Archivo de la categoría "Economía"
Martes, 30 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/CEPAL.png)
CEPAL y OIT llaman a medidas urgentes para
apoyar la reinserción laboral de mujeres y jóvenes
En un nuevo informe conjunto, ambos organismos de la ONU indican que a mediano plazo será necesario reconstruir mercados laborales más resilientes y favorecer la formalización.
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La Comisión Económica para América Latina y el Caribe (CEPAL) y la Organización Internacional del Trabajo (OIT) dieron a conocer un nuevo informe conjunto en el cual señalan que, en el actual contexto de crisis, los gobiernos de la región enfrentan el desafío de apoyar el ingreso y la reinserción laboral de los segmentos más vulnerables de la sociedad -especialmente mujeres y jóvenes- y, al mismo tiempo, favorecer las condiciones para la creación de empleo decente, sobre todo entre las micro, pequeñas y medianas empresas (mipymes).
Asimismo, indican que a mediano plazo, será necesario implementar reformas que permitan avanzar hacia mercados laborales más resilientes, acompañando las medidas de reactivación con programas para favorecer el paso de la informalidad a la formalidad laboral, junto a un rediseño de la protección social.
En el N⁰ 25 de su publicación conjunta Coyuntura Laboral en América Latina y el Caribe: Políticas de protección de la relación laboral y de subsidios a la contratación durante la pandemia de COVID-19, ambos organismos de las Naciones Unidas analizan los efectos de la crisis causada por la pandemia de enfermedad por coronavirus (COVID-19) en los mercados laborales de la región durante 2020 y 2021 y destacan la importancia de las políticas implementadas por los países para mitigar este impacto.
Según el informe, durante 2021 la recuperación y creación de empleo ha sido parcial y más lenta que la reactivación en la actividad económica observada. Si bien se prevé que el año cerrará con un crecimiento económico del 5,9% para la región, este no será suficiente para recuperar el nivel del producto ni de empleo registrado en 2019. Por lo tanto, los mercados laborales habrán enfrentado su segundo año de una crisis sin precedentes.
CEPAL y OIT agregan que durante el primer semestre de 2021 se registra un aumento en la tasa de participación laboral (que llegó al 60,0%, es decir 2,7 puntos porcentuales por debajo de los niveles del mismo período de 2019) y una recuperación del empleo, aunque sin alcanzar los niveles observados previo a la pandemia (la tasa de ocupación alcanzó 54,0%, todavía 3,4 puntos porcentuales por debajo de la observada en el mismo período de 2019). Como resultado, la tasa de desocupación se ha reducido levemente con respecto al segundo trimestre de 2020 pero aún se mantiene 1,7 puntos porcentuales por encima de mismo trimestre de 2019, alcanzando 10,1% en promedio.
Por otro lado, las brechas de inserción laboral entre hombres y mujeres se han profundizado en 2021, y las mujeres presentan una reinserción laboral más lenta y enfrentan más dificultades para encontrar trabajo. La recuperación del empleo se ha constatado principalmente entre los trabajadores por cuenta propia, mientras que el empleo asalariado aún se encuentra rezagado, lo que sugiere que el aumento de la tasa de ocupación está asociado a una menor calidad del empleo. A su vez, la dinámica inflacionaria observada en los primeros seis meses del año podría tener un impacto negativo en la remuneración real de los trabajadores y, por lo tanto, en el consumo de los hogares.
El informe hace un balance de las medidas de mantenimiento de puestos de trabajo implementadas en la región principalmente durante 2020, las que probaron ser eficaces para disminuir la caída del empleo. El diseño de estos programas incluyó principalmente requisitos vinculados al salario y al uso del salario mínimo como referencia para determinar el monto del beneficio, con lo que se orientaron principalmente a los trabajadores asalariados formales de menores ingresos. Sin embargo, la alta incidencia de la informalidad y la ausencia de seguros de desempleo en varios países hicieron más compleja la tarea de diseño e implementación de estos programas de soporte económico para grupos vulnerables.
En tanto, en 2021, en un contexto de recuperación incipiente con medidas de confinamiento más puntuales, de menor duración y cobertura geográfica, se inició la transición hacia otro tipo de políticas, en particular los subsidios a la contratación, siguiendo la misma secuencia de los países más desarrollados. En algunos casos, conforme la vacunación ha avanzado, estos subsidios se han focalizado en los sectores y grupos que fueron más afectados por la pandemia, y buscan beneficiar a jóvenes y mujeres, especialmente de baja calificación.
Según CEPAL y OIT, se aprecian similitudes entre los países respecto de algunas condicionalidades de los subsidios vinculadas al pago de impuestos y la formalización del empleo. Sin embargo, debido a restricciones presupuestarias y debilidades en la institucionalidad laboral, no todos los países de la región cuentan con programas específicos para incentivar nuevas contrataciones. En ese sentido, la continuidad de estos instrumentos de políticas de empleo para esta crisis y las que puedan desencadenarse en el futuro supone un desafío, concluyen ambas instituciones.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: CEPAL 30 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Estadística, Información en otros sitios, Población | Comentarios desactivados en CEPAL – CEPAL y OIT llaman a medidas urgentes para apoyar la reinserción laboral de mujeres y jóvenes
Martes, 30 de noviembre de 2021
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El comercio mundial seguirá creciendo en 2021
El comercio de mercancías alcanzó niveles récord durante el tercer trimestre de 2021 sumando unos 5,6 billones de dólares, mientras que el de servicios mostró “un impulso creciente” y se situó en 1,5 billones.
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El monto total del comercio mundial durante el año en curso ascenderá a unos 28 billones de dólares, un incremento del 11% en relación con los niveles anteriores a la pandemia, informó la Conferencia de las Naciones Unidas sobre Comercio y Desarrollo (UNCTAD).
En su última actualización sobre negocios a nivel global, el órgano apuntó que durante el segundo semestre de 2021 el crecimiento del comercio mundial se estabilizó aumentando alrededor de un 1% en cada trimestre.
Durante el tercer trimestre, y en términos interanuales, el crecimiento fue de alrededor del 24%, un registro significativamente más alto que los números observados antes del inicio de la pandemia de COVID-19.
El estudio destaca que el comercio de mercancías alcanzó niveles récord durante el tercer trimestre de 2021 al conseguir unos 5,6 billones de dólares, mientras que el de servicios mostró “un impulso creciente” y se situó en cerca de 1,5 billones de dólares, aunque todavía se mantiene por debajo de los niveles previos a la llegada del coronavirus.
La tasa de crecimiento interanual del comercio de mercancías sigue siendo sustancialmente mayor que la de los servicios (22% frente a 6%) y es probable que esta tendencia se mantenga durante el cuarto trimestre de 2021, con una evolución más positiva para el segundo sector.
Las proyecciones para el comercio de bienes durante el último trimestre de 2021 se mantendrían constantes en torno a los 5,6 billones de dólares, mientras que para el comercio de servicios se prevé una recuperación lenta.
Las perspectivas para el año en curso indican que el comercio mundial de bienes y servicios aumentaría en unos 5,2 billones de dólares en relación con 2020, y en unos 2,8 billones con 2019, unos registros que equivalen a un incremento aproximado del 23% y el 11%, respectivamente.
Por su parte, se prevé que durante 2021 el comercio de mercancías logre un valor récord de 22 billones, mientras que el de servicios debería estar valorado en unos seis billones de dólares.
Pese a estas notas positivas, el estudio señala que las perspectivas para 2022 siguen siendo “muy inciertas” debido a múltiples factores.
Ralentización de la recuperación económica.
Factores geopolíticos y regionalización de los flujos comerciales.
El análisis también indica que el incremento del comercio global continúa siendo dispar entre países y sectores, una tendencia que se agudizó durante el tercer trimestre de 2021.
En general, durante el tercer trimestre de 2021 los flujos comerciales aumentaron con más fuerza en los países en desarrollo que en las naciones desarrolladas. Las tasas de crecimiento del comercio en esa época del año fueron muy fuertes en todas las regiones geográficas, aunque relativamente moderadas en América del Norte, Europa y Asia Oriental, especialmente en comparación con el tercer trimestre de 2020.
El crecimiento de las exportaciones fue mayor en las regiones exportadoras de productos básicos, debido al aumento de los precios de estos productos.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: ONU 30 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, ONU | Comentarios desactivados en ONU – El comercio mundial seguirá creciendo en 2021
Martes, 30 de noviembre de 2021
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Una recuperación desigual: las secuelas
de COVID-19 en Latinoamérica y el Caribe
La tasa de empleo muestra una recuperación en algunos países de América Latina y el Caribe, aunque en la mayoría aún se mantiene por debajo de los niveles previos a la pandemia de COVID-19. Adicionalmente, se observa una caída en la calidad de los empleos disponibles, así como una disminución en el número de horas semanales de trabajo remunerado, de acuerdo con los datos de una nueva encuesta del Banco Mundial y el Programa de Naciones Unidas para el Desarrollo (PNUD).
La serie de Encuestas Telefónicas de Alta Frecuencia, cuya segunda fase fue implementada este año en 24 países de la región, permite tener una idea precisa del nivel de bienestar de las familias, así como de su percepción de la crisis. El objetivo es monitorear el pulso de la región y los impactos de la pandemia en áreas importantes como el mercado laboral, los ingresos y la seguridad alimentaria; el acceso de los hogares a servicios básicos, como educación y salud (incluyendo a la vacuna contra el Covid-19), internet, finanzas digitales; y la equidad de género. Para cada país, la encuesta es representativa de la población mayor de 18 años con acceso a un teléfono.
Según los resultados, las mujeres se han visto especialmente afectadas por la crisis, ya que para ellas no sólo fue más fuerte el impacto inicial, sino que también la recuperación del mercado laboral ha sido más lenta. En especial, se han visto más afectadas las madres de niños de entre 0 y 5 años. De hecho, un año y medio después del inicio de la crisis la probabilidad de las mujeres de haber dejado de trabajar a raíz de la pandemia es dos veces más alta que la de los hombres. Además, esto ha estado acompañado de una mayor carga de tareas domésticas y una mayor incidencia de problemas de salud mental.
Para la región en su conjunto, la tasa de empleo se ubicó en alrededor del 62%, casi 11 puntos porcentuales por debajo del nivel previo a la pandemia. Solo en Guatemala, Nicaragua, y El Salvador la tasa de empleo supera ligeramente los niveles anteriores a la crisis.
Asimismo, el empleo formal cayó 5,3 por ciento en la región, el trabajo independiente creció 5,7 por ciento y la proporción de trabajadores ocupados en negocios muy pequeños, de hasta 4 trabajadores, aumentó 8 por ciento, lo cual muestra un deterioro en la calidad del empleo disponible. Incluso entre la población empleada se evidencia una disminución en las horas semanales de trabajo remunerado, de 43 a 37 a nivel regional, lo cual confirma esta evolución negativa.
La encuesta muestra que 28% de las personas que tenían un empleo antes de la pandemia lo perdieron, y más de la mitad (17% de aquellos con un trabajo antes de la pandemia) abandonaron la fuerza laboral. Estos impactos afectaron sobre todo a las mujeres con hijos pequeños: el 40% de las trabajadoras de más de 18 años con hijos de entre 0 y 5 años perdió el empleo que tenía antes de la pandemia, en comparación con el 39% de las mujeres en general y el 18% de los hombres.
Según la encuesta, la inseguridad alimentaria aún afecta a 23,9% de los hogares en América Latina y el Caribe. Esto es casi dos veces el nivel reportado por los hogares antes de la pandemia, de aproximadamente 12,8% de los hogares. Sin embargo, se evidencia una mejoría relativa con respecto a los niveles observados en junio de 2020 en la mayoría de los países.
El sondeo muestra asimismo que más de un año después del inicio de la crisis, en materia de educación el 86% de los niños y jóvenes en edad escolar recibe algún tipo de educación (presencial o remota). No obstante, se registra una amplia variación entre países: en Guyana y Guatemala el índice alcanza a 64%, mientras que en Perú y Chile asciende a 95 y 97%, respectivamente. Además, en los países encuestados la escolarización está por debajo de los niveles previos a la pandemia y poco menos de la cuarta parte de los estudiantes a nivel regional asistían a clases presenciales.
El acceso a servicios de salud, en tanto, mejoró sensiblemente. Sin embargo, el porcentaje de personas no vacunadas es alta en algunos países, y todavía existe un 8% de la población que no se ha vacunado ni está dispuesta a hacerlo. Este porcentaje se acentúa en el Caribe: 60% en Haití, 49% en Jamaica y 43% en Santa Lucía y Dominica.
Por último, según los resultados de la encuesta, el uso de banca móvil y transacciones en línea (comercio en línea) se incrementó sustancialmente en la pandemia. Adicionalmente, se aumentó el uso de medios digitales de pago y ahora un 26% respondió usar billeteras móviles. Los incrementos fueron más notables entre la población rural, la población mayor de 55 años y aquellos con bajos niveles de educación (primaria o menos).
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: UNCTAD 29 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Educación, Empleo, Encuestas, Estadística, Información en otros sitios, Salud | Comentarios desactivados en BANCO MUNDIAL – Una recuperación desigual: las secuelas de COVID-19 en Latinoamérica y el Caribe
Martes, 30 de noviembre de 2021
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)
6 datos que debes saber sobre el ingreso laboral
Trimestralmente, el CONEVAL da seguimiento a la evolución del ingreso laboral, a través del Índice de Tendencia Laboral de la Pobreza, y su relación con el valor monetario de la canasta alimentaria; esto permite estimar el porcentaje de población con pobreza laboral a nivel nacional y en las entidades federativas.
Te compartimos cinco datos sobre el comportamiento del ingreso laboral en el tercer trimestre del 2021, es decir, entre los meses de julio, agosto y septiembre.
El ingreso laboral real aumentó 12.5% entre el tercer trimestre del 2020 (periodo afectado por el cierre de actividades debido a la COVID-19) y el tercer trimestre de 2021, al pasar de $2,460.50 a $2,769.23. Lo anterior muestra señales de recuperación; sin embargo, aún se encuentra en niveles inferiores a los registrados previo a la pandemia, cuando se ubicó en $2,806.61 pesos.
Entre el segundo y tercer trimestre de 2021, se observó una disminución real en el ingreso laboral por persona en los hogares de los primeros tres quintiles de ingresos. Estas disminuciones se concentran en el primer y segundo quintil, es decir, en el 20.0% y 40.0% de la población de menores ingresos, cuyo ingreso laboral real per cápita promedio en este periodo tuvo una disminución trimestral de 4.8% y 1.2% para cada uno.
Entre el segundo y tercer trimestre de 2021, las tres entidades con mayor incremento en el ingreso laboral real fueron Baja California Sur, Aguascalientes y Quintana Roo; en contraste, Chiapas, Sinaloa y Nayarit presentaron una mayor disminución de este.
En el tercer trimestre de 2021, los hombres ocupados reportaron un ingreso laboral real mensual de $6,916.17 y las mujeres $5,581.78. En términos relativos, el ingreso de los hombres ocupados es aproximadamente 1.2 veces el de las mujeres.
En cuanto al ingreso laboral real promedio de la población ocupada por rangos de edad, en el tercer trimestre de 2021, la población adulta (30 a 64 años), los menores (12 a 17 años), los jóvenes (18 a 29 años) y los adultos mayores (65 años o más) recibieron en promedio por su trabajo $7,048.37, $2,201.66, $5,813.22 y $4,365.27, respectivamente.
En el mismo periodo, el ingreso laboral real de la población ocupada que reside en municipios no indígenas fue de $6,720.99 al mes, más del doble del ingreso de los ocupados residentes en municipios indígenas, que en promedio fue de $3,095.64.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: CONEVAL 29 de noviembre de 2021
Clasificado bajo: Economía, Empleo, Estadística, Información en otros sitios | Comentarios desactivados en CONEVAL – 6 datos que debes saber sobre el ingreso laboral
Viernes, 26 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/SIAP.png)
Análisis del comportamiento del empleo en el sector primario
Cifras al tercer trimestre de 2021
![](https://www.gob.mx/cms/uploads/press/main_image/124425/post_comportamiento_del_empleo_sector_primario.jpg)
Análisis de la población ocupada en las actividades del sector primario y comparativo por entidad federativa.
En el tercer trimestre de 2021, la población ocupada en el Sector Primario del país fue de 6.9 millones, 12.4% del total nacional (56 millones de trabajadores).
De los 6 millones 938 mil trabajadores que se dedicaron a actividades del Sector Primario, la composición por sexo fue de 86.5% hombres y 13.5% mujeres.
En el tercer trimestre de 2021, el personal ocupado en el Sector Primario fue 6.4% mayor al mismo trimestre de 2020 (6 millones 521 mil trabajadores).
Subsector agrícola
El empleo en las actividades agrícolas en el tercer trimestre del año 2021, fue de 5 millones 868 mil trabajadores; 7.1% mayor en comparación con similar trimestre de 2020 (5 millones 477 mil trabajadores). Este subsector es el de mayor participación en el conjunto de actividades agropecuarias y pesqueras (84.6%).
Subsector pecuario
El empleo en las actividades pecuarias fue de 819 mil ocupados; 1.2% menor, en relación con el mismo lapso del año anterior (829 mil ocupados). El subsector aporta 11.8% del empleo en el sector primario del país.
Subsector pesquero
En la actividad de pesca trabajaron 170 mil personas, cifra 31.1% mayor frente al mismo trimestre de 2020 (130 mil personas); aporta 2.5% del empleo en las actividades agropecuarias y pesqueras.
Comparativa por región geográfica
La región sur-sureste concentra el mayor número de ocupados en actividades primarias con 2 millones 569 mil trabajadores que representan 37.0% de la población ocupada del país en el sector; 3.7 veces más que en la región noreste y 5.6 más que en la noroeste, situación que se explica por el tipo de cultivos que se desarrollan en cada región, pero también por la
mayor tecnificación; ambos factores determinan que tan intensivas son en el uso de mano de obra. El número de ocupados en la región sur-sureste es 14.6% mayor que en el mismo periodo de 2020: Chiapas (853 mil), Veracruz (778 mil) y Oaxaca (531 mil) son las entidades con más trabajadores en dicha área geográfica.
La región sur-sureste ocupó dos millones 185 mil trabajadores en actividades agrícolas, Chiapas (772 mil), Veracruz (642 mil) y Oaxaca (494 mil) estados más representativos, le siguen en importancia la centro con un millón 303 mil y centro-occidente un millón 172 mil.
La región sur-sureste empleó 274 mil; las mayores aportaciones se presentan en Veracruz con 103 mil ocupados, Chiapas 62 mil y Tabasco 35. Le siguen las áreas geográficas centro-occidente 194 mil y la noreste 156 mil trabajadores en actividades relacionadas con la cría y explotación de animales.
Son 92 mil trabajadores en el área geográfica sur-sureste que realizaron tareas relacionadas con pesca, sobresalen Veracruz con 25 mil, Chiapas 17 mil y Yucatán 17 mil, en orden de importancia le continúa, la noroeste que reportó un total de 61 mil y la centro-occidente 10 mil.
La región sur-sureste registra el mayor incremento de población ocupada en el sector primario de 328 mil empleos más, en relación con el mismo periodo de 2020. Chiapas (155 mil trabajadores), Veracruz (96 mil trabajadores), Oaxaca (48 mil trabajadores), Yucatán (26 mil trabajadores) y Campeche (17 mil trabajadores); estados con mayores incrementos en dicha área geográfica, y a nivel nacional los tres primeros.
Por el contrario, la región Centro reporta la disminución más significativa de trabajadores en actividades primarias con 396 mil 584 empleos menos, respecto del mismo trimestre de 2020. Puebla (51 mil), Hidalgo (29 mil) y
Guerrero (24 mil); estados con las disminuciones más relevantes en la región y en el país la primera entidad.
Comparativa por entidad federativa
El empleo en el Sector Primario muestra comportamientos positivos en 17 entidades, destacan:
Chiapas, Veracruz, Oaxaca y Jalisco con 155.2 mil, 96.1, 48.4 y 44.4 mil
empleos más, respectivamente, en relación con el mismo trimestre de 2020.
Por el contrario, 14 entidades presentan disminuciones en la ocupación en el Sector Primario, las más significativas son:
Puebla (50.9 mil), Guanajuato (31.1 mil), Hidalgo (29.4 mil) y Guerrero (23.7 mil).
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: SIAP 26 de noviembre de 2020
Clasificado bajo: Agricultura, CEIEG, Economía, Empleo, Estadística, Ganaderia, Indicadores, Información en otros sitios, Pesca y Acuacultura, Producción | Comentarios desactivados en SIAP – Análisis del comportamiento del empleo en el sector primario
Jueves, 25 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Producto Interno Bruto a Precios Corrientes
Cifras durante el tercer trimestre de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/pib_pcorr.jpg)
El Producto Interno Bruto Nominal (PIBN) a precios de mercado se situó en 26,064,281 millones de pesos (mp) corrientes (26.064 billones de pesos) en el tercer trimestre de 2021, presentando un aumento de 11.3% con relación a igual lapso de 2020. Este resultado se originó del incremento de 4.5% del PIB real y del crecimiento de 6.5% del índice de precios implícitos del producto.
Actividades Primarias
El sector Agricultura, cría y explotación de animales, aprovechamiento forestal, pesca y caza generó 862,762 mp corrientes, monto que significó 3.5% del PIB Nominal a valores básicos en el periodo en consideración.
Actividades Secundarias
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 8,481,646 mp a precios corrientes, alcanzando 34.7% del PIB a valores básicos.
Por componentes, el PIB de la Minería fue de 1,369,148 mp, que equivale a 5.6% del PIB; el de la Generación, transmisión y distribución de energía eléctrica, suministro de agua y de gas por ductos al consumidor final se ubicó en 525,757 mp con 2.1%; el PIB del sector Construcción logró 1,848,032 mp con 7.6% y el PIB de las Industrias manufactureras sumó 4,738,708 mp que representó 19.4% del producto de la economía a valores básicos en el tercer trimestre del presente año.
Al interior de las Industrias manufactureras, sobresalió la participación de la Industria alimentaria y la de Fabricación de equipo de transporte con el 39.6% de manera conjunta.
Actividades Terciarias
Por lo que respecta al PIB Nominal del Comercio al mayoreo, éste fue de 2,562,816 mp y contribuyó al PIB total a valores básicos con 10.5%; el de los Servicios inmobiliarios y de alquiler de bienes muebles e intangibles, con una cifra de 2,521,447 mp con el 10.3%; el correspondiente al Comercio al menudeo llegó a 2,488,355 mp con una participación de 10.2%, y el de Transportes, correos y almacenamiento 1,543,911 mp que aportó 6.3% en el trimestre julio septiembre de 2021.
El resto de las Actividades Terciarias (Información en medios masivos; Servicios financieros y de seguros; Servicios profesionales, científicos y técnicos; Corporativos; Servicios de apoyo a los negocios y manejo de residuos y desechos, y servicios de remediación; Educativos; de Salud y de asistencia social; de Esparcimiento culturales y deportivos, y otros servicios recreativos; de Alojamiento temporal y de preparación de alimentos y bebidas; “Otros servicios excepto actividades gubernamentales”, y las Actividades legislativas, gubernamentales, de impartición de justicia y de organismos internacionales y extraterritoriales) mostró un PIB de 6,007,793 mp a precios corrientes, lo que equivale al 24.5% del PIB a precios básicos en el trimestre en cuestión.
Al agregar al PIBN a valores básicos producido por todos los sectores de actividad económica los impuestos a los productos netos de subsidios (los cuales cerraron en 1,595,551 millones de pesos en el periodo de referencia), se obtiene el Producto Interno Bruto Nominal a precios de mercado, que como se señaló, fue de 26.064 billones de pesos corrientes.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 25 de noviembre de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Indicadores, Inegi, Pesca y Acuacultura, Producción, Servicios | Comentarios desactivados en INEGI – Producto Interno Bruto a Precios Corrientes
Jueves, 25 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Producto Interno Bruto de México
Cifras durante el tercer trimestre de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/pib_const.jpg)
El INEGI presenta los resultados del Producto Interno Bruto (PIB), los cuales indican una disminución de 0.4% en términos reales en el tercer trimestre de 2021 respecto al trimestre precedente, con cifras ajustadas por estacionalidad.
Por componentes, el PIB de las Actividades Terciarias se redujo 0.9%, mientras que el de las Primarias creció 1.3% y el de las Actividades Secundarias se incrementó 0.3%, en el tercer trimestre del año en curso frente al trimestre previo.
En su comparación anual, el Producto Interno Bruto registró un alza de 4.7% en términos reales en el trimestre en cuestión. Por grandes grupos de actividades económicas, el PIB de las Actividades Secundarias avanzó 5.1%, el de las Terciarias 4.4% y el de las Actividades Primarias ascendió 0.3% en el trimestre julio-septiembre de este año.
Durante los primeros nueve meses de 2021 el PIB a precios constantes registró un aumento de 6.4% con relación a igual periodo de 2020, con cifras desestacionalizadas.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 25 de noviembre de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Ganaderia, Indicadores, Industria, Inegi, Pesca y Acuacultura, Producción, Servicios | Comentarios desactivados en INEGI – Producto Interno Bruto de México
Miércoles, 24 de noviembre de 2021
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)
Inflación alcanza 7.05% en la primera
mitad de noviembre; mayor nivel en 20 años
El reporte indicó que de manera quincenal, el Índice Nacional de Precios al Consumidor (INPC) avanzó 0.69% en la primera mitad del mes, mientras que a tasa anual se ubicó en 7.05%, el mayor nivel que se registra desde la segunda quincena de abril del 2001.
![](https://www.eleconomista.com.mx/__export/1633580404153/sites/eleconomista/img/2021/10/06/supermercado_cuartoscuro_749321_impreso_x1x.jpg_328101988.jpg)
La inflación, nuevamente, se ubicó por arriba del objetivo del Banco de México (Banxico) durante la primera quincena de noviembre e, incluso, rebasó el techo de 7%, algo que no pasaba desde hace 20 años, de acuerdo con los datos del Instituto Nacional de Estadística y Geografía (Inegi).
El reporte indicó que de manera quincenal, el Índice Nacional de Precios al Consumidor (INPC) avanzó 0.69% en la primera mitad del mes, mientras que a tasa anual se ubicó en 7.05%, el mayor nivel que se registra desde la segunda quincena de abril del 2001, cuando alcanzó un nivel de 7.08 por ciento.
Ante la reactivación de la economía, tanto a nivel nacional como internacional, que ha generado choques de oferta, la inflación se ha ubicado por arriba del objetivo del Banco de México (Banxico) de 3% +/-1 punto porcentual desde la primera quincena de marzo de este año.
Si bien en el informe del Inegi se observó una presión generalizada, se observó que fue al interior de la inflación subyacente, que elimina de su cálculo los bienes y servicios más volátiles, donde hubo una mayor incidencia.
El índice subyacente –que es el que toma en cuenta Banxico para sus decisiones de política monetaria– se ubicó en 5.53% anual. Dentro de esta, el rubro que más presionó fue el de mercancías, con un alza anual de 7.04%, mientras que los servicios aumentaron en 3.85 por ciento.
En el caso de la inflación subyacente, se ubicó en un nivel de 11.68% en los primeros 15 días de noviembre. El rubro de energéticos y tarifas autorizadas por el gobierno presentó un incremento anual de 11.15%, mientras que los agropecuarios de 12.37 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 24 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Indicadores, Información en otros sitios, Noticias | Comentarios desactivados en ECONOMISTA – Inflación alcanza 7.05% en la primera mitad de noviembre; mayor nivel en 20 años
Miércoles, 24 de noviembre de 2021
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gz6M04uroZFHC8L6ZPn05Hx7m1OqjcdtttjBs3TrMQmc1mTaSojBgxgquuugqj0ahNnEOHDiUmJiaoXHJyMhaLhaamJo4ePcrIkSOxWq0sXrxYc5lt3ryZJ598MmJfPvjgA4CIk+M111zD4cOHWb16tRa3NGnSJHQ6HbIs8/nnnweV7+7uJjExsd8JTXXvhcZV2Gw2Ro8eTVtbG//8z//cZxt33XWXZimUJAmDQYlhOnDgQFhZjx+mD0rBfMYKpqHTATrwSSTFZbKz2Q14ASPxpt7HL9HiVcSVxcqhluBg+nNBfn4++/fvD3LtqIRaPjIzMzl69GjY93X06NEgi8KsWbO0MjU1NZSUlGgxTaA8c3l5eRw8eJCOjo4wK5Qa36bG7QC0tbXhdDrJzMykrq4uqA9Op5MNGzawYMEC7Zg66R4/fjxIqKju5pSUlKBnpa9xCCQ0eFy9H1CeqcDP6jn1c+B4ZmVlUVFRMSABpt6Lw+EIuu/jx4+zc+dO5s+fr720BIqUgwcPhq2gVamrqyMzMxOn03lWdQO/WxX1/voaa4fDARC2cGDXrl3Mmzcv7DqqO08gEHwz6VdEbak+BQYDGM1gNve684xGZmX2WjkOuwCrkdNd7gGLKKvVqr2hnev91G666SZ0Oh0vvvgioKzwieQGmzFjBpIksWXLFoCIq84AxowZw1dffUVJSQkjR47E4XBw3XXX8eKLL9Ld3c2OHTtobm4mNTUVnU6nWbe++OILrY1Q9wxAeno6ANu3b9dE1ODBgxk+fDi1tbUcO3ZMe1vu7OxEkiRSUlI4duxYn/evTloej4djx44xfPhw7ZzqPlItZ9G49dZbNXdeWloaN9xwA9u2baOqqgqn0xlk5Uox6UgZmh7eiM8HRhO0OMiIHcPmRrfizkuIJbbHpRWL15lA5we9gerOc+/iBeWZWLNmTb/lpkyZwoYNG0hMTNRSTNTW1lJTUxPVoqAKdHUSVRk7dqw2ad9www1anJ7H42Hfvn3ayjf12PLly6murmbixIls3bqVxMREzVKxa9cusrOztWcBFPFSVFTEzp07sVgsmpjZuXNnmGXsbMchlKysLKxWK2VlZZp19ssvv8RqtZKVlaWJlMAxUN3a6rOiuslUAi0v6r2olrLAe8nPz6e6uhqr1Rrk/q6srKSiooKioqKg9i0WC7W1tezbt49Zs2b1WzdagHkgX2esQfl/f+LEiYjnQscjPj6+z7EaSD8FAsGFo18R5eyRwBCjuGWMZsUadSY2av6gJK3cqW4v6M14fWcnhoxncgKFBp3/o6giRrXkhFqhVObMmYMsy3z66acAUd1bqslffYNvbm5m0qRJzJ07l9WrVwOK21DNw6SirrzLzMyMGDSqthsotjIyMsjLy6O2thZQ4qKuuuoqWlpa0Ov1mruuLwLH84UXXtDSLoBiAQy1tkVD/X7cbjejR49m27ZtyLLMgQMH+k1DAYDfrwhvVys2q5m17S4wAL4eYsy9Vqs4GSV2ymBiV1t31Ob6I3CSCc0RlpycTFFRkeZOizYhZWVlMXfuXHbt2qWVzczMDFtyHlg/cOILzG+WlZWFzWYjMTGR+Ph4Lf5OtV4EWjTMZjMFBQVUVVVx7733MmvWLD7//HPN5Z2Xl6fFFwVeu7CwEIvFQmlpacRl9/2NQ7Txi8ScOXP4+9//romwzMxM5syZE1Q30NJjtVqZNWuWNj6hLlA1zYBaV7XkBd5Lfn4+hYWFvP3222EvOaNHj6aiokIbz8D2bTabZlEqLS3ts26ouzHaOPQ31pHqJSQkIElS2ItHpPEITL0Qaaz+EbeoQCA4D0iSJPf189b2gzJvrZVZtkrmN9tkXvtC5s8H5YVftASV43dbZB5dLn9+3BHWRkFBgQzIU6dO1Y7t3btXPnTokPb7Bx98IKNsuyavWbOmzz6pP+vWrdPqrFy5UpYkSe7s7JR37dqllRk6dKgMyPfdd1+fbQ0aNEgG5Icffjji+fnz58uAfPXVV8uSJMllZWWyy+WSV61apfVh0aJFsiRJ8ieffCJv2LBBliRJvu+++2RAzs/Pj9juK6+8otU/fvy4LEmS3NjYKD/11FPa8VdffVWWJEnes2ePvH37dvm6666TAXnx4sVaO4888ogMyAaDQZYkSW5ubtbqA/LWrVv7vP/x48fLgHzjjTdGPF9dXS2/+OKLWnt//OMfB/Qd8f4hmXfqZF5Yr/z+Qb3My3tlXtov/+6vZVq57+6ql/nNlzL/dULm5W2yQCAQCASXOv1Gc//757U47riRxdeOBbMRTBYmjUrh7fG91pCaTi+4AL0OW4wpemMB7NixQ0sOeS5paGjQlqG73W4tDUJiYvRAZafTqZnNoy0xVoNK1XJWq5WmpiZuuOEGrYz6dm6z2TTXoVo+Li4uYruB11MDt30+n5ZQE9DiugwGA0lJSVFz/AQSFxcX9FY8a9asoCX0Z0N3dzddXV2aywTQrGT90uIBvY83JpzJ++U7YyHTgSlgBYLRcOZRlH3gHeDKBIFAIBAILiL9iqjqI1/wYUUH/1M8lqrvFHLoWyPZcWWwIPmvk06QdWCNYVD8wNxEe/fuPedxUKDkgVFXtLW1tWmCoy8X2KlTpzT3VzQzvprfR43xMBqNnDp1isTERK644gpASZVw4sQJBg0apLnB1JxX0bZJCXSrqW07nc4gs/3hw4cBxUUXExMTlHYgEmouKTVJo8pVV1014BxcgbS0tOD1epk4caLmJo20ajCUA11+SBwCxyq5d3qBctDdGwelC3j6TLIe9Geeh75vTyAQCASCS4L+8wqkpPEvu5WVa7lxFnJiw8Oofn+oFYwGGJ6GWa/H6fYSKcQp0Ory1VdfDTguZyCoaQmqq6s5dOgQQNDKv75iPQLLGaPs26bmXnK5XFo5VaCp2cpB2QLGarVq5dXklf21C73JQTs6Ohg+fLiWokHNU+Pz+TAajf2KT3UVkZp0VEWWZf7pn/6pz7qRcLvdmM1mjEajFhMUKZ4mlEkHXXD6KNtn5wLQ7ZOhy6Uk39TJ6Om1OPUapWTo0eE7DwJbIBAIBIJzSb8i6u78sdB8gP/cG9n19vARNzh9oNOzNEdZRbS/oTVirqjy8nLuuusurrrqKj799FNyc3P/sd4H8NhjjzF37lx+8pOfaEuT1SBeCE6OGUqgeyxaOdU95/P5evd7O0OgMNm4cSP19fWaQFTbjpYHK/C4Kn46OzuJiYnRVs81Nzdjt9sxmUzYbLZ+t4NQ7+H+++8Pu5/du3ezdevWPuuH4nK58PmUdOPqdjwnT54M2xZGxSH5sJbUw57dNH87j6IxilVN8gM9Pq1c4FrJ3lHwgx9cUv8uS4FAIBAILib9rs4zyHqIz+apbVXclp3O2KTelT7vNXh5/UAX6PWgh+8XDMHnl6nriLxEXV0KLUkSBw8ePKfuvLS0NFJTU0lISNAm/POBmr5ADjC1TZ48mfj4eJxOJ2VlZZSXl2v7+J1t29C7nUthYaG2GrCkpIRZs2ZhsVj6deepmM1mVqxYEZYR/dlnnw3afqY/2tratJiukSNHalaoY8eOBSUKVLHqZH5gdvJqso3HPz/CryePwBYXQ4/fDwaTsmLPT5CK0p9JJ4UMoMPt9RLP17NURtrYFXpz97zxxhthm9p+3bZUqqqqOHLkCO3t7UiShM1mIzc3V1tt5nQ6KS8v58SJE9r50M1x1evZbLawVZ5VVVWUlZWFXTfSJsVTpkwJSiCpboobqV1Q4hP37dsXNCaRxkjd1y5wVVpqamrETZxVAq+5detW7HZ7UFoHgUAg+CbTr4h650QTv5o8nmXlR5i4Zj8/nTGaackWnq2TKD1xxlrgkyErloLkOMrsp+nyeCO2lZ+fr+VtmjdvHkeOHIk4CX8dnnrqKSZPnswf/vAHLcA70IUn95FCIXAJeDRhpwozvV6PTqfD5/MFtTl37lxWrlyJz+dj/fr1zJ8/H+iNhYrWbuBxtb/qscCJpry8XJuMzkZ8Lly4kD179vD8889rx7Zv3053d/eAUiWAYolSt0EpKiriL3/5C6AkmAwMNlexWYy8MC2Po+VtvNlg5s0/lSN9/zpSTHol15hXAp2sxZgHIftBr8OPHGbxOxuys7ODtm4JXeZ/rtryeDxs2bKFhoYG8vLyyM3NxWw209TUpKU6aG1tZePGjVitVqZOnQooSSBLSkqoq6vTlrSrtLW1UVlZGZS4MxJqnqO8vDzGjRsHKCk41qxZE5SOQbVctrW14XA4wpI7qjF3A7mWumlvU1MTqamppKSkBPW/pKQkaLzUsfJ4PFoeqSNHjggRJRAILgv63+3V5MGWoOOXxWP4WUU9z3zZAjFx4Ff2Q0P2g7eH96cpfzR32h0MSY28PYKaRRuUrVTO5b55J0+eZPLkyeTl5WlusKSk3jxWga69UALf2qNZedSJSBUeoeVmzZrFypUrAdi0aRMOh4Nhw4aRnJxMbW1t1OsHHg/dViLQ3bl9+/ao/e+PZ555hpaWFt58803tWEVFRdjGrtFoaWlh//79OJ3OoP7u2bOHu+++O2q9NyYkMewvtZAxnge3lPHardNAHwt0g96AIUAL+uDMRsV6kGWMKEL164qoxMTEc5ZTp6+2tmzZQnt7OwsWLAh6jgLLf/TRRyQlJXHrrbdqQjkvL4/09HTKysoYOXJkUHZsm81GRUUFo0ePjrpa1OFwaKImUJDk5OSwZcsWtm3bplkgVZeyzWajtrY2SESp+8nZbLY+dw+oqqoiLy9Pu1bg/QV+LikpiThegXmxampqIuZMEggEgm8a/c5Qy8aO4qGKWh6bNBhybOB2Kxvqqf6Xnh5mTkhm9iBlxd7a+hauTEnru1GUTYLPR/bdgoICJk6cCCjiSBU9gQIulCFDhmiTdbR4I1XwqdYFj8cTZIlSN/IFxXKjbumhTljRBKO6ki6wbbXdwL32qqqqqK+vj3oPgUSyVL322mtBeweezUanNTU1rFixgueff56dO3dqx/vbOiTdpIMsM3R08OZhNwdbnWD1nnl2zggntc/qB50eDH7MJiWA/nys4DxXOBwOGhoamDp1atS92xwOh7Y/Xujznp+fj9VqDdtGJzc3F6vV2qdwPnjwoJaIMhCz2czEiRODNjNWn+mhQ4eGWZ3U7W36SgGi8o9s0XT06FFsNpuW6VwVVQKBQPBNpl8Rde3QdDjZzC92H0W6ZRQMiQHvGaEh+7h7lJXNRcp+Yp/UnuaLY27GZfb/hnn99defl+y7KSkp2uaqRqNRy0CubpMRiizLGI1GzRIQrZw6gahbt4SKKJvNxrXXXqv9rk7+aiC2uvIulMDj6nio7Q4ZMiTIajDQDVDNZjM+n09bSajy+uuva5/b29sH1FZTUxNXX301K1as4Pe//z2vvfaadm4gbiDiTeDpAmMaq441QLwbfGqwe+/4aUOp04NBxhgQyP916OjooKamRvsJ3Y7lXLR16tQpQLH+REMtE21/tIyMjLC0ExaLhalTp2K32zUhFMqJEyeiZtdXr9XU1AT0WqJGjBgRJq5qamq0la19iaTCwkIaGhrYunXrWY+l6srLzc0lOTkZm82m5UQTCASCbzL9iqh2XReDhqbz2/f3AyDNGEL5jelsujqBmhtSeKvAppWdvXk/jIwsFkJJT08Pioc6VxYHnU4XtEedut2LmmoglD179tDY2KjlVIpWTj2uugojuecCrVGqZWvMmDEAUfMzqXvcDRkyhJSUFPx+f5A4U5NuxsTEaPvs9UdcXByNjY1BViNQdoxXJ9i+YsQCaWpqCvpuMjIyNKvLyZMntS1JolGMDsw6iInhoxa3IsCNOtDpCNwhqAcZLeOBqbdvX9caZbfbKSkp0X6+/PLLs26jv7ZUcdKXRbW/MomJiRGtlHl5eWRmZlJaWhrROipJUlTrkXot9dputxubzabtfXf06FGg1xqZk5PTb8xYfn4+xcXFNDY2smHDBrZu3drvKlEV1eqkvlDk5ubS0NAQ9cVCIBAIvin0KxoRfaAAABHxSURBVKIOVut5eNxgkI0UbVMyZxckGLkx1cSwmN7q+1s64aSdTycNfNUX9Fp+AvMlRSLQ7XU2qKuLornCtm3bhl6v14Jjo71lq2JHdRWGih1ACyYPRLWKNTc3R7T+qOJMFXGh1iM1LmrUqFER+xWNzs7OiFnF1TiogcajNDU1hWVIHzt2rPa5vyzow9Os4O4Bk4nyNhe4vMo+jDrwyr3iqEe1Sul0EDKffx1rVEFBAUuXLtV+zmY14kDbCgyajkZ/ZTo6OqImYp0yZQqSJEXMyWW1WqNmrlevpV47sNyoUaO0zXBPnjxJdnY28fHxWCyWfgVxXl4e9957L9OmTcNut4ft7RYNVbR1dnZSU1Oj9ae6unpA9QUCgeBSpV8RlaKLIy7JzU/n5VG128HaY5FzAxW+/QmYLEwZGXl7k2ioK+n6Wim2d+9e1q9ff1btVlZWsm/fPu655x4g+mRfWlqK2WzmlltuAWDfvn0Ry6kJPENXUgWSm5sbtPksKJYrNXVBXV1dWB11WxpV3Kh5qFSBpsa8BK4OGwg6nS7iPaekpADKxrEDobW1NcyKoq4Eg94taaKRYzUAOiWjvU4Gi1/5bDTR4+61wEh+pRhWC+N1A7NwXGzU77qv+B61TDRx3tjYyLBhwyKey8rKoqCggH379oUJpoyMDE0MhaJeS7222+3WrFaBLj273R62im4g5Ofnk52dPaC4OqfTqbkPVUue+n9MuPQEAsE3nX5F1LemZlJS4eGhCcNAlli0dh/LdtfR6VWsA581dGJdVQ4dTlb988yzunhbW5uW+LEva8Nf//rXfifrUDZv3syHH36obcnS1dWl5dJRaWho4IsvvgCUoFu9Xk99fX2Y1aupqQmv10tOTk7QKqpILrE777wz7Ji6SirSpPfpp58CaKvcQpNjqpYvNW5loKSlpVFWVhZm2VJ/LygoGFA7fr8/TBgGWsXUAHqAbR1+nv3iYFDZRB1g0ClBTyYDqHsrGgxIAf48SVZcfLhdTMxKCmpDTXR6qZGdnY3NZmPnzp1RXVPZ2dlYrVb27NkTZo2qrKxEkqQgy14oRUVFWK3WMEE8btw4JEkKO+7xePj888+x2WzasxoY66S69EpLS4HeeC5VRJ2Niy2aBS0QVWDOmjUryJqXl5dHW1tbVPe5QCAQfBPoV0SlJsOahmPsPd3K+jungreb5z49TPqKSqxvV3LTn3ZBrR2ysrjjynTq2weeaXrLli189NFHQN8xUStWrDhrl87q1as1F9y8efOA8EDokpISOjo6tC1ZnnjiCSDcslBeXg7Az372M+2Y0WiMuJWL6tILTIHw2GOPAWiCTcXr9WK32xk/frxmIdLpdBiNRk1MqVafaKu/opGcnMzu3bvDVn6pb/8DzRYfGxsblstLjW2BXlcNwNwdLfzsEOys7g2GNvagpC0wmcDvZalFByYj+Hx06nvHr9srK0+jr4e8uF6riF6v/1ppDkKDwWtqaoJETH/nB9rWTTfdBMDKlSvZsWOHdl79DHDzzTfT0NDAunXrtPMlJSVUVFRQVFQUNegclPimqVOnhsVNZWdnk5eXR1lZGSUlJVq769atQ5KksPQVgZamUaNGIUkSeXl5A14hu379eqqqqqipqaGyshK73d5vHitQXIZWqzXo5QN6XcID3shaIBAILkEGNDu9PGEqt7z7d24Zkc6kgkyQXNDWBo5m8LhAZ0JaeiO1LZ14IoihaFupvP/++32mHgBFXB06dCjsj3BfuFwuqqurtbfsp59+GoD/+Z//CSqnZqNWXYlPPvkkAK+88kpQueeeew6AxYsXa8cSEhIiBvZOnjwZ6F0ZBUpw+YgRI/j1r38dVHbt2rUALF++XDsWHx8fFB9mtVrR6XRB7k5VVASKC9VaEzrWK1asCPp9+/btfbokQ+vr9XpGjBgRdCzwu1A3Im7x+qC9G+JT+MP+Y9r5br1eySlmMlLo83BrRgIYjGAw4HT3Buefkv2gNwJexlrD7+tsCQ0GLykp0UT1QM4PtK3k5GTmz59PQUEBJ0+epKSkhJ07d2puWlCsPwsWLCAxMVGr39HRQXFx8YCEiBpkHkpxcTHFxcWcPn1au256ejpz5swJEmZtbW1BIkr9PgMtYOrKz0iWKI/HQ2JiIpWVlZSUlHDkyJEBZR1XV+VFiufLysoSq/QEAsE3H0mS5IH88IP/K7+wa7csSZL87Q17Zf79PZmfrpJ546+yo61Tbu3skp/5aGfEuldeeaUMyMXFxcFtgpyQkCBLkiRXVFTIKGve5bKyMq3M2rVrZUBeuXJlWLs7d+7U6pSWlmrH33vvvbA6ixYtkgH52LFjsiRJcnl5uQzIS5YsCWrzV7/6lQzI9fX1Qf1avXp1ULnrr79evuaaayLeb2FhofzLX/4y6Fh1dbUMyK+99lrQ/c+dOzeo3AcffCBnZ2fLf/vb37RjU6ZMkV966SXt99zcXBmQv/vd72rHfvzjH8uArNPpwu65pqZGliRJXr58uQzIR48eDevzpEmTZECePXu2dmzTpk3y0KFD5ZKSkrDyOp1OG3tJkuRjrZ0ya07JrDohT1mxVSv3swPNMq/vlll1Up6zcpvc2NEps/KkzFu18j2rtvSOxSenZH5fI/Mf2+WaulOyJEmyx+ORBQKBQCC4VOk/Y/kZnl84n0eXb2Lh0yP54815/Of1I+jw9jAsXomLyHxpKx8tnBxW77e//a1mrSgtLeWhhx6iq6tLC9S++uqraWtr43vf+55W58c//jF5eXk0NjayceNGINwiUVtby/3336/9/pOf/IQxY8YE1Qm0qqjZunNzc/nBD37Ae++9x5NPPskvf/nLoHYff/xxzUpw2223sWbNGp5//vmgTYYXLFigxTLdeOON2go/lXnz5oXFS2VnZ7Nu3Truv/9+9u/fT3l5OXfccQerVq3SynzyySfccccdAMycOZPNmzczc+ZM7rrrLu2tf9myZdrb+5tvvsm9996LTqfjN7/5DaDEaX3729/mlVde4c0332TWrFksWbKEyZMn8/bbb7N8+fIgdxzAq6++yu7duwH48MMP2bp1K8OGDeP2228HFIvHxx9/zPTp03G5XLzwwgtB9/fb3/6Wux/4AcQnQmsrel3vueOgbAvk7WG0zUqi2QT0gF5Hsy/AEOrzg8EMMRLDUhXX5qUaCyUQCAQCAYDujEVkQFh/8y7UOyh9/B6uHqpMdMfauhj74js8Mflqnp49IazO2rVriY2NxWKx0N3drcUlWSwWxowZw5gxY0hISGDNmjUMHz4cUGKS2traMBgMZGRkkJGRwYQJE8I2Vd2yZYtWx26309ra2mcdgA0bNrB3715uv/12LXtyJEpLS9mxYwdz5swJC8J+7733tBimxsZGFi5cGCSimpubkSQpKF+VSmtrK7///e/Jyclh0aJFQeeqqqo4evQoCQkJtLe3k5ubS0FBAT6fTxMUq1atIjk5GYvFQkdHB8OHDyc+Pp6vvvoKm82G3++nsbGR+fPnay6cgwcPsnXrVr71rW9FXAm2bt06LBYLVqsVp9NJeno6mZmZfPnllyQlJdHe3s7o0aMZN24c3S4Xf37nHYYPH67FhHV1dTH66mmM32+DtlZ+btzLU7OV1A7WE07YeAxSknllsIPvXVeE9W8t0KmnsHknZd9VcmtZS05BQyxju3ez57sz0ev1/aa9EAgEAoHgYnJWIgrA+sxyaHBChg3QQf1pZl43js1333Keuij4JiADMWUG+PhdHD+6GduZeDHrzmY43gmNdVQtHENuVhpXV7Tw5SkD1pMf0/bgt5Ry6+3Q4uelYY3cf+MUTCbT1943TyAQCASCC8FZz1LST+9j6awi8HoBmZeX3CoElAAdMN13mO2LJ2sCCoBmDxhNkOUjN0tJlVBWmAKSG0kKsDR1m8FxiPtvnPK1V+QJBAKBQHAhGXBMVCAv3z6Vl2+feq77IriE2OuSOdDuRj4TV6b3+9D5fcg6PX7DmQSaGjJGGVL9PXzkNHGk2YfR7aK5xwedXdDuZEHBYN5vcOHz+Ukx6UHvBhJ4z95Ku9EC7i5IT+Svjd106YzcmK4n3SJiogQCgUBw6XLW7jzB/w6sO+rgcMiGtHLI5yAd5QejGbo7lZMx8cpmwm43dLVDcjro9eBTLJjoDOCUQHZBYgY0NkKCBRKTQepm9e2juHPwwDZcFggEAoHgYiB8JoKILE6KOSOadCD1gB/w+sDjUzKP+/3K8R6/IqZ6ZGWFnTVGOd7pUqxQ3Z1gilPa6nIp/3r84HQrCTh1FmhuUjYlNljB5QKdjslJA9+GRCAQCASCi4GwRAk0qjo9PG93Em/Q8d8nOqG+SxFJgxOgsQvGpkK7G5CZOiiBq2IM/NdJJ7RK3DEmheNeP7u7vGAyMs0kU1ZRB8OSmTgoiT2VpyDZCq0SjE1lkMlAfU0r1tGpSDWNkJsKLh9UNYLVCAXpPJhowaKX+c9x6Rd7aAQCgUAgCENYogQarX6ZP1c08N+7HIqAkgGPjyfGpECciTSzgYdzbXC4jcM9fsbEmCDGCF0ednt87O7yQHULd8YbmRhvgYlDQa9nT4cL4s3cMzoVLEbQ63g0PQYGxSJ1uBgyJgO6vMoGxYMTFGvXvtO8VnaS35WdutjDIhAIBAJBRISIEmhcm2QBmzkg9kkGvY5Drh6IM9NU20aSQQ8JZpq6vfwfewd0e8Fk4HiTC9w+aO7m3cYuXq3rBFkmLTUG9jdBu5tEo04RXS0ST9R3KXvqdXm5xqyH4x3Q5YEUq9LOmcszOuUijYZAIBAIBH0jRJQgmNRYNBXll8FqZL3TA3odNLtweP2QGatkIe/yKmWSLeD08Ma4NBiXBh4/L49KhgNNfC81hkXXDoM2ifWdHiVuKsbIq8MSoMkFViOZRgPI8pmNig1BAeyPpMdclGEQCAQCgaA/hIgSBDE/1dorYrx+iDfxX8MSIckMXh/bu72QGgeeHsVipNdBrBk8furdPdDuAQPMy4wDn8xvPjnGhHgTFKTx44xYiDODUc81SVZo7gaTHq8s9670C9wuRwc3JQsRJRAIBIJLEyGiBEE8lBULAXsO4pN5yN6hWInizOxrcfGdeJNSRuoBswFrnAl8fn5W0wJHWqDHz/K6TshPg1NO/q2qCZKs/J9j7WA1QFM3f23uVuKfml009vjAoFNW+Hl8oKaHijExOzPuooyDQCAQCAT9IUSUIIge/xmrkIxiZRqeBC0ufmiz8r1rhkK3lxWHW1k2Mhky46BNQnJ6wGrk8RE2uGoQvxiTSq3bx8/TY+GWkRQMikdvMkCzi4eHJvBEQTrdPpl7hicxMieJD1ok0salKfFQ9g6wqpnMZXpksXhUIBAIBJcmIsWBIIhvVzXzfsXpXrdaTiJ0eCDWCBYDnOwEpwdGJivuvIYuRWzFGCErTsklZTJAp0eJmxqaAO0SSGdyTCVZlHZOuxSrlNkAx9uVcl6/EmAeZ1JirYBN80YzOzP2Io6IQCAQCASR+VrbvgguX95vkRQBZTRAjBmqW5XUAz3+M7sMG5U0BYeawahXPsuysrLuqy4w6RXxZNApLr8T7YorUKdTjtV1KgLJZABkpWyMCWpaFQuYLU7JbC65we/n45ZuIaIEAoFAcEkiLFECDRmIWV0NOhMcPwH2Or53/02MT4nF7/Of8+uZDAZ0+t74K73RwA/2nIT1n0P+GLAlweAY5JtHnPNrCwQCgUDwjyIsUQKNA06vYhmKNUC8FZqbeeGKVCyGcx86p9frMZlMYccHt8Zzh+SChFgw6aC755xfWyAQCASCc4GwRAkuCiaTCb1erGsQCAQCwTcXMYsJLjh6vV4IKIFAIBB84xEzmeCCYzAY+i8kEAgEAsEljhBRgguKsEIJBAKB4HJBzGaCC4qwQgkEAoHgckGIKMEFQ1ihBAKBQHA5IWY0wQVDWKEEAoFAcDkhRJTggiCsUAKBQCC43BCzmuCCIKxQAoFAILjcECJKcN4RViiBQCAQXI6ImU1w3hFWKIFAIBBcjggRJTivCCuUQCAQCC5XxOwmOK8IK5RAIBAILleEiBKcN4QVSiAQCASXM2KGE5w3hBVKIBAIBJczQkQJzgvCCiUQCASCyx0xywnOC8IKJRAIBILLnf8PBajzOhXR4LEAAAAASUVORK5CYII=)
Pobreza laboral repunta después de un año
de bajas, afecta a 52 millones de personas
A inicios de 2020, cuando México vivía sin covid-19, la población en pobreza laboral era de 36.6%, es decir, 4.1 puntos porcentuales menos que lo registrado entre julio y septiembre de 2021.
![](https://www.eleconomista.com.mx/__export/1598640143403/sites/eleconomista/img/2020/08/28/mamas_regreso_a_clases_mexico_coronavirus_cuartoscuro_11.jpeg_1612941218.jpeg)
Luego de un año de avances y recuperación ante el impacto de la pandemia de covid-19, el nivel de pobreza laboral en México volvió a deteriorarse. Entre el segundo y el tercer trimestre de 2021 la población con ingresos inferiores a la canasta alimentaria pasó de 39.9 a 40.7%, informó esta tarde el Consejo Nacional para la Evaluación de la Política de Desarrollo Social (Coneval).
Este incremento de 0.9 puntos porcentuales se traduce en que casi 1.1 millones de personas se sumaron a la pobreza laboral entre julio y septiembre, para llegar a más de 52 millones de personas en esa condición. De acuerdo con la información difundida, en ese periodo “se observó una disminución real del ingreso laboral por persona en los hogares de los primeros tres quintiles de ingresos”. La baja se concentró en el primer y segundo quintil, es decir, en el 20% y 40% de la población de menor ingreso.
El reporte indica que el ingreso laboral real promedio de la población ocupada fue de 6,390 pesos al mes entre julio y septiembre del 2021. Los hombres ganaron 6,916 pesos, pero a las mujeres les pagaron 5,581 pesos. Es decir, las remuneraciones de los trabajadores son aproximadamente 1.2 veces mayores a las de las trabajadoras.
De esta manera, el Índice de la Tendencia Laboral de la Pobreza (ITLP) presentó un aumento de 2.2%, al pasar de 1.0882 a 1.1116 puntos.
Las tres entidades que tuvieron la mayor disminución en pobreza laboral fueron: Quintana Roo, con una baja de 4.3%; Baja California Sur, 4.2% y la Ciudad de México, con 2.4 puntos porcentuales. En contraste, las tres entidades que presentaron el mayor aumento trimestral fueron: Veracruz, con un aumento de 6.6&; Sinaloa con 6.1%, y Chiapas con 3.2 puntos porcentuales.
La historia reciente de la pobreza laboral ha sido así: el país inició el 2020 con una pandemia incipiente y con 36.6% de su población recibiendo ingresos por debajo del valor de la canasta alimentaria, según los datos actualizados. Los siguientes datos disponibles son del tercer trimestre de ese año, cuando debido a los fuertes estragos de la covid-19 el porcentaje se disparó a 46 por ciento. Ése ha sido el mayor pico.
A partir de ese punto, la pobreza laboral había bajado. En el cuatro trimestre de 2020 y en el primero de 2021 el 42% de las personas se encontraba en esa condición. Para el segundo trimestre de este año disminuyó a 39.9%, pero ahora ha subido a 40.7 por ciento.
De acuerdo con el reporte para julio-septiembre de 2021, las personas más pobres sufrieron mayor disminución en sus ingresos laborales. El primer quintil vio mermados sus ingresos promedio de 173 a 165 pesos en el comparativo trimestral. El segundo quintil pasó de 1,185 a 1,171 pesos, “lo cual corresponde a una disminución trimestral de 4.8% y 1.2% para cada uno”.
Otra brecha es la de la formalidad. Quienes laboran en el sector formal reportaron un ingreso mensual de 9,211 pesos, mientras quienes trabajan en el sector informal recibieron en promedio 4,405 pesos al mes.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 23 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Información en otros sitios, Noticias | Comentarios desactivados en ECONOMISTA – Pobreza laboral repunta después de un año de bajas, afecta a 52 millones de personas
Miércoles, 24 de noviembre de 2021
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)
CONEVAL presenta información referente a
la pobreza laboral al tercer trimestre de 2021
![](http://blogconeval.gob.mx/wordpress/wp-content/uploads/2019/08/2018_INGRESO_001-768x512.jpg)
El Consejo Nacional de Evaluación de la Política de Desarrollo Social (CONEVAL) estima los datos referentes al porcentaje de la población con un ingreso laboral inferior al valor monetario de la canasta alimentaria (pobreza laboral) a partir de la Encuesta Nacional de Ocupación y Empleo (ENOE) publicada por el Instituto Nacional de Estadística y Geografía (INEGI). Después de haberse interrumpido la ENOE del segundo trimestre 2020 debido a la contingencia sanitaria por la COVID19,1 en septiembre de 2020 el INEGI dio a conocer la Encuesta Nacional de Ocupación y Empleo denominada Nueva Edición (ENOEN) que incorpora dos estrategias de levantamiento —entrevistas cara a cara y vía telefónica—, en el marco del mismo diseño conceptual, estadístico y metodológico de la ENOE tradicional.
De acuerdo con el ajuste en las proyecciones poblacionales de la ENOE y ENOEN anunciados por el INEGI, y la agenda permanente de actualización del CONEVAL, se dan a conocer adecuaciones en los indicadores del ITLP y la pobreza laboral: la incorporación de las Líneas de Pobreza Extrema por Ingresos (canasta alimentaria) actualizadas, y la actualización del periodo base del ITLP al primer trimestre 2020.
El cambio anual en el porcentaje de la pobreza laboral, entre el tercer trimestre 2020 y el tercer trimestre de 2021, presenta una disminución a nivel nacional de 5.3 puntos porcentuales al pasar de 46.0% a 40.7%, respectivamente.
Diversos indicadores muestran señales de recuperación en comparación con el tercer trimestre 2020, periodo afectado por el cierre de actividades debido a la COVID-19. El ingreso laboral real per cápita presentó un aumento de 12.5% al pasar de $2,460.50 a $2,769.23. Mientras que la masa salarial real aumentó 13.5%, es decir, $37,745.45 millones de pesos al pasar de $279,373.56 a $317,119.01 millones de pesos en este periodo, por lo que en el último año ha presentado una recuperación, aunque su nivel aún es inferior al inicio de la contingencia sanitaria.
Entre los factores que explican el aumento trimestral de la pobreza laboral se encuentra el aumento de las Líneas de Pobreza Extrema por Ingreso, que fue superior al incremento del ingreso real per cápita, el cual fue de 0.8%. En específico, en los ámbitos rural y urbano las Líneas de Pobreza Extrema por Ingresos presentaron aumentos superiores a la inflación promedio del tercer trimestre del 20201 (1.3%) de 3.1% y 2.9%, respectivamente.
Entre el segundo y tercer trimestre 2021, se observa un aumento del ITLP de 2.2% al pasar de 1.0882 a 1.1116 entre el segundo trimestre 2021 y el tercer trimestre 2021.
En términos anuales, el ITLP mostró una disminución en las zonas urbanas de 12.5%, mientras que en las zonas rurales dicha disminución fue de 9.0%. Lo anterior, se acompaña de un aumento de 12.7% en el ingreso laboral real de las zonas urbanas, y de 10.8% en zonas rurales.
Entre el segundo y tercer trimestre 2021, se observó una disminución real del ingreso laboral por persona en los hogares de los primeros tres quintiles de ingresos. Estas disminuciones se concentran en el primer y segundo quintil, es decir, en el 20.0% y 40.0% de la población de menor ingreso.
De manera anual, se observa una recuperación en todos los quintiles de ingreso al comparar con el tercer trimestre de 2020, periodo en el cual se presentó un deterioro a partir de la emergencia sanitaria; sin embargo, los niveles de ingreso aún son inferiores a los del primer trimestre 2020 (previo al inicio de la emergencia sanitaria), excepción del quinto decil, el cual supera los niveles del primer trimestre 2020 en $198.56 pesos en promedio.
Entre el segundo trimestre 2021 y tercer trimestre 2021, las tres entidades que tuvieron la mayor disminución en pobreza laboral fueron: Quintana Roo con una disminución de 4.3; Baja California Sur con 4.2, y Ciudad de México con 2.4 puntos porcentuales. En contraste, las tres entidades que presentaron el mayor aumento trimestral fueron: Veracruz con un aumento de 6.6; Sinaloa con 6.1, y Chiapas con 3.2 puntos porcentuales.
En el tercer trimestre de 2021, el ingreso laboral real promedio de la población ocupada a nivel nacional fue de $6,390.60 al mes. Durante este periodo, los hombres ocupados reportaron un ingreso laboral mensual de $6,916.17 y las mujeres $5,581.78. Esto indica que el ingreso de los hombres ocupados es aproximadamente 1.2 veces el de las mujeres.
Durante el tercer trimestre de 2021, los ocupados en situación formal reportaron un ingreso laboral mensual de $9,211.04 y los ocupados en situación de informalidad $4,405.22. Lo que indica que el ingreso de los ocupados en situación formal es aproximadamente 2.1 veces el los ocupados en situación de informalidad.
Entre el segundo trimestre 2021 y el tercer trimestre 2021, el ingreso laboral real de los ocupados en municipios indígenas disminuyó 6.1%; en contraste, el ingreso laboral real promedio de los ocupados que residen en municipios no indígenas aumentó 0.3%. En el tercer trimestre estos ingresos se ubicaron en $3,095.64 y $6,720.99 pesos, respectivamente.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: CONEVAL 23 de noviembre de 2021
Clasificado bajo: Alimentación, CEIEG, Economía, Empleo, Estadística, Información en otros sitios, Pobreza | Comentarios desactivados en CONEVAL – Presenta información referente a la pobreza laboral al tercer trimestre de 2021
Martes, 23 de noviembre de 2021
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Indicadores de Empresas Comerciales
Cifras durante septiembre de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/enec.jpg)
El Instituto Nacional de Estadística y Geografía (INEGI) informa que durante septiembre del año en curso en las Empresas Comerciales al por Mayor los Ingresos reales por suministro de bienes y servicios mostraron un incremento de 0.3% y el Personal ocupado total subió 0.1%, en tanto que las Remuneraciones medias reales pagadas descendieron 0.4% respecto al mes precedente, con cifras desestacionalizadas.
En las Empresas Comerciales al por Menor los Ingresos reales por suministro de bienes y servicios registraron un aumento de 0.2%, mientras que las Remuneraciones medias reales disminuyeron 0.3% y el Personal ocupado total decreció 0.1% en el noveno mes de 2021 con relación al mes inmediato anterior.
A tasa anual, los datos desestacionalizados del Comercio al por Mayor reportaron el siguiente comportamiento: los Ingresos reales por suministro de bienes y servicios fueron superiores en 12.7% y el Personal ocupado total en 2.5%; en cambio, las Remuneraciones medias reales pagadas se mantuvieron sin variación en septiembre de 2021.
En las Empresas Comerciales al por Menor los Ingresos reales ascendieron 5.6% y las Remuneraciones medias reales 1.9%; por su parte, el Personal ocupado total retrocedió 0.1% en septiembre de este año frente al mismo mes de 2020, con series ajustadas por estacionalidad.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 23 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Empresas, Estadística, Indicadores, Inegi, Servicios | Comentarios desactivados en INEGI – Indicadores de Empresas Comerciales
Lunes, 22 de noviembre de 2021
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Resultados de la Encuesta Nacional de
Ocupación y Empleo. Nueva Edición.
Cifras durante el tercer trimestre de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/enoet.jpg)
El INEGI presenta los resultados trimestrales del levantamiento de la Encuesta Nacional de Ocupación y Empleo, Nueva Edición (ENOEN) para el trimestre julio-septiembre de 2021 que, a diferencia de las publicaciones mensuales, ofrece las estimaciones para cuatro tamaños de localidad a nivel nacional, de las 32 entidades federativas, así como de 39 ciudades autorrepresentadas de interés.
Dichos resultados son construidos a partir de la nueva estimación de población, tanto para el tercer trimestre de 2021 como para el tercer trimestre de 2020. Para mayor detalle ver la nota al usuario incluida en la nota técnica.
Durante el trimestre de referencia la Población Económicamente Activa (PEA) del país llegó a 58.3 millones de personas, cifra superior en 4.7 millones de personas respecto al tercer trimestre de un año antes. La PEA representó 59.4% de la población de 15 años y más.
Un total de 55.8 millones de personas se encontraban ocupadas, lo que implicó un incremento de 5 millones de personas frente a las de igual trimestre de 2020, concentrándose esta alza en el comercio con 1.3 millones más de ocupados, en restaurantes y servicios de alojamiento con 938 mil, en servicios profesionales, financieros y corporativos 663 mil, servicios diversos 618 mil y en la industria manufacturera con 490 mil personas más.
Las personas ocupadas en micronegocios aumentaron en 2.7 millones, en los pequeños establecimientos en 793 mil y en los grandes establecimientos en 380 mil.
La población subocupada se ubicó en 7.2 millones de personas en el trimestre en cuestión y representó una tasa de 12.9% de la población ocupada, porcentaje inferior al 16.9% del tercer trimestre de 2020.
Para el trimestre julio-septiembre de 2021, la población desocupada se situó en 2.5 millones de personas y la tasa de desocupación correspondiente fue de 4.2% de la PEA, tasa menor que la de 5.2% obtenida en igual periodo de un año antes.
Por entidad federativa, reportaron las tasas más altas de informalidad laboral Oaxaca con 80.7%, seguida de Guerrero con 78.2% y Chiapas con 78%; en cambio, Coahuila de Zaragoza con 36%, Baja California Sur 36.7% y Nuevo León con 37.1% registraron las tasas más bajas durante el tercer trimestre de 2021.
Las ciudades con la mayor tasa de subocupación fueron Ciudad del Carmen con 31.5%, Coatzacoalcos 26.5%, Morelia 24.5% y, La Paz y Tlaxcala con 21.7% cada una; por su parte, Tijuana con 3.6%, Durango 4.5% y Cuernavaca con 5% mostraron las tasas más pequeñas en el periodo en cuestión.
Con series desestacionalizadas, en el trimestre julio-septiembre de 2021 la tasa de desocupación se redujo en 0.2 puntos porcentuales frente a la del trimestre inmediato anterior.
Nota al usuario
Los datos absolutos de la población para las encuestas en hogares se ajustan invariablemente a estimaciones de población, no sólo con la finalidad de tener un referente poblacional en períodos intercensales, sino también para eliminar las fluctuaciones en los datos estimados que son inherentes a los esquemas de muestreo probabilístico de estas encuestas, lo que facilita las comparaciones en el tiempo.
Derivado de la publicación de resultados del Censo de Población y Vivienda (CPV) 2020, cuya información es de uso obligatorio para las Unidades del Estado incluido el INEGI, de conformidad con lo dispuesto por los artículos 6, 59 y 78 de la Ley del Sistema Nacional de Información Estadística y Geográfica (LSNIEG), el INEGI se encuentra en proceso de actualizar la estimación de población que se toma como referencia en las encuestas en hogares, ya que las proyecciones que se habían venido utilizando han dejado de tener vigencia.
De manera trimestral, el INEGI estará generando una estimación de población por entidad federativa, con base en la propia actualización del Marco de Muestreo de Viviendas del INEGI, a través de una muestra aleatoria de viviendas que serán visitadas y contadas en cuanto a número de personas. Bajo esta metodología, en cada trimestre se tendrá una estimación oportuna de los volúmenes de la población en México y su crecimiento paulatino entre eventos censales o intercensales. El INEGI actualizará de manera gradual la serie histórica de información.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 22 de noviembre 2021
Clasificado bajo: CEIEG, Economía, Empleo, Encuestas, Estadística, Inegi | Comentarios desactivados en INEGI – Resultados de la Encuesta Nacional de Ocupación y Empleo. Nueva Edición.
Lunes, 22 de noviembre de 2021
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La COVID-19 ha precarizado aún más
la vida de los trabajadores migrantes
Varados en sus países de destino u obligados a marcharse, sin empleo y sin acceso a la protección social, los trabajadores migrantes han sufrido lo peor de la pandemia.
![](https://www.ilo.org/wcmsp5/groups/public/---dgreports/---dcomm/documents/image/wcms_829450.jpg)
La crisis de la COVID-19 ha tenido un impacto devastador en los trabajadores migrantes de todo el mundo, sobre todo en los de los sectores precarios de bajos salarios, que a menudo fueron los primeros en experimentar el impacto económico de la pandemia, dice un nuevo informe de la Organización Internacional del Trabajo (OIT).
Los trabajadores migrantes también fueron objeto de discriminación y xenofobia, dice el informe titulado Locked down and in limbo: The global impact of COVID-19 on migrant worker rights and recruitment (Encerrados y en el limbo: El impacto global de la COVID-19 en los derechos de los trabajadores migrantes y su contratación).
A muchos trabajadores migrantes se les suspendió sumariamente su empleo o se les despidió a medida que el virus se extendía, dejándolos sin una fuente de ingresos. A algunos empleados se les suspendió sin sueldo, mientras que a otros se les redujeron las horas o los salarios o se les exigió que se fueran de vacaciones. A otros no se les pagó por el trabajo que habían realizado, en violación de los términos de sus contratos.
Los trabajadores migrantes se encontraron a menudo desamparados debido a los cierres de las fronteras. Otros fueron repatriados repentinamente, sin que existieran sistemas y protocolos operativos. En algunos casos, se utilizó la ley de salud pública para justificar su expulsión. A menudo, los repatriados fueron estigmatizados y sometidos a largos periodos de cuarentena obligatoria por ser considerados portadores de la COVID-19.
Para evitar que la pandemia agrave aún más la ya precaria situación de los trabajadores migrantes, el informe de la OIT pide que se protejan los derechos de los trabajadores migrantes, e incluye algunas recomendaciones específicas:
Incluir a los trabajadores migrantes en todos los paquetes y servicios de salud y recuperación relacionados con la COVID.
Garantizar que todos los trabajadores migrantes, incluidos los que se encuentran en situación irregular, tengan acceso a mecanismos gratuitos o asequibles de reclamación y otros mecanismos de resolución de conflictos.
Ampliar la igualdad de trato con los nacionales para garantizar la no discriminación.
Garantizar que los trabajadores migrantes no paguen tasas de contratación ni costes relacionados (incluidos los relacionados con el equipo de protección personal (EPP), las pruebas, la vacunación, la certificación de vacunación, la cuarentena, etc.) de acuerdo con los Principios Generales y Directrices Operativas para la Contratación Justa y el Convenio nº 181 .
Introducir directrices para las asociaciones de contratación sobre la supervisión y el apoyo y la coordinación de los trabajadores migrantes durante una pandemia (o una crisis similar).
Asegurarse de que las asociaciones de contratación difunden información sobre los protocolos de salud y seguridad.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: OIT 22 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Información en otros sitios, Migración, Salud | Comentarios desactivados en OIT – La COVID-19 ha precarizado aún más la vida de los trabajadores migrantes
Lunes, 22 de noviembre de 2021
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México capta 24,831.7 millones de dólares
de IED en los primeros nueve meses de 2021
Durante los primeros nueve meses de 2021 (enero-septiembre), reportamos una cifra preliminar de Inversión Extranjera Directa (IED) 5.7% mayor a la alcanzada en el mismo periodo de 2020.
![](https://www.gob.mx/cms/uploads/press/main_image/200945/post_blog_ied.jpg)
De enero a septiembre de 2021, México registró 24,831.7 millones de dólares (mdd) por concepto de IED, cifra 5.7% mayor que la cifra preliminar del mismo periodo de 2020 (23,482.3 mdd).
Lo anterior muestra una recuperación de los flujos de IED, en congruencia con la tendencia positiva mundial, de acuerdo con los últimos datos de la UNCTAD.
La IED preliminar registrada para enero-septiembre de 2021 provino de: 3,259 sociedades con participación de capital extranjero; 3,721 contratos de fideicomiso; y 23 personas morales extranjeras. Además, se integra de la siguiente manera:
Por tipo de inversión (origen del financiamiento): a través de reinversión de utilidades, 40.3%; por nuevas inversiones, 38.4%; y por cuentas entre compañías, 21.3%.
Por sector: las manufacturas, 45.0%; minería, 14.0%; servicios financieros y de seguros, 10.9%; transportes, 10.0%; comercio, 6.0% y servicios de alojamiento temporal, 4.6%. Los sectores restantes captaron 9.5%.
Por país de origen: Estados Unidos, 49.6%; España, 10.7%; Japón, 6.3%; Alemania, 5.3%; Canadá, 5.2%; y otros países aportaron el 22.9% restante.
La metodología para determinar la IED se basa en estándares internacionales, contenidos tanto en el Manual de Balanza de Pagos del Fondo Monetario Internacional (FMI) como en la Definición Marco de Inversión Extranjera Directa de la Organización para la Cooperación y el Desarrollo Económicos (OCDE).
Los montos reportados únicamente consideran inversiones realizadas y formalmente notificadas ante el Registro Nacional de Inversiones Extranjeras de la Secretaría de Economía; de ahí su carácter preliminar y el que sufran actualizaciones en los trimestres sucesivos.
La Definición Marco de Inversión Extranjera Directa de la Organización para la Cooperación y el Desarrollo Económicos (OCDE) contempla actualizaciones a la información publicada; en este sentido, en el párrafo 665 se afirma que “Es posible que una vez se hayan publicado las estimaciones referidas a un periodo (para las transacciones) o a una fecha concreta (en el caso de las posiciones), se disponga de información adicional que dé lugar a revisiones de las estimaciones iniciales. Esta nueva información puede ser consecuencia de la declaración de datos de mayor calidad por los informantes, de mejoras incorporadas a los datos en el proceso de compilación o de otro tipo de investigaciones que se realicen.” Además, en el párrafo 659 se señala que “Para minimizar el riesgo de infraestimación de las cifras de IED las estimaciones iniciales requieren de varias actualizaciones y validaciones”.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: SECRETARÍA DE ECONOMÍA 22 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Empresas, Estadística, Finanzas, Información en otros sitios, Inversión | Comentarios desactivados en SECRETARÍA DE ECONOMÍA – México capta 24,831.7 millones de dólares de IED en los primeros nueve meses de 2021
Lunes, 22 de noviembre de 2021
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Publicación anual Panorama Agroalimentario 2021.
La Secretaria de Agricultura y el Servicio de Información Agroalimentaria y Pesquera, presentan la publicación anual Panorama Agroalimentario 2021.
![](https://www.gob.mx/cms/uploads/article/main_image/115223/cover_WhatsApp_Image_2021-11-16_at_11.55.44.jpeg)
La publicación anual a cargo del SIAP, es de enorme trascendencia y valor, ya que condensa, datos y cifras de los 75 productos más relevantes -que representan cerca del 90% del volumen total del sector agropecuario y pesquero del país
La publicación anual a cargo del SIAP, es de enorme trascendencia y valor, ya que condensa en una sola edición, datos y cifras de los 75 productos más relevantes que representan cerca del 90% del volumen total del sector agropecuario y pesquero del país- y en dónde se detallan indicadores básicos como: superficie sembrada y cosechada, producción, precio medio rural, estados productores y comercio exterior, entre otros.
La magnitud de información que aporta cada año, la ha convertido en un referente y herramienta imprescindible para los organismos nacionales e internacionales, los tomadores de decisiones, los investigadores y por supuesto, para los productores y todos aquellos que forman parte de la cadena de valor de los alimentos.
Este año la publicación tiene una singular relevancia, ya que contiene los datos que se registraron del sector agrícola, pecuario y pesquero, durante el periodo de mayor impacto de la pandemia.
A diferencia de otros sectores de la economía, el primario fue el único que en 2020 registró un crecimiento positivo, de alrededor de 1.9% con respecto al año anterior. Precisó que gracias al esfuerzo de todos aquellos que componen los diferentes eslabones de la cadena de valor agroalimentaria, se logró cultivar 21.7 millones de hectáreas, se pescaron 1.6 millones de toneladas y se criaron 306 mil toneladas, lo que permitió generar un volumen total de 290.7 millones de toneladas, cifra que fue 1.04% más que en 2019.
Además de ofrecer la disponibilidad y distribución de alimentos en el territorio nacional –que era la prioridad– se cumplió con los compromisos internacionales, lo que posibilitó una importante cantidad de divisas y una balanza comercial favorable.
En la actualidad el campo mexicano vive un buen momento, ya que las exportaciones agroalimentarias han crecido, permitiendo mantener con gran orgullo una balanza positiva. Estamos llegando a nuevos países y que tan sólo el año pasado enviamos nuestros productos a más de 160.
Todo esto ha sido gracias al esfuerzo de los millones de mujeres y hombres que trabajan en el campo, a los recursos con que cuenta nuestro territorio y al uso estratégico que se ha hecho de ellos.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: SIAP 19 de noviembre de 2021
Clasificado bajo: Agricultura, Alimentación, CEIEG, Economía, Estadística, Exportaciones, Ganaderia, Industria, Información en otros sitios, Pesca y Acuacultura, Producción | Comentarios desactivados en SIAP – Publicación anual Panorama Agroalimentario 2021
Viernes, 19 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores del Sector Manufacturero
Cifras durante septiembre de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/emim.jpg)
El Instituto Nacional de Estadística y Geografía (INEGI) informa que con base en los resultados de la Encuesta Mensual de la Industria Manufacturera (EMIM), durante septiembre de este año el personal ocupado total del sector manufacturero presentó un aumento de 0.4% respecto al mes precedente, con datos ajustados por estacionalidad.
Las horas trabajadas mostraron una caída de 0.1%, mientras que las remuneraciones medias reales pagadas, que incluyen sueldos, salarios y prestaciones sociales, fueron superiores en 0.8% en el noveno mes de 2021 frente a un mes antes, con cifras desestacionalizadas.
A tasa anual, el personal ocupado total registró un incremento de 3.9% y las horas trabajadas crecieron 4%, en tanto que las remuneraciones medias reales disminuyeron 1.8% en el mes de referencia.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 19 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Indicadores, Inegi | Comentarios desactivados en INEGI – Indicadores del Sector Manufacturero
Viernes, 19 de noviembre de 2021
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Las remesas alcanzarán un nivel récord este año
en América Latina con 126.000 millones de dólares
La región latinoamericana y caribeña recibirá flujos de remesas un 21,6% por encima de 2020. Los huracanes Grace e Ida y la recuperación del empleo y los programas de asistencia en Estados Unidos impulsaron el aumento. México es el principal receptor. Para 2022 se prevé un incremento de 4,4%.
![](https://global.unitednations.entermediadb.net/assets/mediadb/services/module/asset/downloads/preset/assets/2017/04/27074/image1170x530cropped.jpg)
Los flujos de remesas hacia los países de América Latina y el Caribe alcanzarían un nuevo máximo de 126.000 millones de dólares en 2021, lo que supondría un aumento del 21,6% con respecto al año anterior, según las previsiones del Banco Mundial publicadas en su Reseña sobre migración y desarrollo.
La institución financiera multilateral explicó que el elevado nivel de esos flujos de dinero, respondería a diversos factores, entre ellos el impacto adverso de la pandemia de COVID-19 y los huracanes Grace e Ida, que alentaron a los trabajadores migrantes de México y Centroamérica a enviar más recursos a sus familias.
Los otros grandes impulsores fueron la recuperación del empleo y los programas de asistencia fiscal y social en los países anfitriones, específicamente en Estados Unidos.
El Banco Mundial identificó a México como el principal receptor de remesas de la región y especificó que captó 52.700 millones de dólares, un 42% del total de los fondos que fluyeron hacia la región.
El nivel de los envíos excedió 20% el Producto Interno Bruto de varias de las economías más pequeñas del área, como ocurrió en El Salvador, Honduras y Jamaica, donde las remesas estuvieron un 26,2%, 26,6% y 23,6% por encima de su producción nacional, respectivamente. En Guatemala, la cifra fue de 18%.
La publicación señala que un aumento en el número de migrantes en tránsito en México y otros países, aunado a las remesas que recibieron del exterior como ayuda para los costos de estadía y de viaje, parece haber sido otro factor importante para explicar el marcado incremento.
Para 2022, el Banco Mundial estima un incremento mucho más modesto de las remesas: 4,4%, sobre todo debido las menores perspectiva de crecimiento de la economía estadounidense.
El documento detalla que el costo de las transferencias de dinero a la región se redujo medio punto porcentual en promedio por 200 dólares, pasando de 6% en 2020 en el primer trimestre del año a 5,5% en el mismo periodo de 2021. En este renglón, México siguió siendo el país al que menos costó mandar remesas desde una economía del G20, con un costo medio de 3,7%, y aclara que esos costos llegan a ser exorbitantes en los corredores más pequeños.
A nivel mundial, la institución proyecta que este año las remesas a los países de renta baja y media registrarán un sólido crecimiento del 7,3%, llegando a 589.000 millones de dólares.
El Banco Mundial subrayó que por segundo año consecutivo, los flujos de remesas a los países de ingreso bajo y medio -sin incluir a China-, superarían la suma de la inversión extranjera directa y la asistencia externa al desarrollo, lo que evidencia la importancia de estos envíos como medio de sustento para las familias, que dependen de ellos para cubrir gastos esenciales como la alimentación, la salud y la educación durante los períodos de dificultades económicas en los países de origen de los migrantes.
De acuerdo con los datos del Banco, las remesas registraron un avance importante en la mayor parte del mundo en 2021 con América Latina y el Caribe a la cabeza (21,6%), seguida de Medio Oriente y el Norte de África (9,7%), Asia meridional (8%), África subsahariana (6,2%), y Europa y Asia Central (5,3%).
En contraste, en Asia oriental y el Pacífico, los envíos disminuyeron un 4,0%, aunque excluyendo a China aumentaron 1,4%.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: ONU 19 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Migración, ONU | Comentarios desactivados en ONU – Las remesas alcanzarán un nivel récord este año en América Latina con 126.000 millones de dólares
Jueves, 18 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Actualización del Directorio Estadístico Nacional
de Unidades Económicas (DENUE interactivo)
Edición noviembre 2021
El INEGI publica el DENUE Interactivo 11/2021, con información de 5 529 201 negocios en el país.
Esta edición del Directorio incorpora las actualizaciones de establecimientos a partir del Estudio sobre la Demografía de los Negocios 2021 realizado por el Instituto.
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/denue.jpg)
En su edición 11/2021 el Directorio Estadístico Nacional de Unidades Económicas (DENUE Interactivo) proporciona información de 5 529 201 establecimientos en el territorio nacional que realizan actividades de todos los sectores de la actividad económica.
La actualización del DENUE 11/2021 proviene principalmente de los registros captados por el Estudio sobre la Demografía de los Negocios (EDN) 2021, realizado por el INEGI para ofrecer a los usuarios un marco de comparación entre los hallazgos del EDN 2020 y los del EDN 2021 con relación al impacto de la contingencia sanitaria en los negocios micro, pequeños y medianos (MiPyME) del país; así como para la evaluación de las políticas públicas y privadas implementadas para impulsar la recuperación económica de este sector de los negocios.
El Directorio se caracteriza por ser una herramienta de fácil acceso y consulta de los datos de identificación, ubicación, contacto, actividad económica y tamaño según estrato de personal ocupado de los negocios ubicados y activos en el territorio nacional.
La información se presenta en las fichas técnicas de cada negocio que el DENUE ofrece a los usuarios para su consulta en el sistema que se encuentra disponible en https://www.inegi.org.mx/app/mapa/denue/default.aspx. Desde ahí los usuarios pueden consultar y descargar la información completa o parcial del directorio y de cada establecimiento, tanto en archivo imprimible como en la cartografía digital, características que hacen de este producto estadístico una herramienta sumamente útil para la toma de decisiones en el sector público, privado y social.
Esta edición mantiene la capa de información que permite a los usuarios identificar los cambios entre el marco geoestadístico del cierre de los Censos Económicos 2019 y el correspondiente al cierre del Censo de Población y Vivienda 2020.
Adicionalmente, considerando que continúa la semaforización de la actividad económica y aún no se da por concluida la pandemia, se mantiene la capa de información COVID-19, – incorporada desde la versión de abril de 2020-, con los datos de los establecimientos que realizan actividades esenciales (incluyendo las actividades del sector educativo) y no esenciales. Es importante resaltar que estas capas de información pueden utilizarse a conveniencia de los usuarios, ya que el sistema permite activarlas o desactivarlas según las características de las consultas.
Conviene destacar que esta edición del Directorio será la última que incorpore el número de identificación del DENUE (ID o D_Llave), y a partir de mayo de 2022 sólo se publicará la Clave Estadística Empresarial (CLEE) -tanto en la ficha técnica como en la base de datos-, para que los usuarios puedan identificar los registros entre las diferentes versiones del Directorio.
La actualización continua del DENUE permite a los negocios renovar y complementar directamente los datos de sus principales productos o servicios, sus ventajas competitivas, sus redes sociales y sus datos de contacto, lo cual es posible mediante la herramienta interactiva de su sistema de consulta. Lo anterior facilita la difusión de los datos vigentes de ubicación, contacto y actividad, útiles para aquellos negocios que se dan a conocer a través de internet en esta coyuntura en la cual la presencia digital adquiere gran relevancia.
En julio de 2010, la primera versión del DENUE ofreció información de 4 331 202 negocios que se encontraron activos durante 2009. El DENUE Interactivo 11/2021 proporciona los datos de 5 529 201 negocios, de los que predominan los del sector terciario que realizan actividades de comercio y servicios. El estado de México y la Ciudad de México encabezan la lista en la distribución de los establecimientos.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 18 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Empresas, Estadística, Indicadores, Inegi, Mapas, Tecnologías de la Información | Comentarios desactivados en INEGI – Actualización del Directorio Estadístico Nacional de Unidades Económicas (DENUE interactivo)
Jueves, 18 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Cuenta Satélite de la Cultura de México, 2020
En 2020 el PIB Cultural fue de 2.9% respecto al PIB nacional, con un monto de 640 687 millones de pesos.
Las áreas del sector de la cultura que presentaron mayor disminución anual fueron: artes escénicas y espectáculos; música y conciertos; libros, impresiones y prensa; artesanías, así como artes visuales y plásticas.
Durante 2020, las actividades económicas del sector de la cultura generaron 1 220 816 puestos de trabajo, lo que representó 3.0% del total nacional.
El Instituto Nacional de Estadística y Geografía (INEGI) presenta los resultados de la actualización de la Cuenta Satélite de la Cultura de México, (CSCM) 2020, Año Base 2013, cuyo objetivo es realizar una delimitación económica y funcional del campo de la cultura.
Con base en lineamientos acordados internacionalmente la CSCM presenta información que permite valorar los bienes y servicios culturales, las actividades que se generan desde los hogares y la gestión pública de la cultura, además de que proveé una visión integral sobre la dimensión, evolución y composición del sector cultural.
Principales resultados
El PIB Cultural en 2020 reportó un monto de 640 687 millones de pesos, el cual significó una participación de 2.9% respecto al PIB nacional.
Por valoración económica del PIB cultural, las actividades de mercado representaron 2.1%, en tanto que las actividades relacionadas con la gestión pública y por hogares contribuyeron con una participación de 0.2 y 0.6% respectivamente.
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)
Los medios audiovisuales como internet, cine o videojuegos generaron 37.8% del PIB de la cultura; la producción cultural de los hogares que incluye actividades como el trabajo voluntario en la organización de actividades culturales o el comercio de productos culturales en la vía pública aportaron 20.0%, mientras que las artesanías contribuyeron con 18.3 por ciento.
En precios constantes, el sector de la cultura presentó en 2020 una caída de 9.4%, mientras que el total de la economía disminuyó 7.9% en el mismo año.
Las áreas del sector de la cultura que presentaron una mayor disminución anual fueron: artes escénicas y espectáculos con 43.1%; música y conciertos con 27.1%; libros, impresiones y prensa con 24.5%; artesanías con 19.2%, y artes visuales y plásticas con 17.4 por ciento.
En 2020, las actividades económicas del sector de la cultura generaron en total 1 220 816 puestos de trabajo, lo que representó 3.0% del total nacional. En su comparación anual, el número total de puestos disminuyó 12.4% respecto a 2019.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 18 de noviembre de 2020
Clasificado bajo: CEIEG, Economía, Empleo, Estadística, Gobierno, Industria, Inegi, Inversión | Comentarios desactivados en INEGI – Cuenta Satélite de la Cultura de México, 2020
Jueves, 18 de noviembre de 2021
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)
Crecimiento del PIB G-20, tercer trimestre de 2021
El PIB de la OCDE se desacelera en el tercer trimestre, pero recupera el nivel prepandémico.
el producto interno bruto (PIB) del área de la OCDE aumentó por encima de su nivel prepandémico por primera vez en el tercer trimestre de 2021, a pesar de un crecimiento más lento que en el segundo trimestre.
El PIB en el área de la OCDE aumentó un 0,5% entre el cuarto trimestre de 2019 y el tercer trimestre de 2021 según estimaciones provisionales, impulsado por el sólido desempeño de Estados Unidos, Corea, Israel y algunos países europeos.
Sin embargo, se estima que el crecimiento intertrimestral del PIB del área de la OCDE se desaceleró al 0,9% en el tercer trimestre de 2021, en comparación con el 1,7% en el segundo trimestre.
En las siete principales economías (G7), el crecimiento del PIB intertrimestral coincidió con la tendencia de la OCDE , disminuyendo a 0,9% en el tercer trimestre de 2021 desde 1,7% en el segundo trimestre. Todos los países del G7, excepto Japón, experimentaron aumentos en el PIB en el tercer trimestre de 2021, pero entre el cuarto trimestre de 2019 y el tercer trimestre de 2021 no hubo cambios en el PIB de los países del G7 en su conjunto. Si bien el PIB de Estados Unidos superó su nivel prepandémico en un 1,4% en el tercer trimestre de 2021, el PIB de los otros seis países se mantuvo por debajo de los niveles prepandémicos.
En el tercer trimestre de 2021, Francia registró el mayor crecimiento intertrimestral del PIB (3,0%, frente al 1,3% del trimestre anterior), seguido de Italia (2,6%, frente al 2,7% del trimestre anterior). En Alemania y Reino Unido , el PIB creció un 1,8% y un 1,3% respectivamente, frente al 1,9% y el 5,5% del trimestre anterior.
En Canadá , el PIB creció un 0,5% en el tercer trimestre de 2021 después de caer un 0,3% en el segundo trimestre. El Estados Unidos registró una tasa de crecimiento del 0,5%, por debajo del 1,6% en el trimestre anterior. Japón fue el único país del G7 que informó una contracción del PIB en el tercer trimestre de 2021 (menos 0,8% en comparación con un aumento del 0,4% en el trimestre anterior).
En la zona del euro y la Unión Europea, el PIB aumentó un 2,2% y un 2,1%, respectivamente, en el tercer trimestre de 2021, tras aumentos del 2,1% y el 2,0% en el trimestre anterior.
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)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: OECD 18 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Gobierno, Información en otros sitios | Comentarios desactivados en OECD – Crecimiento del PIB del G20, tercer trimestre de 2021
Jueves, 18 de noviembre de 2021
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)
Actividad económica en México crecería
1.9% en octubre; impulsan comercio y servicios
Durante octubre, el Indicador Oportuno de la Actividad Económica (IOAE) aumentaría 1.9% respecto del mes previo, de acuerdo con las proyecciones del Inegi.
![](https://www.eleconomista.com.mx/__export/1614886144526/sites/eleconomista/img/2020/04/13/zocalo-cdmx-covid-reuters.jpg_2118499843.jpg)
El nivel de actividad económica en México sumaría dos meses de recuperación en septiembre y octubre del 2021, después de frenar el ritmo de la economía pospandemia. Este avance está impulsado por el dinamismo en los sectores del comercio y servicios, que hasta esta segunda mitad del año han recuperado casi el total de sus actividades.
Durante octubre, el Indicador Oportuno de la Actividad Económica (IOAE) aumentaría 1.9% respecto del mes previo, de acuerdo con las proyecciones del Inegi (Instituto Nacional de Estadística y Geografía).
En línea con el avance del programa nacional de vacunación y la reapertura de actividades de entretenimiento, cultura, deportes y eventos masivos que pudieron reabrir sus puertas o relajar las restricciones, este sector es el que presenta los crecimientos esperados más pronunciados, impactando positivamente a la actividad económica general.
Las estimaciones del Inegi esperan un incremento de 2.0% para las actividades terciarias (comercio y los servicios), mientras que para las actividades secundarias (las industrias mineras, manufactureras, constructoras o energéticas) se proyecta un avance de 1.3 por ciento.
Para el PIB de México se espera un rebote de entre 4 y 6% en 2021, los especialistas y organismos esperan que la segunda mitad del año, en términos generales, muestre un mejor dinamismo económico.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 18 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Información en otros sitios, Servicios | Comentarios desactivados en EL ECONOMISTA – Actividad económica en México crecería 1.9% en octubre; impulsan comercio y servicios
Miércoles, 17 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/BancoMundial.png)
Los flujos de remesas experimentan
un sólido crecimiento del 7,3 % en 2021
![](https://scontent.ftgz3-1.fna.fbcdn.net/v/t45.1600-4/cp0/q75/spS444/c25.0.1150.600a/s526x296/257913162_6264605202952_3150753597907253811_n.jpg?_nc_cat=101&ccb=1-5&_nc_sid=67cdda&_nc_eui2=AeFN5ErLispA4-8Ntp7rY_5cj4SjCN_xQQOPhKMI3_FBA1OnzE_QDrmh3WE_0ENWbw0&_nc_ohc=5KyyTYzJawMAX_icljd&tn=AhT7IYQu35HMPKfJ&_nc_ht=scontent.ftgz3-1.fna&oh=553ce811e6e5d78bcff7f40d1daf3a94&oe=619A3C41)
Se estima que en 2021 las remesas a los países de ingreso bajo y mediano experimentarán un sólido crecimiento del 7,3 % para alcanzar los USD 589 000 millones. Este retorno al crecimiento supera las estimaciones previas y confirma la resiliencia de los flujos que se observó en 2020, cuando las remesas disminuyeron apenas un 1,7 % pese a la profunda recesión mundial desencadenada por la COVID-19, según las estimaciones que figuran en la Reseña sobre migración y desarrollo publicada por el Banco Mundial.
Por segundo año consecutivo, se prevé que los flujos de remesas a los países de ingreso bajo y mediano (sin incluir a China) superen la suma de la inversión extranjera directa (IED) y la asistencia externa para el desarrollo. Esto subraya la importancia de las remesas como medio de sustento vital que permite a los hogares cubrir sus gastos esenciales relacionados con la alimentación, la salud y la educación durante los períodos de dificultades económicas en los países de origen de los migrantes.
Algunos factores que han contribuido al sólido crecimiento de las remesas son la determinación de los migrantes de ayudar a sus familias en épocas de necesidad, sumada a la recuperación económica en Europa y Estados Unidos, que a su vez fue respaldada por los estímulos fiscales y los programas de promoción del empleo. En los países del Consejo de Cooperación del Golfo (CCG) y en Rusia, el repunte de las remesas al exterior también obedeció al aumento de los precios del petróleo y la recuperación económica que eso trajo consigo.
Se registró un sólido crecimiento de las remesas en la mayoría de las regiones. Los flujos aumentaron un 21,6 % en América Latina y el Caribe, un 9,7 % en Oriente Medio y Norte de África, un 8 % en Asia meridional, un 6,2 % en África al sur del Sahara y un 5,3 % en Europa y Asia central. En Asia oriental y el Pacífico, las remesas disminuyeron un 4,0 %, aunque si se excluye a China, registraron un aumento del 1,4 % en la región. En América Latina y el Caribe, el crecimiento fue sumamente sólido debido a la recuperación económica en Estados Unidos y a otros factores, entre ellos la respuesta de los migrantes ante los desastres naturales en sus países de origen y las remesas enviadas desde estos países a los migrantes en tránsito.
El costo de enviar USD 200 a otro país continuó siendo elevado, y se situó en un 6,4 % del monto transferido en el primer trimestre de 2021, según la base de datos sobre el precio de envío de remesas a nivel mundial que mantiene el Banco Mundial. Esto representa más del doble del 3 %, la meta establecida en los Objetivos de Desarrollo Sostenible y que debe lograrse antes de 2030. La región más costosa a la que enviar dinero es África al sur del Sahara (8 %), en tanto que la más barata es Asia meridional (4,6 %). Los datos revelan que los costos tienden a ser más altos cuando las remesas se envían mediante un banco frente a canales digitales u operadores de transferencias de dinero que ofrecen servicios de envíos directos.
Se espera que las remesas aumenten un 2,6 % en 2022, en consonancia con las previsiones macroeconómicas mundiales. Un resurgimiento de los casos de COVID-19 y la imposición de nuevas restricciones a la movilidad plantean los principales riesgos de que las perspectivas referidas al crecimiento mundial, el empleo y los flujos de remesas a los países en desarrollo no se materialicen. El paulatino desmantelamiento de los paquetes de estímulos fiscales y de promoción del empleo, en un contexto de recuperación económica, también podría perjudicar los flujos de remesas.
Los flujos de remesas con destino a América Latina y el Caribe probablemente alcancen un nuevo máximo de USD 126 000 millones en 2021, lo que representa un sólido crecimiento del 21,6 % con respecto a 2020. México, el principal receptor de remesas de la región, recibió un 42 % (USD 52 700 millones) del total de la región. El valor de las remesas como porcentaje del PIB excede el 20 % en varias de las economías más pequeñas: El Salvador (26,2 %), Honduras (26,6 %), Jamaica (23,6 %) y Guatemala (18,0 %). Los efectos adversos de la COVID-19 y de los huracanes Grace e Ida contribuyeron al aumento de los flujos de remesas a México y América Central. Otros factores detrás del aumento fueron la recuperación de los niveles de empleo y los programas de asistencia fiscal y social en los países anfitriones, en particular en Estados Unidos. Un aumento en el número de migrantes en tránsito en México y en otros países, sumado a las remesas que recibieron del exterior como ayuda para los costos de estadía y de viaje, parece haber sido otro importante factor que explica este marcado incremento. Se espera que en 2022 las remesas aumenten un 4,4 %, principalmente debido a las perspectivas de un menor crecimiento de Estados Unidos. Costo de las remesas: El costo de enviar USD 200 a la región fue de un 5,5 % en promedio en el primer trimestre de 2021 frente al 6 % del año anterior. Con un costo medio del 3,7 %, México siguió siendo el país receptor de remesas más barato del Grupo de los Veinte. No obstante, los costos de las remesas son exorbitantes en los corredores más pequeños.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: UNCTAD 17 de octubre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Indicadores, Información en otros sitios, Migración | Comentarios desactivados en BANCO MUNDIAL – Los flujos de remesas experimentan un sólido crecimiento del 7,3 % en 2021
Miércoles, 17 de noviembre de 2021
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)
Inflación de la canasta de consumo mínimo
se ubicó en 7.15% en octubre: Inegi
Integrada por 176 productos y 299 servicios genéricos, el subíndice se incluyó hace un año.
![](https://www.eleconomista.com.mx/__export/1637129472692/sites/eleconomista/img/2021/11/17/shutterstock_1926137801.jpg_328101988.jpg)
El Índice de Precios de la Canasta de Consumo Mínimo (IPCCM) registró una variación anual de 7.15% en octubre, con lo que se completan 10 meses fuera del rango objetivo y del límite permisible de inflación. Además, supera la variación del índice general, que fue de 6.2 por ciento.
Integrado por 176 productos y 299 servicios genéricos, este subíndice fue incluido hace un año en la información que difunde el Instituto Nacional de Estadística y Geografía (Inegi) cada mes como un subíndice del Índice Nacional de Precios al Consumidor (INPC).
Incluye productos que atienden a recomendaciones nutricionales en la parte alimentaria y bienes y servicios de carácter esencial en la no alimentaria, como son el vestido, transporte, salud, educación y recreación, definidos por las líneas de pobreza por ingreso que el Consejo Nacional de Evaluación de la Política del Desarrollo Social (Coneval) emplea.
El antecedente inmediato del IPCCM, es el Índice de Precios al Consumidor de la Canasta Básica, publicado a partir de 1998.
Su contenido no refleja un patrón de consumo actualizado al excluir bienes y servicios de consumo actual como el pollo, cebolla, jitomate y otros agropecuarios así como servicios como agua, educación, salud, taquerías, loncherías entre otros.
Sin embargo, el Inegi lo sigue midiendo y la información reporta una variación acumulada de 78.13 por ciento, pero el instituto no precisa más información sobre esta canasta.
Lo cierto es que la inflación, que sigue en una trayectoria al alza desde hace ocho meses y alejándose cada vez mas del objetivo puntual de 3%, se siente cuando destinamos a la adquisición de la misma canasta de bienes y servicios más dinero.
Información del Inegi muestra que el subgrupo de alimentos, que forma parte del INPC, ha registrado una fluctuación anual de 8.31% al corte de octubre y se ha mantenido en tendencia al alza desde enero de este año.
Al paso de un año, de octubre del 2020 al mismo mes del 2021, el precio del café ha registrado una variación de 4.51%, mientras la leche completó un aumento de 7.24% también anual.
Las frutas y hortalizas traen una variación anual de 5.76%, y con más detalle podemos encontrar que la naranja completa una fluctuación de 11.72% en su precio, mientras la manzana trae una variación de 25.60 por ciento.
Si agregamos huevos a la ecuación, su precio también trae una variación al alza de 12.11% anual. Si el gusto del comensal incluye jitomate, hay que sumar la fluctuación anual que trae esta hortaliza, de 2.05% o 27% si se prefiere al aguacate.
Y el acompañamiento para el huevo, que es a escoger pan blanco, que presenta ahora mismo una variación de 7.37% respecto del precio que tenía en octubre del año pasado, o la tortilla, que presenta una variación anual de 16.07 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 17 de noviembre de 2021
Clasificado bajo: Alimentación, CEIEG, Economía, Estadística, Información en otros sitios | Comentarios desactivados en ECONOMISTA – Inflación de la canasta de consumo mínimo se ubicó en 7.15% en octubre: Inegi
Viernes, 12 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/hacienda2019.png)
Chiapas Ingresos por Remesas Familiares
Cifras durante el tercer trimestre del 2021
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)
Las remesas, se refiere a la cantidad en dólares americanos proveniente del exterior, transferida a través de empresas; originada por un remitente (persona física residente en el exterior que transfiere recursos económicos a sus familiares en México) para ser entregada en el territorio nacional a un beneficiario (persona física residente en México que recibe los recursos que transfiere el remitente).
Esta información incorpora una revisión al alza de ese flujo del exterior. La revisión comprendió a las cifras de los últimos años al incluir recursos adicionales por remesas derivados de la incorporación de nuevos intermediarios, así como por otros ajustes de esta estadística.
Al tercer trimestre del 2021, Chiapas ocupó la posición número 10 a nivel nacional por la participación porcentual en los ingresos por remesas familiares.
Chiapas ocupó el lugar 19 por el valor de remesas familiares por habitante, el cual ascendió a 96 dólares por persona que es equivalente a poco menos de la tercera
parte del valor máximo a nivel nacional, registrado en Michoacán con 271 dólares por persona.
El importe de las remesas a nivel nacional se incrementó 141.3% entre el 3er trimestre de 2013 y el mismo de 2021, por su parte Chiapas aumentó poco más de 3 veces su valor, es decir 313.4% en el mismo periodo, lo anterior representó un aumentó de 404.3 Mdd.
Comparando el 3er trimestre de 2021 con el trimestre anterior existe un aumento de 89.1 millones de dólares y en relación al 3er trimestre del año 2020, el aumento fue de 215.8 millones. En valores anuales, se observa un constante incremento del valor de las remesas.
El valor de remesas registrado en el 3er trimestre del 2021 es el mayor registrado desde 2015, con 89.1 millones más que el valor del 2o trimestre de 2021, el cual era el valor más alto registrado anteriormente.
En el largo plazo se puede observar la tendencia de crecimiento de los ingresos por remesas familiares cuya aportación favorece los ingresos de los hogares receptores de la entidad.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_Consultar.png)
Fuente: SH 12 de noviembre de 2021.
Clasificado bajo: CEIEG, Economía, Estadística, Migración | Comentarios desactivados en SH – Chiapas Ingresos por Remesas Familiares
Viernes, 12 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/CEIEG.png)
Boletín Económico de Chiapas
Cifras octubre de 2021
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)
La Secretaría de Hacienda, en el marco del Comité Estatal de Información Estadística y Geográfica, da a conocer la actualización de la información en el Boletín Económico de Chiapas (BECH).
Este documento es un concentrado de información de carácter económico proveniente de distintas fuentes, a fin de que el lector cuente con un panorama amplio del estado, así que en esta edición se actualizaron diferentes indicadores estatales.
Los apartados que se actualizaron en el BECH:
Del sector primario: Silvicultura.
Del sector secundario: Indicador Mensual de Actividad Industrial, Manufacturas, Construcción y Minería.
Del sector terciario: Se actualizó lo correspondiente a Banca, Turismo y Unidades Económicas.
De los indicadores macroeconómicos se actualizaron: Inversión Extranjera Directa (IED), Finanzas(ingresos, gastos, participaciones y deuda), Índice Nacional de Precios al Consumidor(INPC) e Inflación, Ingresos por Remesas Familiares, Indicador Trimestral de Actividad Económica Estatal(ITAEE) y Empleo.
Sector primario
En Chiapas, el volumen de la producción forestal no maderable durante 2020 aumento 22.7% y 54.4% en el valor de la producción respecto al año anterior. El 49.6% del volumen corresponde a la producción de fibras y plantas y el 50.4% a resinas. En lo que se refiere al valor de la producción se tiene que 59.7% del valor se obtiene de fibras y plantas, mientras que 40.3% corresponde a las resinas.
Sector secundario
Chiapas cuenta con 8 centrales generadoras de electricidad, 39 unidades de generación y tiene una capacidad efectiva de 4 mil 913 megawatts. En 2016 el estado registró una producción de 10,632 gigawatts-hora de energía eléctrica, menor en 920 gigawatts-hora que equivale a 8% en relación a 2015.
La producción de petróleo crudo en Chiapas al mes de septiembre de
2021 fue de 26.65 millones de barriles diarios, 16.27% más que el total del año anterior.
Hasta julio de 2021, Chiapas había aportado 11.4% de la producción
nacional de azufre con 15,925 toneladas.
Sector terciario
En 2020, Chiapas tuvo un crecimiento de 1.3% en la oferta de establecimientos de hospedaje y de 1.4% en cuartos y unidades de hospedaje registrados en relación al año anterior.
En Chiapas, durante 2020, la llegada de turistas a establecimientos de hospedaje por centro turístico fue de poco mas de 1.4 millones de personas, de estas 88.9% eran residentes del país y 11. % no.
En 2021 Chiapas participa con 3.05% a nivel nacional por el numero de unidades económicas ocupadas en el comercio al por mayor. 60.6% del comercio al mayoreo en el estado se realiza con materias primas agropecuarias y forestales, para la industria y materiales de desecho. En contraste el comercio al por menor contribuye 4.39% a nivel nacional en el numero de unidades económicas. 57.7% del comercio al por menor se realiza en abarrotes, alimentos, bebidas, hielo y tabaco
En Chiapas, existen 217,757 unidades económicas. a nivel nacional la entidad participa con 3.9%. De las unidades económicas que existen en el estado 47.2% realizan actividades de comercio al por mayor y al por menor, 13.9% en otros servicios, 13.5% servicios de alojamiento temporal y de preparación de alimentos y bebidas y el 10.6% a industrias manufactureras.
Indicadores macroeconómicos
Al segundo trimestre de 2021, Chiapas registró un aumento de la inversión extranjera directa de 40.1%, con respecto al total del año 2020; mientras que en el periodo entre 2018 y 2021 el incremento fue de 166.8% lo que representó 114.9 mdd más.
En Chiapas, los ingresos presupuestarios durante 2020 sumaron un total de 103,711 millones de pesos, esta cifra comparada respecto a los ingresos públicos de 2019, aumento 7.3%. Mientras que en relación al año 2018 el aumento fue de 2.1%. La mayor proporción de los ingresos del estado proviene de las aportaciones y participaciones federales representando 95.2%
En Chiapas, el gasto presupuestario durante 2020 sumó un total de 103,711 millones de pesos, esta cifra comparada respecto al gasto público de 2019 registro un aumento de 7.2%.
En Chiapas, el Registro de Financiamientos y Obligaciones del Estado, Municipios y Entes Públicos Municipales, sumó una deuda de 20 mil 630 millones de pesos en 2021 (marzo), los cuales representan 3.3% del total nacional.
Al interior del país, en agosto de 2021, la inflación anual fue de 5.6%. De las 55 ciudades representativas del país, Tuxtla Gutiérrez ocupó el lugar 9 y Tapachula con el lugar 29 en el INPC.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: SH 12 de noviembre de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Ganaderia, Industria, Pesca y Acuacultura, Producción, Uncategorized | Comentarios desactivados en SH – Boletín Económico de Chiapas
Viernes, 12 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/hacienda2019.png)
Indicador Trimestral de la Actividad Económica Estatal. Chiapas
Cifras al segundo trimestre de 2021
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)
El Indicador Trimestral de la Actividad Económica Estatal (ITAEE) es un indicador de coyuntura que ofrece un panorama sobre la evolución macroeconómica y se publica con desagregación por entidad federativa para los tres grandes grupos de actividades económicas: primarias, secundarias y terciarias.
En Chiapas, el ITAEE al segundo trimestre de 2021, incluyendo la actividad de extracción de petróleo y gas, presentó una variación porcentual positiva de 19.1% en relación al mismo trimestre de 2020 y comparado con el trimestre inmediato anterior registró una disminución de 4.9%.
Durante el periodo comprendido entre el segundo trimestre de 2016 y el mismo de 2021 el indicador disminuyó 8.7%. En el periodo analizado, el valor más alto se registró en el primer trimestre de 2017 y el más bajo en el segundo trimestre del año 2020.
Entre el 2° trimestre de 2021 y el mismo de 2020 todas las entidades federativas registraron una variación porcentual positiva, los tres primeros lugares fueron Guerrero (60.2%), Nayarit (59.6%) y Baja California Sur (44.1%).
Chiapas ocupó el lugar 19 a nivel nacional por su variación porcentual.
En el estado el ITAEE, sin incluir la minería petrolera, al segundo trimestre de 2021 aumentó 18.8% en relación al mismo trimestre de 2020 y comparado con el trimestre inmediato anterior hubo una disminución de 5.2%.
Durante el periodo entre el segundo trimestre de 2016 y el mismo trimestre de 2021 el ITAEE disminuyó 8%. El valor más alto registrado en el periodo corresponde al primer trimestre de 2017 y el más bajo se registró en el segundo trimestre de 2020.
En Chiapas el ITAEE de las actividades primarias (las cuales incluyen agricultura; cría y explotación de animales; aprovechamiento forestal; pesca y caza), al segundo trimestre de 2021 presentó un incremento de 6.3% con respecto al mismo trimestre de 2020 y un decremento de 9.7% con respecto al trimestre inmediato anterior.
En el lapso de cinco años tiene una disminución de 2.6%. El valor más alto en los últimos cinco años se registró en el primer trimestre de 2021.
Veintiséis estados del país registraron una variación porcentual positiva en el ITAEE de las actividades primarias, destacando Quintana Roo (27.6%), Michoacán (26.6%), San Luis Potosí (23.3%), Zacatecas (17.0%) y Guanajuato (16.5%) como las cinco entidades con el mayor crecimiento al segundo trimestre de 2021 con respecto al mismo trimestre del año anterior.
Chiapas (6.3%) se ubicó en la posición número 15 por su variación porcentual anual.
Las actividades secundarias incluyen la minería; la producción de petróleo y gas; la generación, transmisión y distribución de energía eléctrica; suministro de agua y gas por ductos al consumidor final; la construcción e industrias manufactureras.
En Chiapas, el ITAEE de las actividades secundarias, incluyendo la minería petrolera, al segundo trimestre de 2021 incrementó 39.1% en relación al mismo trimestre de 2020 y presentó un aumentó de 10.1% respecto al trimestre anterior.
La tendencia del sector secundario incluyendo el petróleo es a la baja. En cinco años el valor del indicador disminuyó 20.4%.
El ITAEE de las actividades secundarias, sin incluir minería petrolera, en Chiapas al segundo trimestre de 2021 registró un incremento de 41.1% en relación al mismo trimestre de 2020 y un aumentó de 10.8% respecto al trimestre anterior. El comportamiento del indicador presenta una tendencia a la baja, en cinco años se redujo -19.5%.
En Chiapas el ITAEE de las actividades terciarias al segundo trimestre de 2021 aumento en 15.4% en relación al mismo trimestre de 2020; en tanto que presentó una disminución de 8.4% respecto al trimestre anterior.
El comportamiento de la línea de tendencia del indicador muestra que la evolución trimestral es ligeramente negativa.
En el periodo analizado, entre el segundo trimestre de 2020 y el mismo de 2021, todos los estados registraron una variación porcentual positiva en el ITAEE de las actividades terciarias
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: SECRETARÍA DE HACIENDA 12 de noviembre de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Ganaderia, Indicadores, Industria, Pesca y Acuacultura, Producción | Comentarios desactivados en SH – Indicador Trimestral de la Actividad Económica Estatal. Chiapas
Viernes, 12 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/SIAP.png)
Expectativas de Producción Agropecuaria y Pesquera
Cifras durante octubre 2021
![](https://www.gob.mx/cms/uploads/document/main_image/42376/oct.jpg)
La expectativa de producción nacional agropecuaria y pesquera para 2021 es de 226.5 millones de toneladas, superior 3.0% a lo registrado en 2020. Por subsector los pronósticos son positivos (todos aumentan): el agrícola 3.1, el pecuario 2.0 y el pesquero 1.3 por ciento.
En comparación con 2020, la perspectiva es la siguiente: el agrícola aumentará seis millones 78 mil toneladas, mientras que el pecuario incrementará 469 mil toneladas y la pesquera crecerá 24 mil 299 toneladas.
Comportamiento por subsector
Agrícola: 6 millones 78 toneladas más (3.1%)
Pecuario: 469 mil toneladas más (2.0%)
Pesquero: 24 mil 299 toneladas más (1.3%)
Análisis de la Balanza Comercial Agroalimentaria de México julio 2021
Por séptimo año consecutivo al mes de agosto de 2021, la Balanza Comercial Agropecuaria y Agroindustrial tiene superávit: fue de 5,163 millones de dólares (MDD).
Es el tercer mayor saldo positivo en 27 años (desde 1995); derivado de 29,390 MDD de exportaciones y 24,226 MDD de importaciones.
El saldo positivo al octavo mes de 2021, disminuyó 40.2% (3,475 MDD), en comparación con 2020, debido a un mayor aumento de las importaciones de 38.8% (6,773 MDD), mientras que las exportaciones incrementaron 12.6% (3,298 MDD).
La dinámica que presentan las exportaciones de bienes agroalimentarios y el nivel alcanzado permitió al país obtener divisas que superan a las conseguidas por:
Venta de productos petroleros en 11,256 MDD (62.1%) y
Turismo extranjero en 17,549 MDD (148.2%).
Al mes de agosto de 2021, la Balanza Comercial No Petrolera cerró con un superávit de 9,578 MDD.
Comportamiento de la balanza agroalimentaria, enero-agosto 2021
Las mercancías que contribuyen significativamente al superávit de la balanza agroalimentaria de México por sus saldos positivos son:
![](data:image/jpeg;base64,iVBORw0KGgoAAAANSUhEUgAAAtcAAAHtCAYAAADSh1ILAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAhdEVYdENyZWF0aW9uIFRpbWUAMjAyMToxMToxMiAxMDowMzoxNfn75qQAAP94SURBVHhe7J0HeBRFA4bfu0vvvfeQhAAhkNB7b9J7tWBBRYoKYgMRFBQBRUVBREREEAEFpEiv0kvonZCE9IT0nrt/LrlAEkI1+APOy7Nkd3Zu+s58Mzs7o9AIkEgkEolEIpFIJP+YMuLacXA33ZlEIpFIJBKJRCK5HXE/r9KdlUWp+yuRSCQSiUQikUj+IVJcSyQSiUQikUgklYQU1xKJRCKRSCQSSSUhxbVEIpFIJBKJRFJJSHEtkUgkEolEIpFUElJcSyQSiUQikUgklYQU1xKJRCKRSCQSSSUhxfUjgIlLHQY2qY6rzI0Kqfz0McKvVhv6VLVDpTORSB41/lm5l2X8kcPQjbbNW9LQ9kmt6GWZk0hKeGyecpW5l6iYujKqR19ebdOSp6q6YqnQ3XxkUGBb7Wk2zF3KrpfbEGioM74TCjsGPvs2M196m3dq6+sMHwzD0NGc+Wk5K9rZ6EzuD4Oar3LspxX82dlJZ/IIUInpU4LCtg2fjHqNL0cNpl3lOAl6tZn+5UqiPuiJ1yNXLu8T/fp8/e3vRL77lM5A8q9zv+W+XPl7KGW8DPp0fHkRMT9O5nnr/0eB/6f+G1MttB1P1/XB4nY/N/aiY8t2dPIw1RmUQuVEn9e+4+rsKbwXbHMPYlKBa/NhzH9hJPP71NWZPVk8/DInedTQt/CkddMujOjej5HtmtPYwUh35ybGttXp2bYno57qSNcqNhjozIvRw849lL7te/FGj1680DgIzyLdpMQpoDnPtO5QfLRqTC2zx6thfQzEtQL7WkNZP30mi14Yylvd+vH+M6P54b2v2DuyJQ6PUHobuLRm8sAQold/SNe5mzmTq7txJzTJbN6yht92rmTJ+QJhYMBTz3/DgU9epr2soCpIn3+O5vohFv61jSV/buFA5TgpuSuyXN8X/7DcyzJ+FxTmNO84jGnDX+cN/4pGQfQJ7TKauUOHMTzYqmxDqTCjYbdXGGFzlNc/+oCPw5Ip1N26PRpiwzYwb/cWvt5xRmf2+GJcdzh/z/yKT0NuPsyyzD0+VJR/94cB1Vq9yfYZX7D4paG83b0vbw95gxWffM7XjRx0z4seAS3eYttnH/PN04N5q+8wvvvgG7a81BxPrQUDL54ZPov9H4/ny0GDeKPbID56ZTI7Pn6dXvZ6+DUcwtTnXmGa9ni6D+1sHi9xrZoo0J0zfeVS3dkjhCqAMa+/ylN6YUz65G2e/mERX2/eyY7oTOLD97H1WhYKa3861PTDNi+Wa1nq4t8pHagbGkwtk2wuJAs7Fr60DQ7ANieaFGMfGgT44m2m5vr1DMprYH0Ld+oE+BNgpSIjJY2skg3iFZbUrBVKqHkOl9P0CfCrgm1uIkl54p6eGa4WEH31LIcjo4lKySJfGKtsq9IxSIQtP46oTF3YBDfCkxtLQr6SnPQEwmOycK5Wl44NW9PKVU1cTDZmdvokx10nS/e7sujj6B5IAx83bNVpJFmGMqyBBwnH17DsUrbOzh3iUw6VY11ebORD2ql1/HI+Q2eqxMrJn/pVvPEwKSApJbMoXjcxwMlDhMHXHSdjFTmZwv0KWpp7Sf/SdhL1RZi9LLiWlIa+vl5x+kTHcV1dKg8yjKjmX50QF0sUGckk55ePmBILBz/q+XnjZVpIsgi7NqtETDHUyycpMZYLCekU3HPZ0MPK3p0gX3+q25mQm3ad9JK4Kp1p1745NbKP84NoPFN0xndO+4efdsXcLQ/B0MqTegF++JmrSUq3ok2HJlRNO8Lnuy4Ix20IDa1NbYtcwpMyKS7FStz96tPMx5TMmCTSi8wEClM8fQOp6+mEVWE6sVnCJyFkqtW8U7munDJWzO3yXIcQRj5VAgn1cMSiII24rJsqoEw6m/jSMMAHT+M8EnTPsrG1N/Wr+lFFpH1yZdUbdwhvmXJfFN/7KX9ly7i+Uw3aVfOjqqsHATcOd9xVqYSnamNyB7dL0LcRz1s1arlYUJiWin2trnRzS2GrEFRHc3R2KjUvy3FP/uth5xpAfV8PHFVZxKfn6sprOUQ5rdusMy0drKjums+mXadIKPVsKp27MPuFlnjra4g+tV50cNKFPNahMsakII6wi5e4mJBEUq7WByWuVerRvIojeqmiTi/KRAXWHiG0CXDDJDOG2Hx9DESZi4qPIjLjRsY9cHktiwJ7rzq0qmJBVmw6Zp7VaeDlhLU6g9jM8k/7HfLojmVVi4iTe23ahjalf0131CnRpBvbY5AeQ3xu2TKXX9qtTBOCqlajpqMZhaKuTi0fpHuOZ0XcPs9LP9PXDb3E8+uPn2inr19PJ6d8c6GyxN+vGiGuNuhnX9flq+AuaaI0dSE0IIBq9ibkp18n7R6CbmDqQICXP7U97DHLTyM++9YfGVqJ8GrrZAsF10WCuVatSyMnBRfiS+p1wV3STVtn1RNx9rc2QS8/g2QRp9vnX/Fv7i0+eti6BdPI5AQffvExr/70CwtO5FOrQSPa+irYs+UoMa49WDDyKbyi1/LipPEMX76dixYh9G/WlGrpe1gRoSSgeg0sTi/k2ZkzeXfFOrblV6FH3TqEKMKY8utSvtvwJ8etWvCUWw77tv3FntTymfb/Z2zPAbqzsig0At05joO76c4eIQya8N3XY+iUtJKuE37iSPmHUmBcfywnXqvPoQVD6b9VV/BM2rB49ms0PDYTn1k7i6Y8HBjTmvSzpzHzD8JFT/SCNIWkx+zl42++YkG4qJ0V1rTs9QYzO4n7BtpekoacpDBmz5vJZydT0Whfvc4cT//UQ/xlVIunHJL5fsoIPjcewi8vdSLYQl9UPdqfiQrr4mqGf/4TOwyf4repz1P9xCyafLmdxKLU1iO0/xesapfGx+9M5GznOSxumsCUd3/C/vXJvOx88yVjYeJ6+o2Zw65yBVxpW5+Jw1/hOT9rtEHVFKZx/FIKVfycObroJXptTL57fIqdukFJGkUtG07nP2NFxRTEGy+9xvCajpgqi9MrLXovn86dzfeXtR2WYN4e+QbDA6zQL444hZlhjJ/wIfPjyjZp95L+JXbijx7ArEZDPFP+xPXNH2n5/HfF6TPuHb5OCi7Og9xzHDL0o4GNNs21/l7mx7kf8d6R5KJ4KcxrMOrF1xhZy+lm2KN2MP6r2SyNDyp2I+lnmkxaSXTQ3cOmMK/DxLEjGeptWZTe2rjmp59n7rcf89HxUmVD52Y4d057/pW0+/6ueaidftBx4Bimta2Kg87d5PDzxDtXxefyPNynrBUBaCyewbF0uPgttaf9RVJRqEwZOGYhM6se4tVXP2FlngLbwN58/nwv2joaU+SVOpOze+bz4o/RDP7o4wrL9W6Tyitjd8zz6ELsqvVl1gs9aWVvdCN8Fw78wsj5f3JU9EWL07ANWZfOY+ZdFcei9Mgn5vhK5sbU5NU2N9Mo6cJyXpj+C39rewcPVG+8xvjoqncIL2XK/eyskPsrf6rS13+g6fgxewZWE93x0hQS/td4mv5hzHt3clsrHEOfY+5zHaljVfy8FaRf4kiqK3WdLvDe6xOYf11TqfVFWe7Rf6vajHvlNV6pZoeR1n1NHtdO/c7r3yxhR1q52k7hwCvvfcsHAaJMajLZ8dObDNgcWyzKRGeyz8jP+TLUXJxrOLpsJJ3XXBP3FDjUHMg3z3enia1BUV2vyUtg59qvGL4yjJyA51j9Vhdsw76i05fbuGbTnHkfjKJl0lJ6TV3G6arFz+iN+vUfltey6OnKSxb7zhtTN9CuuF1QZ3HxwCJenbeO40I83bU+uE1Zff9cSQOkR71BX/J7R1dxpkOdwI+fvsy4c2Xr1RtlMPs0+42q0thWV1dnXePPZTMZvfmS6Fwr7jOeZblbnpfUi1kXzmLiUx1nbcETcU69uoGR0+exIaWotbhjviaUxKN8mpw3pUn3kcx4KgRPI6UublH8uXwWb268cHPAoTQKC9oOnMAXbatgp61LBBohig9vmMmzvx4t7uApHXhq0Bg+be2PfVF9oyY9OoyT+jWpk7sCt3cWax26c7rlWNK89zi+fqpacZ2l9Ud0tHb8/Baf27/Hiory7/QDxKc0Sk/GfDiTN+138/yIr4jvNYtVnYxZNvNVXj+m6/2aNObb6WPoIp6JNh/8ytlyj73KvT8bJvfDff+nBH+7j1xRY7V5YR6LmqTw+YQ3mBZxp3ri/0Pcz6t0Z2V59KeF5J9ly+lUlG7dWfLxRGb160bvIE9R6HT37ws9/PzsObriE7pMeIehv+4j3q4xk18dQH3x0Lk2e4XZXauSE7aIoZPG0PnzBazPCWT0K8PoUWqCt75XHRpl/83nS5ezPrGQ67FRHDu2gjdnvkeHCe/x2qYr6Pt2ZWKHKqgTd/JzWAYWNVvTw06X3MYhDGnkQmbYJpbHlyoshZf4evpYJp3KFw/3ET547zVafPIrh8v3HBWOPP38SF6souDg2i/oNWEs/RfsIt/FDdMbwbz3+FSIEF19h45lTJAhx9Z9RZ+J4xi4cBOXrRrx4cihtDVR4tl0AK/6i17qyo/o+O6bdJvxNZ/9uYFNpeNUhjulv86KsFOzdg3SDy7jo9X7dWa3ou/ohVnYPPqJB67bt2s5rvDmmYE9qKfVb6Jx7C3CPq6WMSf++pp+E8fSd/5G0WsOpmewRzmBUcKdw6bJiObilcN8Of9jekx4kx5z1nFS5cewgV2pdctTdLe0V/07aXcvedh6OLPa+8P533ltypt0nDaHPwrc8C9qqe4dhXULPnttIG2ML/Pd9xPp9MEExmy9hm31ZrRxulpxuS6sxDJ2lzw3sGkpwtefFgYX+HbeBJ76cBJvb4vGod5Q5g2qg6XOGe1bDW8XJau/f492H3zE1ONpOAT344PWVuz/bQqdJ7zPmN0xmPn15N1WrsL+A9YbSVb3VUbvr/yVR03Ujs9pNe41momj+aTvWJdcSGHyAb7YeIa8u7ittG/PjJc6E6I4yzdz3qf9Bx8ybl8hfi7GIvY6Hkp9Ucy9+t//uTcY6ZfHlmXaZ2Qcz/6yj0y/3nz9TFPsb1Oc1SnHWHdBQZNug+mqyyvL4AGMra3Pwb8PcLVU0BS2rfnslV7UzT/Mx7PepsOHU/jwcA51u73BlAZWZJxdzOjVFzANHcpnbYJ5+tmhdNQ/wZR5yzlWZjhaUGnltRx6btSxucA0bfgmf8JHB6/jVv95vulVDcO75pHODUHZNq50/hRwYs0kOi45Tp4ml22LX6fZOxOYcbHC4c0i9F2q4np5SdGz0XXWT6xNtafr4DcYGyDE9oPGU8s957ke3h7GbFn0Ae3ff5fhGy+j9OjAB08FFt29W76WOFM2TTS4NHmVuT1qY3L5D0ZPfYvOn83l51hrugx6iw9rVTBPX4smg0vRF9myejbPfDyG9h9/wQ9XVYR0GMpL3toHWYlP2xFCfPtScHoZL38k6uSps5iXJPLV/ubgxN3SzdqhFWNF/JRnljDkg9G0n/wRr69YyU9HYwirMP8KHyw+pTDxaUZHNyWZl85wrMCEQA9HVOpIjl0u9Y4v+wJhouOo5+xNtVsaYiNqN6xPgDKHo+culn2D8xhy12r5/44mkV+/Hc+rq/7mnNKPXp2HMnvcLI7Mms6Mpu4Y66zdG4VE7/6O19bs48Dl06z983PGbItF4dSQblUc6dg4BOusMBZuCCMqX0Ne8im+33yEZPNQugffLFzqjH2899ksPl2/mT1JatSxGxk3byUbo9LIU2dzft8+wgpEI+3pJcKfxl9b93BNvxp9m3qIpluBY712dLJMZu32vWVeRSKKU0LcNRK0nTx1LvExkZyPvXVKiMKmHl0DTck6sZhXft3G7svn2b79e4avPktuiXsK23uOT0UorOvTt6Y5mcd/ZtivW9h5UXRyNs9l2OpzFNo0pE+QEQX5+SJF9bF18MDXRkXipZ18sWYvEeUGiW5yp/Qv6S2pST44j4Fzf+HbHSd0ZrdSmLSDD3/6ix2XL7FvzyJmh2WhtPMiSDSQCuuG9Au2EJ2XRbzwy2a2XzzPju1z6PXGK/Rbf/mWKRHF3CVsmmgWLfiS2UciSC7QkHFtF+uv5KPnKCqJ8t9w3DXtTf6VtLt7HrrSvl4QFrnHmPbNT/x2+iJHTmzkvTnLOXjLFJs7ocC5bitam+eIRm4aE3cc5fClMH7+8X3qj53It1ezKizX2ZVYxu6c51ewq9OSVmY5bP1tOpN3hnHowmF+/HE6X15U41q3JS1u5GEhEXt+YtLuU4RdOsjsVbu5Wqgh/dhSxqw9wMHLJ/j5tw0cKtTD38Pzvp6z0vXG3+r691dG76f8VUBhZjznr0VyLhYadutLe5Nwvv32K5ZoR4zv6LYCl9DGNDLJYfvymUzefYJjl47y808zmXVBdJZ07j+c+kLLPfpv04DeNc1IO7WBuScTRD1YQPTZtSw4no5tcFNalxKOZdDEs/SXPzhu0pB3etbCwsCf4X1b4hC5hg93xOlGsov/cwltTkvTLHZtWc3OxHzUBUn8vXEd29LNad0wVAjBPCFcvmLqaQUtBk9gSs1C1v/8NQuib+08VF55LYc6kWU/fcFXh84IgbKXr+d8w+J4BT51mghxdrc8utmalm/jSpOdFsvFtGyR9hqyUqI4dy36xpSCiihM3sq7c1aw7vwF9h9cyWs/bOKqwpmn6lfF40HjKbj3PC8kas+PvLs1jGPhp1i+7Hc2Zytw8/QR9+4lX4spkybJ1nRsGoJNzhGmzv6JpafOcTBsPW/PXs4htR2dm9QW6sqD3n1fYuozxcfkdtUxFyXq8rY5jBJ1yZn0AtTZkfxx+BK5Kmeqiw4ACntRJwdiln2Qj779hd/Pijr59HY+/XoBa9JL8kHUt3dJt+aqfLSzWgzNnQhwtkUv7Tx/rF7B2gR1xfmXJ+qxu8XnDpi4d2LOyO5UyznJ9F83E40hJkI8KzR5ZN8QJQJNDllCNStUBpiUGSA1pFqbN/m+kxcZZ5aKOCXeeLYfVx59ca0lN4I/lk+n65ghBL4xjhcWbyRM4cOg517hWafiKGgzQsiqovMilMoKvuDWEB0bzY3peaIXfjU+EbXCFGsLC2xMhQtG1Rn+6jv8OLr4mNfZj/zrqRTq36ydC+MucTzjZtabVunBzzN+4tgnU/nl9Xf5cXg3QkTBUaiKQ5B1ZiO/RUK1xm2pb+hK3xbBmMTsYNHJmyG5H5Rm5lgphJCKj+H6jWCoiYmL40awFPcen4pQmltirdSQFB/LzWlOxX5kiQfB1tKIqO1zeX39CQoDejD9jU/Z/fXPHHnvOTredqmpO6S/eUneqQkPv1QqXhWjTonn2o3BkgJSs7SVhT4GeoqisNvcEnaRD7m5d3hg7xI2owCGvzmXk199xaqx77Jw9BiG+WprDxV6utduN7hr2hv/K2l31zy0ssVahFOdEcuVUuVZnRxDxC0TEoufr5sxFc/XjaAqsDE3F89bGhHxGaXSOFek+a3ulFCZZezOeX6b8GmSuKJV/IYW2N0YqdeQkJwsUrcYdVYW6Rrt/PbEG51cTWaGMAM9fe1D/mD1xn2X0fspf7dDYUaz/mP4oEYhG3+ezpQzmcXmd3RbiZWZGUpNOlfj0sqkXXiC9pkrpjLzsiyKe/PfzAJrhQKzgJ7M0eXBj6PHMsKngLg0NYYmt/cjP2IVH2y6hnOzZ5n67FCGusTx0+LfOaErBMWlXiGeM3OUCmMadH7zRj7/+FovahdcJ1GtX7zqSOE1/th5nGSFHoqUoyw/miBS4VYqr7yWQ4jrK3GlxvwKYgkX4lhpao7tXfPoprgu38b9E9RJMVwuFaQ84f81jbZcWYgwPWA8Bfee5xriEhNvdlgLM0gV9ZtCTzt0eo/5qv1Z6TQRz72tqRJNRhzhmTfTqajuFB0NYwshyZXWBAXXo0NI/aKjnb8jRsKfOk+9z/7ZC9g5fjwLX3+HuR39ReqL+kSlrU9MMBNx1mSnEFd6SkxuEnE3/Ll7+bDN2sTb81axW12N4UPf5c9pP3L6i4+ZGGpXsei7l/jcBlPvbsx/6wXa6J1m2sxPmBshHhxNBgkZovOrMMfeqpSPIk0cRHulzk4l8UaZMCa449ssGRKK/vklPDNrNadv/yLkseFOtdojghInB3vdCLWa9ISzrFn/HRN3xVCoZ4e7tZLC7EwyxcPq6uBEyTIv5lX88b9FXSvxr14Lt5LnVWFN02qe6BXGcTk6hotxOWgKwpkzbRi1Rz1ffIx+lcZjXuK5LfG6Hwk0mhuNL1jQrVt/0UsO4803hhCs/c24eWy/qYJEsMNZuuM0ufaNeaZrVwZ4azi0YxNhFX7Io0GtnQav7Rzcpl4pTIwmPE+Js38tqmvrhyJMqFfDH8uSHFXH3Xt8KqAwIYoruaJX71+TqqX8aFAjQPS+U7h4LU20StGsXjqF9m8Mxufll+j802EI6Mwbzd3Fg18Rd0j/mJuJodbc2xdOFTVaWgoTIrmsC3vgjbAb4uvjhe1t6+o7h822fh/eDDZh5/xhBI7QpuVrvH+idCaX4l7S/l9Iu7vmYVQ4l+JzRX1XjWYeNyxg7h9MSGkxos4iLUc00HaOeJWMNhgHUPvGAsxqIqOjycSWetW8ihqKIkRHsraHhQi5llvLdWWWsTvnuTZ8Mbrwed4Mn3E1mvuaoEm5xoUyQuLWknXzy5Ry3M9zVqreuN8yel/lr0KU+DYfydftnLj01+eM2hFNSUm5s9tqomJiyVbYUr+Gd6m0C6SZr6kubys3L8tyP/5ryIv8g35v6PJAHKFvvUqDN6ayMOF2tYVAk8uB1QtYkuxOr6b+pOxeyOfnRJ7qbhdp66IyLsqQpoDT6yZSrySfR71I47dept4XG4pG4JW2zZjavwHG8RFcs2jB5Kcb4VhBflZueS2F0p2mNW4KKIVVMI3dVRQkRItyeg95VEKZNq4C1NpxTwXKmz3s26JyrUnzkimR4jeO1YMIVBYSERtF+L3EU2WAcQXe3F+e3y7/7y1fiyidJrrnXmETSBO3G4mJeUAtQo01xMdEiY5NGB+898KNcNX/eisJZo0Z3SMUi1Ozqffy0CLzJj8dFWmgQx3LyYh04W4I/UJsdPkoNFDtNnRwKEmEeykf+Vzev5BnJwyj6gtDqDdpHlsJ5IXubQjQOlM+/+4lPhVgUaUXP455hmaE8eFnU/j8Qqbuucnh4JmLZCu9aRvidKM86rvUp7WbkvQLJ3XTXU0J7fIOiwcEw8kfGThzGQdvt+LCY0aZgflHElEYP/zgVUJiDvLn8bNcuJ6HkV01+jZzQXF9KzuvFpDHEXaltqFPm5HMU+3kaL4TbZs3x0XkaNkpFUosg4by21gvVlxIx96/Kb1rmJF4+EeWRqWTuO5PwoL68s47Uwnae5hz2cYEBDclJGEhPWfvoOLiVUB6tuiCGbnRukkTUuMMqNGoF62NS9eoaiL+3siWHm/QtUtbEaj9fL5H98rxFkSlk5AgOg7VeeGZgXhlZHF49Sq2lq5MM/czf0ckbTp0Z+G7NvwaFouea33613cRGVry+Gey/m7xuVMZztrHN39domX33vzyvhO/af1wr0+/UEfSTs9n/hk1Hq3Hs6KNgv1nLhN+PVd0aDyxIpdTyem3idud0l/8wlpn7Z8i0vebDRdo0aMXi96xF+kTg9KlHv3qexG35m06VPj9wZ3DluecLaoLI/yDW9A9MwZDz+aMDC4157MMd0v7XSj/jbS7ax6mcE29mfO1uvLq6x/hvOsw4XrudGjaGB+hdm6M9BScZ+upFAY26cSsESpWXs7Hs1YbetkIS7rXwamH/2De5dq82eU9VthuZUu8kiq1W9HNI5kvJ49l2uWKyvX6yitjd8vzNb/zfXht3ug6gT8ct7E1TkVgnVZ0dMhk189r2SMem9sLvDtxD8+ZzmYZ7hbeFeE6i8XkZd9P+bsV86qDmTu4HvYZJ/kzvQqDOlURpkKYiHp1+V3cTjm8ll+u1WFYp3dZYb2VrfF6+Ie0oquTSLEShf5Q6oti7sf/Ft0Hs2KCDyvDIkk3cqdNgwAifn2Pl/dUPIJ8g6xjTP91G4376PP5ioNFb39KJEZJOqQeFmXoSi3e6DOZ1V472RKVhZlbHbr7xvHRxzNYnurGiy+9yFMGJ5jw6TSO1P+Q5d2HMfN8OE9vjda5oqMSymuFKM1oMXASSzx2ciDdinoNW9DcNI31S7ZwNiPlLnkkHC1RQXchPyFO1B36NGo3jHEOaaRdXM6c07qb5VCa1mbi2xOo9vcZrltWo0fjYKzS9/PhzkiS0+4ST/06TJ/yNn3y1zLgvQX8XXq+1D3k+b1w93zVWSxD8XN/vGZfRo2dgtfuI4SrPOnYtD6eWccZv/E2UxoLskkXcTB1CaVPgwyuGPjQq0soN5dwzmbjmqVsqfESvV/9ktrtLxGtdKSmt72QoTcpCvMd0m2vdQd+frcjynMnOBGXTLZJAIHCk+yIJJJF2a4o/xbeZ3ws/fux8PV+NDDN5ND2M6iqdeDVato7hYQfW8e63ctZ0mY8z/V8h7nG69mRYUubtl2opQnnqz93k6AxpV6Pd/mxR3WsMs+y+LyKxq170LjIiRi2bNrHuZtjRY8d9/go/R/JvcCKjfuItKjFc71f4vNhI5jSvSE21zYx7ov5bNCqZ1FRTfx6EX9cM6RxW1E4mlfh+p6/2Fnq9UYxBZza8ycHjevwUrce9HLLY9/G2QyYu4VIYTX74lIGTZvH4qsGNGjemzc7tyFEc5qlO08Rc1shmsW6ZV/zzSkNjXqM4rsX+9My9zi7ksqVioz9LNqfgEapIebgRtaW/3r9BgUcXLeAOWfS8W7Uk2H161JL24iUIZs9SyYzdOVeoizr8VL3XvTzTGPlOpFOpVqQB4tPCXkc/n0yA37ezBmjmjzTpSf9fTUcEOnV78s/Oa/1J/EMe1MsqFOnAyN79qG/eyabf5/BuJ3FK3bcyp3Tv/IQ3a0/PqL/T5s4YxzMc9378lw1Q04VzXW7eFM0luHOYUs/tIg3151AHdifL0eMZGzNHHadSrzRtpfnrmn/r6Td3fMw88yPDJq1hLVJ1rTr0I8RTX1I/nsV6xJLx0w0JL/M4KN9kRgHPsXrXdsQnLGdRadKvZLMO8+MGR/y7o6rmAV14vXuHWlqGM6iH79i9mWtEqioXBdWYhm7S56L8E2fPonxO0X4RCMwonNrQtRn+H7+RF7YGHnbfLwXHuw5u78yer/lryx6VKlZl0AjBUrLIJ7v9ywfDCg+3mnsTe7d3M45waTpn/DZoQQcQrryRpdWBKXvZM6h+FL+P4z6Qsc9+z+JfiI9T+pXZ2AXUZabB6A+v5mlZ5PuLKyL0JBw4CuajJ3JilvmpOmUT1EZEmV8+xUMA9owUgjjAb5q9u/cwt7rhtTrOZq3q+YVzbP+4VomR1Z9ybSzerTsP4pRPmW3znho5bXgCss3nsMsuAujOzcjMO8U8+d/yMid8SIN7iGP7pH8C38wcf1Jrjs25bUOjWnnox3YqZj8qzuYf8GENu37MLyRB9ln1/LGtFks1X4oebd4qowwM1BhYGGDzS1q5Z/muY475uvtXdE+94M/m8+SSGOatu7Fa8380Zz/kzdEx+r7a7f5XfZepnz/B7s1NXhz2Fhm9axN1qkwIXR19wWF0Rt4ftJkJmw+SkShPsqM03w/7zuWJQtLubo3SnctH/EcPJOMTZWGPNN1AKOaeZJ67Fde/nELcaJ4V5R/+fcVHz2q1m1JXXMVCqUFdVsNulGnfDDgafr7iK5pVhgTZ37OnAv6okP3EjOG9KCR5jizvp7KpxdyQYj3zo0DsVUqUJkH8nSfm/XSB/1aU+vmAPpjyaO/FF8pVIYW2JvpkS964Ekla1DeIyVL8miXQer6p27JJcm/xqOc/o962ZBlVyKR3JmSpfh0S5becWnDf4nyy0PesQd1Owxo/9Jcput9T+Nv9lBq4sqTi9KJZiFWnD16lviiXpQC25rDWPNGO4x3Tqb2D0eLrD1OKA3NsdXLITHz5kfITwqP71J8pSjMTSM2Kfm+hbVEIpFIJJLHDJUvjapo2L7/yH9DWAtMa/bmy5GfcPib+eyeNJXVk7/l7zc64JlxlC/Wh+lsPV6oc9NJeAKF9Z14rMT1P0GTHsnek2EcTcj7T2Xwo8KjnP6PetmQZVcikdyN5Gun2HnqPBF3WKHnX0WTzvmzYey8FMdd9oK5PYUXmfnRSN468sAuPHZkHvue7tO+Ydbu45y9nkVa8kXW/PktfT+YysIYObD4uPBYTQuRSCQSiUQikUgeBZ6IaSESiUQikUgkEsmjjBTXEolEIpFIJBJJJSHFtUQieURR4NT0bTYODcFce2Xmx1Mh3kXnt8PYtQ7d/HSLfis9GDlhAYtb2RUvpmbYkgWzRhXd0mLS9B2OvFRPd/UYoFebz2Z8yHNWNxbF/Yfo0WLoHH5tU9Ei6Uqcag1h/is9aFCyRZ3g/5ZmhtWZ9OF4nrGXTZZEInn0kTWVRCJ5NBHieFArKzZsPEa69tK2Lm8OH82oKuXXDNah8mTYC2/yTgOX4mt1JIu+/4j39iXJD0HvCwX21fsxsX4a3y76g323XZP/XyT3DD/sM2BQS98bm7tIJBLJo4oU1xKJ5JFE6VyflhxhbakNDDQFDvTt2wn/W2ouJe5NBzPQRV1KSGvISkkkKe/+xKHK0ITSu7+XYGhigbluPyeVoSnm+ncYQVboYWKkX7L9SDnEPRMTDO9pAFrYNTa4c0V9R79uRV/Er8wGsregIeHMSsb+uIZDt9tmuwxKER9jDG5xUx9LcxOdGFZiqF86FgoMDI1vnwYqIyyNS8dJTcShQ6TXbECNB9tKUyKRSP415GohEonkkcS6+Xus8f6TVj+GkSeuVZ4DWf+8GZuTalD1yCSe35V4Q0grzOrz+dutiTxpSg/9X2iy6JQwNaLv6K9psvMVRh7JL54WMq0mz42aVfQb7RSH3YFbCPnugLhS4larH5N6NaOqMotsAxM00X8z8+clrEvQ7jAp3Bo1k0Zn10FoS6obadAzs0Jz+Q/e/P5Pjuo2TkPPiad6v8SYuk5osvIxUKWwZdVcpuyPJlfIzIBmw5jRpRom2dkiPMYoUvYwcdZidmh3mi2NcKdTrxcYW98NTWYWKr1M9q7fg1H3hoRNmsiCFBHzO/pVHj086wzk416NqaLOIEOlR+qZ1aw26EunK2/Tb/P1Ilsq2zq8MXggPd2UpOcZYK6JYs0f8/nsUFzRrpGl00xlX5+xA3vS3smQfHHTwkzNkXVfM2bzZYqiI9L7h49qsH+rHp0buxK7YxYvborBs+4gpvZsiJc6kxx9PRLCfuOdZbu5rPVA353+z7zGyABD0kWamhgpiNv/A88vDyNVVZUPPhpEzPQJfJd0fx0miUQieRjI1UIkEsljhB7eznbExcaU3Qpck8ba5Zsw69CX1iY6Mwyo27k37vsWsyL1wUSXYZUB/DDYmz3fv0mj996k9dg3GBnmyvujBlK3ZBaK0prOTd3YMHccbSeMoeWYd5lNF6Z3qULxYKoIR6+xvGm5k5fefZVW40fRfNofaNqP5u0AI6EUGzOupxW/fvIarSa8Satxoxi0aDsnb1nC14B6vcfxgctRRrz3snDnDZp/OJ+zwV3pfGPC+V38Koex/yB+GOjGtjmv00DEr83bbzP+WijD6lrcHB3W92fs6BeoceZr2o0dTbv3XqXN3CNU6TeOcX63TsVRF2RwdMOntH9H2J0wmkaTf0fR4TmGONxsVpSWDehht4sXRHq9uCkSY7+BzOthxcqvRhWlc6u3P2SOpjNf966ONjst6w1irOUW+rw1mvbjR9P03cmM33OleAORwmiuJNvh6ySHriUSyaONFNcSieQRRIGNmSmpGWm3zJfWxKxnyhEvxnT2x1Bcq1yfYlzgKaYJ8fZgWyzo06xFS7K2zGfB1ZIh5GxOb/ueeelNGFKjRFiqObx1KX8laUeytZfxrNkZhplvAPZahaofzKB6yXy/ZAcXdEPHhSlHmbYmglatQjBR55KtsCHQ2wXLopo3n+ioa9wyCGtQi0ENs/jx5/U3hXdOOAsX/8nRkgjeza9iIx0GIn5NSd9ULn5bfuD7yzdTzLB6O/rkrmfCpstFc9y1ZEb+xft/pdOtZS2MdWYlaK6f4q/z6Zjbu1HV3ZOq5gmcT3Yh0PWm+FVoLrJ0zWGKd+PWp2mLRsT+9SMronWBViezbcUKzgW3o5XIzIK8XBRWXgQ7mxZ3WPITORNTUgZySM40EOVCNlsSieTRRtZSEonkkUSlVKAprEguF3Bs3RLCgofwnKs9vXs3JXL1Cg7cOhfi3lCY4GKjJDIuuaw416RwJUGNo02JVM0hLiWzjNjXZGeTo2eIdqxYYWyLs2U13nz/a/ZMm33j2DSwBoYG5tjk7mPCV3+R33AYy6fOZuuEd/m0QxCO5eYdK4xshFk8V1LKxl2TFkN4RvH5Xf0q7abCGCeriuN3OT5dFx8F5ja2qBJiiC0j9jUkxsWhtrLFrFw4Vc5t+GbKbFYOe573+gzm7d596Oikh16pVkWTk0xsps5Bkc7O1tbU7zGF3aXCvGfyczQSaWgjPMg8NJ+XthXQ49nJbJ82izWvv8ywaja6hkqDWkRAJQeuJRLJI44U1xKJ5BFEQ2ZuPoaG2rHpCsg+xow/Uxjw2vsMU25g+pESkfgAaDIJT8jHx82xbIWosKWqE0TGZxZf3/w8pUI0WUL8Jp/ny6mv0fit4TePsS/TYNZfRInfJ138iw++Gk/bca/R+dv1pNd/namNzHQuFKPJjiOqwJWAcsvOKW088DcvVrh396vIWjGaLCKSCiqInx2BLpY3hGtafDy5Th54lBHRSpzdXCAplrKLhuhRr00PPPZNotVHHzJk5sc8PXMmP14t1N0vRvuTGz8rSudEjqwZT5PSYX7rVeqP+YSftEP4mjQObf2BF6e8QdNx4xi+JYsuL79ET1OtA0qMDTVkPSrbe0skEsltkOJaIpE8gqiJSU7FTjuaqjMpi4b4fYuZdzWSJb9tLism75sCdm/aQG6zYbweaFXsn9KSep1f4RnVZhacKjPr+/YUnODHHXoMfa4bdS10VaueHU3bdaOTrRKFWQ36NquOa9EsEyESr8dwLausGC0i/wQ/7dQw6Jk+NCqeP4LKojojnm5PQInAv4tfZclnz5bNaFqUjV+DLi8yxO3m6ip5p9exML8NU7vXoFjXK7Hz78G01ip+2XSi3EeSajKzczG3sad42W09XGv1ZYj/nYaVtem8GYO2r/Cyn6UuX/Vwqd6ZV+rYC98UWAe2pH+AXfEUFE0OsXGJpJUMt4vOjrN5GteSK0gziUQieYQoXwtLJBLJI4CaqKtRmLt5UjRoWRGaWH6eM515UWWnTzwIhVF/8OLc/bj2+JBd2qkKn07iHeejvD5rBafuWcupObNuGm+ecOGtcV+x65Ov2TPlHYbZJXMxXYRRT4Gtfx8WTP6Gv4Ufu6e8RfvohXy0TzfX4wYFHF81ldePO/P2O8V2t43tgfmuJSxPLonrXfwqR174bzw37wjevSez5zOt3xMYbryNz/YkCZd0qK/y7VdfsMG2H79+qp2y8TW/9XFl27xP+DJCN8/8BmpObPie38yHsG7GN8L/6XxVJ57Np0uWTakYbTq/MP8ovr0msuNTEe5ps/ixgz2xMalF4dBXiE5Nt3fY+Nk3RVNGto6oy8UlP7FK+/LAwItAq2ucirk1fhKJRPIoIZfik0gkjyYmjflmQiirJ37JhjtrNsl/AOOgV9jQ9iK9P99EgpwZIpFIHgHkUnwSieTxIuswy8970aeOVanNRCT/Tcxo3bgqp/bsk8JaIpE88khxLZFIHlFy2L5mCfuVDuWWlpP85zBwwOjqEmYcLFkkUCKRSB5d5LQQiUQikUgkEonkPpHTQiQSiUQikUgkkoeMFNcSiUQikUgkEkklIcW1RCKRSCQSiURSSUhxLZFIJBKJRCKRVBJSXEskEolEIpFIJJWEFNcSiUQikUgkEkklIcW1RCKRSCQSiURSSUhxLZFIJBKJRCKRVBJSXEskEolEIpFIJJWEFNcSiUQikUgkEkklIcW1RCKRSCQSiURSSUhxLZFIJBKJRCKRVBIKjUB3LpFIJBKJRCKRSP4BcuRaIpFIJBKJRCKpJKS4lkgkEolEIpFIKgkpriUSiUQikUgkkkpCimuJRCKRSCQSiaSSkOJaIpFIJBKJRCKpJKS4lkgkEolEIpFIKgkpriUSiUQikUgkkkpCimuJRCKRSCQSiaSSeKI3kdn9dYDuTCJ5cmny2jndWeXQcn1n3ZlE8uixreOfurMH45MhPXRnksrm7UW/684eHlZv/ao7k/y/SJnWT3cmuR1y5FoikUgkEolEIqkkpLiWSCQSiUQikUgqCSmuJRKJRCKRSCSSSkKKa4lEIpFInmgUmPi1okHnlriYK3RmEonkYSHF9RONAn2nnriFdMfc6D9QoRrXxiHkRRwcrXUGkv8yhsYB1LULpa6lPfo6s4eDHh5u77K0/SpWNXyBxsZ6OvPKwdTtA/7quIZ1tZvpTCSVhwJDp0C8a4bgc+OojVe1qjjYm4q7Twh6NWjy6qu06DecLt0Cn8iGX2FkTgN/J9oE3Dxa+zlQ39kUK6l0JP8ysshVKkYYOjbB2qMJZmYPtzm/J5QN8Gj/EV6NPsa/bmglNhRG2Hc6TuPXThBY1URn9v9GH8t6M/FrNAa/dq9icT8l26A31V45R+OXvtQZSB5/HOhYYzKf1v2QT+q8RCuDhyWTlLi4vM7UarXJjv6KUQe+Z092ge6e5NFHhU2zl+kzdjx9bxwT6P/OVIbO+JERH79F45q2j7/ILozl2rlYcjKjiTgXg1pn/CShZ+/N5881Z/nzN48VL7bkr9ef4sL49ixs44SrVDySfwlZ1CoT815U6fY91bvOo3qzpx7yaNk9oLlKWnQEBblXSY2+yuOz5qICfa/X8G83Hd9q97qcYiE5MQfJyU0j+9ohsp/E1kNyz+hZdqCLjTEajRqFfh26u3s8pMrOFIOcLXxx8HVeO7GZ8EKdseQxQ03O5a3s+f1Xdotjz5/rOXMhBX33hjQZNZ6WgUY6e48pmgROzXmNL14eyfqD13WGTybq7GR+2XyKTzeJY/MZvg9LJM7Akm5tm/BbJwfMdPYkkoeJXOe60tDHrMEKaob6CWmoEE/4CSJ+7U9k8pPY2mpHrg/g76MgeXN9zpzN0plXFkqMai8ipHFt8k+9zKFtOx9ux0A7cv38x1gX/sWe70bqDB8f5DrX5TGlSc1vmOhizJHLGzDx6kHV3A28s3s2B8s/jipn6rq2p5WtNw76GlIzTrMz8iDGnsPoZBrNmrCv2Zgjemqqurwc2pfA/L+Zc/YyAZ5tCDW8zPiw9TQImMAgazVHL0zkh6SSUWsllhaN6ORan2qmNhirU4hI2cvayD1cyr9ZmpUGVWjh1oZGVq5YK3NJzjzLnmsb2ZmWdmN0UTstZGVQHQpjP6PT0Z1FZtrfNXdtRl0rTxz19SnMj+dS0nb+iDpG3I2OpQILi2Z0ddOGwQoDdTqJ2VFcSNrNprgrpOlsPW5U7jrXejj3ncGQLq5kbp/CnPlHRDddh8IC36Gf0KuFE/lHZzP38y1kFWWdHmb+zajVJBRnByHVMuOICdvGsT1nyChdvsTvHeu2JigkAFsrIwrSorh2aDPHDoaTo3XHsgnthj+FffYhtn25guiS3yqsCXzmDULdMrm4ZDr7LmnLlBIT74bUaFAbV1d7jPQLyUkK5+qe9YSdSrgRZv1az9C7iz85hxay7WoVQprVxCxiJavXReDb/z0a+qmJWDmZnadullMT78YEN62Di5MVevkpJF04wIkde4lLLzVCYeZLtdat8fN1xcQgn+zkeJLDj3P27wPEZ9y09/9c51rfvSY7Xw3EP+MS/T45xOZSeWEbWJfNT/vglR/NyGm7WJShNVXi7OXJs6HO1LYxQJGTwZGz4fx4JJGYUr+1dvXg+bqu1LE3xKggj5jr6YRdjOTXUylc1z3KxjaODKrvSXMXEyzUOZy9eJUfoq34oJ0zZldO0XtDHHkKI3p2b8gwp3w2rP2bzyNupptTrVC+b2RJ6ukwnt2eRH6R6T2Ez8CZSc9Vo05WFBPWXqd2I29aWKQw6Bddm6AwpFawD4MCbaliriI7PY0Dp66w6ITI55vV0D3FsTRyneu7o5oo0J0/cUQc+Fp39i9g0ArPloMwU+wl6kQyZs5BGCuPERsecasw1PPAqvoLuIc+j0uNzlg7uqDIzMC8wSx8a4WgubadzDwNSq+3qN76VWwML5Gh1wb3+i/jaHmNpNi4YneMa2AXPAz3kGdxDmyPlYNwJ+sKWVk5xfcxwbrRfPzrdcUofR2paeJh1m+BV9epuHtbkpNij32d4bjVHoijbyNMDFPISoi+2bgUYYSRW1/c6gzDNbgv9h7V0M+PAIf+2FgryL78PYmJoiow6YRv50m4+diSfekwIvg6HLBrPocqoW3QT95EWqa2QlGgZ98Z17ov41ZL+O3XCkvnqhipUshOtcChzVd4+QRgYGSI0jQQa98uOHiYkHH5OPk3wm9BdrwxtnVG4h7oTuKlo7r0Go6DRTQJ16KKvdemUdBzuNZ+VqR1b+y9G2BqnEl2YhSFJWFUVcM+pDXGmktEHl6vMxQoHbCoOhT3Oi/gUr0LNi5eqHLDycrI1FnQYiUa2ueK7LgG9cLOqxEWdi4oc66SfSMfHi4e9UboziqHhRd/0Z09niiN2zOiWlOc8ncyJ2wJl83a0VSIULPsrWxLy9bZEqXQoC6v1Z/MCPdg/MyccTR2xtuylhCt9Qgw9cDbpJDzUZs4rhXDqur0CuxMbWN7arh2ob29L+76ifwUfoyaXsPoYWtDSuIfbC9SV0YEeL3P57X60MzaG3cTB5xMvalm15gOjk5ci9tPeIEGY8teTKk/lv5OVfE2dcTJxA1f69o0d2tO1cKT7E5JRiuBDCxa0E/UEZqMv1kce1UEvCovNZrGqy7V8TPVhtsBV3Nfguyb08oynX0xF0gVz5ilw6t8VedpWlp74ibC7Sji5GdVgzo2Fly5tofLZR/0x4Zn/Qbqzh4M7cj0TZSYV29PcIAF+eG7OHQ0plR9nUua2otaDXwxUsRwYesx0jWmuPeYwMCXnsLXxx1re0chTHzxDGlBjaoaog6eJl2baYZVqDd6Mt26NMTNwxUrOwdsPALwrteKAIdYLhyJIM+8Fg36t8XNNJ7zGw9yvURrKSzx6fw0wX6mpBz6k4uit6T0G8LT7w+leoAPto72WNo5i7omEJ9GTXHOOMzpy8VdJf2ALrRpG4SFbSDV27XAx8sF46T9HDiahHv7FwitZk3m8VWcjSoup85PvcugV7rj7+eJjb0DVs5euNZoSM2GVcg/t5/oFGHPvA7tJ0ygef2q2DnZFdVvdl5+eASJNi5qK2cjc4v81tKkZ3/d2cPjk02ndGdlUVk68lxde2zzrrN8dzSXSzW82Skaqtf3oJaRgsunL7E1VY9GbZvzZ18/2rpb4GNjio+DDU2qedHfG/adTOCaiLptYCh/PV+THl6W4tk0wcPekpoeDrTyNeT04UhO5wk7fsGsfimUp/2s8bc1xcPWkroBHvTxt6SKowUuWXF8FZZKgRC6rZsH87SXARGnzrM+sSSACuz8q/JhPVsskqOYeyZDtMH69xQ+9O15pZsfzSxNqB/iz4AAa6qYZPHpzmhRBm0Y9Wwrvm/uRl0nczytzfBzsaNlkA993AvYczKJWFHm7iWO5Xm7bQ3dmeR2yGkhlYISw6qDsDOFvEu/cO3IEq7nKjD0G4S9abnZeiaiwuv1O9WbvyQEbRMsXZtiV+MNAnrNw8MnFAsnISp130MpjKtg4RwihPgUgrqMxzVAiFBry6J7KscXqN5/KQENB4uKriGW7q1wCB5DQJ9VVAuuoctYFQY2tYWbwRgbq4pMUNhhIty08HiRwJ6z8ArqiLVLPSy9u+HWfAE123TCoNimwBqrRj9Tq9sHuFVri5Vrfaz9nsG78894Opf7aEvliImTcNfRA73SUVYYYGirDUMQQitrDdDzmkjNXtPxDOokGqa6WHq2wzHoZbxbvoK1kQkG1tUxMROJqbVt7IWZQw3MbJxQad0tCb9rH/x6zsOndjdsXH10dovTy9zaRvgiUNbGq4dIo8ZDcfRpKtK6Hla+PXBrNp/gpwZhXC5rymBYB4/uqwhq9RpOvs2wdGuGbfXXqNJjFTXq1BYpq8UamxZLqNl2NM5VWmDpItLHtzvOdd6hSp2m//9pQf9J9Ahw70iwqpCo6PXsL0hhV8Qu4jGlrkd7vG/kuRmNAobT3cKY3LSNfPb303TY0J1uu6fya5o+tgYVV41KfTfclZdYd3YmH57aoDMti77VAMYFhGCniWLTyTH02diNDtveYlZ0NHlKO7xMRdlWVufZmkMINSwgPGoWr2ztSZuNTzP85DYiNbbU8x/FYKvbfBipOc9fVzey6vSHDNsxQIS7DwMO/MLRfAU2dr3pbasteaY0cm8pwppN2IVx9BZhaLdpCM/s/5xvTi9h+83er+S2iDrcygp9UWY0OVnkiiTTD+xPx66BGGeeYd+XrzNraF9mvT2F3adSMarahw5d/cXv9HHtMYLmNW1Qx2xnw6Tnmf5sf2ZP/o7TsfmobNyxKd8u3AX1pe0c2bGBTTPGMOeVfnz60jCWrjxBjujce3XugleZykaJkbMLqvAtbJv7GRu2iQ5ZBej596dz72BMCyI4/v1bfDW0N9NHvM2GPdForENo/kJvXEQRNKrdjhpO+uSdXcriEf2Z9twAvho3nrW/zGPP/lSda482CiMjHIsatnzScjSY+Nbgy1Z2WGcnMmvRX/i8uxzvGbv49GIu1j7V+KKVrbBrQMf6XlTRE0J001aqvvcbDu+vot7c/by36hR/aEe/DZx4r5c/wUaFnD54gFaTl2P7/mra/h5BgrHRnduYO3Bv4buJ0sQcP73rLFq7n2dXXBImKhq2rc/7fkbkxV1mxFercHxnOVW/PsSyBA3OATX5urWtiOE9xFHyQEhxXRkog3CuXhelOpyEkzspyN5I7AXRczRognM1bWVbggU2DT/E2d4UdeJvXPitKX/PrsH+JSO5lqCPgVFF2aFEz8obZcJyrmwaxcWT50WtGIpHm9FYmeSTdfo9wn6oyZ45TQnbvppsjQPWjT7G3fHO0k6hb4UiaQFnFtdlz7d1OfLXMjIL9TCsMgwnu2LpqPQYRZVaNVAVXiJ+Wz8OzqnO3h8HcOlCCnpGqmIBe99YCJHaDWNVJqkHBnFgTjX2zG3M4d/f5sqO2SRmnSRiWQhH9h1Bg5q8M6+y99sg9i75jNJvKRVGPsKN08TteYuz226zHa76OPEnlhO7cxjHfqov0jqEQ398RUqOAgP3F3F1v9mNKIsxlvU+ws3ZioKY7zmztAF/f1uPI2u/JjXbEou6k3DTpq9hK5wCvFHkHyRipcjLb0Q4f+jIic2fcOngBt2rPcm/il49eri6o1KfYW3khaKR35zkdWxIK0DPoi09bHVzZ8Uz29zBRtgLZ/mJb1iXel3kl5r0jD18F7aEowW3EZ+aJLaenMiMK1vZGS+exVvQo5ZbczyUaiIjvuSzyLMkqTXk557mj+NvMGDXuyxISkffphUtTfVQZ65jxqlNnMsrQKO+zunIr5kZGYNa5UFrl+q36aCpCY/4hllXD3I+O0OEO5e4pN/4LT4VtcIaL3NbUWuIZ0etHdrSw8LEhwBzJ0w1KUQkb2FF7NWidJHcHoWhNfYhvenUo5aQH/kkHDso8lEP90aNsFLlE7n6S3YcvEpOQQE50QfZ/d1vXM3Vw7ZOI5HkNQhq6CrKVjRHv/+GYxeuU6jJJ+P8ev6cOIx5U5cQnnGfnRt1BEd+/I7Dxy6RmilyLzeB8D9Xc0FUikpLN+zLLYehvr6Lv2Z8w/7d+7h4OUlnWho9PJo2wVpPTfLWb/lrx0WyCjUUpp7j2A/fcixOjZ5bM2r466HJLyh6m6kyc8LRxxsr40Kyok9y4q89JGhvPMooVDg6ufBmnxq0MhTJFhvDhgQFjWq74y2e0b1b9/PhiVSuF6pJiY/mk19PsSNfiX8Nd/FjDTnCXNsG29hYU9vFFHN1LucvhfNtWGpR/W7o685TIu0LEy4yeuUVjmao0RTkcHDfIV4/kPGAz5nyHsNXCnU2y1fsZNSOcFafSRaZZU//YDP01en8sOIwi6JyydeoiYu4xKiVl7iiVhFY25OGqrvHUfJgSHFdCeh5D8LBRjSUsb8RG68tjtmknPydTLU+ptUGY13SQoqG387LAUXhOaK3fEhcXIJ4fAspSP6L8E1CuJWai1kaTeafXPxzPNfObSQ5PhaFS3fsLIWjKUu5uH05GdnCz8IE0k+O59KpCPFg+WFftc6dxW/hBWJ2zSApRXRNNRlkX5hFTHSeKBHemNkbCwsGWFZpg6GykBzh7oVTx8gTD6E68wix28YTk/KgzXMh6kLtb/WF2AnE3N4dPXUS2dd+J/ri+Vun0NwOdTwJ21/i4tFVJIWf0BmWRzQCJyZy6fh2MtJThdvZ5EZ9R/SVZDRKO4xtHXT2yqGsi72vh8inw0RuFmmUlCKETxrZV77m/MG9qJU+2FUJEumWi7qoXrLCyL4GphZmaLIvk3p2IYlJslr691Hi7NqZJoYK8tMvkWham3p2odSztSM29ZooDXa08GyOvbCp0LMSwkIp8vUaVzLKlmVN3lWu5pXqyZVCo77EYSGOb19OTXEyskSlyeNK6uWyjZMm88acXFNje6wUGvLSL3KxjFe5nEuNoECjwsbYQTyFFaHEwa4/Exp8x+9t/2BzhzVs6/g7U9ysiyp0A6W2wsli98WF7MgqwNPlZaY0mscfbZeypNEERrj5yY+6bkGFeYvxjF30e9G84XHf/8Dzrw+kio2G9LCf2LD2ChqFKRa25igVBngMmsM4nd2i48theBspUFiLOsXEAUsLlRClV4m5WrYeUGdl3oNgEe6Ur7wVdvh0f5Mhn/3IGwuWM+4n4ecP71HTsijH0SvTC9OgDj9+FwGvjYsFSlFOE65cKRLPN8i7RMw10dlTWmNhZ0Du4WXsOBBNoUtz2r4xjWHf/MLomdPpPaQNTiYPODT7EFFZ+rJ8ar+iecEpn/bm3BtNeT/QGE1qDBOXn+G4Rh93KwNUQng37tKZZK093XH9/TpFKwupLLSrYOWzdvMJViWqCQgJYemIp7g8uQdhI5vyaT0b8fyCuaUJ1kohUGOvc6JMIhZyNDJNCFrd5d0onYyKew3fTTSF19lxMe9mvWRkirupqN8KUjkaXbYuy45K5ozo8KvMhR39u8dR8mBIcf1PUbjhENRGSMU8shLiMHZvhrWHOMyiSL8uGm2zDjj7ORXb1bdD30AU+MJwMq+Xq2IzL5CVVVGDrkGTsJeUoi9gitGzcEFfPNDqpBNCwOsMi8ghPf4CatEwG5i73DFzNeoIssp8bCkqguxsER8FSpV2dM8MQzNLFKLyzYw/XVZMFJwkPSn3DgKjNOLpLPOAZpB0cKYQ9fmYBIynWp9N1B92kDp95+BTLYh7XSFYoz5FSmSK7up2KDH0GE5A743Uf+kkjYefpclrJ6hWza4oSEpV0TyVWzF0wdBYJQRYXXyePlP0wWDxcZZ6LZoUVXoG5s6iEdpM5N4N5Kh9sW82h1pD9tHwxS3Ueup9HB0sdI5J/jWU/nT1qIaRKMMGVt2ZUOfDoqX4Pq07kbc9vNBTKDG168RTFtpGJ5nEfDUKpQd+FmVLndLQBx/D2zw9mgLEz+5ADmn5otMlGkhbo2KxWxE5+RnkahToG9lR7gUvDsY2ooypyc5PF7XKrSiNO/FWrUE0N0tn5/kZjD88kXEHP+Tb2OQyIik3fR0f7hrKkH2TmXJqEcuunSbbOJQeNSYw0rF42pWkBA0FyZe4evoEV08JYXriIGe2r2TzrDHMn/knsdppxZoccjKFgBFlIHbjTJZ9NvnW44tl2oQnO1eULT0bLO6wwLJ2RLioKOkbiQ5RkVExQtSaltnoRYlVmxF069kI24y97JjzCb9NF37NWMA57ZzoClAXFI823x5dXEQ5NbPRTaMrQQh5C2tR/6mzhR3RTuWFc/TrkXz71jssnzOPnet3EJXjgE/bV+j9dH1uU4v+39AUZHHsYhw7xbHjQizrwy7xxeo9NJ+5i2+1E5VF/l3PKixaSejYnr30mb+D3uWPhaeL3MqOucizM9YQ+s0uhv1xgq+OJJJp48RLPZvwaXV9srPzyRHPsaGFMY5lExFXK6OyUyRFjuQJUasdTTcrszSoAidzo5t5cB/hu4FaTW7pDM/LI0Uoe4WeEW7lNg1SWpngrFSgzs1DK1HuFkfJg3En/SW5BxSOA3ByNhGa1BDzWp8XL8OnPbp8irOdvjA3xyqoD0VT7PLiySuqdKtgVjQvshRmgZiYVJwdmsJSPVJBYU6qENAKFKbOlF2+V4hJcwfhp7rYjs60QsSDe1txXDRskkNBnhDQovI1MNd1DkpQOGNkZlC2QlbnF7unZyKEQZFJMQoHDMptYKNO+oWzv7Tk8IpXOLfjC66dO0yhRTOcW36Lj6+5ztZdEP4VjRrfCYuB+HUYgZ1VCon73uLMny9xavUwrlyKv3PHID+FggLRqSk8RfTGF8Vvbj3OHNwvLOaQeXI0hxe25/jat7i0/wfio7Mw9BxMFSGwbW8360TyUDB36EI7UxWFmfv59cISFpY7ViYmolZ60ckjFFP1cbbFJ1KocBdicyTdrB0wVhpiY9GCV2sNoGaZQnw/5HEs/iipooMb6PkcHcxKpIchHq6vMalGV4IN9chN3s/hPDUqy8686Op2Y/qHkVk7XvTwRU+TysH4kxWOcqrM/akiWu3CtG38dHUXexMOcyApigLRkJauQYws6tNMdBziU/azKWIZc09+ytcxCUL4m+NuZqOzJSlGdGaO/8KyqRNY8skHLJ02hVXzF3HocETRXOti8og4Eka2yFv7miEYJ5zi8vEjRcfVqEIszNO5dipcWDvJhZNpaFR+hPRrhW1JETBwI+i5cXRsVx0z7cy7zFhS0gtRGFcjsK69rj7Vw6ZJVwIddd/IFCH88/ESdX0hcX8v4/D+Q0V+XokpxPB2ncC7oouLWoVL28HUcC4pgYbYtRhMiJcemrRjXDgrSqChL351fVAmnuPinnXsXTqbP37eTZpGibGzO2YP+qg8JNSZMXw0fztdv9tOt3k7GLD4EBN3X+NMjs6CELm7T8eRJNrQ6v7O2CQnsPlcbNGxM1aDm2ke+y8WD9yYurrQzUVJ1NVofv37DB8s/5t3jmWJesQQP0djssLj2C8KiJ67HxNDzG90NEwcfZjQ0LrstC7t26zkPFHn6NEo2B13XboZ2HsxPNi01MDSvYfvthTEs+6C6OQrbXmhkyd+JY7rW/J0hyoEqzQknL/GHiGu7xZHyYMhxfU/whLbmt1Fo1xA9pX5RauTlD0WcT1DjdK2N86eZuKZ2U/ilRghWH1xbv0RTi6uqJTG6AtR4NNuOJbaL2fuAfW1raTkCJHuOAivAJ8bIldp0wevGtVRapK4fuXgnQXkXckmLUKIXo0e5kFv4mhdss6rMSbV38TZodwYc04EOdmiodCvi52vi85QH+Oqz2FnWW5k0L41tvb65MZuJeHEHMK3juaydo66wgpj7WtVEfLCAu2YnRKViYOu0rn/GlxhG4SpSFNN4moij68j+epOrkdeRm1wl41vCg6QHHldeO+Ptac1OdHidxHaYy+ZGif0co+QkpQoLJpg5t0eM2UM6VdWEXPoMy7+NYVEkecKI29MTOXj9e/hTHuP+ojcIix8Lt9dXMyP5Y7ZZ9ZxvlCJnVNnWhnlcPD8l/yamomBWStGN/iBde1XsKLxGHqY5pNSUNxzu1v/7VY0pMYsZE5sPGqjxoxp9D0/NvyU2U2+Z15QB5q4tKeJENyavF18d24vCdjTImgWS5p8xhcNvmVxo+E0MVQTGzOf+bEVf01UmH6W8yJ8ejYD+aT2awwPHMHkhtMYVjKfvAhXugaOZWLDH/mj5VzmNfiELxt9yyQPR5SFERxKitHZk9w7GrL2LWLbIfHsO7ag85TveOnDjxn4wZe88tkE2r8wksb+Qk5p0jj760LOJqqxqPcqz834kqff/4QXZsygU6v6VGtZHzutCss/wfFdEeQrbPB/4fMitwZ/PIdnh9bDrEztXUj8xUvkaud89xhPj+eG0vr5t3lm/DN4lKi5+6YkLklobBvT6aM5PD/hI4Z8Ivx/rj5m6njOLFnM+UwlNq2eo8uIaQz/dj4vfTSVge9P58XR7bBU5JF4MoyUf9bQ/F9IDAtjwskssPNizutdODSiFWtf68iJt5rzeZ/6jPMSdbfohD7XpSE/jujKpfc6sXN4S9aP7MiiBqYo81PZdiEDTeoVPt6WSKrClO592xH2RmvWDu/IsZGhdDTXpnJp1Ow8eIXT+QqcatRl11ttWPdqe46NqsNT5qKd0tnSck/huxOaXFauO86aVHCvWY+db7dn48ut2f92Wz6vYUxhcgTjN1wj5R7iKHkwZOv/T7DsgZO3ragkDxK9c7oQ01+VO6Zy5eQp1ApH7II6i15tJtf3vse1+HSU1t2p0nMrDV89Rv2+03G2ySO/6H2zeMTuVlllryP8703kaVywa/07dQcsJaj3Our0/RBb00JyLkzj6uV/+hW3hryznxN5Tbhj1pYq/bYQ0vsXggdtoVbz1hiIiqJMMAv3EXf2guiVO2DbehWhfRZTs7+w21LYVZSyqfDGucl0qvbZQf1n/6JWr58J6ruOwOpuQtReIiUyQljSkB9zhKxCUHm9Q3DfX6k1eB6u97mHrSbxGBl5Qui6vEa1jpPwbjKZwD5L8Ha9266SyST8PY0kUa8YBXxK7Wc2ENzzZ4IHbiO06yT82ryGhXZgyaof3u1mEfzsPuoO/oOaPRZTa+DXOJkrUV//m5TU+5dmkgdD36ojXayFaM3dx6poIWx15qVRZ2xidWImGr1gurn7CoF7jHn7R/DGySWsidnH/oS9bAqfz/j933Gg6BVrNpn3PGmyNLFsDHuLt86sZV9GPtbakWajQqKSNvDNoff5Nkm7lKOa6GufMeLQfBGmaCHEfahmYUV+xiFWnZnAiOPbhSsVo87ewKdHf2ZbajaO9m3o5hqKU84Wvrt6sdRUgGQOhC9jXcIlrius8bQMJMBESXzyZr47PIkFD/zNxH8cTSwnZr/Nrz+v42JkNkYufri6W1Fw7RCHfpzF3gvF7xo0CdtZPXkSmzcfJjHfCntfbyFYYwjfuoDfPvmR8KKtAfK5tnIqf/y+h5hkMPfww94sjavrv2L3Cd2bwCLUpG79ij+W7yY2xx7fZh2oWdOB9J0/ceSf7Fqkjcs37/DbL39xJVaNuac/Dpb5QtitZ8u0d1jzt/YNn5qM43+yd8dh4lKVmLr64ebjhDLpNCd+/ZjlK86XKnOPEZpMfvllCz1XX2BDrHhGHWyo52RITlw0367cz4yrogbRZLN592l+OnudBKURVd3sCLFVcO3yFSYu2MWUonWq1RzbtovOy86wOjIHfRtr6jrqEXv+LK9ujrtlWlfu1VMMXHSKP0TZwdKaOk4GJF44J+zGlnpDIriX8N0FdfIVXvhmJ+/vi+WS2oQgDyscCtLYtPcovb7ZzzLtAtb3FEfJgyA3kXlg9DFvvIqatbzJPz+SI5s2VfxlsElPAgd9jI3eeaJW9Oaq9oNHlQsWAb1wcA/EwEBNwXVRAZ+Jw7bbDBwN93Fx4VBiszSoAr+jfutmaC6+yf4Na8sJBn0M3QbjVrs7Nk5e6CtzyEsJ4/rZ+UQe369bZ9ocx85/4+cpKsyNjTh7IYfSG6ac+2EkiTcCbYBt211UDTAhdUcrTp5IKDbWD8A+9FWc/ephamaGJiec9IsLuW40Cu8Aq7KbyChdsA59C4/AxpiaGgkRcInU8wvIsJ2Mh3sKcX+25mKEASa+Q3AJbI2lgw+GRkaijUkiO2E38Ye+5FpUiaQwxrTau/jU6YC5qR6F6ceJ3voykYlP3Sb8IllvSS8lBm4v4t2gL9Z2jijVyWRFrSI+vQFewYFk7utG2KFLZdKkzCYypvVxDn0WR69aGJuai3DGkR29mZhD3xAXLzod+lWwDX4GR+96mFm7oK8n+hhZV8mI+IOoAwtIKbOjxMNDbiLzoNgRYKXP1ZQYbrwxRrs+9EjmhLTFPnMlo3b/wKkntoZ8PKncTWQklcn/cxOZRw2z0CZc6udC4cn9+P50VXTVnxy0H1dK7owU1/82CifMHA3Iio0oJZYV6Hl/TK2OvTBMnc/xJdPKLDsnkdwJKa4fBAW2LuP4rmZ9FBknOZx8hdj8QkxMqtLIsQZOykyOnBnD2KtR5Tq1kv83Ulw/ukhxfRMprv/byGkh/yoKDPzeoVrPtdTp/wP+zd/Cs/4b+LT9iVrtemKkSCP15HIprCWSf4G8zKNsT4xBaVqL1p49GVylDz1damCnjmDH+Y/5SApriUQikTwAcuT6X0WBnkNvPOo/i72bL3oqhTDRokGdc5Hko5O5dHj/PayDKpHcRI5c/zMUSivczFyw09cjPz+BiPQY0uRUkEcWOXL96CJHrm+itLCmhbMh6vQUdkTnlP1G6TFHjlzfHSmu/1/o2WFs44mBgT6a3GiykiLQLVAgkdwXUlxL/ktIcf3oIsX1fwMpru+OnBby/6Igkez4w6RG7SMtQQpriUQikUgkkicBKa4lEolEIpFIJJJKQopriUQikUgkEomkkpDiWiKRSCQSiUQiqSSkuJZIJBKJRCKRSCqJJ3q1EIlEIpFIJBKJ5N9EjlxLJBKJRCKRSCSVhBy5lkgkEsl/hnMH96JRy7VPKxsHT29snFx0Vw+HK0kZhF27rruS/D9o6eeIpbGB7kpyO55ocZ2fncz++Q11V5J/k+A+vxF5aC7JVzbrTCQPA1ufNgR2mq27+uesi9zCqsi/KNk7VPLPCbWtSUvnxkw/+a3ORPIgmOub8lndCbqrB0duIvNwaD1oKHU7dNFdPRy+//sCY/44oruS/D/YNbodQS7WuivJ7XiixXVuRiwHf2yuu5L8mzQcdoxLOycRf2alzkTyMNAztKDBiwd1V/+c+eeX8POlxborSWXQxb0jL/g/TbctA3Qmkgfln+7OqEWK64fD4ySu7QMDectXn8xCcVGQyeYDl9md+jCkkJKOXYPRW3+UNfk6owow9qzKp3UMCT93mZkn03WmjyZSXN8bcs71P0RhEoClTxccqj6FjZM7KjngV8koMXTriVONARUfVetj+K+kuQqT0CXU69yP4hdiJjh02o6f9//39ZhCJV/PSSQSyb2jwNTOlOSwk0xcf5xJ+7J4qr1/8S2lAX6edtSyUhVfo4e7mz2N3Eyx0qklpbEZod62+JnoGh6lPl5udjRwMtK1DQKtOx721LbWL/UOUIGVrS2NPMywKtVmKYwtaB9iQ+HVOLZHZQoDfarYG2FlbYmvsbDwIGESbngL/+vYGVQg8ioOh6RykeL6QTGogVOrZYT0GI+Te1WMLWtgEzKLWv1m4uJoobMk+ecoRN1lhb6RddFh4DoY7xp1MNBd6xualKq8HiaFZJ16j9O71pGnM5FIJJISlBZe+DRqR50OT1GzbiCWhrob/zZ6tenw0Qj89HXXkjuiTk/kaKEp6NvwavfqtLc2FvlXm/E1jAltHcIIV0PsHFzp7KmPsZs/n3f0INDSnM4t/WlmpCKkdhXa2hnhVjWIzxqYCXdsGd27Jk/ZGlClRiBD3PVEG6WidtNQPggyw8HenQ96+RNSKn+00/AUJQ2Z0opnu9XljepmmBg+QJjMxW961qSbrRH+NYP4oqkNWo1ezJ3DIak8pLh+EBTeOLX/AqeC7zi5ZDDndnzG1f2fcnFdb47v3IdaT09nUYt4aPRNKxSACkNrVCU5oDJAYWCLXknntDR6lujpl76hLwRn+RFLA/RM7NEvc9iV+51AYYxK/3F6mgrJvvIDkYe+KTqirl5FnbKVKN11ZNg2cm68zasoXUoj7hsY6c5VqIwsbj4ARWlcPl0MUBmb38y7/ERys3N0F7dDKfyoOL8lEskTiMICj27v8syYgfja65GXkYOBRxs6vTeBRv4l9Y3k0UKFu5sjbQJc6NUsiFZpURj4etFCkUmWkWhLRR5WqeaCqWhcTC2N0EuLZf3VQhrXNufv9af5+Vg4n689x86cQi7HZGBkb011U3383a0w9PXA8+Jxvjh6jd92nWZ1gmigVPb0sUvgw+1X+ePwGT68bE5vn+LWR5OdzsmkLMKvxnEkpfhD28KUGObuucY5p/sP0z4XD6pcOSH8j+SXrSfYY+dB4xIZcIdwSCoXmaoPgMr7FdwMlnN+12Zyy3x0riY/ehmx15LFuT5GvmOo1n8jIb1+otagVVRv0gnR0dVhgn2rJfgEPYd/r98JbtsXy8Dp1GzWTDz2pbHCrtVPeLuLnrXSHdtG31F7yBpq9viNkP4/4F3Fq1jI6TfGrd2XBHYsOeYSPHgL1Wv6iJsqjLxHU7XXamr3+5kavdZSp+90nOxu9mcfa+6ULlq09xvOFffXUrP7UnF/Ib6BXfDsMRPHotdoSgxrfEXNBsFlRbFeW/z6T8ZW11dS+k2hVtOmFQtnizZ4dlxK7QG/U7PbL4QMWYl/jUD5gEkkTzRKrFq8Rhvvw6yePIVNq9ZxfPcWDq34iqXTv+VkxM3OuJ6VJx6hzQlqXA9n61IdebMq+Ae5oDR2waNeS4IaheBgUa7mMLDGPrAe1Zs1x8/HplwbocTIJYiqTVpStbpbqTamBAWGTtUJaNySarWqYCZHKm+g0RQQeeYUIzbFC5GbT2LqdXZdimfnxatM2hjJ3j0HGbkzhnBjb6Z3sCcnT4G1sa4FUCpQqWx4tYkFu3ad5MPNkVwoVKDOLkBpol9c9yv0i+wrKCBbaaCbhqHAUpjdaZxGk19IptDkDxImpRD8KuOb/lspC7k5i/v+wiF5cGTbf9/oY+4RQu7ldWTd4fsHpdNIqta1J+Gvrhxe2oujv7zINc0QAurXuZnoCjts/V1I2NCbsA0/k3L2VzJc+mNnWkq+WfbAyWoXseF5mNf/Ag+TtZxd0oFjy7pxZM0CCJ6Gp4sJ5G8j/I8BHF+hPQZyNuwChQlzuCT+akW/Ovc40RtEOERYwpZ24PhRBa5N+mFUyqvHE6M7p4u4b9Hga7xt93Dh13bifneOrJhKltdLOJjd0go9OIUppIeN5NiSbhz7rRuHV36PotbbOJVvJCUSyZODypdarYw4+csmksp9sKZJSyBNJ1wMg5+l1/Nd8XWzxMi2Js3enEAj32KVq7CpS8M+z9Pl1b74OJhi5NSY9u++R6ibrldvEkrL0cOpG+yJqYk9nr3fp183v2KBrTDDs9eHDHy2GfYWZljV7Ef3l9tifePlqQluXcczYGgLIdjNsKjag57vj6KG03+9XiokMiqOLefjOZCQizbr8iMu8LvanWH1vRlU14c2NkpCGtVicmtfunkbEBWbyd691zBvEcqnXWrxeTd/6utncvi6Cc+2DmJCaxc8i9y5yHrjQKZ3rsnEp6oQJMStujCReaf0GdlNuNc1lNeNr/F9xN2Xg3yQMIXEXWCtUVWmdQ7mk56BWJ6+yAHth5taHjAckvtHrhZy3xhh224LjpEdOX0mTWdWHgNsWq3FMaY/Z84k6cwEei2p0qcT15ePFRWx9oO4HdhHdOLUyQSdBX0sGi/HK3cMxw9pRbEQ8o2W4pk5mpMnq+A3sC9py18lLvtmlim9PibYbydhm/4SEroYhe1zVGtbi4S1rxOfXurBUVljaGGHSqkUHdpWeHdwJ3rRuySXPHiVyMNaLURZ9Rvqeq3l4Ia1xfFVtbxzumzLx3fQ82T9PoRraaXSwmwwNQa0JmnxUGKyFBjW+pHq5l9ydNchbrii9xRVh7QlcdFoEgu0fn9NqOtKDm3ZKuxo828dlmfaceFKySxsA/TM3TAw0H7EYoJN0y8wOtaWC6Jj9LDQTv2pP3SP7uqfI1cLqXzkaiGVxyO3WohJa3q978H+8QuIKlePKq08sFfFEZeUK660oxg36yfDBm8y0H8jC346gcJjAM+86SLcmMmZNK0dBabN36GvxyoWLDpV/IPSGDeh23uBHJs4j0ifZ3mmbwZ/Tl1OQpH/CoxDhvPMUCVbXv+SS55DeLp/NmtL3Teq/SoDWpzjty82k3EzSP8YuRTffwO5Wsi9IYfV7pt8ctMSMLKpUlRdVowZBmZ2WNb7mZBB628e/cZhqTJG/8ZwcRZ5mam6cy35pJ1ajcavP5bakQfDVjh7XCH2bKTQbY4YmITi3nNdGTdrNa6HUs9KyHAdhg3xavUUWXsmlBLWKowDp1N70CL8m7yJZ4PReNRpg7GyEkdu/1/cLV30HTBQRJGdWUpYa8kKJ+fmZO3bcB/D+la98O+/jqC27+ClTd8Gr2BrJUT2Y/9mQCKR3JbCHPJVJhjc0pIKkVvnGdo2cSi+NK1CrUFv0vedjxk8fip9u1bD1MS0+J5AE3mKiPSS+khDdkwsWNoUXyrMcG45lG5jJjFo/BQGj+2Nm6UphgolFlV8yT++j8Qbwl789sR+IopUs7jv73fL/ZyTB4hzDMS59KdBEomkUpHi+r4pJOPCBgp8h2JvfrvkSycnNZb0w89wZHHHUkcHDv/8GrGlKtFbSPmd2OuNcPaxwyigHyaRSyga+MiNICcjjKg/OpVzsy2H1/+K1goKF+xbvIPpxfcIjywl2pUhOIe4krCmGyfWvMyZta9wZtMSyuvNx5K7pUteNLlqL0zKT88w88O4ZJ6ayAd1fi4qg3KrvJi5YHhP/Q99LIJewOjiSxxd+SKntem7dgwx2uFuiUTy5JJ3mivR/lSrbakzqAg9PHq+QtWMP1k7431+nvwOvyw9RLburhaNupDCMs3BzQtV1f50qJ/OoXkfsXjyu/w8ZSGXRBuiEHbyc3LRNy33AbWhGUZFoy0a8rJzMajgvqE6h7wKmh+JRFI5SHH9ICT9yKXjJnh0no6Lh/vNj0sMA7BrPBu/6k6knFyOIuhDXJ1sdTf1MXAbgqvP3baHTSbpxB6Mg8biWVVFwqmjxdWsej8xpw1wbvEc5sY6H5VOWNZ8DtsikW+EWchU3NRzOH/0XKmqWaDJoiDfHENznXhUOmNdpx9PxHTgu6VL4V5izyhwav4Klia6+8Z1cGs+iFLjRuRHHyTXrT/Ottp52gJ9f5zq9aRk2dA7o0adl43K1FU0o1r0MfR8BSc5NCSRPNlornPqtw0YdR9Di1AXDErqC4UpVnYWOlGrwNBYSWZMDJlaRauwxjs0kBt9+7thYowyNZrkNO30MiVmQQ1wK6rzNWQe28X1oD6EeOhWJRFu+3TviEdR1aMh68gOEqv1LnPfu1s7TIV5lOz7SyQPDSmuH4gcUam9zMk9JzEJ/oLgwRuKpiKE9vwA28K1XDsfKQT4D5zdthvj+vMJGbhW3F9FtVou5F7XriRyZ9TRS0hQdMAq7TfidEvzaEfMs46O4mKEN55d1wg31xEyYDau5vFkZQs7Zr3wqlMbA+cR1LgxPWIdNRvUF3XsaaJ3rUK/wTLqCLPafT/FNn07KXfYMerx4S7pQj4Zh17jYqS4330DoSL+IZ2fR+/MHBJLzdHm+gIu/H0Vm/arhZ211O4xFuOIX0nOvZfhnUIywj4mwfh1goeIsjBgOX6+10iOytLdl0gkTyrq6PX8/sUqckNeov/ETxisnbox4W0a6G9h67ZrwkY+l/9cTUG7D3lu4lQGvfsKXlkRZNzjm8PCsN85kN+JAZM/ZfD7k2hfPZPEknYheScbfjiCw+CPeHbCVHF/FAHx2zmboqu3Unezcf5B7AZ8yNMiXEM+GEut3N9Z8/t5UWv911FRv3ldZnUKpKt96Z6OktoNA+lsrrusbPRc+KSra6m1p/9/GJqb4CjHgB4K8oNGyUPhkd/+XNmEKoOGkrnieWLutOzLI478oPHRp4t7B17wf0Z+0FgJyO3PH10euQ8atTsd2qlILDDENieVS9kKrO1tqGqQTdi1LAwc3BnfzoEjB6+w82Iy6TbmGIkej61pPtcUhhgnpRMj+jD6pubUdtAnITYDpZmS8IQcCrW7JrpbYJp6nWMpoptSzq9wTAlyMiY/MZlTum+fVCbmhDjqEx9vxCutFXy4+hrZaHdLtKGaaS6nIzMo6ROVoYxfapyczCmMSyNBo8TZ0Yy8+DSuG5lR28mQtLhkLhS1Z2XjmqULX0yeETWtNVyKTCXBwILuHYJoHnWJny7EF62xrd3pMUS4cz02WaRXxe2i/KDx3pAj1xKJRPIQUYs26vHtvkkkjymldzpUqghtGsLbgaY4uvowpb0rDgohQbXrQhdbplr9EL5s5YqPvjivW4VWhmDmHcis9m5UMTejdfNQ5rRyxuyWnRyNhDul/DKwoV8DZ6qYmtC2QwhD7RSYeFTlq46ueAuh3rmlD6FF84fuYbfEW/wyJMfUg3caW2Hr6c/r/io0rrfuGlk+rk4qbfjqMT7ECkcbJ97qVYMW5fY3Kt7p0Q0fc3O6d6zDcPd7+uBIchukuJb8N9FEcf3kOjLypez555jh79iW+qby/eI/Q4GFZRO6eHSiq+7o4lJdd0+Jl89nLA/tgL3ORCKR3JmSnQ5P5DgwoIqC8Dx9bJQ5xDu40iQnhSupGRw4n0ykdo6MOotNu8+zJqZk6VQljWuasHXdGX45HsH3W65yUti7dSdHIV6FVr7hV1o6J5NV+LlaYWNoQYizHo2DTdm57izLTl5l9pYoLmibnXvYLbEiv4wvn+EnvWr8VDdP+JdKSPldI/NvjWsnMxG91Bi+2R7OH0fOMf64Hh09s0rtDIlup0cRxuPhzFgfj28te+6037HkzkhxLflvogkn6ehy0p+Ieef/X5SmHRgR9DJj/JvxeL4sdKFt1UE0vPE12v8PldIEC30LLLWHUQh9/Fvq7qi5GjmLd8/sIrHo+tEJsxalSUterlLvMc1/yZNKyU6H2nnvqZnZhGl3OrwUx7L1J1mZWWSlFAVkldmSQENUmpIA3aRkQzsrqhgL0wp2TUzUvp3S+aXvFsAw+3hmbzzOtBPpFCg0pOUrsNJ9wao0NsCqSHndfbfECv1SGFPdMo9zhWZUE6I5vfyukRXFNUv4YGwoxHaxNRNjYStXU/xGTfdTrTs3wijEvCqvQL5x+wdIcS2RSP4BhtTybEnBlbn8bdaJp8xuV6XoYaRnqKtwlBjpm5faHdQQcwNj3UorN9HXs8T0FucMMVXplbQHFSDc1jO6xa0SlCpTjEUDdBPht5EL1exr4W9sjY2B8LOc4wqlUbnfPCw0XL++kcWXlrJIHD9HHCehVOumKUwhPi9X2Lp7mFFo06mCvFCaYamnSx2FUQV29DAW6Xe7XKwo/ZUqM2xNq9LAzhcHQ2usDUzKpb/Ie5V2YyWJ5P9EYSLfHVfTs7Evg+t480yAqXiedPdui4ZTu89yyi+IT56qyVsBKhIy1eTcsmuiRsjZmxQkJxFl7cuYDkGMqapdk0rDgb+jsWoZwkcdazKpoRV62jemFeyW+EO2D5+1KllhTHQJKtihsUaTAFyOhzFmYwLBLb1J3V9u10i928XVgj6dgpnUtQ4TnRNZcK6Q6KhcApvV5I0aphzYew2L5rX56KnazGypz7q9iWXiJbk/5AeNkofCI/9B4xPC//uDRoVhWybVq8WWfTO47D6Vyca/MuzUEW4MwCjdaOn/IkMcnSjMz0ahyONK9FpiHLqjOf0mC9K1H9H0YEYdexbs/o7jN2ojQ1rVmkfT2Bf5MDYfZ4dBvOJTHzdVAXmYYK45z7KTX7EqrWiFdxEQexr4vsizLp6oCnIw0FMSGb2Azy8eIUnhROMqQxng6IKhWjQXeuaoU1fy2cl1XNJvwevBPWlg4UB+ZiTJhdfZfXYav6YWiLRtxHPVBtLMRE1GoT56eYdZfGoh27Lur8l5yq0DLwY8Q/f7/KBRYdSV6fU9eHPH10XXRq7vsdBmM0MuGPPabcKsNKrL04GDaG2uJLNQCGFNJDsufc+PcbFoV14zcn2X72zOsE7ZkFam+qhVlpjl7eW7E2socHuJp+1Fw64xwlovia1nZ/JdfKKQBso7pH8e9i7Dec+7jhD6BURkXCcvdy+zj63knEj3Zn4v84yjM+qCPAwUKey/9C3zYqMfuNGu7A8atbsjDumdyLKZm26W2X+MHp6Dp9M4dSa/rInQmT1m6AXRZlJfMr75gH1R97asyZO4Q6PKwZkeFhlsuZqNeZUavOV4hVHbUx/aSisKK29e9Y5m9lFdvVZZqOyZ2NmML1ZdIUVn9KDIDxrvjdsPUEjuisJjEqFdB93cHfFRQL87gc98oruQPFpot0zfjp/3kzKTTYmPewec4tewJ19NZNR6Ltt2oc2NIWkTQqu+y3NGu5m0exgv/j2aF/7+jC2GHXnqthswVYSG/PzzLD86mqF7RvPynpcZdUVB76odKF41Xp/AKu/xmsVJZv79svBnFM/smcE+/VrUNBL+aPJJT13FxL9fE/de58Wd41hKN151d0KRs52ZB75ha/YVVh0dx4j9U4pEKspAnq01AJvoT3hh50jh53DGXdHQM3gINf/P3/lobhvmAJ4NeZEqyV/yclGYh/HSicN4BLzDc1aGul8rsXNsjt21qbws0uLlXa/xcVIAI+t/RH/lat7ZM0qYv8zzJy5Qu9rTNCkagr5T+mtIiP6aMad2EpO2lg/3jWXkUSGsNYbUqPI2Txvu4EMRjhf/HsFzh35H4/Umz1uX+5LqiaOAq7++zfJ1j6mw1lJwgm2TPubAPQrrJ5XCxOtcMXHkmRYB9DCJ4qOdD09Ya9FkRLHoeCULay3qLPZcSCnebE7yryDF9ZOOVTe86rV8tDoAkicDVQg9nLNZH3G+aCRSk7eHlfEOdHb3La5YxP1OjoksP7OZ8JIWSZPAvvPLhBi/nxdmGhKv7+dEvglOpp74mHtimR1BgokXnlqPlLXo7JrD6jN/cr5A525hOH+e+YFtOVpxkMTx+NOk6jniYeYlfm9BfEYSbuYeNzeAKoe+XTua56xmbnSUbkRTTVLiz/ySHkpn+0dTHOrbtqdd4XpmX71MyXTS7PQNfBWeRiv3WpTI68KUDSwWoqFYNmVxNmoXkaoI1l86xvUiMw0Z1zexK8ebQDOtur5L+leEMphOTkmsPLudCF3eq3OPsODyVeq5h/LIpaChPa6hzanRMBQny3KTihQmWFdtQPUmTfH1tikuMwpb3BsE6+bO3sTQsx6+bkYYudXCrWQBYbMq+Ae5oDR2wUPUxUGNQnC4ZQcvBYZO1Qlo3JJqtapgdqcKW2GOXVATajRugLtjqZS8J390CDec6tTCWmmIpV99Xdysbz4P4r59UDWsSyWFwswD7wYtqF63GlY353Q92ahzOHz8Il9sOsWsw4nEPuy+RkE+aQ9DvWsy2XT6epldQSUPl9tVjZLboTRBpXeXZNPaUd2t8jFAz8hMNw9RH6VB+SXlFSj0zbXfJ9wGpfhNuW1ty6NniYFlMDbu1TE0tUffuMS/Eu7BjX8ZhYEtehUpHhEXPf1bbygMRYOgyw6Fvtmt6aU0RVXB725QUV6pLNA3EelV5hD+lHdbT/h3uwxSGAt/n+QujQJH1y40KoyhwLo5bV1aiqMJLnnXsHDtTENto6w0w5RUrpcX0prrJN/DvACFoiRtlbi7jeH7plN5J/AZnvcbzFDfhrgpVUUVmELPDjtFHNdyb9PyKdzoGPwVC+u9zvCAIUW/H+zogp7ids+xAlNDW2xsBvBF0zksvHHM4hUb/aL54rfJ9f8jIsxGtiizo3UfPJagISUrjkIRH93eo2TnXidDd65FU5BNdn4KyWUa9WyyCvUwLEqiO6d/RSj0bLEzrM7T9b8tlX5zmFs1CAOVOXfaLPzfRmEZSpuRL1LDwxJj+1o0HjOVTg0civPYOJCGYyfRobE3pmb2eHQex+CXW2KtyMaoxhAah97c5xWFEzX7dsJeXYBFSA9C/IvrdIVNXRr2eZ4ur/bFx8EUI6fGtH/3PULdSpSrCW5dxzNgaAshhs2wqNqDnu+PooZTBalrWoOmb39A6zqumFp5U+O5D+ne2rNIFN/dn1KIzoFflz40G/oO7Zpo4+aET8/xDHmhKZbaiGvvP9UB0U/QXmAUOID+bz2Lv7MVZh4t6TBuLLXdK3BXIii9OY2SWg3EXwvRynvX5NM6t2kT9Ixwv6+3eZJHHZmb94jCoi1enVdTZ+ASgnqtpnb3CdhblP2wR2HRDq8uqwkdIOz0WUvtrm9jZ3WbKQD6najS631cak+nZr+lBHVfSZ3BP+Pt646R9xtU6/sHwd0XUvvpjdRo1PLmkjgWbfDsuJTaA36nZrdfCBmyEv8agRVkpAIDnzcJaNgaQ5vuVOnwJVVb9Cv+QOye3fi3UWJQ9TNqNm9RbkTRGrtWP+HtXqohK8IE+1ZL8Al+Af9evxelVy2RXkFN2mFk0QrPp1ZQu89CgvpuIbT7WGzMbubWnfJK5f4KAR2/JLDk6PwroU/PxdlaGyoVhl4jqNr3L0J7L6TmgL+o3ek1rIq+KFOJvBtNVW356PczNXqtpU7f6TjZPQp7cVUyCj+6uDtxISUTRzNPvHSHh14Mx3Nq0sPVCWXBOc7mBtDwxjbQxeibN6R+qS8VNYXZ5KlMKJU9AnscjXSNt6Ia3bwd2XZoBKMOTeK9I5N5L2wtF3WaXVMQQ2yhC57GFZdgPetO9Dfeydt73mbcYfFb8fuPI64UzUGuGA2ZWbEkpCznzV0v80yp4+mdLzEhMkHYePgolAboq+/1Ra42zPHkm3jirDMpRomdmQvkxOoEtW6FgFu4nbngLulfEdo8ick5xy8HXimTfs/sfJHBRzcQp7P3KKB0MCbmp0/46/fVHFw9nxUz1qDfbQiB5vq4dHken7Nf8uv8JRzYsJJtX3/EnvwutGpqxKVtR7Ft3rxYjApUvm3xz97Gce3OI+VQWGZxft4stv/5JwdXfs3K9YXUbBlQdE9ZpRdtap5m7aez2bV+DfuWTmfZHwXUHdCq3DOhh2uXITgemMayBb+yf+0S1n/2NbEhg6glRJyWO/lzCyoPTCK/Y/mCpSJuv7Fp5kccNO5DiwZCCZZG5U+Dvj6c/eojkUZ/sH/FbJZ9fwG/Pu11K11ISmPl4EJfdzUHLsVxNFlN+MUoDpZbmUS7oUw9b2vctFpboU9A9epMaedJG3eTora+zH3JY8n/X089DuiFCjE6DuOIcRz9uRvHfu3M8V0XsQluj15J5aIXgmeH4eifH83RxcLO0i6cOqbBpc1oLG7zgChM22Jvtpozy3oRtqwjRzftx7zZYmrU1id6TQ+O/daTw0vfJcNtPF4+ZsU/KkwhPWwkx5YIP37rxuGV36Oo9TZOt7z+05B3fgInt68lJ/EXzq4cwIn184u33L1nN/5t1OSe/YV054EiXUrV2lY9cbLcTkx4ms6gFAoHbP0cSVjfS8SlF0eWjCXVabzorDyPIuwljv7am2OLu3IhvgE+DdoUi/a75FVh+KecXDGA40XHKKKT08k8NFn8LUThOILAJtVI295b5I3wc3EPzl21xMpZK2nUqHOPE72hF0fFvbClHTh+VIFrk36lVsZ4MjB36ELzvDV8fvpH5p0vfSxgxrk92Lp3IlARzvKzu/EMnMS7VdrT3KEh7b1fYUq1GmjybgoQTd4pjglB3tXDWzddwFh0pAbQ4UYZyCGrUHSkSt68KO1pUKUDQSW31cdZFVlAp+p9qWVYLMiVBlXpXeNFWhopURdkkaNnh6N+8Q/0jeow2D3w5ooWmgzSC2zwMNP6boiRSkl+8lrWKZ/ide9ArHX+6BsF09OrIY7Fl5WOnmU/xldvQfHeDYZ4O9fBIf180b1bqDDMf7Ja3YZRVYJ0YVZiZd2T1z1UrL96/B98+X+X9Beo8zPINnITnStxoTTCSOTJH1H6dK/enRoGunpFaUeIZw+aaOfBP0Korx4U9UMpQZxygAvRHri62+Pmm8vlQ1G6KTQCTTpXjlzGOqAK6subOa1sSk0vbaRN8W0ZSNzWvVS04asm8hQR6SU3NGTHxIKljThXYuHvR/7xfSTeeHOgIefkAeIcA3G+UUgFCjvcqthg5N+Lds+9THvt8XRnnMy8cK9S3Mjc3p8KKLzMhUMxNztVmmTOH47ErkrZ6VIK20Bcrc1w6/xSsZ/iaNvOF2P36rg8KZ+PVDKlN6epWrcKbUrN3jFx92d6Wxc8zK0Z0iWILuW2Wb/lfrm+juTx4NGq5R5RlO69sc9bzJUTZ258zFCYtITLx4/rrsTD5NYb28xFhJ+7rKuIC8mL+JKo5GY4eZS8kC2H5iixh3ZR8ta8MG4FiSlGZJ2ZS0q2rjrPPUKc6AGbOvkWX2ceIjk6BZW5Dya2AZgaxZCV4YWpTela+C5UhhsPi7wdxFy0xal6Nd1opwEWNTqhPvNrccfgFgpJPzWH61m6m3nHibsQjippJVFRScVmpJF2ZiN5dsGYiBJ/73mlj0mtT3DXWyAanRPCrgFW1btRePJjouPTdXYyyTr1MeEXo8W56NBEbyUtxwxDaz+Rtn7op18k18q/yN8nB2fae/pz8uo2RNN9C/nX17E2rxE9HczITP6J0fvncUjtTJBdDVw1Ycw5spCjBfnc1NeRLD/xI1H2Y/mh2RwWNJnKy2ZHWJOQVdzway6x/Mw2LP1n8HOzb/mh4es0zT7I0RtiRM3lK1P5JM6Bp+vMZmHTuSysNxS/jD0cyREdnrRVfB1tyQsN5vFT09l8U7MRcQnHS80/vMaGywfxqDabn5vO4AMPT+HnVZYd/YqDpoOY1uRbFjSdw/ch3XHMjfrHX9vfjoK0HWzLb8b4xiL8zb7mfdtLfHtul+5ueW4T5mOfs8doAJ8VTcP4lhl+bhw8MYVf0m8/Tn9X7pr+IgcyN7Mk3p2RTb5jYaNxdBOC4YrIkxmJrjxbdzY/ijRc2Ph9ehsnEVmqY/UooBCdhjKdX4UJxsaifOZkk5dnjFG59SD1TU1Ri3to4ji5PRbfVsEY2jWjps1hjp4ps1DyDTTqQgpvqFgtNwVwXnYuBsLN0kHAUNQh6hzyyvwmm9zsDJLCtnFi51bdsYUDP33GzpPF/t7enwoQ8TQqs4ajAkNTEwpztcs93kSTk0VeZhSXd5f4qT1Ws+mrn7lScXT/06QklNucpgxKGoc6okwqwMJEQUKGOR2q6XExOoPopCS2RuZQ95b7xmXLhuSxQC7Fd1cU6NeYRy2nJRzavKVMpaNdLSSk1jmOr/4FanxPnQY+ovIru6CTQqki88iznD2lFV+l0K7qMagBcYveLjXX0QLHzr9jfqIDF6+WjDMpMKj5AzUsv+XIrgNg1Qv/Dq9gmneF3FztIu8qDO1rkLWjBee1NZ3W3YENOLPw7eJfO71FrYaJnPnjB3JKAn83NyqBf7QUn1l/qnUNInb5eySruhDQtT4Jv79P8i1B066+sR7LM225UCrcetXmivxazOGtO2/ml+lganT3InLJx2RVu5e8UqDnNo7qDZVcXT2VlFytSzY4dfkD85Ntyvh3ExXGgZ9StW5VCq5HUaDd91rhgJnDRS4tHCfyWRvedSK87W7z+/vn/70U391Q6FtjVXid66X0lNJEu/SeO7/u/pJ9j5bOeig86FJ8klt5GEvxPft+UxIXT2H9DvHMoodl3WH0aB/PuqnLyaw7mj6NL7Bu9p/Ei+pCYVmbVqP6kr94AjsviTpaL5BW7/dEcdUY8wvT+WO3tuulxKHXVJolfcTy7ekVLven9H+OZ9pdZMHXovOk3ZVzTHNi5s3gUITWE2u8B75F49wFLFl+/saAjriBaf2R9Kx7mvXzNpGonTGk54BnDUviwi6Q634Xf0qj9KLppClUj5nPb/O2kCSqI6VdQ9qP6kLa/AnsiXCj6YSBpE2fQlimNVWHjaPq2W9Yuz2i6A2Iyj4IL/PLXLp8c77Dk7gU3wOhMGdEV1c2rj7LOY2SBh2D8dt5lKUONfnI9iwrbWvR4vwZVhTN09KQk5FFtJkfU6vH8M72DOq2r3PL/aiSwbZHALkU370hR67vioaCtBg0VlXKvdpXYmjjS/GbZmEnNZLcuO84ubgjR0odhxe1u1VYl1Baqd9AGFZorkUfi6AXMLr4EkdXvsjpta9wZu0YYhLvZ1SqMtx4yGSsISamFs7+bpgE9sHwyuIKhHUJt0ms26bhPeaVeRd8mwSQuHW6TlhrSScnPRdjGzfddTmUITiHuJKwphsn1rws0lWk7aYlZP4HBGTFKHF2fIVZjSbxVkB/erm1pYvPi3wU2oHM8JUc+M+mi+RRovDUFi45D6Hf+CkMnvgJXRolsevbFcQXasjcN5cNR9xpNe5TBo+fypCR7chf+zm7tcJaS8E5jh0wIbhGBMcOPuA7jdTdbJx/ELsBH/K0CMOQD8ZSK/d31vxeWlhrEeHZP4+NJ7xFeD5h8PvC7ruvUE27NPlt67s7UHCakyfcaP7WVAZPmMbTw1uQ+fvn/B1eri3QXOfswrlc8XyW/h9MYZBIh4HPNcPi9pWs5LZoN5SJpCDYj+fqejO4njNeGjXqlGSSnAKY2MqZ5L233pc8fsiR63tBWR33HrOwjHiXc4cOkK9Roe/yAn4th2KR8SWHVy0mX+GPa7eZWFydwMVjR4qmeijMGuJUxZTksM3c0Gcl6EaY434uP3K9EvPjHbkYUdHI9WHM6v+Gn9HnnNixiwIhlA0936Bqu25kb6545BqrYdTs7EbksvFcV5ugLMzFpN5d3KgE/vEmMravEdy2tghfHol/vkpcRkXFtOKR4KKRa8fFHN5W0cj1R6Rq7pJXquq4dZ6CyalhnL9QbuKD7QsEdWxCyraxRF1LQKOwxrzmG9hlfcOVizZ49PkU/X1DuBRxXZQbZ6wbfklAwGXO/0dHrrUYGVenoX0gHoaGokFP4FzCXg5kpN+cx/qEI0euK4/KHrn+z6IduS4ZmS69dMw/QI5c/zeQI9f3hhy5vhfUp4hc/x7XLUcRNGgDIYNWU722GfEHVnNj9S/Nea5tGE+K1QiqD1xHyMD11O70LEaZV27Mqf7nFJIR9jEJxq8TPESEY8By/HyvkRyVpbtfASm/ExXui++AjYT0/gJnW+7fjf8HScuIzaiJcdwSEioU1v+AO+aVAsPAsbg7OWBRb4HI6/XFx8AleLrqi3DN58yWLRjW/b7IPHTQz3jbXyYpUohwzWmid61Cv8Ey6gxaR+2+n2Kbvp2Ukn7Sf5Sc7FNsi1jOwguLWXhlI/v+Q8JaIpFIJP895Mi15KHwj0eulUF49noP9dZBRCbd8lWIRMfjMHL9X0eOXFcecuS6sjDCqoorhZcvkV5JPV05cv3fQI5c3xty5Fry6KDwwan5ZNyDBuDeeiLWcd8QI4W1RCKRVDI5pFysPGEtkUjKIsW15NFBc5XkcwcoNLRBHfERp3btvMNGHxKJRCKRSCSPHnJaiOSh8I+nhUjuCTkt5NFHTgupPCpjWshnz/Wh4/PDqdGkhc5E8k/5esRQ6j/V41+ZFjJl40kuT5RTe/5tLiakU+ezdXJayD3ynxDXNXstxcK5ts5U8m+QmXSe/KwkrNwb6kwklU102E9EHp4rxfUjTnPHpvT16cHwvW/oTCQPihTXjyZSXD/5SHF9f8hpIZKHQthvfchNv8363hLJf4gtMTsZuvt13ZVEIpFInnSkuJZIJBKJRCKRSCoJOS3kP4JarUab1QUFBeTl5pJfkEdhQSGFhYVF97QHCgX6+vooVSq0G08qlUpMTEwwMDAUtxRFx73y95xgfJtNwLFaL52JpLJ5WNNC/rq2jWUtv9OZSP4pK6+uY87ZhWxs/6vORHK/rAhfy9xzi0QaLtWZPDhyWkjlI6eFPPqUSL37acdLI6eF3B9y5Po/QkFBPinXk4iJiiAxIY7U69dJS0slNTWV5ORE4uJiiYm+RmTEVcIvX+LSxYtcvHCBiIhI8vMLhPh+YvtgEolEIpE8sWiFdelD8vCR4vo/Qm5ONhkZ6RiZmmJmYY6ZuRkWFuKwNMNce25ujqmJSdFItbGxCXp6euTl5XEl/ArXU1KKziUSiUQikTweaIV0yVvrEqS4/neQ4vo/QkFBISqlqmiqh1KhLJrqYWJqVjztw9AAfUMV+gba6SBq9FTa+waoVCrxSwVJSUnk5uYUOySRSCRPEgVJ7N/5G5N+/oGpqzeyLSZbd+MhknWBBYsX8Uf07QYtCrmydTaTj2UWXRXk5iKHN+5EPjHntvDFku/54Lfl/Hz8GsUp9zDJ5OimH5iyL4rbtY6FsX/x5tJDpBVd5JL1L27ccKdRaimwHz5SXP9HUCgV6OmpioSzSvzVN9AvEtCGhobo6+sJIS3MVQohvkuOYhGur6dHTk520VxtiUQiebLIY+9v37BUUYeXe/ZhcA0LoqMTdPceHhnXCwh5aiDdXQx0JuVR4d1qOONrmYrzXNb+MIulRQpNUhE5ZxczdqeCth0HMLplMDbJUUQ97M19s5MpqNKDcQ3cMNIZlUfl1J4Z/etgIc6zDn7DyJ2pxTceIlrhXDJaXXSu+1uaom+sJA8VKa7/K2gfLoX2j+4Vke6B0x7azxsU4q+yyMpN82IU5OblkS/FtUQieeLI5WqigmpVPXAwMcfdpwGDQj2E+ohk9tyfOVhS7eXuYfTc7WSiJmrTLIYvXcSb877i9W+n8eqyfURotUphDGuWzuTluV8yYvaXTDuaQKHO/ouLfuSthav5OyOKFUu/YsKGzcxfNI0x28LJiv6D4YuP3RhpLbj6G6NWniv63fgTOYTvX8Yvly7x+y+z+WTfNcI3T+OVbQnCZUkJ2fHxKDyqU9XKFGs7Pzq1qE+AqpDzf85i6vl8na1cVs+bxfIckb2J6xj57UKmfC/ycN7nvPDNItYlaNV4oUjvhQyf/QWj5s5g1IqDXBMJXWT/q++Z9MNc5p5J5+LfC3l98Wp+2TiPF+b/xencKL799gd2lAxhF17mi++WcjhuLSN/PkZW/B6+2HGeE3sX8OZvu7kUt54XZ28scruy0LbZpaeAFLXjRWfFlLTrJfelwH64SHH9H0ErqgsL8ikszENTIMRyvna1EHEtRHOhdj61ONcUFoh74rrIXgFq7UoiefnkZmeTL+dc/yNKV2ylOzgSieT/iTldutbnytJpvDD3eyGAjnM1VxiLZ1P7IffNwc9C8vLFcyvO1AUJnMwJYsKLI/j8ldcZZbaNT/ckE7vrVzY4DWH2sJF89Uo/XA4s588Mrf1Eok2a89EzXWlk5kjHHq8y8/kRfDn8abxP/MUB26Y0ydjFulSt2Mli+85r1GjsI+rffPLUKrzq92Wgry89Bg7n7QaueLV6k6+b28vGuxTW9frQMW4hL3z5Be+v2szueG0mirQvSsOi0yIK8kXbps1ETT5RV3NoPEDk4YuvM7urOb8t30Fs0lZmHHHhnVdGM2vYaN60+ZtZB9KL7EcnmdLr6WEMCzTHI7Q/n70wnM+Hvcn7jmEsOm9Pj2pp/H4opajTk3FiKxc9m1NTWUiudkqmQ2NGN/cnqOFzzOjTBF/H9sx5pQ2ulZSJJW1LyXmZ0Wrtuc68vL0bdiSVjnw+/yPkp8eTFX2WrIQIspOiyE2OJjclnvy0OPKTr5IXf4GChHOih35WHJfQJF6B+NOoog6gjD0O6bE6lyT3Q+kKTa0pFH+1wlpUvyWVmqzcJJL/K6aebZky4h3mDO5AHfUexny7tugtX9FxA+0zrDvFlJCgalgWnevjG+RLYVQUFyOuEX5iKWO0I9rzl7E3I4uYZCHPFRZU93GlaAJIYRx/ake3v9Pa+Y0tMZmkY0vXBkZs2R1NXvIe/syvS29H7fcut0GpQiVb7rIYeTPw6bdYMPwFnvUrZPX8mcyPvnVeyE0xqcDStxb1tbNuBIbOtampjuBidDiX4o8xY752RPsbPj+bTvr1pCL7Nh5V8NXT2i7k6oEfeXX2l8V2wqJIywKn+s0wDdvGpYIkVh3Mp11jZ26fi0qRh/88E4valVKj1drzopW9dO2M9rpAexTkF03tLBHdJfZvpoekspGP6H+FlMsU7viA/HVjydkykbwji8g7v528czvIP7aM/EPfoT72A8oTi9A7vxqD8K0YX92IWeQ6jOKOoEyP0TkkeRDyC3NIzbws/maICk+I7Bv/JBLJ/488IuMSij4W1DN1o0mzjtRXR4orM6zUyUTqvm3MibjCxaIhTy2ZnDh/STeNo5Coc+EonV3w9XDHr/ZAZmhHtMUxbfhwXvYo/ihc+81Lke2YvaynLbNeEnaG9qCxRXETbFqjNX6XN7J023Hsm9Sj/CrCSqWawkL5Gv925CTGcE07hUdl9j/2zgLAqmL/45/bsXe7g2ULlu7uUkxQEQXsDuxufe/pe/+nz05sbFERUbq7u2uX7e66ff8z596FBQFRAUHuF8e9Z86cOedM/Ob7m/Ob35DWZhjXp7vZXeIh1OKmqNRXifb9bCtw+mSuh+qsHWzxmXG4yrazTRVPamwSLeK68+hN3jp89YYH+d/5SUoalSDDSi2685i2Dsbdeo9Icyfj24R4440dGRu3ly8Xz2Jp0CCGW2RkE6hU3q/BvsM/i8NJ8kGSLdqKw4XD6aI4a78IWexeu47s7dspytxPQ0M9drsNlxyHfNf5ceLhJ9dnCVQ6IzpsmJwVGK05aGsyUFdmoanIRFOega50L7ryTLRVmeiq96Gv24/RVojeVY1W5RC9t9FuzQ8pjORAJ4NXoDX+bZyZFgJOBPm38becNdias5CKmu3U1qyhumY99fX7sNnLxDkp6KQvcXG9CG4lP7m5jwyNeXuFqB9++HEC4baSt24S9777Ovd98Bb3TfiBqh4XiZExhJFD45g14UXu+uANHl1ZRqDON5WtCiS6bhlPyNnn917mhcJePNgvgtj+oxmSM5E73vPa8T45ayflh/EWTUx3BtlncK+41wOfzGZr43lNEmPaFvL6nlTGpel8kY3Q0blDMPMmvsmDP69ly5z/cqvf5roJ3NSXruLVCa9wzwdv8sAHr/NmfR9ubmsgsud5pKx/nZtFndz76RIKTDovERb/DwmpZepncvb5NW77No8LLh1EbMQQ7u+wn3++85poD28y/vNfWFtzWEmrYzm3vZ2Jov4f+PA9vshqnCHX0GZAB/b/tJMOA1ti8MU2wpjahYhNE7jvwx+Yt386N7056w/ZXDcS4sbxRc5UN44TToed+uoqMjZtYPb777Hmlx+Y9O/nWP7pBL5++F6Wv/0qCya8x/rFi6mrrz8kLz9OLM7yHRql+57FfLs+kwptCC3Se3Nph3h8X4pOEqT7nm+ZEXguDxxllbF03/PIwnCelauMpfsejwGz8jnqj6NizxLKfrobg6sBtVqLLjgebXBLQeacWPN34yjLRaWRYkrAFCQkQQAeexWO+gbs0d0I6zyS+D5XKHkdD469Q6ObiqxVTFqznWybmfTOwxjTJtL72VSB0Lj3LOTLtVk0hLZj9KAetDA2sGrWZ3yf1+RTnxBywzpqWbghh4PLLTUk9xjLne3k+uyTA0l6BRvGo1GJDiRnpRT+LM+IH0oS8UcKOy9hdnts2J01lNftwSzGTTV2PC6psOiorncoyovF0gyDPhyNxoJOF4RGbZa9U855KVnKv3LmpClO6Q6N0l3Z8vnMyq5BF5RAr+79GRxr8p08SZDuyn5cSejgK4/iVUG6KxODW9j1PN3JSL3NjdlwODH563HEHRpdWXw3aTqrG/R0GnwtVyU3PrdVtPOJB9q5ytKWmy/tgmPjAn7ZVUS9KZFzBw2hb3iT93RXs2zhSnQ9z6XHyRVefxlOnx0a3WTPfIW3Y+/lvx1Pv7b2V+FM26HRXTKVO6bF88b1XX9Fgk9XSKrWlK7J33K3RbnLsvxta6inqqSEnK1bKM3NRWs2UZWfiaqyVBCASkIsFrRiCPli1lJadexIj8tGk9qpM3FJSXKAQas9dnv279D4+3BWz1yfTe57PBUZuAV7VovBQS1ICa5aQZgqQBBotcuKRrBTlU00CMH5NE47OqEEGLQOTHoPeoPB5/P6BMG6g+/XVtNp4JU8fmFXrHPe5Y0D2j9Ub/2chxe6GXze5YyL3cu/P5rBXped3Xus9B97Cy9cK8KV3VGV1qMr20Vd2+u9cddey7kUU206uaRPkubdxQsEMc6h1lZAXX021dXrKC9bSGnJT5QUf01R0efi70RKiz+hrPhzqsq/Qmtfi8exD6dNKDO2HVhtDWzKWEd97VZqKxZRUTqfyvIZlJV+R0XVbGrrt2F3iDrySJXn4Ex4UwF7anAGuCuzreDhCfMRw8iZAU0zLrviZh5MLGVFcZPpK3cJq/cZuHSct53/e1Q/4vctZFpNGmMvvYrxnWx89PEPbD3QXYSCsXgiX9lb0vFvSqxPNxhD4mgudF8/zmDowkiNskhOeUbgcLnf+FuJF3/tdgdb5sxnwfsfUFVYSHTzREweB6GhEYTHJaDWGghJSCWmVQdGDhlIaE0p1TN+YNOPk6mrlF9P7coMth8nDmc1uT6r3PdoTKLzaPEIaaLWuIUGWy9IdTkqTyVqlXwAlTQJQ06Q61VODBorRqNTTmBjCDCh1h2N4PwBGNtyy6jh9Iy0YAlJZWiqjkK58EdBFTMWlXDO6KF0Cg0iqeNoxkes44s9OoZcfAm9DDr0Wg1laxZR3ukc+nQexR2tjCJOh7Z6BT/UdmsyC3iSIJSUhmo9P6/+kPLqPdTV7KC+Zh1ORwYORx52W7Ygz/uFwMsSQisXHKKcHTW4bSU46jKwNQiCbc+joKqUAPU+zJo80VgycTvzlOByCfLtWEt93S9UV82hvGqhIPK7aLAWifgGIVBPtRA8zd2Vbcrl55/msj5rMc99+CU/FdnJPu3dlUm/8ho0stM1heiTxapQ4qUfetmmRZqAVhfzyJA2JAaYiUruSlddGY1rtWr3fMd/Mrvw1LlJZ8wM3JkNNVG9xnFnC/+s9ZkMdUg/HrkgvcnX0tMTkjwfyWxDzljLODlrXVlQwMLPJrJt9gxMYmynuoTytcuwlxVjNhnQGgIJik8mv7aBYlMYLbt2plVSHOGClhvys8lavkL5Mup2Hfz+68efx1lNrs8m9z1qg1GwZDUGC5gCPOj0TjTqKjRUo9Xa0AopYxCjs8EsyLXJjSHQjT5Q/A5Sid8BooOenNlgd8UaJuyOZWQrn5hzFZPliKSFpfEldbSK1ZFV6Ca+eXOiZLQriy/XmxjdJwpjeDKtg5VIdixcjaXfAJqd5FYtl7W0TulO3t4G5m+aTZ3dg8dZjdteIaq8SjQYUfeuekGUbbjscgOeKjyuBlQum0jXAHYH9fZQsrIXkGgqwdpQKtqYWyg6goS7q8X1Qpjaa5TgdmWidmzBWreDksp1rNz1FQ22Rop5qnCauysjmotHDqNL8wE8d/NVjIzWk3imuitT6YnXZvLaR28K5eNF7vt5MyUHZJGbwvVTWR3dnz6iu7grVvD8TDc3jelL+O5veX65V4744YcfZz6UWWkfqW76W8J77BY8uoRdixdTuXsHJpVDjOdO6qsqqHI6yC6rYvW2Pazfm02pGHPKhKwuaaijVG8muvcQaJ6CKipM2VDOXlcvZI/aP3t9AnHGjT0nFGeT+x69CY/oVFpBWrUmFRq9G43OKoh1vSDWLgyCcBuCxDuFqNBHiORhbnShHrSCYBuCAtGZT7wNs6t8Ff+YuI7uY6+ifyN3V5kJEOSpugmhqGpwEWA6OFNUu3kmG5sPZ2jTT7MN65mYkcw1p+DbuDLDrzFw55in2bGxjNlbFlDrjsNh1+BS/IfrxF8hqJzgEETZrRIvpwoUpNOM22PBoU5lzX471pIaGqxGkdao+Bh3uc0iGIWAMwjSqBftziTOaakRRHxbfhFTliwlRN8Bo6jHUw2/u7JTBG1rbr/lPsVTwZvj7+SCkp/4KFPKJBcF6z7l8Y2teGZ0ByzuXD79cBJFCdFkr1vADxu3sXLbMiZvO7lefeRMmUP6wXd77Tz/VpC26/Nns7qJ7uqq3Mk3Uz7l2UlTmZXv8zrhrmT90u/4x+cf89K8TWSfpLXeygI1p5PammqKC3LJzc1m5aoVbN68kcrKcvKyM3BKuSHqRAlyfYfy2xsn13u4RB4y/kAaJV7GeYP8rRwfcv7Q4I33pnH6wqn/enYMyPULX7/Lwx9/xJeZh1aGu2YLny3Ygdew0kXJvgXeLdJ/mMHikpNUcX8Ssl/JOvES6ENJdSNknN3hYN+KZeyYPUPUpRNjbDx7K6rYUlzD0nIbS4qq2FhawZLMLCYL+fDRTzP44sefWbptF9vqrNCyDbG9B6AOD6fBZj8wG36k+/nx+3FWk+uzyX2PSiuIm3hPt1qLSiPeRgSNUWi6JhHEPfWhKrShgrwLcq0J9KA2uwTPFekM4jggVKSJ9OV0YuAqXcGzn62l/ZhbGR3b5BOrOoYBiVXM2lzlfWdnLlN2mBmU7kvjLmHy0lrOHZSimLB44SZ3xUIqu5xD+6PwLWUQEUKjUWgpv32C5FhBpvEOOE1qQGj48pO+JSCIjslDidH3ZuXWUnaVWiirE4LKGYZK1466Oi0NNU5sDWqsNi11zmS2lwRS6+lNi8gRtGj3KHtqR7C9ogdFtkG4DedS40gXecSTUxHD5uwQFmyBFVvseOrTCfd0o7VQ7lRyBeUpxZngrkyF2iNIwJ/oKEp9y5X3vrr/K+CuKiKn0UxMtHCzXpaNKL81n/DExhSeuX6wT1m30PP8a7g6JYSwwCDCDFp0egthpj+58vk3IBVLSaxUf03xnEQcwXa9fiPPfzwHV4cR3Dswnk2T3ubTfDvbpr3HhJq23HzZKEYGb+C5L5bR1Gz+RGHnjh08849nWL50MSsEwf/g/56mtiiH+tJc3n30FuZ+9ylLly7luX88y9w5MxU5VV1bhd1mY9PGdWzZvIGc/XupKCulvkEoqDU1lJYWU1dfh0fKQZFeIeRKe/fKSDnQNR5L8l0rrqmsKMMqrrc57FSL35K8/0Xd48g42voFVwHffDMHa1qaouQ7s6fw6Iwaep87hrt7hbLgqw/5ufIkVNwfhFf+eMenxuOmvxu9SCkKV1UFu+fPYceieeiiw9lTXceUdZvJsmsoDW2GNiSSNh3bExsbQ1JSAqbAAJwGAyWlpcxetJTXPvyKnNJy8kVb0IaGYQkNOTDGNd7Tjz+Hs5hcn13ue9SGQDRB8bhVRkGwpRcKmYnQ3LUuQbLFU5gFiTaJdAGC5MiHEORb8R6i0qMySnIdoeRzQuDcyX9feZfFThfLfn5PlOVbPLNwH9lznueq6SW0ueBK2m95n7tEWd797vfUDLiGy0K8TdWZNYfZAYO4LLxJ03Vl8NV6C6N7H90MQBFaPpJsE4NPdXUVtbW11AvhYhXHMtQ3NFBbV0eD1XogziZ+NxVyTSE1fa0IfToPZHjvMeh0CRRYTSLoqHKoqbDWU2Z3kFNVxd4KN8W2QJISzqNNUndBmkJon96NEYOvoVubyzEaW1FVH0RhTQgFNZHU25MJNXdlaPdruHToDSQ3S8NslvO6CrvxPsCpwpngrkzXkiFB63jsg7d5Uyhm2X/AXZkygLmdyuAlB7JTCVfJdK753xR2l2/i3U9eU/rE/e+9zlem4Vzt/JZrPtmI3bWFNz4R5fbhR3yVE0jbdl0Y2lG0EREGJoYSHtOGQSknVgmW8JaLd2C3OmzklOXiEuUjSbYspyPNYh68RpwXCotC5mS6U912jxNHsl0vXTuPvM5XMzYljLDortx3YRTzFmxlU7aecwe3IT4gmJZdhtIhf57PXOnEokoQqO/ef5ubb7uFSSt2UG9toEf3jqSkprFswxbmb9jFtTdcw4fvvcUjD99Hj26dGDpoABvWLmX4eecxdOgQBvTpzjk92jCka2sG9GjPDVeNFu2mDcMvOo9zLzqfrt27cf11Y7lm3KW88PQDPPvA7dw46kJuGTOCq0eeR58ubRjYqQ19RLhu3Cj6dOvIdVdeilU8y+mDI61fqGfNT1+wscN13NzMKyusWfsxdjmHnuEWIuK7MzYpl6/XVijn/mo0HWOa9h0Z5Ay1Q/Q9R0M9TpeboqwssrZsoXDHNirFuWnrt7Fw117KaqzUizG1vmQPmoZKqvJzMIkyMRv11IuxLmNvBj3ataBZVAROu51ZC5eyKyNXtO1odFrBcUTaxudofBY//jjOcld8vw9novueRtSXZVG0YSqGgm8JMhSjldUuiZAQSh6n+G0TjUG8lErEqQyC+BvFYCivq01A2/JRTMnnoNUe/6zYsV3xHRl1a7/kHfMVPNzmMOJ0AiAJk3yfzz79hLj4OJo3TxQCRCgUUiiLIBeOya3g7fKTtxBQBvGuKq2GjIwMMchVM/LSyzDovXbhTbvMtJkzSBODXYuUFKGMCG1EnLM7rNRZK6mzVYoC1WAxBBEgFBSdVo9b+sYWJGPnnr20SE1R8lSEmsir8f8iE99fr1Igz+/NzGTrlq2MvPhCcaxGrVafWld8vwtnprsyWdZ1tTVSKGKyCGVU1ucJwBFd8R0O60r+b1oA949qf9rJFtneHaJvrNu/nTd/+RCVUFLVQkEf1rk/l/cagUFn+JUbL3mNJOOyq9idVvQijWzWGo3oV4eQoOPDyXTFJ23Xn/gik0tvHkfnrG95sXw4T/QJZPMPL/JTu4d4tvGrWcN8bprg4P5OO/hPRguu6hGLNWMlP68rIO2aZ3jyV/6p/xykzHrx/15g1969bN+5g0idg68nTeabLz7m448/oqDShlWUqUWvQSfqo7JBEDGXh0/efo1Hn3iGCiG3JHRC5sgid6s1DB3Sn1/mL1GOZd1oxF+NOG8QfVbWy0UXnkuzlGQ+/GgiNVb5rUpQV5HOKRJ7hMxRC9kVoNcy+eeZdO7aXTkv8de74nNTMu9//MNyL2/11FG45gOezu7Pq6NasHXK1+QPvpqRtnnc+9leugzqTZJ9LzNWryIz9ma+vzLdl8dfA9lXlCD/yb+NfqvrarEXl2C3VYu/BTRU1VC4Zw9OUwC1xXks2pbBrJ2ZhAWJ8SUkCL1eTYDJQKDJhFbUkd5oFONOIAEWsxjH9rN12y56t2+JITSUrdv34LE6iEpO5o6776B9x/ZoRPuQaOyf8m/Tvup3xff7cBbPXP8BnGHue5pCY7BgiGpBg8OE0+3tRB4pOz0uRdAesDRQDsRf5RO9SGeIxqMNPqSTnSx44vozpnEgO8GQzy9f0WqVduYawkLCMRqlobcKa0MDlVWCDNfXo1VrCRTCKkYQcEl86202ZeZAku9GNAodGSyChBWXlinlppZBDEBGvUkIvFiaRbYmIaIFoYExCrmQ6SWxlp9bDT73ho35yGslafYeN/71BjkK1tfVKYOhfF4l7jTH6eSurHEGSAlSuVGCSyhRDsVm1dpQy/wln/Dd9//mi6fH8e0bN7J+009UVJYon8BlGhkkWTxp8CRw6cA2p63SXm2t5d0Fb3FB5z58eu/rvHPrixRmF1LdUHeoKY63kSrqoew7q3asYEfuXiprq2TLVc6dVjiq7XohgaIyauu97yPhrhfvarSQMmg8rwyMoK6smqCOV3JNaiBB5hM/lEpZ8vCjT/LhBx9z3dXj2JOdz0ahYH/29beEBwYTE6whNUSn+M4XPFwQYFnuKr7+9lvuvf1GkiIj0IrK6dm1I5HmANJjoskrrvDVgpRVokaU+lLhkJ8pdXqGDO7PVVdcTqcWzWU0OnFaI9IYxW+DGCt0Og1GcV1BUaGSy+kIV/4MHphSTqvIImYsXcScndtYvGoxy92DeOWmYcRaSyk3d+WBwS0JFeXyV6NRnjeSbAmHtZ6GbRtwrpxD9Tv/Zden77HirZfZvX4DGdu3MGXddraIukyIjSEuJpJmUWHER0cpZnfBYnwziAahEeOZq6GKYLOFgb17ce2I8+ndpiXhgoB3bdeKHl07MbRXd5qJdtHYN8+EseVMgZ9c/w6cKe57jgSNIQBLbAtsBGOXi+YU0xABRSKLIKcnpLCVkUqrkM7p9Xh0saiMEaek01niEml2kMOeeIh3aN+hPatWrRCE2UZCfDzp6em0a9+Bjp26iHMdSUlLIzGxOUZTgFA4NGxYu4ZWrVuLi71C73AEBljIyclR7B0bBaP8f+MshDw4EC/+SpOU8opyUbpydsI3U3GM4M0JystKFGIuq8Ebfzrj9HJXdqAsRfkd+Cd/izjp33XyvFfZXDMJT8xukvsGEN1Ow67aSXy5ZDyL1n6J025rUh8nCaYE0iNOZuM/CK9NrVTyXDhEP/AuipMKROPiNW+QykSjUrJ83wqq7VYGtu1PaWURRoOeB666h8igMGXhqLJATlzjlH/ljLXbSVFlIV8IcmM2BrJ02xr2lO4W57z3On228j6a7bqe5u2SKV2/nlLlUR3sXrGVwPZtkHvdRqf2ZPTAQQwJ2sm0yhSGHmtx7R+ElLlyIkB+MezYuTtVdjtrBblSO+qorKpC7ZYTBkKOCJ2vzi5tpxURx+wlK/nHi69z+03XESIU9Q6tWjHswvPZU1DI9q1bxNO7BWn2zY6K+zhF/VnlZIq4V0qr1oTGJjH68nGKoudReXCJTKODgujVsYNoI246tu8ouvipaat/BKqANtx+xbl0Chb1KerUrNFisgQRqFOjD23B+f2GcXmHINasqaB9p1jfVX8tlPFVEVEeGhxO7NUNeJJbUhvbjPmVKqZsy2Pi/jrWNrhZWWkFcyBpcbE0jwgmxawn3mUnXdRVSnkZXXQqetWU066slM4Vpei2rKdqy2aSxfu3CAtjQNfuDO7Xh7GjLqFX7544RDtwOn+9uPOky7y/Ofzk+iyBWqNDHyQESWAiNk+AINc6PHJho5TIcqATHVOZvZYrlWRHFyqEy2nBo41Bd4IXM/4VkAtL5exwy5at2LtvHwWF+VhtXntqOciIH8pvWQbyr9xGdteeXezfn0VS80TURxlMxJCGVgzIpUKIVVRXUCb+ylnw6upqxX67tq6WquoqyoTQKy8voai0iIycLPZmZ1FQXEBFZQWlQgiWVZQpv2tqa6iuqaZCEPCS0mKKS0spKCogICyc0MgIUVV+YXcsNA4ITYOs3/z8fLZs38Xs2fP45efpLFiwiHXr1jFj9iQy7ItJjIomNTqO2A5JJLdNJz0mheTkUDKcM/l84ePk5e2SuR+S7xkL2d6lai3+ZOXtprwyn3pbnSBpcqGatI1uLDffu4rUqzK3c0G7YSzZu1QMxg7RxisUYj590wL+8dWrvDTtPX7ZOJctOVuprBVturJE9CUPl3Tux/gJz8oOSH5xGRnF25VH8OZ6GkAdclTbdW3SSB5M2sATcn3AhNd4s2EoT/QOxZ07j6fff5MHP3yDu77ZQ7/LR9LmJHBNSbgaQ3LzJNCZWLZ4viC8Kqpt3kWFUhxY7d46UwiaL9hF/U767nvSYoNJTUth146daJwuRbzLkteIepaqr3xsrUgr4531Vv7z9D/49O3XSWjRmiuHn4tFaE4GcXLM2NF069GDQI2Kdq3SCbQEykc8LaEOTmaArz6HduxEmxBRBumd6BSSxzdfvMH9H77Fve99xsa247jtpM7mHD9k3ckvFRIuMWa49ufA+o1QVERUWBA1NlFfZiMml4okvY7OTivdG2roX1dNr5JCetns9HY56B4aSUehSLSIjKWjSJ9ibSC9voa2eXvRbN5Exeq12DIyiTCZsRtNeEwmAiwWxVzrSDij5dxfDM1zAr7ffzu47LXkb/yU6DaXYwg8XEN1sHHBJ7yyYCWzN6xhzoa1bLDF0Tsh6KDG0ZDL7IW/8PmyVaws0pCUHEOQbTsffvkdX6/3XrO2zk3esp+ZuGYzJSHt6RB6emr0so/IUF9dgL0iC722Aa3WqcygKhAvrZLbeYs+ptLpxFgoOp87BpelK6aEbkrHV4T3cSJn7XuENR+IJbKNL+avReMgZTKbmTXzF4KDQ4iPiyfAbBHv6l3I4UuplEmZILwz58zD47Qz8pJRBwTf4cjN2kvHdh0ICQlVTD+0QomRs00yvTT7kKRczjzpdHp0egNBgUHKwPbRR59y3rnnEhoSojyTyWDEKIJepNPr9ZiE0DMJAWgJCCBIDGSxUVGYBYkPCLD4TEhU1BRtorpgHQmdb/I9zZ/HhrKt7KvZz+jkg7aTzpwFPD95BtO2VXJOh1RfrIB0SSba/vuLVrGmVE2zZjEE5B+a1l2byfR50/lihegrZVqSmkXjc/5xUtCoKMlZV7lgdfGSxcybu5B58xezb28GW7Zspbysgu07peKUw77SlSS085AWGkuYtFE06ESbCCBQ/LWIfhBg0OAyWlm3YQqehlCio5qL7OUXhOPvDzuq9rC2dBPXpI32xfy1kMRWrguorq9ke34m6zO38ZVQMj5b+D1fzPyWwpIiUuObY3LbBXOrwVNfzWdLpxOodlAtBunBgo4tK83kvVnvEOlSM7LfSM7rPIQW0SlEBEVQI65xORt4Z+lHjOo1Ep3GLQbyWjZv3U/3Vp0obygj1Bwq2vHxN4QdlXtYV7ZZlOHlvpg/juU/fUeLLj2ISvR6dGoKbVxPRqQFCBkgoSMqpTsXd+/Jed36cmHbeALFCXVQCkO69mR4l55c2L0TrQNPvszXCZmwYP48rr9qLIsWzSMsOJwQiwGVkE81Tjd1isWStzzVov0bBSEeMWwQhcXFzJ05i9yCIqFLqbCJ59eLYBMyT6bWi7Q6wdC7pafxxOOPUSoU+Q++/o5dG9dy9+NPM/+nKUqfate2Pfv37SY/O4/zzzuPyObJor8nKveTWD3jJxJatiY+7eTaL6/PKWfJvmLuHSS/JjaFioCUvlyQcDhJ1NCia1+6mGXFBdOug6hLUffnd+/NwGZBTTxO/fWQ8sQ7Dom/on6cFZV4Fk1Ds7+AJKeDDmEhxHpctCwtJlanJlSQ7CgRwoOChbwyoBcyyyWud4m+jRiLDKJtuATZNgQEo7WECqVYRWVuJsU79ghlykWwqMOoRNHPLQFifPIuaDwa5LnyejvvL9/Djb1SiQ48Ofte/J1wEoe50x06Ogy8gX/LbbPHXUhrax2h8VEHfUxbd/LyB9+xN3Yw914+mtGtIpBe8lxlO1ivH8Bzynbbt/JIn+6MPpIboNMMSscR/wXGdcDhCRTE2awscPGIFqC4QFPMQoT4lbPZaiMeVaCQS9FgOvNnrZtCEtPWrVqSlSmEjCARxcX5ZGbsYcfWzaxesYy5s2awbt1aMjP3sm/3bjp2ai+uOrrQCQ4U5SQElV4IJ2mjbRIEzWQ0YRbEWP42+oLyWwhAgyDYsrhlnlpZ9uJ55DNJMt40KPG+v3KmSvwnhKfRS6yVO586aOMH8MQ1V9KmfJsvRsJ1RJdk5bFN0zawetkKylKG8cDoSxlqn8bDUzM4mfuAKeUl/hUUFTNhwod8/OFnfPbxRFYvXCSeZRlbNm1mxi+/sHSxqOt587HpKgTRCxKDk1BmRP1YjHqMQghIkh1hDibBEkLLoDDadExjk/Urpsz7F9XVZae8Dk4k5PhdXVOlLGAa1mkw1w29ilsuvo77LrmB/9z+JDbbfp758kHe+eEp1rx0F9ufuomV+9fzzfb5VK9ZyZc/fkHez1P5V7GTEVv2Efnzd7jXzReKqFW0aTUxIVFEhyWSEpxIZnkGlwuCPXvrEgxaF5t37GZXyTakzbs0MVBMSBRCcXZBvrNiliGCw+Fg2/rV1FZXkZeTQ8a+fUq816e013uNRigiAYIJlu3cQYuYWEaPuZLc4kpBpBxUWuUXBpmnWxHjkkQbRYRJKOYDhl+AR7Znk5bB/buhFWnMYaGyowhiKYi1IOFqETp2aM3Ai0bSqUNHjKJd5BYUEhwZzdtff88tN9xAbHQU9z7xLEnx0YTGyfUoRt+b+HEioazDEXWnjQimXqdhlz6G/XVOIgLNpKU3p3PbFKLbtEQVE4M9yEK+kFNZLgfbhYK1qdbKxuIydtc5yLU6yTUFUSfGIXVoIE6NQSi4gdQFhWMS45Rxxw4qp04RQ5dQoIUwO1YflOfOxj76Z3EWk2vx8sqsoo01U79mV/cbDrjskShfM51d7a/j9naxYvANJjUxHukNzllRgSokEqPWuw23HExkh/jVNsanIeRgaolKRaUPweYOEJqsJNhSS1b6l5C3QjmQ2oXaJMSuNB2xoDZHKdf+XSCFRIvUVDGI5TLxo/e46447efyxJ3nx5VeY8MGHfPDRx/zvxf9jwtuvU5iTSVpqiiibowsWoyFAWRApS1ASu8ODQpwbf/uIsxws9YLIORxex/2/FRqvb7yH+J9y71MG2U9EOPSuNrYdySVZjVQaGtOa6DV8HNemRxNiCqVjx5YYKspOKrmWBKOgsIhXXnyFD959n/VLl+OsqxWKVDH79u6jprKK0vIKxZWY0+FC51Sj05hFmUqzIflb1I1O9GnsiseYEGMAkQGBJAmC3bVZEq7IfL5b8RQ5+bsPkKPGweeMGYBE+4kIiyI4IEQ5lM/dOiGd5qYQstcuYEhZHf/JstJj0XYWqBw8FK6lNL8ah11LVkg46fl1XF6Qg2vdFpxbV+FcMwebINiOBVNx15QppgpysVzH2I4s27qA6Xt+oWVCLDtdW3nnx4mo6xpwFeQKEiFNG05xWz6NIMu9qKiIkRdcxJCBw+naqi0X9u3DqlUrqaysEAkkTRbSR2lXbnr1G0Z+jZ2uw0ZyyTW3ccsDT1JY6yLRLGmyWiHLaiHDNSJttRibPpz0HTN++g69UBj1Bj1devaidevWhAQFoxNKjZy11Ys2H20xsmPFai7p05O33p3AbRdfwHUXXyxkm5aWHTtx3aPPMOrW8SS2bEm7Zs3RaPUEBp2+ZiFnMhR5r9fh2r2HII+DzXV1zK2sZlV4NDlxyRS17sDMsiqmZBcyced+Ju7NY546gGU6MwtsMCUrny/WbmdlbgHF9fXYq8tRVZajN7kwUCvkWAitgkMJFEO9OzObqhVrcFhtQo4de7H2GSPbTiOc1eRawl22mu/31FO4+icm53pdD8lZuaxCG+aqOTz58dvc/96L3P7lYvYJVqDSR6LPnsRDH7zG7W++yZvbz5wth2XH1RmD0IYmKBvKOFUiuFWKmyWXEMxyhlRhRZJcS7tsIX61lqhjUMszD1JGhIrBRWMrIzrIQd/O8bRtEUVClIXUZiFcdVErLuofS1RAHbXlZYSGHvv9TUEWXFL7/x2l5LDb0Gq0NDR4t9s/XpxeNMRAz7ZqJn81jelb1zP5l5/ZZHeQV3YUIe0uY9bMHST1asvJnPMqF8rvE48+wTcTv6BaEOmA4GBB9uTCMC060b7LikuoFmmy9mexdctGagTRE8OZuFKjkGulC7gbhCLq/UogFYUAg4pwk464AAvtI5oRnQBTNz/N1j1LFBd1cuA5kwYf2Y6UtiRf1gdndSVBa1fRd90GzMtXsnznLtZW11M/bwfnOlQ8GBfFFRm1hEUlQqAeV3mt0EeEYtHgwl1cgXPPdkG2l+BcNhu7tYa12RvIseeybPVGavc5uL3dDQRnlpDaopyUiiLc21fj3LRE8Ee5kMoj6uhsmx3zKJ6LXvvfK6wU5W0TSlqdzY7do+axu++lR7sOjBh2LnePHc3dl1/CVf36svnHSdRlZRDtbGDTtMkkBgeREJ9IiNZDywA1kRYDySEmWkQGkh5qpqVFT+/0eIakx9IjNpAtv3xH76Qonn70cWIEgYvUa4gx6Tln4GAefOlVSmprMWo0jHnoSW594X+KC7eq8jwqSrOFrKoRyqibR97/EK1QsMJCw3zv4ceJhvQkpU9LozAmgQyVnhVVVSwvKmd+VgEfzlnGosIqNpfVkGO1Y9OoycjLodJaj0Ml+pCos9oAPRvKSlkkCHq2UGI18fGYgwIINxoJDg1Fl5SERShyEd16ooqMAp1OUYhlHzwW/AT79+GsJ9fq8CG8+uQ/eX9kCJMnL6DIx5TNukpWl6bwyI3jefX2B3ksbBlvrW9A33Ikr94md5e7j/du7EX29GlsOrbSd3pBjKem0CQ86kAcbiM2j17O0QmhrkLZXE8ED3rR0fSCeKvRmuVOkgcH4TMdkk9ERMfjcdro2DKEay7rxEPjL+XJx67n/nvHMaRfezq1icOg0xAeaiE6Ls535ZFhMJiFcuJ1qXe8sDU0oNVpqa+r9cX8NqRck6Ynv+c+Jxcamh+vSzJBrGd+/T7zWlzP421Pnn8+OYv87TffMuvnadgdLiyBgVjr6hTzg7hmzQgSA0tQSAhOp5uammplg6D9e4pxeJzetq+SM+461JI0emx4XLXIXR81skeo7QTpPcRYLLQJTySxWRAL97/Blu3TzrhBRzE3kl8XZFMSz+6yN+BauRD3xnU4128jocFEv+Bwrqp28GDLFtxc0sBdlW7uqbdz8YqtLIg2izzEQC7+qUSZeOQW/1W1VG9aQ9bGVWxdu4CUsCQuaTeSly65h7RZP6J7+Fqe2VbAY4UVJAWsUTas8lSU4Nm3yTuoi3L+rcH974TK8nJGXDiSt995D7VQtM1Gk6LcyUoJCQrCLdpmxrZN7Fi7grWrVghlMJNtO/exevkqvpzwIf994in+ee/95OzMorjMicnuoZ2oi67hAXSPCiBZ40En5NKevQVU19goLq+jpFKQ8vUb8VhreeOTz+jesSP3PfQQdzz7Am269+bx++7l8gvPxyzaOC4bKp0Ro1aNs6ECu03IKpUY6EQf2b59uzIT7sfJgZTx+sBgfli4jsDwSDp27kZoXLxoMxXUlJdhdTgxhwVjDDAr44Ld7qCioIAaQcI9QpCFh4dhCQsly6VibqWDWftyKJMuYYQypoqOQtepK/bu3akY1A9PQpxQmhzKRILEsWSZn1z/PpzF5NpBQUmZsqWzhCE4jFCVGFSVIw1JrVuTYhQapHIsZ77EEOtxU1JS7NvSWUBjUOwzzyyoMFhCRc0LQi3ItRDLuNRhiu9r6f9XdiCPW5Brt06QEg0anRgFfXzu79C5pOAKDgml3iHeUyEYetSCtKr1YnDTiN8iziWUCofDTfPEeMVW+lh0Vi5UlF4VDhTScaC+oV6Qa40Qise/y5l0HScXNUkc/51ONo7DJZm7hGlfvs/cpOv5T7/4k+LGUpJq6QZOmnrM/GmqIIsO2rRvTb9+fWgrCERcfDTW2lps9bW0aJGMweRdMCo30KjKr8XqsotgE/Uu7du9/shVKqMgGG6sVfk4xLVut+wHor9rPUSajbQKjSc5PphlRV+wc89ycd47g30mQZpkyC9W7pz92Kf9iHPZclRaFerW6UIfqpEpcBfm4skvw11chhir6VxUQVxpHZVGPZpA0WdCLKJYBFl3gNUJQWvX0iYrmyCtEeu8qYSvXExnnRCVMVqMfVIITU9HFSJny/JEWYu+U1aEpyRbtG+Rh/exzgrs3b2bDWvWCKVNi85nKtZgk/vee7xjjSDaLlE/5Q0iXpSrQ5AmnWiw4QFqwgJ1xIYYSY4wkRSiIzVMJxQ/matajEce1A67UNzthAtFt6Ckmo17SygTWVfb3didHjL37aZDj7689N3PDLrmVkyCjOG2c8kNN3LbM88KOSP6sM6ArVi0/YpKwoIj0Iux0V5ThsZjpVqQuNNJCv0dIb+03X/TaG66fgwvvvMqV996M+eOvJjOPbsR2yxGWb8j1/I4BdEWQxk6k1FRePRGaa6qJUDIt6CQYCpdTubsyGSVUGr36C2URUdTFhuJMy2V+IQEZc2QWaSVMu+g+aEfJwJnL7l217FnxVfc9ebLyjbbd326lQ7nDSCyzLsNcUHqKO4KXcyD773Jfe/9j2fzunB7Fy1FW6fwiHTN9KG45v25BA45n45nEsEWBEBtChfE0oTTI1cXm3GrggQ50AsyrRYEWxSNS85aa0Wnldu+i8525nPqQxAYHCJIhVYh0SpBqKWioRBrrU4MalplAHKJwSy2WTN0QlBJj+CK0uELsgwbf0shKO2nlfhjoDG9DHKmQKuRZf37PnlIwafk8ZdWiMu3TX0htt90SeZgzffP8+hWMQBs/55HRT974Is5bDvBX3oaB4Ta2jry8vLRB1gUrywW8VcrCElIaKhiFy9NcYwGQUiaJSj1JmdKCzNraKgR5NrpEARGKtfyBaSVvRqPJpzKskBy1lgp2WjDmuXEWV2KQW0TBNtESmAkSXHhLM74XChM3t3wziiIYlMJUmdfNB1n5k489XZUOtEud2xR4mXfV4u6EvwPVZAZXYt0DP16cm5xFVmBQvkQiqhgYqL8RT8STTKsqAGjtM1etQrbJ2/g+vlnXMsXom6oQBsoFHqbE41ZEDlzFOoIIWfyM3BvXYlzx0rRVBoUBfJsQdsOHfjm+y+5dfytRCfEUS+IdYPNTkN9vSIXLBazQq7lFxVJimXJSG8QdqEAyvUBsoVGh5mIDTdj1KsJtsh6EH1AkOqKynoCLUZKqmyU1Dups3soqrORXVan5BkaEYZdlLdVtlmnVdSxqBch+DVuBx75V9xHCCnMYWEYRBVnbdkkZKJbWfhuqyrHZhPXnlbbn/89Ib0WNUtsRlh4OJ17d+fcERdwydgxpKa3IDoqglBBjENDQzAFmKmpsyoLYOWxVvThIqEUNYjGYwqLwGq3sXLXHiwduxDRoydxrVoRl5RMWEQkAcHenWjl1yw/TizO3hJVhzBgxN28f/eDvHXL3bx1913c1iIATWAYbZNTidUG0uvCu3jv9rt57fZH+Oj6YbQS2ny7wbfytoh79WZxzT0P8EjHMFGIaiKHPsJbPU/X/dWEPG6ikWoMgThVcqdGSa6DBIn2Em27Uy2CRoyBekE2tCJ4mdJvEcczCuJVdKIeg4IClYHGLbuAnMEWDEKlEuRanHe6BbUS5Dc8MlqJFzTAR4zFECeCJAHytwwaMeDohHBSMv4NNF5TU1dDVFQMRuNvm0g0lr3cXOCgADxYl6cMor9cd8994oc0l0mmU1I4hoSh/OvWu3n55nt4547ruTTOtyD4QFod3a94na3/fZrXRR97VYRXrj6Htt5mdcKgFJH4X11dLUFiIIpvFi+IQz06QRLk4BQoBqHwyEihKOnIzMigvLxSsb+WSlNxWS3FBfVY5cYmIh+ljkWbkHbX1ppqStfsoX7TNqFIFFC9fg91G0U/ybZjcNcQHRBASlA0gZF2Vm79UbnW20684fSHaEfSI8XubbhLBLnViv5QY0XlcKGWq06FsiG7h8dsQNuuG7qeQ9EMHk5gSjLt7KL8hDLjLqxQ2qaik8jrBZHz7M7ENvFrQZw3oSotQB1mwJVZiX11Ec7CSkGyhTJrDEVlLsRls+HatRdX7nbxNH9Bu/6LYBLEaejwC3j+3y+wePlilqxcyqQpP5DWpg12QVzrRNlKMutWyeWJgiSZ9YorTo1epyy4NZu8skor0khzMZtLhV1E1AsSXCkItbSjtYp6FIfU2J2oRT4GvYaIsEBxkQGbtRZrbRU1VaXUVxcLUl9Bg9OG3V6n1Kck3+6qQgyOSkHig8jN2IdGyEutwYK6voqKigrfm/hxsiDHbOkiT8p9rZBd0g1rQmIifQYOFApZAuGCYEfERJMsiLLBbKasooZdGVmUVlZSUVVHWa1XWWtwuoRiVcWOvRnExMQSJmShJdCizHRLJwfHO1t9vOn88MKvrhyO03wb4hMBtc4sBLGJBrsGBwEKubYLom1zqalzmIRQ1tPg8ApspUP9jfqUJD3Sk4Hc3tzmFERApWyhIM54u4LbLWeLVKi1WkKjYsW7K8xN/HMq9NnpdmC1VVFfX0xtTQFV1XtFfnLW8rcLSZalzKOmppZm8bHHNXN9kKwJNUDayp4GAu5kblP/hyHKxSwGH+kjXCG2KjXFhdLVYik2h4PSomLBFV2Ul5RiEQORVIrk1wNp/pOzrZwahyDYToeoe7nnnWCKznrqS+vQCKISGBKC3mPFU1aAdc82rNtraNhrxeiuJ9yoIyUkmuzaZaJeSwQxkcrXCZ6aP1kQ5eRuaMDZUINbr0Ytvy9LG4QaUQ6ymZnllLX467Dj3rdTkOQQxRe+WqTVOBvw1AvmJgZuWdbipfHYBA0U5WnNrhTk3I2qweGtC50Jj7iPp7IW208bcW0qFsq9Bn2bZHStYlGFhaGuKhdpypXHOlugfB+R7dZkpn27dgwbNpRPv/qS5q3aUm+zozMaRT2IchIEq8bqFPLKSW2DnVpRzhW1DgrKa4UMl2TaQbU4X17vIbvcRpkDymtslAhypdeqsQgyHmRUEyyUzZCIMJLTO3onBIRMcYh6tNvqBKm2oZJeQMLl4rcwQkKjqatvoKIgH6NexeqVK8UY4cal1tInPUUontJsyI+TDSnvmwaT2UTnrl1Ja9uGmOaJhISFCuKtIikpQRDvBKXObEKpiogMJzBAeqRyExUWrHgFm/r9d5SVFCtjiRzTjncsaXp/P44ffnJ9OE7hNsR/FdwqHZW1GnLzrOQXuikpdZFXoCYrW4QsHcXiuKAMcnKrFHtWSRj+LpA8QA744dFxQnOXLtjkzLS0p5fiRlBo8arSJMQgiJrG5CQ/dxN7dv7Mrm0Tydk/VYTpZGf+xP69k8jI+JS8nOlUVWxR8m4kwk1xIE75K24n/iddWSUnpwqCJ8iNIHwyyO2jG3/LMlfK3XdtY57KohPf778SJ32b+t8JpVjEXzmz06xZAhpBRuQmDDW1tcpul3XK3xoqKyqpkrtnVnnbtdY3K7R1cZGyfXS9QxBNaXctVGu55blLpDeKdEEBoehLizCo7RgcFThK9mLbXIw1qxSz2kqkyYIlVM/OzBVCWRPPcxyK1l8NpU3JGWehCKgksQ4QZSbJtBiMJVSSaNcKhVIWriBz7uoybFM+xjH3OyjYj6rGax/sEeWGIHFCW1fattMm2rScvZYdSeYvrsUqzkt/ylEONLE6Gn5ehrpEKCsO0ccigtBECwW/yoo7fwtyG2a5Jf3fSeYcDYo5jWh/GqHIy0/z0lQpJjaWV95+A1NQMGUVVUKRtyubTlntTkoqbdRahayusJFfZadCVEF2pZWiehcVopxLpEmIU9SBIMAFtTbqRB3IDWVkFbrEb7k1fWhYFIFBQcTEp9AspS2prbqT1LonzVp2ITI2Bb05WJnN1MrNrExhBLcfLJ5Lz5ade8kVRFtuzNa+bz8S40+PbcPPBjQltxrRXuSXuMFDh9L/3HMJipAk2iRklJHUZtEM7t+dzq1bECmUKLNQrDQatVDOtLSMjiA9MprMnTsVYSnnjBrHlWOh6b39+H3wk+uzENJLQnG5kx2ZHnYIMp1THsrugli2ZsWxdX80e4sDySwxUVyl9/lw/vtAChQpKNRqs+Jmz+XWCqIl471KhNPpUmbsI6PjWZExmY3FM3B47IJs1VFTvZ/qyp1Y63NFujrBS9RisKkQf+sOma1sJMeNBLkR8ljOnkpT1eBAMxpLIHsLt5BdtoPSqlzqGuyibmzY7HbsDgdW8btO1FWVIIg1dXUK6T+bPCr8HkhPC2ajgT4DBhIcFka9KK8aQahrRSgvLUOn1ymf18NCQrx22CHByhbOZqFgZe+qFGnqqXdZsbuEciPFosZAbUUp+sAANCq9IO6CYLvcmIxmLIJseGoLqNleisppJVCvJT44nL2lqxRyqDD90xgH2qR4TZV4f0+onD0OQROqQ2XyaU0GWQbivLRDd4i2Xe3AnSnI1dZdeEqrRGMWaeR4K5u9IHSSlEtCXS/6jjxUSLVUM0Rfc1dXowoPxC0UeE1bM9rmHlx5+/EUib4jxItQg/BUleOuEv2oLldcIx9MXP43RlPS0hga41u0aMkjjz8sSDWY3E5cDqdChmSJyrZbLYh2cYNQ/GvsFNc5qWpwUCmCYo4t/lmFnCgXhFvKsW6t4kiPswi5oVL6R1hYkLLZ1fEgODENU3gU5oS2tO7aiylTfkQt2re1vgZLeIQvlR8nG4e3E6mERURG0q59By4YeSndBw0hIioGjdlCTEI8YULxiY6PIa5ZAqktUmmenEzH3j1Ia9ta8X6ljEu+vI8GeZ/T5UvpmQo/uT6LIAdV2bFq6mx4guIwJbTC3LwzQS37EZA2AF1SP4zJvTAmdCYksTVx6Z2p/5uRazn4eMS/3Jw8covrKKuqxiG3eLbWYa+pZMv2XcxbtIXZC7eSk1vG3LVzmb9vKpVuQQgE8ZZeIRwOKw5Bql2OCtxiIHMIol0v/YwKUuyStruSoDUh10q5iyDjHSKPlLRkluyZzluLH+XDdY/x+Y6H+Hz77czOfJni6lxBrO3KbKvVZsNua6C4pISMzBxB3ETe8vN7IznyQ4F3IBBBo+HCC84jvVULzAEByu51NptVIdpGQSwCjHpBwkGv1Qmm4sIoBg85M1slSEr+tioq7TYaBHkQ1SYGMJMoayvOqhJcom49gjGq1DrFO4zRHK7M5lXvL8BZU4dJ5BdisFDpKhD1Va+QoNMZSvuRLylnlgVZc8cm4ggNxm0OxaMTQ4Li/UO0XVFWHrV3Rtoj27Q0StcIxUK+oBw5RJlIl3wKmxbnXFYP9eKnTfYxJY34K8u4sh61RSd6nQvXvkq0bVPEva0ijcizrESQ90qo2IJj41zcuxf6+kwTJeAswQEaI9rk5WPGKsdxgVpC9NJFpIyXO4dqMQplziEOakS5N4hytsqqFBq73a2mQpDugsoGodt46NMhibH330//iy4mRJR/uFCc3E678sXmeCA9J6k1os2HRtO5Uye27M6gWmXErQ9Co6xF8eNU4nDCK72FtG7ThkHDhnH1Lbcx6qqrGTZyFAPOu4iB5w7n0nFjOffSkVxy9VUMuOgiLrv1Fpqlpip23MpXE18+h0PGH+2cH8cPP7k+iyAHK0mWy6tr0AQEE5PSkpikFgRHJRCV0pr4Vp1JateFZi3b0LxlaxLTWiq+mP9Og5zyJmLkl1+tP/9yDv997SveevczpkyexEeffM5/35rOhm1lZEri5HBRU+lg2+4sJq+ZohAHp7Q/VWYnBbGQ/q0F6fC46skvyKa4vIzyiiqqa2qpra+nVpR1nQg1tXWKWUKNKMvCklLKGmpZvvcXap1V2F1ynlSDVhDD/LqVTM9+lJzalQQHBxIQYKLGU8jWmukUu7dRXV+BQ5BFu0OuNvPjSIiMiOCmG68nMSUZlSDT0nZVTq7WC0Wlwe7AKr8ICBIty1AuAJNEW7qk2zyvgApRZ9Xyq4EkK1ozlmYxNIg6q68sor6mXFng6BDHroY6nA0uqmtFzk75qVbuq2JCZ3SJOpf296d5fxGPJ/u0WyqL4t21ae0hJBQsFlRmQZ4NYmA1igHWIBc7CXIcGYJaZ0AlOZlGtFcZL/fu1wmyJqdLBbGWIkJ2C7leQbrUFTxPbv/nTSfdXoryVkdasG2sxb56h1BUhILvacBdV4W7uArn/p24q4USk7sf7F5np2fbAC9NRCR5kkF6feg/bCh22T4NOpwaLQZBqgsbHOTVOmiQTUyUj1x8LT8S1NiFrBLt2yHlkjgVatISFRmuLH4bO24MbTq0JSg0CGt5rpAh9cr9fgvSJaCyHbeohubJqeSWlJFbVI4xNEK5tx+nDkcivEqcaCtGo4nQsDBatGhBq/RWdOzYiQEDBtCzVy+GCuLdsXNn2nfoqJgcBckN1ESdysmIwyHz889WnzjIfujHWQTpQqmmulJOSxAYEak4qTcEBBIYEkZoZBTm4AhlwaNGa1JmlqrKi31X/j3gFVJqAsxGKitrxAgShNqcyPJ1pZTXBXHOBedRVlKOSpCE8MBUrFVuysvsFBXZ+GDOL8zYl8W+ejWVniAaVIHY9JGU2AOYt2wpmVnZmKT/X2W2z634UZar+UVRK7ZvchZ19do1uAVp75o2kHBLKMHGQMwaiwhGAnVRxBhjKalZz6J9X7Fg30S+2vQS60rmsaT8U77a/jBVtvLjWgh5tkIODm3btOG666+mVes2WIKkNxz55cCNTZBqpyDPNkG45dhib7DhFv/kZ9Y9O2rJ2FFNUV05NVZByD1qoXAm4YqyCMWoSMTVC3LupLq8gqLiAopLa/AYDWilz3iVVtSzFr1eR3HxvtNfqMqvL6IcGoQsqK1voD4mEXdMEs7QcASDE/1BK0i2IFU6UUgmMdiKdusxSZLlna30CMKsEu1ZnpcLHFWC3HmERuIQRNshCKDm4mHKjLgoFEHABTkXfz3SQ0vLSFQBGuwb67D+shrX3p24cvKwL9+KbX0h9kUbhcwJw11VqpB1+eXnrIV4/5feeI3UXkOpcGpwCZkVFKDHbgymRcf2NG/RUpS/QTFjkl/DpGMXWVpyrwKj2UB4syTW7yvml/ffZt3CWYwacyVdBg0nLi6KiszN3nscJ0QNYxdt32QOpqAwD5N0q+jHKceRSG+jMqaQYvlXEGe5qFt6F5G+/KXtvFH8lbPVUs4diTx7x0Rv8OPEwU+uzzJI378xkREEmXXKxgAeR50gGZUiVOO0VuO214KzFo2nAaNBEIyYWGWBy98NRkkihDAxCMFz6eWjeOWtt3n0yacU0iBXZGuFgLrt8se49tzHSAnuRE2ei6LsSlYs28zEH2bw8sQfePmLn/l6+iYqKyKpr7YrC0e0eoMQagEimAVPEeRLCDmjwSgEnJnAADNpqUnERcQzovNN3NnrBa5v808ubfYsQ8OfYlD4Q3QIHk+i4SIM9mhKysuI1DYnzdSXJF0vgjwt2V+wVZCiA9sY+XEY5IysrNd+ffrw8MP3M2joYELDwzBaLMqOjSr5SVQojZK9WYKkH2ytck1lRTXb5laQWVFIkegL0q+vWtRbbP/W1AfpqXBYya9qIKPESl5RJSVCQQrrIPqGxSh4kEEIUpFefmoVg5fb+xH/tIUkrYr5kvjrFH+dokzqk9vjNqpwR4XhkTPUUvtQuZQ3kYqifCtEvMogyk8QaGnuoZiWqITiIoJcB1kvrvH06YrmnHOwK+Ui8pMzrGhwC4XFIwiaJiHcu8Zxay0NP27AtmGP0ufEQyj2vNLvsjtrk7zyNC/FkwxRlrGxsUz4+H3GXnu14sM4u7yO0eOuZPb8eSxYsoAFq5fz7qefcs2ttygbjMiZ7kvGXsnkmTN598WnmDJvLur4tkxbtIac4lIuHHcNVtGuHXa5GPW3oZi1ybYi+kdhUQkal4OwkFBR5X7l/q/CkQhwU3IsQyPZFgfePtR4TsYdhqbX+XFioRIDiyL+/o6w1Ray5tOBdBj1DUGxnX2xZy+kza+sbIfDRnlhDkU5mdTVCUItt392y8/bWiyWAEFCzJjNgQQERxAYFiPkvEbpmL+nEy5/ryOpA54hus0oX8zpAemNQ7b4CW+/y8cffkq7zq159NGHSWvRmoaGet5+93W+EcTZYDDw2ruvKCTCJuKLy0uZt3SGsgGM/BQeHBBCalIaaSktiY6MpLTau/nDgF49BcnWewWZ0rWksJNl5iG3II9tu3YRERZKdHioIHbeJHIQkymk+z/ZHeWsotyyW56zC8Jh1AtybpZbTmvQCTIoCWFoaDj5mz4jZ90Eet64TL7aCcFHu79mVt4CJg1+3xdzZqHRzl1CLlKVx1u2bGP23DksW7xEcc8nt54WtYJd8W3tURaOSlORpObxDLougQHDkmkXFk90QCAaoYBaK4op2JyLtapadB4bVeU1RLVsRnKv1miMJkEDQ6i01TJ79wYGJ9xH82bt0Yg6auwrk7Om897Oicwe/q1y/FfDXi9dr0nzF9HWrFZq62pokLvurV5ESNZmzNI0o75KlJEoR4/XftprBqJFbdQqs6MqmwePzaksXHTWuLAJ5bIkNhHDE0+htZhxL5pH+OKfBK0WREwujFSLTAK16NokY92WT8PuMlzVTvTRGgI6JeEss6EJEudbJaNpPQjdwMtF+flIgsAP+6cxYdfnogy/UY7/DF66YTTn3zSedv0G+WJOTzidXvOvfz77HD9+NEExZbr7sSe444EHJCsS8vrXZEnK+Eohq7ZN+4SEdr1oUGnJ2zCTsoxc+l17H5M/epWeQ4bT6/xxviuODinPFNkk7vPqay8yedLnPPHIE3RJTyGmTa8DdSPx1t030vPCS+l+3sW+mJOD/q/OYktBpe/Ij78C74/pyRVdknxHfhwNv+6dfvxtIYWhFMgGQdZiElLp0GsIfYZdxoDhYxhy4VgGnj+arv0vIL3TIJq17EpYdHPkhivSVZS89u+h3Yp3EITKaDYJ4uqkQRArSWQl+VVMB8Sx/CsXxMmdseRMTURkDOlprbntuvu557bHefCuJ7nzlvu58IKRtG3TjqjoeNKTk2mT1kLxKypnAxsHJknmHYrnD7sgXHpaprYkVuSnNwSg1VtECBDPEoQxIBi9+K3TmTEFBBFgCSIwKISoiDhCQyIJNIVgMQVhNlkwmgK8r+LHr6C0cY3XVlR+NdDrDXTq1JEbb7iBx558jBtvuYFLr7iM3gN60LV7B7p3a8+gQT0YedEw+vTsQtVWMzszCsmuraDKZhPNRYcpPInkQf1pdcGFtLyoPz1vGkvqQEEuTNG4VZEijYFqmxVbnV20l1hFUTqdIT8dS/KvlJPyuVin+FR2tOtBcXAz6iWBFgqiR/R75WXkhyvBs+VsslRc1IKwyYWOQpgoG8849VCb0hzzw49gDA4Uyp8OT8++1KS2FYQ6FLXcwVQq6HbRNzJzMXVKJmhgCsZkcc4pd3p0Y2gZgTbKgmv3dnGrxi3o/w7y5s9BloHDZic1IZ7hQ/rQs3Nrr/LoUyAPhzw3Z+p3ZK5aybblC2moqaKhso59OQWYI2JZtz1HcUN6XJB1IBT6DRvXM/mLCUSFh5K3fC6rv5noS3Dq4RAy1Y+/FnJCwo/fhp9cn0VoHLAUAiIGTmmPJf8e6XPR3xVyuJZjdnR0DEHBJmXB2spVK1i+ciWr1qwVHUJNjx5tSEqOJz+nkNTmKYJYt6Bdq7a0TmslCHS6INJpJDdrRrOYeGKjYomOiCQuJlb5jBsgSLlOK8pVIS/e4CV5ejE4RZAQGyfIepQgzGEEB4WKv+GEBMkQRkiwIPNhkUSExRAdGSeIdQzhYeJcSAiBgQHKVwVpRydn1f34fZALxLp06sLYcVdx77338eRTz/DMs//gsSee5MEHH+X28Xdz1bU3MHLkVeycZWNLXi7Z1cWUN9QKZcultAuVXoXGGOH9wqAOEe1IBiM2RwN5dWUEuGOEUhYqiOTp3Z+k+Yrcnc0sgkmQ6uDgEGWL+LCYGEznXEZp+kCqpScKqxPphc/tlKRaKIo2F64aK65qKx752+2h3u4kWxNC3air0UeEKgtEtTqNUBgDsA0fTbUpGKdQPtBZcDuErLF6cG7ZgybQjGVwawIv64ZG9AtXST32XUWiotqhbdVJ3PToBPJsgbKYVPxrnpJMr4H96XfehYqpnpDiXoJ9BOzdt5el337Mzqwc+l01nj0bV+MOjufyR/5DVbUoY42JsqLjW0cj71FTW8tD99+FU7SDPt37UL1/LzG9h4mTfpLrhx/Hgp9c+3FWQVEkBLsedu4Qbr7pWtq0jOOrTz7h0fsf5JnHnmTa1JnUV1UxsF8HunTppLit0gkypdNplUWQBkFIvMHgC43HIihbE2uUtHKlfdMg4+SCN2nrbRLXGX1B+pyV8XLBiUwj79W4Sr9pkLONUilSgtQO/DhuyDKTpjTSdZX0bR0VFU1i82RatGxFq9btaNWmrbL4MV2EXj17Mm7keHbPrGVtdia7Kospri2n3lmPzWkXZLNehDpBLuTug1bszgpyqnPZWZxL6/ghou50p3/9iLYkZyQ14llNBiMWobBJpdAiFDjpkaIqJJYVDZFsyrRRWCTNRlxKqKsXodJJRbWNjKJ6FmVaWeuKwTjmWmI7tiMsNJLAoEClXcs2bAwLxXr5zZSGNsdaWi2KzIO71qX8dW7PwrF+pxJsK3djqxIE/vwbMVxzL6qQKGnhfbZza9FuVYoilCLIdWpaChVCMdm6cat3huAoCAsPY8Q9j3HDK59TZ7Uz7ZfZ9LtoDC3adBRtPpFxN9zMW+9+5Ut9bMh+Eyzqc+78pSxcuZ1Rop6vfvlTup93qdJ+/PDDj6PDT679OOsgZ4T0eiPX3XQ7/3n5A+YvXcWKNatZuWYVK9eu5qsfZ3D9rQ8rM3peQusfSM5kNH6taQxSWZHKjNxWWvq/lqTbbApQiHdIcCgD+g9g3MUPsvMHJ4s3bGVtaRa7ynPJqswjs6qALGVGu5iqhkL2VxewXpz3FAbSvuVQZfGvvMfpbNKgPJucXVeCSllQKD0KmAIsBEdGEt+hA6kjRmDrNZDVhjjm1waytMLMygojuaoIslJ7oh57J73ffY/hn35Aq5EXE9msOSaLSVkbEBBoUby0GARh14eEwBXXkt9+INm7qqjZU4l9TzW2vFpqC23ki7jCPA+OFr0I6CLyjY1HJRTO010/ORWQ9SRNy0qKipk0bQENddVklNQgfeZLzw9HQlREFMMuuJygwED+/eQD9Dp/JEGhEYotttw8bOHc6Tzyj6d9qY8NeX8ZpMJoFvWa2ro9sUlpov8cXE/ghx9+HBlnxYJGP049TCEp2OuLle1y/Th50Jkj/Asa/wCOJPYkkZE7aEr7Yml3n5ubzQfvvE6ZcwPp/SMEgQxWvk4I9oxRrcch0ubX1mDP9XBV/+eIiU5ViMfhON0WNEr/1irp2UMpAl85yAPxzh5xTi54ln9dTqfiWUVaaMgdAjXiGmmjrRJkSyFeohwUiJOKqYJchKv89i6sk24PHfUNVObmUvrTT9Ru2oKttBSNzYFWEHqLIN5h3ToTcckIzK1bC6FhEnlLW2/vtvRK1r6/Z+OCRgm5yHrjurXExsXTPDnluEmtbN8yNBJkCWUNiKgXxRTwBJPjU7WgsdfLM9hZJH3J+/FX4d0rezC2a7LvyI+jwScd/fDjxKLTlZMJTz3Xd+SHH6cfGolHY5CETieInXdWW09S8xSeePYFLjnnEfZND2X2/+1l/js7WDdjD3MXbGXZgt0EFyZy4zkvExudLPI4Q8SpIF2KFwjJmBtDo62BINOyDKSLSqMlEGNwmFCURQgLUWah1WaT4gsbvQiSpMmglgsfxbsLwizNBVSi7LTmAIxBwQSEhRGZlkL6XXfS8c3X6PbRB3T8ZAJdPv+YNl98RLMnn8TUqQvugCBxvfT1J57D41JcwP2N532OG9KlZ+9+A0hKSVXa6PGisT03vUYeSzO335OPH3748cfgn7n246Sg920b2bf4nxTvmOyL8eNkwD9zfXLQKBblX4fDTlV1Fdu2bWL3zl1UV1YSERlOl+49admiFQaDUSQUhEWQ1COZEJ12M9dyh09FD5AEVioW4qd8Xen6TXlvEeT7SMgZbkGcxf+9acR5pWwagw+SqHvXuIn8tGrcgsjJsvCIskNum+6bIfeopNtJJTdxjSgr+Rzyr4hR7HhlJhoZ7y3HxhnsEzlz/X/XXEpYTNwZMXN9pmDx91/Rpnd/Rtz5gC/m5MA/c/3Xwz9zfXzwk+ujwdieiNR2aJUxRhSR24qzdidVeTuVFfQnGqrEf9Kl0y42T/0Shy/uTIafXJ8a+Mn1ycEBsSj+yn9uxTZCmlJ4zR7k/+SErzwnTRdknJwRPNLs9elGrs9EnGhy7ceJR1B4JHe+dnLlhp9c//Xwk+vjw69HAj+8sAwhoft5BJhC0RnD0FlSCGr1NB3GvE9CbJAv0WkMVRKRfe8mzOSbgfLDDz+OG16iLIJvBlYuINPKhZDyr/Jb63VnqdX5FjHK7cH94tSPsxdqrfdrgx9++CEnX/wz10dGxL10GqZh76RXqD3g0lOFtvk/6dC3lj3f/Jcatx6tUY/LWosHMbjKr5quJtPaWgtql/ST6zs+HGqzGJituJzuX89ca4PRquqVHQEPQo/GZMDdUCPu1wQqkxjonbga04pjbUAPmo+4HfvceymsdeK2lqPsldII5Rq7uOZI0/A678YPNvlefwz+metTg5Mxc/3Fvi99R6c3Fpz/i+/X6Y3+0y7EITqSSeNXdP8sTkSd+2euTw6GXnXjGbugUWcJYXDLcFICVFSXljF/TwWF3g0yTxPo6NKvE7fos3h2QTHFfyFr889cHx/85PpoOCK5FlD3JGXsfdinXUVu3QhaXdGD6m06ItKTsW9/jJ1bMjEk3Ulyj4sIUNfi0ligYhY5S9+krNpLflVB59B8wN1EhHgEeRak3LaavL1GElO2sUkh12oMnT6lbeAbbFiy9iDB1V5Iq2vOofTz+yiVHT9wEIn97iYyTCsIuiDeqkxKlj9HdnlP0s65mdCoODwVe7E7yyhbej95xeL+yjX3iGs04hqDUAkyKF3zb7IzcsV99JhbP0Nal26o7XWiPwegqp9J5ozXqLR5H+F44SfXpwZnM7k+U9AtvCvnJQzj+U3/9cX48UdxKsi1Kq4H7cMy2bK15AiTCyqMqf1Idq9jR2Y9mjY3cd0llXz87x98548GNVGj/sOAsuf5fmGNL+7MgCpxLNdcXspnr8zxxRwZZyS5VhkYMLQHz7f2sGJbIVuq3MpmShenwteTVvJxYdPB/69DRGo6d0aX8uaKMir+YsbmJ9fHB/93zN8LdYAy4+t2elu4yjyMyMBf2DnpckGs96KKvpvW/VpTNX8U674ZxcYvL2N3dgpJ599DoPTSpe1K8/MfxZT9KBu+GMnGby9i85K9hHUc7rPvPk5oOop8niAg/1lxD5nP+WycsxBtQjcMdT+z96fnKKnaScHMq9g8+S4vsW68Ju9J3zXnsXHuYky936R5jBEM55PYI5Liny5g43fi2b8awbYlU6n9ncTaDz/8OIhoUyTdIjr5jvw43aFpNoAht11Lq+AjCGR9K3rffCed0wOUQ9f2z/jilZ+U338N9KSOeZDuzc6OobxbYrjv14mAiqSePfhvfD63vLuUR+fv5Yt1GbwxbTkjvtjGgjIfsdYZaZsazxXdmnNBMxMH9sdV6encLoY0jZ5WLRIF4Uygb7jWu/7CGEi/Dklc1TmWtgGHtiNTUDD92zbnqi5xdAk6WG8qcxgXtwxEbw5mUIcoUn1WNiqjhXSTlT31epICm9Sz7/6pGh1pqc0YK57vnFg5YXZyERNo8v3y41jwk+vfA1Ukwd1uIbh8FuV1jerjVorWLcauHOoJaTsS19Z/U1Da6N+5jvqtz5PfcAExzYyom11OpP1LMrfsoNEgw1X2NRmbN/uOjg+qZlcQ6fiazM1bm+QziYzl07EdRbM9cM0h9/5W3LuCiLZ9UbsbcBOJOSrJR/Tt2MsyOK2+jvnhhx9+nFR4sNtT6DGi/UEipUBN+LDRJGurDs5oW5qTnB7jO5BQY0zoROt+A0kX8frjmTCxpNGyfRxqUxyJPQbTvk8XopqQLgltSHMSuw6kfd8exIbqvJEqCzHdh9GyTStSeg+n8+CeREneE9KKVoJ0Nb21KrqjIICh3gPf/TSWRJJ6tCdUYWN6LM3a0aLPENp2aYHFd4vTDZ3ife9wIqAJ4/oeGr74OYNdhw1yDeVVZMoPzcZY/nVdd+5sFSzK1szA4f35YWiYt12ozJw/pD0vjunB3SkmQgLDuevawbzavzUfX9uB88J0hEQm8ubtfbk+wlsbwa068tWodM6JMRIcEs1TNw7kYZ9ipA6O44FzO/HOFen0D9YqJDkoqTU/3NqdK+OMhIZEce+1Q5jQ1eIl0PL+g9vz3yt78YhQ9oJNgVx62WC+7RvMyay+CMuhvcKPI8NPro+FwBGkXfo1HUaJcPlkulz9Oc0D57B77tdYG6WrowT7ATZrwRCgwVpV7DtuRBkN1W70AYFoAiKhJvswAuzBUZWj2GUeG43iUoXWEo3qV/kcC0e7Rt47F09ANBrHHDJmfYun5bO0GzudzqPeJrVjr+MbIPzwww8//iawbZnCrpjRdE9usilQ6ED6dcpm1fKD5iKqsO70HNrad2AhcdRzjBnXi7CgUKL638GYu84j8sibKR6AzKP36Ju4+M4rSIkKwBjTl+FPPEnXBO+Fho7XM+qmEaQmBGMM78CAB5+hT+rR6ZMmph99B7U4ZAZTk3IOfXvFKb+V+426kQtvvYTEMCNqQdJSxz7O+ed1JTI4gKC2Yxn98GhiT1OCfcKgC6KlppJ1VccYRK0FPPPhEsZP285bS3bw6Bc7KW6fRM/GwlUZKduymrtm7eLdhZu47scS+p4Ty/ofl/PUwj28PXs1N6zWcn3XEKU+qnZu4tJPVvPMvF28M38D1y+wcnHXCG9eAupgJ9O+W82/luSzm3AeGBHLskmLuGe2SC/yv+Hj7dj6d+KqRp8KaiPV21Zz2/SdvLdkK+M/242je8rB5/PjL4OfXB8LtXPYP+sedsy4mx2/XMeGL85j85yPqW5o0hkPMVmvwVpjxxSW4Dv2QRWNOUQI7OoqnNUFeELSMB5CWNUYwlLRHYjz4HbY0OgP80piicOgdBoPzqo83MGph+XTFIcLDO81R753knj0HJwyTeG3ZM68jo1fXcim2d/gSnuRlBbBvrQnCxr0caNp1vtBknqPJyYuyhd/8qBKfpKUFKPv6MhQxT1ESus/4hlGh6X9bYSb/VqJH36ckXAXsmHyThIvO5cQpRubSRk5BPusH8n3rRs/HOq0yxiUtJwfX3qPZdOnsOTDfzE9swcDh0QfMot8JKiC69n9wess/OUX1kx+i8kzXHQYnK6cs22ayLcvv8mCn6ayZuqHTPmlkvS+rYRIr6VwzXxyymop2TCHDQtWUdygXPKbUIU2iPu9yeKZayhz1rPvm3/w3QcTWT7jZ1Z8/j9WVvWmXYvf0ArOdLicWDVaAo9VOSo9XXp24uObBjH9ziHMuqk1vQN1HLAYclexMsN+YLS1l9SQWV7GyvLGGA+FJXWoA43I0lSZwrj+4t58f+sQZt45lO+HRhJtPKjFuApLWF7v/a0OjqCLo4Cfiw7afXvqC5mRZ6FXgo+6ifsv22c7cH9PfTWZGIn2M7u/HP4qOBY8DTjrS3DUl+Kw1hzKo48IB5Vbvsbd+hmaxfu0UVUYQZ3/Qaz6ewpyRSfM/YYiz2hSu/XwkWkNurhbSGmbpiT3woMjfw22hDHEhpu9UbqWxPS4jEa+5sn9ikL35SKfnuiUWlSjjbmetH4XYJBpPNU4HVGYQuX1RtQikSf3Swqcow69d+zNpLbTULRlJR5jD6Jad8OgyFRB8OuysNmd4h3k8cmCIPfpT9I8NoeiVS+zf+W31Ae0QfEgaEjAEtsVs9knfAzJmAKCMIQnCUEVhCkkCk1gO4JiUprYq2vQhnQmKDL2CI1bnutEUFSC+NUExhQCY9v63vtwGNFHdCUoLOJgMaiCMEZ3IzBEKh0qdKFpTRSjcFHmQVhz5lAjBjptSDJ6fZx4j06YjE3uakgkMK4jRoO/C/rhx+kI574fBUnqT/+eIWhTRtIjcBHL1h/mqekA1AS1SMdiFuTr+tsZfoMMN9MtKZDI9JYKsToWPDnbyK45SMgaCgohOMx7GJBGp6se5IrHX+Dqp//DFSPaEGD22nz/UXhytpNT23g/lRCB5zJ0/NOMferf4h5P0yc9BOPffXLAWcKCkggua2U46hCnT2nHqx3svDdpCRe+M5/h721iVl2TIVGQAmfTNY/iWO5+6luS5YM8kFeo6XduNy6p3834T+Zz3jvzuOiXfMqa3N3jcvtMTMVvMfY2GPSEHDJEaAkxeahrXAd1+P0FpCf+v3nNnRHwj+wnGmUfs3PuPAzdP6LrVTPoMu5TmocuZc+M96mTncC9jZwZT1IRfC/tr5pJl6um0razheLVU7E17SQVn7BneRZhw6eKfKbR+dKHMWV/S3mjTYdnF3kzHqcs8E7ajRX3Effq0Lc19ftWeM0+PJkUr1+IecAv4vpJtGrXUsTtJm/mY+Ka8bQbJ6+ZRrteyVTMv5vcUodoDWpBtu+g9RUzxTXT6TL2dcIq/sf+PVXee54MqFoSFV9E3vqV2OX7e0qp3rOQBk17otoNxGSOJazXM8QICaMKv4KUwbcTHmwUzyqUjYHPk5iagi7kQlIGjhJKhQlLx2dITIpHH3k5Kb3OQe+9i4CJwC4vkJSSKNKfQ7M2HeTmc6ijrye1+0CMgtBH97uf8EMWn2gwt7iNqIgoDM3vJK1HH7Ta9sQNepCI4EhMaQ+Q1qk96qgxxCd6Bzt1wjXERGoxtxlHiF78bfsMad2Hi/dIIrL/s0QHqkV6oQT1Hi4GrxQiev+TuKhjz6D74YcffwXqyZgyE/Xw2zj/8hbs/3E+1YeQpqbwYG9owJq/ni2L5x8Im2d8wJTvNv3mxmAet8u7keUBNB5oSbzsDlrV/sK0l5/ii389zlffrOVYE9QelxOP9MPuO5bEzmA2HzLYe9zOg/fTtqX/DX1pmP0W373whLjH08zfUH1gk86/LTxWvpm5j/BzevNUGwsH1BWNiQED2nFtjBhzjFq0tTXsq3UppDUmPYHehy1Q/D0IMqgoKalF+heQJiVD20USfpTsPHV5fFsUzYO9Q7AoMSqiW7bhBks+32Ydxqj9OO3gJ9dHQ+nrbPzmMDd8h8MxhR0TH6P8EFfR0rTic/ZOGcm6L89n/Zcj2DLvk0NNSepXkTf3KtZ/cZ44fyEbp71M6Z4X2PBz090ZHTSIuK1fDRP5XMiGSbeQufMTdn12v9cNn4R1HQXzr2ODcp/hrP/hUfILKnwnhbDP/A+bPx8krh/B9g07vdHW9U2uOY8NPz5Ofn6591z9SvLm38TGr84T11wgzl/KtqXTsZ7MfqwKQuOu+LW9uTOLuioDpsiWaPUpBIZLmuzGlvUZ+Rk7lUWWnupF5G2cStnOCZS62xCo6050MzVWZyBadTn2kCGENQpCTXciglawf71Iv/sTcvZlikgdwa36oKq2ohFC1NGQTFhypDe9Ao+438fk7pxByYYXKdUPJTTxIkz5r5C7ewbFa1+hKvhCzJnz8CQOR6+KILy5m/IMX3lKeHKp2PQpJfumkLPHQUB0AMEtk6ha8QEle38kd8UaTC17+Gca/PDjdETFEpas0BGU9R3rco8lCD3Ur19AcYKQM7Zs8vftFiGDOkMQVP8Z13uCGJvU1BUUUCenNFWhJHdt7f2yp8CN06HDFHRwbtxdmEF5XA/SI33DuzmdLv1aHn2wV5nRqyspL6xUZlxVIZ1JTw86K2SSo2gP132+B2v7bky9eyiz7hzKnDt6cb2hgmWlYrzZuZO3HS346d5hzLpjEK+m2dlxdA3rN+BmzsLdWPsOYtFdQ5lxWzcGWqs4qrc/Qf4n/7iGGVEdmSLSzxw/lIm9XLz+9TbW+r0MnPbwk2s//lq4t1Pl6EqUQp590OhRRV1PXOhq8la9Qs7eTN8sige302eQJuGU3k0k5Kc4KfBqRVQRtbkrqcpdTsnKNyhtVGo8tbhVcmMeeaBGKwY9lbjOaSvHVrJKpF9J5a5XyN7TqJxIqNAYQnyDjAmtxo7LbkVlCFRiUEkSb8XpXE1JbTuiUkZiqZtO1SGCz4arUXNwCy1MJe7p1Ij7+7qeXjyHs9GzjB9++HF6QSjLs5/ny293/ObsM1XLmPPpRqLHPss1T7/A1c/8i/N6S/PAP0rGJBxk/DIV57n/4Ibn/sNVT9xBUn12k0kfO/sXLCPo8v/j2qf/ydCuFqhZysLvS2hzz/+49qnnGXfXOdi2bD764nfHelbOtNP1sZdFHi8w9oYOWHMr/tRTn0loKM3jpW8XMvTNeQx/Zx7nvLWAG+fksU/KcVc1X34/n36vzWX4uwsYO3Uz17++iqnynLuSf7+1hIlNhiTqMxjzxhY2NCHMtp1rGfB9vhgJRG0VZ3L3u7MY8NY8zn9vKY9NX87Ab3OVdK6CrQz9NIOmIxDWCj6dvIhhIv15b8/lvM+2MK3Cl/mR7u8q5cnXlvP9bzZWP042/JvI+HFS8Ls2kdG3I6bbaMyqatwePRr3VvI31xDZawjqhkoI6IB2/+3sq7+L5OD3ydhRLfhxN5L6JpK7ZDJOdIT0exTtyheoir+NxKQQQYKF9KtbTM7m1T63gyr0SeNJbB6AUwoecyqajHvYV9iDhO6D0DlqBYEvoWLN51TZlQtQxT1My3Zu7LUaVIIEu/LeJ2uPldBudxJmaMCjD8CR+RY5+4tFfpfS8uJeVP78GMX1WoL6PIpx3X+xdpV/n6dYSFZV4hMkG14hI78nzboNROt0odFVUrbmHSoOuHb8ffBvInP648KE87gl/ToumTfWF+PHH4V/h8bTF6diE5kPl+/hoSnrfUd+/BVYct+5tI87gS4R/6bwk2s/Tgr8OzSeGvzV5Fqla8nAmDSCfF8WPG471dYMtpRnUu6bYFFbRvN69zbMXvFPfj7gw/L3Qk1Syn/5X+g87lg3kxJf7JmAE0uuA2kV05eW+sM/OnpoqF3DnPJS3/HfE35yffrCT67PDvjJ9fHBbxbihx9+/GGoTD24Kq0fyfoggnXBhBoT6Bh/G6/1fY5xoRbFpMZdO5OX1r3P/D9MrCXcZOW8zhM7lnDi6KOahLgbuT6q0fTnDIAqkj6pYxhkCRblLcu8MQQSpPktnxR++OGHH36cCvjJtR+nCEYCOz9PWp/bCD/Ut9BpBXXMzaQNfpiE1GRfjA/q9sR2HXbSdr46Hr/bpyvc9l3M2vcNn4vw2d6JvLHpce7eWcrwtlfSVmGtVsqtVfisbURZWgjW+oigykiA5vD2oMWkNf5KOHlclRTbD/p0bYRKbcQkXb8cBp02iMb1rGpNAAGHpFFj1IWRENKdrkGRhBlCCGl8pkaoDEd4ttMAnmp25H2nlPfBMIkfSgqV04e8t1p3WDlqMWp0R1EmxDmt+ShtXJSX1nTU9q/VWA4rXz/88MOPsxenL8s5pdARMmgObds39RTx94Aq8Z90HXHVnyOFqljC+rxBi44dxfD7R6BCGzqYqGgX1bnLqa32eP0/GxIwK76if+2bWi39V8e1x+jdNUdk0ehbOsR7LK8JEmli031+vptCjTa4I0HRjdu4N0I8xyH3FWjq49qQSlh6ezyFq6gszj3Ur7Y7i8qMzd5FTepQTDHdsAQHi/xSDu5geYi/7MPuJZ8/qitB4ZFNiM2R/G4f673OFHioKlvEOnUrOpjFS2gG8GifW+nuex9j7D282fpixnR8kfd7/4eX+3zIFz1vYYA5hj4tn+G9vi/zao/X+XrAv7kt6qB/cWPsvUxo3fVAW9aZ+3Brt7f4vN+LvNr7HT7sfjODG32iC2VuSPuXGJ94MY/0eI13ez7PG/0/4oNOF9NKKeww+rV8iJuiIkmKH89znR/ngWbJSvtWG7tzfefX+Lz/S7zc610+7/MUN0fH/MG2f6rhe+/ml/JEr9d5p8NwEmUBqmMYkP4cHw14mzd7vsKnff/FnTFxvrLUiTK4h7fkuR7/5p3+E/ioxzV0FS+sNvXixs4v8VG/13itx3/5ZOBrPJmYIu7ihc4yjId6TeDjXv/iZVEHn/V7gRvDvY7D/PDDj+OAOoQn7urPdb4tLX4f1Ay97FzebnPGDhZ/W/hrxI/fQCQhPR4irPp9MjZtUlzg/TGIEV6l9hEl6f/5adK6DsWkNf/KN7Uh6g5SO7dFZ0ohLKWzz7f0Q0SGRWNKvZX4eAvqqBHENE9CFziQpIFjm+w6aRT5/YPmqc3Rh55H88E3YDnAipreV/1rH9fKpgmaA2TucL/a0e36odV1JWGwSBsSgTHxJlKH3UaIYCi/9peta3IvE5b0MYSGhGNofj+p7ZJE7kfxu33U9zrTYMakdmA71HmvD2oiogcSkfcfbl9+P7cvuYsXytK5RxDgMeqpPL7sXhF/Ozdt2UPnNtfS70isVt2a6zuNJSz//7h58T3cvmw8j2Z6uKzjNXRo1FRUoQyIT2DZ5oe4TdznpsWP8S0jeTC1hXiCUuZue4rXCgrZm/1/3LvyUZ7J3INTnc71XW4hrfwNblfyvY1bt6wjMf1xbggx+DI+zaEKoV9sJPM3iLLd+Av7PQbapT3GtYZF/EO8zy3L7+aGtT/iSXqQm0JF29b248YWocxcfYc4dx+3iPp4bPsC9orO7nHXsHP//3H7UlEWy+/h2pWTUSXdzEVSacLCoBbjCMt7iuuXiXstu4Ob1r7PnJo673OcddCSfMMrXNClUcE7AVAn0f+5J+j4h/QVLXGj/8cNY1r5jv3ww49ThbOaXKt0gqQdk7yoRJqAA2TraFAZQjnw9Vgr8jxWqWoDRdpf53hoHiKN5hh3PUoeB6A2oxHk8ZiQaY5wj0OeQyPd45VQtfEFMrdv9XndaIQgp/rfLhsvPDgrd2KtzaY6Z4t3sxxPPhWbP6OsvMWvfFOH6mvx6GLQq4upzNyAK076ln6ZnB3TKF73Inl5tbirRH7aZCzhIWhC2xPQSKjUPYgMWUvW+qmU7nyPrLzmRMY1Gewa71ta+2sf1/G11FUXYi1cSm2NnKM+1K+2hCr+fAw5L5K7cyalW96hRHE6fiR/2RFN7lWEtTQXdUhbzMYATFHpomyP5Hdb3PFo73UmQZDaLmmX06l2KSuOYmftqpzJl6UVPleK9ezMXUKOJpsZ+zb6XFF5qK2YwxJrMq0PakcHoIs4l4HWqUzIz8WqxLhFOX/BVzVduSiycV7Vzfacr1lu9dWep5hFuRsxB6fj2/vuV9CFD+dc1wzezsqgkSI21Mzkzf3VDGnWidOCXqtiOK/jK3zQ942DoffN9DrQ5T3syvuOVY27Uqk7ckFMGZN3LiTb14ndtvV8kpFFj2ZdMXpsogxDSQmOw6J0aAcltbnIraM8tm0sr6jGbEogKTCJZH0x+61xpFhkw3QJ5UlFeGAaCT5547BmkdO4xZwffzGc5P/4DF9P9u1x4IcCldFCn3bNGdc5jq7Bh46TQRGRjOiSxOWtw4htInZCE+IZEqEmKDKKS7omM7pVCOLwUKj1tE5rxtiuiQyLNaA3hXBhus9tq4RKnG+ZyJguCfQJ1x5j7NQQExPFhZ2TubLNoc8hoTYFMbBDEmM7RpN+0OH5Qah0pKYkcKV4juEJptNDZp2FOLx5nAXQYUx5kDZj5tJl1EQ6jJlKu4EXYzyErIo0qQ+JNLNFms/odNVPtO13AU13rz4IM5FDviY5fSQpI3+iy+Uiz3Fz6Xzxo0SE+Hw3qxII6/mWuNfPdLrsE9qPm0Onc8YRcKDTePNIaX8NLS75gU6XfkKHq+bTafg1WBp54W/mIZIEnUPSRVPpNu5r2o+aSudLniEy6NBOrAo6l6SLp9J1rEgzehqdRzx28DkPPMcNtBz1Ix3Pke7xRNzQyaQ096UJGkbz87+h89gf6TDyK7pcM5mW7Vr/gYZk9fl/PoJv6vzP2Tv/Y8qrgogaeD/BTqsQiI1CSlSCEB6WTtdiyvuErBVvU1rpbPKOgnirgw74s9YYNLgPGPtKNN5XDD3H9HEtcZhfbQFPTbHgji29Zhya5gSEBCr3PnJevnup2xHXMUUoKa+TtWYWDW5xxRH9bmuP8V6nL9SmQTzY8yXe7CVC79f4dMD/caNxOf+3eQb5vjSHo8FWIWrqIDzOBhoclYdtyNRAvUvLr3eIVxFgCCcsbCyv9X+PiQfC69wRJvquzlsnsvzLbHWiFg9C3semNjbZubMpRL7GcNQN+YctmvRQWV+ES9zzD325PdHwFDFny2PcvfLhA+GuVZ+y2sellfe2CgXVd6TShhNhaMu1Pd9tUlbvMaFVe/SaQIJdK3h740ycsXfycr93+bDXU9yf1IFwca064ByeFHGvdriFW1tcw40trqSfEDpeUdjAkp3/5Rf3QO7r8TYT+77Iv9qOpPNZtKW/ypxA8x6DaNdTlJf5CAOEKpCI9v1o17cXzaKPsaZCH0pk6x60HTCQFilhvvJtCiPBLXqKcag/qcmhh51XY0zoROt+A0lPjzlopiagj21LQszBVqsNaU5i14G079uD2NATOMN+hiAoqTU/3NadcfFGIsKjue/qQbzYRtaLjl5DBjJ1VBLtLHoSUlrxxR09GRshC1NFQps2PDOyJx8MjSHJpCOtQ1d+uaEFrX0VobLE8vztg3mxUzARJhO9+/Xgs0va83hvr6mpyhTFk7cM5IV2gUQFhjB21CA+7R18BDmk49wL+/HGgFjaBOpIaNGeSTe1UUy0JEJS2/HT7V0ZFWMgNCyGx67uxbVNWb4xggdvGsRrXUKINJvpO6gvM8YkkXoWMr2/Gmddkatj76VV31Qq5l7Cum9GsfHrsWSWDSQ+LfQAkVHH3EOr7pGUzBqhpNnw1S3kea4hvWe3IxeYSgxeXc/DtuIa1ss8vxjBrox4QUIfIljKL48dZ/Gn7Jx0MRsnXc7GL8eRq7qO5LbNvNdLqCIJb5VC2dwxbPzucjZ8fjV5XEda1/be87+Vh7aruN+jmLIfZcMXI9n47UVsXrKXsI7DD9oda7vQ/Lzx6Hbfx4YvRZpvLmbbRg9xw+4j6ACJjyC8ZRwlMy9n08wvqW/KTCRcldRsukeUm7j+u5Gsm/whqk6PERP0B5uSewP5e51EdryS6NajiE5shirqKpL73kFsWje0tXuwFnxJme5W0vo/TvKgp4iPNWArysfY5k6a97qDsCBfXhIiv4KMQOIHPEpS/3/QzDCPgsIjedR3ULN5Op4WVxPT5lKi2/bH6DkOz/tln5FX1ofm/UX+3QcIIlaBW1z367yaGNC486ipiSOm2300l6YjSpx4zswgEuRz9nlY2TLd7XEd/b1OY7itK3h/4795dsMLPLPuSW5ZdBt3bf6RTUedwfQcQngP4mjxh8NDXX0hJZXf8+CS27muSbh28a08k1Piy+e3czs0hcy3GIe5ObG+GC/URFjiBGctPEQh+OvgwSU0RqvLdiDY3E7fVwCJQ8vR4yygwLqLr1bfcUhZXbf4Fq7eMJMikbqqcibvbHyC25bcyV2bplMb8wD3xAXTPnEUMQXPcfOqZ3li/b94cv3LTK0+2LY99p38vPP/eGD5HVy/Upxz9OPxNgN8Z//OUIl+OpYxT95Gm2bBmKK60O/u++gY02S2I6Ad/R97lqHd4oUSnky7G/7BJUOb/5o4m7sy+L7xdO8olHVzJM0vf4orR7Y4mE4VQurVjzCsbxIBlmiSL3mSq2/uT7DC+ywkjnqOMeN6CXkRSlT/Oxhz13kIcSKgxtTuIrq38woSQ8frGXXTCFITgjGGd2DAg8/QJ/UsItiacB4YEcuybxdx16xdvDF3A9d+vIp3s2zoElvzfy2LufPDNfx78W5em7acy+e6ufPCZGKV8VNFVEMe47/dzGtLd/Of75bxjiuZ65vLcU/DwHM60G7zci75fitvLt3Fv8T554sNJCiVqKb74A50EOcvn7yNNxZt5e6PVrOhTQduCGscnBvhYPb0RVwxaRMvied4+aflvFqTwBh5H40gzhdHsfDrRdwzexfvLNjEjV9lUhNm8PESeZ/ODM1YzWXiOd5aspNnvlzMi86W/KubSUnhx6mDt07OGhgJaXMRri3/pqC0cZiso27rf8gvahya9CKNIMqbXqSkosEb5SmmctX71DW/kiMr+yrqtv2bvOJq33E99dueJ6/2XGIS5axBMdWZ63DoEzCFpWMOC8VWXogpPO0AoRcUhZptb1Ne6yN4njxKd6xAG93Rp90eOw91s8uJtH9J5pYdB8w3XGVfk7F5s+9IPGXC5YTXfc7+XRm+gdiFPfsNcssH+J5TwkPNjvepqDvUCOQA6tZSnl+JJjAFc3g6AcYC6muF0A9rMqgcCZ4M8pZ8gHfDRAfVy70bq8j7ObLeY9+i/2P/iv+xf/NqHIXiPZa+yP7lL7B32U9YRflXrH2GvUv+Q+bCf5CXX4tj/5vsWfgiWSv/x+4pzxzcEl7kZ896R+T3X/YveZq9axYe9FJxyH0F6heTu+ifZC5/hf3L5OYxbho2PE+ubwcsT/7/vBvWSLjXivwm41TFYVSvo2DN62Rv24vakUudvPev8mp6r3IqVj/BXnEua/mjbF04U8SJ59z/Fnvlcy4XYe6t7MtoOMZ7ncbw2KixVVBuq6TCXidK+eTDUT6N6eoLuT+5NaG+TqQzduSypN5Eew+PA6LPORqICBB9ShwZNEZc5b8w1T2Me9Pa+/JVExJ6GfcnapiR5VvQeqbBvZkpuTouaXsJ7Rr9Y6sj6NL8UvoZ1ah07Rke35Yo5ZQHq62AEqdbyBUPDU6r6ONReL8baYmKvIKLQhv7eiAd44fRwej98OxxlZFnrRNS5XDC8DeEphW9x7Vj/7v/YMYPP7Hm50/56Z0F2CMbv5poib/4GqJXv8ikT75l1bSvmfHSWxR2uYpOjduSN6J+HQtefJ7p33zH6pnfM/fNydR1H0RCYzFrYtBnvM/kT7/1nn/tBdYYL2dQryDUaZcxKGk5P770HsumT2HJh/9iemYPBg6J/lUt2DZN5NuX32TBT1NZM/VDpvxSSXrfs8ceWx0s2ryjgJ8PjPWizTbUkVkH8UlhNOzOZWeTYa9iTx6bIiLorBBkN9sziylr1Fo9dvaUQZR08K8y0SnawcJdtU1MJ93s2FXEfhkhzvdKNBEiZNXLl3XlVRlGtqSTOZg+ib+mYCEJKfx73ACm3j6EmXcO4KFkI8FCQKmDw+lkP+z56wqZts/mHc/lfZq5mLe1+qCcEs+5YHsFKUl+v9SnGmcZuTajN6uxVhX7jhtRRkNVpRhKJCzoLREE9/iCLlfNOBiufJRgjUkM4EcaOGqxVhb5fjeiQuRpRWeRniJSiD7nJ7pe+l9Set9H81730SwlGZW66RxGPfa6RnLug110VnFPxWLlmHmo0AREQk32YVvcCuJalYPXCkKF1hKNPnY87Zu+11WTSY7XozY2euGQzyGtLY+CkFG0HDOd9uc8TpJ4hsRedxAeokN1pGL5O8KTRW1VMMFtbiYhLZjSVR//enbfj5MPUQ+TNrzJmoCreLHfu3zS/z0+7HIJ0bZcKn1JfhtucvO+Z6Xldj4e8C7vdLqAZES+G19lmXEsLynmE+/ycosE1giF/KuaM0HTORLcZGb+h5dL47m++9t8KsprYt+nuNxURo5QKKWACQ69kn/2ncBn4n0n9n2M3rWf8H5BNXv2f8Ac/bW8PXCCuO4VHo8uZmWZ18pdEki1vg1Xd3mNzwbIsnqT56JyeX/XEt/5vy9U4enE2DawO69Jm6gRx9trvOOIKkLIhzCMLUdx7g23M0HhUL8AAP/0SURBVFyGay8ixpJEs7TDZmhUFmIH38jIh/7JVU//m6sfvpyE4AAMjTLVlcnedfL7gg+eCvaszyUirTmhLdKxmFvT+3rfPW64mW5JgUSmtxS1cxgC0uh01YNc8fgLXP30f7hiRBsCzAG+k39/eOxOGgx6fu0J1kOdzUWASX/oVwW9nmC3k1pfwTtd7oN1ICC331OqyGMjp8ZAq+hDSzw8OohY5V5Oqm12du3cz5drG0Mmb/20nH/tOWwSSxPFE6MSKV+2misnzOc8obA9vcPrflQ+v1U806HPryXE1LgI30mNQx4fOhibxXspOxb7cUpxlu3QKBrm4OkkVt/K5nUZvjgBVTPiL51C6J7z2LqlkpCBU4kvu45tWw8n4UeCmagLlhBbNJpNTfMkjtiRX2DZfCF7bQ/QuXcZOya/55u5FV2i9QQ6x3/H2rlzRceReUwneMe57Mk8OM+qinmUTn3K2fHjB9hinzxmHiT+i649ctn2w4QD56XuZOz0OZ2aT2fdT1/ibPYcnTvtYuvPXzeZzW2KIz1H0zgPQf2nktQwns1rG981iOiLfiF42zB2N3n2v9cOjTrfduZNZr2PAumvOln1MhkZjQTk5MK//fnpD//25ycOp80OjcHDGf1wLMuf/ZS8A/wokHb3vkjzJfcwbYOZTg88R+yKCWxqMtMoiZy1eC/lNQeHXU3rm7l2ZBWz3/2JvCohQ7WdOe+fA8h89nV2uaS3kPF4PnyUpdmN+aiwnPMMl4d8xXelV3JlyhJmLSw4lPjVFVJQWEvw+c9ygepdvp5eSuI1L9KnegI/z9hNnd2DpsMdXN9nAx+9t9J31Z/Dab9Do8rIZWP6c2XOGm5aWqmYeEWkpnGJKoePiqJ5/8bmrJ+0gncLBBEVaYde1JdH7BsZMauclucO5cnKxYxZ3TjGqel10TBuz53H9RtdmOJb8c2V0axfuIMf8x2ENWvObT3j6FS3k9afZBDdsSdftC/hnkkZ7JBZaAIY2NLApp3lVKpCeOLO9uR9vISJ9njeuacZsyesZEqduEtQHK/c0o2AWb9wyzYDV141gFH7V3Gj8vwqYlp14qsxCeycNI07t7vFfXoxqUs5d321my1irFIHxvD8tW2p/3kBzx9oP38O/h0ajw9n2cy1naqtguy1fYZm8RHeKFU4QV2eJiasUUI6qNz6Par2/yA+Ri7pkdChT7iG+JQ43/GvYWr7FIkJUV4NUhVKYOfniDf8QmFOAx5HLW59DAbfVITKMpCEdl182ubx4bfy8OR+Q5FnNKndeqBTIjXo4m4hpW2acl7Ck/sVRZqrSO3cxZdG5tOb2E7DDs6SHBNu3PYGIRfifbMiOgzN7yDm8OXMJxxhmMJ89SVhSsHUVDv/lQ9sAUMigXEdMTYurlJ8VlswRHU9NN0RfVb/2u/2ARy3v2qBw5/BDz/8+Hugei3bizrRZ1iSz2xPjaXjaLq29s1Ke6rZs3Q/EV2aYc/dTf4+EbIq0QVCfeNUaCPMJtRV+ZRXS9Yl8mnfi4TAJjJDHUfbCwcT7lv9po7oRf/+enavyqRu/QKKE7oTYcv23mNfBnWGIPF8Nd7EB6DCYFJTV1CgEGs5RiV3bc2RnE38beGxMvnHtcyI6siUu4cy955zmdTPRF6pHU9NNg9+n0f6RYOYd+cQZo/vw/X2ndw6t4zfmE9R0JC3kzGf7iI/shm39E9lkLGIf8zIo8TlJbRFm9bz4O5Qnr9lKDPvEPnf3o1RweKRDmsKOAt4fbGL2249V3mOny+LprLI6jU38TQw6Ye1zI3rzC/3DGXWnYN5r10t32xp8JqFCBRtWse924P41y3DxPmhzLkmlfqFK/nvCSLWfhw/zrKZawkVuvgbSe55GYFCsnhEg7VmfkSx9g6iK29k25YSJY02ZhxJPUcTFCCEpUqFu2oRuctep7Ti8BlJ78xuSNYLWBNvJSLMIt054yz+hexl71FRK7tFiCDw/xREtw0al+go9ZsoygsmPngK645z5trq+a08BMw9ie9zD9FSKfC4cFfOJ3e3kWat9rP15y+9dljGzsT2FmniolF7hGR1ZlOx4UWy9uwTHfS3Zq5FnLErCYOeJDrSjMdpw170HVWG6zHtvOAkzlyHE9n/RpyrXqLCbiak591oN79IqZyilz6w+49GU7gKm7ktusJ3KHBcTkobHVW5pRgSuuLe/jwF2ntp2xUqdm3EETKUoJo32Ls3moQBIyFvOVZdG8LTo6mY+hz1rR8jSrWGansyIUE7yV65EKMyc/0/6pOvJdC9H6dlEMH299m7tYjALs8SzXJR10JRa3Eemp3XkVEz5lfPkF984mez/TPXpz/8M9cnDqfNzLVEQDpdx11N+2ZanA6P4EXL2OMZSPSGJ5m+XkpbM9EDr2bgQKG0u91iXLBRuuwr5s/bcyhh0ybQ/vo76J6kxW510LB/N670UHb80zdz/cwYnLMLiBvSSpBhNVrK2fvzxyzb6F24a2g+jIFXDCXa6MYjzjvyFrH465kU1KubzFwXookbwrk3XkyM1ordUUPRXjsJIUv5dMJZMnN9MqEPIM3UwN6qRhKrptWQQbypWc85c47fUO1MgH/m+vhwFpLrE40jE+OzHSfaLEQddw9Jod+TkdmdpHZ5ZK9eq2jrqsTHSTG9w75djXbiOkL7PYl2zXOUyBHMMJLU7hVkZvQkJfxz9m4pBM1gUvoaycruSpL+Nfbtlh8IjYQNehrtylkEDjtHDHDbRf5q9AntsC95lvqOjwhy/QLlgecTnZKOVptEkHE6WxY1kNw/lJyFPym+sLWt/o8kxwuUxT74q2fIWLr4kE+3JwJ+cn36Y2jsYK5KHc2NS+/0xfjxR3FakevTHmrCRz7POdZX+GbWoc4lTwbOZnKti0llwuUpRNdUs7PchiYknK6mYp7+cgsL/2Z7KvnJ9fHB/73ajzMC7oKpNIRfRmSrVth2rz/wGQz74T6wwenUoG00xdAHoXJK8tzEZ7XHicejPorP6iP43W40Yj9uf9WeozyDH2cjZuXNZ+yiO3xHfvhxsqGj2UV3cd414xne20nmtnJfvB8nC47Cfdz41jzG/bSDr7fl8eXsZQx7/+9HrP04fvjJ9Z+Gg/p9X1FRediqXz9OLDz7KcmPIS5kMyWVB+3HPIWH+8DWU7NlLtrOT5Hc90nSugZRtmXDkWeMj+Sz2vVrv9uextsdt79q5/E/gx9++OHHCYWD3IWT2bxmHnP+809W5R6Ul36cTLipqqxmbUYJa4qsx2Wr7cffF36zED9OCk6oWYg6CoPZga7lfYTkPU9u0QnyNqxKIbRFNNbsDdh0vQVhTqNowQdnlGu9k2EWMitvAZMGv++L8ePPYnLWdN7bOZHZw7/1xfjxe/HD/mlM2PW5KMNvfDF/HGePWcipxVltc30WwW8Wcnzwz1z7cfpDE4KlxViCKiaSf6KItYTfZ7Uffvjhhx9++HGC4SfXfpwUFGz5kvqyPb6jPwnHbso2vEN+ZuPOkicKLhxFMylc/xbZG6ZQc7RdKf3www8//PDDDz+OE2eFWUiHUd8QFNvZF+vHqcDy9zqSOuAZotuM8sX4caKRv+kzctZN8JuFnObwm4X8eZxIs5CXbhjN+TeNp12/Qb4YP/4s3rr7RnpeeKnfLOQsgN8s5Pjgn7n2ww8//PDDDz/88MOPEwQ/ufbDDz/88MMPP/zww48TBL9ZiB8nBX6zkJMPv1nImQG/Wcifh98s5PTGqTQL+ffsrWQ85/f4cqqxt6SGbi9N95uFHCf8M9d++OGHH3744YcffvhxguAn13744cex4Sxj1eLv+OcXH/OfqbNZUNDgO3ESUb+HT778nCn5dl/Er+EqnMWD36ylWvx22mwcLaX8OOd2uykpL6W4tACbrUHEuZX4xuCHH3744YcfJwp+cu2HH34cA3ZWfPcO36i6cftlo7m6XRD5+SW+cycPtRVOulw4jkvi9L6YX0MTM5yXx3QjCBvTPn6dbyTLPgIkeXY5XeSU5PLet+9zy1Pj2LF7q0K43W6/+8WzHqel8ugic/7b/Gujd//sYymPfvjhx+kHP7n24y9Dbf4aPv7hY5784ks+2loihpODcNds4bMFO6jyHeOuYM3iSfxDDEjvr8/FO+T4cfJhI6tURZtWiUSZA2mW0ouruiaKeBe7f3md/+xu3NTHxtQPXud7q5vcOa8z/pvPefCDN7n/3Re5c9JKsqWDclcBP3/zCrdPeIO7336DFzfIOvemv+XzT3lk4lSW1+bywzdv8szMuXz0+Ys8tGA/9flTGP/lxgN17sz6jnsn78FdOo17vljP7lWT+GrfPn786m3+b2UB9pIZ3PL2bHJdgjz7ZqZVahXtU9vy2C2P0y69O19N/hCHS9IVlUKwXZJoi3SScDfOap90WLfz4cR3ePhjGd7l38tzcCon6tmzYRovfvkBT383jcWlomccNa0ffw6nq/KoIXnIeJ7uFCB+H1t59MMPP04/+Mm1H38J6vZ8y30/5ZHWdzSPjhhEr3CToDk+CBL2zTdzsKalEaxE1LHo23f4yt2Z20cMIzVTELe5uX5ycUoQyMUjepL5zYvcPOFDXlu0mSyb94zb5cDeZFcfp8OBS3BSt7OErdb2PHPL3bx6x/3ca1nAf5eVU7jkW2bGXMPbt93Dm3dcSdzq7/mlVqYvJd88kOevG0EfSzTnX3onr9x0N2+Mv5bkLbNYHd6ffrVLmF4lb1bPwsV5tOubAh4XNqeH5j2vYFxqKpeOG89jvWLRRw7nvTuGEYMk1lJl8xJllUqt/Bo59HKyy7OZtnoOm3J2sL8sj+25e5myYQ4Ldq2iwW4/JeTaVbaD9foBPHftLbxw7a080qsZWqys+fEtXitIYPTIcdzbry3xJtVR0vrx53EU5dGdw9sTvmBNo5CxLeO+CQuFJDpVyuMu5bqnt1jZf4jymMf+uS9yx4KSE7yh1pkOBwW75vHa1x/y7Hff88XmvFMwAVPHhjkf8++VuaLXHhlNTddw2aj3D1pnDc5ycu3vkH8Nqpk2N5uBY0YwICaQoKB42sZafI2xnjU/fcHGDtdxczOdEkP1Kr4p7c7jA1oQHRjL0JGXkbBpNmv9guqUIKD5Ofz77sd57+rz6OZexkPvTvOdORQHCWkAXdq38SlGOlLbp+LKzWVvtiAGW77hIUlKPprEitp6CsoF+VUF0TYlHmUOz1XEL5KgvC/TfMe8gjpqCGdELyPzluZjL1/GL47uXB6tUXI/MtRo1KI1qcTzeFQU15QzZctc/jvnfZZnrGdnaTbltTV8Pu8LrvjgUR778VXeXPI5SzM38vSMd3ln8Xe+fE4unBUVqEIiMWp16LUatLID1Czn09yOPHNeR5ItAUTEJpEaoD5yWj9OAI6iPIq27HA4m3xNc2F3uBXl7FQpj17lVUPSIcpjPElDHuStgZH+mbEmsO78kocXqzjn/LHcN7gjYeW55Db9FHoy0FCOM+1SHu2VgNEXdTgOmq6Jml3zDvcsPvAt9qiQcvSPhkYc6dzRgh8nB2d1//w7dcgzCoJAZdiMlCz6gIc/epO73vwfz63Iw46bwjWf877nQp7pGcTqKZ8xWQw4ztJCrBEJhDS2Vm0zWuhkHr5jP04i7OQUlSj2ntqABPoNOJ+e7hxxpCLU4qao1Gefat/PtgKnb464ji279/kUVRe5u/ajjo0jNVHUW+dxvCxJiQgvjh/P7YmSJKsUsw0ldcEKZnAOr98q0tx4KX2DvJUe0G4oLTJm882CzUT268HhjqDUajcu12FzeW4PRVVlfLJiKhPXTGPS+rn8b/YnTBOKWUJ6c5LDTXSMTqCmuoY6t4sfN8wX+raabTn7ya8sUcxFpJlII9weeQ+XEhrPySBNSmTc74VKH4k+e5JQNl7j9jff5M3tldiLC6g3VvLl5+8o8be8/TE/FjiOmNY/c3licETlUTbHA5/SJCQR8f38q5VHtUYoj77ffihoKC5GldiWViEBhEa04IJBPUnXHM10TfTl0unc8+5E/v2hqIcPXuXmdz5neonswy72r5rI+Ldf494JL3PvD2vIEx1NSf/mh/zz4wlM2FHD3uUTuf/LqXw1+wNu/mgW2225vPvuxyxqnDFzZfDa+9+wrkiarm2kvniZUNx2s2XFJzz43VL2FXlN12TeTXEk8vt7wh/Nw48Tj7O6i/5dOuQZB5UBfdUO8pqP46Wb7uat8VcRu2oyMzNn8MCUclpFFjFj6SLm7NzG4lWLWVonhqUG+UHWB3cd1S4TFv938ZMPt5W8dZO4993Xue+Dt7hvwg9U9bhInFAT2fM8Uta/zs3vvcm9ny6hwKTz8hFVINF1y3hCEoj3XuaFwl482C+C2P6jGZIzkTtEetl/npy1k/LD2rImpjuD7DO4V9zrgU9ms7XxvCaJMW0LeX1PKuPSfF80DkBH5w7BzJv4Jg/+vJ7Skunc9OYssh0u/vXLB2wt2svOfRnEBEaSJsi006BjlbWSyYVFrMzZzbaSArZkZ2MwhZCTl0+DINv7iwt9ikITCLIu7bHtLisFVZki7KHBXotHkmzF/MSL4x2w9C1H8uptUtG4j/du7EX29Gls1mkp3l1Ku1F38j8Zf3kEU39Zg+MIaTf9fj7vx69wNOXRQoi7nByf7mjNzmSvtHlScJooj34cQGiP0ZxfNJGb33iNp36ay9Ji78zL0UzX8DjIzbLSd6ysq/t5e0Qg332/iMKy+by8Po7H77iP12+7jwfDlvP66holfX5ZAKOuvY3bWgeS2HUML908XvTJB3kqehOf747k0jbV/LjWq/TWbpnP3uYD6aCWpmsuNFF9uW9gS9r3voGXR/cjNdpruhbfhIEdj9z4rfPeNSO/LXv8OPk4q8n136FDnpFQx9K3ZSxmQyM71qIX7+Q2t+H2K86lU3AQYYFBmDVaTJYgQqI70rZ6NfOrvZViz1/CcnMneh3Osfw48VAH0euC8bx7x728dstdvHbng/yrX4L3lKUDD93zNB/efrcgCzfz7pMPcaVJntGQ0P06L4G4/RE+uHoAqbKqNbGMGPsAE0R62X9eG9mJMLWaxPMe4r8dfZWpTeK6Wx7nPXGvV26+hU+evI+LDfKEmvghT7DusUtI9rV/deQIJlzfFYM4l9D7Dr64715evrgLEZEX8NHdw7GVFTB5wUz2FxaiFU0nK7+A1bt2s3rzZrK251Gxq4iqjHJCtRYSBfG2qALEwKQlLz9fEOZfD1Ae0UuzK3by6bJ/8v7sp/hw/vO8PudhVuydgsNhUwa14x/c3JSUFPsImoDGgFHwME1Ue3pEGzD7uoZK9AGNSFt6hLR+nAAcTXlUhzByaByzJrzIXR+8waMrywjU+aay/1LlcS1b5vyXW/0214fCmMy4ax/hk/E3c30LF1M/eoWP8n+tfR7smyqCUzvRU64XFTDEdqaDO5u9+fvZV7yRlz+SdfgOr+6soaaiTEkflpjmlWNCocpa/Sl3vv2GN82mXKrrIabnAAI2LWCfs4yf1jg4t2+s6LtHg890TaCp3GgqOw6XI42ejQ6P/7M4/L5+nBic1eT6TO6QZzZ0dL/4MmKXvy0Grje5662P2dlxJOdHJzOgY1eGKqETbUKCSU3vRKeoFtxxaSoLJ74mBsDXuOvnBsaMHkDUKS4Kh8trAiAFoVP+FgqQw2mnfsYMql98ibrPP6L6tVep+/hTqr/8mprly7Dt3UlDVZUgX/XYbA6sdht2u0MobA0iD2la4BVsfyfhZgyJo7nZd/AXoqSqgsq8EjbMW0Hmlgyy1u5kw9zl7F26mbq9RdgLRb0UVZO1cy8bt2wnY8c2aisqKC0ulJ1eqWeXGNCcLqeoe6EoV+5TSHXRnl3c0Pt+7h/+Kp1j+rB9+wpqqssOqcPfrlMHRVun8IgkYh+KPvD+XAKHnE9HYyvuuSicyR952/qtX2Uz9PxO1BwprZ9g/3kcVXlUE9pmDB8+9Ahv3XIPr1/zIJPHD8GiXHQqlMem1zVVHrvR/pxH+X/2zgMwruLo47/rTafeJcuWZUvuvVBs0zG9EzqB0AKEnkDIlwoJIZDQe++9dwzGYHDvXbZcZPVe7nS9fbNPEhhTAsQ2Mrw/POtuX73dnZn/zJvdfWA/Ped6WwRb6qlVY3BMSQwadiBnlcXZ0Jz4ltS1BJ6t61jV89Y41rqWNYYCSvIGMDh/Iteco9pQtrOv4t+HDtCOMUhbau5VvJa3l8Cp518qx1zExcNSu8vtozklfyNPz36fz5L3ZXp3Z/kCBgNxpfN7vir06gm1KX2jbdt87j5G7E00Skwc+O2nDv02HfPt+ufL6H0GHTsOP2v53F0F8qcAY9JwLjr3t2K4LuGuS6/hX/sUodmYz2Hl0POu5tyM7i7q6n8IN11ypRjAy3ngwtOYnr7ru666o0HFL0XZGZQiSkQJLVyG77aHiLz7McFn3iU8dwHBtz8k9uo7RN+die/v/6brot8SfuttwlUbMQixDghRMxjM3cIn19KUqfr8k4CR7D1O5aLBP/5rBafVQWpqBjGfGKWIEGVfEIN8NnSFMXcGMXcEsMjfaFUT/sotJBrbSbTIFvDiCwcxRj0YfSuIt79KvGMm7yy9DV9LG6dMO57C3GG47CnsP/pE9hl+HG531vc0UDZG7Hc+dysidq6SgSu5enS61J6QuiHHcsvFl2t9/aFLf80phUnfcKyOHwN9xXnU0Ys4/pYF3Hr/LVz64J1c+eDt3Onfi3OH2745dU3+TU3t4o0nVLDrNi54vpbDjt2XvMz9uWJUJdfdo5zbO7n4ybdY7N1OOxvzOHhkmMcfkHs9dB9Pbe0lvCaGTRtF5evljNqndDt7Jv2mZByZK+7n8odeZmblO7w8d72m+5XO0II20Uj3Z7+XqKeFWGcj4boKwtXridZsEN1Uq43t6NUzinwbhB8o9Jb1Qu3b9jhlsxS2PUbHzoVwhJ9ubYe6Glj02D6MOv45kvPG9pT2Ik5b+RvcMHMzYasFM0J6HGO58uT9KAmu5JZHXqfcmorL6CDc3MG+V/6WE7ve4LzHq8hPjtNliOMNJnHYCb/kuDwjlQue5KZFHVhtJrlSLr84+XimBt/iwrcLuEN7dR1h7cz7uLkc0mxGHF11dO75Z+6abCPe+j6/um4Ok6/9Cxfmmog3v/H5eZaW2fz+sTkEU0s5+kAHz7xp4rqLp/f51JC5942mZNqfyRl2fE/J7o+QKDY1KEmosXQfUYJCyMJPvEh000YhZOJxRcMkunyY0lOFyPmgIAdjYxvB6jaiLjtmuwHTqGGkXHURptwCcbxMQpAMGHvyMXsV5XdF3YonqF5yP5N/Naen5H/Hwxue5f3aWbyw3wM9JbsvtjbWc8Yd17GuYjV2hwN/p4eA1w8eL4YOn9S9GB+T0FmzAYvbKu1gxGQyMGmAkxuvvIjB9mpp7JlyVJj6oJtHNtlJN9g5b+8hGC0lmN2HY7BmS1cwKR9YYNDacNt2VNd8Zes73Ff+ODOmP99T2jexI02BZtSVE9pTF51hLx1BL/3d+VqdfB+oa7xc+Tb3r39S6vC5ntIfjpvPPpFDz7mYEVP27Sn5aaObaMmHkI9Q+TIsaUkYkvMgJVPqVjSQ1K9Iguq937ttenHXJb9i8uHHMvGQI3tKdg4emlvBDTNWs/mvx/aU/DBsa2O3J8E7GyoS3Zs/n4gEhYmIJupsJuHrIN5Sp016QEcl8ZT+1FSsh6JR5GZnYS8dJyfI0SYzBpMJk1kcBWk/jThL+6omNkpbKqKeiEVFcLoDe4loCIPFJrqtJ9dMsK2O2haq/Jv2bWz2MuHmd/j08oMZmb/9qAAd2+NnTK6/P35MgdzdsDuQ6227vlJ1RvV1G72iogqqwGjoNj1qzuRYTA6orhRiXU14/lIh1ltgzXqxW36iQpIDNjOWzGQyjzqY0NINBGsbqGtoAYeVrnAIbziCtb+LvW+8CXNjC0a7A0tpKYmUNMzafeROBlP3327VqD2DwvZKb1eQ62j1LG74cB1dlsHcdPpBWlkvYh3lvPjxfNaF09lrykFMz9cSrj+HWgjoqcVmjt5vKCnEaN40m6cXbqLdWsAB0w5kWtbOjW77gwEuefAW5q1dht1spa2tlU41eK2lFWNnQH6A1LFFallsjtFhUg1Oaa6Vt/6YQ2rOWBLWwUT8jSxubiKelEtDRNo2VMN+WRGc5gGYzekk7OmY3HuAa7CQGGm1RLdxUpvqPmaziVer3t1l5Fr16e+j0rsNfYT29josZhsuV4YQLKkL7TeoP93k6/tA3V8RukDET3nbJkpS+3PMzMvFQenkwb3+wLT8iT1HfrVPb4/eutTJ9X+HFqFUxEp9kX9C7a2sfOlF4k4X4088kejWjXTd+hssiQixaCZRWwL3kadin3owBlcaJqlnRdx+CHY7ct3xGf+em8Xlh5V1z+KyixALdAn57dbzibpNJEJ+4vVbSATbSdSsF9mJCLnuFNJtY1PIzL3vr6SkpIhTD51EarITY1ohpvxBGNLyMLlSNDnViLQgEfQjjFt+WyMJJVfNW4m7MjH6PRgHDMPkdHfLdg+6dZSyN1+WwV6Z2x46uf5+0N8sfh9Y0inJFq+/52tfgJaLJcKl/qrcUPVZ5YkqJds7ZZj6Hov3ln+Rs9V9TETO7Z5eLBqNEBHvOextIRIOElHXlDLt+upa8rf39dJPATEhV1FRdKoe5B8i8tuiUqZIdVQrEwUof9X+aH0tgY8+IvDPm/FdewOB9z8mWtcA7R5iXi+dohRbTQltLlzT0CEYgmHing4c5gTFYwfSL9WGIxQiI8WJpSmE7w//xHPdHXT+7SZaLv0tgbvuJly5Reo9Rigi7aDqWu7bu3LgD5nqbUfAXDCNP5xxEsPa1vSU9MC/nL8/8gGxUUdx2T4FrHjhbh7bdrzCdgsBRate45p3vex58Mlcskcas555iDc7dm5fMgmhPmriVFLdqah3BG5XshSKcQlFpG67SWhCjVQWe2YISD174lw51UyK0aMR7zhBjG43gwuKsJlayDBsoSxV5CUhxs/oFdn4hEjoIyJ1f5R+MIuItNvmjavYvH611m6K4Wh9axfivxFrTZYjIenn8js0mY+xZf0SFjx2GxXPPUXX++8SXrKU0Jp11C2Zwdo5T9NaX0FY+q76fb36QOmR7e/VrU+6dY+aPSUU9vHA2udp6Wqi0JaDLRHl32uexCfkIRzuSbvrA4h1buDF1x/jj08/y2OrG+ke1q6cwVndayC8/C6zm3tnj+rDEEKkJDDu97Hh3TeZ/9TTlBxyOJNPP4N45QZannsSR1auyEIypkCERNRN9b9up+P60/C/eA+xrg6NqKnxJFobyta7Wmnv958KjKlTuHoXEuuEyEsk6CNcv5no+rlE3nuA6MqPiK3+lETTGiHaK6XLtSuPSBqw28EpMvs4JjfIQM96kpa/RmzZOyQ2LSYhjrBGokWOY801RJtqiaz4hOiqWURn3Ut0xQdEFr7Gs0+9wOoVKzD0KxWyHiIeCkobtxOLiG1Sum+bTceOh06uvwd2tUB+F6gXejElNN7WHg9WqL8Ii+IMSmRU/FP7IH/Vf8IpPoe2Py4KWYxgrGYxsRXPEp59F6F3biK44AFCG9+SbT5h8Xw1JSvn/5TkUKUFqIyMXkpoVoTLoNWYpnDCynFpaiDw+LN4f3cdwVueoGu+KLdkB/F6IdYd4oiEPTRIh/DlZeIeLkQyN42kTTX4Xp5BQ3UTEYMRk8sphrqerkSYrDCMsLgI1zXR2dpKe4ePUIuPwJsz8VxwOZ6zzyexbIkoQ0Xi5Pm0RpLn0p7wR4BRLVhi0upkW7Qsnknt2NM5ZWA66TnjufzwbGbOKtemNFMLYWy/EFBwayX2cQcxOSOJzIKJnDKghmcXiyHZiTDLQ08dNpoh/UqEGMRIS0nDajaT8EUwCAlUbSzNLcZGnKdgDIPU+eR+NhIhJ0azkBCRDVOgifTofMbZPmNaympK7Btw29Ok3wQwR+owJ7JlE2PV/jpms4Wa2mqamurwdymZUaSkbxmvgL+NDatfY/6nt7Jq7au0Vq0lad4aSj/eSN7MVcTf/JjQ658QfvFNHB+sJrNcWnRDDWvXf0pTR60QL/muHOyv+U2ajlDkrK6ayLLF2Bcs5vKtLuIfPsNvOjIpDVqo6Kjk9QV30VQnfVyu8U3bLkOsknsee4O2IYfz2yOnkL3qUf60oP1HcQa/Dz4nvz1/VdAjFg7SvnA2c+74D7bMHPa99FIy+vdTR1P30tP4V80j2B5mfTCDVmsWhpQ83IX98SxqxzN/OVuvvZz6O64jvFTav6G62wET50sLvkg/7n6Tp+P7Ii6ENrh+IaG3boe2amJLnyHh3SAkuZyEv45El9jukE+LPCeC4nQabeLwdWIQ4jwyz8w+g5MwlAzFPGQ85BTJMXJsTTnxJR8QW/gGsZkPEVv+JrH5zxItX0Vg1VIee+ptZs9bwUuPPIL3tVuFdD9G5OOniAe8JMToKRlTY7lUekp3IOAL7HIZ/IlCJ9e7ITTBEIGIhkPUvPYAWy4+DO81xxG4+2KCFfO1CHO0eo0YuHcILXuD4CrxZFe8KQZjPrHWreLBdmnny4XEUW4g9uE9xNZ9gL+6nJjZBHm5GJKdWPy1GJuXEvn0PsKLXyfmadbO6Vbmu7/wCb0S1hfEEAoT8/sJtrVBbb3U23Kiz75A+Jq/4TnzUvyPPIV3wwa6OpuEhPkxBMVVafMSF0VoTkohs/8AcoJxzGu2Em1oo3nzJhoDYZLE4BkCfqKNHVKvZvJSc+WeYZr9ouAiUXwWExaTkL2uThqbG6kXot2+tR7vHfcTvvdeDHWVWpRQ0f1Yn6rvGDXNYQrye1fVBGthIdbmOgJiyL9uISBH2SiMcx/jkcXL+Wjuqzy4JUy4taXn7J0DJSfJTheHjt0Dk92Kw2bDnuTSHCpzBLLEFy2Uv8lRMSahGOMHF5HTbxzGiBxQ9RKG2mcwtX2KxVOJ1R/GEjJiiQ8Q0p2JMWqR40JCvhdjCFdjjNs0mXC7U9laWYHZZNLyV019bLUPiy0Jky2Zhs1rKH/5MbY8eBfh9z7C2RzE1N5JonIrsQ3rxEivx1DTjmVzG4aZS8h5/mO2vHgvs2fcRGvrli/JvyJ2GtELS5u+/wHht94jOnMWsY2V5G/tIndjHSMqq3ggOIITAi4WVS7C51Ftvy2hVhFStanr7sK+Ht7MWstETi/LIjW5H9OnlVAxe/6P4gx+H2hvIkU3hJqrCKxfQOeSGWy660o8G+Yy+eJLKd5jj+7+pxxjcRpzi5JIzc2maU01gcoNlLc2Uh0xEi4dh2nMSBKNrST5hNytWEHrv65n8yXnUnfL32mb8TJhX5cWiNDx/RHZNJfA3BeIrXhXlI7082AbxuxijBaVbhUg4Wkg7hW7GvUT6vAQamyhdfUafNW1hEN2TI5MrHudSCKrFFPZARjEViRqNhBd+TGx6pXE2zYKUa+WNm4Vo2QRYTRgNcbZMy3CERkezsrrxBbpJLr8feEFQdmtiLTopEiYaJfYIWWLxI7FhUtsi1651PHDYfqroOfzTw6xcBd1yx8jZ9gJ2Nx5PaXbIN7B0jlv8sAnC1jUYqRfv1xStJSkGE0Vs3hgxsfMqhXFVFhAxpdS0eK0rZ3By+25jMrY9XFsFQ2LxSO0rJlLxUM30dXYhUU8UKeQB5OnhsjGucQXvEy8ZQPhtUswNFWQ6NhIvHIpbJlHtG6xkMkWotYkQvPfwGz1i6xFsKZmYEqXTQmet4tEfZ2QiCgmlQscaiO6YT4GVyqJpCyNZG+bv7U9qhffR3r/fUjKGtZTsuuhDRqR5+xOi9Hi7torz2hVLZFZswh/+inBp98g/MGHRKWtI6+/S+S9WYTenCkOSTkRT5sQByG3ZotGyuxJSdilfhJJQog7PSQCAUL1bXS2tOMRsuxNBPGrewp7M1nMuAqysNjtxDdXyTXMeITE2+xC8OSZwnJdmzyTSksJJCKETVZCQvDMuWmkTh5J5JVZ+N+aIe0pStNhxpyeqUUctNd58l9c7uNrXoWnfgmFY8/p+cX/O5a1rmaTt5ITi7fJnZTftWLhcsZM3qO3AN/mOcx17MnBed19IO5ZzWsbkjk8fzWXPFnJqFFpNFdvYeHS+ZTHrbizp3HOxHSa6+vxuIZzUnEn8/3DOKpMrUO6c6BMgxrgk5aUzIKNqwnV1nFCfQcnd0U5353JJf3LOCutgGOFiLiz0xiYtpU9M8TQqUnuVfqUygSIxDCoVxtRUQBqYFC8BVO0EUO0XvpTmmoJtVPk4ggSyaNpk/baunk1I0fvidVq03IXyzsqWNK6kjMGnSjH7lz8N4NoEMOqFstplb69uGIt7XUtpNc2kxSIYwzL74jILwpF5efLdaIBDC31GMWBtKTmkRlPl+NMuPoPwpKcpsm/+n0qFSRcVUXwwUeJfjybaMVqYls2Ea+pALkWMSsx2W8yu5m4qgNbkpt+4w7F7sqg1dfJ2rbNvF8zF3s8TIpV5ZEapd26nZLe/M91n9fhCVr5/4K5r7/I4HGTyC4aIBbQiWfpKzzfbsPatZk3Pl1BudfELw8axPtvfUSD1UJ75VyeX1NFq2kIvxiR2XOVHxfRzkZaHvozgSWf0fTWMwQXfUzuWVeSNe0EcSQd0s5fDE6MbFyKf1MFvrp2DAkTtkSApGiEQH0lcVOQWFIGZqljiziGCbODhMVNWOTE5esgIudsfulFMrNtGFPkuuKcqUhnb7v0YuG7r1NYOpSCQWU9JTsHS6vb+HRTE5ftO7SnZBsEapjx8Vs8OWcB8xtNDCjOJVmE99tt+c5BQuo3vOoT2d4l0bJRdIpXnq9VyHSbFqmOe4Qk+0XWOr1auoanugsxwUQTTowJI460bG1hIsfwvaBFnPui4SByQscmkakm2eR6ISHEER8ExVarz1EjMXGYEo1VJNtC9Bcyk5Qu7ZaRhfXgCzGl5WMuHKERa+T51HgfNahezemvcr+NaoDkNjZ9+zZu84d5YG4Fv9qjhBz3l8fX6Pgq+lZYZZcixpq37+N+73DOPe54jk5Zxl+fmkOT2ErP6if53cdx9jvkBE7N28gND7/Lxm3SSaMNM7nukxDjirefN2/n4nNvUrzPrq2bqXnrJayFWYSdZurEOHa0t4tQmzDFfMQtVoINokzdSViG9BchMYpX3EHM4yPc0CSkew7tz96Av64cQ04+EbMN75pNop88RNuD0NymEYxIxXriat7fWBRLmpvIljmEFr/d80R9G1qEXf2VKtMi/T4fwefewPfra+n6y+34H32F8PJVhNdtwL9+CyH5zf7WVoIRv+bVRzo6RSd6tJlkjEJmYx1dRJqa8S3dQFdbO762NnxCCMJuO26TEZfBil2MMTYXzqw0LYIQqBBnx2wlElcpOxE6271Uhv3Eo0Kw5a836BNdl8BhMpNiNtHR0kZHSJRulluUnxDuNz7Ac+Xf8N/3oCjq5d0pQNGY/C71y34smOg/opiWpUtp0R4jwoZ5q3GPHIbD9fULAbktRqxpgzl0yoGcMCqZRYvaGTnmaxzeHYjuV+YxMtxuDigbza1Fozhv4GgOze7PqNxicqZOxZWcTFH5Ri6XPn5mKIVwp8iYGL2EX1wxkalESDaVHiwikQiJugzKvkC7/GSxhKYxIlf5Io+DwVKoyeaGzStJyc75kpH6sdCrL7bdugJe5q1ZwMoFKxm9PsGUTVGSQk78QpoiUakvcSDCvnZtZpxgUxsqCyS+sZLYsoUYKjaSsjWMZUuLEIWgdj1NxpqbCT34OJGPP5PPQiB8XWLkRegiFuKtjcTbO+V4k3zuxOzKYuLaKMF1K9jUsol7F7zEWR/+k5vXPM5L658WgiGEfptn3+kw5nDquRdzSnqAui4nBx4znXHiSJuyD+KWcw4kL9hCm3M8V+5XSpqzZ4GDHwm9c64HWxuo+/ev6fzsYxrmL6V5gzgsuYU4B07onkmiuwa7dV5HM+E3HyG+cjXJor8TYR/O/Dzi1lTSSkqI1tYQXvApkcYNxG0xOkW3+LKKMQ4oxtDhwSRtm1VXQee779IlBFqlEhgSP6bu+QYEy/nPgy+yMW8/LjvhRE4ckqnNSf7fbPnOQKytlsDC14mu/Uh0hXJShc3HRJ94xD7XbySu7HCtyEidyIo3QDjkxpJSgDNnEHa7G1d2AbYJe2Mr6Y9JnHmztBvxLgxWIcNO5TgJkRZyneisFT3VTsTvJ1xXj6eyio61awgHjELSk4kl52OYcByWw3+PuWQSprK95elUiEm6vc2O0WKRvza5rgoQinxGugdG9mKXyeBPFD9jch1iTZWVg/cbRoErhdJxBzCqbibvdLbz7ifNHHTiAYxJS2bA6BO5OHMJT1WoMJYgUM5tL25k/5OOYNgunspXEQUVJeqsrmTWlefz/L2vsbDcJwQ7W5sasK3VR6BavFshAOZUB7YMN7Y0u7icrZjEYJgdVuL+ABabFZPJSXt1E51CwIMVldgtdhyjykRQO4l6hfx5WvFs3EJbR7sQzA6ijfV01TQQr6vFsHUBkRUzNUXfO3iyL0KphYTUl1IoaoaP4P1PE7nzIXyNWwhnpRBNT8ef6iSRn4t10gghs6JwHDYsGWnYpK5sQoCdJocoMIsQjjAxXwRfp5egMUo8rBaEiRCIB0hR0Tm5myKQdjE86QapfyHJsY2NorNExKRtEs5UYkYrUWmTAnealIkCTMkUperEIvWYHAtiU+fJtQKbawimpxDLysU4uBiT20HwiZfxXXcrkReewyDtYfxRyHWMqg/+zmnvNGAYcDRXDVjGH9TCJvffxp2BA/jDnmmYU75hIaDUWp576g6ueOguLrvvCZYPP5UL+u1cAiqmgbgigYuXcmx1G/ltQhZU5G7oSMxDionMWyzOqLSditgImXY35BKfYybki5IISpuJyMeFJKqVzRWfMIihUTnaBkOKbP3lDi75rqa7SkE8Bxpb6qhs2EhySioWS3d4rNc4/ZgmSj2DSiGoa6/j1UWv8urCF2mPteMS580mJCuUlIpffmBbOEB9yCdbkHZxKv0quhmKSH10iIMqv8eRRKKlkejMj4UYNIiTF9YMe+Dpl4itESc9EhODL0651a1NE6amp9QGUkl/xe0i0eYFcWYsSRmkLd/Mve/fwHMr38ZsMlBozWZczh5CLuQe8iwq1WSX1Zk5nbHj9+OUvceRUTGPxv7jteJd7Qz+V6gKEV0b9HRSt6qK+qoEgVov6QNcpJ16qeqYWkc1qg4rei8u7aM6cSKtEENnM5GOVlLKUnGWOckYm09amY28CWWkjC0lmNyfLSs3k+SpwdS2mrS8JIxlwzX97powGqfLQrShkdjCN+Ux+h5taFv0DutH/pJfj8gTJ0h0TlEBqcbOb7flOwHKJgaWvU10yWuarUWNVxKZIiEEVukRcTgxqGhyGsbcfIx5RdhFvztzczCGurAWDcJxwBEYrVEMvgpxVFtIdIndrVws2zLiLSJ3rSJTHQFing58tR68VZ0EjJkiM3bccj1zdj6m9FxsBaNwpJdiqFNTioqeE6e3lzB3jyyS51H6yWjUIt9aelePvupF7/E6vj9+xmkhRpL8i7hrdisOSxerFnzE7JpOLAOL8a5vZ9yUsRRqOsREcts8nvWO45giL28/8xxN+57Pr/IquOXFckqG9cfV3U93OhSJVaOOl9/9d2qWrKReBGzdxgZSivLIMAbpaA9hCgVw2RJYhFwbElGMLjFqZjP+jTWE2/0EYyaaNrWy/JP1LFpWjc0kxrPDjzUq7EH+ugbmk3AlERUCsaW2g4b6RixGMZrZhVidBiGdZo14xNvqMPYbJp6vEIztXh8p9IW0EDXjh/BjTJs24nvgMcLvfkDEYsJktRG2iIMxqlQMu4r0mIg0tGFIsgvPsmI2Cwnu7CJuFYMi9RITAxX0ieMSCxMym6RfhYmbDbjS3LiiJuxCngPhEJ1izJKdDghHCRkNQqbjGETZxkV5hf2iOEW7qlQSm9wxGA1hlfOShdArEm8WMmYR5ZYeNxB1CpmvbyEQiUi7hOmISr0LOTE2t5OQdowXZWEeOAh/8+pdkxZisPekhBgxt1dTnTWRKVk2sgdO5MiJkzlkwt4cPrwA91fkwMTg8XszTvoNxhRGjJJjx03i0Il7sk+/ZHb221kVMQ3cchfxhibMUs+oBWKqxTg1iMGqa9SIoLGwH3Hp4wkhk4aIuCydYXw58uROMT9quWtpZ4M4TcpJUhEegzhbMWOq+EZOwsY8IaRyiJSZ0ifz/PuvUtW4lYOmHE2KO+NzuSjv3MhildJQcsJX5GRH4+sMoSpr8rXywroPeaD8PdZE29loTeBKTmeEM18qyqAtbOSTvtrql34uj2gyisMhfV+lkRD0Y04WOQ/4MTrdWn8QbxxDdiaRd2cQee9dEq1Sp+Kgq9fNsfZ2OSdCWIi1QXRP2BfUcn/jKtXMlYahvUlL16kNVJOaX8yo9MEMS6Tjiaj5WQxUC5nwhDwkW2xYzSq1xrjz0kJEJstnP8L1M+bxwZI5fOQfy++OHk06VTz3zOM8vHAR7y5YhmfUyVw2PHWn99lvhSI6Uj+21DSaVi0n2dtA9sh0so8/H3vxQGKL7sVQu5L4+s+IbVoIW2YTr1qCOdUm7efHMawIW1kBzlQLSf3ScVibcCb7cBc7xYkSO5ddIA6VXfSKR2xaGH9DpTifHpJK+wlHjIutMBJbX465WBz+tOwv9eUfNy1E2nDhbNZG2pk99xPeXvAxr62PMbTMyLwFrV9vywfs2HROJWNqxq6I1Fl8wwIMoU4pdYqHJvYgGCIh+j/h8UBSPjGLS5sNKiF/E6L7jeni/GTkYpm4v+gXsRH1q6VuTULMQ6I3xd6q1A9PI3GPyFazX64nNqWjQ0vfiZGEs2CwyGoUu8iaMa8EU4HY6uHjsAyZgMmdQqxmszyfQSPm2ITYi32XG2j9SduCAQxiv0wOsTGWr0YMe/WYnhby/dD3XNBdBhP9972YW/bJxNcqinz0SWL83CRLx3PhR3RJD+J0BsR7d5iomHk3t3T0p6h5AS/OWcz88hW8OW8lW778NmWnQclDqLMV78oF2sIXig+raNryz9YRUblTQuja2gN0bK0j2lBLeGsDkep6Qg2thFo78Qt5bqtuJxqKkprupNUXobPNR3NjK1s2VNLV1Ey4thmhlMRDfoZMPZDcyfuxtj5Ca50QEXuy2GGHkHUVsRPiul6Ut8q52CbG1Ke8XCGwrF2D5483EvpwPsFMJ6GiHLrk2SOFGUJY3TiyMoVsG7Em2bAluzFahRSLEowmi0FKcgpxkp4SjWEVUu522UkTwpwhCi9NiLu/3Uu9kN/l4QB+OS47SRRdMIE/IoZJlJVKzbHaRcGGRWGKpKm8b7NNyoTMqDmFTaLI1JLqZpuJqD9C3C6Ef1A+qV1BUmMGrEIC12/aQodUqV8eJJieTszXRuy197qV4o+ARP5UTi7bxa9sfiBCr70mhq4cg0sI8QefERWHRc1VnlD5jo0iIx1txNeUC+kT+VB9ItgmFZ2gq8VARSxJ2tamgk2ak6QWionKFktYhYC4eb1qIL99r4bzn93CL25byoufzaN881r2GrUP+TnFIqtfVa27SjZU5Ld7as0o7f5OPtwwl7+9/wAPLX+XOiFLPunjnea4/OYYyUlpZOYO0IhxXTBIo/THVtnaDAm8omPC8QiR1Gy6fOIwmu1E21uJ1W0RkrWF6MKlRN7/kERtg5ZjGvI2yX3DYtAztBQTs8lORPq1clYjXq94IWYCVfUkOjzi0LRxWG0WB69tJkeus3zlDJ4qf58r3v83f/nsHl4sf42Ormapd9UCOxMmhkw7l9vPE1tw/pXcfco0BqnubSri5NMv5dZzf8PtF13Bn/cs/NHXNjCaTFKFZkwmC6XnXol7j8lYJhyD+6CTiX30ADTVEaudR6xlPYa4Vxz5NhJtW4k2bRZS5ZbvYkDqhPTFhFh2bICuNiHJ8lNNPgZMEbems4NIZzPpGW6co4YRjJlJLsqjfUUViawSwk3txMJmQh+otMA+pOcFTksHC1sGcvWvLubWX1/F79PncNcy4zfY8p2jv5SrkWjaKvUqZDhsRc3qQVjIsKp74QjxuBuDI1nKhWzbUggn98O81wmYxk7HfuhZmDKyoWYBooi0cxN+IdAJszj9BhIhi3wWYpyWIk5tnnTPgdpgemW/DNEuLE47tj2PwFI6DnP/YULi08Se2IkJnzGP20eeTB5AbLqhrVHTfYkur5b3HfdKfxBbZc7MwiDE++ug9Fafsuu7CX7G5FrBQk7JZE7cZ1/2Ty7n7Y6BHJCXz7SiTt5fKR1PHRKt4bV1TvYVQpFSejT/t98gstwqn9SuGY3UJAdiq3YJ1Cun5kWfkG6JM26Ai9On5XLWPgUcPzGLfsNH4Xba5FksdNQHaFnTzNJ5zVSvrKZrc42QhJg2Qjktw0Z6XhJ2l1EMZ4zFG9tob+mkcmMdWyqqWTdzIe0bqjEmggQrVjMgJ4dJ+00js7gAsxogExWD6wsQt5mJrFtMpE68Yk2t9D3Ey9fiu+Z6ImvW05Tooll+Z31dPcaxI0kpKhaSKweFIiIEBiEC8ttUCklXiIDKD3YKKU5xSp3FRTkLIRPD5g8E8Qpp8BpjBBKaKtUGkg612skVwm2T6yn75bdaRNk7MMrxXWpxGUMEmxAdmxCubLOacUK+282EgxE5WMiLP0rYbpLvQmA6g0SaGwgbwhgjUZzhMK1q/muVzlNVoVpRDJyQpzVLtN+4q5GUX8ROzubYYYhtrsY8YRyRF1/F2L8Ak0uMqjigBkX0ktPwSJv7/e3UZpqYUeZU2VSEnEZqpY1eSh7Aq9bB2pueuMqXFILtSeTxTs04LnjFxq2vzqO6sZ3cjP64Mwp59c2nMYsjtf/eR4kjptKuTNq2faR6ZxspdT91CzWbRIUQq3s/foDX370d6/IPuGDFBm79uInb5nq4c1GUU5d5sK/biNXjJVfa1Z1biE856GEfTZ1NBCMhoumZ8rvFCRci1tneRlCRg/5DiLd3EX75TSHWtUIehKzZnNjEkKsU02B7C3EhgGp8gHR1Er4QnS1+4l0ia81qgQsLYXH0U0Nm9tgYZ8/yTkoKRzEmdyR7ZhVz+IBxHDxgT9GxudJcu0ln28Vw9S+hffpJeEdPEhLmFULdRCKcRMybjiE5l4Tqt0KEDRk5iLrC6EwShSjkyp2JUWyWUfqswSUOozg5iYScHxXiXpRGunpDEemQ6wRwZmdg7tcPa0F/utavIVYyDkNSEnG1AJMQsr4DEwOGDmWgXeyf9l30udkk/SznG235joYW3RXZUWQ63rK12/UQGVBOJyKLxuR0THlF2ttRa7JD7C+k7jkV26Ch2EZPFv0i9qdJZEk4hQiPxoUNrhyNBMfULFYGqffkAsLi3IeFt4RDYpPSCuUi2Vj3PR7j8AkY+/XHXDoM0+DRWAaOw5JXgtEq7Sn2yWBPxlw8VJykAukGQqzVc4me0yLZqeli38yfk2i19aZ69n6Pae29c3XXTw0/a3IdrZnJnx64k6seuoPfPFfBlBOOZpgYxJGHncTIVQ/wmwfv5JJ7X8I77QyOSzWT3X80+/fmk44YQI67gD1GDqZgF+n/tk0bWHnXTeKAqmmYEqRaDAxKc1LiMJGxeQXDsq0M6OcipyidsDkJqyjCSJeJzoYwHdU+6ja2smFJLVsWbKJpUzNpooBW13tZI1vQH2LLxnoaRNku+WAB/qZWulqbCTTW445ESBGSZ2jrwLu1FmuOWwxnmEBbO50r5n2pEylB7CuIlpeTaG7HYwiwMeCnVX5v3sBiUh1OLMEgCbcoHhWatohiSU3RBsBFu3yYVfqN7KfTTzgQF9UNEVGeAW1gouhMu5ugECilPDNdVuzyk40WG764kDVxuuxGhxalVnNEhywmvEIQAuL4pDqEcEjbaSs5CuEIRcJ02owE1bSHDhdmIePGRBST1KFDiI1b2rYgO4fhss/m8+LvL+RH2l3NVBL+YFb3j9TxjTAU5ImBEismfTW6aFF3xKitVcv7NQ4pEz7o5K0iG/+3RyoPlrlYUOBgizhPnk4jzdJ+FdIenYkU1gRG8/DmA/j1Kyn8+dkF1LeoRZZiNNfUSJ9JUFY2Sks7G9Z/hDhpvUuhfz12lXyEomGqmjfSsGUeQz01HOOJcESbmX0DVvZtS2YvfyYFfgsGcS4N4gympKUzdFAZ2TmFYsCN0s9i1HnbqGuuwRsJEM7KIybHRAziCDbVE21uJq5+v8hVwmknKk5oOBDCaRXZkJ8Y8PvxCAEICmnzJ8xYxcCHfEF86niRsVCTkMGmRpEtGyXGPC5In8jvJx7HH6ecxxWTLmBa//2wK2LwNW8Afk7oJTdqU/mwWmqg6kNSL/nZmVhtDqJqUHpCHKGGdcLBnMTbpJ8HuzSCFm+3YsgtkrJmolvWYEzvdoQMZhfGtFxMOTYtV95oM5A8shBnezlONYK3aSsucY4S0SDW1GTsdpX6JnowqxCjXa79LX38x4Bt8PH8Jm02V913J5ff92/+UjuOX49L+gZbvnP6lDZ7jkr1UIOd4zEhtKJ7pA+rVE5iapLSqPT9dtkntjTcRfSDx4mXfwa+dm0u7FjdBgxxOV70FYEOEiolKi7OsilZ+LboLOUlJUwErRmYxkzHOOZg7Iefg3nEHkKmh4nQe+UptpnFy+sRE2TT0j4sBQMwZudjVjOCCclXM8kk2pq0KfjUlLKKPKtFpbTVI3v6mbZQlPyNdbZq+3cRzfnJ4Gc9FZ8xeSD7j5/M9HGTOXziGIa6e7qPOY0xY/fmcNl32OQ9mZInyqh7zxcwFXLI5FKSd6GSSYhQtq75hC4hZQERBE8ogTcQo6lDPos+9PnjQrwjeLsi2E1R0pKtOLNSsfYrwFnaH4soyZTCPPwxEw0dIWpapH7E4K1vEyUajpMqJDCmVhY0JAh1+YXwmUW4jZhEgUd8ogxsdiyZScSq20Q5xOhq8+ATZZI+Zm8R1u6K6I3U9YWc69CMWYSXL6VGjESLKJwxQ0bglr9GRa7SM0TxGLWcaINNZVIaiHmDohPFIql8m4jKixYl6bJhEoVjdErfEGJrN1tkvygaFbmW70YhzYlkF/HSAXg7vRjDEU2ZRmIhOqLqr+hXVa/RBBZRmh0mA/WxsBCWkKb4Mq1O0tS+cABrWrI2/tHokv5mEYKenk2wqQOP2MNOIXqRuJmokCZrWAi4OA3R/Up3Tc71boqYaovOTmKNTbB+A8bcXOIb5K+0Z0zaqs3o5+E9c4nYUkg2pdExII+S5EJWjBwoNrEQU3sKb62389qKNlZXN0tzi6GRPlHfUIfH0ykkvIstVRvpCrSTkp5GWf4QRg4ZJV1J+pgmBr051xWf51z3YvuI9o6E6iObasv5dN4bZG8uZ0KbgVJfKq6oDXMkgckTwhBUg5GljuT4mLeToJAvs9Es/TVGVXsLvpAQZXEYjWqlVnGsTfEoZqsVs5Bvg01IQ1cnRp9HbuYXsqAGbgWISGePy/EIKZCaJ2ZxEhJ565S+rmahUJFwszikDnFAoiYr1pgi9mL8k1OpCtZQl2NlaP+JcoxZS3/QooE9287Lue7b2LafqJk6uqTfdbZ3EPT5CXjr8XWFsQjXDorjH/eGMYveUBHqeNsW0WHSX1urRAZC0k7SvinS5tJ31ep+hri0UNsqzMUjpLu2adHtsCMH//urhHtHpC+0i37yCUFMkTY1CrmzE6zdiNkl9qQgBdvIveXZviCpP/pUfAab3H8SR0zoHgNy9JiBZCpz/l1s+Q6CaitTeg6hRW9qKZQqYm0wWoQse4h2ebTUKHPBIAwBlS4SJNYs5La1noTVhLnfcCKL3hBSLftUvWrphCJLIoMGaxKm3BwtKm6ym7AX5GIbsTfW0jHgVCknQtaFLBvUDCDi4BucybIlYVA51Gpzp2jBH0Wotf6kZE4Fh9SmgjVyz0RAHCblFIiMqpUf1fd4NEq8qUY7x5qWRWsgoudcfw/8vMMCuxkc6XkMOOKXhH3KyxQyLYJR64nQLGQ6KoTZFzFT1RalJRClyZZEa14+oaJ8rEUijCIMmUXpZA3PY8Qhozn8+Amce/xILhKCdoyUdYmHWtUpHmxaPh31KsrdzKZlldRtqqKpxUPthjoSDfX4mzup3lBJ/eZqGlr92EtGyJN9EV3Roip9BemZYrjduJNcTBHFn6IGd8p3U2r3gI5YKNA9OtrpJKwMliFGVEhSSMiuR8hue2cbMVE4dlFKViElRiHeZrsouzQ3zkH5mMXR6DQbqPF4aFhWjis3lYDfK06OGD5xStTrb7PsD8SChCxmmoVYd4gidUq5VZRdms2COyHXzEgm7hJl1RXC09ZBbVUj5TVVrF+7jo3hTprDBhrlWVuFKAZFWUa7RBEmi/LV8a2wjhkh/TkVY1E/4m63tLFaxTQiZMGLP+LjtgEOvMEAnWrQrjgsXnFeHsuMs6SqhVUL17F5ay0WMV6lpcPJzxFZCgSoq6/F7wsQEnIa0WbSiFBbXU1A2qQgf4CyVZqjuS0p2pVQ8tfsa2HmyndILJjD5BVe8rYIAWsSEiwcOCEEO5EQIqamymsVJ1m9nfJK35fz1ADgvPwiBhSVaAN3W0JdtEu5GlirSHJEjHzXxvVE6rYQb6+Xa4hRlp+ZCMsxalyBEDuPkIlOIQedZiddBrN2HSwibwkzMYOVDiF8kaAQO3FgEzGDNqOCapMmIRMxewYWIYk/Vt31VfTq1eqKDaxftYaWunramppoq2skGvDTaUqmLW8amwYfSWXARMJfj8kaFYeng0RrKwa/mrUoSfp9KrgyiNWVE29egSFZDUAVD0vaJ+6IYottwG9OiKMlJDxg0IIQJpcBi8ssx8Vw2YR8dVQSMYtT8jN/o/BNMNpdOA6/VAhzuhDkFEjJwdR/JJb8gTiHj5O+LfWdmoWhWD6nZosDY+lOBZH6TMSl7dRUlHYhxspJkvKESjMROVMLv6lcbBW9TpQvIjr/daLr5nannchmEPnRBj4m4uIsGbW0GPH+Rbbk+G1MspItNZjYoNLWkpIxp6ZhTEnTyLia51pdSzkF6pxERJy1zFysKp1Fpa3o+F7Qa2w3QgIxflOPYMw1t5F1wMk4iwZpU14NzHBS1s9O2YBMhpTm0eKPU1fjpWbRRipnLaPizU/Z+N58Ns1ezbJnPuOz299n3dtLiDd0MHpIAUdMH8PVp07lmIOGs7cQ70H7TdDmvQ60Bqleupk1b35MfVUTm5dvoq1yCzXtPmrrmoUQJpMzbm8tn63PEWuBddJI7PtPoXDkWFwuOwa3DUfZIOLy24xCnpUHHxflFarYTNijoglCQqxWUT5xbEImMgwmbYpCU3qqKCMrdrOdkJqirNVD1boK2urFcDV4MYpHbxBvP9zpJyrt4ZdrBKVWPNEg6kWdX4h2a5eHDlFqNlFqfmOUIlFWGWaHGEET0dYuom3tbIyF2exw01I6iDrZ3+qw0B4L4Y/6SUrO1FbXSvhDmiK0nnBo94/U8Y0w2O1Yx47BKA6TeiVqqG4gXFaKcEgiYsR8bjO2hE3a1Me8+QuZPecTVq9ZQV1jjTa+ISzGrKpqA3PmzmThorlsqtxIVKVRqEVmQjGUnXQn2UlyOLQ3PIMGDMIq7a+tiifG8ptI4s6UE/U6V+U6p7f6GL7ZR39vMu5kMY6uLCFYQqy7ghAMi9EVAiWOokeMb2s0THtbM21b1hNqrKV/Th4FsrVFxUkXZ7FL+nagvYVIZ6O2yFTUKQ6eTciwyBEOpzYbjtFoIyrmpEu9tYl3G3A1sDIkxDmWkDJxXBNyf6k9QurVthjxhFEIt5BttbJjuat7/nZVM7oh/wK9U6OpuqzevIHMzFTSM9PISHGT5rBjE0deLeufJmUpBUXExh6F3y9OSyBDSJlbW+o/kbBrbxtjWz3Ey5uILBAnM54iuiRT9I7Uf0D0oTj5BncamSPteKTbdm32E9viIbZxq3qnhzXiIamf9KNAF46kvrNSZV+EdfhemNxOkbNO0RNCcLvahXS75bNf6lzaINyFIT0H86ipUFgidSq2yObAXDIegyK4SgoUyVUxdrFTga2btECNwSltpsbpxMURXvAB0RXvkehs6I5UKzuVNRBDUOyDyHbXI/fjf/Ul7W2HwrYqR+klk8iYGhOiotlGsYNqUSg1s4gxLUv+pmFOy9SW0De7xSHT8YOga7HdCOpVqd3uYMCeUxn/6yvZ6+/3Y3KmEook8IXMxE1mnCkOqtoDeNuCZFrM5IrxSxIS19AQY+n8Rjasa6OpTQQ2Fsc+IBf7oAKSM5JJdiQomTCQ3EEZTNx7IEcL2T7gjP3Z48i9GLHPaNJzU4kku/GE1bRwNqz5/eh35CmYxdD2diJFJfpSzMmcn4shNQVzURHGwYNFoWVr0YHYZ/OI24RotHmI1DRjsFkxqAhncrJYFVF0yeLF988lYRHyLdfxNjQS9Aa0afm8ooza5VdGTA7azdBgFFIdSwh5sBIQxZiS5MIp5IKYUciHkSbx/ptE2fmEYKi5qZPk2IFmF+7cTMzJRqJCzMu9LcwRo9UlitDf2YahsVnqNQm/EHlTVC4VDeHr6tQUolpYxn3sgVgOPab7R+r4RsQTYkTS0ojmZmPIycKQnI4rRYyHGDp7SjrkmKVOLWLsQjhFtoLS9k21zVRvqWbFiuUsW7qM8vXraW5okrbwEfOrpNOEGCdwqTdBQnRSXek4LRkMyBpMTma2slzfiTzvLIKtDGeK6ISSnKFCss2YjVbp0+L4NquFXLqn0YwFA9rc9V5vu9Am6btCbgOhKCGE7JqtJKdmUpY3gGyprw7pv43SNxu6OmgOegg4rdLXxbiLroknOYRJ2LU3aD6RibCcnxCSrSbwUyk0CUxC9lXqlQGryEdYvfkxmDXdY1WVKM5kQqVkSd3vO+EQDhy6b7dj0vNbdAhUPUpfiYrjsWThEla88xZbXnuO5sfuEfL0MoEXnqLu/tuoevkZ2sQxfO/lV/HHxNGpbxInUEh2Z5h4vY9Eu594k1ruWsiWSeUBFwn5LiTR1EncYyHmScYkbWIryaLfacWYRrvwC+lLNAo5rN+ILScDg/QX58AyrFN+0fNwOr4OSgbt088mIfVFaxP4u6POamYvNdOLFlWuX4/BJ7bHoWZx8RN6/AYis2ZgyBst7WMXXZWDMT0fY2EZ7onTtMkIENJrKCjDmCuEPL9Y+obK8RYHV+mc9g5xhqqJ19XQetR+BF9+VpsG02S1dEeqtxOqXsdfI9raOBE5podwq4Cd4hq9K3zq+GHQa283gloSWAmBmp1DiUZMlJ+3w0OjKNDKpi4xftHu/GCxV3YRxk7xctsCYW0awfGj8zhw3yHk56SQ2S+JlEInPksSjsLRODILiXf5WPfuUrY88zats+bir6sTdhLEmZtE7vAiBk0cxvCRpZQOKGLE5AmMPu4kMgeUiGesxa2151P/7hzK8MMQiUgt+ULaNGOJunqVCku0uQHT2KGi8ELEauu0yfxRS76bjLiyMrEWZGEVh8Ta4ceem4XNatWmzbOKkkpYDTiEsLmlHRRJcMatOCxyrBASYzxG3OenzSNE2BgnaBKjKFUj5o3GsAeHXH9YqTgveZkkpblFsQbwt/lZIUSnIuQhw5WMNxIjZIgQDgaJdHVJG1oxZabgGjiArP0mklGURekZR5F84UVaH9Dx7dDsh8MhjooTc3ERhtw8olulH+TmirPk5ah5HZhtYQYXDZD2NYnjahbSLGRUaleNQUiEoyICavlz6dURoYzyx2ZXg/9SxYlKk7ZPxYKL8YPH8/vf/F7dUWuVbyPOmhHr2XYOlAEXguxOxeaySJ9X69TJb3KLY6mWN1d56CKz4YQQKnG6vbEIXilTkfxOTwsdVZtpW76QVDGsg0qG4BDnOSwdORAN01ZdRdOapQQ6WkTuQ0IAssSxj2BTk3eKPHjkGBVhjcYjsgmJk3qwSlUY5XtYHMSIkOkulSIVj9MVlr8qB9tu0+bKHzVwkjbosbtujDvN+djd0CvnUb+HpEQYk5rq0GHDnC19UHRDWqoTV/9McWwi1JWvwteiZmNJ1+Ztj/nVezMbiaiQZHGqFOL+KEaHOP5bKoSI1RHe1ESssp14q9S5EDSjVXRTwkf63qmkX/9rzCeeT7zRS3zrSjE4Eex7TlVCoF1LxzdDW8Rl/zOJq0XIjFJfXeKkdLZp034m1Ewf6u2RyBEttUQXvkt09WJpkzVEl84RB6hdNjlODWpUFE2bhSQktqxNZLgL44TDMJWMFGJtlWN8xDesJrZ0MYkNK+n63eni0nZhHT0K++FHCkHujk5/F32jjtEi2d/xeB3fDp1c70boHsErSlKLCgnkr0cI9fr2AIu2trN2Yz011c10iALd1NDFBtkU6V67uYUNFU1ExRAOG55NXrYFayTKhnnlLHruVTZ+tpCwJ0DYH2H1mjY21Xqorqihauk6atduomLGfGpnzqOtfDO+1k689Y14F83AP+sJgu89QKB8PpGAV9lSeaRuJd4XYKzaQqJBjE1bG1GvWj7WjjkvF0NmPv6mBuIFOVjSU0UIDNjU4i/qlX8shl24iMkUxewThejvxGIICwmI4RB25TLEsYiBM4gxi5rCQiISRNQPl32RVrmHEGSH1EGa3U5p/zym9MvnwJR0xufkCXkwEKxtp72qnq1tHWyQe7TFw+RlZdNkNxBLMZGRnU/quJEMOf1Yxl93Lfs9+RBTn3iQsbfexpAnH8X5y7NJmIXc9/xGHd8MFem3mM3Y9pwsJDmIQZG/UAhvfiZRMVb7h5K4ZMZWTpzbyNFFZRT2KxTS7MadnIxTSJ9TSIRazt4un5NT3eKDZZDqzsBtScYct2HHwfmnnMM//nw9bpdTjNI3E2dV0rtvpxou6YrqLceatcvExIojrt6iiNOXaGgg1lRPWPq3R/RGo5DcrmhQCLFyyIV0a4QbPNLfAz4vXVsryBSCNjgjFzW/siLE4WgEX1MjYdkfkd+rFlXqEmIeikWxiQwY5Xpq3vuofPYJofOFvQQiQSHmQSlT8WzVJiYCRLXBkmqQr8rlNRX2E6JgURW0a+poN4KqBa+029w/XMM+U/di7N6TKR4ymKzSwaRNmEzWYUfgLiiiZMwoJh2wHyeddCwV7RZ8Fre0e7s4hUKs2/3QFUEaTBv8FuuUdmruEFJdg8EseqfLR0J0Y7RanKYuuaFaFtsl7VL7KuaDxVG7/xWc19yN69rbMI1Si0npbfNdYJ1wEOYBw4VENxBtrifW2iROj5Dhpq3Eq1YRU0uh124g3q7IdBBjkh3L1MMxj5hGorlOjhUiHfRpNsmoUhlFvxhD0pabF2k502rKxeisF6UdVxGe9ybB1+8BsSPW407H8cvzMCeLbZPjvit0udux0Mn1boQvvEr1TQTNasWVYsdkSZCe78aaaqNejGnGxEn4YxG6ghHqWvxsrPGwTgj2qvIa5qzcSlVbgM9WtVMrRG/Fwg3M+GAVmza3o1aNqukKs7Gqi1afgZqaICs/2ULF2gbW1nRSvqmB5to6gs212vQ8/tZWPKuW4n/zIbwP/4nQ1rXEFNHsI4i1NxOvU7M8hIRc+/A3NuOvbyLm7cAihNaak41RfAGzmnu3YgOxxXOJzP+M4OLFdK1ZQ0dlJe2VVbTJ72xtaKatvYVYyIcjECRT6jdPzi0SJp4uSk9bbiTuxxTzkybEuyQng3QpsvoNZJnMWD0+qlfWUh3oorMoF++kEcSH9GfY2Scz+YE7OOSZJzjw2SeZ9MzDjLv3Fob//v8oPOooHEUDsbhTtGmQjM5k7RVfXLZEt3ul4zvAUlSE/bgjteljY2EfrN2AW5wfYzDMcGcm/QJRzpxfz83jjuS4I06mrLiMfv0GUNCvP7m5hWSm5ZLszMBpSsKSsJNsT+WY6cfy2D0Pc+rJp4gjZkbNcft1xFD7LjLb+3lnQy1h3NLRjE8cRUtXQu4tmxhmg5p5QIx0MB7DKw6HStloF3kPyaeAlHUJCVazjKhBjR3iKLd2ecXZ9pGflEp6SoY2NZ9P9qm+p5zUYHsnYa+XmN1JKCmFoPxErxD1UCIqJD0m2smsLaakPselboJC4OXptNlWotGQ1EUcq8PVPc5BvUmyqVxTHV9FgoWPPkb+ysU4H7+H0JzZdC1egsEfIe5Mx5SchUnaI97URnRzBe5PZzF4/mzqPbbuQIxK1QkIsU6Szi/VHUMcTENMzQxHXNpHlKHoFSF89SqS3Y4xeyvG1BIM2RPkzm2YNs+Uv3WY+g/U5so2mdUc7rpr/12g5N1xyJkYR0wRr9KpxgkSF9sTV28X1AqLnV7inR0iA7J72B44//Qotv1PxLbPSRhyB6kZDEgExTH2qjcL9STU8uVxM/HGKjm/ifiGxXKXBOGXH5P224ipZBiuS/6O7eDjsA4ZhdHx3Wf02F5v6fjfYUj8hN+/hboaWPTYPow6/jmS88b2lO7+UE0WE8WpXsHOvelaFs2aSXskjstuotidzrTrb2fRff8kP0UEJhLRpuhbNb+Cuq0tNIuE7z8hG39tEJvVxLpaL04x/lmpdobkiaF0GXGmpjHo4EnactwrP1rN6oWbiZhipGar+VFFuUbFSPrFLMs9czKSsJrUioNG0rKSGXzjEzjTsph732hKpv2ZnGHH9zz1rkdQFFNs9iwib80gql6HF/TDlpRO3NMG6hVdfT3xTVu1qHsoLKRCCEfEnCAUk01JhZACqyivoBgTfzSGWWyVSciKTZSQmkHEFpfPKm3EIMQgIU5PLIjLJU5OKEhAzgnLX22WBIuJ6JhhOA/bD1teFqllQ4k7nJgMRm0wmFlNjSQER6WmSIvJHUXJSd0riqJItdxGexal+gyKrMh56sjG1U9TveR+Jv9qjuzZMXh4w7O8XzuLF/Z7oKdk90WvalPRVJUDHJk1m+B/7iKhlkMfNZLYmtXEs7MJX3IByf2LcJaJQZP2iAgB3FS5WRzOTTS1NtMlJFKlhGSkZVI2uIyy0jLcSU6tnVRrSat8KY2h10j1/n1l6zvcV/44M6Y/r33fmYgKwW1orOPtV56lZGsVIxdWS78UQhWOERXi297RQof0R788s0flmhtMeEQnWKVPOYzSZ+WzItxqc8lPSkpJo1Fku8rTrl27ICWVMnE8HBbF1KIYxfBbY3H8XV0EQyGRG1UPRi01JCQyI1In9E7pKrTl8Q0iF0lyrxSLWXRyIbYhg3BdfhHG3JzunE/ZtjXyvUb/5cq3uX/9k1KHz/Xs+eG4+ewTOfScixkxZd+ekr4L9Sbw41+cwAjPFox29dpe+rO0nTBqIV8p4r2L7oj4Rdn5RNdLO0tbxENxWh0ZuAwdUvdRPAE5SZwjk1qwKiTtoNJ05doWu+get9R5qZt4RwTr0Bzh4gFMZbkY7OkYA1swZGQQy56MufB8OaM7P/frcNclv2Ly4ccy8ZCdO4XnQ3MruGHGajb/9diekr6PaChAuGqjyGBQHJjNxFcugNR0DKLzDZlS185UrPscpc3WoYJnCnGfB9/Df4B2IdWqzhNKDmSH8orUoHt3hpTbiS5bpeksy7TDse17rJSnatt3Ra98fRdsbPYy4eZ3+PTygxmZn9ZTquOb0N2SOnYrKPOljfY1mhh19uUUTp5KSl4/Bu11ANP++h/aXr2TQa4QpvYWclKdlJWkccKF0zEVplPp9VPuT1C211DG7juU3PH9CIuSjcaNdAmpHFSUgSMzlcolm2jdsJmiHBvDJ/TDm9qP6q1Batc1UFXRTF29l/o2P8vKG1lR3c7SqlbmrazC09LS/ZB9ACpiZ5o0WQy6WgjGhLm2hsjieUTnzCXy0RyiS1YS7OikK2Rgi9RlhRDXrWKEGoSI1YlRq1VERcpapSxsNuA1xGmT8i4ha43yt0FaolMISqeaAkmZPCEq0WBYm76sWZyaYIoQ7aP2IfOBfzH4gTvof+IvyJ2yH/asXJxJydqKdg61oI0oT4tFFKaQm94cOaOQEFXeveSxbFp7q3KLfO4+Rse3o9dwKKfFajbjOmh/Mt57hczln5Hy+D2kLfqEjLdfJO+QA3ENLdVmZlCj61X9lpUM5oiDD+Osk87gol/9mgvPuYCTjj+RcWPG4HI6NMKuGKMijb3Euvd+vduPgwStfg9ztq7C0z8Pn9MizydOXKCTcFcHRqcLuziaBum3BvEYusSFs8vvVZTJLyQ8LP1YvR2xSf9SGSXtck62OB1TzzuHyaecxJBjjsJZVCiGQwiz6Au/9PdObydtIT/tKm1E2Fsw6hdnNIRfherkGqqu1Oqk6rouua6axcWUlYFt6iQcZ52GMTuzu8//aHXWhyFVYrRaNOdOibzBJP1Zvmi5194mDC01mDxtmKTejeothRyvFh5pDyXwpRYSSxFCnqpCo2oVWCM24eO2AjOOQjPWIjPmsgy5RRhzjhODVVpfBSGa6onXVJIwppOISM9QU8Ql1DwvOn4I1JsFa/FQLINHY937COzn/wXb0edhPfW32A44Cdv+x2HS9P8XOt3oSsZx/BUYisdI3dtlMxFrrBInqBVjWgHxpmZidTUY8gdhv+Bv2I+/EFOOyOVOItY6vj90C70bQhkhJRRKGN1C1I7/87+57NHnOfbaG/A3VlJXUcG6LfWsWFnN3BlLmP/xMloqGzjnjL343Q3XcmB+KjmleVRUtnLwpFJOPWkyrV1+OjwRqpqCJKekkp1lp3lznRjXICNGDOLim//CZZ98zJkvv8L0f/yDkccfT+aokbgKcrUFIeLOFAadchbpRcU9T/njwywkGWcqjhtuwnTikUTzC+nyRPEbrUSFUHhsLlotdjbYDDQIEYiboTNm0KbRM5liQmYN2oqMESHSJjU3sBA0FYX2CYGxibJLCGFQkXyDnKhmEWkQJbrZbsU/ejh5/7iGQS8/Svb115EyfrJGVHqV2bdt8s9Xyr5p0/HD8XX1pxG83k3aVkEdp76rV+Hqb2/Ztuf3HrN9+Y8BlZa1qrGCwv79qE9xYfr16UTcTqLONKLSPz3St9vFYVMLTriEdNvFWVNpG2rQYlQeXSUSqF9gEUcxYbHgKh5A8VGHM+k3F7L/X/7EuEsvIX34CEwOtUx2hJivC6+a7SAiDqhyNsRBjMh1EyJfCamLqKqbZDdm0RP20sFYhg8hbf9ppJ59Bs4zT8EkxN3YMzNBbx3q+ALKh7OPHYtBZdVYpG6EXGstpJw6NVubbAnhznFxdJSTJ1VPNBynLaOQlnAyJGdjtaaTNGIYmWOLcOZmqIVlMQqxNpX0w5AuxD09A3NxAQlnibT5IKJrrXLBEmIt0p9qm2DLpySaP5ObdTuROr4fVJ/WZuFQwRIh0WomKFNKuny2dKfaKHn8mn5vyh+I7aSrsf/yj1gOORvT1NOw7HUShsLxmA86G+v0c3Be/g+so/fAJPKs3gp9F6h76bK286GT658A1Oh6k5pzVpSfd1O5ljuZmeRga7OP8gYvGbnJON0OwlWNJBa8S4cYzhXzVtLl91K5pUa8ZDcH/GI/uoJxViyrY8G7iwmJlk4eUITD7aaufKMYTiOutDTyRoxk7IkncdgNN3L20y9wwTsfcPGHn3DhWx8w7deXdk9E31eg6sWYICLG2z5tP5KvugT31ecQKyvGZ7WhZmvtMJsIG0QpGS1SbwasPVFuA3ZionxU4CY5ORNvPIgpHiPT6sZid2CwmnFJnYdT0ggPLyW45yjSTjqM4bf/g6H3307GoYdiyMjRiIoiPAZl9XT0KWxvXNT3byrbduuF+tzXjJRasriusZqzjjiD4w4+kez998f+h8voyHDSHA1JX5dnVWkhsShRm02cPiFkFiFabhdmdxL21BQsGWkY8rJJnTyBoRddQMH0g+Q3dv9Oi8uBfVCJeK4WQu2taCvFCrHzSR8PmI0EU5JIFAqRLhtMxh4TyD5kf/JPOYF+551FwUXnUXDZxRRcfjGpxx2NJSdHc1q2XelPx1eRs98BhB0OIc/yRfEnNVmHSu1wSn90yV+HqC+7tKsi3sLGw6nJFAwcjF0tRR/KIGV0CoZwE7b0MLb+VkxFWRB0E/fIsZUJYq1uYp0uYhu2YmgQrWgV5yjcIU6XkHNTIUbHWNRqgVq6mo4fhF5d0Uuk1d//Nt2dJm8io5bCQdjG7YvrmPOwH3cxzsNOx7bXobIdgjlVvfVR752+G9Q11aZj50PPud7N8Xnzyd9oPEpL+Wrm3nA1KfYgRpMTq8tCS4OHts4AwbYASRahjelubVqszRvbyC9OY8jgAdpMIktW1ONvbCEt10V2PyGNjT4yM5IwDBzG1L/8B6taLOM7CKfa3xdyrtVCIMaEWgJBnkkVyD+JRJSEx4vnmee1QYpNza1UrS7H39aOmnxf5Z/HEhHiJov26txuNeGw2rGp3NRoHAdqJpAUsWZx7OOGkyeEIa2gAJxCToSkxIVEm4XQqxSDhNy7+1W3ItdyiprfdAeibsUTes71/wAt0vc91V9v3/8+BmpX5lwHQj4qaisYUjhUM7q9vy8ifb5txQraV6zCU1urzUCgotVmdzKOjAyceblY1fzuKlqdmYlTiK8lNRWTiq5tQwDUIDlfYzONM2fT+PHHtJWvJxSNYMnKxFXcj5RBg3AVFuDOzSEpPx9HVhZmIQi9Tsj3qTeF3nN+rjnXylnytXew9ZZr6de8UCPXhriUx6Re4mo2GDlIpYP0qBY1m35tykiSE2kEGoNEIl3YstvITpedDjknYiJW1Sm20SJkO4l4eyeWgn6iGluESEcwWFMxpHQIcbcLqQ5hsGdiGXU0iSSxA/nTNVL4ddBzrn/60HOuvx/0kMFuji8MloormMgcMoLpdz1L4SlXkRg0nqaAgeomL63xVKK5RTQGItqcp8UleSTsJnLiooxXbCEqZx96210k77U3kZRUOhI2Yv2LKTjncqZedxsWFTnppqif3/Obtr4Cs3qVL4TWonKW1SaGQZuzOj2TzN9cTPGf/sCEW/7FIU89wNRb/kbZhWdhmSROWFaGtoJdshyfJFbLGAiSJKR5WFImKWlppJUUUPx/lzD0xr+TVjYUc5Ibi5AQdT+rWb3eVvcya/dV+b7a68AdTKx1/O/4Pv1VHfdDCeKuhNVsp0wtNCF9sPdZ1WZJdpM1ZS9KL76AiTdcz4Sb/sleN9/IpD//gZEXXUDJsUfTb//9yZ86ldThw7BmZnRPj/c1sGem0+/4Iyi+8FxSpu5J9r5TGS6fJ179W0ZfcC6lRx1O3qRJJPfrp+mN3nrT8cNgT0khWjKWsLj22ESP2EXH2KVdVdTaLUbcJZ/VdxuE1EqZgyaQceIviFStx2J3iYPkIN4SwrPJT9hjItQuzlBGKsawF3NhklyklXg0hDHVRcKqgg+doFYCjDUS89YLYU8QTxsvbfiTjcPp0LHDoZPrnwyUEU1gMphxpKQzaL8j2eeq6znsthc4+6WZXPL6mxx00fkkojHWbGxgzZI6xgwqoDEUol2MaNm5v2PwhAlc+OijXPjqTH75xNuc9MCzDDn4aI04aqOVRcn+lKAIt1ocxl1YQMnBh7DnJRdy2H13ccybr7HPY3cz9OoLyDvzOLIO3R/bmGJcJx/A8Pv+zcCH7iD10KMwOZ0YhTNEhMioKdB0/PSgSOHuRA7Vs1ostm6HTj6rv72voK0Wq7YpeVbzf1vM6q9s6rvarLJfbT3HqUGgva+uezf13Waz4XC5KJw4nn3/9Q/2vekGSo84nDQ15aFagEkN4FKz6PTcR53T+xzbXuu7bD97Uq76n1RBxphJtFrTSKjsv6QERvXyLFn+ymZwyyZlSgNVRdPI22sqloJCktwGrL46TJ3J1HW4afOl0bCpi7BF9F5aHOMAId4ZNgxpcjFTsjbXMlEh19ZM0fdmIex5mIfsJ8cdjNGRob2J06FDx3eDTq5/IuheulQMYU+kVBk0tSljl6QGrIgRHbT/ERz0j3+Tv9ckYv0H0JScTfq+h3D8w0+RP27v7mirGFWbXYyjbMqIfmEYdy+S8V2gZuJQr701wqHVmU2bCcKdlkrxnlMpO+dixl7zJybddhvjH3uK/pddSdqwUdiSUnAoA6Wda8EhJF2RFB27H76uP6syte2O/X3b5/6hm46+BGkT+S+nbAhNlgxikShGlWvtFnKcLHvVX7UIpx0a/AZ8WQPIGFSKOS+H7AsuxhnrxBlvwmj1kj0gRFo/K47+aUSsZmKtUeJtcbEdDgzhDm2Qq9EZxFJchnnSIZgPfwjzHldjsqdqM1OpfqVDh47vBl1afkZQ+ZfDDz6Mcx55mnMee5Yz73+KI/7vH6QUFiur3HOUDh0/LyjSsO2mk0wdfQWqF6q+aHY4yNnncKob4iTsUSHVMUiOY0pVfyMYXHEaPAlKjzpRW8E1FjdiEV1vyCsmFouQm23Bbk3DV+XFGDJhitswxoWom6Ik2howFRdgKRuIedzhct5vMO1xASTlys3VgNNuedBlQoeO7w59QKOOnYK+MKDxpw59QOPugV05oPGnip/rgMZtEQkFWH7/rSSWvszgEj/2AUJ4LQa85Qm83mTiE06l33Hna28gE1oKn4F4XSWhZ68n3lJJOJhEvLoRa2E2Rqdadj4NU8FgjO50iPoxjTgU8keJg9m9kFVvGuB3mY1iVw1o3OuW91jb0NnzTcePgftOmszJ4wf0fNPxTdDJtY6dAp1c73zsLHL91Kane77p2BGIxhNERMs6tDmKdfwvmHXoWz2ffjh2W3IdjaKt3NrZRmLNSmJ1tSQSYQyDRmAdPgaj1Ypahr/bpPdQY/kcK/+YyJtCyuN2sKYKsTZjzMvEkJSNwSVbdgmmnGJt1b/vM63btthV5HqP/7xLeaOn55uOHwP3njSJU8b3nfUs+ir0tBAdOnTo0KGjj0MbhGqxYs/MxbHPwSSdcjbuUy8gadLeWF1qKlCLNu5Gja9RY2W6j7dgH3kQ7j+8Q/IfXyH56kdI+s0DOI+/Acf0y7FPORVb6WTMKdk/mFjr0KHjq/hZRK516PipwuLM1CPXfRwl7hJGp4/mla2v9JTo+KH4OUeu+zL0yPXPB3rk+rtBJ9c6dOzG0Ml138fhhYdwXtkvOWbmKT0lOn4odgS5vvGMY0nNzmXI5L17SnT8r5j/5ssccNqvdHL9M4BOrr8bdHKtQ8duDJ1c933o5HrHYUeQ68f/ejXRcFif/WIHQtGIPY44juF7Tesp2TnQyfWPD51cfzfo5FqHjt0YOrnu+9DJ9Y7DjiDXOnZf7EpybUrO4vSJeRRbwd9Wz5OLmqn/3muFGclJtdLRESSkfTdQUFbKyc4G7lvWiU8r272gk+vvBn1Ao46dgrGnvElGycE933To0KFDh47dA8a0/vzrkEy2LFrNX99dxWONDkZlGEjNcpPrcDE804rB5aZULeCjYLBTmm0T6gyu1DT2Kk5ngEOOzy7gmqNG8IuydPqZhLA7khhk6mTGRu8XxNpgobhfFpOyrHQPKTWQlpXBngVOnNp3gTqmKIsJct9e0rbtfXT0PejkWsdOgT25HyZrr+b54TBmHU1haZmmtL4fMkiZcD0DBv0wD9tQ/A9GTBrS8+2HwELaPo/SP0dfuVGHDh06dh8YGD4+m7pPypntUaHqBE2VVbzfbGDY5HHcsX8BAy0GrP0GcU5Jzwwr5mzOmZyGs98w/r1POlmuZA4dkUly995uWNI5aY8csoxWDjhkHL/KFKsmZRcdN5oTch2UjBjKRSV2xk8dx++HusgpGMgN0wvItapjRnF0hhD4USO5bWo6ydvdJ7XnFjr6DnRyraMPI5us8WeSPeYCMr/VOzfhHHcXA4u+ILLGjInYmu6hcuOWnhIdOnTo0KHjv8FAii1Bm+9rMmbjfj74bANv1ncneWyPeCRCxOYg2xRg1toWqpo72NLZxcINbVSHvKxuMzG4IJV0WzLj8oxYBxYxaMtKbl5UxbOzVnBnZRqnDDJQGbaQbgzSlF3AkcPVMau4bVk1z3y0ijmZRewR+/J9Onrur6PvQCfXOvouMn9BZuwxylebyR42qKdQYBxF3sSjSCm5kIFTjie17FoGDh1H+qS7GDr9PJKlVyfMmdjtvfO2WrAVns6A/W+h7MA/UFBUqEXCDQXn078kq/sQBeNECiZP7/myLdT5ZzDgADn/gGvI7zl/exiSp1Ew5V+UTf87/YeM4Etrhpj6kTb2/yid/h8GTToCl/XbnAUdOnTo0PHjIM7KTRH2GJeCracEoxGbxpai+MNaCYlIHJvdotkCY5KdLDE3sYYKLn1pPTPaLJx6zEimSpmi6OoYS2EZF2Q1cfeMldy0yktUChPBGCanpYeIGTAZI3T6AqzY1MTsTY288O5qXuuUYxw9xxgspBpjdDZ+9T46+ha621SHjj6HJNJHTcS3+n38G54j0O9UUnsD04Yskkp/TV7KEmrmv0LH+n+ypWI9HUsuYd37D6K9yXMOJTlVpaUYsA7+O4OHQduiv7Bp4YfE+59IusOAIWk47hSHdkkNxlyS8vr3fOlF7/lxWhf8iYr5M4iX3cDg0rye/T1IOorBBx5DfOOtbPzoDtrMJ1AwIFlTqhjyydr/ejJDb1E563pqm0vpf8CZOHV+rUOHDh19Dp7ytdwXGsCNR4/mr4eO5oajhnNUxpcVdriqmvJ+o7n5iNFct1cGLmHRzv6DuOHwYZw9MovUDg81MT/LfCn85rChHGpsoyathN8eMpLfDnFp14hUVfC2bSi3HD2GG44bx4WFHTywMs5xe5dw+oRiflnmIrxFjrEP4Sa5z43HDSVl7UZWF375PnUZg7h5/wztmjr6BvTZQnTsFOx5wXI2zb6OpnU/cOEM92kM3cfClrcfI5gw4hz/IEWB/6N8bQOYDmDwcXvR9PL1dGqjt024Jj1EXvMFbNzSHVZQOdPDs55k9SI/BUddS+yDi2jwf7mrG8tuZ5jrP6xeWtVdYD6SsiPyWP/aA99+vuNEhh6cyrrXH+z+Lj6qfezDFId/x7o1LT1lmeQefj/2xSdTGfolI/axUT3vE2LaPnneUVfgWH0elQ0RreSHQp8tpO9Dny1kx0GfLeTnjb++s4LbPi7v+aajF4bUYi4qruPuZV+frrIj8e6F+7Nn8TZvfHV8LfTItY4+CAvukSfjTprKgEPuYsihd9C/MIfkkSeR1BM8SIQ7iH4nt9CFyeAlGv6agzW/cpv3aUYLX5361vnV8yMeYoZtIt7qdZ7VTCy07cRKPiLhkPZKELNcw15GWsl0MrXtQBy+RXSFv/e8TrspzKS7RzMl/wCm501iuNP5heIx9OfUPZ7gn/0yu6P83xlGBgy8mZfGH8LPSc0bLKXs2+8wjipS26EcWXgA+2QWk76jNfkPbhcdOnYeClM/nz9DxzZIdNXw5MqdT6wVkmzmnk86vg06udbR92A/kLzsj1n3wjmUv/sbbVv3+gmsr5tE3gB3z0FfRiJuxGT+mpk5EpvoaMojs2xAD0kwYcvbE6dVdnnrMWaNFCqvYMRavC/u7SVCzm9vzN3mfAv20sOxNW0bLY7hr16NbfBR2HvON6QeRXZBUvc5bZ/REQjiW30HlfP+I9vd1K97hda27jj2Txmu5EO4es97uW3YIUxw51OQsgenjLmV+8cczVCz1E6iirdWXced9a3djgj5HDTkNPb8rznpcbZW384f1n1K77uCnwMMjkmcNmgKxdZkUiwppNkLGV1wAbft/VdOTevpbzsCX2kXHTp09FlEI3h++uZkt4JOrnX0MRhxDD0e85YX8H4psBukc80n2IYfg/0rDCJGYMuHGEbdx7DD/k5uxrajO8J4Fl5PW8ZvGXb43Qw76mFKyvLUKSTqH6XacyhDjr6HIYfczoC0ZnxfydKI4F2kzv+dnH8XQw6/h+KsT9i0cEnP/m4k6u5k89ZhDDzifoYeKsdNyKarpqGbmMSXUv3ZHNxT1fPdy7Aj76B/Sb9tY+Y/SRhdh/GnsYcQ3PxHzlnwL25b/ySPlN/BH+dezV2toZ4BQgkCoWY646qmbLjt+QzLGkOpI410awqunra2mJM//2w0dg/uScQ6aOp9O/Al2HCZzN9ANI3YzfZvVHxmUxIu4w6jqDsF8fB63t/0HE/K9sTGx7ljxbVcUt7C9OEnMXy7RzcY7Ti+5vd8uT6dXyNT27aLgoUkq5PumJWqQ2ePU/r1MJq+7po6dPw0YXM7yeljAV1HdhG/3Sef/vpgxx8Fes61jp2C/znnWsd3Qt/NuXYxddSdnOT7G5du2so3J8DYmT7uXsbUnM9Nnr25YvRx7JGcTcRXTVusnc/Kb+L5TjPTx97O6Pb3MOfuS1HwA25c8RYN+f/H4+kfcvqqBeICCaGzT+TMoadxgNuIL2olyVDDB+vv4YmWNhKGLPYoOY+z8/tjjAqxNyeoaniOuyvmUS8a0JJ0IJeNOJFRJj9+eSanoY2P1/2TR1q7uh/zf8COzLk2Jp/OvSNN3Dr3ccq31dzGkVw65UxallzDM7649Iu9OHvYqUxzxumKWTCHl/D0mseZ5Vc1JXUu9Tmi+XnCeccy3hojIk6FyT+PJ9c9wSzNw/yiXf7VJN9NB3Dd3iNYsRX2LihG0exka5zyLXdx89YNBLofgpysU7h48DQGGAKETA4SXXN4Yt0zfBaIakf8r9Bzrn/eeGhuBb99bWnPt+8Jo5XB/cSp7GxneUec3Fw3sUYPzQkjeTlJhJs8tNuTGJtrw9PYRoUaY/Olc2LCmCwMyjRRH7YzKi3BpupOmq3JHHPISPap2cQTFU0s7UiQmpHOMFeItdVdyNcvwej48j1MDhcjcx1ERE+t8cYxONyUWIJEklPJCnSwpDVGdm46JUYfy+oC3bJmtDAgP4XcaBdLG4KEe56rJWojI9jJpqCV4WVZZLQ281lzmHjP/qaIg+HJUcprvLT/wKzETy8/mJH5aT3fdHwT9Mj1ToEBc9bB5PQf+D+8pjVhK7mWIQecTpJNDwHtWJhwDL+ZEcfcy9D9T8Uliid5z6coLU3v2f9DYcBSeBGD9joMx889WmAczIQ0Uez11d9CrL+MRPBjbll4Dx8FtvD6smu4ZMENQqx7SJkhlSl5WXy07Ap+vfwtKrcPCRjLOGvceQxuu4tfz76UX8/9NeetXIw7YzjZWBg66P/4TfJKbp57AefNvZQz59zKAtdZ/G3wUGwkse/gU0mv/SNnzZHrz7mQcxY/wAfe3WlxYicOY4RQTBGCoZw15hTS627kXFUXcy7mmi0Jjht9hjgPPYcbUth34N40briWs+dcznmzf8P1jdn8auxZjPmGvmu07c1013xunHe51O9vOH3BKyQG/IZTU7rNiCX1NP42tJhlq6+Q+lXXvJwbmws5f+zpjNAtjY4fE2qxlmOGMz3NwaiJY/nTCBtBVxHX7p1KRv9Srig1kSgo5dZDixia4uaI/UqZ5t7+HDsGYypnHT2JP41LJSc9l6uPH8G+9p57aDAxdup4/jIyieysfvzl+FLGbfOKx1H41XuctEceg1xODupZWMacW8K/jx/GoZl2Ruw1kSdPHsu5/R3kl47kzn1S5Q4mxo0dxEGyv3DISG7eI0mEUz3XRK4cnoRTW3RmJAc5jBSO7F50xqH2HzOJq0cly3P158Zjiumv04qdCl3l7QwYismd9g8G7nclWT9ovjUj1gFXMKD/Fmo+fYqu0PZMQsf/BGmfzJIEDW9fyLqPnsGXiOCZdzobNrTJzq8uSPOdYSklxb2S6nnvEPjZ57+5SDL58eywQZsJ1te+yILQ11/PkjGdg2PvctfWjZ8vKxzwvsdd6z+l0TiGIwqCvLHuHTb2BlBjlby17g0686YzwRgTUmogwz2IQnO3SowEt1L9dYNg+yIMaYwbdAJjuj5jXjCBJfNg9gm+wf11NQS1A+K0tjzFM97xHJHVywQMbKl+kJc6u3rSaoLy/X5eCO61zTHbIVHOmxsX0tRTLfHAZ7zX6mRoqopiWRhfuB/Bqod43ePvPoAAm6sf4JXIVA7P/HzGYB06djmsJQPY1+DDb7di7goyaFgBjs3reMI8jCcmhrl/TqcQVjdz313LU8srufXt9cwv+Oo5uWLO45313PNxJa8tXc+fVpo5tL+f1a1+Krc2stSbwYmZzfzt4628tmQdf9vs5oSBvTTLyN7b3WN211cXllG6bmv5Bu5fXs1jHzXQGarj3wuqeelT4QMZGWQaYmyu78KelcZwl4XSft3rM8Y66uV31LI+96uLzuwtDnOsrY57P93K60vW8mosjbH6uMSdCp1c7wQYC04jK/YIm7cMJHfbxU8UTMlYnFnbbWndC44YHJjtLjF7ccKV/2b9R8/RFZZi8URNXxdNMidh/Kb8ULMb09fsM9jkXr2tbrL2fOj7MCTtSd5eN1A2/V8Uj5nWk68r5W4p3/ufUv5PikdP+aI853T6lY4nfewfKT3kVgZNPhqX+rmGQrKm/B9ZGePIn34PZePGS30bsZdeTn6ODVvpVxek+aYFYLrvMZmMCX+ieKi0c8yGJblnIVrHKLInXMugg2+ndOrZpLp/ZqHsRCN1oRz6J+0oDR6kNdhLBLeHAZc9A2Og7msHNxrMmWKQGqndjpgnwvXUJ9LJNAf5tPxfvBXfh8sn3c3je9/E9cOPZmxvZ+pjMDr25arJN3PnHrLteRuPTbuRX9nncuPKd6lTdWHLID39FG6beh+Pf77dzoXpFuwWtxyh4KfW17rdWwUP1f4w6fbeY76MRLSN1u2m6AlEQ1g0PeIky26kwb/9NTuo9cfJsG87u44OHbsWiUCEls52PlWLs2zcynUzqmkRezs8Jcz6WBLDksAbNpDWuxKw2E7j150j3d/gsH0+O4/TYSISSnTrJe3UKAGjlVTts4EUuV6g28PVsP097F+zsIwi18FItPuasbhwgFiP3osTTRgwm9K5aEoyn366mr99WE1FrPt6iUgMtaiktjDNdovOeNX+aPd+hUg8wc/MIu1y9E3rsVsjm6xRe+Ff/SyNK18jUXbGF4ufCEz9LqTs0DsY2rsd8Tzjz7yfvDTp6kknM+T4y7ebscJOxv6vM7i4N5pkwjbgEob84n3Gn/A4o055n7GH/YZUNTpJiGP65LsYdfKbjDnuUUae+gFjDjoV1+f8Rgzg/s8ycOTZlB7/KqMPOnH3WMjEdRiDDjwRttzFxk/uoi02jdzijO7yA06ATbez8aNbaYkdzeADjuxeVcs5guyJZ+NqfYxNH14nRv8gBk05UDRMDc2f/YuWtgXUvHsR65cuEcVlwJQ2FpcrQWjDdgvSJL5lARjncCHQp+Cof5Ct6zZK/Wfhyi1GDaWzZpVhaHiBrbOupXJzMgXTTlNP9fNBYjOzGvxMK96XnJ6i/w09BuxrkcDnbyLsLCK3p2RbJKL1NMQLGOD4sroz2oroRxN1QhgT4XLeLL+RK+deyFnz/8MbkSlcO2xaz5F9C/HgPB5YfgN/WfYP/rzk/zjvkwv4zcpXWaFF2lVdNNDc8RJXffprfrnNdubs8/lzdXNPPbrE8cnZzgCkUeyy0OT3fEtdfxN81AWi9PvKNTMZ4IJG/+6UYqPjpwa1WMur8X5cMLmY0yYO5EBhxyOmlJG/cgW/ndHM6P2K6VxQi3vf8fzryDHcenQp4xq3Pyehje2AZE48bDTXHTWBv+a18Oj6GHU1IYZOG8WVQ0M8uMbCpUeP4fqjxnOFo5aHqnrdzTgL5335HuPFwd1+YZn/iriPJe1OzjpgJH8+IJ/tlz3TFqbZbtGZhfpMIrscOrne0cj4BbnJs6jb3AHtL9HQuif5pV+Y/Fjlv1j98ims1LbLqGvz4lt8vfz9br3fkHMJQ6cMw/PxCSx57niWP30s67emkJqXJ3Y1TLTpMcpfOJLlL5wg+06lxvBLiof36zlbYMgkozSf5vdOYMV7T7Pduip9ECqqfCLmihuor68jFqymc9Xf2bqpvaf8n9Q3NBCLNOFdfSPNluPISlXdWrz8qiepqaohFm2na80LdKWM777k90HKYeQ4F9HUEsOaWojJN5PWyH5k5yiPKUG05jlqaxu2i9YlCFe9TWe0iJTiA0lxB4g5h/Ts+7kgzuYt9/Cq+WT+OfoYJjodPdFQI0nuafx63BUc4fwa9ZPowhtNpyhJOZM27J+/Zvl2RNre5q34QVw+aCTp2o2MpKQezVVDp5EdX8lrVWEOHf4LRlu7r2e0DuOk4YdiqnmbZXE3owsOZJS9O3UhEWulNugj1vPEfQ6JEN5QO22hDtrDvh6D/wVUXbxjPJwrioeS1vMTLPbRHDdgzy85OkVFF3BmRnr3DCCGZIYXX8wJlo95s+WHzJcbZdnWdwgXXsjp6andhsWQwoiBF3GU4QNea93+KXXo2IVIBPngo6X89q2V/O2dFdy/Ociy2Uu4eUtEuGo9f399E+Ud9dz8ymKueXM5V7y6nrnB7c/p7sOxTjnuzRX8+Y3FXPLOVjaK8vdvXssFL67gltVeGsrXcuVry/mT7L/8Q/V2TDtNQ8Lz5XvMaavnny8u5s/vruKvz3/M5StjRLas5JrFPfISrOSat5vQlkYTvfT3VzdSGw/x/geLuPztlVz3zgKOfqVa9jXz19e3IKxD+60zZi6R517B719ezE3rAqLTttkvunnmm8t4WRfJnYrvZrl0fEe4SBt9GLG1z/RMI9dGy4qPsA3/YvGTL2DBOeZG+pkfZcOSVduRs2+CldThRxNb/Q/qmtSLHgUf/jX/oHJjnXxuwrNlCRFrIY70MpzpaYTaGnBkDNqGJiTwrnuAdt/u4soaMFlM2y3QovB15X6iYRNGi/q1CdnXuU0ELkQi8QPyqL91ARi5R7Bjm3v0woJ78r0MKivGpK1KkyBh+Bm+hItv5oUlf+Q+TyHHj7mVJ6ap9IR7uWP4nkTqX2Gm/+t6fS3vbV5E0bC7eWrqf/hL0fZxmW9AopLnl9/GHPsp3KTSIKbdy21DSqhqWE6zSNeWLTdyY2M2v5x4r5Ym8dikMyhquYM/b94itNCske3Tx93W84x38tfsGh5Y/2nPxXczJLbywrI7WeQ6jZum3Muj8nsfGncMOaGaHuOq4GPupncwFP2RB2X/E1Nv4qKUcu5Y+hRrvpsy+griXa/y15XzyR50PY9pqSj/4BzXUm5e9iKb+rwTr0PHd0Dcz5yKDrEmOnR8O/Sp+HYk3Kcw/MQTCC58Ak+vV2jIJWPSKcQ+PZKKLb2E2IC58BqG72lk6xv/pKN3wKL7bEYclU/Vs//A87mBs5N1yIdkbDyQ8o1Oco98DffqA+Va3ct8fwmGgeQceBv9Mr0EPB6NsBtcw0lqu45FH34oFM9J9mHvkrLuoK8/fwdiR07FZ8j7LSPGVFHx/gsE1Y9KGk+qbT2dlgsYPraGje8/r5Ubkk+k7IAB1L1xM96inuXLF/YslWuczMCjDmLza3+XA4dQdNQZdL31f3S/MDDhmvwI+c3nUbE5hnPCI/TrvIj1FULcjePof8TJ+Gf9H81e1ah2bKlphDvqoXeJ9N57mA5g0BHDqH/jOdyH/wPDrAuoV0luSccw5Kg9KX/mmu7jdiD05c/7Pvre8ufbTbO3G0Gfiu/njf9pKj4dOwT6VHzfDXrkeofBQtLwk7A3LyfmHoQrvWdLSyJY10jKqKO/WFTBfSQlU8po+ejfXxBrhaifhNmNWrjucxjysSX1Rly9BL0hHOmFPd+/DEPeKRQkv8Oa505jjZoJQ7YNq9ZtF1nd/XypRP3dbNpSRvHh9zH08IcZse9RWBNhEg13s3lLqZTfy5BD72XYlGG0z77rf1yparsFadJW/IAFYFpoXbWetIMfZuihdzJk8ggSgR8YDtShQ4cOHT9ZWIpH8a8J3+GtqjmfG48qQB8avHtAj1zvKNgOpvTEk/G+fi71X15aUFyY8RSf/FcSHx1HZUsphUfcgHPNBWyoaOg5oAeGEgqPe4jkjb+mfMV64rhwDr+eoXtPxffRVMo3BiHjXEYeOoWOWb+jpraZhCEN96gryfTfw5aOXzDmwDQqX/0bHcEEhqR96H/ov8luv3abyPU7pKw7eLeKXOv4ZuiR676Pvhe5NlOafyx5nS/ziW/3cvr0yPXPG7s+cm0gNSONYUkR1lX3LLxisFDcL5UMfydLW75tgRYjGdlplNlCrG2FLLOPCk8Ck9PN+BwzdTXt1ES6yfXfM9ZxzeIoqempDE2Os7m6k8aeIJE6flyOhaYmOxceYOBvb9QS2P4Zug/dJdAj198NeuR6h8CIfchpuOufoWl7Yq0QX0b9mjYyRx2Mc+jv6JebTfKkRxl32rvd26nP0r9APNfEJmpn/pvggFsYd4aUn/IExWmzqd/q/SLe3Pow62bOxDbxIe3c8ac9RXHWZlqrhag3P87m9ekMOPEDxp/6FqMPPJhQ5YJdKng6dOjo64iyoe7F3Y5Y69Cxa9G9IMxfx6SQl1nIFVOyhQmrBVpGcXSGndJR37ZAi5k995/An0a4yU7P5dJjJnNVqRlnv1L+fVA+Re40zjhyJEcm99xK4OjXn7OHuMlKzeNPx5RQYgBn0RDuPLSAYpdadGYg49U0sF/3DD3X0NF3oEeudewU7JLItf0wBh82gsbXbtomR/3nBT1y3ffR9yLXuy/0yPXPG7s0cm3K5YajbNz06tbPBwJby8Zwo2stVy5Vb36tnHTsMFrfrmXqkSk88MpGahNGDjl6DPYZ9ex5iIV/vFqFR450DB3PTa7VvFE4iSNa6lgRBWNyDmM9y7iicTDXZ6zj92tcHDOxkBEuEyUDrLz60BL8h4wl48MlPKfWPHcM4J7Doly7OpO/bP8Mbyznw100R4Eeuf5u0CPXOnZfBN+h4pWfL7HWoUOHDh07C9suCCNc22j47gu0xP00mJIZqs3uaaQkP5lkQwJPIERdbROzNzXx8bKV/HNFqOettIGxU0sp3byef7y7hteb1eoL4IkYSO1ZdMbokGeRG3/TM+joW9DJtY7dA8ZC0npWWxw87RJycjOlbBR5k4/ApnSP+jzxCJIHnMPAg26nbP/LycpM6j53O3ztao+GDJLKLqR4/1sYctAfKSjK7z5YwZhHyqirGTxd7j3lbNLcavCJEUvO0fSb8nfKDrmZgWOmdD+HBgu2wjMYcMAtlB1wDflFhZqi1KFDhw4duwliLdqCMJcfN5YbjhzPTVMyv/sCLfFO7pvdyb7Tx3L9ocM50BKkLRZn4dxqoqMHc/bEYk6flMeARG9kKEFVtZ9+k4bxp0OGMT1dlanj60jdbxx/P3QU1+2ZijmS0BeJ2U2gp4Xo2CnYsWkhRuyj76PEejcblm6AlPG4retoax7TM/XdnfiMBzD4lN9hKv87W1YsJpZ2PIP2GU7zG3+gddtJSV2HMfigA+la8G+a2k0kDf4lqf572dowjJyiKJ6tKwkZR1C4/1lEP76YOk8mmQf+m4ym26ks34Qh63Dy+zVTPX85rmHTSNR/TFeXmaRxN5Af/AvrVtRgHXwjpcUr2Tr3NXyJUrL3uoLkrdewYUN9z0PsOOhpIX0fU3OmcMKAo7hswdU9JTp+KPS0kJ83dp+p+AyUDulHXmsDCzvN7HPwcIYsXsxtDbs/3dLTQr4b9Mi1jt0ACeKREKaUESSlpxNv/4y2htaefdsg9Bn1Sz8jFAkSbXqBxuZ+JKdvO8XRN632KNfyfUpzbQhH/n5k5OcRD2fhyjALkT+SXNvbbF65hFC4g2Dt02yeP4MITXRUzCeeMpH04knYIl6sGaWiU/uRNSyZls+ewdvlI+5bRsNnb2IaekTPM+j4uWFW/aecP/d3Pd906NDx00eCTbVdpA0ayGX7FJG2ahV3/gSItY7vDj1yrWOnYMcPaHRhLzyIjMIxJGUVY6i5hQ0rMxm4TeT68yi21qMtpEx9iIzN57K5tnehDBOuSY9S0HYBGzaqESJfwJB7OcP3SKV9wzLCMQO2AWfgqDiFCs8FjBhbwdoP3vvyrCvGsfQ/6jLMW9/G6w/L4+1LfvrbLJ9ZQ9HRv8L/1tW0RHuONU+n9IgyNrx2R0/BjsPOiFy/XzuLF/Z7oKdEx/+KV7a+w33ljzNj+vM9JTq+L16ufJv71z8pdfhcT4mOnyP0RWR+fOiR6+8GPXKtY7eA0ekkUvMatfP/yvr3niFefADO7917Y/irV2IbfCT23nPVao8ZbsyZw4hvvofata/TvGE+YYOjO0+6fS5dSYeTndoTATfkkVxYhsk+FFfsQ6qXvUjT+jfp8Ju6hSmxifbGXDLLBvTkWVuwlx6OrWnHEWAdOnTo0KFDR9+FTq517BRsnX8bXU2re779rzBhH3AZZUfex9BD72Lo9GOIrXmNHzJN79ev9hgisvlp/EX/YfjhdzFk+mUkJVq7R3HHllA1+yOce93DsMPuY/jRfyXLHSfun0F9y1TKjlKrQ95G/6wYEe2ECN5F19OW8TuGqWsdfg/FWZ+waeEStVOHDh06dOjQ8ROHnhaiQ8duDD0tpO9DTwv536GnhehQUGkhN8xYzea/HttTomNXYWOzlwk3v6OnhXxH6JFrHTp06NChQ4cOHTp2EH4WketRxz9Hct7YnlIduwJz7xtNybQ/kzPs+J4SHTsadSueoHrJ/Xrkuo9Dj1z/79Aj1zoUfi6Ra0XL4vE4aikZowGMxu8XB9XOlWv0nmcw/O8rLeiR6+8HPXKtQ4cOHTp06NDRR6AinlrYUy0y80OJsZynSLaOHwc6udahQ4cOHTp06PiRoUWshVCrv51LF+Ndv1b4dff33k3tj/f+1fZ9eb/aei5GsLGeWCikHa+O07HroJNrHTp0fDuirSyY/SLXPfUI/3xjBrPqvzxH+E6Bv4JHn36S1+rCPQVfRazhfa56bjEe+RwVA/LNR+rQoUNH34ciy2rzbN5I/bw5JJWWyfcY0UCA4KZNBN5+E/8TTxCa8ykRKYvEosRicdlisslnObY3JUTBlJRM7TtvEgmFicpxOnYddHKtQ4eOb0GYeS/ew3OGCfz6uBM5fUQydXXNPft2Hrrao4w7/FSOybf2lHwVptzp/OfkCSQT4u1Hbuc5xbJ16NChYzeGQYhxxwfvkX3AgVrOdcLrxfvHP9J1wTm033UrntpKPCsXsOnJh0j4ugi+9Dy+66+j6567CTz3PHGvR86T/wwGzE4nwVBAi4Ab9Mj1LoVOrnXo0PEtCLG1xcCwIUVkO930G7gHp40vkvIYG966nX9u6F39MsQbD97OS8E4NR/czsXPPclVD97JFffexEUvzKdK6fVYPW8+dwu/vv8OLrn7Dm5a1ixX6T7+vCcf4+rH32BuVw0vP3cnf37vQx5+8iZ+O6sSf91rXPz0cnzdNyK69UUue6WCeMvbXPrUUjYseIFnNm3i1Wfu5sb59YSb3+W8u2dQq9sSHTp09HFoKR7xmBZ1lk/EoxEsi5dgiMVEZ8bw3XgziY8+ho4OLJYIrsAGHNE60keUsfXJBwl01BFwJAi8/jShW4V8X3q5qNp6LYIt1JyMwUMJffaJsHbj52kjn6eO6Nhp0Mm1Dh06vgVujjxqMlueu4lz73+I2z5ZydZQ9554LEJ4GwIbjUSIic6OR5tZHRzJn8+7hFsvvILLkmbxrzltNHz6PO/lnsHdF1zKnReeRP7Cl3irSx3fQp1zH/7+y6PYKymHQ4+9iFvOuYQ7Lj6T4lXvszBjKlO6PuWdTnUzPx/PrmXE3gMhESMUTdB/8i84taSEY0+9mN/vkYc1azr3XXggBbp206FDR1+Hyp0WEq1yq41Chw0mM5iMdCxbhP/Bh/B/OIOYIYI/YSY0aX8sp16D/dwbSJ90AJlTpuBINmPrrCYcMRMPh4guW0LbOecRXrlSqDp4Pp2FrblNyHX37XTsGujmR8ePi7iHOR/NYGFPWDLWuYEXX3+MPz79LI+tbkTjcXEvaxa9wb+eepC/vPw+c1p7o6U6dgVc/Q/ihkuu5b7TD2FCfA6/vfftnj1fxhfREBfjRg4jRftsoWRkCbGaGjZW1VK56jl+qyLaD7/AvC4/9W0xUfrJDB9YgJYAEmvkLRXdfkAd8yIz6314yeCoPezM/KyOcNsc3opM5IQck3b1r4dRbNPupNritK19n6c2iKehvnVt4e13n+bPTzzCzR+tojaqCnUZ0KHj2xGhfv1Mbnv2If7y4ks8tbL287ddOw07YGyIUpvNzz5DcN48TYcajCaMeYUElq/E/8obWENRPKkZmK//K7m//yOG4lJCWzcT+GAG0TYf1sPPxvWHO0h79Ak8xxyF35GEpb4e77/+Q8zvo2vJMhhUIjfqvZ/60Kurdews/MzJ9Y8gjHKHZR88wg3zawj2lGyPbYWRWAi/Mq4/ScTYMvtxngmXMtqlvlZyz2Nv0DbkcH575BSyVz3Knxa049vwMW97B3HKsadx8ZgQDz/yMquFk+nYFQhT3disGQSzq5Ap0w5lcrxavhlIS4rT2NIzuDFcyZr6aI/K9rFqw6YeWYpRs75SjEU+JUX9GDz2VP6jItqy3XTxxfy6SJFkgxiU7rBKrH4e73IQt58vx/zqWPZO7lZRrhEHMHjzDJ79aAVZe08kRRv40z0CXr3+xBAjql6j7oaINszkuk9CjCtOkm8BFs6ZR+vAA7nyxGM5IPw2v3tjM526DOjQ8a0Ilj/N72YbOOjQU7h8v9Gkt9VQs5NlZIeMDRHVl3bEkfhXLML7wD2EvR5spYNJ9niIBESLprtJu+q3ZB1wIL45c2i67m/4zjwb3w03Yrjq97Sedx7tv/oVzJhJ4RW/JeUffyPhTiLo7SDi7cLS2YF97HjRzQkiDfU0/PMfBOSvjp2LnzW5/jGEkUAb0UHHcs0ehdh7irbHF8IojvGie7h0dmf3jp8Yuipe5J9bxvHHgwdgUwXhzay1TOT0sixSk/sxfVoJFbPn4xpyJFfvP4wil5Ps4vGMt7RSpxOLXYN4kNolL3DZvbdz+YN3cfn9L9M56QjZYSRr8iEMXHo75953J5c99in1Dkv3m0eDmxzfHP6gos/3/Yd/NOzBVVMyyZt6IvtXP86FcvwVD97K/71fTtt2edGm3InsG36Xy+ReVz46g9W9+00D+MWwem6vGMgvBhpIxEMkokL51V85ZsyoFGY+didXvbmUluZ3OOfO93ePnOtAObe9uJH9TzqCYRZV4GCP6adyZlkOqY40Ro8uxdbeiu0nIAO9uZ5q654abJvpxDRnqWdKsZ7PvVOSqU2Hjv+GQFMThqLhDEl1kZY5mMP2nUyZ6ZvGhojqaHmHS+99nBse6tZH597zJO80K6GKUbngcS6++zYuu/8/XPbyItEl/31sSChew733PsInvVGz2GZue+A5ljR++9iQurgBc3IyaedfQrR/EQ1XXoExIxN7IED8kINp8flpue8O2q/5HcGrrsD2wfsYAl0YO1rlJmHMFeuIbionIDq645QTaX/kAWrCfqKHH0J89SrS8vMwZmbSJc/eeud/cB15BLasnO5n1LHT8LNeobF99k1cGvglj03P4YuXzEoY7+Ll0ou4tlRZOyWM9xE+4zKO63qHy19sJtfioTkRxRvJ5LgTT+WwLEQYn+Lmxe2YzSKcmdO4+tiJ5LXJ8c/WkemKkbPnqRzQ/gp3r+2SW/joMI/md6cP55NHZjDs7F+xj2LaShgfXsjUo908/kEBNx7s47ZHn+L1aBlTSidw0TQvN75k4q8XHtzn80n/2wqN8fZ5/OGpLRx77qmM3fo8N7VN5w97hHjugQdYXnIQh2eHWb5kDu81FvDutWf2nkXD4vu5pmJv7j5lFCrO93NG31yhMU7Ve7dwd95l/Gu0xhb/ZyRUhFqum/DUE2+uINKwHIOvCmO4XQi2AWPWGAxDj8WYlo/BoARDKL78b9wBq5LtCHzjCo3xVt5+4mHW7Pkbri7Zwi0vt3L6idPI7pVt2f/O4/exaNIV/GW4s7dwt5UBZWrUwC21WpxGmtV/Yn0i4iRFIiGM6nW40YzVYtXasbf91PGqDvUVGnV86wqNwS0888KLfNBhpaD/CA7ZcypTss2Uv34rz5ddxl+GdNvzV+65k8jZv+XErtc54T8NXPanC9jHJXtqXuPXbybzz1/E+McLcM0FB1FojFE16y7ucpzFb9r/zYX+X/Hq8cVYieAPGXHahDnEa7n7rrcYfuF5DJl7BzeazuKWKan4lz/E7xsP59Zxi/jN2wXccdYI3hMC3Hna1ZypImciy2p2PNXLNRamHE3545/zCZ4778Q0cRLt69fjKyogfeUy7O0dGNu8GCNxTA4LRiHl0RQrRk+QaDBKWM0OYjVj6F9IizuZzPPOJ3bL7diPPoLgBzNwHHcsKUceQ8JkxqzJ2vcjEfoKjd8PP+vIddqkEzm08XHOveM2/vj6h3zW1D1S65sGapGIULM1yN6nqNfaV3D3UW5efOkTGlo/4j9L87n2wsu5/YLLuSp9Lrcv9GrH17W6OP7MC7hgqJui8Sdz87kXc+sFV/HHnBU8uSGLY4d5eHVxhyZUXas+YmN/cQZEoEPRGKbsvbl8n1JG7nk2/zlxCiU5P5GBWuLhP/bQCzQW5lC1ZBYvL1/D/DVzeGVdnFOlfk5JD1DX5eTAY6YzLknliyjEqF/yGNcuH8KfT9SJdV+GPTWf/r1ccAcgFo8QrZhB9OObSax5QQzMOmhbSaJ1LfHG1USWPU34lauIbJgn9ilGXBxfNZ1V30aMipl3c0tHf4qaF/DinMXML1/Bm/NWskXLsW7lvWcfYObgs7j2c2K9+8uAapVA2E9NazULpb3emv8iD7x9D7e/ejt3v3YH9750FzMXzqAr4P2cgOvQ8Z1gL+bUM6/m0YvP5azBMd54+BYe/prXO1/EEw2klIxhco+JseWNZVS8io11lWxqWs5/HlYR7Xu4tdyLt71VDv8vY0PiRnInT8O1Yhaboq28vijCwXvnbRO4+zKiYuMT8ShR7U1NlFiXh2hLC/YJk7EdcSQtn84mUbGR1IZWXEKeY51dGi+ImIyEslOJWYx4k+z4UhwkDAlCZgMeISrhoI+k4v50/PVvtOZmEnrpJZxnnknqsSdiNIvjKv/F5J69c2Pr2Dn4WZPrnS6Mcnx60SBKzOroGFsXPsZFd9/RfcyKGjx+vpcwqubavQZqfROSmHzoGZw+MJV08bDTbWYs1iTSHVJR5nTGjt+PU/YeR0bFPBr7j5fjY9QsepQ/LB/In8/ar6c+dfRNGMne41QuGrxjotYKibqlxFY8RMJsI27JEbFKEfLsIhGMk/BHSATCQrQ3Enn7r0RXfyBnqAmo+jopE11SejT/t98gspQMuO2YxfClJjmwJpp5++kH+HDAWfxzSo8x78MyoFI4lKGOi6FWm/qs8t8DIT+tvhaaPA1salzHZxs+5I1lL/DE7Id5+tNHmLf5E7a0V9LY1UhzVz2bm7ewsaWCtz57m+ffe5bOrg65tk6udXw3BFvquwf/mpIYNOxAziqLs6E58S1jQxJ4tq5jVU8aR0yc9TWGAkryBjA4fyLXnNM9NuTWs6/i34cOkCP++9gQ7KM5JX8jT89+n8+S92X6dh6w0ahkpTtyp02UFwrT/pff0XLUgTQdfQjVJx1J02EHkdhcQdBgICL9P1yzBZ9KEQnHEBqNOSMJY1sX0UEDSPbFMLjsmLLcWAxR7PEwtLaTeH8GEYuJ2JIVRH9xIjbRnd7XXiW8cjn4ujTi152a1Tfe7v0U8bMm1ztfGEUchQxr3Tdey9tL4NTzL5VjLuLiYand5f9FGBEBU9P0bBNI3/1hTGX4iHEcMHq8tu1TlEZG7jD2HZhO+eyHuOzBu7nygdu4fvNIfi/1GK54hjMeXU44too7HhUH5qGHeWbrbpZwquN7Qcu5VdGcsJ/4msfFCImz6u8UoW0j7msn7ukk5hG5VGIaETUWEVHxtRH94J8kGiuksDv1QEVouq+lVi5TUW31KvaL7yrS/eNAnJD+o9m/RwYOGDGAHHcBe4wcQN2rf+ea1VEia1/imgfv5MqnPmD5+r4uAwmioiS7wh7KW5fz4ZbXuG3hVdy18EruWPgHXl/1PHM3fsbstR+zvGoFm1uq+GT1Yj5eOYeq5irqWmqorK2moaUJT7yNyrYtbKre0K0jdej4r4jjb1nArfffwqVKZh68nTv9e3HucNs3jw2Rf1NTu3jjCRXwuo0Lnq/lsGP3JS9zf64YVcl199zG5XKti598i8XeL1vgbxwbgolh00ZR+Xo5o/Yp7R5L9DksjFVjQx7vHhvS1vwev/rP02zOyMFy0WXY/nw9KTfdjv2GmwjkF+JsbSYp4CHR2obBJBpDHOqow4TRasBclALtjcRtQtFdNuKGMB1mI40WA12lA/EWD8LS2Eyyw0jknTdouf3f1D1yN81XnE/j8UfQefN1wm3CUmu687qz8DPOuY7TVv4GN8zcTNhqwSzWOeAYy5Un70dJcCW3PPI65dZUXEYH4eYO9r1S5Wi9wXmPV5GfHKfLEMcbTOKwE37JcXlGKhc8yU2LOrDaTHKlXH5x8vFMDb7FhVqu1XgRsghrZ97HzeWQZjPi6Kqjc88/c9dkEYzW9/nVdXOYfO1fuDDXRLz5jc/Ps7TM5vePzSGYWsrRBzp45k0T1108fbfPudbxv2NX5Vz71r/F3+dUob1ANLjZ4+BTOb7ARKyjnBc/ns+6cDp7TTmI6fkOOSBG86bZPL1wE+3WAg6YdiDTsr5/FFsjvqKa4s1riL1/nkrMJWFOJxEzkfC2a9FqwkYxDWoNMwX5V2QSYwJT2WFYjvkbJnP3fRWBjkSbiETWC6X1YzRkYrYMxmhK1kyLSc0ruxPxjTnXPxFokWtxhJbVf8qm1o/JdjqIyvetnnpmbKhiZHaytIWJOavbscctBEzSBn5xfKT26+u8EIhjEb2Zmm7FlWTDHrQzvJ9yOvZnz9F7S3sZ9ZxrHRq+Nef6e2JbO/tlErxrEI1FaVu8gJSyYZjcbikR/ZUwkIhGCQuhrvn0Y5rvupXsoJ+ExUp9IqJpu/52s8iECXNWLtbkJLpWryNsjtMUThAwiMOQlEZKWyt+FXMYOZ7Bv/8DzsJCEpEQkbY2ols341m4APeBh5A8ehwWy3fTz3rO9ffDz3pA4/fFjy2MuxN0cr3zsWvIdYwNb97Os4Mu4trBJtEYRiGjJkz+5fztvk8ZdMxpHOrawkPPziL7F1dwevQ1zn/DwgWn7C9O6mrufmkZ4355AUemfj9vUJsxQg3wWfsy0fl/V8MXZBPDE1YDiIRIh4R4h7TH0b4bLEKzw1JuEnVmd2E/7VZMRePlpCBdnifxh5YK7/YKufZhjgUxJzKw2o/AlLQPRnt+9023gVKK3aT9y1CD674vfurkWqWBLKj9kDbffEqSCwiJI1Tp3UJzl5/GYBsvz6/jyHG51Hl9LF3TiUW8tPq2oLRnHIc05+CBqQQNEVxxF45oEgNy+5Fmz+KEKcfSP38gZulvOrnWobBDyXXHZ/x7bhaXH1bWk3q1axEVEu2rqsSakYnF5SIejdE5+2Pqn3uG0NZqwrnppMkx1q0bCPcfSHU4QmRrFZkWEy5RQykmC/ZYAq/oaK/w46pQHHvpIIpMZizl6+jsV4xr0p64nCm4p03DNWQYwspFhxmFvLfQWbGBjMl7YOkJQvw36OT6+6GPxz/7GCzplGQnfa3R3Znonq5KRd8iNNdWsWHxJ9RtXk9zzWYhDh1EI2HCIoQx2f9t6B3EoNJMgsEg6yoqeOvDD3ji5Rd58tWXeeX9d3hn1vt8+NlMZs75iI/nfcJnCz6lQu4VCAW0CJXaFPHR8f/snQWAXcXVx3/Pdfet+2ajGzdCSPAgIbi0pRRaqGBt0WIthcpHqVC8uJfirqFYCIG4u29k3eW5v+/MfW8hUIImELn/zc27d+5cmztzzv/MPTNnb0GS5h4ozrdgFSFsVcRaUtsXTqNh7E84vX8eecXjuPS4IqZNX4t36xbs+0xmQr6bgvLxnN63nqcWdqVP9RWgkVtDikTnZlCkWY01VovqPg8LkVauWSEjKa8Q7oBSlHKMXxafbHcGic65n2QsSLjxSiKR90Wn2ETYxTDHWrGE67EEajG03kdqw69ItM6Qeh2TthFP12/lOhIJEA/7RAFKurQ95Se5B/dDfCMEY362dL5H36wimn3trG6voY9nAEf0n8Qp1cdy6n592djuY0CxjVgkTk9XEKvFQH6xnYFjckgYk1g7nZSYSil0CdGI2xlcOpBKIdnyNjNX0aFjx8KYcxBXfUfEWkEZ6q4yqeMiU5Up3zV3Nit/exVNNRvI/8O1lJ/1C6Iuh8ggK1nd9ZSPH0eH0SgkO0mbyKKGaJTWVIytos8bJa3LZKR48GDcLZtJJcyYgwG6mlqoX7ua5Rf+ioY7biWhXEHUF0FZ7KUlclWdAu4s6CX7FfBtNEalwLddeglt3eaNTH30dh6/+Xe8/cw9vHzH73jpxst44caLef3Oa1g942UCPZ3p4zIEIb2kG5L6VUZBKBRi1oL5PPbs07wx7U1Wr19FZ3c7Xn83Pd4u+fXhC/gIqMhOAa+se9lat4klS+fR2Fwv51Ifcz95nzr2bDiEWK965W4uve8mzn3gBWb2xKhvi1Je5v5IgFgrKrC2NcLgURhn/5uHFy7lvdkv8cBmMfw62jO5vgLUWAOx4QxCclPaVD3pXutUSOpcRNZDsl+FTu9RBNtIQn6Tfknvll+fpK/cTHzeLVhapuGKWLCk+uAK2bEGR2L1n0FiQ38SawqItw0kKcoo2bxIyHsHqfYNxOY/RHzq5bQ+cyHxt/9CctM8UkLU05R/74MmQzQ5pPzUe33WRbZkfpv9tXisBra2N9IR6uaAqgMpdVfhtOaR7yxhn7JBuMxOOS5Ev2FuiquzyS+y47AIqWh3UBQtYUBpP+xWK3aLlb7FfZg8YQpmsw2TUREPHTr2PKip8Mx2G1anS2tjcWkPPSWFjLzjTioOPISyw4+i+pZ7MF96mRDnfDqnvYs514HNatSCeqne6jZpHimLkZwcNznZdvzTptMRdxP5wQ8pu/FOxvz9JqqvvoZIUREbHvsPvpUrVYMmqRH7Ppqc1bFzoJPrXQxpRZZWYvF4lObGel559B4e/L/LWTl3BgFFgNs6CAUjhCVPJBygo7WORe+8wGtCsld+MBW/36+N1u9ViClZD4XDLFm+nOdffpHlq5YTTcSw2WzYpHErz1WztDGD6iGPZ3rp5E/9r84TlfMEIhE2b9nA6rUrCMo191Ri3ftcvctHJCKzrnr+lQ/vnvjsnw0L44+5iDvOvYjbzr+Cm/Zt4Z63N5FlA3/w4zJIijGWsDuxF03mlrOPpDTcTqdzHJcdVk2uKI8vg23LXSptOlH16pjVphDnuFwnlCHPQqjxCsHuSZHwyjvqNhBIGkThSD6/kdAKH/4nX4XupBDshbiaX8PUMYjUh2uIzn6O1PqlJBo2klz3DvHZtxN97RISC+8ntfFpkqufINWynGz/emiZTuKDG4i9ei3JjrpMm1K+kXsP0ZY3Io+rvlaJkFDvRdajiSihWAhfpIctnVKmsTitYT8jS0YSi3cTjrfTHdggZRUhx2bFK/lbegzUb4libLbQh1xG5FYysLAEt8upPqthSTrol9+PEw86GafUJTUzkjYgXCcAOr4SknSufovH14v1rSFB09p3uPnJB7j2mRd4vqZbUr57fFyvVQuDwnETqDzqGOJqGjFpY2q/1e2mzw/PYOCjT1F+0VWMPHgyRUceiGvwUNyDqrHLkr3/geSeeAIjz/o1lX/4GwMef57qK64md8gQTGYzrsIiRv7jBryV5ZiKS7RmbM8rwJjxte7Vbb28Q83Qk/5a3puekck6vhL2bnIdXs2Dj97NlQ+r5R7+NruOuGjuVQte5YbHH+BPL7zFrI4Y8brpXPfI3Vz1uJrma+ci3czUDCFxtmxcx1P/uo4lM98lEgnhbe/UPuuokcMJUXJGs0kagaxL3mhQyISvm3lTH+f9J25j6+pFxOSYhGSoa6jnnXffZdkKIdXxmBxnxmgSq1kWi5zDYjFjVmlSGzQfVrm+IthCU6SByyLXUjM3xISQd/V0sk4ItleutSc2uG0JnhI66o1ogkZIteqx6/H66PL2aAJnr0Cym9remXMEZiFKFhEbVSP60b54Me2ah1CM9XNWkjVymBZ11Jo7iGMOOpIfjMpmwYIuRo4pVZm+HFTZa2adXDrRjjFfrlbmxqAGRRol1S9tQ7l+RKXeK/eQmHBsSX99nI0rTyzgjGOLuXxyATMGOvE3REVRyXEd0mAsxxGb9y6pDh+GsOoSlwsoDRsX0zIi51WDfZa9QHzzEoz9DhJjQep9OESyy0e8pZbEqpnEZr+oGVrqDveSt59BmgSEYkEavOvZ0jGb9p55tPrmsqX9XfJsUZKGbMmWoivYjNUoZa4NvgoSjnVIuxHjPh5kazDKwFIhCyVust0OzA4T8XACa9KJ2+ShumQAJx16Mnkej3Y9HTq+DuLN07huRoR9+qWn3orXPMNV0+IcdvTpXHH4EFqm3sv9DbsCvU5D+UCblZ+0zcKwc38Fne0k/H5trIEabG0WHW3LL6Tfid9nxLV/Y7/r7+OgR59j/3+/xMR/v8i4m+5j8K+uod8ZP6fisCNxFhVqx6qgTErHiyCl9tnnGH/Zb8np00f7GqTSjUaDrBsItbcTlespnaZ9lVL6Tovtob5SJYQTqc6kzM3q+NLYq8l1omMNi62H8OezzuWvZ53HVRMriax/n6m+gZx+yo+5YEyEhx5+gbUlh/D7M09jWOeqzJFfHx8RN80i1JiJtq0GN2i9orK+btl87r7+dzx+8x9pa2mUxhEVAmzEluWQzJJHSG4inu6NDocjhENh4vIqg8GgNIg4LZuXM+e5u3n1jquZ8fqzzJo9k47uduKJqCi8JCZDUhqXQWtcKlKTzWrXSLY2UE3SjKIkjZJHm49TrOe4/Gj3KCQ+JUswFKCmZjUdHU3yDGlrV+3fk6D82LubtxLydREN+OmpW0c44OUPN/6GS685j86utkzOPRyxTj54414u1Ka3uo2L33dy5pEDMPc9icv7LuH3KpT5fbdxR+gIfr9/LsZELU8//i9+8+CdXHLvf1g6/AzOr/zyn/a1aVfFkEt2LcW4+p8Y/PMxVx2McfQUrFMOxtQvm2SnkOt2qW8BURr5Cf5xahFPj+vHMlM2KuT5+1lWbjk0m4VDbURWSTtjAMlGLymvV86d7gHX6qtqfxabXFPSEkKm46JcOjZjUPU8kkO81iyGtUWONZJokuybFgpnDMvB6XvdW2CQsmoJNLC66UVRupvZ3LGct2te5c0NLzCvYQaLm+ZL+RkYXTKURl8zSxqXiDzziyyKiKKOa27yoZiSKWK0t4uBFnZgDNlxBnMoMJdS6irhsDGTOOmIk8n15GlyZ28zX3TsIITWcttzGzn8tOMZlu6YFSM8iLFoAIPz3OQU9mVkXopuZWDvIlA91EoXG9QMIHYbJcecgMnl1tLT+9LxLdSvtmjp6S86vZFMVXpv3t71dB4jofo6Bp1+OqUHH/pRnvT+9JKMRgk1NeKd9jaRxx4mcMNf6Pz1eXivvpL4ymXCLNIupTq+GvZqch3v6sKQU4hdDdQScmmW0nANOYGrDh9GH5eTon7jGGfpoDGl9pl2aAXrrdgK6Z6wFLFohAUfvs9zD99B04ZVRIXEpiIh+Q2iIjnFggGtBzUm2koNglAkOBb0EwtHNXJuMRuIKsIdCuHt6aKrtYGauVMJdjeTiEUkT1gj6coatmSOV41WEWpFrjVLWdbVJ6mPBy2qPNIg5V7NqiGqfUJX4skYjQ1baBQCqqXtZuRa3a8yZnoHecZkURGz4vIOupq20L5xCaZYgMCGBSz9x1ksuf7nzLvpAuFizSQdXt5/6wXCdbWEu7vxrlxN9/RZBNask3eo3kVMe09pA0p+VU+AZoDsOgL9S8PWn5+c9RvuPPcibjn3Uh769RkckavEhoMRR/yK+399EbeefyV3nbofpSrZ1Icf/eRibj3nQm7/9W/44/4VXzizTu/YALXEoi3ENz8mRPY/pAKNGIxZpELNmHxtGKXOWY8Sgj2ggFRPgk5jgr8fW0yzpw9jcw6kyl5JOGogFEpS64vzxGgPrV1Sn939SayaJkTaSsooxDkpbdnkxFg6HlPFJAzZpSIJVW+4PEBM/q2fh2XIWJKbhVDXyv0px0a/EEO5h1TPXmJUbQNl8Gxo+4BgtJ3HVzxDbWAx/XM9HFAxSlsOqhxLVU4ea8QwiQjJXt22ldZgrbQpFdLcKul1ONyiouVd5JkK8djyyTblUpndl8P3OYKzTjmLCWP2w2GzaTJKtReRcOmL69DxZZHsYOozr5I86qecmL2GW575gFapSrbBRzJx4y0cf+NNnPvXK/lt+3hO75dh3rsYNOIsv4YdOD2ou+8AXJUq7sZn62jjgnkYbvgHqdtvJzp1KuHX3yaxcQOBd95l0+9+KzpwfSanjq+CvZpcG6yFWGuf5YoHbuOXd9zBHavTYcjTSNK8+FXmFx/MATt5OLEisovffIFn77yB5x/4F12dPUICFAEXq1uYtFVYv1X0u93pFNKW1Pyjo+GIEBEhh2LtKrqrGo5RyIMi7PF42qUjEROSF/IS3jCPpBBFoyKUQiCNJtkrpE/ltVnNmlGhGrXFpK6jSLScLynnU0pO8qlzqwav3CS0xi+/cbkvNZdtZ3sLrS0NuydxlGeRRyHZLeUdCNDZsJGuzctxJkIUFRRiDvaw5aU7iLc3YRJiZ/R1MaTNj8maolyOia7fQP3Vf6XztIsJnXct3adcRNct95IUQ0cj1HJyzbVEM1SU+aQThs+EsLd0/REDsuEZDI3vYIo2iIKxkzQINU94SSU2k4rXQ6QV2w/2J2lO8s7hbhocZvItuQTjXjojXZJH1XvEwDQws9PEDLNd6qtF2pO8BzEwDUmLtHsxFvsfgWXs9zCUj8HU7wTRwOVgljzKt9vficHuw2BzaQMntUoius4QDcs5MhGk9gD0GjQp9TVMyj8lbT5tKKeNHc0gVO5Pst7qC7OqfSUTKwYyvmQ/yrPKRXlEsYtxnmXLpdRdLkR7f6KJFO1tQXyxHikwN+2hLj7ctIloR4oCXyl5hjxGCyE//agf8tPvn8m+Y8bhcrqUbSNGvxWnI1tkkkOTMzp0fHkk2DDtLm7prqJP2zyem7WQuWuX8dqcpcx851mWTvgTb155BQ9ccwsPDVzAjTM7t9H1uw7U12Plpqk6u74ulEtpuLWF8NrVRDZtJBWLShuWNi56qenmm+h84Tl8r71EzwP30n3xhYQfeIBEdyeEokQ31tLu68Hf2kNPLIG/q4OGV1/RtJeOr4a9mlxbq0/i1vNVVMVLufcXE6l9YyrLNFesBE2L/s3VS4fwx1NH8emgid8MqsdUKS01cDBBJBRk86qlLJg9gxXLlxAThWaUZm8S0hsMBLHbzJrPcywa08iyWZSZcllA9bLK8eqzT1KWmDSEaCSmfYJVilGtGzQfKlGSQgqiHc3a1ZXOUn3wysfaIm9fNWHN/0pRPzlPShblj22zpHu2VZrqsVafrVSjV36VadNacUY16DJOu5DPQMCnnX9XRC9RSPceKzKRJr7KqIk2NxNZtZbYihWYOlvJz8vXBFsqGqJ97SLCkmbLrZRysBHp7CS7J0I0GCLZ4WfNw4/BtFk4oxGs2TnYKvNIPP1f5t9xKx/MnsqS5bNZvHIeq2qW4fUrl4SPe7C3JTHbLnsn0s8dj3dhknqUMkZFEbTKO9gkZLaZZFjKLiI121gsbaCDmHkTHT+s4PEBOXSLhlzg3cg7bfPZ1NVCzC91UhZDJCEGpYGpCSvhNjGMrFnyvqXCqy8JYanndXOJzL1JrFQfRqcHg9TjVET2q3m0Y2KwRoKYKrJkXSq6JBucciFllAb8Qr675f5iu/07S5PnBD1hH/XdG1jRPIvVTTNZ1jCNRXXvsappIaua35e0D/BFNrNv2Tj6eKpxW7JED3cIkfYSTQZp9i6Sc2yR83kZWTwAZ7aZnkiYWl8Tt897j46uCIdX7suPJvyQ3/zsN3zvuFMZPHgoFqtFkyMWsxWXI0sbxKjWez9b69Dx5WHAI/r8msMGUpiVTV6WXXSclRy3nWggTl6hyGctn52SAgdBf2SPoIsf6460PlFfYiPz59Jy8a9pPvNMun/6C1p+cTbR196g66/XE5w9h8477yL80APE33qdVP0WIQCi1+uaSfm8xIQ3BOIGQtkWwg4zVqsVU3jP6VD4NrEXk+skbW2tBDJbmGzYNWMxQf2CR/j90v788WeHMWDHfZ3RoHSxQa4RCQepXT6LD565h1f+9Sc2b60lIqTZomY7SMUJeX2ibMzYRTgoRmxWrhlyf0bVzWwwaXNeqw9IkWBYSLIiAAbC/oDo//RARTXVTkiRbTmnySgkuaMWQ0wIg0aU1YsXAi8r2sBG+dUGNkq6tm6yaBa0pt7khjViLRtyZ+ljZFH71Eh+taKElLKWd1WkhY9y04gLgYvS8dYjJHpaaJs2nfX/dyNBIdemGDgDJhK+AEnJE+togMbV5FviWIX0GdwlBHrCNLT5CXWFeHvWNNqXL5c6I2UrQs1QlI1l+CAsZQXw1vu8v/QF2jo2snXTIrzv/Yfax/9M/fvPEQp68TWtZNN71+FvXyfCMD23sho4sjsTtW+ClDLi1G8igFmVpVER2QIpjwri5oHgOZikpYREaI2Q3TpsiVaWjulHs9R1b9hAZyBGmy9CMoSUrxidEVEwoRRhWW+KpNiyrh5KxmjnldqMwSJlHe0EXxfx9bNJtAkx7OqROxDL2ioGq2hho80qdVvySxVPWeXuPHaMAw4Qkh8m1VSTnr5P6snu/M7U/NQLG95hSf1TdAXm4zC24DK1SH3ejD8yhwUND7Co9i2Cwa04DDGyhVQ7RE6aDBbsFhcuiwe3NUfEk7SbTO+3WCjagMQ5W5u4d8Yy2uu7hZTvxy+PuIQDJ0wky50lMkbNTmTAKnLGYXFgNdtEppg1Q16Hjq8HI0VVozl8tIrsKcuIvhRnlTNx5BAmHXk0+bPv4AIVqvyBW/jdyn78+tBirWNpd4cahKg62VQnWjwWI/Tw/fivvpKWhnpWqFlHOruxNTUTuPEmws+/jqG+gbwhfTFluaEjxJZN9URr6/H6grQHI7SKPovbhVcU5FOc68aZ48DRv1/majq+CvZiaRajZeXLXKUGZD14Bxfe/y5Zhx/D0E1PcuYjS4kmVvCvR9S+h3hy69cbWfyxVbnNotKFSjSsXcac1x9n+UKxJFMWItGYEIIo/s6OtDuGKG7Vc+1tVwE4pMIrOpw0Sr44FqcYAtlZqC+2RqtZa1SJSEQbbZyIC8kQ0qv8p1UodpVJhYE2JsPENi3BkBCyLYTOJOfU/MjlnrTe6QyhVv7YJiHcirirsKg2sWo1pZch1doi24pkq+sbNF90dTZFj3Y99Ja5utfuN5+k/d4r8D99I23z36V1/nKC7d10b9xEvLaOVDhGtKET7/oVBB/+Iznr3qcyK05fUyvR5o28tLybt1dHCcwMsWJdE+1+H9Gomu5JiLvPT7y1k5Q/RmlBP84a+VMKN4UZO/NJqmdNx/LMDDquu436Oy6lduHtWIUkehf/leCWt+Qek9pn8b21s07VNfWWDEaHtEofqXibEO12qZs9GBOdxKW+pZLtpKSOGk35xC3FNMbjxGIGbfxBPJoS4p0kGpD3EJGW7RODJSQk2Z8g2BHG2N6OMSdfrmQm6nbTWVZEa0Up/oJq4u01xBc+S1LefSpslkXqdVgIvquIZE8Qo9OE/fvfx3Hq2VjH7yvtZ6sQ827llyWvfdc1KLcHzZBLxKTuNrCs8TmyzF4G5hThNCmXmTaC0QaRP92UOosYVzKaQYXFfFDzIYGIGgwt70EM/2Csg2isW87jIxRt0eSVxaiMESUXLHR2JfjwHS/5fgffH3siFx9xnsgXsxDqjNuZGvNhtosRL6TaoEI56z3VOnYwrBO49eLjKVeqK2cfrjj/Ku4690JuOfcy7j/nJMa79hTqozSvgWQgQOie2wk/9m+Ri0myTjyBcXfcRuKC8whL2wrYjPhKc8jpX0ZygxDqlTXERC46Ygl6hHfUip5sknYckjZe4LIxc/1Wnm7xYiwvp+CIKZlr6fgq2IvJtY0Rh53HXb+8iFvPuYg7L76Mq0bnYR90JtPvvpMnzlPuImrf2ZxRpbqMc/jpxZdmjv1qUARPBV9RrghtNctpXL2ANfOn09zeQ0u7F783gN2qeo4TZGW75DeJzxcWi1RItfDsmArvTBKz5FGkNhYKk1ChUEXhicmqWa5mq5VwMEpYGgpRNUo/pRHxqJBuRbzjYUkP+olsXokhFhGyolSlcgkxab3XJrNRI9PpWUQy2xmibZMlnWYVpWjBICRHfXKzWGzaUlRchseTl37Y7xjbGjLKZUX13Md8XfTcezXhZ27EsOAdnAkRNk/eR3jeMmKN7Zj8EWLTF9H5t/vY8vBjBKY+iSnSjcEh5V5WibHQg8sapc0vZEqIgJoaKTtlxxuDLkNCCGEIQ5eX1OYmUt52aiIJ3qrx4luzhAIi+BrM1JtLRcDlYl+4kq5WKfvISvKdPUQ23kvnxqk0tDbQ1d5M+4fzCdTWp+9dSJAiQ3s+pJwVMbPkY/CMIWEpIiVkzSAWh3JtMnoXSzX3SV1X9b1FSLaV3Po6qefSroLyniNS14NCGoUUp8JiCEeFHAvBTrUEtK8R+eNPI9pSR/vocawaU8L8Ei9ryoKsqepixYQcgsMHYLTLtYQfpqStIYRPjVEItvVgGFWOscCBId5BqmcNqa5FGFqfJWWRa0lb0HzqdyukCEv7X1j/X1zSxt1WeTaimnxRU3SFRGasa21lXUcDDf4u6r0tSBaafR3M27pafrvE4M4iy16F3eKhJ9KOy15Elq0cuzlbZIqZ0qxK/vqzq7nmx3/mB/v9kGybRwx55QIiEseg3M3EkJcyVu9ckepeYq0TbB06vhganxC90Ct7kj2dhO68kdBrU6UlmwkUFdHvZ+dScNhhZA0fSMImOt3tpqEnQO26rQRrm+gWDtEcjpEQedApp7FbDFpHWndSDGMh1f2k0Y8eWk3RxVdjKy6UXGnDXLue/KoJAD6e9EDHZ2EvJtffDlRDUApNGxgkCkxN+7XsvZeoW7+KmCiycFCNqDcQ8fbg7/YS8fkJdPbgdjkwCoGNqx61aFTzzw4HgliVm4jykRKyG5cGos6nXqIKFGOyqR4hs6b05cLYhHCbjWYSwtBTQsIN0hgS7VsI164FUZyqv9kmClYRbEWW024i6TmvLUJg1DyZJjk+qaYIUr5X8is3pU1Mr+7NZrVRUVZFXl6hetRdAr0KWpVHJBRg+pwlPPnv54kueQu7K0kwYabBkYW/sRxaOsmyWrDMnUt8zlqcMRP+zjiNviDz8stYlbSQsroxCFlzW4wkxciwyjv8pdXOhQOr2XfICAzuYrqNQu7CrUS6WujKttA9VMj3mvewBoWQWQ1kyaX655np44zhzErR/98rST5vJbYqTFaWhYYld3DBP85g9lVXsuq8XzLr2FOpf+EVrc6ovz0daYKlvoiI0Vawn9TvXKmrQWImm/CxMJKM1VIodc5FyjmYUKyUAV19wSv1Weq5ItXEReFE5FfelSkm9b0lSLzJxwFCBGNJEy2JQuZaamlOtRIX4yhqNRIwhfGbO2ns58Y3bIBqpsKrk1gGDhYS7cM1YhjWvmXSVtqIt28l2bqepPK3NvUlVTcdQu1CSnc/tPhrcVji0p5Vr1eKaCKgGfKrmuroEVkxsnwfRpeOZkh+f/YtHcbRgw7klJGHMrS0kFrvZmZsWixnUeMz7LhtZaKYC+Qs0raiXlZ3bpLjD2PSqMOpLh2Ox1EosiRbZIpb5IxD5JFdI9Y6dOj4+tD0nJJ9fh+h2/5KeMEiQkaRh/m5FF/3V4yeXFIdnSRWia4X2drY2Ylf+ELhmKH0iI5PpszELRZUf5Gm90X2rQ2E2OgLU5Qyss+++3LgVb/HVl6lLpPhMWlEutTAcSHXGV2r47Ohk+udiN7qGBdyHA2rWM1JeppqicYiWB3CGEQh2ZxWrKaU1htqcdjTJNgmCshuk+xCfrOcWJ1OlRWL3U40GJXzxTSfaqvbJQ1HBZJRHtSK9AohVsRX9sWEiMfVoEZpWCnJb4zHRLmlcEqDMvo7sUq6Xa5jEQvVLed3WFUQGUWslXuIBavNgcXmxGyxY5N15RtZUlxOtjuP3Ox8BvYfKsswPJ58IT7pWUp2BfQKgUQ8TrCnh5JENwfN+JDYMhdd852Ec4tJbq0g4Q3ikHs2RNuJBnqEMPnx980i+YsDWFRdxWpTlJUJC7NX1bB1U5zpyyA7ASd6Uhw4vIwyeVcuIXK2lJgoxSWETzqElmMGsOInlSTGeDBOdNNV6iJhq8AmPDC/fxs5AwME1VeCNjGSVvpospuJtm2gONXMb4d0M1DO7VG9uIk4G2+6U/apsOHKB//j3vg9HUZ7FabK48FVLfUwQYIAppQXbHEMVicJ60A63nmHvLXLOLI+IGUlZSIkMRlIYOgUQ7U7SrLBS7yug8r2AMfm59E+bxqbk1sICYlsThqEUCsfYamvsp4QUl7rX8+GigCpYYOw7jsFQ1YZseV+UtJmjcVCrpNWYfcVQqwdxDfWEa9dRarxQ5J1s9Xr2c0gxriQW/VlxCak12hwCjkuYUn9VvKzi6nyyHMmOonFO8SgDxCJd4p8EeM+2U1p1gBGloyg2JPNohb1NUGMb4MHb7iLlkAjM7bOZ3NLktEVYzW3DzX7h5IlytVMuX4oY11zMVPtbheRFzp07G5QWkAbwChtOPzwXcRXLIeudnx9BpF/1z04hw4TuSjkt6Md48Ch2C+/mJF33snAo45gxaIVdLmNbLWkiBU6yS7wkJubzTxplhaPlX0LsxlRVUbRX/8PS2UfYnV1eFetJthQTywYTN+AGselOvj2An30TaCT650IpT6UEjEJ+bQ5VAQzE/bsPGJqUJTUy1Q8qrlouFw21DR4NhVwIRaXfao32UwiIvtFGakxjKoaa7N2qF5po0VIeKZiSwNTneJqXuVUNEI8FNGuqUhyTNZVr7hDSLjF4cButeKUcxW4reQLafe4pHE5JM3uEDIteeQYu9WG0+EW4u0ky+0hOyub4qIySkr6UF5aJYS6mr5VA3E63Vglb6+S3FWUpSoVNXBRBbsxRgLYpHyzhKTawmYCKTs9y4zEEcUvz5+3XynO/fKJ7W/Fe1qUmgkNLN44lebGFYSFfEcNFjZtjvPItB7W9Ngo9TjZ9xAbtgNjwv2C5BtCdMfaMB01ktiJE1g6zIg3O0vIoJPWlxewcsZS/rvMSw+DMJRWYOgzBNsmOzE5b5PFQHewma7OhPbuKrPkPQ1bhtOVJMedQ7Lbi2/DJm2fFiVLfvcGKP99Y8GxUHYECTHkTK5CUs4iku5q2oPFrHnuTVrXddPU1c2J6zuZsqFb2o0cZZOK3SIkfM4WDAsbcLb66Vvs4ZpEC5f3bGW5xUtEI3aqhzWFy5AvRuNAukJGIfCyGINE+g4jvqWJyJwOUkkxXINJkj0+eQcRUl2bMBiFLBb2A1OJEG0hiO7KdIXbrZCi2FVOa1eM5mAHPZEuGn3ttEc7RAapr2Axzb1DBYBRRroatKgGYNu1GUJahJC76ZPdjzdXrePuD17nhVXv8uSyN3lo7tvMWtDOYf2n4BJjXKfOOnTsHKhOFjUrSHTuh8Q/fEfIrnCAIaPo/48bsBQWSwuXP+EOyn3Defjh5B86hdjy+cTWr8Vss9AZS7BJuEeB6PZCoxGX6JdjRLYNFJ3vjSdx/+lPGItKMObm4hw2FM/w4VjcWcS61fgvsBUVK0G9y+j8XRU6ud7JUA1B+SuryqgqvfKTstnsooAsuM0G3DYhE2IJmlXURFH+ighbZd2QEiVnsxLs9OLvDihOIMQ7PeOFOl9cGk8kFJN2pfytLcK3zRphVxU+4lNhz5OadakGOQrdFKWoer6tOIRQu+xmPPEu3N46cmw2CgtKyPfk0r9fNWVCoodUD2fokBEMrR5GtVi+leVVFOYXCblIu40Ye2cS2QWhfEeVO4W/p4MldS+y1Tgdf2lUyEISnxDUkJSj/MPgcVFT7KCuxEeof5CtIS9Z7TWMD28lW30jS5rw1xhYMKsTn8mF2eNh9HgjecU2sAcxDJD0fg1snZhgdueHzFvyGlGLRfOT3vT0W9rAyBx5z+YsD+/XtGEZvj/WiYfiufZHZJ16AI5kjEKCxGImElEhcTG5pN2C7aSDCHrbKHfFsdz/D8KvPa35tu01DVUT2mYMrsMJt6ToqqmhcVkda6d+wJbpy4g5szFPmEDhcWcw7KK/kr3PQcSUl5Rb6vrEMjhuIMnvDyV64jDmjypgdbaFeYkoq31CoKU9pAxWwhET6zo62djegj8iBlHEQJc/zJrOdby4tYuX8q3MGdKX1Sd9j8UFpaz1Ncs7krbX1SEWbp5cLAuyJkiDUu5Quxm7ltu1WuyUWUfy7LRZ3Pv+K0xd9oEYemIohtuk7JWsihGNe4Vcp+gJNxBLhGU7JPLFQFQMjTUdq6Anh/de38Krr21l81oTg7LHcPHxF7BP3/3kHGpwY+Z6OnTo2KFQnFY1r+i0qbIisrL/YHL/eB3WnGy1V3SFGssga8XFxLu7CU79D8m336TUaGBYjocJWS6OzsvG6PORcNiJifKx5NgpOulkxt14A579D5C2r74ypa8jhAOrJwd7WbnaEhj05v0loJPrnYxe667X+d/hcJIn1mVl3wEUlJRQUpSLw2IiV8ie223HoUbTSyNIReJYjUKKXULm4nEtCqM6k3LRMIqGVAFhrFYTTmkoiVAYo5xfzUOtepvUesQbwu60kvL7teNV4Bm3zYw7N4/cojKyhSy73NlkSVppSTmRmoXk5+RSUlKG3WrXXD20SI4WNaJfGqs0MPUs6h60JfNcu5r1qoq5q62dJWvfJGpuwJafS/NpVfgQS14NAvX7MATD2kwQzpoOylP1bPIaaYg72RLPIZw0Umi3UWBxYWoUcyhhJLe6P51SBgv2uZyby//J7PhoGv1BVuRD0CWNqDNIztI2CmWJbakhXNOEs7AEk6eAnuZOTPnlhNUnNbk3RdKd3xMCfdJIkVlJ7R0ajBYpR5MYT0laxvTHfNgwigvkPTpTxN9+BUIBZTJknnDPhiJ3yn3AnFVK9v434t7/JnIP/T/6/uguRl/yJGMvfY79zr+XEaddSePAKl71rielZgvxxUWRRKXdiGEq9VYRwWRcmVryfoRUz1jbRUlOPxLSrgJqn1Rbr5DGgFxP2Z9OaSv1MRtXxHu4KLaFM4OzOLnhRX5Q91+OC7dynYp+OvR4UVgjMJYMxDz8MEwF5dq97lbQ2muKYf1GEm0xMevttTz+xByWzG4TGeHUXD3iCQMmg4u4cptByhIxAIUwd4Q6mV0/gzkbOjnloO/z+s3P8cIfn+TeXz3ARUddw8g+48XwtkuZqPqs+1Xr0LFTILpfddqZq0QBFebiuux3mIuLhBeYtM63yML5hB64h8g//0bgt5cRfegFjI4CnOP3xy7631aQS47LQVYqQVd3Jy2pOF0i30p+/GPyDj9CG4Ol+gPVtL5Kv2ucQjiJmsZXQeMBmXUd24dOrncieithepGiTqZw5hUx7LAf0Gf0wUKuS8ktKCA3JwuX00muEOksl5VstxODEGY1IDHLZScphED1Qod9QRKxqJDnFHa3SxqBmuHDhFXIoMNpx6IGKMm11OAkuzQWUyKB3eWU80gesVA9uflyvSKSRjOu4n5U7n8C2eVCFKw2ykYcIDec7pFWNO6T9779ZVdEJBqip6NH7s9Kcd4YbEX94OAJxPLctOeLYeKxYg5FcButxB355BS4KMoTEp1rxpMo46iVpZw0x8YPIxZOK68g3NRKtxBkKvalb0U/lrgOIyrkI7esL06/keHzrFTN8dJnaj0FK7oxCXkzmJ0EmjowxVMEuzqJejvlnXrF0IlgcrgYeMD+WIMDEfNHGmGUcFSIdfY4fBYnwaHFJJR0yxPyVlWFIWPg7OlI1ykl0JUxZ9JcQpwV++MZNJmcfgfgLhoo9T4Hs5SHCnZ044KnCYkRmewWQh0RQ9Bow+bJwppXjDEvm2SuEL0CKbtKF+3xGK+s9Esby6EoO6VFeLTYE+RlOzA7rLgNQ3nz+WV4onGMMWkB8g5VtMdYSF5ZMMGDXc3cYAqSOuiHmA85A/PgfTHKfeyqbeDzYSAnK5fLz7ySUw/6AUPzqvFvSvLeik2saN1EQOqowZgtxFrkhrmYkJDsNZ31vLxmHv9dtgVjyME+leMpz6+gOLcEt90j9dMqi5oJ5ONZQHTo0LEzoOSkyMcTzybrH/diqOijfa2NkyR0xz3UXnkVNc+/xJa5S2ics5REOESqu5vkgkUQEB0UEqGmpuQVUp1njdJ31ECiotfMeQXq1EKkM+MjejvUtlm0q8vPtts6PhumPwsy63scElE/jUv/TfGwH2DLKs2kfrvoHYSm/J9aa5bjzC3C6cnD4nQT7mrFlZWn+ULHQn5sdjM2iwWr24bH49LmhFWDFpw5LrJkUX1BqsfaokKWS7222ES5C2lwKp9q5S6SUPPNpnBnOYUwerQojw67mtXDKnnt5OUXClEzk5VXii2vhJ7GrWSVDxDibsEipENZp4GudiHrQu4VufsGqFt4L3lVh+IuHJZJ+fbgzsqmqGiArDkxmVJUVU6m+NCjWFfYTftgIdPZ2VQOGkSkTMjYvidSPuQQygcdSPnQI3HNbMUiJMOQMmI1WCgtL6akshCGlOItHs7AwmyyxFA5YP9JVAw6gvjaemyr/GR5KjGHreSNKSWZZSO4uV6ON2FzOigY2BdHXiF2UwKrlD/KVz1hwbjBDfX5RHqyiAnRztngonxFM6lD9iHvwMOw5RRgO/aHkJObEWafJC2+lmV4mxZRMfbsTMo3x5KOldT4tnCqCgm+C6M77OOW+Y8TNMawSttIOW1iNIqCCceEYLulvrvEsBTDxZVUc1mS0xKkbUUTZmclLpuHWDhMsdUpbaaMpnojM/67mQ+7ozQljSTzFHmX8pbriP0qhysDCFZ2bKQsq4ARBf01BfRllcuang0sbF/GmQNPzaR8t1D3rZRnbnYOo4aM5OD9DmTfsWPZsqmJacuXsLBtDXO3bmBx12bWdq/glTXrWbR+K81NSinD5GGTGNt3XzHupQ6Lod5bL9Vv7/l3NNZ0b2BRx3Ipwx9kUnTsjVhc18mHNa1cMmloJmXvQy+nMDlET4teV5JKNTlDJEy8s5HcM86k4OSTyM714MqRPC1tJOuaIRzQgmARVT0GaZ9sigvx/PkGUqWleAYPSZ/X9Nlf4zqDUe6fvYFfTBxAcZYjk6pjezDIi9pjvzdH/M0s+PehjPr+02SXjs2kfnvoLdpYNCpk1UDzxpX01K4iHAzQb9yhNK6aS8jbhcOZQ3d7M/7OZoKBHqJCqBNqqhshyz41f3Iyps13HQ1FsGS7hbTJejSszUuZlLyqV9oupNxiE9KtfKJTSe1zuNWdjUvIXFe3TwilELfBY8gqG0DQ2ymkejBFg8dq96hUoRYMRjXQjIL8pph972gGHPJHMWy+n0n5dvC/1VltqydUIeHFgpc1k5St+tQV9XVr/s0Wt11zfzFYrHTc9R/ij76ASwRMypmFaXg15n2GETr1FDa2h4hbXIypysdtt2jXim7ejO/ZNzH2RDAP74/9yIn4uxpZ/8YbeOu2kjt2HGNO/YlcL0mkrRazr1GMHivGyjEkEyYSa9eQWLScpFhLkVIP1lEjcZcOSA9c/QxsS1wal/2HukX3MeEXszIp3xwPrX+Ktxqm8+xh92dSdk3EE3HmN6/hvnVvsbh9I01NDdr0UHEsYsjki/GiZrgISHlHKUm6GZ5TyRnDJit3Yu5++XY6DH4xTJN44nYG5vWhb0Ep3eYoWxxGgm4r07uXEFeNTsik2Kjqh6TFSJ4Yni8e83dGFfT70m3lxa1vcO/aR3l7yjOZlF0Dqv6q+fdjomgDwR7mrpnLE+8+ii/m1ebCTmSbcWcb6QqI8hZZ5BE5c+qEE/jB2B9hMTmwmG1SIb8dt5gXtkyVd/2YlOHTmRQdeyMeFHL3t7dXsunPp2RSdCgot9NYdxuBP1xIYmOrpifiIusS3X7hDUFtsLLVnDaCU1YjxvJCrEdNwXbK6ZhUp5tBzRb2+fJsY5uPfW98gw8vPYqRZbmZVB3bg06udyK2LVo160NH42ZR7iES0Qiu4j7a4MCti6Zp++NC8iJhsShTRrwdTaSUzorF8La3yU8ce5abZDhCWPIopR8UC1SRa5vDikOUnvKHUiTb7crCaHHIs3uFXGfhzq/EmF2EKdKDyZVNbsUgnHmlWBwuTDaH3FdcVQIhc+np9HZUr9N3Ra6/CNrE+7Job0ZZ7krYiCmirH+FyNpVdN10J9YVG4U32DD2K8Nx8flYJuwjeyWPOlCOEVtJzqWOUgnKlJE1dWr51fbJudW2+hqgFrVfXVtbU9dUO9VvUl1d8skOFUZdrBw5R0ozkr4IezO5VvO+x6WMRWfglza1prOBoGgTbzJEV7gbQzROiSOX/lnFlGUXYlczWGjlnaRWiPiiZfPo7molOyuHqsp+VBRXkpebr7lIxcWYvW7R4zy18V0Ccm4VyMagXpcoJYMxxXFVB3H/IVeiIpx+GezK5Lr3V4UvD0eCzF39Pu8tnM66ps2EjTGcudkcPHog/QuGMLxoH8o9lagojIpUqzn0VR3WKrr63YnQybUOBZ1cfzaUXFOTGMTXryJ89y3Et9aTUuOmpF0bsoUTFOdjKMzDNGAIliEjMFYOxOB0Z45O93x/0fgRnVx/Nejkeidi26JVq2puyl7ERZGZFblNSuUXRaXClsdDfmpXzBESrXxzJd1s0UKZR4QEJFRPUixMLBgQRQh+b5c0HKXjDHhyPNhsTtkwk99/BCk5n/qsrc5dMnQisbAfZ0GFRuqtDqd2Lyoam8b0FCSvWtU2ZV3ddyws96fcF7Qe7a+uOHdVcv3Jd/Lxumyl/1ekOBol1d1FMhLDmJOHMUvNJ54uod6iULmVUaKVl/yp5N7TaVuyoToChJdpveS9+Oh4SU8fp45PI70rfc4v42O9N5Nr7ZOmKsFM4WnlnynPbd+JQtoIkvySt9eQUUdo71/yqk2NeKs/laQdk8QbDVLja2azv5G2YA/hWJA5beukaUZ4/Mg/kmWVNvclsKuS68+CmvZRtYGoGCpqXY3rsIrhrQpFKyf1p9VNlaBSvh3o5FqHgk6uPxtKlvUuhpi03doako1CsKX9GovyMRZWYFRRlLfRK0p09rZgJf++SM/r5Pqr4Ys1uI6vjd4Kq5Z0D6YaKJD+NGOxuzRLUbkjKB8ni9WO01NA9QHH0XfC8RQM2YfS0QdjsrtJmKzk9x1GyYDRFFWPYegRP2D4ISfiKqwSgp5NXsVACgbvR/Xx51E+4Tgq95tCxb6TqZpwLCabHU9pf23ea7szfU1F7FV/ae/9KPKnNSy1ZKAa6e4X2vmL8cl3knl+bVEjpE2a/7lZyslSVoGtXz8suR5tMKl6RyoUfG/+dDRLdYxazxyr5TFphEQFBVJp6ZHXHx+X9k/tPUfv8ZnzaYukfQlivbejt6x6y1y9Cy1YSaa8e99J+h3ItuzTpqbU3mX6fapIpOr9aMdnjundVnO+5zs97Fc8mNMGHMaFI0/m8rGn8+zkP/HilOtxW/ZMn0MlAVT9UzMGOcX4V64fSgqo3mptBhDlBqLXTx06din06jNNltntWKqHY5s0BfvBk7EO3gdzXpH2pTwtN3v1z8frmv7XsUOhS8lvCRpZzfS2xSIhzU1EEtM7NaieM0VwjemZPcoGEY9G8BSWUVE9SuuRthfI+tgjyB8wjqzSflSNn8SBP7+WfpNOx10+UAuc4mvcQLCrFW/jJq2Hzupwy2WS0njEqs0oRZvTLQ1q+5+AVEOz2NVgwC/32VuHjr0Bql1ohpAoqT1VGWnGnwgO9XzajC3aoqY23EZW7YFGtw4dOnTsSOhuId8Sti1mNbDOarVrPUJasuhp1XusPkXHQgFMKkS5yarRbQX1uVqFOE+padyUq4Z2nFBxOUYR8njYRyIUIhToxteyFU/5IByefMx2F4loGF97I1n5JRgsdu2C6Z66z3f3SN9v+ua+DJHQ8suiuUEIh59z39hd0i1kT8Le7BayO2F3cgvZVaG7hehQUG4hV7y8OLOl47uA7hby5bBHk+tg1yYWP3EMdk/VtzoVn8WRj8Wek9naPlTBJ+MxtPkkP9WTrA001D7XZD4uaG8pKW+sdztNrrVV7f8M1OvsTVc91hoVVzAQ9nZo5NziSA9k+GLK/OXRew/qmhF/C05PpZR/DalkPLNHx46Gv2WFVr4H/Gp5JuWb4/qlt/F6/TuMyx+VSdHxTbGqax3hZEQv02+AdT01hBNhXj7i3xTY8zKpOvY26OT6u4dOrr8c9mhy7W9bzdJn9IEP3wXsnj7EQp3aXOM6diIMJg66YHVm45vj8vn/x6zW+TvU8NobYVfTmGSQEBEbVR5hAr1cvx56ldTDB93KsJzqzJaOvQ06uf7uoZPrL4c92ufa4tB7OL4rjP3Rq+QPOCqzpWNnweLYsUJOERdFABU51Jevv2yLvu4+nFB5FHaRtp+VV1++eLHt0ZpKhw4dexp0kaVDhw4dOxGj84Zz4dBfZLZ06NChQ8eeDp1c69ChQ4cOHTp06NCxg6CTax06dOjQoUOHDh06dhB0cq1Dhw4dOnTo0KFDxw6CTq516NChQ4cOHTp06NhB0Mm1Dh06dOjQoUOHDh07CDq51qFDhw4dOnTo0KFjB0En1zr2LOSfQt9D/48BkzLLoRdR4NGruQ4dOnTo0KHj24HOOr4W8vAMPwHXp0uv4ARKyndm4BoreYc/Qp8CFSo9h4IjnqBvmSW9S4cGQ/Y47N6H2PTB9Znlbtp7MuHxdHwjGG3DOHbAWZxb/TN+VrUvZTtaehiGc97QI0kH59ehQ4cOHTp2T+jk+uvAkENW9WScnyo9Y96RFJZ+jYh5+ecx5OBDvmJo5G7ap/2YLY2xzLaOj5BMkkrG0ksqIQkGbCP+zuCDrmDAIT8l22rCPuByqo/6B4OOuIlB+03CanDiHn09g4+8noGH/5OBY8bIYf0o3F+2J13PoCl3MHBYOnphGkYco2+gXx9nZtuEa9+/UVm0Zxo7RsckLqweTmP9kzyw/lGe77TQx6WeNVt+czLlYiDXVYFHW3VTmj2cEVm5WCQ9x92Hj1tGjhwjuT6R52PY7P0YmVtFbm/72k6+XhjM5VTaXJR4hjPU6ZKrWcjLGs6o7AJsmTz/ew43la48XPaBjMypIPujF2vG4xrCKE8pWZYyOW/vTbgpy1Hnd+tCU4cOHTp0fC50PbHTYMFWcSZ9j7iFwUf8lrI+FRkCYsE96gIKy6dQecjvKKo8if4HnUx2vwsZeuytVJSK6jfk4x78K/odfgtDJl9LeZ8y7chPQp3nYgqzzNirr2Xocfd8vEz+GW71Zh2jKNr3agYedTvVB/+cnCzV4y0wVpA79lqqj76VQYdcRHFJQTp9j4ABa9HRlAw7lWK19BsidElgKsEWfY1NHzyK13Iylf22sPWd37Fh2lXU+uVdDNxP3kkHDe9dy8b3rmLj0qWQqqdjwZ/Y+P61bHj7ZkJ9TuNjD5MkofWzMQ06BqvatB5MsWcVrW17orFjpF/5KDo2v8DSSFy2U/h9c5jrk2c1VnNCn5HpMpD/x/Q5hsFGG0PKjmGCEOjiwrO4ROqvIetofliYNkTs+cdzbPb/5lEwuQ/lx2X9yXeM46zhP2acxf6Z+baFSc59yYgfcqAzl4FVF3PdqHM4OSeXwoIzubJfP7n7z7iWoYrjh13MWSXSFlyHcuGwyZTgYGT/Czm7uJxc5z6cNvwyflLgkGccxA9G/JRD5fx9Sn/KZX2rPybtuyTM5Gbvy+TKE/lBnyPYPzsvY1B8AcSY/Pn+f+S4L5VZhw4dOnRsDzq5/rowOLHlDcaV//HidPf2YgrBG3Q9g4Yl6Zj3BzbMfZvk4L8xqLo0va/wBCpH9sG7+DZa615h06z/Eqy/jzVv/Ib6JiEszmG4jEtpnvsH1s95B9OYP1CW/elXJecpGIvDliK8/nrWTP2VLJdQ25jC0LWIYFJdZzCG5mfZOv1qtmzKpvyQH8txRuwj/0iZ+TU2v/N7tqxcQkzI0p6DFMlwA6GerYRlCfm9QoMVugi0bNae1JAzBIfnQCoPU73U11FZnoPJ2Ubz+hQlk/7CwEm/FYOmXDJWUnDAjQw+XPId9ityc7IwbfsaQm/RFj6I4nwxpAZNhk2vEtmTivIjGHGbk3ijHz+c0X0sPykryBiMn0aUel8zVtcA+lsc9PH0patlFtHCQyg25HJIYZLZLW2fytNPOzIVXsAzm6bxfuOL3Nvs4MAC42fm+ySSNLe9xotNM3mtZjH++AIeq5vJtM1v0+ocQs7/3E/6HMnQAp7f8j4fNDzL9NQAhphHMMmxhPvk+jOapvJY42aUKWHJO5TKzkd5qnEmb9U8yjLXIYzeRSWnwTqKs8bdwt8HjpOyDuFLeRg94PfcMeZY+unSXocOHTq+Feji9uvCUEzWwOMprP54KSgpSZMNIWWFw7Jpn/kkPn+AZGAJzTNfwzT0eO1QUn66V/ybHn84vf1pBD6krSGCo+ww8stKSUYLhbxr/a+fAwPmysvpW/A2NYtWCN1IEa2dSk+8D55+R+LJCpEQoqGRz1gEk2cE7rw8kl0z6WzuSJ9iD0Hcu4Kehvna4m1rzJBrQSpNDlPd6wh1vU+t1ksty/TL2bhsLaGa22T7D2yc+TaWUT+DnMnk8TzrtTwP0hP6NHMO07NqOY4RZ1Fa1kTrVl8mfU9DnI3tQUaW9/24x9aYQ4HVLLUuQsLoIm1W5pBvk3pqGMSpVRUs3fIED2ycRa0YeiTX8E6gL0eXHsGA0AxWpj4jj4I5C0+6EWE3W4gl+n12vk8gRSQR1gwnqdxiWEa0VHXf8ZQR02fdjyCViBBKr0m+FMZUGx3SdvtpH3gsVGSV45Ksqbi0F0uvO4iLLEOE4C5pRJVwwsjzGdR6Ixctvo/Ha9/hrToxUpZcw3Ubl9CUaQgGcxmjiw9jSul4Bts+r5vaSLZ7Hw4TOXRIbimOTKoGYz6DiyZxdPnBTMwplVLRoUOHDh290Mn110VyM+3zb2bLnI+X2o2b0gpeqIbJ4CO+TU8fMS8JQ696kn2R7Q+yM5RcyrDDT8RhFS2veEBK/vssTrEtsk6i/9gUDR+8kuk9tZA14R4GDu4n96KdRE6jWIOQ7tW/Y/3aAM4B5zLw+EcZMnb03lURAi9RV1tN36NuYODhf6X6kDPJdo2g7LBbGKR6qWXb0vwu9Eyn23w61Yer3uwfakTrf9D9Mp22U3E2vYB/Dx43GWh/mudjh/Lrob/g3OqzOK8im7puL8nkeqb7q/nlsLM5f8hxDDWJWZdqYU2oiOMHnMk5A8ejvteo3uX6xpUUVpWxplEMns/MI7UzVcahg3/BL4dewLlZq3ilrf5/8hldx3Fx/8HpA74MtnOt/0FqCy9s3sK46vP4ZfWP2M/UTU8ySbx7KjPN3+OiIb/gwhGn4m55g1W7ILk25xzNcaZ3uKeujk86J0Vo9DeJKSimQe4PuWG/C5mcnUOWYySn73MDvy8v+4z272bMoOv555D96WPLY2D5hdw09lj6q4zGas7c94/8LK8Al6WEkZXn8euKQl2Z6NChQ0cGhpQgs77HIeJvZsG/D81s7UAY+lNx8qVEXruYNvXdOANj9e0Mz/4XKxbWkrX/Q5R7/8i6VVuEzlqwD7uZQTmPsmL2CvIOvw/38nOobVeD7QR5v2bEvltZ8/ZUEsKiLSPuY5DxWlYvb1VMm6IpD5Oz/mTWb5KsHx1r+ni9exgVU35Jau5vaOiIps9JISXH/xXD9PNpCsgrdp/MkBP3Z+2Tv8XoLMQQbJNrCSxTqD5hOI0v37JDyeH+5y+l5oPraF3zYiZlT4MBo8Uh5LIflZNPxDft73R/B+7WFmcBE34xK7P1zfHQ+qd4cP3j2E1fZM19FZjJd+QStx7KLwqWc2fN+k+Rv68Gg30yP8hbwHON3ZmUHQUjfQoPpiC4mFVhB/sMOp2+DXfwlO+bNYzjK4/mnOqfctK7P8KgGbo7B66Ka/mX+0XOX7tac2f5HxiGcO7+PyO0/Foe96dzGCz7cfl+R7F64V95I9qXn088k9aF1/GW6+fcPqCFvyx6g2Ytp5m+/f/AeYl7+GPbQdw0ysStc59hq7Zv5yMpakr1Rzx80K0My6nOpOrY2/Dg7A1c8fLizNY3g8GZxwl9k7y/uhtvJu3TcBSXcrS9i5e2bucr86fgGncg8wZsZsSzjZmUPQ8fXnoUI8u+xsQNexn0zoadghi+BX+hM/9Khh13J0OOu5t+hTOomb8os/9T6J5Gh+knWt6BI6qJbXqCYJ+bGa6OnXIJ7lRHpkf8s2DCNfZPlOd6yN7vFoYco475JR5zOx0r1pF71EMMPeYOhkwYQSqkSIIJe99LGHzCvZJ+J0OnnExi1csE9uBe152DfDyjr2bQpFNJrrz/OyHWuw/MZHsO4sTcOp7f/M2ItUIqOos3mnc0sVZIUu9tIit/Cj/qdzDZzY/xzDck1t8mEvEoZrNzux+5jPahDE0s5oMMsVZIxZYw21vGSM+2bmdGinIHU2AZxhnDL+A32nI+38vOpn/eYMzBWbzu35er9/sdv6n+PscU9s248ujQsfvAmFPGlWdM4LI+mYH+n4bJw69/sD9/GJ2VSdCh48tD77nWsVOw5/dc7xrYPXqu9258Wz3XBttkrhs/grfn38aH27qkZWCwHs1fx5fxxOyHt3FryWLK2L8zeOul/KurMtNz/Rdml/yRGz0zuK2+Kf2FK4NUrIl1Aa9m7BvNJQzOHcqY0hM4IvkMl66chz+dbYdD77nWobAje65NZSOYfn41RY2rOOmBdaz7hB1toM9+B/LqsYUkFs9k3KttmfQMjCayPzXIW+GTPdcGnA4rxmgE/7aNyGyhwJygPbzNBU1mcixJeiTtswiZ0WLBkYwR2PY8vdjOvaRhxOUwEQ/Hdthge73n+stB77n+JrAfy6DvXcX/TOShYDyEASddltnQoUOHjp2LVGQ6D9Vl87MxP+FApz2TKrrcNoofDjqKfvF5vOMfzY+r+mUGJxrJKziNE2yS3r2tI0mK7tb32OSeSFV8K2u618lSQ5cpGyI+OWEVI7JlPd7MmrbpPL95EVFnOZKiQ8duhWT7Fv4T7Ms1Yx2f+OJjcJZx1f7w5PzuTxiXppxSrj5rMosuP4JXf30Miy45iD8Od332VJcGJ78463Cu7fNJguAYMZ6ZPyhPt0FzNj/+wREsvOxwXjrvSOZeOYVXphSTo+U0UDl0BI9dfCzzL5jEG785lpk/Hc7hmYb2+fdiZMi+43n7yqN585xJvHvZscw6bySTPjEqWcfOhE6uvwnCb7DhxX/i1V0qvgUYsA64miFHX8+AMfun567eYSin7Kg/fhy0RMfuDWMuxZ87C8aeijhbtv6DP22JcfCIv3LvxBv518SbuH300Ti9K6lLdjF91R3Mdp3NTfurfTfy58oITy17ijWfkmGpyIfcvnoxg4b8hbsm3iB5/87lpYVqDwZLOQcO/D13yPFquW1YJTM3vktT+lAdOnYjRHjtrU1kHzycyR8RTxMTJg2lz7IVPLftpxhzvpDZsYzcuIDDbnybSbe9waHPNDHo2AO5pmo7riVfgJxRI/ld1mZOvultDvvX20y49QOuXtxNj+yz9RFifUIOs158h/G3vcOhkuf8tVYm9XN+8b04Krlmsp0nH/gvB9/xDgff/CY/fHULK76c67iOHYC9k04YS/GMuopBU25l0EE/Jzcro4iNZVLZfyvptzDowJ+S05suMLj3p/SAvzF4yg30G3MIWuA24yhKJxyPTTN5rdirfkG/I29l8OGXUlTk/tgS3m5QGAu2qrPpP/k2Bh/xB/oM2+d/LWBTJbljr6F6ys0M3O94XNb0WQ3FP6Gyehx5mWAwAyecJPu0XZ/E9gLJCIw5R1B+8A3yTH+j74gJZA2+kBItwqAFzz6Xku/82JY3lJ1D1YCi9MbnnHPnwUZW33y6pl9LzdI5nz1gS8e3gO1EW8zgy0RLVO4E1bnD6K+m7ROkj3FSnD2cYa6sj4WSIZs+maiI2c4K8jPV0WguZWjuYCosvTnt2rGjPCW4DW6qik7ngkGT2M9TKFc34nYMZGRuX/K07AbcrnLyzYVyD0Oo/OgcAkMWlXK9anvvnW573kzSLo8I9a1P84/5l/PLuVdy8dwruGD+P/l3S2Pa1z2+kddXXcsFc9S+y7l4yWPMCmVaU2ozj8y5jqkZp/iA921uW3glF8z9reS9kitXvsFayZoMzea+xb+T9Cu5SJYL5v2DJzvTriI6dOxuSLbX8H+rPfzu0HxNRpmKBvL7/m38fVZvjIQ0bIP6c1q0ht/P+XgApL+5ht/NjHDKhOJPTlX5JRGPxkXs5DCm0CKUXiWEWN0WkbZkZNJ+VQTmLuH++t5IFHFWzVvCH5cFv/hekglCBjvDyt3kaCIuSUOzjw69kX5r2Eaz7C0oouDwGyhhGrXT/4+6zVFyhx8mSlil/4Pi1Dtsfe9attbEKDrirxQqreo6loFHngqb72TjjDvpTBxCSb98UcaFuEr6oWb7tVX/jUFDIrTPvZYN82ZgHPYzctOse/tBYbJ/zIDRdtpmXsWG2U/hDX6q+8hQRuHhf6Eg8jpbpv+FhrZqqo44C43zOkdQNP7nuDr+Tc2719EcnMzAg45MH/cRthdIRpDzI6oPP4rEhlvZMO0m2iKT6DP+WCEi6uQmrEVjcVg+ZhQG93Cyctxqbfvn3GkwYh/wK0pKRlF48F/oM7BS0kopOeJW+h3wZ/qPHo8p53j6qinzDv87g4+5Tgvsou7VNuIGhhzyWwYe9leqj7mT/kMPp+SgvzNI6sCQY6/P5FNZi8gZf53kU6HO/0lVv3JJNOIY+3eqSnpNHrvUkb8jclDyV5K//z/FKJL3Pvlv9OlbIolfNYT67on/jbb48RN9YbREYzWT++xLpbWQCdW/4kSnMX3MyNM51J1DZel5XFpRjNE0nB+POIuDXbmUFHyPS0b9kPGifWyek7hs8IGU2yqYVH0hp3pcDJG6cZonhxzXBA7O+eSMyzbPYZxYWE6ufV/OGXYsFVK3+1f+iisHHkQfWzlHDP01xzikLZqq+cGwM9jfIfddcS5nFxcy9BPnVXVfhw4dex6SLPlgFUuGjOScIienTekj3GANcz818jrL48DU5aPpUwS1rSNAMttJ1lcQ7L1Z/auW8vN5SX5w8iRmXzGFN386jl8PsGM0WCjzGKhtD32C4PfiC+8lWs/Vj28iNnYcL//mGGb++iBuObiIkt1d+exG2PvItecESmxT2bR8EZFoN+GGJ9g0921ivekrFhONBYk2P8Xm9S6Kq/thrz4V84a/0dTUSCJcR8+K64V8bxN4RUXyG+qi7cNtgsbMfZ5AZvd2g8IkJa+lD+6iQVgSm+nesvSTMyl4jqXYuYDW9gTWHKEFgWl0xA6jqFixuyTx2seor60nEe+SRvosfs+49HEfYXuBZIw4Bx4Dq/9Oc3MzyXgngQ2301gfTB/2udjeOXcmkoRr7qGlZTXtM/9A7cY6STNidJeSWPdXNi1bQML7rgjEP7DxvatZN2erGEzj0wLMVIQ1/DI1069h/Vv3kRh1KY5Nf2HDe79l7Zxa8kYdpHKBow+G+n+ycboYR+/cS2zIxRQJ6TIYbXxiDJpJtuXPOuQC8rtvZd2037Ph3buIDDifAsfwrxhCfXdE6jOiLW47c8cXREtMNlITtFDp6YvHVMGQ7HRdbm59hecaZ/HWpg+JZw/CmXcQRe0P80TDTKbXPsO7PtW7amZ0aTnL1j/Pu83TeHz9CipKh0n9T+Cw52KKLGF2dwt1vibagmtZ2NNGILCZJrnOoKxsnK5B6XmaUy3M3fKydo4nmmMM8liw5B3BOEMzYUs25mgXlUX74fjEeXfWUD0dOnR85wg388/3w/zkxwfza2MNN6yOZnqLP4ZXiGu0wEPVJwiqgbLiLOjy0/M/vcJxkX9msj/RpW2gItfJRx+ZUxEWzFvKz+5/hwk3T+P8OTFO/tE4fmCPsbkrSf9i12eStC9zLx21NVzz+PtMuvm/THlqI95RE/jnmM/6vK1jZ2DvI9cWJ0R7PjFIQcP/pKdIREShWlyYLCZZ/4gqfwYkj/FTQWPkXPFEenu7QWH8z7Fh2ssk8qZQMek+Rhx9Ntt4ogiXcGKyDyZ3wBQKtOVIHIEF+KPKllX317ONAIiQSm17sML2AsmotS+BbRquwWTJbG7/nN86wmvx9c6Blz2FvkfdnA4Cs+8hOGxZmfv9OOw5yVrCPRvwt2aMCJ8YJpb00BEiy+luzhCo5Fa628w4c9RzfbKk0uc04ygQo6vPBQzMhEb32LOwOld89RDquyM+HW3xE10rnx8tUfU8f9+9gufWP8qjzQ0Z955tjpGUhORLhDsxu6vSn1qNZQxwKRcT5HwmsszpAjSa3ZiSfjZv/Rc3bl5Ak+VILqkeKTVUQeU2M7jfifTpeIlH1j/FjICaRV4hSjieea/JpNYcUzE/3eGNLOlYJsv7PLhhBss/87w6dOjYE9GybCX3Nnp5/M3N1H1S7GuI1mzk4Xg/bjyikCJNBBko6DuYWyYaeGx2q2jgTyEVZU5NgIMnDmREhtO6S/rxu32zM3IIcvv35cf9nGk5l4rT1BGkR+SpgSQfzq4hNn4cVwywp2WPwcb4g/fl76OdX3gvUWchp+9bSEVGaAW8fupDqU92FOnYqdj7yHXXbPzu4yjKydQ6QynZFYMxdc7C7zr+43RjJYWDyvDXriNYtxzboBOw95aWexw5+dt8Jk7V0N1aTsHgvplGY8E++CQ8mluFAXPBMJKb7qZh9Su0rZ9L1JAZmWwpxBicS+uSW6h5+2Ka4oeTl7uNCu+cSXcoTGDlvzJRIO+iac2LdHR+1nw8n4UcXIUROhY+Qss6uXZ9GwbNzTVJaMNUGPZ7SkqKhKTk4Rp0qZDB3vk8E0R8FlxFeelNQwl5VSMyz7a9c34HSIkU0oSgEceAybD6d2xQvcaL5xHbVjh+NNuk+v30VEcZaWMbRnZhpotB1YkCKaOeGLGIEWtWxtXANBhXrpKScULtNQQ3/ysdPl0tb/+Bxo7Y1wihvjviU9EWM6lfBonQelocR3Nm9VmcWVScSf1fJH2v8oxvDGeriJADx2GPeoWcx1m1dQ6u/ufzqyHn8Zv+LmZu3cyQPufwqwHHcGium1ZfO7HwBnrcp3Be//EYu9sorvwRZ1efxsS0J8tnIt79Ou+nDuF7lZM5umIK+zmt/3PeL9vqdOjQsRsi5efRZ+Zwb8t2ZHSyhzsen88bOcN58fJjWHDFMbwyJZtpz8/i1qbPkoIp1n24gD+3l/HgZcex4PIpvH6ch3fnNuHNXMIqhHnCEQfy/pXHaueb+ZMyNryxjBdDIiub1/LTZxuoOOJQ5si+hVccxl/KvLyyMfjF92JSZHsYj198rBx3DPN/cwDHtC3jz8t6g8zp2NnYK+e5NuafQt8Jx2IXdWmwGgivu4lNazZgyDuZvhOPw5YSG9RsJLrxdjavWSfkwYFzyBVUDSqXSm2ReltP6+y/0tpzMAOPH0bTq3cQMA+m+MDfUOCOkxAtnOxYC8VW1r92CzgPpe/h5+BK9cg+H9FUBaYNZ7Oh+yQGHjAFazIs17BiCExly4evoMV6ycCYd5Lc04lyr9IoTCbijQ+yadF8Ev3+yvDCx1g5X66jZZxA/xMns+nl69PbGgxYqi5j0D7DSYUDYki3kMp2se6lq7W9xpzDKR0xGbdTyHTjVPy5vyR78zlsqo+BaxJ9J52NO9UtpCZIKJCL2/8PVi3e/Lnn7MWOn+faTsGR/8A881KatRHPaoaPswm9ex1dUl6G/NMYsN9+EBbBE8/Bbnud1e8KwR19MxVdv6WmVvVwZ1N89B9IvHsl7ZqXwbFUH25n/dvz5FxX4wh6pT4kZXESrxGDZsMWUrYJVB72c1zxDhLJAIbsfLqnXk5rvJKC/S8m3xmVdLEuel5my9IARYf+DBdBEatODN5n2LC4i5JJF+Ghm0QqjNmTTdvrv6UjM4bsm+Lbn+d6x0Zb3C4MFUwsyaehfS1t5tH8fGAf3lr5PJt2Q2n1bc1zvSdDn+dah8KOnOdax9eDPs/1l4MeRGZvhaEcd2GMQGtruifXPII+x/+S6DsX0azCpX9D6EFkvh18++TaTr+SYzjI3sj7tfOo+6wOmx0CI3meAzg4vw85qRYWNU5npWJXuyF0cv3NoZNrHQo6uf7uoZPrL4e9zy1ERxrmLFxD/shQFWL9mLsYdtxFWNbcQssOINY69mSE2dz8Eo9t2ZnEWiFJZ89MXtn0JI9unrbbEmuFUDxCZ6Qrs6VDhw4dOvZ06OR6b0VsLS0fXMjqqRey9r8XsPqV86lZt+lT/sg6dOj4pni78T1On/GrzJYOHTp06NjToZNrHTp06NChQ4cOHTp2EHSf6x0OC7aKH1E6eCw2WvBteIKm2vpteoSN2AdfQm73XTS1ZEbuGsooGH8kkcVTSQ34IYXlg7CZOvGte5iG2kY5ZBSl4yrwNeVROGQc1mQ9PWsfo7mxNX28iiw54kwKS4vBv4y25U/S7YtljutLsLOc/NIWmme9SPBbett7lM911lkM3mcL62d88KV69g39/sLgrLtZu3znB4TeGT7XbzVM59nD7s+k6PimuHXV/Tyz+RXemPwEebbM1I/fMpSY3x1FvfJRV0tjsIXvvfcL3ed6L4fuc/3dQ/e5/nLQe653KAxYB13PoGFJOub9gQ1z3yY5+G8Mqi7N7FdIEu6IkTfqSHpnsDMUnkqRYwtB23YiORoKcVdfQlW/HlpnXUPN4sVY972FfhVq6rzPiSypHfdLSj2LqJ/70rdGrHXo0KFDhw4dOvZW6OR6R8JQSeGwbNpnbhOpceZrmIYen8mQQfvzdJhPoEgRZ9zkDhuKf9UsEtuL5KiQmE/jnNcIhILEu6dTO2surmGHYtpuZMmq9HHROTQtnU+0N2jGbg0jtn4XMWjy3xl05K0MOfQ0XKp4sg6nzxE3Mejwv1J91J8pVVGqVHj0I2+n/4EqFPnfGHzM3ygrSk90bMg5lr6Tb5H8KtjLFVQdfgMVeSpgjAn7gMvlHP9gkDrffpOwbju5w/ZCmRsqyJ94A4OPUNf6C30qeucH3/NCn+vQoUOHDh06Ph86ud6hcGIyfCpSY8xLwvCJ+KeCZtrWtpM3fBQG97EU2t6juT2x/UiOajXaTXzbCRPCPaTMTgyfE1lS21LH7Sk91s6TqBrcQ/20q9nw7mVsWLZYnq2QooknE1v0Wza8dw3r338L+76/JNtoxOgqJb7+Oja+93vWfbCE7NFTMFNG8YTJhOdeIfn/wMYPXyPhqcSoytl1MpX9trD1nd+xYdpV1PqnUDnAk762wmeGMleh0C+lMHgv66apgDI30mOswqy9vz0t9LmOvQ3KlSSZTH5qSWi/qdSn01Wa/nlMhw4dOnRVvyORqqGrpeSTkRqrj8PW+r8+sYmtz+AtPJ3yUZOIr3uDqByx3UiOAoNnMsWVmR5RXLiHHwFNC4lvN7LkhvT2HgRD7hCMbbMyQXbEiOjeQCTVH5dpFd09GfMiughvqAyXQ0ouvBpfZ8avPVRHxJCH2VSBw7AOrz9jqSQ24Wtt13ypDTlDcHgOpPIw1QN9HZXlOZhcJel8Cp8ZytyMI9+Mv25rJpOXnrpl6bDee2Locx17DxRRliWRjOOL9NDqr6dZlhZ/M23+FrqDnYRiAeKJGAkVOetLjUjQoUOHjj0fuqrfoYjhW/AXOvOvZJiaP/q4u+lXOIOa+Ysy+7dBcjUtm/Mpr1hPS61fElLENj1BsM/NDFfHTrkEd6rjI3WV6lpMtPIPDD3mToaecCeV1meoWbZJzrOY2g/exXnA3el9x12Ne+v11DbteWFOU90bSRaMw5axOAzOIsypzQQTg/G4M1XZMpIsezMBFWb8o/DoH8OQXCOkYAwlVSWa4WLMOYaiqiJtPdW9jlDX+9T2hjSffjkbl63TjtPwmaHM43JMEndZr1+9k6yyEWl/+j0l9Hm8g3kfPMd1jz/M3199m+lNocyOnYjgBh554jFebtx+PU40v8XlTy8Uc0ZuMRJRMUx17CBoPdbSfiLxMI2+Opa2LmF+81wWNs5lXv0HzK9/j3m177Jw6/usbFxMq6+RaDyiHZdektrxKviL3putQ4eOvQ36bCG7A0xHfBxmfTd5WztnthAL9oGX0qd/HsmkDXNyBQ0zH8FnP4a+EyZjSYQwWFIElt9EQ5PrE+HRMU6k35HDaX7nIUKm/uSP+TG52VZSgWUEnQdhWnoZ9V0GOf9v5PyFJONxsTxraZ19P92WM9OzhXzYTPFnhTJP9qPwgIvIswUl3UQikY2163rWrczaqaHPFXb+bCFR5jx1A89W/ISrxxUQaV7FB11l/Hhcn8z+nQN/wxpqXNWMzlG+8F+ECK/cczs9P76Ks7IzSV+ALyP21CwVKt83jaq4O84WonqrO4Lt1IhBu6lnM52hdkyGpBDoEKFoAI+0M6PBTDLmwGHKIc9VSnlOKVW5/fA4ciWvKf01SP6MRuPXLkN9thAd20KfLeS7hz5byJeDTq53B+jkegfCgLn4YJz+OXgDMbDuQ9Xk4/G+JSR8B5Lebws7n1z7ePqO2/H96GrOLdyW6CZY//qdvFD9a66uVi5JEV594F6iZ17ExA/v4O8dedh93WKkhIjkH8LvfjCRPqkmXnvuKab2mLFIWVcecDqXj82n6Z07+L9mD7nJPE7+/j40vf4SswIQD/qxjjid6wYv5crpffnnj8egRhLEtz7H5YvGcOsh67n0zVIuHLSKPzw3k+jAUUwY8z0uG7CUC5418bdfHUXhdr7NKbGnelbjkR4iwWa5z4AQQiNmqxOLoxijxSPk0ZgmiHshue4Od7OkeRHL2pbjjUewGuKyxAhLOSWTKfLtDmwmqxBtE7G4lXDMgsdmI9eVS4m7hH65fShyF2M12YRcm3RyrWOHQCfX3z10cv3loLuF7A5ITGPjK7sPsd61IaQqaiN7nz8x8PDrGXTQZCKL/rVbEutvB1mccOIENj/9T86570Fum7GcrZH0nmQiRnSbQbbxWIyE1NFkvI2V4ZH88dyLuPVXv+ES93RumNVJ84fP8GbJmdx1/sXc8avTKJv/PK/7Vf52Gp2Hcv1PT+QAIWTHnPJrbjn7Iv51wVn0W/EW8/MP5iD/h7zRoy4FugowAADGoUlEQVQW5P0PGhhxYH95lQki8RRVE37IGQMGcMoZF/C7iaVYC6dw76+O/IhYp4llerBd7xIRsta6+U2aN75Ed9MCwl1riPtWYfAuJdk5g6R/rZBI5Wjy1Ujp7oxty6c73EODv0krY6NsxxJh/HEvkWSYmCFMIBHV1gMpH50JPx0xPxt7WphTt5LX183gzY3v8t7WD6jrWS/kO6L5ZO8t5ahDhw4dOrnWsdch2fUO9R+m/ao3vHcDzc3dmT06Pguuqsn87aKrufcnR7NvchZX3DM1s+eT+Jg8udhn5DDS86xYGDByAIn6ejbWNrBlxdNc8cAd/OahZ5njD9LUmQBDNsP7l2NV2RMtvP70LfzyfpXnOaY1BfCRz4kT7Uyb2Ui0cxavx8bzg+LPcxcxYjJuK9rkvtQ/IYrJZJzOulnUrnyMQMcG4Y5yfTXLhfIXjkUxJxOYhEimQhtJeBcKKdy7PLl7ZwBRvwm1Tky2e8SIisp2CovJQCwVpzbUxUZ/O/WhHprD3QRTXjFQxYAKtWnLwqY1TBWS/dKmd1nfvVnIeSxzBR06dOjY86G7hejYKRhyzJ00r3iC7vo5mRQdOwPfhs91XUsPxcWFGfK7hZtuf5MrLjuPlmk38X+2X3L3QdmSbR3XXfci1df8lgPe/yO/6P4xr5w+VGh2gi3v3sw/zb/gDzzJDeYfc8tB+ZpVHwiHcdmt1L55C3eVXsINoy1Cwp/jnGmDuPenY7AltnLzP1+i+rJLOcG8iZvvfp/Csi7qRl7MNdUWkm2v8qup5fzrZyN4+75baf/hVfw893/7Cz7utU7SUfehLB8QiyUxmh1YLDbJEMOYCuNxZZNtEwJpTIIpTjJrAAb7IAxZoz5F1r8adhe3ELVf+VrH43Fagi3MaZrLqo6FhIRchxMmDMp3WupDEmXYxPFFg3QIZ/aYnFhTJkLhOFEh0UExYnrCURxSxgf0H01xVgWnVZ9IobvgK7uH6G4hOraFcgv529sr2fTnUzIpOr4tbGzzse+Nb+huIV8SewW5HvX9p8kuHZtJ1fFtYPa9oxlwyB8pHvb9TIqOHY3GZf+hbtF9O5dcJ73MffMxHt0ax2YWUhWLkDXqNP5yUAVJ/3JuefgV1lpzcBkdRNu6mXTZZew/40aurs+nIBnCKIvfPZHf/egQBhiaePVZ5XNtwSnkNVV0GH88YRT+tz8m18S38OgjTzGHLJwGG10tAb53hZBrW5KG9/7BifOH8fxVJ9NPuO7H5HosbXPu43fzohQPOJirJzbz26dN/P2CKRRJvnSPdYpA1yYaVzxOMBggJYTQbHULyQ+TEqJoNSXJtcbwOEyYTTEMZidJRw4p10BMztGkbEVCLq1C9BTBVCJTkUTVHa5W0wRwe9iVyXVvmvpNSjm1B9pZ3LKcWl89neEWNvprSBgjYlhZ8EsZJoVEZ1ssFFrlfYT9eOMxbAYh1kKkswwJwskEm0MJun0J8MU5aMAgKVsXv594ARXZZcSFvIdjPTikzpgUSZdi00pUfs2m3pi1H0Mn1zq2hU6uvzvo5PqrQSfXOnYKdHK98/GtkOuvjOQneqK/baRiMeLNLVBUiMEkRNlsTk8Jl4izecm9+Fs3aAPwzLZc4cU+DAm/3HEIu9lAntOEx2kTkhfFaCnBaC4lkcwmFYqrx8LgKcSYU4YhqwKDxaORagWNcO/G5FpNl6cCw3SHu5hRO513Gj6k0dchz24gaIyRZTFhT5lpDUfJtbnJsZmxJcLEhBHbbSZkN0aD6vWO0hnz0RyL0xmCaChJmT2LKtsgLhz/fazmCAva5lDvr2N0wQHybmSfu4K+2QOkzOWd6ORaxxdAJ9ffHXRy/dXw9b916tChQ8dnwC4EtCodaf5bQSoaITJnNsFp0/A+9TTBd6cRW7aCVE+PRh6FnhEOtONtqyERj2i98bFwLbHAZsJB+Q02EA03ydIoRNMgQnEUydYKoitCRD/YTHxODdF5G4m+PoPou28Sn/sSia3vC+lu03p7d0f0ku3eJRKLsKFjPe81Tqcx3CJEOkSdz0eDL0R7V4jWJi8t6zupX9tE08YWQh0RPCkrJRY3VY4i+rvK6ZdVyShPFQfkljE4yw0JI+u39GCIeHmr9hkeWPcAL2ydyfLuDdy14QVuXPMoVy76Jy/WPK+Re7mRjxcdOnRsF6rN9kZFjScSxOMJYrGYtii3LpWu47uFTq516NCxA2GkaOIZ/HrQzu21TgkZiyxdgO/Jh+k4+yd4b/wHgRtuIvba68TnLSBw94NE58wj2t0lhDqOr6eZeFRIdbxHlE8X8XCzKCIvUSF+0aBPfeYiy7MP1ug4oivDxDa1kvQHQfIk/Q0QD5BKRIlvqCMyczmxOYuIL3oZOtfKvaSV2e6m0NK+6Eo5R6nr3MLbNTNZ2dEsz6HIdgJfY4DYVnluIde+Fj/xjjA9TT6a6rqpa+yisaOTnlAIgxgkTpMRjzlBkTVFf6eTwwtLObI8h4MHmjF7mqkNbsUb6SEQibO+K0V9t48Or48NXZ08uPZVNnfVaB42OnR8fcRoWjeN2556kD899zyPL28gkNmz0/AdBrvq/VqWFHId7BBDPxrTnNV07BrQybUOHTp2C6jemkQ8KqQ4Ss+M1/A+cDPhR+4j1Sbk19chWiwETgvGylIsw6tJ1NaSeG86kVAAuyOXRCpONB4mHPUTFlIdDvaQioqqE1JcXHIYLn8/YkvrSQXDmEqcGPKNmAdVYd5nPObiHHDEtW1jtolYQxPRGauIz3mXRPsKubfdrwdbdRDHE3FaepqYuWUe725ZTGNDiFB7iERnhGBrhHhnDH97lEBPFKPkd1gNmEWDRwJRutu9bNzSxIraLbR0dwq3CWFOxXAZI5TZ7BxQMpDxFcNIWSzaPNmtQQOlzgKG5njIMpkI+pLEOtMDI9+sm6UNptQJto6vi/DaJ7jyAwOTjzmdSw8bTV5nPfU7uVn6u+Lsc9wZnFymDff+TJhKpnDzj/YlmwhTH76dpxXL/gpQci+eMd57e6yVUZyMJ+hYu5bOxQtZfefdvPeHPzLv7nsI+8UgTqpxJglpU+njPrGuGdV6S9vZMP1ZkFnf45AQJdq49N8UD/sBtqze8NQ6vg3ULbyXvKpDcRcOy6TsXdCIYFcboZeeJNHSgMGTh8EhhO1zfHO/Knwty/A2LaJi7NmZlG+OJR0rqfFt4dR+J2RStkHSy6zpM2guGkC56JKkfzNvTHuDx+csZGGHmb6VBTTM/g83vjuHD3tyOaxvXubAb4ZehRITIpiIRQivmkXkhXsxbNki5ZnEYIrLb0rK14pBiJuxsBCj1UrSFxAS3MD8JW9Q17geiz1ENNwt5DxCLBLRennsrhIKyvajouQgkvXdJLt6MBiDsieEIRYk1dxOsrMNRJYYCgoxRNswehKSJ0rCG0BNPm80qH25GGzqeT9+v73vem7bIlZ1r+PHA76Pw2zX0nYFJKQ8g9GAkONlvL7pQ5Z1NGJsiRDd1E3Hmk5iQqjj0QQRb4xUOIn6FqHmvFahdVJqcGMsKUo/QTQaJpqMEJB1q9lMntUpz2mTzFbt158IE4oHxaCxMsQzgBJnKWXuUpw2C/GYOjZBV7iFA4rGkWVXITY/9mFXv2rxxQKa3/pJfY6m0J6v7dOx92FxXScf1rRyyaShmZSP4Vv9Nm+6JnPOiFycznwG9a2gwKiCXd3B/Yzj4Hw1y40KdnUXK4ZPZEj3G1zy6GyWLPuQFxfN5vl5GzH3HcEgV4ot8x7jmlfe5+0ls3hzq4VRQ0rxvvsvLp+9lplLa3ENdDH/xUf5z5pNLFo0nWnBSg6t8vPAvc8THDmWvmr4QGITtz34FpaKrfzjZT8DQu/zr5nLWNVQy5Z4JfvZZvLLf29m3L4DyP4ctaDamkaW1bpw4jTZhtYFc9n84rN0r90gRDtMPBBm8/LlNC9ajjMvl3BXJy3TpxFoaqJl0VIxiH1Yc0RGybW+TtTUzmCU+2dv4BcTB1Cc5cik6tge9J5rHTp2AqJrV+C97Hyi82YTevFl/A/+jeB7z5GMhDI5djck2PzBozwZrWa0CpMo5HP+rDl09D+Sy049hSOiU7ny1a0MOOBMrj+lLw1rW7Sjvi56CXW6lybdy6JUQby9luAbN2Dq2ITRKcTanZTfGFiEXHtEnCnuGgmSDARItXVAczNDe1IUm9xkF47GU7wPHvl1ZfVF+DXtzVuwRYUor1hBbOlyObaNeMt6Uh1eUnKeVMqLMSrvzGLGaJbzxxIkgnJPoqfNA4XkKbK+YhOpDXNIhjskvwqWoqlBdcu7NNR9+sN+1rRuoq6nATFL8JhMdKzrIrRBDI1WKcNgHKvRQEG2hco8MwOLzAwqNNMn24hLTcrXE6JrQw+rZjewYX0ba9v81PpNtMWsRJIGLAbJ78zDbLCTMkRY09WCw2SnyOaizGEjz+Oi1J5FY7CHhU1L1DdudWfpG9Sh4ysgd79TOablUc75121c+8q7zGxNR7vaXrArNQVn/dYwB55+Ebee+xvuOjGL556fQXPHe9y8uIyrf3Upt59/KZfnzeb2+b4vDHY1J1HGKcO8vLRQ2o6c3r/iPTZWHcooIfifF+yq/HNYmJJ9waY61j5yH/Vvv0H7yqUkpI2YhBhHRZckHGYCgU7MphRZHivFfctZsHQJHz76CJufeITuJfNpeO05tr77X2bcdAszb7yBUFePOnHmCjp2FnRyreM7QJKurXO47/mHuOaJp/jP6raP/ND8jQt4+IWHuebxJ3hoZZtQOkGyiwUfPMv/PfEY9y+u3/l+dNuBEnS9RO/zkPD78P39L8Q7u4luqifhayS1uYfYjMV47/8HqfjuFw7Sv+E5/r55H649qi82LcXBxClncNbgYnIcuYweXY2tq4Ok0YRZyNhX6xPZPtJlnvkcKiQ3tmYaxli7RqoNWVI7cqKkskSQFcq2M4rR48BQVChk2IQxLxujKB+P1c2gnApMpjy6Ouvoad+Ir7tZ2LoFs9VFjrsEeoREuwxCkBswCeFTPtb4RQmpebBt8uvzghD0VDSIISLXSjlJWpLEKrJIeH1iTNUJkV+Q+eSaufnPRYyl0x/kqofv5kptuYcb5tYw+637MtuZ5d8v8d7a97jukbu56vF3Msd+PfTW394lJoZLQ3cTi+rXkmvLIt9gpac7TDgsBoJ6h04r7mw7laVOqitsDCmzMHGAk4lDstlPlolDcjlyXH+OPaSaQRW5dG700rOxk1AoTnPESFskRTRlwG3x0C+rP209ZtY1NdHsbyaeCuC0OOmfXcTA3CxyxXgJxsNaoBodOr4W7P0446yreOSCc/jZoASvPnQLDzX+r1+IqvtpGPAMGMMErbNAmnnpWEYla9nYuIWa1qXc/NAd/OaBu7l1rchzkW1fGOwqaaRkwiG4lk2nJt7BKwtiHHVgqTYr/Gfj08GuPobqVIgG/LQuWUDdK88Rbmmgbdb7bHrhKTY+cj8Ncz6gu61Va8P2nCzMZgMui4Esc5yx+wxmQL60qbwczDYLCYuVhFPkmLTnmmXLmH7NtbRt3KgNfFRuYTp2DnRyrePbR3gNzy/0MubQ07j6uHGE37mHf21NENjwDJe+0sDAA0/ltydOYmK+ECWh0jOeuZsnk2P55YlHMmDzY1z+bj3ftkhQAnnOmqnc/cLvCUX82wjoT0Klhx57jERXl0jrHCFtfmLtQSL1W4kuW0n8w+UEp72+3eN3RSS75nD9m0nO/tGB5K9/hutnp3tmPkKyg7feXEPficO1juMdgW0/WSrCqnprEt5mYi2LiRrCpOwGUvlOjEMHY9l3HJYJozDsO5Rk/zIhvkLS1qwk1VhHsm41SX8HSz58hxXv/FeUkBBuiwOjyaxUG1anvKOIiWQgIsrZiLmyilTQQiok143GSXX7hGBXYLDnYnB4MOTninEUg/YODB1hLKLMDAUuki3txOs3YQi1IWaA3PUXmRcWRh36c/521rn89YzjGBoOkFvuoWZDmINPlzSVftp4DFJ3cvofyu/PPI1hnasyx349qDLt/RqgyrM70MHmthpWtm4mroLqyC17O0MkI/JMYpRY8+xk59nIdhqxmcEtZe40p8gTJW6VR8wyCjkuLmFYv3IOP2AYkw8fJoVmZMbM1Wytb6Q1HKRLDJEUZiHv+VS483CIxmmWZ02SRYEtl3JnNt6URd5Zgve2zCMaF2NJ3rcOHV8V4fYmGpRiECN44LAj+dngJOvbUuSKId7SnvliGN3CqqZe3/4U3q1rWBHWNkh0rGaVoZwBpX0ZVDae356terRl+fnl3HRMX8khBqdqJCpv0xz+y2RuP0/2/+IUDszOUCn7aE4v28gTH7zFzOxJTHGnk3thNErbS3yJ+i1ttW3xXLqXLaSruY5IKo4xEZLrJ+nesJy6N14muno5VpMFo9WOzWbH7BA5ZHNSlu2mILcImzuH7BFjsRcXYxNybcjKxReOUdvcRP38eXRu2aq5nOjYOdDJtY5vH/bhnPv9KUwodOPOGcARAyw0d3Yz9d1aDv3RiRxSkkV2djnDS90YvfN4un08Vx8yiOKsUo446XtULHubhd8yu1YD4R59/x7eXTGLy247ndue/R3BsD+z92MkfD0E3n8ZuuJCBOuIZduwGETCtvuFwHRDnoPIezNIhTMSfVdHsp5/P/gsLRXF1C6azgtLVzF31SxeXNWU2d/Bm0/dz7RBP+Pq4Tt2/r1ef9teop3wNgqhXY594D6kSnKJGLsJdK8m3jOPkH8pG6L1rAnW0BlcD/FWcIQx5KZIWeJUjBmLq+pAOpvFMDJ5MNkdwm8tWDJ+0qmA6pEWYmdSA38iooPXgF9ocsJKvKWThNVDKiqKKCyL+hzr7SDV1Ui0fosYW0KoO4Kk2rwkfQ1yti8nVo2ql1/N/fzqU6wb/3POqfRw+AknM9FmwWo20bFgBp1jJjPGqr4GmL6Qrn8ZqHMo/82QENyGjjpWt2+lLRKko6dTysRItsuirBkMHjtuqatZbrm2dpAi10btS1KHL0Jnh/J/t2AyiIGCjTxXFqP69+fkIw7j4FHDaNzcQJMYN7XBFmoCPfRIGVnE6FHdeG4h6KHYFryxZtqjERyS5nFY6Yy2EIwpf3cdOr4qkgTb53Hrfbdw8QN3cNkDt3NH8ADOGW6jcMLR9F98O+fceweX/PtDmhxizGnHGMjJ8fPqf/7Fbx64jfOfaeDYUyZRWnA4vxm1hevuvo1L5VwXPPY6C32fJMSmkvFMiv6XSx64k8seeZuVH+02MeyQUWx5Za0Yz9WZr3y9sDB2lIdpj97B5a8tpr3tDc6+4y0atjm16nTROl5kcfevFqPeJnKrClxuuo1mwkpmZGUJWXbgFjGTbTVjd3mIW51Y5Tcrr5CcvHxSHpGPhSVE1YMaEnJXcpFEnIg04NbWbt556FEWPfrvj673WYuOb4a9nFx/B1P3yBWWvPMwf5tbz/bo1bZT95CIENyDv9wkuxZw3/pSThrUyaaInbYZD3DlQ3dw4R038ec5DSIwmwkXVJDTW1PNlQyytEjezPa3BH+oC3fCpg3iamxqYfaK2SxZ9/b/CKHwG/8l1uDH55QbVH6m3ij+RCep/lWYOyXDmibiW5YQWTw3fcAuDzcTjjmTn/TPIS8rmzybGYvVLTaCWV5eG1OfuJ93+/6Mvx+U+Vy6g5EW9PIb9pLY8IYW4MVqjdJtaqfFAz1ZKQL2BElbmNlRLx8EN7EpsIGgI0Ag386GiiIWWnuot4Q54MSTGbbfTykoHy+qxoHRbMZgcpAwi1EQS8h76yK0YDWUezAOHikXjQu5DmCqKsAQFOLctJlkIEkqW4ylfhUYykSpieIyZuWRDIWlLqsp/brFGFA3nr7/L0KyYz7PbwjSPP8VXqxPUS6KVEWVJLGVJxY7OPWAoh0rpOXm1KwBi9YsoqG9kaWtG8kxpMgypXDZVXnIzRsNWFxW3C5R3MKsVZAYySJE2izvwkxbZ0IIuouC3CzNnzUVi2NJJMmWcizPyRdyPYYfHjyJfIOLsM9Pd1jIezRJR0eARHcMQzxJjrUAi5CFXEsUp1GUvyIOiTANPfXp960rdx1fCUbyhpzMTRdcxr/OvYhbzr2Me35yGINETBndo7ji4j/w4C8v4vbzzuGea67gtMx4PHPB/lx73sXceu6lPHjROXyvVA3bNdF3ws+4+8JLuU3Odde5p3Jolpk+R1/xcWAsc19+eu7V3Hvuhdxyzrk8co2KIpveZcyfwr9vv45flaQdQoyFJ3Lfz8YJ0TZSsf+vePzSS7j5hH0oKDyWhy6a8gmfaxXQSZvVQ6q/RQzWpMFIrL2DmLcHZ3YeLkmz55bhLO6DobAcp8VOvsuO3ZNDyuGU/NAVNdLt9xOtrcXa2EiBPE9pVg5jchz89MjxfP+wMRxz6L44YiEapk0j2NOj+aFrbiJxNcuI+tqk45tirybX38XUPYQ6iQ88hd9OrNjuJ/SPp+6B4IK7ufiDnvSOPQyJznn836OLGH/6jznYacPas4aGqjO48eyLuPOCH1M670XeNUophdRn5AySAbwJsdr/N5jbN0I0FhYC7c2Quf8VLc0ddQQ6urHZLUKoDKoDjnV1S9M7M0glEgRefY2IEBV3u5AFIaBxIRUWMRqobybqTpAYWowxmE3ksUd3D99rYw7DR+zDEaPHacuhfXLJLxnGJCHbC56/nt+ujBNb/Ty/Vb1Fj7/Dqh3YflSPtbwNKVchuZ01pJqWiMCKihKxEbAa6LAaaTWqxUBAyFnKYmR1IMWMtjBzkjHWFVipKTQx31LH6+88xczXnmLgmAMYMf4n5JfuRySipuaLETQkCed7qI/Z2JTsy9rmBO3hbuJ2I6msYuINrYQ2rCXui5Ny5uFbvoREQu4jaceWNxCL2SN2lEVIptSbaCitmNJdY18IY/7h3HrNddx/Ug4vvjidlkxF9y9/k6VVUzhiB34MSNfrFHVtW5i9ZiHdwaA8ZxslJVZyC/LEgHUTrusRgm3EbFO95eljgoEE0YiUUSRGZ2cEhxhX/SsKtHcRiwa1mVeUn5ZRCLYllcBpNdGnqJhDqodjDAmZD/kJJeMEfCnM3VEigR5tzmu3vDPlYlIsBls/t50yp4NIzKe9cx06djoseQwocu+QL0I7Cqq9hbt7aBMZs+7hewls2ow1BnlGG9lCmD0pA9mpJPZ4FEvQT0x0TlKIsd1mocvfTVtHl7TLELaIF2N3PVa7ms0oSE5lMa5oq5BwB6WD+1NelMOQykJSi2fS8u+HaH1/Oj319VIWQu5l2ZXKZHfFXk2uQ62tGPoMZ0iOS5TLII6dNIHBJjV1z+38fb3UaA1q6p7beT4svK79DS6+51H+9qAa6HAr59z9GG+0KTaRYMu8R7ngrtu45L6bueSFBdqnHi3/HQ9y3cP3cd8aHxtnP8pvnniVJ99+gHMeeovVkXruuedhZvR2Yaupe+5/mkUtU7n48aUEW2dx24z1rJjzCJc/N5Oalv9y7l1vf+Iz0rZQc1mqxpn2q0z/pue2TFujWphjaZi96em5MNVvOu2jdU0J71wk2ufwp/8sZOSPzuNU1VtgLOXAajU9Vy9rNiPcCQpHM9w7n/e86YeONn7IbOcYJmY6EHYEVJk9+8G/+NfrVzN17r95f+lztPXUZciIcpvu5Ln/3itVIY5LhXsW8mB3mNhv+NEaAexF0uvD39VMIstEyG0VYyFCpNAu5Wogkm/DXlqNcXkTkWQX0Y01JDraM0fuPrCPu4gHpxSK4LAw/oe3s/KGP3C78ktUvUU/mcxwsTqMnqN58JcHZo74ZjAahOBKnYxt/RBTqJGEML6I1Fu/0YRXlo6kmaa4jSXJfLZ0yLY3wYv/rePp5R34bFk4igeT1ZbEaIlTv36d4paYzFbGHXYhY4+4VhuzOOuxebz/xCqaFnTjWyYK6oUtzHm2g2de62b6B2sJeWMY80pJiWGsiKexdJjcU4xwwkc00EIyJO9R6mMyHBJFF8HwpdpPjKa2jo8G8to8eeQKydeOTLbx4kw/R03qL61gxyIcFcNj1Vxau1rY6K+jLRqhWUzFsFyo0p6PQ27IIA3PZDFrz6G+RoSDSbq64qzaEKK2BbJycjArv2vFvoU0xyJi/KppEpMRwqEuErEQJkOCnKwcDu8/AGsqRk+wnZg5SpcvzJrmEA0BeW8REyu9XprCMeqCQuDlHHbrtxjaU8deDWPOQVx17OCd8sXtq0CNMVC6NybGbritjU2PP8zW554i2d2GTeRf0NuJx+ORNmrB4naRcLlImaTBurI0H/CUwy2CWdKNRgqy3WRn5+DKzRHZVyKKNoC9uBCz24Z79CisBarnOwtLeRGO0hI8+VnkyOGGdSvofPRBtr7zjhwS1O5HRX5UPEHH18NeTa539tQ9Kn9jh4vvn3U+5w/Nos+4H3HjORdw6/mXc23xMh5bX/g5U/ckMBUdyKWHVjNy/59z86kHMaD4i6buMRCLi5JT9y9KPhJR89TKrywqTRsoJM+hkWwVMlU16EiYaDQqx8UkPZ0mzCFzvp2E+FpuuOUePpBnnPXavWKo3Mkf369n/Anfo3T2XVz4wB1ceOfDrB19ElNcA/jVKQN4/1Hl/3YbF74W4kenHpL+dL4DUZLfh1b/Zt5e8zzPz3uE/3vibFZsnakR7Mf++1dq1q/EK8IvR4TZ6KJ8Jg4dw/C+EzNHpxFYuQhzaxSr107cIESj2Exe0E7IE8USjxKu24C3OI7NZycg5CO2Zm3mSB3bg5qPNSnELNFVQ9xsostkZXNACBk2OoVYBxIGAikDDR0Wumu9QoCT9K1yMaDURuuWdjZsWEdPlxDe2jCrlm1m+utTpS0klHcEgXYr/qe6KF/aQLXTyKBR5QwsyWJUYS4HV/ThQGcuji1mHvugjeX+MDFh4qoX1iRtxdgVxtrsF+Ul5D8nG4O0G4PTQkKUoUKvYbZdJANsmPMkF95xc7q+/3slo44+hBI5PL71Hd52TeJ7+TuukqeN7gTLmtewsHkFXneQWS1LiSr2rnw+IiHcKStGMR5SUs7KOA/0xIkI6e3xx2lpCdMlBm5lVSHFHtXbZ8RqsuGw2DGZUqKIgyJzQoSCrfj8tYRjHSLTYuTmuCg0uQj6fLRubaen0ccgt5kKZ5QcS4pQPIlfCL9FXki2TfK6S8Wg0vvNdOw9UC4gMdHRGx9/gHX33UGn6JpwwEdjSysd0i7DQqLrZTsqpLrF10OHGKQ9kj8mcs9otIgoCZLweSl2unG5nNjEyHVIG07J/mA4SdRoJi7tVXUMyNWkvaslJf9imNxuMaSt2POz8UhbTX7wHjWPPUbX1i2azFAdGzq+HvbuIDLmXEaOPpCT9x1Bn9RWnnzqRWoHTKRP4zxWFUxkUoH6+J9g9fx5JMceyPDoet5qHcj5Eyu0HiWzy8HmBctw5HXy6sItrN+4mLcWL2Buq5egfRDHlbUyraWKH48rl/wJNs15mGten817yxYya9MWIpVHcdo4Jx/+dylV+xTx3tQVDDv2MIbE1zF1QzbHjCkjVT+X/8bGcmI/5UQijelzFI9Snqqlzpg1jb/d8ifuefhfvDt/BjOWzaK7s5P+ffpjk4akGLaagmddzUr+fPdfePmdV1m9YTX7jhyP2WzWegu37ZH9OvjcIDLGAg4+4hR+fsAEjh6nlv04rG8uBmsR4/c5gGMl7dgJBzG5r0crZ2vOQCZP2F/yTeSE8aMY6Nixylc9a7/iYXRFmlnfWCPkK0UiZmBj/UrGDz6IN6bfzZi4izNSuRxddRz7l41gRN4wbZS20e5SDFA7T/uNt0n5J/CGWzHn2/EE3fgsfpwpB0a3B1MohS1uwxftEQKewigk0X70J3u/e0nZlyn/bz2IzHeEeMzP5pXP0RYPUm+wUhcOEzKJUlCfQ41O/F02eraGSHkc9C8v5MDRJbicMbq7DGyduZRwT4wP1/poaQ+yZvESbTCQw2hlzm//QZ9IJ67+5fS5+0bsxxxGav/hWA7cB8NBI3FGhBx2BXBFkszc2oPpoIFUuOwkTCZMPV2krBbilgTRQAxzWwJjhdThgSMx5/SVlvrxQMzPDCJjsFM1eAInTOit7/uxb366D82YO5Lvjf2UD7vkHzPhk8bcV4FGrsV4lpaNVQhx0hajJV5HtlTf4YWl9Dd6yBZjpcfbQ6M3gNlixJRI0iVkOB6XuirbEyf0Y7/+ZSJXk2K4h7Rq73Kor05iAIn6NhnFgE/6RdJFSKpwjvL4EZEz2Y4YdQ09rF3ULMQ7hqvETUVJFUmzh5C820C4h55QjJGeQRxQcYDIKIeUXVoG9S56EBkdCp8XROZ/glqVhXnruaf494LltOWMZFRu2gd6V4NqmwmRaa2LFuLratdm82gSAu2NiJwL9eDtacPn7SIQFOM1kiDXIUattA9XPCwkRIizM0ubptRps0lbNGiuWqZkHIuc15XlEfmpgmZFpYWaiYXCxAIBEv6A/PpIKpcuJReUi6KQcHNWLkafH9/q1XTIb+6A/mI8p8tNDyLz1bDjukZ2Q+z8qXtEv4ji0VRssoGpi+AMbfDEr7lgWE46/Qum7hHNovUyb89+TPdIJdNWZirJoiXz+PVVv+a9WTOpaahj2oKZvPjm61x6wx94ddprxKXRxaXxbd6ynJ//+WwW1y5mjW81j898kT/cfi0r160iEY8RkQap9dgn1ECHqHYPve4jvQRwT4JS5qfuezEHDTtEuIIBh90gz95Jx5L3+EVyX74fH0Ll4BNF8TuxJUqx+lXgkdWEZ71DvKVRhJuKbLeOyNZaEWpWnD4bUZE/JhF+5j6V8qKEcFTmSPkbsBTkEpV6F2iv+cSsIXEp95kfPEZXe622vaeW9VeFmjZus5TNFiGYjUkr/oQZZ1YfEvYKYs5hBFRgYVeCinIPVf2K8LlNNEl9bYknWLUhxvotUuYxO+ZwnO5uL08/8h8W3/WIGEh59PvdlfS7+XrMbmGZYpjacwswVZSL/ZdD4IBBpEqEBLuzGZ+y8N7La2nt7BZi2imkMSRtUs3LnMDut4nxZMdQkI0pp0qJCdVsd0EYKMkuYtKQgzljn9O4av+L+c2487h83KUcP+z72ExmBg8pI7fAQW6WlYJCF6Y8N8ZggkPG9GW/yjKi4SRBUfo2xakNIg/kz2JKCbFOX0GrrQYli+KE4gEpp4C8r5CUfQRbOIHDZiIi1+mJ+7EjckWUujds0gZEji0Zj0Xalw4dXx2fEdRqaowTf3gOl/dpZ07rrtsDmwiHWHrPLfj9PXTIEhSD1NvTja+1g8aaOhpqGqnd2kw4GKM420OONDKHyB2LJxeyc4iEgyR6OoU4q+BZfuEcJmmjQcWzxYC1iJFsIiXni4WlLUaFw6gBj6E4nYEEjW0dNHf7qGtqpr2zg5hB5NnY0eQfcjD2lcvY+NAjeJtb0l/E9V7sr4S9mFx/u1P3KJ/io0ZGefR+udaD9/L41t6RX583dY9w7wH7ULDsPi598AWmbfnsqXuUG0evy8fGLRvo6fSL9ZoglhDiHVO91EmMVhN3PfsQHR0tNC95moee+iMWq5E+/Z1qph7RhylenvM2Z175E6669Wr+/sh13Pvfm+j2tQrJEwEg51ceoXsy2TObLPzkgCs5bt9TsVrMHLwlgOO+B8mds1EES5xwZxOpTh+x5f/F0BEn2d5AojNC5KXn6brrTgydQcIeswivoBBrmzYftqm8CEOtkO+qEsxir8VSIQztAcK2GMZ1XiILPsxcPY0DDjqDnlAboZBXhJ1cTyfXuHOrsBaNpDNlIxg3St0WMmdwUS9lSHEpPlOC9iY/Xakg7d2tNDQ2UlcfJNiaIstiJxFLYJW2oEbDF5UUM7CyivyWbsouOYvsQ/fD7HRJO4kKcewRsWAUBdUl5Z7AWSEE/icnEtynirLsbPo3h3hzq08MKQdJMcBDcSHtxip5rykSJW4xngZizirLEOtdi12r3l8VsMIkxNbjzKYqr4qJlQdwWN8jqM4fQnXZSDzuEpFl5djkuTpbgzTWerELa+47NJd8t0Xr8bZac3A7CohGxegWuSIWKFYSZNnEuDCKhDCI0alCoUd76Ak3SFvooDPipTPoJ+wLkeMwUZRtJSbl3CEK3qvmE1dyKmkmV85rEmKwq5Wdjt0BnxXUStqx+sq0a1q6H8GgeobNVtHNbXQ0NdJV34q3O0xzV5D67ggN3VEMtmzGDKmmKj9P9JQQ4D79MAwYQszi0AYUq7n3o3I88mtwiNka8uPvatMCXMkFSKZMGET+GaVtarrc5sBcXEGsdCDtMQedMSerN7VQs2ENPU21QthD2Pr2w9HdRf3zL4ksVRF3dV30VbAXu4UYcBQM4aj99ueYcROYMm5/jh/VD+XmaLAWc8CEQzlx3wmybx+OP+QARlikagXX8d+GYfz97FM4btxETpywD0OzlDIwklMxhuP2m6i5ORw3bjh9bQYMrsGcMKZMc21QJLqw/wRO3k+utc9+HDHxCI6tSO8xOAdy8jGHMV5NXKm2tznO4Kxi8gEHc8w+w+ifM4iTJgwkW2RFL+lSckN99mlrWMumVdNYtHo18xYtVd4JGqlIxVM4nVZZzELsImxd8yH5+WZ5ji1MHDyEqvJCKuz5jOszhI3NjcSMcTZsWEt9Uw2enhqqNswid+0SkqKQzblF8qjb/7SmFHgvPtctZBeDIs7/XXIPK7Z+wLrm2YyoHMmY3CH0eWAGFiFOhlwXpoCZlHe9/NrFUPFgyHFK/RKi9cFsTMMHYVi7mlQkKvmFxNizMHd1Es8z4qgP4y+I4Ngg5MLbhi03m6TfgNGRRVzy2wb3wT5mX23mkGRzM4muTeS6++DtWMOHq15lYNV+GiH6LOwtbiEKceFxK9fMkjodJ+pP4LIV0+Pvob2hjo51baxf0U2000jUJ22h2Uf3hiR9XH1I+YL45f31GT4Yi8XC0lUrmRwwUT2oiqzjDtWUr5rlJdzdhM3XIcRalIinXCtzk9VOzGrG7zBirWnCIAbr/G4/k0YMEDWTxBaS99wRIFXgIDWsL86Rx2B15Ek7+KRb1We6hXwn+NjNIk22zWIcWD7abmqv1Qh0IpKgVgwUbcBzMEYkEMUXjNDU0SntPyrHRcQwV+5jCfxhMTbjQRxCrqVhyHuKalPqBZM+WUTBx/zUi0G6ZHkXTZsCxHIdFPXPI8ftkeMthKIBAuEwIwuHc3i/Q8mWtvNplxC16G4hOhQ+zy3kI6i59194k+CEEzmyyExw82xmWCd+pG93JSg9rup3T1MTjaJDmjfXUdfQydbuAFFhAGank6OnHM5Jh03A2NOByZ2Lc9BAIdtCoH0BupubiIgcNAjBtjlsuHJyiETDQs670u4fYtCapD3Hu9pJynVkTdp3HIunmNULV9K4qgZzNIrbky2ywIjF7qFuzWosPe24jGrWEJGNzS30yGKqHsqDczfpbiFfEntxz/XXwC40dY8alKV8rEPBDpqXP0HXhqkEGj+kfdMsjVCnhFgLm8YUTnCkGx4f4uK2UgvuZA8vrF9Mjt3IhYdO5IJDfsqlp5zOpT/4AUfuO5Gy6myOOkmMC1uKn/eE/p+984Br6vri+C8hhJCwUUAR3LjqnnWCiloVRdTiqqvaqlXraNX6d4ur1lHR2qF1oai1ddXRaqVa98I9mWHvkUH2/d+XBIlIwigd2vft51XeuuPcc8499+W9e1EzKRnamJvQ7F2CggPLoEy4RztT5umUmm7M7CR0FMwE+q/xE1YmuL4XfQc3n5zBw9jzCI9Yg8wVn4NHZch8oMiJSqVX5VPnUx2kqgg6nhIFD08C4lxwanpD+fuvQPWGsFGqkYw8yHPzkOTKvBoiRI4qHw5iGhyocmDDd6bBuRUy6TW6Ajny7TRQnjqP3K+3I3/uPMi3bIbiu12QffM5hJcvo6uoDhKfh78YSP2Xqe7RBHY2jlDJCN001NlnwPpJNrhRKkQ/KoBCagv7dBH4z0WwfuwMd0EteFSvDm51d2gSkvD4ylVERUVBaGWN2lWrQ+XlCQ3zLgO1I+ajXzXhQWcjArcKDZypvJmPfGUFzGsNBBobGjS6CeFCA3Gb9DxI4ALr52qQPDlU9LiqcQ3YNPMHj1lG/TWD6dgZmG6Ueg19kPx26zbga7lwchXpX2sjVAYZ6RLk0YFKvqyABtm0U5cwKylywKNj7QJmGktFPk1BRTtwPnRcIdQ6a6hoGnkFVkhIo4F7MrUZHgc2HtR/8oU0qNYgR6ZEqlQJHscK/rW7wsXOBVwa8DMfsRbC6j5LufgLF7X6q1DQIFh88Tw0BToI7dwgdPWAjPbhDzMzIKzmjlZ04M58B2VfwwtCBwE4BRJocrORniCGJC9bb7m21gQ2IhEkaYm0/2cmMVBDTu3W1qMGDVucwHdzh7XQDkSlg9bKFgcPn8HJY7/g9t27ePzwKbKT02DvVhWOLnZwFNojL6cAebm5IFwdnDyckf/sKVJu3zOWmKUssMF1Ofi3TN3DQG2NBrU6SJN+Bzf1JETii3A4HokOmdn6D7B0KkJHrRrMriPE6up2aKTgoJUDH326tEGTVm4Y2act1KpUarR5cHKoChsBD3NGv49Gru5wdwAupSsx5Wo6vriaiuvaXMRWy4LmwmmoP58E1b65UKdF6Y1YP80fLcfr3AWm5tLRu7UUDnY8CGisIYqXoXqqFlyhKxTudIReywlWNvbQcDKgTUuANjkO3BwB7fl1VIYZIPYeVN70WLumcLN1QgKvANp4OaKz0sChQUayhnkPzh7KtCwamCTDWsmFjVCIGrXeok7PFeTpTXBs1eDaFYDn6QTrpvXBa9oKTp71YaOxpjLW6IMM5t+snDj9e/D/NRwdq6FPjxloXrsFajl7QJSfBReFBkI1jwZnzqjr7AZ7eyc0eKsFGjRoCKtcKWJT03DvyUMkKhXIpsEyM7WUtRUPxIYHm7b0GubnWOYpKY/HRJnQ2jqAWItoh2INNaxocK1AXkYqJKlJ0CWmU1vhwI2Z+k9IIK/vAGk9Gyhb1IWw7SAIqzaindy/YdhdfpgA25rKwlHkCh7zjQhHCw8nZ9gJuTRQpgNDZsYB2tlLCzSIT86icpHQzjsfedJ8UNHCxtrO4Ac0GioBPh1886BU08BaqsUzcR7u3MqgnbecykgI76o2qC60gUIlpeml0CBeiUE+fdC0WlP9h4xMYF34tJqFpVz8DYtaVSb6fpP6dS61PZmSQByfjMcJyWhQpzaav/UWJgcPxP+mvg+BSgYIqG3wefp5reUSKXJz85CTlUED83z991ByanNEq4Ore3WIrASQFxSgIDMTuvxcGr0rwOcLkJeeCYlcBQX1a3uvXsahpHjsevIYh+89wLPoeGQnptD0lHCu5gEBteW0tExqxwQ8G2u4uVVB5rUrxpKzlAU2uH4NMMxJbXhCXDhPNTNVljbtDqyv74XwbiwcniShSp4STZOAIY3c4dCzJpr38kYHZyEe5GqRmKqAtokPujT1x5jGY9DeqQOUWjl4tlVpkFgAGl3S4JKP2UNGwsvZB93edkdtHw88qu+I372EeNSYj6QGWmhtqDPITQfn6l4ginl6+xu48hT9h12Mo3gdnzRxCA9uLrXAfLYqLSCokaahQS01jswc8GUKaCQSqNMTwCugAbeWdv7WDtBWtYI6MxZ8UTVY0SCEk0PbRpwCB60KdnJrpBEFmIWc07MLQP0m5Kl5SObSkM1RALeGPrBrWRf8mvbgutrCqqo1uDWrgNeoAawbN4JV9RrUMNW0WbLAy89Hmvg8ErNv4FHsKebDbv3Tvf8iXrXboVu//6Gr/4fo0PcD+A6bjpoNmsK3RxdUbVAHcWkpiPj1LO5dv47MnGwIrDgQ2NmhurOt/pUQQgNFLvNpAg0EYWtDbYl2cDRdlUpJ25Set7ah55ipLDVQq6n8OVbgWPGhs3OEumoV0PhS7zBTqD7Iq9nCsd9keHSdDrsqDWgH+fIT19cNJpi1p0EvjwmPeQR+XZrDhYhQw01E94Gc3AIkJUogof18rpSDzHwVlEql/um+hNqIVsunsqNaq1YiXZKLhKx8GlgX4OFDOVJi8uh5HQSuAmRS0SdQnSZ0gFhAO/nGrvXxtldb2NPB6+s6OGH5N6D+yxe1qnSMXaUsMwPpsTGIpwExCqQ4c+UyUlNTUKNOHcjTk6Cmg1mOLBNqp6pQ1W0MTp2GkMok1PbkTC8BK2suXERWEDKjCSHzeoc1CvJlyM2j/Ra16NycVEiz6aBYoqABuggyDQe9a9TCyK494OrghGt5mfjxzh1k0XuY76tUCmrb0KJArUI+82oJM+WfjQDKnBxDgVnKxH84uFbjTsQ2zPn+K3yq37ZizdUkGshK8PDGMawJ+w6Lf/wFl7Jefkqok9zH7ojH+DvXTGQCa+YVDP1Sw3SUqspNgjLxBtQRW8G5JAYnkTajlItMLy7m1eRiv7cIHBpQKGs6YK6bAz51EuJ4cyeoqoqA7Cc0+JPD1toRXg3HQ5b3ECp1FmBNAxArG1R3b4ngDlPx6dglWLvma3R2qArtjVxkXVUgqT4PBT2bw7pTH3Dd6oJIkoHMu9A+P0rFqXhtg2uvqg0w7O2F6PhWIOrUbAyvDB4Nagk49jZQ2tNwgzogCIVQMYt8WGmg02TD6q4YPDt3QMEEY3JweTng0YEIr1l1GqTQYFvJhTJPg3R7LZWxFmKBDmprAVyre8Gmrgd4LnxwhUpwqwpg7VMfvDq1wXVxhU6RB5IRA52cOjIra9i5eCInNRKKnCw0qdMfVarU+s8+1bOiA0Abe1fUaO4P79Z94NmuN1oP/QBEYAtxXKzemymYL+1psJxLBzmZObnQKmjgbOsAW3s6kLGlAaDACjK5DCra8ejnddcw01QpIBI56J8AFSgU+mnm5EzHpTHMb0/4AhTwraHicZBP7/ds0w+1ByyDvWcbGny/GQMd5j1nFypbrTYLuZJsaLgFqFa7Clo2qYOWLWujZi06uKBql0AHieKkfDoI5UJOAxfmWbWGjlKypPk0oE5HGv03KVeO58kKPHgkQUJkBjSZclg7CSCi9uRIB/AaWCE1T41GLvUwrtVg1K1SG7w3RI4s/xTmFrXiomqPOdjcvvhUAf88ej9O+0sunw+pzgpX4xLAadkCKgdHKER88BRS8Kk/srGvAh2X9kW0jy4oUFK70yEzOxtpKWJkpSZCRbjIp9cRAfVxtI/iagrgTINsvtAZ9vYC8Ow9YOtVB3a2ttSncaCmvu9RRhoaOtnjnUZNUNvRBdXd3OHMfCzJ48PGxgYOQjvqC3U0iFdAQ3j6b1D4gn+fDP/N/IeDa2s06zYOK0dPxIoR/dBIIYOzpxsUz37HCUk9DB80Eh+1UGL79z/iQeHoV5uC/fvPQFGvHhyNh/4OtIQGdCoZNLJ8/VR6ynsHgXMbobt+DxxmKkFqo8k0yJt6Owc3E+VQpUhhX8Ua+fRcjsBaPxNIgpJAQju+vMwHUInPgzz/Gbh/CHYaIfgcN+iUNJ/0FHByM4F8OWzyaHCXdh3DhVaY7WyNvhICt8cEyvgn0GTEQZdPr6OjWmq5NMDggCNPM/zM9Zq+IMJMsde94UTY6ppCyBVAY8+lgwcFrHNUIPGp0Kalg5uYBvLoCbiZMpD69aC110GTkwxOXB51fFyo7qZDE5kIjkSJZLUcYl0BVNk6xDK/nVMad2wKgbcnOHwtOCJbcKp7g9egAbgOdiBZCdA8uQRd/H2qmjbg2NABEg3urO1qoG5Nf+Qr8/Vp/JdhOiPmVQ5mhUWhgwtsHavAzbMG2vt1g2e9OuBTOTJfyjM/gTrYCpEQFw8R8xqIknY4+kEfVz9rSA5RI+fKHUhy8yDPz4c1jwcZtY2czDRkZqQiJUmMpLgnSImPodfdhGrzITy/+Rj3aPtNP30QrZo1BY8vpB2RFQ0Krd6AwY7BZl2YaQS5znQAX6AfQErzs/EwKh5ZVJ+dqlVFg7e8qC8iEKfk4v6zDKRkEzqYYYJlOvAgVshlVlrMkSImVYknj6RIfsx8ZFoALvVBzHLqtPH0m5VOhRZuNTG46QDUrlJP/2ElC8t/EebXaOa1tMbv9IIntYP057HUd9kgPSUN3jVqUFtkZgKhA33m1Y/YGEgfRCLx6lVEPX2GmxdvUX+VhQKVkgbgztTH0b6KpmHt5IhqzvbwrusNhSwXNhwVePI8anpcaORScOhguKanJy5FRUFG7/1sxHB8MjoYnh4uqFqtCgRWBGq1CgUSCQjHGjq1hsYecuPEDCxl5T8cXNPKc2nnyFPixrFwPG07DhO8rCFqGIA53RvDWySEW+3WaG2dhWR9cC3HjaNhuNNsjP66vxMa5kH14/+g/noClNeOg9RoAy3zgzbtqLRyDgpyCRY/z8eTPBXUmQoaJMuQEycFL0cB++gcpP0hRjTdvxglxtPUTKRn5yAh+hbibuyD7PY+KO5uh/zm98h/fhLR177FjXNr8MPRVfjsyCEMjk3BFgmgpHl4P6cdcLQW2sc0wI6/C3XKJRAdh3aejiCyGFDLfW1/2GWeuN988gd+uXQQVjSO5RfQgYItdUYOzGwKdHMQglulCrg0yCC2BLrUZ+BceQjCrGCeLwL3Dxr82dcGr7M/hK0aIkkpQxYd9UfTARHPlY8WNWvDmo6EeHZcGr/Yg+vuAqtq1HlKsqC+fx6au7/TAD4F3FpNwRVSeWqpo7S2o21vDU2BAqlZcYaC/scpfCfXAAe2trZo1aEDmnZur39XkO/sBGInAp8ed6CbjUAArrW1/qm3kB7vMKAfvDp3QP7Nh0g8fQFSOmjSEWbhBSVUqgL93O4cDg86HR0sZWZCcecppLkSpAtt0Kx7F9iLaFu/xq9/mIfK0sYe1d3qQkMD5qexeUhPl0CaLYeM1l+aJ2V+nIKbs4N+9pB8qRLPE7LxRJyBpKxcJGbJEZOuxvN4GWKfUJ9zPwMFaTJw7fmwcWSeWgtQq7ob6rp4oYFjA7z7ViCaeTaFtRWfZk3b9LX1HCwsfxKdBvXebouGrZpAmpWFB4+eo5rABvnpqfrVlZnXQKmDgnWBjG4FSHjyFNkaPu4m5iAlJRtJT+4iK+4pNJI86pto36TUgG/nhJuXL6JATWDjXgu56Wmwq1sPjo7OsCIaBHdqi/F9+2Dyu0Ho1LwR3D2rwk7Eh7WAB3tbIRwbNwfdoVZJB946KygkuVDSfoil7Pyng2sGXdZ1HHouR+r1o/gpUWU8yqBD6u1juO7eBR359O8be/At6YdF7R1w/chu/JTHvK3596DKiIcu8jp0yQnQ7V0H7tmjIBmEBmZqJEcpsCUmB5fUHNopUsOypqE43aSpcv3Sxap8BWyzVHh+NwM7f0/DlxfE2PRzJCLu5uHGPeDhvQRc+f0qfv3lFPYfPoa9Ry/hu9+e48sHWvz0PAdPacf4jYMdhqbrsJym8zBKAtWT59ClJdI+sSrVIBvDh0zaAhpgi6kjYB6lv34wM6CEnd0MpU4FroM91FWoLOkInqug9aFBMTO/tTInG6q0HKiyaPQtt4G6mjM0iUpo6QBGl5oOPHsG7Y14eFRpDN8efZCpVsLOho9uzbxh38wTHAHVL64CXEcaXDs4QkvbVfY0Eso8CaxavAOb7iPAqUIDbmY6MofqYOY/1aY8Auf5bTgIqKxZXqIwyObR4PmdwYPRYygN2Dq2g7t3dfBoGwocRKji4QYvn7ro1MMP85cvweK1q9Bp5oeo1qUD8i7cQvy3B5Dy20XkJqRAmpCO/Fv3IHnwDKrHcZCdugp5TCrShAI0GNoPTZq+pc+PCQRfx9efzMHUhxkwMFud6g2RQwPp/CwpHbjTYxoeBFw7eLt5w07gAsIM5qlvUeerkZGhxLMYOS7fycVvV1Jx7vdE3L6QjBwaXPMUWji4iGDvYg/X2q6oWd8LXRt0xvttRmBKp/F4y/Mt/bzy4NLcaTvqF9t67X8BYGEpH8zc8zyBHeyruKH/BxPQLagfBndvh56N60D8NEo/r7x+ETmNGlbML2VCEbUbDu7fjES+Vg2lkvZRQldorG1hRQNnZl5rZlpX5le8TNr/O4jsYC0SgPnhSGDHhz2UsFbr4O1dA65CG3CkOdBkpsDa2go2Gi0k1A9Sw0dObBTsHR0hsrGFRqmAGtbge7x+syH9k/y3lz+ncIS10aerH/pWj8Xqn5LQuW092HG0SLm1C/Pv1MfCkR1QNfUkJu2JQ7NmzshIiMX121fxRMeHSOSJmnZUa/9iNPd+gfbuHyBqOhZivqrKT6ZbNh2pEoQnSBDmaAVuwyp4K6AaDcJ4yHqaBx7RgcvjQJanQk5GAWyqCqG0FyApW4nHdzJxLTIHGfEFsCrgIipJiWOxCpzW2iCzij1iCjjIlKrh4umg/wmJyDVQ2nDxgAYxv+YWwFquQnVrNexrusLKlQaN1kJmPiEqcCkNDKvCim/3Ws1zzRCd/Bhn7x6jZQfeKpDB9b6K/m0NLpUjh8ujcmDm9bUGT8SseEWgFChBeLWgpYEGURVAx0zfwgQjznbg5GXBs4o75DRgf6dZQzjTIBxCGkC4uIBj564PIrQKCSDJRn4V2mZ1W8PKzg5caxrk8Pg0+K4KjjIP2tx0OqCKh/r5XSR71kGtGs1fCkD+S/NclwQji8Ig10Zgixq1asK7Tm00bPYWfJq/hWq1a6F+86Z4268b/N7phRZt28BWRDsngQ0c69YEz8YGBdEJyL0cibwnsSiISYDqQRSUj2KhvhdNA0jaqVRzR/WAnmjTtxecnJ31r6UUPj0vazD475nn2gzGujCbFc+wKIUNHVC0adkJVapVg1NVDwjtnMDj85ANOmgXErh7OaBaLVc4uzhBnq2DwEYIV9oZuzg7wNXdFY3fqo027ZuibkMfNK7vg55NO+Kdxt3R1LMJnIU0LRpY6+Vnkrc5mHPsPNcsDGWa5/o1gnmNUkuDYQ31Y4zvR04mbNJTwHN00H/oKKL+ikMDX5WOAw3XClprAbiu7hAnJtK+XYoGNaujEfVlNRyFsCZq6tvsoWUWkMkvAKE2JuTIIRQ6wAoF4HP5+r7Kxs0Dnu2aQmClg+Thfdgxr5+kpqAgJxsOjXyQ8SwKv1y+ieaNGtP4QAod7dsL1ErY9+qJvc+l7DzXZeQ/HFyrkZKRCxuRkCoewOOk4dxdNbq2q4Pcmzuw4G5dLBrrhzrMi0Y6a7h5Vocb7ZRtbfjIin0Odb2WaOVWDR7Cv/7hv/LRJeieRjJFpkEszU+n0U/woSwgOFyXjygnW/381A28rFC7kRDpUg5y7mVBSQNjGyYQEPFQhfZdw+04GOliBZGUICNTBXWBBh5SaxC+EBccuLBr6Iy857lQKdRwsLehnScd9fK59DwdXdvwYGvLQ75Sh7vg4B4NtDvWcYEdPc5hnuwyz7/UWmitbGDt4PlaBddMgLbnt/VIl6WhirsIb9fwh210NLRqBbgSGlxruFA6afVyV+vUIFwtiIcIuhwXyBPiQZx0kNbUocBGAX5GKpCZBXCFaNCiLkQCGQ24aRt4uEGb5QDNwzSQXB40fBpoe1eD3IYDRzoYIRrqEG10sHapCVAHqE18AJIUA21GBmLowEZXpxG83Bu9FIT814PrlyFUV/lwruIKd2qrtRs2QPP2bfFWq5ao7VMPrlWr6M8zv3Iy2DjYwaG2F5wa1qcdGweqtEzoCphVGpml/2mnQ/Vb0OItNBg2AM38feFS1dX4dLcoELQUEJryrw+uTWB+BvauVhvuNKCWyHPxIOYhHTjKYEuDbTfqK115dnC3coC9vSMNpqvRTr0mmrs1Q4cGHfB2w7fRum4rtGrUAh1atkfPVj3Rv8076N6oC1rXaqn/YLLwCblBjkVPqy3JkjnHBtcsDG9acM2gUmuQn5WBtPg4Gntco/bnCQ+vWpBmpePStUj88fAZrNUFuH/zJuLjxbhz5z6eRovRoXljdGjRFJ2GDYZ9NXdoMvLAd/eisYECyYnJOPPwKWxon2xra00jPUMsQGg61o6u4AlpoJ2TQ+/JhEv9mvqFZaCQIyExExlygrrUh+qy0/SvNmTnS+HRpR34TVpi+81ENrguIxwaWLw5v28WQylNxY2d3dBs8H44VGtpPGpEl4sLP+9BWLwKfAHtdBUcNO0zDuPwE3pvuIbqLRrAjfH3HCHa+o/FiJqFT6hVOPXdRiQFfYIJzHKOfwOyZ9ehCZ0MoqDj3Dza/dGRbrJSi5s5KiyhgVhBXRc0aeEELT3foAbBzSsyGpQVIP5pNqxpQMxR6TCSb4W5rRwhsLMBsSaIlWhx4lo+nBU2uODJx5XsLLh42cNKpYWoqh1y85Q0KOSDS20ugwbUzIIqtjRYV9COTqfRgkOv8XUVYkmnKrCntit0bqaftoxT9S3YNBiIy183R92ui+jAZrCxFv9eGBP4/d6PiMt5hEFtJ0FE+MgYNQxWmcyTeB00HDV4VO5caxoM8KzA0Wogr26P2Bq1cKNeDNQ27pCrU5BboIZHHuCb6ooa2Tawr98SPHsJOM42UDyhAfNzGXgaOiqicTqnbV1k1VFBUM8L7jxHZPGUNI1ceGqFQE4WDdyzaRCeAUVeLn5pUAOtWg5Co0ZdjSU2kHx3NxJufYP24y8Zj/x5tj8Lxy9JETjo963xyL8b/fuI5YBp68JFj6g6658aMR/85qekIvN5DD1A4OjpAadaXuDZ2hiDPiYIZD5xMHy8WLiVlQ0Pv9UHhif998LFxsl49O+FqXdZXD0zX7XhXx1ScxKx4vhaVCdemBg4lpEChAIhlEo1DbylsLbmwVFkDxtm6XMqDyZ1RiqF2TAiopLSB9PMax8Vhbk/WZ6GoHPj8X3nDWjs5GM8w/JfY9vl51j56wPELBlkPPL6UmiT+dTHp0Q/R+KzZ0g9uAMtO/nDsao7ZDTgllBbuxl5BynJaXgSJ4ZKq4WDhxs6t2wKRztb+NSsjrrtmkJ97wKUCj74HtQ2lHJEp6TjTGwiHl26hMYO1hge2BdONRvTYCIXGmrbzEqPGuZ1RLUEOp4IGtrvRz95jGtPotHmrUbgMzOU0X5eQeMG767tUaNbdyRoBXh703n8MaMXmlZ3NtaCxRz/3eD6NUJDA2jZskHQpWTQ0SbwTKrAggI57svV0NAuz6m6Heo2dIJrdT7cq1rjwo54ZCRLkJ+poAGCFdS5Kiyq74QJrV1oAEwbXf8CFrUztTWe38vDH7ly/EqD8cdSJdzqOaJW8yrIpz2jNY0+8rNVyKLpyDNl+knsa3etgfgEGZQ00BBCh/XtndG4Kh8OVRvAhnBhVX8gnOt3f62Ca4ZCM9AHCfRvye4dkB78DtwMNazowEtW3wZxreggI9sKomwNNO4uuN+B4Em8Fp4qJ9TN5yNLko8EDytE5SegvsoK799xB7/P25DLNFD/8hTc1HTYiDTQyWleLWshPsAGLo3bwlqmQnbeMzTUuoMrlUObnQOSlQ9tdAwe+lRDVPOaGOj7MZydPfVlLIQNrsseNBaHuccwfzxzb+H9hLY/V79YjP6pauH7wEyU+Cd4vYJr42CFXquhgXauPBt2NnbgFz5x10fPhj9N/2ZkpaeELPTyZINrlkrgTQuuGWRSCdJioxD78DESjv6I2u5V4eHTDHb2Qv2DNGkBMzUojQFys6kvAuxcXPTfmcjycmAjyUT1lu1hrcmDOof293xr/dS9Z289wUManPOIBvX5XPQcOhTS1DQ4MIuhEQU4zCBaTSDPykSiJA8Jj2LAsbVDdXcPFMgLoKN9vVOd6qjVpTNcGjQEjwbjMXlqtFv/Cxtcl5G/59Ery59CRyNibvWG+g5PpeRgXUYeHml14LoI4V7HGZKobMRcTcXzy3SkqwG6j/WB0IFP+z4aLGgJ+PbWcLCmAbWKNreKByKhSdEgXUTUeKu+AB/WEGFvS1dsoUG1MlkGKw5Bk9YOcGvsCF41IarXc0KVxi5oF9wA9FYUpEigTsmDHS0DM1dwntIGSalZyBPUpiPnVoZCv2aYBlHMv4oenWDjUAdwt4PMhQNhvAqeYgHiBnBw5QMeLvlLoZGqMTWrG0Zec0aHGxz0vUEw6XIN9LNpDrGtBj8EKJGdkoa8Y1eRX5CHHFsBUgkNwq0KEJv0CJn8XFx5+jtuJj1AvQwRSMxz6LKl0CakQH3rGeRiDeLqV4WTSzU4OLrry8ZSOTBtzARtzHR6zAIzfD4zvyszjR9f33ExHw/pn7gadeK/AlNn/UYHz3xrPtwcPSAU2FE58QyblfHfYn9bca0MG72v+PZnAmsWljcdG74N+EIRBHTjO7rg2eOnUGYlQavWUP8DVHWtCu8a1dDIpy7eatoUNVycYK/Vwl6WBhHzjY+EBt1W1Ebt7KBVyvHsWSziHkYj6c4TFKSmokbTVhDV8YF948aQy/Nw8+59RN64jGzCRabWCinSfHDcqqFGnfqQQQf7ZvXQKHgA3ho9Gq7N28DaqQq4NrasHZcTVlqvAcyzJKshM8Cp1xzqAgWyqMGJ3OyYR0I0CACcPR2QGZ2DpyficePnZOTbKxH0v4ao38oN1HaglDHrNNFRMk2I0GCb+ZPG1cybMXQEy9WvMCgS8vWveXSjwUXc9QzoY3GlDt6eNnCqK0Jjv2q4dykZSZeToVNpIHQSwKehHYitCFWajkLNngvh2XEi+AKRodCvOa7V6iJj+mhoHKrCzrkqCmrxIXwgR6PfCITU4zErOPod84bwagwQFQ2IEwCpApyCRPRIdUWL3Lfw87HnEEc8RxbPFhKFElYaCXRKGZLpgETuYA+VIh/IV6M9zxucGDG0sZnQxN6G9lEypHQUE9e3MXV6bqjn2YE2NW0Qlj9F4QDqRWBtDP7+i0E0CwvLP0uhz+HSwanIXkQ3eyQnpSGXWCEnNQ754hgQZSZUkhzIM9Kgycug/YcSsqx0iJAKZ6dqENEYgMgl4DDzWDMzUAmdkcGxhq2dEG3r1INaBmzYsR97dofjh30/4fy1+zhw5HfciUrDH+cuIV6lhJNXY1R3cIFCXoAGQwag+cjRqNahK4RVa4Bna0fLZ6P3kSzlg5XYawCfRtA2VbzBn74R93p2xbMCGpzlKWDLp4GBhxCCDh6o26Mm7LzsEHtKjMtbYpCi0KHXp23hN6g2bIU8SGlkrX+fkrFnunGsdPpXRMDMPsizBsnX0iDbGi2q2ICTqYQ62/D6gqOICxuBFZ7czoVSynxRyfx0Tm9LleHGUyki+LVQtWkvVKleHzY2zMIab8ZU88yKVA3f7g2PbbuQ274FVPnW0NBBSJWrOrhk8eAZ6wz75woaVMeBMKtjcemgggbOuvR8qOMT0DfPHi0zbPA09T5ysmKhsNEhn2uDXLUK9kQAF5sa0Ebnw6WeFnd1NyB/mgzNkwxo7kshk/HAGRYMXafWsKbp1vduwQZ/ZihJLsyxwu3Fk1hjAF24sbCwsPzTFPojgZ0jqtSojubDhqJazZqIy9ZCnJqC5CdPoGVWimVm7ciLhzY/FwKigrKA9vtV3WBr7wSVXA6NUg15WhIELvZ4q7s/uk3/AC5v1Yd39WroWs8Hj89fhy4hXb9CY7OGDQGBKyRqAhcVB075BeDbWMG7Wzt4tGgFvnMVWNuKYKX/BY+ZsMDgL1m/WT7Y4Po1gFFq5r1F5qnwr3la8GiwyxzjudnCs64IGhpk66yt0CSoHuoPrgtnFzvc3iPGHzHpsO5dFYO2tIAy0A2p1XTQ8pnZLmhETbT0X0LTpcEy1wqEmZFCrgXzvV1NHh0NqzVwdaFGb8t8wEigpcGJyJkPSFXgSFQgKg0UCfn45bcrSMmN05encHuT4NkKUXfOcjiuWonMt7sgQceH7WEtvJ+6Q6fIpfLKQKoyA2lqKTguHiDSHHCz8qBVF6Ch0hFihQxiWQYK8rJRQCQ0yKNyp85S9zAK1RJqg/8kHU5V6iNxaAPk8IRIkAthveB/8PzwI/1PdDWrNgTf+t89w8Q/jWkAzQbRLCwsrxOMnxIIhHB0c0fdpk3h0rY97mVkQyYtgFzNRVp8FO1vFVBpHaGRZcJaYEP7YgfolAXQyGk/nKdEUlo2JLRvzqXBsnPTZqjVpj38pk5Fj9lT0HzQO3jnvaFoPWIIukx7H817vo1WPrXQql4tCGx44NfygNfQgfDq1Qt8B0caUFu/8KMsFYf9oPE1gWkmDQ3KPpwxFr9c+wOqavZwaeQKNxdraBQaPPvhOR1xCuDeoRpqNhKilisHuUou1ELATsAE0YC7lQbVdSo041RFrSgFhMkZ4KoIdPmGj5iY1RY1HC4KrAhk1a2Q4sjDbT4X52K1SI0pQGpUNh0xq5mH1+BSoyQ0UVFtJ5xY9z0aebakBln06sLr9kFjWWDaQJafh/OX9sIn7DEcbt2HTJWC+1oNUugWULsrbNKioKjqAp13FUTceoDI1BhUFwlR29kbWoUSIo4IIhsdHBVU1rb2UDvnwmNAZ0h8GkPrwEPDlv31H6wwealVcv1Hd7b0upL4qz5o/O5ZGPjcv3cV0jcZlY75xccAK9eKUShD9oPG/zbMB42fHLmNU5O7G4+8/piGYAq5DJLMdIifPkX+0+dQZqTDzsYKXh4e9Do1lNkZsK9SHdY2tpCrpBCKnFGg1TIvZsPW1Q0C9+qwYlaR5VhBRwNkK318bAiSOVZcepwLrVIBZV6W/mNuvlCgX5jGytoGHBpUMx9yF1I8uI7KkGDaoRvsB41lhA2uXyMUBXK8E9wLDxPjIKrlDPeWVeDK0eoD7LtX06CAFaztbWFbzRa1almhjgcPDgIVbGiwzOPoqHECPBoQO/GdUUvoheoqFVzP3IEu1rgyJY2NOUInaooCEI2EGpcNFFYK7M8sQMhvYnDsrKFV60CzBMeGS4NroEvXjti1ajuEzLtZb3BwzQS5P9/ZhHsZf+iXmQ3eWxuCO3eQrMvFI40SYkUB+tZsAx/qHLV2IhTY2uJ09APcyE6Bt50QrnxbuPCEsOPyYc+lwTMd5DCrWTq7OsG5fXPU2rJS/xFZefgrguuo/Dg8y4s27rFUBlK1DPGyRDRxamA8wlJROrm3hSPfwbjH8l+jMLhm+edgg+uywQbXrxFp6cnoO+YdJGXnQG5jDe93vNHEyxpODsxCLwSZGi44GqKfj9reWgcBPSaim9CabnTUmk9jaLWKnqcjXTsQeHLVaJKqQPXbNPDm0XsJ81M680SaBnmEjmJpMKgTOEBjLcSIX67gbko2vV8HWHNosM6FWzUXHNpxELVr1Nf/lMTMFlDIm/jkOl+aha8vz0BudjIGfucGYUIS5Op0PFYrkKZUooNHEzTScaCispfZO+DHJ9cQI81HNYEt3G1FcOC6QcCR0QGRCFa0Paw5AnhUrQp1v25osPCjV54UlMZfEVyzsLCw/FuRqzTIVxT9EsTy91NFZAMe7b9YLMMG168RSoUco2eOwW8Pb4JT1R5uLVzQvqU1bGhgLNRWQ1yWBCkSCZhfnms6E7gKCNzsAScrV8gKCqDhqGhQrGUew6IKUcNJq4S7XIt692ggngxw+frJ+5jH2/T/ViBK6sQEduB6t4Bq+DR8G74f23fvQPVqNdCybXP0e+cddG/fQ//EmgkMTYPDNzG4ZpAr8nHr6Xmod5+E220ZuKnRyCvIg9LOHl5udUGY9+Po+CPfoQr26u6D5FKZ5uWiio0QHnwX2hbWtA04sLPiw8HDG45dWqP2omngi4TGHMoOG1yzsLCwsLD8+2CD69cILfNub1oi3p/3PjLlEvQL6AenGo7wcnFBv0ZBNGZWI1OaoZ9TWanOQ7pMjJyCBMSkP0KOMgtOjgQ8rRbSLAIvBy1coYGbkqBu1SDYn7gEThqNsJkPHHU0SNYPTJmFJ7iwqlUHNkNngdOgOZRKlf71Bf3ctvQyKx5fH1QzavRfCK4LyYyJQ8z7S2BrpYFVXAwETlVhw7FCQVoacnkcJFkpEeVjD5GTK/KjUiCPjoEjzxaONLgWWtnB3cMTNm2aoOHSWXCpWsWYavlgg2sWFhYWFpZ/H2xw/Rqho4Ex8+5vniRHv8CDwEZoCIaZp8bMf/rglnn6zDQpodfr9BO/a7QFSEi/TwPyh1ATBRyseCAcLqx1PNgQe1Sr3gPWag0U536E1ZNL0CUngyglVIA0NZEQnNZvw3rEQvBsBMzXF/o09cE0l6NfSILhvxZcM/W9t/8oJN/+ROUVBysVF3Z8HYgKSOBa4Y6jFE6Na8LVyQ1WMitInydCo1DAhkdgX6UK3No2gmOb1nBt1gSeXl7GVMsHG1yzsLCwsLD8+2CD69eIv6WpiA46lRKqrGRo8jPAr1YbVvZV9F8ZmwbPhZR0jOG/EFxHP36EgpuPkb3vBAoys6HQaWHt6YwCT3dU79gK9jW94OTshByJBCI66JFkZevnFHdkvux2cYbA2RkOTo76aY8qAhtcs7CwsLCw/Ptgg2uWV9Bqtcbn31Q1OFaMkjBRdLmCwDc9uGZgTEetViOfBs1x9x5AZGcLvp09nKtXh52jg35ZbQZmAMJcq9PpDHKkm7lBSXlgg2sWFhYWFpZ/H+wnnyyvwLz2Qf9HA0BmXkwaGFYgGBS61AdP8GZPmcXIhM/no0o1D7Tp3RONOnVC3ebN9O9QM8eZ84VyY/5lltq2orItryxZWFhYWFhYXh/+E0+u+SJ32FVtbDzKwvJmkB0XAZ6NAzpMvGE8wsLCwsLCwvJP80YH1xpFHqIvLDfusbC8eTDBdd1ui4x7LCwsLCwsLP80b3RwzcLCwsLCwsLCwvJ3wr5zzcLCwsLCwsLCwlJJsME1CwsLCwsLCwsLSyXBBtcsLCwsLCwsLCwslQQbXLOwsLCwsLCwsLBUEmxwzcLCwsLCwsLCwlJJsME1CwsLCwsLCwsLSyXBBtcsLCwsLCwsLCwslQQbXLOwsLCwsLCwsLBUEmxwzcLCwsLCwsLCwlJJsME1CwsLCwsLCwsLSyXBBtcsLCwsLCwsLCwslQQbXLOwsLCwsLCwsLBUEmxwzcLCwsLCwsLCwlJJsME1CwsLCwsLCwsLSyXBBtcsLCwsLCwsLCwslQQbXLOwsLCwsLCwsLBUEmxwzcLCwsLCwsLCwlJJsME1CwsLCwsLCwsLSyXBBtcsLCwsLCwsLCwslUTlBteqSOxeuAS7b0mNByi6HPzx9QIsCX8AjfFQySiRm5aKbLnOuF8+dOkR2PK/eZg3bx4++4zmt+YrHLgkhtx43jwKHH3fH4vvlFS6LBwY2xWfnlcZ901R4tRkf8y/VtK51xEp7n49FR9tvoacijXBfxbF0ffhv/gO/cuSvvz3KJtcKmZHylOT4T//mnGvFBRH8b7/YhQ3cc3jbzGqew8MGPQ+vrpr2TuVj3+HHmQdGIuun5437v13+evss6T0NIg9NA8fLj+DZK3xUIUon12Uta3/Op2vIFkHMLbrp3hZhLE4NO9DLD+TjD8nwlOY7D/fuFM6RXpSSWjiceSziVh0QlxK7EMpSQ6VRLl8pcV4qCS0SI/8CVtXL8XSVZuw69QDZP+pRvur+Pt9cuUG15oH+GntMkwYOgU/JBkjNJKL6/vW4svjT2CxWorT+LhpbQz9PhUVie1I1mXsv+WEoOHDMWzYIPRu7YrkvRPQc8iXuGkS65cPVwTvvIC13fjG/TcXTdwfuO02BZ9PbQ9n9veMCvI664sG91cHYfoppXHfPJr7qxE0/RTt/svKv1EuWjz98RA4k47i2OHtmNKcZzxeGfw76usavBMX1nYz7pWf8rdz5VO5Zajsdnk1PV3GVVxUBGLl//xR3cp48G+gbG39V+p8BXENxs4La1EkQh0yrl6EInAl/udfHX+jCCsZHbJvXkR+3xAs6eeNUiX9ihxeB3RIPfQB3g15BNcOfdCnY02ornyF7ZdKf6RZYTT3sTpoOsrQTRXj7/fJVksoxr//POp72L/mMB5lPsDZSBH6BHeCh1UuruzajAsOgzF7cGNYpV/EV3OnY/aiNdh64Dzi+Q3RvkE0Vr0zAbue5iDh9jHsPZ6J5sMaInbrAsxbtAKr1n2F8N9iIWreBQ1lP2DSgI9xwa0/evkIjRnT4DrzD+y+5IVZ03vBy6M6vOq8hbf7vYv2icsx/df6GNejBg3go3Fiw1KEhO7B6ftKeLVsAg8BdTjH9iHR2xMPv16G9TtO4FamExq3rAl7rgrXQpfSvLqiKY04FdEnsXHZcny58wTuyjzgJP4daS1HokcNK6jiz2JLyHJs+P4oriTawqdlPTibWpQ2DdfCNmJd6FZsP3gBCaLGaFfPqdjoRoHokxuxbPmX2HniLmRufNz4/jxad2sOZcRqLLldF76N7cFhLlWex+dLbqJT98aG+05swNKQUOw5fR9Kr5Zo4iEwXGdEm3YNYRvXIXTrdhy8kABR43ao58R9kW73ji3RqlFV8E3SVV0LxYoLauSf/gIhG3fi5D0FvFs3pzIzJqqHkdEKXFDn4/QXIdi48yTuKbzRurkH9Jep4nF2SwiWb/geR68kwtanJeq9JBgVYk+ux+JltM7HzuNBpiMatfCGnbKktjKpkeoaQldcgDr/NL4I2YidJ+9B4d0azY2FM9ce+jr9LkfGsXXYFl0TfqoDWBEhR+bPa7Fi8z5ExNqiUWtHPNlJneKab3Dociqcm7VBbXuuWRlqnh5DeEp7jPZzMepLJ4hOzsT4BVuxLzwc4XTbfyIVdfq3g/XNMGxcF4qt2w/iQoIIjdvVA03iJRTRJ7BhaQhC95zGfaUXWjahslRbrm8hqtiTWL94GdXRYzj/IBOOjVrA/cYaC7rDoEXs3ln4KPQUrtKOLeJMArwGdoZH4qsydEjYi1kfheLUVRpERJxBgtdAvG1zs4xyKcWOqmWatxFquyc3LsPyL3fixF0ZPJzE+D2tJUYzdv0CM3ageYpj4SloP8oPHvrEmPrOxJQtEbh39zLO/ZoAd8eL2H6nZBlZtgMVxL99hZCQDdj+00WIBQ3Qur4It0zqa1EXzaRrTtf095RRX5lrl15wg19TZ738SrInc2WomvJqO3f21iL+7BaELN+A749eQaKtD1rWc34ROGif7cGisAJ07FDDeEyLuAPLsFvaAe1rGI+YqVdJcmzBO4lPi5WhbfRas7r8l9qnSozfvgpByIbt+OmiGIIGrVHfWfeSXjPt/NX6XTh38xbuJhW2cyn+0QRL/UuJPuEld1jY1iIz+VVFSjGd9xrYDiSihPbU+9bfIc84hnXbolGziwoHVkVAnvkz1q7YjH0RsbBt1BqOT3YiZMkafHPoMlKdm6FNbXtqq1qkXSuHDEW3ELr0Aty6NoUz7W/jz36F9bvO4eatu0h6oV9llWGx/tPDCeLf0xAwuofhXCl9ZJGeVDVfh0L0MroIriYC65eux44Tt5Dp1Bgta1IZ6Pv6L/HV4Uu4ee0WEk38mOzJUWxcvhKbdh3HjQwH2D3ZhePqjmhb5eYLOYhulN8vvIQlX2nGDxShofFQOFLaj4Jf1YxSYhYlfv18E3izvsP0Tt6oUashWvv1Q6ea1vqz5nRWJf4NX4WEYMP2n3BRLECD1vXhrCumcz0aQXKqWHtVTcG+WR8h9NRVXL0YgTMJXhj4tg1ullhGg878Ls/AsXXbEF2zC1QHlhts1aG0elUSpDKR7SYDbaxJh9HjSDOhgDScfIKkq2PIF134xGn4D0SmvE1COjgQ+0ZDyaIt35D1M3qQGjbVyeCdN8m1H+cRX0dr0uz9r8m+I9dJiiqGbJs4mEwN2UK2f7eSjHhLRISdPycP760nflU9SdAOsTFTA5pHIaTr4N1EZtx/Qf5BMqrLZ/SCOLJ7VHcy9rsrJCknkzw8Mo/0D9pAHqgLyJGx9UidnjNJ+N00Isl+Sk4sfod0+/gMySH03PieZFGkmmjj95ARnYNJ6EUxyZckkktbxpP2NVqTuVeVRJsYTkb7Djc5N5L4jgoj8VpjGSjapFPk221nycOUfCIRnyML/APIxiiN8SyDlsTvGUE6DdlAzsfnk/z4C2TTmA6kZrt5+rOy3UOI3+rn5MUdsjDyrt9K+oeGxO0eRbqP/Y5cScohmQ+PkHn9g8iGB2rDdXq0JOnUt2Tb2YckJV9CxOcWEP+Ajfoz5tMlpODIGFLPZxBZdjqG5MvSyY3Ng0jbcT/pzxVBZTSmHvEZtIycjsknsvQbZPOgtmTcT9k020QSPtqXDA+9SMQ038RLW8hI31EkzEQwmqj1pG+vpeRKWgGRpj0gp49dJqkqc21lvImh4AgZU8+HDFp2msTky0j6jc1kUNtxxJCt+fYoODKW+FD9Wx0hJjL9/hhS1yeIrDoXTyRSMTk735e0aOlPxmy9TlJlueTpwYmkXb8tNEPzMiw4Mp70XBTJ/PVCX4ooIJGfDyD9Qq4TqTaJnPp2Gzn7MIWWS0zOLfAnARujjNcZ0MTtJqO6jyXfXUkiOZkPyZF5/UnQhgdEbaG+L9BEkfV9e5GlV9JIgTSNPDh9jFxO1Vps4yLUJHJRTzL+SIF+z5IM1ZGLSM/xR2jN9FeWSy4W7cicjWjjyZ4RnUmwiR6Nb1+DtJ57VZ+PAQt2QGU3vuci8lKzFKtvxexASxLDRxPfYZvIhTiaZ1QECZ02nxxKlRXV16Iumk/XvEzLqq/MtUb5m/V9lsrwajvr6zo8lFwU0/ZJvES2jPQlo8Li9Wf1qO+R5X1GkLA0o30rr5DP+k4hpySGXfP1MidHbbEyWGqnv9A+jX5s2KYLJI7KLyoilEybf4ikak302mw7W/CPJliyC7M+wXgvw0t1NJufqc5baE9qL2N9GpGhqyOI2OAkyZi6PiRo1TkSL5ES8dn5xLdFS+I/Ziu5TnU99+lBMrFdP7IlhrHVcspQVmiblvSrLDI09J+dg03uH9+e1Gg9l54rSx9pIsMy+Gm9jBrUJ72mh5HIVAnJfnKMLOjVlXx8JsesH9M83UoGdX6PfH1JTG03jdwJn01612tIJpyg7WHioyriF15gyVda8ANFmOh0qTELleuuYNKm1yfk21N3SUqhkVLM6axSbyfDyKYLcfR4FIkInUbmH0ol2pd0TmW+vdSRZFHP8cToti2UkdZjrA9pNHQ1iRDLqOTKU6/KodKDddCxoMPbyxG+1g/Z343HuG+jX7xvpLq+B7tve+CD78KwdMoHmLnhB6wJKMCJXZfg0acDvPlWqNIiAMED28LDujbGrV2DYXTELRDUQKf2daB+cBuP6s7EufRE/DjWy5hqKfBd4IR8aKMPYGdqN4xuwUNyVCzkngMRKDqOXfp32uzQY2YIhjVzg52zD/ouWA2/u9txMs+QBPMEJmb/TkhGbcSUTl6wt/NEx0krML6F8dy+7cgZtt7k3DqMkOxAeFTRy0fc6n0w3E+A6AvHceS8GCLHFNx9oDaepWhjsH+nBO9tmo6u3vaw9+6Cj1aPxVtaYrzADNpoHNiZim6jW4CXHIVYuScGBopwfJfpO1ZcVO8zHH6CaFw4fgTnxSI4ptw1nrMEF069p2FO79qwF1ZFmwkT0SrmovGcCVwn9J42B71r20NYtQ0mTGyFmIsPaJX2YXvOMKyf0gle9nbw7DgJ60ZIsCM8yngj1Ra+PQSSKNy8+RAZ/AboHfA2qsRaaqsiuE69MW1Ob9S2F6JqmwmY2CoGFx8UlNIeVD97TMIMXy8I9drPhUvvqZjp5w07kRf8pg6hI/lOmD2hLdyFjvAZNBm9pVf115Vfhjpkn/kMc+4EIXReW4i41dFnuB8E0Rdw/Mh5iEWOSLn7wHgtgxbRB3YitdtotOAlIypWDs+BgRAd3wWm6iXX10QmHD7sBRJE3byJhxl8NOgdgLfdK2LiZdNpA+WRiyU7oimZsRFtzH7slIzCRhM9WlF4UyFlsoOKYsYOqM3u256DYRs+QpeaTnCt64upm1Zg8AuZlyZHc/ZlSaZl1dciLPu+Mtp4YV3XT0EnL3vYeXbEpHUjINkRbryAwmuC94O11I89pTUHco5vw4O3P0RPO8Nps/UqVY5l4a+zz0I/tuGjLqjp5Iq6vlOxacVgFBWvlHY24x+LsGQXln1CiZSaH6WU9uQ49MCkGb7wMjhJcF16Y+pMP3jbieDlNxVDPAToNHsC2roL4egzCJN7S3H1Fu3PKirD0vSrtDrR+5n+c9RGk/tXjIdBhOX0DaX6aSOCbvh41Ui0cLeDc4MALKYxz93tJyEp0Y8p8OTgQXDe34APO3pR23VD82HL8HF3u5eenhuoiF8wYMlXWvYDr1JqzAIr1Bwdhp9XtIPs942Y1LcLeo5YjlMJKjM6uwOHdzN2sgEfdakJJ9e68J26CSsGu9OameicTWyZ28tiGTkO6DFpBny9hPr0Cym9XpWDaZ6ViDUaTtqJHR+44LdPJ+CbKMNb1ESlgopjC6GoMFs+hEJrelwJdbEYUpd9HJPatMboL3/FrQcPEZWuoNqh1Tvt8qCJuoIHjk1A5FLIMu/h5KFDOKTfjuC5Zze0Zn5S4drDxaXwx00K1xXOAjmkL3SOQCLVwNGF+dnLCHOPE/OzEoH0lXPU2By0kEmKKqW8vAADJobhab4GhB7mcAm0pi+XEwmkGke4OBQ1CdeeKYfR9Dj0X2JSe7UKauZ+Qsspy8S9k4X1OoQjzz3RrbWT4To9SlxeMAATw54iX0NoiTngFqZlLl09HDg5O5u89yaADbcEJeQ4wdnZ5O04gQ24ajWIVAqNowvsiwRDBy8O0Mokxn16xGsCdu4cA/tHP2LN5P7oPmQtrmRaaCsTOE7OeDlbLtS08Jbbg9bJxcWkThw4mtSRayuALS2zS+HNHBvw9XW2IEMzaGP3YNoXHHwa+h5qMxkoL2PBgIkIe5oPOk6maXOp6F9SAsilMmTeO/miLQ8deQ7Pbq31P0mWXF8Tw+F6YcLOnRhj/wg/rpmM/t2HYO1VKb3RUhuXRNl02kB55GLJjszbCJG8qkf2Lk4v/SxeNjuwQEXsoNBmiwpWjNLkaM6+LMm0rPpahEXfZ7YMxSDSV+rKtXOGg1Zm3GPgotrQiaj927f4QxqDsH0FCHr/LZP3Tc3Uq1Q5mmC2nf46+3xV/4pTSjub8Y9FWO5fLPmEEik1P0op7clxojplkgTH0cT3cG0hsKX3FikdbPgG31thGZamX6XVqQQd4tq7wIlxEuX1DaX6aQNcB1e8HDa4QEBtTWLGjzGqWzYq4hcMWPKVlv3Aq5Qas+jhwb3NUMxY/T2OnIvA7sExWDj/sBmdbQUreTE9N+GFzpWjvSyWkeqMi6kSGylbvf48JUu1MuC6oe+6/VjRQYr4FIMC2LQdiL5eT7B9znL8cPEqfts2G8uPKtAm4B3U5NnDXqRF/M2zuHIxErHPr+FaghO6fLgEy+aMQGNbFVUmGnSLw/FB1+749ESWPk1LaJJOYf60X9B65gjwGvWGn5stmn24DKtXr6bbIkwaNxaBTah1aKJxdOcZpBsFLLnxHY5xuqKri2GfUaBGPdsgPjwMz4wBt+pZGPZE5NMy0XO92iPR9Fx0OPaL28KfSVuPDtl3IiEIXIhZE0bjvRHd4aGV6+vzAl4j9GgVi/CwZzAko8KzsF04l2e4ilfLG6rIG8jQl1GLhGMncJO5kN7X288Nts0+xDJ9vVZj0aRxGBvYhLnQgC4bdyIFCFw4CxNGv4cR3T2glZeSbiXAa9QL7RPDEVYkGITvF6Otv0nZpCmQuvlhzCcrsTX8EKYIj+Okrrv5tiqVsrRHBbAgwxKR38Ca6YfR8vOV8Dd2QrrsO4gUBGLhrAkY/d4IdPfQ4uUkaNl7+8HNthk+XGZoy9WLJmHc2ECUrehSpEjd4DfmE6zcGo5DU4Q4fuxRmduYx9OiQM448VJkyONBWyCHvmsrl1ws2ZF5G+E16ok28aZ69AxheyKQb5pNWezAAhWyA5qnf7sE7N/7jHZ7DBqIL57FvRe/eFVQF8ura6Vg0fdZwrSdaV17tU98yT9Fh++HuK2/fu8FIl9M6h6FrUs/x2nPcRhazaSLMVcvS3I0LQOza66d/kL75DXyR7uE/dj7zPgVlUaMi2fv4UUz/2mfY8ku6Lk/5RPMUNb2LCcVluGfLQ+9v2eb+GL95x5EME6CniuPbyjdTxvQRB3G92fSqedikODGd0dBunQCVcQS/JgVGgQPA9k+A19fSYJUno674QvwxS95xvvLQBl03JKvLJ8fKEPMAhkiT/yMJy8mjODRQN4RttY2ZnR2MPr3boeE/XtRpAYXcbbIYRqw2F488LQF0HdTZSpjcSpyT8X4M+ZZOoJmmBH2HR52G46fmH17f6z58WuQGSsxuddqKJwaoue0vdj0yVvgWSkxcVZ/nFk0ET1OdMKyM1sxb8xZfDquNlx5tdGtrRNsmJGfLBVRT57BOYP5ItWVSfUFqlubMSLosGHEoFNSg/BEr4UH8LGfIz3QCQvXR2PuzADsJzZ0+KKBc7c52DDXDbBuCt+av2Fa0HbqxBWQct/C5M0L0NBKg6dMWhRB1yUIffYJZgf0B0/EB+yaolX3GvrOwKbTIoRGzcGcgQOYQT0KtDUwdNNadHnxtQUX7kFT0GzCCPQ5Q0eVfEd4WrmZjEwZBOi29Es8nvkx+h4TwIEW0a5pM3RyMzQ7v+MszPt5Eob1/gGujjyIfKqhqR0jEBt0Wrge0XNnImA/oXtKaJy7Yc6GufCuauzYuO4ImtIME0b0wRk6auQ7esLKzZC7+XQrAZtOWBQahTlzBmKAQTCoMXQT1hYJBpq4E1g47xDSeEJYc2jZPSbg83a+8F4vLqGtvFFYJUtYag+F8ZpyY0GGr6LB3S+mYN0TIbouHYHLzCHr1pi6/X1MaTYBI/qcgYs9H46eViiehE2nhVgfPRczA/bDUHVndJuzAYyaloomDicWzsOhNB6E1hx6rwcmfN4CfJ8aZWhjHnwGBkI5OQABB+uh79L1CB04v2Sd9hmIQOVkBAQcRL2+ixFSZrlYsiMLNiLoiiWhz/DJ7AD054nAhx2atuqOGkYHbcCCHdgbL7FAxexAgM6LQhE1by4CA2gYpJKA1B6F1RuNpykV0sVy6VoZoHZYsu/zhiXR8F5q56XYxtR1zhwMHMCFLQqgrTEUm9Z2MV5diBUajn0X6lZfoeOvmyEyHtVjtl7m5fhKGT40005/pX0KOuv92Ly5gQggPKgkBLVHrYZJM1ts56PGayxhuX8x4xO8q/6Jp2PUXsy2Z1lKXDJc96AKytBSecritQXouiQUzz6ZjYD+VC/0ImyF7nonUYY+0gSzdSgGr2EnVDs7DUHb1SDyfKDxh9g8vwmqZ5fsx6zqfYA92zzw1dcL8EGoFbw6D8OkgXdwnl/G/rYsOm7JV1rwA6+KoSwxixVEymtY+u4GpOns4CAkUHAbYsbn/WFTp1fJOuvL2Mk8zA0MAOGpICG1McrUYeqx1F4+GBioxOSAABys1xeLl9AyTrJUxuKUpV6VA4d58dr4N8u/DWaezv5/YOuZlcYDLCwsLP9SdDrouFxo7ixH4Lo62LFrpMl7ySwsbxDM3PkBtzHt1FK0KOsjSk0cbty2RvN2njTopchvYnG/FfDc+yM+qM4aypsG26IsLCwsLH8SLeL3TEbfgAEI+CwBwxYGs4E1C4spilzc3z0NgwYMQlBQIPoOXIKMcSsxhg2s30jYJ9csLCwsLCwsLCwslQQ7ZGJhYWFhYWFhYWGpJNjgmoWFhYWFhYWFhaWSeHODa+ZjQP/5xp3S0aVHYMv/5mHevKLts4V7cKdwBZx/Gbq037B84qc48LTC81+8PujS8Nvyifj0wFNoHn+LUd17YMCg9/HVXQ1UF+eh23t7X0yjWCGYj1P8F/9r29oUxdH34b/4jnHvz6LEqcn+mG92NYqXqYy8X2q/qzvxrv8XiLE8HTGkxyeh89RTxr03j6wDY9H10/PGvZJQ4Oj7/lj8b1RQM7ajTY/ET1tXY+nSVdi06xQeZDONnIUDY7vi0/Nl07d/jvLZBdN3fLM30rhnAc1jfDuqO3oMGIT3vyptgZu/h5J0TxN7CPM+XI4zyaUYphnkt3Zj5d67+plO/knK76/Krp/auJ8RGhb56jwmumSc+WY/7ojL3j+XWX/+TUhOY1rgYtygoirZ1nVIj/gGeyOLyVJ+C7tX7sVdo3KUKscEo2xoDLBv/Lv48lnFdPKfgH1ybYRkXcb+W04IGj4cwwu3d7ug1r9SQlI8uCBGu4WrENygaFq7NxXpgwsQt1uIVcH18PTHQ+BMOopjh7djSnMe+J1X4/yekXD7z2myBvdXB2H6qX+6CysP2pfbr1nZPrO3C/gaFze/Y9x783AN3okLa7sZ915/dKmH8MG7IXjk2gF9+nRETdUVfLX9EuRwRfDOC1jbTT9Xwqto7mN10HS8VipNYfqOfYdLWMGvGNqnP+IQZxKOHjuM7VOaG4/+s7yie7oMXL2oQODK/8G/egUmKNMlIXzVJoRtWIUf0v7ME49/glL00wQrD0fEbXm1jqrIr7Hmghy5V8reP5dVfzT3VyNo+qm/adBiuX/JOrIbiX7j0DLbnK0TZF3eh8MPTEfdOiSF0wA8bANW/ZBG90qTow4e+UbZMNMQjqyGs7tv05K9HlgtoRj/fs1RIPrkRixb/iV2nrgLmYcTxL+nIWB0D8O5ExuwNCQUe07fh9KrJZp4GFaFK4Rk/oHdl7wwa3oveHl4wINu7u7GVeBUYvz2VQhCNmzHTxfFEDRojfrOPKjiz2JLyHJs+P4oriTawqdlPdDDUF0LxYoLauSf/gIhG3fi5D0FvFs3B82SSQzxZ7cgZPkGfH/0ChJtfdCynjN4qmsIXREBeebPWLtiM/ZFxMK2UWs4PtmJkCVr8M2hy0h1boY2tQ2rG8WdO4ak+r5orLqBsI3rELp1Ow5eSICocTvUM7t0V8lyUFssrwmKaJzYsBQhoXtw+r4SXi2b0Gs4UMWexPrFy/DlzmM4/yATjo1awOPhZqy4yIUmYj2Wrt+BE7cy4dS4JWrql44y1x4qiH/7CiEhG7D9p4sQCxqgdX0qm7hzOJZUBzXvLcPULRG4d/cyzv2aAK+BneEZvxeLdsvRuUMNWJWznV6geYpj4SloP8oPVTOulS7PStSHkmTnfmMNltyuC9/G9gYdVZ7H50tuolP3xrSoxxCe0gZdkj/HR6GncPXqRUScYWTxNmxuhmHjulBs3X4QFxJEaNyu3iuruCmiT2LjsuU0vxO4K/OAk/h3pLUciR41rOi5E9iwNAShe07jvtILLZt4vLQKoiHv9hjt50ELHo+zW0KwfMP3OHolEbY+LVFPX9lYnFy/GMu+3Ilj5x8g07ERWngzS/xqEbt3JqaYtl9fB1z7QYqeozpCeH61+Trf+xZLTtrCr2XVCuRrpCJtFiFH5s9rsWLzPkTE2qJRa0c82RmCJWu+waHLqXBu1ga1Lemz3qZ/hzzjGNZti0bNHi3hlPgbvgoJwYbtP+GiWIAGretDdCsUSy+4wa+pA9KuldSGGjw9Fo6U9qPg58E1004qxJ5cj8XLqP87dh4PMh3RqIU3TKfqLvE+NVPGC1Dnn8YXIRux8+Q9KLxbo/mrxl9yHU1shxZNj/LXz7GJNwvfTe8E7xq10LC1H/p1qglrat/XQpfigltXNBXFv9xediI83DAHm09dpcFdBM4keGFgZ2+ozdT1WugKRMgz8fPaFdi8LwKxto3Q2vEJdoYswZpvDuFyqjOatakNe67WjEwNZS3kz9gF03fsinDEuHebm7X1qil7MXPKFkTcu4vL535FgtdAtCMR5nXvdzkyjq3Dtuia8FMdKLMuatPM+a+SfauO5mXQPWd6CbWtr9Zj17mbuHU36YVtWe7PXkZzZz3m3+iH74Y8wrqLTTCsi5u+vypep57VY0ssp+W8zPQPZvqlIn9V1YwOGPTod3kGjq3bhuiaXaA6sNygnw4ZuBa2EetCt2L7wQtIEDVGu3pORU8jeTVQK2cbVt5pj5GdqhiP5+HEos9RMH45WsSc1PfPpaZDKav+zPooFKeuXsXFiDN6/ensrS6b3+miwoFV5m38Vf2uipR9s4r1L53h/WKsJccvX+4Cb9RkdLjzhRlbJ8j8YxciHEfh3ebWhts0d7B+/g30+24IHq27iCbDusCNb0mOKxBod+WFbHjuCpzddA0N6H0lrXdRUl/qbac0E2v8DTCzhbz+aEn8nhGkc3AouSjOJ5LES2TL+PakRuu59JyGxO0eRbqP/Y5cScohmQ+PkHn9g8iGB2rDrUY0j0JI596ryLU7d8gd/XaXPE6S0qQTSfhoXzJs0wUSl5NJoiJCybT5h0iyOJyM9h1OQi+KSb4kkVzaMpL4jgoj8VpCCo6MIfV8BpFlp2NIviyd3Ng8iLQd9xPNRUsSw0cT3+Em5RzpS0aFxTM3kTF1fUjQqnMkXiIl4rPziW+LlsR/zFZyPVVGcp8eJBPb9SNbYjQ0nQJyZHxPsihSSZJOfUu2nX1IUvIlRHxuAfEP2Kivz6uYl4P58pqgiSO7R3UnY7+7QpKoHB4emUf6B20gDxRRZH3fXmTplTRSIE0jD04fI5dTtTTNsaRB/V5kelgkSZVkkyfHFpBeXT8mZ3LMlUNpkM2wTeRCHD0eFUFCp80nh/RpjSc9F0USNf0vclFPMv5IgbFQhKhvLyR+Y38iBRVopxdQ2Y/vuYhEqrWly7My9UFTsuxku4cQv9XPaYsZkYWRd/1W6v8slAWt+cuy0CaRU99uI2cfptD8xeTcAn8SsDHKcM6INn4PGdE52KSM40n7Gq3J3KtK2ry7yajuY8l3V5JITuZDcmRefxK04QHNpYgXeRtlMDz0IhFTOSVe2kJG+o4iYfEqErW+L+m19ApJK5CStAenybHLqVTrCylWZtkeMrTnWhJNK2qpzoqzU0nPT/6oeL4VbLO6PkFk1bl4IpGKydn5vqRFS38yZut1kirLJU8PTiTt+m2hiVvwL1Svxvo0IkNXRxCxTEuLweQ3jGy6EEdlHEUiQqeR+YdSieyFXM21YaG9q822kyJqPenbaym5klZApGkPyOljlwlVpReYbV/G79TzIYOWnSYx+TKSfmMzGdR2HPkp23ijHst1NNiO8VKKJm4XCW7Ti3zy7SlyN6XIVovqoSi5vdSRZFHP8aRQPczrJE1nTF3iE7SKnIuXEKn4LJnv24K09B9Dtl6n8sx9Sg5ObEf6bYmxINMi/qxdMH1H18G79X9b8qXqyEWk5/gjtPSMSlrSvbHEp9FQsjpCTKjalEMXzfkvY79jwbeaty3mmjL0D3pyydH3/cjsC7SG0l/JR36TyWmJ4czLdTLvZ83nZaYOSTEl90t61SyDXY31IY2GriYRYhnNocjOtEmnyLfbzpKHKbSfFp8jC/wDyMaoF95JjzYtjAS/PZOcN+qrNn4rCeyzhjzWlC+diuhPaTZp6neYfXM2bl6/X+1rX6B5SEJ6jSY/yJj7zdm6hjwK6UoG76YXGck9+j7xm32Bll9Kfv3Ij0w2Kod5OdJUTGRDNI/Jyl7vkYNFSRZRYl+qMi+jv4ES4v/XEG0M9u+UYNTGKejkZQ87z46YtGI8WujPRePAzlR0G90CvOQoxMo9MTBQhOO7rulvNUWXdBU/hIcjXL/tx8+3M6CK2YftOcOw4aMuqOnkirq+U7FpRSBk+7cjZ9h6TOnkBXs7T3SctA4jJDsQHsW8E8SFU+9pmNO7NuyFVdFmwkS0irmoL+e+7TkYtt6knOtGQLIjXJ8/16U3ps70o6MtEbz8pmIIHWF1mj0Bbd2FcPQZhMm9pbh6q3AhYAYuqvcZDj9BNC4cP4LzYhEcU8y8y2dRDmbKa4I2+gB2pnbD6BY8JEfFQu45EIGi49h1HbAXSBB18yYeZvDRoHcA3jZOcCvo9jFWjWwBdztnNAhYjLV+d7H95zsll2PHYYNsNnyELjWd4FrXF1M3rcDgMk6Wq61QOxWndHlWLB8z8uXwzcqu3HCro89wPwiiL+D4kfMQixyRctf0p0YtYvbvhGTURpMyrsB4g5Eg+sBOpHYbjRa8ZETFyuE5MBCi47tQ0munhTJYP6UTvOzt4NlxEtaNkGBHeDT49gJIom7i5sMM8Bv0RsDb7rT2lUNF861om7n0noqZft6wE3nBb+oQeAg6YfaEtnAXOsJn0GT0ll6liVv2LxyHHpg0wxdeQoKYfUx+G/BRl5pwcq0L36mbsGKwiXzK0Ibm2uk67CGQROHmzYfI4DdA74C3TeaZtty+XKfemDanN2rbC1G1zQRMbBWDiw9MGr4cPpTBquZohP28Au1kv2PjpL7o0nMElp9KoKUohFMGPSlFJ7ku6D11Jvy87SDy8sPUIR4QdJqNCW3dIXT0waDJvSG9eutvtQsDpftSfZ56XTCnexw49JiEGb5eEOqFUkZdpNeV6L8K+x0LvtW8bUXRs2WpE00jNgzfpwZgUkcBIOqOyf7R+CY8Qf/z/8t1suRnS+k7i9UhUPpDyf2SaQNZ0gGOA3pMmgFfLyHNuQhu9T4Y7idA9IXjOHJeDJFjCu4+MO176TVugzCp7VV8czSL7mkQuf0HCEaOhY/J2zRlSedlyibrsvsdQ61KtvGCCug3RZuFHJ0TXGg9S7d1I9pYhH2fioBJHSGACN0n+yP6m3AkUOUoixz1WLnCRZCDLOnLr5DoKakvrRJbLr9V2bzsz15XiARSjSNc9D/RGuDau8CJ+e2OyCGVZeLeyUM4dMiwHXnuiW6tnYxXFsFrMBhLjWvZr169Ep/0rwWuRAqNowtMkqYQSKUaOLoYXtHQw7WDs4MWMgkzbTgHTs7OJktqCmDDpQZFpK+WkwaeDlqZ/m+OozOcC2/i2kJgS691KbyWAxs+F2q1qWIpcXnBAEwMe4p8DaGl4oBLXlFrAxblYKa8JhC5FLLMezhpvPfQoSN47tkNrV1qYsLOnRhj/wg/rpmM/t2HYO1VKb2DCwdXF5P19blwdRFALskruRytrF6RTXkgFWqn4pQuz4rlY0a+XK+SZcdh9NYkX7UKLzV7SSgvY8GAiQh7mg864KdpcGkSpjcRSF4poz1cnJifyAjkUhky75180SaHjjyHZ7fWr/x8zkCkxWXAhZ2zA7QyGbwm7MTOMfZ49OMaTO7fHUPWXgWjDaVShjpXNN+KtpmjSZtxbQWwpWkUmaMN+HqbtuxfOE70Hn0iJci/OGVoQ3Pt5FJzAnbuHAP7Rz9izeT+6D5kLfRmqMdy+3KcTPwORWDD+BkT+yiHDy2E594GQ2esxvdHziFi92DELJyPwy/Kwy2DnpSikxxHOBc5S9gKbKlsXV7IlmPDB1dN2+dvtAsDpftSJs9S/QWtS1EaZdRFc/6rhP6xOOZtS0L/LkudlLj+9de4Kj6NOUODEBQ0FAvOJeHy1m8RqX9J1rROlvysmbzM1MFsv2TaQJZ0gEODRIOBvoTy8gIMmBiGp/kaGG4heElt9AjRZdIApO3Yg6icU/j6fFN8EGR4DaaQsqVjSllkTSmz3zFQso3rKqDfr2LZ1g0or3+Nr6+KcXrOUKobQRi64BySLm/Ft3rlKF2OL2DMoyRK6kuvZJbbb1Um5RDhvxheI/RsE4/wsGcwDLhUeBa2BxH5tCXoud5+brBt9iGWGQPnRZPGYWxgE/2VpcFr5I92Cfux95nxxX6NGBfPPkL1Xu2RGB6GZ8YRnio6HPvFbeHfpCicfAVall7tE18qZ3T4fojb+uv3yo0uG3ciBQhcOAsTRr+HEd09oJUbtU+RjuQMk+Hnn5ZDb/i52aLZh8uMg49FmDRuLAKbKJAidYPfmE+wcms4Dk0R4vixR/QODaIOf48zhdN4SG7gu6MEXXw7lFyOwf3h3y4B+/c+o66XQQPxxbO4l6ffKZVKaSdL8jRSqfpAw4mSZMer5Q1V5A1k6EWnRcKxE7hp0pSF8HhaFMgNjleXfQeRgkAsnDUBo98bge4eWrxcdB4a9WyDeNMyPgvDnoh86q/oud5+cLNthg+XGdpk9aJJGDc2ECUVn9eoF9onhiOsqLII3y9GW/8mkKZI4eY3Bp+s3IrwQ1MgPH4Mj0ooe3HKUueK5lu5bVaMMtsVlbF/OyTs34uiYlzEWRMFL1MbmmsnRQqkbn4Y88lKbA0/hCnC4zj2QvDla99XKKfvkEWewM9PinpXnr0LHG2twTPpbUpuLx542gIYVPpPltnI32kXZYemWxm6Vxxz/ou2X2m+1ZJtlYmso/jqej8cvvELfvrpJ/12+Mx17O38O7b8nGu8yEgZ/OwrmKnDo+rm+qUiOZauA8XRIftOJASBCzFrwmi8N6I7PLTMJ3qvYtVgHEbb/4CQz76BuM8H6Co0ntBT9nTKBI8HbYEcBvP4c/25Acv6bdq/vISVK5y5uWAmBSmLrTOzsBz96jr6Hb6BX4y68dPhM7i+tzN+3/IzGO2wLEcj2ixkK53gakcTLx7flNSXntRVgowqzp9yEf8eBOi6JBTPPpmNgP48iPiAXdNW6F6DMUMbdFq4HtFzZyJgP6F7Smicu2HOhrnwLvZWvOrWZowIOmzyNKEmhnz+BRaFRmHe3EAEEB5UEoLao1Zj47hFCI2agzkDBzAPmVGgrYGhm9aii4D59McctCyLQhE1Zw4GDuDCFgXQ1hiKTWu70HNHDZeUB+YL2inNMGFEH5xxsQff0RNWbobhadahyehwdAge/TAcdvoj5uXgpj9fCjadsHB9NObODMB+YkOHoho4d5uDDbPzcWLhPBxK40FozaGHPTDh8xbAUx4adqqGs9OCsF1NIM8HGn+4GfMbCcE3Uw5fRjbz5iIwgHZrKglI7VFYvdGYf2kIOpe7nV7BgjxfUIF8zOqDJq5E2fF9amDez5MwrPcPcHWk+uxTDU1Nv0zTw4PPwEAoJwcg4GA99F28BFOaTcKIPmfgYs+Ho6cVXil61yUIffYJZgf0B89gJGjVvYa+s7LptBDro+diZsB+GJrXGd3mbMBc76qvjsCpLjAymDNnIAYYKosaQzdhbRceYrctxLxDaeAJrcGhOuIx4XO0KP3je/A7ziq9zhXNtzLb7BUs+Bd74yVGBJ2Z/OZhbmAACE8FCamNUSYKznUPom04wWIbmmun2fknsHDeIaTxhLDm0DJ4TMDnJoI3275lM/4y15HBSqTEtaXvYkOaDnYOQhAFFw1nfI7+tMM8ob9Cg7gTJbSXsA4NRJSYHBCAg/X6YunX5nSyhEzNUBaZVppdlAObTpWhe8Uw678E6FyabzVrW7RApXZNWjzd8T2yA7egHZVREUL4ftgXq+bsRuz7xkMMZfGzr2CuDuNK7pfmeqNQS8qiAy/DhXvQFDSbMAJ9zrjAnu8ITys3k6fJJtC6DJ7UAsuGp2DR/YbFrilHOmWA5zMQgcrJCAg4iHp9l2JbOWzSHJb0+6X+ZenXmFw4u5NVLTT2TMejOC36W7D154aroX26A99nB2LLy8oBoe+H6LtqDnbHBGB6HUtyNKJ4jOfcBhhAk8kKLxbflNiXtkMnbzMyKumLyEqGXf78DUV1dRGmXRuDrz6uW2Fj/jMwc4wG3J6GU0tbvCkjOJZ/CPnRCeh//QOcW9HOeISFhYWF5Z8ia88ITMxZiUPTa/2pQWZ5UPz2MQb/NgKHV7YH/uH4piz8XXJh+ZvR2XTAkMBa/1rFY2EpDe3T7zF50AD0/yIb/Yf8O+YFZmFhYfmv4xo4Gp7nduC26ZsZfyW6NBzem4yeY9qA+T3udYhv2CfXLCwsLCwsLCwsLJUE++SahYWFhYWFhYWFpZJgg2sWFhYWFhYWFhaWSoINrstK1gGM7fopzpf0jpHyFCb7zzfu/B0ocPR9fyy+U5mr7CtxarI/5lucPf6vQ3lqMvznl3Fyd106Irb8D/PmzaPbZ/jsf0vw+Xen8LiM0/b95ZRLH3RI/3079kbKjfum6JB0eiv233+5naV3v8HUKaG4lmNhwlRL+vo6ok1H5E9bsXrpUqzatAunHmTrFyrQpUfgm72RhmsKkd/C7pV7cdcwZxe0cT8jNCzy1VkYdMk4881+3EkoIY1/LVk4MLYrPi3ZEf3tNsx8uOy/+I5xr3Ioly/4j/BXyPkVpMcxqfNUnCrJFZlQVBZLulgWyqevupwHOLFtLZYuWoIvdl2A2GjfDLrchzj+9SosW7EZP97JMi5iokPOgxPYtnYpFi35ArsuiGmOWjz7aSXm077jsyXheFCZXejfTjntXZeDBye2Ye3SRVjyxS5cMBFgyfIrSeZvkvz+Wtjguqy4BmPnhbXoVoZpxd5cNLi/OgjTT5l4tX8CkoXL+2/BKWg4hg8fhmFB/mhYEI6xg1YYFyx4nSDIuvQtDZY34l5xH5n9MxZOmo/Dj01OaOLwx+0qmLx2Gto7WzDfN0lfdak49MG7CHnkig59+qBjTRWufLUdl2gQQLIuY99h0xX36IAkfBU2hW3Aqh/S6B5g5eGIuC2r8EPay4MRVeTXWHNBB4/84mn8m3FF8M4LWPvfdkTQ3F+NoOmnaHjBUmnYBeDri5vxTklzDJfI36iLsj+weHwIbtm2RO+AnqibvBFDR++GmJq0LuMkZgXNwUVhO/Ts5Ip7S4bgwx+SIPljMcaH3IJty94I6FkXyRuHYvTuJHi0D8Sw4LaQ/HoSTyo6LvizaO5jddB0/H1dqQx/LB6PkFu2aNk7AD3rJmPj0NHYTQVoTn66EmW+F9q2/wL5vQa8QcG1CuLfQvHp+GEIHjMD607FGhyvKh5nN32CccOGYdzsjfgl1qjNqmsIXbYPF4+vxfT3hiJ4wgLsuWN89KmKxcm10/Heu8EYO3Uxtl1KhY65ftE+xOqHdApEn/wCM0YHYxi9b9etfH0nboCeO7EWH48ehhEfLsa+O7n6c6proVgWFoFDIVMxa8dDaNOuYXfITEwYPhSjpq/DL/HGqNBSucygij+LTZ+Mw7Bh4zB74y94UcXYk1g7/T28GzwWUxdvw6XUl4MLRfRJfDFjNIKHTcCCXbeQX3ham4Zru0Mwc8JwDB01Het+iadhtRaxe2dh5q5LOL50MAYGr8FFalgVzZtmjpNfzMDo4GGYsGAXbr3InELPnVj7MUYPG4EPF+/Dndxi9zJw7eD5VnM0b0631p0w4KMFCCLXcJMRVYnlp5QiW5X4N4R+Op46jjGYse6UsS4qxJ/dhE/G0SB+3Gxs/MWoVy9Rfn14CY4IDW3OY8WuuBdPDAA5Lq/7Gol16hZNZcjIZcMGhP/yIzZ9bpSLVowfFy/FsWRDqrq0EwhZ/CPEBab6Wk7b0KPFsz0L8OVVk+e92jgcWLIJpof0er3/Bn4LnY0xTFvO+xoXkg21MKfjZbaFQlSX8XNUJ8yb9y5827dHt4ETseyrT0teaEBzF98dEGDmgUnQhG3HIyYpQUd8EJSDXbuemcg3D6e3/oFmHwSh5ClPVYg9yejJuwgeOxWLt12CXoXLoJvl0yMVroUuw76Lx/X2MjSY2uKeO7R0hnOvloG5fhH2GRrWvA1TFNEnsPbj0Rg24kMs3ncH+qLqbSAMEYdCMHXWDjxUVsxWSsSsry3BnxrOGDDrC7RIu7YbITMnYPjQUZi+7hcwqqGN3YtZM3fh0vGlGDwwGGsMjqgCeRtkvyfiR6yYMhLvjpyKz0/GQpF+Bds+ex/BQ9/DzE0RMKozxYJv33cRx5l8hgbTOuxBUVfyqh9URqzGgh9TisqhPI/PFxzS/1mqLTCY0UHLPrdkWb6E5h6+XbRDbzOWyljEy7pori8wpdz6WoioC5Yf3o9FI3uiQ9vOGDT7E3RL+A03VRpEbl6LxPe2YdXoHujoOxxLv/8Iqi+/wO12y3F4/yKM7NkBbTsPwuxPuiHht5vgezZGs6b1UIVZwblELMlKhidHP6c6QH39+DnYGnEFe5Z8ZTxnxsaL6+CF69gzayZ2XTqOpYMHInjNRXrnXyw/iNBl+WHsXzQSPTu0RedBs/FJtwT8dlNuVn5/8EqW+eOqluRnxkZKiwfeRJjZQl5/tCQxfDTxHbaJXIjLIZlRESR02nxyKFlMwkf7kuGhF4k4X0ISL20hI31HkbB4LSEFR8iYej5k0LLTJCZfRtJvbCaD2o4jP2VrSNT6vqTX0iskrUBK0h6cJscupxItvX58z0UkUq0l8XtGkM7BoeSiOJ9IEi+RLePbkxqt59JyaEjc7lGk+9jvyJUkWo6HR8i8/kFkwwM1zW4s8Wk0lKyOEBOZVkuSTn1Ltp19SFJoucTnFhD/gI2Gqpgtl+G0gQJyZHxPsihSTbSJ4WS073ASelFM8iWJ5NKWkcR3VBiJV0WR9X17kaVX0kiBNI08OH2MXE6l9Taijd9DRnQONrlvPGlfozWZe1VJtEmnyLfbzpKHKbR+4nNkgX8A2RiloXepSeSinmT8kQJDGhXMm2ZO9ozoTIJN2mV8+xqk9dyrVIRxZPeo7mTsd1dIUk4meXhkHukftIFQERaheURCOvcmq67dIXfu0O32JXJ80/uk93s7SDQtptnyW5CtoS7DyKYLcSQnM4pEhE4j8w8lEzGjV8NN2nqkLxkVFm8sCEPF9KEIDXm0oicZuessmdvnffJjukFOmkfrSdCobeTXxX5k5AGZRblIry4lAcFfk6eKaLJ95ACy5KpUX9dCfS23bRhR31tO+owII2nGQ8orn5G+U04RiWFXD6PXDer3ItPDIkmqJJs8ObaA9Or6MTmTY17Hy2wLhdC67wpuQ3p98i05dTeFan8RmkchpOvg3cY9QnKPvk/8Zl+g10jJrx/5kcmnDaXVpoWR4LdnkvPGm7XxW0lgnzXkMVWL4mkwaKLWk769lpIraTSltAfk9LHLJFVVum6WX4+oLY+pR3wGLSOnY/KJLP0G2TyoLRlHlbLEMmhNbN+CDWvidpNR3ceS764k0XI8JEfm9SdBGx4QNdWLsT6NyNDVEUQs01bIVkwpODKe9FwUyVTcjD6pSvanxvst+gJtEjn17TZy9mEKrZ+YnFvgTwI2RulvU0cuIj3HHzHoQkXz1su+LvEJWkXOxUuIVHyWzPdtQVr6jyFbr6cSWe5TcnBiO9JvSwy91pJvH0Pq+Qwiy07HkHxZOrmxeRBpO+4nRolK9IOy3UOI3+rnNEUjsjDyrt9K+oclmzHK2ZwfUJTmc83L8gWKs2Rqz0/IH0paJLNlNCkLI7/S+iHTIlREX433Fkf96HPSq8868lSVSDb17k2+TDTJiOSQ7wd1IcsevCg9RU0efd6L9Fn31FAn9R2y2O898gN1ra9gVlYa8nTrINL5va/JJTHVl7Q7JHx2b1Kv4QTmJoOffcXGY0rWQXUkWdRzPDF2pX+7/KgAyee9+pB1j+PLKD8TmTOHS5SfGRu5+8Sybr6hvBlPrrUx2Lc9B8M2fIQuNZ3gWtcXUzetQKBsP7bnDMP6KZ3gZW8Hz46TsG6EBDvCo/S3cZ16Y9qc3qhtL0TVNhMwsVUMLj5Qg28vgCTqJm4+zAC/QW8EvO1e9Iif5rV/pwSjNk5BJy972Hl2xKQV49FCfy4aB3amotvoFuAlRyFW7omBgSIc38W8P8iBQ49JmOHrBSGXi+p9hsNPEI0Lx4/gvFgEx5S7TAp6Si5XSb+/aBGzbztyhq3HlE5esLfzRMdJ6zBCsgPh0VawF0gQdfMmHmbw0aB3AN52L6wFvW//TkhGbTS5bwXG6ytB86/eB8P9BIi+cBxHzoshckzBXSqXl6lo3owI92OnZBQ2mrTLCmPm2ugD2JnaDaNb8JAcFQu550AEio5jV/H3ynRJuPpDOMLD6bb/J5y+mQUrZCNNarn8Jcu2wFiXDfioS004udaF79RNWBEow35Gr9abtPW6EZDsCNenpafC+lAMQQfMmcLDd5//AZk2GeFrLuLteSPhYRSbJbmI2s/H591+wyT/ifil4xr8r73IcBNDBW2DgdfkfQRraVs9ZZ5M5eD4tgd4+8OexhU/ixB0+xirRraAu50zGgQsxlq/u9h+UmJBx8tuC3qsamJ02M9Y0U6G3zdOQt8uPTFi+SkkvHiiaEQbi7DvUxEwqSMEEKH7ZH9EfxOOBB1td7dBmNT2Kr45mkUv1CBy+w8QjBwLHzMTpXL49hBIonDz5kNk8Bugd8DbqBJbmm4W2kQ59YjrhN7T5qB3bXsIq7bBhImtEHPxQYllKDIjSzasRfSBnUjtNhoteMmIipXDc2AgRMd3gSkqx6EHJs3whZeQWwFbKckPMWq2z4w+RVv0p5Z8AS0c+gz3gyD6Ao4fOQ+xyBEpd199faeieevhuqD31Jnw87aDyMsPU4d4QNBpNia0dYfQ0QeDJveG9OotmoklW+bCqfc0zOldG/bCqmgzYSJaxVxklMiiH3yV0m3BrB+4Dst5lVGWFcNCXxBVaKQV19fiaJOOYsa0K3hn1RT4cKWQKW1hJzKVKx9CgRoFssJZhrVIOjoD0668g1VTfEqfG9mcrLRPcPAgB+9v+BAdvai+uDXHsGUfozuzkmyhn33FxveXroN/s/yoAHF0xjRceWcVptQvKIP8mFtMZG5OgOZsZM/DctrBm8GbUUMigVTjCBf7l6tDpFJoHF1QdJgLO2cHaGUS/R7HyRnOJooisOFCrebAa8JO7Bxjj0c/rsHk/t0xZO1VvFg9v4S8uPYucGJ+IiFySGWZuHfyEA4dMmxHnnuiW2snehUHTi4uRsNW4vKCAZgY9hT5GgJCz3FJUaRQcrmKFL0IAqlUA0cX+6KG5NrB2UELmawGJuzciTH2j/Djmsno330I1l4trAWB5JX77OHiJKAloaW7vAADJobhab4GzCzoHC6B9pVfcSqaNyPCV9vF3sUJBhFSZ5l5DyeN8jt06Aiee3ZDa6cieevhNcDgpauxejXd1nyBzbsOYX3jnxGyLxkFFspfsmx1r8qDgUhfbWsaQDpoZcY9SoX1oTgcuPT7H4Ylr8OqzSvwQ7VZmNKkaG1Ly3Lhwq1eNSjFCrjXKbYscwVtQw+3GoZOrI3fvv0D0pgw7CsIwvtvFV9vkwsHVxeTVTi5cHURQC6VWNDxstvCC3juaDN0BlZ/fwTnInZjcMxCzD9cpFMMyutf4+urYpyeMxRBQUEYuuAcki5vxbf6F/GF6DJpANJ27EFUzil8fb4pPghye1lWJnC9JmDnzjGwf/Qj1kzuj+5D1uJKZmm6WYJdMZSmRxwnOL+slOCq1SWWociMLNkwofKXIfPeSWM56XbkOTy7tQZTVI6TC1yM2Vmy9bL7IUv6JLPoTy35Alo4LBgwEWFP86ExFA7kVUdU4bz1cBxNZM+FrcCWytTlhUw5Nnx9W5Tq252dTYI2AWy49B6uV8l+kMP4BhMdV6tAXRCldFsw6wdcalr0uWWV5QvMlrEkLPQFkkJ9qbi+mqIV/4RpY3ai1spdmNFCQAfe1VGrWiain5u846IVIzq1Kmp5MzdrIf5pGsbsrIWVu2aAuaVUzMqKQ/8zg1kbLyhdB/9G+TGy+WnaGOystRK7ZrSAoFT5lSBzc5izkTYNLOvmG0px0b+e8BrBv10C9u99ZnyPUQPxxbN4VL0X2ieGI+yZcfimikb4fjHa+jcx7JtBmiKFm98YfLJyK8IPTYHw+DE8KhwB0rx6tolHeNgz/XtSzHtWz8L2ICKfGgE919vPDbbNPsQyJuij26JJ4zA2sFh+umzciRQgcOEsTBj9HkZ094BWXmhE5YGHRr3aIzE8DEVVDMd+cVv4N1EgReoGvzGfYOXWcByaIsTxY48MFzH39WyDeNP7noVhT0Q+NVMdsu9EQhC4ELMmjMZ7I7rDQyunxw3weFoUyJknWxXNmxFTT7SJN22XZwjbEwGDCHvDz80WzT5cZgicVy/CpHFjEWgSaJaMGnn5Clo+jsXylwyti387JOzfi2fG99w04os4+6g6erVPfKmto8P3Q9zWX7+npzL0oRDaGY9c0A2Xv1Ng/Cdv03CwCEty0Yr3Y+Z6HpaeD4EwdCb2xpl0in/SNkS+k9A9aiuWfn4anuOGotorHkODqMPf40y6seeV3MB3Rwm6dELZdLwstiCLxImfnxR1SDzaqTjawppnWpgsHP3qOvodvoFffvoJPzHb4TO4vrczft/yM3LpFVYNxmG0/Q8I+ewbiPt8UPI724VIUyB188OYT1Zia/ghTBEex0ld91J080/oUUmUUIZjRY7Igg3Tc7394GbbDB8uM+jd6kWTMG5sIF42I8u2Xh54jczrkyV/askX6LLvIFIQiIWzJmD0eyPQ3UOLF6rBo3pfIKdWX/G8y0V5bVmPtEQ/yKvlDVXkDWToTUaLhGMncJMpUxlswbwfsOxzLcqyBMyWsUQs9QUmtvEn9VUbT21gXBjqr9mDT9rZG4/ao8/IJvjjyx+Mv2TpkHZqI37xHIEBbgTxtM3HhdXHmj2f4MUtxVGkIzmjqHJmZWXVAMHDCLbP+BpXkqSQp99F+IIv8EseFRLVD3M2XrIO8sCjgbe+K/2b5EcFSPViHMLqr8GeT9pRyTFYkh/XjMzNYNZGalrUzTeVl1zt64sAnReFImreXAQGUFVTSUBqj8LqjeOwKDQKc+YMxACuLVCgRY2hm7C2Cx19vTIvVyEaxJ1YiHmH0sATWoOj1MBjwudowX9qPC9A1yWhePbJbAT050HEB+yatkL3GkxvaoNOC9cjeu5MBOwndE8JjXM3zNkwF26Gmw1w3RE0pRkmjOiDM3Qkynf0hJWbySOicmDTaRFCo+ZgzsABMFSxBoZuWosuvFhsWzgPh9J4EFpzoNR4YMLnxp9bKYKuSxD67BPMDugPnqESaNW9Bi0xF+5BU9Bswgj0OeMCe74jPK3cjE9lePAZGAjl5AAEHKyHvkvXI3Tg/HLnTTPHktBn+GR2APrzRODDDk1bdYdBhJ2wcH005s4MwH5iA3oznLvNwYa53i9/eKa6hc0jgnDYeEynlEBdfRxW/q8aqknMld88gs6MHOdhbmAACE8FCamNUas3YhyjV3PmYOAALmxRAG2Nodi0tovxLoaK6YN3yV/RUf80E6dv68DnM+eNASuDObnMyMOej/ejYch+9KwpRJeVtxD88To03dXAeGMFbMMUq4YY+64arb7qiF83m7xu8gIeGnaqhrPTgrBdTSDPBxp/uBnzm1RHdll0vCy2YCWC8tpSvLshDTo7BwiJAtyGM/B5fxodPzdcon26A99nB2JLOyobE4S+H6LvqjnYHROA6XXcMXhSCywbnoJF9xta1AlN3AksnHcIaTwhrDm03Twm4PN2vvBeL7aom+XXI7OOqOQytODjhScya8OMuizE+ui5mBmwH4aiOqPbnA2Y+7IjsmDr5YTqZ8n6xEPstpL8qfE+C76A6x6EKc0mYESfM3Cx58PR0wqFqsHzGYhA5WQEBBxEvb5LsSl0YPnzLhdl9O2maOJwogQ/yPepgXk/T8Kw3j/A1ZH6DJ9qaMq8WlAWWzDnB2bnl5hXIZZkWRL8jrNKLqMZzPZDJu6kQvrqbfwlTnMTywePxzHSGRkrRuMP5hhthfYzd2JuvzVYFz8bU/rvhzVfBYVjD4RsfBdVbi9Dh/HHQDpnYMVowx2waY+ZO+eii0ndsw5NRoejQ/Doh+H6V97My8oK9T7Yg20eX+HrBR8g1MoLnYdNwsA75+k5qh8l2vjbiAuf9KoOCuvQQa0SkwMCcLBeXyz9mspv4F8oPxrX3Fw+GOOPEXTOWIEicczEzrkly89DdxNLzMn8bf1OMczYyNp+iFo433w88IbCLn/OwsJSIjqdDlyuBneWB2JdnR3YNbL4u4I0NDz6PgJuT8OppS3elJE6C8t/E/lRTOh/HR+cXoF2FRqAvJ6ori7CtGtj8NXHdUsdWGribuC2dXO08zQISH5zMfqt8ETE4Q/0+ywshRTvK1lYWFj0PyHumdwXAQMC8FnCMCwMfjWwZmFheQPQPsX3kwdhQP8vkN1/CJr/hwJrBp1NBwwJrFWmX2wUufexexqV1aAgBAX2xcAlGRi3cozxLAtLEeyTaxYWFhYWFhYWFpZKgn0YxcLCwsLCwsLCwlJJsME1Q9YBjO36Kc4XfTBcyShxarI/5pc46eTfB/N+rP/iO8a9SuQvl18xNI/x7aju6DFgEN7/qticyP9FFEfxvv9i3DGZTekf528ukyXdVp6aDP/5JcwtzsLCwsLC8hfw3wyui6/r7xqMnRfWott/7F2zSuNvlp/26Y84xJmEo8cOY/uU5sajlURx3XjdedPqw8LCwsLC8i/HagnF+PdrDrOm/QYsDQnFntP3ofRqiSYeAnCYdf3XL8ayL3fi2PkHyLQT4eGGOdh86iquXozAmQQvDGyXgq+WXoBb16YQ3QjFigg5Mn9eixWb9yEi1haNWjviyc4QLFnzDQ5dToVzszaozUwWr03DtbCNWBe6FdsPXkCCqDHa1XPSj1gU0SexcdlyfLnzBO7KPOAk/h1pLUeiRw0rqOLPYkvIcmz4/iiuJNrCp2U9OBebakEl/g1fhYRgw/afcFEsQIPW9ek1KsSf3YKQ5Rvw/dErSLT1Qct6zuBBhWuhK3BBnY/TX4Rg486TuKfwRuvmHjCdWE3z9BjCU9pjtF9VpF0Lw8Z1odi6/SAuJIjQuF29lyecV11D6IoIyDN/xtoVm7EvIha2jVrD8clOhCxZg28OXUaqczO0qW0PLnNtofziT2L94mW03sdw/kEmHBu1gMfDzZUiUwZt7F7MnLIFEffu4vK5X5Hg7oiL2++grm9j2OtnilLi/OdLcLOWLxo7cGg7nMCGpSEI3XMa95VeaNmEykTN1O0C1Pmn8UXIRuw8eQ8K79ZoXjUFe2d9hFBT3ejsDXVJaZjOSqWX1UVwNRFYv3Q9dpy4hUynxmhZk8rGXH309/wOecYxrNsWjZq+1RG7z3y9DZhpf81THNuXCG/Ph/h6mUn+NTIRXtb6mJMJtSE9imic2LAUIaF7cPq+El4tm8BDoNbr3e/yDBxbtw3RNXugpZuxxEyZwlPQfpQfPLhmyl3cNh0boYW33YuFGlSxr+qSp+w6wjauQ+jW7Th4IQGixu1QjypukW576Mt6cuMyLKfpnrgrg4eTGL+ntcToHjVoovE4uyUEyzd8j6NXEmHr0xL1GOMrpSwsLCwsLCxlhvmg8fXHzJr2DxRlWtefFBwh43suIpFq5s8xpK5PEFl1Lp5IpGJydr4vadHSn4zZep2kynLJ04MTSbt+W/S3aZNOkW+3nSUPU/KJRHyOLPAPIBujNEQbv4eM6BxMQi+KSb4kkVzaMp60r9GazL2qJNrEcDLad7jJuZHEd1QYiTdZat9wzTCy6UIcycmMIhGh08j8Q8lEHD6a+A4PJRfFNL/ES2TLSF8yKiye3lFAjoypR3wGLSOnY/KJLP0G2TyoLRn3U7YhQSMFR8aTnosimYKTU99uI2cfptAyiMm5Bf4kYGOU8SojVCZj6vqQoFXnSLxESsRn5xPfFi2J/5it5HqqjOQ+PUgmtutHtsRoiuSniCLr+/YiS6+kkQJpGnlw+hi5nKqtFJmaoo5cRHqOP0JrTZHtJkP8VpPnLy6RkbB3/cjKxxqiidtNRnUfS767kkTl+JAcmdefBG14QNRM3er5kEHLTpOYfBlJv7GZDGo7jujFVUw3zKZhOG2Apje2QX3Sa3oYiUyVkOwnx8iCXl3Jx2dyzNeHucenERm6OoKIZdoy1FtLEs21P5NWvTqk58xwcjeN5v/0BFn8Tjd9/mWujyWZaOLI7lHdydjvrpCknEzy8Mg80j9oA3mgpno31oc0GrqaRIhltIQm0PQMNmWu3DEl26bxdqIpSZfUJOnUt2Tb2YckJV9CxOcWEP+AjfrLi3Q7nuwZ0ZkEh14kYnpN4qUtZHz7GqT13KuMYZHw0b5kuMm5kb6jSFi8ynJZWFhYWFhYysHLD8ZeV8ytab/rehnW9S8OFy69p2KmnzfsRF7wmzoEHoJOmD2hLdyFjvAZNBm9pVcNV1bvg+F+AkRfOI4j58UQOabg7gMFYvbvhGTURkzp5AV7O090nLQC4/VzpmsRs287coatNzm3DiMkOxAeVbiqXuE1G/BRl5pwcq0L36mbsCJQhv3bczBs/RR08rKHnWdHTFo3ApId4YbbuE7oPW0Oete2h7BqG0yY2AoxFx8YzhWHWx19hvtBEH0Bx4+ch1jkiJS7r17LdemNqTP94G0ngpffVAzxEKDT7Alo6y6Eo88gTO4txdVb+iWmDHD4sBdIEHXzJh5m8NGgdwDedmek/WdlapJHmdEi+sBOpHYbjRa8ZETFyuE5MBCi47vAvPrOdeqNaXN6o7a9EFXbTMDEVjG4+KD4S+OW03gJQTd8vGokWrjbwblBABav9cPd7SchsVAfjkMPTJrhCy8ht/R6a2Owz1L72/XAzJBhaOZG8/fpiwWrDfnnGc4aqZhMtNEHsDO1G0a34CE5KhZyz4EIFB3HLuYmjgN6TJoBXy9hyXZlttz7LdtmibrEQ/U+w+EniMaF40dwXiyCY8rL79xrY/Zjp2QUNk7pBC97O3h2nIQVBuOj5/Zhe84wrDc5t26EBDvCoyvgJ1hYWFhYWErmzeg/zK1p39qlDOv6F4cDR2fnF3Necm0FsHV0gUuhpDg24HMNQY/y8gIMmBiGp/kaMBMacrgEWh2BRKqBo4t9kXC59nBxEtCUCaSvnKPBkIMWMknhjIgl3M9ApJBqHOHCvDphhGvnDAetzLDDcYKzs8lMnQIbcNVmglLlZSwYMBFhT/OhMRQcRGuyGqARjqMzXiTJtYXAluZfJAjY8LlQq03u43phws6dGGP/CD+umYz+3Ydg7VVG2n9WpvpTZuDo5Vq04LcaKn2ZCORSGTLvnXyhE4eOPIdnt9b61184TiZ1owhsmLoUtkEhltMwhevgCheTV3u4ri4QyKWQWKgPx4nKwFiGUutdSvtz7WlaL+XvrM//5TFAxWRCaDqyzHs4WXjPoSN47tkNrQ03UZ0wuak4ZstdYNk2S9SlLFxeMAATw54iX0PLRVueS0yWeqcQiRQaqltF2XFh7+Kkf42HSF89Z+fsAK1MVgE/wcLCwsLCUjJFPd7rjNk17ZuUYV3/iqJD9p1ICAIXYtaE0XhvRHd4aOW0w+ehUc82iA8PwzNjZKN6FoY9EfmGc73aI9H0XHQ49ovbwr9JYWREr/Fvh4T9e/HM+BGaRnwRZx9VR6/2iQgPe2YMmFSIDt8PcVt//V550GXfQaQgEAtnTcDo90agu4cW8uJxZYWQIkXqBr8xn2Dl1nAcmiLE8WOPjOfKgjmZWoBXC96qSNzIMESi2oRjOHGTkRCVY28/uNk2w4fLDDqxetEkjBsbiBeiLhFT3Sh7Gpqow/j+TLpxwXIJbnx3FKRLJ6BM9SlDvamOW2p/TfRR7Hwp/2PgdO0KlwrWxxReo97wc7NFsw+XGe5ZvQiTxo1FoGVBGrBQ7pJtU38RpQRdOnqNilOAwIWzMGH0exjR3QPaYorLa9QTbeLDEVZkfAjbE4F8ehmvUS+0TzQ9F43w/WK09TfjJ6TZyMh9OXhnYWFhYWEpjTcjuDauae9/fSYC+g3EgH59MGTBj4jJVyHuxEKM6huAwKAgDAreDRENXloIfTAwUInNAQEYNGEr7lVoujAu3IOmoNkvI9BnQBAGBy/CLSs3/dNZQdclCO0bidkB/TGI5hsckoxW3WvohW3TaRFCB97HnIEDEBQ0AANn3UbfTYvRxeTLQ0Fnek3AfcwNpOUO6I3eU8KQwHVAp0WhGHh/DgbS/IIGDMSs232xaXEX411lh+sehCnNfsGIPrQMg4Ox6JYV3Cw8fCwzmjicWDgKfQMCad0GIXi3iAZBhp/ky4Z5mZqF3xGz5tXGwWG9MXDwELz7v8fwaGr4EM2m00Ks97+OmQH9qMz6oc+QBfgxJt8YgJqB97JuPG1ftjR4DTuh2tlptN5BGNhnEFbmf4jN05ugepnqU5Z6Ux230P7WTX1R8zdD/oF9B2ONfDI2f9wQVhWsz0vYdMLC9f64PjMA/aje9uszBAt+jEG+xZsKMVfut0u2zcIZZ0rSpTHdETSlGX4Z0QcDggYjeNEtWBVXXEFXLAnti8jZAejPrKIWHILkVt1Rw2B8WBQ6EPfnUB9B8xwwcBZu992ExV14JZRlFDwPT4LvJychN6TMwsLCwsJSJtgVGllY/izMnM4BtzHt1FK0KMPDXBYWFhYWFpY3lzfkyTULCwsLCwsLCwvLPw/75JqFhYWFhYWFhYWlkmCfXLOwsLCwsLCwsLBUEmxwzcLCwsLCwsLCwlJJVG5wrUtHxJb/Yd68eUXbZwux506FpuP4y9CmR+KnrauxdOkqbNp1Cg+ymem2dEiP+AZ7I1/MBaZHfms3Vu69C+OseAZM6/nZfCxcvgF7fo+Bccbpvx/lKUz2n2/c+ZspZ9669Ahs+V+hbnyG/y35HN+delxssZN/DuWpyfCff824VwpUD37fvheRJU0noUvC6a37cf8l1Zfi7jdTMSX0GnLMzrSRhQNju+LT8y/r4V9ByXbw9+X/51Di1GR/zH9lNZ+SYfTum72Rxj0LaB7j21Hd0WPAILz/1csL1PwzlNQeGsQemocPl59BcoVmCpTj1u6V2Hv3Ja/2j6A4+j78F98x7pWFsuunNu5nhIZFQmHcf4EuGWe+2Y874t+wfOKnOPD0lSteocz68y9CcnoaAhff0P9d8T5Pi7ifQxEW+aqMdMln8M3+eygolI0uDfvGv4svn7HTV7KwVG5wTbJwef8tOAUNx/Dhhdu76FKrsh+Qa3B/dRCmnyp/56BLPYQP3g3BI9cO6NOnI2qqruCr7Zdod0OQdXkfDj8wiYZogBS+ahPCNqzCD2km0ZBpPYe9i4G+dZC7bwIC5v/+rwkSi6O5vxpB00+9PEj4ByBZl7H/lhOCGN0YNgxB/g1RED4Wg1ZE0lZ9zaB6cOlbGixvvGecw7mI7J8XYtL8w3hsckIT9wduV5mMtdPaw9msSbgieOcFrO1WOCfdX4N5Oyglf819rA6ajgqY3j8Ko3f7DptZsdQE7dMfcYgzCUePHcb2Kc2NR/9JXm0PXcZVXFQEYuX//FG9AlNo6pLCsWpTGDas+gGmbu31oOz2YeXhiLgtxXw3RRX5NdZckCP3ihjtFq5CcAOTeVDNUFb9+Vv9rEVbzMKR3YnwG9f6T/Z5VvBwjMOWV3RFhciv1+CCrhp4hbLhuiNoZDWc3X379fPlLCyVTOW/FsK1g+dbzdG8uXFr1hS1nNSIWL0AP6YUWafy/OdYcChJ/7ci+gTWfjwaw0Z8iMX77iBXf5kK10KXYd/F41g7/T0MDZ6ABXvu0OBVi9i9szBz1yUcXzoYA4PX4CITwCiicWLtxxg9bAQ+XLwPd5hE8i5g/eyvccvE+agu/4yoTvMw711ftG/fDQMnLsNXn3aF0HjeFM3d73BAMBMHJmkQtv3Ryw7jRT1boE2XgZi2eRXaR3yNkxLjeSMq8W8I/XQ8hgWPwYx1pxCrL4sK8Wc34ZNxwzBs3Gxs/CXW4IxV1xC6bB8uHl+L6e8NRfCEBdhzp6RwXYHok19gxuhgDKPX7LpVNE+xNu0adofMxIThQzFq+jr8Eq+BNnYvZs3chUvHl2LwwGCs0QvMXBlicXLtdLz3bjDGTl2MbZdSi82BbD5v/bkTa/Hx6GEY8eFi7LuTW+xeA1w7T7xl1I/WnQbgowVBINdu6ts27dpuhMycgOFDR2H6ul9Ai08xpwtGVGL8Fvopxg8LxpgZ63DKIGSo4s9i0yfjMGzYOMze+ItR9sWgenPyixkYHTwMExbswi3TyZtL0qlicEQNYXN+BXbFmTytkV/Guq8TUadu0bx8jI5v2BCOX37chM/1Oq6F+MfFWHos2SAjXRpOhCzGj+ICWtdF2BdrSK9k/Smlbtpn2LPgS1w1edikjTuAJZuuvniKZ94OGFkb8y+uCxeuY8+smdh16TiWDh6I4DUX6dWGur1iv3pd3oOIH1dgysh3MXLq5zgZq0D6lW347P1gDH1vJjZFJBtX1jTX7i+jiD6JL2aMRvAw2v67br00z3bJPqRkVNdCsWzfRRxn6jY0mLb7HjBmxtjJzI/34v6ljRhmtBNzctanERaBQyFTMWvHHb1+7on4ESumjMS7I6fi85OxUKRfwbbP3kfw0Pcwc1PEi6fMJdmoARXEv4Xi0/HDEDxmBtadYmzSpD2YK2h5Nq/ZjhM/f4OVm4qVp4Q6vYoGd787AMHMA5ikCcP2R0WCfrlOD82W03JeJdWBUqotWbb9sIhDCJk6CzseyovkoU3Dtd0hmDlhOIaOmo51v8S/7KMFHfFBUA527Xpm1DOGPJze+geafTAEtumxyNJySk+nGJb051U/a8Yn6u0jDBGHQjB11g48lFv2/a/otzoWe0uwxRfILyAipzV6enH/dJ8n6PgBgnJ2YZfpE+m809j6RzMq36ovBRGCDr6oevsM2IfXLP95mNlCKg3NIxLSdTDZLTPuv0BGdg/xI6ufa4z79EjYu8Rv5WOiidtNRnUfS767kkRyMh+SI/P6k6AND4iaFJAjY+oRn0HLyOmYfCJLv0E2D2pLxv2UTe9Wk8hFPcn4IwWGxDRxZPeo7mTsd1dIUk4meXhkHukftIE8kD4kP317gsQUZUsv3UWC2/Qin3x7itxNMd6vR0MehXQlg18UPpccfd+PzL5Ar5H+Sj7ym0xOS4ynSqqn+j5Z2mUQ+Z4pnhFtYjgZ7TuMbLoQR+sWRSJCp5H5h5KJOHw08R0eSi6K84kk8RLZMtKXjAqLJ6TgCBlTz4cMWnaaxOTLSPqNzWRQ23FEX+UXaEn8nhGkc7DJ/ePbkxqt5+rPJZ36lmw7+5Ck5EuI+NwC4h+wUX+XOnIR6Tn+CJUqg5YklliGGBK1vi/ptfQKSSuQkrQHp8mxy6n06kIs5a0hcbtHke5jvyNXknJI5sMjZF7/ILLhgdpwqxHNoxDSufcqcu3OHXKHbrcvHSeb3u9N3tsRTTTaJHLq223k7MMUki8Rk3ML/EnAxih6lwVd0CaS8NG+ZNimCySOtn1URCiZNv8QSRYzsh9OQi+KaVqJ5NKWkcR3VBiJL6oMvTee7BnRmQSHXiRiKq/ES1vI+PY1SOu5VxlFKVmnTKtD9WBFz5Fk19m5pM/7P5J0fdpUj9YHkVHbfiWL/UaSA1RHzOq49CpZGhBMvn6qINHbR5IBS64SKVPX8T3Joki1Gf1JJWr9cUt1U5N7y/uQEWFpxrZTkiuf9SVTThUqMFMmc3ZQmL+iZF1QR5JFPceTItMzUzdGl+v6kKBV50i8RErEZ+cT3xYtif+YreR6qozkPj1IJrbrR7Ywxmm23YvQxu8hIzoHm9R5PGlfozWZe1VpvgzGexkYves6eLf+74IjY0g9n0Fk2ekYki9LJzc2DyJtx/2kP2dqJwb5lyzngiNjiU+joWR1hJjItIx+1iU+QavIuXgJkYrPkvm+LUhL/zFk6/VUIst9Sg5ObEf6bYlhUjVjo0abHLaJXIij9hMVQUKnzSeHqKxe1gdz5TFfp5fIPUre95tNDG7tI+I3+TQp1IqX62Tel5jPy0wdkmLM2lLBkfGk56JIeqsF2x/rQxoNXU0ixDKag4l9JJ0i3247Sx6mUF8kPkcW+AeQjVEmzp6iTQsjwW/PJOeN+qqN30oC+6whjzXlS6ci+kPvMu8TqX2M9WlEhq6OIGKZvgHN+n6z+l3MFk3RPAwhvUb/QHte5v4/2+dpSVpYMHl75nljvWg/sDWQ9FlD+2+6ZyobonlMVvZ6jxw07RtZWP6DVP6Ta9UtbB4RpF8pjtmGfLQDj80+BtAi+sBOpHYbjRa8ZETFyuE5MBCi47ugf5WS64Te0+agd217CKu2wYSJrRBz8dWf5rT/b+/Mg6K48jj+mWYCI4cgbsBIiDFJecTEsjxX8QCEDAUODKBB0RBJII5oNl5lLmBjgq5m12M94rXeKLjikWg8KlFjQlku0eCRNYsKJpCYuEZwZVBRBrbnAHpkLo9sbWl/quaP6el+/X6/9/393us3r7tLN7P2lyGk9FBy4dx5rgXFofXaybrjzxCfHk1HyV+nbh1SyN01k741X7BAF82giGQ+2FMhmdkwYzify+pfNOgGqMArnPGRpSzPq7A5E3vzSin752ez54kRqH0tG8USyzatomrkfCYM6oBf26cJnbiQmdoa8ldVMXJeBiHBPngHDUA3N5nqNXmmowQ/Na9PV9PRx5NHe6eR3rOMwm8lcxKGMvLXVjNmgeT4ma9gfg+iQPuoUYSpSvly5w4OlXvh+7ONdaNiGZts1iEfdx8V1eeOcvSfl3DvrEbTP7B5ZsLRuQ2lbF77C0NSeqC8cI7z14KI03qxc13L9cv1Px1hS14eeeInf9tejl4WG6jyInqhPVGjwlCVfsnOHYco9/Ll5xOW9rajBUPZJlZVjWT+hEF08GvL06ETWThTS02+0ffzyAgJxsc7iAG6uSRXryHvXHNLG8ryWVs9hgUZIQT7eBM0QMfMV8yetKspG2t8Vb+fToZyJR9+VYPhQh5zCvvz1uh2Fr850Pgj/XjnwyHs10WSvm8Ac97th5fpGCN29JP4O743bXdkm5JuryZhyF9LiXFT1U7+9m1/xkV4m38WcR4HCsdaMOE4fgV/NRMnh/GEtxfBYRMZ3k5FyNQ0+gR64tspnvFqPUeO3RJ3dNDuJkRfiLZUj1kgsXkm5qZykkNsIuCnfp3p6o74eD5K77R0epYVWn5rpNH/9vysoPVQHZNCg/E0OkXwRz1xMmFPeOMVHMbE4e1QhUwlrU8gnr6diB+vRn/kmHFH2zHaGJPzJzCogx9tnw5l4sKZJAY2etxZfVyz6Xzuan7R6DCntfFEli4nr6Ixq0ltcpRL7JzLjg1a/RbnseRIA4rWDNVNIjTY00p/QvsoRoWpKP1yJzsOlePl+zMnvjW9578JISAeXZ8jLP/4svitjuJVW1CNHksnSZ/gSjnWuOJrESc5UdF6KLpJoQSbBCSWajP3X78LfYunvlxFvZ+/6S2v997nCQTE6+hzZDlmNxazaouK0WM7tXzbrFtb/FVVXNY7+OtIRuYhwLqvvB+492Lipm1s22b+FCxJpatSTCQKaJBE862bt8SgbeCavoZfT+6moKDA/NlxlqAhvfAz1kzhR5s2kvBVeSDcapn0Gq7pqfn1JLsbyyjYwdmgIfQyFdISZWBvRkyazeodBzi4PpGyrHfYrrf8aKKWomXLOFK+l+kjjBcJI8g88BOHl66guPFCQXIRMXrCHPZ7ZogdyyjaN52ygWp9Hb7+PtZObtCjr/PF36d5q+DdhtYG8+2QCr82WJsscOuW5FHkDdUtj/fxx09lfOF3LYczY0nPLeFqXYNYAwWC1OmN2K3DdYLT1rL2ZR9Ob53D+GHhDP/zEZpc4+jcDdfQ1/zKyd2NbVDAjrNBDOnlZ9mzGWXnRGbMns1s8TPnL4tZVzCPZ3flsOl8IZmx6eSWXKXO+Ph1hSBqxpKk7WihoVpPna8/kiqJNKC/3feCN21aG6ipbvZly2MFfPz9MJtzB5pS+BPz7kguzP0Ti2du4bEpGXRrWhHiWONCwDM8VlvOjcCnePQ2G2zqx0XbhMdGkN5xPyu+0lOWu4nrCa/y3G1vj3QcB4JjLZhwbJvCV6JloRWqVqJ2/BtrrcDD3ahtsX1rD9tvdxM2fCH44O+nEktxkkNsosCvTRvJwECFh3B7XnHmZ7EMf/PgxYTCV6JPgVaqVuKx/k3HKjzcLbnLTozaiC1rXKiPM5tqi1i27Ajle6czwjj5MSKTAz8dZumKxvsdpDY5yiV2zmXHBpdiyZEGxNj3928+WyO1hzOJTc+l5God5kMasJKNCU8G6WK5uGYD56r2sOzQ87yWENDsQxHXypHiin5EnOREhTj4lZplO/fX34W+W3LPfZ7nIHSxF1mz4RxVe5Zx6PnXSAiwUwGjHGVkHnLuIDzvBSVPPnGT4q8vmWd+DRV88ulRborbu6rDCGjVnXHvmwdbs7N1pI7VSgYntlEqDVy/Zk5oyq5qwgJa0X3c++YyZmejSx2Ltls9lZeuWF2h1xR/yq5/NWcVpTg49G31CEqpJy5/zEdFMWz/el/TRcL2z4rYOPALluy6Yt5HchGxZeMKZk2IoKOH+Sczom2RfanI38gZy7rIuvJCPj/dnhf6/Uhe7hnLGrmblOblU94n0vTNKcquRPT+wer4M7kbOHhVzGj1lRwvVqHNmkJaykskh7fDcM2S6ZRKDNevYfKYWIa9Ouh/1hMQ9jLTZi0lryADz52fcLpxhsTRucXf1GEBtOo+jvctA+dsXSpjtd1Mezrk1n+4ekOJUH2cYpWWrClppLyUTHg7A43Vt4eyayR9K/LZ2OxkCj8/TfsX+vFjXi5nLHW/WZpHfnkfIiXCUnaNoPcPeeQ27XSG3A0HMZtjT1O2hSkEjyZzyGFW3niFaf2lqxkdaFxRTv7keShnHCLHcxGTN34v0aod/ZysoasLtoEXobpwzi2dwYd7g0gd8ZhVsLsSB7a1oEQpXoSZQ+/u41dKfaWzdhfPE9GbH6Q2n8llw8GrYj9+f+rQErFcl/x8h9iLUTF+IvtWkL/xjDjMMVJHeeHnnGxadnvv9bn88UcUxWzn632Nkx/b+axoIwO/WEJjWmvCUS6xhx0bTrd3HkvONXA7Ym4/XoxKm8WUtBReSg6nncF4i15L3DqnkuKzhZy3l1Me9RqDrRYbu16OS9yWZ+86JzbhSN/SWLTGrW0bhCuVpnxyf/o8NzqnpuCzJYe3l5cT9ZrtNdsYLlNZ60dbb7Hwm5VcuiLtfWVkHh6k4fUb4s6AKW/R8e8jUcclMvzFd/mu3fN4K8AjJIt5kUVM1sQQFxtD1PBMtpZJb5KzhZJOcVpqF2vQxKextKQfWfMiKZqsISYulpio4WRuLePKxc3oQqexW/KoNDevWv7xwYsMjYgiLiGB2KQluE/KZFhTpjBQsmY1ldp0+loNlj0JHRdN+cr1lLmYL1QDs1mkOcWbWg1ajRp1Ri4VQmtCshcRd2q6aG8CCbFxTPkmmoV/HGQ5yhkqBr+3iOjiqWiGxZOQkETOhZ6EPy42pfFu7Yzu7EuOIjYhkaTsY7gFmKdClJ3i0NYuRqOJJ21piZ069Of7T7MYEy3WV/RNfNJ6vMQOp0fTjfkOzo0HIVnziCyajCYmjtiYKIZnbqVMeteZhZvHFpNsnDkzfbTEaGZwKfV9xjw3nIzu+0iOiiUhMYnsY25Yqm8f1UCyF2k49aYWjehntTqD3AqB1iGi7+NOMV3UQ0JCLHFTviF64R8ZJH0wgGow7y2KpniqhmHxYl2ScrjQMxyzOSE2NWXDHAtiJzh5L98sj6PtbVFlW+OXOPHXN8jvksMHER0ImzGL7lvfYO7x5rsQbevHQyzPBdtE3LqM5cVbmzgxYByhzetNTDiPgzrbWvDsRJy2lsUaDfFpSynpdzfxa40QmOC03VWD32NRdDFTNcOIF+uTlHOBnuGPmxLY3eUQ57jq5zvCboyqGCjGpObUm2Jbi1pWq8nIrUBs7ibuqT6GEtasrkSb3leMVAmeoYyLLmfl+jLrZQIOcol97NjQ2nksuaIBawQCEzLovi+ZKDGHJSZlc8wtQDKbLEG0JVHXg8Jt7oxO7XLbPndQjgu0yLMu5kRH2NW30joWT0qWX7o9+SxB/y7BeJ/1/erzhMBEdD0K2eY+mtQudjx04zvOCp151qOeS5t1hE7bja0nlcrIPOjIrz+XkXngqKe+XkCoO84H2rk8tWYdo5vW7srIyDz4XGZDcjpVswr4w31/FK59bux/g8T9yWyf1Y/f9mGiMjL/38g9rozMA4bhhw2Mj9YQq3mbipFZJMkDaxmZh4y2aFOCOLDmG8v3/wH1F9m+8QIRL/eWB9YyDz3yzLWMjIyMjIyMjIzMfUKe0pKRkZGRkZGRkZG5T8iDaxkZGRkZGRkZGZn7AvwXoc96LM42YxUAAAAASUVORK5CYII=)
Balanza de bienes agrícolas
En los primeros ocho meses de 2021, el superávit fue de 1,517 MDD, este saldo es resultado de exportaciones 14.5% mayores a las importaciones. El saldo disminuyó 64.6% (2,768 MDD), en relación con 2020, debido a que las exportaciones crecieron en 737 MDD (6.6%), mientras que las importaciones se incrementaron en mayor medida 50.4% (3,505 MDD).
Balanza de bienes agroindustriales
De enero a agosto de 2021, se registra un superávit de 3,965 MDD, periodo en el que las exportaciones fueron 32.5% mayores a las importaciones. El saldo disminuyó 11.1% (495 MDD), respecto de 2020, resultado del incremento en mayor medida de las importaciones en 2,986 MDD (32.4%), en tanto que las exportaciones aumentaron 2,490 MDD, esto es, 18.2%
Balanza de bienes pesqueros
Al octavo mes de 2021, se presenta un superávit de 62 millones de dólares, debido a que lo exportado es 12.1% mayor respecto de lo importado. Las ventas al exterior crecieron en 22.8% (108 MDD), mientras que las compras en 63.5% (201 MDD), en relación con el mismo periodo de 2020.
Balanza de bienes ganaderos y apícolas:
al mes de agosto de 2021, el déficit fue de 381 MDD, esto es, 118 millones de dólares mayor que el saldo negativo reportado en similar periodo de 2020 (263 MDD). El comercio total se incrementó 44 millones 25 mil dólares (2.6%), al pasar de 1,690 millones dólares en 2020 a 1,734 millones de dólares en 2021.
El déficit de la balanza se explica porque las importaciones fueron 56.3% mayores a las exportaciones. Las compras al exterior se incrementaron en 81 MDD (8.3%) frente a las de 2020; mientras que las ventas al mercado externo disminuyeron en 37 MDD (5.2%).
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: SIAP 09 de octubre de 2021
Clasificado bajo: Agricultura, Alimentación, CEIEG, Economía, Empresas, Estadística, Exportaciones, Ganaderia, Gobierno, Indicadores, Industria, Información en otros sitios, Inversión, Pesca y Acuacultura, Producción | Comentarios desactivados en SIAP – Expectativas de Producción Agropecuaria y Pesquera
Jueves, 11 de noviembre de 2021
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)
Día importante para el comercio electrónico y una
oportunidad para aumentar la confianza del consumidor
![](https://unctad.org/sites/default/files/2021-11/2021-11-11_Singles_Day_commentary.jpg)
El Día de los Solteros, también conocido como “Doble 11”, marcado el 11 de noviembre, es un feriado no oficial chino que es el día de comercio electrónico con mayor gasto en el mundo. Esta celebración fue iniciada por el gigante del comercio electrónico Alibaba en China en 2009, ofreciendo importantes descuentos a los consumidores.
Desde entonces, se ha extendido a otras plataformas de comercio electrónico como JD.com y Pinduoduo Inc. y se ha convertido en un día de compras anual multimillonario en poco más de una década. El año pasado, alrededor de 800 millones de consumidores participaron en el día, mientras que Alibaba y JD.com registraron alrededor de $ 115 mil millones en ventas, estableciendo nuevos récords para ambas compañías.
Alibaba duplicó el valor de los pedidos que registró en la edición de 2019 del Día del Soltero, alcanzando más de 75.000 millones de dólares. JD.com registró un aumento de más del 25% en su volumen de transacciones durante el mismo período en 2019. Se espera que el Día de los Solteros establezca un nuevo récord de ventas en 2021 debido a un inicio temprano.
El rápido crecimiento del Día de los Solteros es indicativo de la velocidad del crecimiento del comercio electrónico en todo el mundo, que solo se ha acelerado desde el inicio de la pandemia COVID-19, ya que los cierres y las medidas de cuarentena impulsaron a los consumidores hacia los mercados digitales. La revisión global de la UNCTAD sobre COVID-19 y el comercio electrónico muestra que la participación de mercado de la venta minorista en línea frente a la del comercio fuera de línea aumentó del 14% al 17% en 2020.
Las disputas entre empresas y consumidores también están aumentando, lo que pone a prueba la confianza del consumidor en la economía digital. Antes del auge del comercio electrónico de 2020, una encuesta mundial de la UNCTAD de 2017 ya reveló que el 49% de los usuarios de Internet identificaba la falta de confianza como la principal razón para no comprar en línea. Esta tendencia se confirmó en 2019.
Fomentar la confianza de los consumidores es fundamental para aprovechar los beneficios de desarrollo que prometen el comercio electrónico y la economía digital.
La investigación de la UNCTAD muestra que un sistema eficaz de resolución de disputas de los consumidores es un instrumento clave para fomentar la confianza entre las empresas y los consumidores. La velocidad y la calidad de la resolución de disputas y quejas de los consumidores pueden afectar significativamente la lealtad del cliente y aumentar la confianza del consumidor.
Las empresas deben darse cuenta de que los sistemas de resolución de disputas en línea (ODR) son esenciales para fomentar la lealtad del consumidor y utilizar esta herramienta como parte de su estrategia. El nuevo documento de investigación de la UNCTAD destaca que la ODR puede ser especialmente útil para las pequeñas y medianas empresas que pueden beneficiarse de la captación de nuevos clientes y el ahorro de costos.
La percepción de justicia del consumidor es también un catalizador que refuerza la lealtad. Si el consumidor se siente bien tratado durante el proceso de resolución de disputas, existe una mayor probabilidad de que se repita la compra. En el comercio electrónico, esto requiere que las disputas y quejas de los consumidores se resuelvan tan rápido como los consumidores digitales compran en línea.
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Fuente: UNCTAD 11 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Empresas, Estadística, Información en otros sitios, Publicaciones, Tecnologías de la Información | Comentarios desactivados en UNCTAD – Día importante para el comercio electrónico y una oportunidad para aumentar la confianza del consumidor
Miércoles, 10 de noviembre de 2021
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Indicador Mensual de la Actividad Industrial por Entidad Federativa
Cifras durante julio de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/imaief.jpg)
El Instituto Nacional de Estadística y Geografía (INEGI) presenta el Indicador Mensual de la Actividad Industrial por Entidad Federativa (IMAIEF), que amplía la oferta de información estadística de corto plazo a nivel estatal y permite dar seguimiento al comportamiento de las actividades económicas del sector secundario en los estados.
Durante julio de 2021, las entidades que mostraron los aumentos mensuales más importantes en su Actividad Industrial en términos reales fueron Tlaxcala, Nayarit, Puebla, Aguascalientes, Hidalgo y Baja California, con cifras ajustadas estacionalmente.
En su comparación anual, las entidades que registraron los incrementos más significativos en términos reales en su Producción Industrial fueron: Oaxaca, Quintana Roo, México, Chiapas, Tabasco, Ciudad de México y Yucatán, con series desestacionalizadas, frente al séptimo mes de 2020.
En esta nota técnica también se presentan los resultados de las cifras originales para el total de la actividad industrial y cada uno de los sectores que componen la actividad industrial estatal. Así, en el sector de la Minería destacaron los ascensos anuales en Nayarit, Yucatán y Chiapas; en el de la Generación, transmisión y distribución de energía eléctrica, suministro de agua y gas por ductos al consumidor final sobresalieron las alzas en Oaxaca, Quintana Roo y Morelos; en la Construcción los avances en Tabasco, Campeche y Oaxaca, y en las Industrias manufactureras los crecimientos más significativos a tasa anual se reportaron en Chiapas, Oaxaca, Quintana Roo, Nuevo León, México y Veracruz de Ignacio de la Llave.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 10 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Gobierno, Industria, Inegi, informacion estatal | Comentarios desactivados en INEGI – Indicador Mensual de la Actividad Industrial por Entidad Federativa
Miércoles, 10 de noviembre de 2021
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/8cgYHB5Ekid/85jchbURRxO/3YzQa0Wq16HQ6jEZj2I/BYMBoNGI2m4mLi0MQBMbGxnj++edJTU3lzJkzfPnLX+af//mfwwLZU1JSeOihh/je975HXV0d69ato7i4mK6ursB0+HykpaVhNptJSUkhJSWF5ORkrFYrd9xxB88++yyLFy+mq6uL3NxcfvnLXyquwg+bNWvWYLPZsNvtEfdv3bpV+amqqqKnp4e5c+eGtZs7d26IJWlkZITu7m66u7upq6sDIDU1Vdm/ePFiTpw4AQQEQktLS9jL8MSJE8yfP5+CggJcLhd2u10RLBPFXXZ2dohbC1DayjFpMvLvweJnqnkIRh5XY2Nj2LimQp7Ll156CZPJFDaOaMQybrvdjsvloqCggNmzZyvzG4309HQcDse0j5XHPzg4SFNTExaLJea5nuq5mIrpjlFFRUVlIlNaolq6HAwOxzFnbQoL5mhZoJmFUT+CS2NELyQhCXq8GvAJAsZ4Hcf6O6jd1gU3r4J5RjgH1HmhaZR/vyaJNwvN9PkG8CYY+Nl/n8Q87IMxkWfOOvniorkgQqJhNhu1d/InzwuBHmrgBf8P+ZnmSi7TreFGTwKv6UdBC3/zwiH3bq7V3wZ+AVGSECUJ3QXR8Oc//xm9Xk9/fz+PPfZYiNUjGNla9KMf/YjbbrsNURTZt28fx44do7i4WGmn1WojWp+iIa+g279/PydPniQuLo41a9bw0EMPRW0PcMMNN9DW1sbixYsBcLlciltusm/b2dnZ/Md//Adf/OIX6e3tpbm5md27d/O5z30u5j7PFLPZzOrVq9m/fz9r164N2x/szjObzYp7bSpqampCfi8rKwtxu1itVmpqauju7mZkZASA3NxcamtrgYB1z+FwUFJSgtPpxGKx0NTUFHJfg/F4PAwMDMQsSiYy1TwEExwXtHr1asxmc8zWqImusKqqqouK6wked7CgycjIwGazMTg4GOIqi8Z0jg0ev8ViYePGjTFbk6Z6Lj7IfqqoqKhEYkoRVX24gRH/AFmaNEbGRKSUdEbHRKQEHSJ+NGgRAFGUYExgYU483LgImh2Qmgg6HQwYIT4NzjtxS+mIJJLiSoCeGhIz43CeT+TACT1cqQPDKIgJlGvvAumFgK1MDz8f+xv/11hLurGMBzz/wWvjd0ECoIE3vA9wVdx6tP4sBF8CWl3AynTy5EneffddNBoNl156KTfeeCPwvrCZiCiKZGdnc/vtt/Nv//ZvGAwG9uzZo7xsZxJXJB/z1ltvIQgCBoOBr371q1Hb+/1+JZ7qm9/8piKq5FirWDCbzTz88MPcd999xMfHf2QiCmDJkiWcOHGC+vr6sH0TRUlWVhanT58OcdkAnD59mqysLOX3YLeTzWajqqoqRAwbDAasVivNzc0MDw+HWaGam5sBlLgdAIfDwfLly4GANSS4D+3t7Rw6dIjbb79d2SZbONrb20MCqNvb25X9weJnsnkIJlLAsywEPB7PpKJgoiussrIyJhEljyXauG+44QbFihYscpqbm8MsdDKdnZ1kZWXhdDqndWyk8ctxTJPNNUz9XEzGdPupoqKiEokpRZTtzCA4ztLrEimMy8TpdhBvjA/xA0pIAXeRWyQlXuAzRVnseNcBHh8kieBNBRPQ76B7yI0pQYthVMP/vbYEb6KTnx3Lw/9WAx7vKAa9HyRYYijn/3ry+JGvMxAbFQd7XG9wm76MCu1twF2BOCgD/IoB7vZVU6K7CcEv4BdFtFoN7777Lj09PRgMBj772c8C7wdiTyQ4XcF1113Htm3b6Ovr4+9//7uSYypa1vCp6O7upqmpCb1eT1lZWVQLCLyfZFNeTSeKohJXNR3Ky8tZu3Ytf/vb36ivr+f06dMRXWcfBhs3bmTbtm1Ttlu+fDk7d+4kKSmJwsJCIBBYbrPZwoLQZeT0Et3d3SHbFy5cqLwM169fr8QJeTweGhoaQlZueTweXnzxRdra2igrK1MsRnIA86FDh8KEmMFgoKysjEOHDikuW7ltNAtIrPMwkezsbEwmEzU1NRQXFyvxRhPFZvAcnD59GovFovwuu7pkgt1c8liijfvUqVOYTKYQEVlXV0dtbS1lZWUh5zcajbS1tdHQ0MBVV1015bGxWIpmMtfBz0UkC+LE56Wrq+ui+6mioqIypYg62yuSVDaLFfl5pCWYMHk1eH0iGCUEWXhIASuO0WjA6xKo7WqFpAUgakDTCRoJtALgxekdxyh58bggK0tixKTBrxFBMNHh8DA3IxE0LgRMXO/5BT/y3wTJgB/q7UPclgfoTfxE+wP+H8//FxBnQ9A4OkbJHEDyKykHmpqaMBqNZGRkKN8uJ5ZUCUYWR5mZmSxfvpz//u//prOzE7vdzpw5cxQhI+eegujFgoMtSCdOnKCvrw+fz8eaNWuU/ZHEmCzWZKEXqQTMVMiib/369VRVVTE8PExTU9MHKqKCXzJyGgeZlJQUysrKFHdatBdSdnY2mzdv5siRI0rbrKyssOX5wcfLqQlGRkaUFYryuSwWC0lJSZjNZiXoXrZeBFs0DAYDRUVFNDY2Ki/R/fv3K0vplyxZEmbpAigtLcVoNIa0DV52P9U8RJu/SFx33XVUV1crIiw/P59169aFHBvJFSYz0dUlW6iCxxJt3L///e/DROSCBQuora1V5jP4/BaLRbEK7d+/f9Jj5fsw1finmuuJ5wh+LiI9O5FSbMiCcLJ+qqioqEzGlMk2c+/4OQnZI5RYL+H4yUbmZpgoLLTiFjSYjEZ0Bj1ak5EEk5H4uHhODom8UNsD3vVw3g8pZ8GfBQ4tLPfw7OdMuId7MI0bGDXDiX4vz/xXL7Q6OfidRaxckAOcA08OIhI3uzT8KQlogi/V/AvP3/ldEKFR20iRpyggovbAL8Ze5cHrbwJRhAu5k+68805qa2vZsGEDv/zlL6c1MX/84x95/PHHMRqNPPnkk6xdu5b777+f7du388UvfpF//dd/jflcL774Io8//jjp6ek888wzFBcXRxVR0dizZw/f+MY3MJvNPPXUU4orKhJycs3m5mbuuusuBgcH+epXv8rXvva1mK+noqKioqKiMjlTWqLO6f1wvo22Tj9LM7IxJngQNWIgiJvAKji/JKLRQMfoeV44AuQshb4RGJcgQQuCC4QEcIFPNGEU4vDo3AzrM3hmdxu0nQM/DA4HArb9GNEiopE03Gz4Me/xHVr2g8mmD9QqRmKx5hIeEUp501dHw05IWRoIBvVqRPRo6Ovro7u7G4/HQ15e3rQnprCwELPZzODgoOIK0Gg06PV6fD4fQ0NDYRnLZWSBZDQaiY+P5/z587hcLjIyMhS3w4eJLM5mzZpFVlYWfX19yuo+FRUVFRUVlQ+GGPJEeWBWFv79WtwaCyklXjxeF+b4JBD8iKIXnV/HuNtFakE885ILaK0dgMQxSFoIvjjQaiHODM0neO/EKFfOTacvvoc3GjqgNheSfdB3Gs+YCYBRLJj1fjRuDRXGq8j1foeWt+CSuYGA01ENJPh13GL4N56wbSTtbTMLVgZiPtySiF6AoaEhPB4PgiCEJbyMhfT0dBISEhgeHmZ4eBgIiKPMzExOnTrFnXfeiSiKEa1JkiTR1dXFD3/4Q6688kqGh4fRarUkJSUpfZmuJWo6yO48s9lMZmYmer0+pLixioqKioqKysUzpYhanOKjJF2HsGkxnW4f9rFe/P16TEk6CnJzMeo0xMfpQHKilS6hVdBD7zCYMkAbiEtBEkHjhiE/TzeMU5Qdx1dfOwEDZtDrQZMGDNAnDgDpGNEgCSAZJLKFpdxe9xOq9z+KsTQQH6QVBJCgTNjAN9+5jd+eeR23eQgAg6QBIRC3JJdaSUxMnPbEmEwm9Ho9giAo8TU+n0+ptScLo2je0P7+fmWf1+tFp9Oh1WqVGKeZ5m2KJcA8OHBep9NFtZipqKioqKiozJwpRdR8swnzSBdxcd2cjXPRP95Pcd5V/NeuanIWCny6pIi2kzZKivLYsa8TmobBkg6+VBBHQesnUBTvPJiToWGIPfNGwWOFIS9kdcH5PBjRMKYLZJgOhOdqLqQC1TK+O4WkUTND8QkAmCQJdAKSF4b+kkGiOY3R+PHAgKT3xYmcLkAWQdNBzsnk8/mUvFDBgcODg4NRs4BrNBq6urqUFWIQGmj+USILPxUVFRUVFZUPlilFlEtKZ8ToYXhslLRkI/GeRP5+vBPOipyzwNEmB/Vvv0t6+gLqzrbDmATpCeAcBL0WkMAvgqADrQ5cPl5/q5ENq0v5q9gOpzvB5QWfm2xNknJd2d3V1dXFK3teJKsgA80FMSMRqO7y1/17qWnaQ05uFlrxgoVHGxApctZwr9eruOOmg9PpVPL0xMfHAwE3mcPhYPHixWzZskURaRPRaAIxWfJKItli5Xa7GR8fJyEhQXG5fZjIFii5/MyHgdPp5Pjx43R0dOBwODCZTMyePZvi4uKQpIVyQWCZrKws5s2bF7aSS65x19raqrS3WCzMmzcvLAdQY2OjUsg5Un6krVu3YrFYuPnmmyMeJ+coOnjwIA0NDWzZskXZF42JeY2m6kO0OTKZTGzcuJGUlBS2bt0aVvy3u7ubY8eOKbmMsrKyWLRoUciqMfnakQrvThxjMHJdOrksTqQCwgCVlZXY7fao5w8uXmyxWFi8eHHEsimxzJFMpLmIxGR9i0ZjYyOtra0MDQ3hcrnCniun08nRo0c5e/assj/SvEyn7auvvqpkcofAKsvly5crnw352ZuIvNox1s+NPL6LeRabm5uVz0Ewdrud+vp6pR8TxxB87eDi2zJbt26d1n1SUfkkMaWI6uz2MSAamB3vxeTxkJ86j90NY+BPhgEt9eIYmObwn4fsATGUkAhaF3g9oDUDmguqRwOiBAmpcO4sf331IFyWy5c/X8Jz75yGlg4y9IuU68rxQrt27aK7uzvEJSfvk7ORRyqwm5aWRkJCwHLV398/7Ynp7e1laCjgIpRLs3i9XoaGhsjNzeWGG26I+Vxy/p7+/n76+vpISEj40OKh4H0B6nA46O/vx+fzfShZmJ1OJ6+//jomk4nFixcr+XxOnDjBrl272LRpk7LcvKenh/z8fCXNQmdnJzU1NSEFZT0eD9u3b8fhcFBUVMSiRYHnob+/PySdgUxrayswefFYh8Oh1MqLhdzc3LAX0MjICLW1tRFfplP1wW63U1lZqbywExMT8Xg8ynMQCfmFlJ+fr/Tl9OnTVFVV0d/fHyYwampqKCgoUJb5T4Xb7cblcinn7uzspKqqCo/HE5JLSxZwra2tYS/A4eHhsHNMvJ+xztF0mapvkdrv3r2bnp4erFYr8+bNw2AwhDxXg4OD7Nq1C5PJxMqVK5UxVVVV0dnZGfJMTKetw+FQnvvgz8YNN9wQcr8mPnNyXq9YPjcyH8azKOfOslqtyuexvr6ebdu2haUiATh06JBSfFtF5X8DU4qo/vMueppOkvGZeWTiYXTADwMjYNTB8DAMj0JKMoh6yMsLuOxsLSAJ4HSBOR2kC7YjQQK3CMk50HEaPOcommfhJq+ZbW0C6XEBy4xspfF4PPz1r38lMzOTkZGRkHIrTU1NHD58mPz8fNrb2xkfHw/pt8ViISUlBb1eT3t7u2JVmswCFJxMs6Ojg5GREZKTk5UVdTqdDo1GE1LYNlqskSAIyrXy8vLQ6/X09vbS2dnJnDlzYhZRF2Ox6urqorW1FZ1OF5ao8YPgzTffxGQycf3114eVYdm+fTvV1dUhVqCkpCRFiFitVtxuN42NjcrLYPfu3bhcLm677baQF0w0S4D8UrTZbFFz+1gsFmpra1mwYEFMIkOuRxjMjh07MJlMrF69elp9GBwcpLKyMiYLjEx3dzc1NTWUlZWFvCStVqtitSgsLFReXiZTYDHGvn37lILNsRJ8L4aHhzlx4oQiSILza9lsNpxOZ8T5m+x+Quz3aTrE2jeZ3bt3MzQ0xE033RRyb4P7sXfvXpKTk7n66quVZ9lqtZKRkUFNTQ1z5wBWDn4AACAASURBVM5VPkPTaQuhz31BQQEvvfQS7e3tIeJvsjmZ6nMDH96zWFtbG2ZFKigoYPfu3ezZsyckWan8LMZafFtF5X8CU76dLytMg7NebMNjZCelcPT4GTjbAvFu0LggjoDrbnQUzKngHgPBAZfNhkX54HOD2w3+UZDGwe8BjxcESM1KwDXSTq5piA2bFpGWEZqs8K233qKuro6MjAyldpzMjh07GBkZQaPRIIqiEkwtixqtVsvChQvRaDQ0NDTQ1NQEhCbKnEjwvtraWvR6Pampqcofo+DCxjKyFWziD7wf/1RYWIjFYsHn83HkyJGppjykP7JwjFV0Bffv8OHDuN1utFotc+bMifm6sdDd3a3Uo5v4rdNgMFBSUoLD4Zi0CG9wjFl3dzc9PT2sXLkyJrEjv0iXLVuGyWTi9OnTEdvNmzcPk8nEgQMHYhlWGI2NjfT09LBp06awcU7Vh2PHjgGEia/JaG5uVhJLTmTVqlWYTCblvBCoqbhy5Up6enqUIsYzISMjI8TtJGdAl7Pry2OdjInJRoOPm+o+TYfp9C34uYpmjZ3sWV6yZAkmk0n5+zGdtpGQn+2ZhBjIzGSeL+ZZjJS9v6SkRCnkLeNyuSgtLcVms4VliFdR+Z/KlCKqdH4CDEucGxeQxkTEhBRINoF3FERXYOVdohkGB6DmXTh2FBxnoOckeBzgHgfJC+IYiCPgGwGPE3wCA+1DuEckXI4xsuI0pKVpgfctL2+++SZmsxlBEEhMTORTn/oUAOfPn2fv3r1kZWUxMjJCYWEhK1asAAIiQg74Xrx4MW63G5/Px/79+4HoGctlgSQIAqdPn+bdd99Fp9OxcOFCxR030xVuCxcuJC8vD6PRyDvvvBNmNYuGTqdDr9dP+9qyFeyNN94gMTGR3NxcioqKZtT3aMh5pwoKCiLul7dHc6Xa7XZsNpvyB3qq802ktbWVrKwszGYzs2fPxm63KzXXgjEajaxcuRK73T6poIvE4OAgNTU1FBUVRSwlMlUf+vr6yM/Pn5Zr4+zZs2RmZkbdn5mZSW9vb8g2q9VKVlYWNTU1IYsZpkNHR4dSr1B2l82bN4+UlBQsFoviKorGxPspE+t9ipXp9i2W50puE63gdPCcT6dtJGRxkZSUFLLdZrOF/ERjpvP8QT+L8vgnfr6XLFmCxWKhuro65uuoqHySmVJELV1YAEmpgVVvI+MMGTQwPxuGvSDqwKuDEQm8BhhwwriLz356E6vyMuFUEziHQPBesEI5wTcM7n4wpsLxUexNg4wOGDDoEjHqksEfqODe0NBATU0Ns2bN4ty5c5SWliolU3bt2kVbWxtpaWl0dnayfv160tLSwnIvrVq1ivz8fJKTk3n99dfp6+ubNC2B/AfmlVde4fz58/h8vpDM4DONY0pKSqKoqAiv18uJEyd44403Yjqus7OTtrY2IHYRJffxD3/4A01NTbjdblasWBExpuhicLsD9ynaH2V5u9wOAvd069atbN26lcrKyhCXVaTzHTx4UGm/detWZfvg4CA9PT3MmzcPQIkXiWaRkEXG/v37p/UC37t3LxaLJaw8SKx9cDgcYS/LqXC5XJMek5SUFOJOlikvLwcCbr1YkV/YlZWVinUF3h9Dbm4uELDm9fT0RBRowfezqKgoxII23fsUC9PpG0z9nMbSJnjOp9NWZnh4GJvNRmNjI3v27MFisYS576qqqkJ+gscz2ecG/jHPYqTPt8yKFStwOBwXZRlVUfmkMLU7b+FsMJsZcmTSKCbTfroNzntArwusunOPgdcLHiDNxI3Xr2R+0hDrF2soLsmD0REQvRfa+MHrA8kPkhtGx3Boc+nv8zBHGiWQjjzgltu5cydjY2Po9XocDgfXXnstEEhb8MYbb5CSkoLH4yEtLY3rrrsOCBcaOTk5rFmzhr6+PkZHR/nZz34GvC805PaSJCnWr2PHjrFt2zYSExPJy8vj6quvVs6n0+lmLKSuvfZaJEkiLS2NX/3qVxEtNMFWNIAHHniAxx57DAhYVCL1OxJNTU389re/JSMjA0EQphUEHyuySyGaKJG3B7se5EDp1atXYzKZaG1tDWsXfL6FCxdSUVERFs8lC0u3243NZlP+kE/mKlq+fDkulytiHbtI1NXV4XA4KC8vj/jCjKUPJpMp4ktmMqY6Znh4WIk9CSYlJYXVq1dPy61XVVXFoUOHANi8ebMyz/IYRkZGQsZ26tSpsHNUVFRQUVGBxWKho6Mj5P7N5D5NxXT6BlM/p7G0CZ7z6bSVsdvtVFVVceLECebPnx8WQwiBVZ/BP8Eu7ck+N/CPeRYjfb6D+5ufn39RllEVlU8KUwaWL8hMZ2NpDnuPjPOaPg76x0BjhkQdeMdA8AV+H3JBdiKF6Rp0vrPg9lKYOo9jCfEw6rxQrkUANCBowXcejIOcEQoxO86wedGFcihaPV1d59i/fz8FBQWcP3+e+fPns2nTJgCqq6tpaGhQAig3btyofKuThVCw0LnzzjsVt+D27dvJysri61//ekg7+V+bzca3vvUt4uLi6Onp4ctf/nKIBcfn8yFJUsSX2GRIksTKlStZvnw5jY2NeL1eHnroIZ566inS0tKUdnI8ld/v53vf+x4NDQ34/X6qq6uVFYKSJCmxHZEEXWVlJT/+8Y+BgAl/8+bNLFu27APPkC7PS7RA4YkWAwgNkE1LS2Pnzp3K8ZHOJwd5TxScsvtmoiCy2+1Rg4yzs7MpKiqioaEhomUpGDmgNpobL9Y+ZGZmcvbsWWVRQyzIx0TC4/HQ29vL7NmzI+5fsmQJra2t1NXVxbScPFL6A6fTqbg9q6qqQva1traGxWrJ9yoxMTHkfsrtYXr3aTKm2zeY+jkNbtPd3R1xAUbwnE+nrUwsKRsmY7LPDfxjnkXZLRnNwr1mzRrsdjvHjx+f9t9LFZVPEjGUfYHrrr+UvW/9FmxFEJcN+MEHSvoCvwiCCF4/24+0kDDex4Z1ZbT1+2F0CIxGiDME2kGgSLCkg6QM6v5ezy1pOkrnzAZEQMMbb/yFtrY2Fi1axNmzZ7nxxhtJTExEFEVlST0ERMRkK5IkSWLevHncdddd/PznP2fBggU899xzdHd3c/PNN1NSUoJWq1WWDT/zzDOMjIwgiiJlZWX80z/9U9j5EhISOH/+PLW1tVHLvgSGKDI2NkZOTg4LFiwA4MEHH+SOO+4gKyuL5uZm7r77bu655x5WrVqFxWJhbGyM9957j+eee46DBw9SWFhIZ2cncXFx+Hw+BEEgPj6ed955h/7+frxer2JFGxgYoLq6murqasxmM36/n8zMTL71rW8pff8gRVR+fj4Wi4X6+vqwJc0ej4f6+nosFktUEZKdnY3JZKKzsxOr1Trp+YIZHBzE4XCEuTRsNhtVVVVhq56CKSsro6WlZVJLjcfjobq6Oqobbzp9KC4uZufOndNarSQfEyktQ0NDAy6Xi4ULF0Y9vry8nG3bts3YlSKLXzlPkUxVVRU2m43BwcGIAdoT7+fF3KcPsm/yc3Xo0CFycnIiCrf8/HxMJhP19fVkZ2eHPHtyLix5zqfT9sNgpvM8k2dx0aJF2O12GhsbQ+6Vx+Ph8OHDWCyWqKt+zWYzZWVl1NbWqiJK5X80MYmo6zcu5euLzTBghPQkELsImJaEgDCSPGAyQl83tnY76DRok0Y41jUCnjFITQ648LwuEIRAMPqoGywm6D7HpmuuCbleff0xEhIScDqdpKSk8OlPfxqAgYEBTpw4QWpqqhIntW7duqj9lt1d9913HydOnGDv3r0sXryYvXv3UlVVRVFRETqdDrvdTmdnJ+np6Wg0GnQ6Hd///veVJJvKZOl0pKSk0NbWxkMPPRSScmEigiDQ1tbGvffey7/8y78AcNlll/Hggw/ygx/8gEsvvZTBwUEeffRR5s+fT2JiIk6nk7a2NvR6Pfn5+Zw8eZJvf/vbLFu2jL179yoB9s8++6wioORxyiVucnJy6OjoQBAEnn76adLT05UVeh90cs+NGzeya9cutm/fHpYnyuVyKW7WaEz8plteXs6ePXt45ZVXWLJkiZIbrK+vT2kjuy4KCwtDziUHDnd0dER9ORsMBlauXBlmxQimtrZWyVMVKXbHarXG3Ifs7GzlRdLX1xeWmydSLp+Jx8jxLadPn8Zut1NWVhZVmML7br3JEoZORkdHByaTKezluHDhQmw2G21tbVFXuQXfz4u5T3IM0cTjZto3+Tl96aWXKCoqUqwncp4oq9XKpk2b2LlzJ9u3b1diwzo7O7HZbGFzPp22sTJxvOnp6R/oPMfyLE4kPz8fq9VKTU0NfX19SiH3+vp6XC6X4h2IRmlpKa2trSGrPlVU/qcxtYgSYU5iCls+s5yt32+GdGug3p1XtmpIgdV3XhHwgTENvPHUvtsV2J6cCkkm6OkFtws0moCQ0uqhvYVrVudxY3noN26NJvDCGxgYYP369UrApNfrxWAw4HK5GB4eZv369ZMKA3mVmlar5ac//Snf/va3eeONN8jNzSUpKYmWlhbcbjdxcXFkZGTQ3d1NVlYWP/3pTxXrUTBut1vJ2zRVwkytVovT6Qz7Fnb33XfjcDh47rnnSElJYdasWXR3d2O32zGZTGRnZzM4OEhraytf+cpXuPfee4GAK1Gj0SjuPNn1J1uiPB4PDoeDU6dOcckll/Dd736Xyy67DL/fr+S3+qBJSUnhhhtu4OjRo8q3cJPJxPz587n00kundNfMmjULu92uWBCys7OV8wVn1M7KylKsQvIqpIkvGIPBoLjrJnNZWK1WmpqaQrJAByNnj46URRoCcXbT6UNpaSm5ubkcO3ZMGZPFYiEpKSlqP0tLS0lMTKSpqUkRfPn5+WEWmGjIbr1oY4yGvPIt0krO7OxsZSVctMSlwffzYu5TpJWUV1111Yz7Jj+ncqbuhoYGTCYTycnJijDIzs7mpptu4siRI8qcZ2VlRczAPZ22sTJR2E/mApzpPE/1LEaioqKCvLw86uvrsdlsUSsSRGPFihVUVlbGNgkqKp9ABGmKZV+iV0SjB1v/IAuufAK08ZChAbcUEENCkJgySOBNAykZ4sZAHIa5l8DoOPT0QFx8ICzK6w+IrvYj/PHZ+7ltRansyQPgkUceobKyEr/fz29+8xsltUF3dzdbtmxhcHCQ+Ph4/vCHP5CZmYnf74+5rMkf/vAHXnvtNdrb2xUh4nK5yMzMpKKigvvvvz8kTimY22+/naNHj4bFAUTKHQXQ0tLC/fffz6OPPqq0k/e99tprPP/887S1tREXF4dOp8Pv9+PxeMjNzeWuu+7i85//vHLOXbt2cd9994Xke5ItUJIkYTabyc/PZ9WqVdx6662YzeaPpLSMioqKiorK/1amtEQJOg343VjT03jiW2t55MFnIbn0gniSAtnIBQIxUX5/wFXHhbxQWhG6zgaSbeo0II4H2uv0UF/L2ptK+PyK0sAxwvsve1EUGR4e5lOf+lSYmVmSJDo6Orj33nuVHCaxCAVZUHzxi1/kuuuuU+qS+Xw+MjMzWbRokeI6iSY+Hn30UZxOZ0hiz0glZ+Tto6OjSu4dQAka12q13HjjjWzcuFGJ5xgbGyMhIQGr1coVV1yh5KaS465WrFjByy+/jNlsVhKMBo8tPj6eBQsWKH2JVhxZRUVFRUVF5YNhShHlF73ofEbAz7e+cDXPV9XT9Ho7XD7vgntOtsJI4PMGEnAKPtAMB+KlnD5IiAu49kbHwJQA5wYhJ4lff/sOtEiBmCrhfbeXHCh99dVXK4JBdmX5fD7i4+O55kIc1WTB3cHIx4uiiMViYe3atWFt5PNHE2WXXHLJlNeZDFlcyYWBk5OTuf7666O2DT4mIyNDWaE31TXkcapWKBUVFRUVlQ+PKd+ykqxPfF5A4rWffB0WZ8LJMxAXB4KswyTACJIPND4Yd4HLDxoBXC4Y9YMuDs6ege5mXvj5gyzKSMLPeJBLMIDT6aSwsFARSsFlVAYGBli9erUS0AmxWV1ksSWLMllsBCMIAnq9ftLaeqIoxnw9v98fco1gq5V8non9CHbRBeevitbnYOTrSZIUs3tTRUVFRUVFZWZMKaL0Gn1AGxmMiKLEopQ4jmy9B3INcOJEwDXnB1y+wOn0PhBcIMaBpAe9n0DAUwK0n4eeVv7zqVu5Y0UgQFZLPAjGgEvwAsFZyCE05qi/v19JgCmLjFgEQ3AOKY1GE9ENJzPZdo1GE5OFR+7XxHPJ15WDvSf2I/gawfun6jOgrMCTr6taolRUVFRUVD48YkpxAHI8j4RGI3H5glm896fv8ul7fsTZgzUway6kZoLOC97xQDJNvTYQ66TVwOB5sDfA7Az+61eP84UrivBzIf9mBOLj47nyyivDtg8MDLB06VLWr18/4zp2Kh8cO3bsYGhoSFlFZzKZlPiyiavIgsu2BLNlyxYOHjxIQ0NDxOSPE2lsbFRWAspkZWUxa9YsFixYELIicLJrytTV1SkrleTCvxOX3jc2NlJTU4PVag3LsTOxP/IcFBcXK0vdd+zYEbJSLisri3nz5oVdx+l0cvToUc6ePausnCopKQlb8bV169aoq7dimUu73U59fb3Sp/z8fJYvXx51tZV8zolMXC3odDqVFXAOhwOTyYTJZGLjxo3KuWO5tjzfkVa7bd26ldWrV4fMXazzJp832tzJ9yl4XJHmOpZxdnd3K3GXELjnixYtmvHqPRUVlY8nMYsoCFg6RElAcA9zaYaFlv/+Md/89TZ+te0QnGwAUzbEJ4NwYeWeW4C+djAPcN2tq/nJt77E4pxUPBLoIcT6JONwOFizZo3ysgqO7RkYGOC6664jNTVVjfn5GNDT00NWVhYrV64EAkvkW1tbI9b3gsALUw7eh8glI6ZieHgYl8sVImb6+/upra2lsbGRTZs2heTpmeyadXV11NbWKvma+vv7I67MlDNC22y2sNxOE/sj58nauXMnN910EykpKfT09IT0Q07u6na7lTkaHBxk165dmEwmZT47Ozupqqqis7Mz5gSJUyGP2Wq1smjRIiCQ92fbtm1s3rx50hxHE/uQmpqq/N9ut1NZWYnFYgnLQZSQkDCjax86dGjSxKswvXkbHh4GULLWB59Xrj8HkevBTWecsliTy7VAIM9XVVUV/f39F5W9XEVF5eNFzCJKjrWRJAH0WgRPPwZDOr988Ba23HI1L79dy9t/6+DvZ87i8ftAkpibM4trln6KL2ycxeriQN6lcXGUODEuYKGKgN/v5zOf+QxxcXEh1xYEgblz505ajV3loycjIyPk2/WSJUs4ePAgtbW1pKenh1gqgstXXCzB57FarVx66aW8+eab7Nmzh1tuuUV5QU52zcbGRqxWq2LViNTO6XTS09OjlBmKVj4keFtBQQEvvfQSzc3NygszuB9WqxW3201jY6Miovbu3UtycjJXX3210ner1UpGRgY1NTXMnTs3phxRkyGXs5loySkoKGD37t3s2bOH22+/Perx0eZxcHCQysrKiJa6mV5bzq82VYbt6c6bxWLB4XCElW1pbm5W9kXLmRTrOGtqasK+RFitVsWiV1hYOKOEnCoqKh8/YjblyDE2Wi0I2nj8BguBYCgozkrmx7eu59DT/4f27V+n7dWv0b7zYY69uIVfPrye1cULkJCQGCRO4wta0RdOWlpaiFCSY4EgkOhw1qxZynaVjyerVq3CZDLR1NT0kV3TbDazYsUKXC5XxEzj0ZCtE9GQz7Vs2TJMJlNMxXPll/lklrbgfd3d3TgcDkpKSsKsLkuWLPnA5rK5uRmTyRTmRjQYDJSUlOByucKSXMbCsWPHACJmvZ7ptV0uF6WlpdhsNqVO20SmO2/Dw8MkJSVhsVjC5rOlpUVJ6vtBjDNS0k/5cyGfR0VF5ZPPjJSIB4FRdEgIILkv5H/yAC6y9XrmJFnIN5ox40LChQ8Q8CKgBXRhq/FU/ucxe/Zsent7Q7bJ5Tzkn2gvx5kif7sPLlg82TVLS0vp6emhsrIyal/kjNBms5nZs2djt9ujWiogYLmSS65MLMUhY7fbsdlsiqDo6uoK6f9EMjMzw+ZyJpw9e1bJrTaRSHM3keB5DC5T0tfXR35+/qRut5lce8mSJVgsFqqrqyMeN915k9108+bNC7mPdrsdl8ul3K9owvpixxmpTyoqKp9sphUTNfEggQsWJUEHgh75V0TpQm4EE4IgotX6AC2ICUrZl8kCy1U++RiNxpDgbwgv55Gfn/+BujViKSESfM0lS5ZgMBg4dOgQO3fuJD8/n3Xr1innkeNkZMvD3Llzo7r0goPYTSYTmzdvDgmWbmhoCAnODnb3yC/3aC/npKSkGVmIJuJyuUhKSoq4T772ZPFAE0uTyAV9HQ6HYiH+oK8tlw2ZWAQ3uH2s8+Z2u8nIyKCwsJDa2lrlPp4+fRqLxUJKSsqkxXIvdpyR+qSiovLJZkYiSossgLSBlXgysoFJG2xp0iDIBq8gu5d8VHAplE8SH5d+f1z6MZHh4WEl67rMZPXAPgicTidAyEtsqmtarVasVqsSDBwcgyMXd3W73SGWl9OnT4eJKPkYuRBtV1dXxAB3j8dDXV0dra2tFBUVYTAYFNdetFpyw8PDk77cY8VkMkUVSbJVZjIXZLQVf5Od92KvnZ+fT35+PjU1NWHxkNOdN1nUp6SkYLFYOH36NAUFBcqCAbmf0SxRFzvOSH1SUVH5ZDOliHr66afp7e1l1qxZ3H333VRWVrJv3z4SzWYWLFjAwOAgQ0NDCBoNGkHA6/Oi0+pAgMuXXU5zczOdnZ3MmTOHiooKdu3YyYBjkLy8PO655x4lYP3ZZ5+lpaWFvLw8HnzwQQRB4Kc//SnNzc3ccccdlJeXU1lZqSyHPnnyJF1dXaxbt47XX3+dN998kw0bNnDLLbdw6NAhZs2axc6dOzl37hzx8fF87Wtfo76+nhdeeIFNmzYpdenGxsZ49tlnOXfuHOnp6Tz88MO8++67/OY3v6GoqIivf/3r2O12nn76afR6PUVFRdxyyy1IksTo6Ci//e1vOX/+PLNmzeK+++7jwIED/PnPfyY+Ph6r1cr4+Dj9/f3o9XokSVIKAo+MjFBRUcGZM2c4c+YM6enpbNy4kb/+9a/09vaSkZHBPffcg9FoZHR0lJqaGlavXk1CQgKtra0cP36cjIwM1qxZA8C7775LZ2enUmF948aNrFixgscffxy/388jjzwSUoLmw0QuZPtRL+eW45ei1T6cjCVLltDR0YHNZlMEkbwqr7a2NqSt3W7H6XSGpFMIDhqXj5FFEoQGlqelpbFz507FEiLXYpwY7CzT29vL7Nmzpz2miWRmZnL27NmI+2R35sS6kNM572SFny/m2mvWrMFut3P8+PEQATLdeXO5XIrwmjdvnmKNAhSBNpmIvNhxejyeD+xeqqiofDyYMiaqq6uLDRs20NzcTGVlJR0dHeTn57Ny1SqsCxawbNky7HY75oQEVqxYwSULLqGtrY3ll6+go6ODjo4ONm7cyGWXXUZTcxNd3efYuHEjLS0tbN++HY1GQ3d3Nw0NDWzYsIGOjg7efPNNdu/ejSiK3Hnnnbz00kvYbDZOnjzJ0NAQEIg9sNvtHDt2jH379vHlL3+ZAwcOsGPHDvr7+zl8+DDt7e2sXbuWNWvWUFdXR3V1Nffeey/79+9X4izsdjutra1s2rSJ5cuXc/z4cV566SW+9KUvMTIywq5du2hvb8ftdrNhwwYOHz7Mvn370Gg0nDlzhtOnT3PVVVfR3t7OW2+9RXt7Ozk5OVRUVLBo0SKKi4tpb29Ho9GwevVqioqKsNlsfOpTn2JgYIBTp06xbt06Lr/8ctrb27HZbGzYsAG73c7LL78MBP74Hjp0CJ/PB0BTUxMNDQ0cP34cl8tFT08PR44cwWazkZaWpuTXefnll6moqGDJkiW88MILH9IjFIrH4+Htt98GoLi4+CO5JgRepHV1dWRlZV2Ui1B+SQ8ODuJwOCgrK2PLli3KjyywJgtez8vLU/oUiezsbEwmE52dnUDA2mIymaivrw+Lt5JzUC1cuHDGY5JZtGgRLpeLxsbGkO0ej4fDhw9jsVhmtAKwuLgYl8ulxIJ90Nc2m82UlZWF5aqazrxNtHbJ8U+HDh0iPz9fEcRGozGqJSqWccpt6urqwvY1NDR8YPdSRUXl48GUlqiVK1dSXl6Oz+djdHSU3NxcrrjiCiUnCsCpU6dYtWoVhYWFiKLIyMgIa9dewd69e0lKSlLq1PVV9rFx40bKy8vRarUcPnwYCHxDXL58OVdddRXLly/nySefJCcnh4ceegij0YjD4aC6ujokqDMxMZHMzEzee+89br31VlasWEFeXh69vb309fUxPj5OeXk5GzZsAGDfvn04nU6WLVvGpZdeqrwEx8fHueyyy1i/fj0AzzzzDOXl5axZs4bi4mJee+01BgYG+NKXvsTSpUtxOBzKsS6Xi/Lycq644gqMRiNdXV0kJyezadOmkDp3LS0tFBUVsXTpUgDOnz/Ppk2bOHr0KF6vV3kxv/3226xbt461a9disVjYt28fEMiVlZKSooxdq9WyfPlyvF4vdrud0dFRcnJySEhIoKioSHmJt7e3s3LlSq655pqYVpXNBDlwG2BkZERJXFlRURGWvDG4rUywi2bivvT09KgJICe61+x2OxaLRbmPU13TYDCwY8cO5s2bh8FgYGRkBLvdrrh1ZFfexOBwub8dHR1hMToyOTk5QCBQOpowmGix2LRpEzt37mT79u1KSSPZNVhWVhYmDGcyl/n5+VitVmpqaujr61OeE9l6uWnTpoh9neycKSkpZGdnU1ZWRm1tLX19fWH5k1avXn3R1y4tLaW1tRWHwxGyPdZ5k0WU/BmSXXoOhyMkj9hkxDLOiW3kc8vPaKR7qaKi8sllShH19ttvc/z4cVpaWnjqqad45ZVXeOihh0hLS+Nzn/scK1asBM23owAACMlJREFUYGRkRLEQDQ4OKrEHOTk5PPHEExw5coTi4mLmzJnD73//e44dO0ZXVxf3338/EMjdcvLkSZ599llaW1tJS0sjMzNT+daYlZVFR0cHbrc7pG5df38/cXFx5ObmAjBr1ixmzZrFiy++yIIFC3jttdc4cOAAKSkpPPLII7S2tnLTTTdx1113ce211yp93Lp1K0ePHmXz5s0kJSUpwaNms5nk5GTOnTvHH//4RyorK+nr6+ORRx4BAn9Un3/+eU6cOEFbWxtPPfUUb7/9No888gipqalcf/31rF27ltHRUSVex+VyMT4+jiiKZGZm8utf/5pjx44xf/58li1bxhtvvMGZM2doaWlR5gdAp9MpYxdFEZPJRHJyMn19fYiiyNy5c+nq6uKxxx4jJSWF2267jc9//vM89thjXHLJJTz66KMzfUaiYrFYQgK3s7KymD9/PgsXLowofiYGeQNs3rxZ+f/EwOVI8UzyMyG3lTOER8puPdk1U1NTSUpKUiwWFoslJIeRvCpv4jgMBgNFRUU0NDT8/+3dTUwTWx8G8IfbQst0pqUtpS1lWpG24bNQWlFUVAiIGgIx0UQTjC40kuhKIysWxsQNGsNK3bpw4dKdLoStAWMwIRA+E4kLSdEKKI2WMu+it/OC8lHnunhv3ue3ImGYM+eElIcz/3POtqv0RFGE0+nE7OzslkvdgfTv6vz8POLxuBpEzpw5g+HhYbVvTqfzt/uVsd1YHjt2DB6PB6Ojo5ienobRaIQsy6itrd02sO52TyAdcoqLi/Hu3Ts1SBcUFMBsNquvv/5J28B/i8w3ynbckskkgM2v6yorK/H27dtN4XO3wu9s+llfXw9JkjAxMaE+k9fr/WWHdyL699s1RMmyjKamJjgcDgwNDaGgoAAnTpyALMubPnz0+vStUqkUUqn0/lErKysIBoM4fvw4CgsLEYvFIIoiXC4XYrGYep1er0cymUQ8HkdDQwMaGhrw/Plz9d5ra2tIpVLq2XBAuqA6NzcXP378UD8gP336hHg8DovFgpWVFfh8PnVm4fv377hy5QrC4TAePXqE9fV1dHR0IJFIQJZl9QN+cHBw05EyyWQSeXl5MJlMKCoqwtLSkvrcmZm5kydPYmxsDK9fv4aiKGhubkZFRYX633bmUOHM+GTO/Pv69SsCgQDa29shSRK+ffsGRVHgcrl+WUqfOUAZSO+RFY/HUVFRgcHBQeTn5yMUCmFychJNTU2oqqqCJEkIBoN4+vQpHj9+jIGBgT8epM6ePZv1tTsdQ+JyubIuOK+vr982mPxOm8CvO3BvtFPfGhsb1efd+PVGnZ2dOz5HVVXVLzNZVqsV7e3tOz7zdvfLyGYsM8X02dquj1u1vdssSzZtbzU2QDqIbNX3bMbNarX+8rNbtfNzX7dq70/1k4j+/XatiQoEAohEIjh06BAmJiaQk5ODzs5O7N+/X/0gyRRMA38fDfN3YFheXkZtbS2i0Sj27NmDeDyOSCSC7u5utLa2qq/zFhcXEQgEcOvWLZw+fRoejwcLCwuYmZkBkN7kzul0Qq/Xq0XDeXl5sFqtMBgMav3B0NAQXrx4AafTiaWlJZSWliISiSASieDly5d48uQJotEoLl++rNZXLC8vw2azobGxEV6vF4IgYGRkBEB6R+vFxUW4XC4cOHAAFy9eRHl5OYaHhwGkQ6Lf70ckEkFrayump6extraGrq4uNDQ0qCFqYwDKFNID6SXTlZWVCIfD8Pv9WF5eRl1dHc6dO4eOjg51fHJycqDT6SAIAgAgNzcXq6urcLlcmJqawuzsLCwWCxKJBDo6OrBv3z4Eg0HcvXsXgiDgxo0bO+5tQ0RERL9v15moV69eYW5uDmNjY7h+/TrevHmDmzdvwuFw4ODBg2htbcX6+joSiQQAqLVTQLpmYmBgAFNTU3C73dDr9ersSiKRUJcCK4qCL1++qAHjr7/+QnNzMx48eAC/3494PI4LFy7g/v37GBoagt/vh06ng9frxeHDh3Hnzh28f/8enz9/xtWrVzE2NobCwkI8e/YMo6OjMJlMOHr0KEZGRnDv3j18/PgRly5dUtteXV1V+9vW1ob+/n709/djfn4e165dQywWw4cPHwBsnmmz2+14+PAhFhYWMD4+jp6eHszOzqK3txeyLCMUCqGrqwvJZHJTXxOJBBRFgd1uV1clWq1WmM1mNYBuDKaCIGBmZgZ9fX3w+XxYW1tTV9qtrKyoAWl1dRV9fX3wer1oa2tDMBhEb28vbDabplVXREREtD3d7du3b+90gc1mQyqVQltbG+rq6mC322EymWCxWFBSUgKn0wmPxwOPxwOj0QidTodAIABJktQ/3kajEQ6HA+FwGOXl5TAYDCgqKoLP54MkSTAajSgrK4MoiurrutLSUthsNsRiMfT09ECSJLVGxWw2o76+HhUVFXA4HKipqcHc3BzOnz+PvXv3wmKxoKysDB6PBwaDAXa7HUeOHEE4HMbk5CROnTqFuro6KIoCURTh9/shiiIURYEgCIhGoxgfH0dXVxdCoRAEQYDf74cgCCgpKUFxcTFEUYQkSXC73VAUBS0tLYhEIrBarRBFEXa7HbIsw+12Q5ZlyLKsjo/X61WPn3A6nTAajbDZbAiFQqiurkZ+fj4KCwvh8/lgsVig0+lQXFwMg8EAm82GaDSK6upqGI1G1NTUIBqNwmQywe12w2w2q3ViLS0tSCQSyM/PR3d3N4/KISIi+oNylI0FQBpst9njTptAbvxetptFZmqifqed3fz8HACyvle27Wrp68/Xra+vMwARERH9j/nHIYqIiIjo/xGnN4iIiIg0YIgiIiIi0oAhioiIiEgDhigiIiIiDRiiiIiIiDRgiCIiIiLSgCGKiIiISAOGKCIiIiINGKKIiIiINGCIIiIiItKAIYqIiIhIA4YoIiIiIg0YooiIiIg0YIgiIiIi0oAhioiIiEgDhigiIiIiDRiiiIiIiDRgiCIiIiLSgCGKiIiISIP/ABb5B6cqOCe/AAAAAElFTkSuQmCC)
Indicadores principales compuestos (CLI)
Los principales indicadores compuestos de la OCDE sugieren que el crecimiento económico se acerca al pico posterior a la pandemia
El repunte del crecimiento económico posterior a la pandemia pronto alcanzará su punto máximo en el área de la OCDE en su conjunto, según los últimos indicadores líderes compuestos de la OCDE.
En Estados Unidos , Japón , Alemania y el Reino Unido han surgido indicios de un posible pico próximo en el crecimiento de la actividad económica . En Francia , el CLI también indica un posible pico por delante, aunque por debajo del nivel de tendencia a largo plazo. En Canadá y la zona del euro en su conjunto, incluida Italia , las CLI siguen apuntando a un ritmo de expansión moderado.
Entre las principales economías de mercados emergentes, se espera que el crecimiento pierda impulso en China . En India, el CLI también indica que el crecimiento está perdiendo impulso, pero se espera que los niveles del PIB real se mantengan por debajo de la tendencia de crecimiento a largo plazo. Se sigue anticipando un crecimiento lento para Brasil , mientras que el CLI para Rusia continúa apuntando a un aumento constante en el crecimiento por encima de las tendencias a largo plazo.
Los indicadores adelantados compuestos de la OCDE, que incluyen carteras de pedidos, permisos de construcción, indicadores de confianza, tipos de interés a largo plazo, matriculaciones de vehículos nuevos y muchos más , son indicadores cíclicos diseñados para anticipar las fluctuaciones de la actividad económica durante los próximos seis a nueve meses. Presentan una imagen amplia de la actividad económica basada en una gran cantidad de datos prospectivos recientes.
A pesar del levantamiento gradual de las medidas de contención de COVID-19 en algunos países y el progreso de las campañas de vacunación, las incertidumbres persistentes pueden resultar en fluctuaciones más altas de lo habitual en el CLI y sus componentes. Como tal, las CLI deben interpretarse con cuidado y su magnitud debe considerarse como una indicación de la fuerza de la señal más que como una medida precisa del crecimiento anticipado de la actividad económica.
![](https://www.oecd.org/media/oecdorg/directorates/statisticsdirectorate/2021/CLI500-11-21.png)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: OECD 10 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Información en otros sitios | Comentarios desactivados en OECD – Indicadores principales compuestos (CLI), noviembre de 2021
Martes, 9 de noviembre de 2021
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)
Inflación se ubicó en 6.24% en octubre;
su mayor nivel desde finales del 2017
La inflación a los consumidores sigue sin ceder. En octubre registró tres meses consecutivos acelerándose, con lo cual alcanzó el mayor nivel desde finales del 2017, de acuerdo con la información divulgada por el Inegi.
![](https://www.eleconomista.com.mx/__export/1636461347928/sites/eleconomista/img/2021/09/20/gas_lp_x1x.jpg_423392900.jpg)
La inflación a los consumidores sigue sin ceder. En octubre registró tres meses consecutivos acelerándose, con lo cual alcanzó el mayor nivel desde finales del 2017, de acuerdo con la información divulgada por el Instituto Nacional de Estadística y Geografía (Inegi).
El Índice Nacional de Precios al Consumidor (INPC) avanzó 0.84% mensual en octubre, mientras que a tasa anual se ubicó en 6.24%, el mayor nivel que registra desde el cierre del 2017 cuando el alza en los precios a los consumidores promediaron 6.77 por ciento.
Con el resultado de octubre suman ocho meses en donde la inflación se ubica por arriba del objetivo del Banco de México (Banxico) de 3% +/-1 punto porcentual y, se espera que para cierre de año, ante la persistencia de las presiones inflacionarias, la inflación continue fuera del objetivo de la institución.
Los analistas, de acuerdo con un sondeo realizado por Reuters, esperaban un alza de precios de 6.14%, dato que fue rebasado. Ante el panorama, se espera que Banxico realice una nueva alza en su tasa de referencia en su próxima reunión de política monetaria.
En comparación con septiembre de este año, la electricidad y el gas LP fueron los dos genéricos, con precios al alza, que tuvieron un mayor impacto en la inflación.
En el caso de la electricidad, de septiembre a octubre su precio aumentó 18.80% debido a que se terminó el subsidio que se otorga a algunos estados en el verano.
El gas LP, en tanto, se encareció 8.20% mensual pese al control de precios que implementó el gobierno federal.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 09 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Indicadores, Industria, Información en otros sitios | Comentarios desactivados en ECONOMISTA – Inflación se ubicó en 6.24% en octubre; su mayor nivel desde finales del 2017
Martes, 9 de noviembre de 2021
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)
Tasas de desempleo
La tasa de desempleo continúa cayendo en el área de la OCDE, alcanzando el 5,8% en septiembre de 2021
La tasa de desempleo mensual en el área de la OCDE cayó por quinto mes consecutivo en septiembre de 2021, a 5,8% (desde 6,0% en agosto), 0,5 puntos porcentuales por encima de la tasa prepandémica observada en febrero de 2020. de los trabajadores desempleados en el área de la OCDE siguió cayendo (en 1,1 millones), alcanzando los 38,7 millones, todavía 3,3 millones por encima del nivel prepandémico. La tasa de desempleo para el área de la OCDE disminuyó al mismo ritmo entre las mujeres (al 6,0% en septiembre de 2021, desde el 6,1% en agosto) y los hombres (al 5,7%, desde el 5,8%), pero disminuyó a un ritmo más rápido entre los jóvenes de edad avanzada. 15 a 24 (a 12,1%, desde 12,4% en agosto) que los trabajadores en edad productiva y mayores de 25 años o más (hasta el 5,0%, desde el 5,1%).
La caída de la tasa de desempleo en el área de la OCDE desde el pico de abril de 2020 debe interpretarse con cautela, ya que refleja en gran medida el regreso de los trabajadores despedidos temporalmente en los Estados Unidos y Canadá., donde se registran como desempleados, a diferencia de la mayoría de los demás países, incluidos los estados miembros europeos, donde se registran como empleados. Además, los cambios metodológicos de la Encuesta de población activa de la UE desdibujan la comparación de varios países de la UE entre diciembre de 2020 y los meses siguientes (véanse las notas metodológicas al final de este nuevo comunicado). Además, la tasa de desempleo puede ocultar una holgura adicional en el mercado laboral debido a la pandemia, ya que algunas personas sin empleo pueden estar “fuera de la fuerza laboral”, ya sea porque no pueden buscar trabajo activamente o porque no están disponibles para trabajar.
La tasa de desempleo de la zona del euro se redujo ligeramente en septiembre (hasta el 7,4%, desde el 7,5% en agosto), con caídas de 0,3 puntos porcentuales o más en Austria (hasta el 5,2%, desde el 5,9%), Francia (hasta el 7,7%, desde el 8,0%). ), Grecia (al 13,3%, del 13,8%), Letonia (al 6,8%, del 7,1%) y Lituania (al 6,7%, del 7,2%), en contraste con un aumento de 0,5 puntos porcentuales en Finlandia (al 7,7%, desde 7,2%).
En septiembre, la tasa de desempleo también descendió en Estados Unidos (a 4.8%, de 5.2% en agosto), Canadá (a 6.9%, de 7.1%) y México (a 3.9%, de 4.1%), pero aumentó en Israel (al 5,2%, del 5,0%), Corea (al 3,0%, del 2,8%) y Australia (al 4,6%, del 4,5%). No se registraron cambios en Colombia (12,7%) o Japón (2,8%). Datos más recientes muestran que en octubre de 2021 la tasa de desempleo disminuyó aún más, en 0,2 puntos porcentuales, en Canadá (hasta el 6,7%) y los Estados Unidos (hasta el 4,6%).
En septiembre, en Canadá , Colombia , Israel y Estados Unidos , la tasa de desempleo se mantuvo más de un punto porcentual por encima de la tasa observada en febrero de 2020. Por el contrario, se situó por debajo de la tasa prepandémica en Australia , Corea y Nueva Zelanda ).
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![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: OECD 09 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Estadística, Información en otros sitios | Comentarios desactivados en OECD – Tasas de desempleo
Lunes, 8 de noviembre de 2021
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)
Crecimiento y bienestar económico: segundo trimestre de 2021
Los ingresos de los hogares en el área de la OCDE cayeron drásticamente en el segundo trimestre de 2021, a pesar del fuerte crecimiento del PIB.
El ingreso familiar real per cápita cayó un 3.8% en el área de la OCDE en el segundo trimestre de 2021 luego de un crecimiento del 5.2% en el primer trimestre.
La caída fue impulsada por una fuerte caída en los ingresos de los hogares en los Estados Unidos, ya que el apoyo fiscal proporcionado por el gobierno durante la pandemia de COVID-19 comenzó a retirarse.
La disminución del ingreso familiar real per cápita se produjo a pesar del aumento del 1,6% en el PIB per cápita en el área de la OCDE en el segundo trimestre de 2021, que incluyó aumentos en el PIB per cápita en todos los países de la OCDE menos tres.
![](https://www.oecd.org/media/oecdorg/directorates/statisticsdirectorate/2021/HDI-500-11-2021.png)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: OECD 08 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Información en otros sitios | Comentarios desactivados en OCDE – Crecimiento y bienestar económico: segundo trimestre de 2021
Lunes, 8 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador Trimestral de la Actividad
Económica Estatal.
Cifras durante el segundo trimestre de 2021
El ITAEE es un indicador de coyuntura que ofrece un panorama sobre la evolución económica de las entidades federativas del país.
Al igual que todos los productos derivados del Sistema de Cuentas Nacionales de México, en los cálculos que aquí se ofrecen se incorporaron los conceptos y metodologías en materia de contabilidad nacional, sugeridos por organismos internacionales plasmados en el Manual del Sistema de Cuentas Nacionales 2008.
Para el segundo trimestre de 2021, Chiapas presentó una variación anual en el total de su economía de 19.1 por ciento.
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)
Las Actividades Primarias registraron una tasa anual de 6.3 por ciento.
Por su parte, las Actividades Secundarias mostraron un movimiento anual de 39.1 por ciento.
Mientras que, las Actividades Terciarias fueron las que más influyeron en el comportamiento de la entidad, al registrar un resultado anual de 15.4 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 28 de octubre de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Ganaderia, Industria, Inegi, Pesca y Acuacultura, Producción, Servicios | Comentarios desactivados en INEGI – Indicador Trimestral de la Actividad Económica Estatal
Viernes, 5 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador de Confianza del Consumidor
Cifras durante octubre de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/concon.jpg)
En octubre de 2021, el Indicador de Confianza del Consumidor (ICC) elaborado de manera conjunta por el INEGI y el Banco de México presentó un aumento mensual de 0.1 puntos en términos desestacionalizados.
A su interior, se observaron alzas mensuales con datos ajustados por estacionalidad en los componentes que evalúan la situación económica presente y esperada de los miembros del hogar y en los que captan la situación económica actual y futura del país. En contraste, el rubro que mide la posibilidad en el momento actual de los miembros del hogar para realizar compras de bienes durables mostró una disminución mensual.
Con cifras desestacionalizadas, en el décimo mes de 2021 el ICC registró un crecimiento anual de 5.9 puntos.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 05 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Indicadores, Inegi | Comentarios desactivados en INEGI – Indicador de Confianza del Consumidor
Miércoles, 3 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Sistema de Indicadores Cíclicos
Cifras durante agosto de 2021
El INEGI presenta los resultados del Sistema de Indicadores Cíclicos (SIC), que permite dar seguimiento oportuno al comportamiento de la economía mexicana, así como realizar comparaciones de ésta con distintas economías a nivel mundial. Este sistema se genera con una metodología compatible con la utilizada por la Organización para la Cooperación y el Desarrollo Económicos (OCDE).
En el SIC, el Indicador Coincidente refleja el estado general de la economía y sus puntos de giro (picos y valles), mientras que el Indicador Adelantado busca señalar anticipadamente los puntos de giro del Indicador Coincidente.
Los principales resultados son los siguientes: en agosto de 2021 el Indicador Coincidente se situó por debajo de su tendencia de largo plazo al reportar un valor de 99.6 puntos y una variación de 0.10 puntos respecto al mes anterior.
El Indicador Adelantado se localizó en el mes de septiembre de 2021 por arriba de su tendencia de largo plazo (véase gráfica 3) al registrar un valor de 101.7 puntos y una disminución de (-)0.04 puntos con relación al pasado mes de agosto.
Con la nueva información el Indicador Coincidente registra una moderación respecto a la señal reportada el mes previo; mientras que el Indicador Adelantado modificó la trayectoria ascendente que venía observando en los últimos meses.
https://youtu.be/Qc0EKQ-Q964
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 03 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Indicadores, Inegi | Comentarios desactivados en INEGI – Sistema de Indicadores Cíclicos
Miércoles, 3 de noviembre de 2021
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)
Deuda de México disminuyó 1.2%
anual y se ubicó en 48.5% del PIB
En el tercer trimestre el gobierno realizó distintas operaciones para refinanciar la deuda y hacer frente a las condiciones de mercado, lo que le ha permitido cambiar plazos de vencimiento.
![](https://www.eleconomista.com.mx/__export/1635910247961/sites/eleconomista/img/2021/11/02/shrfsp_031121w.jpg_309853856.jpg)
El Saldo Histórico de los Requerimientos Financieros del Sector Público (SHRFSP), la deuda, en su medida más amplia, registró a septiembre de este año un saldo de poco más de 12.6 billones de pesos, lo que representó una disminución de 1.2% en comparación con el mismo mes del año pasado, de acuerdo con los últimos datos divulgados por la Secretaría de Hacienda y Crédito Público (SHCP).
De esta manera el SHRF se ubicó en 48.5% del Producto Interno Bruto (PIB). Esto, a consideración de Hacienda es coherente con su estimado para el cierre del año de 51%, menor al nivel de 52.4% que se registró a finales del 2020.
El año pasado, la crisis causada por el Covid-19 impactó el SHRFSP, el cual llegó a un nivel histórico ante la contracción de la economía mexicana y la depreciación del peso frente al dólar.
Ahora, con la recuperación de la economía y un tipo de cambio más estable, la dependencia espera que la deuda se mantenga en un nivel de 51% no sólo este año, sino hasta el 2027, es decir, aún para el próximo sexenio.
En el tercer trimestre del 2021, el gobierno realizó distintas operaciones para refinanciar su deuda y hacer frente a las condiciones de mercado actuales, tanto en el mercado externo como el interno, lo que le ha permitido cambiar plazos del pago de la deuda y así, tener liquidez.
Además de ciertas permutas que hizo Hacienda, en el tercer trimestre destacó la creación de los Bondes F, los cuales entraron a sustituir a los Bondes D con el propósito de tener referencias más líquidas.
Al desglosar la deuda mexicana, se observó que el saldo interno y externo presentaron comportamientos diferentes en el mes, en donde el primero registró un incremento mientras que el segundo disminuyó.
En el caso del saldo interno, que contempla el financiamiento que se obtuvo en el mercado doméstico mediante la colocación de valores gubernamentales y créditos directos con otras instituciones en pesos, se ubicó en 8.3 billones de pesos, 9.1% mayor que en septiembre del año pasado.
Este aumento se entendió por el incremento en la deuda presupuestaria, es decir, la que contratan el gobierno federal, así como los organismos y empresas públicas. En septiembre, sumó poco más de 7.4 billones de pesos, 11.7% más en comparación anual.
Por su parte, el saldo externo que se refiere a la deuda contratada con entidades financieras del extranjero y que se emiten en moneda diferente a los pesos, se ubicó en 4.2 billones de pesos, 16.8% menos que en su nivel de septiembre del 2020.
Al interior se observó que todos sus componentes mostraron disminuciones en el periodo, siendo la deuda no presupuestaria –en donde se encuentran los Pidiregas y la deuda de la Banca de Desarrollo y Fondos y Fideicomisos– la que más disminuyó, con una tasa de 18.6 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 02 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Gobierno, Información en otros sitios, Inversión | Comentarios desactivados en ECONOMISTA – Deuda de México disminuyó 1.2% anual y se ubicó en 48.5% del PIB
Miércoles, 3 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/FAO.png)
Un recurso indispensable para todos los que
se interesan por la alimentación y la agricultura
La FAO publica la edición de 2021 de su Anuario estadístico sobre la alimentación y la agricultura en el mundo
![](http://www.fao.org/3/cb4477en/cb4477en_200.jpg)
La Organización de las Naciones Unidas para la Alimentación y la Agricultura (FAO) ha publicado su Anuario estadístico, en el que se presenta una visión exhaustiva del panorama alimentario y agrícola mundial y un resumen de los datos relativos a la alimentación, la nutrición y la agricultura.
La edición de 2021, que también se puede consultar en línea, contiene datos sobre cuatro esferas temáticas, a saber, los aspectos económicos de la agricultura, la silvicultura y la pesca; la producción, comercio y tendencias de los precios; la seguridad alimentaria y la nutrición; y la sostenibilidad ambiental. Cada capítulo parte de los últimos datos disponibles para describir, mediante el uso de texto y gráficos, las tendencias relativas a la alimentación, la nutrición y la agricultura, desde principios del decenio de 2000. Se trata de un material de referencia indispensable para responsables de la formulación de políticas, investigadores y analistas, así como personas no expertas que tienen interés por las trayectorias pasada, presente y futura de la alimentación y la agricultura.
El Anuario estadístico se renovó en 2020 con motivo del 75.º aniversario de la FAO, resaltando la importancia que la Organización concede a los datos y estadísticas como bien público mundial que ocupan un lugar central en nuestros esfuerzos por promover un desarrollo sostenible.
Por segundo año consecutivo, el anuario está disponible en formato digital con gráficos interactivos y la posibilidad de descargar conjuntos de datos. El Anuario va acompañado de un compendio estadístico de bolsillo de la FAO, que ofrece una referencia rápida y sencilla sobre los principales datos y tendencias de la alimentación y la agricultura.
La agricultura es un sector importante para la economía mundial. De hecho, el valor añadido mundial generado por la agricultura, la actividad forestal y la pesca aumentó un 73 % en términos reales entre 2000 y 2019, llegando a los 3,5 billones de USD en 2019. Y no solo eso, sino que la agricultura proporcionó empleo a 874 millones de personas en 2020, lo que suponía el 27 % de la mano de obra mundial.
En lo que respecta a la producción, la producción total de cultivos primarios aumentó un 53 % entre 2000 y 2019, alcanzando un máximo histórico de 9 400 millones de toneladas en 2019. La mitad de la producción mundial de cultivos primarios se compone de solo cuatro cultivos, a saber, caña de azúcar, maíz, trigo y arroz.
La producción de aceites vegetales ha aumentado considerablemente por el incremento de la demanda de aceite de palma, cuya producción se duplicó con creces entre 2000 y 2018. La producción de carne también registró un considerable aumento, creciendo un 44 % entre 2000 y 2019 hasta alcanzar los 337 millones de toneladas.
Pese al aumento de la cantidad de alimentos producidos, la prevalencia de la subalimentación a nivel mundial se ha incrementado notablemente entre 2019 y 2020, bajo la sombra de la pandemia de la COVID-19. Casi un 10 % de la población mundial se vio aquejado por el hambre en 2020, frente al 8,4 % registrado en 2019.
En lo que respecta al tema de la sostenibilidad ambiental, la superficie forestal disminuyó en 94 millones de hectáreas, lo que supone casi el tamaño de la República Unida de Tanzanía, entre 2000 y 2019. Prácticamente todos los países del Cercano Oriente y África del Norte presentan niveles de estrés hídrico cercanos o superiores al 100 %. Las emisiones de gases de efecto invernadero relacionadas con las tierras agrícolas disminuyeron un 2 % entre 2000 y 2019, pero las emisiones de este tipo derivadas de explotaciones agrícolas aumentaron realmente un 11 %. Alrededor del 55 % de las explotaciones están relacionadas con la ganadería.
La labor estadística ha sido una parte esencial de las actividades y el mandato de la FAO desde su fundación en 1945 y el Anuario estadístico es solo una de las series de instrumentos y publicaciones estadísticas que la Organización ofrece a los usuarios. La plataforma de datos FAOSTAT, de libre acceso, contiene la mayor base de datos estadísticos sobre alimentación y agricultura del mundo, con aproximadamente 20 000 indicadores que abarcan más de 245 países y territorios y alrededor de 2 000 000 de usuarios cada año. Otro importante instrumento que la FAO ha puesto a disposición es la plataforma RuLIS, que permite a los usuarios encontrar indicadores y datos armonizados en los distintos países y a lo largo del tiempo relativos a los ingresos rurales, los medios de vida y el desarrollo rural.
La FAO se compromete a garantizar el acceso libre a datos actuales, fiables, oportunos y de confianza necesarios para definir el rumbo hacia una agricultura más sostenible y un mundo sin hambre.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: FAO 03 de noviembre de 2021
Clasificado bajo: Agricultura, Alimentación, CEIEG, Economía, Estadística, Indicadores, Medio Ambiente, Pesca y Acuacultura, Producción | Comentarios desactivados en FAO – Un recurso indispensable para todos los que se interesan por la alimentación y la agricultura
Lunes, 1 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/CEIEG.png)
Estadísticas sobre la Mujer
La Secretaría de Hacienda, en el marco del Comité Estatal de Información Estadística y Geográfica, a través de la Dirección de Información Geografía y Estadística, presenta el documento “Resultados de la Encuesta Nacional de Ocupación y Empleo Femenino”.
El interés de esta sección es mostrar la situación que guardan las cifras sobre las mujeres en Chiapas en diferentes aspectos de su vida económica y social.
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)
Según la Encuesta Nacional de Ocupación y Empleo (ENOE) correspondiente al 2o trimestre de 2021, en Chiapas:
La población femenina fue de 2´916,893 mujeres, quienes representan 52% de la población total del Estado.
La población femenina en edad de trabajar (15 años y más) fue de 2’093,765 mujeres, que representan 71.78% del total de la población femenina.
La Población Femenina Económicamente Activa (PEA), es decir aquellas mujeres en edad de trabajar que desempeñan una ocupación o, que si no la tienen, la buscan activamente, fue de 705,658 mujeres, es decir 33.70% en relación a la población femenina en edad de trabajar.
La Población Femenina Económicamente Activa Ocupada (PEAO), es decir aquella que tiene un empleo, ya sea remunerado o no, fue de 678,717 mujeres, que equivale a 96.18% de la PEA.
La PEAO al 2o trimestre de 2021 aumentó 27,271 mujeres en relación al 1er trimestre del año 2020 y aumentó 54,998 personas en relación al 1er trimestre de 2021.
Por sector de actividad económica, a nivel nacional se tiene que 4.20% de la PEAO femenina se ocupó en el sector primario, 16.65% en el sector secundario y 78.70% en el sector terciario.
En Chiapas los porcentajes fueron 5.64% en el sector primario equivalente a una población de 38,254 mujeres; 11.91% en el sector secundario, es decir 80,810 mujeres y 82.41% en el sector terciario, equivalente a 559,301 mujeres.
En Chiapas la mayoría de la población femenina ocupada se encuentra en los hogares con 360,902 mujeres, es decir 53.17%; le sigue el sector de empresas y negocios con 190,275 mujeres que equivalen a 28.03% y las instituciones públicas con 127,099 personas es decir 18.73% de los ocupados.
En Chiapas la tasa de desocupación femenina fue de 3.8% y equivale a 26,941 mujeres en esta situación. En comparación con el 1er trimestre de 2020 hay un aumento de 3,792 mujeres desocupadas.
En Chiapas la población femenina ocupada en el sector informal al mismo trimestre fue de 277,345, es decir 40.90% de la PEAO femenina, mostrando un aumento de 27,773 mujeres (11.13%) en relación al 1er trimestre de 2020 y un aumento de 20,803 personas (8.11%) en relación al 1er trimestre de 2021.
En el caso de Chiapas la TIL fue de 72.6% en relación a la PEAO, equivalente a 492,636 mujeres. Esta tasa registró una reducción de 1.2 puntos porcentuales respecto al 1er trimestre del 2020. A nivel nacional Chiapas ocupó el quinto lugar con la TIL más alta, después de Oaxaca, Hidalgo, Guerrero y Puebla.
En el caso de Chiapas la población femenina ocupada sin acceso a instituciones de salud fue de 537,161 equivalente a 79.1% de la PEAO, dicho valor ubica a la entidad en segundo lugar con mayor porcentaje de población femenina ocupada en esta condición. En relación al primer trimestre de 2020 el número de mujeres sin acceso a instituciones de salud aumentó 18,833, lo que equivale a 3.63% más, y respecto al 1er trimestre del 2021 aumentó 49,271 mujeres que equivale a 10.1% más.
En Chiapas el porcentaje de la población ocupada de mujeres que no recibe ingresos es de 13.78%; 47.73% recibe hasta un salario mínimo; 22.73% percibe más de uno hasta dos salarios mínimos y 15.28% recibe más de dos salarios mínimos.
Una forma de dimensionar el nivel de ingreso es comparando los porcentajes de la población femenina con ingresos de hasta un salario mínimo y aquella que no percibe ingresos. A nivel nacional, en el 2o trimestre de 2021, Chiapas ocupó el 1er lugar por el mayor porcentaje de PEAO femenina que recibe hasta o menos de un salario mínimo y el 3er lugar por el porcentaje de PEAO femenina que no recibe ingresos.
La Tasa de Condiciones Críticas de Ocupación (TCCO) femenina a nivel nacional fue de 23.1% al 2o trimestre de 2021. En Chiapas la TCCO fue de 36.2%, dicha cifra refleja un aumento de 0.9 porcentuales en relación al 1er trimestre del 2020 y comparada con el 1er trimestre de 2021 registró una disminución de 1.4 puntos porcentuales.
Chiapas junto con Tlaxcala tienen los porcentajes de población femenina en condiciones críticas de ocupación más alto a nivel nacional, seguidos de Veracruz con 29.9%.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 01 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Estadística | Comentarios desactivados en SH – Estadísticas sobre la Mujer
Lunes, 1 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador de Pedidos Manufactureros
Cifras durante octubre de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/emoeipm.jpg)
El Instituto Nacional de Estadística y Geografía (INEGI) y el Banco de México dan a conocer el Indicador de Pedidos Manufactureros (IPM) de octubre de 2021. 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 octubre de este año, el IPM registró una reducción mensual de 0.31 puntos con cifras ajustadas por estacionalidad y se ubicó en 52.4 puntos. No obstante la caída en el mes, en términos desestacionalizados el IPM hiló trece meses consecutivos por arriba del umbral de los 50 puntos. Respecto a sus componentes, se observaron disminuciones mensuales con datos desestacionalizados en los agregados relativos a los pedidos esperados, a la producción esperada, al personal ocupado y a los inventarios de insumos, en tanto que el correspondiente a la oportunidad en la entrega de insumos por parte de los proveedores se incrementó.
Con series originales, en el décimo mes de 2021 el IPM mostró un alza anual de 1.7 puntos y se situó en 53.4 puntos. A su interior, los cinco rubros que conforman el IPM presentaron aumentos anuales.
Por grupos de subsectores de actividad económica, en octubre del año en curso cuatro de los siete componentes que integran el IPM reportaron avances anuales con datos originales y los tres restantes descendieron.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 01 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Encuestas, Estadística, Indicadores, Industria, Inegi | Comentarios desactivados en INEGI – Indicador de Pedidos Manufactureros
Lunes, 1 de noviembre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores Agregados de Tendencia y Expectativas Empresariales
Cifras durante octubre de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/emoeiee.jpg)
El INEGI da a conocer el Indicador Global de Opinión Empresarial de Tendencia (IGOET) y los Indicadores Agregados de Tendencia (IAT) correspondientes al décimo mes de 2021. Los indicadores se elaboran con los resultados de la EMOE, y permiten conocer, casi inmediatamente después de terminado el mes de referencia, las expectativas y la percepción de los directivos empresariales sobre el comportamiento de variables relevantes de los sectores Manufacturero, Construcción, Comercio y de los Servicios Privados no Financieros.
En su comparación mensual y con datos ajustados por estacionalidad, el Indicador Agregado de Tendencia del sector Manufacturero se ubicó en 50.5 puntos en octubre de este año, lo que implicó un incremento de 0.4 puntos frente al mes previo.
En la Construcción, el IAT con datos desestacionalizados se colocó en 53 puntos en el mes en cuestión, cifra inferior en 0.6 puntos respecto a la de un mes antes.
Por su parte, el Indicador Agregado de Tendencia del sector Comercio se situó en 53.2 puntos en octubre de 2021, mostrando una disminución de 0.2 puntos con relación al mes inmediato anterior, con series desestacionalizadas.
El Indicador Global de Opinión Empresarial de Tendencia (IGOET), que es el promedio ponderado de los indicadores de los cuatro sectores que lo integran, se estableció en 53.9 puntos en el décimo mes de este año con datos originales, nivel que significó una caída anual de 0.6 puntos respecto al de igual mes del año anterior.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 01 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Empresas, Estadística, Indicadores, Inegi, Servicios | Comentarios desactivados en INEGI – Indicadores Agregados de Tendencia y Expectativas Empresariales
Lunes, 1 de noviembre de 2021
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)
Superávit de balanza agro cayó 40.2% entre enero y agosto
La Sader informó que, durante dicho periodo, las importaciones registraron un mayor dinamismo que las exportaciones: un crecimiento de 38.8% contra uno de 12.6%, respectivamente.
![](https://www.eleconomista.com.mx/__export/1635746190227/sites/eleconomista/img/2021/11/01/balanza-comercial_011121w.jpg_1770642407.jpg)
La balanza comercial agropecuaria y agroindustrial registró un superávit de 5,163 millones de dólares entre enero y agosto de este año, informó la Secretaría de Agricultura y Desarrollo Rural (Sader). Si bien este dato se ubicó como el tercer mayor saldo positivo en 27 años (para un mismo periodo), significó también una caída de 40.2% respecto a mismo periodo de 2020 (8,638 millones de dólares).
La caída se explica, en parte, debido a que las importaciones registraron un mayor dinamismo que las exportaciones este año: las compras al exterior fueron por 24,226 millones de dólares (un crecimiento de 38.8%), mientras que los envíos ascendieron a 29,390 millones de dólares (un aumento de 12.6% en los primeros ocho meses del año.
De acuerdo con cifras del Banco de México, la dependencia federal resaltó que la dinámica que presentan las exportaciones de bienes agroalimentarios permite al país obtener divisas que superan a las conseguidas por la venta de productos petroleros en 11,256 millones de dólares (62.1%) y turismo extranjero en 17,549 millones de dólares (148.2 por ciento).
Refirió que, en los primeros ocho meses del año, el comercio total agroalimentario de México con sus socios comerciales alcanzó 53,616 millones de dólares. El 54.82% correspondió a ventas realizadas por nuestro país.
En lo referente a la balanza agropecuaria y pesquera para el periodo enero-agosto de 2021, presentó un saldo positivo de 1,198 millones de dólares, con ventas por 13,229 millones de dólares y compras al exterior por 12,031 millones de dólares, pese a un mayor aumento en estas últimas.
En el rubro de productos agroindustriales, las exportaciones alcanzaron 16,160 millones de dólares, mientras que las importaciones sumaron un total de 12,195 millones de dólares, resultando así un superávit comercial de 3,965 millones de dólares en dicho periodo.
En cuanto a productos agroindustriales, registraron el mayor crecimiento las exportaciones de aceite de soya, con 192.21%; carne y despojos de aves de corral, 189.49%; sopas, potajes o caldos, 60.97%; tequila y mezcal, 40.94%, y aguas y refrescos con alza de 40.81 por ciento.
Mientras que los productos nacionales con mayor valor de exportación fueron: cerveza, con 3,678 millones de dólares; tequila y mezcal, con 2,078 millones de dólares y aguacate, 1,912 millones de dólares, subrayó.
La Secretaría anotó que, en los primeros ocho meses del año, más de 57% de las importaciones se concentran en cuatro grupos: cereales, con 21%; semillas y frutos oleaginosos, con 15%; cárnicos, con 15%, y lácteos, huevos y miel, con 6.0 por ciento.
Por otro lado, la Sader presentó también el dato para el mes de septiembre y destacó que se cumple por séptimo año un superávit, cuyo valor de las exportaciones -en el noveno mes del año- fue de 1,275 millones de dólares, monto que implicó un crecimiento anual de 3.3 por ciento. Los mayores aumentos en dicho mes se observaron en las exportaciones de garbanzo 99.2%, pescados, crustáceos y moluscos 44.6%, frutas y frutos comestibles 30.3%, aguacate 19% y pimiento 17.5 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 01 de noviembre de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Empresas, Estadística, Ganaderia, Indicadores, Industria, Información en otros sitios | Comentarios desactivados en ECONOMISTA – Superávit de balanza agro cayó 40.2% entre enero y agosto
Lunes, 1 de noviembre de 2021
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)
Los gobiernos deben abordar los riesgos inevitables
de pérdidas y daños causados por el cambio climático
![](https://assets.oecdcode.org/covers/340/55ea1cc9.jpg)
Mientras los gobiernos enfrentan el desafío de cumplir con sus compromisos de cero neto para 2050, un nuevo informe de la OCDE dice que deben enfocarse en paralelo en reducir y administrar el riesgo inevitable de más pérdidas y daños por el cambio climático.
El informe Gestión de riesgos climáticos, afrontando pérdidas y daños dice que los riesgos de impactos adicionales en las economías, los ecosistemas, las empresas y las personas son inevitables y aumentarán con la magnitud del calentamiento. Estos riesgos se distribuyen de manera desigual entre países y personas, afectando de manera desproporcionada a los más pobres y vulnerables, lo que es una razón imperiosa para actuar ahora.
Estos riesgos se derivan de tres tipos de amenazas climáticas, cada una de las cuales está sujeta a incertidumbres: fenómenos meteorológicos extremos cada vez más frecuentes e intensos, cambios más graduales, como el aumento del nivel del mar, y de los efectos globales potencialmente dramáticos de cruzar umbrales críticos en el sistema climático. El riesgo de pérdidas y daños depende no solo de los peligros, sino también de la exposición y vulnerabilidad de las personas, los activos y los ecosistemas a esos peligros.
La forma más importante de mitigar los riesgos climáticos en el futuro es actuar ahora y poner urgentemente al mundo en el camino de las emisiones netas cero para 2050.
Al mismo tiempo, todos los países deben reducir ahora su exposición y vulnerabilidad a los riesgos de pérdidas y daños causados por el cambio climático. Los países desarrollados y las grandes economías emergentes emisoras tienen la responsabilidad de liderar la reducción de emisiones. Los países desarrollados también tienen la responsabilidad de proporcionar financiamiento, tecnología y desarrollo de capacidades para ayudar a los países en desarrollo con los riesgos climáticos que enfrentan, dice el informe.
Entre otras recomendaciones, el informe pide que se haga más a nivel mundial para monitorear y estudiar los puntos de inflexión climáticos. Se necesitan mejores datos sobre los extremos e impactos climáticos en los países en desarrollo para respaldar la toma de decisiones y deben complementarse con asociaciones internacionales que puedan fortalecer la observación de la Tierra y las capacidades de modelado. El informe destaca la importancia de la solidaridad entre países y a lo largo del tiempo para garantizar que los segmentos más vulnerables de la sociedad y las generaciones futuras no carguen con la carga de una acción inadecuada para reducir las emisiones en la actualidad.
El informe también sostiene que los países deben adoptar un enfoque integral para la gestión de riesgos, utilizando mecanismos financieros para reducir, retener y transferir el riesgo y encontrar formas de permitir y alentar a los actores privados a reducir y gestionar sus propios riesgos cuando sea posible. Según el informe, es necesario fortalecer la arquitectura global para el financiamiento del riesgo de desastres y el clima. Los países desarrollados deben considerar las implicaciones de los riesgos climáticos para la sostenibilidad de la deuda en los países en desarrollo afectados por desastres naturales repetidos y brindar apoyo de una manera que no agregue más presión, en particular para los países menos desarrollados y los pequeños estados insulares en desarrollo. Los países donantes también deben esforzarse por cumplir sus compromisos de proporcionar financiación climática para apoyar la acción climática de los países en desarrollo.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: OECD 01 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Finanzas, Indicadores, Información en otros sitios, Inversión, Medio Ambiente | Comentarios desactivados en OECD – Los gobiernos deben abordar los riesgos inevitables de pérdidas y daños causados por el cambio climático
Lunes, 1 de noviembre de 2021
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)
Empresarios recuperan moderadamente su confianza
en la economía; cautelosos con inversiones
El nivel de confianza de los empresarios se mantiene más fuerte en las expectativas futuras de la economía de México y de sus empresas. El rubro de las inversiones continúa siendo el que presenta niveles de confianza más modestos.
![](https://www.eleconomista.com.mx/__export/1614886144526/sites/eleconomista/img/2020/04/13/zocalo-cdmx-covid-reuters.jpg_2118499843.jpg)
Los empresarios de los sectores de manufactura, construcción y comercio se muestran ligeramente más optimistas de la economía en línea con el proceso de reactivación. Pese al avance de la confianza empresarial en México, todavía se observa una moderación para realizar inversiones.
Durante octubre del 2021 el Indicador de Confianza Empresarial (ICE) incrementó 0.8 puntos porcentuales respecto del mes previo en los sectores manufacturero y constructor. Por su parte, en el comercio el avance fue de 0.2 puntos, de acuerdo con cifras desestacionalizadas del Inegi (Instituto Nacional de Estadística y Geografía).
El nivel de confianza de los empresarios ha seguido una tendencia de recuperación cautelosa en lo que va de este año; sólo durante julio y agosto se registró una baja ligada a la tercera ola de Covid-19 y algunas restricciones a la actividad económica.
La confianza en que la situación económica de las unidades económicas mejorará durante los próximos 12 meses es el rubro mejor calificado por los empresarios. Este índice se encuentra en niveles de 69.5, 64.5 y 60.5 puntos porcentuales para la construcción, el comercio y la manufactura respectivamente.
En contraparte, el rubro que muestra un nivel de confianza significativamente más moderado es el que evalúa la confianza de los empresarios para realizar inversiones. En los tres sectores este índice se encontró por debajo del umbral de 50 puntos.
Los empresarios del sector constructor son los que se muestran más cautelosos en este rubro; el nivel de confianza se ubicó en 26.4 puntos; para el sector comercio fue de 30.9 puntos y 39.5 para la manufactura.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 01 de noviembre de 2021
Clasificado bajo: CEIEG, Economía, Empresas, Información en otros sitios, Inversión, Noticias | Comentarios desactivados en ECONOMISTA – Empresarios recuperan moderadamente su confianza en la economía; cautelosos con inversiones
Viernes, 29 de octubre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Estimación Oportuna del Producto Interno Bruto en México
Cifras durante el tercer trimestre de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/eopib.jpg)
El INEGI presenta los resultados de la Estimación Oportuna del Producto Interno Bruto (PIB) Trimestral, los cuales señalan que éste disminuyó 0.2% en términos reales en el trimestre julio septiembre de 2021 frente al trimestre previo, con cifras ajustadas por estacionalidad.
Por componentes, el PIB de las Actividades Terciarias se redujo 0.6%, mientras que tanto el de las Actividades Primarias como el de las Secundarias creció 0.7% en el tercer trimestre de este año con relación al trimestre que le precede.
En su comparación anual, la Estimación Oportuna del Producto Interno Bruto con series desestacionalizadas mostró un avance real de 4.8% en el trimestre en cuestión. Por actividades económicas, los incrementos fueron de 5.4% en el PIB de las Actividades Secundarias, de 4.5% en el de las Terciarias y de 0.5% en el de las Actividades Primarias frente a igual trimestre de 2020.
Durante los primeros nueve meses de 2021, el PIB oportuno aumentó 6.4% respecto a igual periodo del año pasado, con datos desestacionalizados.
Cabe señalar que las estimaciones oportunas proporcionadas en este comunicado podrían cambiar respecto a las cifras generadas para el PIB trimestral tradicional, las cuales se publicarán el próximo 25 de noviembre de 2021.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 29 de octubre de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Ganaderia, Inegi, Pesca y Acuacultura, Producción, Servicios | Comentarios desactivados en INEGI – Estimación Oportuna del Producto Interno Bruto en México
Viernes, 29 de octubre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de Establecimientos con Programa IMMEX
Cifras durante agosto de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/immex.jpg)
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.
Cifras desestacionalizadas
El personal ocupado en los establecimientos con programa IMMEX presentó un descenso de 0.3% en agosto de 2021 con relación al mes inmediato anterior, con cifras desestacionalizadas. Según el tipo de establecimiento en el que labora, en los no manufactureros (que llevan a cabo actividades relativas a la agricultura, pesca, comercio y a los servicios) disminuyó 1.4%; en contraste, en los manufactureros se incrementó 0.2% a tasa mensual.
En el mes de referencia, las horas trabajadas se redujeron 0.3% respecto a las de julio pasado: en los establecimientos no manufactureros cayeron 1.5%, en tanto que en los manufactureros permanecieron sin variación, con series ajustadas por estacionalidad.
Las remuneraciones medias reales pagadas al personal contratado directamente por los establecimientos con programa IMMEX tuvieron un decremento de 0.2% durante agosto de este año frente a las del mes precedente, según datos desestacionalizados. De manera desagregada, en las unidades económicas no manufactureras fueron menores en 0.9% y en las manufactureras en 0.1% en el lapso de un mes.
A tasa anual, el personal ocupado total registró un aumento de 5.6%, las horas trabajadas crecieron 5.8% y las remuneraciones medias reales lo hicieron en 3.7% durante el octavo mes de 2021.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 29 de octubre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Finanzas, Indicadores, Inegi, Servicios | Comentarios desactivados en INEGI – Indicadores de Establecimientos con Programa IMMEX
Viernes, 29 de octubre de 2021
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)
Las grandes economías del país no
superan los niveles prepandemia
el top10, que representa 62.8% del PIB nacional, la Ciudad de México registró la caída más pronunciada del ITAEE respecto al primer semestre del 2019.
![](https://www.eleconomista.com.mx/__export/1635487543009/sites/eleconomista/img/2021/10/29/grandes-economias_291021w.jpg_1261468786.jpg)
De las 10 entidades con mayor aportación al Producto Interno Bruto (PIB) nacional, únicamente la actividad económica de Baja California superó los registros del 2019, antes de que iniciara la contingencia sanitaria.
Estas economías representan 62.8% del PIB del país: Ciudad de México (16.0%), Estado de México (8.8%), Nuevo León (8.0%), Jalisco (7.2%), Veracruz (4.5%), Guanajuato (4.2%), Coahuila (3.7%), Baja California (3.5%), Chihuahua (3.5%) y Sonora (3.4 por ciento).
Estas economías representan 62.8% del PIB del país: Ciudad de México (16.0%), Estado de México (8.8%), Nuevo León (8.0%), Jalisco (7.2%), Veracruz (4.5%), Guanajuato (4.2%), Coahuila (3.7%), Baja California (3.5%), Chihuahua (3.5%) y Sonora (3.4 por ciento).
Lo anterior significa que la economía capitalina, motor nacional, aún se encuentra 6.7% por debajo de la dinámica económica que mostraba antes de que el Covid-19 llegara a territorio nacional.
Le siguieron Veracruz (-6.0%), Coahuila (-5.3%), Guanajuato (-3.0%), Sonora (-2.7%), Nuevo León (-2.6%), Jalisco (-2.1%), Chihuahua (-1.1%) y Estado de México (-0.4 por ciento).
La excepción de este top 10 fue Baja California, con un crecimiento del ITAEE (equivalente al PIB) de 1.7%, en relación al 2019; esta entidad fue la primera del país en recuperar la destrucción de empleos originada por la contingencia y, además, durante el segundo trimestre del año en curso, se colocó por primera vez en los últimos 15 años como el principal receptor del país de Inversión Extranjera Directa, con una atracción de 1,321 millones de dólares.
En términos generales, de las 32 entidades, únicamente siete exhibieron incrementos en su actividad económica, en comparación con la primera mitad del 2019, por lo que dejaron atrás los estragos de la pandemia.
Dichos estados fueron Tabasco (12.7%), Nayarit (7.7%), Guerrero (7.5%), Chiapas (3.3%), Baja California (1.7%), Yucatán (0.7%) y Colima (0.2 por ciento).
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 29 de octubre de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Gobierno, Información en otros sitios, Noticias | Comentarios desactivados en ECONOMISTA – Las grandes economías del país no superan los niveles prepandemia
Jueves, 28 de octubre de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador Trimestral de la Actividad Económica Estatal
Cifras durante el segundo trimestre de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/itaee.jpg)
El INEGI informa los resultados del Indicador Trimestral de la Actividad Económica Estatal (ITAEE) para el lapso abril-junio de 2021. Este indicador de coyuntura ofrece un panorama sobre la evolución económica de las entidades federativas del país.
Durante el segundo trimestre del año en curso, las entidades federativas que mostraron los mayores aumentos respecto al trimestre anterior con cifras desestacionalizadas en su actividad económica fueron: Guerrero, Nayarit, Colima, Yucatán, Tabasco y México.
En su comparación anual, los estados que reportaron los avances más significativos fueron: Guerrero, Nayarit, Baja California Sur, Quintana Roo, Puebla, Yucatán, Baja California y Coahuila de Zaragoza en el trimestre abril-junio de 2021.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 28 de octubre de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Ganaderia, Industria, Inegi, Pesca y Acuacultura, Producción, Servicios | Comentarios desactivados en INEGI – Indicador Trimestral de la Actividad Económica Estatal
Jueves, 28 de octubre de 2021
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/8cgYHB5Ekid/85jchbURRxO/3YzQa0Wq16HQ6jEZj2I/BYMBoNGI2m4mLi0MQBMbGxnj++edJTU3lzJkzfPnLX+af//mfwwLZU1JSeOihh/je975HXV0d69ato7i4mK6ursB0+HykpaVhNptJSUkhJSWF5ORkrFYrd9xxB88++yyLFy+mq6uL3NxcfvnLXyquwg+bNWvWYLPZsNvtEfdv3bpV+amqqqKnp4e5c+eGtZs7d26IJWlkZITu7m66u7upq6sDIDU1Vdm/ePFiTpw4AQQEQktLS9jL8MSJE8yfP5+CggJcLhd2u10RLBPFXXZ2dohbC1DayjFpMvLvweJnqnkIRh5XY2Nj2LimQp7Ll156CZPJFDaOaMQybrvdjsvloqCggNmzZyvzG4309HQcDse0j5XHPzg4SFNTExaLJea5nuq5mIrpjlFFRUVlIlNaolq6HAwOxzFnbQoL5mhZoJmFUT+CS2NELyQhCXq8GvAJAsZ4Hcf6O6jd1gU3r4J5RjgH1HmhaZR/vyaJNwvN9PkG8CYY+Nl/n8Q87IMxkWfOOvniorkgQqJhNhu1d/InzwuBHmrgBf8P+ZnmSi7TreFGTwKv6UdBC3/zwiH3bq7V3wZ+AVGSECUJ3QXR8Oc//xm9Xk9/fz+PPfZYiNUjGNla9KMf/YjbbrsNURTZt28fx44do7i4WGmn1WojWp+iIa+g279/PydPniQuLo41a9bw0EMPRW0PcMMNN9DW1sbixYsBcLlciltusm/b2dnZ/Md//Adf/OIX6e3tpbm5md27d/O5z30u5j7PFLPZzOrVq9m/fz9r164N2x/szjObzYp7bSpqampCfi8rKwtxu1itVmpqauju7mZkZASA3NxcamtrgYB1z+FwUFJSgtPpxGKx0NTUFHJfg/F4PAwMDMQsSiYy1TwEExwXtHr1asxmc8zWqImusKqqqouK6wked7CgycjIwGazMTg4GOIqi8Z0jg0ev8ViYePGjTFbk6Z6Lj7IfqqoqKhEYkoRVX24gRH/AFmaNEbGRKSUdEbHRKQEHSJ+NGgRAFGUYExgYU483LgImh2Qmgg6HQwYIT4NzjtxS+mIJJLiSoCeGhIz43CeT+TACT1cqQPDKIgJlGvvAumFgK1MDz8f+xv/11hLurGMBzz/wWvjd0ECoIE3vA9wVdx6tP4sBF8CWl3AynTy5EneffddNBoNl156KTfeeCPwvrCZiCiKZGdnc/vtt/Nv//ZvGAwG9uzZo7xsZxJXJB/z1ltvIQgCBoOBr371q1Hb+/1+JZ7qm9/8piKq5FirWDCbzTz88MPcd999xMfHf2QiCmDJkiWcOHGC+vr6sH0TRUlWVhanT58OcdkAnD59mqysLOX3YLeTzWajqqoqRAwbDAasVivNzc0MDw+HWaGam5sBlLgdAIfDwfLly4GANSS4D+3t7Rw6dIjbb79d2SZbONrb20MCqNvb25X9weJnsnkIJlLAsywEPB7PpKJgoiussrIyJhEljyXauG+44QbFihYscpqbm8MsdDKdnZ1kZWXhdDqndWyk8ctxTJPNNUz9XEzGdPupoqKiEokpRZTtzCA4ztLrEimMy8TpdhBvjA/xA0pIAXeRWyQlXuAzRVnseNcBHh8kieBNBRPQ76B7yI0pQYthVMP/vbYEb6KTnx3Lw/9WAx7vKAa9HyRYYijn/3ry+JGvMxAbFQd7XG9wm76MCu1twF2BOCgD/IoB7vZVU6K7CcEv4BdFtFoN7777Lj09PRgMBj772c8C7wdiTyQ4XcF1113Htm3b6Ovr4+9//7uSYypa1vCp6O7upqmpCb1eT1lZWVQLCLyfZFNeTSeKohJXNR3Ky8tZu3Ytf/vb36ivr+f06dMRXWcfBhs3bmTbtm1Ttlu+fDk7d+4kKSmJwsJCIBBYbrPZwoLQZeT0Et3d3SHbFy5cqLwM169fr8QJeTweGhoaQlZueTweXnzxRdra2igrK1MsRnIA86FDh8KEmMFgoKysjEOHDikuW7ltNAtIrPMwkezsbEwmEzU1NRQXFyvxRhPFZvAcnD59GovFovwuu7pkgt1c8liijfvUqVOYTKYQEVlXV0dtbS1lZWUh5zcajbS1tdHQ0MBVV1015bGxWIpmMtfBz0UkC+LE56Wrq+ui+6mioqIypYg62yuSVDaLFfl5pCWYMHk1eH0iGCUEWXhIASuO0WjA6xKo7WqFpAUgakDTCRoJtALgxekdxyh58bggK0tixKTBrxFBMNHh8DA3IxE0LgRMXO/5BT/y3wTJgB/q7UPclgfoTfxE+wP+H8//FxBnQ9A4OkbJHEDyKykHmpqaMBqNZGRkKN8uJ5ZUCUYWR5mZmSxfvpz//u//prOzE7vdzpw5cxQhI+eegujFgoMtSCdOnKCvrw+fz8eaNWuU/ZHEmCzWZKEXqQTMVMiib/369VRVVTE8PExTU9MHKqKCXzJyGgeZlJQUysrKFHdatBdSdnY2mzdv5siRI0rbrKyssOX5wcfLqQlGRkaUFYryuSwWC0lJSZjNZiXoXrZeBFs0DAYDRUVFNDY2Ki/R/fv3K0vplyxZEmbpAigtLcVoNIa0DV52P9U8RJu/SFx33XVUV1crIiw/P59169aFHBvJFSYz0dUlW6iCxxJt3L///e/DROSCBQuora1V5jP4/BaLRbEK7d+/f9Jj5fsw1finmuuJ5wh+LiI9O5FSbMiCcLJ+qqioqEzGlMk2c+/4OQnZI5RYL+H4yUbmZpgoLLTiFjSYjEZ0Bj1ak5EEk5H4uHhODom8UNsD3vVw3g8pZ8GfBQ4tLPfw7OdMuId7MI0bGDXDiX4vz/xXL7Q6OfidRaxckAOcA08OIhI3uzT8KQlogi/V/AvP3/ldEKFR20iRpyggovbAL8Ze5cHrbwJRhAu5k+68805qa2vZsGEDv/zlL6c1MX/84x95/PHHMRqNPPnkk6xdu5b777+f7du388UvfpF//dd/jflcL774Io8//jjp6ek888wzFBcXRxVR0dizZw/f+MY3MJvNPPXUU4orKhJycs3m5mbuuusuBgcH+epXv8rXvva1mK+noqKioqKiMjlTWqLO6f1wvo22Tj9LM7IxJngQNWIgiJvAKji/JKLRQMfoeV44AuQshb4RGJcgQQuCC4QEcIFPNGEU4vDo3AzrM3hmdxu0nQM/DA4HArb9GNEiopE03Gz4Me/xHVr2g8mmD9QqRmKx5hIeEUp501dHw05IWRoIBvVqRPRo6Ovro7u7G4/HQ15e3rQnprCwELPZzODgoOIK0Gg06PV6fD4fQ0NDYRnLZWSBZDQaiY+P5/z587hcLjIyMhS3w4eJLM5mzZpFVlYWfX19yuo+FRUVFRUVlQ+GGPJEeWBWFv79WtwaCyklXjxeF+b4JBD8iKIXnV/HuNtFakE885ILaK0dgMQxSFoIvjjQaiHODM0neO/EKFfOTacvvoc3GjqgNheSfdB3Gs+YCYBRLJj1fjRuDRXGq8j1foeWt+CSuYGA01ENJPh13GL4N56wbSTtbTMLVgZiPtySiF6AoaEhPB4PgiCEJbyMhfT0dBISEhgeHmZ4eBgIiKPMzExOnTrFnXfeiSiKEa1JkiTR1dXFD3/4Q6688kqGh4fRarUkJSUpfZmuJWo6yO48s9lMZmYmer0+pLixioqKioqKysUzpYhanOKjJF2HsGkxnW4f9rFe/P16TEk6CnJzMeo0xMfpQHKilS6hVdBD7zCYMkAbiEtBEkHjhiE/TzeMU5Qdx1dfOwEDZtDrQZMGDNAnDgDpGNEgCSAZJLKFpdxe9xOq9z+KsTQQH6QVBJCgTNjAN9+5jd+eeR23eQgAg6QBIRC3JJdaSUxMnPbEmEwm9Ho9giAo8TU+n0+ptScLo2je0P7+fmWf1+tFp9Oh1WqVGKeZ5m2KJcA8OHBep9NFtZipqKioqKiozJwpRdR8swnzSBdxcd2cjXPRP95Pcd5V/NeuanIWCny6pIi2kzZKivLYsa8TmobBkg6+VBBHQesnUBTvPJiToWGIPfNGwWOFIS9kdcH5PBjRMKYLZJgOhOdqLqQC1TK+O4WkUTND8QkAmCQJdAKSF4b+kkGiOY3R+PHAgKT3xYmcLkAWQdNBzsnk8/mUvFDBgcODg4NRs4BrNBq6urqUFWIQGmj+USILPxUVFRUVFZUPlilFlEtKZ8ToYXhslLRkI/GeRP5+vBPOipyzwNEmB/Vvv0t6+gLqzrbDmATpCeAcBL0WkMAvgqADrQ5cPl5/q5ENq0v5q9gOpzvB5QWfm2xNknJd2d3V1dXFK3teJKsgA80FMSMRqO7y1/17qWnaQ05uFlrxgoVHGxApctZwr9eruOOmg9PpVPL0xMfHAwE3mcPhYPHixWzZskURaRPRaAIxWfJKItli5Xa7GR8fJyEhQXG5fZjIFii5/MyHgdPp5Pjx43R0dOBwODCZTMyePZvi4uKQpIVyQWCZrKws5s2bF7aSS65x19raqrS3WCzMmzcvLAdQY2OjUsg5Un6krVu3YrFYuPnmmyMeJ+coOnjwIA0NDWzZskXZF42JeY2m6kO0OTKZTGzcuJGUlBS2bt0aVvy3u7ubY8eOKbmMsrKyWLRoUciqMfnakQrvThxjMHJdOrksTqQCwgCVlZXY7fao5w8uXmyxWFi8eHHEsimxzJFMpLmIxGR9i0ZjYyOtra0MDQ3hcrnCniun08nRo0c5e/assj/SvEyn7auvvqpkcofAKsvly5crnw352ZuIvNox1s+NPL6LeRabm5uVz0Ewdrud+vp6pR8TxxB87eDi2zJbt26d1n1SUfkkMaWI6uz2MSAamB3vxeTxkJ86j90NY+BPhgEt9eIYmObwn4fsATGUkAhaF3g9oDUDmguqRwOiBAmpcO4sf331IFyWy5c/X8Jz75yGlg4y9IuU68rxQrt27aK7uzvEJSfvk7ORRyqwm5aWRkJCwHLV398/7Ynp7e1laCjgIpRLs3i9XoaGhsjNzeWGG26I+Vxy/p7+/n76+vpISEj40OKh4H0B6nA46O/vx+fzfShZmJ1OJ6+//jomk4nFixcr+XxOnDjBrl272LRpk7LcvKenh/z8fCXNQmdnJzU1NSEFZT0eD9u3b8fhcFBUVMSiRYHnob+/PySdgUxrayswefFYh8Oh1MqLhdzc3LAX0MjICLW1tRFfplP1wW63U1lZqbywExMT8Xg8ynMQCfmFlJ+fr/Tl9OnTVFVV0d/fHyYwampqKCgoUJb5T4Xb7cblcinn7uzspKqqCo/HE5JLSxZwra2tYS/A4eHhsHNMvJ+xztF0mapvkdrv3r2bnp4erFYr8+bNw2AwhDxXg4OD7Nq1C5PJxMqVK5UxVVVV0dnZGfJMTKetw+FQnvvgz8YNN9wQcr8mPnNyXq9YPjcyH8azKOfOslqtyuexvr6ebdu2haUiATh06JBSfFtF5X8DU4qo/vMueppOkvGZeWTiYXTADwMjYNTB8DAMj0JKMoh6yMsLuOxsLSAJ4HSBOR2kC7YjQQK3CMk50HEaPOcommfhJq+ZbW0C6XEBy4xspfF4PPz1r38lMzOTkZGRkHIrTU1NHD58mPz8fNrb2xkfHw/pt8ViISUlBb1eT3t7u2JVmswCFJxMs6Ojg5GREZKTk5UVdTqdDo1GE1LYNlqskSAIyrXy8vLQ6/X09vbS2dnJnDlzYhZRF2Ox6urqorW1FZ1OF5ao8YPgzTffxGQycf3114eVYdm+fTvV1dUhVqCkpCRFiFitVtxuN42NjcrLYPfu3bhcLm677baQF0w0S4D8UrTZbFFz+1gsFmpra1mwYEFMIkOuRxjMjh07MJlMrF69elp9GBwcpLKyMiYLjEx3dzc1NTWUlZWFvCStVqtitSgsLFReXiZTYDHGvn37lILNsRJ8L4aHhzlx4oQiSILza9lsNpxOZ8T5m+x+Quz3aTrE2jeZ3bt3MzQ0xE033RRyb4P7sXfvXpKTk7n66quVZ9lqtZKRkUFNTQ1z5wBWDn4AACAASURBVM5VPkPTaQuhz31BQQEvvfQS7e3tIeJvsjmZ6nMDH96zWFtbG2ZFKigoYPfu3ezZsyckWan8LMZafFtF5X8CU76dLytMg7NebMNjZCelcPT4GTjbAvFu0LggjoDrbnQUzKngHgPBAZfNhkX54HOD2w3+UZDGwe8BjxcESM1KwDXSTq5piA2bFpGWEZqs8K233qKuro6MjAyldpzMjh07GBkZQaPRIIqiEkwtixqtVsvChQvRaDQ0NDTQ1NQEhCbKnEjwvtraWvR6Pampqcofo+DCxjKyFWziD7wf/1RYWIjFYsHn83HkyJGppjykP7JwjFV0Bffv8OHDuN1utFotc+bMifm6sdDd3a3Uo5v4rdNgMFBSUoLD4Zi0CG9wjFl3dzc9PT2sXLkyJrEjv0iXLVuGyWTi9OnTEdvNmzcPk8nEgQMHYhlWGI2NjfT09LBp06awcU7Vh2PHjgGEia/JaG5uVhJLTmTVqlWYTCblvBCoqbhy5Up6enqUIsYzISMjI8TtJGdAl7Pry2OdjInJRoOPm+o+TYfp9C34uYpmjZ3sWV6yZAkmk0n5+zGdtpGQn+2ZhBjIzGSeL+ZZjJS9v6SkRCnkLeNyuSgtLcVms4VliFdR+Z/KlCKqdH4CDEucGxeQxkTEhBRINoF3FERXYOVdohkGB6DmXTh2FBxnoOckeBzgHgfJC+IYiCPgGwGPE3wCA+1DuEckXI4xsuI0pKVpgfctL2+++SZmsxlBEEhMTORTn/oUAOfPn2fv3r1kZWUxMjJCYWEhK1asAAIiQg74Xrx4MW63G5/Px/79+4HoGctlgSQIAqdPn+bdd99Fp9OxcOFCxR030xVuCxcuJC8vD6PRyDvvvBNmNYuGTqdDr9dP+9qyFeyNN94gMTGR3NxcioqKZtT3aMh5pwoKCiLul7dHc6Xa7XZsNpvyB3qq802ktbWVrKwszGYzs2fPxm63KzXXgjEajaxcuRK73T6poIvE4OAgNTU1FBUVRSwlMlUf+vr6yM/Pn5Zr4+zZs2RmZkbdn5mZSW9vb8g2q9VKVlYWNTU1IYsZpkNHR4dSr1B2l82bN4+UlBQsFoviKorGxPspE+t9ipXp9i2W50puE63gdPCcT6dtJGRxkZSUFLLdZrOF/ERjpvP8QT+L8vgnfr6XLFmCxWKhuro65uuoqHySmVJELV1YAEmpgVVvI+MMGTQwPxuGvSDqwKuDEQm8BhhwwriLz356E6vyMuFUEziHQPBesEI5wTcM7n4wpsLxUexNg4wOGDDoEjHqksEfqODe0NBATU0Ns2bN4ty5c5SWliolU3bt2kVbWxtpaWl0dnayfv160tLSwnIvrVq1ivz8fJKTk3n99dfp6+ubNC2B/AfmlVde4fz58/h8vpDM4DONY0pKSqKoqAiv18uJEyd44403Yjqus7OTtrY2IHYRJffxD3/4A01NTbjdblasWBExpuhicLsD9ynaH2V5u9wOAvd069atbN26lcrKyhCXVaTzHTx4UGm/detWZfvg4CA9PT3MmzcPQIkXiWaRkEXG/v37p/UC37t3LxaLJaw8SKx9cDgcYS/LqXC5XJMek5SUFOJOlikvLwcCbr1YkV/YlZWVinUF3h9Dbm4uELDm9fT0RBRowfezqKgoxII23fsUC9PpG0z9nMbSJnjOp9NWZnh4GJvNRmNjI3v27MFisYS576qqqkJ+gscz2ecG/jHPYqTPt8yKFStwOBwXZRlVUfmkMLU7b+FsMJsZcmTSKCbTfroNzntArwusunOPgdcLHiDNxI3Xr2R+0hDrF2soLsmD0REQvRfa+MHrA8kPkhtGx3Boc+nv8zBHGiWQjjzgltu5cydjY2Po9XocDgfXXnstEEhb8MYbb5CSkoLH4yEtLY3rrrsOCBcaOTk5rFmzhr6+PkZHR/nZz34GvC805PaSJCnWr2PHjrFt2zYSExPJy8vj6quvVs6n0+lmLKSuvfZaJEkiLS2NX/3qVxEtNMFWNIAHHniAxx57DAhYVCL1OxJNTU389re/JSMjA0EQphUEHyuySyGaKJG3B7se5EDp1atXYzKZaG1tDWsXfL6FCxdSUVERFs8lC0u3243NZlP+kE/mKlq+fDkulytiHbtI1NXV4XA4KC8vj/jCjKUPJpMp4ktmMqY6Znh4WIk9CSYlJYXVq1dPy61XVVXFoUOHANi8ebMyz/IYRkZGQsZ26tSpsHNUVFRQUVGBxWKho6Mj5P7N5D5NxXT6BlM/p7G0CZ7z6bSVsdvtVFVVceLECebPnx8WQwiBVZ/BP8Eu7ck+N/CPeRYjfb6D+5ufn39RllEVlU8KUwaWL8hMZ2NpDnuPjPOaPg76x0BjhkQdeMdA8AV+H3JBdiKF6Rp0vrPg9lKYOo9jCfEw6rxQrkUANCBowXcejIOcEQoxO86wedGFcihaPV1d59i/fz8FBQWcP3+e+fPns2nTJgCqq6tpaGhQAig3btyofKuThVCw0LnzzjsVt+D27dvJysri61//ekg7+V+bzca3vvUt4uLi6Onp4ctf/nKIBcfn8yFJUsSX2GRIksTKlStZvnw5jY2NeL1eHnroIZ566inS0tKUdnI8ld/v53vf+x4NDQ34/X6qq6uVFYKSJCmxHZEEXWVlJT/+8Y+BgAl/8+bNLFu27APPkC7PS7RA4YkWAwgNkE1LS2Pnzp3K8ZHOJwd5TxScsvtmoiCy2+1Rg4yzs7MpKiqioaEhomUpGDmgNpobL9Y+ZGZmcvbsWWVRQyzIx0TC4/HQ29vL7NmzI+5fsmQJra2t1NXVxbScPFL6A6fTqbg9q6qqQva1traGxWrJ9yoxMTHkfsrtYXr3aTKm2zeY+jkNbtPd3R1xAUbwnE+nrUwsKRsmY7LPDfxjnkXZLRnNwr1mzRrsdjvHjx+f9t9LFZVPEjGUfYHrrr+UvW/9FmxFEJcN+MEHSvoCvwiCCF4/24+0kDDex4Z1ZbT1+2F0CIxGiDME2kGgSLCkg6QM6v5ezy1pOkrnzAZEQMMbb/yFtrY2Fi1axNmzZ7nxxhtJTExEFEVlST0ERMRkK5IkSWLevHncdddd/PznP2fBggU899xzdHd3c/PNN1NSUoJWq1WWDT/zzDOMjIwgiiJlZWX80z/9U9j5EhISOH/+PLW1tVHLvgSGKDI2NkZOTg4LFiwA4MEHH+SOO+4gKyuL5uZm7r77bu655x5WrVqFxWJhbGyM9957j+eee46DBw9SWFhIZ2cncXFx+Hw+BEEgPj6ed955h/7+frxer2JFGxgYoLq6murqasxmM36/n8zMTL71rW8pff8gRVR+fj4Wi4X6+vqwJc0ej4f6+nosFktUEZKdnY3JZKKzsxOr1Trp+YIZHBzE4XCEuTRsNhtVVVVhq56CKSsro6WlZVJLjcfjobq6Oqobbzp9KC4uZufOndNarSQfEyktQ0NDAy6Xi4ULF0Y9vry8nG3bts3YlSKLXzlPkUxVVRU2m43BwcGIAdoT7+fF3KcPsm/yc3Xo0CFycnIiCrf8/HxMJhP19fVkZ2eHPHtyLix5zqfT9sNgpvM8k2dx0aJF2O12GhsbQ+6Vx+Ph8OHDWCyWqKt+zWYzZWVl1NbWqiJK5X80MYmo6zcu5euLzTBghPQkELsImJaEgDCSPGAyQl83tnY76DRok0Y41jUCnjFITQ648LwuEIRAMPqoGywm6D7HpmuuCbleff0xEhIScDqdpKSk8OlPfxqAgYEBTpw4QWpqqhIntW7duqj9lt1d9913HydOnGDv3r0sXryYvXv3UlVVRVFRETqdDrvdTmdnJ+np6Wg0GnQ6Hd///veVJJvKZOl0pKSk0NbWxkMPPRSScmEigiDQ1tbGvffey7/8y78AcNlll/Hggw/ygx/8gEsvvZTBwUEeffRR5s+fT2JiIk6nk7a2NvR6Pfn5+Zw8eZJvf/vbLFu2jL179yoB9s8++6wioORxyiVucnJy6OjoQBAEnn76adLT05UVeh90cs+NGzeya9cutm/fHpYnyuVyKW7WaEz8plteXs6ePXt45ZVXWLJkiZIbrK+vT2kjuy4KCwtDziUHDnd0dER9ORsMBlauXBlmxQimtrZWyVMVKXbHarXG3Ifs7GzlRdLX1xeWmydSLp+Jx8jxLadPn8Zut1NWVhZVmML7br3JEoZORkdHByaTKezluHDhQmw2G21tbVFXuQXfz4u5T3IM0cTjZto3+Tl96aWXKCoqUqwncp4oq9XKpk2b2LlzJ9u3b1diwzo7O7HZbGFzPp22sTJxvOnp6R/oPMfyLE4kPz8fq9VKTU0NfX19SiH3+vp6XC6X4h2IRmlpKa2trSGrPlVU/qcxtYgSYU5iCls+s5yt32+GdGug3p1XtmpIgdV3XhHwgTENvPHUvtsV2J6cCkkm6OkFtws0moCQ0uqhvYVrVudxY3noN26NJvDCGxgYYP369UrApNfrxWAw4HK5GB4eZv369ZMKA3mVmlar5ac//Snf/va3eeONN8jNzSUpKYmWlhbcbjdxcXFkZGTQ3d1NVlYWP/3pTxXrUTBut1vJ2zRVwkytVovT6Qz7Fnb33XfjcDh47rnnSElJYdasWXR3d2O32zGZTGRnZzM4OEhraytf+cpXuPfee4GAK1Gj0SjuPNn1J1uiPB4PDoeDU6dOcckll/Dd736Xyy67DL/fr+S3+qBJSUnhhhtu4OjRo8q3cJPJxPz587n00kundNfMmjULu92uWBCys7OV8wVn1M7KylKsQvIqpIkvGIPBoLjrJnNZWK1WmpqaQrJAByNnj46URRoCcXbT6UNpaSm5ubkcO3ZMGZPFYiEpKSlqP0tLS0lMTKSpqUkRfPn5+WEWmGjIbr1oY4yGvPIt0krO7OxsZSVctMSlwffzYu5TpJWUV1111Yz7Jj+ncqbuhoYGTCYTycnJijDIzs7mpptu4siRI8qcZ2VlRczAPZ22sTJR2E/mApzpPE/1LEaioqKCvLw86uvrsdlsUSsSRGPFihVUVlbGNgkqKp9ABGmKZV+iV0SjB1v/IAuufAK08ZChAbcUEENCkJgySOBNAykZ4sZAHIa5l8DoOPT0QFx8ICzK6w+IrvYj/PHZ+7ltRansyQPgkUceobKyEr/fz29+8xsltUF3dzdbtmxhcHCQ+Ph4/vCHP5CZmYnf74+5rMkf/vAHXnvtNdrb2xUh4nK5yMzMpKKigvvvvz8kTimY22+/naNHj4bFAUTKHQXQ0tLC/fffz6OPPqq0k/e99tprPP/887S1tREXF4dOp8Pv9+PxeMjNzeWuu+7i85//vHLOXbt2cd9994Xke5ItUJIkYTabyc/PZ9WqVdx6662YzeaPpLSMioqKiorK/1amtEQJOg343VjT03jiW2t55MFnIbn0gniSAtnIBQIxUX5/wFXHhbxQWhG6zgaSbeo0II4H2uv0UF/L2ptK+PyK0sAxwvsve1EUGR4e5lOf+lSYmVmSJDo6Orj33nuVHCaxCAVZUHzxi1/kuuuuU+qS+Xw+MjMzWbRokeI6iSY+Hn30UZxOZ0hiz0glZ+Tto6OjSu4dQAka12q13HjjjWzcuFGJ5xgbGyMhIQGr1coVV1yh5KaS465WrFjByy+/jNlsVhKMBo8tPj6eBQsWKH2JVhxZRUVFRUVF5YNhShHlF73ofEbAz7e+cDXPV9XT9Ho7XD7vgntOtsJI4PMGEnAKPtAMB+KlnD5IiAu49kbHwJQA5wYhJ4lff/sOtEiBmCrhfbeXHCh99dVXK4JBdmX5fD7i4+O55kIc1WTB3cHIx4uiiMViYe3atWFt5PNHE2WXXHLJlNeZDFlcyYWBk5OTuf7666O2DT4mIyNDWaE31TXkcapWKBUVFRUVlQ+PKd+ykqxPfF5A4rWffB0WZ8LJMxAXB4KswyTACJIPND4Yd4HLDxoBXC4Y9YMuDs6ege5mXvj5gyzKSMLPeJBLMIDT6aSwsFARSsFlVAYGBli9erUS0AmxWV1ksSWLMllsBCMIAnq9ftLaeqIoxnw9v98fco1gq5V8non9CHbRBeevitbnYOTrSZIUs3tTRUVFRUVFZWZMKaL0Gn1AGxmMiKLEopQ4jmy9B3INcOJEwDXnB1y+wOn0PhBcIMaBpAe9n0DAUwK0n4eeVv7zqVu5Y0UgQFZLPAjGgEvwAsFZyCE05qi/v19JgCmLjFgEQ3AOKY1GE9ENJzPZdo1GE5OFR+7XxHPJ15WDvSf2I/gawfun6jOgrMCTr6taolRUVFRUVD48YkpxAHI8j4RGI3H5glm896fv8ul7fsTZgzUway6kZoLOC97xQDJNvTYQ66TVwOB5sDfA7Az+61eP84UrivBzIf9mBOLj47nyyivDtg8MDLB06VLWr18/4zp2Kh8cO3bsYGhoSFlFZzKZlPiyiavIgsu2BLNlyxYOHjxIQ0NDxOSPE2lsbFRWAspkZWUxa9YsFixYELIicLJrytTV1SkrleTCvxOX3jc2NlJTU4PVag3LsTOxP/IcFBcXK0vdd+zYEbJSLisri3nz5oVdx+l0cvToUc6ePausnCopKQlb8bV169aoq7dimUu73U59fb3Sp/z8fJYvXx51tZV8zolMXC3odDqVFXAOhwOTyYTJZGLjxo3KuWO5tjzfkVa7bd26ldWrV4fMXazzJp832tzJ9yl4XJHmOpZxdnd3K3GXELjnixYtmvHqPRUVlY8nMYsoCFg6RElAcA9zaYaFlv/+Md/89TZ+te0QnGwAUzbEJ4NwYeWeW4C+djAPcN2tq/nJt77E4pxUPBLoIcT6JONwOFizZo3ysgqO7RkYGOC6664jNTVVjfn5GNDT00NWVhYrV64EAkvkW1tbI9b3gsALUw7eh8glI6ZieHgYl8sVImb6+/upra2lsbGRTZs2heTpmeyadXV11NbWKvma+vv7I67MlDNC22y2sNxOE/sj58nauXMnN910EykpKfT09IT0Q07u6na7lTkaHBxk165dmEwmZT47Ozupqqqis7Mz5gSJUyGP2Wq1smjRIiCQ92fbtm1s3rx50hxHE/uQmpqq/N9ut1NZWYnFYgnLQZSQkDCjax86dGjSxKswvXkbHh4GULLWB59Xrj8HkevBTWecsliTy7VAIM9XVVUV/f39F5W9XEVF5eNFzCJKjrWRJAH0WgRPPwZDOr988Ba23HI1L79dy9t/6+DvZ87i8ftAkpibM4trln6KL2ycxeriQN6lcXGUODEuYKGKgN/v5zOf+QxxcXEh1xYEgblz505ajV3loycjIyPk2/WSJUs4ePAgtbW1pKenh1gqgstXXCzB57FarVx66aW8+eab7Nmzh1tuuUV5QU52zcbGRqxWq2LViNTO6XTS09OjlBmKVj4keFtBQQEvvfQSzc3NygszuB9WqxW3201jY6Miovbu3UtycjJXX3210ner1UpGRgY1NTXMnTs3phxRkyGXs5loySkoKGD37t3s2bOH22+/Perx0eZxcHCQysrKiJa6mV5bzq82VYbt6c6bxWLB4XCElW1pbm5W9kXLmRTrOGtqasK+RFitVsWiV1hYOKOEnCoqKh8/YjblyDE2Wi0I2nj8BguBYCgozkrmx7eu59DT/4f27V+n7dWv0b7zYY69uIVfPrye1cULkJCQGCRO4wta0RdOWlpaiFCSY4EgkOhw1qxZynaVjyerVq3CZDLR1NT0kV3TbDazYsUKXC5XxEzj0ZCtE9GQz7Vs2TJMJlNMxXPll/lklrbgfd3d3TgcDkpKSsKsLkuWLPnA5rK5uRmTyRTmRjQYDJSUlOByucKSXMbCsWPHACJmvZ7ptV0uF6WlpdhsNqVO20SmO2/Dw8MkJSVhsVjC5rOlpUVJ6vtBjDNS0k/5cyGfR0VF5ZPPjJSIB4FRdEgIILkv5H/yAC6y9XrmJFnIN5ox40LChQ8Q8CKgBXRhq/FU/ucxe/Zsent7Q7bJ5Tzkn2gvx5kif7sPLlg82TVLS0vp6emhsrIyal/kjNBms5nZs2djt9ujWiogYLmSS65MLMUhY7fbsdlsiqDo6uoK6f9EMjMzw+ZyJpw9e1bJrTaRSHM3keB5DC5T0tfXR35+/qRut5lce8mSJVgsFqqrqyMeN915k9108+bNC7mPdrsdl8ul3K9owvpixxmpTyoqKp9sphUTNfEggQsWJUEHgh75V0TpQm4EE4IgotX6AC2ICUrZl8kCy1U++RiNxpDgbwgv55Gfn/+BujViKSESfM0lS5ZgMBg4dOgQO3fuJD8/n3Xr1innkeNkZMvD3Llzo7r0goPYTSYTmzdvDgmWbmhoCAnODnb3yC/3aC/npKSkGVmIJuJyuUhKSoq4T772ZPFAE0uTyAV9HQ6HYiH+oK8tlw2ZWAQ3uH2s8+Z2u8nIyKCwsJDa2lrlPp4+fRqLxUJKSsqkxXIvdpyR+qSiovLJZkYiSossgLSBlXgysoFJG2xp0iDIBq8gu5d8VHAplE8SH5d+f1z6MZHh4WEl67rMZPXAPgicTidAyEtsqmtarVasVqsSDBwcgyMXd3W73SGWl9OnT4eJKPkYuRBtV1dXxAB3j8dDXV0dra2tFBUVYTAYFNdetFpyw8PDk77cY8VkMkUVSbJVZjIXZLQVf5Od92KvnZ+fT35+PjU1NWHxkNOdN1nUp6SkYLFYOH36NAUFBcqCAbmf0SxRFzvOSH1SUVH5ZDOliHr66afp7e1l1qxZ3H333VRWVrJv3z4SzWYWLFjAwOAgQ0NDCBoNGkHA6/Oi0+pAgMuXXU5zczOdnZ3MmTOHiooKdu3YyYBjkLy8PO655x4lYP3ZZ5+lpaWFvLw8HnzwQQRB4Kc//SnNzc3ccccdlJeXU1lZqSyHPnnyJF1dXaxbt47XX3+dN998kw0bNnDLLbdw6NAhZs2axc6dOzl37hzx8fF87Wtfo76+nhdeeIFNmzYpdenGxsZ49tlnOXfuHOnp6Tz88MO8++67/OY3v6GoqIivf/3r2O12nn76afR6PUVFRdxyyy1IksTo6Ci//e1vOX/+PLNmzeK+++7jwIED/PnPfyY+Ph6r1cr4+Dj9/f3o9XokSVIKAo+MjFBRUcGZM2c4c+YM6enpbNy4kb/+9a/09vaSkZHBPffcg9FoZHR0lJqaGlavXk1CQgKtra0cP36cjIwM1qxZA8C7775LZ2enUmF948aNrFixgscffxy/388jjzwSUoLmw0QuZPtRL+eW45ei1T6cjCVLltDR0YHNZlMEkbwqr7a2NqSt3W7H6XSGpFMIDhqXj5FFEoQGlqelpbFz507FEiLXYpwY7CzT29vL7Nmzpz2miWRmZnL27NmI+2R35sS6kNM572SFny/m2mvWrMFut3P8+PEQATLdeXO5XIrwmjdvnmKNAhSBNpmIvNhxejyeD+xeqqiofDyYMiaqq6uLDRs20NzcTGVlJR0dHeTn57Ny1SqsCxawbNky7HY75oQEVqxYwSULLqGtrY3ll6+go6ODjo4ONm7cyGWXXUZTcxNd3efYuHEjLS0tbN++HY1GQ3d3Nw0NDWzYsIGOjg7efPNNdu/ejSiK3Hnnnbz00kvYbDZOnjzJ0NAQEIg9sNvtHDt2jH379vHlL3+ZAwcOsGPHDvr7+zl8+DDt7e2sXbuWNWvWUFdXR3V1Nffeey/79+9X4izsdjutra1s2rSJ5cuXc/z4cV566SW+9KUvMTIywq5du2hvb8ftdrNhwwYOHz7Mvn370Gg0nDlzhtOnT3PVVVfR3t7OW2+9RXt7Ozk5OVRUVLBo0SKKi4tpb29Ho9GwevVqioqKsNlsfOpTn2JgYIBTp06xbt06Lr/8ctrb27HZbGzYsAG73c7LL78MBP74Hjp0CJ/PB0BTUxMNDQ0cP34cl8tFT08PR44cwWazkZaWpuTXefnll6moqGDJkiW88MILH9IjFIrH4+Htt98GoLi4+CO5JgRepHV1dWRlZV2Ui1B+SQ8ODuJwOCgrK2PLli3KjyywJgtez8vLU/oUiezsbEwmE52dnUDA2mIymaivrw+Lt5JzUC1cuHDGY5JZtGgRLpeLxsbGkO0ej4fDhw9jsVhmtAKwuLgYl8ulxIJ90Nc2m82UlZWF5aqazrxNtHbJ8U+HDh0iPz9fEcRGozGqJSqWccpt6urqwvY1NDR8YPdSRUXl48GUlqiVK1dSXl6Oz+djdHSU3NxcrrjiCiUnCsCpU6dYtWoVhYWFiKLIyMgIa9dewd69e0lKSlLq1PVV9rFx40bKy8vRarUcPnwYCHxDXL58OVdddRXLly/nySefJCcnh4ceegij0YjD4aC6ujokqDMxMZHMzEzee+89br31VlasWEFeXh69vb309fUxPj5OeXk5GzZsAGDfvn04nU6WLVvGpZdeqrwEx8fHueyyy1i/fj0AzzzzDOXl5axZs4bi4mJee+01BgYG+NKXvsTSpUtxOBzKsS6Xi/Lycq644gqMRiNdXV0kJyezadOmkDp3LS0tFBUVsXTpUgDOnz/Ppk2bOHr0KF6vV3kxv/3226xbt461a9disVjYt28fEMiVlZKSooxdq9WyfPlyvF4vdrud0dFRcnJySEhIoKioSHmJt7e3s3LlSq655pqYVpXNBDlwG2BkZERJXFlRURGWvDG4rUywi2bivvT09KgJICe61+x2OxaLRbmPU13TYDCwY8cO5s2bh8FgYGRkBLvdrrh1ZFfexOBwub8dHR1hMToyOTk5QCBQOpowmGix2LRpEzt37mT79u1KSSPZNVhWVhYmDGcyl/n5+VitVmpqaujr61OeE9l6uWnTpoh9neycKSkpZGdnU1ZWRm1tLX19fWH5k1avXn3R1y4tLaW1tRWHwxGyPdZ5k0WU/BmSXXoOhyMkj9hkxDLOiW3kc8vPaKR7qaKi8sllShH19ttvc/z4cVpaWnjqqad45ZVXeOihh0hLS+Nzn/scK1asBM23owAACMlJREFUYGRkRLEQDQ4OKrEHOTk5PPHEExw5coTi4mLmzJnD73//e44dO0ZXVxf3338/EMjdcvLkSZ599llaW1tJS0sjMzNT+daYlZVFR0cHbrc7pG5df38/cXFx5ObmAjBr1ixmzZrFiy++yIIFC3jttdc4cOAAKSkpPPLII7S2tnLTTTdx1113ce211yp93Lp1K0ePHmXz5s0kJSUpwaNms5nk5GTOnTvHH//4RyorK+nr6+ORRx4BAn9Un3/+eU6cOEFbWxtPPfUUb7/9No888gipqalcf/31rF27ltHRUSVex+VyMT4+jiiKZGZm8utf/5pjx44xf/58li1bxhtvvMGZM2doaWlR5gdAp9MpYxdFEZPJRHJyMn19fYiiyNy5c+nq6uKxxx4jJSWF2267jc9//vM89thjXHLJJTz66KMzfUaiYrFYQgK3s7KymD9/PgsXLowofiYGeQNs3rxZ+f/EwOVI8UzyMyG3lTOER8puPdk1U1NTSUpKUiwWFoslJIeRvCpv4jgMBgNFRUU0NDT8/+3dTUwTWx8G8IfbQst0pqUtpS1lWpG24bNQWlFUVAiIGgIx0UQTjC40kuhKIysWxsQNGsNK3bpw4dKdLoStAWMwIRA+E4kLSdEKKI2WMu+it/OC8lHnunhv3ue3ImGYM+eElIcz/3POtqv0RFGE0+nE7OzslkvdgfTv6vz8POLxuBpEzpw5g+HhYbVvTqfzt/uVsd1YHjt2DB6PB6Ojo5ienobRaIQsy6itrd02sO52TyAdcoqLi/Hu3Ts1SBcUFMBsNquvv/5J28B/i8w3ynbckskkgM2v6yorK/H27dtN4XO3wu9s+llfXw9JkjAxMaE+k9fr/WWHdyL699s1RMmyjKamJjgcDgwNDaGgoAAnTpyALMubPnz0+vStUqkUUqn0/lErKysIBoM4fvw4CgsLEYvFIIoiXC4XYrGYep1er0cymUQ8HkdDQwMaGhrw/Plz9d5ra2tIpVLq2XBAuqA6NzcXP378UD8gP336hHg8DovFgpWVFfh8PnVm4fv377hy5QrC4TAePXqE9fV1dHR0IJFIQJZl9QN+cHBw05EyyWQSeXl5MJlMKCoqwtLSkvrcmZm5kydPYmxsDK9fv4aiKGhubkZFRYX633bmUOHM+GTO/Pv69SsCgQDa29shSRK+ffsGRVHgcrl+WUqfOUAZSO+RFY/HUVFRgcHBQeTn5yMUCmFychJNTU2oqqqCJEkIBoN4+vQpHj9+jIGBgT8epM6ePZv1tTsdQ+JyubIuOK+vr982mPxOm8CvO3BvtFPfGhsb1efd+PVGnZ2dOz5HVVXVLzNZVqsV7e3tOz7zdvfLyGYsM8X02dquj1u1vdssSzZtbzU2QDqIbNX3bMbNarX+8rNbtfNzX7dq70/1k4j+/XatiQoEAohEIjh06BAmJiaQk5ODzs5O7N+/X/0gyRRMA38fDfN3YFheXkZtbS2i0Sj27NmDeDyOSCSC7u5utLa2qq/zFhcXEQgEcOvWLZw+fRoejwcLCwuYmZkBkN7kzul0Qq/Xq0XDeXl5sFqtMBgMav3B0NAQXrx4AafTiaWlJZSWliISiSASieDly5d48uQJotEoLl++rNZXLC8vw2azobGxEV6vF4IgYGRkBEB6R+vFxUW4XC4cOHAAFy9eRHl5OYaHhwGkQ6Lf70ckEkFrayump6extraGrq4uNDQ0qCFqYwDKFNID6SXTlZWVCIfD8Pv9WF5eRl1dHc6dO4eOjg51fHJycqDT6SAIAgAgNzcXq6urcLlcmJqawuzsLCwWCxKJBDo6OrBv3z4Eg0HcvXsXgiDgxo0bO+5tQ0RERL9v15moV69eYW5uDmNjY7h+/TrevHmDmzdvwuFw4ODBg2htbcX6+joSiQQAqLVTQLpmYmBgAFNTU3C73dDr9ersSiKRUJcCK4qCL1++qAHjr7/+QnNzMx48eAC/3494PI4LFy7g/v37GBoagt/vh06ng9frxeHDh3Hnzh28f/8enz9/xtWrVzE2NobCwkI8e/YMo6OjMJlMOHr0KEZGRnDv3j18/PgRly5dUtteXV1V+9vW1ob+/n709/djfn4e165dQywWw4cPHwBsnmmz2+14+PAhFhYWMD4+jp6eHszOzqK3txeyLCMUCqGrqwvJZHJTXxOJBBRFgd1uV1clWq1WmM1mNYBuDKaCIGBmZgZ9fX3w+XxYW1tTV9qtrKyoAWl1dRV9fX3wer1oa2tDMBhEb28vbDabplVXREREtD3d7du3b+90gc1mQyqVQltbG+rq6mC322EymWCxWFBSUgKn0wmPxwOPxwOj0QidTodAIABJktQ/3kajEQ6HA+FwGOXl5TAYDCgqKoLP54MkSTAajSgrK4MoiurrutLSUthsNsRiMfT09ECSJLVGxWw2o76+HhUVFXA4HKipqcHc3BzOnz+PvXv3wmKxoKysDB6PBwaDAXa7HUeOHEE4HMbk5CROnTqFuro6KIoCURTh9/shiiIURYEgCIhGoxgfH0dXVxdCoRAEQYDf74cgCCgpKUFxcTFEUYQkSXC73VAUBS0tLYhEIrBarRBFEXa7HbIsw+12Q5ZlyLKsjo/X61WPn3A6nTAajbDZbAiFQqiurkZ+fj4KCwvh8/lgsVig0+lQXFwMg8EAm82GaDSK6upqGI1G1NTUIBqNwmQywe12w2w2q3ViLS0tSCQSyM/PR3d3N4/KISIi+oNylI0FQBpst9njTptAbvxetptFZmqifqed3fz8HACyvle27Wrp68/Xra+vMwARERH9j/nHIYqIiIjo/xGnN4iIiIg0YIgiIiIi0oAhioiIiEgDhigiIiIiDRiiiIiIiDRgiCIiIiLSgCGKiIiISAOGKCIiIiINGKKIiIiINGCIIiIiItKAIYqIiIhIA4YoIiIiIg0YooiIiIg0YIgiIiIi0oAhioiIiEgDhigiIiIiDRiiiIiIiDRgiCIiIiLSgCGKiIiISIP/ABb5B6cqOCe/AAAAAElFTkSuQmCC)
El bienestar se debilita en América Latina a
causa de la pandemia, según muestran los datos
La pandemia de COVID-19 corre el riesgo de revertir muchas de las mejoras en el bienestar de las personas logradas en las últimas dos décadas en América Latina, así como de profundizar los desafíos existentes, según un nuevo informe de la OCDE.
![](https://assets.oecdcode.org/covers/340/2965f4fe.jpg)
¿Cómo va la vida en América Latina? dice que la pandemia afectó duramente a la región de América Latina y el Caribe (ALC), en particular a los grupos más vulnerables de la sociedad. COVID-19 ha causado un gran número de muertes y ha tocado todos los aspectos del bienestar de las personas.
La pandemia golpeó en un momento de creciente vulnerabilidad en varias áreas: el crecimiento de los ingresos y la reducción de la pobreza ya se estaban debilitando; el empleo estaba cayendo y el desempleo aumentando; y la satisfacción de las personas con sus condiciones de vida y su confianza en las instituciones públicas estaban disminuyendo. El informe dice que las fuertes caídas en la satisfacción con la vida y las conexiones sociales entre 2019 y 2020 subrayan el costo humano de la crisis.
Utilizando el marco de bienestar de la OCDE, que se centra en las personas y sus comunidades más que en la economía como un objetivo en sí mismo, el informe analiza 11 aspectos del bienestar actual: ingresos y consumo, trabajo y calidad del empleo, vivienda, salud, conocimientos y habilidades, calidad del medio ambiente, bienestar subjetivo, seguridad, equilibrio entre la vida laboral y personal, las conexiones sociales y el compromiso civil. También analiza los recursos para el bienestar futuro: capital natural, económico, humano y social.
Las personas de la región de ALC experimentaron en general mejoras en el bienestar material en varias áreas en las dos décadas anteriores a la pandemia. El gasto en consumo de los hogares aumentó en promedio un tercio entre 2000 y 2019. La esperanza de vida mejoró al igual que el nivel de educación secundaria y el número de hogares con acceso a agua potable.
Pero junto con estos desarrollos positivos, el fin del auge de los precios de las materias primas hizo que el progreso en las condiciones de vida material se estancara, o incluso empeorara, después de 2014. Las propias percepciones de las personas sobre sus niveles de vida se debilitaron mientras que el ritmo de reducción de la desigualdad de ingresos también se desaceleró. La reducción de la pobreza en varios países se estancó después de 2015, mientras que los niveles de empleo cayeron entre las personas de 25 años o más. El desempleo ya estaba aumentando antes de la pandemia, muestra el informe.
Una vez que golpeó la pandemia, la satisfacción con la vida en general cayó más drásticamente en América Latina que en los países de la OCDE, y particularmente entre los más vulnerables: mujeres, jóvenes, personas que viven en áreas rurales y personas con menor nivel educativo.
A raíz de la pandemia, se estima que el número de personas que se encuentran por debajo de la línea de pobreza absoluta en toda la región aumentó en 22 millones a 209 millones en 2020, según la definición de la Comisión de la CEPAL de la ONU. Los cierres y las medidas de contención para mitigar la pandemia han sido particularmente difíciles para los trabajadores informales y con salarios bajos. Hasta el 38% de todos los trabajadores (y el 61% de los trabajadores informales vulnerables) en la región no tienen acceso a ningún tipo de protección social, dice el informe.
Dado que las escuelas permanecieron cerradas durante más de 41 semanas en muchos de los países, se implementaron soluciones de aprendizaje remoto en toda la región. Sin embargo, su efectividad se vio obstaculizada por el hecho de que el 46% de los niños de 5 a 12 años viven en hogares sin conectividad y menos del 14% de los estudiantes pobres (aquellos que viven con menos de USD 5,5 al día) en la educación primaria tienen una computadora conectada. a Internet en casa.
La pandemia ha subrayado la importancia del acceso a la atención médica, tanto para las condiciones de salud física como mental. Ya alrededor del 25% de la población de América Latina no tenía acceso a la atención médica esencial antes de la pandemia.
El informe dice que la mejora del bienestar debe estar en el centro de los planes de recuperación para abordar los desafíos nuevos y preexistentes que han surgido. También sugiere que las medidas de éxito más amplias, más allá de las puramente macroeconómicas, deberían informar el diseño y la evaluación de las políticas. Se avanzó en esta dirección gracias a la adopción e implementación de los ODS en los últimos años. Sin embargo, es necesario hacer más para garantizar que las consideraciones de bienestar orienten las prioridades de las políticas.
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Fuente: OECD 28 de octubre de 2021
Clasificado bajo: CEIEG, Economía, Educación, Empleo, Estadística, Información en otros sitios, Pobreza, Salud | Comentarios desactivados en OECD – El bienestar se debilita en América Latina a causa de la pandemia, según muestran los datos
Miércoles, 27 de octubre de 2021
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Estadísticas de Trabajadores Asegurados al IMSS
Cifras septiembre de 2021
En el presente reporte se muestran los datos correspondientes a los Trabajadores Asegurados al Instituto Mexicano del Seguro Social (IMSS) en el estado de Chiapas para el mes de septiembre de 2021, además de una comparación con el país y las entidades federativas.
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)
De acuerdo a los datos presentados por el IMSS, al 30 de septiembre de 2021, a nivel nacional se contaba con un total de 20’594,919 trabajadores asegurados a este instituto, se registró un incremento de 0.85% en relación al mes anterior, que equivale a 174,096 trabajadores más.
En el estado de Chiapas para el mismo mes, se registraron 231,748 trabajadores asegurados al IMSS, de los cuales 145,461 (62.8%) son hombres y 85,287 (37.2%) son mujeres; cifra que representa 0.85% del total nacional.
En comparación con el mes anterior, se registró un incremento de 0.31% que representa 720 empleos más. Comparado con el mes de septiembre de 2020 se registró un incremento de 5.78% lo que significó 12,665 asegurados más ante el Instituto.
De los 231,748 trabajadores asegurados al IMSS en Chiapas, 206,251 son trabajadores permanentes (urbanos y del campo), cifra que representa 89.0% de los trabajadores afiliados a esta institución, lo anterior ubica al estado en el noveno lugar en el contexto nacional en este rubro, se encuentra por arriba de entidades como Yucatán, Guanajuato, Ciudad de México, Oaxaca, y Puebla así como del promedio nacional que presentó un valor de 87.0%.
Uno de los indicadores para medir el empleo es la variación absoluta de los trabajadores permanentes totales (urbanos y del campo) más los eventuales urbanos (TPEU). Comparando el total de trabajadores en esta categoría; en Chiapas, de septiembre de 2020 a septiembre de 2021, se registró un incremento de 5.6% equivalente a 12,078 trabajadores más en esta categoría.
Comparando los TPEU a nivel nacional, estos pasaron de 17 761,278 trabajadores en septiembre del año 2015 a 20´359,066 en septiembre del 2021, es decir 2´597,788 empleos generados en el periodo en esta categoría, lo anterior representa un incremento de 14.6%.
En el mismo periodo, los valores de Chiapas, en esta categoría pasaron de 216,625 trabajadores a 228,219, es decir un incremento de 5.4% que equivale a 11,594 asegurados más.
En Chiapas, el sector primario concentró 15,708 de los trabajadores asegurados; en el sector secundario se encontraban 44,182 y en el sector terciario se concentró el mayor número de asegurados con 171,858.
De las 15 regiones socioeconómicas de Chiapas, destaca la región I Metropolitana con 53.2% y la X Soconusco con 21.9% como las principales concentradoras de trabajadores afiliados al seguro social al concentrar tres cuartas partes de los trabajadores. El 25.0% de asegurados restantes se distribuye en las otras 13 regiones.
A nivel municipal, comparando el mes de septiembre de 2021 con el mismo mes del año anterior, los municipios que registraron los mayores incrementos en el número de trabajadores asegurados fueron Tapachula (2,482), seguido de Palenque (1,852), Tuxtla Gutiérrez (1,541), Chiapa de Corzo (1,220) y San Cristóbal de las Casas (772).
Los municipios que presentaron las mayores reducciones de trabajadores en el periodo citado fueron Ostuacán (-548), Ocozocoautla de Espinosa con (-261), Pijijiapan (-169), Motozintla (-165) y Huehuetán (136).
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: SH 27 de octubre de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Estadística, Indicadores, Población | Comentarios desactivados en SH – Estadísticas de Trabajadores Asegurados al IMSS