzFlizz7IYbHZUOovRuGHcH8Czn2pszpvQ /nXyT9ame5bKvy/g/v/L2eGMrPJnjWYtV2LcCaGK9ezojfmU1dPJBn9Pe0Z8TNkCaRmU12BzKtAv m5B3h7Z6OTbZI9zfUtzNcH9LsSku5QrirDlqL5VXKcqGbKZksrpcvJtjm+53urTRi9Rcm4oza+76 W5Ns6ch6PuRtnA+ZfNvJXZkPiZ69PHo8a26WI91j9oxIeZ5ikdlc8njzfZwRqeZj8U67feJS9HiX Ve81Dyc7NSfXnLxkTr6bc9TLc3L6zVzXxcr1PHWcp7JBZ3yGO51Hs6fwSZhOn5Fm+JRRjB+5rLqI 2S0px61jymc3iDlbFEG5lLOcVuU2KYLCMd6WFp+Lif8P6NjljPY+hdaJp0xHTKgbIo9kpd4Ghb3r S85ZiBEsC+jCwxuQ+sM55BvQOK3NM0A+H7loxebIsLm2OmjAzc61Xb58v6Fqmi+8B7HZ119g3eY4 4EypzSh7naz/GJLsjqOxhGVlT/JbUbbvN4mLJyRrlslqUtVHPJPlUk2URSPD+Jf9xiWr519OJquM rOLWDsegmE1YppzyWrBcGbWul58ry+gJeT1nzCdccuVs+s7L7je4bTky+ZZqN1lFGL494leK7nDt E2W/LxJSeTytLlyqTNL3vQ6JNEAODRq9bdAoLv51yfNxyCouRyJPCXt8Fja+KmZ1MQms0bOyJz3N nikb1Tf0yPNnx+LapyVJbP52lpMwjqJOKH4NKJrH0a4JnSEk7JEf06AepvMZ2Sb3elqwB2s4qrwf KSsW/yP54n4sgjJYNBHuDUDY4S/0t7c+vLxqb+weXwX8v7DLfum6Z7T8sNuLNOMxjSS9nb7vJeLK IJUTOszc0+8cjK70sDtsH+Nis0uLwd7xlQm/hsdXRtjtd+iQfp/t22aLI1yEw6P25RW78dfwiPva OjzQT5dXP/dgv6uH23w5HPwC19JhZQeeYLjTOb5qBN5oTPo+POrOf5Fw86h3edXdozZv7PZx0dul X711And3H5vco11wkd6Q/wYEjHC9t8sWA3zY9fUN+rXeocUALjOBIzt4whZeVA9/7P3t+MryYTlA sH7sHeCtfuz18Pyt7g4ufhzAMY4Hy032c4iX+3HQJkB3e4TkPjZua7CL23YHh7josMXugJDfGOzh aZsbA7zD/psB/tod0K/t4R5eZHvIyKJDhINd7zdaUkl8eNSlY4/2qP3DPl0OzsTFUWedLt49ggto 4f6efXkFfwDvkBYBWxhsoUsLWHbxeFAbJ6QFyGJ/oLNrDQy+NPnSouXm/gYeN1zfpeb0fsbFET4I CK59SMdstEnbNtrrtLWzTr86e5dXu91hcKX/4ITDgx5b6e/wLe0DvhJuHBHE4d4+NG9vv0PXDHf2 SDi9nV22wM3/RZ0faSCgEqwRL2E2aGjcprTgiAjEItcEDYNDxVs2Da41KRgCMw0SgdaFO7tMkG9A qrvrb6A7/7SFGw77pF+7/P0K6PHgvE/BeD/D31G4u0uQ7A3o2L0NulRnhwS+sYtdfxMvu/ETbt/c xfuF4esdeMbX7KAwTN1T5/d8GLunkbiTzu5k5N9pZ28r2nB00KUZJGyRnE9CndYcj1mvnTis1zaT nXbku1bI152J0xLrdtM3xXqzYTTF+sQb62J9pDcmfH3SaEEP5Nt9y7Wjazac6NymY3nRdUaN6BhP 93CkZrhOKMo4hlv9zuXV1sERPtPWwRtaDOCX5cLyDVsKbiamDrc6YEu3OoToVuen2K6tzjb28c5r vNXBgLj2YEA6HfY6G3DbPvRQL3zd32OMuxFb9P8GPGXZnmeNG64M9k4nuGpYVriNfcA0W2F/cwBb zLA/OMTLt7c2hDEB/gIBtKcW5AmNgr+lCoeP5GEIv+LPsActBfpGPdj+Dx6brFMu8Bi2Mj/RozHl sbAi7XVi1PY6PIw1aYbtzg4+QHtvD3mkvUfP2B5s0kEDIos2mhNYtEkd2+2faLGxzy/A7FG7TzTe 7rbZgqihvc82DoBFW27YZhasPWRXHw7YTfbY9dhih6huH1sF3erAALWEhYmX6RxYtOgaSOadrskW Fi7CQpitqDBbJjL6nMjo14XMU47MFnmLn2heJY505GFjM2wmOdjoSmx8P4GNnqM1fpNhY5ml9caw GTweg8dj8DQZPE0GTzMc9ID5/FE4GPAl+ggm+AODAV8pBuArDuD09Q4TKsqJHxkHEy5MaJpOHppe ATQlTctDU9I0b7GaRhC6rgLCQa/N9gzYMg7pYw5pm5gK/O8oP8cAFWMoa1qf18SMZ/KZEksjsBfL aGDWqjGaV7bfZmG0yjHapghvTJE/ZgOuqd+W4LQS2OjXi81UfypjI2tOGXRuqea8SGnOnL1rwTZx efojKL1DCL2npxdROsOoQ3mOiyWyTi6H+3ZF5dEZNDqDRmfQ6AwanUGjF4TmRQRNtCehZHkwmbeU nI2FK5AapW0e9X+5kybMSDpXDoPJYTB5DCaPwaR2ndIwPc+AiZipvCrduCXLUySHIeQwhJyCCL1U ItQhxmaZzbvY4cyFdzg1TkPKjn+6szhZFXFa5Tit88r8NtVnAS7R2BBDqxhtY7tj8Lg2w4f2z8Sn aefYN4rtYgiN57T9JkPIZAjZDCGbIWSzgA+lmoj48DEoXIENZTAUcTOOtuA3gz+zwC8fSaWi5QNp tDiU5igveJahLBU+VwbTbBUD8zkHc4OGX9gLjUW64UtUjsMAxWTrRQLGxpjh2BCpGbWJzHPV8dRE fzVn+1uVfXWzWQzBNs8/tCvhld+JBWZNn2E2WZDB1PMMpnmtgJUF6EkMIFZPeJqf8eNqZViF4xtD t8v78Y7OYCIDg0AFeemYaqr1C1IvT8xYxriycv2N5nSdSCks22HQGSMJOpEt1Rl0fh6x4VPPho4M SAw8l8dAhNm19EoZuojYqupfn0ahUf8+5nZRo7XYPnoTpBbH6GmEEZsZ6lMtwEk0Wy2RpSnUMzky pFYzPTTD9Dk8aAILwuNOeN/EkxEgSpwWs5sFFawPemVOJrDSTutVPmZCozaigeT8UFLCjR5KYSol 3Bp+ebWyeX7Z43plje1F46bomG2RbeZsWh7Jnia+YzJjNEhCMrALGIfArqCAgt84kOTHLR5HhG8g PDgqjiBXTqz02sKXEyv90hBXcZDVnh2NlGTD7Jvl9TVyjx2T4cw6fDGgjUlh/y4C0QyUkewGWY0v ZBuSvIhvX/l1RtzaZGi1GFpkKmNKqc+bd7QZVgwafIYmN7oUkyBYOJbFypGy0XJ49hHMG4tfWwwv lwPmcsRcrpusR+PKKJBGlNBb7m+T8S8GZrlANxnnUrxVMcFdpIen0SygepapUj2XI8mBzMIx6uMC x8JK+Tjqy++pUO7XMr24EJDFvEE1ktSZ0eiMFm6siSypDwsg+3HWZDyajahgyC6VaFxQmf+x9kmR /jyDzr7Gy5l/pbqwAh2/DMCGMymSklGb9QV5i25qCL4tMjLpGDgfu0cJjfy42GGrgjkXfTFlLiWw Ig0ctNPlCflgieGI6Xy+bFWTky2+MmVl5kQlU8e7ggN5bejF7cjUexR4Gs1JhY67zfGcfqFLRlMU e5CTQtyoJ2w2c21SNlsZ5pE/WTTH4F0rnHGoHnKoDmI1Md+qfT+eRmVTSWcl5RsVB5sL9Vnu2gSe lIrhQNmjhF9jq5By+UAYIWaxZZf7OzTSw0dWYZlMljLr0SdjMRj0ufHgv9GIGLikKGMm0K8iB+eM nO9xYj5IWh9lkD1lYF0EZYhgc7I2vsdwNrkL6ZtSXD3m7jaLpGYYa6BWJdQ+r+nyuWL6Tdn1wZW+ WElXJ/WjFeGro1xIQCgQFvkM0mG6ShQrMVEU03CvooaTnzNLwy3JeRdOkggoicJTrrtRINDBrV0u jS6TBmFMarxOnYqgxrIvVGfbLazOK1FSiE1q/0jTZAt4QiJnKwanDG8y7+AUx9GRcEwyKhr9AZUF Z2uvIAoaObfYEnG0fIYjLS1aEo6EW5/TwDanhUHKt1Th9zTCbwkUYI0LUYAUcUcMkJv1zgghCyLI erKyt5O3iZ1coIzaqurizzi8P7M3f/D0RvyLIWVc0ICraZBU08BbUG+f1+yre7qpCoeYzxTn1CgK kkcaZmP4OPKkipTGSOOnkfNUbKgeUz0lfflIWUnX50oPKcuPozzcNEanaEis9A9idKAzOpCqaItj XCx4N5vKFByFmAtEWMTulsi/OcUBVvuolkpZqfQ4qzhZlfvoc6tzqn2QujkrBsy3RpYKO2kUTOnb W3pxp5XUPt3LR/bsXFxkiqRcHOo5ocdWLLbC3FaIjJjbiivkHrk681uJOvtCVZmlL4apGOvv0gun FYjiw8SMk+DNMtYpd64BYajKcarNO8fUUmHqN9XOaYsHTS2elmu5zD0iN0mkjNpT71+kkKQ0yGzF fEORfL79SXbqQsMXhXBMauZIWaAqBVNK+5PlI2UliZMDQRw2suOF4RO+EnuJEk4dRm/pWAWj4XB1 dJPq6JWw4q6SG3UVN7KEcJU6KMGMyZkvJqdGWlq0ZP3W5SZFttvZoE0ddPb+cXpjVa7mOVUHtUsY Exa+x4KcEqO2oJ1KSsTtXb69y7ZH3ZcMdYPb6QZjRdGNiRS3WRCpqifDN6d/1Kbfgheu+2qkju/Z 7Hya4S/XDMjoulVDSKN4Lilyhiy3/ICFcIZmzcXaFrZ5O22bZ0EnkiA9eoHOR0rXlYmA1CnO3Kq8 1HCFpYyBWs1kGiRQEqQ6FJcGfnw1QaqsjDyxbZoA4XoaTzqRWUeFbTiMQCX/sij4XXrj5HHpDFQF 8HUJe0OJ/dhOYO8pQyNjUjx+lw282VTnQRiiUR4p7RfNgvQBh9TSOhVGyxtloMvr/lbSU5eAa6gy pMXCdiVw2ywIKoPTdxwn9qoPn4riz/knDsVrciJOKK+ErFymKJJKAkgi6Sf9dgp90t2/FJQWD9Et XgcOS+r+fMQyrpE97nMmgkuyZrFUdDOZic6oic4SyMpUcQF68TbcXBVWRkwL6P5Jx9RXRkyi8ye9 e2OpOvwsCs5PKb58Ty+BOJ85BdtY3JyFPJVtKkt6MUcQA84sk/XMAo458oO0MzoLwecxBP9BCY41 SoaUxpDKtEoU5Ec42rNd+soz/dFnL+A/UQ7JbyjqPGiInTaIFdHBezxqwkdkIx2xMEpOhxbt+uzl rycFJtwuous7xYf4pK7fmh2TilobKZjK6/hhd7dzeXXr3gPVjYd2rEF8SjSGcFKT4nsOM/dUa5LJ mgSLrahFr6A9fvQCirEmPnk6fZ/CecSVPh9hQ+fS136Ffi5eV9Hdeg3A47uL8OI7sL6FLyCC9Q32 qhf8L4ztMsQu/v4V3PcG9+nzX8eoeAmxC34TdGFCdE+56DZoRpJP73FOiy/21TZJfPE91cRnMfFZ tfgqiO85F1+fv6SOfZY2KcTnkahUxxwWOKaaYD0mWK8WbAXBrkT9EhOJ6IDEzWIQSzKKfYc5+6oJ 0GYCtGsBztEzxev0T8m34bBJPVN9zGGBY+aiXMOoJVtBslP3y6NXo03rmQOexhbbDzO2V5Oaw6Tm 1EKbQ2g9cjf92Kz1gKd5xfbDjO3VhNZgQmvUQptDaF328ZIIFiGc6fbDjO3VhNZkQmvWQqsgtGdc aJt8Dusn/rbneHqKiUl1xOHMI6qJtMVE2qpFWkGkj7hI2zQ4ex6VCgTRPKizqA/KW6uJy2fi8mtx VRDXkygoxJ7D3lQjx/PTPXI8P91TTXRjJrpxLbo5LN7PGnuTt2zxptsPM7ZXE9qECW1SC22OWL03 HZ2OgoKVyI+M7zvM2VdNgAETYJBo2GqkTRNtRJ8juKDXWInM0GqkPfL+wxn7qzXS4NljXHaMGLDd jpn4ZSV+2YlfQyaALUqKV9HWl1xbN6kghsYbqMBgiwqP8EPjU511VYpi6pafVBT9B7Mp9hqjVsMY JffaTrR3YgfwK7HXFTtdb+LrRnJnw8m+sCG3SO4qd6/5i+uhc+lGmwpPJpQPHWtvqHCKDTxPdcNS NrGl6yMziUEEAWtmFkkpJXhdN7lhnF9JOMcQFtuykP5h2paRbnpeFgzjAHYnd7bkM3PRXvCNbhjx 5xxx3DMizrugmZMy1krK0HWriSZUTRm6bra8RhZlgKq68rlu3qmNnFMNuUWFGO9WN/+G9eIF1wvG dJENnNULs9km1jXwWxg5rVfJ77pucktQxqqyUyrCvdAO+GzEd7O9ZLOle04rg9MbSsMxx3VuGCsR TUQxxDSumIWTcPXzGzcbp2LXuSU43aOoqxJOTzlO4rN67MPiH2bZPBXpmPGdslWwY1bByzEZMl3p PzTjoGXiqdbfO9b2G9aFFa4LsVe0wb6ZmuC6WMCudh+aejMNZ2SdXFdmkhieeGJD2tlw4oAmbxsn a/hfYWW4xc2/JfrAvJ+0z5NhHbKbxSOzglamyHVuGKEnEXviK1vZ1wVn9JeW1YL2ZymcbeK/LIUb OSNrZGQonOumNXmqcOMJ/lNigUreLEqet7r5t0QbcM8nsqdxbbCVcDZs15CCZyvqAqNx05fySc1o r+ubE0NNIZNgPPLHaYneTBMWmFfe7HYur2KfA35GPstbbYdqpDFfGX06nMvkG5IW9tAPUb0/O556 K//UzHI++/scWndMnwjEjweyeXMTui6+OiD+edwnYioH3BcneEGr+TX+gJ/JjR25EvtYunws/6hu qU8FN2ivS58Fxk8A46e4fdhiRp8Kxg/6NWFbgz4VjP8cOrIBfw3Yg79C6WmmbRwCSp8iROSneQJy OqHeM0kdaUpP0qa69wuq/BpQVeZF5nVX4Ij3hOcBSPV/2PPP+ETxU3rZ2AmXetTb+VmPtP8kJPk/ 6cwBTSkd0x1VZ+rTf1I7py+MW6fod/op5a/pU+hOhY8w/5F79cnnexXpGEMP+0KHv0fJo7KeLDSf ETIX5BFg7xqnnvFJEh1odxKh5/Ruh994JiX7GjGcUtd4NkUo+vAYcsA58LFot5U4Y5VewXcOPTvr ePk5xYfV8UUeNPGatOgEGCPrjKmmi5rEM+ZNR32ykZLhVOf3qKr4gn9C5ZgsiLiTId1pqilqqX1N PViX7sVmiySYUqmh+KlwlYa+oJEhfLU64Ab86BE7zJKdrnH6LsHcjzhzd9nE1pqj7wBHy09Sc3TN 0TVH//45uk9M+a7m6DvA0U7N0TVH1xx9bzj6CefoX+g5f4E71Tx9F3jaqnm65umap+8NT6+keVoz a6a+A0xt10xdM3XN1PeGqYVH3YcWow6hPtc8fft52q15uubpmqfvHU/Haj9qnr4DPG3UPF3zdM3T vzOeVrTn1tfosW8p3nfmNgozd12jVzN3zdz3h7lvQ41ezdHlOLqu0as5uubo+8fRN1mjV3N0OY6u a/Rqjq45+v5w9G2p0at5uhxP1zV6NU/XPH1/ePr21OjVTF2OqesavZqpa6a+P0x9W2r0ap4ux9N1 jV7N0zVP3z+evukavZqny/F0XaNX83TN0783nu5AS/DZYz1GGkXksloSRz+k++ETwvEludMD2bY0 G/6N4fzmQrgzn0tknF3Jm52HH54n7qzWMbQwpoJpxVnsDa5THW7mHDuraiR+bJobLWiJU1rHXnAd m76z+23iqFrnZuucJ2nAdevcH7RGCY2zl6pxz7nGxTlS9j8fc53DamP0BZfFbC/orcrMqmB71uDp PpPlRa/x9Br8z3R17m3zPi3pyLqGrfY+b877NKU71N7nYrxPA3WvMk/34S4Utd8YT0/o6pesT99L njZrnq55uubp3zlPp7MELxJ9ZI3azr4NehKL4lZiM7Kn+5bD1t/AvTHi+KBhrTNrafX513LNwCwe NunbgU3QFojDQfeRc034p0c8jNvwGGyZQLlJzB1QzIhsHN4Ctpjd6+zSfchN9aGiej2vRq4mNHL5 GYUX8YzCDH2crWUOt+EBWW+08Q34Z8Px1bWsbI5hcRbtrucYimkg04ATYpiEBmo/4L+ljXgl9fBc +zdvk7f23yW1cKS1QBN8+Iu+44R8TpsskNBCzH6hDgbEgExv8GjkRNTdMRyf1MK/wJ3a8FwBPTXr IW/h+c6IHdCy/ga/LyJMUMP+GT3dA7rzGv5NXPWB5kmS/Aru7EjH+DO8IdmmPqZMTWYONqEjq6BL Y/BgP9Pxa7H+xbTjO3jqs8gz4Eyr/VVm0qXqyre8Tey7w+m2THhrymmNBchboAUjYiTGWC3QByPB Xbh/DFfRSbOQ41rkF41Je+RI5Xq05hX1ElkmbwmjU8rUXWSwyAvSpThWmWeV0pJX4MHj16D/Cr0Y 46bPdP0LsiEfl6wbe/zO/5Ra48O2f0etmUc3xpFumLdON1YoVzsppA2v4JppaRU58yVxc3n9W4Uz TujYiNOkp4rFzqU08GH8nRxL0rXHifeAHJf2lsagIQ5olsE15XvymsZgreTcSDOyUqhV6E+N4f86 6eS1aVUp/J/C/s+UPVmDSFJ4zOdL6/X7sO2S57/Oyddhrfmg/YueFvXtvLR8dMB6AsegDJh8DGi7 rZCPuXz5JHr9O8LjA/x9S57t55zKmfixeN9xwSPfaaOMI58mjnyn8W+RZxyNvHNKrOPTM77nXJI+ 82vqIY7EPVlnJ5+7yLksAlW1WLabWfeMo6K64/OMOyZxl7M+Y9Lii5J3mp61iOeatm/W3cpIYFXR yqRm6QXxyz5HfipxjtwvslEvdob6WcrLNR/pF8qzMntKKdZeiX0pdI1z8smSOPslH71g+Vq0G/ic a7Fopyxbj8maepx7McIzqeYhmXtAv81LjDRQPpmqIiaKkQaRT0bfZpypC/PkGR5kjgaoMqaPAPNP 3J+90L7I2dlS8n8St9VL9dNXJItdxStP2mczss9ObZ9r+1zb59o+33n7/AS2IE6XMY5cDj9P7+xV ZOdkzmQS5UysW5czeSr0iK51ysdAzsOtHghqqze8vDra3cDvgr9hi3C6zXQcthVXQonzqQ8s/Jqg jQu95upUV+e/bkK7H4D+4ftSJ5E+v+S5WpEzWeMZg3XA/xOOPCxJu19J7Tgm/xcRWKP8U1C6uhb1 1oK/qLce+SI+LG0aaYj7Ig6NdRWrc7muXE5aLiuELxsdEjUKy8rdPKPKm3PCC6UwojOJU0vKIKAq Ip0kERDeAY3qTEcfdZIB+vk34A8mZPDHaGyQSeA5PZHIwa6JvUvl/L9oHbIz2A8COOvvxIkiLsP4 B5/4Az31R+q5VeyCAyg3SeddeAKXpBTwrKdNPSGg2M2gMTyHxvKwggwZqklHeKk47Xrswp/omad5 8RGXyduc8TU5w551hfS4XysVvck68lLborzmObXfuzE9+XOGnryTWldNP5JRnR5Fddati+r+lHri uITPKBNxjPtDUQFkAx7IT9n/3Bk6MP29rDg9KWti6dK8bMC+gLx9O8qjC5/wxiWai/eTqIet0bOd LfFdDQrkiYf/VcEyxiVg3ikJrGq/aKc0knMzbPcfuVbxn7xtVZiuxedioe1zo2jIJKngPK0RWUK0 lS7lNUdkBQPKdJoUP6H3uAymexk9Z9KGyeO9X0GbZAuoOhMx9LSTRAbzK9S8mV5Sn7Mqnn0z+vCn DH04i7Wsmt3DPmpRJRfroyZdsUnagHUoDvlF2BMD8ozG5Ona1GsD6qX+UrTh28SzFpRr7PxvMs/P 1KiEVjziVWpnVOP8MapjO6R5cmLPWlQnukzt+I5rxyfCmuEe423O4l4lDUmyuH3bWDx21e9IhlNZ vKXM8znNmr0oWPv+bc41KvtWBa+v0kOnoB6uJrcu3W9Y1Xpq3SupbQZVRwaUt2TVKS2yVo2Utola 3pvzGdSSkLcuqypIwr8k7j71XcxbYM0+y2Kw2VHpLEbjhnF/AM9+qrE5b0L718k/WZvuWSr/voD7 /y9nhzOyyp81mrVciXEnhCrWs6M35lNWTycb/D3tGfExZQukZVBeg82pQL9sQt4d2url2GSPcH9L cTfD/S3FpriUK4iz5qi9VF6lGBs+1DboHp/h/POoLhSr5hnGZ8SGPvlK8SOXlfGd3ZKy/ppJPRB7 Zot0wyVvbFpv0CTdwOxVK1Fljv8P6Njl5LGeQuvEU6Z1AWsNhIW0UvPc0R5+yTkroBxrq4AuPLwB qT+cQ74BZaBsbtt8HpO1YtV/bBaBDhpws7MIli/fb2ic4AvvQWxeyRdYtzkOWAO6Gfnlycz2kGR3 HEVJy7IL+a0o2/eblJ+ekKyZjW5SPjtuo10a7bEo54V/2W9cskql5djoMrKKz5XD6JrNylymnPJa sFwZta6XnyvL6AnFtWesrmzJNQHpOy+739ip+YHXJZNvaVT6mMdwA8DzmK99Ir/+IiGVx9Nx06XK JH3f65BIA+TQoLxUg/JT+Nclz8chq7gciTwl7CdU+Yjeq6hXZRJYo2dlT3qaPQcgytz2KP/AjsW1 T0uS2PztLCdhzA9NyK8PqMYA4/gJnSEk7JEf06AepvO5Jib3elqwB7PTVWZ+Z0UZfyRf3I9FE4Yi t8Leu5Kcqyre9LdN1z1dGu+lZu5LXlTRefp3/R2stnRk/XaV2/h2leS7E+/K21VwnECuRZ31pgdH usfs96vIbz0p8m4IuXr1Pr5fRc3H4g3Z+8SlmD9f1uyReTjZqTm55uQlc/LdfONVeU5Ov+f3ulj5 3r71KuytDy+v2hu7x1cB/y/ssl+67hktP+z2It5+TKNHb6fveImYO0gx92Hmnn7nYHSlh91h+xgX m11aDPaOr0z4NTy+MsJuv0OH9Pts3zZbHOEiHB61L6/Yjb8GoPe19XBv8NPl1c892O/q4TZfDge/ wLV0WNmBJxjudI6vGoE3GlMkODzqzn+RcPOod3nV3aM2b+z2cdHbpV+9dTgcfuxjk3u0Cy7SG/Lf gIARrvd22WKAD7u+vkG/1ju0GMBlJnBkB0/Ywovq4Y+9vx1fWT4sBwjWj70DvNWPvR6ev9XdwcWP AzjG8WC5yX4O8XI/DtoE6G6PkNzHxm0NdnHb7uAQFx222B0Q8huDPTxtc2OAd9h/M8BfuwP6tT3c w4tsD1kY3aFuiOb0N1pSGXx41KVjj/ao/cM+XQ7OxMVRZ50u3j2CC2jh/p59eQV/AO+QFgFbGGyh SwtYdvF4UBsnpAXIYn+gs2sNDL40+dKi5eb+Bh43XN+l5vR+xsURPggIrn1Ix2y0Sds22uu0tbNO vzp7l1e73WFwpf/ghMODHlvp7/At7QO+Em4cEcTh3j40b2+/Q9cMe1v752wY919ADcy9WAPi2Nkj ofV2dtkCD/8vMtwODQ+aVNqM4bVLA+WsnJmVOI8orMZtFpVzBUQrFh/oBQcAJAWtDnffgJh3199A //5pC29z2GcSj4ZQPJr8ie3Z3SVk9phO7G2QZnZ2SO4bu8gAm3ixjZ9w9+YuXH5nbyvacHTQpSkd bJGc4EE9yhyPWZeaOKxLNZM9auS7VsjXnYnTEut20zfFerNhNMX6xBvrYn2kNyZ8fdJoQffg233L taNrNpzo3KZjedF1Ro3oGE/3MNgZrgN0+N/rHRDkawZBGKZwNDiOT2M4siTLz/B3lEDUYIjq+Yim 7hludcD93epsY2/tvMYjDgbEmgcD0s7w/wBRcmcY33cRagAAALxta0JTeJxdTssKgzAQzKnf0U+I Fh89anwFk7ZoSrU3LQRyKxRyWfbfm6j10IVlhpmdZWSbW6g6ZiDAQTANFMcVHrzQEEYxNlxpCJIQ u7LX4LG/G3eQ1y6lt0ExCgsiGy3kbT07+94JD+IiP0AOhJGJvN0eSYCyXywmXISVPsdaL5RCWuCy 3oXhWi2NVvjrdxtcaUqx8WR6oeqfBlKKiruPihcGEn0O0wA3HiXz9ONTeIp3HqURYqEyC7jNFwMP XtBz8AFRAAAC/21rQlT6zsr+AH55PAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeJzt2Y1u2zAMReG+/0O3Q1AYzRLHcSyR ouzvAAfZsqGReK2fhj8/a3x/r749KV986TpnyP93Dvl1W2q3/PmoIxn9+Ud4HnNu9mtjacm99flp ec4q5H90DJnr/jGv5bVHHlfPfy+j1v0ZaveKanN4N56/f4/P/n6dn5VKc6uU/fJ5leoTwXzzG5v9 2j1gZuaaQ2z2+/efff9/BqrO4XmdRWX/f/5V6xHFHPONz35hbz3mqNt76s+j7l3vDPtFxfFn3fNb 5y7/SMbu95/UpW4N31Nz7Dnnfa/v9WrWcB+jx/68h+as+5ixz0et8eee93vmXqs+/akwv+w+3p7v 9d79/SyMmEteH6/Pvi//mJ+Rue57cIbz/pHM+ejf16N3DSr1cK/Qv2+lZ20qZb98nuy3ya/P2OzP eo87Sm4NYrO/Yv++laga6N/PQU694rNfuFr/vpX4OtS969kvYuavfz8PcfMfu99fpX/fSszcc857 /ft2+u+hOeu+B/b/3vPPPe/179vp1//LO+/178eif48b+vfXQv/+/FTq4erfx/LpfVr/fn7a19TY 7N3j2mirWWz2+vd10L8/J8fqG5/9p+PznLSxv35173r2ixj07zF6v9e/j+N9vXLOe/37MWz/HpWz 7nvNQ/btjDrv9e8zeX326t9fga09OOe8P4r8e/C8F2ev+z3vIYq1XMZlv/U+Iojc49ez17+vRG72 N/b8fubZyCI3+3u29gH5Z5G75z/iDjCanOyP5vm4R3jt/Zp35u9hfD2u9pq77u3r1ci56y3Ivxp5 2d/Yyt+zMYJ++d/v96/ufJ9+97P8HEbZ/8x/zG4ty1f5Ipu4+75MZ6D3/Z8kSZIkSZIkSZIkSZIk SZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkZ/UfdArgr9nm4JoAAAXVbWtCVPrOyv4A f0jCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAB4nO2cjW7kIAyE+/4PfT1Vq1X+MBiCmbHxJ1nt7W0T7AHjEJKf39/fn7S0 tLS0tLS0tDQiYwYdm+j24d+/Z+RLn0nf6f2pPe7nd3SMotonzpImpf+T/j1Lf7kfomMV0XyQ+ttp f82zdR3woGMWyZ70ztHrQccsih185/gR7c9/22vS8UrHv4KOXQS7xrtXEytS/7X6a2iN2VmUznP/ PevAtdqvQFt/XucndAw9G1edN3b9gY6hV6vHWsrzDP3kTOaAd/rP1NNq/bd9TnQsPdo5fnNA6P8B HUtvxpfH35A5oF//Z/y8g46pF3sSQ/8/0LH1YGvX8VZwtB8dW3Yrx827/n9kH9DrH0HvM7k/SK+/ r3v8feR1QF37fUDHmtEOVtzDw4KONZsdRM3/z30r6Jgz2Y6gY85iV6KO/zuZA8r6P2MUGXTsGWwP yn0ZHXu0ybGJP/a/oDXA678re9cAe1Ff00BrkfpjQWuB036X6707V1/ReuDHfq0GjNgv9n5WSLfG H1F3iX3uC5d8H4uZd/bMAa0Y7MVedUDL/335zIdofXLsW1J7bv0wtEZr9Nc+wx+JVs0be4/o3cdW DOIhXc/uUQf2xSgipfG/x3tDkv5+jdZsrf7x93z2EasOjL2W28te7w7JsT2K/xyQvAOtX+pvQV8u RGv4Xv/M/WV0cUFrmNpbIK0FnH8ev6O1HNf/7lvyoVYT+18PkvzYF926n/QdtJ459t/y5p02/vpA Mh+0pqk9Cl/3hWvtT+7EWgt4+pVrv+/xM/7H6txEB3cdmFjDnQfKz3Ll2LcArXWO/5Xwrwe22ssJ 47Onuv3Bf6A1L+d+ljhGha8GuLbNg/4e2qgDrf117HvFS7/9wpUDnu3yFEuP8OgvtYsb72tUPO+T vz676IXr+Dk+8+gLeuz7itUZ/75g5wG/PNfRvZP69+HXl/v8hLknVG+f5jME9XwpfZeX6z12Hv35 Y1f3yYcPqPXg0rmf7eKNn75f8/ogsXbs+3yHi65vc/sggcv7zOivk1p/z07qX+Kok+L4KD9PwKM/ ctyMv1fHB/IcZad97zMrM/UfOda1Db7zXN/zQ3ZjX6sDUv/yfUjf+t+p1952eV/TD/nqZ5t5DuHj Obb1tTabsa/xeYX+9s/NcNKKbV+tOz8Oq/aA9PWxuTlPas8q9PtW5+iPrPta52mvQdn3feTeAemc c+oA3fk17ZmNPt7z/W/1Od+1T3neRzN2X3Ht3GfJ+Fr7Gv+Zav65NTAHPfGdc1+wdVzd/6PmxA/z 9UevaWraMLbu+b7fM4x/y+tfNCPX3mN1oHy80XatZP4a2GgbWOj3l6v9vczUfmwOYIpf/3jgxr7u l2MyVoPNZezY8/xk6tt3bO5/XONSnmNL7bCl/xxzch1inUMbbzv9ufKiZg24/zqgfUwG6vcgrbT/ KZ7bH/39m8Vn+/Xed+OfJU51+vxj82n9vhdfY0RHVN9w+n/xECt5b0Dpu+va9Y4V2l/rAK/XSC2/ GLG9z/8+B2j2xbEgXyPxgp/3++PE3Ae86V/iyMGr9T9ixa1xC9/6H+D0l2DrF+V9WhH0R2j/jBeb 3nfKa6Z1/dl9+gP9/qujHWYuTqNco/rUH1P3+9Vfbp/n/I/Uvh4z9v7w5ZoDvIHWvp0DmPvBM4dy 7eOVwF3z9eUALxzx9ARac30OYEO+Fqh/hwu05vL497QW/OWuvx9qedhCX9+5n/MZtfe0xtx5396I lc7nOZaa/WNs9Oy99eITknv/rfX3KJR81vwsHUP7OSuRc0ASh5bm1n0ick4s5QC2umZmO2bkf8/0 7Flj952pfUxtkfDQRi0aXyz89ZwXWmPfo093an7Muvb/Hssb6DrKmp65zeIclud9S4/2LG1mJ16c /gPmLn6uuYgP+AAAAnJta0JU+s7K/gB/V1gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHic7dyBbtowFEDR/f9HQ4UQCkkc 4mSQZz+fKx2tUleteTYJ0Kz3++1214ce83mRlr3vD3tFj6y/JEmSJEmSJEmSJEnj5D6BvNXcB1T6 /Ah7YqRjXP555Guztjy+jMf7/vjfOr6Mxy09OrO3379m677aHmi7keczwnXvU6Md76eyPydYH8e/ gd0XH+9fM7Lsg6noNWjJVL51LhU97xaN0XN/R8+6RdN8sp4DrH3dHsjc7RY945blfew/i55v66ay 7QPn/uN7YD67DEXPtgdZi55rT6aO/ry4pXPF/P2s6Jn2ZP06MHr9z74ufX5d9Dx7sz3LyEo/jy19 bl30PHt07l6hq6v73qJn2aM+2v+5ZfQce9bffSTL79e1/9r1j94r79csa///63+mq9b/07/jNd/1 e6Cla4T1H3v94+eWSV3WP6vW1nbe+j7m6HllU55zRHuvL1z3f7sHphmX1+LX7xnWvb6MnlVG8zUo fbz1d77Z/vpHzymz9VpcnXN/O+vfXtHzyW6qhce+/9MVuwcicu2Ptu7qc0H53o/ouYxkOfsWip7J SFpa91fRMxlJG7nHJ3YP/OIcsPf7a+b39rj2R67/aw1qO/u7ijznb1ULRc9gZM+i3gty7o9W17f3 h3t7WxL5+I8+dr5d/XPC6ONmbw+U3qc98/x/XfTxUrsHjhV9DAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAK35A9bKZm5UV6STAAAKtW1rQlT6zsr+AH9XugAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeJztnY2R2zgM RlNIGkkhKSSNpJAUkkZSSG6Qm3fz7gtIyVmvHdt4M57V6oekCBKiAJD6+XMYhmEYhmEYhmEYhmF4 Sb5///7b78ePH/8duydVjnuX4dn58OHDb7+vX7/+qvfavmf9VzmqDMP7gbzP4vbwlv65u7aO1W8n f65HVw17Pn782NbVSv7u/2x/+vTp199v3779/PLly3/6ovYXta/yKSovzuUY55FO/Vyu2s+x2m/5 k3adW2laX9WxYc9Kzp3+Lzr5f/78+dc29U//LbmUDJA5MmI/51T+yBSZ1/5sF/RrziU/txPaAuUb 9uzkXzLy+K/o5M8x5EJ/tQyRc7UV91nkxzXgPr46hj4AymM9MezZyf+s/k/5d+8M6HnkXn+rLSDX 2rYs/cxYyd96AOj7lZ51w9BzTfkj15JVXes+SF/3mMB5+FmSx3a6IduJ9YzlX23EaQz/UnXi/nO0 H13NWJxtH6dfZ/spWVneKQ/6beZd13ksl7KsbdogeoYxyeqaYRiGYRiGYXhFGMffk0ew16f/828v 71ny3foeXOprujb1rniEy+jtagfP5mdInfCW9r67lvfznfzP2PGPfIZ5nvd1vsQuvZX8/4b+8xZc /vSzYc/Dpo5NJv136dvDF+Rr6SOdz5D6JD/OXfkDTedvpIxcj/3IvizbL+3f2qWX8rcf4lHbQMrf fjYfcz8pfYnOLLkgG2y+7Oec9AvYZ1ggI+x2BedR57QPk/Zntx3aDPdCnpkW8u7s2Zleyt919Kjj ga7/A3VoveC+bT+OfXtdjNAufsh90HZf9/9KO+t452/MZ0r26/RZXZLes+t/QLbpAy7sqymZ4W9x f0OW/L+TP33fPkDH+1ifwM7fmPInLfwA5NPJ/yi9V5E/z/b6m7KxvIv0xdsX5/re6Qb0idsJusW6 GHb+xpS/z+vkT5zKmfRS/pzX+cP+duxbSz9bQX2lPy39d/bt5bXUbdHVkf19PEfIY+VLhJW/MX2I vKd15fF45kx63qYeHlX+wzAMwzAMw1BjW+yb/Dw+v2dcPfaAGWO/H7Z98bNNvosLvRV/w/zDZ2dn 0+r84NYJ6A7HhOfcwPQtQl7r82tfZz/M8qCvRj+co7OrIP+V3dd2MHx82I7QG9h/PcenSL9Qxu7b Z+dz7LfjL8doH9iR8UkNx3T93H4X13uR8uf6bl6nfYG271rm+A+6eUSe65fzz+y38zXoiOn/51jJ f6X/V3bw9KWnTx0bKe0i+7FjMM4cy3ZZ4JPYxQsM/+da8u98fuC5XyUvzwUszvR/cFyAy8m5ec6w 51ryL9DJ6TsveIYX1uHOc/X8X+kGtzk//x2rUMzcrzXdu1ztW73jeXze2QIYw+f1xI04ndTP3fif ZwDk+7/LyrFMe+Q/DMMwDMMwDOcYX+BrM77A54Y+tJLj+AKfG9vcxhf4euQaq8n4Al+DnfzHF/j8 XFP+4wt8PK4p/2J8gY/Fyuc3vsBhGIZhGIZheG4utZV064YcYX8SP2zE915D45XfEXZrrazYvSOu 4P3cfmX7kO4p/7QzPDNe1wfbG7a5wmvwrGRs+WN/wSa3aksrm5zlb38iZfL6PC7jyp5gm8HqXigz eszyz/bodQqfwaZs2ys2u/rfdrTumzyZhtcQw6+HDb5rN13/L2zTYxtbYP1P2vb50G59vdfn8pqE q+8LkUfK3+uOsQaa18R6dJARuF523+QyKX8/O1dtxnL1NZ38HW/kY/Yfs5/+SXrsP/q+mI+RT+73 enj3jHu5JtjHIfuFZbl6Lv6p/Lv9nfzTF9TFItGv0e2kf/QNud0x/BTW8+TB8Udn1//teyvSjwO3 kn/XHmz7dzwB/T19R9297NpGxqiQXvopH/WdgbbsekkdcORHv5X8C6/jS+wArNacznvNe9nJ32XI 7wv7mkeVf5ExMunH262vz3Gvp5lpdW1mF5eTPr8uv9X+3X2srs3r8pyufp5h7D8MwzAMwzAMsJpb dbS/myvwN/hTdnGsw+/s5tat9nnOhecKHb0/3oKRf499GLah5ZwaWPnnd+3FtpHadsw/3+Ww36nw 90Tw/4GP+Vrbk/AtcS+WP9+z8T2/6jwRy8x+toybhyP939nmrf/Z5rs+ttPZRmv/jNsicf74erAB cq2/UehvCTnGxHKmLPiI7q2nbs1ZWzsc7adv5joBKX9AD7gtYNenLdg3i/woe84bsd+vm1PS7afd +rtAr8K15d/1n0vk7zkf6O781qC/ybiTfz4POp9uwTPpFecKX1v/Xyp/6210sGNt7MNDPuRxpP9T /rSNTJP4EMcIPLI/5xI8bqKP0a9uIf/CPj3359088rw2x387+ePHq/Rz/Pfo/txhGIZhGIZhGIZ7 4HjLjJlcxX/eit376nAdeOe2PzDXi7wXI/81nt/g+Hrmx9GPmYNjv12ms7KheA5e+upsh/K8oJUP 0McoE9dm+bH/On4fn6bL09mjXgFsoGkPxW7nNRo5r7OpF55Xx89+t1w7FNs/dv5ujpftu/bnkjZl zHKl39H9v/NVYlN+dvmn/qNeufdVDE83TyjpfDsr+VPP6Uf0/DR8P9hm7R+0/9D3tio/x3KOl/dX fs8yz2/FTv6W2Z/Kf6X/U/45/9d+ZI5hq+eY5/Lu1ofcyd9tFEiLNvbsbcBY/1v/3Ur+hf2Qfs5z LuMS2gN5nNH/kG2DNNm2T9zt7xV8Qh7/rWT8nvL3+C/n+NkHmP7BYjX+28m/yHn+3fjvVeQ/DMMw DMMwDMMwDMMwDMMwDMMwDMMwvC7EUBaXfg8EH/4q1s4xQEdc4p+/5NxLyvDeEN9yS1j/mLVzMn/i sSjfpfLnuo5K6+y3Fro4lI6MJz7iklhA4pa8Ds5RrPtR/Rpio+DacfSOnfJ3eIkL7GL3KZO/6+64 X8pLfJWPkXbOFyDe3DHnjtVNvDYQawhln2UtMseb7/o1+Z85l/MdP0tejkW6pH6JOfLPsVHvsa5Z rtdGuTiW638RD04/5X47Oj1KPJfv29/+oS3sdADxusSSeU5B3hvH6We7/kP+jglc4ftO/eJYykvq l3MpJ+leS/9nXH7i5zJ9mzbtfdSzv7fh7ym5HtxuXU+7+3LeHV4bzPezaod+hiK37nsfcOa54vky OXeANpQc1S/QLhyfei127Tr7K/3H/6Pzsk173leXHv2P+0pZua9a963K6rWiYCW3jA3t0qRsOY+F vBLnle2etpkc1a/PI0/PVXor6MFV/z877v0T+XOO59xkmn4edvHgTrebh0Sd5zcqLlnnqxsrdjrT eWU79Pg4y32mfun/3XyFt7Irw5HehU7+OX+j4N3AfZV7QsaeI3QGr+mY13jukOPVrXOPWMm/a6+M U6wfVu2b/C/V57t1Sj1v6gxH/b/wPIvVu0wn/6Oy80ys8joP5ERdsjbcaqxmnZnyZ0yY6wR6nS+v K9i9W3uOmd8dunLw3UP0Ta5Z13GmfuHoW7sce495i7yjrvLNeRoJYwXIekG/p970u/SR3jvT7nfv hKuxgMc5l6wTeslzele/lPtIrpzz7PNWh2F4M/8AoIL6IOC/JaMAAAR7bWtCVPrOyv4Af15ZAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAB4nO2ciW7jMAwF9/8/ulkEgZHEtiLq4qOkGeChtTdpZI7li+0+HjPx93d89490SUze ntPff6Ou46x51TRacrAf9PMflfp9QV3TmbIG3/uAuqYzZQ24Llzbv+U8oK/ljJmP+/sBdR1nzZxw vt/P//05QF2/2ROX/DlfXbsVMivquq2SGVHXbKXMAdf5+/rH/Z7+D++vr+o6rZoZUNdo5URHXZ/V EwffPq7HZ8yQcdh6Nqn3eW2zuv7q6FHMe+4pfP3njgXjfaRQ11+d8cR1P/IzZ0kUfLbv+juF6vqr EwHltqnrr44v19/dibBtagf7+P/GZ7v4PYKI/v22584/93/+/rXX+akxqeuvjjc+22F99oh/T3y2 o+S5M/7H4Hef/f68OtT1V8cDH/fnr9qxzZJxjL2/v/us3+v4+4Gx/lV9vNR8P//b/T6irr86aWL2 70vGYFmnrr867fjN+9zn5tdfzwnq+qtjI1IP13qdd3f+x3+5/0juj8+r+X9h8F/n34bW/d11Hv69 /I8dW81xPrUe/23+Ff176/H+PE789/f/jd+47P2c9Hvw39O/n/cecz+1Hv92vK7z63s57/fjv7// Fz7jKH22YwH/rf59xjHC/fF+/Nv8e/fve8Lz3971H/vZtj5t+2vwX+bfu39vea6XW85tD/7THjR/ f18P/sd4iNC/L6GkH4T/q49Z+velcP63O4nYv28F/zYvUfv3reC/xI3Wfcl1nBX8W/2MdV/bv28F /+qk6+4B/vXuUy5S9NxP8B/De6/+fSn417gf1b+v+Tm5n4v/vu5Ttc+tb32t5f349/Hf67ke/mdI fzj+z5J0nXPw/G/25Gt7rE+9prR/Wwr+/fzXgP8Z059RzwfxP9b96P59K/gf496rf98K/vu7T9Ux Ivj3cz/yOq4W/Pdxr+rft4L/fv6jOC0B/+3uU7VMEWk/wX8f76r+fSv4r3MfpX/fCv7L3adql1vf +toR4L/Of5T+fSv4L/PeC47/MyVu/74V/Nvnf8T+fSv4t/uvAf8rpJ0o5/sz+K/zH9FlDfj3mf9R wT/+z8v4v/cf+TquFvzb/Eft37eCf/v8XxH8l/tfZe4/wX/d/I96P18K/vF/XsZ/3n+qfrOBf/yf l/Gf98/xf6esC/7L/K8w5z/BP/7Py/i/+l/lfH8G/2XzfzXwj//zMv7x/71OXX/cjwL/+D8v438P 90/w/9v/ivd8n+A/P/9X3gfwv6/7J/j/7X918H/v/qgD8383/3uB/7T/1ef+E/wz/8/L+/q/rwmo vfj5T7n/vB5cJZ/bleL1b2ovvvP/136wJ2ov2rmvHxvx8J9GPTbi5f7+GKAeH/H0f90H1OMjXv4/ ee8L6vGR0e7vjvv43yEW1GMkOvePAOMko/3/ft6jHicZ7R7/u6UE9VjJCPf2Z/z/AXJufSbHkHNI AAAC721rQlT6zsr+AH+FOgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeJztnNGOgkAQBO//PxovxpAFYQFh2e4ZqpK6F432 TouA4r1eU4bh/ffPXH9izLE2S3Um+lfO0j+7P/4z3J7lMKhz0X+vWX6yfudX56J/5Sy98/vjPb+j s1Rno3/FLN/Zyz5BnY/+e85yeizguwZ/fGd3fJa+7wH+RO5/eT6gzkj/yln6rcUfv5nRf0/8ZnZu luVcQJ2T/lX9F9RZ6V8xS7/zAH8y9T9HnZf+e81y3O799gH+ZOh/bU0e3wv6k7X/D3Eyq6B/j8wq MvY/J2LmftC/Y+Z+5O9fuT5/Mvbv872gPxn7L+tSHwv6k6H/teuCPdboT4b+52up4ZlZTfb+y37A M7OaTP3X1zcSI3NPsve/JGLm+3ha/333A/5k6X/vHKDgk9mBLP17rtefjP3Pfxe2drtfZhUZ+/dZ sz+Z+j96DED/hSf1P+4X6L+Qqf/j6x2JkflOntb/koiZ2/HE/vu9B/jzxP6n3Hsu6M/T+4+ZuR1Z +9/7DGh+H4/MCjL2v/57sC30mVVk7P9X7puBP/Q/EjHzdej/zmuE/aH/KREzXyNz/7XrQftdJ+xP hv5rfW5dD1y/P/172ouImc9D/2tEzHwO+i+0Pw/wh/5r3J/5yGfUfVB3q+//+//Jt/le0B+2/8J0 e6R/NxVEzPwb9L9FxMy/Ean/6fW7La3P5epslo+39Xwq9d36bUut+vc4vt9D3a22//2O2mf2el2o u/Xb/keuvT9OH8MZdbe+/X9o27/T64H9/4f9js5lPnK8p0fd7fFZ9jr+bzOjOd/Ppzzmn2dRd6vf /veJmnsLdaeIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiI iIiIiIiIiIiIiIh43n9b7h42SlORYAAAAwFta0JU+s7K/gB/hxgAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHic7d2NjtJQ AEThff+HpsYQwy4UubU/Z+54JpmsGsR2PopmE8vXsixf1lprrbXWhjc59DbtXZbbbUziz+Ou/noP vVNr3+39Gsr//pXeqbVz5Hajd2rt+Ps/G3qn1ubH9/8M/98OVPmdWpsf/a/zf1xvaf8uoHdq7c8k 2nv9X+efGP05/+9/H7Chd2pt/vd/vf7153dqbX7015/fqbX50V9/fqfW5kd//fmdWpsf/fXnd2pt fvTXn9+ptfnRX39+p9bmR3/9+Z1amx/99ed3am1+9Nef36m1+dFff36n1uZHf/35nVqbH/3153dq bX7015/fqbX50V9/fqfW5kd//fmdWpsf/fXnd2ptfvTXn9+ptfnRX39+p9bmR3/9+Z1amx/99ed3 GtmRPgb9R8/1+Z6Xz/e5ff7x93tRrj1ujtfo/+z/7nk///raa+H18ymOOEb913Kk/9Z73W4Lbak/ cZ5e/+cm/fqf+zOK8pNw/Y+9HmhL/f92nluv6a2/h7fUnz1P2jJ1l3052v+8z7OhLfX/dJ7nfpYR bam//vrrr7/++uuvv/7666//z+c6K7Sl/vrrr7/++uuvv/7666+//q/Pd0ZoS/2PuP7//fVBW+q/ 5zz3vy/Qlvpvuf4/eW9/PdCW+rPnSVum7rIvhP/Ie8PrY2hL/T+d57rbyJ///ueP0Jb6j/ivP/8R oS31H/U/53sAtKX+7LnSlomb7M8c/7dyhmPU3+pv9bf6W/1tfvTXn9+ptfnRX39+p9bmR3/9+Z1a mx/99ed3am1+9Nef36m1+dFff36n1uZHf/35nVqbH/3153dqbX7015/fqbX50V9/fqfW5mce/1mO U/9zt6SPQ39qy/v9Bejj0J/cUv9jM5//LMer/3lb0seiP78lfTz666//1Vs+7i1EH4/+1/YXF5Kv zA80qmMAAA7XbWtCVPrOyv4Af5KBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB4nO2djZEcKQyFHYgTcSAOxIk4EAfiRBzI XunqPte7Z0lAz8/+WK9qame7aRASCNCDnpeXwWAwGAwGg8FgMBgMBoPB4D/8+vXr5efPn3984jr3 qufic6WsAGX498H/Uen5iv4zfP/+/eXTp09/fOI69zJ8+fLl388uvn379jvvsDdlBPT7R0bU+7Se lZ5P9b8CNtH+rvZf9VH6dpWmk9ft3/mdXVTyrOQEXRq9XqXLrmftvHs+cGrnq3rr7B/la991ubRv ex6aD3kFqv6veWX1jvufP3/+93voLdL9+PHj9714hrqoLwtEOr0e6TNE/p4m8oi8uRdlq15IF9f1 eeqgaSMvT0cd9Hr8jc+q/8ffr1+//n7uCjr7c01l0fIjTZTPM1mfIz33Mvu7DFGe2wibx9/QmaaJ 74xbXHM9RRqd8zi0fUU+pEcXyKnpVO74oAvassod11Qfqmctn/F91/76zBWs/H9WZtb/6X+dvIHM /upvqFNWd+wcelZ90S7igy/QPqh+gTxWcna6QD7KIT/3FVWd/fmQz8vfGf/vMRe4xf7oPPoj9e7k pf6V/X0d4sC22D3+Rlsgf/73foas9FHai0LzoU6ZLvC3LivtkbleZX9k1Oe9/ExvK1tcxS32px1r u+/kDWT2V3+H7836KH3d/Y/qNu5x3f0kviOzP3rQNpbpQtOpzWkXyO/2xz/yTPzlGc03riHjM+xP X1F90J8BdfXv6m8Z3xyaHpnpW/o9nqUPdGulyIv7+E3A/5HG7yEnfS8D9caHZLrQcjL5yV/HQ/qH /++yqPw6l6n06bodDAaDwWAwGAw6OPeX3X/N8m/BPbiEKzgt8zR9xduewmPlxKVYz2RxgXtiVf7q 2RWf1nGYj8Kpzq7ouOJt7yGrxrarZyrOqvIfVVx6t/xb+bRHQeXWPRNepytydfH8e7XrTFbl1fz+ CedVpT8p/1Y+rdKT84bOKfoeBed4kIV8nANZ6azSgcYVu2ceaX/045xcxXlp3F5j5lX60/Jv4dMq PRGjC8CzwvMh88r+xO1UFpWz01mlA7U/cmbyZ/7/yh6aE/tXnJdz1sq9VhzZbvnU9SqfVtkf7lj5 I+UUPf/MRsjc/X+qA8+rkn+XK1uhGqvgRvR+xXkFSKtcTJd+t/xb+bTOT9KHo4xoD/Q1nt21v44Z nvZUB6f2vxXqb+AalHevfFNmF6773MHTn5R/K5/W6Smzt847GRe07MxGAeUWs7Q7OngN++vYycf3 4ikviE9Tzgt5sutV+pPyb+HTMt7OZQPKKVZlMyd3rpTnkWdHZ5mOPe9K/q5eg8FgMBgMBoPBCsS+ iPmcgnUga5hVLKpLE3PbHf7nHtiRNYBuHlnmriz3BudiWHd7DH8F4h+sv3fWJt369Zn7GTOuUdeU gfhOrPBRZXbXHwmPXQeor8a3uvavZ2NIr/rLnucZ7mm9nfeKe+6X9MxBpjOe6fRJf/M4hsdos/J3 8spkzNJ113fLyPS4g1UcSffkV+dxlIPwOK3u1dfnSaM+B50rl6PxQOXslA9wmfQcUcWf4fPIR2P+ Wpeq/J3yXMaqzOr6jrzEG1XGE6zs3523BF3M0vkv+Drt/+jKzzNk5zvJqzpnQjnIUp2NyPTvfEdX fpWX7td3Gasyq+s78mZ6PEHHj5Hfimfs7F/pf+dsEfn6p8sXedD9js/S/p7F4rPyPa+ds4RVmdX1 HXkzPZ4gG/+VW/Q2X+37udr/M11V/V/L7uzvHPSq/2veXf+v5n9d/9eyqzKr6zvy3mr/gI4tPobh n3R86fgrl2k1/qvcbv+AnuGrzp9nulrNWXw89TFOecWsfEU3/mv6qszq+o6897A/9a7W/3ova5vc 1z7kPJrP/z2NzpF9Tp/N5bsYgc6F+Z4BGfw+5XXlV3mtZKzKrK6v0mR6HAwGg8FgMBgMKujcXD9X OMBHo5LL1x8fAc/iAlm7+x7M1TqC/dLPRBVnq/Zjvmc8iwvM9jIrsriA7tnV/f8n61e1FbE2vZ5x btife54Hcuh15yJ3uDzSVGv0zi6ZHvRcoHKklb5u5RtP4Pvv1T5V7I+YE35jhyNUP6PxK67rnnn2 73u8UfnCLI8sXp1xRh0vWMX7dji6LtapZxPh1zN97ci44gJPUPl/7I8Mfm4l42hVB95HNA6n5/go X/uFc258V31UZyZ4XmPr9JMsRu39hbbH+RWww9GtuA7yq/S1K+OKCzzByv8jK30v41V3OELOUmhf z8rv5NF8uzMzIQ9tlnJcN1U5jG3q3yh7xdGdcJ2ZvnZl3OUCd9DpW/us+niv6w5HqO+1zPq/jt9d /9+xP2c79Sznbt/SvQPab3c4ul2us9LXlf6vz99if/f/yO7jP/rHT1bpvD35uFrZX/POxv8d+6Mj v3Zl/D/h6Ha5zk5fV8b/nbOOFar1v3LeWUyA69pvO44Q+bCfzjGzZ7I5cFZelUe1fj6ZW1/h6Ha4 Tk+3U/cdGZ8VMxgMBoPBYDAYvH/A5+ja71G4kre+W+Me777X2MAJdmV/T1wUa144ANaUj6gDdjwB 61pierqvstsHXAGO4RQaT+xwpY6vBWIWvm4kfhbwfay+Dsdv6HqVMxjx0ZgNbUvjC+ir43ZVxs7+ XV67abROug/e5bhXHUH2uyO093iO65Sr6QKR5mrfynTE9ewcC3ELjbM6B6O/z0U90A16JdaF33H5 KUNj8dVZAbVFxdHtpHGZtK7KeVJH/S2hK3UMKA9LXA/7aKxQ0xEnpdwqXtihsr9er+yv8XHaPW0S PXl8S/Py+HbFq2X8idtc/ZhyyIqdNAG1n8cfPY6b8XtX6rj63THS+/sEnTs93bfl8ngc2usTcPs7 b0A++puUyJjpBlRc1I79Kx5DsZMGPSrvmcmrfJi/R/BKHU+4Q8rlA1dd+ZYVeI4xLrOZ77WgDzlf RZ/QsaniDb39Vv1xx/4B9X/K4yl20ijnqOOgypF9z+y/W0flBPH5HXeonJ/ux7oCHdv043st4oNv 9L0c3FMdZNeVX8ue787Xg8r++DLl1B07aVQmn3cq3853+oe3mZM6BtQGuqfHx2fXrbaTU/5PoeMH c8zs3mqP3eq67yVajVt+X8uvZOnWrrek8bIrnZzW8fS5zHdd2f83GAwGg8FgMPi7oOsYXc/cax7Z 7UmMdZC+K2WnTF2rEu/O1oLvAW9BXo/nsO47PUdSobM/nADpduyvsRbWOzz3FvR5grcgbxaPJE7u MRvntIg9Ot+lUO5W4xUBnnWfozy0xyA8Jqv8v+ozS6t5E0OpuBgvF/k0lqMccscpaT21/iovfM6O XpBdy1G5TtCdMXGOR7kIjaV3PsO5e+WV4Qs8Rqr18/ONzsFW/p9ysjK9btnebG//2I3Yp8d8sW22 b5u2AificWLsre2i04vL7nKdYGV/7OplZrH/FY/oNgowB6hsepKfc0HeX7K8qxiw7g/SeDex1uy3 oyruVX2N7q1SriXzGSu9uL9DrhOs/L/bX+cJt9qffklc/VH2136xa3/8BnmpzyNft/9qbwd+RHlV 5Q/Arl6q+p5gNf+jnnCMugflFvtrue6Hb7U/OqQc1cuu/clDxw61ue532ckHf678n8vrPj/TS3bP 5TpBtv7zfUU6t8jOX6tuHCt70f51/8M97K/zv+rccqCzm/dxzZO+zLNdPj7/y2TRfRgrvfj8z+Ua fEy8hfXi4PUw9v+7Mfz+YDAYDO6FbP23imWAt/Su+Y5nOoWu17rxtoqdnmBX1/csM8tP4z+rvZEB XZe+BVw5+1CB+Nfufs1bsKNrT/8I+1f5aexHYxV+xinjCB3ELTyeDnemvC79jzNxzH2VD+Oefyd2 qnXwdyRWsZKsbhqT0Xbh8iiycrK6wv+4rjWO7zKpvYhTO1e4i8r/a4xfz0vRz5TzrThCLwfdwZ1o +ehFz9WgH5cniznqdz9/SzvSeDryeBvwugU8lux8QLYP22OzxM+9rhWHp/lW+uB54sYVB7tjf/f/ QNuWjlMed804QgcclfJxrsPu/137oxc9j+kyB/Rsj0LTZTZWfWX297mInq2r8lL9KLfY6cPL4d4J Vv7fZcr2WlQcoeuENN37H+9hf2SirWUyB96S/Stu8Vn2z+Z/+EL1l7qPAp9UcYSuU/x/1/8Du/4O 35TpPJvD7/h/rVsmzz38f2b/jlt8hv/3D/X3c7B67lDnKRlH6OXo2cGqfXta14XOM6uzmW43xWr+ F3D7V/O/zndm5XT277hFv3fP+d9bx73XO4P3hbH/YGw/GAwGg8FgMBgMBoPBYDAYDAaDwWDw9+ER e9HZ+/SRwX4T/6z2vbPH0t9pEWBvTPZ5hD51b6nD32lccYnsS/N8ff8I7wDSD/s3nslTdnU5zUf3 7fGp7K+/Y8K+I/bZ6T63LM9qb/Ct8nd79dWG+h4Qh9Yb3bKHTPsE+T2rbVfo6vLIMnVfpPaNrP84 2K+W5emfam+eP7vaG7Jrf97LRPr439+xofZ/bbyG/f13B9Q+9MMO7COuoH2p28sW1/W3RTqs7E/b oU87PP+s/3Od/HmXm+6h1H2bAdqbvmuJfX76jO6x1Xy1TZKG7yc4GUNUF/6uoaxvK6hbV576gsz2 jL34hlWZ5Knv71GZ9f1yJ/b3ve5c53+tJ+eSdJxUWbjPd/SKzHouRPOlPajcV3zTyX5xPV+hvgB5 qr5Nu9zx59nZAc3H95av5MePa/4BdKfvYlM9Mub7fKXSsc95tE7aX31Pr+5l1/mU5pG924/24P3w dEzgnFM2n3FgQ//tzGocZv20M5Yjy+ncsLM/etUxC//p7Ujtr/5d95qT54n99Vwi7VfLzN5d5fOs yv78Tzu+MidAvuzjQH50RxvO/Dq6q/yq53vl3XWByv7qNwFtMYsV6JlRXd9QV50fVucbMvtTro7l el3PpXqf0nMfnf2RydvXM9DFXXbnFpHuqtzdeHfSnvTdOtqXPtp5isFg8KHxD4gkaqLrd70WAAAE 2m1rQlT6zsr+AH+gqAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeJztnAFy4yAMRXv/Qye7nTYNkSUBBluyeX/m16mNQegB ZmedPp/oPD0eX/9/ZjI6U/BfW/Dfr8cjOoJxwX9MVx8D8F9b8D9e32tE1nUiK/8j8/Wqu+foMWw9 n3EMZOWfUb3895Y7U/Dv1x6OGdl/6wr8s+buDroC/3es/u9nK7r9Gboy/9r52cq8j9+rzPzLfffM vO/Z/9fq8q5nHjNZ+WfO2Z2Ukf/nnImOZ2wNy66M/N+KjmW8H9nXsZz8o2OYxz+78vG/i68h+B/L n/V/VV9D8Id/fK7u6DLHdQ5Rgv+x/DOz/xb84R+fqzv6GoI//ONzdUfLPPscogR/+Mfn6o4uc1zn EKV8/J8JYpjHn/c/+vP2ma/oeMb4v/Occxxk5P8TVxlldExj/cjI/aWM/LV3/uTnzDm9krLyf8fX 9o6l/Dz7qMXSMgazj9OM/P14636Vm3lsjcUql1VX44/mCv5rC/5rC/5rC/5rC/5rC/5rC/5rC/5r C/5rC/5rC/5rC/5rC/5rC/7rSPt/aPivpe3fUIzmDf8zBX/0qWje8I9VNG/4xyqaN/xjFc0b/rGK 5g3/SF1t/9/y/j9u+17Cj6J5M/8j9B4T0bx1/pm/M3NF2d9di+Ztz3/GwBmK5u3zb/keHhpVNHOd PzpGn3Mpmnff+h+9j76yZV5/zkfzZv7HKpo3xhhjjDHGGGOMMcaaNUXHhOPYvxQdG4Y/hj+GP8a4 z55q5fbWO+v+nvpG6o+I71T+8nWV4vePviqvt1TzIl8rUl4xVOPqfR2xKN/F3YqvkHp/w33a+Wje bp6VuD/KVPirzCyOLePIis1S0Y7LXvbDe/WtFpPVZ6PeaN7V+aD0fdMXj7+XJ6ONal0tUnLf0081 zt/r6ryX49t79a9QNG91/mu5kPwNqXOr/GxxN+ZgNS5Lztpktq1dU85V18mWNa7h2ZRm/v/KLGOt D4bdMdfaZk0KO7Uup1xznip7l7vZG+Mqz4a9mCynPmtFW1Z9T1lejLvNdaW97nmSdD4fxl87lrkx xkBzPgt9tKm0544l8fzXYjL3bFqb2vpvlPP2AtEMh/iXquVYfK7WaewDN3U69W3qkvs2yc7jp9xj 5qC2jxBlojkO8Tf2PybLlvW/KKc+UxrnkRVf87zV7lfadMs7MZf3RbMcnv8iB+r1Qk1jSpkn0/g7 7Tyde8vzaluy3vK8Uyaa5S7+zpgf4u/cM5W/vK6xlmpZv4z1YnPu4vsAtT/y2aitp7X6yntF+Vn8 N+2dOB+tfUc0T5etlj9n7qi8RJ1uToyyw/wfyr//jGdyTea4La6rMp430cw3PGTMxbFrvirXzWek M94O46/FWenfq83NPVq/rBwoMWWxmwNZpjKWm/Mg69Tqmrj+b9Ydq9/GWFXbsMaxdj3x89/r91/f LYZafRZ/K//GM3Hm/Fdjc2KR5b6scvK81+eEz/6/fjmqldlT50gdR5WtxTeqaM57+NfKzRhbvff2 lB+NT9azR9F8McYYY4wxxhhjjDHGGGOMMcYYY4wxxhhjjDHGGGOMMcYYX9P/ADLL7Nel9D1RAAAE eW1rQlT6zsr+AH+iNgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeJztmolt6zAQBV1IGkkhKSSNpJAUkkZSiD82+GM8bEjZ sWT4mgcMdJDisctDIrXfK6WUUkoppZRSSv3X9/f3/uvra0qF34OyHpdM+xLpX1NVn91uN+Xz83P/ +vr6c37LdaceVdYtVb5/eXk52GPr9K+t9P/7+/svSnWsej+j/2n7z+D/mT4+Pn7aAHMBbaOuK4x2 wXWF1ZH4Fc69WZp1zDiztPqzdU4Z0j+kV1A+yjFKc6SKV2lW/+f8kf1fdUvwRR//ic+4iC9ynMz5 o8KIX+KaZ0uVV13XsZ6ZzUVZHvJjbMrzLFumn1ScWRtIu1S+z+D/Drab+f/t7e3wjoh9eKb3x0wj fUGbILzS4pz2R/yeVh3LN7yXkV73fT6TadKeurIt5xz46P6faeb/7Dt9nkxK+LDsWO0mx1TKUPcz /VTeI6/036gdZ/+u8EofH9b5bA4gHmXk/SfvPYrW+D+FzZhv6ef5boDtsWH26+yb9L18NxiNFfk+ mv0/x5D0VZYlyzur7xKPoq38jy/xbfa1nk5/L+jjSY612fdm81HWg/x6e8jxPNNkzOk26WSZbvk7 6K/ayv+lslG+A5Zt+3t79zXtJP3A+wRp0aZ45hT/ZzzGJPIizV6+JT3q/K+UUkoppZ5Tl9rnzXTv ZS/51pTrIJewYX0bzb5r+vfUX7X2ebU/rDnUmslszXqN0v99bSO/80ff/EtrIayb9PNrKMs56kf8 4zG7v5Te6HqW1yytUb8m7mzNaVbmv4r9stz7I1/WPPKc9sIzuc6ebST3XjlnDZd7OSawd7MmvNs6 y5nriXWP9WbWmvq6UoX3Ota9TCttV8f0GZBXXqMep8R6JfdJl73upTKfo+6XbG+j/s9aG7ZmP75r NPZXvNzHLegjrPOtCT9WL+yXY17/tyH3IRB7GXXMtcq0VabZ8xrZt/8TQZzR/ZH/R2U+R33+P8X/ GX/2/pB24py9GY74M//JWBN+ar36nJd7Avh6VKf0QbdPXs/yyrDRPhP3sz9znXmPynyutvB/30cp n1CmPC8x1jF+MpbRnteGn1Ivwhg3+I8AG9O+EHNt938fc3KP8pj/+X8i8yj1+93/szKfq2P+z7kd O/R+knUt9fEpfYO/iMs8tlX4MbtnGLbk/TrnYcZw4mLntDV7nfgz9yiPlYN/a/EhbSdtyp7ZyP+j Mp/zLsh+W9YpfUffzrpij9FYRdxMr+fX/dn7wZpwwpbqlWHUg7mk+zfn8tE3GM/350Z59TDaQN+L TBsTP/Oelbn3tUtoab1APb70v1JKKaWUUkoppZRSSl1NOxERERERERERERERERERERERERERERER ERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERER ERGRO+Qfh5eOatk7jpwAAAFTbWtCVPrOyv4Af6WFAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB4nO3W4WmDYBSGUQdxEQdx EBdxEAdxEQexvIELt6Yh/4oJ54FDm0/7601szlOSJEmSJEmSJEmSJEmSJEmSJEkf0XEc577vT+c5 y7V397+6T/dvXddzHMdzmqbHz+wY/Sz31L11FsuyPF7HMAx/vod077JjlX2zYXatzfs9tX/VN7/+ je5ftut7Vjnrn+V6nX37xtm/ul7T/ctzvu9f/9fneX7aP9fs/31l23ru1+/btv36zPfnv/2/r/oe 1/er90Cu1Xf7nEXVnx3Xa5IkSZIkSZIkSfr3BgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAA+EA/CvmsuFLaKmYAABFybWtCVPrOyv4Af6vRAAAAAQAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB4nO1crbOs uNN+/zYkEhmLjIzEIpGRsZHIyMjYSCQSixzJm/4IcG5tFZKZX/Wztbv3HmZO8XQ6nf7MYLQZjOm7 rluO44hGAcby561BuAOwGKML+jnNedKtmd3YdW1BKA8nfNgDynfpCwWfMAzD/305Yp7LW5pedfDe 60AclF6OQPz1BlxikRGThMed9ZMqImu7VB4meFTpq3ic2OLyNr8nlLcsy2S0cp/yR0s8CovpOHoS wIRMxvIhc5EcloByULD+s7kE03X+uONtfk+Ad1xn3Y3wh6wvPV6OXAUAGyODAC7+akhFZ1Q/LLj+ 8C2mjxpRsCefffq8ze8JGd7VNg2s4xE0AVjORemJfzv4ddtzsPURCsDZrh3K3sg+2vESTKcWpJ8m /Ov4Nr8n6HRshX4zfupGZpZ2Xo8B6JsBlXxJAz7BNS7MetUMe/m5hy9f27/rcP9nNCTFQLzN7wmt njSusv/ARjaGDX1ZyD7OsPqFlD1O4ahi9ZsGBGDjjieD9W6+C6DPsyVTCZ99m98TOmUHUvMxOGsM SwD2tuphbdtCCzdJgAe4pkUC5alfUdGzO7wNp+Hou3JkTKonAajubX5PUP38IQEMdoQDmwRQyBfA g64wQZOW4UGPNq5tu773KJXDT84WGZpqOrrG7qvVrAHqbX5PgMVNjQrzJ+l8LBNJoLw6vL5rUAAz Eg30APd4W8QzhhQTG0lzCa4z5C7RNurf5veE4tIVE2ZDDjEXy7064q/x/UfaGWZG48geAAqg8NfG 62LrFgWbBASAX1R4/oXTkLzN7wm6rHpsTaE1oqN3rGlL6O0Vx9g0DHi0nh4AHGx93zbGFs1YJviA GkgAurdk/lkdvp+//XwiuX3h8trWqbz/YCv9Jh3VT2RPr/zrsgeNyaqcB8UdHlEAloT4cawP5m1+ TxiWz1a2K6jqcnNbo5vTnir9dnLRheSqB9if0sre6RaCpBCWuKa1fh8NyfAD/JcrurkFLsdmVnJt kL7CUM9YS4YRlGBIYP+TKY/ARXZ34eEv8KQPb/N7AvnqHl71c3v9fSvODbg/jXUa2RcxdCMsvMZz ECPdOJTzoEUTeX15CYsH12hLS8j72/yecOCLf/LqAy/hWmJ83MWzKq5d4+auuwSgi+WfZstWYMAD HwRwBn1pxCemKtPb/J6Qq9VbNPkzGNeBx/OBbe2bkTz+FjHs2/opH62BkEaPsAig0g0kmSsMfpvf E7qBl31b8A/bgAT0duywrS36/6cAMEdUTvczShzwyG85S3QkfTr+bRGJc19//hWq/nbwHZGPuHDm f87AHvjjR1f2bXSPfp9Wdf0/E/1YwW7p09B0X+//3VJWyRebnjjNZQNnPzzH++T2L7RFqndn6Zhr tVuWYjZmTpIpNBc9xA5v83sCajHs/N0h0UFT/Md2vdj/M7MB6b5Ah2MNE9dP3nI2JRpEx1jX4BFj xCIB8/X8cRnBvXPMs3Lo1VAcvFn7/srtdIpspDXk7FNgFMniwadq8MibxX2//1Pc3AD0LUV8cHQV bgMkNCwo+8ebmwD4mE8WnbuZT47yVVh83euhrj8IQBed+vr8dw541vvq1xWTPrnJNGN07BBPt9x+ PeY+OeRYXT42+vBfCoF4sxhIgL/N7wmcrfXl9TlibznrvyzkzW9X2nM+1ny6+JfDB8EyJXyglMJq 1Knyq/PX8+cVHYE/Ge/uqvpUl44EAD5d9ZLumFpluDhACkA+QDi2nL7e/jGdSG49vDuuf/zD0HZq sLhRFu+3v+x3jP8bRWdGX+NesI1ezeltfk84F1nzmaaaf9f/WCERoF3Mx6oLU5bAHn100aoaJJbT sS2RskUJTFgXUsvX+78nSd/jwvGxf1//veZBwB3GYM8V4v5MDv1B2FLIIe3ZuxnqBm/ze8JFc+j6 TnVM477+lAbAfI9T/0n6hpED4YmD4rf5PeGiOd9p6MvMb1gfMXTarf+96o0tzjMph/+cvwxCwLf5 PeHin/8QmvbT+OHqV7O//qcGcIacNCC4QDYx/gr/mMBcefdHAwa0ARutqj0/VY1BexcWC4cEcO4U 9yP8Yzm64nHl+wo5DF+GYueK8tsclu38lC2+ncnzMoKpUMEHxcVjFkDbu3mlnfIr658wBPq4M9/d KipzIio5+hS2SIAt2PNYdN1n4HwlP32H2RP0KudfWP/oE5Q9yxsPlz4rCmH/6DbU/yBFDAkC4jtj RsiappZCj4My6UUE6CI4P399/0uH3T62LHLl33aDL25QjeFhKbdljmuYF7QIy0b0Q89JwRLrnLlz Tp9A+0yJC4tL9Da/JyB/pabtqNUO45fEhd6a2V36S6srVk38qR2iZw3YOHuAzVSgRG/zewLzV+PG bg6s5D4NFMVyZjeaHqMbJLlSXBixZ64tLhNUw/oZ8+Zr5vKxRQVR6gf4c37Pb+o6yZcJK70d7//I MR3WgRed1rAEf7bCYOYkRsyBzFxABxF5UKG3+T0BFw9zdxv6duz47jnZefBgE46znN9nMGtbnGoP FET5PWU+sDRW9kgAAYywU3YN4nmb3xNw+fHQiuDbtcXtOT2/44DWEHd1P3Ku6Oz2w0I49gqY2hwW 9rQm/A0RE4Zv83uC4nI27OBIjMwt+EtoALD037ORW2sRvOtQCGDxhpQ573GlRzRYx5/g36N1SwF6 nhDz5c/QjkgjlDksH3G6NsLBVx3Eu2sxEawi9ZuOSoZv83sCdrLggk7U9KT+9PDGpultmPclJOuX 84ijIocpzKvrV1QEW0aqJ7Rxo9jb/J7Q4g7G3O2tu9Vsxwc28TZQA+ClENAHREutOn33B0BFzHAK znPF6G1+T+Dlp+xnTz17BZNVYVvCQMGAulcId+6QUtQzfGKbQ8gpsQGw3Cj2Nr8nKOKu9UQZXF62 lorfALByQ4CUV90T3OnU6j+58GU+9hIkci3RcqfY2/yeUNOeNnJzW6V/ZvuaGglBPn8u/2wkgBEa 41xwiUxANjbvn0zrv5b4+Df6HzlfbddwNfeBAEpk6/9J9bhlotGApZzxceV4wUJYsMxGNXcjAQ3z 2Cz0Nr8nYN/eOG9g1q4m/harN5zss8s6Q0rHGraPZOQ5W2LmsuKQBJmOv9ji4t30Nr8n5LhR19o2 Xc2N4NUPR032FQcAc5p/hkOufCFsAlO2yOQSan70y3JWyb6//+lS2FsPO3jFua6xXcrpH/aa2oBP wLMV2h5rypDCYLvRVIi9egnf5vcENNYZI/t4jXfwAAiv8QT7fnS1slf+gls9tEPiTdDx90baQ3re foh/Ku+MAnBXdys3hVBNYKCOmHMyomvBJ96yVtgia/3ItXP0pU75/AT/slIw9YSn1lz1H1nU9W87 qulaqm0rzHk5SACNeDDa/fDncBz70iDOxUdtvr7+rYY11d7XzN4vkYD2D4e5cGLuuL+dsl7u2LEs iqfeWmvH0AED/5vBH4BS4tf7P53yZf+T07ZwazP5w0UnyP7bFajb1WOzX51/Wkg7xuiTd1zzRv4w PLCWyIG6wN7m94Sup6U34xCHjshT/X5d+fx30B6b4ISEJACdjhgSwfoPuF/q9EPfwZchCorcBfU2 vyeo3iP9tqPEv+FRFpAKj39cFYDBnMdjMY8f+AInz1gACnrFtcPfCPnAX4h/HDYxkM/fQPsCKDAq xfwPf1fcQrYQYB4hNu7ZJaD5l2FMPg2oUexOf/3+t+MfHz8fS4SOT0r1UwBwxvQNTsOxACYcDuur T2TjEgP2PBe7n2JaIGP0A/NPtezR0SADWHNw9Mh/owHYMWZobl1RHWqKiBol2rNrDoKgqig5lPME 8yHff/7V7g7YrS3petnmJn3Ken5mjvAmnIfEon5LAujaKjWyBsqEqZlDxERJglFCmH4I69f7P7T+ HXt2bQOOUF7yZjW4vA2WuD3PcqIwkrd0SUCLvlExGzAMiX8bdY+ZIhRp+A3/Dxt1muns2+axhQiU u452RNAnYWAV2E1uMerBLDdOijYQIIKxSBw1/gL/DdZ4ymffNu9hsAFnJ2TuazkcMuDbeREEECd/ IKCnCP5RWnM+/cIf4A/KOuxxOPvWqfEnGSzvNlj/jbp2A2AbzDnb2tHxp4oLCdMijYnrUsSzHLPT 7RhCdu7r+x+dhS278WgraDwkPmCSgwabwCLupjYDtBnuCKnOvu5oTBZmAYszpDDpsW8lojJcSOm/ vv+7oaM+cvYLOKPl8h2V//Fvg+KwpzE8B0zjwS1lT+EaiIOUA7FT9RzKSV/v/1U7HdjGF46gANvZ DQP7X18jMKk8qi2+Hsd+zQCpwunGP5ozjfD1/M/BRbLqELNRr9/GnY4r239y9OGWnMCzzqHYPBdy LKuf4HBoz1G6eh+O1l/P/xpc5NkFaOaZF6jrBezjyzzgoK/MRkT+AeJfanddsRWm6Rxe+QIWEs2D 1sPX539P534b6g0/FOQN9R6bZR04JAZSKK8tLd77rBse/JzZPOAeMXHhIYB53v3b/J7gMtdvDrr8 4sqB1qLfqjpzDnxxD9RnNuwB09UodTyOxDDiHBAI8PP1/GM6JzqwrKVvAmANcNPE1xkYPWFid5to xLEAvx3Puhn9VK/FLOBp6N7m9wTj7bUF0mbPyVaoevJlBsdq6/0eE7R371PfVaoNNIXsA5dN+Kfq LIzOb/N7QqfUeBt8d9rcJHBJxg91tGtaj7m/qDYN3ncycksMN0TWL+5fH//DKU1DvVizGvStyqFu UxAbXZIBU//r0P/RdjCBH7ryCLfBrV8gfH3+R3Gl41gw5+HqFNitDSZHnI89peJrFpgl0KP4Bg4h 0O2hUfKc09fXv/vas7StuP69NvU2t66j9c9k46peqMnwQvMmaMkn4LMDM6KkUTrbX+Bvbw1/muYg uQ8AaHx25+ETa5157/3wZyaecgb1zO/P2tmxr4v5ev5dN94G+kJ73twFaW5IDTssfu5ng5vup8H8 FQDdoXerng71901f7/9yxzMhTXiTH7d3koczYlw8Yw8sScCfnRIkgW6mXXL1j52N4uHr6z/e2bCC BqQYZlU8N1VDHZ4ExOxmO7qZCyN6Xqfh1ilR+JMDNZ3rj8ufF+gX+v77b7w7PAw0WtWXxR5DsWQk AO34+jNYbKjswAFo4C6wONxbRWobXP7jNmScFvJf7//1ZqQ+LzrK0BVaQh771h0rCMBAcX/aV9M4 3zv0aj/eXE5y13P8EE/PCcwmdAnHPHx9/9M55oS6fp0EC9S/PQz+7XHB/TyZlJnq7q+7cE1tdcm6 jpDjfalFR4af6P9XpwTa6XaLVaQGQErq5BVdoPPhJ/KNl8afznNSHCZTSiFnGBP4ev+XLisi/iW6 /YQcmNFwFf+WQvbP8A8MSITk4tXtvienFQ7Rz5HUZMXt8Da/J+DpxsHslIIF/46MwFjTf7SZ/73g DBp+r59FigD70S/sL7I9eJvfE/iqUzzrI19fFcgAnOlfrAj6sND4R4j15tNaGY5hPDvHPQxIoVzQ Yfh6/ujKUa3DrNC1UGc4dn9WPAqX1UFWDNuE5lrb8vz/qPvrOLhaxeNP3H8Ik37l9SHvm+iO13OG 434kbANShMvQP20z0o8aujss6/6WNTLVnV7RX3qb3xMgqYGNOx26sQ7+atHW7Wf++7iiP7zuvoOc zwo9rzgSc6aHSQDXMPTwA/ffCwQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKB QCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFA IBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFA8L+A/wc0fwg0gtSyLQAA ArRta0JU+s7K/gB/sH4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHic7dvZbupAEEXR/P9Hh/sQRQw2YHNjn6rutaWtkEGR qNPuma/L5fJFkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJklx4uXx/ 1/OX2+8fX9+TrmNX6/LYDp69XraF25+l61vd5TNV5esrPv+bdL2rOT7P2srPz9P1T9uP1/39vt9d Secg/z08zgnX5o57/9cP6TzOzz89zn8y/n/Ks75jue5I53Ju/tVMsL7GSOdzfP64Z9kfpTOSf4rx 2wC2MO54gK2M2QbwCeOMB9jKco2Szk7+Z7O+R5HOUP5Hse3cMZ2h/FP0bwPYw+u9yXSW8j+LcfaK sYf3Z8/pPOV/JNvuGaQzlf9f8+5ccrkuTOcq/6MZYy7Yn9R9gWf02h+sz1/dBz6DfnPB2mwdd+uS zrdO/nvveu25C5a8N7bG9f2l862T/0z0uTd0HO+e8Qp3Po+m/jzwOLb27/+T/6u2VYd0xvr/POmc e+Y/ztiQzrlX/re5vz9z6UA65y5e2Ztx1b6ixzqwqvvqvPa6DuladnYE0jUcwXVqPu/3GAOObQPV qb8X1MnbmnYiXbeR7EG/M+FO9qDPeVA3e9DrTlA3azPOZ8WqWpv7fex0rUZ1We8qmP+dm39FzP/O yb/qGdCVdJ1G9f2ZcQ3SdRrVH+rm/ku6TqNaG+u/ufO/kq7TiF6p3v/Xm//3pXrW66TzXubfoY5b PwNY/72k8+73/G/Nt2r2tff/+vFsj6f+2t/4Pzvynxv5z43850b+cyP/uZH/3Mh/buQ/N/KfG/nP jfznRv5zUy//fwFtzIdw6cigAAADb21rQlT6zsr+AH+8YwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeJzt3Qlu2zAQQFHf /9BxEBiE7YiShttwlv8AoU1r1Ya+tRKVHs/n8zFhgk/zev/8vKbye3jQ113at3wnmKxOfev753rO uu5ZW3t6R9O/3iOCtu5nP8Oreedy7Bs84jw+N9l5/eevV6+BN+fH+bWfzzrT3yu2/bm92/ee23Hc 51nfdV1E8b3uS/E9iYL9Pl56rvGxHfCPa/q5fY4HS1/f8ufwgX4o+C4AebH+51E79qM/AMTHth7/ 8Z3Ijf650T83+udG/9zonxv9c6N/bvTPjf650T83+udG/9zonxv9c6N/bvTPjf650T83+udG/9zo nxv9c6N/bvT3b6Qh/XOjfyzc3y+vnpb0z43+udE/ps+uPM8hu/N7/9I/uutnPtA/nnfT+2d+0D8q 2fO+6B+R/Fl/9PfteE9H+XPcy/yIQv5834L+/r0atj3f+XteeHJs1vZs9+t/C9p6G8jWe/pH0bfe 09+Tux71azv0j2Bde/rH0dOe/jH0tqe/N8fx+5H29PdttD39/ZrRnv6ejB3n0z+Gme3p78vs9vS3 Sj5+T//4dNv/of9+c87v29u/3xuaxsbx6G+Nzvj93O6jnx3t9Nb7u/eV/R3arR3DbWtf3ov+Oiy1 L+8n/0zQYad9eR20rG3P/T/smD9+L+vP/X8sWt++oL81tvb3tfkwl9Zx/ox29F9l7/Ze2pX+K+js 70fbt74WR7vH72d8fsyiu7+fcX2H/uM0x/HOjvP/X2+4+vlsPshYGr+Xfl76n/M8fj+K/nLWxu85 /5/P0hiuZPx+FP3fLLUv77e6D/1b7W0vva+3FP1brG3feq5O/3W8jN+Por/E+vaF9rgN/e/YPdab sb2g/5GX8Xv6r7R3e681hkv/Gp39/azrevTv53n8nu3/bLr7ewv/P4P+/sbvZzbL2N/b+P1KEfrb HL+vt7865jtb72vT1fzSea4+T0S6672PbUC0/vvHcK1OfcvLE9rn7i+zuwP999ndgP5adMfvPUz3 yymu3cvewlQXv//u5W5lqovYP/dxPv1fdi9va1NdzP67l7XFqc57f73xe+/TL3fQqLK6z656AAAC qm1rQlT6zsr+AH/DZAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeJzt2+FugjAUQOG9/0PP/TALoqUFBG7p/U5y4kayBHpo BZw/j8fjh8P4ePz+Tr5T2paN+dhE9zq+/97xGNkc/efHWOqcpf9y7+nn5/boZtf1z0brPHhui26m /Vlk7V869oxk7o9M/VEiU//S9W12cvTHEvrnJlt/6/6c8fujhv65Gbs/WmTo7z1/mXH7Yw3650b/ 3IzZH2vJ0t81YJnx+mMLI/avzXXrwJyx+i8fV2t7Vkbtv/Z4szNa/9q81/6TcfpjD6P19z9e2xij //K+o85I/d+PybnQ5v79l48FbUbqj+3cu3/9eKwHbUbo71nf2UR3bs//ta2dE3uI7rx+/cc+6vMi urP2Z1P/zDS6tfZnc6/57xnP0Zj/eWnNob76r9tnHEl0c3M/gmmORTfXPornORDdfer//3zS+n8l 0d3N/QimeRbd/rO/+X8spfGc7rGj25v/Z9P385+t+4tjie/ved819PfZP6Lo49oPW9i6Pra/L9NX f+v/MkeOjfb3Z8/3oOfb++mv/X72jV0/7Y87JtTo5z2/3f9/f/Edr/fV/Xze97l/rW1X8P4MIvr1 W8rflYhuv27uRxDdu/S69bPQ+t9Edy/3L69RWMu6MYtuvm/uv57PZ3p36u8d0c37X/tHoq/3+nu0 v2qd2bsuvf5eW6/6ub+r9x9hzT2brdd98X3vO/97Zvk8iO65rf3a8/n6tSF6bDL42bV27V26Bz7P 6LHJYq9EjwtJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkmRv/gH9 UpBeqd0J9AAABE9ta0JU+s7K/gB/6tAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHic7Z2LbqswEETz/x/dVJVVJQY/8WNm vXOkUZqWm8AebEMwua/3+/1SFEVRFEVRlM2xBrpe1tLGz0/88/9zxOM11/XD15Q1eeL6xbUtLb/7 scZnOXStmZKqT/p5jtbleEDXnCEx9hyOgK49j/dvnrZ/e6Ad4N3Xxs7UcVQrqeOwHSltTwzaA8b9 0/Z8Qj/g9xzAJ7n+IYB2gnPfe85kFflP16Olbi2/a/kbL2g3GP9POcW/n89/rtvbW585+wvj539h WbSfPe1+5Nxu5LM/Vv8f0I7Wu39WFy+gPe3xL3KgPa11r3ZfA+1qj3/tBznQrtT2saB9rfMvWkD7 knssaGfyjwXtTP6xoJ3JPRa0N/nHgvYm/1jQ3uQfC9rbXP/6zKcXtDc+/772IbS3ee4twLdvod3N bftP5ugzsHOdz5v/Wdo+TkrXJXvmpvbeE/L978+Z/3UOuXmHpXleNdfX5WLQ7uS/Nqc45Xr0fcLr oL3N82+hz08Rt1l0Ha3GJn7m4Mv/P/H4ja7bCbGBz/vu5D937oWv2ynh537Ohq7ZSbnWlptzzrlY Ygv59+lf5/hr/bP3/xr71/pnRed8vv3HoGt1Yj4wjwEa+9f6t3GfL7pWJ8YK6DqdGm503L/HP3e/ /we6TqcmIP9eE8O2H6j/9+0/Bl2rE2OD3LzNJ/O4e3Ndh3l9UnkbV25TbvtSP7NSm/c76/XLdRl3 n7+3QOQozdHP/a73sY31/e7T9X+6nSz7Hst6lJnnH7W9Nj77ZR2r7Ptnef+nIMbL8WPA1GvhYVqX HC3Hfd/7xIxxMb/M+va/e/xnp3W9Z5wT1ddj7fHfzvM/8YQx/6q/deb7V7u0hPz7Rv59I/++kX/f yL9v5N838u8b+feN/PtG/n0j/76Rf9/Iv2/m+xdpWubn5P6+Yl1mzP9IzVMSZVKur7VbXcsV/kWa lvrsruHM+X/yX6alv0e0o1nz/3aPXWImc/t/+ecndqT+fxcMx8n3957nn2U/YFkPVsaP/e7+2fYB djjqNOL/dXs1rn6NkdF6K7V9kIk5x1lKi3/+9o+u06nhRe3ft/8YdJ1OjQ30/7749o+v06kJ8F+H RNfp1AR2Xz/vB12nUxOQf68JyL/XBOTfawLy7zUB+feagPx7TUD+vSYg/14TkH+vCci/1wTk/6T0 I/+W8yHnsXZ9T/6tJVC6f6jlPtnUsqXlcKDrzZK+ewVar+vLP3PWI/+MaWOGO/lny52VTuSfJXd2 fZ/N7vfsA+1lj3vsd1nkn+NBu9nT7lF1l3+8+z9qdV/VN8g/3v0sdPxvJf20tH/5t5CYns/yVowB 8s/T7mvfd5dbZgT55/F/JXWNR/6tJpByWLo2t87HL54DiR9W8k7sAAAGIW1rQlT6zsr+AH/rdAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAeJztm4Fy4yAMRPv/H13fZHJpbXlXCAyI2rszO5dcbBB6CEiTbNtL39/bQfZ5vr5u 4Lf2uWWPZ0v85/F/ieU3K+/iP4/9ihL/+/F/MfxwLPEU//HsUU5H5nnPP3Kt9zxf2Qz/Vu3XSvzH 1/4qZ30k8X9W7Zd4i3//+kePR6r0HtOLSfz71/7snNb0J/5j+K+XRyzxH1//VjXvz0ZL/OeyX03i P45/JJcZ+db5byz/z/oe5Z95PhT/MfxXF/t8YL3Ys3nW8/dUszaMlPjn8F9N4j+P/3q5Ff8R7L0c emt/9lkQPc9XNtM+te9pPnc+V8U/j/+MefDuQ/yfwJ9/70j8R/FfKX88FvFfqf5HiZ8zxf8J/LnE fyT/9XJoJf5P5q/Pf57Nfy/x789/dan+xR89Rs/zlc20nv8Kn+9+xP4GpM9/n7EG6Pefefyzf/cV WYfEfw7/yP+PkPjn8I/mcWS+W75/LP796p/JO3/NlvjnzAGkjDkh/mP4r7D3RyT+69R/hsR/PP/s 94GexP/Za4D4j+Xf+l3wWRL/8fW/yns9JPGfswasl9e3xH/+OrCSxD+Xf/bvgcV/Hv+XVsuv+M+f Ay/x3+bMlfjPnwMr5Xw93lbZ3MatAS1an1dvZXMbuwa0rAXZZ8a5ymbWfw7Y3/vWcnwG94+yec1Z Bzyt9H2R2Xr/VvWOjow9nqd7K5vVnHWg9nPimjUhcu26Z4psTmPnQObavibvX913/T+vA63nwCsM V+efz2b+OhDVqPUavT+ZZRtHPpf568Dv2M+PS2qZDyuuAb8xZTPJmwOl3PSo/3XPfG89Y/9vmwuR NWJlthE9bw/w50Hkc8O/zFxngPhcsHlafS2vldiX50Gk9vGc8NvI9jFOuWZOxNRyT4ayc3pHK6+y LMuyLMuyLMuy/Dz3UHasvdvMZpKdz1bdhf9W8fpfNlXpoyTykdPUeHf9i39n/i+xj4b2r5GvowyL 1867/4/FvzP/0tdLbO1PWgfEP4F/6bldC0bGC/q62h/TI/kH99Sfa/f/TsgP7HNw/d/ZUMEzFboH 5Q+pJh63z+BXnq7wv9qm14ZtJ6Iv87iF9eH/SB578Ici88vTzzVg7z/0b/elwD4BzxQoLnNNaC6R 8wpqx73PjrFi//Nih+0Fz1SneM1zes0V/ixeG4Pz1TLab4R/KX6H80kmz1ClObBziBHqs5U/q8X/ +rkGxV6K1ejQpx0TGweK0bTH6mOzr9v4TX5oTEikHfdetM5FxwX+jfB34yhdtxleYB5c4h+JMbBe Hl6/sP679c7y69U/WLfgOL1xoevRdYU6PtwbjCUSR/P67/TL+jpdi/LeuP7DvipUWmfdfcaMy619 0Ke9/yC299S0z9ZkNi6i2r3YXVNtrmrqn8VEcljLtmkOoLpz1g537+sg2n7v/Z/se6E9cF//ZJ6H +QdzXcUW9BfZY+icJ/Ec2u2gU/toH7ta/5V53tB9KFeN+/8w9mxPdvZnmEenTmD7jQrlHuxV1fUf aMttF527ovWP9lpS/13q3tYPmgeGLxsvism+zuJvGc8pFnJGrK7/T1sk1mgMNAeR+t+/3qH+obwz GaqDb/A3F9NWK/9Ww9hJ+56itRiqfdRmzf7P6t+J+0qeQs93/Z1iBXtWGn+nfU+QVYR/4PwBz1ko LnB+iMZdXf9mj6LXl8YE9o0U/qXzS0GUPxMaE1u/SbvVubbXRWJkfeziLeaV7WksdnT2mcHfWSdL gvzR+PaPnfMSXCPMdXQMJqbqcQIWp9e9MbK5jeIh18/iT2s2UsMsXnYfajOwL7N2out/1bwE44c5 Ks1h0gcdFzkHwD5AW13WACfuktwxof3dmV+n+Fr2/1I7aP8lDq0hbJwk5ujc9dSLf6mfiHq0Uxtb 9PWr4xyRp1KbNePv7StjunJvTTw98rO/rjbGVtXEJMuyLMuyLMuyLMuyLMuyLMuyLMuyLMuyLMuy LMuyLMuyLMuyLMuyLK/nfyACQu/BSHfJAAAyIWlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94 cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4KPHg6eG1w bWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS4w LWMwNjAgNjEuMTM0Nzc3LCAyMDEwLzAyLzEyLTE3OjMyOjAwICAgICAgICAiPgogICA8cmRmOlJE RiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMi PgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp4 bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iPgogICAgICAgICA8eG1wOkNyZWF0b3JU b29sPkFkb2JlIEZpcmV3b3JrcyBDUzUgMTEuMC4wLjQ4NCBXaW5kb3dzPC94bXA6Q3JlYXRvclRv b2w+CiAgICAgICAgIDx4bXA6Q3JlYXRlRGF0ZT4yMDIwLTEwLTE1VDE2OjI2OjU5WjwveG1wOkNy ZWF0ZURhdGU+CiAgICAgICAgIDx4bXA6TW9kaWZ5RGF0ZT4yMDIwLTEwLTE5VDE2OjE2OjA1Wjwv eG1wOk1vZGlmeURhdGU+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICAgICA8cmRmOkRlc2Ny aXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczpkYz0iaHR0cDovL3B1cmwub3Jn L2RjL2VsZW1lbnRzLzEuMS8iPgogICAgICAgICA8ZGM6Zm9ybWF0PmltYWdlL3BuZzwvZGM6Zm9y bWF0PgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4K ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg IAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAog ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg CiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAK ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg IAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAog ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg CiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAK ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAg ICAgICAgICAgICAgICAgICAgICAKPD94cGFja2V0IGVuZD0idyI/Ps3Idf8AACAASURBVHic7Z3t kqysDkbxrXP/t+z50dsRIXwpYIJrVU11T7etiAEfYgjbvu+uE912BCCy785t2/HfltsUAAAAQBP/ Pfjtfvnb958ocu58BbiDbz9pW9qDPwAAAAC1bDc83XvgccxsiRaCG5RsK29/eMABAABAHf9r2DZW 0IeoTgmgGmEOIJGzLf+zWIDvDuENAAAAyqj1dP82KolsgDeIhTcGCgAAAKqo8XRfVfm2lR7vA7wJ hrkemuPUsLd3wCbWQvP1lOAawy1yEynPCWp4uOFNSk9jyGiyMrt4/Wue0IUTu2tfa/f7e29NLNin ts7vXv+nr0zulggnvscT4cMJ9G9dv+PY/l9YPq4v3CQlumPvdu5/567GCdCTMIZbeo/gXo99z0/a Dvub0f1P2vlAx/cGWu83Wss1j7KoPv73P/Pb1ZsOvm2L//wyXQdXAE1IMd0YEuiGGO6voL8vOm0R G5yHFbv4mk2c4jo/2T3xa5Nhq+YKDO9SztNd8+iVkT2MJuURodNblT3zVEMPpy0qLeCCaLUFH3vi 8QlXb3bNk3GJb9UZfJRQdMePgfyJkxY6O1iD0NbkDpleemVSYWzwbbSLs+/YaBy7LumE79QHQJEw vITWAVZQfueFB+QH/1V7eNCVpcS+NLcg3ha7HE/bRMo3WD/k6OrZTrXNOudJ4ggvXb+2vmblawwD OFMG7vt+Kx0gmU1gPhjb6khP18I+Jhc7Sn8Eb9nA6p7dQys4V25vqUnwNbw9mVLCZtw5KML3dNcv 7w4wk6tdYqDr0+7JHNlvScfxbfLqeMA+x3NeEL/u9d2/VBWmA4uPJgSkgQJziuABv5juQ3nPeHQL 0AKC+2vUdy5hSq/uJQme4uVSmp1eeTrH2WgT3GveH68n1ZrbHgCcc4fobu2stHRusC5xZ47RfQGL N3NCWt6Dup/B9clCTRiX1H4tZkBL5ewGuMl/Lpe4voTWhgL2uXbq9HTfID2vJLX41sg+6M5iHXi7 30XDIm2rC7Oa81u5Dt62LzDNf0kD+nrDAi1gZF8iFSaQ8jLl+qC7y0CDbnLXybeTmcuGS69rcM2X X7vIjfQ+99tc5hON122tawwTOWK663+R2hYjhCfI9jNScMc5ZgGegiMC1iHfPx5PFcKnC3fagCX9 QJgJPGDbj0mUmiaigH3u2tP5u9GC+wCj14Cfhsw6c2z4y+hWaGtc/2sc9yptsz9UDDRxrkj5JJ8m QMjdTDgzBDf2rY+V+h8ECqwE9gzQjXAZ+B80MuhJKQbz+v0o4zvDSbBvbRhX2UlWPS9YGzm5AgA8 RhbdNDboRenR5Jw83Bi0Zlbrb1Y7H/g22DNAN/5TkWIJ1qXkVZ4puLF1jexRtgnrXJ/eLHJS8BHi OV48GQToxn/iTFwaGcxljoebWec6ya38aBFpiXgAS1hvgwBKkcNLAEYg5299u3dHFb3JigLVPx/E C9hhkQYIoJf04jgAvYlX+BufFhD71swu2MQ6nOeDEQIAwL/wkhCECoxnfJaS5BZTsqVALcTaAwDA ByC8BOYwLy3gldzS4Qi9N7lO2IpTR9rGH0j8Xhc6OVgQ7BNgAohumMPsLCVgg1XDS/xJuyudFwAA 3AbRDTMZrz6YvGYBeYC08mAJbzcAwOdBdEN/5BjdcR7u3TtYi+BGnL/PV67BV84TAACSILqhP3E+ 7JGC+xoPvLK3dHVWEqbYIVgDmwUYDqIbxjA+D/fvAIfgDuNnwxsINxQt7OK1WO36pAcQi50ogMdq 7RigM4hu6EPY2Y7Pw32GsaQETukGwA3iHXIZZVYGewOdnA6Mp4xsx7QfWABEN8i0dnCxh3l8Hu7U su5+GjrQxHfumtK8BhbLAa0c9qpZ2N51rvREc/2ACf73dgFAKbWCNfQ0j/VwX7Ne5AS3+Gsym8Ak sDOwhKW1C/x5PKFzpaaPD+cB1eCHLx6/o43DDfB0Q5lc5xR3XmMFd6mjtHTz+Bbx9fvSNfrSuYJd LAjJVP57X3BL/Uz6yVP8efjnPwXgKSo8AE835Cl5Dq7fz1lpEo+1XfybYuqm+Y3ru7sZeesBVkaa RH+8lzzS8pPZOkJBv63fSUF/EN2Qp9SvvLHSZMnDQV+oj/Da5a7RitcvZ7MAb2LVFn0PthTWGJ7T k3NcdeVcmA6iG3owPg+3c+0x3KCFvSrucvXrGNsy3m54H4vtbs4TVoDuENMN9cjxuHOWdk8heTOI n9XLlwdJ2CbAfWTP9kc7E7AKohvqmZelxLk7uWOZVa4RVKaPHwaFAIf30W+E4XoMM9aAABgE4SVw l/diuFOQzkk3X/Ny59Janu93JmQBCNRMhAQwBp5uqGNWWkD/OKRmWocaAboi0vn5dn3GdgOATyi2 z8+4KYBZEN1Qx6wsJbm41xqBhlDXxP75Jw+SPX+9TkAXmge+8aI0NBowDaIbWpgzaZIsJevw9WsW 2q1mgQPf5OttFGAixHRDjOyJm7PwTW6VsKq9Ic6VUKcuV71W7WkRSR8IIMGTIVgIPN0QE4dozInh dq7OE1iTQhCPom5Wz97RKhBWrgvQjQXbQ3DDIiC6QWZ8Hu5rDHdqprr/3t8mFG3hjYNO+l38nLoS X4q9r52LwIRKeAOt7TC+JygtKEA9iG74IYvWOZ1cSoCFecG13hzgyu4ZE9esLTQKAH7Qd8CCILpX pfUGHodljPRwP1cXhwgPF06At9kZIN2EOoO30Dzg01w2gEYQ3aty17s21sMdL3xTKk+JlMCjowYt tNkihgtzOZwWWvtMBqOwEIjuL1CaeDhr4ZtSWY7ygG203rzfgsm9oJnrQk1aUV04gFoQ3atTCr24 fj8nLSDhIKuyc20TSIJbmmz6e486B2CQCguC6F6dkgCaKbhT+VZzWUjAFnh162nL4w0wBq1tlbYA C4LoBudm5eGW4q/xjK5CfK2/TIuQ8QcqWgUQAAA8BtH9JWSP8pyl3VOE4uzrYs0yeLnz1Dx1OudY UIkwB63tVlt5ADqA6P4SYd7rsYL7XPym+hd0skvAwOnZYJL6gzno7nCv7UB3WQEq+d/bBYDXeC+G O4WfSQXhYQluiD05Q652R9aGr3NmfZJW6/W91KHHWupP/fSAVp4ynucgT8gf6ayRngL0mweVvld+ 2QFVsmM5JFWp8cYgur/CrCwl/nG0duIwFuL009TUDXUHP64ru6b61hoBHYYW5ubWaGu/qXUYUveZ HuUPByey2HsyKL4OpiSh+WVS9pgaXIYDmPFa5zaEl3yFWVlKcp6HmtH7Na4V9HPNv851y1NzM6UO 4aBmcnLYX4ZhhNKftI/ScbSQEtWSYA37pdpXSdCPqBdpsNSj/NZfU/Ueer1Ttny2hz34e51t34Ue XttIF3oxPoY71yG2xnc/scHS49hzGwz9Cfu+F+sZ7nHaMJV5RcXNM0m/6zbmPHN9q5Z7v5ZylHnm 6f77z8z52qKsR6ZXOp7uFZFTj430cF8fg0rUdihH2emALLAXPTXQA90iE8ZR+9Sj9elIjYfxTUrh MdJ7WB/pet+xgdO+pnvAEd0rEgufsTHcl08q7De3DaLNDtLNj5tgP2gH0DIJ3ae2j7ViY7kwj9l9 Ts/jaRvsaMcPHfGdi7KjsVyvcRjKcBDdq3Ia05wY7lw83fE+nIGMx8I20o2Qm8dzaAvgXJsdPPVY W5lHE5ZRmoQYirE7r9IxR9RPKVvJ27HVb73m8O81pbkKPrk69sW3FHLdEWK6V0G+ZuNjuG//Org5 9LY5YrpHc15/K/2FX04tZW6Lr1VQYBXoVofaY7otU9tun+im2v0/u8blAloYBI3gjX45fW/oXhhS BmqlVRTEBjPWw/0UUiTZ5rAzLeK1Bo0ZGnLlsFa/MAZs4ORuuM1b5chRuq5c83mE+ul83Xs75ggv 0UrLxMP4d+MFd+lxWC3EcFtkN/M42jk75ZS4tg3DJwK3QHB/i1RsMszBD13xhXdHEN0WKE2KuX4/ VnCX7I8bxPr4TycsXG9p4pWlG5ulsgIArEDs8OjSESO6tVPydAyOPzqO0lQmWBtp4pIlrAwWAADg XeLFdh6B6NZOSRzMFNyp+GuykHyJ+AJrF7ChTVrzdPsMnlkPAAAB1wQMj/pgJlKuwdg83Ll0cHi9 v4Xf39i87pvbtj0S3prPReMEUACArxDr7N3d1F14ui0he5TH34VLMeW5/2ElfoZgLTwjfhq0Rble LdDxEScAAFQiOx5vxXkjui0Re7zG5+FuESQ8+V4fKwLVJ2WX1s7FWnkBAKwSOjlTC/81gui2y8gY 7jNTSUv4iLTSJMDbjB+gjiNsT7QtAIDxpML6jqejN588IrqtMCstYBjnincNfsgdS27Z5LfJl+Nq 2FrKHBIuc30ObJUWGABgQeQ1Uf6+rd0NotsKs7KU5BY9qbnPx6NAWJ18Z/QedxeY0g6DYQCAuYSp csP3lSC6bTFn0iRZSuDKXoyL1i1cU4b7+9zKQDFuf8oLDACwCKmUyd4WNbtBdGtEjoseH8PtXNqg WryGCPT1KIlSy9cbmwUAgFZip1NReCO6NRI/Pp4Tw+1cnbevJL4QLyvRb0A2i9b5D6HNavd4AwDA HEpOGX+uzb9PcrtDdGtlfB7uawy39OgkjF3ytyGrAminzibj9qVtEOGcvKrmv3eziwIA8BkkR6K0 sFrlfQPRrQV5Mtqcu3/KOy2lyQFI8ebASxo4rmavVlbQhH5YmGsA/eA+28ZbbSPn9f6VKVkwRPco Wo0hjg2aE8N9F3/yGfGwa9KSlq535/e8/ThX34b0Ga90/g8n8IBBavrWL4jy4xxLKUpn1EXPtShy 5wXletE0KD3aaqG9IrpHcTdd2VgP93mwJ2kBfRiZr4umDi3Hih7gVdMdQhs5OyhnU1iHVEYtaTuL beIL17CV0nXUZv+V2aUQ3TMoTTyctfBNqSxHeQDuLIbT03Za9iWHk/Q35Ddu5v6TpPzxDSoNKJLz 4ubiTFchd85vTuzucYwv3WuPfiz8y23vXL6O/Kebmmy/cH6I7tGUHg9evx/v4a4pE4BzrSEOYxnf qdZlOXmTGq8nrEWNyKz9fhWkgchM+x/lTV+5DR9PxMO/0vYt+9ZEpjyI7tHUd5TzQkpyHpKVGz7U cma2qYknndXhzbLNp2kze1LyZl69/DTer1LzKN5i3147wX+26OpxPIvXo5aSN7vW422Rq21EJ4fo 1sGcPNyp1DfaRonwLq2doAbh3SdE6/e72olrs24YNWEEq9244EetjeXyzFdO8IIKeraz8HqseH1G nlOveWmjSJw7onsmskd5fEsrxZTn/oevsZsMY5jZufsCZvbErXJ6T6UXCG7TGru9Yp+uIcvHSOeC 1n71LrXhI08Gg2/G9LdxubiI7pnE8XkjreMMEaj+xWINH+7ROkgb0cnlwyhy9C9MqXOfcf6lz2Ft ZmXo0WpfI9taSxlGJD2omyj9PVYMPXGI7jcZGcN9ZippGZ37ebfhu9TYy2g7KcVyhmXpeOSeO3tE 7URW2uuqbNPFpj4vYcyb9t6vfs5QtuO+a6HuZ1DSLcb7u/+9XYDPMCtLiX8cGjG0UZ/lJuWZ0ZY7 9Slv3Qz9+m0vw+40DR7gCeOfhtoRfHVzLuxwnsg65/SU/dL31TpftN53hHLh6Z7FrCwlucdUtRNy eNQFzt3rwGZP2BozmNV1M2yJsafdQj16RWxsxwoLCQPY3O8Jz+Zar/lhx5r6wPN++FcoRPdc5kya TI0ENXauoIVrSFJ2S0VeBS0DxBFlqKnfcJCj4ZqALTS0nxDsGH7UiW9DfSCiewSycBkfw+3c8xm9 rXHgsAa+kK7PLa+D0ZOSNYqSHL/yGis0vIa29uycvTYHo0mLbwu24pUR0T2CWLiMjeG+fPJwYQ/y uX4Tzdf8nU51+zv223XTev5vlxfgKdgwyMSGYcdWducQ3eMYn4f7GsMtPfIP84L724TeeAujRRhF PHi7fPuybbydN/zttnI/VpFGDfZ5u/8BbZwOESswkXIAcl7hOUOw8oIZeLAhT42wm9nJlUTunLJs 4gIOLekMe+F73MnhDV+C+xbEbCbsQuiTEd0p7j7SnePhfn539bOUaHiEDm9xTqB0Li8oZ9pIybt9 LdP68dw1E4Xkz5WcAKiFtRnAJvpFS5j61SG607RMPIx/NzakRDpu6fMUeMDBuXRY0pukBoSaxD/A Cmhs/wCr4N3HEN01lCYejlgaVihFsSxHeQDuoumpR105Rhc2PWNeSz2VQUUBwIro7oRZHOcGpZvr rJUmW8oEUEcsxrTkvT7QaucaF2JIYaGMAAArEtxTEd0l6nMWzwspCctEFhLoha0B3ayCbsm4Vwvi 2871BABo5ezgtPbDeLq7MycPtxR/bUskgR7kcCUttqQtQ0fY9rR27hIslgMAX0DL/euAiZQPkT3K c5Z2T/HmJDOwi6al3FsY/2SpDqndaRXi1q4xAEArWrPwBNm/EN0txGm7Rt7NzsVvqn+h0OBAJ5pF onOy3b/bqZYXZNAvbhVfcACAm4QL/ykG0X2f8Xm4W3NoSytNAsTsJsOSNKS3TB1fW5sLy0O/AACr UrOOgRIQ3bXMSgtYiuEG6IFtu3qr8OkJO9rrU3v5AACeoLWPC+4ViO5aZmUpyT0eqfFU+StNAoTs +570elqwGQtl1EC6D6ACAQBmEQwGEN1tzJk0mYpn1TqSAyvsf4Mya7ZkdeLnW7y9kicAwBzqFg58 m3/l+9/LxdCJfIOfs/BN6sbYuiw9N1hIkRrAabYZLVlLfsff1afuzMWeb9vu3q9HABiDcvXZAYtO BbKXZIg9gXNiuJ2rG62VMihoNz54F+yjD+H8i/AzbWgbGABAD37JF/b9TMLg3DU/tLZ1D1qoXZTM wrk4RHea8Xm4rzHckoc6NKgwLY5Bg4PXiAd4ztnIajEzJ34dv3JYfVrAYjkA1tn/zc+R23E4wE7N 8dDcXzl3PY+S+NZ4LkKZt126aFpPYCTyOY/Pww1v8w1D3/c4JMIemk7gjCPUXq9SGX+fKS94Et19 51nfFuo3Th+q06bVFegVjn685hqtGGqaOqejPnTa7o9/fe66Md2tlR+PmOYJ7tzkyYOax9eSIX4R f1Sfj22dV6a3KXkEvlYfvZA6em11qaksANDKeSMPVjfMsmK7L815M3DO64rulomHc1ea9PefX3Xy 6eNrAwY4jNK5f6lufC/304m673LcfDbhMyd81+NY0j7zk5811WXKA/R7z4RKAL2UvWbaB/wQsa7o 9skZYnxDmmmxtA4Yz3qdcO6ReJ/0Udc62y9PTizd2HiqAWCRuqfhmgf8ILK+6C7dYN4T3AAzsBN7 HFIaLPvb5b7vQewltoWFMBgAkMU27XQZ1s9eUh9mgFXD2ljLXlJ7o8ndlPy0WS2v0j5qP9fOVYAb PQmAxZBWC0ZsL8f6nu46sGxYG8kzbMGD8tQbG8ay175K+6j9XCtpbz2x3QDvkp/fBcuwvqfbR85r jZXDqsi5ubVT8vSMPifN3v+nSLn/Vz1XABvUNUDa6hJ8S3TPz1IC8C4pz63k+bbSobd4g+6El1h4 AlBLeE2ZeAWgiTgdYIqafslKH/5hviW6r3C3gZWp7321Ca9SfPadfT0JL+lVltmUQnPiEBMAmEdb m8PTvQTfEd1XY1WmMgAG0dJJaxPfPi0rsPU+rrRvzXVVg38Dt34uAPY4O5SafksOjY2hLavnOxMp yVIC36FPrmpNlLzf0qPXu+dvPT1gDf6qrSdMqAQYT3pxLcm5IKX6BLN8R3T/4IYC32FVwXiQ8373 ykHdGuOtJfd12/oEAKCBkuMAwW2eNcNL5Ngn7jDwBdozlljtyOvjlfsco6aetAjZ+vUJ7F5/AHvE ubidq2+DK03y/ihrerpjo8RK4RuEWTjC72o+g5MvLFRxnNfPFggxARjDfulva/reVfucD7Om6HbO N+hRVhsPTf340qfeIxrbGOLJY2tVdKv3FzvLc3fypsV6tVhmAEv4q8GGc0dwgHyCdUR3aLCzBfd5 zLMsT1Kc8ci3H9/pyM4JlHi05/DG4j0jwdsNMIJyPm7650+gN6a79cYVi9XxgltK42NtoZEVObwI qQHMMSD60jWiQ5+H5bru8ZQOAN7Fv7+t0J5XOId/6PV0380WMMvDLR83fn8XyzduDYSP8MKwkvXE RdrLDZACewEYzf7q08cV2vdC4Td6Pd0+pWTwcxa+qct9vIBRgGHWG0zASNL9FUYE0IvZ82lWzHKy yPnoF91t+WbnxHAvMuKCRcE24QnYD0Av4hSBOEXGYSBsVL/ork+pMy+GO5fAXvkFhyXB6KAP15sW dgXwFClTyZvMXHAnNdct95oTzqXPj7pWrMP0i+46xgnuME8vWSFAGwz6oAf+PAjsCKAPb/TPOXEa tu/RYS6tr3fKY0iD2RLdsvGOr+1STHnuf4Cx7Kq8KGAX2XZQ3wD3+LUdX+S+3T+HIlcrucxjJZQ7 Qm2J7nlZSpzzG0z1L7g/AYBhtIgDAOu8uZrt3eNp0zALer1tie4rI2O4z0wlLaOmL+Z/Bh1gc9AD eb4KxgXQSikBhMY+O+Vhfrusbx+/I3ZE96y0gKUYbgA9lFc5AwCA2eRVojVtMXul7HBQYqmuCtgR 3bOylOQmEdUYHBORAGAF6MMAnlHTht5oZ5In2//rtVT9newlx3FyWeJSxzLQZ+ldkVJmzqRJybCU B+fD59Dfu4B9zj5vdzP6X4AVaBV/b+qLkce+k72ktK+73ytBp+iWJ/PMWfjm6QiPiUgwCwaCMJKF ll4GmE7LXLDZpJ/GW2zsphxQOsNL4kcLc2K4nXv+OMharBZYpD2zDsAdrjZm6uYG8Bo1kyg1hEJc 9YrVG8qv3BrqswKdotu5GXm4rzHckoc6zAvub8PSrgCwKmGMJQD04RC6bztNrmLbquA+ebs+K9Ej uuUk6HNqMdUAwrzgRi4qABhAs6ANYyy1eOYALKOvDSFqJjNOdLcaV5ySZnwe7if4WUqIe4R5qOu1 QeCuSNV3Uz759XGKCwiggjhs9aC0lgeD2/sYqbdxort14uH1d+MnTT5JC+iDBxzexEhHc8Fime/g T1aSzjn1dO0r9QOwKqUsHFI6vMN5N09PrCVcjOiwOeElpYmHsxa+KZXlKA+ATmLjXcFeVxWZx000 l4ZUQuM1ZUIlwHhmeLrxpr/KeNFdCr24fj8nLSDhIGCRXEdpqRMN296KbdH3WPVaaAIAoAVLA/se GLgPjs/TXZ/QfF5IifRox48pX9UgwTK7qbzJd8oZtkOrWLg+z2GxHACJO33fzD5j1f7JyL1Ry+I4 Y/Nw5zxORi4UgHPOjq2mylm7xLCV82whPHdLfY+lsgK8iYV2Qnt+jbkpA+W81uOvfCmmPPc/gAZK s90t2K2Vco6iRnBr9fDLk0KVFhYAnHPfCm0zck5zPd2xJ2tkLV0Xv6n6xcdFAWhlN9d5Sm1p01rY KfjhGPGkbikv9pvVJV+/8/Xt8gFohvYBCd5cHGd8Hu5WL2AphybAW1hb/ZQbTsh2eV+aaPl2/ZVi 698uHwDc59euDdxIbqD8/jhPdM9KCxh6j7g5gG3ihRZs2rTJQg/kVx8WryVLxAPYxmK/swjzRPes LCW5cJKam4S/0iSABkKbtGSblsr6BtqfrJUW+VjVWwbwBO2iVnOf8wQDYT2zw0vmTJokSwmswTX2 t5T3WRtnmzNS4OlsJp/GxeVd9A4OsDzrtF0jA4kxolv23oyP4Xbu+WxdS9kg4BtYtUWeGJVZoX5W OAeAnmh6glXKfHVqKCUFvon/RFhL3QuMEd2x92ZODLdzdZVdSiFoVeTASsSrqErvtfPtjCVlNC8G VFsmLjGAj/4nWEf5YseIwo6oEt9hqrjux6UMHP9oOY7hDitbWuEuNDQtKboAQkoLO2mG9lTL5sKU kFrqruXp4LaxQiVAyNurXZcGzv48obOcu6ibtGOhjC7l6b5TeDnDwpxaSI1swrzgRi4KdEDKMWxt IaRUeIaFRVW0161mNNZd7pEtYUQAZcKB9exj5rbxwzJyukl64tr79Xjf+nTXSB/Uz9Mdj+bGerif YnEkB9+jJce8PlQWSiE/b7dzZ/9Z6xWb5T2rOwbeboCDXNuc9WSrtO94wcLrb1P7HE2NY0lyoml5 SpjhueiWRkYzBHevLCXKLxA8xEAjFLAxZA+RVliEOrQO/m22H4D3ybWbWe39yf5bHT69XnuURTF1 EylLEw9nLXxTKstRHoAadD6O0lGoOzPA50yeXpPwMW5tyMbb/Z3yTAEAL5FvmH57l8I3aFPLEotu KRtIacR2fj8npATvC/RAow1p6XSlR401MXbMnbjLFl17DfVYKkMsHFALAM7dC8+wOnEeqvmJbmkG 60FtpzsrpOR6zOvn4XuAHBptRVOnK02o0SQIV0PTtW8hLq/ChgUwmZp4bvgcV0/3fWMYJ7jDOFFJ cGPEIGHPNuK881aYE2K2OtvfEwVrdmCtvAAzwTEI//iJ7pZ8rPH78TfYmscxqf/hu9Q/pdGDxjL5 3A07gTFoEehvpEMD0M3ZKHJZQuBTXMNLSszLUuKcv/hN9S/o7KECnXaislBVXNOFckd5wvE0z/Js fY1lAniL3P1Gy6AZpnH1dLdd/JEx3GemkpYQAT/BO0AKjYt5WAgrKC3Ug9jqQX0lzo6vr7HPcxvF hgwwEf9+I+Wapt/8FNc83RqylPjHwRhhFLpsa1dWHhkLZYQx+Iv25MBGAHw2Fy58BZ+mLk+3c/Oy lOQ69tq8tRo9maAHzR5lreUqMT7c7Evoq8dWRwjeboCDDV0CB6forjOGOZMme6w0CeBcPp+0xg4Q GwfnbCyMk0Nz2QA0YSG0ELqR9nTHBjA+htu557ktW+PA4XvoCl+KF37SjrSAlkbvrGW0DgprOctu +CQAOiO169bJ02CaU3TnL/icPNzO1d1oSikEMV440G4LGlchhAu3/gAAC5ZJREFU9JE8MGF6OG1l XoMtmuAuXQstK5iGYBMAPnH6QKnNamvH0J3/XCio53q444wjqXyv4TbkB4YWdHpnd2Ve93asltsi Ul3Prv+UUMj3v3TOAP79JnRWaHW6QHfi8JKrCJhjASnvtLQMNcAd8M6OhMocw69er3nQE1t2vgSt TozU8XGG2IO+cTxPFvWjTeknc40O0b39bTh+pclrHu7o24aFesgR/B1aO5onGXDeQGu5nENQaWFm H9ci7nPlol/WD9doJldvt/8afp7cg/eknz5YJ5k5Of9FG471cJ+lwNsItdyxlbIQeNv4bLQF/fX4 DezfXM2fAEAntkhw++27ZTFArfcNSOKL7s37G0Hau+2DEUFIaBOlZXVzn2uzL82C+84kZ+jNNcTE GtgMQMy2bRfRXGrfvldb8z0DThIhRNs+p1O8evWkAl22xqiggvt28rZxpRudNtsvl0dRYZclTiup yUba6FHwfPtxTkv9qChEAf2jop+9W6jLO+Tr33Zbh5itfkXK+1yNKlyZCU8I3KU1d/u/X40qThe0 5WfOZwrSXZfrkM56oJlU9qmRaHjkrqn9rsDveq5aqde2HbaZGg+4/9prWxjGaNGdDik5buZvd5Cw JnrzX5cnEesp6w8mLb+PVtvI4Q/YLJX7yzA57w02sY3UtJmWlLPW09MuwkjRXY7hLs2QT0024HXt 16eEHdj5Xk9voyHnMtjBqm3EcasoOm2Ek/i02dqvfMoK1Zm74TN4r80xPrzkTv5JDOjbHN6WFjvw f6NdcB/49m7B5q9l1Fefa7OZsBGA3mgbBIzjvvD+Th3Z5V//PWIi5dXDzaIkMIp6e9JidPWN7U2B lVop7dqmtdTpl9ib+lAtNnRwLfsT+znvMbkwxffP30IbkSvp/bo7y2GnLntxte/wffHXnXQWg/x7 FBIP9Bbd+Z0huqE3pRuvrs7aRi9Wbqea6vRr2LAhiV6ie993I/cRC4WMBZ4W+g3SLFKnpSzO9fga gR33DC95djNgVAV38ONF4/AHTT2RHQOnA9eNhb5SKuPVru6fBCuk9kVrvYVzu75Fft0UKYQyVU+l +vtm/Y6jEC7az9N97Cg3+ip7JePt4ZuEHUnJbvQ/htTrUaqB0BItlDtF7Tb2vK22hdm8h/oCOgvO AP19+yzS95Dws9b2YaM9rUC38BI5Bul3iOv/qc/8z+Hb3Itf0248+m9uKa6DZe31vD52witK9BPd mkSDnT7JOY39UvraWqjPWcTXTdJY1XurdG7BY3rGdJ87enLxAQ7yjd+OYdWKJM2d3dkpKy3gp9An lCTqhHG7PaXak777jopCFNBtSwjuEnUDUM33lpWJ6737REoACAlFQm7ySzhB5g3S5aLX1kPa06Uh FrbeVO7YVOzg0XDOB/Ym/8nC7W0CsfJWMQzSfvFSQh3uEWad8ZxWiG6AOVhvaNz09GHdppx7EmKi F4ttRXN9OmezTrWj/ZqvCKIbAAAAAGA041ekBAAAAAD4OIhuAAAAAIDBILoBAAAAAAaD6AYAAAAA GAyiGwAAAABgMIhuAAAAAIDBILoBAAAAAAbzv7cLAAAAAK/TY9GOWYvYpMr65PjSPlmUB7qC6AYA APg2vVbJO/aziljd3XkuI4S+FRiQdILwEgAAAIgoLVi97+ffW7x9/A+Qql1q/QaIbgAAAIjYtljQ hiJ328TvdjdQlPli/zg+whssgOgGAACACEnUblsstP3/N4IOAJIgugEAACCL5PU+PnfuFN+zPM6h 0EfsgwWYSAkAAAB/+F5t502YC4Xttrm94On2JyIOJSzHAL4q67963kPYdgKhAAAAvkwkBDwRWxJd f79NCN9c9o/UvkvbXo7pXLXgzm1Vyk5yJ3uJ/5sts49wPzXCzN9fizCuFX2l8typy56/b9nfk/1L +71dPsJLAAAAPk5ugmSP3UvHkz5PfHb5PJWx5PjM/y7YNjnBM8zEkvJH1mwTHuffb3b/d5n9ROcZ ns+/173mvC5FD8oQHluoq79XoSypaxcNiISyZ8tcWcfh9lV1UFO+0u9rfyddV0Q3AAAAXOiRii8n jJ8QxpEfseT+a3isQDRGpWiJCw+PExCJa7/M/rFKMfB+mfz9hOfo/WUHLOG+wmNLZaq1A0nQh8cK J+D6ZQvLIf0mRbDfbB2EmW+kgWbinHcpY064n9T5HiC6AQAA4BYpT6xz49L5+WLb/z8sQyikhXjz aL+t5Qg/Oo7jl/E4bkJ0FvdbEujB/sOtdkkIhmXLHdvfPoeU1aYwQPnbPCxDyyAoHHAJwvvv/1q7 8f8Pf5/z4JfKzERKAAAASCGKU0lclARHreeylpQX2T+W/1rjna49bk58HeWQvO41wjs1WAnFe815 SdunMs6kxH1FSsg9HGj45UqdT3CNdhfET0t1lkIa7B1fScfOie3UvqXBk7+/wvn9tmMiJQAAwKfZ fWGREiGSiAi/D36XnITo7SPcU06UiPurEU2ZMI3LPoVzvPX9DVp/tafOyy9T6ZpVlCdX15vzbEfc yRYJ6T1TnqS95JA81uF1rdgue4jEPpqvNJ5uAAAA+CMXqpEQLllR1+KxbCEMl3AJEbR5qQ1LoQW1 5AYd0uZte68sQpCyMRUqUhC4WSQPcu76J8S/v4/NpQcw0bGDz6Uy7ylPeu6c/tlC83W5OYD5A9EN AAAAIqG4SP2fE3V+uEFi2yYa44XF34bv/bLeLVNnRM95KoxCELx7uI1H01lKoRPhdw2hPGLZ/7E7 57bW6yuF9fx9FQwG/G19r7tfjuB8NuHpiPj7zDn+vWMiJQAAAPREjM3ttvNMCEzyJ3lx/SdQa8oq CbjEfp275+WO4pClGGnpeKnv7l4Df1AVlkfaVipjCn8gJu3HP35NGVPlCoV7bdn8cw+PEQp9af/e dn9b4+kGAACAXkghBc65OAThLpL4q/VQJ0IRolCNmjJUhkS0Enm4c+fbErN9t2xSHee87C3HSYUs pY5bW77w89ITDqlc/r9O8JqnxH4iBGt3zm2IbgAAAEjhy489+L9tR+0e6uR+nOsrIv3vWr2rNZ9X 8ifdcueY8hDnzuvJYCcXwy1tU+tJDl+fhh2FhGFNYf2k7DHx+WVgJoVLhYMkqb4R3QAAAFBDZ1n0 nEoRH8mfJ6K50Zt7a6AiebSP/3NiMdzHEy90ah/SsVrpLbBzxwnPv1QOr47Cb48wpUu8vDQASQ1O EN0AAAAwjR6CqyVURRJaiRCAasJ9jPTSblsyJv0SihKcw+ZcnO7P+11ViSs8wOJEykx9RGXy9tdb im/OxdlNMqLaL0t2vxWefSkcZUd0AwAAwHAScbWPp1l6oicn6P4+k0Rha8hKSbRLWS4K+9nCzzzh vW+F9Ha5SZ2JsIe9cM6b/5uMmP6Ld/aP68cxe2Xcg+8fhb2kSIXkJOKsSxy/Sm0bDW5yxyV7CQAA AEwhJXrvUjOZLeXpdoHQvSu4/+3zsi//NRXCIL33y+cLU/cTdvs/4brvu7ssaFQqdyiKJa91KMrD fYexzGGZw3IfA4ajzP4+BE/x0ICTlqciwnZ/TxT8bY56Cn8jXZfD3hDdAAAAMJI/QSWJ5DuezlR8 bilmNxUOUiNcw32kJjMe+5K2C0Wp5JGV9il5nCvCY6J6z9V5bnAgDAL830VecWm/Nefag+A4Wzig StV7LvY7Z1eSxz4coBzbI7oBAABgOKH4qoj/Le7P9zqWhFL484Ztk8ev3WfKGxocN4rdFkJNxN9n PLmXPUox2uF+c2XIkPw25R2v+e0dBIG8SZ+Hn4WiPDWoC+03/N7fb7TNfsfSAAAAYBVyQqCnIHoq OErxtS37CMnF7NZ8X7OvHP5+etWTz90ytdpG63Fa9jFq2xylOqjdh3OO7CUAAABfp4ewqD3OQQ9x Nvq3PX63e5/VnnOPwUVqn7X73bxXaftU3dSWvddg7k69uobftB4jdTznnHP/B5lHIKuxVeB+AAAA AElFTkSuQmCC ------=_NextPart_01DC36D6.AF23EA20 Content-Location: file:///C:/D15C548C/05-3Brechadigitalestudiocomparadomediadoporlaanaliticadelaprendizajeenlaeducacionrural_archivos/filelist.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01DC36D6.AF23EA20--