Archivo de la categoría "Inegi"
Lunes, 4 de junio de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de Expectativas Empresariales
Cifras durante mayo de 2018
El INEGI da a conocer las Expectativas Empresariales (EE) constituidas por la opinión del directivo empresarial, correspondientes al quinto mes de 2018. Las EE se elaboran con los resultados de la Encuesta Mensual de Opinión Empresarial (EMOE), las cuales permiten conocer, casi inmediatamente después de terminado el mes de referencia, la opinión de los directivos sobre el comportamiento de variables relevantes de los sectores Manufacturero, de la Construcción y del Comercio.
En su comparación mensual y con datos desestacionalizados, las Expectativas Empresariales del sector Manufacturero relativas a la Producción aumentaron 4.5 puntos, a la Inversión en planta y equipo 0.8 puntos y las concernientes a las Exportaciones crecieron 0.5 puntos, en mayo de este año frente a las del mes precedente.
En el sector de la Construcción, las EE sobre el Valor de las obras ejecutadas como contratista principal tuvieron un alza de 3.2 puntos y las relacionadas con el Valor de las obras ejecutadas como subcontratista subieron 1.1 puntos, en el quinto mes del año en curso respecto a las de un mes antes.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI Junio 01, 2018
Clasificado bajo: CEIEG, Estadística, Finanzas, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores de Expectativas Empresariales
Lunes, 4 de junio de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de Establecimientos con Programa IMMEX
Cifras durante marzo de 2018
La Estadística Mensual sobre Establecimientos con Programa de la Industria Manufacturera, Maquiladora y de Servicios de Exportación (IMMEX), muestra las principales características y evolución de los establecimientos manufactureros y no manufactureros (número de establecimientos en activo, personal ocupado, horas trabajadas, remuneraciones e ingresos, entre otras variables) registrados en este programa.
El personal ocupado en los establecimientos con programa IMMEX presentó un aumento de 0.1% en marzo de 2018 respecto a un mes antes, con cifras desestacionalizadas. Según el tipo de establecimiento en el que labora, en los manufactureros creció 0.3%, mientras que en los no manufactureros (que llevan a cabo actividades relativas a la agricultura, pesca, comercio y a los servicios) descendió (-)0.8% a tasa mensual.
En su comparación mensual, las remuneraciones medias reales pagadas al personal contratado directamente por los establecimientos con programa IMMEX reportaron un alza de 0.4% durante marzo de este año frente a las de febrero pasado, según datos desestacionalizados. De forma desagregada, en las unidades económicas manufactureras se incrementaron 0.5%; por su parte, en las no manufactureras se redujeron (-)0.5 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI Junio 01, 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores de Establecimientos con Programa IMMEX
Viernes, 1 de junio de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de Empresas Comerciales
Cifras durante abril de 2018
El INEGI informa sobre los principales resultados de la Encuesta Nacional de Ocupación y Empleo (ENOE) para abril de 2018.
La Tasa de Desocupación (TD), que se refiere al porcentaje de la Población Económicamente Activa (PEA) que no trabajó siquiera una hora durante la semana de referencia de la encuesta pero manifestó su disposición para hacerlo e hizo alguna actividad por obtener empleo, fue de 3.4% de la PEA a nivel nacional, tasa superior a la reportada en el mes previo. En su comparación anual, la TD fue de 3.4%, cifra similar a la de igual mes de 2017, con datos ajustados por estacionalidad.
La Tasa de Subocupación (referida al porcentaje de la población ocupada que tiene la necesidad y disponibilidad de ofertar más tiempo de trabajo de lo que su ocupación actual le demanda) representó el 6.9 por ciento. En su comparación anual, esta cifra fue menor a la del mismo mes de 2017 que cerró en 7.2 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 28 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores de Ocupación y Empleo
Viernes, 1 de junio de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Encuesta Nacional de los Hogares
Cifras durante marzo de 2018
La Encuesta Nacional de los Hogares (ENH), que se levanta anualmente desde 2014, permite conocer los componentes físicos de la vivienda (dimensión, equipamiento, servicios básicos, infraestructura y materiales) y los componentes relacionales (familiares, culturales y ambientales).
La ENH arroja información sobre la salud física y mental de la población en el país: visión, audición, movilidad, cognición, preocupación, depresión, entre otras.
La ENH 2017, estimó un total de 34.1 millones de hogares en el país, donde residen de manera permanente 123.6 millones de personas. Con respecto a la edición 2014, se presentó un aumento de 2.7 millones de hogares y de 3.8 millones de personas. Sin embargo, el tamaño del hogar disminuyó de 3.8 a 3.6 en 2017.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 28 de Mayo 2018
Clasificado bajo: CEIEG, Encuestas, Estadística, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Encuesta Nacional de los Hogares
Viernes, 1 de junio de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Información Oportuna sobre la Balanza
Comercial de Mercancías de México
Cifras durante abril de 2018
La información oportuna de comercio exterior de abril de 2018 indica un déficit comercial de (-)289 millones de dólares, saldo que se compara con el superávit de 900 millones de dólares observado en el cuarto mes de 2017. Con el saldo del mes en cuestión, para los primeros cuatro meses del año la balanza comercial presentó un déficit de (-)2,066 millones de dólares.
El valor de las exportaciones de mercancías en abril de 2018 fue de 37,181 millones de dólares, cifra que se integró por 34,588 millones de dólares de exportaciones no petroleras y por 2,592 millones de dólares de petroleras. Las exportaciones totales obtuvieron una variación anual de 17 por ciento, la cual fue resultado de crecimientos de 15 por ciento en las exportaciones no petroleras y de 54.4 por ciento en las petroleras. Al interior de las exportaciones no petroleras, las dirigidas a Estados Unidos avanzaron 10.7 por ciento a tasa anual, en tanto que las canalizadas al resto del mundo lo hicieron en 35.4 por ciento.
En abril de este año, el valor de las importaciones de mercancías sumó 37,470 millones de dólares, monto que implicó una tasa anual de 21.4 por ciento. Dicha cifra se originó de alzas de 18.6 por ciento en las importaciones no petroleras y de 48.7 por ciento en las importaciones petroleras. Al considerar las importaciones por tipo de bien, se observaron aumentos anuales de 26.1 por ciento en las importaciones de bienes de consumo, de 20 por ciento en las de bienes de uso intermedio y de 25.8 por ciento en las de bienes de capital.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 25 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Información Oportuna sobre la Balanza Comercial de Mercancías de México
Viernes, 1 de junio de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de Empresas Constructoras
Indicadores de Empresas Constructoras
El Instituto Nacional de Estadística y Geografía (INEGI) informa sobre los principales resultados de la Encuesta Nacional de Empresas Constructoras (ENEC), que considera a las empresas que conforman el directorio de los Censos Económicos.
Con base en cifras desestacionalizadas, el valor de la producción generado por las empresas constructoras presentó un aumento en términos reales de 0.6% en marzo de este año frente al mes inmediato anterior, el personal ocupado creció 1.2%, las horas trabajadas fueron mayores en 0.4% y las remuneraciones medias reales en 0.3% en su comparación mensual.
A tasa anual, el valor real de producción de las empresas constructoras se incrementó 1.7% y las remuneraciones medias reales subieron 1% durante marzo de 2018 respecto a igual mes de un año antes; por su parte, las horas trabajadas descendieron (-)2.4% y el personal ocupado disminuyó (-)1.4 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 24 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores de Empresas Constructoras
Viernes, 1 de junio de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador Global de la Actividad Económica
Cifras durante marzo de 2018
El INEGI informa que el Indicador Global de la Actividad Económica (IGAE) creció 0.3% en términos reales en marzo de 2018 frente al mes precedente, con cifras desestacionalizadas.
Por grandes grupos de actividades, las Primarias ascendieron 2.6% y las Terciarias mostraron un avance de 0.6%; mientras que las actividades Secundarias no registraron variación en el tercer mes del presente año respecto al mes previo.
En términos anuales, el IGAE tuvo un aumento real de 2.6% durante marzo pasado con relación a igual mes de 2017. Por grandes grupos de actividades, las Primarias se elevaron 6.6% y las Terciarias se incrementaron 3.6% a tasa anual. Por su parte las Actividades Secundarias se mantuvieron sin cambio.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 23 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicador Global de la Actividad Económica
Viernes, 1 de junio de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Producto Interno Bruto de México
Cifras durante el primer trimestre de 2018
El INEGI presenta los resultados del Producto Interno Bruto (PIB), los cuales indican un aumento de 1.1% en términos reales durante el primer trimestre de 2018 respecto al trimestre precedente, con cifras ajustadas por estacionalidad.
Por componentes, el PIB de las Actividades Terciarias avanzó 1.1% en el trimestre enero-marzo de este año; y el de las Primarias y Secundarias creció 0.9%, de manera individual, frente al trimestre anterior.
En su comparación anual, el Producto Interno Bruto registró un incremento real de 2.3% en el primer trimestre del año en curso con relación a igual lapso de 2017. Por grandes actividades económicas, el PIB de las Actividades Primarias se elevó 5.2%, el de las Terciarias 2.9% y el de las Secundarias lo hizo en 0.3% respecto al periodo enero-marzo de un año antes.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 23 de Mayo 2018
Clasificado bajo: CEIEG, Finanzas, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Producto Interno Bruto de México
Viernes, 1 de junio de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Producto Interno Bruto a Precios Corrientes
Cifras durante el primer trimestre de 2018
El Producto Interno Bruto Nominal (PIBN) a precios de mercado se situó en 22,513,581 millones de pesos (mp) corrientes (22.514 billones de pesos) en el primer trimestre de 2018, presentando un crecimiento de 6.4% con relación a igual lapso de 2017. Este resultado se originó de las variaciones de 1.3% del PIB real y de 5.1% del índice de precios implícitos del producto.
El sector Agricultura, cría y explotación de animales, aprovechamiento forestal, pesca y caza generó 754,159 mp corrientes, monto que significó 3.6% del PIB Nominal a valores básicos en el lapso en consideración.
En el trimestre de referencia, el PIB Nominal de las Actividades Secundarias (Minería; Generación, transmisión y distribución de energía eléctrica, suministro de agua y de gas por ductos al consumidor final; Construcción, y las Industrias manufactureras) fue de 6,834,575 mp a precios corrientes, alcanzando 32.3% del PIB a valores básicos.
Por lo que respecta al PIB Nominal de los Servicios inmobiliarios y de alquiler de bienes muebles e intangibles, éste fue de 2,277,349 mp con una contribución de 10.8% del PIB total a valores básicos; el Comercio al menudeo con una cifra de 2,089,822 mp con el 9.9%; el correspondiente al Comercio al mayoreo llegó a 2,024,141 mp registrando el 9.6% y el de Transportes, correos y almacenamiento 1,353,997 mp que aportó 6.4% en el trimestre enero-marzo de 2018.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 23 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Producto Interno Bruto a Precios Corrientes
Miércoles, 23 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de Empresas Comerciales
Cifras durante marzo de 2018
El Instituto Nacional de Estadística y Geografía (INEGI) informa que en las Empresas Comerciales al por Mayor, los Ingresos reales por suministro de bienes y servicios disminuyeron (-)0.8% en marzo del presente año respecto al mes inmediato anterior, con cifras desestacionalizadas y las Remuneraciones medias reales pagadas lo hicieron en (-)0.6%, en tanto que el Personal ocupado se incrementó 0.1 por ciento.
En las Empresas Comerciales al por Menor, los Ingresos reales por suministro de bienes y servicios registraron un alza de 0.9% y las Remuneraciones medias reales subieron 0.2% en el tercer mes de 2018 frente al mes precedente, mientras que el Personal ocupado se redujo (-)0.2 por ciento.
En las Empresas Comerciales al por Menor, los Ingresos reales por suministro de bienes y servicios registraron un alza de 0.9% y las Remuneraciones medias reales subieron 0.2% en el tercer mes de 2018 frente al mes precedente, mientras que el Personal ocupado se redujo (-)0.2 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 22 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Inegi, Notas, Noticias, Servicios | Comentarios desactivados en INEGI – Indicadores de Empresas Comerciales
Miércoles, 23 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores del Sector Servicios
Cifras durante marzo de 2018
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)
El Instituto Nacional de Estadística y Geografía (INEGI) informa sobre los principales resultados de la Encuesta Mensual de Servicios (EMS), que considera 99 conjuntos de actividades económicas relacionadas con los Servicios Privados no Financieros.
Con cifras desestacionalizadas, durante marzo del presente año los Ingresos reales obtenidos por la prestación de los Servicios Privados no Financieros reportaron una disminución de (-)0.3% y el Personal Ocupado descendió (-)0.1%, mientras que los Gastos por Consumo de Bienes y Servicios crecieron 0.1% en términos reales frente al mes inmediato anterior. Por su parte, las Remuneraciones Totales reales se mantuvieron sin variación en el mes de referencia.
A tasa anual, el índice agregado de los Ingresos mostró un aumento real de 1.4%, el del Personal Ocupado se incrementó 1.1%, el índice de los Gastos por Consumo de Bienes y Servicios se elevó 4.6% y el de las Remuneraciones Totales lo hizo en 0.8% en el tercer mes de 2018.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 22 de Mayo 2018
Clasificado bajo: CEIEG, Encuestas, Estadística, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores del Sector Servicios
Miércoles, 23 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
![](http://www.beta.inegi.org.mx/contenidos/saladeprensa/img/AFDZEE_INEGI2018_05.jpg)
Para fortalecer la implementación, operación y desarrollo de las Zonas Económicas Especiales y sus áreas de influencia, el Instituto Nacional de Estadística y Geografía (INEGI) y la Autoridad Federal para el Desarrollo de las Zonas Económicas Especiales (AFDZEE), firmaron hoy un convenio general de colaboración.
Este convenio permitirá coadyuvar en los campos de capacitación, investigación, extensión, difusión y apoyos técnicos y tecnológicos.
El Instituto ofrecerá información veraz, oportuna y confiable que permita a la Autoridad Federal para el Desarrollo de las Zonas Económicas Especiales (AFDZEE), tras una evaluación y diagnóstico, hacer política pública y con ello, cerrar las brechas que existen en el país y colaborar para el desarrollo nacional, dijo el Presidente del INEGI.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 21 de Mayo 2018
Clasificado bajo: CEIEG, Inegi, informacion tematica seccion, Notas, Noticias | Comentarios desactivados en INEGI – Firman Convenio que apoyará con Información y Capacitación a las Zonas Económicas Especiales
Miércoles, 23 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores del Sector Manufacturero
Cifras durante marzo de 2018
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)
Con base en los resultados de la Encuesta Mensual de la Industria Manufacturera (EMIM), el personal ocupado del sector manufacturero creció 0.2% durante marzo de 2018 respecto al mes previo, con datos ajustados por estacionalidad.
Las horas trabajadas aumentaron 0.6% y las remuneraciones medias reales pagadas, que incluyen sueldos, salarios y prestaciones sociales se elevaron 0.4%, en el tercer mes de este año frente al mes inmediato anterior, con cifras desestacionalizadas.
En su comparación anual, el personal ocupado mostró un incremento de 2.6%, las horas trabajadas tuvieron un alza de 3.6% y las remuneraciones medias reales de 1.1% durante marzo pasado con relación a igual mes de un año antes.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 18 de Mayo 2018
Clasificado bajo: CEIEG, Encuestas, Estadística, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores del Sector Manufacturero
Jueves, 17 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
El INEGI presenta y provee la quinta versión del Sistema de Clasificación Industrial de América del Norte (SCIAN 2018) que, conforme a la Norma de Uso, es el clasificador oficial de México para la captación, generación, presentación y difusión de estadística sobre actividades económicas.
Con ello se da respuesta a la necesidad de contar con un instrumento para recopilar, analizar y difundir información estadística que permita evaluar y comparar las economías de la región de América del Norte.
El SCIAN, creado en 1997 por las Oficinas Nacionales de Estadística de México, Canadá y Estados Unidos es el marco de referencia y el sistema, que permite organizar los datos acerca de la producción de bienes y servicios, facilitando el conocimiento, análisis y la interpretación del comportamiento de las actividades económicas.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 17 de Mayo 2018
Clasificado bajo: CEIEG, Encuestas, Inegi, Noticias | Comentarios desactivados en INEGI – Actualiza el clasificador oficial para captar, generar, presentar y difundir Estadística sobre Actividades Económicas
Jueves, 17 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Estadísticas a propósito del día mundial de Internet
La manera en que las personas se conectan entre sí, acceden a la información y la comparten, cambia a un ritmo acelerado gracias a la acción de la ciencia y la tecnología, que nos brindan nuevos dispositivos y herramientas asociados con las Tecnologías de la Información y las Comunicaciones.
Este es un tema que requiere de un constante análisis, cuya aplicación arroje datos útiles para entender la dinámica de su acción e impacto, ya que el interés radica no sólo en conocer y comprender la magnitud de los avances tecnológicos en el mercado, sino también en quiénes acceden a ellos, cómo y con qué facilidad lo hacen.
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)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 16 de Mayo 2018
Clasificado bajo: CEIEG, Encuestas, Estadística, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Estadísticas a propósito del día mundial de Internet
Jueves, 17 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Resultados de la Encuesta Nacional de Ocupación y Empleo
Cifras durante el primer trimestre de 2018
El INEGI presenta los resultados trimestrales de la Encuesta Nacional de Ocupación y Empleo (ENOE) para el trimestre enero-marzo de 2018:
- La Población Desocupada (entendida como aquella que no trabajó siquiera una hora durante la semana de referencia de la encuesta, pero manifestó su disposición para hacerlo e hizo alguna actividad por obtener empleo) fue de 1.7 millones de personas.
- La Población Subocupada (referida al porcentaje de la población ocupada que tiene la necesidad y disponibilidad de ofertar más tiempo de trabajo de lo que su ocupación actual le demanda) llegó a 3.6 millones de personas.
- La Población Ocupada Informal, que agrupa todas las modalidades de empleo informal (sector informal, trabajo doméstico remunerado de los hogares, trabajo agropecuario no protegido y trabajadores subordinados que aunque trabajan en unidades económicas formales, lo hacen en modalidades fuera de la seguridad social) sumó 30 millones de personas.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 16 de Mayo 2018
Clasificado bajo: CEIEG, Encuestas, Estadística, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Resultados de la Encuesta Nacional de Ocupación y Empleo
Jueves, 17 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores Trimestrales de la Actividad Turística
Cifras durante el cuarto trimestre de 2017
El Instituto Nacional de Estadística y Geografía (INEGI) presenta los resultados de los Indicadores Trimestrales de la Actividad Turística (ITAT) para el periodo octubre-diciembre de 2017.
Durante el cuarto trimestre del año pasado, el Indicador Trimestral del PIB Turístico y el del Consumo Turístico Interior crecieron 0.5%, de manera individual, en términos reales frente al trimestre inmediato anterior con cifras desestacionalizadas.
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)
En su comparación anual, el Indicador Trimestral del PIB Turístico aumentó 2% y el referente al Consumo Turístico Interior avanzó 1.4% en el cuarto trimestre de 2017 respecto a igual periodo de 2016.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 14 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores Trimestrales de la Actividad Turística
Viernes, 11 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Información Oportuna sobre la Actividad Industrial en México
Cifras durante Marzo de 2018
El INEGI informa que la Producción Industrial del país permaneció sin variación en términos reales durante marzo del año en curso respecto a la del mes inmediato anterior, con base en cifras desestacionalizadas.
Por componentes, las Industrias manufactureras avanzaron 2.1 por ciento. En cambio, la Generación, transmisión y distribución de energía eléctrica, suministro de agua y de gas por ductos al consumidor final cayó (-)4.3%, la Minería (-)1.5% y la Construcción (-)0.7% en el tercer mes de 2018 frente al mes previo.
En su comparación anual, la Producción Industrial se mantuvo sin cambio en el mes en cuestión. Por sectores de actividad económica, las Industrias manufactureras se incrementaron 3.4% y la Construcción 0.1%; mientras que la Minería descendió (-)6.5% y la Generación, transmisión y distribución de energía eléctrica, suministro de agua y de gas por ductos al consumidor final se redujo (-)2.8% en marzo pasado con relación a igual mes de 2017.
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)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 11 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Información Oportuna sobre la Actividad Industrial en México
Miércoles, 9 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Índice Nacional de Precios Productor
Cifras durante Abril de 2018
El Instituto Nacional de Estadística y Geografía (INEGI) informa que durante abril de 2018 el Índice Nacional de Precios Productor (INPP) Total, excluyendo petróleo, presentó una disminución de (-)0.04% a tasa mensual, alcanzando una variación anual de 4.00 por ciento. En igual mes de 2017 las cifras fueron de (-)0.39% mensual y de 8.75% anual.
Por grupos de actividades económicas, los precios de las Actividades Primarias descendieron (-)1.58% y los de las Terciarias (-)0.03% a tasa mensual; por su parte, los de las Actividades Secundarias crecieron 0.08% en el cuarto mes de este año.
El Índice de Mercancías y Servicios de Uso Intermedio, excluyendo petróleo, mostró un incremento mensual de 0.04%, ubicando su tasa anual en 4.61 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 09 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Índice Nacional de Precios Productor
Miércoles, 9 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Índice Nacional de Precios al Consumidor
Cifras durante Abril de 2018
El Instituto Nacional de Estadística y Geografía (INEGI) informa que durante abril de 2018 el Índice Nacional de Precios al Consumidor (INPC) presentó un descenso mensual de (-)0.34 por ciento, así como una tasa de inflación anual de 4.55 por ciento. Para el mismo periodo de 2017 los resultados fueron de un alza de 0.12 por ciento mensual y de 5.82 por ciento anual.
Al interior del INPC, el índice de precios subyacente registró un aumento de 0.15 por ciento mensual y de 3.71 por ciento anual; por su parte, el índice de precios no subyacente retrocedió (-)1.72 por ciento mensual y creció 7.07 por ciento a tasa anual.
Los componentes del índice de precios no subyacente mostraron una reducción mensual en sus precios: los de los productos agropecuarios de (-)0.49 por ciento y los de los energéticos y tarifas autorizadas por el gobierno de (-)2.43 por ciento, éstos últimos como resultado de la entrada en vigor del programa de tarifas eléctricas de temporada cálida en varias ciudades del país.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 09 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Índice Nacional de Precios al Consumidor
Martes, 8 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Estadísticas a propósito del día de la Madre (10 de mayo)
Por su trascendencia, es reconocido el papel de la madre en la vida de las personas y en la sociedad en general, al ser generadora de vida, fundamental para la sobrevivencia y desarrollo en los primeros años de vida de los hijos, fungir como eje en la formación de valores, así como por su papel en el funcionamiento de las familias y por extensión también en las comunidades (INEGI, 2017).
Desde 1922 tras una convocatoria de Rafael Alducín, y la aceptación generalizada de la sociedad, se celebra el Día de la Madre en el país cada 10 de mayo. A propósito de tal celebración, el Instituto Nacional de Estadística y Geografía (INEGI) integra este boletín con datos estadísticos sobre las mujeres que son madres y, en particular, sobre las madres solteras, información que resulta de interés para conocer a este grupo de mujeres.
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8egawbossyzrJMD0G/yEPI8QHWN7KgPq02HbFNkgp9L7PSghsx3A0CWoaxEgBF4/gDpnjDMKqJ/wURI0v8shU+fj5GlvhlK3z8fIws8ctW+Pj5GFnil63w8fMxssQvW+Hj52NkiV+2wsfPx8gSv2yFj59PnVEya7y0+WNT+fDE3WokbY5rKkVtXvWt1h1+2QofP59aoXTO5BX+DWoiU4qiyqyptD1+V1kwebzvvXbwy1b4+PnkjGz++TGkbMmiqPIo9+6/rVy525ZJfKt1Gq+Qn0q6XHBExT88/uW/rfyocodftsLHz6dGlM6fEVVuJul93ZlR5Wn5yEmnk3eP5oUy8oErK5QeSq7wy1b4+PlUi5JUR3kVBL6airtj322wsIk0WmWVJNyw8WpyxO83lIuabSYtmqwrHd0maKeUDZn1ZY+ospP/bR+k1RSsWYPAz6fKxJRYXaEC25xQHr5/fHP5wAlCCBTd/qTdkzSWhXxy20UrKDZRdkThoVQXv2yFj59P1mTrw6sqWqGZBDdxI1ulPtazlSWTf/Ozyh6/bIWPn09WxBSWKymZOiqq5FAmf/TqikoMrTxLq4eMfuxmP7vs8MtW+Pj5ZCSmrFxLWfGyqLIhw959Iaq4CqGyMyk8kj/2Py39LDPjl63w8fNJS0xJtSU9rjipksLxsmdkq6sqK6uqSg7L6bo+zBa/bIWPn09aYgqqTeGd/rgXH6yknJRCRQbKXKGeTg/znGSDX7bCx88nJcWThkeVA+n2/qvyyD1/l9KpI6P51RbXZ8XNm1YS45lEKTOjqHrZ4Jet8PHzSUlUMV623HxTOeqQP8j222wVza+u9Nx1V+mz994y4d3nVlSQVlq24ur93wUnyJWHtpBRKfIRFt1/uZ91avyyFT5+PimJKaY2ZUjXRxOlU2Z9++1y5VDxegPoeEx8vZP32Ek2XXdtueSgPaP5vM6EX7bCx88nJTHl1JYArXRKr913X1FZ+jpbSVfP52XCL1vh4+eTEq2YyUO/kn323E1Kpjglzf1VZObP5SFkzriKOMqWzRgjZdNHS9m0URX5yyZVVrSWskVzZcZvP0QVT4kqK1Dm+MduqIiPeeia8niWG2XUI9f7WafGL1vh4+eTkrJFcyqUM2XYV86vbyb77rUbFkCuv+xC2XWXneTwgw5IwpP/eJTIrLFJWeRDdtlxezntxGNl/733lGUu/afPu0mr22+saDMRdzM3qFOrqLJD+fXVx1dUmtoAkx+/Ua46bG9psfVmSf/9b/+rjHYb4MkzjpaJblOMfeRaab5FE/n81ovkx5ZXyARuFFf/hlPc+DPg2mwY+PmkZOTAPpWVVAsyrM+zboeVRRUdk5JFiyornsINoCVWLiatrpIOb7zkZ50av2yFj59PSkZ+3UcWzp0VVVgu5Iu2rbO2di2fHHRQXIGQqirdyTl77+xnnB6/bIWPn09KZk4YK0UDeouULI0qriYyZtB3idJHPflUVLmU/vvuG02HxJRYVbn34nPk/P139TNOj1+2wsfPJy0jB/SR4V/1dMdxaVSB1ZHSmeOc0h9MJKZQLRhmLJ0y6h/Xr6jQmNVHToH7Lj03UbopPgIUP2JALxn2ZQ+ZOOrHqCKrKr8O6lB+xO+1V1SZVZXiBQtWUGpKSTbFVXLuvk0rlG6Kj1Ch+P495Kd+3WTIZ12kZGb5Y1t15K17bkuU/n37e6NKzCRfpDj6vzz11LiiAwFa4ZDz9muWpGfCL1vh4+eTlolFg5Yr/vPuieJ/+KSTfNOrnRRPqdp7+ou3bpIoHdJbWfsn++wjh264oZzSpIm81by5rN6okdy41VbJMd/PKfrFZs1kizXWkEbuete1107SN1pttWQT9FbK79OiRfRIh8we8PEKCqdkS7JoDQE/n4xQ8UO94gd92km+7dNBvu7ZTr7q3lZkybyoorWAQR2h9AdlzFf/W66sWpCRfHnjpLi4OKpsSrbWDvyyFT5+PlkxrH9Pr/iu5Yr/uIMM7PWRDOjxoXzZtbV83vl9+bp3BymdN3UFpeNt3xwXprqhu3TLLeWB7beXp3beWXo5q31nt91ks9VXl1Yubfs115RV3FD/vs028oqz/LDuCuLqLxk/Xs7YfduookOpCn7ZCh8/n6woLSmWoV90lx+94r9Tiu/frU2i+E87vCsff/S29PrwTene+lWZNmm8lMwYK3cdeWCF0ouXLYgrrLriFP3La6/Jf2+7Tf60ySYVElNyKFXFL1vh4+dTJX7sB8V3jir+s45a8a9Ll/dekQ5vvSiTx4+Wp+85X/51+9nyxoUXytJFi+S3Dz6Qz448Uno5nx5VqBJ8VNv/9NNl9sCBMn70aDnTKfbPkE03lVOVsqui+Orgl63w8fOpMoM/iyi+i1OkU3zfQPEd/1f+KhSKf/Ku86SlO77v2W47uWvbbeUOJ7e5I/yWrbeWvznBDd11v/+9XOPkKnf8X7HFFnKZk4ud/MXJBU7O3XxzOWuzzeQMJ9VR/NktdkrGUx38shU+fj7VYvqEXyop/gsqvv3/pLdTfI82r0vX91+Vju+8JGOHDc0LxdcUv2yFj59PjfjG3d2nU3wnp/iOr70sT99brvi7nXJzqfiY0iFa4eNGDvejrRl+2QofP5+cMG3CuBSKf1nuOOtUecYr/g6nsNpW/EkbbpgTCw/xy1b4+PnknC96fFRJ8Qc1/l2F4u/bccecKP50J6dFFP/ZRx/5UeQev2yFj59PrXPIWqs4xV+QKP7xP/whN4p3SofiL3JPBXWFX7bCx8+nXigtLpYP77xTbnFKvtkp82YX3uiEir8SSneKvbhJE/mrU/Rn7vGvvvHLVvj4+dQKnTt3TsI11lgjCR988EFZa621knih4pet8PHzqRPef/99GTGi/J19oeKXrfDx88mK0047Tdq1a5fE3377bbnnnntkQ3f3vPHGG8u6664r559/fpJHLrzwQh+rzLJly3xMZJdddvExkZdfftnHsoMnSl3il63w8fPJmkWLFiXhrFmzZOzYsdK3b1/p06eP9O7du5JCwU8//eRjlXnggQeSsKysDAuZSKNGjeTKK6+UFi1aJHlI28bd9CF9/PjyHzTq379/RdmjjjpKunTpkqSDww8/XNq2bZvEr7/+evnmm2/k4IMPTq5zieu/YeDnY2SJX7bCx8/HyBK/bIWPn4+RJX7ZDMMwDMMwagRvKhDy35ARpMVuOnR6GBKWYTr+2S3/4yRBHv7lGfLwz4gBrsN/ahi2w7gOGcc/HkR9/R8lAdvXddgP01BG/xNlXR/gGvn8x8QAIfrS/6w47Nsw8gttidipsCoIgFWEuxfXug4sJSzD//WKkGUR4ppWCZAW1jUMoyGhT4uqwFOopoT3MrUFTjZNeO+SF+C45Q2QPqZDeCzzZoY3W2FZLC7aY5sAdWJugddUCI9/CBdL39RpeGMFENebCumxzYJybJ/j1mlsD31zLTg2wHyNnhfHwLokpnjkI133i7iuF64tyoVlCMaJ8qnaMozlO0LvrFS7Slsw81LdoCGNeQhZl2V1HcaxY2mlSINw92qrYpzWxbIgDEHsxNDlwjpoV1sN0XFNLJ2WDMG8MGZaJNMxLpYjzCPhdSpQRq8RyLausbJAS6CV0a9ht9NaaakgtoP0dbjjSJjG/sK20b/2p7QGXY4Woy2S7emTKmaxPCE0uj+Atnj6pZpPg4eLl88UwhhXarTV0kJXBrKda72sCZSijzwMQt84hTdR4fHHI1rfqKAO2kE63QbR6WxbbwyAMqiTyaJRn0eyvkFNRzj+ELQXKiJdHeaxjl4HpOGahGtNUI5rgDjngnawBkjT7ottcP1AujEaRjnhLgl3I3cxdxZ2HXYmQ4A6bEfvdsAyBHlsE/WytVLDMHIFrJCWCoF1I4Q1ah/C04D+SPsuok8M7ZN02wB5TCP6GmF4+gCeLhSOgfUwLp4o7AOwPEEe5oc0jhP1cM1QE9YveDghLhbiVDxgHEJFMGQZ5gMdB1hcLjBAHMpBqBUDmAZ0O7oM8qFstKHTwzg3BBWsx0D3o8tpwnERpiFk/xTDMAzDyFPoqpokV3HXp8nWten7s/p2heG9YnXGk8s51Pd6ZNt/qnLcI7zfDtcXID2X8+T+zAW47asr9BqEt8hVJVznTLaaEg6AC4GGkPZocrViPq6ZhpAdI64HFU4wrAd03Rbl0RXq6YnpNgDjqdIYTzUWXUaHelyEZSnhelC+dUJwfU15NIkzZBzj4rVOpw4YUheAZXR5wDjbBAixriyr02FEOj0cN0MtJDQaXrd2ouuCMG2WEz5fAR0HLIs2U+05Qr0CtAuYj7VLtXd0uyBVX7oN5iNEPp+HAcsDxsPxINT7UKdrdDpEz1HXB9wfgGHeo5WS7xTMojoKaayABrKyUGj6MQyj0MEpq1/d8xSK3aoBxHkriDhuOSCIh89dur6+3cFHAiyLfnirCdgWQVzf1qCsvq3Rn7HgNphxjJFxgDhey/PVvG6T42F53MLp8eKa9XC7zDhCjje8neOaIp1lmQdidYCeD0I9ztgtJcvofMTxWME58bMyxMPb2HBcxkoCFA+ofL0Jwg2hDQKbLbZxAa6ZBiPlsxs2YOw5jmXRHg8EgLInl0cryvC5CiDUG1kbm3580EatN7oej25Th7p9QCMDCHEQQGIHTSwErBerw/703DEX/dwd1kVZzJHzZDrKoCzHjHyU1WUYGoZhGA0V7U2019OekreZhmEUOPrWTt/yARq93f4ZhmEYhlHH+F+HNoyc47eYkW94/RhGzvFbzMg3vH4MI+f4LWbkG14/hpFz/BYz8g2vH8PIOX6LGfmG149h5By/xYx8w+tnpaN40UKZPvQ7GfivO6TbJcdJh9P3kw+O2E5aH72jtDl2Z2l7fDNpe0Jz+fDE3VIK8tv8sam0PmanpB7qdLngCPn45nPlx9eelMWzp0tZaYnvceXDbzEj3/D6KXhKF8yU4slFTkZEZLi0Pa5Z1HDzRXBwfPL3C6R02VI/o8LHbzEj3/D6yXvKipdI8aThEYPOXsrmT40aXFWl8yl7VAohHU/evSJeG/JL7w4y/p1/+9UoDPwWM/INr5/8oay0xsadSSZ+1TdqWNkKlu3y5lsk8U7O8Ddfe40krf1JuTN8eP75Q7+VkQ9eHZdW5VJ0/xUy/ZPOfvHyi2SDGfmH10+9UTpnctQwa1+GJ8/hMYODtD8pnp5OuvxpueevjvS+7gwZ9Y8bUhr4CukppOi+y6Rs2TK/wvWH32JGvuH1U2eULV0UMcD6E1kwPWqAd+y7jdzppIvz5J1O2V22XbdxcguPW/p3/rhrUuaBA7aTjRqvJhuvubq0dderNVpFtnLlLmq2ubTYZF1545hmctXuW8r9rlwHV3cDV7bSY8AJzWXur2OcQV8VNd5cSdF9l/vVr1v8FjPyDa+fWqV03tSoweWT4Jm5whhrUdocs7NM69kmapxRqaKXzyitrvRaqX38FjPyDa+fWiFmXPktw6Xt8eVePJcy8Mm7peiBK+JGqKWmxl3F+hPbvOQ1VTv4LWbkG14/uQMv4qIGVTgii2ZHjTdbaXNcMylZOF9GPnBluYHFvHU2BsoysfqhZNNeSrnGKy+3+C1m5BtePzkhZkCFLBO//ixq1DFp557VJ/zv2YhBZRAatJZYuVDCctnWTVNv9jefek3mBr/FjHzD66dmlC6LGk2DkEnD5YOjdoga+m+fdZcR911W2Ygo2RhgVYTt6XaVwdZYfFtF7u4kV/gtZuQbXj/Vp7QkbiwNTGTx7OQrt0unjF9uJKHhhMIy3qBWSE9XJiYsk6qcTmc8VZihTC7wW8zIN7x+qk3MQDKJzB4rfzzyELnwzFNl7bXWStIwFEhYNl+kdNky6bP33vLFiSfJiHsvWW44oWijikmm/DyRX/57v9dw9Uk2mJF/eP1Ui/Lvu8eNpKFI2bJFMn/EyMTgK0mLFlI8f9ZyQ4ExV8WgWTZVHZ0fxlPIuEeuk602XE9anniIbLru2kmd3x69QQ7aYato+bTywFVey9XHbzEj3/D6qRYl03+JGkrDkOEydXR/+e3d91Y0+EC+vfhi5/0vLTdMLTSgME1fpxLW1RIrl42wbqqQgmslNcVvMSPf8PqpHiVLI8ZS+AIGdXpAvr/qqqiRp5LezvsvmTiusvGkMiqdXhXR9WvaVhrBd/prit9iRr7h9VNtiicNixrO1OEDkmf05x57QB5reZvsuvOOss7aaydpz//zAbnxiotEZo2V1/79mFx0zp/l2ksvEJkxWv77+ANy1inHy7OP3CslU4rkigvPlvPOOCVps5lrA/UhRxx0gGyy8UYyamAf6dX2DZE542TaiK+T9wUy62eRmU7mjpM9d2sqp598XNJXOMYVZaTMmzZaBnV8QD495NCoYWcrP915p4xoGfH+Wmi0WlT+oHsvl0n/vFHO3ndX2X+7LaTnTefJjUfuJ7ccc0CyBn1uPl922GQDefUvJyXXT5x+tDx5xtHlcRduucE6ssFajeX7ey5NbvevPmzvivUb8/A1SfjLP66TcU50v5Al0yd7DVcf176Rj3j9VJtxPw2IGE9q2aN502h6KjntxGOldOrIaN6EH7+QA/dzz9aRvKrKtz26yg8d7k+k1x57RA25WrLXXrJwzLAVjCqlBIfAt3ddkhjo0PuvlJ8fulZGP3SNjHLlBt17mUu/Vn687woZ5r8ENNR5ZwjyIUj7wRk86nx/z2VJ2SL/PX/kD3GHSkWfvjzic775VC4+dG+v4erjt5iRb3j9VJuiAb2ct/2k1v8ctrakdN4UKV48293Ot5Lv298jvffcM268OZDhjzyS+uu42vDC9JgwLyxfQwHn77+r/Dp6ZBKvCX6LGfmG10+1GTvoSxn5dR9n/L2T65hh5avcfcwhiWeHwQ/t/XTyRj5mrLmW3u5OYv6w76NGV2XRhp/qEMjicMBf4l125P6JwUNygd9iRr7h9VNtSoqXeaPvIyOc1x/+VQ8pW7owamT5IqC0eGFi7JAJw3pFjTMmn+yzj2zTuLH0dfH+++0n7f2dwVcu3r0ah8a4N950Bue8PwyTEjHKtKLrVrF+0f2XS/vXXqwwdjP6lQCvnxoxcmAfGZkYfW8Z7gx/WP8eMuzLHsmBEDO6+pPhctb6q8n3He5zxv5gIovmT44aYzrp5Yy7twt7eiPHNePVlXLv/13cgHU8laQrE8kb/9ZTcs7eO69g7JC/HLiH12zN8FvMyDe8fmoEnuth9LjFL/f2PROjH/pFd/mpXzcZ8ln5zznFDbFuZNnS8h+cpHeHlJWVRA2wvmVS166JB9ZGmkgmw88gox+9UV5odWfU0LXkCr/FjHzD66fG8Lm+wuidt0+M/vNu8mO/rs7wu8jgTzvLD590lCWLFkQNs1Zk6mj585q/kx86PlDh3SHFc+ZGDe6fO+4orbbfXi7bcks5aP31Ze91101u6R9waR3crfx1W20lbzVvnpS74ve/r/DwKHdSkyZJfve99pITN95YWu2wg1zl2vnY5d+89dbSZvfd5YLNN4cxyJ822SRJv3iLLZL2cR2OpZfrZ3qfdlEDjkp4KLS6SkpmTknexMeMOyZP33GT12jNKd9hRt7h9ZMT4kbf3Rk9vL0zeufxf/i0k3zft6N826eDDOz1kXzd40NZtGC+25y/xo22BvJN145SVlpW4dkpswZ+s4KBUWCIPZwhP+gMFtdXOsN+bpdd5G1ngDBwGC/SbttmG3nMGX6/ffdNyl3u0h7baSd50slnzoj/5vKRdpUT5D+x885J/bu2204ed2Vucu186srhYEB4p0vnGGIy58eflv99Pg08uG0vuv9KKZ4xRW7809FRg84kD119kddkbvBbzMg3vH5yxnBn7BVG/2V3GeqMvvwWv9zoB2mj7+2MHobfs5185Yz/q+5t5cuureXzzu/LksULpWT2xKgxZ5KyhTPlzHVWkR8SI1/u3SFDW7aMGhVlH+exEW642mpyyAYbJF4Z0tV5bxjnO7vtJqc6rwzDPWrDDeW5pk2T/Iec8a7ZqJG8uuuucoLz8vDeSMchEvZRE4H3n9b7w+SPfsqWLUkM9dx9dokacVWkNnDzN/IRr5+cM4zP9d7of/ysayWj/+7jDvJN7/bl3t4Z/QAafbc28kWXDxLD79fpPfm0wzvySfv/yccfvS192r0ts6ZPSf5+v2TqKGfgwXcDJg2Xh/98oiyYOzfx6NrYcXvf76ijooakBcYNQ+3kws5O4J3x0g55Hd01X9rhVh9xHAQfuThCvNGHsbM83+xXV3o2aybf/PWvUlpSItcceKCc4B438Bhw9rbbRg23OnLpkft5jeUev8WMfMPrp1YoKyuteJnH53oYPZ7rUxl9/8Toy709jP6zju8qo39Len34pvRs+4Z0b/26dPvgVeny3ivS+d2X5aM3/ysHrv47mTx+tBQXF0vp0gXy22B3d9HlYfm+/b3S2xlszLDqWvDln57OW39y8MEyf+jQxKB7vfOOXOTuEI5fb73EqDPJQxdeGDXgqsgFBzT3Wqo9/BYz8g2vn1oHL/H0y7x0Rl9+i//BcqN33r5vBqPv+L//c7fba0ppWbE8c+8F8vQ958tTd58nT951nnz01r+k5fbby73uufkeJ3c7uct5yzud3OHkli23lJudMd3m4o8efri87Lzr+7fdJp0efVS6/Otf0ueFF+SrNm3kx48/lm86dJBe7rrdI4/Im3//u/z30kvlHyefLLe6Z/vzndFe6G7tL9psM/nLFlvIhU4ucHLe5pvLuU7OcXKWyzvTyRlOTt90U/mzk9Oc4JEhZuAxmTR2bNSQs5Hvv8jtT2Klw28xI9/w+qk7ysoSoy9/rk9t9LjFp9HjFj80+h5tYPSvOaN/1Rv9S9LyL+fKwnnzVjD6Fx65Oq3R377NNsmLuVud3LL11vJ3J39zctNWW8mNTm5wct3vfy/XOrnGydXukMBb+SudXOGM+nInlzm51Anexv/VSW0a/Ywpk6MGnUoevDK3L+iyxW8xI9/w+qk3fvi0qzP6jzIbvbvFxzN978Dou74Po39FOr3zkgzs00sG9Oohz7SsbPSP3XK63OMMOl+N/lQnMeNOJe1f+7+ocVPO3bepTJ0w3q9w/eG3mJFveP3kDd990qXC6PFcr40ez/XpjB4b/fm7b5dnYfT3wujPT4z+n7edKXc5A61to7/ESbWMPmLY6SQ08jP33F5mTq35n8LmGr/FjHzD6yev6d+jXXJ7T6PH389ro8dzfad3Xk7Knrdn08Ton1FG/687zpbbnbHkk9Gf7qQ6t/bHNG4sRYO+S+aa7/gtZuQbXj8FyZhhg6Sz8/A0+snjx8kha/7O3dqfGxj9OfJQ8+b1bvRna6P3Xj5m9CdvvLFce/DBMnv6dD/TwsRvMSPf8PppsAz5+mN5+Z83yJOHHFLvRn+WM/CT115bHjrnHFk4Z44fYcPFbzEj3/D6KTiee+452Xvv8l93+d///if/+Mc/kriRP/gtZuQbXj8Fx9ixY5OwqKhIBg8enMQ1rVq18jGRpk2b+phRl/gtZuQbXj+GkXP8FjPyDa+fnFJaWirff/+97LrrrnLaaafJzTffnKSvscYaSbx169bYELLjjjtKWVmZ3H///XLjjTfKyJHlv8s2b948me5fYjGcPXu2jB49OomDyy67LAk3d8/K2bDZZpslfb755pvJNfpdtGhRktaoUSPp0KFDEr/++uvl1FNPlYMPPlj+85//JGUByvfs2TMpQzbccEO55JJLKtL233//JAQDBgyQL774IsnHOqAM5oI6X375pXTv3j0pN2vWLHn66aeTOECfuIspKSmRl156KVmLBQsWyO233+5LiCxZsiRpF3XzGTdnIx/x+lmpOOigg3zMqE38FjPyDa8fw8g5fosZ+YbXj2HkHL/FDMMwDMMwDMMwDMMw8oo7fQj4AiMMSU8fgjAP14eVR5MwzH9Rhec7SdUW4iiDcEcfEsbHOGEfGD/TGcbSGALE2QcJ4xDdDuKcX6we2sN4CdPDsmgD4wexdqiPsD7WDPUg6Ash8ihAhxwr1pll9LoB9MV8wBBpHCf6SlUOYWzOQLcVS+f42D7b0iGE42UcIM6Q4zSqCRcz3BxEG2GYh2tsTEAlEsShXMINTJCPzQEQh6AvlAvbAair88IQfSE/1XhRH/0hPzQygLiuh7Jok+U5VoD8cDMCHefcWRb967EBxsPxIIQgHYK6EKZrdB3qIjQ6vW6xuUCQhnLoh0YZlmPIuQOmA8Y5V8J01kP7EKajLMsjjXMFsXXW62nUEtyUMdLlZUsu2ohBw2NoGCs9+iQP4YmL0xRGqU9awLrai6QC7YCwHI0dJzfy0p3crJsqJDRwpDMeGz/QHsUwDMMwGjahZyRI194QcT47pgJleCfAtujFkc403WemNgHK67uPVLAciD0TajCeVHlA53FOvDMhGHts7UiYhrq6Da4NxqzHG7vzQTr702PQ6HpsL5wn50KYx/JcP90W54g01Nd3eeGaAFzrtDBfzxWgXQivdfuE40Z6mAew1kxn+zFQhvNBnO3q+YLY3SDnGpsz2wxBOV0Wc+O+YMi+0SfGk26usbRqkWrANSUngyswYsYfUlvrUlt6NHKH1n02e6XG6NOMneNU0SdXGKIONpM+iXWIk0ufzAw16EPnoz3U4SZlHscXawtx5GOsbA8h26CH0qckQ+bpNMI4yqB9jIvthuV5SuM61VgZAsTDdK6VTufasm3AkGsFmAYQx5jT5QOOGTANIYRzZDrQcdQN22Z5iN60Op+gfYwROtN7LOwX7ei5syyvEWKN2B7R+UT3w/UBSAvLM43rH/aLfcD9BLAWzNNlAK+Bjof19Xj0WHVI0XMFTAdol7pJCwqyUlg5TCd6c6cqo68Rx2RisB8qXS8A0H1REQRxCNqmMvWCcoEYoiz7YTm2xxAwjnpoG2NEeY4NsIwekx4rQ61EgLgeD9CK4vjSKR/GwDrMA4ijbeoPhPkA9amPMF8bGsE11wv5mCfa5zwAykBia6TbQz7XVffFerxGHtK4/uF4EWIcaEu3r/NJuJah7oHOh6DdVP1yjQHK6LxYCHQc8Br19XjYH9DtQLjeTCe8RjtYN0OhNyThQqYCi8iFvN6HqQiVEULlVhfUz9RHrsi0LkYDgSevPm0ANxpDejTAzRGe/AR1YGysg3IxWC7Mx1hiJzrRYwEow3L61GOc7bOMblfPW/eJuvQ6LMt22D/L6jZ0/wBGi3poi+2E40c+8wj7Yj2EIKyrr1kmJGybMJ1hqEteZzp4anqwGYZhGLWFPqERp2cLT3xAL0IPROABIGG6boMeEX3AM4VeI1Yf/cU8DMuFefS2SAvrgNALsnxsPiDmNZHHNWIc8wm9e9g/2wr7whxQF+uDdlCOdfX8Qu8ets/+9R2HhusfwjRdLxwjQDkIx0jCees8wLbQf6p2AfrHfDW6bdRH21wrDdJRH3mp5og86kwTK49xYKzp+tF5YRucp15TgHLhHNFmrC/C9HDtwj5T1TdSENuMhlEX1OneCz1HrglPtJDwFDQMo5bhLSluE2K3OICGyTB2+8TDgycWbjMQT2f07DM8eFAnNh70C8J0gL7QJ2/JCMcQ9oV01uGtWqxPwzCMWqe2774MI0F7ZHo8vlyAF6QnRBrBtb4L0B5We0yWIWwfm5txwjaQlu4uAWjjQD2MTben29XpfNmBa8QR6nnxjgL9Y+wIWY59Mgz7DOeqQZlwnWMgHf1la/xcR64dxxqmET0G6ljPH3Ngfa6FBulog3XYH+sRvTbhXHS5dGtmGIZhGIZhGIZhGIZhGIaxcsC38N8mV5XfosZgfuwtbgjLZvvWubYI56TfVtcX9fmGOtu+05XjmiIM15cgPVdrnaqP6pDLtrJB94d4NraTirCtKqM758csACE/bgkFoN6s8mhFGso3ccJrhijHzYOQ9YBuE+i6YfsgVT4FYJPFxgFQh5sQHx/pj6VOdoI1aO2khROW0/XxUZY+HNEe1gJ1AOrrNlGGBx7K6nVAHkLUpR4Qog+OA7Ac0e2gHMqzPseKuXCcmAfjCJEH0D7qg3DcupyeH0Af7EfXAUhHeYxPryHqsw20zfg1QQiwXigDgR4B+8NcGQdaz+hT7wnU186G5XT9dH2FbeBaxzEWEO4TtMN1BUhnHkKta7RPkMfx63npuA4ZR/+hHlLCzgEbwaTYGOE1w7AewILreohrBQCU4QIBpiONcYQ6TpiOxWQ62g/Loi2MD9cMAY1EK4h5QJdFqMsRXUeHOs5NAYNhemwddB3Gw7GFutDtcD6A+mBZ1NNpTEcd1gvXjuMGupyuT/R1GIfouiFIw2FAtD4B6vIaIdeReyQ8UImuo+MA/TGdaSDsKxQQxnUIUu0TEsaplzBkOegFaSwb1uc1Qq4j1zsjbBDCkwRp2ZwwPJ1Yh4uH8jyJkaYXFXEuEGAZKgTojciTEtcQtK2NgOlMY/uIw2uEC4bNwmuEOk+XRQgvpOcOENfzZkhDRJ+M640QWwfE0b6eL8YAuH6hLsJ2OB/0q9dFt4nx6nSOT5fR4wa6HMroPMB6ej3RBseKMQLmoT51iTqhZ0NdoueHkO1Rr+jjUSeA16n2mw65PkwDsb6AvpNACD3oPabXOtU+IWGcOkac8wAshxCCNeGe1HNEqPvX+s17CmWg2iMVAtiUhULBbNYcoW/3DcMwDMMw8pjwmS8banIbmuq2MF9vF/kcVxMKbc5GHqBfivElE14WcNPoly0A6frFjH7pEb6IAXzRAhDqlx8EcbzIYVva8HVdpOuXRPqFBkKmh30SPS/Gw/HoFyAI9Ys3vJzR/QPE+cJJ9wsQ55ogjrqEBh+rE84HIV7UxF4MoR3ksT3W0y+YgI5Dp6nGZawE6A0LuGliMB0hvXisLNNC49Nxwn5p8BpdXm9eQIMHCBkP+wSsC2gcICwHwjocV9g/0PHwMOC8gE4HHEPsAGEYi2uQxna0LnQ9ft6NOMePA1zr2ljJoNK5CfiFC4ANyU0DUBbeAd4GYKNpYyKogzfbNL7wLgEeiKAPtAFBHW5egrqoExocNjvGQa+McaNf5rMewTXftqMPzhNl9HhYBx+ZaMMI+wdI08YGb0v02uk6gIYa1sE4uGZAzyFsA9f68MI4kAZB33p+EI4f5ThfpBtGSqqzQWxTVZ3aWDPTg2EYxsqGPvljcYQQ3hIahlHg0KiBfhYkOm4YRgEDY+bHOCAMgX6xZBhGgYI3wrxV5xtpGjcNXn/B3zAMwzAMwzAMIxeIYdQSfosZ+YTXjWHkHL/FjHzC68Ywco7fYkY+4XVjGDnHbzEjn/C6MYyc47eYkU943RhGzvFbzMgnvG4MI+f4LWbkE143hpFz/BYz8gmvG8PIOX6LGfmE141h5By/xYx8wuvGMHKO32JGPuF1Yxg5x28xI5/wujGMnOO3mJFPeN2sdJSWFMviWdNkZPu3pPd1p0unsw+SdiftLh8ctb20PmYnaXtcM2l7QnP58MTd0krb45tJm2N3ltZH7ygfHLGddDh9P+l+2Yky8PHbZcLnPaV44QLf48qH32JGPuF10zApK5WyBTOlbM5EaXNcU2ecu0aNts7EHSBtk3E0k09u+4tMHTTAD7Rh4reYkU943RQ+pSVSMus3KZ40XIonj1hBSpcsiBthnkjbE8oPo5EfveknVPj4LWbkE143BUdZyVIpnjoypYHHBB41NLR8FjwmfHn/NW6yZX7WhYXfYkY+4XVTEJS6W/OYIVdFPr/3iqhxVUc6uGf+dur6o5Mq5+dS8E5hYtuXZdFvo/1q5D9+ixn5hNdN3lIy/eeo4VZb3B0BjCdmVNnKMVtvKB1P3l0O22ID6XTyHknaSdttLI8etP0KZWsqeN5fPG2SFLW6SkY+eHWFFN1/uSwcM8yvUn7it5iRT3jd5BWlC2c548z+Vr3KMqUoeXkWM7BspIMz9sTgt1wfm1p6nLpnEkJi5asrP7z4aGLY2tDjco2ULl7kVy9/wP4y8gyvm7ygeIp7Jo8ZaC0I3t7HjKwq0tHd0iPsfEq5l8/VLX07d9cw8YMXI4adQdxdwKwBffxq1j9+ixn5hNdN/VFWVqUXb7kU13nU4Ci8XdeCZ/bOp5Qbeq6lzR+byrIZU5zxVr59H9nKi05LJ67sr688Wr6+9YjfYkY+4XVTL9TqbXuWMuX7r6LGBzlki/Wl6YZryQnbbiR7NVlHjtpqw+S2/ffrNE7CI911e+flOzkPj2t4eMY7uVt+lH/ggO1kj43Xcc/3O8gWa68hlzffMtpXUZvXZETLS+MGXAOZ1utDv9p1j1sHI9/wuqlTYoZXn/LJLRdGjRAGf9w2GyUG/K9DdkxCCAx3ndVXlcO33EDeO25Xee/4XRPDb+cM/qWjd0nCq3bbQp45bCfZap015JTtNpYH/7C9tNx/W1mt0SqV+uh41h9k/JtPRo21klTFw0dk8W8/+9WvO7C/jDzD66ZOKJ03NWpw9S/DpU3kzX3r45tL6xN2k/ddiFt5ePC2LsQ18nH90Ynlt/dM03GWRYgDgSHy2hy7iyyZNC557q4wzJhR19DQtRTdd5nXRN3gt5iRT3jd1Dr5cPueTkqmjan4tltty2+f90yML2aUicDIQ4mV05JNGS8zv+zhtVK7+C1m5BNeN7VGWfGSqIHlo8jiOVEDzZV0PPtAGfvve6NGWElqwcjDsnXh7f0WM/IJr5taoWT6L1HDymcpK14aNdaaCG7f8QytDS6l0DCrYszVFddHbeK3mJFPeN3knLr8TD3XMmngZ1HDrbo0l5lFP8Zv32HQ2Ri1LlNLh0Bt4beYkU943eSUmBEVmnx2+8URA85eelxxsoz6xw3LDSs01myNF+UosfzqSKStstISr73c4beYkU943eSMkqljogZUeDI8+WGLmDGnkzZ/3EXm//RNZYOqqrHGyqdqI0zX14inqheRXOO3mJFPeN3kBHxdNW48hSklU0dl/Yc2+HWc+RPGZfnd9xxIaMxVNO5EWJ51W13pNZkb/BYz8gmvm5wQM5pCl7KFmb9z/3nLK6XogStXNKSYVBiXF6bFQkosXaeF5UMJy8aufdqoR2/02qw5fosZ+YTXTY2pr+/D14WUlRRHDR2/fTfz827LDYuiDKgijEm6PC2Z2qDE8qsqrp0lk3/zWq0ZfosZ+YTXTY0oW7owaigNSSZ80avC0PE36ktmz3S371dkZ2zZ5KcS5uswjMeE9XXdUJgehEX35+bW3m8xI5/wuqkRMQNpiPLxzefK988/LCPuzeKPXLQhUXR6TNLlQXRbsbLp6jMvm9DJsumTvXarj99iRj7hdVN9ykqjxpFJ9tptVymZUiT77LmblOK36VzaMYcfXBHPRwFTOr5VbhiUwFCi1zHJpgyFfdWGxPpzgpePNcVvMSOf8LqpNiUzxkWNI5P86fijRWaPlWcevkdmjf5OZPpoZ/zNo2XzQcrmz5BezZtLnxYtZBl+zz5mPNkIjSqWl2dSU/wWM/IJr5tqU52XdTJjjJRMGynTiwbK3LGDpM1r/5EFvw6RgT0/lKIBvaN16luWzpopffbeu0Jmfj3QGa7/S7dcGHC2bWQod86+u8qoh66REW5so13ItDEPl8cr1c8QL6vhr+X6LWbkE1431SZmHA1Nxv/YVXrvuWclg4d8c/Elzjgy/HlrKCiTTTkIy+kwg9x34iEy9uFr5fu7L5Ux3uB/eeQ6efhPh0fLp5PZ33zqtVw9/BYz8gmvm2oTM5CGJGDOD4NXMHYKbvN/e+upuGEiXlXRdbNpQ5WBoQ+7/0p5+S8nytd3XJx49c9v/YvsuOmG8ovLq2g7FN2Wuq7pz2T5LWbkE1431SZmJA1FpLRUhvZ6OmrolcQ91y+dOmG54WhJZ1g6LZQwL13ZbCRVe2nC8W8/67VcPfwWM/IJr5tqEzOUhiAls8bLoE6tZOj998eNPCLzRhQ5Qwl+gJJGRAnzMkl16kBS1atCe9N6tfVarh5+ixn5hNdNtcn3X7KprsyeOEzG/dA+atjp5IfrrpOilpcvN/DQwHidreHF6oei83MoxfPmeC1XD7/FjHzC66baxIyFguYhZTN/Fpn7ayJIl1ljy8MZoyuuS6a4cE75D2bI3HHJ5/Eya/l/nZE5Ps2F5WV8W0m746Rs+qiKz/BRb+cdtq2Il9fP/sc4wKCOD8inhx8eNeps5Jfn748aUYVkabB40/7LP66L5sVElx2XZb3xj6k/41VSU5INZuQXXjfVBt8zjxkNBM1DbrziIika0MsZZJEIjH/2L9Lyluvljf/8U9ZYY3W592/XSrOdtpcvu7aWshljZIP115NVXL1R33yctPNpx3fky25tZMhnXUQWTkg+v//glWflh74dXX6RrNl4DTnuqEPlgL33lEaNGkmHt1+Q9ddbN+n72z7t5bQTjpE+7d6qNLaUsnRpYuzzZ46NGnK20nuvvWTpjMnlxpPOqLXhR8phDtccvk9iyIjjRRzCa13aCc13kMarrypFrt5uW24iYx66Vs7br7kcsfM2cuOR+yXlvrv7UmmyzlrS9fqzk+vDXd5jfz5SbvvjH+SPu24vFxywW5Ie9osv3iyYN9druXq4do18w+um2vw27Nu44ThB85DrL7tQfvq8qyyZMDQx+KMPO0gmD/tK2r72H3mi1Z2y8UYbJmm77rKTXHbBWbLOOmtLk403lHXXWSdpZ83GjRPvPfjTzok3F+fNUX7euMHOk28na61Z/jvxa625plzq6q+x+uqu7tpy3aUXSBPX9rWXni/777PnCuMLRUqWyk89/uUM/n7pvcceUUOuqiyegn8sUdmYohIaPsSl33HcgfLf846X647YR54/7zjp5gx3lEv/8b4rZILzzL8+er1suu5acnqLXZLyMPgrD2lRsfaNVllFht5/pfS86dzksLj12D/ILpttJKu6g3HL9csPRQj7Y7jkl/I7nZrg2jXyDa+bavPrTwOldNHsqAGlEt7KZyu3XntZNB2Cr+YuGDckmlcVKZnxiyyaO1kGdXowmVfMeKsrIx57LLvv30O0wTv52XntQfeU/0TWt3fjc38X3lUeDml5uXx3z6Uy6qGrZTDeG7gySBvS8oqk7DdORj98rcu7LPkiDvJxUHzv6iAfZX+497KK9pb3f5Xccd6pyTrUBL/FjHzC66bazJsxJTH6mBEVjEwaLoP69Ereyv/Q4b6cefdK0qKFjH3uvnKjylYS41MSS2N6WC9Mq4LMGzxAzt9/V6/h6uO3mJFPeN1Um+Ili2Xk1+X/wDBqTAUgbR9/ODF0GHzxrLlxg82B4CCZXzQoamSJhIbKaxq2vg7LhPFqSlHLS+W8fZvKOXvvnOi0JvgtZuQTXjc1AgZf9FVvKZlZ/ua8kGTBnDkyvM+/E2Mf0vUf0a/Q5lpKlyyJGls+yJjhQxPv/ufmW3vtVh+/xYx8wuumRowc2EdGDugjYwf1d0ZUOJ/Ly9J5Ulq8MDF2yIQP20UNtDak6F9P1Oz370Jvnsm7Z+H9AYwdcvVxhyTXNcFvMSOf8LqpETR4/KXbxFFDCuPnrqaMlO4v/bfC2Ed98XrUMFNJ3332kb4u/NSFuP7EhYxnKx/vv5+MefK2qPFVS2DUlFh+GimdP7fC2CHP33eH12718VvMyCe8bmoEbulp8CMG9JIpvxTludEPl0u337LiuR3yw/XXR40yJli2Z3feWf66xRay05prJmmXbrmlbL766iuUzSR4rp87ZECNjLVSXdbX8QyC9wrn7desksFPGf+r1271Kd9hRl7hdVMj8KUabfDDv+op4/DmPk//+0y/1u/K2IEfOEN/MJFZE3+MGmM6gcE/6aTTXntJv333lfu33156tGgRLZuNgJgx1kiyMHiRMjk/MHbIsqVLkzHVBL/FjHzC66ZG/Pz95+Uv7pTBD+vfQ4Z+0V1K5+bXv4gW/6MONHZ498+OOipqhOmkt5OezsBDiZXNVn55/Q0puvey5d45lIjBVkhV81tdJYsWLVzB0Cm5wG8xI5/wuqkR034bldLgf+rXLSkTM766lrIF0+W9B1smRk5ZtnRe1PjqS/odc4z8/MxdlY0zMdDguqqi6v/y3P3yn3tuiRo6BLf3ucBvMSOf8LqpMXyOr2TwX3aXoZ93lx+d0U/9dZQUT6vHf0M1abicue4q8n37eyuMHfFa+ZJNDaX37rvLLLeWlQw2R4IfHT1rrx2ihk45Z59dvFZrht9iRj7hdVNj4gbvxBk8vDz+8GXQpx2TsnX/Qm+43H/iUTLhp+6VvHvJ4sVRg6sN+TiSlklKlyyKGm11vP2kti/Lu/95MmrgofTv2TXRU03xW8zIJ7xuasz4Ed9lMPiuMvizzs7oO8kP+COY4iURw6wdmTB6pJQUFzsj53P7g/JDh/ul1267rWBkb+y6q2yy+ury/C67SMvttpP2e+4pZ266qRy0/vqy17rrJh/HtXDhvS4PH8UdssEGSb13XVs3brVV8tEcynbday85fuON5bzNN0/q7L/eeonR7+3C11wfR224YfKS7yBXH/koi/bC8cwaOLDyv7GqohS1ulImjf81atipJFf4LWbkE143OaHc4Hs7g++VGPwwGLx/jv8xMXh4+U7yfd+O8t3HHWTUoK+kbNGcqJHmSsCzl/8l+ZNX7d3n/vjTCsZF2apx4+Qz9heaNpUmzvhh4Ac6I4ZBvu8M+9/uMLh0iy1kC1cOaTDctRs1kvvdIbDTWmslaW3dbflX++0nX+67b2L8zdZeOzkk1ll1VXm9eXPp7/JwAOAN/+dOcFBAHbHxfHnKKTLyoWujBp3K24965HopKS2Vs1vsGDXqVNLy4nOSNcsF5TvMyCu8bnIC/oiGL+6Gwctrg+/X1d/WOw//SbnBf9O7vQzs9ZEM/rynSOnSnN/ql8yeIGes8zvv1Zcb+4hP/hs1LMot22yTGGMbZ7QfOHnTGegD228vl225ZWLMT+y0k/zFe+7rt946qQOjfskdEEi7znn67u4Q+MzFYcg4EK7+/e+TNq9wIcrcse220suloyzavNX1ifLhWLRMdwdlJQNHnOKvx734UOLRw8/Vs5Vc4reYkU943eSMSm/qszT4r3u2kwE9PpSvupf/hlrx1FFRA66aDJez119NZo0f4g1+ufz84otRg6qK9HdeOZZO+SJDfrXEHRD43LzC4L3gD14WFg2S3u0+qLahQ77u2ytZ/1zht5iRT3jd5IzS0pLKz/FVNPj+3drIF10+kJGDvnatlTmvPyxizJnllVuul6WLl65g7ON/7B43Ji83OU+LZVnP3XrjGs/a+FLNAzvskKRv427jj3BpiMMjI8Rn8ii/+iqryEd77JGkreVu8U9u0iTx7GEfNZXZgwbLSPdcP+Hd52TOrJnutn2nqAFXRc7aa8dyBeYQtw5GvuF1k1PwffrUBt/ZGXynxODx81Mxg8dPXX3e+QPp1+k9+eSjt+XXUcPcSZL6p7RCmTdzhtx9zCHyQ/Lcrg2+lfQ/44yoEVFudgaPW+473S33EzvvLK2cseP5fVP3LI/lQnikM3jcwt/n8iAweNy647YcL/gQb+wMHvH91lsv2k91BB8hDn/wQVm6bJksWjA/arjVk9x87h5SvsOMvMLrJueM/KbvcoP/fLnB42eqsjJ45+Vh8J91fFc+6fCO9G3/P+nV9k35smf75F8gJX+KG/H+eBeAW/kh3R5NDFwb/ILZ46OGpAXP3gg77bln8uIOz9+dnXF3cNf4Jh3Scc3yeIvP+EcujmsK0vB8zvwqi+vnk0MOkfnDhsnIwYPllI03lj9tskkiRYO/jxhu9aS28FvMyCe8bmqFof27J1+++Sn58o03+M+yM3jc1tPgP/UGjx+i7P3hm9Kz7RvSo83r0uW9V+THgV+4x4hSKZ0/XYqn/yxnrbeqLJ5X/lNVWvAx3Mc1Mb46EPwt/ldnnimLf/tNhg4YIOe4u4dT3GMBjVxL+9dejBpvVWXenNleW7nHbzEjn/C6qTXCL98kBu8/mvu2TwcZ2Fsb/IeVDb7z+2kNvtsHr0nX91+Vzu++Ip3eeTl5f/CXfXaXn4t+cPFimTd1lPP0j8n37e9LxhIzsvqQXrvvnhw+P91zj5TOmiWLly6Vvx19tBy3zjpR447JnRecHjXgqkht47eYkU943dQqvw79zhv88i/f0ODx4q7c4MuNvn+3thUG/3lg8B+753kYfK8UBj9n1gw5psk68sw958kz954vT99zvjxx17ny+G1nyduXXCK9nnxSpowalYxpoQuH3HqrfHX66Ynx9WzWLPlKa8xAsxZ3y48v8+D/zX1x0kny7aWXysinnpKy4mJZvHChfNOzpzzoPPiZzmBP3WgjOX2zzeTP7jn/NCenBgadTuD18QMVMSPOVuoCv8WMfMLrptaZNfk3/+WbmMFXvq2vZPDutr6ywb9VYfDdW3uDd7f2MPjxY0fLYeus6gz93AqDf+ru8+SJO8+VDnffnXzx5R4ndzu5a9ttkxdz+Dz8tq23lr9tvrnc6AzpHmesz552mrxx9dXy7i23SMd//EP6vPiifNWmjXzfrZv8+PHHSbyXS3vLHRgvXnmlPHP++fLQ8cfLldtsIxdssIH8xRnwRVtsIX9xcoGT853gG3fnODnbyVnO0M9wUm2Dd8/yFx64e9SQM8mZe2zvNVL7+C1m5BNeN3UGPpKrMPgUH83hn07Q4PEcD4P/hAbvbutDg8ezPAx+xKBv5A+r/U6evntFg+/79DMpDf52Z6i3OcFb9luc8f8dB4CTm7faKvm67A1Orndy3e9/L9d4uWrLLRO5wsnlzqAh+PbdJU4udpKVwTtDr47Bn+zuDs7YfduoQaeT959/ymuhbvBbzMgnvG7qlJHff17x9dp0n8WnNHh3Wx8z+G/69ZaD1nAGH/HwQ7t2y7nBX1lPBn+iu4uoyldm8Su09YHfYkY+4XVTL3zTu11ODf6Tzm3lkLVWcYaOZ/gLKhn8uK8H5szg8WWaCoN3xlwlg3eGXlODP2G99bL+Rt2XPbr41a57/BYz8gmvm3pj4by5zuDbZW3weFNfyeA/WG7wXd5/LXmGf+bewODvOlemjhrVYAz+qgMOiBq3lutOOsKvcP3ht5iRT3jd1Dvz58xMjH25wePbdt7g8eWbFAbfjQb/7svS/s0X5FBn8M8/dOkKBj9n0qRaNfjLnKQ0eGfouTT4x6+4ImrkkGuOP9SvaP3jt5iRT3jd5A0L581xxv5++bftvMEn37ZbweDfqGTwnWHwb70oB6/5O2nz6oOVDP5JZ/CL585tMAbf6aWXVzD060860q9g/uC3mJFPeN3kJQP7dFxu8O62Xhs8vnzTvTU+i19u8B3eflH+sPrv5NOub61g8KXFxXLv9tvXicHj56tr0+CLvv02MfJz920qX3Tv5Fcr//BbzMgnvG7ymumTfpO+ztg//qj823aVDf41ZfD/J/uv8jsZ/HXPFQwe0OAh2Rr8TbVg8GfWwODxpRv8ek8h4LeYkU943RQMM6aMl+4fvJLS4I/aaC357eefVrylX7owMXje1t/lpFAMHl+0ueYPf5DSkhK/CoWB32JGPuF1U5AsXbxIvujZITF2SMf/vSSn7vB7mTb5lxUMftLEn6VlxOAhKQ3eSX0YPLz4CeuvL+2ef97PtDDxW8zIJ7xuGgSLFy2Uq448WBYtnBsY/HkyfEj/FQyet/W3O6kweCe1YfDnpjF4fHPuzy7vlZYt/UwaBn6LGfmE102DBR/3tX/rCenT6Q251xl2fRv8aRtsIFfsuae0efppP8KGi99iRj7hdbNSMnHYMPnsxRflv2eeKbc6I/67k5udEd/kjPQmhO76Ric3OFnB4F2ZK5wBX+Y89KVOLna34X91t+N/dfG/7buvvHrLLfJD794yZ9o039vKh99iRj7hdVNwPPPMMzJlypQk/sknn8h7772XxI38wW8xI5/wuik4rrrqKpk7d66/ct564kQfK2eVVVbxMaO+8FvMyCe8bgqS7777TmbPLv+JpsGDBycheeqpyn8KOmvWLB8z6gq/xYx8wuumwdGhQwcfEznmmGN8zKhL/BYz8gmvG8PIOX6LGfmE103OQdPTp09P4muvvXYSgjXXXDMJ11133ST897//LTNnzpQbbrgheSbv0qWLtG/fXg455BBp1KiR7LnnnvLxxx/Lu+++K3fddVfycm7AgAHywAMPyPz58+X0009P2smGqky3T58+MnXqVH8V59dff/WxOD169PCxOMcee6yPlYO5kqZNU/9oBdamEEg2mJFfeN3kHDS95ZZbJsYKPvroI5k3b57cfPPNyQu2rbfeOjHYJUuWJGVPOeUUuemmm+Tggw9Oym+yySay8cYby+qrr15hCE2aNEnKNm7cODkUEM9klCHFxcVy/fXXJ22kmn63bt2kX79+yTjvu+++pBzLnnTSSUmIA2vYsGFyzz33yHPPPZektW7dWlZbbbWk7GmnnSbnnnuuvP/++0nenDlzkk8WAH5W+7rrrksMHnND+WnTpiWHIeJ4L4G5brjhhrLVVlvJqquuKs8++2xycH722Wey+eaby5AhQyrGlK+48Rn5htdNzundu7csXLiwIk7gOXWIQwCMGTMmCRcvXpxseBgcpG/fvrJ06VKZMWNG8pLuyy+/TIyWhj58+PAkzAQMF9DQaVzk0EPL/478oIMOSu4ycFDtsssuSTncaaAsDHXfffdNyj344IPJoYRDa5999knSUAZl8QkB4k8++WSSfthhhyXh4YcfnoTNmzeXa6+9NikDgUGjzhprrJGErL/BBhskIa5feOGF5K4GByD6Zd18xo3PyDe8blYqrrzyyuQwMWoXv8WMfMLrxjByjt9iRj7hdWMYOcdvMSOf8LoxjJzjt5iRT3jdGEbO8VvMyCe8bgwj5/gtZhiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGkZYXnZzvQ4AvHdzpBNeI7+jDGDqd8TFOejpBPcSRrvOIrov+9TXgtU5Hu2E6QgjGDGL5hzlB35wjYD5Au5wzwDXHxJDrARiiDufLuRJdVqcDnafBNdebwutQD4wzxBhAmE649jqfbWIeWCPdh67POMuBdOVIrAz7wLoSnc91TKVP9I+4HjvzjCzgJtcbmuA6tphM13nhtVaYTgc0Ir1JoUAN0qhcwrFyU3DzIR1p3NSEmwKiN0ZYDuNguRCkoR32DViWbbJ/DctANBwz50C4FnoddP3Y+hCMg3MgOk6Qpueaqi89V8ZDfbIsQ6LTdR4NnOm8Rvu4Rvt6DXGNMvpgQFnuCYpeTyMLqFAsng71xmAayBRHe1CWNjYoRStchwDx2IZGO7ocxkTFhvXDeQCOgcZFowIsx3T0pfNxDZCPdrgxAUIIx4e5hRtOlw1JlYdrrgPiELSL9mPrQ/TYma7zCdsECHWbuGZfQNePxcMQ6DjQ12yXOuE1CNuAYE4sS7TBMwQMuQcMwzAMUJ1TUXuhXKO9LKmNfgxjpSQ0eN5qxW6dAYydgjwIn6MI2kB9fRsclsE1BOVQhrfQGrZPwWGAEOhbQoI0CMsjnupA4xhRTo8N8dihYxgNgtAgeE3DYkhgKNrD82BIZVip2iE0OsA2aIDaKPUzdSb0waCJGTLSwvRs+jAMwzAMwzCMPCHVrXi+wceITM/X4SNJCNupDfL9UQCPSLmGbaZa17peE92ffjej4WNorsam15XrwEfQ2rQvzqNK6AHpz3MJrjGJ2OIgXT+DA8R5HU6W6VigWHtEt0H0dZin20OfrK/LUQFUSJiv4yA8OLi4ek6Mc2OxLMJwHVE2fDHJ+nrDoC7Lhem8RjzsmyAPQlBHt6fzQpCnxx1rG21B2A7HpA0e+UzX+0OXIeyTfXFeHDNDwDIoz3IAfWi9Ej1+1GEexwShXmMgP5xvDLZFWA9gnOhDjzfWVrg2qXSFdri21BXKxdY2ih4IBqkVTtAY08NNwAVLNTgNFw7CQceIKY8gLWyXbTGPfSAejle3rRUZjod9cOEh6caMfliObWp0XV0O/TAPbXD8WO9YHW5c1tXzQxz64JgJNx/S2WZsg7Bdlg9BXeRx3dBfrD3ksyzKYUwoG7bLfQXhPPS4CdrSbXCceu3QFuK6PtsE3L8cD9tAe3rsOs7+KEC3STgGwrbRD8bI/jh2lA/bQRmix0cQ59hQn/sEgjjHV+foQcZAfrhAKwOZ1qW2qK9+jaoBozUMw8gt+lYAtwz0CAhxa4FbD6axLELedvA2imWQ/riTMI23ojHQR3ibo+vyVginIG+RCMshRH2dxzjydDsgFsb6D0OMk3coSAvnr/tAn7xdZRpgXKehnVTjg170XBhqfRHtKcJ8XnPMgCHr8Zq3wECXj40RdRkHOl/fSmt0GRKW1XnoA32He1SHAHGI3gtaXzoEjLN9EJZLlU6oO6DLYD7sm2uINIS6DV0HYOysyzrsQ+sJkmlsKWEDEDaq0enohIupQRrKcRAAcdZFSDgZvdChwUHQJtvAxLXxIB3X2AQhYRrHpusDxCHIDxcT/QEqjdexPKDnAlBOt6lDgDivw40M4RzYJtec18xnHxwTYZtsl/U4Zq4FhG3rNlgPYTgW3TbqMj8EY2M5wr5CXQCW1esK0A7TdHsch4b5TEc9XSYszzmHbSGOPNZnXlgf6LXUIJ0gD+3pMjofIA/9hfsmBOlsDzDO+mlho3rCDPVicRBQOpVGdD1uCoA40sJF40CRj35ZR7cD0A/bQIhr5ukNE6tHkKbrgVg9vVCxfJKqDtaHYwXM12lA55PYZiPMQ/t6I4R1gN4AYT6vtU4Zcr1YD+gyTAvnB9FrrUF6qo2r2wgJ8xCiHYw7NnaGAHGI3hvUUaw8wJpRd0CXg2Sqj3o0XJ2HdlkX7SOPRqkJ20UdlGcdwLGxPkXrW4eGYRgNA33SpYJeCKdmKtKdjto7htTkVM3ViUwPHELPYBgJ3BDhhsFGhMBQ9HMGyvFWg5tVGwFvpdBuuNnYjr5FgqGGfRDkIT1sh8aNehCOJTR6Pc505YjOD/vk+mDsyEN7KMd2U8E2SbiWzMdYw3VE+8yLGTTK6PohHFs4F1yzDkKUQ1t6bIDlWDbVHjEKCCoMStfozRQDm5N1uFG5YWKbD3Dj0eB4HfbBjYVyaDPcsLo8xwgJ+9VzQhztQth/CNrgXMI+OabQKGkUROeD0EhCo0Jd9hWuI+C4Q/0Q1IVg7uGYAdrU4wtBXqZ8rms4BuQhLUwP18BoYJiCc4Oto2EYhpFbYrd04a1oOmK3kg2VVLfWIF1eutvmXJDv7YePMumo7zudVI+k2VLbuqgxeoCM0+CpKKRjQ4fPvyiHBQo3O+qhDttL9dxM5eoxANTHQRKmA7bLvjWog7phf7F2AMsTjCecj24L6bGxErYXrgfqhGmE7YXjILo/xHU5gvRwziin1zCbNcEYqfuw37C81h31EPaB/gHGEuaRcK11u8zT/YfOCOlsm3XDMhwf03UfGvQX7im9HugH1zEdEJRDG3oM6A9pYX9cH5ZluygHYT7h+iAM2wqvU6ILcoFjA0AeF5YgHxPRSgOojzqZBsEJheVQHxOL1edYUCYcD+qgzTA91ThYnsTmw7rsN2wLbRC0hXGF64E64ZgAyrGsXmuNvmY83JRID9PC9YmNKYRpqMc45xyW57yRz751GR3H3GLzB3pcqMN2EWce4mwP89LocqzLMuyT42O67kOD69g6AuShPVxzz4RjASin9xRAf3pNSTgu7gGueQja4FqG+bHyNYKL15CJKbAhE27uXKINuaEAGwiNOResbPvOMIy6INNplfPbhAi8jTEMo5ahweP2i7cVuM2D8DmCRq+NX5fXoIy+ldNtIk8fMHyOosEzj+kk1j9BXaSHY+E4kK7HQ5DP9tBf2PbK8PhirITAyGhg6QyeBgvC8izHFwmhwbMuJTSmVC8hCNsM89keJJ3Bh3nsi/NAyDgxgzcMwzAMI7fg7sMwagXcbmu42WIhbv9RPrz91c/esRdwuKXWz+5E31LHQFt6fLptfYvPEOh0tKsfFXQ5jgch0zFOxHk7z/TwWrfD8ek0xtmHztNzwvj4+BOrj/FwzqGeCMfPOgz1vICOA/ar14hrx7IM9Ri5RoBjwzXiep0QZ9sIw/HjGnWYxzaNWiZUBBaeQvgMHKYTKA3pCLkJNFA6N39IWJ59xdB9Y9zsF+h6HCfyATZsaACA+UjnpgY6rsfHcqyn20ceyzLU86YxEJSnUAdoJ9SHHmOsLaSzDGEbbD/dmhKtY7THuhr0q9eGsCzLI9Tz0HkgFueahfM3ckwqxWilYDPgGhsOSg83GK9jG4VxbXC6PtqDsnU9HdcwnZsDcYwNc2AIWJf5CJEXjluX59iJrktYjmgD1eUArzk2rpteB4QQpGFOLIMQoqGxA9Zj24ijPg8ewjjSmR/C8RPdXjgOpOsxEr1OnF+qtUE9Xut0wzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzCMAoRfmQqliZNsmeXDTKBd/VUyYzknO8H6VBfU5VcTY+ivvq2s6DX61km69WpoYK651H9V22vhBOV1ndZOcjkmIzVYZ/212YZEuK8KAYy3znwhnbwm/C40ytCo4fxDAw/jqa51HIcs4+EYEOcBjLj+PjlC3T/jCHUcIM4bEMRZh7Dfa5zE6mKMAPFYOxiL/m47yvC77EjDuLFeiMOJA8R1uzQ8xCEkjOtyui1uFMQ5doI0PQYIwBg5H4QcD0G5cL6Yq9ZZeNMQi/NvF9A/xhHWxcGPMes89KH71vNDOaL3jI5rPeo4SBfXOnm0PJrEIQTxcO3ZR8wuANMQ6jhAHHPSe1vPBYTl9dpoHcb2UViG6SjLdK1ThKnWG6RqL5X+COwL6xPbM1o03LMIuT6Aa4g+WUaPmX1ru0SIGwqAOG2UIA17ESDOtSRI0/sDgr71GiDU+0brA+PXOtYgLdwDep/oOEAcAnT/BGmp9kJ155XJNnR57l/MQ9s/YLqeK4ntDYK4HkNsHhC0p/ci1w5ou2JfGBfmw3QN0mJ9Ip7q/E2lRwAbYDrjuq7uC+uZU/TkCa61s+JgABcFQiXp+mF5lgUIuUkA08MxIK43eIhODzc64rxGiLIg3EQg1i/K8amD6P5YhuBaz5fo+hqdjjivdRyEcb3J9Lqzb8Q5VxCunZ6/rhcjbJf19HqF6xmLI9TpJFZXr6kGBgUDQBkaAoGR0qjZXrb7IVVcg3S9TriOrT2I2QVINZ5QP0SvMWBZgDidkS6HEOsAENfprKv7Q0j7DnWRbr3TtZdKf5qwLw3S9eHGg5AwrvsFiLNvnQ70Neqx//AQhb6Qnu7A57wRZ396Pgjh1IAuAzAX7gM6CBDOhWTaw9x34V4BuE61F/SYANKymRfLaJAeG4duB4TXqdZC9wnSxfU1CNMY1+sbjpFjB+E1YFmAuK4bngGp9KjTEeoyrJvO1+QMTp4Cw+adF0AaF0CXhbIIX7txwCwPWB4wD31A0boftsFJIgQow7ty9hkuBK7RHoT1gG4n3ESA8+GBoucEOCYaDcC13rSAjoZPC4SHpd7MuCaI85prx4OVY2PIPnmNPrEumDNAmp47wNqxzXD+sbkRpKMfgDjrsW9CPfKQJDrOOpwXiOkitoZol7oP1xawDsYQHp6Z9gPr8mDmmDhvEF5zLuHaMx0S7iGQajyxvQ2oG5RlCBDHPNGOXk+9d/j0RDhO1GM6+kUa8rTuMq03iLUHYvoLCfWu+9P6I1wH9oV15poQxGkbIDYOzBdrE5bVsF4MpGsdsA09H44R/eq2qA+IfsAhqfYA+sM6Q9g3QDnuSe47Taq9gDCcO9IyzQvwmv0CfR2Og/1yf5FMa4ExY756T4Iwrq9BmMa43ivhGHnmo0/oICRsL2wnPANietT9A9Zl31w/wL2Odo0cEireqBk0TtuotQPWVh/4Rm7AuuKANhomvEnBDZBhGIZhGEbDJ3xlk49gfHzFlEtq+4kJ7etXNaSqa17fbyLw9FOdp/b6HHOhvr3BmKsy7vBVoWEYKyk4CPTnYTwY6HDCz0f4eQLhZwn6MzAN8tAWP2/Rn3/gIEr1uRM/W9LgmgIQ0skjjgMcjid89ZbqMyINP0fj4cjxoDzHGKuLshCgD1bGOQ99M4JrOnm2j/UJnTzSwrr87AeSymHpz4f0urKvMD3V+iANbaEO8jRcLz02jp952FdsW98M4JpwncL1ZVtYgxicu953uIawf/QdEq5Zpn70/HVdhIxrvQPOOdYm26DwWn/pi+NHv3zFyPJ6bYluk+nhmGinmAdtkHXSrZdhGAUODlYeBgj5pQEefoCHAGAIdByE1wBpqE9Yhs6GIM5rhNoJacI6dDKI85DSB5wuA8JrECuDNsIDGRIehEwHut/wkEWcDglxtB2W0WvOL/JQ9DwJx6dhm1qw/rGyAGmp1keXRxw6A4ijH8JrPf7Y/FmH6bq8hjdGWjRhHvN1HOg40euQqZ9wDnq8urwux3QtITo9phfeoOlyOg4QR13Am0FdRo+JNyphGR0HOm4YRgOCTxH6aS08gHkgaCeHax78PJhCWA8HDQ8jwEMIoY4DlonBtgDi2iGxnr6B4CGKmxk+YbE+4U0M0hnXY8GND+uG6L5i8yOI67HygEYcfaJvxFmH6WxH1+UToi6vYd3wbQjimAtv7BCmW5+wLq/1nPU+0fHY/EP9chxI1+URYo7MZzrhUynGibFw34Zlw3pAO1WE6foBSIvpJ5Xe+aYLbep0DdJYRo8H6HZZDjCOdWIfGBPXAui64XoiL7bHGAc6bhiGkRU4OOigahP0Q8dpGLWBvonJd7TzNwzDMAzDMAzDMAzDMAyjINCfpevPEPWrSYT6s3iWi70eDz9jNAzDMAwjD4Bz1o6dX5TSDh9fQgK4Dp18IX1maRiGYRgrBXDMEP5NLtBOHN/MhWhCJx9+k9swDMMwjHqGDl4L4Td0Y6/lw3R7ijcMwzAMwzAMwzAMo4EihmEYBYY/vgzDyIS3GcMwjILBH1+GYWTC24xhGEbB4I8vwzAy4W3GMAyjYPDHl2EYmfA2YxiGUTD448swjEx4mzEMwygY/PFlGEYmvM0YhmEUDP74MgwjE95mDMMwCgZ/fBmGkQlvM4ZhGAWDP74Mw8iEtxnDMIyCwR9fhmFkwtuMYRhGweCPL8MwMuFtxjAMo2Dwx5dhGJnwNmMYhlEw+OPLMIxMeJsxjJSULlsqi2fPkAVTJ8rsn4tk1uhhMv2n7xKZ/O0XMnHAJzKuT0cZ0/l9GfnhG5Wl7esy7uNOST5l/Be9ZMr3/ZP6aGve+LGyYMpEWTpvTtJXafEy37NhxPHHl2EYmfA2YzQgihctkCnffSkjPnhZvmx1g/S84mT54IjtpPXRO0qbY3eRtsc3kw9P3K1BCOaCObU+agdpd/Ie0uOKk+SL+6+Vn954RiZ82UcWzZjqV8VoSPjjyzCMTHibMfKWMikrLZbS+dOlZPrPUjxlpBRPHi7Fk5xMHlFJZNkC+ehPLaLO0KSytD1+V2l97M7JDUKncw6WT2/9i4zv10MWz5ouZSXFfu2NfMUfX4ZhZMLbjFFPlC1bJKVzJ3tHDce9ovOuqiydOytxXjHnZlJFOaG5tD2umbT5Y1Ppcv5hMuTlf8nkb/p57Rn1hT++DMPIhLcZo9Yoc058ihRPHe2evodFnXJtSMmMsfLja08lTirqvExyJslbgaN2kB6XnSBDXvmXvQmoA/zxZRhGJrzNGDWkbMkCKZk2xjvZmj+N50pk2ULpeNaBUedUV9L+5N3l5r22wsEsnVz8I5e2WqNVZJt1G8uRW20g7U5aXraDy0feIwduX6mNfJc2x+wkXz9+uywoGiRFD1wpIx+8ulweuMLJlfLb64/Lkinj3UYp8zvGqAnlp5dhGBnxNmNkSVnxUimdPbFOn8prLkUyf8Iv9fYK/6OTdpeOznlju8HJn7nTJrLtumvKq0c3lS3WXkPau3yU+/fhO8mxW28oh225gTx2cP47+TbH7iyTvvlcJrV7VYrud86cjj1LKbrvcpnw3vOydOY0v7uMbCk/vQzDyIi3GSNGabGUTP+lwBx6aimd9ZsMefWJenmFjyd0bDc4eTj1Rqv8TtZbfVW5Zvct5dGDtpet1mksXU7ZQ7r+aQ85eIv15YlDdoi2U5+Cz+Z7XXOaLJk2SUb/82bnqK9awXFXSVqteF1032Uy9t/3OsdvfxWQjvLTyzCMjHibMRyl86Y6Z9gwHHo6keJF0vHs+n2FXyiCp/UfXviHzB/ytYxwDriSU66O0LGHDj6VtLpKih64XGZ80knK7PcDKvDHl2EYmfA2sxJSJiWzxjeYp/Sqy3BZNGNKtV7h37r31nLAZuvJRyfhVXz5U3o7n8drfO7ezj2xn7ZDk+TpfLO11pA3jm0mV+62hSvr8l0e66A8QlwnbfnP6Butskrymp/paBvp+IyfabiGoL3YNfvIWvCWw/UzZ+xI+fX1f2X3Gh4OO5RYmTCtmsLX/Csz/vgyDCMT3mZWCkrnTXNOPebwVl4pmTFOBr/8eJVe4d+x7zZyyBbry50uPHDz9aXbn/ZMXsUjbxUXPnf4TvKmc+idT9kjSe952l7JZ+/vHrerrLv6qtLJpeNz9/sP2C55db9R49WkjauLsj1O3VPO2XnTxKHjC3ios5pz9rhROGKrDaXl/ttKi03WlVau7gtH7iJbrbOG3L3ftnL47zeQ547YOWnjyUN3lI3XXE2ed9eoH44/lDZ/3EX63nKhLJn8q4x6+LqoY62W5NCxpxT3pI8v9k3v22Gl+lKf07NhGNngbaZhUloixVOKos7NpLLIskXS8ZyDo04wFDh5fG4OJ3/cNhsln6VjK7U+YTdZo1EjubDpZrLKKr9LnqQbr9pIzttlM9nSOeO3/tgs+ez91O2byBXuiX7H9deU3TdeWzZZa/WkjTVWXcWV3TRp64PjmydOHs59zdUayfmuDaS3dTcjcPLPHLaTvH5MM/m9axeOHHn4Qh9uJp44ZEfZfK015Fx3s7COu6nQT/iUtsc1lZEd3pZZX/RwT+uXxx1oVSV8kg/DOpErZex/7m3wr/advg3DyAZvMw0Hc+zVl0nDZdG0ydL6mJ1WcIqFLvhb9g5n/kEWz5gq4/7vocp/5hYT7bBTSawc03Rb1ZVctPPQNVKycL43joaDP74Mw8iEt5mCp3jqqLjjMqmylMwcJ0Pf/k/B/5AOXsN/9egtsmjMsNRP69k60lQOHNcUnV4d0X1Upz1df4W8q+SXF1q5m+BSbzGFjT++DMPIhLeZgqR04UznlPLnh2camkjJEml/+n5RB5rPMmnAJzK9dzv3tO6/NFddh0nhdVgm3yTdWHXaA1fK1B6tvRUVJv74MgwjE95mCgp7HV+XMlwWz5yet6/w8bfrXS48UooXzJMxT9yS+TV8KHB+FF6HZZieKo+SqUw2bdRE2Db70f0x1OLSxj57j5SVlnjLKhz88WUYRia8zeQ/ZWXm3OtRSmb+mvy9eMzR1rXgv8f99Oa/ZeGoH2XEfZeu6LzSiXZ+lFi5UGLlUtVlerZtV0fCtjP1lcVYCunLev74MgwjE95m8hp7JZ8vMlxk6UL56NS9o8631uSE5skX5+b+OkYmffBCdt+GDx1tFk5uBdF1df2wzVjIeFUkrBO2G0p1+sggY564zVtdfuOPL8MwMuFtJi8pmfFLxNGY5IPM/XV08sW2qFPOgeBfu3580zlSPG+2jH70Ril6QP2ELJwbRTmoFYT5VXWGYb1MYXVEt0HReWFaTSTWDtN0nkob+5+W3grzE398GYaRCW8z+UXJsqhjMckvKZ0zUX544ZGcfQsfPyH7S6+PZN7gr2REy0uWO5+qSui40okuz7DQJNW4Ocdqzgu/9le6aIE3yvzCH1+GYWTC20zeUOIcR8yhmOSrDHdaK5VOZx8UddzpBD9s0+HP+8rSubNl3IsPVe1HabTjYlw7tVh+OklVpqrtVEXQnpZU6VpykV/FMuPffrbcOPMIf3wZhpEJbzN5QYn9rXsBy3CZP+m3jK/w2xzXVL56+GZZOnWCcyBZ/hc37YBCiZWvLdH9hX1nygsllq7rVFcytRP2mam8lzH/+ru30vzAH1+GYWTC20y9UzJ1dMRxmBSalMweL98/92Blx37sLjJx4Gcy67MuMuKe4DU8nUzobGLOJ0uHlJSLSawsJVU5nV4dYRu6zeqKbjNbCeuE8WyvXTjm8Vu8tdY//vgyDCMT3mbqlZLpP0cdhkmhynApW7ZYiufPdU+At8hI/ihNTLRTySehg1NOboV0LbpuQ5AUc/v11X96q61f/PFlGEYmvM3UG2VLFkScRO5FZoyWHbffRhZPKcIBkaRtvukmMqVooGy71ZbybZ/2vtwY2X7brWTupOHy/D/vl9ljvq/UjkkmGZ58cXLYQw9J7732ktH//rfM+/Hr5Etc2lkkoh0I49mkaWF6dSVsL2wzVV4sPbyOSab8fJdWV8micSO99dYf5aeXYRgZ8TZTb8QdRe2IzBknMu9XOeawg2TQp51llx23l886vivbbf37Sk4+WRZ3U3DhWadKtw9eXaEdk7jgB3PAoOuvlz57711JerdoISVLlsiYJ29TDkM5j1CYF4Z1KegzlHT5Oq82JFUfuUrPVh64ItFzfVJ+ehmGkRFvM/VC2eJ5UWdRWzJ95DdyxsnHyVc92kqJu140fqicecrx8n9PPJQ49VuuvVRmjfpOyqaNlPNPP0U+fP15KbFf2ctC8A17kZnjB0m/445bwcFr6b3HHjL2lVdkzvefr/htejifbBxQWCZdHebpthmPia6nr8N6Ol3npUrXEqZH6ox5+Bo5eMetpNsN58jm668jn91yobxz6anJ/+vf0l0jH2V/fvjaJL/P386X01s0lTuPO3CFtipdZ5OeKs8Lfjp4yUR3w1yP+OPLMIxMeJupF0rnTY04DJNCktK5U2TpojkyZ/oo6Xf00VHHnkp677mnlC5dnPzYTcyZVEgWjmcFYR3W0/XDNJ2XjaB8NnV0GdYJ03RekD7WOfBx/7hOzt2vufzz9KOStK/vvFg2XXftCicPGfPQtXJ0s+1ks/WQfm2lNlIK+wzLxdIi6ZM7vOmtuH7wx5dhGJnwNlMv2C/aFbBMKn96L/rsJVm6ZLb0adEi6sizETzdj3r23zLzi25V++xex8P8dKLrppKwbV0+XV4O5ft7LpVtN9pAbjv2DzLaO/Xv7rokecKHk7/koD3lo6vPkJ023VCabraRbN9kA7n7hIOWtxGOC9extFic12G+v/71tfr9Ap4/vgzDyIS3mXqhZM6kuAMxyWvBxyzLlsyX79rdJaVly6SXc9Ix510d6XfssVJWUiKj/nHDcueSTuh4tKTK0/WqK7lsK1uJ9ce0VHmUMF1f10CmdPqft+L6wR9fhmFkwttMvVC2eG7UiZjkqUwdleht5OevyPft75WSpYul1267RZ11TQXtjnvzLZna44MVn+5DBxZzZmGZMD8X6ZB0ddLVq47UZHyx8WRTLyatrpLZ33ya7IX6wh9fhmFkwttMvYEvbUUdShrBl+FkwfjlMmflee0v839LvjQYy6s9GZ78z/GS4sWJc/++fUtZOmNGrTn4UD497DApWbhQRlb1f8WHQkenJcwLy+vrdBKrWxXRdWOSTZm6EqeH+sYfX4ZhZMLbTL1Q6hxH2YKZEaeSXqYOHyAbb7SByJLJIosnJX8Wd/Vfz5Pmu+wE45ebr7o4CW+88q9JecTXX29dWXXVRrLotx/l2ksvkN133UVWX301GfJZF1lllVWS/GWubKd3XkrKr9m4scwY+Y2MGthHGjVqJKv8bhX5tvdHcut1lyf5m2y8kZRNc0+2M/2f3M0eK0P6dZUdttsm+Xb+D590lA3WXy/pY7emO4u4so/c9bek7EH77y0yfXTy53m4PuHow8vbmPmzHHbgfkn87FNPTNrv/G75eDA+XK+99lqybNII6dH6tWTcG26wviz87ScZ9Emn5HrVVVeVHz/vusKaVVdKZoxNdPXzwPdlUKcH5YeOD8icwUOSz9FjDrlWZa+9ZMJH7WVar7aVn+6r4wC1gw0lVj4iPz9yrZyw2w6JfvAN9x/vc2Ny9Uc/dE3yrfeknLsehbLuepRPP7rptvLLI9clebge49JRdtSD18iYB6+Vnx9ydV3eY6cdIWe0aCqjXTrbRFtjXb8brb2mrOn2Fr6Y9/PDrh4+s8fYneCLeCiLOvgsH/FkvL4+4qMf4pjK28Mcxv3j+vI2fJkVxOfNHtBHJo0r3xf1hRuvYRjZ4G2m3pg7fbIUTxkZdTCpBE6+yUYbipTNdHcKM0QWTZQbr7go+fGaoV90kwP23lOWTBgq666zduI4k2nOGisfvv5cUu4m5/zbvfF84miR98v3n8qUYV/J7DHfJW8GXv/PP2XzTZvIxeedLn/YZy/p2fYN+azjO3LWKcdLiWvvzhuvkrXWbCzt33ohGc+4Hz6T/VvsUd6PaxNpuHnYe4/mboLjkvTSqSMTJzxpaP/k5gHXa621ZlJ+spvPGu7A/uCVf8tF55yW3BAcd9Sh7gajt6tTfgOBH+WRub8mzr5iTq7t0d98LDtsu3WyBu3fflG2+f2Wsr+bf83/9G94chO2eME8+aHDvc7Bt5Ifezwuk7t1r9GX7HIirv8v//Qnp/sS91R5VYVzS+ugshXdVob24Bx33nQjaeT0evjO2yTO+uE/HS6XHbKX9LvlL4mO+t/+V1lvzTVk0uM3yg1H7itFrh7Spz1xUxLiG/TvX/5n2W3LTeT1v54sh+20tUz4Z/lfGzxxxtFy3n7N5ckzj5FT99xZxj96Q1JnyuPldaf/62+y6Xpry5CWl8vnt1wk6zReXXrceK5stcF6SX83HrmfXHjA7skYmqyzlvz26PXuhnUVGeduMDpec5bc/sc/JO1MeKy8XaSvMOdgHUY/dpOMLSr/0mV94sZrGEY2eJupN4q+6iUlxcURJ5NaSqaMcE775+XinqZLnbMsdU/Qyat8d41ycIYIk2nO/y35oRtcl00flTjZ8rZced8G4qW8dpJcu3LJtWsfZZKnd18e9ZN+5v2WONrfhnxekVZpHK48woq6ri3EX376ERn705cy1t1kNN9lR9eXq4N+XBnko06SpvpjW3rcSTk1bsSRVl2RRbPlx88+kfGDOydP75CR/V6RMS++GHe69Sh4ozC93+cytdv7zhnV4HV+6NQZT5XmBE/K2FsU/Knb57f+RRqvtqr87ej9ZdfNmyRP7Mi7/+RDkxBP0gjfuPhkOX63HeTsfXeVZptvLK/+5SR57aKT5PQWuyTtop8KJ+/CKw5pIb+5J23UneidMp7Er3c3Doe5G4xDd9pK7j7h4OTv6nfdoknyZA8nf+uxf3Bjukh22Wyj5I3Aqo0aybD7r0xuOC89eM9K7UWdvJJRLn/OrFlyzt47e+utP9x4DcPIBm8z9caM38ZI0QA6+qp/Pm+SQ5k0XH4bPkwWzp0rP3S8P3l6h/w2uJMMve++qJPNJ/n6nHOkdPFCGemdZEZJ49Ci4p17VhKrX0jCOfj5FN13mSxdtkzO2mtHeewG+8U7wygYvM3UG4vnz5Gir3s7R9/bOfplyTe4ow7IpPYEf/NeukQ++EcrmTSsV4Vzh0wZ1U++vuCCqFPNV+nVvLnMHPiNTOnyTvW/rJeNs2aZmITldHmdHpbVebH0epCx/7lXJvzyc/IEf/7+u8p3n3/irbf+8MeXYRiZ8DZTr4z4qqeM/LpPIhOKhtif1tWhlEwfK9927yoLZs+SwZ0fWu7g8QW7KSPk8+OPjzrSQpFvLr5YShbMiTqvGgkdtHbGsTSm6zDMS5UeptW1tLpK5g/9Tp66/YbEuUPO2msHmTtrprfc+sMfX4ZhZMLbTL0y+ttPZeTAcic/ckAfGdG/Z5Jur+9rUZJfrCuTpy85X2aM+8Y59gcqHPwPHe6XhXMm1v8X7HIoPXfdVRaNnyAT3v9v8tvrUaeWjVTF+bJsGIai07NtH+W0xMrURFqV/5ncufs2rXDwkIsO3itJr2/88WUYRia8zdQrE0cOquTk8eoe8vPg/kk+HFLUUZlUS0pmT5D2z/xLZk+duvzJ3cv3HVomv2LXs2nTqLMseHE3LgPOPlvKli1Z8R/kVEdq4mBZN9ZGLtqthhS1vFTKFi2Q+y49r5Jzp/z9zBMSm6xv/PFlGEYmvM3UK4vnz406+REDeiUycfSPztMvcQ7KnH3NpPxPn24/7A8yf/po79jLvz2f/A18h/vcw31Z8pl21EHWQD7dZx9psvrq8vTOO0tfd733euvhoJYtGzeWT1weyvR1YbO1107St19zzeQ6bCeXgh/zWThunPz2+r/Sf3ZfE4cLQf2qtpGpfJivr9PlpRD87sCi0T/JBy88K+ft1yzq4CEft2+T7KH6Jjm8DMPIjLeZegW/poYv3yWOPnHy5Y6eTn74Vz1leP8eMvWXIvcEtjhxVnEnZpJKyhbNlodOO15mTZ6c/KBN+ASPV/RlxSW19it2HzvZ3zn2Z52TZ9pLzZolDp1OnvKkKxNLrzXZay/5+vwLkv+IhyfZmBOsU4FTzkZidSFhXpqyRS0vkxJ3k/3a4w+t8Go+lHP32UUWzp/vrbZ+SQ4vwzAy422m3oFTD5/mR3hHP/yrckc/zDl6yOjv+rkbg1L7L3ZZypKFC+XGvXeVBTPGeqe+/Okdgi/cLZ06XXrX8mfw+yknj633pyZN5LzNN6+4xhM+wjM33VTOdek96+E7Afj3t/NHjZYJ7z/vnONVUceYc0nnsGOSzskzL0ObY5+9W8qc3V16+L5Rhx6TM/bYrtxY8wCcXYZhZIG3mXpn/PDv076yL3fy3tF/2UOGftFdfurXTebNnCZlS+bb5/YRcY+mckOLpjJz0iQZ0vUf3sFXFvyK3ZwfBjeoL9nlRNx6/HDD9VKyYG7tPd1ncMQpJZUTZ3qKdvFKfsGon2T8z6MzPrXHBJ/T5wv++DIMIxPeZuqd4qVLyl/ZVzj5yCt7Ps17J5/I5+XOHvFlro3kz+9WcodfMv1nGfzpx3Lzvs2lePFs/3q+8tM7ZHjf/8q4t94yB59B8Kt6S6ZMlV9fe3zFn9GNScTB1olExoAvF87+tp9MmTg++SGbmPPORvA38sXLlnlrrX/88WUYRia8zeQF40e4p3nv5Je/sk/h5L+s7OR/TKRr8pvxw/rjF/SWSdlC/PObYSs4wYYr5V+sO2f91eXnQT/IT72edM58xad3yLjv2smwVg9GnZpJXHrvtZcMveceWTL516p9M59OVztg5YhzLXhin/FJJykpKZGr/nhw1GlXVf52xvHJ3soX/PFlGEYmvM3kDfiJ24xO3slQPs17J1/u6OHkyx394M86y6BPy2X21IlJ28XTxrin/JhzLHwpnT1Berzyoly5y9ZSVrIo+SJd7OkdMml4X/n28sujjiyUS7fYQjZcbbUKOXD99ZMv0cXKIv2PG22UfKEulg/5y+aby81bbx3N09Jq++2Tz+ZT9ZVK/rbNNnKLk1jeUzvvLP322Uc2W3116V7Dtxd9DzhAlsyYIb/im/mZPrtP5dDD9GzLhfLAlfLzU3dImXvS7t+rm5xXjVfx6eScfXZJ7Cef8MeXYRiZ8DaTN+A/n+Gf1mRy8hWv7OHkP1/u5H9UTn5w4uQ7yQ/uqeb7vh3l2z7t5af+vWXZ0sVStnheA3mtP1yWLFwgZ6+/WvJPZX7qmfrpnb9i98WJJ0YdVyrBt9y3atxYOrsnWXw57rANN5SLnLPu7eJXbLmldN1zT9lkjTXk2V12kYPdTcBZzjl3cWVXcduruwtv23Zb+bfLW32VVeQSd9Nw41ZbyeWuHsp1cvlIh/NFP9iS+NO5vdddV05u0iS5IThx442lm3PKjVxeDx9+se++Sdle7hoh0tdq1ChJP9rdaDzn+kM6xnGzc/pt9ij/L4HfOue8kbtZwdjXduU7uLHv5fpq5/J3XXvt5EbgCSc7rbVWVjcYeLof/vDDsnj8z1L0QBX+/S3zEeqyqeKBoK/Z33wiixctkutPOjLnjp1y5p7bJx+D5RtOl4ZhZIO3mbyieNlS5+jLv3gXOvrwy3eQn/Qr+wonz6f55U7+O8jHHRJn/03v9vJ1jw9l6IC+yWtN/B1+yZRRBeX4ZekCeeaS8+WSbTeVstKlyd+5R507xDn44pKF8tkRR0SdVToJnfyhzsn/t2nT5G/fsYXaO0fZ2DlM/A08nPyOa64pbzRvLuusuqr8xznbXZzDfHCHHSqc/A3Oyd/hHD/eCryy666yvnO6nykn32b33WVb1x+c/EOu3p7rrCNvufbWdH30cGPYwt1QfLVf+f/d/9I5dTr/TdwT+ovNmskRbnx4m7Cj67ezGxveCNzkbhZQvocbP5w8bg7wZgLj2821/8+ddpKD3HhwU/E3J4hX9S1C3wMPlNLFS2Tsv+91Djp338zHRwOj/3WLFM+cKgsWLpQHLr9ATt9t26hTzqXgCX7m1MneKvMLp0vDMLLB20xeMrx/rxWdPJ/mI1++W/7Kvot6Zd/JO/qO5Y4+cfIdEic/sNdHiXzds10iX3VvKwOc458xZULSf+msCc7p599n+rgZmTFxopyx9u/kh97dpejTF50jj7+ah+CLd6C+v2D3gXPe2HKvO8cey28o0svN85fXXpMlk35N/ntbhcMOn9pTyIiWl8qkti8nOvvms4/lgv2bV/xzmLqSs1vsmPSfr5SfXoZhZMTbTN4ydnD/Sk6+4pV95Mt31Xfyyx09nPxX3SFtE/miy/sy+IveMmfmtGQ8pQum+6f9enjid/1KWbHccuBecvHWGyc/IpTus3cI/mUsqO6P3OBpFk/v/GEahIzjtTrydR6ffsM0tKHLJvWDa8R1m2Fea+c88RFArK18FXx2X7psmYx56o4Vnu7xG/pF910uM91eBaN+Gix3nH9a4mBjjreu5KZTj03Gk8/448swjEx4m8lr5kybmPynukpO3knqL99pJ89X9oGT96/sw6d5OPlyR1/u5Pt3ayNfdm2dyBddPpDPO78v/Tq+K1+463Ejh0ppSalIydLkv7nREa/gnHMgJTN/dXP/Qs7ZYHX5+H+vy89fv+ucePhavrKD/759SyldsrRGv2KHz7NPadIk+ax72zXXTD6zfmynnWT3ddZJPpu/ceut5Sl3jc+w+cqcn5Pjdf52rs47rv8jXdmW228vH+6xh2y2xhrJ6/5DN9hA2u25Z0VZhHj9/pFLe97l/75x4+RVO16r44dx8Gp97VVXlWfcGPZy/Q/cbz/5vWurkysfG3u+SC83Z/wZ3rS+n0jJvDnidoy89dSjyT97wX91izna+hD8ot2APj3KjS7PwdllGEYWeJspCMYO+arcyXtHX8nJqy/f6W/Yh1++g5PXn8tX3cl7R9/pPfkM4hz+px3ekU+c9P3obenT7i0Z8cMAmTdnVjLm0oWzpXj6z9V3/pOGJe2ctW4jOX+TtZN4pqd3yOAuj8iSqdNq/DO1cPKXbrll8uT8d+fQ4VwPWG89ucylwUnjW/Bw/Ph8HZ/Zb+qcPD5fx9a6fqutkpBOHk66qy+DGwLkXefKbOCcOJ7KcQ1nj9+vx43Fus6h/3mTTZJv7B/lBJ+xIw1jQVl8fs46sbHXtWCt+x1zjIx7+21341ci0yZOlNcfeEBOdOt0shv/0W7eS5YsjjrY+paWF5+T7K1CwendMIxs8DZTUPBJPv7lu/TfsK+Ok6ejh5OveJp3Dj5x9ImT946+/f+kr5OPvbOH9P7wTenlpNsHr0q/bm1l5JBvZdEC//vfpcVSNneKc+ZFTtxNQHAjUDp3srR/+nE5b+M1pdfrL8n4IV2jDj2UIV0fldk//JD8RGvMGZlUUdwNCZ/G++6/vwx/8EFZNGYM/hREFi5YIM/eeKNc4m5ejnU3IX9yNyWp5C/NmiV/4hZzsvUl+Ky/EPHHl2EYmfA2U3CUFC+t9Ll8pW/Y+1f28W/Y58rJ+6d5OHk+zadx8j3bviE92kBel+6tX3dO/zXp6hx/1/dflc7vviwd//d/LnxFvuzVWaZPmej8R6mULFsmP33WN5nv8I+fk8GdH05ewad7kh/1xesysUOHuLMyWUHguHs0bSp9//AH+ebSS2X0s8/Kop9/TtZ8/rx58uOAAXLnKafIaZtvLsevu66ctOGGUQeejbQ880z5991/jzrbupYL/7Cbu8csTuZZiPjjyzCMTHibKWiKBn5cvc/lnZOno1/u5Msd/Vfe0fd3T98VTr7ilf37y1/ZOwdf8cq+/TvKyZc7ejr5Xs7Jlzv65U4eT/dw8l3eeyVx8HD2nd55Wdq/9aIsnD9XDl93NTl+iw3ll1GD5Jl7z5On7zlfnrzzbHnCyRtP3yp9OrwmQ7/7TBYtmJesQ/HiebJk2jQZ+/LL8uOdd8pXzqnAieHb3gjxN93JN+whEYdXkOLng7klc4S4+Q446yz58fbbZfz778vsgQOleObM8jUqKZFvevWS11q2lNuOPVZOwEcDG2wgpzknfNqmm8qpLoTEnHRNBa/ubzz1mKjTrSu57sQjkt+iKHT88WUYRia8zTQIxg39tvx1fcrP5bNw8sHTfH//NF/5c3nt5IPP5b2T59N8SiffOrWT7/D2/8mUCb/KkRs0liM3XFMWLpjjHPy5ztFf4OT8xNlDnrr7vESevOs85/jPle5tX5R3Lr8i+YLbvdttJ/dsu63cudVWcrt7Cr11s82k5U47yUPOIT57/PHy/k03Sf+33pKizz+XBbNny6KFCxMHWFpWlvxyWtnixVI2f74smzJF5g0ZIpO7dpWx//d/yavqYa1ayVDnJAfdeKMMcu0MPP98GXjhhfL5H/8onx93XPK5dIUcfXQSIj0p5wR1Bt9yiwxzTm/MCy/ImP/+V8a/955MbNNGpvftK0snTpRSOGX3pFm6aJEUL10qS93YFixYIBPdU/bAbt2ks6vzwg03yD2uz+ucg7/IzfWM9daTM5zDPqtJEznHzRlytpOz3NwhZzo5w8vpEOfU/+wFDr42nfwpG28sP33ZXy47cr+o861Nwd+7P3Xb9d5KGgb++DIMIxPeZhoU+De0Q7/omdnJq1f2X2d4Zf9l1+Wv7D+veGXvHHzF5/LLnTy+gFfh5J3EnHz30Mknjr7cyXf830vyy8hhcsKWG8vBjctV9PTdmZ38+//3gHR5oFWFk08cvZe7vdzlnCHkTi/4URrI7dtsk8htXm71csvWWyeCL91B8EMxkJvdzcNNv/+93Ojlei/XbbmlXLvFFolc4+RqJVc5udKHV7lyVzrBL+Zd4a4hl3u5zAl+TheCH8+52MtfnVzk5C9eLnRygZfzneDf1kLwb2ozOnnn0OvSyZ/snHxZSWnyC3IxR1wbcvVxhyR7pyHijy/DMDLhbabBsmDuTBnknHvlz+Xp6HP55btyJ598Lh918vxc3jn4xNHDyb9W4eTLn+aXO/nBX38uVxx2gBy4evZOHq/wB7zxZt05eSf4iVoIfsUOgm/UXwdn7+RaJ9coudo5dDh3Onjt5OngG6qTx2f5C+fPc06+dv9k7izXPv6VbEPHH1+GYWTC28xKwdJFC5LP55c/zefWyZd/Lg8nv/zLdxVO3gmdfPnTvHLyFa/slzv5/r27yOM3XC0Hr/k7mT5xonPqdPIXpHTyz7S8SIb37JWXTv5qiHfwlZy8c84rg5M/cf31ZcLYMTn/5brz9msmlxy2j8yfM9vv8pUDf3wZhpEJbzMrHXilP3rwgAoHn1Mn7z+Xh5PXn8uncvL6c3k4+U7vvCS92r0jvT54Vw5du5H8OKC/c+7nOSeexsnfda48esufZeKQHyscvDl55+S9g8/GyZ8KiTjonIhre+AnvaOOuqpy7r5N5Zk7bpJS/M+FlRR/fBmGkQlvMys98+fMkm/6dHDOvfz368udfLmjz87J+1f2yslXPM2nc/LBl+/o5D96478y+MvP5bB1V5WPP2ydvKbP5OQfu/UMmTlunNztnHChOnk4+Ibo5O89/XR56eGWUaedSfD0f/GhLWTyb+P8bjX88WUYRia8zRgBC+fNke8+6eIdPL9855y8d/SJk/eOPnHy/Fy+ik4+/g37l6T9my/IryOL5JC1VpHXHnlQ3v7PHfIsnbz/XF47+Sedk//nbWfKvKlT5W7nUFc6J+8dfI2cvHPGteXk33nsMbnuxMOjTjwUPKnfcMpR5tTT4I8vwzAy4W3GyMCSRQul6Pv+zsGX//kchU6er+z138rHnDwdfUYn/9aLMm/WLDlojd/JI1deIt1aP1fh5Pnlu6fuLnf0dPKP33aWlCxdKnc653Yv/4yugJ08HDydPBx8oTp5fLP+6+7d5fz9mq3g0PF/4M/eeyf5z723yvy5c/xuMzLhjy/DMDLhbcaoBvjFsGHffF7ZyTtJ5eQz/SBOuaMv//Id/lYeHLDq7+TyQw+Qrz/9KKOT/9ftZyd17nBOLHTydPS5dvJ09ObkUwt+u37Kr7/K2S12SuSVR+6TxQsXJLoyqoc/vgzDyIS3GSOHTBk/VgZ+3Nk59zcqnHzi6KNOPv5ndHTyh627mpy4VRMZMfjLzE7+jvJ/MnKPc7R08uHT/F2QHDr5QnmSh4Onk6+LH8LBt+kv2XNP6fraa4lOjNzijy/DMDLhbcaoA+bOmiHffdEreVXf9f1XKl7Zx5x8R+fkZ82YKidtvUnyZ3RTJoyRZ+45L6OTnzFjoty/004p/4wuZ07eSb4/yePP56JO3jn0XDj5E5wjx6v4O08+WUYPHiwlBfxb8IWGP74Mw8iEtxmjnlm2dImM+ukH+bjTB8nn8R3eflHGDP9Rzt195+TLd/PmTHcO/Rzv5Mu/Yf9U4ujp5M9LnPzYUYPl0X32ydrJ09HfDjEnX8nJ49/D4j/LXbHfftL66ael2Jx43uCPL8MwMuFtxsh7ymRs0Q/yRY/35X/P3ekc+lnyxF3nyBN3Qs5NnDzCb/p1licPOyyjkw+f5lM6eYh38IXg5OHg0zl5OPfT3NP3qc6B/8mFfz/6aHnv8cftSbzA8MeXYRiZ8DZjNCCKlyyR+dOny9ivv5auDz0kr11wgTx2wAFy3847J/+s5hbn6O5wTvcO58AL1clf6OZxnnvaPts56zPWX18udjcvV+++u7Q86SRp98wz8uuwYTJr6tRkLYyGhz++DMPIhLcZow5p1qyZrLHGGjLdOWLNVs5BrrvuujJ//nyfkj8smDlTfhsyREZ8+ql816GDfNexo3z22mvS7/XXpetTTyXS/uGHpfW998pbN98sb954o7xx003y+vXXyxsu/r5L7/TEE4n0dXW+btdOBrZvL0Nde0Vffim/DBok08ePl2WLF/seDSM1/vgyDCMT3maMOuKvf/2rdHQOcu7cuTiofGo5Y8aMSdKmTZvmU1akb9++8s477/irckaPHi0HH3yw/PTTTz7FMBo2yeFlGEZmvM0YdcTQoUOTJ/k777xTWrVqJb169ZJzzz1X/v3vf8uJJ54of/vb3+S+++7zpSvzwgsvyLPPPpvUC2nevLlcddVV/sowGjb++DIMIxPeZowC4amnnqpw8vfcc08SUo3rrbeefQPcWCkoP70Mw8iItxnDMIyCwR9fhmFkwttMQVBaWlrx1Dp16lRp2rRpEq8r5syZk3wxDqy55ppyxBFHSKNGjZLrbGnbtq2cd955/sowjOpQfnoZhpERbzMFAZ386quvLuPHj08+254yZYqsv/76ST4+l/7tt9+SOEA5sPfee8uiRYsqbhDat2+fhDvvvLO0bt1afv3118R5t2vXTm6++eYkD99+nzdvXkUbJ598ctLGJptsIrNmzZImTZok6cjHK3K2ffzxxydh7969pXv37hXpDPHFu8suuyxpH+2g/5NOOinJyxX/93//J/fee6/stttuPkVkww03lHXWWUc22GADKSsrk9VWW0023XRTefjhhyvGdvXVVyfxPfbYI7lmOsbbqVMnOfXUU+XTTz9N0iHPP/988t0CwLII0cfrr78u22+/fXKN9SfvvfdektaiRQvZaKONkjSESPv888+TawCdIo03RIiD4447TgYOHJhcMw16R/yss85Krv/whz8k19ttt11yjY8xsHcw9iuvvDLRC/SIMvvss09SBl9cxPU222yTXGN9wO67756k44by7LPPTuL//Oc/5c9//nMSP+WUU5JyuOljWXyBsmfPnkkc+2Pp0qWy8cYby7Jly+SEE05I0rfYYouknlE93BoahpEN3mYKAv0kjz83w+EOkIYvtCHEQUpw3b9/f1l77bUTB40Dd/jw4bLDDjvIxIkTk4P78MMPlyeffDJxHsOGDUscFJwB3xKgjSFDhiTh7NmzE+eAP33DoQ14E6DL4ZCH43rjjTeSawCnji/ZbbvttnLxxRfL/vvvLy+++GLi4F9++eWkTC7A2NAnBV/ow5f14PQBbk7g5JHHz+85RjhDgBsowHQ4TzhGOPl+/frJgQceKBMmTKi4mQAsyxDj0PohXK+xY8cma33TTTfJhx9+mLwl4Xi+/PLLxKGCsF044wEDBiT5X3zxhbz00ktyyy23JHn77bdfMnbM74YbbkjWHH/FgDmXlJQkN3HXX399MhfctIEDDjigog7G0rhx40TPcNoA9XBjAKf/448/Jm0tXLhQdtlll+RPHZEP8EYHzhzjwY0P+gaYF9h8881lyZIlFfPADRfzjKrj1tEwjGzwNrNSgifNBQsa/n8Dw5/W4YYCwIkZRqHjjy/DMDLhbcYwDKNg8MeXYRiZ8DZjGIZRMPjjyzCMTHibMQzDKBj88WUYRia8zRiGYRQM/vgyDCMT3mYMwzAKBn98GYaRCW8zhmEYBYM/vgzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMPKBF53ov3/EdSqq+neSunxt/Y1lXfztZl30UQiM8WE60u2fusb09rvf9fShUc75Tg4rj2ZNPu1pw6gy3MA8EMNrwHgYAh0PQVvIT1U+rBvLQxswSh5WDHd0AoNlOV2Xc7jTh7otwLqadHmor9MR4lr3GRKOB2NBHcC+WAbp4cGj6zPOubN/7XRZJhw7YZ+AZXUfaBttcs0wnnBM7E/XC9cN15wnx6vLM45+OA/AdmJzIrG82FgI8zgOgDJhuxqdhzjGx3bDPKDHxLmzPNeSZVKNDzAv1Zql0itIt86p8vQ49fqwXDgvrSuWRxnsEY4NobZVwPZ0/8jn2sQIx6qJ5THE+MJ1is1D7+tw/HqObJfrpNdMtxuOA6Ac2oawDuDa6LJ6vXRZw8gJelNhk8c2bJgWy4uhDZn9pKsby6MB0Ki0QaB9ltN12RfyWR4GGhsP0HlYA10OoG19OKCuPiiAHhcIDxfdH9pHn3rMhOV0HuPM42EUK0PCOehrjk3Xwfj1gReuFwjrxdZNz5NrEhtnWJZt63UL56SvY3PQ7QHmad2kKkP0NeJ6jmEe0PsLcV2eoZ4T4OGv22PZdGtGwvbS1UmVp8fJMiCsx3lxzwGuIcah9wxCXMfay1avQF9nk8e2MT6OheixoBzHSPQ154J2MEe2z/nqNYuNQ6ehDtoL14Nt6bKxfMMwsgAGxoOprtGGm2/U99hih3EhkOpgNowYvGEwDMMwDMMwjNxTX6+H9FNRKvhqzKgZ9grQMAxjJSWVA8CrJjhi5DMeQ6czHn5GBmeNeKwswGt1XOMVqB4PX+nqsmxbp2l0OtvSnweCTO1hvHoc/KyOZfTr5rB+qhsT5EM41xhhur7m62GdhjGiv7Ae0vXrZI5Jl+O4w9fOKMNyunzYh2EYhlEAaGdG9CEfOozwsGeedoJ0IKGTR8jPyXUfAHVCR8YQ9bTDZ1uAZQja55x024DOWrcXOmkQth2G6Zw8w3AMuEZcrzfzCOfP+XGsIGwfoC32D3RfIBybnjfT2CdC9Atifem4YRiGYRiGYRiGUZ/wCVPLyk4u1iBXa8mncraVrk39VA/w1M6n83yCbw/Skc3a6bci+U4u9kJVgO7x5qoQ4B7lvuDbphC+idPU9bpmQ7ZrXxM7QPt8y5cN4Vu98KxIR22vMeaCPijpdBzOOXxrWR9Up+86HW+qg5ILi5ALy03JPF4jH+3AWJGGEMK2WV+3CVhGKy6cPK9DxaNeOB6GKMvyOg/9pcoDqdrj3NKNk6RKZxsg7Id5CAnLMC0cE0PAOPvWZThnHjrMC9slKJtKX3rtSDZlw3FlWmdIuvbC+kSvX5gXtseQfaJttMu+U/XFa12eaSBsP6YTwH55wAGdR32x7XCdib7W88f40AZCzkW3D8K20FeYxxD9c0wkLMOQfcb0qMtwfCgHuJ7heAH7Z9thGa4zyrAsx6vbAewHEs5X6xLo61Rro8eD8ohzrKnsA22xbYacg15rlg/hPAHLMA39ck2Zl2ofMh2EeZn2AvqI5XEt9HwAy4RwrUg4VhD2wzIcY1iH6Vp/zEs1Hn3N+gDlmReGWAP0zTZBWAZtoVxMZwwBxooyEKDzaoSejIaDSbdIAPm4DjdVjNjEqBwS1uekw3Hqa9bRYwV6XNz4un2W1/MBLKP7yDROQoUSxNG+Ls8420QZvclBOAZeh3WBTtNzxrohHitLMl0DnRbqgegxEKTFymPdQ10B3Q/juhza0teh3kCsz1g5XQZjxvrHjAtx6pBgDJnKZ9InQL9og2WZp9sLieWhnTCd49Pp4ZqHdXQ+82JpAG1z/iTUvV63UAe4xnwxTu5X9KXXTveH8lwrnc4+dZqOg0zXgPOMzQtgXKiHcXC8HGvYXmztiV5PxFkWsG1dL9YGQB2uqS6j2wfMC9eJoS7PtNB+UpXFWDmG2FhCUuVhLtS5RpdnXJfDODlWzi/V2EHYf2w8MVvi3EBMR3ptWVavDeen63AtdVrYb3hdp4QLWdvkYrJaUUbDhQdvTahX46oGdW2PhtFQidmS+Q7DMAzDMPIXvjrAa4WqPBWEr4aqS208OWVqE2Pna7KagFc1+tVMLqnOuvDVUTqyKVOb1PRJu7rkyxM65o89Y6xIVd/EZHMGNYQ3HZn2LtasqudZvthDQyE8V/NqfTEYCtEDhpHog4mGxVDXYzw0PjhB1NftsmwYgjAN9bmJdTmk67HRoHWZEObpsXC8vNFByMMm1qZuA31jHNrRs71UB0ysLZZF3xCmh+vM+XL8ui2mcSxsS+uD5XU9xDnfGGEfeq7sk+PneuCaeknXJ/vVeayLdtg+YB22yz51XU1YV4dA56cbC/sBoT4A0zAutBH2QT0AzAnltE70OEBsjBwD5x+bG9F56EfPLbZmjDPU+o3NN+yPbXL+BO1w3unaYajrM02vE9C64DxjbRKU55qD2Pw1yGfZsF09Pq6RLoO6mG8sD+ixc146TRP2DfRaaB1hTOg3tie0PjS6fbSL+izL9mJj0H2E8431r8cZA32xX65FrF+GHBtA29QV0P2DdHuOcHxoF23pfLSn58fxhf0ApoXjja1JmBe2F86xRoQbjJ3rzYQBcAEA66RbwLBdKiPdhGPtMNQT1eWQrvti+7qMJkznNeeCMaI9hNx46eaJ/lAW49BrFvYDhVFpINYW58G+ma7bRZzlYnNFGvrh2DEuxGNji42BaD2BsKzWB9vW4w/1kqpPva90HnWAdvRYUEa3G44TpMpPNQaSbix6/di+LqPzMeawj1An6EfXSbfezGO/rB8rQ/Q1+kHf3H+x8TPOenpszIuVB9QTQD+MA44VsM10/aIs14l5Wp9AX7NeqrEBlNfjCNsDOk3Hw3b1+BDiWpdBXa1rDeav29ZrDFCPOgKxOaWqj/5QV+td1wdaL0Dnoy09brYXGwP7xdzDerq8HgtAGepAw74A5xfrl6Eur/UagjyONdYe4bqgzXDOmIOen15/wvrhXmSo9ZQujyBPz0vP18gRMUUaRn0RHpbVIdUBW9vwADQKEzojEHNI1SF0WPW1Nw3DMAzDMAwjd+g75/qkKuMIy1bnTUisv7pYi9rsozpPPlVdu/p4Us7FmwXDMOqI8JDTBszPBViGn1kApun6YVthHtriZxu6H8T1Kxv2o8voww9toXzYH8CYkY4Q9VMdtOHhGI4VsM/Y6yS2y7FyrYAeN0B74VhxrdtkPkM9bl0XdXCNPsI5AKazbYS4TtUe4Hj1uFEGdakvgDZi82R7zOO6YV1S6QmgPvvRZXS7XF+i90Gol3A9MF6OAbCu7otxXRf967Y5hlg9jhVlUYfXIOxPjx1pqMN+GbJMurmFawD02PQYgM7jPtBpQF9zbGEZottnmXBuuozeewD5rMdyugznjjKcn2EY1QSHBw9RGBqMKzwIGPKwA6GRIl0fRIDtAcZptPoQQBzpYX+6DNNQDqIPhbA8rjEWpqNffQgB5jE9No9UBy5gfYSswzJ6HADtME44/lRrzXmCMA91wj4YpkqPrRdhHZZBv2F9zAHzSzdP5nHdsC5oS68pyiJNX6MO00GqNdFzIMzjWDQozzEAjgt9I539AobMS7UGyAPsjyHayjR+higHQR2uA0OOEbB8bG5hm6jP/plGkM72kaf7DfugriAoB8L29HiYx5D7BMK5hGUwHsZ1W4yH5TEWrrthGAUKDz3DyAdsP9YcOGk6asMwDMMwDMMwagN9x43XjXh1pl+fMR9PN3zdpl+fskz4OhPXSNev5TRoA/l8fQjYFkFdprE9jIGE5fU129evCDEHxPWYdJ0QtgF0e4D1mI+Q68I0wDjrh3kQPjnyGn1gXXhNeJ1u/DpO9KtgEmufoH+uG/VDXeg56rr6OtVaEeoyXC/2yXS+rkWa3ica5FEAdczrEOZxvwJdHulcm3Cdw1fqrMPxAp0OeJ3t+Dlf3beGa8t8lmd9EF6DWFqMsByvtS4ZQtA/1gVxzpF5hGPWaeG1fsUPie3ZsL4G40i137h3Y22m29exNnkNdFmGQKfrczPcTxD0AbhvsYYcJ9eNfWa7twn3sV5btpmKsI3YmiEtLBdec1+ibDgfrkO49hqWY5tcw1hZrad0c+WYdBrRetJ9hOU5Jq0LxEGoH7Sn14HoMjEy5VcZ3ViqyWFimAA3JMAG4qIwBCirFx0gTaMnzHKxcbAeynAhWQ6hFsA4x8n6zA8PWj0ultEwjZuFoucL2C7HrfMYZ1+YB+tr4QYhTOda6rxwfYDOD9HrTcL2Nfoa+ZCwLy2AcdZlea4dQMj5a1iPegOoh3Wl3nX/hO0Cto1QSwjaQbo+DLTo9eBY2beuo0mnd9RBPJvxo2+ElFR1IHptmAYY12kcH2BaDK4N0HURD+cYW0eGWgDnEa6nRreDvvSYNSjHshrqjX0ClsNa6fFo9FhYhsI2qRe2A8IxxNKRhjnzfGDIcerxMg+gDT1/vSdRnnU04ZqiPe4PgDZ1vVgbbJsCwnkCpmFM6EO3xXGH8wFsl2OL7QMQ6oTrRAn3hl4f3RdhnPVBOC+MB+0QjJHldT2GgOmcj54z0jEmtskxI4y1RfS4YvnVQjekF4+D4WQ5CcQ5ECoYQsUwpGGkUiTaQD6VA9gWYV1uJqDzw/Kxa44Z6PGS8Fqj0/V6AJ3HNL1+yNcK5VwwBs4ZeRBuBN0m84DeuJCwH5YDOk641rqsjuuNBTA+rhvHFupR1we81npCG2xHr0W4N5iOflkWoC7bS7WPUJ4CYjrWMC/VvsPYdB7WhmPQ66TrZNIHJFxjwnzW4drwOoR5HCfXV5fnNccNwjKx9eQ+YQhYD/2AMJ1rhTjnyDySbu+Ha8t0rXsN6mv9EK03tkF4rfVE0u3rWJupdM0Q6HTMgWvHEGkso/vHNdaBa0Gb4RgQsl4M5nHduDf02pJMbRDW1TAN42FfYT3uY4xB9w/huqayacCyEMC5p6rDsunmyjLoP2yHekI+9QRYh4RxCNoDWq8AY2aePtOQT93G0G0YhmEYhmHEwd0C7jaqAu+AeKdRn3ccsTvzqowHd1m801pZ0XebwO4gDcMwGgB4bcBXLXSW2oEjD4d/6MxTOXmmxxxv2L4mVXt47YIxIJ83IsxjewgZD+uHZTW6DOaIfsJ2SOyVC+uBsB7WVTtNoNtkPAz5GgeEIQjTuD6xscfqsTzmw/VEPc5Pp4ftIF+/wjIMwzDyHDp5HvKAadpJ8DMOhjGnTCcBdHsg1j5hmwR5dCZsU98YMI50lKVzA2wL49HtAF1OjwflENfzDUE+y4fOFDDO/sO+AcvocRDmoR7GBsI1Bowzj+V1GaLbDNczLM/10OmxecbGbhiGYRiGYRiGYRiGYRiGYdSY8FV5TQhfT2eCr4HD18R8pcxXyDF0ed1OujGwXYDXzrptXMdesZNYf0DHQ+ry1TbmkmqtNHjNzzUA+mOQ2iRdP9nuQa419FRX4yZ6zapLur2SLTWdtx4D1h1rWRtgvWqr7aquI8vDtmkjTAvXM9a2PjcMo+CAoWNjU4B2TkzTm5+GwXI0aDpIHU/nfNgmjYiOltcQjosCGIagXjonz3p0Khw/r3U/ELaVqk2ML9Xc0LZui30hTtCvPmSYxzSsBdeAMM6QYwuvga4HkIc2OV+WjY2BZdA/6jCd8wB63QDWApJuTkSPDXGtO/ZJkIc0TTgugLFxDCC25oyzL4a6DMYaa5/xsKyG12E62kM9LSDWVqq9km5Muj+tI024jrExoB/0ERsD0mJ96zTCNKwv9RGWRz96D6FcuAd4DVAGaZwD28E103T5kLB/gPJok4Rrp8saRkFCI9PotJhhMM5yoUHqwyQ0VA3biR0+NFweEBq0F6bDOPUhEUMfKASHI69THY7hgc3yup2QWB7XCbBNXQ7ji619eIDrcbIM563bSzVugDivtR7RTmwMSIdw/CiDeGwsYXscG0E95AGUhd5i7WjCubA82+bYdN1wjNxnukxszCjHdD0uxMOxh2CcsfHH0gDb0PNDHPMJ+2EbuizGxDED1GM8JDYGzIflOVddLhxf2Dfqog2NXqOwLZRPlafXmnlMQ5uYG9P1uPWYdJskTNPXuk/Oleg8wzAMIw/RDqAuiDmZ6pCrdgzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAyjfsEva2l51AnRPyNZXVg/F20RtBP+5CTS+HOZKxtYi0xri/xUP3eaS7IZS32Qr+OqKzD3XP5Ma3XaC/cgrrVkA37Otqp16gr8LO635dG8Amueb2uVS1LNDenco4jXxfmn0f1rcukLswKdhTLLSbac7AR1MlHnEyswqrLmIdk4MOTX9SbPJ/QatXCysu1FzLeqTjkdVW0P+zvcg7huUh41apGV1cnnK/Xi5NEp0U5bDwbGiLtUXLdGgoP5FF7jbQBCwJB5bF//Mwhccwyhw2I9fYeMa33AYDxI47gA22F9tq9hOn7fPPyNc7wVQD7S+Q84aCzMA8iLHWAsE44bgrkj1P+ogwJ0PDRQ1kWfcFYgXDPCsmyD4+OYIZwb0evFkPX1+ur2EIeAcCzcM/otC665DzAH7C2sM67ZJuD4tQ4IrllH7yWQbj9wLhTANLRHp8P5670cW/uYXYTExgPYR7hHkA70WjLOMWD9CNdS1wXcg5wD2gAYO/esXrt06w1StZdKfwTp7I/5aB/X6eCcY7bPNdX9Ic59rdO5zmE6QPo15dEEXOs1jK0710GvHftgGcL6XKsQ1tNzBLE9w7LUt+6fxPYC5oxrTbbzYt2YbaQah25bk24tkE7dIA4BjHOc+hwhSMd+gn5jewUgzva1zXKNNEiHxPpkGvriGQBiesQ1+6eNQFiWcN1T2V2NQePhRJGGBdGDQcgNxwEBxFmG5TForTDAPBgUDZz96jg3AuCCaqUAhFp5WHCAMbEM28E4uIghSGM62mCcY8U4WRdjQFuIY1xUBq4xJ+YBXYdzAAghqKvTQRjntW6X4wK6vl4zwkNCj0HrBHHdNmEfyMO8EMfaox3EMTfAMgBxCNBjQYi+WZeHH+LUGcC13hcI9Vx1nOAa6QBx9AMQT7cfgI7rPjlfwD65l/UY9NojjNkFQVpsPGwDaxPubc4rNmatF9Tl2iLkXAAOIJaHII42AOIoy7rh/HScZGov1J+G82F9wBsFCtsiWDPdPgQwHq4bx6THp+Moz7hG61KvH+G6I482hTpcD6TrdvVZg5D7QeuepNsDsT1DvWCttT4I9YlQzyU272zmxTYQxmwjNg7EMReAOOeBeLq1CNtgPuMYg9aVBmm6T22Peg/p9tEW1yvce0iDhH1qu9DpjMf0qPvXY2QZtom+tN/IKWiURkiQhgXRk4KyEIeCoFiCNJbR5UmqPF0PIcfAzQcQhgoAOp1lCa91OwBxPW6ANDotbQgIdb+81mVAbL4AaaEAHQfp4rwO+6SB6DLhXAGuwzlonWrhGoCYngji1BPiaA8gznJ6LEyn0MgRZzucnxYYjX4iwWESwjwYDgyEIE3Daz2uWFwL2ovpNrb2qeyChG3wGqHWD0E61ybVmIEux0OaAmLl2R8PJQp0kGm9U7WXSn8xkMc9o6Gj0DBNC0DIebBvQD0Q1oEuGceNRQzWw16iUyJ63ro/gDjnw8OdApiGNnmDq0Ee56JhfcLrcE8iHuoqthfCcYNs5sUyWmK2gbh2+ES3m81acC0RZz0dBzpOwnz0BRDn+iKO9jFOXT5m57jWaToeOwMQptKj7p/oPsO6qdqqEWiUhwXQigkXQCuexoB4qvIgVZ6uh5BjYPsAYWzCOp1lCa91OwBxbiKCNBqJnjdC3S+vdRkQmy9AWjbp6eK81n3qg0z3Hc4V4DqcA9pKNWYS0xNBnHpiewBxltNjYRii64ZrqsEdrXZIITgseHhow9bwWo8rVVwTrkOqtQeYA9uhXZCwbV4jRJ0QpHON042T5cJDK115pIUHMeLURbr1TtVeOv2FoBz7CgnbwDVvFhBnPkL0C3TfWj9A1wH6zYG+KQRI47zDGzU973CuiCONjhWEZdAe29DpANeciyZWDoT7DnHuFZBqL4RjAtnMS5fRpBpHOicPMq0FygOdH5bVcRLm8xoh1xdxtF8TJ5/qDECYSo+6f5Kubqq2agQaDYUHVTgYGh0PVsA6qZ5+eM08tMG7a6QBxHGHxNcnrEPDQ7o2JIR68The3mUB5DMOEOcmIkhjmZgCMU79CiXctADX2DicE0JuJMRja0XCOPoAeiy6vk5HyHg4V6DXjnFtRBijfrVIQh2Gca0z6ITzZjk9FoQYP/WKsgBxrQtcY4z6kNDtcN25PgDXmAMI1yXTfmAc7bFP9MF1AuE6pFp7hKgHtK4IrmPj0foJ93bMFjhmjFMfVIyjvO6fekF5rh/a4HwR6n2Rab1TtQcQD/UXg/WB1kGqdUN6uL8Qsl+OAzCux4eQekQ/bCt8kqQdQEJi60IQR5rWX7hPMAeg9xZJtwdieyZmm7RHkGovhOMG2cwrW9tAnONAnHNGnPPQ6bG1wHXsPNFxoOMkzOc1Qr1HMQ+AOMaAddJlCNIghPFUZ0A6Per+9bqwDNcS89a+JqewQ4reNFqZeuPoReFGQF6ofMBr5vG1IBaGsA0skN58gPW4QADXegxcZNQnYTuIU8kEaWgfhgTRcMGRDgWA0BgA8qh8fXikGreur+PcHFgLwDFxvQjS0B83KMJwroTrwnFz/ugDbbAdTajDMI58oPWIkOXCsXDP6LXBtdYFxoB5IZ3zB2wb49T1AdaddbTeQab9gP7QJuoDzoXXIFwHEFt7SMwuNLHxgNgeSWULjPOJVK8f9w7nEeoo/KIcx8P+w/TYeoNU7aXSXwjy9bjZH9vRcB2wNvpmVJfnvia4xtghuh/OE8IbwxDkhfoB6It9hP0hzn64BzhuprM+8rFOIbE9AGJ7hmUJ4tQ1ie2FcNwg23mxnXS2gbgeB8eAOWjSrQX74bwhQMeBjpMwn9cIuVcQ55y0zYbrB3QbQMdjZwDgmmg94pr9A9RD/XD9Yr7GyBFY2JiSjeqDNdUb2MgN+lA2cgcO6ZgTNBoOdMh08sZKBBRvTj538GmOd7dG7jAnXzvwFXeqJ3yj8IF+9RO1YRiGYRiGYRiGYRiGYRiGYRhGvoDPMfL5iwq19WWZ2v7sM/xmpaaqa47y9fmdguqsE+pUp16uqO81qy5VXbNCnadhGCsx/DOL2qQ+v+CEfgvJyRci+bBm+FOaqlJfe9IwjAKGf5NI+DemgA4HYfi3f/wmKvJZJ+acWF//DaSGf0+p/xYU1xB8UxtCcDAzD8K2AfN0qKHjDvsn/Ft3zDN08lyjVHV1WcT5LU7GOUeuD8dI2D7nE5aDYP0I0/mt4HCugGX0ugL2FabH1gfXTEOIv+Uk+m/UdTqu9VoChLjmN+7ZLuH66L65XyCx+aEt9s/1ArhGHvrTe0ej28zUD+D8uabsD3GCOPUOMGek6bUhSKcAhGwb5fXcQrvg3LQ9Avanx8B2Af52G/WQFuo403oZhlHgwNAJ4vwxC8RxoPEP9QEOcMa1U9JxDdNxsLAuDx7EcbgAHmoAIQSHT/jDGswDbBvwkITjC8eCOA9FxNmnBukYI/pEHAIwLpZHGB6ugGUB4trJQ9AmD2HAsQI6OJShM8G49dz0+tOxYy1TOXm2A9BvbI2RxkMdabH1QRyCvnSbXCP0H9OpbguC8mgTccB0gFD3p3WAUO83DdJ0/wgB4rp/7fQI0jHebPrhvFFG6wfo8ohrvet56Bs0EtYNr1kH8VRrq9eNv8mOuB6Hros5ckypbCO2XoZhFDgwbjgb7UxAeBjA4YZOLyyvr4F2VkCXCcvq9DCP6DzdNg4zXQdxHFj89SkSjgeEaajHa4ShhOg0xPUhy3iqseoyANcoC3D44poCdBwgzoOcsIwWgDAsm259dF3AOG9MSLheHD/inFtYJlZewz50WcIxaoFTBbos4tyrGqRzHdL1A5CWSj+6vC6HuBbeTGmQThDXfXB/UDhWXYdlgH4bAdHjYF3eoFBSzSG2XoZhFDj6kOBhCfRhAIfDJ0E+Na0sTp4HZSp0XcT1Ict4qrHqMgDXKKsdqa6LkHGAeDg+pOk2SaxsPjp5vqEgOg70GEPCerFySMM6ZOoHIC2mHxDWZblYOyFhXa0XXOs3E8xDHE/iAGlsAyE/FkBcjwPlQh0jnmoO+towjAZEzMBxzcOAr/l0GR62CHVcw3TcPPCVKA5XgDifHPSrZISMhzAPbbFtwEMPbTMdhxtAPPaaU4N0/YoVAvSNDMuEIB39s199yDIeGyvgExb6ZRxltSPVY+DbFsyfTgrtaVgXbaIunyT1Gofrneo1MMsAxrlG6J865RgQx/gB4pw/QtZHqOO6P4yL80I/fJsRgjSsV8yBEcRT1cV4s+lH64dz0PNLpXe0x3Wiw9YgHfmA7RBcQ8+hfhHXa6XjGGdsHKjLNUKo9xhAnCCurw3DaEDEDjl9GABc45DQIB+HDUSXJTx4GPKzQ8JDB46J4BoSgwcWxss2AQ4zxHkwItTQ8YXjJzyQ0a52SCBTXfbNUB+yjMfGSvTByxBQJ5wz08O54joktq4gVXpsjriGEB2H4+KNAp8iAa45TsQ5f72mCBkHsb6ZxrdM4RyhL/aP9SG6XcT1NdHtZeoHpNIP9cCQcwXUHT9bD2G/1K3ul+2hX8xRO3PMG9don3DsaJNjBbpdpodjZVmAuL42DMPICA/G2oaHl2HUJthjdPL5Dsaqbx4MwzByjjl5oyFRKE4e48RbAMMwDMMwDMMwDMMwDMMwDMMwDMMw6p9U35TmN39jn+2Fn7UjHophGIZhGPUMHDL+HIt/88wvFjGu/ywH8M/NdJoG6fhzHsMwDMMw8gg4aPwNLX90hTDOJ3j+HXCI/ntowzAMwzDyBDp2OPLwT9KYDsETf6o/WWM5wzAMwzDyBDp4/rpWKidPYk4+fK1vGIZhGEY9Ezp4wJ9MJaHzjjl5XOuf9jQMwzAMo56Bcw4dNkAant5jT+ipnHyq3+o2DMMwDKOO4RO7Fj6N47N3PN3H/oQulZO3z+MNwzAMwzAMwzAMwzAMwzAMwzAMwzAMw6hXxDAMo4DwR5dhGNng7cYwDKMg8EeXYRjZ4O3GMAyjIPBHl2EY2eDtxjAMoyDwR5dhGNng7cYwDKMg8EeXYRjZ4O3GMAyjIPBHl2EY2eDtxjAMoyDwR5dhGNng7cYwDKMg8EeXYRjZ4O3GMAyjIPBHl2EY2eDtxjAMoyDwR5dhGNng7cYwDKMg8EeXYRjZ4O3GMAyjIPBHl2EY2eDtxjAMoyDwR5dhGNng7cYwDKMg8EeXYRjZ4O3GMAyjIPBHl2EY2eDtxjAMoyDwR5dhGNng7cYwDKMg8EeXYRjZ4O3GMAyjIPBHl2EY2eDtxjAMoyDwR5dhGNng7cYwDKMg8EeXYRjZ4O3GMAyjIPBHl2EY2eDtxjAMoyDwR5dhGNng7cYwDKMg8EeXYRjZ4O3GMAyjIPBHl2EY2eDtxjAMoyDwR5dhGNng7cYwDKMg8EeXYRjZ4O3GMKKUlZbKsvlzZeG0yTJv/FiZNXpYItN/+k4mf/uFTP7uSxnXu4OM+7iTjGz7uoz88I1KMqbTezKuT8fl4sqiDuqjnbm/jknaXTRzmix1/ZQuW+p7Now4/ugyDCMbvN0YKwFw2CVLlyTOdO64Uc7pdpChb/9HPrn1QulxxcnS5cIjpdPZB8lHp+4tbf64i3xwxHbywVE7SOtjdpI2x+7s0ppK2+OblcsJzeXDE3ertqA+2kGbibj20U/ro3eUD47cPrnGODqfe6h0u/iP0uvaP8sXLa+SH19/Soo+fE1mFv3obj7mJfMxVi780WUYRjZ4uzEaCHgSnjtutIzt3la+ffpe+eSWC6XjWX/wzto56uOayoc1dND5Im1P2DWZT+ujy29CcIOC+X79z9tlxAcvyYzhg/2qGA0Jf3QZhpEN3m6MAqOseKmULZ4rJXMmSfHUkTL3l5HO2e2QPIG3Pa5Zg3Hk1Ra8KXDrUL4eTRPpdvGx8sML/5AJX/aR2aOHSelS+2igEPFHl2EY2eDtxshXykqlbNlCKZk7WUqmjZbiKSOleNIwJ8OlePKISjL+817lDj7m9EwqBB8VJG8AjtlJPjp5T+l60dEy9K3/yKyRPyUfZRj5jT+6DMPIBm83Rp5QtnSRlMyeKCXTx6Z05qmkdMZYGfzS4/YUXwOB88fTfzfn+L979n6ZPvQ7rxkjX/BHl2EY2eDtxqgPSkukdMEsKZnxi3fm2Tv0VFI2b7L0uua0qAMzqbrgc3++9v/y/mvlt75dZOGUiV6BRn3gjy7DMLLB241RF5QWS9mS+VI87WfnkIuq9JReFZHihdLp3EOjTsukhoJX/cfuLG2P3zV5zf9r386yZM4sr2CjLvBHl2EY2eDtxqgtipdKycxxzvk6h15LTn1FGe76XSKtj9oh7qhMciptjt1FPvpTC/ni/mtk2pCBUlZS4pVv1Ab+6DIMIxu83Rg5pHTBDPe0PiZxtnEnXBcyXBZMmZC8Zo45prqW9iftngivO5+yh3Q8Zfm1FuTF0vNd8HTf86pTZMm0STLqsZtl1le9pax4md8VRq7wR5dhGNng7caoCSXLpHTu5HLnWmdP65mlZOpImfT1p87RN406pbqSD45vLuuvsZpc1HQzaeeuz915U9l63cY4rOWD4EuCd++7jayz+qrS8eT4DUC+SvtT905uqsY9f78U3X+FjHzwahnZ6iopuu9yGf3ojTLjk05SsnCe3zBGTSg/uQzDyApvN0Y1KJ0/XYqn1N5n67mQkuk/y+CX/llv37jv4Jz1GquuIsdsvZFc3Gzz5Ckd2+7orTaUv7XYSj5ST/eQdZ2DX3+NwnHy+Hx+ZPu3nBPvKCNaXlbu3FNI4vAfu0kmtn5RpKzM7yKjqpSfXIZhZIW3GyNLShfM9H+rnr+OPZSyBdPlk79fEHVSdSFw9Oe4p3c4ebyyx7Z769hm0mTN1eW/R+xcUWaDxqs5p1/u6DvluZPHT/J+cutfZPH4n5Mn9ZhTryStKseLHrhSfn7qNpnZv5ffWUa2lJ9chmFkhbcbIw1lyxZJsXsiLiTHXlnwRbzF0uH0/aIOqy6ETp5P8nhSP2zLDeSRA7eXrn/aQ545bKcknYJX+rF28kE6nXWgzHfOfdxLDyfOupIzV448u/Srktf7v77ymCwaN8rvOCMdbn8YhpEt3m6MkLKy5Gdjkz91izrOAhN3g1K6dLG0qadfxDtzp03kL003S+J/dc5+7dVWldUbrSJdnNNfa7VG0vqE5omz73bqHi6vkXRz8bCN+hY8vY/p3lam92orRfelfzUfFTh4Cq8rpbsbhoevlSmd/2ev89Pgjy7DMLLB241BSpZK6awJzikOizvLQhbn6BfPmp78o5qYE6tN6XDS7skreV53cU6c13D0TI9d17fgi4v97rlCFo4dIUVwxNpx10RCZ6+k6IErZPxbT0vJwvl+YxrEH12GYWSDt5uVnrLiJVI8dZRzhoX6Sj5LmVIkEwd8mvy5V8yhmVSWjmcfJEtnz5Cfn7q9/Ek7cMbVkoond5WWQuDsx/7nHlk88Re/Uw1/dBmGkQ3eblZaEudeYF+kq6ngN+5/evPf1f7GPZ7CY+kxwRft8Gdz/Nt3/bfy6QRfvAu/eV+Xgqf3Sd98JlM7vyMjsnk1XwXHXR2Bsx/18LUyb8gAv3NXXvzRZRhGNni7WekoWzjbObwG8nl7NaRs/rRqfeO+0ym7S6NVfpd8Cx6v2+GI9Wt4xHmNv4H/8w6byP8dtYs0WXM1aefqHLLFBhV1Uaa9C3ETkMRdW7wJ2H+z9eTe/bZdIR2CuqinbwKQFl5ne0OhBT8e9PW/7pAFI36QolZXRR1uJdHOPXTy4XWOBM5+wcgf/U5e+fBHl2EY2eDtZqUh+ab8Suzctciyhcnr6JizSyV4wsYX5vDteGyfFpusK6u563eO21WeO2JnWXWVVWStVRvJe8c3T/5EDmXuP2A72Xzt1WWnDdZKru/Yd5skRBvNN1pb/nXIDvKuq79h49WStl4+qqkcsNn60nL/beU9l75x49VlNdfus4ftlPzpHeriz+3wgzq4YfjnwTskaTu79uHYb9176+R6U9d/Vd4GdD7/MFk8ZYKMfa6lc85ZOPj6lP9n7ywArKi+P/4nRBQFxW4FFCywu7E7sQuxlZ+JioHdYnc3II1BSIg0SsfS3V0bbJz//d43Zzlc77w3b/ft7tvd89HDzNx77rkxc+fMmZmdZ9o37eWWlDW/8t3GN/tWUZSoBPOm4pOfF7stX9GfuScjCyfZr/Ulc9vedfJ4K/7CfXegaw/YmfarXZOuqL8jvXdyA/uVOzjbM/fa3jjt/WnnrbagV4+vR/tvt7V1zCgLG4fUrUVvnFiPDt9pG+Ps61md90/Zn47dpTY9Yy4OGpmLgPfNxQOcNcr8eNaBdvn7RYdSjapVC53+u6bOC/atS/ceujtVMRcErY7Y0/4NfjvTDl8/XFn87yBa2rPDpq/VlRPBn/DNbPsY5SxbFBzoFR+zvxVFiUowbyo0eavmVapn7snKhiXzI79x7zr5Dibt6v13NrKTfYP+GrOsYtLxN/Atm+xBTffcnj4JnPyLx+1no23YQVnY2tdcGMDJYwk93NKHQ4eTb2Oc/PYmYsddAtx+RxmsVzP1YxsfzfnyjJiTf+6Yfem5Y/elj0/d314InLHndjYdTt/tAwtuzf/zbhvKmjOVMhJ8rS6yFOX2fApu6ePiZN63b1eKP70z+1VRlKgE86ZCkr92mTr3KLJkKi0Y2o/an5X4G/dwzLil7jr5a0wkf+gOteh041xP2LW2/bv4101kvlutGvTmifVpJ+PkcRt+6y2q0kfGEaMsPniDJSL4R0zUj9vvsHHK7nXoWGPjqaP2NhH5XrYsbMJxf3dmI6oaOHl84/6LMw6gw3baxn4mt4ZJx0d1tjXpl5n6cWfh6aNjz/U3k3Ma0e+3nG1/SGb6q/8zTjJFt+aTeQZfAs/qIRlP3UJrJ4wMZkDFBOctRVEiEsybioW9Na/P3ZOR/BVzaNyXbf/rED3yU3ALnJe4ZQ/B83Dcpkd6J5OOF+qw3v6c2I/UyG1E7EhDOVwoIK+9WUc+2+kAvSAd2/wiHdeLJcoi3a4bfaTzNmxj25UlY4bTol8+s9+S9zlKK8k4YXburvh0S0FwC3/qi/dS7ppVwYSoWASnLkVRohDMmwqD/TU4jd6LJJS5gvr+72qvYyzv0u6M+jTh+w8pc9r45P8kzieJdFx7yUhxyweCixj79bwKRnDqUhQlCsG8Kf9o9J4CmUQF2euo0wWNvY6yXMrZjaj33ZdS7ro1NP3VB7zOMJK4TjxMfGVdYT2pL8tHtSMlTplpr7SsUM/qg1OXoihRCOZNuSY/c5VG7ymTSXZM2zet73ea5UnOO5jWzJ5GC358335MxucAI0mYAy2KM4agHJeV6778ooq0b5Z4MW/1P3/ZfVveCU5diqJEIZg35Za8FXOsY/I7LJWiypo5042j39/vPNNc2jVtQJM7fEFrxw03zi3Oc/dE4jjKwnW5XVRJhY1kpc3tNOeLV4OZU34JTl2KokQhmDflkILg7979TkqlmGLGdtmEfyO9cZ8u0sG0td+D11HO8iU07eX7/Y4uGYniiMvCWUcRbpdnOfWFuyk/c0Mwj8ofwalLUZQoBPOmfLExyzgijd5LWvDG/eiPXyryN+5LU7pcdhStnTuT5v/wrn27vNDZFUekA5frpSUlUWdgE3c4cpYuDCZU+SI4dSmKEoVg3pQb8GKYPn8vPaENK6hniwu8jjUdpP0ZDWhKx29o7ehBlPHkLf91avEkihOFDutF1Q9Ll7ZKQqRtWV9InXD0mfNnBjOr/BCcuhRFiUIwb8oFBZlr1MGXukwiys2iblcd73WyZSX4Wt2gNndT3qrlNOW5O71O7D/ic3ZhzpDX3aXM96XJ7VSLtM/rxa2zze20YnCvYIaVD4JTl6IoUQjmTdpTsGGlxwGplI5MovycLGp3ej2vwy1t6XrFMZS1chnN/vg566S8zssVOEMpnObqJSthNlJhO0y4Dyw+HQjnhelw+jMtaGmfjsFMS3+CU5eiKFEI5k1ak792iXU0fgekUjoyiTKXLqb2TaN9474kBG/7zx/8J638+/f/fq2OHR6LdGK8DJNU5LP48hOJLBe2XsKS0aYFrRjUM5hx6U1w6lIUJQrBvElb8rPWehyOSpnIkmk0p9+v1OGshl4nXFIC5z74+ftp49KFxiFF/I13X3oiccthOywtnkh9V2S+b51tyDypE5buphVF2txO6zPGBDMvfQlOXYqiRCGYN+lJbrY+g08zyV85l/794HmvM065nHMg/XrD6ZS1bDHN+rCNdUKbHJJwTj5JheNjp8rCaWFLXo8qUfR9OrKuZOtMIPhoTta8GcEETE+CU5eiKFEI5k36gc/U6i36tBTKWkV97r3c75hTJB3ObkgLhvSl5f26Uob81jw7uCjOLaqeFGnfFc6Xy2RF2mPx6ZWE+OriNJGHRyG5a9P3x22CU5eiKFEI5k3aoRF8OsskcxGWQx0vONTroIsj+JO4oa88TLkrl8b/lbhUCTvaROIrW1wpafvxRNbpacfU5+8KZmL6EZy6FEWJQjBv0orcpdM9jkUl3SQ/J9tE3Kn5Il6HsxtR92YnUG52Fk1/85FNDihMEjlG6bhY103ziWsn3SVem4vZp/nfvxvMyPQiOHUpihKFYN6kDQWZq70ORSUNZeFEyl69svjfuD+nEa2cPokWdf7KPhP2OZxQZ8WOzOfQ3DyfSD23rFx3dXz57rZPWMcVzkuk5xO3DG/7JJEO5xvBlwPXjh8RzMz0ITh1KYoShWDepA16m758Sd7S6bRoxEBqX4Q37vEb72O/fJMyZ0yiKc9t7mAKHY7rfHg7LE2Kr7xPwnRkephOUYXt+ey6eVHyIYnyIVFtBDoZT91GBWn2M7XBqUtRlCgE8yYtyFs+2+tIVNJb8lfNozEfv+x15D7BS3V/ND+PcjesoxltH/uPY/mPs/Gl87q79IkvL55+sgJbYe2Qeb70sPyyEm6LaNes954KZmh6EJy6FEWJQjBvypyCjZleB6JSPoSyVlP/R2/yOnUpnS46jFbNnEILO3y66dZ8FCfHTscVn25piKxbtsVtE+clElmmqBLFjltvpDK321/2SxeCU5eiKFEI5k2Zk7tEfza2fMskc6WWS10uPcrr3HFrfsL3H9CGqePDn7tLYecTyQl50pIRdnbJilue1+VSCuv58qKILC/Flx+vjJvnrnu2p7/+cDBTy57g1KUoShSCeVOmFOhPx1YQmUT52Ruo/Zmb3rjvYNbxK3YFG3No+msPbnIi7EgSrcs0X7pPpC6vxysbT0fmFVVcm0WVotiT+m55uR0vz0g6fSQnOHUpihKFYN6UKXh5y+80VMqfZNCauTNib9yf3Yg2LF1E8394z/4ISqEDcUU6l6ginRCvyzRXJ0zcfC4TpWyYuDZYZL7U94ks4+rHs5VIN2w7Xl6wPfX5u4MZW7YEpy5FUaIQzJsyRd+or1iCi7Y1s6fT6uH9KOOZBLfmpSNJF3GdnbuOpRTOdyVeXjpLSN8QzVNBfjBry47g1KUoShSCeVNm5K2c63UUqZaCpVPpwbub00nHHkl5izMof8kUeq1NKzqqySG0Ye64Qj3kdfn2Q2p8UENaNmXEZjZUokn+6gU098cfaePKJYmfv7MjkY7FFVe/KJIKG2EibbuSKL8sxe1HBFk+oHswc8uO4NSlKEoUgnlTZpRWFD/k9w50xsnH09BeHenayy6kEb070v719qElxpHvvsvORCtmWL2Jg36nY45oTAUrZ9DX771qLwZcWyrhgige9Dr4YOpz+OGUtXAhTXv5/piT8DmaZMRxOCVisyh5iXSlJMpPc5n24r12/5YlwalLUZQoBPOmbCjIN46hdJx8vonQ180ZixMEzR3/Ny3PGE5b1axJbz73ON1yzeUm0p9io/hnH72fqlevTocfehDdfet1tpzPnopHFk60u3Vcq1bU57DDrMDZrxo1mub/9IFxbsGvyJWWk2OHWs4da1rJMy0oPyfL7ueyInbmUhQlEsG8KRMKstb5nUUJSMGyaUTLp1lHX61qVRrVrxvtvcfu9NtPn9EB9fc1kfx06+Sff6wlXX7h2da52+EJInyVBLIQP1qTZ/drr4MOKnTyVho3psmvvEqrRw/a9KMz0vH6HHDUtJIWbqdbt0z35RdVUmUnnhSzjuX9u9n9XFbEzlyKokQimDdlQt7yWX6HkWLJM/Luy0/TjVddShMG/U5NDj6QfvrkLTr1hGOM3x9pnfm62WPo8ZZ30oS/f6O629WhBeMH0f71jPM3FwY+myqbS0HmGspct4RG3nzz5g5eyLCrr6acxfMo42nn1+WScZIl6QRTYVv2JZ69BHVNfe5O+vz68+jKIxrZdaRNN8unzjuRRjx2s9C7g95vdhZdcXhDGvH4pnQrRelPWBmRjt/2L0tiZy5FUSIRzJsyIXdx6T3vxot3rR+4m2648mIis45n7W1faE2XX3A2rZ4xipZMGkb3tbjBpnf++gO64sJzjJ46+CiSt3IerVs+m7IWLabehx7qdfAs/Y47jjauXElTX7hncycCgSNhcfNYwvI5LSxP5sfbdkXmSx1329V1t2W6zONtR4a1upG2qFaV/n74eqq/0/Y084W76Lj99rAXpAMevK5Qr3fLq6l2zS3NBcBdNm/2i3dvshPHfqhEKDPjjUeCGVw22BOXoijRCOZNmaB/OlcBxFyogWVzRtJfTZt6HbsrvQ85hFaNHkOzP37eOJXgOT0LOz8WmVdUYTvu0s1PJNCLZ4vzUyBTjcx76V7ruH9ufjFNfLoFfXTNOdRwl7qbOXlE+XPMBdPoJ26NOfkXjJN3bJWElCX2xKUoSjSCeVMm4EUtr+NQKScyye7HiX3epnUZUxJG8VLg6Gd9+RWtHvV3tL+lh/jywkSWccvKdFfH1ZUi9ZMVLuuWd9OC9WnGeUNmPr8pQsft+v133tzJQ0YFDv6HWy7aLN2KWx+nufXKPDfNSZ/c+ma738sKe+JSFCUawbwpffBmvUby5VgmUUFeLi2e8hetWzE7KQdfKE2a0Mhbb6WNK5ZYx7GZU2GRDonFzXP15XY88ZWXkii/uML2ZR3B9o8mej9m391o6rN30lZbVLcR+nSzLp38cxecZC4EYhcBXe+6gua/fG9cm4XrMs3N86XLckbwTkXumpXBRC59YmcuRVEiEcyb0idvozr5ciz5G1bSxqw1NPbXl2j+L79Yh+115BFkwMknU35uLk175f5NTsVxLJulcbpcT0bilXNt+3Tj5aVIpj9/J91+YhPat25tGtM69qIiIvtzDtqPBj98o3H+d9Che+xEba9sSo123YH23aEO7VanFs3k2/XC1mbitpm3fWm8zWnBEn8hkbt2VTCRS5/g1KUoShSCeVP6qJMvt5K3LPZDJf90epyyNiyn3o0be513MoI/u8ucN4/mfPYyZbjP6aWwA3JF5vnKxMtPJLI8L6X4dMpS3DbIbayzyG3O96XJbbPMePJWystcb4+BsiA4dSmKEoVg3pQJ+ky+PEqG3XcZAz6hyX3fo6lt23qddlEEFwuzv/2OVo3sF/scrnQ0YcIOSEq89OJKKm1FEbe+sG0pnOfmy/RiiD6TV5RyRDBvygR18uVN8KJdAS2f/S/92+Up+0y+Z8OGXoddVIGj//f2O2jjisXGocT+PjySSGfmCue7ZVIpJW2fpaj1FKd9TtnJT9wUm8BlRHDqUhQlCsG8KRNy9ZOx5UgmUcHGTNqYvY5GdX2GZo5oR6PuvsfrqFMhf512GuXnZP/XOWGbRab78l09ue7blmlu2WSkOGWLIvHq4jyfTpQ8n5i8siQ4dSmKEoVg3pQJ+jvy5Ufy1y61+2xU1zY0ykTxees32D+D8znoVAo+sDPn81djTkc6JSmuE5Li6ibST6X46vaJr2wykgobScjMd1rbY6GsCE5diqJEIZg3ZUL+mkVeh5JIaM1sovXzCgWfrfXpVTTJWzqVaHXpfApYCj4/DKYP/Y5Gd2tDS2cNo+HXXut1yqkW/MDN4l69aflfv276e/qiODXpVLm8tCPTiytsK6r4bLgSVa8UZIXZF2VJcOpSFCUKwbwpG3KzvU4lntCyqfab82g6S9a8Ccbxz7E/JkOrZtrvzdPq2TH9lTNiP05j8vEDNDYNusZZ5hunic/dYrvQ/orpdht52C4w9WG7IPiGPa0yDk/YKlg+nfKNfc7LXxLUYer/j+2Vpm3mAqVw25SlVeaCxbS5sG2mHLZZh9uOH8z5q/tPdMVF5wZlnT4F29DnsqkSsHrhZBrd9Rnr5HMWL03JG/VRBX+DP+LGmyhz7vRNP3ADSdbxScfqik8/gsx56R6a+/I99u/Z/5MfYneaJ20zCcrNw9+9u3mB4Gt405+/y5uXrOCTuTOSsJW3YZ09JsoKnLcURYlIMG/KhIKC5F++w3fn4eSzjXOjrIUxMU4RXdljt11pxx22p6MPO5SqVKliHeA1l11Axxze2OY/dv8d1gbWt6xRg0b360YnHXuk3X6x9YPmAmIa7bPX7nb73DNOthcUxx4ZK9v4oIa0Ye44qllzS7v95rOPW/vfvPcaPXrvbfbiYM/dd6VFE4dY573HbrvQcUceZnWH9+pobe20Y127PbJPZ6vTsMF+VLVqVftDONNH9qUx/btT9erVaMsta9D8cYOs40a9KPPcYy2pV4evbXtR9qADGtj0e5rfYNt9eOOD7PYRjQ+22+64FU1ivyyXn7eR/u3c2jj4Z2nlwvE04LTTvM64pAV/T5+XtZ6mvhju/CKJdO6uSB1ZxiN//u8aqmH2F8b9wabH2L9jRzocJq9D8DfvEKz3uOdK6nH3ldY+nD108TfvttxzsXL46M2cF++xdpHP9thGxzsus3nvNTvL/kCNtdHG5BmbcPxW14gtZ+s2+aK8rcukQbB+83GHUOtzTyjM20yccch48hbasL7s/nwOmL4rihKVYN6UCSsXmUh0xaZIN4rAyZ9x0nH2JMdC6+bGlsbhb2Wc8Krp/9I5p59Ef3b6lm686hL66PVnbQRtdYwDtEsTdU8a8gcdduhB9POnb9u0FVNHUvUtqtOPn7Sl7CWxSH7IHx3opqsvtfkdPn/XXATsQR2/er8wIi8wejWNU85bPNk6bLQPTnjXnXeieWP/pk5ff0AXnnU6tbz9JrqvxY30tbkogK2hxu6RTQ6xkfvuu+5MCycMplpbb2Xbh1/A22qrmtT+83fsRQpeUPyr24+2P01PPt7258G7biVaO4d23nEH+wM7sPnN+6/R6jnjNhuvosskKshZR6uWLKExPZ63EfzYX1+g1WPGlmoU7wr+nn79zFn2l9Ck8ymSwIHFE1+ZQOBIj6+3B31784U06Znb7fhPanM7tbvtErt+esN9rFMd/thNtK05PupstSVNePo2mweZ9cLddN7B9ex6mwtPstE01g/abUe67YTG1slXMxeq7OxPbrCX/fIdLgiqV6tq0wY9fINx0Ifa9XtPPcJ++naX2rXsD9mc2Whfm37E3rvSbnW2sb9St3WNLWyb+j94HW1RrZrZrk7/PH4ztTixCbW54CRvP91xmPXhszTw9x7BDC4bTL8URYlKMG/KhGVzpxNtzPQ4mHCJRfJHm4uDGSbKXB6TIJLH83k43LWzRtPZp51IfTt/RzcYJ9/9h0/srXzobFw4KaZrnOkw42ivuvg8mjP6L1o2ZQTlLcmgxROH0lmnnmh1NswZSzvU3c7eZrdljEMe99evdNghB9mLCXv73UToB5hIHD9T+97LT8faaJ38jrQ0Yxj1bP8lXXzOGXTz1ZcZp/0uzR0zkJZlDKfffvqczjvzFNsORN+4A4DfuYdNXKRUrVqFvnz3FXNxcKO9Y7By2r/0Z0fj5E85np59tCW98tTDtp56++xpy66ZNYauvOhc2861Zt0dt2Qlf/UCcxG2kOb829E6+FFdn6as9Uupz+GHe51vaQpe+FsxZCgt/b0dZTwV/D19AqccSdhORHs/3nqRHe9ta9agn41zx+11bA9+5Ea6/LCG9M1NF1CjXXagYa1utlE3nPIZxvn/cV8zu33hofVpyWstafuta1KGsYeyo1s3t1E3HHZVOPmXYk4e7bnM2HzqvBPo+YtOocfPPo663nkFNdhpe1r86v104K47mnpuop233Zr6tLyG5r98ny2HT93WMs4djh0XFR9few4NN3rtTXt3324buuX4xjEnf75x8m6f3XF4pgVlzZ5KbVu1DGZw2WD6pShKVIJ5UyasX7mU8vNyjVOJ/uU7OPnTTzzWnsBYshdMtEs4+S2qV6O1M0fT6ScdS306fmMjeUTYp5kyiJwLlkyJ6RrnimfmWL/g7NOp9ja17MVBjRo16KJzmppoqZp1osg/89QT7PKPdl/QLiZCP/v0k+lIcVuc7wRkz58Qa6Mpt8tOO9DSycPo958/p/ObnmIi9UHmAmRLOum4I+nqS863Fwcog7q2q1ObZv7bj9o+/wTtv98+tNceu5oLk08pJ+gX7kogYu9nLlrwqAKRPdLPa3qqqWdHWyceT1x87pk2nZ/TF1XwVw/zMibTOtM/fg4/oddbNPenn4v1+dqUimnHxKeeosyZk+wX2DZzTsURdmzxxOghkj/rwP2sM4Zjrr/jdvS3ceIY/4+MI4UzHfTIDbSTcbqI8KGPH5s5tcHe1jnff9qR9MhZx9pb5vhluYEPXW/L4q4A7Bc6+SCSxzP/5sYhP3nuCfT0eSfSw2ceE1woNLC2LzikPv3S4lLaaZut7e/NczlceGxjLnyHm7Tzjc5n159H+9StQ69fdjq9dPEp9lZ9ZCf/dAuaN3M6dfr8w2AGlw2mX4qiRCWYN2XCxuwsmjNhOBVkrfE6mzCxL5mtNJF8IDbNWeKFODh0RPK/t/vcpmNb6th148iwjYsHu23K2W3jhAu3cddgxXT7Fr9dF7YgiO7xDB4XDZzG+nlGD+3lNJTFb9bPG/c3ffhaGzMKK2mfPXc3kfo/1jnbuk0dhXaC9sA27jQUvgAYjEHB0qBP3I/gwqM4smrJYsrJyix8Do8P3+Ru3GBvlXsdbhlK/5NOMmNYYJxRi80dVCJhB+Y6trA8mWYEPwXbykTTmEIscLaI3OE0q1WtQv0euJZann4UnVR/T2q8x05036lHUPMTGpuI/IDCW/xPnHv8ZhH7f5x8kO46+YeMk0d9yMOtdiznvHT3JicflMMLetbJtwqc/HXnUcNd69J1Rx9Mtbbcgm6NF8lLMRcq6yeMpEeaXUhTx42x87esMP1SFCUqwbwpE/Lz8yhjaK/YC3geZ5MKeeqhe2lgj5+8eamQ7AUT7At062aP9eaHCRz63bdeTwfU34++fOdl6/h9eqUqCyeavVJA86dMofF/vG4dPGTqwC9o6ltvpU8U7wjevs9etoxmvvOE30EVR9jxBc5dyjTjePHjMSONU4XDhd6M5++02/j9d+jgBTj8FCx+7x3reKY+8vGbKcPk4Rv9WMfzeJTFOtfLelgfESzHPdWcxj91G41/+jazHvtzQrx4h3x+qe6fJ26xtrk8lrG0221bJz7Twt49wIUA2jzy8Vto7JOwG2svbBQKtkVanpmoVx7WgNatWR2bwGVEcOpSFCUKwbwpM+Dk50wcQQWZyUXzKqkXysukTm++Qgsm9rS36O2z+M5P2i/P9TrwQK+DTRfpHfw9/dI/2lGGcWSbOSufuA4tkbDDSyS+suVRnD6tGtSTXvvfnXSVcfIbc3KC2Vs2BKcuRVGiEMybMmPykJ6UMawX5dln837no1LykrdiLv3x2UeUs2G5fcmOnfzcsd1p5M03ex1rugki+skvvUzrJo+ijKdT+JzeFekAfeLqRV2X4qb5dEpLnrmdcvPy6PJD97VS1gSnLkVRohDMmzJj+j/9acrwPjRr7BAqyNngdUAqJSyLp9Cs8WNp3aqVNnJnB/+vWc9Ztjzto/jNpEkTGnThhVSQm00ZT5WRo/fpQzgvnk6aCb4ymL9uDbVoeixdc1Qj4+T3C2Zu2RGcuhRFiUIwb8qMOeOHWyefMbQ3rV22mPJWzfc7IpUSEvyyHNHIP36jiX3aFjp4yLI5/9DAs8/2O9M0lz+POIJylq+gaa/+z+u84orPWfvS3DxXh9fddJnm5rl6ZSyLu39HfTq1o6uPPMA6+fsuamqPl7IkOHUpihKFYN6UGYumT7BOfsow4+gH96L8vDwTWfqckUrKZWHMwb93+020KKOfceyxP5eDjOn+HGXOnWdvgfucaHkQfPd+5YgRtOTXH+3fePucWCTxOeMwieqkk7FZVvLcnVRgjo8rm9SzDh7y3B032mOmLAlOXYqiRCGYN2XGqsVzC538lKF9aNrIAfZTqnBAXsekkjKhrFX0wV23Ut7GdTSqy6bb9HD2G9bMp34nnuh1nuVJcJEy5Y03KXN2Rsnevk9W2LmnqZPPeLo5UU4W3XH2iYUOHvLVq88FM7fsCE5diqJEIZg3ZcaG1SuMg+9d6OQhS+dMpYINK72OSSU1gl+W6/XlZ8aZr93sRTvI+D9eo+WDh3idZrmUJk1o6JVX2h9W8Tm0EhPpwN2oXTp5Ny+q+OylQtq0oBV/9aAe3325mYO/+ogD6O/fuwczt+wITl2KokQhmDdlRl7uRspwnPzkIb0oc/0ayl+90OugVIork2j5gvn0x6cf05S/Pt3MwcPh59FGv7Ms59L/xBMpLzOTpr1ShOf0qZBUOmIp7kVCceppc7v9M8QJI4fRVYfV38zJNzt8f5qZgW8plC3BqUtRlCgE86ZMcZ08XsKbNPgPys3JpvyV8zxOSqXIEjyHf+KME2nV/DGFn61lmfr3FzTnhx+9TrJCSOPGtGr0GPtCGRya19GVprBDDlsWRYpRdt7Xb9Di+fPoyiabO3jIlcbp409dy5rg1KUoShSCeVOmWCeP5/LCyU8e2osmGkePF/Hylm36fXWVYoh18Hl018H7UUFelv0TOengR3V5ivLzc0rsT+YGH3FE4fogsw6R+fHSUyl4IW/2V1/T2gkj7LNnn7NLSorqVH3lXCfvLktQ5nz+Cq1bt87r4CH4EE46EJy6FEWJQjBvyhQbxYuX79jJW0c/6PfYj9gs3fQ9d5WiSf66pfThvS3sz8eOshF87LO1LLNGtqeJzz7rdYzFkb5GXmvQgLaoUoUGHH44fXfQQVTFHHo4/Nruv3+h3icNY7+dD/msUaPNbKRcmjShf1q0oLx1q0v+7+nlMqq4+vG2se5u+9bj5E17pWXsTXrjyH0OHoLb9ekAzluKokQkmDdlyvR/BnicfMzRTxpinL2J9PGB+7xl6uiLKhi7ycOGUI8P3qXpQ761kbsURPUFubk2yvU6xWLIbbvvTkduuy1tVbWqdfLP7rcffWGceDtTF9L+DPQe22cf+sFcAHxp8natUaMwvSSFn9PPeLNVzOmFCTvGkhJfnfGEy7h2iiCz3nvKzsMrDt3P69xZrj6yodUra4JTl6IoUQjmTZkyb9K/4U7eOvqedhs/aJO3fLbXianEkYWTKDsri1qfeRKtXTLFOPXNn8NDFk/5i4Y2a+Z1hMWVniZqhsPeMnDySMNyhy22oPv33HMz3b9M+jbVqtEz++67WXpJCv7Mbv2sWbTgx/eN4yzj5/SuMw8TX1kWme/qOtvzvnmLMrMyQ2/RS3n06ouCGVu2BKcuRVGiEMybMmX5vOn/cfLylj2cPAS37vHztPnrlxvnpX9HH0mCF+2u2m4L82++/dlY9zY9ovjMefNLJIpn6WUcPTv5AUccQXWNgz+5Th3qb7b7BYK8WsbBX7DDDnbbZ6fEpHFjWtC1K60a3o8yno79wluxJZEzjidhZZGeyG6EetHH5f260JzpU+myQ/b1OnVX3nz4XnsslTXBqUtRlCgE86ZMWbt8kePkN38uX+jkB/9BEwb+RquXLaSCnPXGiamjTySUvZYePLYxLZo5g8b8+tJ/HPzorm1o5YLx9NcZZ/idX4qEnTwi9XPr1qUaVarQ9bvuSs13281G8xcbx35c7dq0tdG5bpdd6O499vDaKVExbRzfqhVlL5kX7ZfsUiHJXggkcvIyP0Q346lbKHPGZBrwa5dIETxL9+++CGZs2RKcuhRFiUIwb8qUrHVrNvszunhOfuKgP2j837/TwukTiAryvY5NJSb5axZRxzdeph/atKbZ/3b8r4M3MtY4/tWjx5TK52tx2x7LP8wS6yy9jeAiwE13y5eKmHr7HnWUPS6nvXT/JkcZJnCcvjRO5/V4afEkGX23fo/YL9nlbqSP2jxuX6TzOXOf4Nv1Y4cOsuNS1gSnLkVRohDMmzIlPzfXOPVehU5+03N5v5OfMOh3mmAc/YzRQ2z5vCXTvE6uUsuSqbR41ix65MQjacOKWcHb9Js/h8eHb7KzVlgn63V4lVjw6CJryVKa+9XrxnEW8Tl9IiefjAOXElYO6aF5LWjGW63sfGl1zcX2JTqfMw+TKxrXo5VLl9jyZU1w6lIUJQrBvClz4NStkxfP5b1OHrfsAyc/YeDvNG7Ar5S9YR0VZK6i3IUT/Q6vEgounK6oXc2O7b+dW//HwUMm9m5LC7t19zo5lZijn9ehA60c0stEwGn03fswCXHyk5+8ldaNG0HzZ063f+vuc+KJpNkRB9hjKR0ITl2KokQhmDdlzvR///I4+Zij/6+TNxI4+fF//WYd/dzJo62dvKXTvU6v8kjsRbsbdt+e5k6aSON7vmEc+n9v0yOyLzD/4fa0z8GpxKR348Y07tFWlLduVezv6dmRxhPHyZaaeOqf+c4T9nh4+/EHkro978q9F5xm7aQDwalLUZQoBPOmzFm9eH7oG/aJnLx19H/9agWf3SxYv9JE9T4HWPGFstZQmwub0vfPPEFzR3czDv2/ETxk5oifaeZnn3sdm8p/5e/zzjNHaYH9+VXpRNNKhIPHs/dlfTrRiqVL6MbjG3sddzLSv1vH2ERNA4JTl6IoUQjmTZmDv4Hf/OU7j5NnRy+d/EDh5E1EP6Z/N1o0K8Ocj/Mot5J9PCdv5Vwa0vkXuvPAfSk3a5V95u5z8Ph8Leh10EFeh6biF4xXQW4ezfv2LeNQk3hOz863NKL8Ni3MhchdVJC5njp9/hFdkcTb82HS7Ij9ae3qVfaYSQeCU5eiKFEI5k1akDE8zMnHHP1/nLwR18mPHdCDxgzobrdzsjPNyW6N1yFWOFmcQevMifii6rFdCkfuc/CQeeN+o7EPP+x1ZOVd/j7iCOpbgn9jj+/6L/r9D1pujrGMp5P4M7tScPAZ5sJj/ZRxtGje3JRE7yzXHXOQPabSheDUpShKFIJ5kxYsmj7e7+TdW/abOfngufxmTj7m6Ef160JT/hlI+QX5lG9fzKuof1fPH7ypYS6UhtKEXm8ZZ/7f5/AQfPiG8k0Uf8ghXicmBR+k2bZaNdquenUrWP+tcWOvLuT3Jk3s1+rCPmSDD9/g+/X4W3lfPgs+ioO6oO/LDxPYxSHd25OH7+fjc7qfNmxIB229dbE+mYs/NxzXqhXlLJlHk5+4yetwCwXOPZGDL2akj3cFlvfrRhsyM+l/l56V1N++JxK8hd/+43ft8ZUuxM5ciqJEIpg3aQMcu+vk//NcHk4+eMN+k5OPOXo4eY7mR/fvZhx9Nxr5ZyeaPWmUtZ+3elEFc/bGwedvpHsObUDfPPEoLZz8p3HmiNj9Tn7lgnE04oYbvM7LFTjCF+vVo8f33pt233JLesms/2qc/LG1a9Np221nvz1/y267UZNttqGfDzrIOnkcUvhi3e27724j6m5G//Btt7VpcN6nmnJw3h2No0S5VvvsQ38GzhzpF++4oy0LO9juavQOM3oP7LWXvXg4c/vt6dX69a1N5MEG2oS2PmzaeVydOtYWdG/YdVdb9hdzQVO/Zk3apUYN6+Sv3Xlnq49P5zYxdjoGFzzvH3AANa5Viz42Sx6DeDLo/PPtMVUaUbpP8NW6JT1+MC0ooM9fbmP/zM3nqIsjuGBIN+yJS1GUaATzJm2YnzEqcPIxR19sJ28dfVf6t29XGtm7Ey2eM83Wk7cC38Av/86eNiynT/93N928906mVxtDn8NDxvR4nnKWLqPeEaJ4KXDmDbbaykbDPYxDxWEDB97epLc2jvI143QRecNxIg+RNJzlCyZyvsM47B7GGe9ryuMiAfm4pY7lQLM82jhZ/k79g8aRn123LnU3+pyPJZw9LioeMU58J+Oo4cwvMRcDR5myb+2/v/3xm7YNGtCJxsHjZ2rxadyPjDOvb+r8y2zfaJz9A3vuSTebCxI4+f1N+kfGkR9gIvoupq4jAkePr/ANO+ooqm3K4wLCHQef4BsDOStW0Nyv3tjkgKM6fehFieLdvDYtaOb7T9mP2vz+83d02cH70NUeB50Kadvqfjtf0glzTCiKEpVg3qQNBXgBb3CvCE4+uGXvvGG/uZPnaD7m5P/5swuN7NOFRhhnv271SlsfXlYrr39fn7d8Fo3+szddsU1V25fRng/esMD5b1izgPodf7zXWcUTn5NHpIyfhq1ZtSq9ZxxmDbNEPn5VDnmIvPHJ2j233JLOMNH3KcZJP2mcOcri63Y7bbGFdd6vG+cMx46yjU3U/abZRsQPPaTVqV7dbn9g6jjJOHE4+e8POohuNo77VmMfP0l7dO3adn13kwfH3cgIbB9i7MHOXiaKx6dzEdmjzXDyLc02yqB/uOh4yrQNdwlwoXKhuYDABYo7DmGCF/IW/dGTVg7C39MX87v3PmcfpE1ufTPN/fJ1vKVKGWNHWcee7EdtkpHLD92X1gbzJJ0w+1RRlKgE8yatmDthZOEt++SdPD+X705jQp18ZxreqyP907cbLZw11daZv2ahcZzlK7LP2rCeLq35f/Rvrz9o0p/vep07y7jfXqFV/44q0udrw5w8ovjDjSNFhI1n8RzJ/2Sc3m7Gub9romxsozycNRwnthFtY9nNtGUvo4coHPW0gT0TVfPvynMkjyj7AFP/y/Xq2V+uw+/Rw8njUQE7eUTodU0d0D3UtAm/U3/1zjvbuwqw8ZypG86bI/lvDjyQdjYXBbiVjwsTftTQK9D/3fTTHYd4grsjk194gbIWzEr5d+/x53BLfv3RHqcdPnmPbjn5CPtxGp9jTqXcfuZxts50w+wfRVGiEsybtCI3JzuI5sOdvHX07OTFG/ZRnXzM0XeiYUaG/t6BFszMsHUXbCgPL+jFXrS7eoet6O3mN9CyWcPjR/FdnqSc7DVe5xRF4NgfNY4cThzflL/NOFesI1q+Z4896B3jUDkqxm/HtzK6eG4OnU7G+TU3aYi+4cyrmkMOzhvfqUf6h+L5Nx4BPLnPPva2vn2mb9IQ9cMmLhhgDxE5bqWjTqTBqSMKRx7swyYcNcrifQKU5Wf2aOPXxrmjfagPFwicj21cjODuA9rMbUpKTFuHXH455edkWcfsc9g2KneF0zfTu92+ULfSHN/g27Yv29vyPmdcEoLflt+wbq2tO90ITl2KokQhmDdpx6LpEwMnH3P0hX9GByfP0bzHycs/owt18n02OXnr6Ht2tDLk9/Y0YVh/2mguMgqy11Muvomfbg4fPx2bv5FanXIMXb9rHTNSecaJ4zm8/0U7yOT+H9G8Dr+U6dftEPnvV7Mm1TNRNC4OfDoVRkz/ctesoTmfvfxfxy4duUdwu3/ay/dT5qwMWrNyJT17+w1F/hRtceTHd1+PTcQ0JDh1KYoShWDepCUZ+GY4O/kgmvc7+dgt+/84eftc3nHy1tH7nfzQP36xMvjXdjRucF8T/WaZ0L6A8vFG/qKMtHD4+asXUPf32tKVtatTfn6B16lL+bfzU5Sft5F6myjV65BKUXCbHr8l78uLIniJDhG5Ly/dBI9FVgwbRkt7/ZLwOb29vW8i97lfvGou4PJoxfLl1PLipvaZuM8Bl7TgoiKdCU5diqJEIZg3aUlO1nqaPLjnZrfsJ5rtuE7e3rJ3nXy3mJMvjObjO/khv3ewMujX9mb5C82aNIbycnOJNmbal93K6tk9vss/e/w4unybKjSkS0eaNugrr2OXMmdMN5r6zjteRxRFEIHjNjpuf8PBYtuXB+E8rEudQl2xLdOwjiXbl0vOg4PH2/J4o7+wrLCVltK4MU1t25bWT59Ak/Hde+nccTv+mdto5ntPUs6iuZRvLiY/ea41XX1Eyb1IF0XwJ3Pzpsf+AiVdCU5diqJEIZg3acviGRM3d/LiuXyyTn7TLftoTn7wb5D2xtm3o4Hdf6LhfbrSsoXzTHBfYH/1LvYTt6Xo8HM30pV1qtOTZ51MK+ePpdFd8czddeyb0hDF404EvtLmdUIJBI4Uhwj+Rv7hvfayz7Sxfd+ee9pb7lXM+t41a1LDrbe2f8ZWd4strDPGn8XhBTc8T0c+v8y2W40adhvOGy++IQ1lUc9FO+5o/wSuepUq1HT77W3e+TvsYOvBy3h4OQ7lOxxyCLU3srXZxotzyb4gV9qCP7Ebfv31lJ+dSVNfvNc49xY08+0naM2o2G+z9+vWyX6drixuyfvkjYfuse1KZ8yxoShKVIJ5k9ZkDOtT6OQLb9mzk2dHX8JO/u8eP1sZ2P1H6t/lexo3tB9lblhv21ewbpn9/fYS+1M8PIc33LDbdnTtTrXsuv/nYzd3+IunDqR/brvN63yiCDt5RNJw2PiYDD5ugzfl4aiR989RR9kl8vcxDhzOnZ08HJx08kOPPNL+Pf0PBx1kX8D7yUTleEP+zt13tx/BwcUDLhI+NmXvNmkoY//kzVwIDDf1bGkcO166g8OHzS8aNaIdzYUFR/zpKj1NOwecfrrdb5S3kaZMGEePNLugzG7Hh8nNJx0ea2OaY44LRVGiEsybtAa3yicZx56ck485+mI5eevoXSf/E/3VDfIjDTDOvl+X72j8sAG0dtWKWGNz1lHeUvwwTqoifOPgczPppSsvoiu3rUarly2jMT1e+I9D90nu2vVJf/hGSqGTN0s45H2Nw8aHa/B5WPxpWjV8PMY4bqtjtpH/Of6kzTj5z4xz7mwcsnTyiMoRfeNNe2zjT+ZgC2Xg5J+vV8++yY8/hetultB51ujg79fRFvwZHf7sDum4GMBHc9AG5PnaX1aC5/GQASedRMv+/NMcwHm0YM4c+rtrV7rt9GONQy3bW/I+wQVHTnZ27BhOc8z+VxQlKsG8SXs2Zm0wjv33zZ188NW7TU4+5uiTd/IxR7/Jyctonp18zNFbJ28dvXHyXX+wgsi+b6dv6c+O39DQXl1o0bxZlJ+fb6O2/FULivXCXt6q+dTvh2/o6ro1qf+P39GM4T97Hfrm0obWr55Hw665xuuEoop08ryOP2HDEt+J9zl5/Fna1bvsYr9Gh4/b4I1618l/e+CBdHKdOnThDjtYh44/fcPtejh5fBsfutcYG1jyHYN799jDLvF37fh7d3we9+Bateyf9vnaXtoCp97TXNjgh382TJ1qn7H37dCB7jj2WDrX9PX8unXpt6++KpW/b09W8DncFUsWBzMt/THHgaIoUQnmTblg/arl1tFbJ28k2lfvjJO3jl46+eCDOL0DJx9E84VOXkbz7OSDaB5OPhbNb+7k+3U2jr7zdzFnb6RXhy+pr0mfNuFfysZb+oaC9cspz/78rXH6URz/4gxaYyL3y7epSk+dcwqtM2U3fbbW59xjMv731yh7yTLqnYLn1Z2M8+J1OFxs8wtviNSRhiW2cSsdf0ePCwKZxrpY4jOycPqwgfVfjT5sIILH385DB3+3jigd0TzuGPQ0Aju8DfvYxudyy+pWfS+8AGjqH3TBBTTt3dgPuKxdt47atW1Ll5sLobPNBQ6+148LEsj5229vjr++aefk8aLdtPFjbfvLC8GpS1GUKATzptywYuEsG8FHd/IczTtOXkTzm5x8zNH7nDzfsg918ojmhZPvY6L63r98Tb2M9Gz3BfU2acP7/kZLFswNemIi/ex1lLcc39A3Dv0/Tj/2HP66nbeha3bc2q7jF+R8Tn0z6dqGsjNXUr8TTvA6J5XkBRdL+HQtfkgHd0eW9e9PG83FF+jfqRM9duGFNlI/t3btQqfuynnbbUeThg+3v83uc7ZlIfgkbvfvvrT9KE8Epy5FUaIQzJtyxcIZE4Lb9WFOnm/Zhzt533N5dvKxW/ZFdfLfCScfOPoOX1FPI3+0/5J+b/cl/fbz5/TbT5/TgN860syMCbRh/Trbr4Kc9ZS/eqGN4PGRm/sOa0hXbFuVVi5eFPfnY6VM7PMOLe3br0w/fFOuBeNmBJH6n0ccQaPvu4+W9Olj/0phyfz51On99+nxSy6hs2rVstG5jNbjyTnmAmD5ggV01eHp4eTh4Ns+mn4/PhOF4NSlKEoUgnlT7lgyOyPm4NnJJ/lpW6+T3+y5fAQnHzj6zZy8kURO/ncT2f/28xf0q3H0PX78jLp9/4mVnh2/p0mjR9D6tWtsH9etWG761I8WZvSjCT3fpH86PWH/LC7sdj2+fFdgLg6K8n36Silw5iZCx58Y4rb7uIcfpkW//mrHHu9U4GW5jsap4/a7jdTr1Ins1F3B7XuQDn8qhwuNnz9827anPBKcuhRFiUIwb8oly+bPtM4djj7ZT9tG/zM6OPnguTycfODoIzl5vmWfwMlDuv/wqXH0kE+ob/cO9EmbJ+nUOlvSvOnTaWjfjrR8yXzjwE1AmZdLG9cvpyXTBtGUvz6nMb/iTfs21vlPH/I9zf25nUbxUsxY4C8M4Mh7meWfRx5Jgy++mOZ88w3lzJ1LeevX23GdOmYMvduyJd193HHUDG/0b7WVvcXuc9hFkbO2jj1ywTNwn+MtLcHjgv7dOtq2lFeCU5eiKFEI5k25Zd0qRLvGwRe+YS+dvJFUOPkgmoeT52geTp5v2bOT7xfq5L/e5OSto5dOPubo2cl3/e4T6t3pB+r86Ud00jbVKWP0KPrguVuobetr6c3Hr6bXHrnMbDenTl+9SsP6d6WFwe/jF+Tn2uXcn36iqW++SSNuuokGnHqqjVTh5OyfdTVuXHg72usQy6PAieOFPPQPztz0F/3+5/bbafp779GSnj1pwzQzRvhrB8PC2bOpp3Hwr5jxabbXXnTettvShdtvb/+E7+KddrJv+UN8jro4ggsG/GpgWUbyVzapRxNGDrPjUJ4JTl2KokQhmDflmuwN66xjjzl5I9LJ8xv20slbRx/dyfMt+3hO3jr6MCdvhJ18LJoXTj6I5qWT/+OX72hIz9/pZOPkB3TtTB+9cJt18pC3nrjGypuPQ5rRa49eSa88cjm90PJCys/NpTdOOIF6tGlDI9q1o9n//EMr5s2j3I0b7TgVmKh1xeDBNPOzz2jUXXfR0GbNaOCZZ1I/E73i2/Y9DzggFvEasX9fj4sCn2MtaYHjNk6bb6X33H9/25b+J59sb6sPv+EGGnP//TT5+edpUY8elG0icmbF4sU0YcgQ+vPHH6mtcfQtTL+u2HlnunSHHegSOPO6delS48xZLgkEDr4knTxk/szp1KyMnslf0Xg/W39FIDh1KYoShWDelHtyN2bTWBO1y7+V51v2MSdftO/XR3PyQTRfBCfPt+y7/4Bn88bJf/+J2f6cJowYZp18t68+p89evYfaPulz8lfTG49BmtFLD1xixiCHnthzT3py332p9T770OMmUm21++70sHFyj+62Gz1jHOaLRx1Fnxrn3tVcCEwZOJDmTZhAmcb5bzQXCBtzcijfSAG+05+dTfmrVlHWzJm0/K+/aP7PP9OUN9+kiabcxGefpdH33mtfShtx4400/NpraegVV9DAs86y8tcZZ1hBRI0lp0MP+igLGxkvv0zTP/iAZhiZ3749Le3dm1YNH055y5cTmTaRaQfak2ei8CyzXGPaM2PcOPrtk0+o/SuvUNtbb6WWRx9Nt5mLk6uNg750m23ocuPIrzLrV+2yC10JMX2Hk788kMsCkU6+0MFDPM45FXLZHnvQ+BFDyuRP6K46vEG5+jv4RASnLkVRohDMmwrDlJEDTCQfc/Cuk3dv2RfPyQfP5eHk+ZZ9QifPz+XDnTyeySOaXzBjBp287Rb0xYvP0pdv3J/Qyb/84KWUnbWBHjfOhJ38E4E8LuSxvfe2v6cOwYdkIA+bC4OHzMXAA+ZC4H/GAd5vnNJ9JvJ9yOQ9Z5zoayba/8BcGHx9xx3040MP0Y8PP0wdnnySur74InV94QX68+OPqc9HH9Ggn36iIe3a0WAj4/v2LZTB5gKh7+efUy+j08mU6Wgi8K8ffJA+btGCPjLRdltj+3VzkfDihRfSk6ecQveYyP3abbela2rXpuuM077ORN/XGwd846670g1GrjdyXSDXGrkGYhw6PsLTLJB0c/JXmrHv370TXX1k6Tl5vEH/4BXnBTOj4hCcuhRFiUIwbyoUqxbPpzHGoafeycccvXXyQTQPJ1/4XD6Bky98Lp/AyXf++kPKzsy0Tv7NlvfQ120f2OTkW/ud/CsPXUYb1q2mx42zTtbJP2Iifgh+hIblISMPQswFAOSBQP5npCXEXEzcb+q6z8g9gdxtLhLuNg73LiN3BnJHILc70sLoQm4z65DmgdwayC1Gbg7kJiNw8OXZyV/ToAH9/EFbrzMuCcHt+T4dfw5mRMUiOHUpihKFYN5UODZmZ9LYv34tgpOPOfpNTj7m6K2TD6J5OHm+ZR/PyVtHH8/J/+x38h2/fN+0P5tOqlWNnrrhaurw+XP0dlwnf3XMya9fQ48Zx+k6eenoU+rkjdxnBJ+chdwDgbM3clcg+PEZyB2mXZDbA0lLJ2+ccUk5+XtPOYU+fKaV1yGnWm44/lD7CKaiEpy6FEWJQjBvKiwzxg61zj2ykw+i+UInH0TzcPJ8yz6akw+i+ThOHh/F2czJ25fvPqFOX31AWRs20InGyT908blG5+3/Onnr6Dc5+VcfvoLWrV1ZNCcPEQ5enXzq5ZXmzemle2/1OuVUCZ73v3zfbcGRX3EJTl2KokQhmDcVmvWrVwaOPp6Tjzn6VDn5wlv2STj52Bv2xsl//YG9XX/CVlXo7jNPoT+7fVHo5NuGOflHrqTVq5ZSK+PY1Mmnn5P/+Y036PHrL/M651QI/jRvZP8+wRFfsQlOXYqiRCGYN5WCmeNH0D99Om9y8uINe/5+feyWPZz85s/lS9PJ45l8VuYGOr7m/9GtJxxF/w76LaGTf+3Rq2jFsgWbOXnfc3np5NnRq5MveSff4/PP6b4Lz/A66OLI5YfuR+8+8WBwhFcOglOXoihRCOZNpSE3J5smDP3TOvh4f0ZXpB+pCZz85j9S843fyVtHH+Lkv/mIcrKz6Nga/0dXH3oATRoz8D9OPvZc3nHyyxeqkw8k3Zz8xKHD6NqjD/I66qIIPk177wWn0fo1q4Mju/IQnLoURYlCMG8qHSuXLDCOvlOok9/sln1kJx84eunkjficfCyaF07eOno4+U+py7cfWyd/TPX/o4vr7UEL5k5J6ORfb9WMliyaTU83aFBkJy8dfUV08oUOHhI4+NJw8vje/cIZM+myg/f2Ouxk5arD6tO4YYODI7nyEZy6FEWJQjBvKi0zxv9jHHn7UnbyfMs+vpM/utr/0dm7bEdrVi2O5ORnTB1DLx95VEIn7z6XVydfsk4en7RdtmCBvbXuc9pR5dKD9qbv274aHLmVl+DUpShKFIJ5U6nBL47NmjiKhhqHXiwnz7fsPU4+mR+pwcdwNqxbS6fUrmG/X79xY1YkJz/un/701qmnlrqTZ0evTt4v+JnZ1cuX2W/H+5x3IkG5L199jnJzY58nruwEpy5FUaIQzBslYKZx9oN/a+dx8jFHH3PyMUdvnXzg6Dd38pt/EKcoTn7Jwnl00X670ZF2F+XT28a5J3LyIwf9Th+cf746eSNxnbxx6KXp5PEzs+tWr0r6x2nwi3XtPmgbOzCVQoJTl6IoUQjmjeIwfdwIGmyceqGTD6J56+SDaD5lTp5v2QsnP2/mVLqmcUN7yx7f5W/7xNUJnfzffTrQx5dcok7eSDo5+aZbbWUfv1wd8bv1cO4/vvdGcCQqLsGpS1GUKATzRvFRUGAjezh3vmUPJ8+37OHk+Zb9Zk7eiHTy9s/o4jj5wufywslPHjOSbj/lOPvyXU5OlnHqzRI6+b7dv6ZvbropZU7eOnrj0EvbycPBs5OHgy/3Tr5mTftLgD6HzoIP2cC5f/vWy5SXF/vZYMVPcOpSFCUKwbxR4lJAyxfOtX9WN7D7j0k5eevok3Xy339CY4cPpAcvOsf+GR1+h/zNx68KnLz8kZrNnXzX79+i9vfdX+pOHg6+NJw8HHx5dPKXm3GZOn6017njFv6NJx5G40cMDY41JRHBqUtRlCgE80aJSF7uRsoYPcQ49e/+4+Sto0+Bk8ffyg/p8ys9dX0zOn7L/6P1a9YYR35lQif/08fPUMeHHkrayVtHbxx6ukfy5dXJ33DggfT3H903c+54U/7TF58yx5NG7ckSnLoURYlCMG+UZCkgWrtquY3u+xmHHvZzs5ucfOzP6KyTt44+vpPv16MDvXrP7fbTtquWL6M3Wl3hd/KBo4eT/+KNB6hr69bq5I0U1cn7nHRx5c5jj6WOn31Alx2yD93e9HialTGJCgrMAaQUieDUpShKFIJ5oxQDPG+dOHKQdfB/GqfudfJG2MnHovn4Tv6PX76lD554xP5IzYoli+n1Ry/3/Kb85k7+s9fup16vvqpO3ki6OPlz69ShR847jwb06ETZmRuCI0YpDsGpS1GUKATzRkkROdmZNPnfwdTHOPXiOPlff/6S2r//jv252aXz5xsnf1l8J/9YM3rnqZvo708/pSeNM1cnv8nBl7aTxxfuzqpVi9recw8tnjMnODKUVBGcuhRFiUIwb5QSYGNONk0eNYz6dfnBOPYvAifPz+XjO/keP5q8b7+ik7epTnOmBJ+19Th5fi4PJ9/2yRvon/btqbVx2urkS9fJn7PttnSJacdz11xjLvSygyNAKQmCU5eiKFEI5o1SwmzMzqK50ydTn87fGef+Gf32k5H/OPnPCp081kf262Mj+cG//0YfvdCi8Kt3YU7+rdbX0agOv6iTLwUnf/7229uP3Fxq+vDLu+/S2pUrgz2tlDTBqUtRlCgE80YpRfDS1YolC2jssAHG2cPBf2pFOnksJ/4zgk6sVZX+6taVPn3lzoRO/s0nrqPJvXtXeicPB59qJ49b8PgG/bm1a9MzzZrRSDPOStkQnLoURYlCMG+UMmbx/Dk0fEBP+r3dV9T5mw/tj9QsW7jAvl3f7r236bt3W3mcfPBc3jj5N+Dkzfackf/QE8Y5q5MvvpPHN+ev2ndfevaaa2hw9+76RnyaEJy6FEWJQjBvlDQiNzeXli1aQJnr11PTHbehj558jH78qLVx8LHv14c5eSyXTM6gJ4wTVicf3cnDuZ9Xp46N0q8wfX7i0ktpzMCBtH515fut9vJAcOpSFCUKwbxR0pwVS+fTuBF9TY78j6cAAP/0SURBVKT/Pr3z1A30Rqur6HUjbzxmpBUcfDN67dGraPWChfS4ccKVyskHDj6Kk7/UOPSLtt+eLtxuO2pm+v3SDTdQv/btadGsWcFIK+lOcOpSFCUKwbxRyiEFBfm0cM5U6tf9G/ru3cfs38pvWLaCHjUOrnXwt/KV1clfiWjdOPMLttmGrjDb959wAn300EM0qm/fYPSU8kpw6lIUJQrBvFEqCgUFlLlmDS0YP55Gde5MHR95hF43Du75Jk2o9X770YM77EAPG6f3iHG85dnJX2Oi8mZ169LltWtTMxOd37r//tTy2GPpnTvuoAEmMl+1eDFlrVsXDIpSkQhOXYqiRCGYN0olYv2KFTRn9Gga8s031PWZZ+iLG2+kN5o2tc7+IeOoHzRO+QEj/zNOuKW5IGhpnGpLrENM+v0Qs36fWd5rhJcJnbyxc7uRFkZuM3abG0d9q4m4IbcYudk46xvNRQjkJrN9o5EbjM5dDRvS8xdeSO80b06d33qLhnbrRuMGDKCFM2boy3CVkODUpShKFIJ5o5QSv/32G05S9PDDDwcpMV577TWb/uyzzwYp6UNOZiYtmDSJZo4YQf927Uoju3ShIT/9RH99+SUN+OIL+vXNN+k343zbPfEEtWvdmr6+7z76ysgnt91mlz+ZdEj3N96gX99+m/qacsM6daIJ/fvThH79aM7YsTTP2F8+b15Qo6KEY09ciqJEI5g3SilRrVo1u2xootM1a9bYdXDppZfape4SRYlP7MylKEokgnmjlAK4tVylShW7fvrpp1NGRoZdZ/bff386++yzgy0/559/frC2iXvuuYeuvfbaYEtRKjbBqUtRlCgE80YpJapWrWqXZ5xxBs3y/NnWkUceSUuWLAm2NrFw4UKqVavWfyL9zp070913301fffUVPffcc0GqolRcYmcuRVEiEcwbpZTYaaedqHv37oXOeocddrBLbP/999//ceLM+PHj7dKXP3/+fJu+fv36IEVRKi7mWFcUJSrBvFFKCdyyHzp0aKFDHj58uF1mZ2fT4MGDKSsry26HEbbLpk2bRrvvvnuwpSgVl9iZS1GUSATzRikn8C6bPHkyffPNN3TvvffSm2++Sb179/Y+r1eUikbszKUoSiSCeaOUEy666CK7HDlyJL300kt2/dZbb6VbbrnFritKRSc4dSmKEoVg3iiKopQLglOXoihRCOaNoihKuSA4dSmKEoVg3pQLrrnmGvs34aBOnTr2z8pKk4MPPpgmTZpU+HW6U045hbp06RLkRqOcDbmipB32xKUoSjSCeVMuuO6666yTxBvqdevWtU4e60cffTQdddRR9g11SdOmTWm//faj/Px8u33YYYfRLrvsQosWLaKpU6fav0nfa6+96L777rP5S5cupW222YZatWplt3Nzc+nwww+nI444wm5fccUV9gM2aMP2229PDz30EP3111/W/vHHH0+HHHII5eXl0cqVK2nXXXe1FwX8bXX8XfzVV19d+DGcl19+mWrXrk2DBg2y26nkkksuoa233jrYis/rr79OP/30U7AVDvpRvXp1u77PPvvYZXE49NBD7XgXlb333jtYSx7+6mAY/fr1KzwmJBirDRs2BFvRwYXh5ZdfHmwpxcWeuBRFiUYwb8oF+Kobvu0OZ7njjjvSsmXLrKMePXo0TZkyhXbeeedAk+wHYtq3b2//hrx+/fr0yCOP2DfR8SnZgQMH2rfT+cM0Bx54oP0ADTvgm2++2TrfU089lSZMmGDfXseLbqhrxowZ1qHjQuGqq66inj170oUXXkhDhgyhTz/9lPr3708DBgyw+bj4ePXVV+nDDz+k//3vf/YCAEOOC4MzzzzT1hXVGScD6sBnc2fPnm2333jjDZuGOjEWf/zxh/17faThG/rvvPMOLV++nGrWrGnTMD640Hn77bdteR4n5N95551W57HHHrNL8OSTT9qP8Xz55Ze055572vR///3XLlEWY83gz/xwsYA7Mdh/bdq0sXoHHXRQoEH08ccf2zToYX9hf/zyyy82D+WwP5B/1lln2bHEfkPbcHEFh4o8CPYFpEmTJrYs0gAu5Bo0aGCdPT5IhGOHy/Tp04c6depEF1xwQWEfYB9/6sg6GzdutPWhPC5U+vbtay8eoccXhLiIgS7uPI0aNcpe8KG/bCPKhZXix4yfoihRCeZNuQBOHg5ot912Kzypc3SJSFN254QTTqAbb7zRRmQcmcMpQwcRPk7sHA3ef//91LVrV5vXsmVLKyNGjKA99tjDntAZdvLHHHOMdaBXXnml/dM1OE75HfpGjRrR448/Ti+88IJ1YngjvkePHjYPjgBOkR0o7i7gb9xTBT6ag6gRH9Zp3ry5TeNxgXOHs4Ej48gSFz9wqueee67t87x582jVqlW2jbg4ATVq1LBLjDn6ydtsF/38/vvv7Z/0YewA7oI8//zztOWWW9Ltt99u03r16kWXXXaZXYdTXLt2rbWB+vHoAw4ZYL9inyEPFw8tWrQofCyCOziA6+YLM4wh7p7cdddd1hYcNcA4HHvssXady6D92K9w8LjYQZtPOukk6tixo83Hx4qwb3G8nHPOOXYbYOzQZhwHrVu3phdffNEeizgmzzvvPKuDOnAnAOUALv5wEYoy4K233rJ1Nm7c2G4ryWPGWFGUqATzplwAJ//nn3/SxIkT7cl08eLFNkKGE8FJF06dadeuHZ144ok2uoaThdPAZ19RHk4Zt+thA44NSzilfffd10aMWCIiROQPB4B6H3jgARuZu04ejhMOEX/Gdscdd9glTuKoH47slVdesSf6Aw44wN5ZQF1wFHCY//zzj91OJaeddpq1yQJ4iY/tIGKGk7/++uttGpz8J598QieffLIdV9xtgAOEg37vvfc2u00f5uQxTuzkcXEDcIGEuyA//vij3UcAjheOE+BCCM4cNnALHOOPugHSVq9ebZ07ysM+HDAex7hOnpcLFiyg7bbbzq5jvOFE8agGETj2G2Bdbj8e9+DOABg2bJiN+HHhh18K5IsgXHhgzBChs5PHXZJx48bRunXr7Fjhzg3row6Ux/sjAHeI4OTxOAl3JDp06GDv8uAYUoqGGWNFUaISzJtyAaLUFStW2HU4Kn4GD0eN2+kuY8aMsbdzGZzI4eQBnDicOb4+J78Vj1uvfJsbwElAh9czMzNtffgyHU70uAUL4LDhREFOTo6NWvFVO27X2LFj7W1rRHkAt3nRB3mnIBXIXQrHhHbhIgcXGbi4wXsDaFuzZs2sDi5e3n//fTtWW221lXVyuPuBxxX4Vj4cG5Zgiy22sEvU8dlnn1mHCwcKp/ntt9/aqBsXDQARO35wB5H8TTfdZNMAyuKCAks8IsCFGN57wDY/70ZbEfkiSkeUj4sDOGOk48IJQB8XFHgcUq9ePfuOBG6L49sB2EY/kY+LEujiEQuWYNttt7WPFRD54w4LnrXjggC32PH4And18F4DLgxRJy5I8MgDjhyPdnAxhAsKHD+4EMI+vfjii61trgNtx90kXPBh3+OiA49F0E6MG2wqRcOMsaIoUQnmTaUDFww4AVcGcAcDFyNwaLj7oCjlmeDUpShKFIJ5o1Rg8LwaLxHihUVFKe8Epy5FUaIQzBtFUZRyQXDqUhQlCsG8URRFKRcEpy5FUaIQzBtFUZRyQXDqUhQlCsG8URRFKRcEpy5FUaIQzBtFUZRyQXDqUhQlCsG8URRFKRcEpy5FUaIQzBtFUZRyQXDqUhQlCsG8URRFKRcEpy5FUaIQzBtFUZRyQXDqUhQlCsG8URRFKRcEpy5FUaIQzBtFUZRyQXDqUhRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURRFURQledzfCQ773eBrjNSLrUYC+hDwkZGTYqspBe1pFVstMdB2Jfo4TA+WZQ2OvZI45soTPYOlsomi/C56uhzTilIkcNDLA5/X4Tyxzid3qcd5vI2TqetswyaGa1eCEzPy+OTE9gGvY8nr7OQhfAHC9cr6eV2WdeE81zHIdrrleZsvZhi0H+WQJy+MZHluO2/LPAAb2GbbWOc0hsdLprnbEqSjXRgP6QSlMwgrz+lh7WZbsM1pDLdb7gfG1eVxk2kM6kA620E7OA3rEtk/1x630XcMcp5bFva531jK/cJpAOtsg+HxZV0A+7z/eJ/IMlwXt5H7KXUYlMV+YXvYBlLfdzxBUA/nsS6Q+YzUiXfMxLPH84HbKnUYt+8SPj64XaiL9XmfSdw65DojdWCfbSNNjhvrId9tP9J4H8nyjNRNNPcVJaXg4MJBx5OWt/lA5ZMRhCeozPNNLIYPXp6srl23rNRDfYBtAPfEwvYg3DZ5ggPcbt4Gch1wGeDmcZvc8mg71+nitlMuAZ+UfbYB2sxjw31z6wfueLl2JG79sg657xnXlqyL133jJsvBrtzPvO99umyLl7IcI8eV9zvryLYA7p+vjcjzIY8j377h9qM8hHUA1yP1eR3tlm0HaJs7HgB6aAPnQQ91SR0X1C33C5flOnksgK9OXufjKFG/ZH98duLZ43Lu/mJ8fWfkNpbQZXtAtgXIPF8/QFj70Qauy1eW+8R9hD6Psasvy6FNKMPl5ThIPUVJGXxg8cGHbRywWGdwQPKkAtCBuJMwDJTDwQy7XBYiJz/syDyeoCjDekiXwC7yZXt50qBtEC4jbbt2uG5eSrhuLJGHelgHbcS6PJkAuS3bLoXbznA6kOV5jDkP8DqXkbY4zUXaxBjBJp+UOI/L+mxwP2RdvnGT9XAa2+P9xOloh9QBXJ73H8P7koWPJ9gDvN8Z7h/bBWwb5diORNpwy8v2oE7kc18wNlxW2uR1d3zZFtuTZaAr+wXcY8gFdUOf9wsvuV4suSxE7i/AbY/XLzk2QPaJ4XXXHtKlcN94WxLWd4B1aQe63A7g2pK6nBdFB8h17o+bD0Fb0Q7Zblefdd0ygHWA7IuipAx5kPkOQpyIMFF58vM2gA6vu0i7AAe+LCvrAO62PLHJkxUj28ltA7Je1CntMG7b4uVFKe9OTt+Jxy3v9pdBm9EfdgDQgW688tB3bUl9ILd5X3Ad7kkJuOV5HGS9Pn2ZhnHg9gNsy774yvPYyfYx3Abg2uY+MDyGMl3WB9wxk/Z8+531YRvisx2vTwzSZf9kGR4jrgs6qEsixwGgHbIML7le2S8eF1kn9wM6UfqFfLYt03ndtSf777YdcHtBvL5z2wHnSduyLUD2w9de4Gs/lrIdbIfzZR7agHUI0oGrL9sRZhuwvqKkFHlg4eDjbRyEWJeTkvOw5HXkY8LxQSthPdYFbFdOTgYTBnnuJAG8jiWvy8nC6XLSuHXIshLut1secP9l29gGl3H7jnohrMewPpBt55Ou1OfyqBfIPF7nMrAFfdkPH0iHnhxfTmPCyrNt2W5ZH9vk8ZE2eJtPzJyHscU6LwG3BboQiTtOaAfaANz9hnq4vCwDeFv2m+H2y7IM6sM2bMv9AuHjROrzOtfDukD2T5ZhXa6L7fK21GXQZrlfeMnjBWAX65wn7fDYwUZYvwCnATl2Mh3Es8d95n0uyzFu3yVcjvPcdrhwHXycxNMBsMdt5HFFHreJ4TLIRxnkcx3cf58+gB7vByDzgFxXFCUOZTVZ5IknHeGTUFlRHk9i8sSc7vtXSQ/UWSuKoiiKoiiKoiiKoihJUhq3lNw65PPIeKTD7a4obZDPf8saX3vL+va8oiiKUkaUhSMtL06eX6Qp76iTVxRFqaS4jlRGpZzHS/eFI/kyknwpid98dcvLJTt6+fYtYIeEdLcc5/HSfUsVsC7awE6a9cPsQZf75uahjagD7ZF2YJvbz2PGukDaBm7dnC5xdXjJbYNtty+87abzMlEZtBl94Tzug0zjpaIoilLOCDuBI12e5HHyd5FOlpfyQkCWhyNkp8sOkpF1sQMCXK/UZYcs9STcDgAd15nCFtrCyIsSINvMYF22X+ahLDt5mS5BOuexLRfZbiDHFqAv2OY2cP9hj9MA1yP3A3R94+iOIfcBZWX9btsURVGUcgI7BUae+H150lEA1xHEc/JcFg4E664jArJOt5wL0mV7XccIEjl55JeUk0dbuIzbDvRdtsNtt9sX6Et7roNG3cjjNsh8rPvG0dVh1MkriqJUEFzHJE/2rsOAo2Inw7AOL8OcvLuEw2FnAtzycEpuOc7jbSDrA5wHx8ROjdvv2pP9Ytw82ICtKE6edQF0uBxw65btY1wdXnIfUYbbwO3jPHdsOB9l3P6zLqcDWQ756uQVRVEURVEURVEURVEURVEURVEURVGKD57FSnGfuVc28Jycn6MXFTzX5vEsDtwOfuYfD37OLilu/SWBfA8gDH6/IRFRbKUDUfZfqknHfe+D9yEv3RdUJb4+peP7IlHG3jdfXXAuDjsXJbN/+Zwuz21Rz/Py3ZySAn2RIsHxwMeEr8+cFmU8S4Ki1hvvOE85voFTio47nsUZX9eJJTvZyuu+rWhOviwoL/u+uPOlvL4UWppO3nUosBnVyZcGbl/C5rWvz8keL+lCmTt5pOEkiwOB8+UVt3tlJW24abzkq0h5ZejquAe+3GYdhrdhix0Ct9G1h3rD6kJZbg/KcztlelhZH2F5PhvuOMoxlku3PYDL8phyvbJfbp3QhbBduS8Y2T6AfNbnPIa3ecwAl+M8tw9u38LGmW1iCWQekO1iOA9l5ElMjgnb9NUJ5DHPS5Th/rl5gNvB9Uh9pHGdYfWiTkjYvOIlt5+R+4/rZtyynM9tlWUZ1kU7wtrEoCzaA1iH65B1sw7yYC9sHLldvM02gasry3Af3PK8RD7qlcSzw2mM2yfe9o1NWBuilAG+8nJ/S1gH+VJfLrkuXvLxA+Ex4bYhD+K2Eds8hm7bsZT7F3Ce2xeu2wfrMCjL9QK5b3jdtY/6fW1kPbd9bntkfazLcBk5drJewNtsh9sBOE+W4XzfmALYgK2UwEYlMo074Q4ucDvIOgANxIBA3x00gDJcDks+WFy4s+4BItsIHVmHuyMA1nkHMGib1AG882W63BFh7WR8fYU9WQ72pB7XxW1keKy5vGw7t4n76u4LINe5T1y33I+MO87Q4/EHbhl338p1brOvjFwCtIv7AbCU44V87ousI8y27DeIt+1OMncM0H+pz/W7NpGONLTbzeOxkOluvQDtl+MAUD/SZb8lXN6tE9uw4x7vsOOOG8PpPAZSTx4HwK1Pts/X33jtBFwXb/P4AFnWt3+kLupFPnRl3xmZ5usn18XE2/a1B/jS3XGXbQYoA0H7IYxrm+F2IJ/1eR8gT5bjunhsILwvuQzXK9sIoIcx8x0L3AbgazvqRTl5bPhAWSmA6wW85DzA7eE0d3wlyIMe9y+sPWxL1gPkNtZl29iWu2Sgz+W5DHCPb9bBUuqlBDYukWncaK5YDqQ70O6BK8GBBVtSxx0Q2JMHCYBtVw/INqJtvh0sdbAudw6AXakDUD/aKtPdfvnaybj2sA17Uh9tkH3ylUFbuU9cXrad28QTlu1JW7wu65J9gU05btx3CeqEfeAbY4AyqEPWw+1yy/C2m859BCjnto37ItNcGyjHbZH4xpfh8eA0rhtgHf2X+u44yzHjPrj1+dLdegH6I8fbxdc32JFtZmCX28/IstB3x4+3UQ51yXxpB7h99O17qePq8zYvuS7elvVJXbdPWHePaTkWyJP6UpeR/eS6XGQbGG4P+itBOtrgpst6fPvfV861wXA55HN/3WMD28jnutg2BO0GXAZ5ENlGwOPtOxbctsu2uCDPbR8j7Ui4Hl997vEC227bub/AbZuvPRgn9Nftg7SL+uQxKG0gjdsj28rr8tjDOvR5P8g8wPkpQTaGkWncCa4QHZbrwNchd4nOoOEQHkTOYzvI404zqMvdeUDWGdYebjt2qNsezkNbuDzy+MDAkgeey8RrJ4OyXA5LaVsu5cHhpvGS6+P2sC0g7aEtXIbbBn23TiyRz9tAtgNwHttBndxXdz+wLvK5z+4+4G0eV97mpSzLZbCEvqzPtYd2yXyG9STcR+6Pb9/yEjpuGtodth9dW9xPCEAbef/FqxdwfzjN3ZZjJZE2GNc+j4HUdfc914d60GYsfeUAjyNgHbe9sgzWeRyAq+OWhV7YmMsyiXTkvmB8dhhOY3i8WQd9xbjIfcFl3LHiJfSgD8J00A83DUu37QzryDF1bfM+4nZinceD2yPrQr7bL2zDDpZhbQdumqsr7bpIOxLXJpY8Hq59bLttl33nbdYPaw/nSziNx5PHBHA7ANcBuIysk5cog7phg/vj6vB+KhPkhCgNMEg8cMWBB0+p2BR3P2MCl9nkKiKlPScVpaLim0uVzneU5gkFVzvFGWCcrFFeHXzlAPsZTro4lDcnr8e2oqSGsLmkc0xRFEVRFEVRFEVRlFJE3opI5raEfOGguPBLDKlCvhjhA/1MxS0Y9+WPVFKU28a+F0l8RNUrKUpivKKQ6uOsqJRV/8sDyY5NovNQRRhrnAcSPYZKtp+wmYp3nZQY7jk1yj4rNcIODqS7eTJNrmOiYZ2dEufJjrMuP2fnbV5np4Z1nrg4KUt9qYulPGlzHkB+vBM63itw87k8v3PAtgCnoQzSuV8+J892GHebYVthunId9Us9rpeXnO+ON4QPNDlmsv1I4/3Gb4JCXLgOeWJwdd1tLuNLYzuczzpYcvs4jdvF/QWyDOBt98TFZdFH3ue+vgC2AQFY+sYU8DEmdXkdcB2+NrMe7xPelnC6OxaA17lvqMuFyzO8LdN8xzNssb0wfZnGcHqiMQWoT6ZxvfONIA3rst8QuR8Ap/H4sk3exwzSGLbF8LbbZthkPV7nOQK4HEB9PMfccePzGa8znMa42wz3CWW5jjBdTvMdE74yPB+QLsfW1WUdLLkPrMNjzdvIj1q/hPOlDmxhW+5fuV9cfYbT3X3C/YhXhuFtd8yj6GDbrYv7gLGB8HijbdBBPveNdYG0USx4p0hjsiJ54DLcKMA7FqBz6KSvYZzG9rjDPCiAO89pELbN5bEtDza5BLAvbbrIA5rbwksQxSa3ncfAV0aOkQ/XltsG1Mf95PrdfsO+7KfbHiB1GYyBu9+ALCdBPuoHPH5SF2m+OmUabMSzI8eXx4LzWJfHStqFLo+LDy7L9n1tYKK0BWAsocPl5dhCD+1x65DleV3uc3f/MKzrKy/LcHuBTPe1H+uyjzyubj8YTuel7B+Q/ZDlgNyGHsrx/mI7vnp948a444a2uzYZLi/tYJ31fbAudGAb8Fi5duTx5I41ysq2AFke+rLvEt4ngOuIMs7SHsbQ1WPQNx4DLiN1eZ37zfry2HT7C2T9KCvbHIavXq4H/eZ6eSx9+oDbKuH6uV2wJfeJa0v2zzcusOerR7YX+bIetsP7lHXl2Lg2w/pYbNAYNAJGpQB3Z3HDeQlQFp3zNYrT3A7LQcE2Az2kuzuWywHZNl7Hkm36QL4UwEvA/XTTYE+Ww47ivrAu5wFpByL7BmS6b8zQB6QDaUumo345/txnbitss105Htx25LGwTd6W8PiywK6sF8gyvjFE/ZwOeH+zTpT+MtwewEtOk5PULcttgB6L3C9sK6wtUqDDY8rlJEhDWW6P1HHLA5nPdYKw8jx2LLKM1A0rj7q5LISPCYbTAdtmWxgbtJ/BNnR5KfG1i21D3z2WWMfXbobzAMpim21CfOPqqwNtw7q0B2QZrLP4+oe6eCy4r1KHbXD9si7WwxIij0XZB6SjDtZjkXB5tJGR7XH1eewBt03qsD3WQf0ow+1AP9z+QhfrLG798piRII/BOo8zC9onx43tAlkWcBkeP9bl8twHxlee4X0r09w+cT1sH/pIk/Xw+PJ4sq7sh+wz4HWZVmRkRdwImeY7AJDP6WgcygDfoDCc5naYBwW4A8X2AJfncoDTZH1YlzYlbjrsYJvbBHw20V/ooq+A7bhjI8dNrgNpT9qCHaxLfe4D63AexkfqoX6U5zFy2wN8bYMdWU7uQ4b3BZDrXE7WgXp9dco0lJN1sk3W8fWX81iXdXx1MbKfgMcEZVG/ry9MvLZIu9Bje4DrAMiTdbh9AbwubUobbBeE1Q9kPbK8XA+rP97xDGR9vM71oZxv3IBcB3IbdlCWjzXYw7o7foDrcu0BmYay0qbsF2BdWca1KfsKOF8eH1yHa0eOBee59gH3UeaF1QtkP7gdUcrKsZTHB5Dl5Zj52sbrfCxCHyLrZR1ZLuyYBFJP4tbLxyMDm9Kuq++D07m9XF7uL+Da8rVf6oSNO5fjtst62A6POeu6tgCXc9tVbGAEggoYTnMHBALkAY9OYJ3Lc7pE6gKUh/CgAJSHHuvwwQ24PJcDnIZBwzov2SaWcqexvoTTsGRhsI7yvDNgE2ncPl5yGR4H1gNY8rpEpnMbXV1elweDXJftgC6PI+8bnz3UxfW55bjdsgyDepHuO0YY3zbDdbAddx9iX7Ft7iPncX84He3HNi8BlhDZPgC7SEf9bhtcXbblawvgOgAfY4zMA7wNO7KvUo/bxtsSbiPvY4BtTgdyP7u46bwt03h/y+OIkccGl+HjBn1C2xnZDzlegNPZBuBtHkNZr9y3QJaTIB3luKxbjpHlse7bDjsOgBwHhssxvM199+VFKe/CYy/HO0yX09y5EnaMyeNSjr+rK9vA48Q6vn3kOyZ92xLOl+moC9vcD99+lfoMp3Pf3PJyLBnXFm/LMWfkPoZwPTzOWPK+5nJ8bEIXwm1hW4Dt+dKUFKODqqQT8gRcHMrquNb5VH6RDitVxyFwbekxoiiKoiiKoiiKoiiKoqQZ/JyGn/EUhaLeBnPLyeeHUXCfQWHJEhW3TvcZXLLIZ1th8DOykgLjKm95RiFKuyXJjHGqSOWtW0VRlEpDKp0OvzRSFIrq5JmiOJ5UO/kolIaTTxZ18oqipBQ+SbhLnHRxAsSSJzXnyTcz+aTkO9n4bMP5oGy8PD7hcx7S3TbwktNRhh0b57l2GFkHt9/tB5b8Nql74pXbUh+gDJdjR+XWLx0Ytx9paJc7rugTvxHq9ofLogx0eJuXKOO2Ads8Tgzru2MAm26dMo/7GabjLt16gFsnb3O7YZvrkeUAjxlg24y0i/76xgJLHnNfHsogL6x/qNNXDiAd+bCB8lhyG6Wu237Z/0R9w7i49bpjBDjPrYPbBuR4ySW3XeLaSzRGbr28jSX6APusz8cVpwPOUxQlSTA5+UTC8AQEmFw8eYGcbEjnExyAHUxMRpbDZEWeLM9l3ZMk4HX35ADkycRtO0A6l5c2JW66rx9Sx9WX7fHVJe0h3S2PPrhpKCP3hzwRy3GV9lwbPF4yndfD7AGUk23mfGnHZ5vLyH3iW8pjQYJ8nw7ssm3OB3LcgcyT64B13fLoGzsPLDHeUsdXL9ZlOYD2unMFyHFEPspAV7bdHS/A6752y3UgbSFPHjdAtsHd32gTRNqQ+rADfdgN22/cb65Xto9tuePAYJ3b7KYznC/tKopSBHiSStzJJie6nHRId08O0pbMY2R592Qg83id2yLzXHCyck8Irn6ibV8/4tlzx0guAexhfNgp+MaC4XLQkWPIJ2E+SUsbYePiS+d1154E5aR9znftA5nGZVyn5S5dZyFt8LpsE+yybanrEi+P+yt1kIZ6eIwxFu6+ZmQa1uX+ZHzHgUzDOsqgbJQ6gK/dLm452ScXpLv7m0Ee6pP7HmnSFvLc/cd9ZF3ZHrbljgP0uB3cXlcnjHhjoShKAngCuScXTGxMRDnB5WTjdE7zTUQ3T+rwycA9meMEwCcDnvg4UfI663F7UR75nM7r8qQi6wWyX5wXtgRueR4bWa/U4RNjWP3cdsB5KAObECDtwg7nA86T44P6eBtLpEF4fLlOpHG7GHdseQm9ePuZbUcdS9bnbZRzdeR+BfHGUY6JHFPA27KMm4Ylj7nbNl6ibrd+tsPjBtxysMf7AX3AMmycgWs7Xt/YDtrl2pJtYjgPNtEOWW9Ym3gp+89wGR67eOMHXYirg23ZVtZHOsaLdQHnKYpSjtGJrKQTejymDumwFUWppOhJVUkn9HgsHojSMYY6joqiKIqiKIqiKIqiKIqSFPxCThRK6vZbcezGK1uRnwcm27fSvnVanLHnl/mSgV8CK6/gBbeo8zAdKco+SzUlcYyX9rwB7suWZYmv/6U5JulwXJV7XCePbd6JWEL4hM3bnA/4LV9Okyd3V9cFeTigWQcnaU4DsIWdjDTOY13AZfnkzm3n8qyPNrIOpzH8/NB9ixjAHucDWRb2uO/Qk/3AePLByUvYkX1hXJusAziP9w+W2IYOj7PbfqT7nAXblLj2JZwny8VrG+e5+YDbyPsFyHyUZTsyHfC2TJNwvfH2sQQ6bj5vu22QOtxGTuN6sQTymJXpwLUlYX20P2wMXNx83ub+czuljjtXwmA97DPg2uJxcMfR1cG6PEY5TdYvy/ASyHQJbHB5LN2+cBlf/8NsAm4bYD25L4DbXyC3oQ87gNOlDXl+AHzukGm8HTZPAG/zfHcJ02e4rzJN4h4nPj2kuf3h8fG1PV5/5NhL+JzBYwrcshKZzvX5+srbvvHjPKnv9gs25Zx19cO2ZZrvfChhfT5+io3rFLgxcnB5wsuG8jpPZNhAp3nb3bEuPltcD4Ad2TbW4XrQPs7jOnnJ8Db0sbOkfdjjdCDtMb76AdZRjsdI5qEOlOE8Xrp1yyVAfphNXnfHJ1H7JdIe8NmX+PJ5n8px5jbJtgHWQftkG4F7bHDbfXXKNFkvQBmMAfDtY98kkvaAry++OmV7ZL2yT6jfbY9bn8QdG9hNdt5wfRJpA+2Xx4Y7hhLYcvXcNvj2FeBxQB6vc//kPuFyso3Q53Rp1z2mAJdz6wc+27Dh05WwfrxjQbYF7ZW60OF+x7MBeJ31UA7jLu2zjlsOY8n7x0fYmAJe53rkvmZQhtPC9j+IZxegbJT+ANlmJtFxKNcZmcY23b762iTx1SHLYHwgPGfdtktdzpM2kc9zAsCWi+/4KTYwKne2bDgaiIq4Mt8gYAmBDTTat1N8jXXrQcexMxjkyw6zPdQDPeRz3VwewtuAy0Of8ySyXW79wK1fCtcHpF3Y5LEAvJR1sb60B5FtQDlOwxLIgwJtS9R+CdtgfPYlMo3XuT5sS0F/IbwNfGOHOllP4kv3TRJpE6C/KAew5L5I8SHzpC7EbQevc93YlvUy7vGKfN5fbNtF7k+0neuW4oJ9wOm85LmA+n02eCwB2o66wmB93/4DvK+Am85LTofAju/Yl/YBp3M5INvNcJq0yaCcHHfgs+sS77jmMpwG0Ha3bVwv6wAeK5nm2vOV4/bIOjif97+v/2FjCniddcKOYeixRD03QE+ee9gOI/cZp/MyUT/YLvSluMg0rs/tK/fHHW9GpmGd9Vlgl/cpw3mAl4DrlmncVy7j2gJS35dfJNAYaUjuEIYrlg3AOsqhIQADiXXuHNsBshzj2gKyTthhW4B1UCfqknnuYGDnQFgH+th2+8TpwDegvvoB1rkOIPO4Dh4XtuEbT3eMYA9tAm59QOrDbqL2S6Q94LMv8eVzH9z9JHH3j2wXymHd7Tfr+OqUab66eJx5LKRt2U4fsOfri6xT9gUgj/sIsOQ+yf3H7ZHItgGp7xsDVx/IfLkOWF/2CWlyH7hjKJF5vrphV9piUI73g+wT9JAu28NtlvZR3pfuawNshvXBZ8M9BtwxA6wjdbkO1udt9A/rsg2oj/sq09merBPrrAswVmFj5JaTuP0CYWMKeJ3bh3p9+5FBm5Dv1gt8dt2xi9ofXz/k3OE2+cpKZBqPg9vXZGzwuhwTtJXHxcXdh9wGadMtj+14+8A3NkUCRmVF8kBBAyFyh7MwvI18NEo20tV14XzWwY7FuruTAOugHj6JQA/p7rbU5Xw+aGQ+QJtZx0XWD2RZ2JM2Gd4x3BaMHZA7TOq7NrkdPBYyH2Ad7eK2ue1HutyfjLSFtoXZZ3x5bh8gPAbcDtbnsQdSl9spdeWBL9OBXHf3B4A96GDJbWEbvnFAXZzP8LYsL3F1AdvhNsljFum83+U4+2A7aH/YGEhYn8cbsD6PLY895wM+HrmP3F4XaYv3l7SF+mGf28HpQOpgnY8X97hhZHlecr/Yho9E6W7/feMhcdsHcY8Fmc5jx2mwz2MCZDrAOsPrUofr5zRfexje5rpcwvQZPl7l8Sbh44SPJVmWce0DPs7lcYVtmSaPCy4n+yrhecTtAGwvDOShHNfn6yvb8NXLeRCG+8Vp6APb4jZKfd824+5nnl8unO/bP2lB2E5Tyhfy4FQqHr6TS3khzMEp6YPr7MsDes5TFEVRFEVRFEVRFKWM4ecvyYJb8vw8gZ97lBXu4wG0CW2Lit6i2XwM+BmUoiiKUs4pzsk87KWB0qa47wCoQ9uctH3ZQ1EURUkOdnDyJQms40TPeViyM+eo3RfJS2frOk7XvoS3OQKXdwZkG3jJ+VyO85COdrMdLLndbntY1+0nwEs9KC+R5dHPsHJIB1IfoD7O53ajDqShjbIv0OH2Y51fMuIl6ucx8LUBZSGwifKsC1x9dwx5yfsSbXDzFEVRlHKCe+LGNgTOgR0kOwLA6z4nz7ANH748aV8idbkOn8OSFxewhTahbbIeqQNknlsHkPnAteVzvgx03fLStuwv9NiZA1kOZcKcPMP6btt530iQDpH7luF02Rc5lsAdQ0VRFCXNYSfBS+A6AumUeB0nfNfJuzYk8fKkfeDT5TpcZwZkmnRM0k6yTt7FteVzvj6bjNtGCdoLe0CW4zLJOnkgnbzbrqhOHvXwWAJ3DBVFUZQ0hx0AL3GSdx1Bsk4eabzOuPYlbJPtcb501FyHdGac5+qwY8KSnZZbJ9Khg366dlAOIpF1JHLy0iYj2839hR7SURfWgSzHZTiNlz4nz0tuO/cfcJ4cT9dWWDrbArJeRVEURVEURVEURVEURVEURVEURVEURVGUVMDvKiiKopQrUnnyStaWfOmLXxIDbCfMHsqxPpbuC2phcD7KS13ZDh+yPn5RDuCFO35hzsV9g76kSdR3gLbLdvG4lQbx6ooyVuif7+XE0iAV9cU7VqJS3P0lX8YEJTmOJWUbfeAXQaPizm/sB35ZVo4p1jldUtrHm6KkFN8BLN/+5pMC0qDLEwzr0lligmBdvmnOeUCuM3Ly+XR9ZYB7suP2hukzUk9O5nj1+U4qrBfPOYW1BfUiT+a72+4JCPsB+bI+WYb3A+8rmSeROoB10D+3jLvt7it2WCjL7eP2uvZ8Y8jHizzhyjISd38D1uPxZB2pyzpcF/cBYJvzAcZF6nCemw54vGV5IPeP1AdhxwrbYVtY8pjyOMr9CnzHA9a5bBhum9ge91Eed1wHwJLX3bplOxnZFtaFTS7D44dttyzW5bZvv3A+5wGZLkH7GK5f6vE68tB/qQ/cMVOUcgdPDgifTHgy4IBHmjz4+STqmyjuEsh1Fzlxw5ZSANoSdiJjHR9oP5/EWI/7Iie/FMBLH4nypACMpTvGPAboE4TbBFAO7eY01uF+ANZhu1wXkHqA89xxZ/uwAVvShrTPbQZu+0GYPdknII8n2PHVKXG3AdJgn48Ft08AaXK83P0PsA4dHj9uq5uOdYjsj69fjJsHe1Jk/+USYB3lXR0ux7a5TXIfyHUXlGfQVvSNBch6GLaHPF/dsIOlhPOAWyfS2YbMQ5rc5nVeuvtOtttXzgf3j+sHUp/zJXKfKkq5xDcp+GDHpMZEwjb0WDBRZTlel0spYbgnZtSFScXbvrJycjPc3nh1wS6fNOUJA2nYhk33ZAVcm6wPfCcFIHUkUh92fTqyPowPBGks3HfeBu5Ji8Xtj3tyldsswO2XWw74xlzuT2lP6gC5Le1IkbjbAOV86dwG9B37QY6N3O8s0Hf7C1BOpsMexl7ac+uHDsTXLl8dcv9zGa5H2uCyqNt3PEhd7r8PXxukPtthPbd9vroT2WQbvJR5sh7sK2kbAsLGwm23W04CG6zP+4iJtz99thSl3OE7kHki8QnHPVHyhGR43V0Cn32GJ56r77MjcdO5vWH6gPO4/QDrvO07WQF5MgE8Fjw2PuR4SWT7oIO6Gc7jdsA26pC23BMc2g0bsm+MOxZsD2Cdt2W/3Ta49qVNXndPnj57shyIZwe44+du++xindsAwnQAjxOWGAe3zVH7IvMZtBU2JbDlpgFpi/vPS5kn2+Q7HlxdH1HbwPscuHmJ6mY4DXXyXHP1ffW4x4DcZh1f27hd0iaDPJkGHbQLuPvP3Zb1K0q5RU4WBpMC6fLEgAmANN6W5XgdS55wWPfpSHgSuXm8zTZY3EnPwvA62s8TmeE8dyJzOtuSwqBeTuOTVrwTi7TBArgM9NmOzAe87esrw/uH09AnOZYQWR6429Iel+E0jB3WuV8+XYBjwXfCZB3Wc8cHIA/jweVgi9N8uH1m3DTe5jQsef8xnI+2c/s5DcQbe24vyiVymgz6xHakPV7KceQ0WQbEaxNw0xLtf0b2ByLHn+257YtXD0A+7LhtBlxfWD1clsE2RM4XII83PjbCjjMWtot2sR0G9uX+5PFgsO7b34qiKEoZ4jvxlxRwAuyMigMcSirsKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKEpl5yMjFMg1SFAURVEUpVzykhH485FG2Kf3NII0xU89I3wdhHHbwYiiKIri0MoInyzjyUojTYxIZFmsFwecpNvFVpNCtpFJZbtSxUlGuE1w4GFwEK8BfNlR1GOxuPCFHQTHS1FIhY10Q/ZJSUyiYwDnxIpybCibE9XPlBWl0T5cp+B6hevxHet3GuF8n6RyfnCfzzeC4BTzD+2DpLKeigQH8RrAR6c05pZSMvB+g0QhbF/L2Kcin1uKcqynY1yYMuJ1DidTODzpFEtiANg2JBVU6B2mlCipPhaTASckrruoJ+FU2FDKN2HHgB4bFZ+iXOCUJiXVPgR70u9L8R3r040gD4GiolQE0n3uK+HwfoMoJUOFjgujdo4dH4TvkIaVhXPkdJ/gzjSQ5V0BMl/WD2EbMo2R5cLa4t7pDesLCLsARvl4fcXrdEy8kyyevstyrrhP52V7wurHk/14yP7KGzVSfDbka/+uwI58a0P22d1/PDbu0xNXeD8z8ep32yvzwsaJx1aOhyuMLw2E7VscH/H6hjzcLGPCjjMXlAmzK9OljXjjjHT3bRtJlGNFtl0K9OU8i9dHWU4iy0iSORakDfdYRPsSzWU5B+ONPwR5cr9KilK2OOcHjLE8Pl3hfRCvjnjnSt95OdnjPt64Q9xzgEuy45NoX8vztuwr1iVhx7JMDxsHt03xzj8Q2SbAr2q7IutDO5h4xwAE48EU5/hmkm1fMvPPB48fjkecy8L2DcDxxHnQ5zZh3d3HPpLZV3LcZV2uFHfOF3UOYdxZB+1zkXbD9nmU413quOmSMD0W2Y+wY4zFnTMuyZwHQLL7RB4nYfX4xlxS1GPNHVdJKvdXvDFBnzHGTFHHI5lrTlCc40L22z1vSBsSmR7WL/fYcJG6YftEHvth+1qOsWx/omPd3Vc+XH25zSL7CXthfYEgT55TkpmP8Y71MBuyLRgnSbLHWNohd7zbOYnvAPeVlQOMAU10EQZYHyKR9sNOeL6yshzaIMGBw3nSpq8vTNjk5jTsaIk8ufHBF3bg4RVuTnfHSpaRr3rL9rgnCHmwxkP21w165GuHMk/adie9tIfyQLYf4l4IhPUPyInF4yInqARt4XRph9Mgsm5MSk53TwKyjEtYXti+laBO7Cv0K+yEEnacubAO7Lj7QdpmGxg/TnOPben0wk5Wct+6TpDT3fKyTNQ+cjpEIsswyR4L0oZ7vMsy7v6TY8fHtewb6kjmJJ9sWeiwflHOD3KMw9LlMeDuEx5nHFeM7EOiC9FEx73sQ1R/ISnK+HCa7BPwnbdlX7nNTJRxds/Psr1uHsCxCFuoSx7jECZem+S52z2WGdiHnmwLhPsg7UMnmeMbJNu+ZOdfFML2DcC+xXGL/c/HDPyDHG/fvnGJsq+Qz2nuXJFjIccp2WNaphVlDskxlud32b544yHHWtYt2+XOtXj7B2B/wBbvK9aVxwenwTbah/2RDLK8BLY4j8cj2X0C5DxwfY605+u/S7LHmjuPJKnaXxgbN43hNko7RRkPlOd0d/9Ke/LcwGlFOS7iHZecDpHI9KjXmS5hNrDusyH3lUyXY8Ltl+3AfnGRfY53rmcdSLL9hA72RbzrX05zjz3ffAzrv+yLu//kMSbrLcoxlnbIhsrOuciTKe/EsLI4OUh9KRho92CR+ZIobfOVTVQu2TK+gyPsQAojTJ/TID58+fEO1nh5EtlfV8/X1rD2M0Upk2g/ubBuImF8aUxYXlg6CMsL66fsH04WOInhpCQdoOw3ynI6bPpINKY+G7Id8SRsH8jyro4sLwkrE6+PnA6RyDKM1I0nTLx65ZjGEzne6JN0AFKwn+NdPCRTVub58OWH9TVKejzhMmH7lpH5UY77ZP2FROr6cPPlvpb7M4x4fY0yni4+e9jf8njAxRby5AUShAmrF4T1T5bBWGNfYNzDbKH+oh7fybZPpsUT2Z9ExGtDPGR9PpLdV77+MmF5nAbx4csvzhwCcm5CV/YH+zseYWMdr+++MlIfggtvXDzLC3lpB22UdqRgLGSQ6hKvbT6kbR++fN9cZ+LlMak81iS+sQfxyvvKyLR4wvrJjkei/oTlF+e48PWTkXYkYekgXp4knp4vL6zvchyjjDtIlM+wDsTFlyftJroOSLSvXcL0OQ3i4utnonqTbVeZ4escgxMJBl6eTKROvLI+5B0R3x00iCSKfV9ZWQ4TVyLvcMm7U/Hqgh7n8eQAnIbxkcgTLe/8sANCjol7gpFloMegPKfL9oB4eRLZX9dRS8eJScfI48C9kJP2eN+G9ZkJ6x+ADc7j/SH3g7wjiHHjdNkXToO4hOWFpYOwPFm/7GeYPtrI6fJYi7rvWAf7w90Pch+xjbDxAWFjKpH7VrYXcDpEElYmrI/oB6dDJLIMk+yxEG9sZd3u+UI6HcyLeMCOvJjGeSAqYWVTeX4ISw/rY9i4xDseAOdBJGHHfRiy72F3w4syPpwW5bwdr69hfkGOs3vMyDHg9obVIX0VhInXJnne5D7IceA0Rh5zsg8+oh7fybYvVfNPIveB2y/koR53/4cdL5KwvoXtq3hjH5ZXlGM6DGkrbA4xPGYYF97POMYTETbW8fruKxNmR16PuHZ8yGMs3hixTpTzQFH2Sbx5EC+PCdMpyrEmCRvneOV9ZVLpN8Ly5PUM7EpkmUTHNohyXISNjewTRBKWDuLlSeLp+fLC9pUcE26/PJ5981n2OeycDlgH4uLL86WBsOsATosyH8P6H7b/gJzDJXWMlRmyofEEnXV3sizLA4OBkBc4PpEDD+QAs+Bk5bPvIsswslxYW5AudxrW5Q6VItPdyR2vrzKQCDvwgHRUPnEvYOIdrPHyJHKMwvotg3hGTkJX3GMkXp8Z6IfVD3H7Hm+83WNE5rmE5YUdi0COmRTZftnPKPryGIm674pyrOLiQ+pJQRk5F1xkP6KOcVgZeUxIcfsjkeMiSeZYSDS22MdhYwqRZRIdsxC3fqYoZVN1fpAXMixcVl6UuSKPaRC2bxmZL0X2m4/7ROdQiFu/S7Ljk8x5uyhzTY5/WFkZDEStg89DIMoYy3GTbZIi9XmcinN8M8m2L5n5FwXZX7dsov7Fu2BLdl+hbk6T/QXx8pI5plMxh4Cvb0hLRNhYx+ufr4zUd4XbJQPDeNciEJSJ1/5E4ybPAyDZ84ycA+58iZfH+PYHS7LHmiRV+wukym/Ey4u3nzEOmM+S4hwXYcegux8kYekgXp4knp4vL2xfyXGU+ynRsY68eHMFSH0XX55sixQ5lq6vjTofox6rUmS9xT3GFCUtiHfiVJR0Qp7cFSXdCbvoVZR0R17Quk+eFUVJb+SNFfU9ilLB0UBeSXf4+GQJex1OUdIJDeSV8oS8FmBJ69dIFUXZDPcpNJ4iK4qiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKIqiKCWD/AKw/BqpoiiKoiiKoiglgH7IJznwkwruR7ri/XRCOlLe93lRPuxX0n2uzB8b5CC+tAJ4HmdIZaMyH2cuvnNxqinpY036jsq+PxVFURRFUUqMkr6oKy0q480bDeSVioAeZzF4DCAlSWnVoyiKoihKJUfe3XefjuE3RH15vgBHptVDgkD+BrTMk6/W+gT5iZDtlz/2LwX140mMJNm6Zd50sQ7bPuTFsytAthtjx8hyYf3xPcVEmk8XAjtNjCQC+yasTpkug1rYjVcmSr2yjCRsjGQ69kVY/fJYCwtmitJneaz7xP3tXXn8S5H2EwVYOH7D7EDc4zXefoG4bUz2+JH5Ye1Ktk3ucS3HOaxc2L6QxwuQeZJ45wHUGXYM+QS/3xqPZPehzIs6xj7Cjv3i9gegT2H7RqbL+SN1JGHzHcQ7Pn3nQ0m8fgKZL8/tEMyTeH2EuMeJzIu635I5p8hxkvtTpvsEbZG4eXKbJcrxpSiKoihKGSIvZNhx4+KF09wLAHnRwRdo8mIHF0MMLgZZV16M4PVGXzqQFySJXoOUurJegMDBl1eUujkNkszFjSwnkfXIi1a5L9wLVPyuqy9PXmRiP0ikvUS/C8t6sOfakXXwPsfYcZq8oARyvycK5lkPIgkbo3j7XI6RbJMcB5nOaVH7LMHFO8YAfZUBgGyrb64w8jh0x08i56K0DeQ+4P0rx8edPzIg4mO/KMcPp0FkECPnnGyr3C9ugIg6uQ1YMnLs5DyV/ZP6IGy8OQ3ChPUNyP3pjgm2YRvl3QAojGT3IeA0SJQxDkP203ecFaU/jNR1x0mOYaJ9AeR+lf2SbZLIMU3kJwDrunbk+LjnExeMPc7/mEdy3shx5TSIPG6BnH8+PxLlnCLHybc/AXRwLMlzDCRsPxTn+FIURVEUpYyRDh8XSO62BM6d8+SFgbwAwIWIuy3hdIiPRPlMoosanx1fmsSX70uLQlg52W55sSQvKuXYAl+ZMDtMonwmkR7SOJ/bJdsaT8IuNhmpKwlrU7y2huXJtnJ7itJnWQaCeYILZlyUc5q0JXVdfG3y4dYZJlxvVLsg0RiE5XMaxMWX5xtLiS8/rEy8NoeV4TQIk6hNEpwDZeCG4BJjK89xkDBkm+OJ7I9Md4mX5+I7HorbHxBvP4Bk9gUIsyf140kiwnR94yOR+RgzBOOY7/BpvnKcBnHx1eUeG4nOKVJf1ivHGzcB0D7cFEh2P4B4eYqiKIqipCF8YSefBLhPFEDYhQHABQjnsR1cJLrIGwVuHfJCBXrxkLru0xQ8ZeA82Yai1M1pkGQIKyfrkRdp8kJPPnUH8sJO3hiRF+TuTRdpTz7t88F6sOfakXXwPsfYcZrbVvkUTT7t8cF6EIm0H3YhK9NBlHGVF7+cFrXPYcd+2EV3mD6Qx6FskwvaxXruMS6DCbQByDFw54+cn1xnUY4fToO4+PJkve5NPdTJbcCSCRs72T851iCsDKdBmLC+AblvYEfqyn0lzzGQMJLdh4DTIC7x8lx8bS9ufxjWc+eP3KeQRPsChM33sHNJvPOPD9aFSMLGggkrJ5+uy3JSX+5PIMuw7wk7ZsPOKfL453plmjsnpD+Psh9AvDxFURRFUdIQ9yLOveBmwi48GHmxAnGDA0ZeqPjEvQjyIS9g5IWjFN+NhGTrlnnJIAMCFoxz2IWXvKgM649vv7hjLgV28KQtEe7Ft2uD1+U+lxfTrqBM2L6XyD675Xk97ELWvWiNMq7yojvZPkv7rrC+G6jJ+SJF2pdt8oFjJqydELlPAPZ3PH33+E72+JH5LmF5idqENkjkuMn+he1jEFaG0yCSeOcB2e+ox4kMNF2S3YcyzyVenovv2E9Ff0BRzhmyPVKkvrtfZTDvSqK5w4Sdi33jI4nSXnnsSp2wdsv5J49nV7gOeU6R+rK9Uc4zsl6p4xIvT1EURVEUJSXIixr34q88kuiiUlEUpTwQdlNFKR7y5qn6CEVRFEVRyi0ayCuKoqQfGsinFukbWKK8aaUoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoZU68nxCDuD8LFe9npFxdCX6qSP4cj/sxt7Cfz3FFP5ykKIqiKIqiKIqiVFrwO7oIoBGYu7+3LgN8DtCh76YBmY7f65Xgt2t9gX+Ur7LjpgHr47d0cTNAURRFURRFURRFURQPCNQ5iH4JCQb5EzgI9CXyiTrDPw+HQB4BvSyfKJCXNxIqwk/LKYqiKIqiKIqiKEqJgICbA2g3iJaBuPuKuwzkw15/jxrIyyfxGsQriqIoiqIoiqIoigc3gMdTdATUEhmIR3ki7xI1kMdr9Kynr9MriqIoiqIoiqIoisD9eJ0vgGfkk3L5N/IItjnd/Rt5SZRA/k4jiXQURVEURVEURVEUpVIiA/N4Il9vdwN/KfG+Wg+iBPJRXtFXFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVRFEVJD0hRFEVRFEUpMYJLLkVRFEVJHYGPURRFURRFUUqA4JJLURRFUVJH4GMURVEURVGUEiC45FIURVGU1BH4GEVRFEVRFKUECC65FEVRFCV1BD5GURRFURRFKQGCSy5FURRFSR2Bj1EURVEURVFKgOCSS1EURVFSR+BjFEVRFEVRlBIguORSFEVRlNQR+BhFURRFURSlBAguuRRFURQldQQ+RlEURVEURSkBgksuRVEURUkdgY9RFEVRFEVRSoDgkktRFEVRUkfgYxRFURRFUZQSILjkUhRFUZTUEfgYRVEURVEUpQQILrkURVEUJXUEPkZRFEVRFEUpAYJLLkVRFEVJHYGPURRFURRFUUqA4JJLURRFUVJH4GMURVEURVGUEiC45FIURVGU1BH4GEVRFEVRFKUECC65FEVRFCV1BD5GURRFURRFKQGCSy5FURRFSR2Bj1EURVEURVFKgOCSS1EURVFSR+BjFEVRFEVRlBIguORSFEVRlNQR+BhFURRFURSlBAguuRRFURQldQQ+RlEURVEURSkBgksuRVEURUkdgY9RFEVRFEVRSoDgkktRFEVRUkfgYxRFURRFUZQSILjkUhRFUZTUEfgYRVEURVEUpQQILrkURVEUJXUEPkZRFEVRFEUpAYJLLkVRFEVJHYGPURRFURRFUUqA4JJLURRFUVJH4GMURVEsG9evpQ1LF9GaWVNoyZhhVuYP7kNz+nanGb+1o8ntPqOxn71m5d93n6ERrz9GQ15oSQNbt6D+D99If95/FfW59wr6o/m59Ot1p1L3ZicYOdFKpwubUKcLGlv5+bT9jOwbyH7U7vR6m+SM+smJLOsV1LUPtWtaP1a/aQe36fdbzrJthfS593Lq9+B19NfjzWngE7eZfv3PytAXH6BR7z9n+vw6TfrxY5rS8Wua068HzR/Uh5ZPGk2rZ2bQ+sULKHv1SqKC/GAkFUVRYgSXXIqiKIqSOgIfoyhKOSQvJ5uyViyltXNn0rKJo2jB4D9pzp/daNJPH9M/bz9Nw155hAY8dgv1vvtS6nr5MdTh3APpl3MPol/OOZA6nNOIOpxt5KyG1P6sA6h90wYxOXN/IwfY9A5nswS6phzKWhuVVYIxKBwTjA/G0IyZFTmOZlztONqxxPg1smU7nn8I9bj6JPrjlnPs/hnxxhM0/pt3KaPDF7Ro+ABaMmoILZ80htaY/Yr9m5eVSfm5G4O9rihKeSO45FIURVGU1BH4GEVRyoqCgpjk59pNBG5TO39LYz9/gwY9czf9fus59PstZ1OPa06mLpcfbYPADiZA/PnUfWNPm89A0GgCRhNQegNPlXInuGGC/Yn9iv2L/Yw3F/D2AdI7X3IEdbvqePr1htOpz31X2jcixn/9Ns3q3YUWDu1PmcuXUM7aVZSbtcEcWubYUhSlTAkuuRRFURQldQQ+RlGUVJOfRwU5JpDKWkv5a5dS/qr5lLdyDuUtm0m5S6ZR7sKJgUyKySIjizNMJL+KVk2bRD2uO9U+2fUFeioqiQRP/2M3AurbP1345exG1OWSI+i3G8+gP++7ioa9/DCN+6otzerZiVZNN8de5obgwFUUJdUEl1yKoiiKkjoCH6MoSiQKqCA3xwTn6yh/w0rKX7OI8lbMMQH4lFgg/h+ZXASZRHlLpxLlZdH0Hj9Tl8uO0qftKiUk+BOL2J8J2D+vEILAv8e1p9Cf919JI99qbd8SWTDkT1o5ZTxlr15BBfl5wZxQFCURwSWXoiiKoqSOwMcoilKQZ/7fSAXZJkhfu5TyVi2g3CVTjSBINwH2Zk/P3eC7BMTUk79qHm1cs8J+cA2vV/uDMRWVUhIE/SbIx1P+2NsiB9obTQj4+z98A0349l2a99cftGHpQn3CryiC4JJLURRFUVJH4GMUpXKQn0sFmasob/UCyls+i/LwijuenHOQ7guoy1wm2dftl08cRb/d1NR+RM0bZKmopIngCX87E+i3O6Ne7JX+S4+0H1wc9srDNOmHD2nZuJHBhFSUykFwyaUoiqIoqSPwMYpSASiggpxMyt+wivLXLTWB+mwTBGeU7lP0khLTftx0KMhcQ9O6fEcdzzvYG0CpqKS94Kl+8IsJ9jX+M/enblceR31bXk2jP3qZ5v3di9bMnhb7AKSiVBCCSy5FURRFSR2Bj1GU8oG5uLevv2eupvzVC2MfjVssg/VyHrAnlEmUv3Iu5axdTYOevU9ft1epeIIA3wT3OLbt3+qbtF63X0DzB/Wi/Jxsylm2kPKzMoMTgqKUD4JLLkVRFEVJHYGPUZT0oiB/09+q48n60ukmUA++8l7hg/UIsngy0cb1tHLqePrtRrxuHwt4KrN0Ou8g6nbBwdTqiL3o0Lq16KHD9qQu58feXOho8iCPmrwmO25DDepsRVc12Im+P7ORLefaktLpvIOpmdE9eudt6e2T6hfaVCkZsU/qmzawP683rfvPtG7OdFrz70Ca+fbjlPF0c5ryTAua/NStdn366w/RvO/a0vL+3Slr3szg5KEo6UdwyaUoiqIoqSPwMYpSNuTlxn6eDV9/x8+yIUitFE/WUyRLphDl59C0rt/bAAhPM33BUUUWBOIfnbo/nbBrHdqialWqUuX/cNFMNzXahbqaoBuBNwLwujW3oAPrbm3LdDbBOfLvPXR3+uGsRjbId+1C59PT96f6JuiHvTo1qtFLx+1rbbq6KsUUc9ziCfyAx26hBUP7UfaiebTkt59o6ov3UMYzt9GUZ+/wS5tA7PbtVhcB/rRX/0dzv3qdVgz8ndZPGUt5G9YHJxxFKRvsBZeiKIqipJLAxyhKyYJX4jdm2Vfi7c+1cSBa3v92PR3EjCF+oz4/J4tGvNW60j2dxxPzN06sR/ccsrsN2q85YKdYIN9wF+pmthGQX1pvR5tWvWoV2mfbmrTnNlva7Uv325E6GhsQaRNP9u84eDd7UwDLk3arQ9tsoYF8KqXd6fWp8yVH0D/vPUcbFs+nzDnTaPYHz9hAPOPpOMF7MtLmdiMtYjafupWmvnAPzfniVVrerxtlL8GcyQ5OUIpSsuB6S1EURVFSSuBjFCV15OfFPjiHgN2+Em+CdftKvCcIVUmpUNZqWjt/NnW/5mRq37Tyfd0egTxemcepTQbyl9WPBfKn7F7HBuIdjO5xu9S2ac8fu2/h6/J4uv/T2QfS8bvWplomcG97Un36/qxG9rX6WtWr0ZNH7W3LuvWqJBb8bF37pvWpx3Wn0Yw/fqEsE7yvGNCDpr/6AE1ufXMs6PYF46mQzZ7cB+t4Rf/JW+xNg1nvP2PfAMiaO50KcjcGJzJFSR243lIURVGUlBL4GEUpGnjSnrWW8lbOo9zFUzRgL3OZRHnLphPlZtHMnh2p62VHmwCqoTewqojiBvL8av3rJ9aj7basTtsbQXD+2ekH0O61trRP5vH6/GdGLq+3I93SaFf68oyGdH/jPehms37rgTHZb9uatGW1KnT+PnXpjRPqeV/FV9lccMMDxx7eEPnr8ea0bPw/lLtsES1o/5ENnuO+Mp8KkYG7b9sVDvZNgJ9hAvypL95LC3/5jNaMHUp5a1cHJzxFKRqxKy5FURRFSSGBj1GUCODn3dZTHr4WHwSN+mp8usokKlg1n/Ky1tOwVx+tNF+372wCbHzk7rhda9PjR+xFnYMn7fz6/AMm79hdatPRu2xrP4oHfQT6H5zSgJruub0N5tudc+BmNlEOQf3pe2xH757cgLqcp6/Wx5P2Z8RemZ/w/fuUm7me1o4fQTPffZImP3ULZbRp4Q+iUy2JgnZIokCft9vw397fRtNe+R8t7v49bZgxSb+cryRFcMmlKIqiKKkj8DGK8l9yN8a+Gr9kqgnYTXBovxqvgXt5E8peSyumjKc/bj2nUr5ur1Ky0v6shvZGUa+7L6XF/w6mnOVLaFmfTjT1pfvtk+0SfWU+GUkUuCchuCHBfZv1/tO0bEB3ystcb39tQ1F8BJdciqIoipI6Ah+jKPZ1bPv1eP6pN09QqFIeBa/bzyDamEnTu/9AHc87mDqcU/m+bq+SKjnQ/r47ZGTbp2jFlAmUOWc6zfv+bRPYtrCvpvuC3xIXBOYyOC98ou4sfRIvL6rglXzT/xlvPkoLfv6Q1owbbuJ6DeyVGMEll6IoiqKkjsDHKJWOgtjvtMvX5K24QaBKxZFJlL9mIW1ct5qGvvgAtWvawBOkpV7wVXn8PNzdh+xGzxy9j1enKIJX3tufcyB9dFrsLQP8jNyDTfagB4z8dHYjm49X5z80dbc/x2+jKPL0UXvbvnxi6k30G/QVSfDU/dfrT6PJ7b+gDQvn0NqxQ2O/7f5UcxMIp+CpO4LpeOIrwxKWn6hcSYp9Jb+5Ce5vp7nfvEXrJo2igtzc4PyrVDaCSy5FURRFSR2Bj1EqAQjc85bPigV1+op8JRXs9wyinHW0fPIY+qP5OdT+zJJ93R5fjn/0iL1oi6pV6IRda9vg97szG9FbJ9anr85oSN+bdXyADn9/3u7sAwuDY9wA+NbkvWPS3zL575/SgH42gTu+Qo/A/LaDdsXFsf2iPPK+M4E8fh4OggAffwO/dfVqtEetLU1d9Wyg/+lpB9h67W/HB+3DTQbUzcE/6kfdCNRRL/J+NO1CvdCHrWeP2Ye+btow0I+lfwLbRv896J91YOHf0tubDaaOd0we/v4e62jDF2ccYG80QAeCD/N9e2ZDawPj8ZXJ7xrYQD2Qz08/wOZB0D68XcH9SLXguOhw9gH05/+a0ZIxwylnxVJa1rM9TX3uLsp48lYbqHoD2GRFBuvxxFc2FVKStqUgsLc/gXc3LeryNWXNmUakT+wrDbErLkVRFEVJIYGPUSoieTmUv2Yx5dq/cddX5VWkTKK8pSaQoHya1vUHE7A1KrHX7d1AHgErguwq5vRTrUoVuqzeDvRgkz3t77vjlPSYyUMZ6OJ336/efycbOJ+wW+zn4u48eDcbEF9RP/Z1+sY71LJP+t85uT7tVqsG7bLVFvSlCYLvOmR3qlGtKu22dQ1b3xcmCMbPz6HM00Yf7UAQfkjdWvZr9q+fUI+6X3CItQ+dY3bZ1ral8Y7b2O2L9tvRfhgPH8tDu546am/69cJD6G5TT9Uq/0f719mKnjxy78J2HbnzNvaGAW5UHBbYqF+npv0Y38X77RCrY+dt6eezDzRBfUNbvmb1qvSgyW91+F5Uu0Y1amDSEPDjBsQONbegnU1fHj58T2tjZ9NP6Lx5Yr2UfICvgxnT9k0bUMfzD6V/3n6GVs+aStnzZtDcL1+1Pw+XUZxX5t2gnMWnW1nEPrG/jWa0bUXL+nahnOWLY+dtpUJi5ruiKIqipJbAxygVggIqyFwde+quT9xVoog5TvJXL6CsZYto6EsP2b97/sUEdL5Ar6gSFsjj9HP23ttbnR4mgL5m/51t2jUmcO8RBMg1TSCONMhOW9WgC/etSx+e2oC6Gf2Wjfew6Wfsub3dxhPqXU2giwAXwfOLx+1nfwsewTD/9vtJu20eyOPJfsPtt7aB/BsmIP7x7Ea077Y1TV1bmOAZr87Hgn0O+mGDA/k2xsbHp+5P225R3d6EQJ34WTo8ub+l0S62Hvx0HX6HvokJ5KuZMrjZgKAbbyJsY9q2R60a9qZD8+DtAp9gPPDb9qftsV1hGm6AoF93HByzX9Sn8gje251Rn367sSlN6/4j5WVl0oq/frVfZ8fT45Q9dS9pcW8KhN0kkOnpcCOB24AlPqD39G00850naMWgPyg/U7+KX5Ew81ZRFEVRUkvgY5RyiQncc7Mpf9WCwqDsP4GaikokmUQFWatpw5IF1OPaU1L6un28QP6svba3QTYC+atFII9yL5tA/G0T+CI4xpPvF47d1/4W/E41a9gyeCoN/TP23I56Xnyo/S14Gci/cvx+JsiOBfKoE8JPwu86dHfqZcrgZ+cQxHMgj4D4eNNG6DxlAvVeFze2r7EfvtM2tj68Js+BPN4CwNP0w4On7S+a9v1x0aE26D58p22pSpX/o+eP2de+Zs+BPGzhqT4H8rubQP6bpg3pmaP2sW8o4M8E8FZArG370+vH17N/XoBg/3lj/9PTD7D5sHH9AbHxunDfHWzf3HEPE/yuO3694O+n76K1c2dS9pL5tKDdhzTluTtMIJmiv3dPhdjg1kkLk2SD8mT1Uy1cP/fRbY99Db+5vaGyqMtXtHHFkuCcr5RXzFxVFEVRlNQS+BilHFGwMTN46u4LyFRUiiqTzHE1k/JzNtCUjl9Tp4uaUIezG3qDwWQEQSZeUUfgeurudWwQ+vgRe9unyuftU9cG5QhOrz9gF6pq0hCgIrD/3ASvF5h8fiqP184vr7+jfWqOv2NHEN3UBPHIQ4D/xFF70361a9KeJji2f79udK4zthB0Q9AGvOqOwLd61aq0pbF7ab0dbKCP1+/fOKGebSue0uM36PFkHrZxM+Ci/XawNvG0/cTd6lCt6tVMIL+31cdT7UcO35PqmbqhX6dGNWrWYCcboCMfgfhRJkDf2tjBjQn7RN7k1a25Be1ryuDv3tF//G39yWZ80FbYOWKnbejl4/ezfcXbAC8dt5/9MwLkQXbdegt7QwT99I17oZzTyL4y3+miw2hyhy9ow5KFtG7iPzT7wzax33Uvq6/MS5GBrZvmrpcXQZtZEuWH6bCYfTT1xXtp/o/v0fqp4wNPoJQnzJxVFEVRlNQS+BglzSkwwVXeitn6t+4qpSCTKH/VPMrPzqQRbzxO7U6r5w8QkxT+YJvc9uVHTXfz3XVfvtzmNDc/TM9Nl2kyPV5eojSZnijPl18oeGX+9Hr05/1X0pwBv9uvzK/o142mvXx/7Km7L1gsafEFq4kC2HhSnLLFFa4bSxZXJ5HIssmUD96YmP3pi7R2/AgqyNMv4ZcHgksuRVEURUkdgY9R0o2C2M/D6d+7q5SdTLJft18xZTz9esMZsb+f9wWNKmkh7c9oQJ0uaGy/dbBy2kTKXjCbFvz4nn3qjr+9/k9AWFrCQaq7TJSPJQvrlpX42lSS7Ypah923zWnmu61pw8zJVJC7MXAgSroRXHIpiqIoSuoIfIySJhTkZFLespkavKukiUwyx+MMovw8mt79JxsopuJ1e5XiC35pAB+q697sRMr45SvKWr6E1o0fTrM+eIYmP3GTDfI2BXwi+CuOxAsw3XRel0upE7aMKkUt50pYeaTLPN4O0/eJLOMrJ9PCdCIKvoA/5fm7aMHPH1HuujWBR1HSheCSS1EURVFSR+BjlDKkoCCf8tcsotzFGTZw8gdUKiplKbGv2280AcKwlx+2H0vzBZcqJSsdzmpo/9697/+uoXkDe9LG1Sto6R/tbQBnvzLvCfBKRMKCUk7ndZkWli7zUyWu7Xh1SJ14esWVkrTtyjMtbGC/+NcfKWf5osDTKGVJcMmlKIqiKKkj8DFKGWD/7h2/8a7Bu0o5kbzFGUQb19PyCaPo95vONIGlvm5f0mI/VHdhYxr26qO0fvF8ypozjWZ//BxNNoG7fQobNUAsaqDKZdyycpttu7ruUgrrS5Hp7npRJKxssja5HSw+nVSKW4fcTpTnbOPPKvChvFX//EV5G9YF3kcpbYJLLkVRFEVJHYGPUUqL/DzKW73QBEUI3jWAVymHsjB43Z7yaHqPn6mj/XJ7I28QqpK82FfmT69vv0swb3Af+5r0yr//oOmvPRQL3EvyK/O+IJHTnABxszw3P12E25TObYsqrn7S5W+3sqjzV5Sfkx3zR0qpEVxyKYqiKErqCHyMUsIUZK+n3KXTTCCkwbtKxZGCtYspc9kiGvhEC2p/Rn1vYKqSQM450L4y365pAxr8fEtaPnksZc2fRYs6fUHTXnmAJj9ZQq/Mu0GuXLLE28a6lLD0KBK1HOtxXXJbLiuDuH11x0OuSz0jk5+8hWZ/9CxlL5obeCilpAkuuRRFURQldQQ+RikhCrLWUu7iKSbo0QBepSKKOa7t6/YbaNWMDPrtxqbU/kz9+/kogg/VdbvqeBr39du0emYGrZ88muZ//27sb92DnxgrUfEFe5zmy0u1yDp8IvOkrlxKnYoivv65/Uym33F08YbH9DceplXD+lJBXl7gtZSSILjkUhRFUZTUEfgYJcUUZK42QU6Gfn1epXKIOc7zV8yyv7ow6edP7FNmK54AtrIKvieAp+697rqEZvXpRjkrl9GqIX1o+usPl1zwXpwAUIos57PJaVHsS90o+iyubjJl44nPjts2ue3T90kUPWkzqt0SEPsnG8/eSSsG9dTfpS8hgksuRVEURUkdgY9RUkT+2qX69XmVyismoC9Yu4RyM9fToGfuoXan1fMGtZVDDrQfqutwzkH2t91XTJ1AOYvn08L2n9DU5/CV+eb/CagKhQM7V3y6UqSOqx/VRlGE7UaxH1XHFZ+eT6RuMuVSKbLN7jIsraQEdUStJ7iZtOLvPwKPpqSK4JJLURRFUVJH4GOU4lBQQPlrFptARoN3FRUWyllHKzLG06/Xn2b/Btwf7FY8QfDerdmJNOG79+33A9aNH0FzPn0xFrjHe+qeTMAVJrJ8KuylWrhNRRGfvbIUt23uNqe5S18alu46b0fNd/OKkYYn9FNfuo9WDf1TX7lPEcEll6IoiqKkjsDHKEWkIHudPoFXUfEKvm4/3c6TqV2+ow5nN7RfZPcFv+VZ2ge/7d777stpwfD+lL9hHa0Y0IOmPHcnZTwdJ3hH8CQlno5cD9uW4tNz130i8xLpcb5cd/NTKWxX1lPS4qtbpkk9uS3T4uUVVXz1FyWNt8PSnmlBM95qRRumT7DzWCk6wSWXoiiKoqSOwMcoyZKXS3krZttgxR/EqKioWFk4kfLXLqKN69fS0JcftkGvLyAuN3LOgdT+zAbU0ayP+/ItWr9kIWXNm0lzv3iVpjx/F02O98p8mMjgKUx8+u56aQjX59bvbrv6yWzzekkK1yvrl0s3TYovrQILbkjNfOcJypo/M3CASrIEl1yKoiiKkjoCH6Mkgb5Gr6JSBMHX7bPX0oqMcdTjmpPL19ftTfCOr8z3bHE+zerVmTYsmE2rhvSmWR+2oYwnb9k88EkU5HGQGCa+MvGkqOUgsl624aYlI2E2y1rc9vja5m7LtLBlIoGeLCMlaloi4brCJJ6uzHPF1TWS8dRttPCXz/V36ItAcMmlKIqiKKkj8DFKBAoy11CevkavolJ0WTiJ8pbPJMrPpYyOX1Pniw9P29ft8co8ln8/fTctGNqPshfNoWW9O9LUF+6J/8p8mHBw5AZMnC513HUpnM5lfeLqhum76UXZZpHpUfNZEuVDpC2pL7dlusx3l740mccSLy9dBG2LJ8no+kSWtzZa0DQzBzLnTAs8oxKF4JJLURRFUVJH4GOUeBQUUN6q+fYVYW9woqKikrQUrF1EOauW06Cn76J2Z5T91+07BE/du15xDI3+6CVaO3cGZc+fSfN/fN8EL7cHP9HlCWxccQMgd90NjtxtTnPLuetuOS6TjLjlfHaluLpheT6deHluvpvny4+3lOLTSUeRbWbx6UF8uj4pajkprg2283QLe2NLiUZwyaUoiqIoqSPwMUoY+bmUt3SaCTz0KbyKSspl8RSinPW0dOwI+vW6U0v9dXu8DYDfdu95x0U0q09X2rhuNa0dO4xmvPNE7LfdfUGMlLCAR2778hMJl/GVjbfN664Op/nSWTi/uDplJUVpU0n1x7Un60l1XWUoeDMFf16Su3p54DCVMIJLLkVRFEVJHYGPUTxs+iK9JwBRUVFJkUyi/BWzqWBjFmX88iX9co4/6E6VdDjrAPs374Ofv5+WTxpNG5cvocVdvy4MTIr0E3GJAjTOk3phZTg9kfjKuWlSwsqxcH4iOyxh+mHpbn5Yeli5MClKmVSJbHNZtaGsBfPluTto1fB+gedUfASXXIqiKIqSOgIfozjkr11q/57XH3ioqKikXMx8K9iwnLJXr6C/W99O7U5Pzev29qn7GQ2o6+XH0Phv3rFP3TNnTKLZHz9vX5e3wbs3QImT5ubJdJ8OpycS1i+KFLd8aUi6tTFs7GV6USQVdtz2yO2o4toMk3jl4uWJfHz0UV+1Dye45FIURVGU1BH4GEWQt3KeCSw0iFdRKRNZMpUoN4uWTx5DPfC6PZ6gewL0UDnnQOpwVkNq17Q+9bnvCloyZjhtXLPSfmV++hsP02T5lXkORERA4pV4+RzQuOLTLY6E2SyJuqTEqzfZNiUq48uPVwaSKL8owjajSqrLJ2ujOGVTKBlPNaelf7QPPKkiCS65FEVRFCV1BD5GCchfvVCfxKuolLlMorwVs+2cnNLxKxuYI0D3Bu6B4O/ru1x2FI3+6GVaNWMSbVwynxb+8hllPH0bZTzTIhZscJDjBj7xhAMVue6zIfPCdFji5aWbhLU1Xh+jluHtROIrWxnEHYNk8qPmufnx8hLlm238RJ0G8/8luORSFEVRlNQR+BjFoK/Tq6ikm0yigvXLKC8nm4a9+shmH8OzX5k/vR71vO18mvjTx5S1bDGtHTM09tvuT91qA/jNggyf+IKR4opr07XP+a5ePHHLhJWTeVI3nrg2yrsUt0/u+ESRqHbi6cXLK0p+1Dw3P16eL98jk1vfQkt++8l41YKYc1U0kFcURVFST+BjKj35G1bYoMEfTKioqJSp4Ov2edm0euYU6t7sBOr/0PX2t91zV6+k5f270bRXH4j2lfl44gYkPh2fFLWcStlJ2D5zt6XEy4Mkyiuq3VQI15Fq8dUVCG6kLe2pT+aZ4JJLURRFUVJH4GMqNQVZayrc1+nzl5jAZ+UMotWzjcyigmX4Cb1N+Xmmv7RiemE+rZhh06SOFKu/fFpMF2WM7Xj6Kiqpl0mUv2GlnbMbVyym2R89S5Nb32wCCs9X5n1Bh098uq4N3pbi6svtsha3renWvjDxtTuKFKesSsnJMy1o2ov30brJo+2crewEl1yKoiiKkjoCH1N52ZhFeUsqzu/E5y/JoHWzxtDJxx1FVapUoSYHN6J99tydtt6qJn37/us2AF87czRdddG5uLCgA/evTwceUN+uX33p+ZQ5d5y9CcD28hbHbgq8+MSDtMUW1enQAw+gIw49yOpfcdE5pq7RVCD0VVRSLgsnUd7yWWay5tOGWbOp/ymnUJ/DDqOZn35KBRs30rI/O9tgLtKr9EURGWyy+PSKI746fOIrG0V8ttJNfO1WKdeCt2TmffMW5W1YF/O3lRhcbymKoihKSgl8TKUlf92yCvV38XhKvnrGKJo8uCfNHjWAsuZPoNeffcwG9Y+3vMM+ef+7x8+0fZ3aNtjPXz7dPplHwL/9dnVo0G/tTLA/s9AerZpFn7/9og3cL7vgbLrp6suoYf396JM3n6cCUzZ/6dTN6ldRSZ2YeWmOZ7wxA1aNGUMDTj+deh9yiA3k+zRpQr0OPpj+vfNOyly4yBzrM2nuV6/HvkqPp/RukOgGjGHryUpxysYTbq8rUfVccctFLesrB/HpSvGVgfh0XfGVSycpD21ME8GX7FcO7m3ncGUmdsWlKIqiKCkk8DGVk/w8+7e3/iCifAuezK+dNZo6fPke3XrtFbRljRrU+oG7KXv+RKK1c+mnz962aTgEILW23oq6fvexDdzZhn2dftk0eq5VS6tzQP19acGkobRkygiqt+9etPceu9H4gb8RmYBe1q2iUmxZOMn+ggQV5NupumrUKOp3wgk2eLdBvCMI7geceirN7/ALZS9bQkt7/WKCCBPM42v1CCg48IoaKIbpJCobxXY6C4+PFJ+eStlKudovt9PUF++lnKVmPldicL2lKIqiKCkl8DGVkvw1i0zQUPE+cDd5SE/q/sOnNHfMQBOIT6UcExThNXjs7n/7dqXP3oo9YW/z6P0mqJ9jpdX9d9i0T9983gbznE5rZtNnbWP6F51zhg3aTSRPt1x7uU3r2eEr+5Tf1w4VleTFzMel06kAf/KSm2Pn6YKuXanP4YdT78aNvUH8ZmJ08JR+7EMPUebceUam0Yy2j1NG2G/H+6QwAPFImI6vfNi6bzuesG4yZVRKXGa9eDcteOU+K1j36UDmvHQPzX/lXpr6nD+fRdqbZ8pMe+5Or16RBMdOssdcUY43LueUzXi6Oc396g07nysrxl8qiqIoSmoJfEzlI7di/W08S8HSqbR44hA67cRjbaC980470Lbb1KJtam1N337wmgnSZ9LSycPo0vOa2vwd6m5PdbevY9evNMH+6hn/2lfy99x9V6q7XR2aN/Zv+6r9B6+2oZpbbmmf3NepvS3VqLEFvf/KM/ZGgX70TiUlsnASFaxbZqfn2mUzKTcvk+a1a0e9DjrIH7QnEDyl//ucc2hB9x5UsDEn9rf0z99FGc+E/C29DEI8wch/tosjRbWVyjZA2F6q7aazFKWvoszMF+6mx885nraoWpWqV61CNapVo61rVDdpx9H05++kqUZnxnN30finbqP7TzvSnlvr1tqK+j14nc2XdqeaYH3SM7fTvaceSdWMvS2qVaVa5tyKMsfvtzsNfuTG/5QpFLQp2b4URT+ZekL08f2Kme+0ptw1sY9VVkbMPlUURVGU1BL4mEpHfuZqEzxU3AA0H6/Fr5lNtG6ulQITcMv8PCMI6jkf6xyQ21fq1+Bp/JzNgnQ8eS+0p0/hVVIl+JjdMnNs5W2kfCPzJ/xBWRuW0YyPP7VP131BejLSG39Lf9BBNPbhhylr8WLaMGMSzXr/afu3uzLY8AYrMjBhcXVKU9w2uOtheWHCOm7ZVIi0KW27aT69eGllKAjSxz7ZnH6+7WL68obzTFB/F3W/+wrawQTqh+y+Ew1vdbNt6xWHN7RB/s3HHUJ7bb8t7bzt1jQgJJD/94lb6P2rzzL2zqcMUwee4L9w0Sk2mG9x4mE064W7bb2ynBVuly8vTIqin0w9Yfpt8Hr9PbR2/PDAA1c+YldciqIoipJCAh9T6ahoH7lTUSmvwj8pt2bxFJo66CsTzOfQ5JdfoV4HHugNzIsjsDno/PNpYfcelLtuDS35/afY78/jb+nDghUZmPC6myaXLO52MsL2fTbD7MbLc8Wny9tRbSQSaa8oNn1l2FaYRNWVOon04+i+fUVTOv2AfWirGtXpmqMOpLGtm9tX4qcbQQA+vNVNtP/OdWmnbYJAHq/Ls13H3vTn7qLRpvxFh+5vg/iDdtuRhpny/ynjCtuIIkXRT6Yeqe9IxpO30vL+3excr4zErrgURVEUJYUEPqbSkb96kQnkJ3oDCxUVlRIWPIVfMdtMxFwqyM+jjAEf08wRP1FeThaNa/VYkV+njyr4e/s/jzySxj3airKXLqMNMybSjLdahb92z4KgRC55nUVuu+vpJPHa5abLbbec3OZ137aUsLx4ZaIKbLjiS5dpifKdNATbfVpeQ8Mfu4mmPnsnzXnxHnrs7ONs8N3KLGcHfy+Pp+8IxDcL5IMn8igz/+V7bZA+/fm76J/HbqHTDtjb2ti1di36qfnFVqewbhZfu5KReH2VeTLNVyZMWN8jGa1voQU/fUD5OdmBF65c2AsuRVEURUklgY+pXJjAIW/FXH0ir6JS6mLm3OIpVJC93k7FtUun05juz9Gc0V0pb/16GnHjjZt+Xq6UpFejRjTglFNo2V8DKT9rAy3tHfvifcKgHoIgRS5lephIvXQUt41yW/aB193teLo+vXQX0W48bR/zZHM6/5D6Nug+Yu9d6Ki9d6WqVarQeQfXt6/d24/UGd1YIH8j1d9xO6q79VbU/wEE8ndZWyfW28OW//LG86nznZfT1sHfxeMV/KYN96WTG+xFx+23O7166Wk0Iyiz2Zj5xs+Xj6Vc96UlyscyUb6b5q4bwZ+yzPn0pUr7d/K43lIURVGUlBL4mMpFbg7lLcXfeGsgr6JSejKJ8tcsJioosE/hZ45oR//88hgtmNyHcpYtt0F8SbxOH1XwlL73oYfSxDZt7FP6LPvF+8fsF7dtUBImMnDxiQhm4kq8cm5eWUlptaes+5ygn/gCPV6dx9N3CP5WHn/v7tOdZfKgI//OfaYJzpHGr+GzHVdmBDcFpL1yKaYPeLV+3rdvU17mhsARVy6CSy5FURRFSR2Bj6lc5OfrE3kVlVKTSfbGGeXGXqnFU/hxv79C/3ZuTYumDKDcteto4Jln2iDaF2CXheDVfvu39L/+al8FXvjLpzTVBG4Z/Lv0xREOzGSAhnVXOK+owjai2kpFvbK8u14U21yuKGWjSEnbT6UUpY2yb4nKS714uonypQjdyU/eYubRZ1SQl2fPA5WN4JJLURRFUVJH4GMqHfo38ioqpSGTKH/t0mDWEc0Z1ZlGdXmKRnd9hlbMH03rZ8ykv5o2LfXX6aMK2vXnEUfYp/R49X/dhJE07eWWsS/et7n9v4FLFAkLgjjoSSS+siolK+74y+14aT6JolMBZXLrm2jpH+2DM0HlI7jkUhRFUZTUEfiYSkf+hlWeoENFRSUlUviTcjl2vm1YNZ8m9HzdBvFjejxPa1fOopXDR1C/44+3r7T7gui0kiZN7HLwJZfSqlGjKC9rPS3q9m3sCb0M6IsanIWVk0EfC6fLZTJSlDIlJfHaIvOwziJ10klkG7md7naitLBtmeZL961L8ZUJ0y0hwRP5Zf262vNBZSS45FIURVGU1BH4mEpHQc4Gyl2C31bX1+tVVFItBZmrg5lGtGBSH/sa/aguT9tX6jesnk/L/x5EfQ4/vDBALk/Cbw/M+OQTyl2zhtZNHkUz2j5OGU/iKb0JWqR4AhqvRNGNajuKrYom6d5n2T7ef760sG2ZFk/Pp8Pp7nYiHV9akcu1oGmvtKR1U8YGZ4XKR3DJpSiKoiipI/AxlY+CfPvEUP9OXkUlRbJwIuWtnGt/FQJkrV1Kk/t+YAP40d3a0NhfX6S8gmxa0LVb7MNy5eFJfDxp0sQG9YMvuoiWDRxIeRvW0Lzv36aMp28zgYvz2j0HNhwIuSJ1WcLSXZF60maYyLI+YZ14ujIvbL244trCdiokzJ6sq7xKcfpT1DGIUA4fjJzz6Yv2vFBZCS65FEVRFCV1BD6mUlKQtdYfkKRY8pdModUzRtE7Lz5Jt994Nd1z6/WbyV03X0ttX2hNOXpTocIILZtGEwf/QS3vuNnu240enQolS6ZSwcbMYGYRLZgYewo/utuz9nX6jAGf0MacdTTry6+oZ8OG/sC4HIv9Xfqjj6Ypr79OeZmZtGronzTTPqW/dfPgSgY9vrQw8ZX1rfN2suKWl9uuJMovLZHtL4r4bLLIfLeczIsqPhsQn25JSJS6fDqpKtfmdsqcMzU4O1ROgksuRVEURUkdgY+pnBQUxL5eX8Kv19PSqbRk0lA6/cRj4czp0vPPoqsvOY+aBXLFhedQm0fvp7zFGTSydyf68ZO2lDG0F43q25W++/AN6t/1B8pdPo1m/tuffvq0LXX/4VNaO3M05S/JsPYH/9aOvv/oTZo75i/q1/l7+s6s/9HuS8pZMNHeRIDOCGMXOlOG9rZ5WJ83diDRypkm6BpK7T5/l3746K1YXUun2LZYMXWMHfCrzUeZ33/+glZMHVlot8D0bf64v6nLtx/Z/PZfvEvTR/Y16VNs3hrTzr6dvqMfPn7L9mtEr060ceFkaxvlYWd0/+7086dv0/QRKDfV5mXNH0+/m3Z2/Op9Wp4xwupBUHenrz+kPr98Q4smDqGOX39g7U4Z1tsEz/hTidiY5y2fToPMuGD82pu2zxo9gGjF9MJ8WjGDxv71q8l/k3qY8VyWMZz6dPyWfv7sbdtmtIHMmC+cMJi6ff+J7dufnb6lVSYP+3OTnek0859+9MuX79P3po+Dfm1HWWbcEcgvHD+YfjHt79v5u1ibFpvxMm2cPvJPq492Y99Bn8cTfcD4oY+os/M3H9r9xPnpJ5PshyMxl0DWmsU0sc/bJnh/0j6FRxA/5a9PKT8vhyY8/bT9GrwvEK4w0qSJ/Qm9Yc2a0apRZo5mbaAF7T6kjKcQ0Bfx43hFFQRTxZV4dn15SQh+H33UE7fSNzdfQG2vaEpvX9WUut19hf1JNvtb7J4yCUW2PZCZL9xNw1vdZOua6slPVqY/eyf1+9+19M6VTanTHZeF/uycFPz0XIbZ/+1bXEptTbl3rzqT+tnflS9iP1nQJl96koLx7nbXFfS2aVufltdsGn/XPo+Dmya3nTS8obKg3ceUm51FWZX0p+dA7IpLURRFUVJI4GMqHXl5uZS1YR0V5GRS7uKSDZIKA/mTjrOB/L577UH19tmrUPbeYzf60QSBtHYO3d/iRqvTsMF+1K/L9/Th68/abch7rzxNA7v/RPvtvSdtX6e2DVQRSN541SU2f/vt6pgy39GQ39tT/f32pq232op+/ekzE6zPoPtuu8HqHNn4YBM8tqdxA3rQ0snD6PwzT6MttqhOPdt/SYtNYHztZRfQVjVrmnKfm4B7Eh3ccH+qa+x2/e5jG9Tec+t1druDCdhp1Sx69elHaf96+9C3H7xOs/7tT888cp+t5/GWd5ig/3OqVrUqnWH6PXv0XzSsZ0c66IAGdOoJR9vgF8EuAlTY3XXnneiU44+mpSagpnVz6aOg3/c2v8EG3XYcTXA+1rR7LzNeyHvk3ttoqgng77zpGrv90F23Eq2eTd1N4L1ljRp08blNacH4QdTfjOM2tbamC84+ndbPGUurpv9LJx13lC3z1nOP28D5pmaX2u1aW29l2jqA1s0aQ+ecfhJVqVKFXm/zGM0x7W95+01WB2OJtkNvv332pN133cXeDOjb+VvaYfvtaMe629EMYxM3RWpvuw01Pfl4e2MAAXkDs1/q1N7W3vDAzZpLTBth872XnzbjOZOuuvhcqmrqbPt8a1o+dSS9+exjVv+l1g+mVzCPj9ktnUH5G7Mod+NGO6cWTu5rA3cE8LEg/kmaPuQ7o5NDk55/gXo1auQPfiuo2C/eH3kkTX37bXujY83oQTTt1f/FXr2XQU9RxRdApVI4aJMi0139iILAd7IJaq89+iB77G+zZQ3aY7ttaNfataiK2f6/Kv9ng138Tjv08Xvqo1rfaoLn66j/g9fR2Ceb299tZ3u4IYBAedAjN9jgGEubbnSGPnojnbr/3raeT649l/55/JbCMhPMfvjroeutzeGtbrZBNX4fHvnjTB39ja2Rj91M/z5xiw3ch7W6yeYhyB308A303c0XUs/7m9ntMbZ919IYU27ck7fZdgx86AYTvMf0xz91Gz1wRuycc+URjUxAfwmNNmXQDgT4tu2mf0NMe1EHflsey4lPt7BtHPLIjdY22jTY6I4w7cL6mNbNrR3Uh77ipsWkZ263fUL9sMF9gk20468Hr7d1DTR2oYv2YTxbnNjEtq/N+SfZMUcZryS573ETa8PU8bRq1SqaNWWSPVdURszYKoqiKEpqCXxMpWTJrAzKzc6mgvXLTXBSck/lOZA/7cRjbYD58RvP2yfFCH4hX7/3Kk0e0ssEobMKA+4PX3mGaP08mvD3b1TTXOgec/ihJrgcTdnzJ9DZp51oA1M86UWQe0MQyCMYxzaCzN4dv7ZpN119GW2YM67wBkHnbz6w+ZBeHb60aT657PyzbF1o23Z1ahemYx15Ewb9buv65oPXaOcd61K1atVs4HzXzbGgGgHqsikjCtvGUn+fvemFxx+wf2qw6Sn0NOryzYc2/5WnHqFpI/6kHXfYns42gXTm3PGFT+85kN915x3psEMONPZN0L9mtunHV4V1Zs0bT1dedO5mdUrp3+U7+uXL9+z69VdeHBsL7J/Jw+ikY4+kLapXtzc0Pnnzeatznxk33CwpMG1dN3sMXXbBWTYdbzh8/vZLVLVqVXr64XvtzZI8tHHVLPuWAwRP+G0gf8oJdqx4H7z/apuYnqkXbzMc1LAB7bHbLjb4x40a3OiBHqTmllvSaSccS306fWvfcpDHVdmJuRjPWkUrFi2iNcuXU7aZP5P7fbhZEP9vpydo9j8d7Twbfc891Ovgg73BbqWRQw+l4ddeS6vHj6ecZQtpYYfPYj9hZwKpwsDYFU9QVCLiqztZkbakbY8gcEQQfcGh9e0xfuEhDahDi0tpshkLBKZ4KvzTrRfbwLOvCY733aEO7VBrK3rtstPp2QtPpmpVq9BZjfa1ugi+7zz5MGvn8sMb0iuXnEZ7bx87X71++en06z1XUaNdd7DbLU87kn4x9Uwwwewp++9l05qf0JjeuPwMarzHznb7g6vPorkv3UNf3HAeVTdzGzciccPh1UtPpy53Xm4DbwS5r5tt3HC7+sgDac6L99CbxgbKb2HOgy1OOoyeveAk2mu7bWnL6tXox1svosEmyL788AOszrkH7UefXHuOvVmA+mNp9ejdZmfZfmEbQT/q+e3eq2j3OtvYtKYm79VLT6Ofb7uE/hfcFKhdswa1PP3IwiAcckmTA+iZ80+k3Uw53CTpfMflNMvYuu6Yg2mrLarT/04/iv6/vfMAt6K62rAl8Y+9RU2MsffeosZuokZjYlTsvXeNvffeW+y9dwE7YAEEBQRBBOm99965l/Xvb9/5YLHYc865cC5cuOt9nvWcMzO7rL32Pmfmmz3lqeMPloODH0j/UIgT2jxbyAffCwr5ahheOTf0o5ekYmaFPH/3LVJZWRn/E+oiIbaO4ziOU16yfUydZOywgTKiX/f4feaovlGgpIXLgtncQv638tDt18nTD9wuT91/WzQIuzeefjCKSgr5/91781xC/i87bicTcoQ8Z+Tr/etgmTq4i8wI9XGG+cn7bomikuXiUnXUEy+J79RSNljvT/LHtdeSTt8HYT59mLT87J2Q51Zp0/jDKMSRH5d3T8al5rNGy+dvvyC/+10Ql6EtmNHfJohQzND/0KR+ENX95YbLzo/1nH3yMbGMR++8Qdp90zAIv8EiEwfKuaccF7e/8Mhd0S/EpzKUPWPIr3LBGSfGbZiBXvcPa0vbr0KZ+nJ4I+RHdGsdhTxOYCDfvw8+IC7ff8s1cfmiM0+SWWF5yqBf5dX/3RdPSmBGHpfhb77pRrLW79eQzi2/FJk2VN5+7tGYZ4XlfycDO7aQLt83ijP/66+3rnTBSZYQm0bvvRxPMOy03daxH3AZ/corrSh/2Wk7GRFiVRnac97pJ8i+e+4mnUK/4YoKzsgj5rg0Hyc89t9rt7DYTmTyIHn2wTviFRHHHfnPeKLg9ScfiL6O6PVTiPco6daqSbwCA76O7vHj7JMai8QwCx9+J5UzZ8jw/v1k8oQJMqL3D9K+ftVl9HNm4m+SwV2aSMWkydLmpJPipeZJcVsHrUkQ9Pjskz3xftxP30nPuy6uEvV54nhhG+u2/uSZTavLSW0PBjE/7P5Lohi/9qA95D/bbyY7r/+HKI6XXnopuWT/XaNIPzeIYvwuU3bvEfvJlxcfK2utvILs9Od14uwy6uoVxDZmmPH5SxDtnJFvcF49GXTPRXLRfjvF5WsO2l36BwELcQ6hveU6a8rvV1o+zoC/cuphMc2RO24eZ8zhL9sVhfyRSsiHMh4MYhjpz9l7h5h2wN0XyVmZSL/hkD1l8L0Xyc1BXGP5yr/vJoPC9seP+Xts6+Gh7X2CD1UnOM6Wf223aUz3XhDsjS45TtZaaQXZ+o9rSrvrqq4aQH0X77dLVVkH7h7b1OLKk4Jo/61svvYa8uN1p8eyDtt2k3gi4rmTDolC/Zkg3v+8+sox3w7rrS3brbtW/H7qHtvFMsot5HHlycDXHon711cevFOev/Om+L2uEmLrOI7jOOUl28fUSaZNnhhE3VcyfkQQmQGIlJoQ8xDNo4LQO/PEevEy9G233Gwu22qzjeWQv+0T72m/58Yr4vJbz1Zdat+zzVeyy/Zby3FH/FMm9eso04MoPfeUY2W3nbaX1o0+iOKWs96v/O9+OffU4+Ps7lknHh0v3cZ2XCJ/9w2XyaYbri9NPngliMqqe7wxIz6p/y9BVN8tu+6wray37h/iyQDMNiMNTkDgMvS7brhctgw+/Tls323n7YOwfzrODiP/mCBILzjjJNngz3+Sv+2zR5zthj/7BzELf39p/pkcc/ihURBvEOzEev+uuqw+lD1PjIJQRfloSzyxMa7fXGkghtEmlI3nCuB+ecxst/jsnXhCAcK96t72XkGIfylnnFBPNtngz7L5JhvKI3dcH33FzHolTmSM7CUP3X5tvAXhoP33jrcS7L37rvEkRd/2TaM/qBPPJNhr911ibI487OB4TzvunY8+h7JwtQNOfGy/9ZYxBpjl7/Dtx7HvWn35geyxyw5y1klHy4wwrhAzXLL/+N03yfbbbBkF+lknHSPdcKIg+Ix4on9ffuJe2Xn7bUK8/yhbb7GJ/O/eW+KJA5zw0PFYqIa4zpgso4cOkT4df5bpU8ZLj+9ezB5oN7eIH9HnB5k6dJi0OPTQ2a9qczOGe+m32UbanXuuTOobxvn4MTLo9cfiu7Znz9InxNF8G0W0Xae3pdKktqfSFDKdJ3xiph2Xfq++wu+ikD1/n53k0wuOliZBtN51+L6y/HK/keWWXUa+v+qUINb3rxKbu28rI++/VEYEwyXhuI8bwr3FlSfLNn/8vayw3G+lWVg//P5L5NUgwv+57cby4blHRmH89y2qZrk/u+AYGfHApXE2HLfMHLTVhtL99nPjOgj3VcJvf8f11pEet50nL538z5jniB02m335Odszj5C/Kwj5sIz0Z++5Q8w/IKw7869V/2U3QsgHoXzzoZmQP3C3KMY/CW3+4yorygZrriptg0iHH1//93jZbK01ZLUQG1w+/wVOVAQhv9Uf1ozLiB3qo5C/4u+7ycC7L4qX0WP2fbO1V4+3CcDff2ZCHlcXNL/sJPm/3/xGdvjT2vHS/yH3XjxbuF990O4yUAt5XFqP2xqK9TW3J9LhKfUDXw37sMCnr78k/9lqPfm+8edxua4SYus4juM45SXbx9RJKitmSp8OLaM4HD8KD+yqlIrR4aB6MXl6PB6ehs8Tj/p3PAD7+I1n4gy9TVfbDScwzj7l2CCE14vtuPKCM6NoT6VdUEO5/YJQx6w66tp0ow3k4AP2CUJ8i7iMKwogmBfpzHdtsvBbqBw3WGZMmyJN33xNBvfoIeOH/io/f3L7XAK+w8e3SPuGt8jIfm1lcp9+0vzvf1/8Xy+3kAwnOxCvvq+8IhVTJsdZ+j6PXBvvLdbiqOxG8ZUSZKlPbal11TA8MK7D9WfIPYfvL5uutVoU9MsEw4zxJQfsKm0gWu/AvdsXyLtn/Uf+uvGc203+tsUG8SFz2A5hi4fY3fCPPWXNlZaP23+/4vLx8nHcOw7R/cbp/4r332Pb4UGYw3ecAIAIxwkArMfJgCeOPSgKYMzmv3jKoXH9UTtunhTymIH/7bLLyPG7Vs3IP1Sv6tL6c/cOQh5iO6zjjPxNh+4pg+69SG45rErIXxWEPH3vcMOZsb2/D2Id2/602spR8He6+ax4OTwurYfv2677+3i/PmfkL9mfM/JByAcR/l1oz6q/+z/ZYp01ouCHD5jZX+43y8rzJx0aZ+TfPP3fsslaq8d8G6+5mly0786x7L03WS+2+by9d4x9gNsCFkTIY9wOeOVBkelTpUWjz+TYnTYNcdpCxo4cke156yYh7o7jOI5TXrJ9TJ1kVhDug7p1iEK++49fybjhg+L6ipE1d5l9TRhmczEzXVlr7qGuvsnoPlX3jY/uvVBENGa/URceMBfrxWeIowt4ZcN7ilROlx4/tZVv3nhVZkydIN2/e26eWfhon9wmkycOlfEdf5HmBxzgM/HzYzvsII223FJaH3dcnKWfMWaEDHj1oTi72f22hfzE+/mxPNFnBZ8yPEW+ZxD12vDgutn5su+Y5Y7bg0DF99llZOliOWHbnDRqe7C4DeuDMS/ScD2MaWHclvtE+iwPt89Or9JgW7E0XM+0MFwloLfPXq/W2bKZTi/PSTNvvrg+ywObKz3SZjGay7IyClm3W86WPo/fIDJtqnz3xSdywm5by9E7biI3n3F80PVT4/61rpIdcjmO4zhO+cj2MXWWMUP6BSHfSLq3+SpeZj+uhi+zd3Or/dZFKieOkKmTJkrjF5+V/r92lvHDukiHhrdUmRLw7RveLJ0aPSBTJgyT8T//Io1dwJfFmmyzjXyz++4y8N33pHL6NBn7Y9Mg8M6vupc+IaCqZdUQZmWxVH1c1p82nV6nt9nv+tOuS23Ps1LSuOUaRHyvB64MO88Z0q5FUzlpj23l2J03l3rbbywv33+HzMpeUVlXyQ65HMdxHKd8ZPuYOsvkcaOjgI9CPhgeLjZ+5NCwJXvH/GJymb2b2wIbHmY3olf8XbT+pIE0evE5mTltkvRs+aq0r48n0t82l7VveKv88sV9Mm3KKBlcv0GVCN1hh3lEqdsCGO6l33pr6XDRRTKuU2eZOXaEDHzz8SCazgrCcz5n6bXALdWYp1Berrefens5TZdr60h9T6XRZtOkvrslresNp8ng956J/x3NP2sox+2yhRy/65bRjthmfWn6yUdxW10mO+RyHMdxnPKR7WPqLNMnT6q6T751k9mz8rjUfnifrnH7rEljXMy71QmTaeNl4tgx8vpN18rgnj1k/PCu0mGee+HnzMR3+fpxmTl9ovR/440qAe8ivkYNtys0O+AAGfTBh1I5bYqMaf219LznEul+y9lJcZVreUK2kNk8qe95n9pSaUo1XY41vb1YWhjT5OUr5XuhdXXGzomX7k/s0l5mVlTIEzdcIUdvv/FsEY8Z+dP22Um6dmgX96d1meyQy3Ecx3HKR7aPqbPgPvnBPTpKV3V5fRTzPzSRXu2axyfbS8V0qRjZ2wW925JnQ36VytH942+h4aMPRptVOVP6/PhufBd8SsT/VP9G6dHyZamcNUP6PPNMnDFOCU+3mjE8RPDrnXeOs/TTRoyoupf+5QfjrGhabC0mBkFcyPLy6E+7nt/z8ueZzmPLsuvqqOHZDX2fuk0qxo2SoYMHynn/2FuO2REPtqsS8TBcVn/jqcfIqGG4yq1ukx1yOY7jOE75yPYxdZrh/bpJ1x/mFvLRWlXZyIG9Y7rKCcOD+HEx77aEGF4pN31inH2/7d8Hy8BuXWXq+MFBrOOy+bnvhafh9XK9W70Rfw9d7rpLGm+5ZVJsui0cw8Pxmu2/vwx8912ZVVEhI79tKD3uvCC+wzslvhaqpcRudQUw0tO4bNNwvU2nv6c+58d0XlsOlgttz1tnrVi+YnVoq07aahie1TC0wSvxf6DJh2/LsTttPtfl9LQjt9lA/nfjlSFV3b4/HmSHXI7jOI5TPrJ9TJ0GD7jr0ebrIOTnXF6vhXy3YAN+bSeVlZUiM6ZIxXC8Y9wFvdtianil3PiqGbJ37rhZXrzyUqmsmCH9f24YL5lPCXjYT/WvlwEdP5WKKVOk/YUX+kx8bTK86m+nnaTjFVfIlEGDZNrwgTLgpfurZunn9176hWHzKy5tvmLLhQxpdfpCeZlWWyqdtrx0peStZYYTRD3uuVgmdesgFWF/+PBVF8tR2204j4CHQdhjhr7+i1X3ztd1skMux3Ecxykf2T6mTjNz2lTp3b7FXPfJayEfxfwPjcO2r2XimKp34VaOGxJEkYt5t8XJwngd3iO+Uq5Xh5/k1n/+Tbr+0FKmjh9YJdZzZuFh7evfKIM6fSmzZlRI2zPP9NfL1WJD33x34IEy6KP68b9qTJtvpMedF1Y9IC8hzhZr0yJZC+NCItlu02XY7XlpteVt1+tT21JprJWSZmEYTgbdfp6M+rZhHFNtm30tp+69oxy702ZJEQ/D/fGn77uLtG/RLOap62SHXI7jOI5TPrJ9TJ2n7y+tgpCHWM8R8q2aROsaBH2v9t/J9GmTcYO9VI4ZGO8zTgsnN7faYzJ5tMyYNk0eP/tUefeuW8P4rZQBHRqm3wuvDLP0I/q1kekjR0mbk0/2mfjFxJpst1289L7TddfLjHHj4ix936duCcIsiLLaMku/MIVqnoDGsl6X2q6/c9mmqwlbGHUUsW43ni5DPnxBZOZ06dujm1x02P5y9A5zHmiXZ5iNv/TwA2Xi+HHZXrZukx1yOY7jOE75yPYxdZ6hvTpFoR6FPMV8QshHMd+qcbynfmDXn2TmjOlBEFVUvXfeH4bnVuusSxibfeIY/+79t+XinbaUbq1bydTxQ+SXL+4pOAvPbaMH/SzTh4+Ms7x40FpKNLrVbsPJlxaHHCLDmjSJ/1cjm3wYH1ZW7Sfe02pCYKbKrEkhW46yUUa5/GZZ85O3BgwCfsArD4pMnSyjhg+TW888Ya4n0hezo3fcRG4+4/j43+O4kHccx3FqgGwfU+fBffLdeWl9KUI+sy4/fCmDe/4iFTNniMyYKhUj+7igd6sFFsYgHmY3Y3IY2yPk+r/vJc9ecr5UhnE6uHOjINDxLngI9rnfDT/HqrZNGN1HxnX4WZruvXec4U2JxNpmTXfaSR7ZbDO5dL315N1ttpFvwjLWfxs+64c2XL3++nLhn/4k//3zn+XlLbeM620ZMJSD/Fdk6S8P6d8Mgjgv/eJgcz3xfuRImTqot/R7/u748LKUmFuibX7Ftl3W61LLdptep63Q9lLypbbNh3W75Wzp/ei1Mm1IP5k2bZo8fdt1Ug8z8LukBXueHbPTZvLe049le1gnO+RyHMdxnPKR7WPqPNOmTIoifS4hr8R8npCPYv77RuGziQzp1VkqKypkVhD0M/11dW6LysK4qxgzMI7rpm++JudtvVEYn9/LzOnjpdOX90uHAg+0i9bwFvn5kzvCb2J0lYjfZ59aL+K/DvbuttvKsWuvLSssuywOmmXFZZaRRzfdVJoF4Q1RXm+tteL6f//+9/JJaM8NG2wgyyy9tGyx/PLyOQSuKu+bYH9bffWY/pQ//EE+C9svCmIey7utvLI0UWkXS9thB2myzTbS/G9/k5HffSeV06fF+5973HVR7XjifW21YqJZb+d3u6zT1yLrdtMZ0vO+/8YH2YH3nnk8Xh5/3M6bJ4V6McM98q2afBHLclzIO47jODVAto+p81RWzJR+8T75/CfXzxHyZlYe9kOjODvfNeQdNbgvbp/HU/QyQe/30LstJMMs/MypMmnsOLlm393kkTNOiieXhnb9JrsXPjX7PsfaN7hZfv3qsSDix8iY1m3k68Vk9hnCGzPwxwch/3EQ6buvsor8nxLySNNs553l+2AQ9S3C590bbyzLhTQb/O53UahrIQ9rHtK0zNJ/Fz4xk790+MvcfsUVpUkQwjrtYm1o+y67SLcHH5TKGTNkcp+u0ufRa6Owi/fTJ0RfnbX5EeOlpl8UIv/Wc6TrjadJ/+fvlpkjhsQ3szR4+Rk5bpfNoxBPCfRSDU+tHztqZNUO1nEh7ziO45SfbB9T55kVlPfQXp2DUM8eeEcxnwn5QrPyc4R8lf36/Zfxc1CPjlKBe+gD8Sn3PkPvVlMWxhZfKff2HTfJSX9YTX5t2TwIs4nS5evHs/fCp8U7rX3DW6XrN09JpcyU/q+9Ll9hFn4xEqwQ4rDGweddV155HiEPw/cHNtlE1vjtb+Ps+r6rrioNQzt5+b02lAURf+uGG86e5f/nmmvKF6F8K/qXCAvtarzNNtLq6KNlRLNmUjFlkgz75HXpeffFtfOJ96UI30Uhjq3BB22pbXo5tb6QVSctLQh4XHkx/LO3RMI+akj/fvLwVRfFh9il3gdfXcNM/u3nniLTpkyJ/0mOC3nHcRynBsj2MU5g7LCB8SF283V5vRLyFPOwzi0+lx5tm8rkCWNjHZVTx8nMYd1d1LuVybpIxYheYWDNkJ7t2sp5W20oj5x+Qnw6/ZAuX8V3vycvnzeG2foeLV6SihlTpNeTT8WnnSfF3mJgKSGPGfs3tt5a1gwCHrPq/1hjjbi+za67SstddolCHvfDPxTSv7rVVlHAP7PFFrJiEPDLLr20HLvWWnE2v3WWPlXvkmR4hR1up+h8ww1SMWmyzBg1VPo+cVN8AFpSGC4Kq654LWa2PL1c7rqKGeqrgTrxgMOe918u48I+CXRu96NceOh+8cF0KUE+v1Zvu43k1YfuiifInSqyQy7HcRzHKR/ZPsYJTBk/Rnq2/TaI9/m4vP6HeWflZ1tLCPovwmcjGTkgiC5QMb3qSfdJcebmVoIN6RIG7ViZNnmyPHXh2XLyH1cLY6+lzJw2Qbp89Xi8TD4l2q3hHfG9W78dh2WPxx6Ls7Ipcbe4GIT8XquuKmv85jfyxGabxcvoIeI3WX75KO4xu75s+OuDoMdf4OohHe6Rx6XzEO4nrbOOvBLE/B+WW06WR/pgy6j0uBR/iZ2VTxjGQ8vDD5exHTrIrMoKGfbx69L9lnOqnnhPwTm/lhCbJduC5i9munx+t5/2e8qwXVsqjTWbp9R8KQt5cZtEv2fvlGmD+gmk9cevPi8n/3W7OHOeEuILakdsvb583+jz+J/iVBEPuBzHcRynnGT7GCcwY+oU6dextPfJ21n5eS+vV2I+CPko5lt+EQV9p+afSd9f2sjM6dNCrbOkcsKIIMoSQs3NLWV4mN3ofnHM/vzNV3LCWivKnUf8Mwr6kX1aSYco4Au8Vk7ZTw1ulIGdPo/3Rne+5ZYl6h3xVmhjOc9SeWwabUxTlwzPBcAT73v970mZNnx4fChav2fvWnRPvC9V3DLdgohhWqqsYuViu7ZUGms2z3zki7dD3HqODP/8bZk1ZZJMGDdOHrvusnjvezkun88zPK3+vH/sLb06/xL/o5wqskMux3Ecxykf2T7GCcyqrJRB4eC0a6vs8noK+blm5Uu7vL6QkI/23RfyS7PPpEurr2X0kP5VlyBWzpDKcUNni7V5BJyb29AuIjOnyOTx4+Wuo/4px662nLT+pH4Yu1Ol+3cvSPsGNyUFe8qQdlDnxjJrZoW0PfW0xX4m3m0hWXYvfct//UvG/9Ip/G/NjLP0uOe6281lmKWHpUSqtVLTLahZ3xak3lLz2vpKzBffOHDLOTK0/itSMXG8VIb9ylcfvReF9VHbbVSjAp52xNZ/liduvDLbqzokO+RyHMdxnPKR7WOcjEljR865vD4p5AtdXq+EfBTzmZDPxHxnGIV8JuZhnZp/HkV99zZNZdyIIfHSRxwcV44dVCXeXNS7DflVKsYMiGO00QtPyxHLLyV3HHGoTJk4UUYPaF8lzhtCoKcfZGcNIn5k3x9lxpix0uqYY1zEu82X4T76b//6V+n5+OPhP2uWTO7bXfo8et3CuZe+RHG7wGYF9cKotxp14r53vF1g6AfPS8WEsVIZ/iNaNv5M/nvEQXLkthssFPFOO3anzeTsv+0uPTt3jP9VzhyyQy7HcRzHKR/ZPsZRDOzSbv5eQ6eEfBTz1RDytF+afyYdm30ivdq3lDFDBwZRH2R9xfSqp94PhaB3UV+3LPT3sO5BJE2XkQMHyJV77iz1VllWWn1cP4zUSun5/cvVmoWPl9w3vFnGDe8m00eMlB/q1XMR71YWa7zVVtLmxBNlTNt2UjF5ggz/8l3pcdeFVffSJwSo2/xbtxBTCPjBbz0hM8dWveKtXfNvgng/WI7eobwPrquO4Z77B6+4MPrjzE12yOU4juM45SPbxziK6VMnS49231b/Pvl5hPzcl9dHIW8ur49C/jst5KvEfJWg/1R+bvqJdG3zrYwfWfVqMamYIZVjBsYZWp+pX8It9G/l+GFSEfq8wWMPyuHLLSW3Hvb3eFn9uMGd5OdP7oivjEvNuKcMr6Dr+NldMmFEL5k2ZJg0P+AAabL99klR5uY2v9Z4222l6Z57St8XXpCKKVNkfIfvpfdj12fvpU8L0wUyO1tdYPZ6vqzIjHiNmq43vvP9dBnwyoMybWCfuDv49acf5cpjDpMjt9lAjlvA976Xw/D6uoG9e0bfnLnJDrkcx3Ecp3xk+xjHMHJgz6pX0S2IkIfNMytfWMhzVj5asyoxXyXoP5YO3zaUnu1bzn6VncycLhUQ9UO7VQn7lBh0Wwyti8wc0Tt2ce+ff5Lzt95Ijv/9CvJDgw/iuu7Nn5ef6t+YFOuF7OdP75Tp08bJmB/bStO9946XRaeEmJtbWWyHHeIYa3fWmTKuY0epnD5FhjZ4tUrQz88T77XALWbVTV8bDe96D7HqceeFMvi9Z2TG8EHx99/r107xHe0QzTX11Pn5MVzG/8Ldt0hlJS7udyzZIZfjOI7jlI9sH+MYZkydLP06/hDEeuPShXxKzM8j5Oe9vL4TrIiQj2I+2idVor7pp9K9XXMZNaR/lcOzZsmsaROkYnT/KiHol+AvptZFZk0ZFw+Gn77wbPnXskvJ7Yf/QyaNGyfjhvwqHao5Cw/Da+g6N3lYpk0eJaNatJwtsuYRXm61yvBu+4+23VaOWmst+fvqq8sbW20V16XSasNT9b8N6WrT0/V5+0b/116Pf1cTfm0nvR+8Urrj4WwpEVvICgl8vZyXJs9KTVeDxkvm+zx+g0zq3FakYqZMnjxZGr//Zrzn/ajtNlyo97yXanhv/E2nHSvjRlVd5u/MS3bI5TiO4zjlI9vHOAmmTBgrPfDguyDYyyrkzaz8vEI+E/NRyKtZeQr5YB2awiDoP5afvmko7TFb//MPMm7k0Kon4OO++vFDZebwnn4J/mJhXaRiTNVJme8bfCAn/XEVOXLFpeTTJx+L63p+/4r8VK174ausfcObpVuzZ6Ry1gwZ+O57VQK+TCIeYrHe73+PA9Rc22z55eWz7beX73beOb7PvWnIg08YX+XWPHxvmRnSfZ2JULyrfY9VVonlPL355vLDLrvENM2NSLVloGwI3m/C+ns33liOX2cdeXyzzaK/Nj190uVpQxnwCWlR//UbbBD9OWSNNWI+pEHeZqq8ZqY8thfpWRbrpB/Ir/PEbSHNfZtsIjeEOm2ZOi+MMUG6x0Jb8a78U//wB2m7667y3rbbypl//KNcvN560kj1Pfsi5g+my4chXvQXn4zfAlmoH684/Omcc2Ri9x4yY9woGdrglSBizwlCOlhC3NaIpUR7qevKbBDuvR+4UkY0ek9mjBoef+8dfmgh159cL85yH7vzZrVSvNPiA+7+voeMHp7d/uUkCf8bjuM4jlNesn2Mk8OUiePmubw+T8hHMT+/Qj73Pnk7K18l5HHvPIV8e9i3sIby09cNpN3X9eWXlo1kaL9woDwN76oPzJwqFbOfgu+X4dc2k+kTZcLoUXLDQfvI4b9dSq7aexcZNXiQTBnTT3754t4oyFNCvZDhIXjdv3s+dv/A996rupS+TCKeRnH6fRC5DUL56/3f/8lmK6wgjcM2CEAIxU+DkN9z1VWjAF4pCMw/hzR/WXlleScIur9m6zf83e9kkyD6l1l6adlupZWkfigLovOvmZBfYZllZP2QZp3llovL+6++etwOOziIaqxDuZuGupcLaTcIaT8IAvb4tdeO285fd93oz/th3Y6hbqzT5R225prSOJRFMYsTAe9ts030C9v/FMpG+t+FsrH8z5Ae4vfj0LY9sjb8OWz/Y1befqutFn37JLRjjd/8Jq5b47e/jeX9XyhjudDOjUJ71w/lrpZtPyuIbZ4cODw7QbJu2I6YLh2+HxvaAv8+QZ0hLsuGMtBOpEHaLULbIfzp8yoh1juFtj6w6aaxjo3CepwcwYmSo9daS34T8qP9f8zyb7viivJR8BftumPjjWX5kH/FYPAT/YY+uCusx8kCPQbm1zBL32yffaTn409I5fRpMql7R+n10FXxPvCU4K1xg2ifX+FejbzxKfO3niMDXrpfpvTuEn+fgwf0l/effULO2G/X+LA6vIs9JZprm+EEw0l7bCO9fvV3xhcj/MYcx3Ecp7xk+xinABNHD5ceP34dRHzVzHzhJ9fPLeatkM+/vH6OkK8S83mX12shr8Q8hfw3VdYuCvoG0varj+THJvWlc+uvZeTgflWvtptVIbMmj5GKUX2DiOziM/aLyvBKudFVr5Rr8cG7Um/lZeXoVX4j9R+6L67r2/b9bBY+fcl8IcM99L1bvx3fetDrf09Koy23TIqpchlma98NwgyCd9Mg/CA2MZsNg5DfKwhb/N38b/PN58xGh8/nt9hC9gnbID5XzQQtZpPvCYIUefWMPAQkZq4xs4x1ZwVxjhMFb2y9tRwUxDyE6upZGRCpN264oZz+hz/E5Yv/9KdY3vZBrEJIPx/igfIgWjnLfnQQykgD374NduDqq0fBDSGMkxWo6/Ks7kODkEc7cKIBgvqRzTaLZaFNELtM83EQxr8PAn7tYPCz1S67yBlBsGM7Zsy/D3leDL4sG5b/Esr6Mgjty//857j9D0FkQ1xvE4xi/cLQjtdDOTwBsXGINU6GXB3aAL9xsuKCkAbbTkb5ob5nQ4wRF1wdgTRXZuUfEcQ8fEb/vRP6rmHwFW18MMR++RAjnARAG3FSA36hn5DvqdAXZZmdp4WyIerbnn66TBs6XCqmTJRBbz4RBO9Z8VLzaglspq1OnkKWV0ZqfWrdLbjP/UzpduvZ0uex62Vs2HfI5Anx993+++Zy61knRtFem+51L9XwcL2T/7qdtPrqy9gepzDht+M4juM45SXbxzhFGD9yiPRoBTFfvcvrSxfywXKFfPHL6+cR8t9UCfkqMQ+rHwV9m8YfSvumn0mfX3+SsSOGSkXFzNi+WdMmVb3iblh3F/YLw4b1CEGfKcP69JZr9t1N/vO7peTqvXeVUYMHy9Txg6XTlw/Ep8ynRHoxw0x8/w4NYr92vuGGhfJ6uVKF/JOZCIRAvHr99eO6UzJBi3WYjcfsLy4PR7mckb8bM8EhDYTyOUHAY91FQVTfH0Qnvv8bM+RhG4TofkGAQ8jjZADEMrZDyKPe3UN5y4TlJyG8wzIE+mWZsD1pnXVmn2RAWs6KQ+ijXBjrxow8TgT8LdSFZVzC/11W3k0bbhjX/SfkR9sh5CHKIcBxef5pmU+nB0EP4Y2TCvAJQh6z+NdmcYHgb7PrrjENPmGoEzFFOfiOEyMXhbbtkl1lgFn9S7OTDYgrThxYIa9vD4DPKA/98mh2MgKxx2z+ViusELchJrg9YresL14I/pZyr/78GN6i0PzAA2VwgzB+Z82KT7zved9/q2axrUhe2FbsxEDcfnYQ7qdLz7svlqH1X5ZJXX6Kv0OcQG3fopn878ar5LR9dpKjtttoHmG8OBlm4nFJ/YfPPRnb5xQn/HYcx3Ecp7xk+xinBMYNHyzdfuCsfGmX19tX0BUU8iVcXq+F/FyX11PIJ2flqwxCntam8UfSutGH0vrLD+Jn+2ZfyJA+3WXalMlVja2YIbMmjZKKkb2D8ISwd3FfFouvlKu6D/a9u2+Ps/DHrv5/8sn/Ho3r+rX/KHsiffpy+WIGET+89/dSOXWqdLj44ng/ckowldsgfDGri5lizK5jJjoK+bAeop6X0D8RRCLSwt4Ovu0YhDvWw3AJOi5Nx+X112UzzBC32IYTBJgdx3d8nhoEK4QsLufHZfu49BzbMKuPtFiG0KdohtiFEP88COUjs8vKsR6Gy86xHT6xPagbs9AQ47/N0q4cxO1aQZTjO64AQP24heCEddaJs/wsD+kgwlEe4rByKB9i/rWttorC+sSQHulODp8Q6RDaWN45iHFcqg9xjZl3nNBgmfABD72DTyjzH2uuOVcb0N4DVl89xvqVUM/qmZ9rhXjiCgHEBZfh49J6nkSBT8yPsvYNcUQ8ccLkuSDWcYuELn/LsIyTDsiv+74mDLeB4ARU+/PPl4k9esb30g9t+Eqc3V4o99JDlJdg8aqBG8+QPo9eLyO+eEdmjBkRf8cD+/aW9555TM7cf9c4215v+43jve4pUbw42tE7biJfvP1abKtTGuF35DiO4zjlJdvHOCUCMd+jzTdR0M8R8vmX16deQRfFfDWEfOHL6/V98lUPvcsV8tmsPIU8rTVFfbBWX74vrb54Xzo0byR9fm0vE8aOrnp4Hpg+SSpG9ZstSH3mvjrWJZ4UAb+2bC7nb7ORHLXi0nLVXrvIsH79ZMaU0VWz8A1wL3x6pr2wQcjfJiP7/hjraH3ssdJk222TIqmmDOK3ZRCqEMx2G++jtzO5uIQd62EQxhCJ/K7zYT3KxXfMGqMuloETBhDE3MYyIFr3CuIUl77jMnuUhfTIi3RIA38LCVOkpQ+6bMzm6zS6PPpOg29Yj3RNgmE70jId1uOKBPpHQx1Yz7qRjtu0XzDEBnGYK2+2HicUUv2C+rEe6VCWLh+GfIx5LD8s6+0Ly3Ayqtn++8uAt96OY3v8zz9IrzhLf3ZaeGtBXkbjE+V73H6eDHz1IZnS45fwnzhFKsL/I+5xf/b2G+SCQ/cNon2jIN43SQrgxd1wUgL38Xdq80PsC6d0skMux3Ecxykf2T7GqQbTJk+UPh1aBjHfOC3ko5gvcnm9EfLFL68vLOSrZuVzhPxsMZ8W8lHMZ0J+tqCPov6DaD98/p78EMR9p1bfyvCBfaViZtXl+HiAXtWsfd94v7fP2ucbXimHuD10yrFy1ErLyNGrLCvv33tnDGP/DqHfFlDA/1T/Jhkz+BeZNmy4tDr66IU2E18bDYIW93tftf768SF3uL++kFh3WzysyQ5VD2rscMklMm34CJk5frQMfO2RqofjlXuWPor2qlfjDXjxXhkV/jun9ukqUlkh48ePl0bvvSk3nX5cvMR8cby/fX4M9/JfecxhMnXypPi/5VSP7JDLcRzHccpHto9xqkllOKAb0rOTdJ0t5ucI+Sjm5xLyqcvryyDkg80t5KvE/Gwhn3OffFrIzy3mtZCPYv4L2PvRvv/sXWkZrE0os2fHH2XcyOEyberUqsDMqqgSrWMGSsXsV9/VUYEfH2bXL4al7RefyqnrrSlHrrCUXLzjFjK4Z0+ZMXmk/PLFPfP1RHoK+fhO+U/ukPEje8m0IcOk+QEHVD2d3oggt4VnmNn+fPvt5YFNNpHbNtooXs6fSuc2nxbiGZ94v+++Mvzrb6RiymQZ16Gl9HrwytniuzoWZ9pvOiM+MX/QW0/I6PCfXDllklTOmiUjhg6Rlo0+k/suPVdO+ev2UbTjsvLa/Dq4mjC0+7k7b5IZ06fH/zOn+mSHXI7jOI5TPrJ9jDOfjB8+qLiQj2J+AYR8sPkR8nPNylsh38QI+Sjmzay8FvJRzFcJ+dmC/vP3MntXvvvk7Wg4AfBTs89lcN8eMnPG9DmX5c+YMue99pnIXaIF/rBuMmv6xPj6vwdPOkaOWnGp+ET6N2+9PoZjWLemCzALX2UQ8b98cZ9MmzJKxnfqLM322y8+LCwpfmrIcE/2W0FU4aFueGXcm1tvHWfDcRk2ZsbxDnNsx2vfuA75PgzLuKce93wjPdLgE5eQ48Fqb4dlpEEeCGNcko5lrEce1o9XxKEOPCQOy3h9GtJg9hbfUS7u+9b3v2N2HmUgHevVl8MjPdZDgOMVdm+FNiE9DA/0wzZ8ok62B2UiBigT9WI77inHvfNoO9oAH/CKO8YE6ZCfZbhV33DSCmPj58suk4pJk4KNl0FvPi7db8WM+txPvI/3swfB3v3286R3EO2D335Kpg3sJVIxU6ZNnSKDBw6Q9559Qq4+7vB4b/uR26wvR++wcZ0T7drY9uaf1o//W878kx1yOY7jOE75yPYxzgIwY/pU6dPxB+kShHpKyEcxTyGfifnUA++imF9IQt7Oys+fkJ8j5jFDT2vx6TtVFoR984ZvRoGPh+l1a/+DjB42KItaYOY0mTVpZJy1rhL1S8Ds/ZBfpXJsVRu/ee1lOWmdlaOIv3yPHaRf584yY+pY+fWrx+ZTxOuZ+Fvk1yaPyIyKiTL6h1by9S67LHQRD2F6afbEd7xf/cQ//CFezg4xe8mfql6B9o811pBbN9ww3quO5Ts32ijeb7139hR7PBwPD3bDg9qwjAfZHbPWWvFhcXjAG16vRsGPd88jzXNbbBGFM0QxHuCG97vj1W548ByeWI80eF0bnt6OV8phmQ+Sw0kCPLke6/CatmuCv2v+9reycSgDD9/DiYN/Z0+rx8Pgzg9p8BR5PKUeohwPqsMs+wGZ/2gv6uUT3fHKOaTHE9+xjAfW4WQA4sX33eNp8TdssEF8vRuWLwt++qX/C24Y/0332UcGN2wosyorZMz3jaNox2vfxoT/1orRw/FnLTNmzpR2zb+V5++6WW489ej4BHm8u70uC/aU4T7/cw/aU/p2r3rXvbNghN+64ziO45SXbB/jlIGhfboEMf/FPPfI16yQnyPmSxHy1bpPXgn5KOatkI9ivoCQD8aZeljzj9+SZkHYN2v4hjRt8Ia0DPk6tW4aZ+8nTRwvlZWVVYGMAn9UEMSDpWJkn9kCudaL/OE94yvlBvfoJtfut5scs+pvpd5Ky8hLV10amzWse7P5fqWcNjyZvuu3TwZNMkmGfvrZQnm9XMq0kOdT2iGEMduMJ8FjvbU/B8FcPwhbvJMcD6G7LYj81rvsIg9tumncjvfGY4Yas9t4+j2eEo/XnUG0WyGPy9fxhPq5hHwmsPm+eqRZe7nlYjl4/RseekdfrOFp9pjd5Wvn8LR3lIE24fVy64W6sH7zINIx247veJI8TlTgqe7Ij4fGIQ4fhBhssfzyUfzjKfP/zeJ0dEiDqw5QJq5m2DW0F0+Mx5PrkS8VZ7ccC2MCz4JoEmL9/b//Lb9cfbUMeOstGdOqVfy9ATyX4oevG8mzd9woJ+62TRTseG0a3oGeEq9uVVZvu42kwUvPZFF0ykH4/TuO4zhOecn2MU6ZqJg5QwZ2/SkK9rmF/NyX10chn7q8fi4hP0fMl/4u+Y/TQj6K+QUV8nOL+dKE/Bwx3zwT81HQzxb1b0rTYN9+9Jp88+Gr8k0Q+N998q50aPGV9O32i4wdNVymT5uKV0pXMXOqVE4cUSXwa81l+l3ilQWzKivl1Ruujq+UOzqI+PO22lB6/NhGpHLKAszCa8Pr5W6WHi1eiqHo/+abVQ8Ag6WETg2bFvJ4Jzovg8cl5xsFcY1XoEGE/7LbbtFPiG1cCo/L2PHKOAh5iGAt5DFbDiEPkUshj1eeoeyD11wzprkniOofQx6UjSsBMCtvhfzjm20WRThm4Cnkcdn/U0HgQzhDQENQ/7TrrvHEwutbbRXrRLs4I39HqAdPf0e+FZddVjYJwhyiHP7iHe1Ic9a668YTC3hPO/xAfT+GMh/aZJN4RcEKIR8u1Yc/KGPrFVeMT9NHGoh3XJGAd8yjbvvUeLeqS+cbhX7GZ/P995e2p58ufV94Qcb++GN8zzxu3Rk/dqz82ratPHfDDXLBnnvKMWFM/S30RYNnnom395y1/198tr0UCzGCgH/2jhv8XvgaIPxfOI7jOE55yfYxTpmZPH6M9Gz/3WxBn3oNXfo++eJCfq5Z+ZSQ1w+8y4S8npWfLeTtffL2gXdFhHwU87OF/Bwx30KJ+e+imJ9XyM+Znc/EfBDwsG9h9WGvyzeZff3BK9L4/Zfk6yD2WwYfOrVuLoN6d5eJ48fOuQd/VoXItAnqPvxM2M9+TV5NCH28Uq4PKpe+nTrKRTtsLsesvlwQ8svIMxefG90a0buVephdSpyXbni/fN+274c2V0jfF1+qeqjdIhLxMAh5zjRrIQ8hDrF6WliH95dj+xpBSGPWHvedQ8jjUnsIagh5vFsdQn6ZkI4z8hC2OBmwDoR8ELyY6YagplCHKK631lpRpCMdhfz+CSEPsYxy8H51vAoOn7iUf+lQP9JuscIKcfYd/mNGHu+Ox/o7wzpeZfBYKG+jIOSxHsIbl9jjc7sgzOEvTlD8LbusH+L9sDXXlPX/7/9kheweeZTzUfiEz3jPPNJhhv/KED/UWSdFfBgLuBwer0nEzHpjjOew/seTTpJfb75ZRjVtKlN79RLJ3pLRs1MnefvBB+WGI46Qi/beWw4Nff330Cf4/FfoMxpifwjG0bvvyugRw1zEl2B4mN1/j/yH9OvRLcbaKT/hN+84juM45SXbxzg1xITRw6Rr6yZzi/jZQn7ey+u1kK8S89nl9SW/Sx5WmpC3s/L2Pvl5hHwU8zlCXs3KayFfNSs/9+X1RYV8FPNzhPw3QcBDxMO++vDV2db4/Zejffnei9I4iP3vG9eXbh3byvBB/WXShHHh+D97TR6YMVUqJ42OQj++C59P1J9fkT+sq8yaOi6eSHj+8ovkiOWXymbhN5LeHdpL5cxJ0uXrJ8pyKT0MJwP6/fRhbErnm25eZJfTW6NwzxOi2EZLredyqpxUPqbjepuG27mcSgPT5eg69Ta9Tq9nHn7P255XDtOkti1RhpNMEOtBoGO8Yma9aRDgrY49VrrcdpsMePNNGdm8ucwcMyaOa5yS6925s3z+yivy9DXXyBUHHywHrrCC/COI8n+uvnp8TsG/YEq0pwzC/qQttpAubdpI+++bybF+GX2uITYn7bGtfNPg/dgHTs2RHXI5juM4TvnI9jFODTO8X/cg4DEr/8XcQt7Mypf+CrpMzEchb2flCwv5Ui+vb/Xl3GK+8JPr5wj5KOarLeTtrHxxId8kiHcahDxEfaMo7F+Sz995Idjz8sW7L4bll+Wrj96Qlo0bSue238uwQf1kwrgxMmXypPgawSoqRaZPlsoJw4PQ71t16f6w7lWX7c++dB/Cf84r5dp89rGc+qc14iw8Xiv31IVnxfXDe7YM4nvu18QtiP300Y0ytHszmTVjhnS84oooiJLCyc1tYRpE+rbbSqOttopC/ZvddpMWhx4qbTCjfuutMrpFC5k1ZUr8TeC2k0mTJknvLl2k6YcfynPXXRcvgz9qvfXk32uvHcX6QSuuGEU4ZtRTAr1UO2TVVeXsXXeVgT16hN/+G/Ge+JSIrcuGqxTwvICnb71uzrNJnBolO+RyHMdxnPKR7WOchcDMGVNlUI+OUbz/2qKAkC/h8np9n/y8l9eXSchHMW9m5RdYyM8R880azn2ffL6Qfz1HyM8R81rIV4n5KkEP++Jd2IvRPn8H9oJ89tbz8smbz0nD15+Rj4M1+uA1+faTd6XNt19Kz19/lhFDB5v7RMPBbkVYrqya5X/1+ivlmNWWk+N/v4Kcv83G0rXV92FthXRv/ry0++h66YD3uydEebUslPHzx7fLqAHtZVZFpbQ7++xaMxPvtgSavdQ9WLx9Y6ed4lsRmu2/v7Q54QTpeuedMuzTT2VKr15SOXq0VAaxjtn0GRUV0rFlS3n7gQfkmn/9S875y1/izDhE+oHLLx8/D1tjjaT4Lqf9Y+WV5fKDDpJJ48bJm4/eL8fstGlSzNZFwwz80SEez9x2vUwcNzb+lzkLh+yQy3Ecx3HKR7aPcRYieDVSnKGngNe2oJfXU8gnxHyVkK8S87OF/Dz3yc8R8lHMzyPk5xbzcwt5dXn9p3PEfCkPvKualc8R8sGSQj6K+bSQ58z8HCFfJearhPyL8hnE/NtV9mkQ9bRP3qwS+FUi/9lo9V99Shq89oy0aPyxzJgxXVp89om89ciD8uVbr0vfrl3CuhlZz0LrT5bJYwbJ2EGd4lPq+7WvL71bvyVdvvlfFOe4zx0PrMMl9/Gy+yj482bvb5Uxg3+RmRMmxYd8QWAlBZibW57x8nYIdCPSvwlC+4cjj5SfzjtPugfxPeDtt2V4kyYypV8/mRVEOYBAnxAEcbd27cL/RRN59+GH5YnLLov3qZ8RysWl7wevtJIcuvrqVTPpCzibXg6DPzcedVT0/64LzpCjd9wkKWrrkuGqhJN2D33//lsyc+ac/ytn4ZEdcjmO4zhO+cj2Mc4iYsLo4dK11VdRvM8R8qVeXp8Q8lHMN0zOyqeFvLlPvpiQj2K+BCGvZuXL8sC7BRHyalaeQj7OyhcR8h+/UWVVYv5p+brhOzJt6mSp//zTsveKy8peyy8tB66zigzo2VO6/fK9PH7zSfLIDcfLozeeKM/de4G8/czN8lWD56Vdi8+k16/tZPjgvjI29Pf06dNk9lP4Z1XK1HFDZPyw7jK0e/Mg+t+WHt+9IF2/eUImjx8sUwYMlO8OOki+2HBDabTFFtJ4q63i67aiqA/CLCne3JZM00I8jINGm28eDTPmeH86Lmtvdcwx8aTPz//9r3S95x4Z9OGHMrp5c6mYMCEbcCLTp02T0SNGSI+ff5bvP/tMPnrySXn84ovl5iB+6623nvxn7bXjk/sPW201OWTlleXQVVetukc9WG0Q6sUMl+jfe+aZsa2X1zs0XkKeErd1wfAQu3MO/Ku0/PKzGA9n0ZEdcjmO4zhO+cj2Mc4iZtK4UdKz3XdV4r3gjHz68vq575MvXchHMV9QyM8t5ucV8nPEvH7gXdWsfN7l9SUI+SjmU0J+jpifV8jPLeYp5OfMyucIeSXm84R8gyDkG334Rry3/psP3pN9Vv6t7L3Sb+TAtVeRDt81l4F9u8hTd5wZhPxxwU5Qdrw8fH2VPXjtsfLgNcfIfVcdJfdcfrjcf3U9efiGE+XJO86W5++/RN56+ib55K3HpEXj92TU8EFxXEyfMkVmVlZKRTDMklZOny6VkyZJZRBmM4IYm9Cxo4z+/nsZ9P770vOxx6TjlVdKmxNPlGZ/+1sUd9/+9a/x3mWIPbwCDvfXwyAEcZk+DJdPR8OJgWwGNykk3UqzLIacAY/iG4aYQ4BnJ2TipethPS5bRx99u+eesd9+CIK6w0UXSfeHHpJ+L78sY374Qab27SsVob8l9L1MnSoVYVxUzJqFGz5k2owZMmzQIOnfvbu0aNBAGgRh/mQQ8rcHUX/RHnvIWcGXEzbaSI5aZx35xworyKErrSSHBXH+nyDKj1hrLfmPssONQdBrSwnn2mS8v/6T556TMSOHy4X/3K9OXlqPkxc4idGve9f4P+IserJDLsdxHMcpH9k+xqklzJg2Vfp1bhdE+6dKyC/gffLfzHuffMlCPop5MyuvhXwU83pWfkGEfP7l9RTyelZ+HiEfxXz1hbyela8S8lVifraQfyMI+deekc/ffSUI7CHSqfUPst+q/yf7BCH/tzVXDL7Xl9EjBsmz95wbBHu+kKc9dB3suGgPwq6lHSsPXHOs3H3Zf+Tz954KY2GavHTCCXLtuuvKdeutJ9f+8Y9ydRBjsBs33FBuDYL8viDUHj3wQHn51FPl9XPOkc/uvFOaPPywtAvCvtu338rgLl1k3LBh8zzQqjKUPT0Iw6lBAE7o3FnG/fSTjG7ZUkZ89ZUM+/xz6f/GG9L3xRelzzPPSJfbb5fON94ov1x7rbQ94wxpHXxq+a9/SfMDDqgSqdkJgdknBjLxWrLxREJ1DUI5tT5lqXqL2FxtCmU03WsvaRrEdsvDDpO2Z54p7YPY/vmSS6TLHXdIjyC6+770kgz95BMZ3qiRjGjSRMa2bSuTevaUyb17y9SBA6Vy4kSZlXg/N2bIh/XrJ11at5aW9evLp089Ja/dfLP878IL5e7jjpPrDj5YLtp1VznhT3+SfwUhfvjKK8sRq60mR6y+uhwZhGu9IFzrrb32bDtK2ZHGjoAFgU4rJOIXVyF/ePh9fPve+9Lr145y1t92rzMPu8MD7Optv7HcdPpx0r9n92x0ObWF7JDLcRzHccpHto9xahkVM2fI0F5dqoR8EOxzz8oXuby+6H3yhYT83GK+5oX8HDFf6IF3ZRPys8V86UL+4yDkGwYh/8mbL8jQAX1lcJ/esv9qv4uz8vuu8lt554lHZOqUCfLC/RcGoX6sPHJj6UI+inkr5C//j3z69hMyY/o0eSeIueuCgINwh92wwQaz7Xpj19HWX1+u/fOf5Zog/q8Oea9ed125KtiVf/yjXJl9vyqsv1LZtTgxEITxLUGwPnzQQfLU0UdHeyOI1Q9vuEE+v/9++erJJ6XFq69K+48/li7NmkmXpk2ldxCrg7p0kWFBrI4aOFAmjBolUydNMg8KLANB7GImGk9Bjxa+zxg5skoch2Vsm3O/QvXBiY7poQzYlFDm+FD2+NGjZcywYTK8f3/pH9rY/ccfpfN338mPn30mLd57T7568UX58L775NVrr5WnL7hAHj3tNLkliO5rguA/b/PN5cQghLUdH4Qm7DhlxwbheSw+YSHNcUFoRwtilHassmOUHU0L6WtCyP8bFvxaXEQ8DA/TqxfGfs+ff5bWXzeSU/bcQY5bwl8/h2cAnLHfLvLlO6/LtKlVbwlwah/ZIZfjOI7jlI9sH+PUYmbOmC4Du/0cRX3HINhLFfKFLq/PFfJRzJtZ+QJCPor5uYT8HDFf3QfeFX5yfZ6QrxLzaSGv7pPPhPycWfkcIT9bzBsh//oz0uC1p6V/r24yafz4IOSXj0J+rxWXledvvzn208sP/Vcevm7Bhfw9lx8hH71yn0ybMknqX3Nt9YW8smsh6jO7xtjVxq4KAkjblQm7IrPL11tPLgv23z/+US79wx/k0iAoLwl2cRB/FwVBBbswiKoLgp2/+urRzoOttpqcj/UhHez8zC4IAvOiddeVC5VdHHy6JLThkvCJ77BLN9pILt1kk9l2SWYXhdhcGLbDzg0+nRN8gp0d7IwglmmnrrKKnEJbdVU5GRa+4/OU4BvsZHwGX2db8PfU0J7Tgp+nBT9PD2XCTlN2qrJTlJ2c2UnKTlR2grLjaSGONSbkQxuWZCH/z9BXx268sUwaN14avPSMHBNELmaqUwJ4cTbc+37CX7aS/914lQwbNCD+/zi1m+yQy3Ecx3HKR7aPcRYHZs2SSWNHSY+fWkiHINYh3mcL+WAlCfnErHxxIT+3mJ9XyM8R8/o++QV/4N3rc8R8QsjrWfmUkNez8kkhr++Tz4T8nFl5K+SflQ9eeiK+mg6XvB+1xYbxHvm//m4pefC/F8buee2xK4OQP2ZeIW/EfL6QPy4K+XuvOFLefuYWmTJpgnz94EPx0vraJuSjmIcFMa8N4l7bf5VdCvvTn6JdktnFyi4ydiEttP8CZecrOy9hEPK0cxJ2trKzYEE8085M2BnKKOLrhJAPwnhxFPInbLZZ/D2+/MCd8p+t/pwUwoujHbvzZvHS+etOPkq6d2wf2+gsPmSHXI7jOI5TPrJ9jLMYMmbYQOnS6qsg6hsmhHyVmJ8t5LP75IsJ+SjmyyTkq2bl5xXyUcwvkJCf9/L6hSHkP3z5f9Kp7Q/x8tWz9v5LnI3f7TdLybXHHhH744MX74wz8o8uoJC/78p68vLDV8jECWOk1auvyrVB3JUi5FNi3oW8C/m6JOQPXW01ualevfjcgQevuFCO2nbDpChenAziHQ+ua9+iqcxagNtHnEVLdsjlOI7jOOUj28c4izGzZlXKiAE9pVOLL4Norz/XrDyF/Fyz8kWF/Nxi3t4nP4+Qj2JeX14/r5CPYr4aQj6K+RwhXyXm84T8K2khH8W8FvKZmC8k5GeL+Soh/9HLT0qHVs3ifdSXH36I7LXCMrLHckvJhQftG++rbvTBU0GolyDko5gvIOSvOlqevut8GTtmuPz4xptyTRB3C0XIw4I4X5KFvBbxLuSXQCG/6qry+KWXyvgxo+XWs08MInijpDiu7XbkthvKaXvvKB89/5RMnTwp+6d3FmeyQy7HcRzHKR/ZPsZZQpgxdbIM7dddfmnxhfz0df3ShLwR81bIRzE/l5Avdp/8IhTywVJCvmpWvoCQV2KeQn7OrHyVkK//ylPyw9efy7Qpk+We88+Kl9VDyF9w4D4yacJ4adH4rYSQz8R8NYX8U3eeJ+PGjpDOn34q1wSxVhNC3or5Oinkg3B2Ib/kCPlDVllFPn72WRk2oL9cftQh8UFwKaFc2wxP1q+33UZy1gG7y+dvvSqTw/+Js2SRHXI5juM4TvnI9jHOEsisykoZPWyAdGv3nbRt8qG0C+J9LiGfMytf7IF39l3yC0fIzy3m5xbyc4v5okJ+tpifI+T1rHyVkM9m5Snkg9V/9Sn57ssG8bLdV+69M4p4iPmTd9lOBvXuJe2//6IsQv7+q48JeU6S0aOHSt/WbeTqIMBSQj4l5uu6kD8XFgS6C/m6KeT/sfLK0rZxE+nR6Wc5be+d5Nha/MR6vhbvjnNPkQ4tm8/zikhnySI75HIcx3Gc8pHtY5w6wPSpU6RP5x/lp28/ljaNPihyeX0tE/JRzOcI+SjmSxfyc2blSxXyfJf809L4wzdl6pTJ8uHT/5Pdf7uU7Ln80nLMNptKz186Su+ubeWR648rKuSjmC8g5GF4cv3wof1kcMdf5OZNN42ifWEL+ZSYdyFfy4R8EOd5Qt6K+Log5A9ecUUZ2KOndGzVQo7cZv15xPMitV22kKN32ERO32cnefq262Tk0CHZP7NTF8gOuRzHcRynfGT7GKeOUVlRIaOHDZT2TT+X1o0h1j8oWchHMb9QhHz+5fUU8nNm5UsR8vby+hwhP1vMzxHymJVv8Noz8tk7L0ch3/jdt+KD7vZecVn5x7prSJuvm8jQgT2CaM+EvL1PvlQhr15B17d3JxnWrZvcteOOcn0QzQsq5FNi3oV83RHyhd4hb4X8YvnqudVXl1O33VZGDBwon7/9Wq140B1eE4dX4J174J7S+P23ZPLEidk/sFPXyA65HMdxHKd8ZPsYp44zcdxo6fVLW/nxqwbSKgjz1l8WE/Jzi/kaEfJRzOcJ+fz75Ksl5PV98pmQnzMrP7eQx33ysGlTJ0fh/pdllpJ9VvqN7L/68qEdDWT8uGHlE/JXHCFdO7WS4d26yz277OJCXtnCFPJaxLuQr912yKqryqX77y+jhw2TNx67Pz7tPSWua9JwKf9R220kZ+y3izx3503Ss1PH7B/Wqetkh1yO4ziOUz6yfYzjzMXkCeOisP/p28+COH+3BoT8HDHfrOEcMd+0wRwxX0jI61l5K+T1K+gKC/m5Z+VLEfIfvfKUjB01XDq3aS0HrbNqnJHH5fWN3n5TKitnBJGeI+TtffJFhfyR0umnZjKm/wB59IAD5Loggpd0IW/FvM/IL0IhH4Tx4ibkD15pJbnv7LPDf9cEeeza/8bL2FNiu5wWH1IX6rngkH3l+btvluEDB2T/oI4zN9khl+M4juOUj2wf4zi5zJo1SyaNHyu9O7WLT7j/IRPs+UJ+jphv8ekcMa/fJd88ivlMyKtZ+aZqVn5eIf/6bBFfM0Le3icfBPxsMT/nyfVDBvSRHh07yOEbrxvfJY+Z+bceeUAqKqbLc/eeH4X73PfJly7kH8yE/L1ByLdq2kAmjhghzx5xhFwbBKoL+YUv5LWIXyhCPojzGhPyQaAvyUL+oBVWkKeuvFKmTJoo15105OyHyZXT8BR82Pn/2Edee/geGTVsiFTMnJn9UzpOPtkhl+M4juOUj2wf4zjVYuL40dK3Swdp+80nQbxDtCshH8V8JuTVrLwW8lWz8oUvr59HyAcrJORni/m5hPwcMV9UyKtZeQr5ObPymZB/9Snp3bWTDOnXV07fY6f41HrcK//EtVfI1CmT5PXHr0488G4+hPyVR8nXH78sk0ePlhePP16uDaKztgn5KOaDOK8rQj5PxLuQrx3299/9Tj54/HGZOXNGfGL9cbtskRTj1TGcDMDM/nkH7yXvPvWo9OvRNfsHdJzqkR1yOY7jOE75yPYxjjPfzJo1S6ZOnij9unaUDt81kh++fD8I9beCkH8nm5XPu7y+FCFfJeYXhpCvmpUvIOSD1X/1aenSoY2MGjY0vj9+j/9bKj69/uHLL45vBWjw2n3y8HXHzCPko5ifS8jPEfMpIX9fEPKNPnxOpk+aJG+cdZZcE0SeC/naKeTzRLwL+YVnh62xRvSz2YcfyuB+fZKivJhB+B+57QZy6l47ym1nnyTvPPmIDAllOU45yA65HMdxHKd8ZPsYxykrs2ZVxktcB/XqKu2afhYFffMg0pt//GbZhXwU8zlCvkrMl0/INwhCvu13X8u0INpvPPHoKOL/GsT8tUf/RyaOGytfvv9kEOdWyFeJ+WoJ+avqyTvP3SYzpk2Vdy+6WK4Joi0KeSPmyynko5gP4nxRCXkt4pcEIU8R70K+5g1PrD9uk02k43ffSbsW3xadjccs+5Hbbign7b6NXHviEfLVR+/IkP59ZeaMGdk/mOOUl+yQy3Ecx3HKR7aPcZwaB+J+0vgx0q97J2n37WdVAj6I9SjgG2ghP+/l9dUT8ukn11cJ+SoxX1TIRzGvhXyVmMe75L9v8mm8CuGuc06X3ZZdSvb83VJy0cH7y7jRo6TpZ68GMX509YT8XGKeQv5oeevpm2PcPr7xRrk6iKtShLwV87VdyBcS8y7ka4eQTwnn2maHrrqqnLHDDtL311/Df8Bb8enxEOwQ9MfshFfAbSrHhXVXHv1P+fzNV2TE4EHxt+U4C4vskMtxHMdxyke2j3GcRUMQxBPHjZFBvbtJx++/iUIeT6eHeF8QIZ964N0XalZ+jpB/MSnkq2blU0L+Gfnm4/ei67icHg+6wwPvjt12Mxk5ZIi0aVpfHrymXpWQt/fJV0PI33/10fLC/ZfGej677Xa5KogrF/Iu5IsJeYr46gp5LeIXRyH/j1VWkYv23lvGDh8urzxwZ7xH/oHLz5cPn39SBvTqHn9HjrMoyQ65HMdxHKd8ZPsYx6k1zArifsa0aTJsQB/p3PY7adW4vjRt+JY0CaL86yDU00K+SsxHIR/F/LxCfs6s/IIJ+c9DGeDV++6Kl9XvvdJv5NA//V6GDxwondp9Iw9cfVQZhPwx8tjNp8V6vnroIbk6CDEX8i7k5xLyYUyUKuSr8+q5xUHIH7raanLg8svLYWuuKWfsuKPcVK+etPr88/h7wf+H49Q2skMux3Ecxykf2T7GcWo/8aF6k2T44H7SveOP0rJR/Uy8B8EeRDrE+5xZ+ZoT8p++/aLMmDFNPn75Bdlvtd9FIb/Pyr+Rof37S++u7eT+q46slpCPYl4L+WAQ8o/eeIrMnDVTWjz/vFwXBO2NQZhbIZ8S83MJeVgQ6C7kl1whTxG/pAl5PMDukFVXlX+svHIU7MdutJHcc9pp0r5pU+nfrZu/9s1ZrMgOuRzHcRynfGT7GMdZrJk2dbKMGDJAurRvJT82+0K++ui1INJfmEvEzyXklZivrpD/5K0XZOKEcdK0wUdy0NqrRiGP19B1at1KBvfvJv+79bQg3BOvoKumkH/khpNkwsQx8tP778tNG28sNwSh7ULehXwU8bAgzksW8kGc10YhD4EOO3T11eXglVaSY8J4vf4//5Hnr79emn7wgQwfMCD7hTvO4k12yOU4juM45SPbxzjOEsvkSROlLx6w910T+e7L+vJ1/TeCaA8iPQjzT996roCQrxLzWsjjXfL4PmxQf2n/XTP555/Xlr1XXDY+8K5ZwwYydGBPeeqOs9Lvkq+mkH84CPnRowZLl8ZN5LattopCvrqvoKt1Qh4WxLkL+bol5PEwOgh1vOv9mI02kov33VduOeYYeffhh6X3L7/45fDOEk92yOU4juM45SPbxzhOnaOyslKmTZkio0cMlT7dO8uPzRrLV/XfjIIeT61v8PozQbg/EwW8FvKw/r26Sd8uv8qRm60ve62wjOy5/NLy6SsvhbIGyUsPXhLE+rGFhXwU8ykhXyXmIeQfuu4E6d+ns/Rt1Vru2mEHuT4I53ILeSvm7bvkXcjXHiFPEV/bhDxm03EJ/EErrhhn1w8Pvp2w2WZyx8kny6t33CE9OnSQEQMHysRx47JfnuPUPbJDLsdxHMcpH9k+xnEcA2YJJ44fK8MHD5AendtLm6aN5OuG78R3yXdp30ZGDhksR2+1cbysHvbCHbfKhHEj5fXHrw4ifN53yc8r5OeIeSvkHwhCHt+7dPxe+v3YVu7eccfaKeRhQZy7kK8ZIZ+ajV+YQv5fuPR9jTXie9op2GGnb7+93HDEEfLW/fdLu2++ia99w+/FcZw02SGX4ziO45SPbB/jOM58MGHsGPm17Y/y7hOPyCevvBjv1f/krYflsZtPkoeuPSY++O6Ba+qF78cGAX9c6UL+mmPi0+t/addURvboKffvvrtcH0Twggr5lJh3IV83hfzhQaT/K4jzf66yihy0/PJyaPg8a4cd5OK99pLbjj9enr32WmnyxhvSrV07mVVZmY14x3Hmh+yQy3Ecx3HKR7aPcRynhqiYOUMmTxov48YMl/69Osv3X70vH7/xsLz2+DXy1B1nyxO3nh6E/Qly35VHyT1X/Cd8Hin3hu/3XXW0tGn2sUweNVoe3m+/qifXQ8gbMe9CfgkR8kGcaxFfXSF/FAT6GmvI4UGcH7byyvLPYP/5/e/l+DAGTt96a7ls//3loXPPlfpPPCHff/ppfJDc+FGjZNrkydlIdRynpsgOuRzHcRynfGT7GMdxagkTxo6S4YP7Ss9ff5Shg3rL1HHjpeH118tThx0m9+22W3zoHUQ97Vpj1wSxfG0Q2LAo5kN6F/K1W8hjNv64IMaPDWL8GFgQ4EevuabUU3ZUZqdusomcve22cttRR8kj55wj7z/4oHz1xhvS5vPPpcdPP8mgnj1l6qRJ2WhyHKc2kB1yOY7jOE75yPYxjuMs5kyfPFkmjholgzt3lvYNGkibt96ST2+7Td684AJ57eyz5Zl69eTev/5V7th5Z7kyiNj/BlF4WRCMl6+zTrQrwrrLgxC+ItiVQUCnxLwL+Xwhf0oQ4icHOzHE9IQ11pDjgx23+upy7KqrSr2VV44GIX/ahhvKxTvtJFftu6/c+u9/y2Ohb1689lqp/8gj0uazz6Rr69YyvF8/f0+64yxBZIdcjuM4jlM+sn2M4yyxzJo1S4YOHSq//vqr9OzZU6ZNm5ZtSVNRUSEDBgyI6fv06SMzZszItiyZID6Voc0zpk6NJwOmjB8vk8eMkQnDh8voEIdBnTtLj5YtpdOXX8qP770n3z79tDS87TZ598or5dXzz5fHghi9Z7/95K699pI79thDbtpxR7kRD0PbZhu5dsst5cqNN452RWaXrb/+PEL+/LXWinZeZucEEXxmEMDRVllFzlxttdl2RmZnBpF8eviknRbSnQoLgvnMNdeMdgY+g7CmkD9/gw1m28WbbSYXbbpptIs331wu23pruRSXoG+7rVwZ2gC7NrTnhr33lnsOP1wePvFEeS0I7k8ff1waP/+8/PTFF9KpWTMZ2quXjAuxmjBqlEwMccNs+Mzp06Mhro7jONkhl+M4juOUj2wf4zhLJN27d5f11ltPNg9C7a233pILLrgAB1Ry7733ZinmpnXr1rLMMsvITjvtJG+//baccMIJMf1LL72UpXBqCzNnzPAnpTuOs1gQD7gcx3Ecp5xk+xjHWSI577zzojD/+OOP4/L48ePlgAMOkJVXXln69esX16XArP0rr7wi22+/vey2227Stm3bbIvjOI7jVI/skMtxHMdxyke2j3GcJQ7M1p5yyimy9NJLS8OGDeM6CnkM/W7dusV1KXB5/ZQpU6KY/7//+784Mz+zGvcsV1ZWyieffCLrr79+rOvGG2/MtszL8OHDZaONNpLllltOttxyS1lllVViPj954DiOs2QQD7gcx3Ecp5xk+xjHWSJ58MEHo5DmpfQjR46UbbbZRrbddlsZN25cXAfBjvvgIdQfeeQROfroo+Wnn36K2wYOHBhn5SG0J0yYENcVo3nz5lGMH3PMMXL++efH+m+99dZs67yMGjVK2rdvH+/jhx+XX355zOOX8zuO4ywZ4HjLcRzHccpKto9xnCWW999/PwpxDPff/OY38XJ7iGaAS+4xE37IIYfE5enTp8tll10mK664YkyPz4suuiiK7fnhoYceKirkyYgRI+TJJ5+Ugw46KJ4IwD39juM4zuIPjrccx3Ecp6xk+xjHcWqAYkIel+B36dJFWrRoES/7B0OGDJG//OUvUczP7wkEx3Ecp/ZQdcTlOI7jOGUk28c4jlMD4JJ+/MxuuOGGbI3IRx99FB/A97e//S0ud+7cWf70pz/J8ssvL5tuumkU8L///e+lWbNmcbvjOI6zeFN1xOU4juM4ZSTbxziO4ziO4zg1QHbI5TiO4zjlI9vHOI7jOI7jODVAdsjlOI7jOOUj28c4NQCekN6nTx+ZPHlytqbqtWYDBgyQwYMHx+9LKnj1Gx4oh7bytW14kBza3bdv37gNr13r379/fGp8TYHY433x6AvHcRzHWRRkh1yO4ziOUz6yfYxTZvAQsxNPPDHeH73GGmvIL7/8EtfjyeRY3mKLLeJDzZZUIN4bNWok9evXj0J99OjRsvfee8d3sj/22GPy/fffx9e0vffeezUaB9yPjj5AXyzufPHFF1KvXj255JJLZNq0adnaBeeNN96Ir8pr3LhxtmbBefjhh+X000+XX3/9NVsj0qpVKxkzZky2tGjAOMTzCs4++2yZOHFitnbhgv8CnOBamPz8889y2mmnxYcvzi/t2rWTk046qVpltGzZcqHFGScIzznnHLnuuuviaxwdpzYRD7gcx3Ecp5xk+xinzEDIn3DCCVFErrXWWvEBZp9++ml8FzmFPF+B9uqrr8qyyy4rm222WXzv+C677BLzPfroo3G7BQ9HW3XVVWWTTTaJB64HHHBATP/KK6/E7ahn5ZVXlu222y6+au3AAw+M21E26Nq1a6wL69Zbbz0544wzZL/99ovLKA/gCeooF8L75JNPluOOOy5uP/fcc2cfJD/77LPx1W3wF6JttdVWi+nxujfMvu+0006y5pprRjGHg//VV189pj/qqKPk888/j+9r/+1vfxu/g7fffltWWGGF6Dd8WmeddWTppZeW559/Pm6HgIUPRxxxRPyOd8EjbjghAHAgj/b87ne/i/4iHV8jd8opp8Q08B/Lf//73+XMM8+UP//5z7FvWrduHbfXVnBlB9qCsYM2413zFlzh0aRJE/nf//4XRT/G15tvvinvvvtu3I534qPPvvnmm3giBa+6++677+THH3+Ul19+OY4LMnXq1Hgi5umnn47js2fPntkWielRB8YhQTnoJ1xhAf7973/HfsAD+7766itZf/314wP+7rzzTmnbtm0cE6gfZREIxWeeeUZ69OgRl7t16xbT4ATA119/Hevk+/2RBuP9qaeeiv7hqos80LfPPfdcPKnTsWNH2XXXXePvg1dp4OqRpk2bxrJeeOGFueKgwckplIUYIi4ffPDB7DcNAIxD+ItxSL788svoJ+pC3TvuuGMcf//9739jXxH07+uvvx7LRdzxP6HBdvQltqOvGCOAfsY6nDRDW7gOfqJfAMYDfnuHH354jCvigfoGDRoUtxP4jtceop6XXnpJunfvnm2R2LevvfZaHD8EZWEdYodPth2/5bXXXjv+nh988MF4IgGgXR9++GGME9LoK2VwtQ78wphBezGe4IPtW9SBuuAj2sUTBXjDwzvvvBNfKcmrnXDiBv2EtIgHxh5j5DgLk/C7dxzHcZzyku1jnDKjhTyEDIQpvuOgFgIVQh6zk5ixWmmllWY/wRxAMGDGEOntLClmYinM8ZRzHCjjEyIJB+p4lVmDBg1imUgDwQKhjQN9igOk2XjjjaPo5WXtus5vv/129tPWIcxRBwyiG+sgdnr16hVFMEQ3Z4dx8MzvqAv14unrvXv3jgfsu+22WxSiPDCnkIegwXacXIBfY8eOjdtRHgQlwUzm/vvvH9u2wQYbxBMD8Oe2226L2zFbCD8hhAhELNJAtN93333x+913351tlTgzuvXWW8u66647j6ipTeCkCnyEeIYIRDsgxAiEHeKBp99jvCHGBx98cEy3/fbbR/GC9XiPPvoAs/C4EgJj8Nprr43pIKIBZtOxfOmll8bbH66++uq4jPfpg5tuuikuQ7yRCy64II4/npShkIe4RT0YC+jrDh06xH59/PHHYxkoi9xxxx1xHXwDEGtYxkkA9ClORIwbN05uvPFG2WuvvaLgQ9kXX3xxTHfPPffEfAS+Y3zCD4hgjDH+DnGCCQIQQhC/nyOPPFImTZoUTzBAgOLEFschQJxwNQQMIhO/oT333DOWzfHG3w9+fwRxQLxxAgAnt7CMNA0bNoy/FVyhg/7BmMbVKagHcUYazCwDnIzDMsYt/lcgTDH+EQeAVxfiJNruu+8et3Md8qBfANqJOuDvI488EgUuXomINMcff3xMwxNlt99+e+wj+LjhhhvG8QFwghD5EQOA3y/SQ5SjXohu9BXKxzjFfxzGJMYmyuO44QlKnsC85ppr4jL6E30BP/Efg75FXcjzxBNPRJ9x8g7xxAkS9AFOZuKkJk4UoE78t2KsAfTDzjvvHEU8+h5jAGUddthhc93u5DgLgzD2HMdxHKe8ZPsYp8xoIc8ZrCuuuCIuw7baaqt4YIqDURyU47VjFNUQGIccckhMh1k8C2a0ccCrBauG96TjEzOpn332WTygZXlYxwNgXvqs68SBNw6k8R3iKgWE4jbbbBMFEdoBUNb9998fZwMhikoV8jhZgfqxHe3irC7yQXxDbHfq1Cn6869//Wv2DJwVoBA2WMbMLbnrrrviOgh5zDTiO69MAJjh/eMf/xj7oybv1V8QMIsNvzfaaCP5z3/+M/sKDPQhYwXRh3UQ4QSiGSdr0DYKeaTBFRYcI+Cqq66K6zFjiXQQhDhJg/inwKXpSK+FPMpEX0IwAi3kMWu9xx57RKEPMQ5wewXK0EKeflDIQ+hh+frrr4/LBH2KEza4QgF9yasseDUJwYwu1qNcgllfjEuMfYzTU089NabRhqtAYJ988kmWq+rEFK7ywHqcLIEIxkklLOMkGaCQhwAGEK/oK4x5XFUAcAsD0vAqEp68QJsI4oWy0T6IU8yKw2f6B/EL8Y/ZZ6CFPGeb8ZtHWi3k8dvC74DgRMdf//rXmBfjCL97lKHrgXCGAAYU8vj/AZjd3nLLLWenR//DT/yeUR7+H9B2xA6xxvhlWm34/4NoRztwQhLiHSc9AGbokQZiH/2BMYQTDinat28/l5CHHygbfXTQQQfFEyGIAWK3qG/xcOoeYRw7juM4TnnJ9jFOmYGQ50G7nlW/5ZZb4joId4gKgINYCApeBo6DVZwE0JfoWjBLChGN9Jhl3WeffeKBNUA+XOqOA2tsh2G2Gwf3ACcPUD9m6yGmcXCLNDiIx+XNBMKXl+CzDD0LDEEO8QJ/sR1+4CAcAhAzXjhghmDC7D1EAy9pZrsgSrVgQhww2wyRhvJwUP/Pf/4zinjAy/OxDbOmFIu8bB5AXOJWBqSBQMfMLb6jnQAzo5hJha8sB2JSC9vaBGYpMS4grHHiAgYhTeEMgQxwCTViAWE2bNiwuI7CWM/IYxlXLqSEPE+I4LJ9LGPWHKBsCDacLMAVEph5xXaKRAhAXNWAcWCFPPzHWMCtDBCGmM0GmC1FGfiNQLTBZ/YVhSOFPGemAa6aQP9CFGIcQyxTjHOGmvAkGWLHy+UxPpAWvx34RbGPMYRbRjBLjhNBONHAE1QAV40gHcYj0qEduEwefcAZeJ404hUi+C394Q9/iCezKOQhpJEGfQEwkwxfcLIFvxOA3xh+k5g5xsklxAFX8vCkDUQxrjTAuMDvCifm0E7MhvMWCM6u8yoK9AvSQ7RjNhvgEnSs+8tf/hLrwQmUBx54YPbvE1cLoI3wBf2Dqy3Qp/gtYRzgxA/GCH63AHXjihqc6MAJCJSL3z9O4gHenoN8AOlxog7/MwBjBb95nCigkEda5LnyyitnXwWEqwQ4ji677DLZYYcd4pVNOEkJIY96cSKR/78cTzwpgJMrvDrJcRYWYew5juM4TnnJ9jFOHQICh5fW+yWmtReImQsvvDAKE8w2WnD7A660oACHCMVJCQgbXP0BwQbhg2UIeZzowUkMXjpNcGk01uMea4KTNKgbJwFw28eLL744+7JtgLIhznFyBjPSEK8QSBSsmEHFMk8M4eoAXE0BYYhLncEPP/wQhTHW4dJpXJINMc8rTSA+MbtK4UcgsOkbRDxEMU5sQIzrdgH4DPGOGEIYYxYbl9fjtgNcpg9wcgAnxtAWpEN9KaEHoYiTT4jnzTffHIXtvvvuO9ezLHB5PNoAw20dEJpoI4QtwBUJeOgchDhOPPBWFDxXArPGKBttw8kRDU4G/uMf/4jbceUKYkixC3BSECcJEBOIePQlHi7JB9OhX9Af8AdX2yCuKA9t0P2KZxHgyhzUg1jgpAZ9hFhGGTiRRFAPxgfqxRjCSQf2AZ7DgNuAEFeK6TZt2sQTSWj/oYceGscRryLAGMEJScSFz+HA1Q3wQ8cYdWLswUe0mQ8SRcxwAgnrkB/lYmzjN4L0OOGCWXn4WegkqePUBNkhl+M4juOUj2wf49QhIN4hsPCgMX0Q7yy+QAThMmb8pHHJPcQPZoMxC67v2XYcx3EWPlVHXI7jOI5TRrJ9jOM4juM4jlMDZIdcjuM4jlM+sn2M4ziO4ziOUwNkh1yO4ziOUz6yfYzjOI7jOI5TA2SHXI7jOI5TPrJ9jOM4juM4jlMDZIdcjuM4jlM+sn2M4ziO4ziOUwNkh1yO4ziOUz6yfYzjOI7jOI5TA2SHXI7jOI5TPrJ9jOM4juM4jlMDZIdcjuM4jlM+sn2M4ziO4ziOUwNkh1yO4ziOUz6yfYzjOI7jOI5TA2SHXI7jOI5TPrJ9jOM4juM4jlMDZIdcjuM4jlM+sn2M4ziO4ziOUwNkh1yO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziOUxM8HUyCHR+X5oXbq0uvYBtXfa0RUDb8srY4wTZcE5cWX+Z3jDhLJhjX+P2XA4ytcpW1JPzWAP6r0Za945IDMEYaVX1dLIHv1R3n6P/Fsc3z01Zn/lhY/xXl/M8vBbTH/wMdx3ECFGGw1EHB/Ig07jxqSshjhwG/UhTaVttwIe8siWA8lOugrpxlLSm4kHcA9teLo5B3Fh4L67/C/6cdx3EWEVqE4aAA37UAtyKNyzoNlvUBRUrI23JAqqxSYL5S8jKt3pFhudgBEMQ10qEtBDsqvbPiWWEKcbabeex2gHpZBnzX21mnbRPSox0gb8es6y3F9xSp+rmu0IGA7VvdRsKxBdhu7V9euzQsQ/ddagxhWdfPslkf64cRrmNfAPZfoTim+phlF8pXSqyRnv0OUj5amEbnY9xYf16skS4VW50OyzpNCuTTbc2LdykxoA+p2Gm/sN36hXU6H/Lo2GFZxwlgnS4H+W0+bMe6QjDGhfKxHdpH5tNjx2L7L5XH1oU6dFtLGUsAaXQ8bF3F+pY+6nTMi216GXAd/dL5dH9j2fYTl+34A3o764ARtkvXk4oRxyO2ESzbsrWvjIXOY0F++lxqm/FdLwOUgXSE/qTiSbAO5WCdHiO2rSyrUH8B+KDjz9iyLbqtgHUT+qh9KcU/5tMxYexZN31hHsByCmHrArauFPTb+ljdtqVg7Avls7FPUYqPtlzmIdiu+5Rl6DRYl/ot2D7icmoMceyx7czD+nR/2HLzfLJlA9s+x3GcWgv/oAn//PinprfzDy+1U8B6/vEznf6z1rBMmv4DnR/wh6/Lo3+F/MB6tDWF3UloUBfbSXT9mkJ1AO5YmIaxt/7aOvFd7+Sw0+EOrLq+50FfaIXawf5MwR0ijX5xuVR/gG6nRscjL40eCzbuhP2Yyg/y2smYcxzju21XobGYF2v4gWXd18XIaz/WsRz6YseIzju/vx2g+wPkxVuTFwNbFmH6FOxHGtugy7Xo9DCCsmw8C/3GANvL8aDRMWYbbIxRpx0/Gt1/hWKLehg7fEe6VCzz0Pk1xerPi0+huDAPjTHKax9jR3Q/cRvMxhbk+ZeqB2WyXN1uC9ajz+hvqqxC6FiX2mbtG8j7rej25pWt6ydMW53+yvNBo+tim2w/WT9L8Q/bU78bHTftd6pdKUrp9xS2v4j1u7qxJ9hu+xHoPijkOyjVR6BjZ9ts+932XwrWTWNarkcZGt2/9IXtKqXvUz4V8jPVL47jOLUO/Pnxj47wzw1/ZHp7sR0a/wyZjn/EeX+W/DMutLOyVGfHxO/0o1SK1aFh22g6D5ZTOwhi42LjRlI7Ka5jHlId3y3IZ+vJ6zuNHiN5fVrML/aVrV/D8WjRO1x8YrkQpbQJ0GeWp9upYZvZtlQ7WBb7NpWmmF+sp9DBBXxNtR91MZ/1l+i87A87FktB1wXy2oV1xWKA7an20D+QN7ZsG3S5dhtBfSwXpMZTXvwIt9vfgCXPB9Rp46LR7c2LLdD9aaGPxcZSarsey6n689rPtFyfV76OeV77GDui86RAWhjKo3/41KTqQZksV8fdkspLOKbytgMdi1LbrH0Duow88spO5Z2f/kJbi/mgy2GbUJemlLptGnwv9LvJA2XrciwL2u/FKKVtFm7Pq5sU8h2U6iNgX8Gsv7bf8/zDOttHNi3rwXoNymde+xtOlWtJ+VQojugXmOM4Tq2m0B85d3B6O9PrHQOW9R8edx78I+afpU7DP2JY3s4qD/7R2z9urtflpfzFDsHuiCypshgPYtOwnfSLbdQ7CR1vuxOx+QHrtG1lWphuGyjF9xTYntoZw3QbLLpNbLP2F36wHGznsvY7FStLKhapdmFZt8OWbeMOmEbHLNUfKBfrSMpvmwewzSgT4HuhWKd8BFiHNhfCpmH/6Pry0qTW6X5CGbqcFMiXaluqLYViAFJ+YRvWMZaMrS6faXQ6nYbbdX+zLhiBfzbe7HMdF0vKJ5ZPf+gDlwnqRNo8WDbrT9UFn7EOMK56O8A62zYL0ug+Yl2MW17ZbBt9ZDqdlz7q9qMurKNfxconup9Sfca6QF7/pepBPl0W+1DnxTLT0C/dJhuzFMjPOJfaZusbYPwIy+J4yitb10+Ytjr9BbBOl8V463L0dluu9RmU4h+XtS829uw/DeNqx4OmWL/nYdsGbL5S2paCcdVxsm1h+wu1rRQf4R/WEVsPfNBtoP92nGFdKp1Oy7K1PwD52Fa2nfWzHO2z7fs8n5hOr2dMHMdxHKfG0Du2ugB2rnpH7ZQO4qYPoOoiqYM4Z+FhD74dx3HmB/8vcRzHcRZLuAODFTpbvyTiQn7+qctCHm3H76Wun8hYmOiZNlpdOunoOE7N4P8njuM4juM4juM4juM4juM4juM4juM4juM4juPUMLg8CZcp1QXKeV8VH8hSl2E87UNpnIUPfsd+6bjjOI7jOI7j1BFKFfL63myavUeb4lZbIfKeImpFMu+NtuVrQc5tWlTa9Hw6qc6XupfT+gN4ny0Mgsn6CFg+DXksyKvTlHKfV8rHFNpHmD1hUcw/ikGbzvYzsHXpNMxvy2Fc9TrdfqYv1D8psWpjattl/YDpcZIHfxs03UZgfxPWN44Rm86OL1uPLQfr7DjRbUZ72Xca224bF6Snj3p7sd8Et6N87YetX7ffcRzHcRzHcZwyQhFRCBzgWxEAkI8H+CgnlaYQFARW2FAAEJRrfdRiAjAP1ttthMKGwiIlfgDWUTgxD8rU2LjhO/MQ64f+Xipo+/z6qPutkH+6D1Pl6DQ2hkTHn2l0W21dJNUOlq39JywHaZne+ovyGDPUl4pfISi8bRt1ufi0vgHkY3sYE1uObjPK4Pc8UmVaUI5up85DdOwA0us8AHnsOqB9Zjm2/DzfHMdxHMdxHMcpMzgYL3bwTWFDoxjDd30wzwN8bVrMWZie5RErCKxIAVaUMA/W5wk85qGw4jKNbUFdFGlYlxI2rAPwe55pwUc/teVh/UsZyPOR0D8rKIFtK8vUYB37KNUXgGMEdaXiz7ZgmwZlMe7WT11vHsiPdDD6lWoH09AKlcs+ykO31aLjw3J0HIBuM2B52nRfYZnpUb4eTwR1sV7GMc+YH+ltWaX8JpjGxrBY3BzHcRzHcRzHKRMp0WPRB/SE4sOu1+SJNw22W0FgfYKAoEghtmwtmvKEhhWKhYQM19s8RPuYVx/A+kIxKiZ+Uj4CHRP6CD80qJdpUn5Yv23ciU6TFw+2A2Wm/GFd2KaBf/TLlo02ptqONKgvz1+UmVqvYRkpOLbz2gjy+gXb2R4dE41ucwpbfyll6vHAWKfap8tKtSG1juVxfV75Oj6O4ziO4ziO49QgFEMpozAAdhtEhhYPAMs2nRUcKVAG06MMKwhsPYBigsIwJXAoDGlWKAJdN9MwJhobJ5alsfXl+ayN4qgQqXypuNr4wx+N9c/WnWo3wDor2grVxXq0j2yD9QkxorBkPt0/qbZrbL9g2ZZj0+hthbD5bAxQht5u+zs1JoFuM7BjEKbBsk4PdPyRH3XZ+hkHnU6D5dT4s/6gHMYCsE9sPNhewuVSYu04juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4paLvfXWc2gjv9bb3iXPsYvuiAPeSW5809p7xcsKY2PvvnZqDz0Qoxz3/GDf2mQWOUwz+7v25E+Wh2P8onwdSU/sYlG2fNeLULHguTOrZMNVlfsYG9yE10efF9il+zJAP+yXVl4xbqs84BlL/x6X0M49hnYVDsWP2xZbqDCQOTP0wLP5xsByahsGzD0jTsFxdDv9wbNmpH4feXmoalKtBHpsmj0J/yHnrAepEO/nnQEv9geg4w1J/FjambIP+s6avNPaZhn9IqTSpPzmbHmapTjzzYN/nAd/gi46Nrdf2M3fkNp2Nrx13OiZ6PQw+sE9Rjs3L8YDv1h/mY5/BN9tHtjybB7CfbDqNHVPWlxS2XOsb42jTsc2F0Onz8lifbT8B+zvQaZAf2zU2vY0TsOND9y+xbWY6i24D6kbcbRwJf1upvkGeQn2WGicalq1Nwzbqth+bfXIbzcYU2HjYNqbKZzyt7zCLLV/7wLJ1/xRrL8srVC6x4yHVD3o7LDWeCdurf8OA7bDrQaqN1vfUuNLjD1ZoDAG0H2bbrOslejss5bfFjqWUP9ZnXTf7FeXodLbtqf5HHpDXnygDbc+LK/vNgnXsb+ZlXcCWxxjYMYK6bTqNLQemY5MH/abZetE+pLHpivWn9RfLlmJ1A9suXQ5jpdtp09u+JzoN/EC51kfbhlRZ9IHGZds/haDPuv26bSwbBl81tn4Y+8b6j7QsD99Rn97OsjnWNcyHT43ODyP8jdk+ten1OGIe+AYfmKaUuFt/gd4OS42vQuhYpWB8QV57GWPCNIXax98FSfUH89Is9reVSmO3F4oPy9P9BdgPdj1g221f6XjquHE7vqO9jAvW2XEPdBqgy6BZv1gfDXlQhi0f63Q6G3/7u4TZ38YiJzUItOlG2WVgAwwYZILtNo3uVMA8OkB5Py49oFhOocBafwh8Z3sQB9u2YqQGti4zRd6PBOtsLGwa5GUcGRvbbls+0qf8QRqkBSmfGVe00fYD0tr+BLqu+YlnCtRbajn0mXEkKf+xrNHtBUjD+OSB9uo0HA/sk9S4w7Itl/nYZ6i7WD/bMYI8qTghDeOB72xfqRQaPyyXvlgfbXw0jLfNo7FtJCgT64GNHdHx0G2wfURYF6BvNlY2r65DgzQ2NhbkYx+nQB26LoB25+VJpQc6T16dqfjotjMeeeOWdepyNDpvofL1OsC07FuUb33Q7bb+lNJe5md/ER03+mfT6LqZhnWXCvzQMcuLBbFtLCXmhcrLA2Uin8b6hvJtGoC8qbgT5LGxZLtQB38z+K7R9dEXOx707439Y8vR6HqJjinr0fHLazfWsV2sm/lQpvWVZTMPfbFjSMeDaaqD9YWwLLYdPtp+Y17rE0F6+p+iWN0sNxUfXXcqfd64pz8oz7YH6Ly6Dg1jTnS5hHlt2wrBPLosts2WAx/pJ9Kn2qKx7bX+sZ68sU5sTPLiyHbYcYz0WLagHpbDPLbPUYbOm0rDvGgPv9PX+cXGSkOfuM22l6R8t7HVvgMbK90fpcbd+oxlrMf2+Y0PfNC+59VF2HZbTyl9nkqj69HtAfhuY8/+Y/3Wf6Lrt+USHXemqfXYgVQIpLMBTAXMDmgExeYDOi/z6KDStzzTZdq09gegt7FOfOp0HETa8gYuqW6n58Ub69gelMf6U4bBamNM9ODk4E61QbcdaVL9Q3Q5jFEqvW3b/MTTAh91HxWCMdFjiGA9/AO23wF91f6x3dr4RwFQBssEjD3TpPoIyzoPYD76rf3L62f6xjzWV/YPvuv6WJ62PFLt12Z9tHG38UmB7akyAb7zt6rRcUZ+nSeFLgefuj5rKNv2B+EYYf+WEnPUl2oD0hbzm3EFrMv6RHTaFPSdPmrYB8COYWDbrWGZ9A/5LWg/25oqH9hxgDp1WvqQKp+k0hdrb57felwxtnnGvga2HcX6GCAd/USsdHkW3cY834GOOUi1oRA2P7B9gO8pX1kX0lvoMz7zQL2p30wp/cu6NSgL62i6bJapfdX12zYD9rEF6+iP7ptUGQR1MU8q5iDVz0iHdbRCY8aOSWusPxX3UvqLMdTGeObFSvdfofgQ1gE/6FOeMYb4TMUF63Q78V3nBxxH8K1QDLC+kN8WlsWYA902Dfyy/YF02nQ5aJceP6yL/rEe9g0opc/z4kh0XwJ8T6XXMbV5CNMA+ptn2m/Up7fpOJSCjVUhSvEd5JWn40m/ie6PYnEHtt3wjXHT42l+4oN0bCN8KuQL0qXK1GMuL24oW+dN5dFxZJxpaKftP3y39QDbDtTLcugDY6XR6WCFYrFISDmdB9KlOoEDjzDQBEGwaWynMg/Wk9SABKX86NAudowdKARlpNaT1CBKgTIYR+urJS/eWMdY5KXRMWIMbH3MyzimYg+QBmlBqg8B0qBOG++8eObVRUqNp4Z56KtFt5dpGUdSiv+l+GZjzn4nyKu3s780Ng/Q/Qq0f9Z3YvPguy2XefNiB1I+avLy6762vpBUW4uB9Gx7XrlIQ58Z81QallOKr7rvsA3fkVZj+xffbftszPPqS43BFEjH9toxoGG99I2wfpBXp46PbSMoNR66HA3SMB6p8lPrANuty7fxpm8ow5ZTSnuRlvk1qId589LkxUWjy8mD5ZeS1rZRt0XD8vLQ4yJFKnY61gDlp8rIiztBHhszxgCf9M3+ZnR9ebEv1i4A/xgzxlPXpWNq2wxSdVh/7JhJ9ZPNY/uWsD7towXl5/V3Xrml+Mg0Nm8hWB/8tXUQ61PKfx17mx7fU+3VbcgbnzpNXmyxXa9P1ZfXtkIwD/sc2LYR+GD7w6LLgn9oG7H+sR7d1lQd1h9bLmGfsZ+0H1i2oB6WY/MQ9gfISwOw3vaHJs/nPKrblym/bLtTPrJNrMfmgc/sj7w2MO62nwjLtOs1eWVrGJNS0rLf9NgCpfS5TkNQJ9fjO8nrJ9bP9akyAdsD8IllC/Kl1musX4scNqaQMfD6O0HAYBoGlbDRDBAsL48dCMD6aAPIzi2UBvXp7ajP1mnT6G2F4AC1daZgWyxYZ2Or4wVL/clYn/nj1n7b+KBcC9ugjaR+PIXSk2LxZCz0ukLYsvLysl9pqbFgY8D26Dba+MM0jDUMMeIyvhNu1z7ouKAO22cp/2ybbB6gt8Pghy6LbdSG7cWw4wemsb8jgnoL/SZS5abS237Q8SU6pjDbj7adNr397QHdv7BC/UuzMSe6PmxDfTZNHshj/c+DvymabVdqDGhSbWQeOwZTMbN9atuYKh/YWCOfrpcUKr+Q79o0LA95NYij9d223/aJ9Q1WaPxrWLaNiyXVRluv9TsVg2LjKTWGWY6NlS0b6Yph+zvlD+rXaXSbU2MDMI7E1pPKw3roA5a1P/o3RWy57AOWzWUdK9sPSIu6rD+oW6ez8WYbC6VJYf8b7Ni07QZsh469RZcJQzkWW7dtM2BdNF0O4639sOlhKVAOt6N98EW308YT21i2jqutjz4xDfvXxlXDMnT7U20D8EP7aWNo8+jxhfJTbWAsCpXLfNYfnQbG33nebzEvPcjLw77QMD40O77orzbbB1in22xJxaoYdlxZ3/Gd63Q6DWNPUKZNo/PDdBxTsbGxLSU+edB/OxYsTGfbW0qfo722TwHWpdan2gPwmep3GrahLp2G8ddp7O/RtgmmxwnbZete4kBnLMmNRNvsj6+msYONYJ39oTiOs3iC33JqZ7Yw4Y6qOgc5TvXw+DqO4zi1iVL3SxS7juM4juM4juM4juM4juM4juM4juM4juM4SyC4NByXRmirqUv9cDl4TV2Kzks89L0ZpaDvg1jYl8mXSt49JqXC+0EW9aW6BHGmLwvatoUN76Uhui2lgLTFxhnqKFdfoZwl+faWUkAMMMbK8b9W28fr4vRbWhigzxGT6u4XHMf+13M/Wg6wD1jQ4w34Utf/22sD5fiPYRnF7kleEBZGHc7CobrHnYsD+P3oNqWOtbC9ur+zcv5v1zoQnLzGFdq2IJRj51VOUgOlNrIgfuqdTG0RdfpPaHHpA0Bf9cFdTYA+KtefdG3p80UF+qwusbj8lhYW5TjIduoeNf1fX45jIfjnQn7RU47/GJbhQt6pqxQ77vV9eQL8mBEUWLEDP6bVOw18t0FFJ+iOsH8cqZ2XzcO6tE9Y1nWlOhLpdRqUactB3VhHkNamYTn6z876yDSMB8rhOt0+xghGUn+muiyiy0r5WQrMhzpBKraAPjEdwDKMfjGvTgOwXceGbbbt03HBd+axbUu1levoi60TYFnXYaFfGq5D+SAVB12ujSfQbeEY0Nj2WD+xTS+zDN2+UnxP9S3KxTqkJShXl2XzcVn3H31iXSmwXfuciiWWU21luVzWdaPMVCxS5eh8No31h8u6bJYDs3FlPtuftlyAMnXd2K77AGAd08xPzPPqxTr6BrCs25jKp+H2+Y1LoX5hGhjBOpal/UY52gdsLxRDgO+6bJYLs37ruuxvyUK/df2sq5iPjCfL5rJtK9blUYrPLFevK5QP2wiWU3HUfcsY6LK4TrcZyzovQIx0nCwoE3noN+A67aeG22GEMdB1oy22bhvvQu3VZTF2BN9h9Fv7T1iOjhHLScVcl2XzWex2W6aNB8eDjmkq9hr6yn5nOsQU60mhsWbbxDR5daNstovlsg+RluXovmFb2Tam0fFhfUyDbXZsYFnH0MJ+IvQPxnbQFx0Lm89i/eeybqMtQ8cJsM26Xg3L1GXQ/0K+lhJLpoHRZ5at22Dr47LuX0BfC/mFZZgG27WfxdAxYd2pmLC9ui3wWY8f1KvzsTybLlW+hj4xP2DZBO3WZWIbrJB/FrYJ/hAsM37s00L9zrbA6K/NV0p7ANZpf1kO45QqB+ntGKBP9NHWhTx6O8orZSwxH2E9ef24SGAH0XQD8pzVgbedkMIGywaYMEAclNafFPSfnVxKB9uBYuvV6PJsXYDrNLY+ouu0YJs2YP0sFeSxcaOf2qe8snX+vNjofk/90IiuA3FknkJt4zYa87ANsFRdxeC4o8Fv1pXqe5JKo9sCsKzHnV3W48huI2ifLlOT8h3geyqGKJ99qPtKo8epjnmqvBR57dDjIS8NyRtfQMeM7bdof5E21U76g7q0byRvDKAsxpBpUFde+kIgvTbAcmClxLxQvfBVxyEV81TbyfzGRX/XwBfkBSzHtjG1rhBIrw3oejQcV2wPvqf8zBtXIC+OdpylytbxzIsjyKsDlOJzXp/q33ZeGoD1etzodlnYDlp1YlAM9iMtb1zk9XehutAuXTZiAlLtZRt1X9kxgu+pftHk/S6wjv2d15aUDxpdf16fMR5oq+63vLhabJsB1qXqKnWsEbbbptExY5k2BlgHYzoLymB8NbpOfudyMfL6iT6iDBi+p/oM/qR8Aql+SvWR7md8R7pUX6TQdWi0X3l9on1ie205hdrOPDTWx/U6T6kx5NiEzS+MiW2vbqP+btFjlf5oUutAqt2E2/K2A8RA9zvS2t9CXttAoTaRUn5Dee2AL/SvlPYAnQdwHPB3kGpPykfbNtsHqTxMo9NprG/E1rXQQeVwLgUDiMDZYOaR11ANgqcDaANMbHAK+UrsH1ApHWzbxu2pwYby6IOtC3CdxtZHdJ2psoCOTal9oEHb8/rDxj2vbN1m+lDoB5vXFov2zbbN+kYKtQcgT17defHT/Z3XPk0qTcov1sV4aJCW4zKvTciXFx9ixyq+s680qIPri8UwD/aJ9YHoNuWB7YXSlPrbyxsf2r+8dqJspENM9XeSNwZ0/bo/8tJrkM7WA/LaQQrFXPtgga9cX0q/WOY3LtjO73nk+Z3XFoJt1iegY5iXhuOK6/E95SfWpcYMyBu7No+OB9HxLDTGC1GKz6zHwvWoOy9GltTvB3WlyrdpU77qGKRI5UFarM8bF1hvfQS6jXnx1jEBqfayfp3XxgDfrd8WlJs3drjellsquv5UG0Cx2LPuvDinfMurS1OsXpCXBmWzXaX+ZtjvzJcXd6bLA9tSPgE9tjT0EetL9dfCWCA/ysH3VJ+gTal2Adad1ze6Do0uM6+N9All5LVRpwEoM+WL7ptUWXnlF4P1w0oFdaTScz180d8LkfqtpNYBtrFYmQTxQnrGxMYW2zj2Cf22fQlKqb+U3xDLoV8EvuSNQ2DbA2we9id/B6n2oBzro22b7YO8dmnsWEL6Qu1ZZOQNeq7XDWVg9EBhZ+qBgIbqxtpOTgUd6bUPzKP/xGzdKewfUKqzWDZ9Zlt1XSxHDzDbLlsX4DqNrY/oOlP1ceCxvJSfhWB+7Z9FtykVc2zDOh33vDjodaxbt9nm0z8K27ZUfqTX9eDT9i3TpGAdOg/bDGPs+Ueh+yLla952osvW7QDWdyzr/DampfrOdLq/kMeuQ7lYR2w+1o/1JBUXC7brdtBHPaawrNvBchkj1q3rsfHh+LCk6tL5bBu4rNvJWOj6AcphfJiGddlygR4TqTaxDTDANNWJeSq+qNOuw7KOQyqfhvXOb1xS/ct8NnYk5ZPuZ6zX5QAbQ8B19J3lptbRb2DzpcB23Tbm0bEtpX7GJNXWvPpL8ZnlwoiNP2A+lEnQBt0OPX5JKh/SYZ1Oi2XtJ6Afee2zZSAd1sHyxinHhM7HdfQxFTcdJ6ZLtZc+pGJHbNl5IF1q7Oh1jKWOkU1jsfVjWbfD9j/jo+uwaSy2zQT16PWMl/aHeW2bmCaVh3HgOvah9o8+67HIdBwvLFvHz44PtMHGl/XnYdvEevU6+kdfQCoWGtumVBnaN7ZPbwdYZ9tEUnEDSK/zsB76yrp0P9lYMg0M9QBbDuC4YX2MH/OQVPttDPFd+wRQvv4NFIP1wAjXaZ/YXr2O7SP0z2J/K2yz7TuSKsfGG3XrdmKbjQXboeOvsWUClMm+YZ9yGdg8ef0HX+hfKe0BOg9g/YxTqj22HObR62z9uo0E2238kE77g++6HNZl8zlOrcIHqeM4Thp7MLUoKXbQtqTBAzjHcWoHFHVanNUGCv1H17X/Tcdx6hgu5B3HcdK4kF90uJB3nEWHnvmk1cZjRfxHFzqx4ELecRzHcRzHcRzHcRzHcRzHcRzHcRzHcRzHcRynJGrrvV68nG1h+1WTl7GiXD7MJMXCuoS2mB8Alw4uDF9qmto6vksBl0raB9XUBOjrmrxsvq5cGo4YLoz+chzHcZw6B+8PoaXucdHbYfpeEh6M2HKwbO+hSR0kYwev0yBfKfCAmqbLZr3WJx5M6Dr1gRrT23zWb+Rhu2H6IEXng9n7bnQ+msXWD7MH3HZ7KrYW2x+pg9Ri/YF1qMumK0bqYM6KCcaG62mptqE8ncaWncKOGdt+rEOaQuPG5tFjTaPzw1K/K+uPLiNVV6ExD5AHxjjSiom1VN9gmfmxnWVqbD9Zf4v1px2PMMB82I4y9XbEgOXpeM3P2LZpsA516zptGvaBJm+8FIPtpKXGiAX+sHzGwcY3Vb+tiz4jL8nrD8I8tr3sT02xtsFHmE2n/SF6O8phXkCfrQ86DwzpCPOgHXl9jfK5nmlJsbbloctEXSxHY2PLdhbDjgE7boFuKyzld6F2A1sPLNVnGtSLcm3Zuk9AsfEHbBqWC9OgbTodTIP0SMOY6HjZONn22T6C2bY4juM4To2DHZA9AOJOCjsm7gwt2Alyx8eDEb2z487eHgTo+liP3UmyvLwdY17Z2m/u7O2BCg8oNNyZA5Zhy7ZxQHrmIYVixTqRxtZvQbnWb7YHfvG7jVsxtB9El8u2F+sPfLflMC/TpEjFnn3JOlNjCeiY5NWF7bZPNKjbxtWCcpnG+gZQhq1DxxCwDRbkZftTZQPdBl0X07MOYvsMeWzd1r8UqIe+FYqvLlvn0SANf+Ol9CfQeQDz0Qdbt40H/LC+6HYzvfXD9hW+FyoHWF/wXbcFFIs5t+s2gzw/NTruTG/LgT8cO3m+YFnXhTKZR6P7inlsWTompbYN9TEPScU6zyfGwNanfdEgvc3DdhE7Hmz9pbbNwrghv8b6iu/WJxuTFDoeGuSjr8XKoI+2DYwJ/GCa6gL/bD+mxoNNA3TbbH8QlGP71raVvrMPkN62RbdVo+tFmpQPjuM4jrNQKXbwAbDdHlgAvcPjd01e2ViH9CBvx828eQcdPPjJM5SftzNHfbY9eiedd6Bi24P0PHAgrD/PeHBA37RpP+mD3sY8jB2wcSh2cGHzW0rtD3y3MaTPbGOKVMxsXDmWbDnIq+vEMtLB6DPjUQjWp411AyyzHusbSMWIfaP7kGXD2Gadl+0shE6f1zY7Lkr1z4I89BN12TIA+xik4qjNtrNYfyKNHps2n20/69djUudPgfYhHQ3YevA9FSftr/aFMckzxtTCevNMx8ai+8rGgSA/+4A+2j7guEAZ/F7IAMuy0A98ltq2UsaqHScE6xgD5mH/67pShvQ2D6HvRMcRzG+/2XKIjicGBYZwAAAXPUlEQVS/51neWGLs86yY/yTVHyA1xpBOl5HXboL01n89ZvL6A6BsbAMoJ1UXytblMw8N5TO+qA+k2mvbZY15gd2W8t1xHMdxapTUDkjvYPVOVKN3gjw40OgyNLo+u2MlLA873xR5+VgntvPAQB98gNSBAJbZlryybRyQ3h6YpA4MQF4MifY174CGftn1Gt2OFPDP+gxYbl7bbX/gu40h8+b1GUjVb+vM63vdb3nxRJrU+kJwzLB+fGc9dhtIxZjp0BaQNw6QhutTZQO2H+hybB3Exi9Vtx5feSAP+8aWSWzc8Z2x0uiySulPgDRIS2w+W7eNB+pjnRqWm+cH8uj1+G7bZOOnfeE27TtJlUXy+rNQeUTHN68c1MtxkFem7WddrgbrWJbNQ3RMSm2bLpcUirVG+1pKuaCUfsOyrk/HEcxvv5USt0JlYD3S5pG3XccphW5vno9MA//yQD2F/Ev5wViyvrx+03ltfxCUwzTFYl2oPqaxlBIDbM/rf8dxHMepMbjjo9kdLtDbYXqHpg8GiN1JE6yzOzvUx3Jh9iApD+50afpAggdFtizsuHU6gGXu0BkLtolm26EPLiw6XyqvbS9Mx5O+2+26TsZXm21XilTZlmL9gXW2LsZNtyMF8umy7TjJO2Cy/WbLwTJ9sPHWoBydD6bBsq6HseD4AKmxgU8dJxtD5Em1zbYDaQjK0PWCQulBKg/73PajBnmQV2PrYnw1qXGoSbUZoD4dZ6ZjWpuPvpBUzNlObRpdBwztteXgeyqdxvoCGBua7YM8itWVQvdVKg4APlofrI9cRhkkFUPdd8xj/dZlkGJtw7L1kfXb9iCdLgftY3nMg/o0TE9LtdPmoc9Ex0OnLda2PDh2aIynxvZTqWOJY0GbRreFlvIb63Qa2xe27ak0Fj1mCf0tNv4sNg3Hgi4/FUPb50ifF1s93mC2fbYfYbodbJseM47jOI7j1DA8AMBO33Ecx5mD/z86i5KU+PYx6TiO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO45SJ1H1eKVuQS9Z4X5q9x2x+gL9597SVC97/tyjgfXnVjRVirOPCSw31PXtO7QL9hfFcU/C3vSRjx3254H9A6n+Pv62a/h8CqXuIF1eqOx4L3b+8sPBLtstLod9VHtUZM+UGddfkf3Qp8D+gHMdPNUlN+IlxgjJr23MGanrfvbhS6u+lNvyuaoJFqR0cZzY82CrngQv/jGv7jogsqh/jgsQc/baoD3qd6lHTBwP8LS/JLIpxX87/xmIsSUJ+ccSF/KLFD4zrtpCvrbiQT4P+LyUupaZb3PD/K6dWwIP/1IELZkj0HzXSwLBOnzHlOv5QuazzAizrp8zyR6Dr5joeyKJMfeDOAy1dLv0sBZSVKk/nL6UOxk3/OTGNLj/VRpvG1mfbDLCsY5cXF8aNO1ndT8iv8+C7Xk7lyYPtZ1q2D+VhPbFlclmnoe8w+s8xpMvXywTLuiz2ge4X+kofWZaOJ8th/fST8WFelqWx5ds2g5RfCxL/FCnfLKX4n4fup0Jt5RhgLJEWhnWFYs5ljR2z8FUvAyzrcgHW6XT2NwZ0PtbNdlnfgC2TaYrVk4eNO2Ok62V8kZaU2l/Mq9tg28k6C/ULy2E7kSdVNtAxpZ8kr72oD9i+xrLOz/Q6Fjo/oF+lxN+Wz7ww+sj+1HXYfIXQ8SBYx3am4mj7iGmKjQEs67qqMxZT2DqBroP9octnnWyPbkspbeWyhm3V+bCs28o+KRQj+ptKQ/R2ptd9nyojj1Q6LNvxYGGcGFcuaz/oN9uG8aTrSvmeB/IiLeOLvMyvfWXfMJ310/Y94DqmScWPbQHW71R66wfT6HUAyyn/kZ7ktYn1g9TY0r9hYPPRJ7YbpOKTItVmHSPAZd0WLOv2YhmmfbB+FwJ5dVrblwDL2s88SvElVT5jT1L9gzKwzvaPjgWw9TEf+0PHMoXNT3+1fxxPhdqZB9um8wK0S+dnnYXqoG96rHGdLd/C8WfTYlnHlOWlfiuE8WDfoGzm0/HmeCapfmYa5mM5xfIhLsXGQh6MhR5bbJOO7SLHBkeDxhdqLBtJY1quTw0YrNdBJgwOjWngny03lb+Yr0CXpeGAAKXWkSorNUBtLFCGHVRA59Wx0GVpbP3Mz8GF76k2EPa7hT8E+ptHKn9efFkmPvV3DdZZf3Ws8vqFsSK6j4jtA2yHrxZdVilxYAxoTIvvqdjDN9abih8opd488srMI8//PLAd6eyYtH2K+NoxXkrMWb4uy4IyUmOMYBvLgMFX2/8p6AfSFuoD3TadR5PXVk1eLOkr24/vqbFULA6AZeWVAfJ81f2SFw+dBthllMvlvPZq9G+XZeXFh+1Beizb8VYM6ythW1EP60qNA9RX3TrpK03XAWObLHnb9BjQsdMw7nm/p1KhjzTC5bzxrvuxlLbafik0bnQ5qfazPvYftuf5SZA+lUb7DkvF2sKxxNiX8hsA9veG7ymfsA7bANqP76X4ZUEeO5bzYqX7x/qpYVtpLKtYHzDO7NeUb4B+IL3NQ7SvFm6jMW+qHAAf6LeOuybVb7BC7U1RLEaMLceVRteXqpt5i41BtDcVd5s/VUeKYr7k9SGAH4gJyEtTKGbYhnw0+p43tlKgbPqgYRsA+z/VL4X8I3m/J1s30hSKpYXbaMX8YF9YPwDWI/6F0uixg7RIp/1iO/PyA2xL+Yl12AbYLhtvXb8lbyzkkTdGUu1apDAwKYfQADt4dSA1Oi07OTWgsZ4/RHy3ncW8TIPttlxu0xTqPJLnOwcEKLUO7RdhOTqWLI8DNm9gFANl6LJt/XZQ43uqDSQvFvyRpfpOk8qPdtmYWPLKT/mr4w1SabCs/Uj5YPsA3+F/Iegn84C8sWHT5pUP37h+QeOfIq9MUqr/eXCMWbiePqfGOLYXi3kKlKXLRhmFxj3huECbbf+n0OkLxQN1sx06j0anySPPb/qK9fxu+2tB4BhhmfhezNdC8eBvlGl0e1gXYHttrDT6t5sXW8Ykry9Zjx1/lrzy2Q6sL9TuUqAvOiYgr26i+4jtZX/loWOnKSXuKfJ81H2agvk4pqrTVsD0pFh+kmo/Y8f+K+V3ifRMk9fWvFin0O3RvhTCjjvtkwbr8vxgGaX4iTT295JXp8b6mSoH6LKQplC57DOOh7wydVxtHqLTAO0HsXlTaQB84Hp86nIJ42F/74T+FGo/KBYj/qZT9WB9obYwb7HfU17cLaW0BxTzJa8PAfygL3n16ZjlxYfxZ9tLbSNA2chrYV2gUL+UAmOAcjSoG74SpCkUS5DXtlReC/2w7dB9hG34bn212JjnAV91efie8lPHIi/eerzkpSnVr7w4Mn+tAYHJaxAaoAcQYHodGHYC07LDbTos687ReYDOh0AB3XGAHcPtgPWXgk3L8lLrCtVh/QLMp2PJNmEbwbLOyx8F68M21KcpVj/rZrxtmYB9R5BfL6fy5GHLIrZMth/pAeugnyRVL9qs42BjkOo7pNFxAbYPuKzLZllMQz+5DFL5mE6ntW0G9F2vW5D4p8jrE1Kq/3kwRroOrtN50S5dBygl5thm+45tQn6AZZ2GZeiY4TvW6XwpP3V9zMP0XNbpkVbXbfMQpNH9nAfz87fAGOl17B9dns2XR8o/GwfWWahf6IOOhQbbYKhPY8ej7UuAZbbN9j+WdXr6yvQpv2yaQlh/WJ5ex1jotqXakSKVl33C/KX0UaljAMs6frac6sDydV62GwZYvvaBvrLNun2ltJVpNKxX12N/i6n/DtSjy+ZyKo70SW9P1csxaesqBPPoegvBGNJvLuv89A1+s12MOcE61F0MtMWmY5l6ve0r6yfKwbIGyzD6XqwPbFtSfjA9+8XmIUxH8F33G/PpvFyn/Uv1n20rY8FyGCv6CGyaPFI+sC3YBrDNlo9lHSdbBqBfLKcQSKfjlfI/VUeKUnzhsi6fsScpH9gXLD9VDuMHY33Ip+NVDOsL69HrWA+2EZuvEPBJx5zl6XVYLhZLxkSD5VReC8pgWo4vrtN5U3HGdqyjH/Sfy4BpNEzH+tjPuj5bNutnHoJ4s19TPrIuXVYebLceJ9ZXpwTQeXoQO46zaLA7C8dxFi/w29UHJU7NwwM/x3FqBvy+tFhz5h+KVxzvOc4CQdEA8zMfjrPocSHvOIs3OCnuv9+FA2fF/MSJ45QP/q5oPtFXXlzIO47jOI7jOI7jOI7jOI7jOI7jOI7jOI5Th1mUl8jyIQZ+2cbcD2VYFLAv/NYFJw+MT/3AEcdxHMdxHMdxFgE4MId4o2khabfpe0/0fRM6DfPrvPaeFSwznRXyqScYcp22UijkfyFsPits9VMOafokCOqBz7YcYPPqfEgPs+3VaRhv7RNjSCu1ndaXVNlAp4EVO+GTVw7bB/T4gb8sO+U7y9Nmy7Yw/jDmIXodDOUT1mXr5INT9DrUQdge+4AVxpjQJxv7VHv0dpiOO/tcl8N22LJhts+YnwafCNuufbLpbT/pPDqdjpHjOI7jOI7jOGWEB/482OfBuD6QB1qUULjYA3Uc4GtRAJBGH/jrNKyLIgRpbR3cRigarDghpfifIq9cii+A7ShHY+tD+6zQ0e0itj7UYdMAlMU4M4+uy8YbII3tG1Isriw75TPQ8UhhyyE6H32wPto+0m0nef5r6Lvuyzy/dJ1Mo8tmfbbftW95aWx70H69DGx7Sok72pCqL7WOadnuVEx1GhunUsZYKm5A++w4juM4juM4Thmh2NCiBwffWEcDOp0VHyQlErCM9UQLAwqIPBHDZRrqtUIjRTH/U1g/U7AMGnywbSglBoDtoD/w2eYDOq9uu61Xg7Ly2mLrJexTxhXfC1leHLWPGvjEfmddVnQyvoRl0bCcl1eDmOlygB0T1lB2KjasD9s0up9LbU+qX2z5+F7IkD6v71kfzY6TvLZosC2V16LbovNodJ87juM4juM4jlNGePCPg3xglwmFENbnCQItbogWogDfeXBvhYIWYHnigGnselKK/ylYn91O//NEDevj+lJiAGx98M+mAbo8GxNsSwklpLE+EPYd/NbYsvP8QblIlwfjZPtH+5rnA2MJivlp12tSPrJs27+63bZPAP3ANo3uF4A01ifrRyqmtvxS4s4Ya59S6wDbzfXWb6B9gOE7+0/3mwZpWI7NQ5AvlddxHMdxHMdxnAUkJXC4joaDcS0UShU3AMtamGhhYMWHFiuAAoGGvKzbiiZNMf8LgbQ6r07PMrQBfLLdpcQAsG2MO+ql2fIJ82jBZH2y9eRhY5sqG+g0qe0p2Ec09AfbBvL6kP1GbDkwrNNjKIUdRxobX+2D7RNAH7BNk+pnrGO5qMe2B+ts/+SVz3JoqT63eexYgAF8al9tOu1TahwUSg9SeQDaq/uJ/aLj6ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4ziO4zjVhfet5pm9D3dhgvprCpSt79/lfcB6nYbbGQ/eF1zIUrGz9xvT7P3FTGfvI68OyK/vjeY92/YeZ8KxQPQ93ynLi1UqbQob01IpNmZhizOIy4L0O9FjNAXHQznvWc+7539hgbGRN74LYZ9nsKCk/h/K0ae1AbbNjpuaGE/zQ95/rLaFMT7z4rQwse3WZvc5KfBb0vuQ2gDiWkr/oY215TdXrv/0Qtj9dd6402mK9S3ibPfzxfa/i/r37ziOU6fgn3Jto9wH1haUnRLyNLsz4nYeQPAgrZSDIcD25KW35bG++d35sz7dDpaHdqfKxXbu2KvbvmLjCNutwIIf1RVdaA/bsSTCfisHPAinWbA972TM4sr8jg3GakFB/YViiu3lqKe2UZsO3ufnf6UmgB+L8vfF/5JU3/B/lPuzxQX8dmpD31aHcv6np8jrZ/uflvqP435ew3VIX8oYWdL3yY7jOLUa/LHbP/IUqYOj1MEAdwCEOwWbxq5DHp0vtfOjr1pcYnl+DpZsPgpn+ESf9Y5JbwdMU4rQZVrmLQXWN787R8RSt48+oM/Yb9p3ezCQ6u88kLa6fTC/O3/rZyFYB0wfwOjlVJzRFqwjOnYaxIflMI0tR8eQdem4Y5ll5MVEpwGljCdbl03PMrjdLoO8OOhy0D7dRmyn/2yP9p39p+vhOr1+fvxjOYWw/iIP/NNlsxzbzmJjHHl0W1OwHRxLtg3wAcvwgdhlYNuK7zD6XCj2ehzbeDAWTGPLoX82VrpfbJkAy0in19vfhwXbbcxT40BDf2288qAPyEOwbPtF+0of9HYbBxsn5tF+6TIJ0ug2Mx/7tTogX954pL+AMYMvOq7wQ/uC7TRCf/U6fGe+UtrNWGGdHpsWptOxyMuLZd12pqFfbDOWuQ5gHfMxRro+XQZg/TpuuozUeMyLN/IUKqs60C/Wa2NO2D+puKPeVB5NofyO4zjOQoA7j2KkdgTcIXFHZ3eKxP7Z47vdOdk0+kADFNphYL3eUZYC8qR2yGwL28Y0djv90TvdPNgWm5brtdn6qtsukPLNHoAwDdHbbVsLYccAQVlYr03XX+q4syBPqQc2qQMR+ou4sp22Xywoo9B4zetfGxvmgaXQZRL9nZTSP4i1bjvzsDy7PVWP7qOUbxadplBsUbceC0hnxzljyvqK+QdS/aTJ265jwTJtfYXaA4ptJ7pdNg4pmN6CdYxZXt/ovKn4Adt2PSZS6DR56VEX6uX4zPMPeQu13+azYyIF+68U2Gf0E9B3xpZgHcoGef2G9jCNjg39tmNDx0l/t+TFuRCsM890DFMxs/6wL3QbisWvlHYDPQYLwfI0qbz0i/Uyn25zsfYwJjoPsGWzHFgKbtflpOKNdqTKSOUvBGOrY6LbZcmLPctB7PJI9YfjOI6zkEntVFKkDib4Z88dBLanDnAsyIPyNHaHZXcSqZ3xgoCytK95OzvuYOkft3OZO/RiIK1ts0XHj/4U2pHmYXfOhdoGn7idbSl1TJBifqZiheVi8bBUJ+Z2bBLUydiUciDCOu24wzq2GXFkv5UKY67LtuXktbdY/7Dttk+QD+Xb2GCd/W0DpGEf6bjlocdvXmytb3npdJpS/GM888aGbTOx/qAellkd8srX0Eem0fXmkUpj+0LHXYN1XJ9KU922l5oe25EO6UEqHcc20+SBNEiL/PheDKQp1AaNjg9J1aPbY/uQMDapvk3VYykUD6wvtU2kOnm038TGIdWHaBPWa3S+UtrNuOX9bjXWh7y81i+kYV8QbLe+6Xy2rlLg2ICxH1MxwHYb75SP1YFjNOUz/bJx4phLxZ7l5VFovDqO4zgLEb3jLQT/uPUOCMupdXonyp2I3klh2e5w7I4htSOhr3rHg7p0faWCcvQOln7qthD6prdzXWonmAfqQx67w2bdujyus2mLwYMbnQ9xS8WIafUBDKhuvbocC9bbbfMTO4AyUnWkSLWZfrIPU7Gy48nGRo8Fwr5iuQD5dBrUYdOwLPhhfQPcruMEX7CuUBxYVwrm1dttG9keGP1JtZFlAW7XvmJZ/85TMcCyHWvW/1L8Qxr6kge263JZDwzxB3kx1/UXguVp6K/1j/9nhHWzTSlfsKzTsGyUxXWA6wj81/WzbBjLZzwYC5bN/rH9kvIP9aTSsEyCdNq/PNhnpcQ/r64UbJuOGX+DbC/BOvqKT/ik/bFxsHFK1WXHIsjrI+tPMVh/KXFgHRZdr20fKCV+pbQbaUvpW5alfUjlpQ+sMxWLUtqTSoO6dH0sW7eP+VCf9QVwuyXlJ5b1eEjB8pC/EHbMYhyn/CBIW+j3WUqdjuM4juM4juPkgAP0Ygf7izO1qX0pYeY4juM4juM4juM4JbOkCkvOTsL0DOWihn45juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4juM4zgKz1FL/Dw8hjbW7dh5EAAAAAElFTkSuQmCC)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 08 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Estadísticas a propósito del día de la Madre (10 de mayo)
Martes, 8 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador Mensual del Consumo
Privado en el Mercado Interior
Cifras durante Febrero de 2018
El Indicador Mensual del Consumo Privado en el Mercado Interior (IMCPMI) creció 0.2% durante febrero de 2018 frente al mes inmediato anterior, con cifras desestacionalizadas.
Por componentes, el consumo de los Bienes y Servicios de origen nacional aumentó 0.4%, en cambio el de los Bienes de origen importado se redujo (-)3% en el segundo mes del presente año respecto al mes que le precede, según datos ajustados por estacionalidad.
En su comparación anual, el IMCPMI mostró un incremento de 1.8% en el mes de referencia. A su interior, los gastos en Bienes y Servicios nacionales se elevaron 1.9% (los gastos en Servicios fueron mayores en 2.8% y en Bienes ascendieron 0.9%), y en Bienes de origen importado avanzaron 1.4% con relación a los de febrero de 2017.
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)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 08 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicador Mensual del Consumo Privado en el Mercado Interior
Lunes, 7 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Sistema de Indicadores Cíclicos
Cifras durante Febrero de 2018
La Inversión Fija Bruta, que representa los gastos realizados en Maquinaria y equipo de origen nacional e importado, así como los de Construcción, reportó un avance real de 0.5% durante el segundo mes del año en curso frente al mes previo, con cifras desestacionalizadas.
Por componentes, los gastos en Maquinaria y equipo total crecieron 2.5% y los de Construcción 0.3% en términos reales en febrero de este año respecto al mes precedente, según datos ajustados por estacionalidad.
En su comparación anual, la Inversión Fija Bruta se incrementó 4.9% en términos reales en el mes de referencia. A su interior, los gastos en Maquinaria y equipo total se elevaron 7.9% y los de Construcción 2.8% en febrero de 2018, con cifras desestacionalizadas.
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)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 07 de Mayo 2018
Clasificado bajo: CEIEG, Economía, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicador Mensual de la Inversión Fija Bruta
Lunes, 7 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Índice de Confianza del Consumidor
Cifras durante Abril de 2018
En abril de 2018, el Índice de Confianza del Consumidor (ICC) elaborado de manera conjunta por el INEGI y el Banco de México presentó un incremento mensual de 2.1% con datos desestacionalizados.
A su interior, se observaron alzas mensuales con cifras ajustadas por estacionalidad en los cinco componentes que lo integran.
En su comparación anual, el ICC registró en el cuarto mes de 2018 un avance de 2.5% en términos desestacionalizados.
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ljiFYPwp3Lg+zq3DFUlW4976m5xhkXWmxVKg2rbRD9IBxkOJyNZBg5s4Y+msK34c78ITAs4bS/x+hkiUFOi/EK5v765HS70UKNzV9sGWDW7NCmLttKywZib7O1xQXK1QLsxfC45p0WoiRGUN2i32w7hOL6AkNR2xo27O4eUJ52zR5zu9YSUo1xCfKETpW5cwUurg+g3FwGAMdRQo11+g0r4oKf/C4w6u33DIHugUEQEwrOUCwaIl5gPKf1BS42KNK+azAuunN5FPNJTDRmKZC9HYvkRM+nsSzxgPKsIPxcaBI0qeN/VrSVMcm4RDFVlyQ3ns7rFKf/XuNaeUMQWVp1Izh0Aq+4LsY4OLbq6jVjf0h9mz1aK/BU9OMMU2wx3A8YOmtd9mRm16zM1QIEm6OKg3haH8F8R3V/zclORfqS+v6pHUmMmcMcnX7Fo829WknhrV1h2kF3fUdPcAayUCpEP9vvKJRbfqmlCMflkT8PC0zwZ0IAElCSmh/015zesGljq7ZXK0fApZ2v0ZqRanPviPp9vam5fDirWi6rmihwUIRsL0CdbT3rtjx/Emg4hYPnLWmxaNCmISxKsthYhGcq1Bnn58Ody6NqxWUGrdeQovt6tgdpMXeuuM6yN/6icjnL7owv4U9o/B6ALynPA3FjeT7p0qVPwv/xUqGvU+Nj7S/Q2Ipks2TNgi0nXtwIspXKHs0Sh70MCA/69IJ1UL4UUQA/P9FDstbxcBqlYbK37JeS1Jp7MbRXlK3Ho7QRokZm4JCF62o9KsSaVk6fGKLBYzGg+rcD+kGtV9ZLzN+WqHatBmone+KCx6FjlUUHuewo6OpeIGhWx8AYfV6B+Qv8UVg5UavtYyvJ4/euiwUFBQV/M9hSU1UKHSxeOWRj462nXPSQ1hUn1ry4DQ954muIgX9o7/mxJGasDQdnFoUenwnmgLnmjmLY3dImKUcR7LlsfMv1HuSUGdRIEr8aYwL0yFjkxrUDfvnM4SV889vP4O9zQDojYUxh2Q+bnXQSOJJU16wht5UHDsy1ch7LQ2f/NnDWkDQVumyWB/58YvyJIA1R38AffbZt2fXnXO/KMBdGzIFOfG9U9WCgbpm+HVYdq7SCZ/WNX3ryO8iCgs8BKlzX79kksEI+FPwkGdW+dpk1aWj6FYVJ38ybtNhX9kFWTHokZ5Q4hgLY3mnBG8ArI7co9MYl2dny0QvPapw7NLBeHpqUD4MKSNRUoNOesPlis6fyoNmrqUwCe9ixXeOfxYT/rZUHdvh3dm36HmAioDLKxZmQJQxO6Gt0re9y8ZYNNctDZrqvlo+aHKMWEG3YkbKdxA8MNONFM2AZWZ53XvpQUPAXY7GqucGTznOAHUVC+ycUdUoMf33cqR+IFZtjmNjeMWTX6Zudr4fyj/9swjRSU674eYJllBZsRLQ5wVUvDjzpopEcBz3yonJ+7iB0GrE8aIAxmDMD2m38cAUIYHnCK37ZnofyyIi2Uq0cb557AjB3eKzwD6NjLTwqwwA/NGFJbOFbHsOPlRBeaK9VcCrWWYwFCb7R8F1wbntndubzyM/HmQ8y/XkE4I+/PQ1KeTJ81/L4h866fuMtO1ni+/JHB238+t33f97e4q0iz10e3h6EH1C///HLD3gJ5XkVU36xWLrPx4v0vOXpUZBX3oj0U6dU/LbzGr61/PRvv/qXP8afv6E8U/gbyvPiT8LK80qpIufwCx5K1OTwrOVRC/zy+hti/vs1P4bCy4P//csbyoVCqTyol8Tzluf3j5dfatt+vKE8dmINkPHnBf8pW3qiYMQN5dG1cg9A4s8UHiY/YDnP9/mJuYuOlgrnxtyM0xmaKI+dXGW4vjx+II6KpQOZ9HMHHM2Q6kOUH/RML3hSwFjVXnV40p3k515FEZQhkAqRvujQoJcfvALubVSeVwx16PobLy924BDwvO0Bh5mvv9iLvqk8L2zrQnkMLM4Iz1oeg4/ZcjysPXgYTmcoL89EC/Qty6P+VSepqUTsOFj1aHhi+bGMUoB+/nz7jR5UyMrDETitMEz4JuVBRlmeX79+vOXl+aEjFSfx9PXNpwkRf3F7wNaPnWqO71wedrBvKI/XROE7lwfF+WMtQcK35s8EUB7h/7bH94d/38AND21zBFDzBmZXuA7PAPrTbocZE7jt4a/XYvTBhdI4SMehHb3hLouXZ9lJt4G7MtqS0q67cldRWQMF1B49XvDHrSvpmSsybfhQk2jJr0lbKhSJGldi/AEJUtHm2DSoFuWvhlAeFkb8oDPKwyyxWLTX2Wba6eTuU1KlcC8r/HdNPFIAXu5ZHsvPEchhUCNSeZCjwIBZW+uiW5msPNq5VZn5LmuWli8rIwcNDbmFMirS6zAqD9gOWrlhjN516zKMyfHluDFDpTwPRinPAOPg83qVepuxsAFHRHPUQQEHNpMhQ9uUfN+5PAs0Y9S0Q1M1X4TTEWGzm/OnnW95foF0+pCVfT2bw/OK6nB2DEINH/zkhr7Z5u96+LHjoxhPb59iI4otmsd60VdrRIEIeUoCg5w9P+QcUnB+2MwOSjm18zV7HsZCE2mrD+3n7H3wAu+yp188dPtdONJTfbHOTsADDapHoWByI5AailtVPDTCm3ckUJ39vv4cDoKjjvEUyB26+j2PomJmNi3S52ENqoDM0XzNc6nwyvLgYeUx91qnQdoH6P077XQcllzs+/ZdTUVKlQfOLA+/ZUQCsL13eb4a9+dP+j0B8SVi6J2qVoBXowEq+2D/BO5cni2PPkEGKfcQZMgHcs4D2iS9ENwFvaA96DCWQ02xA+J0jptOGEDbgNIhACqQ2gWIpI1TdRqF6uRsu0Pcy0WPxmA0nDzIEO9SP3qlNSmmS3oTRsE1SIMwKJV2VikTIjR+UNsr5pNtRb1GOehLg9++gnApdhRcOrGyRT70tMaFr5QXoO7QEKzZnHBsOMBBhoBBjgXkAiLt4ptjzB+kqixQaJlNlaUHjVUeHi0BF7Tl9b5V+2AH3ulcurVfSUaNXtm2aJvlygDrNStahULggfaQh8PipyVDc4wyxIyrTEOIQDO2tqOyjsszAJPOcUCNB+Bkhs7jxuD3RynPAOPgFIDbq5VV1HF1JQbS4gkN/N2bP1Wj8Y7edX6LEtWJIttq1lH8tnb+gDnQJ1rlDYSWB3wyJMcXlFMGN1lWiLnOh6KJXtgKV9YQM4qtjTEewR+VhyWxVlfZRqe05pCta3SqMIaTfqAOj2tk9rsOjTnPIZatl4fvMiNEg+YR5WkRng0drFcIQEd54Yk/PND47vz5KqjcwN9SnoB7lyfQKQfvq1e1uwip+7O3y0MS9y2PizKllu0cC2fLj6j2MNBxw/pvOUUzwM963jXcj6e8mxsExtcvbyqPxncU5inMZ5ux2yF/QnnsS6TZXqNl5tHLk4k52yS0bfv9aoNCUbgp0ibXGOy88yu4G8ujhNioTkFdy3C8dDV7AzesZPfDVHmOwarRxPr1E+HGDP3t5fngelUuGwo2ISwXV0iFvXN5JterMDDQetW8z9ar2KTVPuGrlwzEtRz085iywo4LUWghthgX6BByhPPA+I8ffuy40GzQbhNBeK303K08Nva4eL2KHjhfpYnrVBiK8Vw/BmvYWHAhCu+04uSVCIHrlR3WiZaTwWmpRrDicZN35g/jPlivwtTyYL0KHvBaadZZY56JuSgns/CNURzp4NsmCwxTd3u82kGk+Nuu1/Mty7MG8UgG3o6i8sD+7uW5Bsp4BmP1dbg/f8KPA8Ng1f9Pwp3LY+tVEPYdrx/gMZYGVEA7aBdCrGuYHoVRhrgOMyDvAMgqq3KGUXDIpn0TihaBPxYTBRfVG6YdF6Axj3kcRhliQ7GhcB2DZzFgzB84sxz448rzXIM3BmF5dHCw7iEaxnFXjDKkVvVYcmyKvdkJGJfnyzEuD+q4Gr8jGNP22cvzUfzt5SH/TonfIU76dkerE7EZUY2n9sJEw3Jv/kytV63DHMOWfewdoIk3Gmk4wGEd3NDzY7TH9SgCPmpM9bj1oGaRM0A0+JzwMR44c9EHvin3Kt39+aPyKONqWGBih7NY+XDLytNvbAauc7zbNdv5BuXmFiiX6RgCUewRoAYxLCKVh8M7O2faPklneep9N9t163det3Rv/lyDYZd2ugaexuopynNPfE15VOcegnuXB5JrsxStTOvodMkp65SUrlibjvbYt2OUISZkZ75PgMvfXHHKcFAeRcCfhk3CnJ61aq51ai5bp7v2HoJxhtDsjMQzw2E2ptn7uOyexShDHECSlJNoQeoR76bL84W4MUPj4H1tUx6rUegbZDrEBAc1Fh9AFcViCPEwHLudiJQAfdd3Lw+6Ut69wlvikBiKVTeLlne8ar2AOkl4brn0YWoEnTSQFrCHAVna16u+qjv0kzWvauItK6RQmAdylYR72ouFbqDjqhEiow/eFXvP8jhf2K937xwagHIknlamYGQJyDX8uX4BCoP5h5npVtNtb+s63Jln8RCN/DImDRB0NyS8dmhF0dDAt18fQo+wvzt/+H/BuPHG7TgkV2Fip2MspWlEH5YDqRHgrcYkT3qxtFz06/msXlBBgQXDtJ0NJS+iUUiUh4oQc4SVfgIS2MuH1n/uXp7PAssyiU8vj2rTVeBA9wikQCfcuTyVVBAXusYZdUe3UO6aes7LI/tm3tuFTUo+XSNJN/W3MLMZ0Ypuv5AqC2Sca7ksjC43IXpqM6F9oH2DELu+7rp6Pafa4r35oyXdjvcawhBUDinilCja8uqeHczOJ8kMnfBYuvBDlnhRkKZEpm6JMuIXjsaiDo2FNSW07PoWBJqzbbh/fWPOIMi8llqrEcopl6CpYUjp5QVUlpF4LSZ5QVqD/H4pNVd0qW4ELKw8bBwYF+3eN2gsQnlo987LtSrqj929PMShsB6v+ffGKEO8TBX93xGArafXE48gSquDlclfDWMP12MqQ5LRCbyjh3YmB4yDQz52qMotOolqtdisRZqddy1Vv+GJk7t3diGmvirbZsuOiIsCXEEN5+wtNuii+/V+PptvarQlstwjJJX4dBXarNrVSBDDD36LY5c2jTMUViKmwfo7YNAouNMZnR4L3vV+xdoevbisRY4abEZjp+GAAAs2e3PmNvGq61eb2UYNH0Y+fm2xlk7Qlc5F8/WCkbAyb2cde9eDDCG9urOgEwgCmTAmx3bFwRRXNNZsyrQLx+UZ3ZvP8qANWKC5XXPZBIWgc92jNdvOMSB9Z0NCXpk16F7zojPe6S9FbMnDtufNUiJUs6jrPbfz0KruFOFBhj6IY8EvFIihMAZM207iwOuDyvNluHt5rF54A22Gz8R9y2MfjkEyUR6JLnd7WLYlfyBN6AVV87XC+Qjcmz8sT7fiqifbKrROK5Znv2Ib0y/2q1m7Zm/L4q2O9Qu34N7l+WqU8gxQyvNg3Fqe74Wz56ka1EvH1opt1xipH5/sktzSfXEAc+BxMtxpTGVEGKjwHUEfP/tWW2zlW/nByEvpWcMTBmd8w3Coqi0AV6HMMvlCDPYGnyojv+9u9F07TQyH2PGHgTsVDH3I51E2uhUbbrxAg1m31QV5YaCO3aQMB1/+ByD13jPD8iwtXV6LYjntlAKj4ZH2Km5lqTKLsK+YrvlSyvBgWV9q2RTD4L7hkpdITl+INpSHt4spFY+ytXhYHrsAcGWTXv4wApZH/jmNIdWfHZdUp4K/Bj7nox4kH40evBrzmyKUp7Ly+AXHvB3we+PbMuRvA7oI7uTwX8eGfdmYXqDZAlzq5MyOrro8BjWxhlXdBx9PBZWH/eTK1p958ozKw46eLyv28igLPKKrZa9dN7aJhU6PHp8LyCZyzvLoknbxR7llb4ySYJ4NU1utnD+8aQHFWrYd+ckQBQUFBQUFz4rF0W2cgieARlIfw74H7slVjNF6nbBSMAbYw7MZW4wTiRkGilR66rmSRbO88GVpDw4maQnIwhQ79ODeLd51Q5zZYgANcBiKJACPQ7Zpm1f+7YWuFtRywRf+16gc/9uYLT24DKXHXwsUtW8wNLfpUoWReVgLVMn1gv9VK9JyjhJOGjI2wTsH/8Yezr1gw1U63vZGniiK3rTawB4ZxB56NHDyoyfn3Zy9IWY6G2PpgDSrjjGSPYgUGVZg+CP+4mU0sQe/xp4e80bRn9ZhlcUcjMAE6bELYkNq4tdlgcQlNC2DP3ohQwm8MA54SYu1wgaJ8zQjnp7KI1JhD1PIRcUQMPA9sIeeOOGDlX+CUVBQUFDwzFB/q+Za/QH7WC7rWecAoL9gV2s7ffxhB+J9B55c88MrRxDEMjeoy4dZP/KtuGjgGd5urV91HezzAB8pEhp2yNIe9KX0BLOP3rc89Rud0UJRcvsTY/5mGUYa3xSgorYm0L962UleGWgL7qF8fOcACr24TrEWlVXwvuNSMoMoFjfAHkYxdhQXPPIV7OGDAazT9wjwLhcBI0C6wb4C2Rkaj4w9/B8VRol1v+EQRj70sxAHvzVIPkOq/WbgL1+DDUjUr3jMJCsszBzL9dTiJBkDe2SAfWQPDRYXCGyDZJceJsyoMPCqMT06YA/dMISEPasFQLshe1qMsM1E5iiGjiqixh7+/+78cfaEeR/QBQNgL5rlsOggBklldKelNpZIAxr6VSSI2EOkuMzIdlK2YoSxiI9lYo/5C9IpIxo+a4XJHkA1g0je0ZzxhWZ+pCcuUnpGX+wVFBQUJLCRYGNR8Ixgu68nl27Qw6AfF7tslYbvGr2arRxtSdW8awkTv+o0EECB1FPw/hv3Ils62NIa+yEYFbDL0vGn94Zh6PFvIw6OnN7GAVj2Sy6EktLmzP+NHPmxkaYphGhJD+quNb6QXxLZOAGHsPJp63POHvzXj9IhNzAuoT+O1W3kV8C2bTN753wP7KFZxPLle0xFOlnAipwUJY2lHONpIVWsBDHJHh9gyaoCe4Yrny5hgT30RXsgrX4SjNtdCwoKrsf//ucvV+GmwMDTXW34bPjvFgr9vzcFLuw5j5vYcxN5i/RcgMKep0Zhz1Pjjuz5+evHj1d/H2Hq4vDCngswZA+vwM6vwc4wvuCcGJH35cfvn3j0PTyTV3h5gfmNUfL1F+wSCnsuwEh6Xnj5Omj65+dPUBRkfQHF/+Dl9cfvP39+jZg0Jm+PkP2Pn8ae/sdvxvDz1xuMv/4U9lyDEXt+gS1gxa9X1H5S+ccb2PMTdBZ7fp9hz4dQ2HMBytDgqfEJ7Mk6s99oOgMKey7ARexBlxIwGJrl5H1ly6cxwBs99b/YKCIg+x890C6+FvZ8EBl7SFvS7039jsyv/HkDefX48dL/Os6ebIjGd0Ty66ezh+yC9e+Xwp4PImfPr99kxwsHxZCFV7BCgzey5+3HnzeaT7LnY/gS9qC+YPw5DRT16TCUng/iMvJOzUmBr2APuAOgoGoPXinLnKq9oG5x9kA7+Xga3G1o8PrnN6c3mNuoOfvtj99/fvJVdJF1xJdIDxiAqVhkBR/M1SvZ1WM+gZ+nQi49/etvTPQ52f/xp0dXwxf+4O+1t16DHtDpOwbsUe9EwDfenSE/MEBgjwMjHinoF7HnCJ5MZhIGjRuIL25g0IUsy0CSvzL71qvD5mWaPTnEmnN4JvY8LYZ9j0vPb0gPOMIXMoSLBi49b/1PDpkdN5G3sOcC3K3v+TAKey7AXdiDxswaQgyD0IOpy+nf1Gn5f28ZQ4dGFPZcgMHQAAR1AhpB317w+tb/ZtNGBzV45llI7KGrs+dFg1b+5/K3OrBXRms2MguFPRdg2PdwEJARFP9Jaw4S/vz+ycUa+KGDI5ceCMsfdkv0SgaIGeCxMVtDo14bDnQkCnsuwCF7MoK+geaypokLCRl1iZvIW9hzAR4xNODI3Pn4ItHLZjsJhT0X4BHssSZRrSBaM/2fQGHPBXgEe/6wEdQfWcNFrSkU9lyAx0jPJSjsuQBfzB7+FBxHPDL/KtxK3jw8Pyjj1zB2QABf9JFL+NKl5yVDflBB+Ei6olGfymD8YZ/RVDMeGWAf6PBTZoWd9RWsan7oJgtahwQaXeQvn22rj6VmPAl/5Z/Z8IpbutV2AMRn4wx7mEU9Q0GHOBEYlGv53Z99snQEY/YwNSe5Hbrgn7XzWzNY0UATScsHP4NXFnluvv56O/UBf6QuPxCEP9n4Z280MzJAX1rxwgG8yGNgj/3xCyseB6HQOr/tC3BWekKlmczeycAijV5U5acwxR4Qgqdz1LAg3UR52OOpYyDs4zKRmt50/FdgD3nq7GHiiM/yIMFEZH6WmwVfWorOHoYhQ/zVTfCvQzuyEyE+F+ekh7nSHdaT2TsRGKUDrMBHv2M9Vzf+eTxP31MwgcKep0Zhz1OjsOep8dzs4fBCgxOZHgy7vesMJnMysIxjqGQ7Oaw6wFT6Ty49a848e5YUf2EsaI/5jDd5OxVW77TiCLPWbb6w18+Wd2y6QeEAPel1nkU6W23i5WqIuY7R0GCxw8CcmIuhsktdDrO328/2lQULlvuq8gNikFC1RwgN85fbrmac+EH6LSwtgblOA3s69tiM08ETy1g2FL7l7BK0cjLFB91QSJGHVsv5bJ8cF3R2AyJbdFu6Ak0H1rujfpousge2dYxGhhg7jOZiPvvZdjVrENEwe2B2M3uvLJh8tutZw4tY8WfsYcRg7n62qskeXmRX72AICXTvs/3uCdlTkKOw56nx7OxR4+AtmL/fAEVzBKdiP5nykUj7LRx4qb+br8IZ9qzt/m0tRspiiHHgPTu/pV2x0fS86RrNbe894gTOJL5l4ZBusw/skXFfoecNHFO2VkyCb33sdtE3K+u+zGY+1fTrjlZZqjPAW4jdfmKy+lmxFL2PPWRp7HADALOespktkaqMHu1C1Khm6PW6roGh75gveFluw1jhOE6zBx2Up7XndeMHGAXe8451hHJi2V216gqP4DR7UPese55n7FEniy70vbJuXtnbz2frXbNCjxy73Xd09uDRu9hjffaePxhViT0YJ9AgG49dRiAkqx+MIfg2GB1gbLVO3uUSUlhkAkMHP40V7KnBHuR7v3hfzzbvGhSoepzEafaQsJaWpzjCKDDzQymjZ/x3bk0HFc6w5yjq5ewdNecERPHrcSLPn4ozjdtiu9DVytvpO4FGgVcuJlz039tB2twGADGP4Fr2/DO479DAxMV3iC5AYc8Z3Jc9H8W58PN5veBm2GHnxdbnghYodH/A8R7wCEbR58ZjKY/SyFIfwxtfj+hoSZ6bPYs5y4vxAGfTePbbBl3zfMtefdE0eCzCNuaKb2pR59UWnuTQ14tuBu+7ut/XnVwrvGchKsXS4kfGerHdL1QltgtPTpCxaZGwGS31xbZyMg/TCMYOfUMHX0sMsjFEqVEMAX4qxFBtA1/6qmot3xsGsSws4Pvp2LPOhoh7dmIcIoEIYk/LWyNUpJ4NqY62DfUQMMJjMLTiUlvNHwXWqMlvjNj2rTe+CjF7t/1rUI9GVP993zcVB5+eHGFG+jDx8NQRmec2pUEEYwffjL3D4ByJNtRFkWf8l0+4CXho8McruRBOWZC355aeWWXaNRjGbvtNP9v1qLOzdsEh8n6hh0phXlHbGv60/Zq2IHXNaVsknVxXffVuEzKFWC548nGFqGRk67RYILk1rySx5AgZ0xTOU+96DJyEPI2UZLehAQHX1NhY9RhNC3W/qVAPbdRF4IE/5ns2XyASZeEbsOdz4ER6Buxbn80bnp09A8qNNX5yR7yz3ff6eT2GnTtBiRpjmdsF+X0Anpo9qUNWT1+3HTrxjTp9tAK8bmft/U2gEddeNF5gIAvJPnxeNfOsI0csNhBgZ6wuy+LBSGKJ7lsdObitDprsiW/z4KuyE93Rv3MYwjgfg3PsQRtIYG7pZBjgRGAbwoBgcbgzgdOJZx0yKIBKrAUaxkqCoDW3/tyow9+VpWSeQleuvh/IOnK6AuiIODzjAJhGYx66DevIbYyAJ4dj9rbqF5XGG8yMkqj6+Zeyh7kgLlpzy4FwvqjjHJ7C2boROmRQgD2mOM6bRImWWqjovWWgD9EYr/Bkfwypvh8tOjVKQ1/MHw4EYI0h9Dtbe8VT40fDAhvbqYO2hO1t3c/XW/na92A7crPtdzsuCCraB+BS9kynf5o9GL0IG38e4lzin4FHUfYuuIQ9NQaJ0xQ+FVgbCgg9HwxFhngG9jw1nnpoUPDc7GHDw//sUe4Pj/VE63ZButdm7USqWaRPLj2XKlLZHiV79KgBpZ+jilTSdLJQMjOYRj80ozU3KLASapZ8KrBUnyxZmGAbXgU98ZOnbPsxdeddRG/7sXzjT9rqjYVUjJxvPR17Bp0cZ5ksH7J7WpHK9ihpdVqRymIApOkUQyFZajGFXdBm7xtcCqzgGBbSIqo+WbKIEtZxvE/M10gDhixl35htyR5LIu3HAmmr14N4jO0zsueLwKp6EmLHSUjRYgIi+JUo7HlqPDt7UtU7UgntYupLavd3xDOzJ1Okgsm44O2y3mXttnO1LObHlZu52C/NJddX/o44wx4VnVhM1s5TgfdapmIM22tVQZIiFQwivX5C7+tUx5spk7mfmSk3U81tIc0l11f+jjgvPRpuUnN+AicCSxkQwLhlXjR1rsV56cEf8WHp8SDVmoPRIyjsOYNnHxr843hu9tyqSJX5OPR8pFk4OwOKGIbME9iPVVjzJWX0p7PO9xTP4bnZc7kiFbcwZ31TbZc9d7TnTdu4j3bbVjsO9xa7BiOKGg7Aoml7V6WisUOcGzhWLTx2rUWqLVQZolrW0tSikIttix86qmOFTwxZuCerHDXVsq9qaUYBzBL3YFtfurccc1CJCmgqV55/vGkbcx+K9XTsuU6Ryu5vZxWlqwIkH/pzPvT9TuERM+yAWtam8rTw6Dc8Zod+ub1HA/1Udrk8XEIuajCwl0I91ZQtOtpLTwfP+czUmhlZnX3kwQcYKbhOj8W9rHrXxFrPwTLgyfueixWp6h7lXfNHxyIpVPChPxpbkhbRAPsFp7PcMjX2bKnyNGfNhTWetLQtVBqqjjZKA86Wi/kCg/a+3YvOG9V57skyVviSUp00o4CmX9fwEoZIcCIPlIazx+KWEpZ+mDJrWxkaCBK847Aq8AX4tuw5XH+couHAFyv0N8NTswfdcFKBSorQHPagu0VPKqXl0D9XruiEN+pRs4+lL7Vz6s3/PvYsqWkK7BdqYsc4FXiHhpi4/uPF0EibChQe4BHbbJG5n9Voyvka+ufKFJ3wJj1q92XsSWOK74Xz0qNCobeaKtzpwIGjx2cS59mTqUBFRWhwfsND2DbsTjmPaNU/VxwacBnV9ahNozobU2TboN8F59hj41z2nB9nz9YmZycq7dm6keFENH8vzrCHnx6yzmGaN6UOdSKw6dqiRSkfL96Apx4aSGKGUuMmH6Vl4+GLhOsiT8d85SPDlHDech9txacGlYYpF4/m+ec9HAlwzW227aTMqO69WXIaX3dodk3/NKmINPuo85gdRDAwEpgL8pSBSmML2CF4bRt38o8+CrG4X6Baah1I+4AiZydlEAAWWzusQMbao4zbf1pvALUVdMUJ8XtU16EV3dPeodsjSqoczZ+SPZZ5h5UavwsqSbFErvZC9jSr2S4q18gRdJE3IjuIYGAkfKq+amZrjfBIQ23cmf8+HWvEbStp9MAtKfbsAnva9ay1wwpkrC3KtP03YE/TtftcXUdpVZYz7R0qiKLUgUxPyZ6/GWAI5eIDKOx5ajw1e6x9uQ3eDJ3BVEq53T1ychYTI4tnZ4+aaAwM2KnSSq24wGbCunB5g4sGCIBs6JqPHmLfO6Ez6w+Ec5WSGb8O7rPTi/DQG3o8xoN3HYUkkqICpIgAzxB+7CggAoYNZ4Hm1yz8gT+pHLE7ZV1acWKNdzHrW7AHAwN2qvEEo+iYaeyieNwziIM4/KGLjaOH1PdO6MzyoXBpYAFPYGnmjj9FuWkw1sKbjkICH1ezKmNPPIYJcfFsJlkC4Pucg40d/cYjGT1ec8J4EezRIAOm9huwJ4EZ9tfjiHX1ieC5Rv6vQhkaPDXOsCeId2oGBjgVWE2ogl2thvghnBsDmPtkNXbLczEIUxFMRhrxMaEejg/OSo8rYL5XaJwPcCaw2tEb1BARfh7mjmie0RwvfCKpP/yEFg89QVV3O/QqblG9z7SzDD8Vde12aw+Liat6qHW2zYFm/332/o6WX46YlqJfQn/dWgfS5UX3nkU/6qrMyFLW29lmpWlmgNysaquioxhagABg23R1hS6QaxKKRl7AHj0th2fYYwoJHvIQJwI379Yz3qCGyHwv4soLylPb6YwsiZQIYg/L/HV1YA1hNJFfKfzC3cLaAJC7RPYkNAhgDOa4pIINibzjiHGv6XsE/JoCg9YWGKP/bHggD0qtkA548MOyMRygp3B3EAwdR2eo+y0qoMXAO2s4PnCvzOH36nsuan4uRs7Oc/iI3xmH0Bdh2JJNoAwNnhrPz57QGhDDypa7CGwICXg7cEu4qwQ+GE/NHj+RTvof0p5sax5CpzNvdKSO9vyoAMKnlDp1TA7PxZHKKJUveSJOYBY1Nbu+DgfKPD+emT3hRDo+jJ7oZTHp3nDEhlGTrSBgxGb29IaR0MLGSuqm2EsnlcuZaWqqG/4meGrpCSfSSf+Dmh0YzIDiduaNH6mjI/LEHqlW6pgcbaZIZVTn7UnZk5wyTU2IF+P6FmohZWjw1CjseWoU9jw1vpg9BQ/E//x5Ff7nLCr4DqAqNf84jsZwzUwBGnataCnwZYVBdFPJX7DWAI8m+ypITjX98czKjs/ZErYdX81ZMWA0yKEgX+g8isstMPvinLijSmU455XOvCs9mZgQElBSyHQDi7AEOoi+qfmdlfvnC09YrKgY7h5mVcilhVrpsne6epGVAh1XvDYa870sIc9RXpymXxlRBX7KZ8u5jPUioFT8MJEvLBWDJ4g9YJtHhhzwhvLK1hJVPgCmlZnISL00zDuMq37JPCuCvlvBa9PzRm28cG8bueRSJQNZUllcXiR41bq7ORvoG16MGvTHhJCIknL2xNNl8QdqIQihjC9RCLuuu+KEjMdAwNnLzYPO7dM+hUKU4BeDtwgHP3SjGSWqYVAECsgL9/UiD55fFLtLqYttYg/pcxkYkrnh/w51NxKGUB1HXkJZIV+sNSqlggioIh6BSQP/s1IiNzzPipxixlRwBGcKjfKMSixmzDBp8shSXGbmwzjBGi8wLpMyASYlROkBDflVJOtZ0GBm9ApBOHvcP2jIU/tROJVbMPbEUCuIm5IQe5BPYx0cyR7ULUZgsPNU+ZIVpx5Ij0sgC248LSgo+CqYNLLNgfgv+YCYs1/lN9Ts/Wu0uWwF2O5d3qIW3AUkNxmC5ljNNtr7Cna6sAPtK5pbNPFsxvHaLzUoKvhEROkx9uiqFf9MnSOzlicL4Ee9PBzCOKug4F9AuBUwA0/qCIAwsMFqfOYjocnnIGZxBGHou2QbyY+5s4AFF4EdCHlks2H8W67AHtDRaAv2NDVmAuj94c85QSrDmUN3WcMstxZjfE0j6NJgaoCWj69LNH5gMBxaTsPhteFk7xRnCwy2ZIJ+g7SyuTFMICp5YOyBvUuPdkJ9RsweSQQOE39jjxSoyZMKXMFTizH1bIUfyJBGevAK3nHipigKHgFjX0FBQUFBQUFBQUFBQUHBU2MfviQrKCj4ILj0+VHsuNJ6T6FjfPpOsmAEsEffdXIvT8osVLGRygoXy6XdEhwIBqHu2EavUv3h4imioNZQz09D4R9OPA5b24AKtAxqVYBUa2jbciPDbHmE5k5JyhXB4UY/M35vweNo8SrVNUSqVOkMJ/v25e+F2IMCGntIgJp0gdWAPXQgGMSoQ5rLhlQbsEdqSNSkSuzhRi0ho2nKJfYse9/CVRRMqCN73FNgDxWeAntg78fCu+mvhbGHZ/ex0oPMpnoIc9AFSw5uDi9ikzQfl2KP7Dp4ZUgKoJTTJEtUbpQzgpLYMgT2yBtB3jIhBCV7lsxcYE9DpVZjD33OVHH6zk1/LcQeVnOnIyjofJH0gGDRgaBDZA8d22rVV6Q+qz5IaBV/SaNuxFjRFxIxxT4GpUFRHbJHP0vE1yASCm1q3DqqhebsocT1zT8hPSjnFHv0SOyJ0uNkNeXQBv7I3yg9pFdLI2071yB1Ggb28P2wcTMvEAxwSG7kobNnSVbk7GHd6HVDBt/+Vhh72P2QC3iAgpACkHXAHnMwbPuthgZkCAQH/iBokT3eKcDI9s2FhlB1RxwiMpENDdaIlK0X35m8BEVauEqc8tjiL7CnBdvsQdPfzB9jD6miEQA6YB5CDtgvnKIDIUqoC+dBrgDVshU8sAe0xGNFI3UjCavwsifCA+MFxW9mDqzNgt0KfCvZaEdGOHsAZIMPjT70v6CgoKCgoKCg4KnBsSUG7vjVwX8c8XGhSWP57wpOGGzOjXLxS0S86qkJpGw1UNWDM0G8LTma5cDY1s5Ek7ByZgZbf9OgVwRTXPbVp5Y3MfilgXFo8oPxPF5sbK0fpQkrrdUA/ChZthxN+8SGA3pjh3nHYHzOCUD33u/JKw7I+z2svjNAHScTACIbe8zgtiigPUBvvoo9oIws6TcGIdVpGLCHv4wrzFATe0hdzlbphGAH7FF6HrGHHrFHc1baG8Bm1jeW6d3Yo3nYNwZqmwrA2SjLLva4wed4NoFHoUmuriF7ODtVOK6wwJbsgUm0pEHR2QQxxuUiEtgDT3xVNKC9vkKSR/FSAIM54+RbCJ2zB35hm7zPZgvmBt4kdPhZIzt8/8ZwMSFhWd+i9KhYJAHd6KVqa3Co7YL0GPVBEK5PmvRAVMzg7AG0vqC4jMBdLj0r+oNrx1U+Oos9BAPAxlYbGMGE9DBvHpHZLNCqDdjD7uibb+yJagKbmND3yAASmCP7B5SXlzTSC+nOz9hhyeoLgSJ7zKcZMukBLK5D9sCspkyxyPdAesI6Dl77FdmDXEywJ3in7DBCWFp2/X+4UuB7wtnDNhrMAD2WfecGUnnF9gsNGlszUVXsURAbKJBcOXtkyNgT42JCiIu2DLWKosGFU2fhgD1y45GNeOWnLCT7iD0WkcEGAe82NIATWcOsf2/lFmePiLFSc0BCyACw/1U5XV7Aksie4LfDmzVu4hUNzh4A/gHGxfrPes0HfmEFe8bUqv+hpbGHgBAzCvJTZmUT/8kemS1rCgfAe7BfZAPrDWxkKCgoKCgoKCj4Z8ARkI3kCp4PvA59iUkfBrbkk/1i3IoxNEe0mD7KG6eYPnCGBUw+9tbAPDhwcVMTF62IctUNfmBB3zbRhJXG1JwXKYinw3E6Pcgrf/Uo0EycGLDHCA56aXpDZ60A+Eqpz0qcPfx1dVOpVsGzDOSFPHI2I5044/WYPSkdCxrDFwCBDmQPhUYTd6qc9aSjZu8UCNpgnql321mgUQbR2r3BhxvBMa7SiR0ktmKipET2hHC00GQY/8FPJk0FVPoqyNkDRDngKoIm/2rjxB4SnwDtGErSI4EB5UVTMVB8kQXYo2dQBoWxlZI2QM7wXDpPJ7BHa0AwhVz988gbN5Meow0fcmrZ0kX2SHr4aot3AtdSSdkQyOJJ7IGFlEGtTYzskdKvB3H2aC9JSVjaBUvUfQwN9nnjppVhkY1UkrWau8Ae2boGMGt7w7fEHjZhiILsoUdFbF0QoP0msmcptnsQsgdBfLuO4mdCW6A2qh72PX1r3YKNBWhrmwNOTFVyC4hQAAmNcMamOFogkQFZIUoyUmwBGjR3fKLZYxDTb0dDibTBvjggKSgoKPhbcdNFE/+78ZqK//6PX3dRMI2b7hC5Ef+b/ff//Cg4hf/3P3+5Cv/dEvo/SI+/FhzBbRQq7HkwCnueGoU9T43CnqdGYc9To7DnqXFH9vz6g583e//xo/cn8II/uo1Q2HMe95QeciTjyjkU9pzHPdnz5/ePn78hPy8/Xn7+7sGpP7/w3uP/G37f/ox4V9hzHkMKgcA/frza+xgTzdO47yEX0JD1v14kRn/6P3iBBWL89RPNXmHPRzGiEGhI0vY/8f/XK35A2R5i8Ju/+D8k8CF7/oAPP34ae15//M7Y86uw5wocsoeNEX5AylcIDBunH/0ftFVu5x4NI/bQA5lq7IEs/fHGjUELe67AmEJ/0Hv86v84K/oXsQfSg181XafZ8yEU9pzHmEJqw/hHVkgIaLpUej6Ewp7zGFPoJ0cAfS+hYd9jvU7oewp7Phm3Uaiw58Eo7HlqfAJ7fv3yFwDNY0Rhz3lcRKGMvgMCD9jzxt7pFWPpN/Zc7Knw/wU/+Hv78ZszqeG6QWHPeVxEoRd/EkfZQ2ZoTooJDv4wNodVD75AesgeDCpsVSGgsOc8MgppmewnajmJyB9M/H//4uOFawGv5JLcEnL20BUs+P0HvOH4jpqo4ouz53f/WtjzUeTs+Wl1noNqTE5hQH13vuhBkh9nD0Nm0vMKc8YeX3Mr7PkYcvb8QtXP2PObUyBnD1iHWdCYwEf6Hhj4zv/W6YDriIcLeHnowp7zyNlD2mNaKhbwhzsCzh7QWa5ySxiwx58X40vY88pKcwRoPZ4NOXs+nr2cPR/GV7BHkm2vB7ii/A/HJ7DnmFh9BXuMNRzsYARjYx5vL/78UjP8yk73eXAbhS5iz7Ha+mXsYaf69of7ujTiP7dzf/RgD4Y/x3L7Nbgfe1Au77B+axsCozWrlz5a13A7L/xXseeN7HnJ2UMGBfZ8uAt9KC6i0CjLicZD9qBwv35h6MbCvqpCanxOBtGKryno17Dn99uPn6w7aNxMK+L3H2/cXn8/e+PGTTjQ7w9++je8/KaJmgPa2zY/w5WZIXuMBT9euYWt9sKmT5E9eKSgX8OeY3gumUnIKfRCIrJKOSWR51cQ2BRtjLKS/kTjycbt588XTnAw5eFDNsbS/sevFLSw5xLkFOL2G6SEQgMyvuEpVRDniCg7Wpk5MjQgg8/jmdjzrBiyB5WIpP2N6SeYgNc3SA+tA3vgQbxzFPY8GEP2QHzQmFF62Nd434OOB42T82S4MnOEPZehsOc8jlAoceAkCnsejNsoVNjzYDyEPVrrnoRGGo7CnvO4D3vefryhf3pRo4heSuz5079xz+dXz+GEGsvf/Z9X9WWGwp7zuBN7ND0Se8CIF7HHzfjhJhKB19efv6IufWHPeWQUwnD65QWUxCPUd+6O/IEM4EEy/+aOD14iInvQaLn0wKsWtdz8C2NAjMsVG2xfMSwM4lPYcx45ezTveUP/oHkPgZn/nz+/1GTBmqLBzw7MjRhKDwfmiiJjDy3xpDX/v/75/QMCJBT2nMdAekTbn6jfpgml+s6lXdgYa3qSltR2DPse+kPf8qfP2QPx0X+if2XfE9hb2HMeh+whbTnAYn3nii7ZQzpTE+qY9EgJ218vRmHPeRyyB93LW6jvr5AjUN5kyZg02fdchcKe8zhNIUrRKRT2PBi3UegIeyhsv7TYzQaRPdIUCnvO4xHsUSv48uPXbwwYaD4ig4U95/EQ6eEAA5MbsIXjC/s5RGHPeTyGPRhLJ/YcEZ7CngvwEPawScPwG39kz3TPU9hzCR7BHvFDq2+FPTfiIdJzGQp7zqOw56nxxezJ0fuz4DkA9vhx4wXHcBOFSOKrMWKP7rBx9M3E9U+5FZci/NVQ9b3u2DkG3f8B8JojC667Xk7BQhzm41NxhsCxHLzv5ACn2BMoyLtVZDHGIXv6Wl4RQOxpebNK4wm3usXLo+KD17Lw2fStbg2vwB6F71f45SUrut/F/ZM9NIg9rAkWlFe36FU++bfkLUhmRY8MV/N+K7sD+9Nxmj0ojW6lQYk/zB79scAyHmKCPfirdG0O2cMrv2sxDa66/xtxSYSCHPVLUA8ula79AnssEP6Q2VXfVbDhnZdwp2UHd7HHy0K/rVLkVf68codRumfeXWWxe8Ykdp+O0+wBlK9VKNIQpxs3q2+ojNOtzgR77FZ80g8cEGURGrTBswZT7F6jyB4JwQoERELOHrojnKSCVd6uJMUPKE3HpbFHF0/RmsnwpdEdSXwle5gJ8pqelSv+nm0MH4Jz7AmXq32cPcsYxKMY4TL2GCWZPNljBkVodx8O2IMnYxF7yEcEDpGQPQwp9qhMcgvswX8KEh4D9tAisOdrbgs7wx40+fbyYfbwVjaHCHOAo+zhxV6gG9uehrZMmQb8gfL0S0FAxkLjlrEnSA9ZJxqTPd5esfUSeyy8rI0nKzyZctcN2GOxe9LPyB67+1ZF/Sh7xB2EUvmmcIw9JJ4PDWConMuDoQE864W/GXtERmMPO3gQmTceyh8oLd9mxiufPjRQCDquMDbJ2YNkGM6GBs/IHtYyFhlvH2QPxlIM2fDFrUYYsadgCjdR6PTQ4AwKey5AYc9To7DnqVHY89Qo7HlqFPY8NQp7nhqFPU+N52ZPXzf9rKtnB4uqtKjPrlIiZED2egxHps9DTC7vDiyDIYtuMtBBglPpPzV76uVstiUTLqLcrbgokUlPA8vL2TPCVNRPzZ4lV4tR8WtthlWzrq25ElovlhXd+v1s3rRabVot6n62h9VsCz+zikZ67GZtM99tFx2kp9+2m3pOB2BeNfNZL28AnYw8DEnbGA0Nip1Bl8iJXBSoRtqLXQP7PHvixbyqPBhRIQFuPjE/QF/tkDpXaBdNtZ317baFDZ7Ngj+WdAPDk7PH1j5JWdJO5e7qhouTWrHEf9iJAvhZbWz5czbb1LCuu2pPE8xzmuoVF68BaxNRdq1WK9LVu/uUGU8ZFE0wrDYIF3KyCS1lj0j0gKVigg89UzCaqm5L88KXVeUIf/1y596Cd2UJf5u6V8CnY8+uWfsbwPqz3iX2rPt+R5qpbPjN2ANYVcXP0tkjkwKSPWLLql9UVoO1Yis3uAaTzHjKoGjMADB8yMlS7EFmlAH37tkzG3ANWWQwmqoOxG5n+50ZFSfdfd3YbcxOBiTwrqXkZ2PPLOPOrEbD1WxEFHBKBdjVmwa1vZo1q9mqIS1YCv403XY1a9Zs8dD2gSFwXgcJAXv2c7AaptbYQ+abG6ihaGCSGU8YPBozMPbIHrrAZ70BP4J7yp7FmIJZpHTfQ1ZY4cwRlilY8G4/TIB7GPD6dOwZYMXdaBClrfYLNNb7vgWR615skZKIERCoWDEb/szRLsAa1Kx7NR5mqmcbGNf9fI2GZjbbt9I9oBuwQcQWkUWIP4/GDIzd2NNWciHafoP+bgFCDrJnMbbwaJkCKFjwVvdoZgGPEz/rBRo8M4Iz1cIywQSWC22fPzd7/nkU9jw1CnueGk/OHg23ADbJaPlvBaM5gpDSJAY7+aNIjsYJB87EMLy/HoU9jpPsse5+Gkfi7KhngqHJybBncYZCu14DXY7PJ7J/wB5N0jR4xJDGhikrH64c4Dx7Nosth1e1jW5m3WK7WNn8G5PyhabxsCTTak60F5xohxl5W1Vz2Gw59W/CagMnGVtTHOI6wWDhoe72ixrxK9l5GEZzNYHRd2nhAHmpdtFA2jAblgK8r33+FfjCKa+WJ9rtYtbwZ8ES2HqBLyMcx2kKVetYOaYqyZg9SyW2Vy3HmJPMwkhzPxX0EvYg3LbjNFXTAUmPz79hVCWouVhjPrU4MOcb/sL0jj9Gpa5+B6HdCkSTeqL+w50vJj30DNPW2GOrCbLGIy0cyMYM8qAkfF0CxqWG7ma7zmY6ynezZ0W39YKwjHAcpymE6CzbM8wLDjFmD7zHh005hPAc4iL2dB011nL2aP4NTlS2ApCxB0ShWh3/KtIGlO/nIr+m81xf7TFZqehZpeJLxp593zckKUyIlsS31QQA7AHiwsG2b9sheywFRQqIMYx4trKmBH70R8cOwRe2XhCWEY7jLHus/N5ijXCEPcwXg7mxoXgf4jx72jWm+CtM9zS/V5Q2/6ZRP21gzx72wRJ/Lj36MfLv6uWcs3wwFiYK9Xo3WHjQGt07s65k31ezqvZlA48vWzig9YA9+NnZugTqMbJsgWadN+wKgD/8zFEaPPkTlxGO4yx7Npoi7ybFcMyeuSkd1miPEnuawbAn4Tx70PNtOPd3khp7NP9Gx4YpN1cAjD2YaK9habNu/IFe1Dfd9rvdHlSy6fyGvcKu10qwlhAGCw+g9mIB/gG7BQzzBRpprSYA6ODSwgHVUqt3b+k8uZACIkUKDGIRA3h4rvA35ypIj0ZN6wWxaEdxlj1I0F4mcER6FATUkXE+LTsXsecoQuTHccb5DED658BpCq0xWFJRp0t7qu/BgGiDrgIjntoq+Bi3sAcV8Mx04p9gzxmM2eNSzRHbedzCnn8Gd2UPm1tUPb2eRWHPBbgvez6Cwp4LUNjz1Hhu9tyoSDUYIXx0sDCKPjceTXmUxvEk3cWnBQfFi3hq9nyuItUI17BnhL+cPZcrUqHAXL2kWpMtNLa7qp3Nqy1m6r4ciZm6uQ5CMBZf6ZSx2WgdVauxlhyRLc4SdafU90FRKksjKmjJiGBckt3QI2Mz39Ky0tJpYI8iUr777YKLu8w38/nU7AEhepVByyGqY0cUqVwXikP6qD+ln62+KjVDGPDnIebwXW9ms0WmTGVPia3TT0ZbnCVqRjrrO5uyAzDqT4s1QRtKsTS+MLSv0vQvuC3Dmge8uN4XFSHg4h6ejz1XKlKRj+Ak3fhf/rXAtsrYo5BSfyIsxLLqRSPUZRrhpHVUPLvOFKMIGW1xlnD2zNZz32yDUX/457G4kWSXAYlvwiEEqCbIP1AN2IOXnnpxyKhn4fnYc6UiVdKF6qP+lIy+UioDH6b+FEN077P9rt7NVnWKgH9aFsWbsydbnCXqTqm/r2cbW7IKwcZJcqUW8SJ4s2r2s60VTm5aOs3ZY/lecP/F4wKejj0DXK5IZauXUmsK+lP4a3ttWOkvKD1R/SmFaOC5XjGqoEyldVStxlpyQlqcJTA0UOpx9TNLwxW0zLhF+sgiPIIP87h7IC0rBs7ZY/neIIxlATE8O3s+B5cOxD4DUUINhT1Pxp7h3n9hz1PjydkzqNj+iUECm3UHt6GlC3Irsjgd6gRG8D7HMOXhTvhO7DkgQyJlvyV77kGpwxim4hzY3Z7oUTwze7K5OhcBuIawwCCbekgAZiqujyQYq0Sp+Xax45KCQmp6zxl6muNbLFoywDx93rRbi6dCwBpTD/eouTvgs3i+1VUrXyu8se6Y7lWI9gE4R2BTxKrreu5kyHGKPdotBeJKyBjn2YNiZ4pU+qlmpkmFcSmG0ZXpIwliz0ITC3nqPCSXBbhcME9zfHiwNQLljNv98Tsof1BBwQyDHz3dKPbw1WbID8I5Cr2H1mWqVT/FHpCE2V5jZO9lHeEi9mSKVIE90qSySCvTRxJoNp1JeqpjSC4L8CWb48ODrRFIkQkZTN9BeTIWO+fusglvC2phBTtJj3SvZPMYnKEQSmnPyb39E+zhhMuzPc/7j4Tz7BkqUjl7Qg+DSfa7q1UJcEnUF3sUUssCTTdbV2mODw9aIzBFJjZ7Fo8nojk+fMmop79BJtOUfrdEy2K6V/L1GFzKnsksXMSeuEI8wnn2ZHN10WSlOitNKqDuN5XpIwlakTNRcvZYSC4L2I/m+IhAP1ojkIeK2sYWT4tKiAm9Kwfa8gETDm+Y9yMB+tKhfEhCuldi2WNwIXuoAXuIU42bWnPDdOYvYM8DcFhVxLBnxYXsmep5TrOHy094LG/Qsf4cfHv2gLxHKHwitL5QqDpqVLrNCM/CnqfGTRQ6xZ6zKOy5AIU9T43CnqfGc7PnfidSTYwAvD89iCb1s9M97hD6kuTjOB0oJvzU7HmsItUx9iRcxp6r8Dew53JFKqklpROpXDVKGlV2IhVCcxU06kYlZSYjlI6D0jej9Fm3kjt9NqqEViv/JDGcIWUEhBPnpOGrVFnFj0bDWVjz7YKrr1U766taSWitNwbKPowNq7aIlP6fnD3IOoqPJkrzcjVPx0+kWm61moC3jX1lODiRalaFE6msxYO13JZbZ4+8KRHEbWt3tAwJuRpWfoaUTdZlArzxXLK2DFIOa7iZTzzVKFgg2cKnPoy1aNz/87HnhhOp9NEojUtnj0wKSPaIDVE3CsRGHAwV2VPN9M0ovet2BbdkrGQOn/z6z9ZOZbLPVSm29lUqIOYPUraZY1hNVRJ4dvFTVppgzwUNCyEr+X8+9lypSCW1pHQildgTNapIJNRoP5HK2IMXV2aK7Alkr8JquxksoWVjy1pp7RSwz1VRSfyrVGKBpm6QctfO1vygPKym4k9rvTEQcjxY86WV+X9C9gxwuSKV1jvjiVRiDzzawh+JhB9++Zl0o6Iyk7OHx0Hpm1H4XHG9lJYKq4Q8GVs7xbsZ9bkqXn1llFhzmXVwFtaWBq2mwsaS0Fpv+JQVbunDWIQAel99fXL2fB6MUCdgTD0Fo+wB1Nxdi8Iewxn2LKfXhC9BYc/fiydnj3UMRHobgfVe84y/Ed+ePT2GpO9S+vgb8czsGXz0VGNGzYWAltea2sRc03+qcgCcL2qxgBNvOz6K317pCCg/E/o74gyFdMwPQTW/A5xmj9XnhStUHeA8exBB+ugJ+bBOttfEPFg7e2xHFn4wm9BMcrWpXJ2j2fvRrN8RZyikdSZgH2bFA5xkz0Ih9qClkXGMi9iTPnoy9vDjKXEp+xYK/30CQfZwgEu3GjKEmQbQ+ZnQ3xGnKfTO5UC+aPnkAKfYs9HnXqAY10mmcJ49g4+exB77eEoT8/ilBdgTvrmI7IHM8DAorWLNqfPwd7KHYNHVZBziFHtaC1Hrc68pnGePTa79kwqTHn085RNznyiCPQsKifkReyBb4F7bo3njEVA6E9oOf/9uOM8elpvFn+DPCfaExge1/EjVvYA9Bacp1LybwiTwUekJIdgS6WWMwp4LcIZCWmRU7b+KPWhR1BJNobDnAtxEodPsOYPCngtQ2PPUKOx5ajw3e25UpMp8HHq2NYjDceX0OHMKA5+DLHrUCbnXObtz/8TvHJ6aPQ9VpDrGnstxnD0HcWYWPecatpl6Hk/NnssVqbT02XElNGkkyUc3x/yVC6Sd1KxMVUoxI277wJRmnR3FFVUmE/So/CB9GHTkvy2vTh75v23xVALKUdfXvDwgbHMsmja75y/Ilqebnd6vpVsdaaVz/ImnZg9KAhqgmmubXhk+rkjV2OpEWMtxHwhcb0AQamQYFA2mYhs/gz+E14E3WndwPSpXmqIBzvLY+EenoyP/+TOXppUuv6JXtshSp5KlrPyeP2dPWCyzP/z40i1y1iLbdASejT03KFLpmKhMI0k+yJ5O7DFXqUpZID+DX/b4qTu79w9Rmh6Vf7hKg9Ec4EKicjE48l/B5e45ih2mXLUqTEcTG7HHuEN3/dHVlm75xnzaXP7Z2HP91X7z/XxtgiOP7iOxx9Ss3D/cdnU8hAoPV2ZqyZ6whKo0ZVAw/MwpPXiOjvxn8J7X+K0DJ8keU6eiq1n5PX9ij0IBcjJXX7rFm3/qSjwdewa4XJGKS59cQp1lGkn0kdijFRDTYwKafu1n8Cu8zo6ye/+SHpWUpmQwmWMaiNZyMTjyfzbnPTX6glU52mrXQ+pUwH5BGQv3/JE9EBPKiDJvf3HpVkda6Rx/enhu9nwaRKvjOOP8GIDRhT2GZ2QPUdjz1Pi27NF0Z4CpKp77Ynfw3fBt2cOWeYgp9uS+Cns+gvPswQw9nSU1OGy62tZtF27mj7f1YZqub5Y40/er+nVeqy83/IXsMe18PqeUkU6xZ+273zfcvIgINJ7VWVLpsGkpUsERhA838zt7wo+eYpR8KSNdOPb2W+E0hTCVe6cuVf1upR3hFHtQ6ckX/FytCgKycn5gZ0mRtlznwuxaZBbhdTN/mrr7N0sIFa7qd/Zoov93Nm4sJso4VbgzjZvN2BR6AhexJ50llR02LfUFEJ4fWsFbnLqHb5ZM3Qpv5JEm4Hj/S9mDObgVX7VxiJPssYoMXH3zIlOMZ0llh01LfQHTdL+ZP0zd4zdLpm6lU6sXdVpuAHtClr4NzrHHzhdEsfZs5EY4Iz1GjBtuXsxRH+yn/Qs4QyH7ypztRzwWMcMJ9rD/FnvudfNiYc8h2l1d8yhT22k6wMmhwRaD20fdvPjP4CYKnWncTqOw5wI8NXvqpnYVfEO4wZzDZUlzEumLhmUXNpDTnaVryxpSwnmrctDC+HBqEHSIiQFXiIaP52YPyBnOLDYELmQlMNyTPVMkG9E+GXLrgZcMx+yBKSe34+Pp2dPtMBtd8CM5TE27buHn4+CfNCyk2+GKHfxejt4UVqoXdutXNDp7gv6F7i6jF7q5ogd9pfUijFx5wjh1TKiWAr4hYa4hBQryKjGFNKNHGb/Gq+L56LYaRe/hYB2tUtX9Kn3KJ8iPXXEG03OzR2sGplKhW8TUuMEG/9NOsqaemzqdKi7AabUBPQNLaEzv+sPP1i+nkkGKHvCjpYawXuRu8mV+o83MrhLDe2OpepRpAUwx0VarUdG7XJAQSiOzf8pHmB8UyE6JeTb2DFRBjJwgCrKqW8Q6O6DG2KOhezijBvVPvKQ3BjLVi4w9NI7YA/6uEnsAGgJ7tF6ExOM9YfiRX60hyWbWgageUmaPMn2NF9mjimY3j8FGmY7sAexTPiJFSY9Px56hKohKLZUKu0Ws0wE1zh4vOf6k2JFOFVdYODRO7mgcsQc/aM+SQYoexh5fL3K3oGPSzjoXWhgIfVumkDJ6lK2CEZE9cTVKXvQX2cOcIVL8EcGPNFOejz05nJxSqdAtYl3Hg3GcPdKwMN0OKXakU8UFql4k9sg4Yg8EQXeHmcEVPeAnrRexovtVZUgJho2rf8A/se65lyE1FMKjlEqH4OxBUK1G6eYx2CjTxp4WlQ05s0/5CEUZrjh7bvb8baB8++uFKOz5RMTvYS9GYc9T45nZg57gdrAFP4uplHI7juc/gO0Ow+OPQ/3SEIU9xJ3ZcyUmsvrU7OF82tcM4k3f1cKWxIbH7tInpg+Y4OvrDn29UbXZwkKalk8cfAtWmLJIXCzQFyE6qFfgYsXKouTdZLYGIDCDWUT6BoVn78J3/oWVbkCz9Ya2sQ9ViHrhhwPZWUH4V9dwU0I9j8d8avYg/wc3fYciS/cBdjp2N5yko/uTUNXNk89RAIxew7TcLDTPwJvHpkeXbX3ASe52OrKkR35IQQyMuQZAox6yC9liluU7HsArhIxYeHoKj3g4EJ34Yh7c4/OzBy/5Td+BDl4kO3YXlmJPV9tRuzAvOLlPCwtxWm4BQbvs4Fs8LFy8dRwPCCBgHow9ipIebLFJwEN2HpG+QTH2IMtJfQY2ab3BPlSRNbKuuKS8IkcqD8SEnp899hlGmm87HahElI7dhSXYg7k9VUHEnuzoW/1IXASE0bRSDh6beLurs1vH+eUCJpL80BAI8uBR2hqAMIoIb62xB4kEPwAn0SZCCsAPVQhkXYsdQXlFCxQp79+APbZmkG76djpwfQBU8GN3YQkKv8NgX3fALLWQtLCQpuVwGR98i4eFQyCzsC9CqIIiGMFN04R3k2kNwFw4yU8R6RsU861L1EJudQNaWG+wD1UIZN0mQ1Je0T/KkhJ6evZkuGS+rfI8GXwAEdn0UXwX9lww335G9gQ8hj0cvVKK13HkOMAp9jQ+DrrhNMSCMxTi6i8Zj/9T/D/FHmfnLachfgznhEfuJ2txHsOx2CYjOBnrTThLIY7xgeVUfk+yp9HXArechvgxXM8edtDEuRiIK9hzSbQJQ9/nKLT2HnmgMRNwpu9h0BtPQ0T7qE2Zdb/d9O+Yd/cYpq0WcAFJ4sCKgyHeXtG61iRQzRczVgx44/QfbxaWAzdwAyMl9whgrBRGcnTEY6UdGnR3FrJKHZ+S1cfb+F/ZRhTmZvLct9tlG8d+BD/wwNzJcgyHNDLk5Gc9Q66Xs/2cOsoYWDeIBNOgUGzm8AyFEK9jqDFjOMUecJMhbjkNEXOAHXm7mFXgDOnG9ZpZhbH0EhFjrhq23piEhqIxKVA8HC7gDprvYDqyB11Jc/cIQHo8vBwbfhTNf2iYNXnJvCICpb1s4A1xNzzrtK7sdlb4k/8I+7gfc7WN3fSMeRX5KigLNr2iod7ONituqsJMr57D0xTiJisRrpEe4Uzfo4xCeiKLBzjPHoVHDjKFANKSXF/yKBV+Ve9QD9fXdTwxFD7hz9jTVVrIsrDw1KCqokQRYE9b11RZkCOIxXfWaZv6Kx8OxGdp03ZdL5SbqkZllA2mlJlvvtKamcBrte8XSWg3WiegW4fcsYHdv8/JHnn1HJ6mECdJNqMeyGzASenhBwIYvN1wGiLSfedBEUN1GlZaDAY592P8BjYtdI3AO/wZe3jrvWwYNniK1VjsgbcUQ7+1QwWW/CQl2hrQrintBvIDga47XqZd8dsw+YN4Z775SmvLvtqfndcfyJucyH3uqCMP/JLD2SOvzOEZCp3Gmb7nNM6zR8N50xxT+ZBzKaOBG9V2UcMZjZFBS9NNXAmWd/jjwjUac1uftrArrkrv6JMVVtjsZvMdUunNEd2C0truQKwt+h0Yo9/K0lYCjBbtYs0aXHNFGrY1+jzVHIL6d+DXCjnZsCzvcUWcTtJ5oz7bdrdgAlx+Z0zyqhw+N3sOEQp3HwSSX4KP+OUC6GU4W55/mD02Y7gMH/E70AU7jb+MPf8cCnueGk/PntjPEhzQJAxNQBjB69iuY9h/qKH6Ynwv9gzb6qM8ONmkDyJ8djwze6SKAWpK8UKHfPSrvm008PTxLNUt+mqH8WmNca5fhwxvlR0sqlF5PJjTviJpqiXjMptnxzOzB0xYbjs/8lPTSM3Z8LevMBvcu7qFWVV29KeuxOJECVay33ZcYzPAuOLhitmU9Mnx1OzhmgXP4QWsJQu8mEkeXN3CrCo7+nPP9Y3IHq0IzcLBnIqQp0+c6JmeDM/MHqlidLUpXogJemgBcNXwSuOwYkn2yMCvR7ifj8m9f/SRHczJR0NFDQvxHfDM7NGOAagpxQut4bUVyaoFwLrfuLqFERsGHv1pihUULn70od2IeDAnPDEk7+K3YM+Pp2bPHYFe6jviX2HPN0Vhz1OjsOepUdjz1CjseWoU9jw1vpQ9s//9V3AKX0kfcOj/+GvBNL6SPf8zKSr4BqCSsB9jM7GefOkS88RCDU/hOYKoY2oY+bS4eMYNUc2WLXUKuyppb01ilWIZ5mYVNVg/gmPZH6zqTpLHqRlw2xrWsm4ZoQ4r6fGnK3oilH44WGhG3Sj6mlU9qNdHzd2+7WedVuHgZvcVM6rZyv3LM9/kzE8b6dybbd2DsDx8aBhXYg/8zOAVv56NFplUUKFBPExIsfBXIXLnZTK1KEv0H6Lhd1x8lwe8wsoz5XnWxUU1qdA3FYjFkjOflRdB6MKbPMTiwFakcRMLBM7HUOewrJtuySu/GmQNkQ7X/BkvyW4muuGVa9X8tjH4lRXewWjV+pXU9pGJZraUUmxHhTNtQLRLOuvrUvxnQFp0iMtLEOMasie6E3SRP0LJMKEVL6kjVRkCbpY5OGvlPUZPspt/nuSjaPqs3CmXVMG0TRPQuzOFTMQC9qjkChk2VQh4MJ7Iw7g4MqkKkD0e5AKQ15Qg5IfFy745J5jKStcvEkswHdXB2MMXEx+G46YPa94S0oGqwzrDOrKUTh88M2/4oRdyA6/443e2qNvLbtk3Xp4Y15g99itQiJm6GfjDhCANeAvs8W1EOiP24BmWlCX3T590YZqh3MYeZUpuMFGhElLDLJAxKBLAGij20JOAp8gPiqbi0JeRxowQt49KD0IF6VEecjBaZcSxdEVOUBx+LTvmgTnnO0otyrYdhHK2IuNz6YFzI/YwSgakJ1UMxmRWiiuxx/Lg/g3ZzpHEgwlZLDAyIbwyGGsGnPHKvAHGHvcPS0WTl9tyGTJlHhDHkifUKRNgD169gsk3/gh0j4E9zIhezdlJI1CWkHLI3lkgJzNqn6NlBelR89kURIDxFSqfx8WPLMR4sgcvofdkDVLTy/+6OM48oZKxgppnWrA8IA4KxypV1/xOHcLJ2uSsxpvFldhjybLbMBt4Ia2CiX0dE1Is5sheQWILoBdh3+PdZJIe+vdoSE2U2z3IwjPFkDAjn/KLv8r6HjjSbO2EAZZGJnkYFyeYIAaoQsmm4CYUMhYUFBQ8K2xYX/DZ4OnHK4xbqKmD0YYp7OAFA2yNd2xoYk/7X/B5wCi0wrDdR/IrTiDADPxg4u9zD/z4+2hGW/BwcPTOSRRPSuCUAQ+bAWBsz9E9JcfZY1IUZkIFnwFIjxa0KD3OHpcesSeTHrnY/4JPA9dk1fc4e3QqHuRE7FFfI/Zoeh3NBV8EcKmgoKDgW2Cir8it0Pdj+KYRAFBjmKA13QC4+TL6BKI/zpG4QXLUZ8ExiIb4qeKWLYcCsZMHY8JwDWDfoz2Q2WqFqakRvLINgA7B4gAB4Ejb3+mCQYV28zCI8KV/DjsKzgBU1N4S9zF8y1a7WUZjmfQP0Em3stMPecW9Ue2b8Ns3i8fDBqbSV79ccjMJr/CCEaA2zsAk32MpOA6nNeUmbNkaM+Qq05IrOjTwylpjAmWGhKcFvfMALxjEC7rpwb03xdPzsPHe9pTBGtt2hqew5VZwFKI1SQpaxS1b0VbQe2CPfp09PH0tsIf7uGIPw1EyYKsHXvgOwWGPhcjxqJdFei6HaL3kbW81ugixh/cIOGHxY/RlzcebbWfTwX7ZuOG176i6AV6ZydzDoil+pf1gfQ9MWd8TD5wquDMoOAUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBd8Mdd/PJ64KKygoOIO6iE5BwXXgl/j++lh0Tdv3i93zKhktt3PQonovbUnBhfgk4WG9dDznXR1bzx2gWy0KCs7ChId6qNLvaqnVTR08A6oRPFADmf4EvOvQJgGehUEIKbUa3Hm/6Hu/Iqrardi0x+gYN+Njj4SAMFbmwAxhPmbqfDTaG135hBOPcQlQh0Z13ZAjIOWDRUt+kUZLVcIciNYv/N1W7xIe9JOCPOKpiCsZQ1TMkQhmdpY5+fcXJcNcGVSCSDxmObll+S74LkjCI/4F4aETLVcuPKgNdKZvngfgNTliEMJkIAea9aHqZRABVkPq+AMIYgHhJj9AEB7U2WDLkJRQCY8BVqqxyBziS0mHfMAS7p5Fw1h4Nh5FRJBnFhiRMFF6kPAgaTrx/MFD4Wnp1uFBn0F4lFOLyRysHMkNyRXd1O+HKDxWxXLhsboi4QFz1bYbVNmFIEODEBQhQ6jIqCmpTgNZdKw1rDp8RuERkBEXHrhTtVy1FK7w2yXhwYu/Me8eQgjCwyKsmEUHbMbCg2AmAwHJrKLBiFpvxRPJYlUfCw/yyiceoiZ+Yk7pJeVPuQtueA4IVPAtkIQHrO6Xx4Un1skrhAfOg4Y1i44JwrhCoNZq+4HwmLXyIVdVNa92zL7LoeWB7g4LB8DTGeGxup4hZVgJMTeIuZPwWKoxpqHwdE1f2yeSx4THDJYEjI6sbSr4LmA9cOGxapsJD2z16Wttb4QuhByKEjEIESttxB7x5nMe+PC6itoT+jUmzoBZ9YcrEoJQO2CQKwIAS8YTkzI7wnKaCQ9y18UsCmPh4YKGz3nqOec8FAMZLauBLMkAKMaQW4kVDEvmCWEnhIdWoKZnD6FX7oYARXa+I3LhUUMYaokA3kt45M0Aq1RPQ30chFD1MQQZ22erbe0+j46Rm/Cw6k0JD+K2aHzgRFclYWcuGxrYWK1EZC5PWT4Qfcoi/EV5RHYNybnvefV+klh6schZ7kHxYZkMIev4gSfJTRCeAI/DgUyZ8DgTCr4bBsJD1mbCIysTHoB1O/oKkMsoxITwAN1ugVqV9nksiF4Rn6xhdSg8cEzCoMGTDAg7EB5JloBYYqdhUMMfsnhEeOBdG1Fpn8cE3PJrwkMrBTAnFTZQQ3lU5uCIQOqJBsKjGAgR0hJ24VGGImUKCgoKCgoKCgoKCgoKCgr+WWgBpfJVgvWu79ttVEndL8Lywp6rGHNf5i8oKIC0aAGOqCEhYfHP1u/2kCQXHi3MEWUp7msQ1lfruObrS63GrLBaaiusuYtjehnag1pgf9FDoGVc0Cbj6cQFZEvF7AkLFF2yVe4mxYa0DvIVLKxQvvPPyJaZk69eMyfmTicRQTHFBeu+TWHMo6Dc2FKynISMSACcwnp0tiwPxGpPL4exb+fKxwZWsxmEZQuDLVez2OyT6Ivh0B0h/3Gdu+CTIQ7F7Q/fMBGbUINU3wAwSpU3uQisQKz9CA7GU5CCtEi/TBc782ZllwM6Igi8wko1hbXIAni9k/BEIRi5AAguV49NOMxX8I7o4TIWHjlZPixCDwgne4sRqepnqedoqdFmEQf/SC55DgXFDxIeC0+IFw6TsRMIthN/GBgGFKVuREgWV8k1s+U8NXsFnw7wAHXZDQDrur9afQOMwbmLoNoSAD+Bi9TpQtCGt67VfY1wQ+HBu9cmGKUBiQpceypIxIAaOXQx/6qocHAg0oN8Re9olrtQVS0HwQlPVUE6whftYIXEYOtpeNWXg8NiJRhZyIw7AijVMIGTwmOEmoodWHsPA/skPER628ALyBlbkYLPB7jhvHSwMgLgJasIbUKNSC5CrARE8APQHkGpBIkKBqMJjyNFC7D+wcgLlCuLwX2pYg5dgEnhOchX9D4pPI4QDyKAzOAXTrr+TXkSjguPpeBS544AvA8TuFZ4KDr2CTzsp4UHpOjfZ3vk3SMr+AKo0kRYRfLq4bXDKuHARQAf7U0X84OZMtC3JGKlSl1H4VFoAjF4TUCc0oDsVBcUXay6wNAFyIQnxnaYr/imlIM7nsEJ9ooGJodVe9BBcnggPB5xhMIIiDr4R+ZCJxkSOC088Kt76cexU3SCnc95MDpzG8Qm4oUn8jCMveATYZUmwuoEoXrhcOlwhIqL+uhADFbJBVQc1Rj8hNqL1xBK4hWAKiGvVm1hMmvCxSq6AJnwOJAxfwM8BZQoAMGTCUFDVYUJTqHVhq1qMenAMpkwZMIT4AlIKIlR+ohzmEAQHgcLAyC4A9X/MPbkH9LOD20FzxNdJTTRITREBV8ArzQJNghyg96tio1cBJMYrxTOdtUBvKp2mhyNhAdQBbJ4zauspoXHXYBJ4TnIV6yPA7MChrpNGcGcLKuvq0AHvJ8RHvrWC52alGMGHyRwRniU3EHsWSOkAqx3i75t4j4PYnNpkbbqvI4uBQUFBQUFBQUFBQUFBQVPif07Z8Lz7WBhoKCg4ByoihWwcbuCgoLzqHud3gFs5tu1VmDrbN1ZG64OX/hmN+Vr5LbUnC02Bwv5TSGrtJDL5dqjDmlxWKvD2dZNjHmV1r2DlfKFp1aCs41Mz1fwTiDvacU5rad7eQ7WprMMBDdf6y4o0AFSg+FaEB7VRAI1XVUJDrJDLUKdCtUOYVn7aSL8xDNKhw4N9UoIRHmCh6MOBOJ3R9ghJdVWvCqbkBedo4gaTSu6UUpc3BlREB6FVZQHwmNAVOPy4FW0sBjHGaAVwhfpKXCw6vmrIQiPAa+oNqpZrEl4oCpKcYdWbI2HdcmFR3VX1duACNi+Byk96kAk4WEcqLx0jKJFmDQkK/iREeIQhYd2VpRp4YG7vY3KYzlRjIMMwFuehYICqxR51Z0UHgdrootHqEkUHyBWq+PCY1ICDKIcORBReEwMTFsgq/9JeIKV6jwzgYj8/E+kgEgsqgnhYQYskUF5RsKTZ8AoRQyoVfBPY4vRjs15ujaf80R5sHqIVl2Vmy22QbqUVuGjyMQ3BBqe5xtEAlXwhENugacDVR+V3iptC4NJAyVFVjCieivHyh0MoaIDwbtBwoN8xw4zL08SHkUyyEAQoeiloCDvBnR87hHhUX3UNMaqOCqd9LUdZikZc6DCZTHnLrqRIWDoQLjwIB9W5WFGTc99uTQkK9ZryzFjhglODEqfOinY0Uh4Uq758UVeniQuJmJZBihwBhOiggJhX/Pg3Mr2eY4Jj1rt/1+yt/pp1S3Ne0KFls1ARhQeYCJHHQgXnlRL4ZwC0SJ2JVajLXXPGaxakwSBwnFCeEblCcIju3EGLJpIloKCgoKCgoKCgu+E//77z98+HV+YNPG/L0294C/APyk8Sve//34UFNwA1mB//Wx8XdJFeArugSI8BQVXoghPQcGVKMJTUHAlivAUFFyJIjwFBVeiCE9BwZV4UuF5ebPnr/6nvVyEX/1vfzuNIjwF98CTCs+Pt1c9+j/4eaVCK54vr2/928/+148fP2mDJ/zhBRLz9kJ3vFPW3l4Z4oQcFeEpuAdO1eCeNZJ4PaiJvdXtIf6Yt5+9dxtncFJ4fktsXpCD3xKIn4j7hRJE4ZFk0f4PbWiE8EiqlIc3pv/LhGsSRXgK7oFTNdgqsNXXD+CyodMZ4VHlf5UUqhthHjSW4ws7np/MHYVLgPDYSI/jPHVDRXgKHo2TNdhmHGr6JUA/8fYT/dFv9jwSrd/sgtgx0cRW/w/9sen/w/6HAY7itPAgAvY2QXRf8RuEx4T6p1LEC0Vo2PMU4Sn4DJyuwRqI+fQDtbOHqFgdtWHbb9i8wcb7Gvj2CT6qr4LGsFM4IzySF4LpvqmfCT0P0+1/S0Y454E3vcc5TxGegs/AmRqMgZMNjVQhKTNReF6t1Z8Wntc7CM/jUISn4B44V4PRmuv5xseg51HH8MLBmdYTYEN5wWALnjVsK8JT8Hfj62pwEZ6Cb44iPAUFV+IvEZ6XydUBW5Y7RBGegnvg7xCeI0trRXgKHon71eC4YTmELcpN4VjSr1yE0H4RVQq0k/QG02/fU6I195VgeDGb3yY8WsnmppSW/H5BcIrwFDwS0zUYVbDvTTvnF15sf+UPd1TwoxqprRY50wN8asPFVqqlGBAU0q4QHgZHQr5gRwmwLR1fubOdUUpJJi658ACWqSI8BY/EMeFhReWqdLa/g1ppVRO1VxWV1ZkNvNV39jxReMwjd4CuEB4liXBBeFzhJghPinEoPBI6mjxzRXgKHotjwqM5RP/HNz1RHbW/E/ZD1e8QSVyGwqOORwppVwgPOzLtHcXxmYRHbxQoWktrdSg8Em/qGMj9rfQ8BQ/GMeFhrRv1PKifsUMxa1TeofCYexA1SMBVwqOO45EowlNwDxwVHvQcarbTnEedEe05fDL1sryvgUe1/P0rTVEhrQjP1+G3c87HuxfD2sCCczgmPJ9AvWPC83j8I8Lj7R1e8AyN4B+t8Khd5NCafA5Or29sGn8Fc1gTKjiGr6vBd0w6qqZeiH9EePTxoCMOv7UHYEs9Glm/BScOEkhGGNV2xmWXgmN4QuF5fZE2avjAgO0g+fzyEj+uDk4aRPKrHg0lQwNqoOUxmfpHhMeEQUgLP1Fh11b8nb7Amy9zwp7C44stx0fdBfcTnt+p3k7AmTfAUeEhe23IAUb+DNyzdjQsXQQeux+EiG2rINZb43qIf2XOo+/RSUtf7Leex4XHiAPqGcngwQSl9DwX427Cc3qa/zHhwQ87FwLBuP0K/r6Ix0gmOsXRGl9S2ypo9D6VKvGvCI+TUUQI/XIUHhLaJj/qe2h+ow1e6FLmPOdxpAZzxPP7F+ss+wE0T1YtRWy2Z9FJJvYFEp6oT+NQ7eU+6oeFx3gcp7xgtokFIo9O1vNAcg57HktPHxdN4N8Rng/h8cucfxmOCQ/roI96uWvjldhsUJOjUyQ4X6xaD7cm2ay9fFx4rNFkRJq8IPQLp0KWWnCSG3PKHVGlFNlvrWkmxzmK8BTcAyeEZygEUs40Eehfk9Ok8ERBiePmjwjPERxRPL0GRXgK7oETwoMaj18ubUoGOEhTF2CtvDv5IO6nSVHUp3FERZk7CM8dUYSn4B74WA0e9kU3oghPwfdGEZ6CgivxdTX4IOmwynwEoynYJdCC7ASK8BTcA08kPGdQhKfgyfBA4Tmn2TFOmj2PnfiGgOqGopoIFyGi8HDd/LftOL1wmwcv3F/iM65L6Bs9faXNA+fsi72EIjwF98ADheccJoTHFr65JxuFRw9u4CTh4VML11FFh0bt9QSY35dXj3Gkp1OEp+AemBYeVFcqvLBi2po0XtgpsE7G1v2NTmzz/7BfiMvUVlHRKbDniavZE5gSHgQx4VGlp2SYFdymhWe4Bs5T6AVmTcIjIRyjCE/BPXBMeFglTQGKX4uq3YZx0LrbjAK1WHujUuFRQL6p/seqPa1dOCE8adgWv6mOp/pOC48N2179lOy4x6SXOGzLt56IIjwF98AlwhM1zITYur+pMkMwJDzZDOflReKWCc+w7jqmkwZsqPVAFOEpuAcuER5IB4wYoA1b9ze2+dZVUCsnHsvBHoNyRXGKA74JTCUtRbZcVB+CIjwF98DR5v88pvuTy3FD0jeiCE/BPVCEp6DgSnxdDf5Q0horartGQ0cfOf7J1i/ypYxzKMJTcA98E+ExcHVN0yn9YhIWl/HG26CnUYSn4B74TsLDVenh+l0Qno/JThGegrvg+wiPLZHbOuBYeKY3ko6iCE/BPfBdhIdaDIJ2R4O6jQvNcCPqPIrwFNwD30R4wok5EBKeTuCCFITno7uqRXgK7oFvIjz3RRGegnvgnxaeI/i/+v7/668FBQUDQG4kPBShQyz7yt8KCk6CdemL8HVJe8+j9wPUfd/56wB930Cw+tqNJ3DMF2Luz0gmfazaq8W3Q2h/Faq+9TfgguQvQtP3/jZK4J/DjTW4IkP83VChjl2Gq5MeVQIwk1i68QJcLTyXYVp4LJfE8Zy2N9bFE8LjaQMfINRZFOG5Gqhn4FVWk1FtLq9jVyYNeV2yloT6iTQHFeYCnBceFYRg1K2/x57HjKw25pQqkIwAfI2cYNRzqShD/Hh12YdPFAqo4BUEVT8h0po10AVL5CRYKk4gz7BaNDmluj1MPuQTcpSSz+M0KUZyyxBbb+VBu2I9TxbOi0o3y+Bkv/sX4g5jJyMmscLbw4XHkIY2xsVLExUuEh7Gr1SsBqJmBeFRaqqFrdJtsirKUCBDPXZysXMgMppUOZF/1DqEwa/V2Vg2Vko1FIwqlDFVTpZcogCYKyJcIb8MjtdMeIbJw0TfSjNLHmKCV2EoPJAxEz6FE7/lRAv4M1ohmyvLwD+D24UHZM344ly8BDckDe5HPot1VgUuxUXCw0KpDnmJ+JC1aonAbBiimaH4mHDK6OJVTzGpLrL2Shij8Cio/Hl6VkXhT0HZH3QpJ/6mB0MKrPhJeLLkTVItu3ny3snEjCh5WOLVLAKto1jyEXLBJLxg/whuFR42jv5qGHDpJK5OmhWTFSlH6okuwMeEZ7rnmbV4G6c66HmGTohWhMJDgy5Gr6o2LTxWC+E2FB7UZEVrdhZIsDwhFHse1WsivQ6Sd1GSDOXJCxIWC6jkp4XH8gcLWFuelCW3/kdwm/CwqRoRy/hyCa5NGmnG2hHY7pX9QnxMePBrGM15WHJ3ijQwo3yNnRDWwFoaDHidFp4YU5cLD+lNtPEtlDqP3d3QuWRyNEg+K0GWPH4EBAyv8DEtPPwVMgIhXBGeixE4KBI7mx4uPJ4k01NabFOBD8jOaeEpKLgQt/U8N+Hrki7CU3APFOEpKLgSRXgKCq5EEZ6CgitRhKeg4EoU4SkouBJFeAoKrkQRnoKCK1GE53q8z/t+0VBLrLtwj7bi3jyw7Nu9vd2Atl/7W4ZLc3ISNZUFngZS/slxYEFMWh5FYMQ0Li1/EZ5rsbJqul4sZDzHkAHarb/cgGbuL/fH/YTncpoc9/kI4TmNIjwncBfhqft3f7P2njpClfNQNaHbLWCzoblu+36HfkL2+2aBDos9T19v2n6xzTqhDTqzuTiXfMmO0VTVukI8Uh4LMdJyjjhmiKlFhqzniUFWCLCQP4eiVYonEs8qzyj6YW4mXCz4vrFXo0kK49jXsGhVuFDME9QzS4G+550sYmoOWa53iFdtGuljtBeQJTjt9iCgiqwk5JtZ7/pui4jXzDbJW/cbODUkdF9v+3adSqD8BoIW4bkaa+lD7qhoqSorhiT211KRZP+0kbrfevEu+0aqmSva9Rx47dvQdc32C47mZLGVr/e2W/Zz2s2lP0hO7xBIoRFjy6RguZdWJnPB/3sL0jazSgqHTZIFk/h3/p5IPBeeYfTj3CSXQfAdQioRFjgLY1giZ0ALt1hM+ZykXiY81tnXsMhSc9BXu2CtJoFbdstrRS5YluYMv1/AJ5OoNOwlOTuNordKyBLnm7MILqkEy55jhnelU4TnAjSk+1Gg4V2p9ozZD5p3ddPCxUwE30R+snjomaj7pgYahDEn2YFv5F+IhzW7siHbiq+yNO/ww5zko471pkYTHs1olwnW2xOJD4SHvzH6g9xkLqPgkSZZmIhuVUtbOxbTosvzFKiX+zHl4zm/2IipOeCr662raSu0K+hUtlbFCcuSRVwhPryhA2MUFBRl1f3UyjH9ybsSz0pAdfP5uzcDRXhOo+m9lTkAm31ijwZqLDxzvLaLDUhOl8ba3AV6ArLDKj69mGdjKfGeKm2r2NF2YgjBtw3iMY/kcWXc3OqVbxYT/DC9lbW4uxYtptWHGC1bXceJxLMAo+gPchNdDoJnwhPDGNCkk6Z0i8W06Cy2IfXckthZsWGRpeaAZWft0j4EwNDAXkKWLMsuPOuYH0vG/ZjwiOfMnOIal2DjKRThuRoYPjf1Vp9bi/rbfsvvQlu0h2T/HC3btl3QpcErLPfi3nKBVhMyCYEyHhhLhRWaSzTJEC+MERq8IW6MudlVoF6YR/FYkS/IU7O0mJCWcoJo4LpYW1KLrOdBtDsPeCLx48JzkJvkMg6eaJLCGDaYd9S7foEI8mIeo54lIVSwBdlhkVJz0JciluWun9eYWCG0YUJ4uNTjjDgUntYZ5onHEuxb0q91+hThKSi4EkV4CgquRBGegoIrUYTnFmSTAyJOIGwQ/cWIufkYRmW6CyaVISKySc2FaCzEUptEYQX881GE5xYU4clwXAbOKEN8UHg23P/ki28SpZWIz0YRniux4fY614pR3bjbz/YvF5564Rvvadd7z23sjos9aee/6zdpzWi4j80d+IOdcdvW54rtskGyc0ZcVavFYjXSaGjflZvMUjhMYjZSNZDwpMgNHVKtO7iYaFnjMNjk77hjDNtoiay7noHRJakVZC4C8hcykGU35jQqAhi6qtOCWUSUvb5eodyrGUhvkUfGKAoVNkVGx4ww1+CmGrxeoP4suOgqdNp02moV9gKcTXqbSFT7pgqg1c3WVt6J2pYRE6PP4w7C0y7Aij0XgTttXq/5mwkPt6xll3a90/54tvPfpdXWpBiQlBAOd8bZzNJ9A3Hhvp0sSYy0J2/3PKA255bCVBJjVQOKRxa5oNKuWdokPAeb/PR9Qs8gqRVkLkLKQMpupiWhIR8VARIy4VkrRUHxbHrmldlMjFmJQDsQPUU21kG4BrcID7cHAd+6cmwu7kXPJd0kgYEh8mgu6/cgPWvjgTH1QtwuPJ1RfYNUK/QyQKVXOVrlAlCdsl1vsSswPuz8ZwO8VAQnYcMjQ2ln8Wp/wmqNavW+e9/O+RaSDXvyVgUxqskthakkvOWOeTc/MXLCMznseQ42+en7uJ4B312tIHMR8gykMnhOM0WAhCg8aL6TUMmLRcusZozhIXO71T6PbKyDcA1uER4v4Cb1ArQLJDmLM0lT9ySDmhHAab4fyWim5XQetwvP2pInBXah1mUV0DMJHmW73q4WgA4k2/lPVQgFlkCigfTeaD4hPCrmEq1W00tJhBXGnNOevDcstM426ompJAZ1F2CSWeSEl5bb+pYh7rUfbPLT93E9g0ytIHMRUgZSdmNOM0WABBeeVT9XM+FQPBYthSdjDLFH1RxHlukgXIM7CE+iwkf6nbNJR24aAilCaoGxQmN94KW4XXiQDY1YSYGGu9nZprtclUnmMe16a9cc3Q2EJ+3858QLigGZEoKR2OKV8PRwSYoHmInIks7ZnjxHsggO68xSmEgiq7sCk8wiFzQ+RzQ6ShWDZo0jx5v8c8yKMsuR8GRqBceFJ8tuzGlSBEgw4eFuPxGGXorHoqXwJMasqQsCeu+zyJIOwgfa+xFuEZ7ucMS0iKQ8j3PCw6g0DRVbXd8IJFIXlFU6ToL89ULcQXiuh1WVKxGr+FcgZ3QBcIvwYBCBCr3Oqm6ciVyCM0lvB1OpoFFLFqKl2ZtGIVFZB/8RfI3wsLNCq8eJ8NUowvNMuEl4tPBnXwZZ9/Ah3p5JejirySZW+iLKR/Uc2To+wNivEZ6Cvw23Cc9NOJf0MuvG9lo7vReK8BTcA08sPBibBYnZL+46YCjCU3APPLPwPAxFeArugSI81+OLj54CJhUuHz6vP53AMdcPZ+t0gEtJPsBwpXMYxRVrMUV4roXrvKy/6ugp4IGnT53CJwnPaRTh8bfPxl2E5yFHTwFJ3TJ5DOFnk6dPjRQiVUtj2OyYp4SYhrwxEtdAVcSZbueae4yZliicXB12rHFKJFfLXL6vOcpWpqsZcbQcotDIFSTfLvqKablirGIMucy1WgnG44dWRd3QsfBMkFYasVtqYWVU8OOoivDcgPsfPQVkmpXxWCb5RXgpNpLro9OnRgqR/B/DZvqYESmNdJJS3VewY6QD3U46Z1qiSR12pHEqTCrLRjBbqexJVzNhohzjo7JytU++OVEYV9LAbbhDSJ3SBMuoKeUyHpFwLDwTpE1Fyqig46iIIjxn8XlHTwGZZqW5AgcHTbHyZJbyaDUh6G7GsEDQx4zI0ognKaXTlg50O1F7XEs0U4dNpYuYVpaNULZS2YOuZoapcrSKKB6VlVylgOOkYN4zDdw9Op5FM+gU06FVBydOBUyR1kTc04q6ssoJUYTnNJrPPHoKyDQr47FMBwdNWY2JlopmWOliWLSizP+xNASepJROWzrQ7Uxaopk67EjjlJhWlo2gfVZ2grqa9iZMlCNq1x24um4YaavCjc+dWu7gKSIdWnVw4lTAFGk9UpIk05UNSRThuR4POHoKSJqV6VgmRZUdNEUOZ5aKZljpYthMHzMhppFOUqoxgbE8ZjlQOihX1BJN6rBZ6SImlWUjGFkqe9LVTJgux+CorFx4WtccdaKopMr2Owuwi1VcSIdWJd3QY8KTkZaRmkZsRoUYcxGeAsLkpGASx4hThKeAKMIzCXZY6EE1mTtEEZ6CgitRhOcW3NBeD4fkCU9yqtKHcHu3NZz3fRcU4bkFx2vNMdmImPTwPKcqRVxSrS8VnuP+ivB8EN9beKZ20+P+v5/D5FvRaetbmNrsNlxzqlLUEcg24yd270NeovaAYpCGgMWtXGT5UQLrGQuCTIyKMDqZSkIxPq0qu1fL44JF37ucjIL8o8Kzzr4WIHGInP/HcW3SqnzkuoP14WMDnDsIz5Gjp8ImtVV724pOW9/C5GZ3QiY8l5yqlOsIMHFuxk/t3lteMu2BdPRST+97u68q5GeoFDEuwvhkKmZpbJdO10pxSWKS8GRB/kXhWW4hKkl4hHWk3xlcmbQqSfYZtuqD72ZdiNuF59TRU6oiIoJ+sq1vYXKzOyEKz/qyU5WijgD3IQBuxk/s3lsMmfZAOnrJdjsQeZafVJn5Ni4C6J+fTGUlHtmhAH66VoprJDxZkOTnO+E24dnVe/Iyx7vx4gJcmbQpTA03uGZ7s70QtwvPqaOnDoRHXuPW9+Rmd4ILz4dOVYIQV/lmPDHavbcYxroFOnrJSLfqV1l+hkoR4yKMTqZSiUd22elaKS5RxojEAW8W5F8UHmAkPENVwZO4LukgNZFzABpaG6hfiNuFB9mY2E3PhEfnMFke09a3YWqzO+GDpyolHYG0GZ/t3icq2VvSHkhHL2FqskVcSCrLT1SKkN7EqAjZbrvAEo/sstO1Ulwb5BBZIOXmwyCi3EAB7zvgzsKTH6VzDjcJz+jQw70N1y/EHYTnm2Adhec48mao4CO4s/C4Tt1FuDLpcNyuJ2uzTrRnH+h7/h3hGYz9jqAIz7W4l/DYCPtDU48rk5bOox30LpV3dv4YrYQBziX4d4Sn4JG4WXiux9clXYSn4B4owlNQcCWK8BQUXIkiPNfji4+emr7o86Lp/9CT1tZPYTK7d1pnEEnudRTXeZwt63Ec7kUV4bkWvqP1ZUdP3XLu1AeFZzK79xSeOx3FdQGK8NyKuwjPQ46eSpqZyZd0ORlNfpdniHHmt5RSIVsBlYEY5OCAKCkGjrRSswqVnUCVnVmV4sw6WEQbMh/z6jsVtpsgxES6vqvDNa0OlMFvTlUCY81SR9JJPVZmRL0NCrPjy16zUqAArsp7mFIk2AnmKKeZumsRnhvwgKOnkmZmOjtK5wpIbzPd5ZkdjiRl1L00DJULZCDd53lwQNSkVupAeMIJVPmZVfR+cJ5Tynwq0X5hOYy7SymR7JpWg+mQ6uZUJTDWLHXMpeG3m++Pl7mTToS5SGzTZa9ZKSZPkTJcclUrU83jJ4rwnMXnHT2VaWZGzqIv4GOJeKySM62Dw6jMO3OBt3xoMjogalIrdSA8elik8cwqxg7xRZOc9WGW5KhEPNMmuyU3S0QkCqGI/OZUsx1rlhIeDDhe5rjVyMfBZa9eisGxWaOUEgFOMMdfQ/xEEZ7TaD7z6KlMMzOeHVWbRjNvAc2ExySKYxALHSsS39LNowcHRE1qpQ6ER6VF6mh9+ZoVCsjPc0qZz0qECLyxFw7PeYpRoX9SwWICY21TA69fBd4X6+NlTqdQHVz2mkqRqfIepHTJVa16zeInivBcjQccPZU0M6VHkS4fld5pEh6LPDuMKlYkvcX7PLM8OKa0UgfCE7IqXVA/s4pxHpznlDKflUhU4cOREjkQHqQVbk6VbaYm6n4FxOBqq0fLjKHf4KbV7LLXrBRJlXekwwpEgp1iDl5zdVegCE9BhkyOrsTK+q7b8J6E5wLksvapKMJTkOFG4Vmilc+mRdfiEl3wDEV4PhNFeArugSI8t2Cqof54472ycfVe+xi3DpsKPg9FeG7BHYSH5+1IeHw3yNd7Cr4BivBcibRfbTvfWmoi6n4T9ACy7e3RPnn0PeN5UmlFJ1ve8c3+PaTL9rm1Cy7BZBSZ6gIj08542Pku+BzcVoPfucfOE8oS9umIlTO4IelBIqw37YemqXcQnuMXOSU9gGx7O+6TT1/75C+IcR4XqywenTKwX1STp0ZNnUBV8Hm4TXjmB4LS5cvnp3F90oNEGq7voGq58RLcLjwnLnKyYZuvAMXt7dC+TF/75C8QHUUrWDzWEVVUAzg8NWrqBKqCz8NNwtP1252r0Tl27T47te80rk56kEg4U+wjuF14TlzklIQnbW+nffLpa5/0WC+y8yMPhGfq1KipE6gKPg83CY9pWLxbzQD2C1SpRwvPKJG6n2sLOh86nsPtwgPhmDh6SkjCk21vp33ykW/ChEcOhOwOhIe74AenRsXI0glUCDGUsoKH4SbhcYQ5rjWODxaecSJ+tp+rJ12GOwhPQcFtwmPfge0Xvrq6UsPZtvGovtO4LulxIj6A8qtXL0MRnoJ74Cbh2VNPrtJAOx3u+uhhm2CJaISSRkQXowhPwT1wk/Dchq9LughPwT1QhKeg4EoU4SkouBJFeK7H1x49NR2HLXCfxii3IVPH8IhzoU6keS47J3CUDXs/7aOTktTdSlOE51p89dFT18fxQeF5xLlQ1wjP+RZq2sf+feEaZK4kdY9PjoQiPNfiIUdPyaOUbKIm6aT3aOnHLq15KBUDqueJrplmqoGx7kzso55pqq2TZzhZkeQ7q5rKnggQXfxAKCUWy1FVq8ViNaKFHzh1cC5WclIJFFUsdE0Cd36iVKRowFTBHHWz1AfqAZmI3XjVaxGeq3H/o6cyrdGoSTrpPVnaiU5bJWup8ht9uvLYqqSZarAzkyrkKdMzVb6FyTOcVKTxwVPpSKnkUmnHjVnLylGpmU+0yA6cGp+LNXCiXFK5Niu0iGwnSokcllHDZMEyxEQYlpkzKPLN1Ve9FuE5i887eiopeqbWcdJ7sjSPNtOhmg/fzJ8hHh8lqM7N9giT6Zmm9CfPcFJ0o4OnsiOlkotv8MEuU1gNkQda5AdOjc7Fypx4QgdAqU+FduGh9+wYKsNkwTJE00pHtAUocouSZZ9StM2ycnDVaxGe02g+8+ippOiZNEknvSdL4/xQeOKxVUkz1WG6IAyT6Zkm58kznDxZIB08Nb5NVS6VGnvmPFNYtcgTLbIDp8bnYmVOmdJ8KrR8mvfsGCrDZMEyeCJNn4+6PHKLksIzpWg7+khgcNVrEZ6r8YCjp5LWaNSbmPSeLI3zQ+GJx1blx0cJUgmxPCU905T+5BlOSnZ88BSy5xlILujh/LSsrBwWeUaLdODUwblYyQkl8PtVs0LvEenSymth5W6YLFgGhVr2/VbdSBQvRZ6EJ+X79FWvnokiPAUJoVJch6wR+NvhR2MV4SmIKMJzGcLRWEV4CgquRBGeJ8TNbfhtXUjBhSjC88lIk+7juFR4jsZVhOdTUITnOvjO+cT2c3Y/VLbZLWedSS5VETnEtaLxXruEZ3CNEtdIEcT2t12BwONKy1EpmiI8n4IiPNch7Jwfbj/X8X6obLM7KgyormcXVgnjvXZKwvAapfwYq6hAYHKThCdFU4TnU3BTDdbqeiPtBjNzg6FNq++ncWXSvgMSE+HuAMwfqS13ER7+MmlgsP3sZ+HAQ9rszioz63p2YZVjuNdukefXKBFBWcCkhRgJT4qmCM+n4Cbh2ZkCUeSm3UXpO8VncWXS4QtsGVDFbFfctgkvxN2EZ2r7Od0PlTa7k8KAC48oxAurhPFeOyIfXaPEniwoC0QFglx4hjoNRXg+BXcYO62s+kbu713z6hxuSHo5Ul1ixfGXS3A34Znafk73Q4EyYbM7HbQwX9R+vVI6f2q8107hybb4iUxZQP27dvIV15ROgziRK5IUPAI3Cw+qRZjUhvYu9kSncX3S76yRGvk4GmvZL8UdhOc4PtQHFnxn3Cg8q4HepCl7XzpmuCnpfZJQtsT+eiGK8BTcAzfV4G7Y/qPeYFyytzH5eVyZdCtxtS9aiCq+XYyHCk/BP4NbhGfNjQZCc2B2N9yByLYvTuPapPkhun3UyA8vYDB8oL0vwlNwD9zU89yGr0v6LsKjz4K5b+mbNWNw+JaNYNnCcJUhjeomh7eXjnnP4wmHj1OFO5bN89m/cGp9FwxzE8pRhOdaBHrWJxYXR7XFlugCvpPwfKiiHvV8X+EZ4SpZGnLkOIrwRNxVeIxrdTiQIp4cQXdQebvoK3qkr9jzpOMqRpfH+RkWio09WowtQ9T5qSreyWiKQBHRdcjv6aMuGLGf28Hvye1Ej5h4jP+IUhGxbODbBtFDDSSry6qcx7SGEN305XqEZf+QrAmi6GQWVcCOsfMCJT8zJFG67nlcCn0xEGJJgZhefiQJkHKpPFAXqwjPnYQHtOUX71zv44EU+ckR5Bu1L3RQRS486biKTOsmWZ688G1wcgcrO0/hiMhcR8IzPOoiO0FDsew1Z2SlGBzeEeNn7sdKRcRmwdUaHd0x1EDKhOeY1tDxy/WIYS6nbr4zig6ymBU/j51flWaUTnf3KX95IPrk9nNCiifpYhXhuTj1IweAuPKNDoTIDqSIJ0eY8KgC89VY7e/iI4+rAKLWTbScOoci4uDkDkYYkbkO7K0uG9N11EXKsMVidX2YeBY/nQ+Vioh9976dwzkTDMVlEVoUk1pDJy7XI5jsFFkTmMJBFkPx/dYMljWmGihtlJE1w2c0i3fuRWS5TLpYIcYiPKfRHD0AJK+c4wMpeHIE3dOJGpHVtE7HVWRaN8ny5IVvByd35PnIXQf2VpeN6RKelGGLxZIYJp7FT+exUhHR9KrQcB5pIHmEJ7SGTlyuR9B+iqwJNIyymIrfWey0sFQzShtlZE1jRjOBd+5FZLlMulihHEV4roWxwBEPpEgnR9C961s/USOymtbpuIpc6yadYTFxDkXC+OSOQT4y16G9qp0xXd1hOkHDYrFqOUg8j39KqYiQFSYFCD3SQDqqNRRx/HI9wpI9JGvCSHiUaio+KctUg/BklDbKyFqHtqRA6c69iJTLpItVhOfrCl7waRi2IPdGEZ6CvxIVOi3rCB+HIjwFBVeiCM91sMH2E2A4j7gJl5bpmL87ZuWrweHe+eIU4bkORXgO8VDh6fquXiyG+5ePw2VzpSI816Hq0+4+htZ+3UXc1c523v2okARtVEunQDvbrA9+aMgecWoL2/QBtMydzgbp623frrODQSb1FJiZ0R55SiclfXi7iQtFSk+hRuKA2P0SEOkTKIcREJ564ZbZ8SWRPIpwWCmzha+pHKVoJDset6syHOIyskXU/VorfMogOZkrIVjP4wqMzF+MIAQrwnMt0tZ2tlmfdqOznXc7KiQhXQCSduxtz1trpHsu+/YM4y7kqiSk165HOhhkUk9hYo98b+nAz4nbTQgKRUpvfKsIkF0Cku4YSbDrTkw5IeYy3q+SbeQn5MIzlaMYTRb3+JuUhIvIlmBaiZk+R66EkA3bxLEUQVJmLMJzHWzoQhqnbfBsVxs89J1395lgOypAtmNvdch88owGY5txL54NEgKGg0GSSgIQds8P98g9csK5PnW7CWGmkB4qIXqpgeBblURlQtbiHSMJXtvMLuQyJpFt5CfkwjORoxRNirvzxqjNkzaYnzNkSwhUV0lMvSFXQvAkTfqBEEGiZxGe62BMJh3TNni2q5123g+qQzy/I9uxD2ykWcIjjaAVWrzsbBDVguxgkEk9BWGwR65ogF176nYTgqbRWSTpVhEiXQIyvmNE8FCIOstlvF9lvJEvWMGltDCRoyyaFLdTOfuUOOIisiWYKak3jJQQFHrNYymALIIUSRGe62BMFh3TZn3a1c523gfVAUCL7ud3pB1744f5lPAgIrig0qftea8F6WCQST2FiT1yVIrBxSHTt5sANKX0xreKEOkSEFSqEFVEJjwpl5AePw8lbeQnLHktSav8TuQoiybFbaW1eEa0vYhsCS4FUb1hpITAJKlUQKyyCIrw3Co8J5CIezWGVbbgKAYzpE8nWxGeO+Juu9pFeC7DcEr2zYRnqaXP1HVzEVGffl2Ca5N+j6uHBq6/tkMqnsGjhKfg38JNwuOrrr6I4yuXe5vInse1Sc+H7UvD2caeK8UXowhPwT1wj7HTqLecDweiR3Fl0l2/xaROO31m/FCnIzy38Pjc+Gpk4UcT6hNYNoMBw9E8fHRkdHEObhlydQ8cro0IM8DtwrPW5ldA1dt64QW4MmlbL30Pq+91P9cSy0cqXBGeA4xWOW7NQ8SnCM/lxfw4Ti3/3Co82Wm7AVv7fPIsbks6EMxPZPbNjMtwB+Hp0PnVFQesvlINElct7Ob9DsJsq6sQa//gbLHYNsuOa7VN3y8xytRq67i+aD201XSO35JtF4OVYGKUhFc50mLNsMoQsqZ0mSM4rGz9FrmoY04PsKoQmqvoWlZ24UkhbSTOc/2RIIrBZRF48EVj5AFpVvWUvDEHqdzW8PFsfrR53JjkYJuJos1FLL52j3hqkHe7AZka5niStbZ4zFMZGGTlNM6zFCIbICWMNy28g8YVV6R1r/k4YSNMinVAw9tq8KqfZ+x19YblhX3PlUkvNCqMMyv/TtZ39y/D7cLjHx0Dhx80K2Ngmu/mbTERDJJOsF52/W6qCluZuGXYmN6LVGRyjJJIwuNE50EZ3mtwdxIOfgw/6VMtVmNhjFAD67ox7VxxZCF1FcU784QE0VxZe5ltVx7tqVLJ5UX3aixi/WCqO5WRkRzsGjuskGP4hhF3fJWIfrIsxWxOgfF7cmmWwRgOEqZFFuuAhjcJD7+N1RYS0wBpJKAS4EtwZdLaG7RWW4mmz38vxu3CkyrL8aM0TE1H1DeXNTqVvtop6HpL7ZeRaDjl4AEtsWEkY6Mk/A22OnqJYEXO0w2qjfS9X+0W2TJlDlUa99nbERd5SAjOUrKkBDfUeh0oypwUnrzcEJyGtXWFjCwqHTNiSz0Vq7vokfSV9iTDvLFCjmEVGm2EU0U/A90dz+YQKeF0kRIauL5vd0GpbZAwLfJYcxre1vPchK9L+nbhQXuFZm2PVivTCxX7cuGRLmPSMrC2kpXIzlDaWNOeYMqO9CCVRsY/3fOEJGZaZJSmppRSFW6YrilzIupuP1eLP72eo0pjepMMSWFIIfG7a1uFhl2jOS471KSieVJ4UrkReS+VUmvL9zyUwAj4joiXuaYsE7VenU4TyLRcRRUjTcpSymaOLGHTxiXFrA9aB6W2QcKyiLEOaViE50pwS8sOAES358cHin3GalXiLVq0zIWfHbSNBpw8bzvfIHNwy6oyvTFqx88PutNRErM9xt/zjdrQNVpERYl2cpDuBs1oW7NaMqeK06pIDra1TJ9lgZsJQwwJ2GhZSa+ouC/r+HGAC89hvMxBVm7WSLUYaxavtjE3stVudGdZ9o2GIkLpFjsksg8J5EjfV6Brw4BKpMm+V0jZzJESrntMaCyCFbuoDWdkBwkbYWKsiYZAEZ6H4Whr/PVYHqxE3AePipfCfdCQ3IpDSf8oivA8DE8sPAVAEZ6r8DnCU/C3owjPrbiqg7FZyymsphb8fVxf8BwownMrjgrPqZp+VniWvjoacYPclPHjg1CE50po/YULR1Y10+EWYRGo5+bGzI+fSGtAdJ53Ep5oOT7/I0WupTyeY2GxSYJSXHGdT1ZR3c8RsqT9mi5bnCq4E4rwXId0AAaFJzvcIp7vYTXdjp9Iuw+2gaNv/5Pl+PyPFHk6z0Ox8Sde5ZF2mEy9Yme7jY4sSxLvlK+Ce6EIz1XIDsBg1cwOt1CfIpjw0JjtUPt++nywP2/rPvLPnfYs8nSeRxCeNAbLdBsa9C07XXYSkWVJQVK+Cu6FIjxXITsAg1UzO9winu8xEJ6oG2WaXLTOLEfCMz5dQ+d5BOFJV3mMLuDYu4qsI8uShCflq+BeKMJzHdIBGKqa6XCL/HyP7cobfNfKZVdRSYeYg7NkORKeLPJ0nodio5eky+f63NTbpH+d82LpEVmWEMky5WsoZAXXowjP34V1FJ6Ch6MIz9+F/BORggejCE9BwZUowlNQcCWK8BQUXIkiPAUFV6IIT0HBlfh3hed/RXgKbsO/Kzyz/+m3oOBa/JPCU8Sm4B743/++rCZ9YdLHsdQ5fHb+UcJK+mRn4DqfH0F3StXMj0Y6i8mT9U/GDOh2uKOl8tOrpjHI1ygd1w6iomqIgqc42QVX14GKr4c4nneGeNROsU60GuAkpQ5R8YygSe2o5eW150gMhscV/jyWzvVhBgc3cx7DFcJzEhcKzwfZ56DwHMdtwuNVTBp7Xsn9frhr8EzCc4iPC88RNH+F8NQdGaMMsiroHF8Kj2zSSaGHiMKjqzuHx0uowtFDrejwwm8Flqx6Oh5t6FseVjzySJ//UB1UVGfiFSJXLujC8GJfTNKyS51tP0yN1bZj069AyiPjy3seZkAV3vJFr4hJYqEoEg7zNSE8uVxONyiRnFQXHyURIs1KlEplgkRaIO9TDLHQKjLshyLbiAB20K5f+Wvxh0zohDqWoEJyy6noRVgElHVGKTchKlcUzqKKPvViPU/kucIb1UipGCxBRR4eJs0YprgTCx+5kxAroBjNOkM/I+7dCpEMBObTOM/ce8/DbmmyNgh5ReHXm3nBQFbQwHINID5VMWbe4h4059YKrfj9gQqH2oKBEN/cH+15VhkR2j4l6QEsZmM8EjIaedvGYRS/AEIx3d3CI0IQ3hquZcjt8MTNiXyNyE/vOdfsQ4gx7IzqEN+g8c7pYEQE/WOpBsIDjBlioTuUwajvRTbIoPJ5fDF+vCNOb7Mj4yf47a2S4kqUimmZFcozikrsMmKb8ESeq7op28xdCjYAKo8V12GBkM6QO7HwiTsJoQIm4Qn1546wjDU9hTcIz1KFtQY1l5ARopNK6iXM0ZKqoaJE4RnQxWBJoZIOqyZ46U4BKxBAdS8kGatZihlciQy3F2YiCI83rZYvtMb2wiphxRGtAybyNcyhhCc2kwgbe9SDUnaolhPEjMITSsSsZaVidC48lptBHOpO4Mu6jRFYPREbfDC+PH68IU4LTCjOiehHwuOUSmmBMvrtRlFJeERIF55IDQsbhCcFS7BwA/IxkOVrwJ1Y+BFPEnhOqkQqtFesP3eEUwJSjSebnThsUwsd2swpRDrTDyp6zj5nB0cLiI5ts3jDYqoLH/bL8qDhhDpghhP12I5z2MY6Kgqx6pvwhCQVEVKjcxxORIbLRo2QC0/oJZQOWmI76BYx8StyJDRqng7zNWKUvNuiizHGTmuolf0AozEdOGwbjYyYhOpXKpEP20hDBtIR0gg0xRDLkn4QaxRdYSQ8efyIRxHjTTSmz6noc+FJlIppOWngYRiVhD9knYWLPDdSBOFJwRJ0sflhzzPFnVj4yJ2ErAJarmP9KSh4Bviwq6Cg4KMowlNQUFBQUPBPYvKSwoKCgvPQMkxBwb8BLjFy3VMLpDTofCitMnKhUNdNamk4rVPSJ01R76Dm0qgWOyk8cSNa65iDRf2Cgr8IquCA73ygqmsfOe4u2K5yFQ4NhZjFRX7fs4IP2+iiV7pZEHjQDkxBwd+KsfA0VveT8GgcBpkKwuPb4JAN26cjhsIz3MIqAlTw14LDLkpOHIONhEd9CU1haJa2l6PewVB44ka0RmxBG6Cg4F+DRKmgoODjKMJTUFBQUDCBVW8400tMfvmM+Q1nLP7hDWf7S4/No9Mrpzlanj6EPl4eamNfiIMw4WtyzsLkhqxkyw1phaKg4F64rFaFzyHGcOHh7N+FJ1Xq8NWf7I4Jjz1Cvb8cE8LjGum1XyiSSU5BwUOQhMfe4mcerO7xk1oJjz6aGK6AmfA0WiQbCc/wy4koPFpGq11aTHj4HaSlznU2fZ+hwFyoo7W2UGO6MmkhL26vEki5ZtQdMsNvdj3jTJiRxXiYvq0SjsWvoOCDmBAe1zNH7YofNlF49IGTSVeECw9rs56Z8Fjt5JezHNZF4QmxCd7z+LiPI0h+6sZk0BmF/sjjtM2ikIsWmVOUnln54saSfehrQRQDhoYSy/R1ZhBZNxYUXIkkPFalUSXTt7ED4ZmqbVF4uHEzFJ5Q262yRuFhbbfdU8CFh12CeiRGdVR4LAY3IQoLEUB7dGGYm+Etz0arOdWU8ISCFxRchyQ8quD64vfwk1rVtIlvXZPwwNtIeCBPJhC0S8JjSRisGmvQFz++jcLjoyu/TzsO29SjxWFbHH0pZR0XY2KEF+rI6QURsZg2/GPEiKsM2wq+IcJAq6Cg4EM4daBIQUFBQUFBQUFBQUFBQUFBQUHBt8Bs9v8Hi2UayPGUv+gAAAAASUVORK5CYII=)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 07 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Índice de Confianza del Consumidor
Viernes, 4 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Sistema de Indicadores Cíclicos
Cifras durante febrero de 2018
El INEGI presenta los resultados del Sistema de Indicadores Cíclicos, que permite dar seguimiento oportuno al comportamiento de la economía mexicana, así como realizar comparaciones de ésta con distintas economías a nivel mundial. Éste se genera con una metodología compatible con la utilizada por la Organización para la Cooperación y el Desarrollo Económicos (OCDE).
En el Sistema de Indicadores Cíclicos, el Indicador Coincidente refleja el estado general de la economía, mientras que el Adelantado busca señalar anticipadamente los puntos de giro (picos y valles) del Indicador Coincidente.
Los principales resultados son los siguientes: en febrero de 2018 el Indicador Coincidente se posicionó por debajo de su tendencia de largo plazo al registrar un valor de 99.9 puntos (véase gráfica 1) y una variación de 0.05 puntos respecto al mes anterior.
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)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 03 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Sistema de Indicadores Cíclicos
Miércoles, 2 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de Expectativas Empresariales
Cifras durante abril de 2018
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)
El INEGI da a conocer las Expectativas Empresariales (EE) constituidas por la opinión del directivo empresarial, correspondientes al cuarto mes de 2018. Las EE se elaboran con los resultados de la Encuesta Mensual de Opinión Empresarial (EMOE), las cuales permiten conocer, casi inmediatamente después de terminado el mes de referencia, la opinión de los directivos sobre el comportamiento de variables relevantes de los sectores Manufacturero, de la Construcción y del Comercio.
En su comparación mensual y con datos desestacionalizados, las Expectativas Empresariales del sector Manufacturero en su mayoría, fueron desfavorables durante abril de este año frente a las del mes precedente.
En el sector de la Construcción, las EE sobre el Total de contratos y subcontratos aumentaron 0.8 puntos y las relacionadas con el Valor de las obras ejecutadas como subcontratista crecieron 0.5 puntos, en el cuarto mes del año en curso respecto a las de un mes antes.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 02 de Mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores de Expectativas Empresariales
Miércoles, 2 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de Confianza Empresarial
Cifras durante abril de 2018
El INEGI da a conocer los Indicadores de Confianza Empresarial (ICE) correspondientes al cuarto mes de 2018. Dichos indicadores se elaboran con los resultados de la Encuesta Mensual de Opinión Empresarial (EMOE), los cuales permiten conocer, casi inmediatamente después de terminado el mes de referencia, la opinión de los directivos empresariales del sector Manufacturero, de la Construcción y del Comercio sobre la situación económica que se presenta tanto en el país como en sus empresas.
A nivel de sector, el Indicador de Confianza Empresarial de las Manufacturas permaneció sin variación en abril de este año frente al mes inmediato anterior, con cifras desestacionalizadas; el ICE del sector Comercio creció 1 punto y el de la Construcción ascendió 0.9 puntos durante el mes en cuestión.
En su comparación anual, el Indicador de Confianza Empresarial por sector de actividad mostró el siguiente comportamiento: el ICE de las Manufacturas se incrementó 3.1 puntos, el del Comercio 2 puntos y el de la Construcción avanzó 1.5 puntos en abril de 2018 respecto a igual mes de 2017.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 02 de mayo 2018
Clasificado bajo: Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores de Confianza Empresarial
Miércoles, 2 de mayo de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador de Pedidos Manufactureros
Cifras durante abril de 2018
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)
El Instituto Nacional de Estadística y Geografía (INEGI) y el Banco de México dan a conocer el Indicador de Pedidos Manufactureros (IPM) de abril de 2018. El IPM incorpora variables similares a las del PMI que elabora el Institute for Supply Management (ISM) en Estados Unidos.
El IPM se construye con los resultados de la Encuesta Mensual de Opinión Empresarial (EMOE), mismos que permiten conocer casi inmediatamente después de terminado el mes de referencia las expectativas y la percepción de los directivos empresariales sobre el comportamiento del sector manufacturero en México.
En abril de este año, el IPM mostró un nivel de 52 puntos con datos ajustados por estacionalidad, lo que significó una disminución mensual de (-)0.82 puntos. Con este resultado, dicho indicador acumula 104 meses consecutivos ubicándose sobre el umbral de 50 puntos. A su interior, se registraron caídas mensuales en términos desestacionalizados en los componentes relacionados con los pedidos esperados, la producción esperada, el personal ocupado y con la oportunidad en la entrega de insumos por parte de los proveedores, en tanto que aumentó el correspondiente a los inventarios de insumos.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 02 de mayo 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicador de Pedidos Manufactureros
Lunes, 30 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Estimación Oportuna del Producto Interno Bruto
Cifras durante el primer trimestre de 2018
El INEGI presenta los resultados de la Estimación Oportuna del Producto Interno Bruto (PIB) Trimestral, los cuales señalan que éste aumentó 1.1%, en términos reales, en el primer trimestre de 2018 respecto al previo, con cifras ajustadas por estacionalidad.
Por componentes, las Actividades Terciarias crecieron 1.2%, las Primarias 0.8% y las Secundarias 0.7% durante el periodo enero-marzo de este año frente al trimestre precedente.
En su comparación anual, la Estimación Oportuna del Producto Interno Bruto con series ajustadas por estacionalidad observó un incremento real de 2.4% en el primer trimestre del año en curso con relación a igual lapso de 2017. Por actividades económicas, el PIB de las Actividades Primarias avanzó 5.1% y el de las Terciarias 3.1 por ciento. Por su parte, el de las Secundarias no mostró variación en el mismo periodo.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 30 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Estimación Oportuna del Producto Interno Bruto
Lunes, 30 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de la Industria Minerometalúrgica
Cifras durante Febrero de 2018
El índice de volumen físico de la Producción Minerometalúrgica del país (referida a las actividades de extracción, beneficio, fundición y afinación de minerales metálicos y no metálicos) creció 4% con base en cifras desestacionalizadas en el segundo mes de 2018 frente al mes inmediato anterior.
La producción minerometalúrgica reportó un descenso de (-)1.4% durante febrero pasado con relación a la de igual mes de 2017; a su interior, cayó la producción de plomo, azufre, plata, cobre y la de coque, en tanto que aumentó la de yeso, carbón no coquizable, oro, zinc, fluorita y la de pellets de fierro.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 30 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores de la Industria Minerometalúrgica
Viernes, 27 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Estadísticas a propósito del Día del Niño (30 de abril)
En 1990 se llevó a cabo la Cumbre Mundial en favor de la Infancia, en la cual la comunidad internacional se comprometió a instrumentar acciones encaminadas a proteger y promover los derechos de niños y niñas a sobrevivir, aprender y crecer; a desarrollarse y alcanzar su pleno potencial, y ser reconocidos como sujetos de derechos. En esta cumbre se establece que la población infantil es dependiente y enfrenta múltiples peligros que ponen en riesgo su crecimiento y desarrollo: la discriminación, el maltrato y la explotación son solo algunos ejemplos en los que sus derechos son transgredidos y los pone en situación de vulnerabilidad. Consciente de este contexto, la comunidad internacional coincide en que, al ejercer sus derechos, los niños mejoran sus oportunidades y calidad de vida.
De acuerdo con la Encuesta Intercensal 2015, en México residen 39.2 millones de niñas, niños y adolescentes de 0 a 17 años, lo que representa 32.8% de la población total.
México ha colaborado como Estado Parte en la Convención sobre los Derechos del Niño y con ello ha fortalecido sus instrumentos jurídicos y los mecanismos de política pública que tienen como objetivo generar un contexto de equidad e igualdad para que toda la población infantil desarrolle sus potencialidades. En atención a este objetivo es que el Instituto Nacional de Estadística y Geografía (INEGI) presenta este comunicado con información relacionada a la población infantil menor de 18 años.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 27 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Estadísticas a propósito del Día del Niño (30 de abril)
Viernes, 27 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Información Oportuna sobre la Balanza
Comercial de Mercancías de México
Cifras durante marzo de 2018
La información oportuna de comercio exterior de marzo de 2018 indica un superávit comercial de 1,918 millones de dólares, saldo que se compara con el déficit de (-)63 millones de dólares observado en el tercer mes de 2017. Con el saldo del mes en cuestión, para el primer trimestre del año la balanza comercial presentó un déficit de (-)1,428 millones de dólares.
El valor de las exportaciones de mercancías en marzo de 2018 fue de 39,650 millones de dólares, cifra que se integró por 37,262 millones de dólares de exportaciones no petroleras y por 2,388 millones de dólares de petroleras. En el mes de referencia, las exportaciones totales mostraron una variación anual de 10 por ciento, la cual fue resultado de alzas de 8.6 por ciento en las exportaciones no petroleras y de 38.9 por ciento en las petroleras. Al interior de las exportaciones no petroleras, las dirigidas a Estados Unidos avanzaron 5.5 por ciento a tasa anual, en tanto que las canalizadas al resto del mundo lo hicieron en 22.7 por ciento.
En el tercer mes de este año, el valor de las importaciones de mercancías alcanzó 37,732 millones de dólares, monto que implicó un avance anual de 4.5 por ciento. Dicha cifra se originó de aumentos de 2.4 por ciento en las importaciones no petroleras y de 24.3 por ciento en las petroleras. Al considerar las importaciones por tipo de bien, se registraron tasas anuales de 5.5 por ciento en las importaciones de bienes de consumo, de 4.5 por ciento en las de bienes de uso intermedio y de 3.4 por ciento en las de bienes de capital.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 27 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Finanzas, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Información Oportuna sobre la Balanza Comercial de Mercancías de México
Viernes, 27 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador Trimestral de la Actividad Económica Estatal
Cifras durante el Cuarto Trimestre de 2017
El INEGI informa los resultados del Indicador Trimestral de la Actividad Económica Estatal (ITAEE) para el trimestre octubre-diciembre de 2017. Este indicador de coyuntura ofrece un panorama sobre la evolución económica de las entidades federativas del país.
Durante el cuarto trimestre del año pasado, las entidades federativas que tuvieron el mayor incremento con cifras desestacionalizadas respecto al trimestre previo en su actividad económica fueron: Morelos, Michoacán de Ocampo, Estado de México, Tlaxcala, Campeche, Oaxaca, Quintana Roo, Zacatecas y Colima, básicamente.
En su comparación anual, los estados que sobresalieron por el aumento en su actividad económica fueron: Baja California Sur, Estado de México, Michoacán de Ocampo, Colima, Quintana Roo, Guerrero, Morelos y Jalisco con series ajustadas por estacionalidad en el cuarto trimestre de 2017.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 27 de Abril 2018
Clasificado bajo: CEIEG, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicador Trimestral de la Actividad Económica Estatal
Viernes, 27 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Disminuye la Población Lectora en México:
Módulo de Lectura (MOLEC) 2018
El INEGI presenta resultados actualizados a 2018 del Módulo de Lectura (MOLEC), con el objetivo de generar información estadística sobre el comportamiento lector de la población de 18 y más años de edad que reside en áreas de 100 mil y más habitantes en México.
El diseño del MOLEC se sustenta en la Metodología Común para Explorar y Medir el Comportamiento Lector, publicada por el Centro Regional para el Fomento del Libro en América Latina y el Caribe (CERLALC) y UNESCO, y obtiene información sobre la lectura de materiales como libros, revistas, periódicos e historietas con publicaciones tanto en soporte digital como impreso, además de la lectura de páginas de Internet o blogs.
De acuerdo con los resultados de 2018, la población de 18 y más años de edad que lee algún material considerado por el MOLEC decreció de 84.2 por ciento en febrero de 2015 a 76.4 por ciento en febrero del año en curso.
La proporción de hombres que declaró leer algún material considerado por MOLEC, es mayor comparado con la proporción de mujeres lectoras (80.1% y 73.1%, respectivamente).
En cuanto a la lectura de libros, 46.5% de las mujeres lectoras de los materiales de MOLEC declararon que en los últimos doce meses leyeron algún libro; 3 puntos porcentuales más que en el caso de los hombres (43.6%). Esta diferencia de 3 puntos se identifica también en la lectura de revistas (35.4 por ciento contra 32.6 por ciento).
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 27 de Abril 2018
Clasificado bajo: CEIEG, Educación, Estadística, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Disminuye la Población Lectora en México: Módulo de Lectura (MOLEC) 2018
Jueves, 26 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Resultados de Consulta Pública del
Censo de Población y Vivienda 2020
Con el informe de resultados de la consulta pública, que a partir de hoy está a disposición de la sociedad, concluye la primera etapa en la planeación general del Censo de Población y Vivienda 2020 en México.
La consulta pública fue realizada del 21 de agosto al 30 de noviembre del 2017, vía Internet y a través de reuniones con usuarios de las principales instituciones públicas, académicas, privadas y de la sociedad civil en todo el país, en cumplimiento del artículo 88 de la Ley del Sistema Nacional de Información Estadística y Geográfica (LSNIEG).
En el lapso mencionado se recibieron 647 formatos provenientes de 351 personas, en los cuales se registraron un total de 954 aportaciones.
El mayor porcentaje de la población participante reporta una escolaridad de licenciatura, con 184 (52.4%), seguida por la de maestría, con 68 personas (19.4%). El mayor número de personas participantes ocupadas provienen del sector público, con 95 (38.8%); del privado, con 69 (28.2%); del educativo/académico, con 46 personas (18.8%), y de las organizaciones de las sociedad civil, organizaciones no gubernamentales u organismos internacionales que suman 35 (14.2%).
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 26 de Abril 2018
Clasificado bajo: CEIEG, Encuestas, Estadística, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Resultados de Consulta Pública del Censo de Población y Vivienda 2020
Jueves, 26 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de Establecimientos con Programa IMMEX
Cifras durante Febrero de 2018
La Estadística Mensual sobre Establecimientos con Programa de la Industria Manufacturera, Maquiladora y de Servicios de Exportación (IMMEX), muestra las principales características y evolución de los establecimientos manufactureros y no manufactureros (número de establecimientos en activo, personal ocupado, horas trabajadas, remuneraciones e ingresos, entre otras variables) registrados en este programa.
El personal ocupado en los establecimientos con programa IMMEX se incrementó 0.1% en febrero de 2018 respecto a enero pasado, con cifras desestacionalizadas. Según el tipo de establecimiento en el que labora, en los manufactureros aumentó 0.3%, mientras que en los no manufactureros (que llevan a cabo actividades relativas a la agricultura, pesca, comercio y a los servicios) disminuyó (-)2.3% a tasa mensual.
En su comparación mensual, las remuneraciones medias reales pagadas al personal contratado directamente por los establecimientos con programa IMMEX se elevaron 0.3% durante el mes de referencia en comparación con las del mes precedente, según datos desestacionalizados. De forma desagregada, en las unidades económicas no manufactureras se acrecentaron 0.4% y en las manufactureras 0.3 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 26 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores de Establecimientos con Programa IMMEX
Jueves, 26 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores del Sector Servicios
Cifras durante Febrero de 2018
El Instituto Nacional de Estadística y Geografía (INEGI) informa sobre los principales resultados de la Encuesta Mensual de Servicios (EMS), que considera 99 conjuntos de actividades económicas relacionadas con los Servicios Privados no Financieros.
Con cifras desestacionalizadas, durante febrero del presente año los Ingresos reales obtenidos por la prestación de los Servicios Privados no Financieros y las Remuneraciones Totales reales reportaron un aumento de 0.1% en lo individual; mientras que el Personal Ocupado descendió (-)0.5% y los Gastos por Consumo de Bienes y Servicios disminuyeron (-)1.1% en términos reales frente al mes inmediato anterior.
A tasa anual, el índice agregado de los Ingresos mostró un crecimiento real de 1.8%, el del Personal Ocupado fue mayor en 2%, el índice de los Gastos por Consumo de Bienes y Servicios se elevó 4.6% y el de las Remuneraciones Totales lo hizo en 1.8% en el segundo mes de 2018.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 25 de Abril 2018
Clasificado bajo: CEIEG, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores del Sector Servicios
Jueves, 26 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de Empresas Comerciales
Cifras durante Febrero de 2018
El Instituto Nacional de Estadística y Geografía (INEGI) informa que en las Empresas Comerciales al por Mayor, los Ingresos reales por suministro de bienes y servicios descendieron (-)0.3% y, tanto el Personal ocupado como las Remuneraciones medias reales pagadas mostraron un crecimiento de 0.4% en febrero del año en curso respecto al mes inmediato anterior, con cifras desestacionalizadas.
En las Empresas Comerciales al por Menor, los Ingresos reales por suministro de bienes y servicios registraron un incremento de 1.6%, el Personal ocupado de 0.9% y las Remuneraciones medias reales subieron 0.6% en el segundo mes de 2018 frente al mes precedente.
En su comparación anual, los datos desestacionalizados del Comercio al por Mayor indican que los Ingresos reales por suministro de bienes y servicios disminuyeron (-)1.5% y las Remuneraciones medias reales pagadas (-)2%; por su parte, el Personal ocupado fue superior en 2.2% durante febrero pasado con relación a igual mes de 2017.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 25 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores de Empresas Comerciales
Martes, 24 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Índice Nacional de Precios al Consumidor
Cifras durante la Primera Quincena de Abril de 2018
El Índice Nacional de Precios al Consumidor (INPC) registró en la primera quincena de abril de 2018 un descenso de (-)0.35 por ciento respecto a la quincena inmediata anterior, dando como resultado una tasa de inflación anual de 4.69 por ciento. En el mismo periodo de 2017 los datos fueron de (-)0.15 por ciento quincenal y de 5.62 por ciento anual.
La variación del INPC en la quincena de referencia se derivó de un incremento en el índice de precios subyacente de 0.07 por ciento y de una reducción en el índice de precios no subyacente de (-)1.53 por ciento; de esta manera, el comportamiento anual de los índices subyacente y no subyacente fue de 3.70 y de 7.67 por ciento, respectivamente.
Al interior del índice de precios subyacente, aumentaron los precios de las mercancías en 0.27 por ciento, mientras que disminuyeron los precios de los servicios en (-)0.11 por ciento, quincenal.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 24 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias, Servicios | Comentarios desactivados en INEGI – Índice Nacional de Precios al Consumidor
Lunes, 23 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de Empresas Constructoras
Cifras durante febrero de 2018
El Instituto Nacional de Estadística y Geografía (INEGI) informa sobre los principales resultados de la Encuesta Nacional de Empresas Constructoras (ENEC), que considera a las empresas que conforman el directorio de los Censos Económicos.
Con base en cifras desestacionalizadas, el personal ocupado registró un incremento de 0.4% en febrero de 2018 frente al mes inmediato anterior, mientras que el valor de la producción generado por las empresas constructoras mostró una reducción en términos reales de (-)0.2%, las remuneraciones medias reales disminuyeron (-)0.5% y las horas trabajadas (-)0.3% en su comparación mensual.
A tasa anual, el valor real de producción de las empresas constructoras descendió (-)1.8%, el personal ocupado (-)2.2% y las horas trabajadas cayeron (-)3.9%; por su parte, las remuneraciones medias reales pagadas aumentaron 0.5% durante el segundo mes del presente año respecto a febrero de 2017.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 23 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Inegi, Notas, Noticias, Servicios | Comentarios desactivados en INEGI – Indicadores de Empresas Constructoras
Jueves, 19 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores del Sector Manufacturero
Cifras durante Febrero de 2018
Con base en los resultados de la Encuesta Mensual de la Industria Manufacturera (EMIM), el personal ocupado del sector manufacturero aumentó 0.3% durante febrero de 2018 respecto al mes inmediato anterior, con datos ajustados por estacionalidad.
Por su parte, las horas trabajadas y las remuneraciones medias reales pagadas, que incluyen sueldos, salarios y prestaciones sociales se incrementaron 0.5% de manera individual, en el segundo mes de este año frente al mes precedente, con cifras desestacionalizadas.
En su comparación anual, el personal ocupado registró un crecimiento de 3%, las horas trabajadas fueron mayores en 3.3% y las remuneraciones medias reales en 0.8% durante febrero pasado con relación a igual mes de un año antes.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 19 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Industria, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicadores del Sector Manufacturero
Jueves, 19 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Encuesta Nacional de Seguridad Pública Urbana
Cifras durante marzo de 2018
De acuerdo con los resultados del decimonoveno levantamiento de la Encuesta Nacional de Seguridad Pública Urbana (ENSU), realizada por el INEGI durante la primera quincena del mes de marzo de 2018, durante ese mes 76.8% de la población de 18 años y más consideró que vivir en su ciudad es inseguro.
Este porcentaje no representa un cambio significativo respecto a diciembre de 2017, pero sí es estadísticamente mayor al registrado en marzo de 2017. La percepción de inseguridad siguió siendo mayor en el caso de las mujeres con 81.0%, mientras que para los hombres fue de 71.8 por ciento.
La ENSU, con periodicidad trimestral, ha realizado a la fecha diecinueve levantamientos. El primero de ellos se llevó a cabo en septiembre de 2013. Actualmente, la Encuesta genera información sobre diversos aspectos de seguridad pública: sensación de inseguridad por temor al delito; expectativa social sobre la tendencia del delito; atestiguamiento de conductas delictivas; cambios de rutinas o hábitos por temor a ser víctima del delito; percepción del desempeño de las policías Preventiva Municipal, Estatal, Federal, la Gendarmería Nacional, el Ejército y la Marina; sensación de inseguridad en lugares físicos específicos; conflictos sociales en el entorno; percepción del desempeño gubernamental para resolver problemas; así como sobre las principales fuentes que la población utiliza para informarse sobre el fenómeno de seguridad pública en su localidad.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 18 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Inegi, Notas, Noticias, Seguridad | Comentarios desactivados en INEGI – Encuesta Nacional de Seguridad Pública Urbana
Miércoles, 11 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Información Oportuna sobre la Actividad Industrial en México
Cifras durante Febrero de 2018
El INEGI informa que la Producción Industrial del país aumentó 0.4% en términos reales durante febrero del presente año respecto a la del mes inmediato anterior, con base en cifras desestacionalizadas.
Por componentes, la Generación, transmisión y distribución de energía eléctrica, suministro de agua y de gas por ductos al consumidor final creció 0.8%, las Industrias manufactureras 0.6% y la Construcción 0.5%; mientras que la Minería cayó (-)1.9% en el segundo mes de 2018 frente al mes previo.
En su comparación anual, la Producción Industrial registró un avance real de 0.7% en el mes en cuestión. Por sectores de actividad económica la Construcción se elevó 4%, la Generación, transmisión y distribución de energía eléctrica, suministro de agua y de gas por ductos al consumidor final 3.1% y las Industrias manufactureras 0.9%, en tanto que la Minería descendió (-)5.7% en febrero pasado con relación a igual mes de 2017.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 11 de Abril 2018
Clasificado bajo: CEIEG, Industria, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Información Oportuna sobre la Actividad Industrial en México
Miércoles, 11 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Índice Nacional de Precios al Consumidor
Cifras durante marzo de 2018
El Instituto Nacional de Estadística y Geografía (INEGI) informa que en marzo de 2018 el Índice Nacional de Precios al Consumidor (INPC) alcanzó un crecimiento mensual de 0.32 por ciento, así como una tasa de inflación anual de 5.04 por ciento. En el mismo mes de 2017 los datos fueron de 0.61 por ciento mensual y de 5.35 por ciento anual.
El índice de precios subyacente presentó un incremento mensual de 0.33 por ciento y anual de 4.02 por ciento; al mismo tiempo, el índice de precios no subyacente subió 0.30 por ciento mensual y 8.03 por ciento anual.
Al interior del índice de precios subyacente, los precios de las mercancías mostraron un alza de 0.25 por ciento y los de los servicios de 0.40 por ciento mensual.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 09 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Índice Nacional de Precios al Consumidor
Miércoles, 11 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Índice Nacional de Precios Productor
Cifras durante marzo de 2018
El Instituto Nacional de Estadística y Geografía (INEGI) informa que durante marzo de 2018 el Índice Nacional de Precios Productor (INPP) Total, excluyendo petróleo, presentó un aumento de 0.44% a tasa mensual, alcanzando una variación anual de 3.64 por ciento. En igual mes de 2017 las cifras fueron de 0.06% mensual y de 9.45% anual.
Por grupos de actividades económicas, los precios de las Actividades Primarias registraron un alza mensual de 0.46%, los de las Actividades Secundarias de 0.41% y los de las Actividades Terciarias de 0.49% en el tercer mes de este año.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 09 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Índice Nacional de Precios Productor
Martes, 10 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Herramienta para Visualizar la Encuesta Origen-Destino 2017
Mapa Digital de México
Como complemento de los resultados de la Encuesta Origen-Destino en Hogares de la Zona Metropolitana del Valle de México 2017, el INEGI implementa en la plataforma del Mapa Digital de México, la herramienta que permite visualizar y generar mapas de flujo de viajes en la Zona Metropolitana del Valle de México (ZMVM) combinando su origen o destino a nivel de entidad, municipio o distrito.
La herramienta también permite seleccionar por intervalos de 15 minutos el inicio y término de viaje, lo que hace posible identificar las horas de mayor afluencia de los viajes, ya sea eligiendo el intervalo o de forma automática.
El Mapa Digital de México es un Sistema de Información Geográfica (SIG) desarrollado por el INEGI, que integra información de los elementos naturales y culturales que conforman el entorno geográfico del país y permite relacionarlos con información estadística.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 09 de Abril 2018
Clasificado bajo: CEIEG, Geografía, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Herramienta para Visualizar la Encuesta Origen-Destino 2017
Jueves, 5 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador Mensual de la Inversión Fija Bruta
Cifras durante Enero de 2018
La Inversión Fija Bruta, que representa los gastos realizados en Maquinaria y equipo de origen nacional e importado, así como los de Construcción, reportó un aumento real de 1% durante enero del año actual frente al mes previo, con cifras desestacionalizadas.
Por componentes, los gastos en Maquinaria y equipo total crecieron 2.1%; en cambio los de Construcción disminuyeron (-)0.4% en términos reales en el primer mes de este año respecto al mes precedente, según datos ajustados por estacionalidad.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 05 de Abril 2018
Clasificado bajo: CEIEG, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Indicador Mensual de la Inversión Fija Bruta
Jueves, 5 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Índice de Confianza del Consumidor
Cifras durante Marzo de 2018
El Índice de Confianza del Consumidor (ICC) elaborado de manera conjunta por el INEGI y el Banco de México mostró en marzo de 2018 una disminución mensual de (-)0.3% con cifras ajustadas por estacionalidad.
A su interior, se observaron reducciones mensuales en términos desestacionalizados en los componentes relativos a la percepción sobre la situación económica presente y la esperada dentro de doce meses de los miembros del hogar y a la posibilidad actual de los integrantes del hogar para realizar compras de bienes durables. Por el contrario, los rubros que evalúan la situación económica actual y futura del país reportaron un aumento con relación al nivel alcanzado el mes anterior.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 05 de Abril 2018
Clasificado bajo: CEIEG, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Índice de Confianza del Consumidor
Miércoles, 4 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Sistema de Indicadores Cíclicos
Cifras durante enero de 2018
El INEGI presenta los resultados del Sistema de Indicadores Cíclicos, que permite dar seguimiento oportuno al comportamiento de la economía mexicana, así como realizar comparaciones de ésta con distintas economías a nivel mundial. Éste se genera con una metodología compatible con la utilizada por la Organización para la Cooperación y el Desarrollo Económicos (OCDE).
En el Sistema de Indicadores Cíclicos, el Indicador Coincidente refleja el estado general de la economía, mientras que el Adelantado busca señalar anticipadamente los puntos de giro (picos y valles) del Indicador Coincidente.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 04 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Indicadores, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Sistema de Indicadores Cíclicos
Miércoles, 4 de abril de 2018
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Calendario de difusión de Información de Coyuntura,
Segundo Trimestre 2018
El Instituto Nacional de Estadística y Geografía (INEGI) presenta el Calendario de difusión de Información de Coyuntura, 2018 segundo trimestre.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 03 de Abril 2018
Clasificado bajo: CEIEG, Estadística, Inegi, Notas, Noticias | Comentarios desactivados en INEGI – Calendario de difusión de Información de Coyuntura