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Gráficos dinámicos

11/22
Recursos

Aportes 162

Preguntas 8

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Cuando se desea trabaja con tablas y graficos dinamicos, siempre es bueno que el origen de los datos sea una tabla en vez de un rango. Puedes convertir un rango de datos selecionandolo y presionando CTRL + T o en la barra de inicio, opción “Dar formato de Tabla”. Esto va a evitar que, por ejemplo, cuando agregues otro vendedor tengas que actualizar en rango de la tabla dinamica. Al ser una tabla, excel entiende que si agregas otro dato al final de la tabla, debe incluir este en todos los graficos o tablas dinamicas que esten vinculados a esa tabla.

Me encnata lo que se puede lograr

Tambien oscuro 😎😎😎

!

Los gráficos dinámicos en Excel son una forma útil de visualizar y analizar datos dinámicamente. A continuación, se detallan los pasos para crear un gráfico dinámico en Excel:

  1. Asegúrate de que tus datos estén en una tabla de Excel. Para hacer esto, selecciona los datos y presiona Ctrl + T o haz clic en “Insertar tabla” en la cinta de opciones de Excel.
  2. Haz clic en cualquier lugar dentro de la tabla de datos y, a continuación, selecciona la pestaña “Insertar” en la cinta de opciones.
  3. Selecciona el tipo de gráfico que deseas crear, como un gráfico de columnas o un gráfico de líneas.
  4. Selecciona la opción “Gráfico dinámico” en el menú desplegable del botón “Gráfico” en la cinta de opciones.
  5. En el cuadro de diálogo “Crear gráfico dinámico”, selecciona la tabla de datos y el rango de celdas que deseas incluir en el gráfico.
  6. Arrastra los campos que deseas incluir en el gráfico en las áreas correspondientes. Por ejemplo, si deseas crear un gráfico de columnas que muestre la cantidad de ventas por categoría de producto, arrastra la categoría de producto al área de leyenda y la cantidad de ventas al área de valores.
  7. Haz clic en “Aceptar” para cerrar el cuadro de diálogo “Crear gráfico dinámico”. El gráfico dinámico se creará en una nueva hoja de Excel.
  8. Para actualizar el gráfico dinámico con nuevos datos, simplemente actualiza los datos en la tabla de Excel y el gráfico se actualizará automáticamente.

Comparto uno de mis gráficos dinámicos. Estupenda clase.
![](

La herramientas: Segmentación de datos, Escala de tiempo y Conexiones de filtro, permiten hacer visualizaciones poderosas y dinámicas que cambian con un solo clic.

**Creación de un Gráfico Dinámico en Excel:** 1. **Selección de la Información:** * Seleccionar los datos relevantes, como el nombre del vendedor y las ventas por mes. 2. **Inserción del Gráfico Dinámico:** * Ir a la ficha "Insertar" y seleccionar "Gráfico Dinámico". * Elegir dónde se agregará el gráfico y confirmar la selección. 3. **Configuración del Gráfico Dinámico:** * Utilizar los campos de la tabla dinámica para definir categorías y valores. * Seleccionar cálculos como suma o promedio para los valores. 4. **Exploración de la Información:** * Utilizar los botones de filtrado para ajustar la visualización del gráfico según los datos seleccionados. * Aplicar segmentaciones de datos y escalas de tiempo para filtrar la información de manera rápida y sencilla. **Funcionalidades Avanzadas:** * **Análisis de Gráfico Dinámico:** * Insertar segmentaciones de datos y escalas de tiempo para filtrar la información. * Actualizar o cambiar el origen de los datos según sea necesario. * **Diseño:** * Agregar y quitar elementos al gráfico, como títulos, etiquetas y líneas de tendencia. * Personalizar colores, estilos y tipos de gráfico según las preferencias del usuario. * **Formato:** * Ajustar el formato del gráfico, incluyendo bordes, fondos y efectos visuales. * Mostrar u ocultar botones y listas de campo para una visualización más limpia.

Mi aporte 😄

Vi que varias personas hicieron éste gráfico y me di la tarea de hacerlo con gráficos dinámicos. La verdad di muchas vueltas y creo que lo logré… aunque me queda la duda si se puede hacer de manera más sencilla.

Mi método fue crear 3 campos calculados en el cual tenía el cociente entre el tipo de venta y el total de la venta…

Gráfico Dinámico 📊

Tip:
Si quieren analizar cumplimiento de Metas, 1) añaden una columna llamada “Meta” a la tabla, 2) crean el gráfico dinámico, 3) Llenan la lista de campos, 4) Clic derecho al gráfico y seleccionan ‘Cambiar tipo de gráfico’, 5) Eligen la opción de combinado y la Serie Meta la eligen como Líneas.

Comparto mi gráfico dinamico, una clase estupenda, cada clase aprendo muchas cosas nuevas de excel.

Muy buena herramienta para agilizar la visualizacion y los cambios

![](https://static.platzi.com/media/user_upload/image-f09e3015-ac1d-423b-a2cb-079b8c54743c.jpg)

Si se utiliza la version gratuita de Excel para dar con el grafico dinamico se debe:

  • Convertir el rango a tabla dinamica, y
  • Seleccionar cualquier grafico.

A tener en cuenta que el grafico se controlara desde la tabla, y no existe una opcion directa que te genere la grafica dinamica.

Sobre todo, resulta muy limitante lo que se puedes hacer.

Comparto el resultado que obtuve. Herramientas muy valiosas en esta clase.

Espectacular la función de gráficos dinámicos. Ya que permite visualizar grandes volúmenes de información. ![](https://i.ibb.co/mtYsSFz/GR-FICO-DIN-MICO.png)
La asignación de la Profa. Annie: ![](https://static.platzi.com/media/user_upload/image-94777099-d7e3-4571-8916-c75c5cb3b865.jpg)
Mi resumen de la clase: **Definición:** Un gráfico dinámico es una visualización de datos que permite representar información de manera interactiva y flexible, utilizando tablas dinámicas como base. Los usuarios pueden filtrar y manipular los datos fácilmente, lo que permite una comprensión más rápida y efectiva de la información presentada. Este tipo de gráficos se adapta a diversas selecciones y cambios en los datos, mejorando la presentación durante reuniones o al compartir informes con clientes. **Ruta para crear un gráfico dinámico:** Para crear un gráfico dinámico en Excel, sigue estos pasos: 1. Selecciona tu rango de datos que incluye las categorías y valores. 2. Ve a la pestaña "Insertar" en la cinta de opciones. 3. Haz clic en "Gráfico dinámico". 4. Elige si deseas que aparezca en una nueva hoja o en la misma hoja y haz clic en "Aceptar". 5. Selecciona los campos que deseas incluir en el gráfico dinámico en el panel de campos. Esto te permitirá visualizar tus datos de manera interactiva. **Usos frecuentes:** Los gráficos dinámicos son herramientas visuales que permiten interactuar y analizar datos de manera eficiente. Sus usos frecuentes incluyen: 1. **Análisis de ventas**: Visualizar y filtrar datos de ventas por vendedor, mes o producto. 2. **Presentaciones interactivas**: Permitir a los clientes o colegas seleccionar y ver datos específicos en tiempo real. 3. **Dashboards**: Integrar múltiples gráficos dinámicos para mostrar un panorama completo de indicadores clave de rendimiento (KPI). **Principales ejemplos:** Ejemplos prácticos son el seguimiento de ventas mensuales, comparación de rendimiento entre productos y análisis de tendencias a lo largo del tiempo. Saludos, Maria CRM
### Gráficos Dinámicos: * **¿Qué son?** * Gráficos que puedes modificar fácilmente al cambiar los datos que muestran. Ideales para explorar información sin hacer varios gráficos nuevos. * **Segmentadores:** * Herramientas para filtrar datos en el gráfico de forma visual. Muy útiles cuando tienes muchos datos y necesitas enfocarte en algo específico. * **Actualización Automática:** * Si actualizas la tabla dinámica, el gráfico también se actualiza. Esto te ayuda a ver cambios y tendencias de forma rápida. * **Tipos de Gráficos:** * Puedes usar barras, columnas, líneas, etc. Elige el tipo según el tipo de datos y lo que quieras analizar. * **Agrupación:** * Puedes agrupar datos por categorías, como meses o trimestres, y luego desagruparlos si necesitas más detalle.
Mi aporte :D ![](https://static.platzi.com/media/user_upload/image-aba65da6-fbd3-4356-aedf-cb8f1c6bd095.jpg)
Sencillo pero es un avance. ![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202024-07-09%20175359-46265a23-570f-40e6-8956-a37c4bfa71d8.jpg)
![](https://static.platzi.com/media/user_upload/image-9ac158df-fc90-4d90-8d5e-4fdb3a364541.jpg)
![](https://static.platzi.com/media/user_upload/graficos%20din%C3%A1micos-e3179835-430a-4bcb-8175-26308f510902.jpg) Chicos que tal, me queda la duda de si es lo más que puedo hacer con la edición de Excel que tengo. por que el filtro solo llega hasta ahí, no me permite moverlo como lo hace Annie en el video.
![](https://static.platzi.com/media/user_upload/image-41a0f7e1-d77b-4f33-8b56-e060180299cc.jpg)

El gráfico dinámico me salió más o menos así

Esta herramienta permite tomar decisiones en temas de estrategia de ventas, ubicación de tiendas, concentraciones de clientes, rotación de inventarios, etc.

Se da a conocer que el mes de enero María Gonzáles tuvo un bajo un promedio de ventas mientras que Roberto Martínez tuvo un total de promedio de ventas alto y en el mes de febrero Sandra blanco tuvo el promedio de ventas alto mientras que María Gonzáles sigue teniendo el promedio de ventas mas bajo del mes entonces se tendría que verificar que pasa con maría y el porque baja su promedio de ventas para así darle un mejor apoyo.

Esta herramienta es muy útil, ya que nos permite analizar en información en tiempo récord,

Un hallazgo interesante es que el único mes que las ventas con tarjeta es mayo, los demás meses predomina el pago en efectivo.

![](https://static.platzi.com/media/user_upload/%7B661F4E78-935E-49EA-B25C-6AD6614E5FAE%7D-396a183b-e453-4aca-bcf5-4bf03419d8ee.jpg) Me gustó mucho esta clase, muy didactica y aplicable. Muchas gracias!
Buen día: Comparto mi trabajo de Gráficos dinámicos. ![](https://static.platzi.com/media/user_upload/image-0dba5dae-3f53-4339-bff6-6c95df6a5284.jpg) Feliz día.
![](https://static.platzi.com/media/user_upload/image-1769fafa-78b3-4a99-a428-b01c45494bf4.jpg)Ventas por vendedor.
![](https://static.platzi.com/media/user_upload/image-60fdc822-268e-481e-aa06-c2c0a6c5b4df.jpg)![](https://static.platzi.com/media/user_upload/image-3e3c81f4-ddce-4568-a255-7f044d4bf526.jpg)
![](https://static.platzi.com/media/user_upload/image-171f8f2c-c464-4621-a4cb-2519ce7248fc.jpg) Me gusto esta parte de la visualización de datos dinámicos con los gráficos, ya que puedes administrar los datos que importan en es momento, además que los puedes ver reflejados en un gráfico.
![](https://static.platzi.com/media/user_upload/image-65e279d2-239b-4924-8b15-821a25b9d754.jpg)
Wow aprendí a actualizar información sin retrabajar
Buenas noches comparto las gráficas realizadas ![](https://static.platzi.com/media/user_upload/image-1ecd0f2d-b8c0-444b-8fcf-7e4e3239efea.jpg)
Este es el mio ![](https://static.platzi.com/media/user_upload/image-364dc79e-e044-4451-af60-9f6319313a38.jpg)
![](https://static.platzi.com/media/user_upload/image-96388551-b201-4a6c-a15d-73811a693734.jpg)```js Grafico dinámico 1 ```![](https://static.platzi.com/media/user_upload/image-ec60ea37-da97-452d-a2e0-bbcd41b6af64.jpg)```js Grafico dinámico 2 ```
Los gráficos dinámicos son esenciales para un Data Analyst porque permiten visualizar datos de manera interactiva y flexible. Facilitan la identificación de tendencias, patrones y outliers en grandes volúmenes de información. Al poder filtrar y segmentar datos en tiempo real, los analistas pueden presentar información más clara y efectiva a los stakeholders, lo que mejora la toma de decisiones. Además, al combinar gráficos dinámicos con tablas dinámicas, se optimiza la presentación de informes y dashboards, fundamentales en el análisis de datos.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABAsAAAIECAYAAAB/vKdYAAAAAXNSR0IArs4c6QAAIABJREFUeF7snQdYVEcXhl9gl7JL700BxYa9Y+8au7GbaDRqTGJLLLH3HnsSe4uaqFFjib2X2BUbFlRQQRCQXha27/7PXTViYssfUdE7jzwr7L1TvnNm5sw3Z86YpaWlKQA5uZTCw8OxtLTE29sbqVSaS6WI2YoIiAiICIgICAgYjUbMzMxEMEQERAREBEQERAREBEQERAREBP4LAllmuU0WCIarkETj9b/ISXz3eQgYDAbMzc1FgEQERAQeISCOuaIqiAjkXQREsi/vyk6s+b9DQJyr/h1e4tN5H4E8Or7nDlkgLOAEckD4yfn/vC9msQXvGgJ6vd5EFohk1LsmGbE+bwsBccx9W8iL5YoI/DcExMXTf8NPfDtvISDMVUISN3zyltzE2v7/COTRDc7XTxYIQGg0GiQSielHHAz+f6US33w5AjqdDgsLC5EseDlU4hMfCAIiWfCBCFps5nuHgGgvvXciFRv0AgSEzR5ho0ckC0Q1+VAQyKMbnK+XLHhMFAhkgZWVlelHnPw+lC7wdtopkgVvB3ex1HcXAdEAe3dlI9ZMROBFCIj2kqgfHxIC4lz1IUlbbKuAQB5ds7w+siAnUSAMADKZzEQWiIPBq3YQA9kpD4hPTCVL6oyflwv2NmJAyJehp9VqTR4s4jGElyGVC99rkrkdEUe2zsDDyCSAtTWunvnxtLPGXIyxlwugvzxLccx9OUZ57wkjBn0W6UkPiEvOQqczx9zCBrmzIx6u9sjE4MF5T6TPqLFIFrwBMRoNqLLSSUxIIF2hxuQIL+xuS62wdXDB1ckRuZXgrfgG6vKBFyEsnATbTfAOFVMuI2A0oEhN4EFiCtlq3RObDZDYuuDt4Ya9zFK023JZDO/MmkWXSUxULGnZGgyPYgs+bLoVrv4BeNhZYvFkDHw9ZMHfiQKhuJxkgfC7OBi8RAPVKVw6cYg/z4WRaFGElm3qUjrAFZEueDFuj4+8iG5suTzCPSv7lDMsWbyfFKk1cmtrzFCSkKXDJ7Ac9WtUJ8BNLk48b0EsggEm9AexT7wF8HOlSAOa7CQiQo5xISKa2HQjVhZSzNTmGBydKF2mIsEVA7HJlbLFTN8kAoItJcQtEO2lXETdqOPBnSscO3aC24lKbExzF2j0RqQ2DuQrXJIyJYri7yoTCYNcFIOQtUgW5DLAObM3qLlz8RgHTl0mU2uOpVRq0nshyX3KUDO4NP4edliI8cJzVSjCmkW4GfCtb3BmhrN17U5CU1U4yGRY/BUo3pnSHzelkpcDVk904b+TBc8iCnKSBeJg8Gp6p4y/zrbft3LxdiT30+2o3+ULmlctirPVq73/oT6lVqtNHU9cGL0FDYjfy8ixm7EpU5PKhb2QWqhJjLnC6XPJlG/+Gc1qFcVOavHXhPQWavhBFikw10J/EBcc74f4dcp0Is5sZduBy6S7l6Z8YW8cLCWgUpGmFhY7BajeuAz270dzP9hWCCTBY88Cse/mohoYNERfO8XWvcdJt/SiQjF/rCRmKDPSiLodwf00LX7l69CwVmX8HMWVUy5KAmGuEhZNgneomHIZAb2SK0e2sv74HXwDChPo44rk0daxlWN+CgX44GxvJW7w5LIY3pk1S9pFFk1fyXECaFc9CAeZ5aOW2+JbvgT+ttZIXpdnwfOIgpxkgTgYvIrm6YgNPcqGfddwc4XbV25iLN6azi2qU9BVZAtehKBKpcLS0lIkC15FzV73MwJZMGEnBVp+QbvqgVhLzdBlXmPphEVkl2hNl0718baVIppbrxv4F+cnkgVvFu9cLU2nIjniLKvXbSJCX5SPu7Smsp8jlsIkbtSjUWeTlWmOs68zj6f6XK2PmHmuIfCYLBA+xcVTrsEMj8mCQ6FY+VWkTd1S2FlZoNOoSIy4xP79+7mU4EjN5h/TuFZB7HKxKh961sIuq0AWCBs+YsplBB6TBSGZ1KxTmyrF82MlfWSdmVkgkZhjLp69yWUhCBz/O7JmeUwWONRnyuc18XR87JtohoVUgsXTuvD/exa8iCh4FlkgRqx/gQ7qsrh4cAuHoqyoEVyApGPbOJ7oTdNOrahY2OOhYSimZyKgVCpNsTFEz4K3oCCPyILA1r3pVKsw1sLEY4jmlxGTiQ1sRedO9fCWP3F1ews1/CCLFMmC90fsuqwkru3/hSUHoyn0UT++bBKAzd/mA+G4oWjj5X2Zi2TBG5LhY7Lg8BVkAcG0b1AGO+uHO9tGVRKhf+5i4x+nsSrZiPadWlDEQTTAcksywi6rYLuJZEFuIZwj37/IgmzqNqhHtZI5yII3ULxYxEME3pk1y2OywPEjZvSqg5ej9YtE9P+RBS8jCv5OFgi/i0Honi8HrSKWPZv+ING+KLVrlEV6exfrt9/Eq0ZLGlYviau44HoueNnZ2SayQHTbfAtDsUAWjN+BX+PufFwtACtjNomR5/ht/Sl86n/Kx3WDsBePIbxxwQi7NYIBJu5OvnHoX3OBQtDbKI6sWcGeO3KaDhpMI1/RXfc1g/zOZCeQBUJw0sf20jtTsfetIi8gC0BP+q2TbN24kSuS0rTu8ClV/V9oRL9v6LzR9ohkwRuE+zFZcCaBshUqUaaQN5YSc5BaYW/vgK2NENBOJMZyWyLvHFlgU5GBbYJxs3vkxS6V4+nqgFTyVNDRf08WvApRkJMseOxmJJIFz1fBpPAjbN57Hc/SNalRoSi2ukh2rl5LtHUJ6jeuRyEvh5xnR3Jbl/NU/llZWVhbW4tkwduQmkAWjN6E0b8MQf6OWGjSiQkPIyLLi9aff07tkh5Y5Qin+jaq+CGWKZIF74vUdWQm3mTHorWcTvOjy8QeVJCJUcPfF+n+vR2PyQLhU9xpzUUpv5AsAHVMCNs2redEViE+bv8JtQJtc7EyH3bWgku2QGwLR0nFlMsIPCYLDlzEzNoBF0chmKEZOHhRsVJlShXwRmYpzi+5LAWEDU5hzfLWvaEfexZkWFEqwAsbIQ6SkJyCaN28Cl4OspxHiP8dWfCqRIFIFvwbdVNyadsqDt7QUyS4GkH+blhZaAnfv4GTibZUa9yCSkV9sMkRaeLf5P6+P6tQKLCxsRHJgrchaIEsGLMZy6BqlC/khgQt2Q+iuHYlCufg5rRqWNnk2iReofhmhSPs1gieNqJnwZvF/fWXpkeRFM6eZb9wLNGbDmO+pKqD6Fnw+nF+N3IUyYI3JIeXkAXKqLP8sek3LuhLmjwLgvOLC9nckoxIFuQWss/I9zFZcCQcF6985PdyQiIYZzJnChcpSgFvF6wETwMx5SoC78wG52OyQO3NR5UKYmf9KG6IrR9VgovhKrf6/8iCf0MU5CQLBMP1cQCTt35VRK6qwP+ZeXY4vy9axfGILOw83bGXPTzjrXwQSYzGmdot29IouBhOj/7+f5by3r4mkgVvUbSPjiEENO9Jm+oFH040ymSunfyDzYcU1Or2KbVK+GAj3sXzRoUkuna+UbhzsTAjyrT7nNywmK1hZtTrM5pWgWIgsFwE/K1mLZAFwu1Rwqe405qLonghWaDlwZUjbFm/nQdeNWnbqQ3FnUXX7NyShuCSLeywCkdJxZTLCDwmC85lUL1WLSoX931os5k9jBkhsbAQY9/ksgiE7IU1i+BZ8NY3cx6TBXb1mNitOh4Oj45bmUuwspQ+9Dp5kl7Ns+DfEgU5yYLHzOE7ca/kG1CEf1eEgYzr2/h5wwUMXoUJ8HXF+pEXkF6lIOzKJcz8q9Csfk0CPe0QPbr/iW5GRgYymeztd7x/J/j34+lnBTjESHLkHmaPO0JQz260CC6MrUS8PvFNClwYcwXPAtGV+U2injtl6ZWphB9bz8Lt1/Go+jlftS2FU444IEajHp3OgIVwfWzuVEHM9Q0hIJIFbwjo55EFRgM6ZQIXD+1k28G7eFZvTvsWlXET+blcE4zgki3MVSJZkGsQP8lYDHD4BkB+eRGZmZkmb+h3hix4XQEO/x+i4O9kgeBRIDDlomfB3xRJGc/JLavYfVNGvXatCQ7ywfqRxWdQZ3Bq56/suWFBrSaNqVrCF5noIvSPnpieno5cLn/7He/lY8T794TJs2AbnvXa06S8/8NgOep0Iq8eYsvRbBp1/5SaQaJnwZsWvEgWvGnEc7E8g4b06Mts3bCJs7FyqrVoQKl8HthZWmBUZZOWlY5GJyOwXEmcxeOmuSiI3M/6MVkg2Fzi4ikX8X5MFhwIwehWzOS5aWNpgTY7nbg7N7h0+RYZskBqftSQ4CJOiAd/ck8Wgku2QBYIO61iymUEnhfgELCwkuPkYIe1pVT0LshlMbyXZMH/SxSIZMGraVvmrf2sWrOVB26N6NS6HkW95U92hwxa7obsZf3287hWaUrTmqXxtBWvofs7smlpadja2opkwaup3Ot9yhTgcD3ZHv74uTk+dFvKzibLaI5Loco0rFMBXyeZ6BHzelF/aW6Ca6dggImuzC+FKg88YESvzuD+9dMcPnWFuCQFBit7ZNZSzDTm6O3lFC5cjKo1KuMsrmrygDyfX0WBLBCuPRU+RbIgF0X5mCzYsY+76Rb4erqYzm7rjQbMscLeyZcipUtTokg+7K3FIwi5KAlEsiA30f1b3s8LcAjIfYpTM7gcAZ4Of3c/f4MV/DCKeme8oV/X1Yn/hSjISRYIhqvgUSBMfqJnwdOdQRF9mZBrdzDzLk/pQr442uR0JDWSlRjF1au30LkVIaigL0424taRSBa8QwOqIoKDB0JJN5phYf5Id/UWWLv5ULRIIbxd5UjF6IZvXGCCa6fg4iaSBW8c+twp0GhAr80iKf4+UTfCiVPoMJpbYG4mQ+buRqGCvni7uSAV1zW5g/8byvUxWSDYXuJOay6CbtSTnhDNjbAbxKZkYyac1QbMrWxwdvEmn7cvbq522FiJ9lYuSsGUtXB+WyC2BbdsMeUyAgYtDyJvcPVmJBkq3VPR+K1d/SlZLBBPJxnm4vWJuSqId8YbWhVHyIlLRFkF0rBCAHbWL9xteHbMgv9KFIhkwavpmkGnQavVYyaxRCIRjL+n3zMa9A93GswlSCUSMar8M2BNTU3Fzs5O9Cx4NZV7vU8ZdahVWvRGY458zTEXFqpSUV9fL9ivnpt4DvTVscpLT5riE2i06PQGTD3OzBwLiTA3CHOHyBTkJVk+q64CWSBceyp8imRB7krToNeh0+rQGQx/FWRmbo6FhfSZtlju1ubDzV0kC96k7I3odTq0Wh2Gp2w2MLMQbLZ/BLV7k5X7YMp6Z7yhjXo0ai16MwnWlkJwyxfaEP8kCx6z20JEbYE0+H+TwBQKO1uC4fo42qnoWfD/oim+9zwEUlJSTGSBGMxN1BERgYcICK6dgmeB6MosaoSIQN5BQCQL8o6sxJq+HgSE89uCZ4EQpFpMIgIfAgLCBqdwdDqPrVmeTRbo9fr/RBQIAheMVYEkEAxX4VNgykWy4EPoCm+2jcnJydjb2+e1jvdmQRJL+6AQEMmCD0rcYmPfEwQekwXCJo3olv2eCFVsxgsREM5vC2sFkSwQFeVDQeC9IQtet8BEsuB1IyrmlxOBpKQkHBwcRLJAVAsRgUcICK6dggEmujKLKiEikHcQEMmCvCMrsaavBwHh/LYwVwk3WolJROBDQCCPekNnmSUnJyuMRuNfPVWYsIT0ss9XfUYYDIQgh4J3gehZ8CF0hTfbRuGYi+BuLbiyiUlEQEQA07lnYbx96/f4isIQERAReGUEBJtL8OoUPvOYi+ort1F8UEQgJwLCNb/CXCUG4xX14kNBII+uWR6SBcLNGY8F9ZgkyEkGPP7/i7573vvx8fGmrwRXcWFQEJOIwOtEQNBJkYR6nYiKeYkIiAiICIgIvC0ExDntbSEvlvumERB1/U0jLpb3thEQ4nQIx27y0ganmZnZs29DeJ1gRkdHm4I5eHt7i2z56wRWzEtEQERAREBEQERAREBEQERAREBEQERAROCdRyAhIQFHR8e85k3z5sgCX19f0S32nVdjsYIiAiICIgIiAiICIgIiAiICIgIiAiICIgKvEwGRLHgOmo89C0Sy4HWqm5iXiICIgIiAiICIgIiAiICIgIiAiICIgIhAXkBAJAtEsiAv6KlYRxEBEQERAREBEQERAREBEQERAREBEQERgTeIgEgWiGTBG1Q3sSgRAREBEQERAREBEQERAREBEQERAREBEYG8gMB7ShYY0WnUqFRqDOZS073dlpJ/d6OBeAwhL6ivWEcRgXcQAb2GzAwF2WoNFtYyHOzskFqYPaqoEYNejUKhRKnSmK4bMzMzx8bOEbmNJU8eM6JWZpGhyEZvMJjeNbOyxsHOHmthLNMrSUlKR/Pwxti/JTMsZXbY28mQPCrWoFWiyFCg1OoxvSKV4mDngo3l068a9NmkpmSg1Qt/t8bJwwErs8d1fw7Weg3ZWQqU2Rq0wiMSCba2zsitzfnrTb3WhEmWWo25hRR7ZxesxVtD30HlFav0nxAw6NAoM0nJVD+VjdDHLa3l2NnL/+qTRoMBjSqbTEU2BnMJMjtHbK0e2ylGjEJewvfZWnQ6HWbmFlhay5DLZFiaOrbwjB6tWk12thKVVoeZmQVSKxlyuQ2W0hz972+NMhr1aDUqsrJUqDVCrzVDYmmJTG6HtaUE87+GKyMGnQZldpZpvNIZwVwixUZmi9zaCvGiqP+kLXniZaNeZ5J/llKNmdTaFPjbWvpIT/VasrOzyMxW/3Vt+cNGmWMls8XWVobU3IhRr0GpUpGdrUGn15t02cpGjszGGqnkkZ4aDWjVKhRZ2Wi0OtM8ZW5phUwuR2YpxfzRPCTooyo7i2yloI9GJBJL5La2WFlZPtHbZyJrRK99+K5SpTW9ayaRIpPbIhOusTY3YNBpUWWryFap0RnAQmqFtUyGzEqKxb9bQuQJ2X6IlRT0R5GpQKXRIpHZYyezfmKf6dSkP/rO+JRtZYHMwQG59SMbzaBDmZWNQqky2WeCTWMj6JHw/aPB06jXolIqyVKq0OkNYCY16ZJcZo3EwgwzvYr0tExUj22yp4RhjpXcDjtrM7IzMp/YbX8TmNRajq2t3LS+/YeVps0mJV2BRlDkp5IEWydHZI/HeYOWrMwssoT1stFo0nlhHrCxyjEPAO8lWWDQKLgbepbzl2+icA6iauVyFPGy42U2b048X0YWZJiMfZNp/Nxkb2uNjfXfrPEPsXeKbRYR+BAQ0Cm5f/c6t2/d5OSxS4TFxuNdriE9u3QkwPnhwKvXZHL15EZ2Hwvn5p04dDo9FlJrCpdvQvNWdSnm7WBaTKhiLrHjj4McuhhGpvrhwkPqm586DdrQtHIpnJWn+X7YCq6qnzUGWRJUuyPdP6mPh40ZJN/k2P4jHD17kbuJWWiEzFxdadt1Ci3L2DwlmehLq5m9aD9JWcKfgxmw4ivKSZ+/qjemRxN64jjHzodw61YCqcKyw8mJGi2H0b2OF+boSY6+Sdi1KyZMrt2PxdY9Pz0GT6K854egFGIbPygEFHFcO/Ib09ZfeNo8s3SgWIVGfNKtOb5WWrJSYrl5/QqhoWGcu3wLM1c/Gn7Sl2YlHE3jhE6Vxv3wExw7eZ4zVxNIS0tHYiXDM6AsVarXp1aNgsi1mcTdDuXc6RAuhN4lKjkVc6ktbj7FqVyzFrVrFsXNSvIP+AUSIvVBOGeP7eFoSCT34029Fgd3PyrUaELdWmXwcbTG3GhAlRrPzZBjHD8Zws3IB6QaQObmS3C9VrSoVQEXubiCem/1W6ciOe4uN69fI+TCNa6FR+FUojatWrehkp/84cI87Q77dm1n06FLZKt1OaBwpET9VrT+uA7+klSibp7i6IkLXLgeS0ZmFlJrO3wKlqdWg7pULJUfBwsjmXF3OHfsOIfOXCY6ORVhiWPj4U3J4Lo0rFKZQE97jPp0bl85zfE9R7kcEUua1oC9kw8VqjWgRq1K+HnY/UXG/V0u2rT7XD93nGPHQrgRk0CG1oDUxZOajdrQuHo5rBXhXL90gXMXIgiLjCVTBTJnbwoWq0y9+pUpEeiC1Xsr7A+gYRoFMXdvcDMsjFNnrnAnLoGCDbrzSeNg/J0tHy624y+w+NctnLl2D+1Ti2wP6vT4ghZVCuMqUXL/+kUO7D/GmbAIMlVqrGydKVi8No2a1SAonwsSfTrhF45z6uRlLt6KIj1LiZnEFb9i5WnQpDZlCnthm3WRZXPXceZOAk9Ty0JF7CjbtANtK1txaNVmTt6JQ/mPjSEJAeUa0aF9Ywp7OfCYv/tLkpEHmbRkG7eiUx5uEP2VfGk9sB8NSnpja0wj4uwp9h48zaW791DpdNi65adoyfo0aVGJAOcn5PZ7SRakR4dybN8ejpy/SXa+mnT4uCk1iri+hHV8urO8iCxISs0k6n6yKT9r02RsfPzvEbtqRJGlNTHwBfO74ewg+wB6othEEYEPGwFN3GUWz1vGlVQztFGHWLMvjKLN+rPsh2lUyGdlGi+UKZEsnfYNFxLzYynVYZYZzdEth1D4lqf75NkMbFUeR6ssjk7vw4hlIWT7FKFUQTess8L488BNbCp2YPzUETTyjWTB+DXcUGufTASKW+zceIxYoy0tBy9k3tiO+FjHc2LyOKZsPkmqgz9F/YWrYCHDmE71LsvoU8P2idAyrjGrf09mbL9KWpYCjaYTW7NX0cJa+kzBGo3pXF2zgJmLN3IyU0rF4mWwtTWiMlPj32gcY1r4Q3YSW5fOYPf1DLSxJ1m37xrOAWVYsvM8LQt/2Poitv49RCD5JgeXDaf5pJMULVeZUkU9TQsMiaUDhcvUpd2nH+GhiePS/t9YtOkc6dpsLp06TKZTafrP2sB3DTxNi52s+DCObP6J9adVWFvZoU67R0RoKJGZ1pT56DMGTx5IRcl9Tu7cyJ4z4agtZSiSYgi7cp6bcVaUq9eaPiP607qk5z/sHr0mi5sh+/ht7RruZXthRQaJEde5dDkGn7rt6D10IB9X9EeqSyPs2DaW/vAz51LNyJfPHwc7Cdg5ExTckA4Na+HlILoHvYdabGqSJv4qOzduYNfZu8QlRHHx/HmcqvVg9NjxtC3r9NALLu4cP86axrjFZ3AvUoLy5f14OKM4EFS7Kc2b1cAtPZTd29Zz+EICWjMbDJmx3Aq9SnSGjFrdv6H/Vx0o7ZjNuW2rWbRwPaHZdvgV9sPZ8ICIW7dRyMryaZ8+dGlZCe2dfaxe8hO7zyZi71EAL3sNkdfvkm1Xiva9v6LDR5XwtHu08HtKMOlc3baWZcs3Epouwd3bG3tbK/TWUsrU+piWdSuSdWojm/eeJlovw6BK5sqly9y6l4rMsSjt+n3LV10aUdjx2XPh+6oD71O7lBGHWbRsE9ceZHHnxjkuXAmnTK9FzBrQgXK+soebyeHb6fbteDYcTKZ0vYoU8XV6RBC5U6NLVxpXDEASH8LaBQtYufkmOr8ACntZ8iD8GvczHancoy8jOtfD1+I+m5as4FJsFkq9MJ5f4sDx2+itfGny1QAGdWtGkOwOaxZtJiQyB1mQdZej+85wJ9OFjqOnMqKdHxc27+bs3QcoH7s6ZN/jxL7ThKfoqfLpcKaM7kXFAi5I/+5acHERNbtN4UKULdUalCOfs5yHo7U3zfv0ok6QKxmXtzJ/znI2HUrBqVwR/K0zCbsRQZZZQRp+N4QRH1fA2+4hRfYekgXpXN6/i/NXoohJSyPdsSQtmjR6rWTB1VsxJnbU1VmOldTCRBCcD72Li6OcfD7Opt8VWRpu38+kZNF8FPZze5/6nNgWEQERgWcgoEkKZ+euEyhsfbC/NolPJp+gYON+T5EFGkUSxw/swsy1HPk85Vhkx7FqwCdMORpP8IDlrB3ZDh/HG4wsVYc5iQEMnDSZzjULYa28xQ+ftWRheGnGrF/GNw0DUMQlozIY/yIL0k9Op1XPZSTIfRixdC8DWxZGe2UhXVuO5rgygL5zZtC+oj82EsjMjMXcozIlPJ7sPN7e8BktvjmALLAAKbdOcDfxRWSBkayY40z6uj+L9yZTecQkxrWtgbsclMoUlLZFKZtPjkGZxsk927itcsQ24ic6TzqMo19pkSwQe9D7iYCJLBhJh5/u0qnvMHp2qIC9sG9vZoG13AFnFwcslElEnP+Tg5dT0Ovi2fbLD1zVFnuKLFCnx3Lz4gluZXpTNMATs8xIDq1bwqzV29EWqMc3c1fSv4yRO9euck9hhpe/LxaKGPZtXMDsHzeR7lWVT0fO4qcuFXIcgXoIuUGnJj7qFtfDbmPnWQw3OwNRZ3Yzf+pkjhqL0WPEdIZ3CIakK2z8aTw/brlPmY496NGqNvkcJGgMesyt7fFxd0du+ZIjSu+nlD+IVmmSbnPm5FluxKt5cPckmzasR1ui63PIgkjq9/iK/t/Ux8eEjgQbe0ecHO0wpEdx7eoNUtR2eHt7IlXeZ9cvC1m0ZjvmVXswdvRwmgYksW7GRGb9do2S7XrR59MGeGjv8cfS2SzfEkPw18MYMbgOsb/NZvJPmzEr34ovu7SnvLc5h1bPZOH6EPI168/Qbz+jcgGXf3gXKKMPsWDSNH45nkVwh250bFqD/E5WqLXZSGxd8HJ1JD3sPFcjU7HK54eHXM2prT+zePl6LtxRENRhGFNG9adpkPMHIfv3sZGq6PPsPBiKwtySK0dW8tu24wR+tuA5ZIEDA5cOpW31QjiYwJBi5+qKo42Rq7uXMn78XC4YatJ7SE8+KuXE1Z3L+GHxRu7aNWXO4qE0KWrDrdOXUdu74O7qjCH1HLOGj2HzsUhs6vZl6aRvaFDChczkNBQ5NnwyLyyh//DlhFmU4rtJU/isQVHMFRlkabQYHrkHKEJ/YeDwRZyJg86jFzG4W0P8na35h4/XI7LgZno1Ji36hhpFPB4RH5Y4ebhjb57EjrljGDfvdxLydWf82M5UclOwfdEUFm8+S3bhL1nzywBqB7oh+Me/d2RB6p3D7N5+Hpx90WRHc1Plw0eNGr4KhW8uAAAgAElEQVRWsuDC1UgsLIx4utqaiAHhZ9X6YxT0d6dK+YKm3/V6AyE3EilW0IfigTn9bRXcPXGQI0dCCE9VInfyo3K9JlQoUwBHazOU9y+yY88hLuiL0LKCD1mRFzl5KYJ0Ky/KNmhKg1IBuFs/nqCziDt7hKOHznEtSYHU3puKdT4iuFxhnOT/dD98HwcAsU0iAu8KAsIZNaVSAxIpsatbU/abvQR81PcpssBoNKBRqzCXCOfWzDEz6tg1ohptZodQtu9K1o/uiK/TdQYWrsy8lAp8v3AxX7cMwkZyne+Kl2dOXDmm/LaUvg2DkP11sFhA4D6/d+/A57+cQu7XjnXHV1PbU8XRsS1oOfUYDtVGsmPzKEo4PjzXaTAIZ0IlT85hpp5jVPP6LIpuwOBv/dg8dzYh0c8nC4xGLeG7f6Bb73GcoxXrjy6gZT57U37CeWi90QIhtILQXrVSid4I99Z0oWy/bTjkF8mCd0VnxXq8ZgQekQWfLIyj16jvGdSzOo5/L0KIM6BRo1SquH1xH1NGfsNxRZGnyAIhFoFOq0GPFEupBF16DEc3/sSgSfNJdK5Cv9kbGV7b3hTLwIAZUqkUvTKFE9uXMnLIME7py9Ls2xn8PqAuln8FQnlcESN6nc5ko1hIhDO2EBe6n59G92LJTQ+6DZvN6E4VSL68lelDR3Dcog5DJwynbXABbCzMHtk8YGZu9s9zsq8ZTjG7t4eAMJ+p1RpTDI5jWxcxdcYPpBXp8hyyIJZWg4czdmwL/P5WZVNcDZ1wRMECiVSCITuZ3b/MYvLM+aQW/Ywxo0fRvGAiq6eNZfavd6jZYxij+rfEy+I2K6eOYfavEVTrM5xRvQrw5/QpzNoSRe0+QxnctQUFXK24+Ptkxkz+iZj8HRkxYjAtKvr9LR6OkhtbZzJ60mIiXJswaNhAWlUvgq1E0GUDwoatmZkZBq0WncGIuVSKxFzHzX2LmDx1FptO3sOpwbfMGDuETyp5vT2BiCX/JwSMOjXZKp1pnFw3ZyDfL99J/k/nP4cs8GTStu/5vGFxnHKWqk5jx5LxjJq5GsuGE5g7rDOVA2yJPLaK0WMmsj3Ejd4rF/Bt8zK4mOkxs5AgkVhg1Kfy6+BmjFt5kqgin7Nm5jBaVQ58EvvDVMZ99gztx4Blh5FX7c6kyQOpVdwHm6ectxI4NPE7vp2/hThpMFNX/0j76kWw/4dbAXBxEbW6TSE8qzGLtoyhYUkfrHO2JekSE4cMYf7vxyjSdyOLv21IYRc9Z1cMpP+0tVy8X45Z+5bTrVoB7C3eK7LAiC7zPid3/E7IA0cqVy1JavhxTia50SgXyAKJxIi7s/zhxGkwsGzNUQoV8KB6pUJ/EQghYYkUzUEW6FSRnNywgd9+2cLp8BhSNDrMzW3JH1SHZj2+pn2jUtjf/Z3h46azNsyNhoVcMGTdITQykgdqa/KVbECfQf1pV6s4zmaxnNn6Oxt/+Z2TV6NI0AgBkGzwKVKT+p/1pnOzMhRwkYqT+X8aXsSXRQT+PwTuLm1Gqf7/JAuE3PTqLFMQHY3OSFrkAX4aPILVV+R8PmcJYz+phrN1JjuHt6XbgjAKlW9Fpx61sIvfyOzxh7Cu14sZMwdTvYBzjt0TA+rwDbRt1I/dkenUG7CVNdMb42pxi9k1GjLs5D3c245nRBktUfEZqARHtFJtaNumIgGONphrEzj4Q196jtxF0MBNjKt5kX5fD+fsvReQBQYFR+Z/R6+hS7gT3J/FnTx5cDWWBMxwC6xBk4/rUsrHEcmjQDGC4Rm+ogOl+opkwf+nUeJbeQKBR8cQWkw+TfFK1ShX3Bt7K1sKBwVTvUFNCng6YPnI+BOCjoad2s74of049jeyQGirKbCgIo3MbA3JUVfZ+vOPLNl6Hc/gjoxZOJGmPk+7RKszYzn021yGD5nFPa+adB8/n2ltiiF5ilR8iKIQt0AIoKrIUqLMTODS/l9Y8MN67rnV4tsJY+hcw4Ww3UsY+uUsoorWoV2N4thkppFsMMfdrxg1GjahXGFPZP8ycHSekKFYyacQ0CvTOLj+RyZOm0Pqc8mCs3gVL0OlygXwsHGiaJlgKlerTICXE9YS0GuVZCkUKDV6Uu5d5PflC/h1+y0Kt+nD0O+6U8k5iwPr5jF9zkYSJMVp3K4hAXaRHNm8myhJeT4f2I9OReKZP3ESC07p6DJwFP07NcLHQcqtvT8yatxULskbMXzESDrWKITNU13jPnunjmbc3M2kl6zPRxWCsNcrSNPocStQgdr161GmsAcyqcVf9rJRn8H5jfOY/P18docmUrbbeCYO70/9QLmoHXkcAV3mA1Z+348pS3e8gCxIo0LjYIrld8Hd3pMy1etSsXwpvG2UbFkwktFz12HVcCzzR3SjSkFH4s6uZdTosWw+ZsEnC39mRPtg8ueI56JX3eTHzz9l5h+XsPloCPPH9aFOce8cRK4B9e1N9O48iq3XFLT6bjZDv2pOoJssh8eAEU30fob2GsHqw9co3GYaP0zpSjk/R565NfyILLhwz4HaTSqR39UWD5cAKtRtQIVShXDNvMjQIUNZ/sdpCvdew4qBTSnmLuXqbwP5csIqzkXkZ9y2jXxdvwjOlu8TWaBJ49bZ/ew5k4B76VrUKy7n4qFtHMklskCYbHU6DWnpWcL2GbsPheLj6USJoj4mssDd1Y478UqKF8r3yLNASfiBpUwbM5d9991o8HEzqhVzIfrPHazfdwmLCl0ZP74P1cyPM2b8NNbsTyCwaE2atapOfsc49m/cwsGQOCr0m8mUb9viHv0HM8fO4rdQM+q0bEa9cvlIPn+IjbvPkJS/JeOnfEv76gHYikcK8/jQJlY/LyLwIrIg8epulqzawM14HZlx5zl+LAp52U5M/Gkkbcv7Y2NuRtKV3+nddwg7jqfgXswPadI14uXlGTByOv061cDNJofTmTKOnXMH0mPaZh6YlWfhkT30Km2PueYkg0u044eIWOQl6tM4wJIMZSaRV86RaFeZVj0GMHFgE8wvrObz7oM5qW/O8j0LKXXzJz796iVkgS6NbVP60GfsOmIDqtC+nBv6tAzuxd/lfpYjpZv0YurUXpQSKGlhcSKSBXlRjcU6/1sEMmK4uGspQ5afFJb7aLOTSYqJRC0vRoP2nfn8866U97M1GYAvIwsU8Tc4umkeG06lkJYcx81rN0m1Lkmr7n0YMrgZBXMu1PUq7l89yLzJY1m6M5pizb5g1JQhNChg/8xYTeqMeC4e3cqm3SeISUwl+lYo4XEyKrb7iqHfdaFKPjVnN/xA/27zuJcvkHIFfZEbVcSnPiA53YxyLb+iX++OVPT/p8v3v4VMfP7dRuCFZEHyTbb+/hurdp5BodSgzU4hOSEJ5N6Ua9qdzzq3o1YxJzJvn2Tnts0cCX1AcnwkYWGRKG3L8enAfvTqWBM/a4i+doglP8xm5e8hqOXO2NmoMUjdqNexH326fUwp1VFGj5nA8qsy+nw3li/b1sXT1pyYP5czYtxkDmsrMWz4SLrVL47cMsf8qL3J+hFjmPjTdpJ8Aynp74PcQk3svVska12o2vYrevdoQ/lAd0ynaox6UqNCWD13Jgt+3U2iVWm+GDuJvl3qkO/peMDvtuDE2j0TgReSBfdPMWPBLxy9eAe1Voc6I5b4+AzsfYtRtcNgercpR9yBeYyZtogwmwr07NKJ6kVcSby6h5W/rOPsDQe6Ll7JiA45yAJNMpd2/MiwYYs5m2RP22FTGNStMYFu8ie3X2VHs2fBGAbN3UK8TSUmzZvNJ7WDcPjrdhxAncyJtTMY9P1Kzsd5MGjRMga0LI+H7DlBZiO2M3D6Oq5GJmI06sh6EE5skjmeRcvQrOcoute0Y9uckUxfvZf0Qq0Y0r01pb2kXNu/iEUbjnD3QSDjtm+k9/tFFmhIibjIrgNnyXQsSb06lQm0TuTAji25RhYIREFGeiaJyRkmcuDP0zfxcHOgUIC76Xd/XxdiU3WUKJL/IVmgiWTTxFFMXLSZSIeyfNysIRUCnUg8v4/f9x4jzqoyI2dOppXvbaZNEsiCNJr2n8Dwfm0Jcoxg1XejmfnrXowtRjF/WFs4vISJc1dzRu1P65YfUS3Ig/TrJ9iy5xBXEvMz4Kc5fNOpBt5P+Z2Io4eIgIjAm0DgRWRB8o0DrFy7hYgEHYb0+4QcOUS0Y3maf/EtI3o2IcDehqs7JzB84hJCMgKoV9Gb9AsnOJxkTcPmXzFwcFeCC7li+WjXPvPGDvp+2ZvfTsQQ0P5ndizrQkGZOWbZx/m2dHvmR8ThXqMvPw1rhYeDkctLBzHg1ys4F+/Ar2tGEb64P8OWxdBs9i8s+LoSiXumvQJZkMqWSb3pO2E9DwJbM398d0rmkxNzeiPjZy7nlroEMw4fZ0CZh8FxRLLgTWidWMZbR0CnJP1BFNeiUgQfItQZdzi/axULF5/GWLw2AyfOpkfToghrjpeRBVkPbnFi+zK2hKShSkvkblgoN9KsKVL3Y7p90Z1OVQs8dCvVZfHg1inWLVzMii1H0PjX4st+Q+jcsjxuz7mfVJOZQOiJnfxx4DQJqUpSo8IIvRmDZammdPvyC7rU8+Tm1p/o130pinL16Nm1I1WKu/Mg7E/WzJ/HFZsaDJwwmc/rFkUmnnh862qXmxV4IVmgURAXG8O9+FT0BkHfIzmxfT3rNh4mRlaLfuPHMbBrRSzunmXvnu0cv5pAVmoiEdevEpkto3jjT/m6RwfqFnHh7tktLJr3IztD1eQPDMRJGcONmEw8ijem+xef0cTnNrMmTWbFVRm9vxvDV23rmciCB6d/ZcTYSezPLsuwESPpWk8gC3LE0tCEsXbEGCbN242xQiM++6QdVUq4EX9iLYtWbiXOvQGDRwynfb3SOFiCOuUO+9Yt54fFawjNtKd2m/5806sNFQs7mc5uiylvI/BCskCVQvjdaJLTsjAYDWQnh/LH0p/ZfCgUVYFezFs+iMqyCDbOm8OG3aEoZK64ONnhYqkj/PYt7sb50feXhQxqVQFva3NQPeD8vs0s/WEBWy5EU6jBF3w36GvqlvXD1vKJJ0va5d8YMmwiG47cpEibacwa14PKBZ2eClqYFXmc78eNYOnWM1gFD2PB7L7UK+pGTj7hKclkxXM1PIaMbOH+Ky3pkQdYPn01+67F4PfRZBbN6YJ91E6W/7iUXafvI3H3xsPFEQdDEmeuhZOQWpYZh1bSo0YgQhzb9yJmgS4rnpCDO9gbkoh7YAlKBLpjpUrhUsgZLmc6UK5saYJLlSCfjzv2r8gMvug2BCFmAUYt1pbmqFQak2fBhu3n8M/nQvlSfhgMRmQ2UsKiFBQv/MizIOMyi4aNZcbqPdwz2uDiZI/M0gK9KoPk1HSkjpUYMnM6bQtEM2OKQBao6Dr9B77r0YgA+V02DBjOpGV/kNZoKIuGNCVj11KmLdrA1XRwcXZAbmWBQa0gJTUdhcqPPvMWMrhbPfzEixjy9sgm1j5PIvAiskCnTCcxORW1zogxI45jm2cwdvpe0vM3Zva6+XySP4ZRHdvyW7wHrXoOo2fDADJDTzN96rccivanx8zljP2kCk7CLKFXcmr1GHoO/ZGwxEIMP7yfsbW8Hu6Q6M8yrNjHzAqPJaDbak4u6oSrlRnx676gQLfV2HiVYuqk/myb+S17Qp1p2L8jwc7WpIQfY9OOA8SklaTT6NbUrN+dr2rmf0oOwhVWO6f2o/eYNcRWH8u17UMoYi8l7cJvtO02gMM3lPTelshPjR+ylSJZkCfVWKz0f0LAiEEbz+XdixnabjqhvuX5atT3DPi8qilo1svIAoNWRWZaAqkKHZqMeC4f3MDCees4l+lCzY4DmPX9FxSVqUmOOMPGmXNYsO04CtcidOo7gp4f18bPVfbcG6CE/pitSCM1XWG62z4p/BQbVi7il30JFPv4S8aPb4vk9M8M+Hw5+ibdmDZ+AHWKuZN8/RALxvVnSZgbX42Zy4BWZbETV1D/SUve9ZdfSBb8rfKCvh//dRHfT17MgShfPhs/nrEjmuClVpCelkamUos28wHndv/GspWbuJSZj3aDRtC7eX7OrJrB0l3XyFfzE7q1roVL5i1++3kJ205EUab9YIY0c+aPJbNYclHKV4NG07djQ9MxhKgjSxk5biaX5fUYPuI7WgcHPB2zwBDO78PHMHHeHuQtvmT0kH40KONJ1tmf+W70NHYnFeDbYePo2rwqrjZJnF2/kjkzl3Es1Zoqrbrxddd2BBf1Rvasc+HvuvDE+v0DgReSBU9bOejVd9g4ZixTl2/jWkYtZu+ezqfVvUgPPUPI6SvcTlagNZdgp4lnz57tnIgrzfhVU+leJwgnCwU3dq/nh7lL+ONEKPbBHRg0sD+tapTE1dby4e0LQtIkc2jJOIbNWcvFSBf6/bySQW0q4y1/QiZgUHNl5yKGj5vFoVBLOvy0jDGfVMPf/lWPmhvQZp1jbodvmHPgPPh/wdLNo6npZyTq9AnOh4QTna3Gwtoem4QTLN9yiBua5qzaPZWPS/ki3MD9XpAF6sQI9m7fxIGzdzFI5ciEiBA6LRnp6aTrJDg42BNUpRmN61ajkMerXX3yMrLADB1uTjZ/xSdY8dsxAv3dqVahIAaDEDTFyMXwVIIeH0NQ32D1kDFMXbGdeP/qtG5Ug+LeT64ts5R5U6lWTXwVfzJuwkvIgpEt0e5exuR567goL03HpjUpm/9hzM6HyZEy9epTISg/9q/WXHFIEREQEXiNCLyILHiqGIOOe5cX06naQE6rCzF893ZGOa6nZL0xUPVzFv84nZqF7ECjZN2AUnRfGkX9kZv4+bvmpl0VvSKOnwa1Y8yKkzjUnsqOzQMpZfd4Aongh7r1GHL0Hj6153J4f3/8zM1I3tSLfJ+uwNa7LhNH1mflpGGcjpQgs7dBamaGXqtGqVKhN0iROcgpPXwXJ4dWeXoaNWTx56IhfPHdIu449+FIxGyqW5qTeXkjrbt9w+HrMoYfCWNiVdGz4DWqlZhVXkNAm0Do7kX0bf89twMq03fcDPp3KI9w8vllZEHOphoNmdw5s5OZ/Uez6nwKRev3ZM7aKZTT32Dvz7OYPud3wsw9qdd9GN/3a08hD9tXvyraaCQ79Rbbl3/PyKGbsKr1CWPmfUdg5CZGdv+euDKfMGHGMJqU8iY97AgLJ3zL0jAv+k2YQe/GJZCLNkZe08p/Vd9/QxagTeDoL4uYMmUhh5ML0Wv8OMb0r4t7zhINSm4c+Z3ZE6az/lga1fuPoW8LVw7Mn8z2OD++HjKKzxuWxEadyNblU5j24wrMKvdjbN863Fk7m9m7E2n+zXCGdG2Ov4s1lzdPZPSE5aQHdWX4qK+pW8zzIVn+V4pj//TRjJuxEU3w54wY/S1NKvmjPb+S70ZNY29yEQaOGM2njYNIC1nLDxN/YG1IOiVadWfw192oXTI/spzHGv4VeuLD7xoCr04WCK7/kawdM4Ypy7dyw6IZCzdNoFP1gsh0GjQqDVrhNiq9imt7VjDh+3lcc/+U+TP606iUJ+nhh1k4YSo/7zjFPe/aTBw7iu4flcfD3uoJUSAUcf8sM0aPZOHmYxhKfMOShQNoWMITqxw6rM9OZsOcQUyYt5m0/F35ceEQmpbx/VuQ65cgnRXClA79+HF/CJKy37Jq9XfUKOyGhUZtCmQqBPc00ySxe95oxi3ZTmaVCWyc052Kfg6mKxffC7JAGMyi7kQQGZtk2q0zJVUqN65eJlxhS7FixShbpgxFA/1xtX01n7mXkQUGvQZ354duCgIxsG7rGQLyuVChlJ/pd53ewOWItCfHEEjg8JwJjJvzKzfsazJoYG9a1S6GXK8hIewsN1IdKFmjCp5p+xkx9iVkwbjOuJ7/lfHTl3IosyjfDupL5yZlcTTXk3QjhJB7VpStV5WShd0R5/F3bagS6/O+IiDsBKZnZKDWGrj3axfqjjpM/ro9mDVxJKW97XH2cECTeIFd2+7hW6ss/vbWSEjj5KqpDBizniTvJizYsoBOZusoV30oCYFNGT1uAi3Ku2GluMsvQ9syao+WTtPXMqtXXVxszEm8sYVeLXuw7a4tXZdtZ/4npbARLmo3pSxOT29H01H7wKsBP2ycR33nWHYM70efLWEUaj6Z1VPrEHH6JPEZj8ZNQDgmsWr9dqJSy/PFzM7Urt6eTiUkHFmxmt3hMbg1G8x39T25e2ghn385iuNRPvRav47RlWy5tmEW30xZQ6xvZ9bvm0sDV3MU6SkolGrurv2SuiP2YudTjJlr9vNRQSvsXR2wEcKxi0lEIM8joCUt5hbnD4VgKFuDks4SFFEh7Px5Nt+vCcW5SgtGT51Omwru6LIySE3L4FbIPmZOGsnZ7IL0GLuEPrW8kMut0KXf5/yR62QXLELxABdslIlcOvg7c6Yt5VSSHdU/GcLs8c1IP7yCGdPmsjdKQsH6XRnV+1NqF3E1RXeXWNpgay9H++Aep/bs5FSclqCG7WhRUk7UjVCu3TEQUKEw7lYGUiNDWPfTHBb9EUnQx18zZepX+Dw4wpwhA9kSV5DOg4fQs7Yvscc3Mvf71UQWaMqoCQ8NVvH2xDyvuM9sgFGnQqFQkJmWzJ9/LGfOvMWkF2jLgEHf0aK0O3Z2Viiib3H1biLW3v4UdJWjiL7I1p8Xs3TzMRSF2zB8zBBaB+oJuxaN3s2bgvldsdGlcmbHOhbOW8WZZG86Dh1FrxpGNsyYyNortrTs+Q3dm1XAVXuPnavmsmDtUdw/+oZRw1uT9cccJv+4F7vqHen/RQeKuaazZ9kMluyIpFSngQzt3Zbi9tmc276To+FpFKnTiFrlA0g+Mp8x43/khLIE3fv3o111D+5tXsT0ZXvIKtWOocP6UsYylDVzprJs1zXMgprwVa8vaFWtGA42UszMpchsbZHbWL06Cfd+qkWebZVBk0V6RhZZaQ9YP28kP67Zj0/rqYzr1ZLS+ZxxcJQSd/4UoZlSCgTkx1VuQer1gyyc8xMbjkVg12gkSyZ3p6KrkfsJCqQ2libvcNWD66xeMJNfd8YR/M0YRnVvhL91Blt+HMaMJVu4YhFEm259GNC6KvldBFdvC2zs7JHbWGJhpuHGnhWMGjuLPVc0NJ60jO+716ag09PuWmlRR5jQZxCrjsRT9bu5zPi6KUXcZE9Ih4wo9i9bx/EkJWWbd6ZeWQ/u7d/LVRtfygTmw8FcSfTxX5k4dQUHw9Oo9PUC5g/7GC91AlEKcxztrbA213H/8i7mTp/P/ity2v4wl5GtyuP16Ga994IseKb2pt9jXy7FLAiPjCc6NhlLS3MsJeYmcuB2ZAJ2citcnR9ep5il0pGpgnJB+fH3Ee5m1ZAQupdfFq9i25/hWDh54u7lgtRKAlkZ2BRtTLeubSiqOMCwl5IFXxJseYN1S39m4+6L6G3d8crnjpUQAjY7A5V3fb7u1ZaaJTyfHSUzz3Z3seIiAu8uAtmRZ1i44ldCI9PIuHWYHSGx2HoXIbhCWVxkwfRd+AWBKUeZPmAFMTKrR8FtFETeuEEK3lRr14dhvZrgL7nOlJ79WHUpGXvvIgR62iHNjifm5l0oUJ9vRg0z7YxYWajYO709XUccRFfyM5avm0KzIs5PguYIdMGd3xnVczo77t7HqXBVCtsmcedSPCqP0nQZO4XejQo8unv3Ca63nxGzwJhymfFtuzLjyBV8R5/g5vjKqBIvs2TMeFbsOUG8a2XqF7Im5fYtEgx+1O49kpGfVUSelcDGJdPYfSmRzIhj7DwXg1TuSOU6zfB3Lk3P6V9Szc1WvLXl3VVrsWavjICGxJun2TJ7AX9mW2Kp15CeGsPd6BhU7mX5qOWn9OvWEl9DHOf2rGbxruukPIgh9OI5EnX2FClXg9L+/pSt1oRG1Sw5PP9XjiQpEDY1ddpsEhNiiU83J3/J2rTp0ZOm/hlsmT2WKYu3EWPugm9QRWoXdX1UWxt8itWg7Rft8I49zcLxI1l+WU+T4T/yQ4d8XD60hV9WHiZdbo2FmY6sjARi7qdgna8yrT/rTufG5bHOvM3eX+cyZ8VR0u19KOZtgzrpPmna/NTs3IPuHerh72Qt9t1X1o+89WD2vXNs37qZnWfucP/uDa5cu4HWPoASJUtR1K80DVs3o4RjPIe27OBydBoGg57UtHiiExJR2gVSr003vmhXF6e4C2zZ8AdnbsdjkFhg0Gfx4EEcKZkSClRtRbduHajmk8meVQtYtP4IKVJ3/H08sDekkxwXj1ZeiKZdvqBjq0pobuxj+bwV7L2cjL2XJ46WSuLvJyMvVJ0uvbrTvFoQjlmXWTh8DHMOJNB0wAgGdG6Ch+4K6+fPZ8nmENSOnuR3MUcR84BMCz8adPuCLm3LELthNhO+X8rhWA3uBYIoVawQ7nYPPeOs7QJo2KYdDWqWxFHcgctbivyothlXt7Hwt/1ciYgj4loI1yJikPtXolwxP/zz16Rz78bIbhxi8/7TJKQpURl0pD64w90UJRLPcnT8sh+f1SuJefQZ1m7awuXbCWh1ZugyMohJysS1SBN69e9IzRLe6B+cYGz33vxy+CopLkHULV8UL0cbE4kLLlT/tDutagThZHzAmmmDmb5kP0leLZk6byTtqwRg/9eGj1B5Nad/GcbA0Wu5ZVWdUbPH0qVucVxy3qkYf4ihLfuxMiKDDpNXMLxTWe6tXcCa83dQqfWotdnE3QsjMtsK+4Cq9Bk4gDaV8pFw/DeW7jpObKISo95IRuIDEhRSClTuzDeDmlHWx+EvMvj9JQuUKVwPvcgthR3FiwcR6GH7lOvHy7T9RZ4Fimw1d2OSUao0WDy+w9i0MWfk8f6cRmvAyUFOfi8nE4NkStoMYq5f5syZM1y5EUVilgadrS0evoUoV7U21UoURJ58iU3b9nA2TEuVNh1oWL04rpZJhGzYwq7jl8ku3ojOzWpTwsOc2JuhhJw9w9Vrdyvya94AACAASURBVInLVKGRyXD3KUhQcG1qlymMl614mPBlcha/FxF4XQhk3wthxa8buBadYYpb8nQqR8+ZXSlplsyZHTs4ff469zJVCI5Qlt6+lC0RTJWqFQn0cEBqrub2uf3sP36WsMhEVKqHeXn7lqB8jRrUqBCEg6lvKzi8cDwbLuvwrNSWL9tXxsNW8jfjPYM7B/az+9x5QiOTTfk4+5eiTOnq1K1XGreHttBTKfHaHpb/uoW7qRXp/dPnlJaao4o8wFedvmTdWSkdft/J6o8Dwagk9sIpDp04zvHrsab7quUuXpQoX4869Srh72BpOp/6x+q5HLgiBHzLmcywkJbks3FdqewqkgWvSwfFfN4mAgY06QmEnzzK0VPnuPkgE5VUisw7P8XKVDPFTSru64AhLYaLB39j5YEI9H8bJ6RW7pSo1IRWLQJIOneSE2fPcycqiTRzC6ycXClQqCTlypSleLEArDLucXLnH+w7FUbmP5ptg1eRKrTs0hy7OweZOWYsexMC6PX9VAbV8SU58hon9x7iUvg9klQ6sLHBzb8wFcsFU7ZUMbwdbEzxUB7cucKRfYc4Gx5tuqNc5uBGsQq1qFGlIoE+jkhFp6C3qXC5WrYy5gK7d25n/8U4DMLgniPZ2BWmdrOmVCthS+zZ45w6fYFbCelkSaTY+fhTuFQwVcuWoIiXPfq0eMLOn+T0yQvcjkshEzNsnN0pWLQUFcpXoFgBX+wkau6HX+bU6WNcunGP1HQtZmYWuLjnp0S5qgRXLEk+T0eMqhTCQs5w8OhZIuIS0OqtcfIOoHKNqlSpEIS7vQ3a2zuYMnIy68Ic6TZ0GD1bVcNdpiXu6gWOHD7G+dsxptgJctd8FCtdlerBZSnoCzf37GLnvtNEKjV/2fGPm2xt60edFq2oUzUIB5EsyFW9y63MM8N2s2LzYcKi0022Ss5k51yZdj2aEGiZzvUThzlzIYyoDBUaKytcCgZRvHQVapUtjJeDNdlx1zlwcDunLt0jQ6HHXOJKviIlqVy9KmWLeONoIyE7JfR/7J0FdFRH+4efjcvGXXF3EtzdKdJCC8WtuFuAJEhxKdIWl+LF3d2CSxIsgsRddzebtf/ZQCle2o/v/wGdOfQc2M6dO/PMO/fO/c0777Bj+XauP07IO6r61WRP1Q7f07JaMaw1iRzbtp7Tt5KQlm1Fp9aVKORk8cqCD8i5vmM5O88/gQL16di2FiU89PPEP/cpyENW06PLFE4luDHi50X0bVoGyZNQrp4/zZXgR8TmqNBIpbgXr0DpMpWpXTY/jhaGJN0/zZ5jxwl+mIYy1wAzaw+KlK5IlRpVKZ3PFvOX4nR8uWKBVo1CLidHa4C5uQVmf/Ot9j6xQN/xihwVuWrNe+3a3NQYE+PXzi7U5CLPziQzU4ZSrUVrZISZhRU21lLMjY3Q5cpITUtHptAhtXfAxsocI73yn5pGepYMrbktDrZWee4vaFQoZJlkZcpQqDTPyjKXYm1thbmJ0Uvnc/63hp8oVxAQBP4goHdzS0pORZGrfuNlBJY4ezuiP+UmV55JZlomcrUG/beCgbkFdrZ2SM1MXoxZrVZJZloqmTIlGs2zN5u5hQ22djaY/XFQO2rSYqNJVxpibuuEk40Zb/XoVytI0z8/ZMq8ckwtbbG1s31nwCa1Ip3EZH0ARiku+R2xIJfQXQvoNXgF5o1GMH1eL6o5PD9mRa0kKzOdlEw5Op0EI1MzbOwcsTJ/JlroA6mlJceTIVe/YSgSiQWOnk5IxVntYhB9KQR0OjQ5CrLSU8nUT9AMDDAyt8DKxg4rU6O8vZ86TS6yjBSSM3PeeE7kuTtb2mKvd1fNVZCdkYFMriQXCYYmplha2WAt1ccW0b/+c8lOTyMjW8GbMxEDTMytkFpqCD68gXlz92DVoDvDh31DeSeLvHEpz8ogK0uOUqMFQyNMLaXYWlthZvyH4KhDq84lOyuTjCx53tZKI2NTpLb2WFu841nzpfSjaAd5btvp6WTIc9+wUwNDM6xt7bCWmqDLkZGVkUG2UoVaYoCxuSVW1tZITfVu1nqD16LKkZGdmYVMf7yi3hHbxBSptQ1WFuYvPnr0tiaTZZCVLUe/2AYSTEwtsbaxxsLcBIO8VVkdqhwFGRmZyBQ5aHWGmJhbYmsrxcLMBAlp3N64iBnz95Dr04Ehw7tTrZgLpgYSdPp3VVYmmVlyVHpbNtWPS1uszE0xNFAjT88gPSObXH3Msdf638DQ9Fl7rcxf+5AThvK5ENBvV09KzSQnV/NG/xoaSbF3ssXSxBBVdgaZelvVf1MZGmIqtcbGygpzY8NnR95q9HaURpZ+sUc/N5OYYmFljY21RZ6neV5sabWctMRUZEoVekt+NRkhtXfEzsoMA10u6cnJZCu0mNg4Ym9thskfC9AvLtKQlZRAukyNodQOBxtLTIyf3edZSub8XD+GLDiNe6vBTBjbCZ989pjotCiz0kjXfx9qtOiMjDC3tsdGao6Z4fN6qmSkZ6STLVOh1b8GjM2fjQlLE4xeEiP0d/lyxYL/0IL/Siz4D4sXlwsCgoAg8FkQ0J82s3xsJxbdLsqsxVNoVu75edSfRe1FJQWBfy+BjOhbbFs+h933Xek7ZjiNK3hg9sZk9N/LR7T8yyKgiNIH4JzKzjA3Oo0cS6fGpfLOqn8l3uGX1WTRmn85AdmjA0wa6M8RVR38pwylha8X0r+5OP4hCIVY8A5KQiz4EPMReQQBQeBLJ6A/3jXo+C4em1ekdc2SWJm+5i31pQMQ7RMEPlMCirQY7t6+QpxhAapXLI3982BVn2lzRLUFgfcSUCY+IOjyVeKNC1K5kg8FHN6yz04wFAS+IAI5ccEcO3cDmWtVGlYsiKP0v7NPRogFQiz4goaNaIogIAgIAoKAICAICAKCgCAgCAgCgsDHIPDZigUpKSnZ6DcCPz+68A8Y+pMIXv/72377q+vi4+NR6iywsHbGwPDDjlv8GB0iyhAEBAFBQBAQBAQBQUAQEAQEAUFAEBAE/tcEsrKyKORhicXn5Vkqk7wsFvzVh/+Higcv54uLi0OFBRY2LhgYCrfb/7WhivsLAoKAICAICAKCgCAgCAgCgoAgIAj8/xHIysyioLslFmafz+K5RCKRSdLS0rIlEkmeZ8HL6WUvgn+KUV9GdHQ0FpZS3Nw8MDL6fOD80zaL6wQBQUAQEAQEAUFAEBAEBAFBQBAQBASBPwgkJSXhYG+Licl/JybCf4m0TJKenv5iG8J/4yYiwOF/g6ooUxAQBAQBQUAQEAQEAUFAEBAEBAFB4HMg8NnGLBBiwedgXqKOgoAgIAgIAoKAICAICAKCgCAgCAgCnyMBIRa8o9eEZ8HnaM6izoKAICAICAKCgCAgCAgCgoAgIAgIAh+DgBALhFjwMexIlCEICAKCgCAgCAgCgoAgIAgIAoKAIPAFERBiwf+7WJBN+IUTHDx9jacaW6o0b0K9csVxNH5/EEVZ5Dl2HDxDZKo3TVo1pkIZVz6joJRf0JARTREEBAFBQBAQBAQBQUAQEAQEAUHgyyfw5YgFuSncv3mbkLBYFFqQGPzReXYU9i1P6WLuSCWSD+7Rv9qGoFJr0Gi07y3P2MgQQ8MXFQHUPL2whp8XrmDbhShk5gX4ZvQ4Bn/bmKI2ZryvdsnnFjNw4k+ceVSM8XOm0rWND3amH9wckVEQEAT+2wS0GuTZGWQnRHLs4HmuPXqMS+k6fNe+Fd62RugfP1qNgsRHt7ly7jYXQ8NQqFQYmeanQt3aNKhRBhcbE/RPDG2ugvTEp1w+fYHTN0PJUatpPHAuzYoYY5D3oNAgTw3n/o0Qjp+7TUx6BuCCe5lSNKhXn/IFrTDKCmHtgs3cSs1G95a2Wzn50LNfXYJ/38jZh/Go38ZHkp8uAcPxtXsHvFwZaU9CuXDhLLdvRpEISJycqNt4AK197TGQaFHKM0mPjeTk4XNciXiEhYMH3/4wmjJO/+0OEeULAoLAPyWg06nJToki5PxpLl0OJUquwsLKkQqV61O9ti+uNqbPn0X/9A7iuk+ZgCY3jeToW1y6HMKV4DhkMhmWjl6U9KlLdd/S5HM2wxANuTmpRN2+zOVTVwiJy0Brbkfx8tWpVrMKBdxtMJFoUSkVZKfEEnr9JueuBiO3dKJmg6ZUL1cUKxNAp0MtS+XhrRucvHCVyLhENBIJUq8CVKpehxqli+NoaYwyK46IkDtcDArmYUwCuWoLHPMVp1rtqviUzIethdE759FaZTZx4cFcu3CJ22HRpOZqMHF2p3qd5tSpUBo7czXyxCdcOnuRczfvkSaXY+VSgDKV6lG9YnE8HEzz3s0ifcEEtGoUsiyyk55w9uQlrj+IxL5sQ75qVIOCzlLyPucyn3LgwAEu3ApHlvPyrMkO3zYdaFqlKI7mhqiVcrKTorh6/grn79wlx9CcRu17UK20N9LXDhTQ5kZx5sAuTl15TIbciMI+jWnVshpe9pYY6ueD8jQigy8TdO4qd2NTkWm0mHsXplWzDlQs4oK5sQpZZjR3Dh/m/PUI4nJU2NgXoFL9ZlSuUAh7S6O3PqvVOQnEhl/h2IVI7odFkatSYeNRFN9qjanukx97C+MXNv/liAWyRxzdtp3TITKs3V2xs/zj09uZktUrUb60B1YfSSzIys4hJiE1TywwNn7++NCBTj8lfz4rz1GqMTUzxdPVDqnF86961RN2TBzK5DUn0ZVrSftmTalbvyZli+XD3lxvEu9OyWcX8oPfAk498mLMvNn0bFsNJyEWfMFPLdG0z42AOiWCXVu2cvtpChFXjrDj3D2KtxrCyoUz8fV6NrGWJYewYcFirkXLiUlIIjPpHlfvqilYtgY9/cbTt2lZbEwNib64hVV7LvP4/nV2Hr9CplzJxOMKAuuZPXthkcKJWX7sjFSTkJhCYtwDrt1KxdLTk9oNehA4ow+lucn0ofM4G5/OC1lTmUTw1bsk5qhw9xnMvj0DubZwLrtvPib3D+CqTMKCQ4lKlaGza8O++7to4fyW3tDJeXp8GyvXbOVIeDw2pg7ozCDXwojK3y1m+jeFMFBmcGbXWo7feETkzVNsP3sXhwLlWH7gOl8V/dx6WNRXEPj3EMhOieDM3qWs3XCSmAwjzKVGKDMzMLQpQ+s+P/Btq2q4W5m8d5Hj30Pry2tp8r2D7Nu1laO3FWSkZ5ESFUFCeg6WXlX5tl9/uneqh3PuIy6f3sHW33ZwOywDidQWjVyGxsiV8q260PX7llRy1XD30mlOXbjGg3vBnLsYRJp1SQaMDqRv+/o4W4JGmcHd07tZu3wzJ8PTMbaxxFKbQUq2ArsiDejRuxdf1c1P9Nld7N93mttxMpITH/MgLI5snT01W3xN3z6dqe9TEEujty27yXl8/hBb1m/l7L04lBJjDIwNwdaOel/1oHOL+thl3uDApk38tvMmMWoDpKYK0rNyMHGoQJtePenarhoFrcWk+8uz9D9bpEq8x/49B7gVEcfd6+c4dTmYAl/5MWd8f2oUc0RvMsRdY9KkSSzdfhvrAt54OlhhkmdyzjTsN4Tvm1TEzVTFnbP7OHHhFndvXuLQuRtkGzsyftFW+rSshKPFSxQ1ciIubGbyj79w4mYIiWmm1Oo4gR+n9cY3vwPGZBKyfR0rfj/A3Vg5OmMTJEYSJE4ufNdzIm1rFMUw9Sy/b97E3h1nSdbYYmaqJjk2G6v8VWk/aAjfNSqDi9T4jWd17OXVrNl5hjuRuaRnpJD2JJw4mQTXIo0YONOPdhW9sDZ+Np6+OLHgZlYBqtSuRjHnPzRAEyysrZBamuQpNB+a3udZ8CAyjpS0TKylppiaGKHT6bgXFoONlTkuTtZ5gkG2PJe41BxKF/WioKf9s9tmBDG//3gWHriLb/9AJg38nnJeVh/0shViwYf2nMgnCPxvCOQm3mf77weINXDGJvJnhiy+RpHmg18VC1IecmDrMSQFiuJqbYE8/hT+Q6ZwLc6Y4n3msn96d/Lbm/Pk3Hq2XErDJvscU385QHyqggmviAWpnFn4MyH2pShe0AVd6i0WTQjgYEgKZq6VmbN9N/18TQkPDidZ+af6Lbu3nRHjlhOaLKPR2IOsD6iFPDKcuAz5C++DnOhLzJo8hxN3Eyn6/XoOruxM/jfmSDoUCddZMnIEC7aHU6D3MEZ/VRMnCx0KRRpa9+o0KGGHTp7GqV0buZFsivTpb4xYEoRtPiEW/G8sVNxVEPhQAgrCg3Yxe/wkzqmL0rFzF+oWsycyaC+rVu7GwKcrfv7DaFjKledzyQ8tWOT7TAikPjjN6Yu3STUqQmF3c1JCzrB5wwYO3kqk8vdjCJw8lAJxh/l13izWXM2iUotO9GxRiew7R1m/YSd3ckvRa5wfA78qTvz181y+H482I5gj+3dxXVbkFbFAkfaQ3+f/yNz1V/Bs1JGubevgrI7iyKaVbD+VSZ1B4xk3tCG625e4E56EmWd+pNoYjm5ezcad58h2q84Po8YxuGMD3K31rgqvJmVCEL/NmcPqI1EUbNiWVg2r4GlrRq46B6lzfoq4m3Nvz6/MmL2SUINKfNO9C3UKa7i4ax2b9l7F3Lcr/oFDaFMtH0Iu+EwM+B9UUxkXzN59p3mqtCQnbDtrtp/BrsG4d4gFmbSZ1Je2VQpjm+fuaYpT/oJ4OdtgolVw8/RBLoelQdxxft54jGiFHePeIhbIY6+zZs4UFpxRU8T0Gjfu5VCqpd8LsUD1aC9ThkzjYJSUBt91pqFPEWzNjZDnynApWIEi7oZcX+6H36LNhFlXZegPPajibcyZVTNZceghLvWGMG/WYGoUccLkNdeY+Ovb2Hs9Gwcnb5ztjYi/coifV60nKDyHZnN3srBHDbxtnm2R/+LEgmBtORo1b0BZ178jDbxpVe8TC26EPEaCFlcnaZ5rsV4s2LI7iAJeDviWK5D3b/02hev3kylZ2INShV1JfxTEqSNbWfHrLi48TKFAtYbUav41nVvVo2IhVwzUqdw/f5Yrtx4QJ9e7kOSjct0GlCrmiaUxvBALItzoM6wnRd0MSIqJR2nlRaXK1alWWu+C9Zpvyz8YLOISQUAQ+GcEtLkykpIzkZhbkbatI75Dj1Kg6aBXxAKtOofMDDmm1taYGRuhUTxhauuSzDglh0aTuLVqFCXcrMlJjydNaUJO0Gwa919CZIKMCcde9ixQkxWfjFpqi7VUv5yfwIb+1fnht0corb0Yt/Io09oUxeAVb6o0zs4cTpcfNxOVXZLFd87yQxmr10TUXO7umk/PgT9yJb4AE8+dwL+GE69HVNG7KD868Qu9fvDnvLIhKw4t4dviz+KoqDW5qLXGmBlL0GlUpCUnkysxIXlXb3yH7MPGW4gF/8zCxFWCwP8TgdxYLm5bxIhRG7Bs3Y8fxw6kcn4rHl/exexxgzksq8zQyTPp26QUlu8Pt/T/VGFxm49NQJ2TmbfoJTGxwcrckIzQwyyYPZ2FO4Io2W40gROHYH1jHTN+XMwlqxoMn+DPiGbFSLu1m7mzprP8cCz1+wTgP7Y3RUyzUKgk5NzbxqyZM9kd7fWKWCBLCWHtjADmbQinZs/xTBzaBneDcNZN98/7rcag8Uwc3hpviQaVVoKppSVGZBG0bhKBM3/hpKI0PYaMxa/nVxR8ZdlWTyWH8EOLCJz6KyHmdRg8dgTt65TK8+DTatRodRIM04JZPns6M1fsw73lOPz9RtKgkI7rW6YSOHspV7MrM3LaZPp9VwMHYe8f29Q+mfK0yiySU+XoTMx5uGM0Q2duxrDG6HeIBRIGb5pO/6blcHq2N/RF0mk1ZKenodAYkn1pHt38VnAnxZJxC1/zLNAqCTm8Av/ALchrfkdT9UqW/v4I94bjn4sFptxZNpgfZhzGvGZf/Mf3pUYxd8yNJKjVuegkRhgpQ1nUaxBz9l7CpcsCVozvTHkPM+6sHUi3qduIMSzHjJWr6FizKK/raCpZKhk5hlhaSjEzMSD15m5GjpvEjnP3qTLhCMsH1qGg/RcqFlyRe1O5RhWKO5kgtbbG2sICI4O/v9Por8QCIyMdLg5StFotOq2WlRvPUKSgC7WqFH32m07HtXtJFC/0TCx4evoXps5ZyPbTkWQqtBiZmmJSvi0zJo6ke0Nnrm/eyLrVWzn/4GneSqDU2pXytTrQtV9PGlbOj/rKs20Ih24pKVrcG7UilfiEFFQWLpSvXIv+g4bQtFppbITs+ck8eERF/r0EHq1oSdkhR94QC94k8oBxZSswP1RBge4/c2hWTwo4mOWJkPoUf2ACNXsvfItY8HpJUaxoWZvBh59g4FSI2b9fYkBNx1f3qaVcY2TnXvxyLBiX5ss4vasP+V+f+ChTWOffg2Hz9mPVYA6Hdg2jlMWbwqtOK+Psr2PpM3YpkTXGsKGbKzE3nhKHBNcSjfnm27p4W/7p9qYXDcJWd6TsoL1CLPj3DgvR8s+FQNo9DqwIpPfcq1TrPpLpI3tR3MWMuDtHWezflzXh3vSb9BMj21Z8tudcpC+agFqRwp3DG5g3/2d2BSloMnAigaOb8njnEqbOXUNC0Q74BwbQp4YLWfePMH/Wj8zfGoRvJ38CAiZS2+sZntTLa/APnMLO18QClSyOA6vn8eNPO8myrszXXVtR2CqCg+u2Eppbhp7jRtGjeQXsTV9+FyVzdpE/gdOXc926Ej+MmMiQ7xrjYfP6olksx2YHELhgB1kVmtKyUims1VmkKNW4FatBg8b1KWkYwpwfpzNn/XFKfRvA1PEjqFfIlLB9U5k4bT7HHhdlwORpDOzeGDezL7qrReOeE7i2egD9pm3A4J1iQQRF61elXAEnnKSO+NRuRvVKJXHQb816STtIOBzIN6N+5fZbxIKcjHDWTB7Fmmu29JwwggI3hzBq0S2c6v8hFqSxsVMXAo6Gk79VN1oUsEIuk+XFLChUuR0tGvvgkXmK/r392HImmCrjfufnQc0p4mRK7L5xtBm1kodZdvgv20WPRqWxe4/talQyrm5bwKQZSzl/35ofNm9mXMsyuJg9+37+cjwL5E85s+8Apx6kYW5nh7WJAUaG5ti7FqZsuZLkd7d9tt/kA9NfiQX6wF1W+oArShU6nZZNOy9RMJ8zlSsUQKfVYWpiSHBkOiUKe+aJBZlRt7h0ejvLFm3h9N0kitX/igYt29O+kS/WUduY6f8LlxKcqNqwNiXcjLh3cD8nHsqp2ns8Ywa0xz1yNQMnLGDP5RSKlKlHo4ZVcdY8Yf/Bw4TE59J64DTG9O9IaQ/p39pu8YE4RDZBQBD4GwQ+SCzQKHh0LICv2v3EA50nvRevZcr3NbE3M3ixNemDxAKtirhrK+nZfgLHotPw9unDxsO/UtXR8M8tTjoV4UcW02XAZIKinRm0+yyLmru9sQUq68lZBn/Xkd+umdBzzUF++a7UG65regw6bQYHZg5hwMT1RBepRjNXBbGRScTlZGNoV4o6nYczY1xb8pk+e9EIseBvGI/IKgj8rwkk3GLnz350XxlGm77jCRjSjUL2hqQ+OMuyaYOZe9mc7mPnMKlTDWzN//5izP+6eeL+H0Yg+d5xDh86wKWHaTy9e5sb4dnYFW/N4BE96VDDjCOrfiJw4QYkvr0JDAygYzkpqsfnWDBnBjPWnaDoVyMJ9PenWbFnXynvEgvQ5PLoznFWLFzAxj23Udu5YGupQGvkRP2Og+jbuSWlPG14EY5ApyY9/BhLJk/n59+vYV+tHSP8xvFN/TJYv64VaMPZ4efPlIW7iXX1xMvKDFV2OskZGZg4laR510H0a+7JxU2/MHfFXrTl2jJsyBDalLMn9OAC5vyyntupJRgQ+CODegix4MMs5/PP9U6xIPE2s2bNYv3+INJkuUh0arRq8CxakWY9x9CjdVW8HcxeBAZ8t1ig4cmZlQzzW4NBjW74DeqIcnsH+s299qdY4P2YhY36MO/iAwwLFsWDHNJlWaSlpWJVuAHdh42ge9FYho2bycEL92gz8ygze9Yhn60h8nNzaNR/AXeSTBm9cCsDWvniaPnmszrq/Eo2Hr1HTEoW4TfOcfWJEaWqd2HCrB7UKuiI+XPl48sRC9TZxD19SlRcKkqtDk2ugoTIMO4/TsWmeA2aNqxKUTeLD45m+ldigd4FJCMjK8/tWB/Y8FzQA1ycbChSwDnPqyC/pwOxaWpKF/POEwvyUvJ5Zg6awK/Hwmg0cjaje39DMbs4tk8YxpQ1J9CVakmXDi0p62nKg31rWbEvCLMqXfGfNJQKWbsZPmkBR+5K6TYigME9W+BlEMXGWUOZs/ESjnUGETBpAHXLeGD64Yc+fP4jWrRAEPgECfylWKBMJvTsAZZODWDF1STKNxvCtB9HULu4IyYvydJ/KRZoVcTfP8fq6YHM2XEJnacPQ8b8yohe5Z/vo3sGRyNLZMWEjvgtPY1JpQls3xVATcc3ty3dWNuT1oPWkFOsD2u3zqF5YZu3PjN16jR2TxvAwMlbSXCrxehBHSjtLSXuxgF+XbeHKOPaLDtzgJ7Fni07CrHgEzRSUSVB4F0EEm6xY8l4eq6OoN0PE/Af1IUCdgZkRgaxatYIppxU03X0bAK71MLuL4IzC8ifL4G4q1tZ/9sajt3NQZ4cy5PEHEwLVuXrbl3oWseLW/tWMXXhBoyr9CMgMICvS5tD7BUWzp3B5BWHKNhiKIEB/rQsYflesUCrVvIk9Cirlyxky8nHmNg5YqlKI1VjRYW6HejR5WtqVsyHtX7FT6sk+XEwh39bypLfdhGm8eDrniMZ2LMdJb2s3tgyR+49Nvn5M23xAeTFqtC6ZVMqFHMg6dp+ft97BkXh1owe1ZfCOdfZuGwFx+/JsM9XlKJeTmhSHnL1TijJ2nIMmTqVAd3q4yI8aT5fg/4bNX+nWKBI4fbt24Q9TUSp0qA/USDo4Fb2n7iNtsQPLPh5JC0reGLxfB73LrFAmXiLNT/6seaGlM6jR9OpYXki2KNc8gAAIABJREFUljWj95yXxAKXB8xo1p8lF8NxqdqCb1rWIb+bMRH7l7HyWDj5mw1legc35s3/haOX7vHN3JP82K0m3jYGcHMptbtP50a8ASPnb2ZQm8o4Wb65Yh62N4DZm6/yJCmH7ITHhCVJ8KzUiO/69uL7+uVwtXx2QteXIxa8ZgRajYrMp7fYu3MvlxJdadmxDQ0renxwcJK/Egu0mlx0GjVZMkWeOLD/2G083e0oU9wj7xgYe1tLIuMVlCr6F2KB6U3m9R/Pgu0XkTt74u3mhKWJIaqMaCKepOJW+VsmBY6hiuogo/xfPw1BxbWl3Rk+ezdZRbozafJImlUqyFu8hv/GEBFZBQFB4D8l8H6xIIt7+zawYNEKdp6+g2OD7kwYM5w2NUpi9ZrS91digTzlNsvH+7Nk+wmy8tele59+DOjUknw2ryqGqfcP0ueb79gVYk3XVbtY1M0Ha8PXVMXMUCa1q8O0E9A6cDm/jv4K93c8THSadPZNH8TAgM3EVRnHjT1+lHUyIyloHd/0GsP5MC2DDsbxU6Nn+6KEWPCfWpS4XhD4fyTwXCzouuIhrXqNYcrwHhR1NCH14TmWTRvG4pt29PefzbCvKmD1LBS4SF8ggZz0GKKePiUpPYfMmDsc/X0L20/dx7h0U4b1botx/Dl++nkDuWW7EhAQQLfK9qienOenOdOZvla/DWEcAQEjqenx7CPlXZ4FiuQwdq39iWW7gjAv0Zj2TarhkB3O7m1bufBATo3OIxjavyMVXU3JjAnl0IbVLF+3k1ClPXW/7sGALu2pXMIT87fFE1A/4He/AKYuOYxli15MHDOEJj7upJ9fztiAuRzPLMbw8QF0qO5M7PVTXLgYyqNUOZjZIJXd59S584RpajB2egB9vvZF/x0m0pdP4J1iwevfmuoUTq6aweQZ67iS6MvUvXPoXb8U9s/jGLxLLHhywI/+fmt4aFCa5q0aUszDjpgTC1h39AlWxZvRpk8vejU2Zuv3o1l8LZoq/abx47COlPSyJPb3UXw1bgM5Rdoyo2sZli9bxYnL92gcuJef+jWioIMx8vNzafTDfO6muRCw/De6NyiNrdmbz+rs+PuERaehyFGR/vgyvy9fy/6QRGzKd2LuovE0LemK3nnsixUL8vozK4JDv29nz21DGn3bjubVC2L+gTb+V2KBBDVOduZ5QoH+v9VbzlE4vzM1fAu9iFlwMyyNkkW83u9ZIA1hSb+xzN0ehGnFOtStVCbv/OJnyRDnAuWpU68G9o82MGTi62KBnIsLezJq/n6UpXrjP3kYjX3y53WsSIKAIPC/I/BusUBDfOhB5o4O4LeTwSQX/4plswL4ulaJt54R/X6xII2DcwczbsYe7tpVZMKkQHq1ro6Xnekb2wturu1NywGryS3eh9+2z6ZJAZs3zt1NO+lHldYzSHBpxLw1y+laK//zI4He5KiPWXDml9H0HbOMSLehXLg7myomBmTe3kb7bkM4dc+MsScf8mNNIRb876xQ3FkQ+IcEssM5tm4G/QKOU7TTUOaM60cZd0uibx7gJ78B7E2twZg5U/i+ZmGeb2n9hzcSl30WBHRaVPIIDi+ez/RZ67lrUpReQ/pSWhrNmoXLCfVoyaSAQIY39CY1eC/zZ01l8Y4Mmg8LIMC/M8WfT7zfJRak3j3ErCmT2f3EiW7DxtOruQ+WObHsWD6DeUs3Y1JzCIETx9CoYC4Xd65k4fzlnEyQUrdjX0b2/JpKRVyweD3U+wuwsRydOYnAuTtQ1+iJ38RhNKvkjeraGkZPmsnh5GKMmDCJzs18sFJnkZmeiSxXDep0ru34lfnLt5BYuBuBgWP5pronIoz4Z2Gx/3ElP1QsQCvj/G9zmDhlKZcyqzJ723S61SnxwrPzXWLBjSUt6DHzGA8zpNjZWWFqZEhuRjzJGUoMzG2xr9uD5YFNeDrDjxlHIynTdSo/ju9EGQ9bMg+Pp8mQ1eQUbs+M4bU4PPcnNp2+QaFBa1k3ui0lXC2I/H0gHfw2EqWpz4It8/nKNz9vcSz4k5NOR67sARtGjWPGpqNEKsswY/8G+tYtgq3xFy0WqEkNu8yeHXu4KitM2w5fUa+My5suSu8wqb8WC1Q42Vm8EAb0YkGR/M5Uf0ksuBWe/tdigVMCO8cOZfLqE5hV68qYYb2pXT4fJjlyHl2/QKzWkZJVfTF/uIaB+gCHtw1o13s8wwd+QyHdFRZOmcTSg2GUaj+OwNE9qVLE8YPb+B+PJlGAICAIvJXAu8SC3Mx41k7+numrzxGVrxWBE8cxtGV5rPXHCLwlvU8seLh7CP1Grea8ohBdRk5hSo/GeNiZv+Uo1of8WKsBAReyaOi3gjXj2+L2RgjzCNa1bEavA48p0348a5ZMoLzrS/6W8mTOr9vIocho3FqOZGBtByIOLaRz/wCuxRdi+KHDzKllxc21k+nht5S7Vm3ZdWE1Ld2eTa2EZ4EYKILAZ0RAl8qN/csZ2282iaW/IWDiSBqXNefKrsVMm76ezLJdmTltJPVKOIsYSZ9Rt354VTOJuHCLkDjwrF2RUs5m5EZdY8PcecxftZ8U56oM8htJPbsIVsyYz55Yd7oNHsv4br7EnF3PvHk/cyCxFAMnBeLfqxrWzxc03yUWpITsY0bAZDbddaDTsAkM/qY6rqpItv86jZnL9mPVaBgBE4dRKGU/S2ZPZ+MNDWVb9mRs32+pU8oDU6OXVshkSVw/eIjzEekUrtOImhW8STg0H78pS7hqWJVh48fRtZ4bkRvnM2nhdhKKfsW4CSNpWMQOmcoQK3sb7IzkRF7fx89zf2LjoWRqDp7IxFHfUc7xTSH+w5mKnJ8TgbeLBRqSwkIJSVJTuGhh3B2sUMXeZs2sSSzYeILM8oNZMX8ITcq6v9hO+i6xIP7GDo5efUqyTPcCy9OzS9l6Kgpp4QY069GL/u18Sd88kj7zjqIt25mZ00bTqJCc04EjGbLpOt5txjB9XAPuzRnDlM1nUZXtzfI5I6jilcnOacOYtvUSusoT2LBkINXctFzZtI0T4U9wbdid9jVciToWxGPbfJT2KUw+qRGyxxeYO9qflQeDSLBpwepdC/jG1ztPZPhCPAuUJEY9IOzhU7JzDTAwMkKpzCQm8iERsbl4V2lMy3q+5Lf98M1G7xMLgu9HkZyaiYOtaV4gQ71nQeiDGGyszHBztskLcJglV/E4QUHFUvkpVsDpmTG8LWaBs5anZ9Yy88flnInQUqhsKTzdHTDWqEiNi8e9Wlu6dG6D86O1DPBbwIFICSXci1OquBemioecvRpKulFheo8P5IcO9fC2+fA2fk4DV9RVEPjUCSiib7J+y07uRWeSFryXTWeeYp2/LA1q18BFWpHu0zvhlXSKHxp+zd7HctQFatOzQWksTQ2R5O1vc6bhDz/QtJg9EYcXsPzYUzIjLrD9xG0y5CoqtR1AFU9vmvbuRIMySpbV9GV0UAYqu4I0a1iXQs6Wz49KNKZIta/4tk1NHM20xB4fTYNmi4iwq8zk1SsY2qzUa1uVtMSfnUyrJjO4oXPg+8mrmDeiOS+HNNClBjOtY3fmngnBacxJwqdVRx53iWl9hrLqTCgmPu1pW8qc6OvnuRZpSLXRC1gyvD62imT2b/qFUyEppN89xKbTkZhYOdKgdSeKOJXkO7/O+DpYvkXg+NR7W9RPEPiSCehjoZxl9fQprD2dhFfpMhRyNSLmwW0epTvSpN8IRvRogpeVOH7py7SCRC6t+Y01Wy+S7OGCm9QAZXI0IXfuEpmgo1yL7gwf1ZtKpg/YumQRv265is6lEGVLuyOPCed+uALPlj0YPaobDZ0UXD53nBOX7hAbfoegy1eIyJZSpmIVSheuTK1WTalVVsvBRbNYvOUKBp5lqFDcG1ttChGht4jKdqRF7+H0716Ju2umMWX6Cq5qPSjv44tvUQ/M8yKXm5GvXA0aNa5NCbNHrJ4YwILjCTQZOo4RnZvjlHOJpVNnsmx/GHbFy1LS05jk4GAeJllQp/cwBvVpgemDY2w/dIHILLAgl4Qn9wl5kIxpobYMGdeb9nXyIRU7br5Mc3/eKvnjS2zde4KQx8nE3DnJqasPwL0iNX3L4GZbkfaDWuKcGMSm34+QojTAxMwUVeoTbt64wRO1J22HTmJU3klQaoKO/s7xoHvE3L3AwfPBJCuM8K3TjFL5K9Gyd1vqlPZCaviqG/iVnxrTZ951nOqOZeq03lQu4EhuxBZG9ZrOoScaivv4UNA6k4dnbvDEsDA9Jk+lZ+syKC6txt9/OacjNJSu6oObVTahl28TnZ2PDnNmMKZtZdyVd5jRZRhLzlwn36C1rB1ZmYc//8L60HhMHK2xMZWgSHzEleuhJGZaUrnPZGYOaUZxJ8s8QfgLEQtUJEc/IORGCI/jM8jRasnV5KI1s8bDqyQVyxXH29kG478x0N8nFqSmywh7kkiuSo3Jc0VTH+Qw74/umUqk0B9/aGlB0QLO2Fo998HKDGHLotXsuxFDxa/70LF5HTz1/h058Vw7fpTDR04T/CiOdKUarZUVXkUr0LRFG+r7FMc4fD8LV+/gtq4AZWy0xEfe40lSFmqpK5WqNePrto0pVcCR58HHv+gBLRonCHyKBLLDTzNrwVKuhqei0f6pFj+ray0mbB9FqYyzzBywiBClCu0bjfDi2+k/0qWiK8HrhzJpy31UmtfLKUjngFF0qK5gbTs/9siUbynHlPLN+zC8X2vcLWRcWzwYv33x2BZvwaiR3fDNZ/Va0EIFt1eNZfzv95FYlaD7uIm09XV6xUMpN+Y0gzv2Ye0lOXWXHuZInzLodFk8OLSHHceOczY0Bn2TLR08KOPbjHadW1Pe1Yzc9BjWzBvLjsuJr7XWACOTyoxYNZqGrtZCLPgUDVrU6V9NQK1I48HV02zdeogbkVEo1YZY2HrhU7sWrVs1plR+R+GS/cVaiIKEkGucOniIczfvEZWcjcLUFFu3fJQoXpGadWpTqVwR7CSZPL19hYP7jnPm9n2Ss3Mxs3KmSJmqNGndhGoV82OW+ogje7aw9eAFEjJyXyNWgPpdutDpmzJk3zrD4cOHuHL3KWkZKiQSQxxc8lG+Sn2aNKxNqcJqzq5dx4YtZ4h6g7sFxWu15LtObSlvfIMFE6ey+poxnUaPY8A39XCzUhB29gS7dh8iKDyaLIUKqaMXpXzq0bxZAyoUdyIt+DDbdm3j1K14ZHJjzG1cKFDchxoNm1LbtyCuQin4Yq39j4Zl3TvETyt/J+huDLnq1+delfhhVl+qOym4sW8nJ85eJyw1mxwDA6y8C1GqciPaNalFSQ97jHLSOLhxIVsOXyMx83WbL0ZHvx9oW6M4DiavepTe3zGWedseYFPuW3r2bE5RF2uMSOHa1u1sO3GO0OgklCottl7F8a3ShK9a16GQixXGyhiuHjrCjsMXCImKRak2w8bdG98qjWnToQ6FHKXw5CDDe45n4/lE6k1bxYI+1ZHcvcCBI0e5fiucGHkuajMznLyLUKZUZeq1aEJ5TzvMnsdE/ELEAtCqlGSlp5OWmY1SrUYnkWAitcHRzg4rs1fPvfwQi3+fWKC/Pj1TgSzndSN4tWS9SGBp/tJKvyqT6MinxGcosHXPj4eLA+bGz5QlTU4mSbExJCRnIFdr0ZmZYe/ohruLI1JTYzSZcUQ+iSXb2BEXKwNkaYmkZSnRmtrg5Z0PV3spz4v6kOaJPIKAIPCRCahlyYRFPCItW/WWkh0oWqkwVupkwm5HkvmGmKC/xByPEiXwsjUjM+oO92Ky9bFSX0sWeBYrgoeDhqeX7xKneVNyAANsXPJRKL8bZoZK4kNvEpkBFg75KVLQFcs3Nl3mkvjgDhEpuRiYOFK4VFEcXg7uossl/MhSevdfiLzs9wQsHk0Lb+mzeuVmkxj7lIjYdL1WiomlLR75CuJiY5YXE0GrUvAkPJS4tDeflRKJHYUqFsbZVOwC/cimKIoTBD4CAR0qhYyE2Fhik1JRaw0wMbfD1csFN0drsf3gIxD+pItQK8lOTyQ+NpG0bCUqIyPMbRxwc3XFwcbyT6FIrSQtMZGouESylWqMzKxw8XDD1ckGUwMDtLkyEuNiiElIQfnGB5gFjl5eeHnaY6ySk5IcS3xiKjK5BonEAEtre9zc3LGztcTIIIekJ0+JjklB8QY4Q6QOLnh6Skk4toZZc7aSWKApA0f0oV5ZbyyMJGiV2STGxxKTmJYXxd5UaoeLuxfOdlJMDEGdk0Z8QhTxSdnk5hpibG6Do6srro42mP+dlcZPulNF5d5HQJ2VQMSTGFKzct4y97Ilf8n8OFvpvQkSiI+JI0muRC2RYOrgjLu7O46WZhhLJOg0uSRERRKdmPYW0UGKR9H8uNlbYfI8COIfdcqODSU8JhsjG0/y5XNBamqUt5CikacRFR1NYmo2aq0OCztXPDw9sbc04YVzQm4WTx5Fk5CWgVqrF7scyF/QDRtzUwyQcW/7IoYFbCLVsxEjfhxGq/JeSMkhLTGWhNhk0nM1aI2MsLJ3wcPDFRszU16Ogf3FiAUfewj8lVjwse8nyhMEBAFB4FMkoJYn8pt/d+ZedGbc9ADa18mP5UvHO36KdRZ1EgQEAUFAEPh3EciJvcjqGdP4/Y6UVgNH0aVFBZwsjYXn2r/LDERrXyOgTL7DsoAJ/HbfhW6DB9GhUam8cfF3YuELseAdZiXEAjHeBAFBQBB45vUUdHwnYQZlaF2vPPbiXHVhFoKAICAICAKfGAFl8kOCLgYRQz4qValEIWeLN079+cSqLKojCPzXCeSmP+XC2XPEmhanbuVSuNk+8/z8O0mIBUIs+Dv2IvIKAoLAv5CAVqNBJzHA8O++Yf6FrESTBQFBQBAQBP4HBHQ6tDotOiQYSAwQDnD/gz4Qt/z0COjHhVabN4czMJD8I0+bz1YsSE1NzQYs/+iVPwILfui/9flevub162NjY8HQAhsHVwwN336s2adnEaJGgoAgIAgIAoKAICAICAKCgCAgCAgCgsB/TiA9PR0vFyvMzT6rGFMySUpKyjvFgneJAG/7/V0iQ1xcHCossLRxwcDweTjI/5y3KEEQEAQEAUFAEBAEBAFBQBAQBAQBQUAQ+OQJZGZmUdDdEgsz48/JY0cmSUtLe0Us+IP06x//r/fAX/3/P/JHR0djYmaJs4s7hkbCs+CTt2RRQUFAEBAEBAFBQBAQBAQBQUAQEAQEgY9GICUlBRcHG0w/r9OrZJL09PS3igUfi4wIcPixSIpyBAFBQBAQBAQBQUAQEAQEAUFAEBAEPjcCn23MAiEWfG6mJuorCAgCgoAgIAgIAoKAICAICAKCgCDwuRAQYsE7ekp4FnwuJizqKQgIAoKAICAICAKCgCAgCAgCgoAg8LEJCLFAiAUf26ZEeYKAICAICAKCgCAgCAgCgoAgIAgIAp85ASEWCLHgMzdhUX1BQBAQBAQBQUAQEAQEAUFAEBAEBIGPTeALFAtySHwQQkhIOHHZStTm5jgW8qFi0YK4WUk+mJ/YhvDBqERGQUAQeJlA+iP2bTvG+bBwnErWpEOb5njZGL163ExWDEd3H+Nk8F2MrR1p13M45dyMMfjjEaVR8jDoDDuOXiBFJssrvWTdDjSvUwkXKwl/ZMuMvM5vW47wODX1WQ28vWnY4nuaFLR/5X76fGs3H+ZpWhrlO4zjW19HjAxeqnRaBDs3H+FiZGTej87FqtCoWSvKe5i995gcXUYUh3Yc4dTd++gAW4+i1G3xNVUK2WNsCFpFGid3/8bh61Gv2IiBoT1V23emuU8+zMTJtGL8CAIfl4BKRtyDOxw8fJ5Hcg1lqjekcU1f7MwgNzuB4AuH2XssmGdPlpeTKc4FK9CoXXOKGydz7dQe9gQ9eSmDBKm9F5XqNqFO5WJIxUFRH7ffPqnSclCkPOX2pVucv36P+CwtVq6FqVC9OlXLFcTZ8o+3UA4p965y6ehZrkelobV0pEzlutSoURFXWxMkqFBmPuLmjVucCQojKTkNUysHSvjUomYVH7wdzTGQaFHJY7kbfJMzF0OJjksFA2MKlqlK7dq1Kexug4n+PaFVk/T4IadPneVW2GOUajUuhctTq24jyhZyweJ9R8Br1aTHPODm2bNcvfuEJKUaE1cPatRqRs0yxbG2+AO+msSoW5w6cYo79xNQqr2p1aYZ9WoWwfqT6h9RmX9CQB4XxqFDJ7n58BHu1dvTunZ5PGyNX8yp/ihTnnWPgzv3ceteIjnqQjTp1Zpqxd2RSvR2Lyf2yinOnbhKSEo2BpYO+NRuRvVKJXGwMkEi0aDMjOBS0A0uXHlAekY2hibmlKnZnDpVyuNmZ4ahBDSqBEKuXeLE+VDikzLQarUU8GlIgzo1KeQizZtD/ZkyuXPxAEdPBZOQnoulXWW+7t6YYu62vNXsYy7x85YTPI5Lz5ub/ZlcadKzCzWKuWChLz8zmlMHT3M6+B4ypRL7fKWpUb8ZvkWcsDT5c5L4BYkFOtTKJB5evcK1yw9J0RhiYWOCUicj16U8jatUpay79INt631igUqtISY+lWyZEkne7P6lrnj+V41Wh6O9FU72VhgbidnwB4MXGQWBz5SANjueMwe3cfZKCOdPnOHc3UeUaDWY5Qt+xMfTNE8I0KkVhJzZxf7j5zl/4hyn7jzE0q0oS/Zc4evS5hjmPZs1RF/eSuDE5Ry59wSdRI1WnoVlodp0GzCOft9VxslUgvz6ZmbO3symC3eRo8ZQqyDT0Iyy9TsSMMaPeiUdICGYTZs2ci30EQcPneRxUjodlt9nTddCzyZfaFHGXWXN7CUs33mVp2oZZppcsPGgrE8Pxi3uRW2HF7Ool3pGR27qQ3b9soSF607xIDsDCwMtOhMpxXy6MWrODzTJb4deTJg9oiP+64OxcbLBPK+BEoyMPek0fTHjv/YRHxyfqb2Lan96BHTqHJIeh3DyyAHOXbrFhQtXiNJa066fHxMHdiGfDSiSwzi4bi5TfzpIyvMm6LRqcmTZZMlNKV7nOyYtmkJD0zB+mzuasWtvIrWWYpY3czXE0bsc3/QbQd9v6+Bo8ukxEDX6GASUxNw+waFduzlyOZz7EU+JS85Ca+pAwZL1+L5vDzq198FBl8LdawfZvnoDJ07fIyZbjdbQBBcvX5p060Onr+vhrXvC+SMb2bT7DFfvJpKZnopaY4Bjvmp8028AXTvUwsskh1unN7F+83ZO34gnPS2NHLkCK5eytO45kB6dmlDSTUp21E22r17D6u1neJyeAeocjG08qd6iO316fE21Um6YvVDcX+agJvXueXZvWM+Oo1eISMpArtVh7OJBu+6j6N+xDQWdnilfGkUKp3b9ytxFKzh/Jw6lqjKDF0xh1KD6uH8MtKKM/wkBbdojTh7Zy5lLNzlx6hIhEU+p1P9X5gzrSAUP81cXRbRKbh+ax/hpyzh3O44cVW0C9sylX9Ny2GtSuHl+J1uWredM0GOSVFp0GOFeuAbtBw3huyYVcDTM4tS2OazbHcTN+3HIs7KQZ+fgWrwh3UcO57umPrhZmxKyfwpLN5/m3O14MtPTyU5Nx6qAL+17DKdvl0YUdpbmiQr6b8ysqEv8NHMKa3ZdICYlByfvHvy83Z/G5TwxfxvRm8uo32sml+6lYmUrxfTF6lBxRq75hW51CmOZEcreVWtYsfk0wUnJoFViYOlI4VJfM2ByL5qX9kD6/LovRyzQZBF58zRHjoWidS6JT+XSeDuZoVFlkaExw9XRBUep2Qcb6fvEgsfRSUTHp2JmYoipiRE6dMTEpWJuZoKttXmedpAtzyU7R0fpYp54uth88H1FRkFAEPg8CeTGh7B62VpC5dbYJWxn9qZQirYYwsqFM/H1eiYWaBXpHF6/mMMPcrBOO86CTdcxcS7KL/uu06HMc7FAcZ8FvTox65iaul260aicC6qIs8xbsgFVyW78vDyAxiXUHOrZkt6bIyjUojddWvpgkxvBodkz+D3Olr4zfmfa4FoYhWxnwrx94OLB3ROrOHEjiQ6rwvitW+FnYoEqmZO/jGfApPUkuHZg+KgmeCoes23NMk6EGFJz4q/sDGyK7WtdotMouLNvIUOGzibYuCF9h7aipLmMU9tXsv10IuUHz2Xb9PY4yWKYOfQbAjap6D2nLzWcrMiTCwwsKVK5JuULOGL8sofD59n1otaCwCdBQJuTScSNM2zbf5YkWRZxwQc4/MCc9v0nMmlwV/Lb6L+vMoh6eJvrwVEon9danhTJuQOb2HMth2rfDmeaf2+KKIJZO3sCc05p+arLV1TSj1UkmEkdKFiiLCUKuQmvoE+i1/8blVAQee4Ih45fIdXWEzdbeHD5BPv2nyA81oDKnYcTEDiQcjmXWbVoFsuOROBVqSnt6pVH8eAie/edIcG+JgP8xvKdrzE3Tx4lNFqDo4srxspELh3azf7ToXi2Hoi//zAaeRty7dRugm49xdQhH7YmckKP72XnoUuYVO/EuAkjaecj5erWxcxauIc058o0alwVT+I4sW83QXFS2g8YycAujSlgZ/7GKrEq/S57f57HL1uvY1KqJnVrVMDd1gyVVpXnmeBbpgwuVs8W9eJDDrFk4TIOX7hFXEoiiSnlGDh/GmOGNBBiwX/D1P6fysyJPMuqdXt4kK7l6b3TnL98l9K9ljJveEcqelq86on5cD9zJ89h740YElLiSE2rzITd8+nfrAzae8dYMGMKv11MxrdJe5pULERa6Cm27zpHTpG2+E8fQZPCZpzdvpKHKRbYOzlhrk3l3MaV7LwSTake/swc1RXf/A5c3zKBk+EW2Lh4Ym2Qyc3fV7Pp4gPsa3ZlxvTxNCznjYWRBI0yk3ObZhG44gKKzBAePEnD3LkHv+4MpMk7xYKl1O4+nZCEwnQf1o6yXnbPPRBsKVu3JkWddNzZ/hMTp67gRk4FOvRsQVlbGWf2bOZIUAoFO/uxLPBbyrmJa/CTAAAgAElEQVRZox8ZX4xYoE57yNFd+7mZ7Urtpk2oUtiBlzwo/rY5vk8suBHyGI1WjbuzFUaGBnmuI3uP3MDL3Z6yJTzz7qVQqrhxP5nSRT0pVdg177f0R0EE3bhHqlUJSjhLSY2O4GlCMiqpCxV9fClopSI6+Bb3oxLJsJBSopQP5Qrlx8r8meKpSI3m/p173HsSS7ZSibW1C8UrVKFIARcsTSQok8MIunqbCLypVsiMjKcPiNbYUaFcefI7O2D4VsX1b6MRFwgCgsBbCKhlyYRFxGNg44zqUHeqDT9GgaaDXhELdGolURHhZBvaoTs/ipqDtiOxL8zPL4sFD5ZRufpgEop9y09L5tOinCPapGDGtK/EL3eK47dmNaPbmPJL5apMuGvGt2PXsnBccxwMgplTrTrjQ8zpOGktCyc0xyo5jJsRShzstCwd15YFex/RYeVLYkHyNUZ168GSwyFUGneJnf5VsctNYLN/B4YuO0uGTR/Ohi2nxmtOWTpFEusCezLip0MU67+XLdOa4Wki5/TKcfT3/4VHJp3ZdWslzUzi88SCwC1OrLq/ju8LOOSJBSIJAoLAxyegU+eSkZJIbLIcA3kkx1aOYdL+nFfEgjfvquDRlX3MHTGRfan56DlpCkPaVcEo9iprZk1meYgnExdOoJ1PPkw/fpVFiZ8kAQ2ylBTSMpWYOjpia67l7vF1zJk5m50XnmBXpxeBE4dTPvEQM35cyBmDcgwYO5FRX5Uj4/oO5syaxZoz6TTtH8CEoR3wIBONoRX2dtYYyOPZu3I20xetILtsD/wnTaJjRTuy0pNRqo2wtnPA3FDJre0L8J8+jxD7Joz1m0SX0mmsnB7Iz8dSadrPj8FdW5DPNJU9P/sxfelRnBoPZsLoXtQo4oTRKzuOlTw5s4JpkxdzObc8vUaO4LvGFf+PvbOOqyLrH/BDd0kKCqgIioqJ2N3dXWt3K4qEidjd3d0tJoKKAqKApHR3xyXu7wO4rrq76r7v7u9Vd+YvvcydOec5Z2bOfeZ7vgdtRRmKivIpEksiIy1bPi0vP57b+9ew62owKppSJLx7gZu3MRPXC7Lgu+ymf6FQhenRBEdkgGQxd48uY8vRWxgN3/F7WZAXzc3NC3A8HkGlBkYkBDzB07c6889vZEpnMyIubcd26Ra8tbuybvl8+llVJcXjHLYOK7nsWczw9Yew7tcAhZwEJOQqoK6ugqw4hztrJzB7+xVk2lqzxXYKzWvokBsfSK6kFhoVNJCXyMNn73RGrjlPunE3nBxX0dOqGsqyEmRGPsNpwVLcsKCl8gPO3PIhW2HUN8mCkJyu7L5kT6c6Bnzyujzdn81LFrLx5H20+u1kp91A6msXcG/XPBZvPc/bvA7svb6FwZaGKEn+RLIgI8SVCxdcSdUxpVZVbcTpqeSIQF23MibmJhhoqfJXIua+JgukpcXoaiqXiQKxWMz+44+oXlWXllamHz7z8E+iRjWDD7Ig9NZqVm0/iVdOXSy0ZUiIeUtoYgpFSjrUb9gGc50cwrxf4BeaRKaCEhaWvZg0aSytGlQhN+AOV67e4PZDHwIi48gRiVBR0cHUoiNDJo+hfeNqSARcwXHjbq5n6tNGu5iEoNeEaTXHeuYUelrVQOHTCTB/4TITdhUICAT+CoGwfT2wmHnnd7Lg42NEHh9J3SlnkdCo9qkseGSNepeNaLYdz5Ed62lWRQlJiSJ2D1Zhxnltxu48zuoxNQlY2p82G7yoaTWS6bP7UTHvLlvmbsVdoj4rjh9nUodqyJfNrwNRahj2Y9uz9nNZEO5M/2GTuPQsjM57Irg10bBsGoT7ll70trtJYk5rTkU9YvBn8ZclWTGsnz0Am8MvabPmOTdnN0RGqoSg66sZMc2eV/HN2eR7j6k6CWWywP5EOr1n9KWuhiJyskpYtuxB08ZmX55j+leAC/sKBAQCnxDICXvKiTWTWXjtK7IgJ5xHpzYwzeYi6q1H4LBsHu1q6pAb7s6hNYtZdSuT1l1bYa6vjrqqNvUsW9PI0hyVvzKgEtrmByeQR8Cdo6xdvobT7mFU6TEThwXjUXx1nOXrDxBrMhA7BwcmtdQj0/82G9esZNNZDyyH27PUwYYW5e/Qyra0CA+ObXVi25FnVOwxDTu7abSvqvZbvp6yF2NB3N6/ljXbb1DYYDCLl8yhp5oPKxyWs/eVDJPm2zF1cMeyPGRPj1rjsHI/2XUnY7NkBp0t9D97URjPo03LcNh4ltTaXejbsiHakvlkiIrQrmZJy9YtMK2kgjR5RLqeYtO6PYSqtaVrI1meXT/G+cd6TFgnyIIfvAN/KH5RVgKH18zAcd91DH8nC/IIdd7HModNBGoNZmwPbZ5c2M01l0rMLZUF7Y15sX8FtmuPkNV8IYeWjqe5qSbZgXextbXl+G1fWiy5zLqJHTDT/O21SFasO0eWLmLt2QBqjbVj5exh1K2s/onUyo734traJdgefYZq0zGsXrWANrUMkJfKwmWvHSuPvqXhyDlYpW7HYdd9kmRGsPMbIgtex+jSfXBrTHRV0dOqhlXHLtSqool8kjsL5y9i/5Vn1Jx1niNzOmGiJY3vqTlMWnaElyHVWHbjFJPbmaIh89PIgiJivO5y/sIjwkWSVNCriKqyAiVZiaRnFaFo1pzubZpQW1/lm/v7V2WBlBgdTaVyMVBSwv6TjzGtqkeLxtU/fOYZmPKJLAg4v4B5K3dzL0iZGnWtaNWiBrLxj7n18DWRGRUwMDWjWbMGGBQGcf2eG5H5Bkyyc2Lq0I7k3t/EhgN3ydGtTk1TIyQyQ7l+6wF+Ifl0X7AB28l90I88xzy7NZzxTkJLpiLNO7Shaqt29GrVmHqG2siWT34RNoGAQOAfJvBfyYJXqzFp6kBS9bas37KTkS2rIp8ZzKJhFqy/p8nobSdYO7YlKpH3mW9vw7krkWjUNkMl1583udWYOmUx0yZ1p4rab0l7/lQWxLsyftA4jjwJQm/MLh5vnExVuRQuOg1gwsZHpOU141iYG8NLHcJHW0lOPLsXDmfBrkdUGOzEjU1zqaMp4tkJG8Yt2kJwamPWeT9mpn6pLBiA7VFvFFTkkZWURFpGgdoNWjNojgOj29dE6UtJqf7hdhIOLxD4WQl8mywoJOWtM/vs57HumTR9Ji/GdsYgqqhLkxlWKgvmMne/B/IKcmVRlEpK6tRt2oUh4yfSq02DsoSJwvbzEyjKjODmkW04bTzEi3AFus+0Zdmc9gSe38bSLceg0TgcHJYypJ4yovAnbF7nyOoj9zHrPR8HB3uay7/l4f27uAckkxL3jlfeQeSrNGbk9EkM690QfUUZ8pJDefb4Lm6vQkhMiMDX4xXxRWb0njSd8YNbUU30nDW2y9h4O5HOE+axYPxg6lQo4OYBG5ZvPIdEo0nYLJlJl3oGyH0SvhbK5SX2LN90kQhtPXRkJclLTyOjsBgNw/r0HjOVcUM6U1MulEPrVrD9YjTtJi+ib41Yjm3bwIkHuoIs+Im6+BdlQbIXGxyWsO1UHD0c1zHCLIED65Zz7qFBuSxoU5mHO5Zgu+UMar3XsHPhMBoaqVAU6YqdrR37rzzFdOIx9sztjXHxW27dus2b0BRS43x59tiHQoOuTFs0jYHtaqGlJEtRTiqPrx/F7U00CTEBeDx4TrhCEybMms2EIc2pXEEBqchbTJ28hDfSLVnoMAfN5/OZvvYGCdLDvyoLWo9xxM0vAbn3928NdQNqNW7KsFn29KySylYba7ZfcIE2sznsOJe2VWVxOzKX+evP4RNhjMO1c0ztYEYF2Z9GFhQQ9vw2Fy4+J1mjCo2bN6RmZU2kCxLxe+LM4wBJmvTpT/fmpih/Ywzs12RBYWEB8fEpxMSnlUUWeLwOQ0tDGaNKWmU5DGqa6JGcA3XMDD9EFvwqC55EmzHKej5TRrRFM+gYs+22c8kzkzZD57Jgxmjqq/mwdc4y9j+MoOVMR+ymDKZidiDebyOR1quEQUUdJHL82L98PYevuFJh4Aq2LZlIvawb5bLgQRD1ei/AxnoKTWrroSIjgYzEbxnUf6LrXqiKQOC7JPBfyYIMHxYP6MzuV2JqWLahXlVtFEUpPL53Aa8IbcbtOsGaMS1Qyg/k6LrJLN7oiYSKMuRmkKJszIjpDtiO6001PYWyuWal25/KgoJEzq8Yz8Jdd4mVr07Pzu2oJJ9LiNdd7nlFUVDckpORjxli8ClmcVEuz44vY5bdDvyKDenQoR1VVEtICHrOXbc3ZBY2YaPPfWYYi/Bwuckz/4SyA4hLknl5fgsX3Asw6rmcM/tmYKH5+zmm32WjCoUSCPxABL5FFpRkRvDk3EZm2x0gTbcF020dmdSnAaXTt0WZ8bz1fIKLTxxQRE7CG57fucyjMHVaDJ6Gw+LJNKpcnoNE2H5eAuLCHEJe3Gbnpk2cuPcG9dqDmLXYmpHNJLlxYDPLthxHvtkUli5dSp+ashD7gs3rV7N83y2MusxgqYM9TYrusXv7Jk49DCvL55VTAGomTRk8eRK/9G2FqYZSmZw6sXcjh648JSGjiPzcXKT1LOg5djKThnXFokIBzvtW4bTjLPGKpljUNqeSUgnh/u48846laqeJLF4ync4Wn8mCfD+O2ziwcvt1MirVKntW1a2hSbzHHW4+8EK23mAWLJhAzWwX1q7ZzVvlLiy2n08j8V3WO67muCALfqrO/WeygOJsAm/uZN6KA4RoDGTd+mlYiFxYZW/3iSx4sN0G261n0B+8lc1zBlKvNN9B/Etsbe3Yc/4xFUfs5vCigVRKcWbNunXcco8gqzSHXVYuKuYdGT93BqO6WFFZVZHSqRF7V07i8M03JGWIyM1Io1DHkmEzZjJtWGdM1fPx3L2A6bs8aDh6OQsndifzwmjGO17/uixI8uGCswexKdmIxQWkBNzl4rXnhCTkYjl+P9ut2xN/fS0rt53hVYYaTZuX5jGQJT7wKS6eQaRkmbPi5hmmtP+pIgtERL68w/mL3khbdqJ3V0uMFEofYUWEPznDyYtuKDQZQr/urTD6xgURviYLiooKyMzMJiUlq0wOPH4WiK6WKqZVdcvkgaFBBWLTiqj9B7LgZUpHHHY4MLJXXVQDzjFu3kpOPUti+IJ1LBg/AFPtMI78MgfHi56YTV7G8umDMRJH4Pv6GU+8wnkXmYJIlEL4S29830Wj0seWvUunYZV/t1wW3E9hmNM+Fo3rRjVhrZef6kYnVObHIPBfyQIg4N4WDh15zNuELPLFoKVlQkn4Bc6/1sP6yEEWd9Xn8Y65rDnnRq5+F4Z1bQAhHpy5eAz/EgumL1rNnLEd0JH7yjQEIDXoFqcOnuOZVxQJYlBU1EBLFMT5x75kyY/kYdQhWit9zl1MVswrrhw5xD3XYGIKi5GWlkVHJp9Hz54SW9KHs4FH6av1adhASXEaz0/OZsToE8RoD+Dky530Nawg/OD4Mbq1UMofiMBXZUGJiEQfZ3avssbpZgKNuoxmqZM9rU3KE1p9uhWRn+bN9T2OLLZ9jELbYSzdsIgeFgZ/aXrnD4RPKGoZgTyivV04vnM3J+6/QbqqFUPHTWFI1+YYloRx6r0sKK43BoelSxnRUI3iqKdsXrealQddqDtoAQ4O1jRRjuatrw8hsVnkZybi63qXm0/ekFepJRPmzmFsd0s0RMkE+78hMDyBvOxMIt885vpdN2IU6jBi1hwm9m2NfJw7t8+f5d7zdyTmFSKvpIV8XiTe/nFU6jgeG+vxtKyug8zHQbQif07ZOLBi5x2UO43GZuEsuloZkHhvO4uXbcJVVI/xQ9tSGHSfY+d9MOg4hBGD2qMa6cyJk6e4/0qDrlMmMmVqHxobVULtfQ4xoYP8mAT+TBbkxniwZ40dO04HYNh/PGO6NEAh9ilHDh/i8Wst+ttPZlDHxsTc3M66fRdQ6ubInsUjsKyihjjmWZks2HfRi4bzDrN5aleMJWPwfv2aqMRsCrOS8XO9wvl7b5Go2Y2F9vPpb2WGMvkEeLkQGJVKfmYqEa9ucvaSO6l6TZi2ZAld1L3YvGIDd4I06Dd9Ch3qVyH+7krWn3xOmlR7Zq6ZxbDOTTHWVEHmi5HjhWREXsfxF3sOuvojaz6dg6cW00DxHffOXuSxqz8ROSKk5VXRLInh4UtfYgrasuvOdoY2Nip7yf6TJDgsIdnvIecuPiDbpCN9urWiulq5LAhzOcOpiw+RthzOgB5tqfqNCxN8TRZIUIS2RvmCFaVTEQ6efoKJsQ7NG1UrkwWln70KTsO8euXfRRb8ZVkwsS0p946y//QlXuZVoFqValRWLST86QteBUag1PtzWVDI2E3bmT+mPUZ/tOrZj3mNC6UWCPwwBP5bWVAiyiQmMIS4rHyKAGVxMnvmj+ZYSnO2HdnOUE13+nb9BZcsbebvvMas7tWRSIrg0qpujN8fheVQO/ZvscVcU7IsM/SfRhaUERWRERFKVEwqmYBMSQ4vj67E9rgrch0P4nVlNBX/kHwR2XGRREYmkF5cgkRJIRGPjmG/5QTZjdbicmUaJuXrM37YSpdoC3u6nl6tbAnWGcipFzvpY6ghyIIfpmcLBf1RCHxNFhRnxfDs0i4WO2zhbXE1hsxcjf3Mruj+WS6ComienNzIjHFHELcdxrL1i+huYfDHa3z/KJCEcn6BgIik4Cec27mdPZdegWkLRk+YxID2jcrCoyVyo7l5ZAcr1u4nxLA3tg4OzGpXmYy3N8tyFmw+F0/n6fY42I+h1kcv6UoK0nh18zgbnLZy1VtMxzn2OFgPp57GR8+Kojxi395h63InDlyNpfFka+ysx2CpK0VmQiyxsUlkFhYjI87B8+oBDtwMoEa/WSycMgBzvc+jXaK5vcqOpRsvQZsJLFkyi84NKiHyOMQCOyduJVVnSDsjIr3vc9UlDlX9yhhUVIOsBKKiYkjKkEG3Ri36jJvGlCG9qWPw7dOZhe71/RH4M1mQ9PoSDna2nL4fi4qxERU1lBDnpBAZGUlyhiwGZsbU6z+VFiVenD5+nriGszixchKta+qQFXD7fc6CfIbv2seiAVZUUvwo5kqUTdDzIyyetobbwcqM3rIN6yEtMVST/W3lDlEOKVFXsRtkyymfAjovdqKf4iWcdt/hbbwyVcwqo64kS15CICHRaRRKaFO1Qx9s58+kl5UpKvLlifD/dMt/xbqB09no/BIp82kcPLWINmaaiOKjiI1OIlVUhKQ4H//re1l39CaJ1edx+sB0WlbTLLvH/ySyAAqiPDh7/jKeeab06ded5jU0kcmJxeX6OS4+ScCixyB6tav3zesCf10WFKKtofghmWGpLKhurEOzRtU+fOYdkv73yIJRdXi+Yx3rj99BuvMYbKYMx1z+HYfW7OTc3VfI91jyWWSBIAu+v1uUUKJ/E4H/VhYkh0choV2JCkoSSGREcuekA3MXn0OxkzW7t86lfsphGlrNJ0Bej/k7nVnYuxoq+ZHcXNSG3ntjsBzmwP7Ni6n5DbIgOy6ORBktqmjKIFEiIsTtODbz7LjqpcnE61fY2LUK0nmpvDh3kYcRceh0nMwvTbTJS0sjSSSLvrYS0hJiMt65smLhdA7cKmDAgZNsHVKPkoxIPLxiqNmkMTqK0hQnB3J+7WSmbXRDruMSbhxbSF1txd8tdfVv6itCXQUC/wSBL8uCQpKDnnLUcTmrz7ygQv0+LNm6mWGNNCkfcopIiQ4jLDiJio0sMZAvJs3/Hke3OOJ0PhrzAVNYaTcNK2N1QfT9E433HRwzI9yNy4c2sv3EE1K1GjNyykzGdm9OJc3ShLulb8ky8Lx8AKeVm7mVYswvMxexaHh9Yl1PsGHDNq5EV2fyElumd6lEUlQaspWMqG6kjWJRKm4XD7Fu9XbuhanSb6E9iyY0hYgYcuV1qF7TEA2ZAsLdL7POYS3HXXPoNGMRdnOGUFVaREGxJErqqigUpxH47Byb1+/ELbEyw+ct5JfeTdEhgzf3H/IiPJMqTVvSuJYeUdfWs2TFLrwVWjKndApFm4pEnN2C7abTRBl1K5sSrFGcQHBEGoXF5fAzI7144urKmzAlGnTrxohJo+jVtBGGFYREHd9B9/yPi/BnsiA7zo+HD+7jF5ZCfukbGiA71o+Hjx7yNlyVJgM70aHfYCwynrJny26eiCxZsWIRIzvVINR5D8tWb+VBVks27VtKn9rSBL1KRNXMlGr6FVCUyub1lR0sWLCVJ4mVmLV9A7P6GBJ+2x8p89qYVddHTSaX2OcnmDPekRthsgy2X82Yutn4vo0iMaMI8fsax3ue46prMNmSdeg2eQxTR/ajsZ4E3hev8yItn9od+tDEXJNYVzfCK5hgWcMIdYlcIl0Ps9h6M9deR1B9+Hb2rxqBiVwB6WIltNXlkZcqItr7JhtWrOTkvWzaOW5j9eiWGKnKlY3PfhpZIM6N4cm181xxi0TVsDYNzfSRzI7mpVcAuboN6N23M5ZVK3wanvSF7vY1WZCRmY2+jhLyslJlCQ59A2JQU1VAX1etTBZkZBfiF5FBo9pV/vvIggktCDniyIq9V0iuaEHLRnVQLYrmqasnweHJ6PS1Z98n0xAEWfAf30mELwoE/kMCeTHenDx3lcCYTFJfX+Low3DUjevRsW0r9FTqM3L5YGpJ5HLv/F4e+SaR5nuTo/cCkZBXp32fkZhqmzNwwWAa6xZxzmYeD7I0UZGTQCI7juePr/Em0Zy52/cxZ1At1HLcmN2iK9uDJDBr2ovWFnooFsTje/8iD+OUmbz0KA4zuyDhc5y1596Qn5OO251zvAzJwKzTWLrU0kCrYicmLmhJxOEN7H6ejJqSNJIlIqLeunLfLR6jHk4c3j+MOsrSiNP8WDtqEptd36I24yr+y6wIeXiW3ReeUiyrgLSkmOzYt9y+54lK44Xs2jeFZhUVSAl9gMPcNeRXMqeCvDQl6ZG4O1/nZV5Vxq/ajuPo1qh/mo3qP6QvfE0gIBAozsvg3RtXrjm7ERkRjv8LZ1xCi6hetwlN6jejTv2W9BndCgNRKl53jrHMbj13w2RoOmgBu7ZNxVzp1/jtHALdrnJwwwHidM3RkSsmM/ItHi88iFOpy6g5dswd3h5dpa+8zRKa5AclkMnr87tYvWwDl4Iy0DCujZVlQ6rpqCApKYGsoh6N27Sjjk4qFzavZdsZb5RN6mJZ14CsSF88vVLR6ToWW4dfqJ32ipNHLvMmowTtihrIF2cT6uvFC49wlBv0Y77dPHrVyuHG7qPc9UpArYoeqtKlUQ2+PHv+lkKjtkxfNJ8x3cyIenCBa3fdSUQZ+eJMIvxf4OmfjXnXacyfP4pmZprIpr3m4NJVbHuQQPup85g5tBOa2Y/ZvHg5e29FYtDIirrGCiR4ufMqVEzzCQuYO7U/ZpqyFBeXrm5W3mQxz46wbsNGzrroMGqlHfOnd8JYTlZYgvwH7dHZQfc5ecOVwLB4fF484IVPKCo129OmgRlVDa3oOaQt1SuqIFFc/KEPJHhfYtWqlVx+os+0o45M6NYA5Sg3ttiv4ODdMAzqNaJ+DV2SAl/g7pWN+SRr1s7qj2HxCzbZHCEEBbS01ZCXyiXC4ymPPaLRaTuOVUun0bFuEjsHr+a5WAktQy2UpfNJ8n2B87NAZKp3ZckqW/o1rYKChJjikl9VAbw5NJppG26TKD2IjSdt6d6oGqqpT1k+bD5H32XSy2YbCwfX4s1mW/b456Ojo40yBcT7PeWRZxDxipbYb9vM1G5mJN4/ybGHgeSWiJGmiMTQV7i6R6BUfzKrN4yjQw1tFMrM4E8kC6CQ1Eg/PB49wss3lpwSKcQKiqjpmdCwRXMa1KyMuuy3rwbwJVmQmJKJT1Asefki5ErDbMumHZQ25m8NmpNXhIa6ChZm+miql0/4DbmxnGWbjuGd1oq5jvMY0NkclZDrzF26icueyfSd6sC0YT2oqhnB2TlL2XrjDdVGzWfh2O6oJT7j5NFjnHH2JiFdjK5RPWqqJxIcHkZxs5msm/cLDfIfs3Ttdq64FjJ0uSNTBrWkUvlMCWETCAgE/mECmX7XmGm9jMe+iRQVFZff4CUkkJQsnQrQnR3e6+kolc62RSPYfSeMwsKiDw8BSUkpJCRasvr+RgZXV+Dq8qEsv+BHWnrp4EUHvVo16NhpGKNHdsFUWwoJMnlzaQc7z97D5U0QWaXzBxCjp1uLRp27Mmn0SOpW1yT2wlTaWt8gT1RCSUn5Q1BCUqrszZCB6RxO3JtG7qVVWO84gW+wCLFYBmVtMxq36c6AMaPpVkeF0qlwxYnPmT9oLLueRFJj5QO8FzUg/PlJHNas4bF3JsUlEsjIVaF+244MHDmWXk30UZQRk5scwnmnFZy89YzAzHyKJUDOpAbteo5j8uCu1NVXE95M/sP9Ujj8v4dAUWYcz24cZsWWI/jHZJe9yCi/DUkiKalP/Y7jWL5nHKYZETif2sG6PTdIVmvG4Dk2LBpQnd+GC4UkBXtxbecOztx3JyQtF5GcHBpmFnTsMZSh3dpT36jCH+Q2+Pew/rlrmsizw3vZsPYIz9JzEH94jpXXWkm9BoMnz2HiiKbkvH7AqSMXuPbMm/jMAhTV9alj1YFBowfRsXl1pGL8uX/xFBcv3eV1RBLpgKKOPrXqtaRbr750atkQXelk3K+e5dTRCzwPjia1oAhJjQqY1GlC9x4D6NauCdV0ZPBzPsD2XXt54JNKQYEyKrrGNGjRkQH9+9Dasgoa8hKUJLiwcfFSdrjk03/uYmYP60QltRze3LjEwUOnuOcbSkauCFW9ajRs2YdhQ/vSor4xyp95r1j3E2zespULbtoMs7dm2riW6P3cjf5T1y75yXZmOR7G1S+hTAqVlA+GyuSXlkE/HLbNobOlMR/P3E58fZW1a9dw7WlFJu1byuh2tahQlI7fwxscPnyJ254+ZOSJkFczpFHL7oyaMpgW5pWRyQ7l2t49nL9ynzexqeQUlT9HPRcAACAASURBVCCtp0+Dhm3pNWAwna3M0VZOx3Xvfo5euMHLd3Gki4oo1qyAea1m9Og1gJ7tm1BZszRq89Nm8T02gTlbnEmS7o/TgXm0qaWPbNRlpvRfyIXQEkY77WXB4EbkP7/OmVOnuPP0LeE5IkQqKhg1aEWT1v2Y1K851TRlCHtwgLX7DvHYI4HcfEkUNIyxsGpPr2Ej6GFVGQ3F0rFm+fbTRBaUV6eQnMQYYiLjSckrBAUVtCsaoq+tjqLsX8vZ+yVZUHqm2KRM0jPzvnhx6Wuroq762+O3NKzJ0zeYlIKKWFjWoUolDWQyInnu5UN4cj7G5g0wr2aEqnwWoc+88I1KRbW6BXXNjNFQLCEu9C3evqGkZpWgrludKqoZxCTEkaNuTmMLM7SKY/F6/Zbw+BKqNbTEvKoegvj/qe9/QuW+IwKitAieunsSm5r3wUz/VjxDmg9oQmUJEb7uD3gblVk2iP9006Nxj6ZUU1MkOdyN568jyMou3UkDzarG1K9TEx3lj1c1ySbM15s3IZFk55QfTFOzKqb161BFV7nsJp8T6so198hPzPSv51RSq0O7HhbIpAbx4o030TGFgBSKGsaY16+Nia4yUmW3zSJinx5nwrjlBKu0ZsHBjUyorUFBVgyvfV7wLiKXkhKQljPAtH4tahpp82H6XHExWRFB+Lz2JSJXRImEBHKVjGhQvxGGKnLvQ56/o0YUiiIQ+IEJlIhySYgMxMs3iPSc97G0H+qjiJaBGQ1b1UA1P4OIgDf4BicgoV4N80YNMNX8dFQqFhWQFhGKv78f0VkFFMnKompYlVo1alNZTU7IVfAD95OvFz2PhKAAfF4HkSD6vB+BtKw61czrULOGIUrFOcSGvuNNQCgpOSLkVLSpZm6KmbEeitJSUCwiMymKUP8gIuLTyEYChQraVDGtgYmBHsqy0kiIS8hNiyci0J93UeX5CCRV1KhsYkYNY0M0FOXKpHJ2ajj+AT6ERWdSWKiAoqY+JjWqU81AE8WyXLp5RD06wupVB/BTaMzk+dPp0dQMFRnJsmXqQoP98Q+NITuvECXNSpjUrEPV0jDxP1i+NzcxBB9fP8IT5KnWoC61zPQ+kmlfJyjs8X0RyI/34+mrQOJLx2efFU1eqQoNm9ehkrbKJ2OSvJQI3rx5TUSCIjVbNqS6vgbypbfJgkze+Qfh+y6c7Pwi5JR1qVG3JtUqaaNQ2udLislMCCPYL5CI5Azyi8VIaWpjVqM2Jga6KMmU/wgvzIgjyNeXdzEpZBcWI1ZTo0pVc2pWrYyavMwfvkhJDX7Cc98Y8iWNsWxlgb6GmNCL65hsfYwMo84sclxA1/rGKBXlk/zuNb6BkSTkF1KkpERFs3qYVzVAW06mTPQWZETiE/CasMgsRCJJ5FQqYlLLHNPKmijIlue7+nX7yWTB39c5vyYL/r4zCUcSCAgEBALfL4Hi/BQuOE1lxY1CRs+345eB9dB8H5r2/ZZaKJlAQCAgEBAI/JsIFCS94sxGR466FdBi5EzGDmhOJQ0FIXrt39QJ/mV1zY9/ynZrWw4H6zFq+ixG9KyPnors397nBVnwJx1LkAX/sitOqK5AQCDwhwSKCzJ4ev0U3gWm9O/REn3VP3gNI7ATCAgEBAICAYHA/5CAKDkQ14ePeVegj1WrlphXVvtdGPf/sHjCqQUCfzuBgkQfbtx4TJxyPbq1bYihpkLZ1NG/exNkgSAL/u4+JRxPICAQ+JkIiEvIz8uhSEIORXnZ8kzYwiYQEAgIBAQCAoHviIC4uJCCggKKJKSRl5NDWnhYfUetIxTlnyAgLhaRl19AiZQ8CnLSSEn8MwO0H1YWpKWlZZfmWfkW+OJf05t+y86lacLEYqKjo5FXVEZXTx9paeFN2jeiE3YTCAgEBAICAYGAQEAgIBAQCAgEBAICgZ+AQEpyMlqaasjJ/lC/h3MkUlJSPpEFHwuBr/37z/5e2p6//i0uLo5CFFFU00VKSlge6Cfo60IVBAICAYGAQEAgIBAQCAgEBAICAYGAQOAbCWRmZlJVXwnFD9mrv/GL/8PdJCQkciRSU1N/F1nwZxEEX5IDv9bj8+/GxMQgKaOEhlZFQRb8DxtbOLVAQCAgEBAICAQEAgIBgYBAQCAgEBAI/P8TSEtPw0BHBQW5HyyyID09/ZunIfwnWIUEh/8JNeE7AgGBgEBAICAQEAgIBAQCAgGBgEBAIPAzEPhhcxYIsuBn6H5CHQQCAgGBgEBAICAQEAgIBAQCAgGBgEDgeyQgyII/aRUhsuB77K5CmQQCAgGBgEBAICAQEAgIBAQCAgGBgEDg/4OAIAsEWfD/0c+EcwgEBAICAYGAQEAgIBAQCAgEBAICAYHAD0RAkAXfmSwoSH7HC09vQqLlqWNlSa0aOigIizH8QJeUUFSBgEBAICAQEAgIBAQCAgGBgEBAIPDjE/hJZEER6dHveBsQTFx6HiXizxtGAaPadalRvTKq3/jD+381DSHT7xpOm3ZzxVWKYYtsGDe4CXoKP35HE2ogEPjXEMiMxPm6Cy9Cw9E0taRn5w7oq0ohIfERgex4Ht9xwS0gGGklDboNnYC5jgySpfuke3Jg521ii4r53a0MFep160fHeoYoSEuQHenDuSuPiEpLKz+4gQGt2ventbE6H58ORLzzucON269IzyvdsR6j7Xth9FmjZKV7cvbIDWIySv9Qm8E2fTCTlvyDphMjTg3h9MWbBMeW7fxhk5DUodWI4bQ0UimvD2JKMmJ5eOsxz0JCUVDXocfQiZhp/mt6hFBRgcAPSECMKCeFiFfuPH/uQ2SuCEVVbepZtqaRpTkqsj9glYQi/2UCoowEXrm788w7AHlDC1q2boO5njwSxVmEvvbgiZsXUek5lPzuyKrUbNKG1q3roSMnIj3UF2+X57yOSiFfVgmTWpY0tmqAgZZS+XOiKI/ooABcn3nwLi4BsaQ0hjUb0sTKiip6qsiUPoZKikmJDuXZ0+f4hUZRUFSEjLYudRo3p6l5DTS/9Gat9LtR73j69Dlvw6LRqt2GNi2aUK3Cr8+3PHKTA3F/+RZPv1hyc3NRrViNuo1bUd+0EuoKnz5R/zJI4QvfBYG8xDAePHDDLzQS3Ubd6NSkFnqqMu/HS3nkJPji4v4O34BI8vLzUdU3oWHTNtQz0UNF7vOxUCwuN67z0ieeHJE+zfp2xKpmJVSkpUCURYCnFy4vvUnMyERCRp6ajdvTtEEtdNTkkPqkO6Xg9egmrp6RpOdIYVynJe3aNqCiugJSZJEUEoiL62uCYxMQFamhU70GzVo0xkxfBTmpL2MtSAzhhcsTXofEki4qpkRHhzYtBmBpqoXCR/fw3Cx/bl+5S2BEBoXF1eg0tiv1DCog/76cP4ksKCAu4AUuT14QHJdF0Ud3rfy0NFIzlGg2ZBDdO9RD+2+SBVFxqaSWLcjw51ulihWooK782aD9yw2b7nWahQ5OnHAWMWbtZhaM64Sx0ndxjQmFEAgIBL5EIC+V585nuHX/GQ/ue+IXE0uNblPYtsaB+gZy5QOiYhFB7te4eOUmzs4eeIdHoVzRhA1nHtO3lkL5AyT8EB2sFuJZUPgHskCPEev3s3xkMypEXGX1yiMcfuhBQlZWecm0tWncfiD2CxfTvIrKB0FRnJvA/lWjWbn/OVkFpTuO4GbaNpp9YjDA68xEBs87S1LprU2iPyfjdtNN/g+WyhGLKQ69x7AJc7jjFf0JFUlpcxZevsiC5npIFuXh//Qy5y/f4t59L3yiYtE0rs2Wcy50NxG6k0BAIPC9EigUpeDjfon96/fzyD2E+Pwi5JUq0LBFb0ZOnUy35mYof+N46nuto1CuLxDITyPA4x43btzG+YkPPkHhGLYfw4JFNvSxUEeyIJ6Hp/azfvNhnkckU/y7Q+nTa5oN1tb9UIl7wuWjR7h6yQ3/2AxEMgpUrmpJr7FTGDagHdU1JInze8rpg4c5ft2F8OTUMlmgZ9yYvmMmMWpwO0x1lMmPeMmVo0fYfe4Bb2MSKCwuRkq9ArVb92TSmPF0b2qOmvwf/HrKScLD5RoXLt/iwVNfQmMTsRhqz5J502lXpXz/FP8bXDp3hJN3/Hn7Lon8/HyUNA2oXqsP42aNpnd7U1SFDvPjEsiO4+m9C9y+9xRnF2/exSRgOWkrjtP6YaGvUDZWSva7yukzxzl715+A0AREIhFKWpWoUWcQM5aOpYOFAcofjZkyfQ8xe/EGbj6PJr+wPjP3rmRKr8boyRQT7HqV3TuPcs3tFcnZOUjIyGFs3oWxc6czsENddJRkP/w2zA2/xdKlqzjr7E96jgItB87H3m4U9QxlCLi8k2OXXLj3PIiopBQKS1TQqGxM83a/MHd+H+pUVudPFzOMfMSRncc4fccVv6gksopKEGtoMMz6BLZDrdBX++1aCbi7kln2B/AMSqOopD2rnNcxolEV1N7X9yeRBcXkZSYRn5BMZm4R4vev40oyonn+xI1XKbr0GNqXzo2NkP/Grv6lyIJSURAWmYiMtAQK8jKIEZObK0JKSgKZUqOEmIzsAorEUtQxrURF7W+/xfwmC/IZvXYLC8Z1poogC76x1YTdBAL/OwL5ke6sWbEBr1xNKokes/9KIGbdZ7J/ixONKpfLguKcZE5vXMJZHxEVxa84ctUXeV1Tdl7zZFAdBaRKxXWmL2ePPybho8iC4tgHbNhwjUSNhizdv5+Z3fTwWNSbEdt90GjamwHdG6OR78eNjUd4XKTD1LVncJjYFLXyV/tEP93HL+PXEZKTQGxcJqLCsTwu2U+rjx58BRE3mTl4CpfDReRnx5OVO5TLuUfo9WeyIOQ2vUdM4ZaHNuPWDad2WQSCBJKSmlj27Y2lvhLFWfEcW7uYiwFi9MUeHLrqTwXjeuy94Ulv0/9dWwlnFggIBL5EoIS4oEfsWzuPI265WLTsSnMTdaK8Xbj5OJraA6azZMEYGlRS5Y/ijgS2Pz6BgmgPzhw8wMUXseSJUgl444mK1XjsHJYxoL4GUsU5RAX48MLTl7iM3PLIAlE6b5+7cPfhc2KkLZhgs5SZ/fRxP7WRzYeuk6fTkA6tm6OSGsgD52ckazVjyuL5jGiujtuxLWzccYccg4a0bVsX5WR/nO8+IUHbilnWsxnTsQohF7ey2vEAb+XNad2+BdXVM/G5fZNHfkU0Gz+P+dMHUUdflc91QV7IAw7sO86jt7HEJ0bg4/eOmoNXssJmLh2rlRuv8Adb2XP2KckytahhIEectyvOD10JSFGgn80alswdTm11IbrgR+3ZOW+v47T+CL6Z0mTEvcbbJwSL8XvYMGcwDSoplsmCMOcNbLngj4RyVSrpypPs85Qbzo8ITlZi8JbD2I9oRVXV8t5VmPyKEyuX4HQxmJTcWDIzzZl1aAOz+zVFIy+EvQ7W7LwQgX6r9rRpYEju28ecv+2NUuuRrLOdQBtzA+SkJCnOieHuPifs9riRmR9ETIIkVv2WsGrleBoZl3DPfjGXY2XRrV4VhbxQLp27jk9wHPI6TbDbtZUxHS2o8AeCrKQghFsONiw/7oq4VmvaN6+Prpo8OTmxaDb+hQFNTdBSel+XODfWzF3EMbd3JGQkk53djnVu2xjb2OTDGPInkQV/0H1LRMT7PuLcteekGzShf7cWmOsofnM//5Is8PINp0AkwkBXFTlZKcRiMQ9d36KrrYppVd2yc2TningVmIxFjcrUMtH7cF5RdiqxkTHEJKWSV1iIvLwaBlVM0NfVQE4aPpYFI5YuY0gnM6Sz0iiQVkZP35Aq+pooyUlTlBVP0LtwEsRaVNeTITc5ltQSJYwNjdFRLw3/FW5q39zYwo4Cgb+BgCgtgqfuwUjrVUXx2XRazXWmapfpn8iCElEOPu7PSJU1QNV3Ge1nXUSyggk7PpYFvytLGp4bJtJ90TU02k9h104HWlaJZV1DK2zfyjHI+iBbFvVEu+QV61q2ZLGPPAMXH2Lr0p5ol8qCvGh2zejNhlfV6W4eyInL3qRkfyYL8mK5umIgk/fk0bZ3VbzvXMA/7ltkwVRuezXnUtYhev6BVCjOz+K1+zMy5AxQ8LKhzZwbqBnWFWTB39DfhEMIBP4xAsWpeF3fy+LZ60lrNBR7m3l0rlWBwAfHcbB2wEe1I9YrlzO8hQl/9CL3HyuXcOD/NwKFaZH4+oaQkCtF7Nub7Nuzlyyzkb/Jgt8NMUvIinrNye3r2XjwPrJNR7HYfhaWxS/ZuXoVpwOk6Td9EdYjOiAd8YQd61ez/3YMzcbbMquvIY93reD4S2n6Tl/C9KHNUUx+zZ51Duy8FkmbCYuwm9mUgL0rWbHlHnq9ZmEzdwxWRtncXLuE5Vtd0O4/kyWLxtCkihafB7wUJAXj8zaajMxEHt86zsGz96jUe9knsiAr1peQuAJUtM0w0pEh9skpVjpt4OSTt1iNW8OyRbNoafSn73D/39pFONF/RiA/3o+nr+KQVFLA/fI6dp24i/HwHZ/IgqzoNwQmSqFXsQp6WnIkPr+I3bKVnHf1o+6s02yf3QuLirJQmIHn2VUsWnGNDNM2VEi/i8erCozdXS4LpALOMXOqHZ60ZuEyawa2qk6u321sredywV+P+ZudmNy9EToKEO1xiVV223gh15jWile5dD+BKp1s3ssCReI93pCmpINhlUrIiSI4ZDeJNcddiSnRZNyy/diNak8ldbnPoBQS9WgzM6du4nlBTWY5LWd0Z0t0VWTJz0smV6yGuoIMZe93CpJx2TcX621v0a6lT6y/K37vGuPo8i+RBaKMGJ7dvczjYKjbvhvtGhqjIv3tP6C/JgukpcXoaiqXiYKSkhL2n3hE9Sq6tLQy/fCZh38SNaoZfJAF6WHPeXT/AQ/d/AiIiCO7oABlZW2qW7Sl59C+NLMwpPjNr9MQEqnXvjWGGmKSY+PIlalAVVNz+gwaQdtGNZGJdGb7vuPcy9KjpR4kh/gSrl6fSaNH0rG+CfIyX5nI8p9db8K3BAICgW8gELavBxYz71DlM1nw8Vcjj4+k7pSzSGhU+7IsiL/JuM5jOfGuhBEOh1k1ows68gncmdyTnoeCsew0nbmzeqIresL2qXbcyKrJkv3HmdnHHCWJHN6eXsGERYepMmEvg2R2M9nxDnEZv3wUWZBL0OX1TJuxguSm63Hok4qTzXJeRH6LLCiNLNBjytbR1JWVRklJi7pNW2NmVKH8QfR+ExcXEnxwMBbTrwqy4Bv6j7CLQOB/SiArmLuHVjJphQt1Rs3BacEEzPUUiPW+zWbb8ZyIMGWKw0Zm96qHspC74H/aVP/0yYvz0rl/ZisrnDaR9iVZUFxAoNtlNqxew9W3cvSdbcvCsa1Jcz3J6pXreCrdFGs7e6Z2qEZBjBcHt61mw8E7VOyxmOk9qvLsiCPXUmswz8aWsR3rIJMfx7kdtqzZchv9vtbYLxmAxIPdLFt7moQKLRg5uj8NjDN5eHgPl93zaDlhPjN/6U710hwIfwIlL8qTPVtWs/HwDfQ/kwUff6UoPx3/u0dx2rCDS88y6TbPEbv5o6irKYyr/+n+9k8fvygrgcNrZuC47zqGn8mCj89dUlRA0IOjLHfcyPXnOXR32s+KMe0wUReT8PomW5at4FKUOSNnDSL9zjKOX4URO8tlQZHLBobP3kJKrV/YbD+dNrUqUpQWwoZ5w9hxMZ2eTjuwGdEGA6kkLm2xZ8ftNFpNnEnDUFvs9vii027xe1mg+dkUg2SuLxrN/P33CRNrMWX1EayHtKKi6ucSK4HriyYzb/8dMuuOwXpQY7RkiskvKkbduAnNmtZAT0UWSfKJfHSUZUtW8kZ9MGO7q3LnxC7ueViw4vG/QhYUk/zOk+vnnUnSsqBL97aY6yp/llDiy13yq7JASoyOplKZKCgVBqWywLSqHi0aV//wmWdA8ieyIPTWLrYdvkGifEUqV9ZFnBXBI5cXhMdL0n32SuaP64V+5IX3OQsCUdKsT7sOTakkm8QDN3fCk7JoPGgxtnNGUiPjJtZ2Tpz2zaSykh4NGtenYtM29GvfCsuqusiWxTMLm0BAIPC/IPD3yYJs3uyaRJd5Z8mrYMXmixcYZqmLjEQRWV4XmbPMkTuPM6lsWRvVPF/co9QZPGo206cPxFxXAcmI64wZNhHnaEu23jpA5Udj6WNz/VNZEOfCrLET2H9XCduHV+mbe5wxkxd/syy48SIFXWMtFCUkUFLSpE6T1vSbaku/eurvExyCIAv+F71QOKdA4D8kkPSGSzuXMHZPAN0nLGLZrNFUqyBNSsBjdq+YziYPJcZYr8duWDPU5IWxxn9I+Yf42rfKgsLcBO4c28LqdUfIMOnPQvv5DG6ogce1Ayx33ECobk/s7O0ZbqWHOPktR3atw3H3eWSbTmVm3zoEX9zIMX8lRs5ewuzB7dAShXNsqx3r9z7CsM9C7G0nYF7whqO7tnH0ijdo6qOjlk1SShEmTQcxcfxQmtUxRLksE+Ifb1+TBcn+zjxwccc3Mo3w1+64+WdTwbQz0+f+Qq92NdAQXMEP0We/VMivyYKE11e48eQtUUnZhL9xw8U3EwPzHsywHU/n+pVRzY/i7E5H1uzyoNrYRSwYWAvnDWPZfrbogywoeb6dMdPX46PakmUOtgxpXRPJeE9WWE/g0I0Muq/ajf3odqiEX2b+/K0km/Ri0bzRSFwbxtQNnmj/iSzIjbrPyhnW7L/7mqIKLVh1aAfDWtdETfbzF+HB7BsykZVX3Ug1aoCFSiHZ6RlkF5WgXrkRHYdPZPKg5hgW+bPRbjHbTyfQa90WhhsFsWnFMq671/53yAJxUS5+bje54RaFkVV7OjY3R1P+r2Xi+ZosEInyCY9MIDIquSxngY9/NBpqiuhX1KA0aUJd88pkFkhRp4bhh8iC1GAvXvnFoGhYhapGFZHMD2C/vSO7Tz9EdYA9m20m0zDn9ntZEI9Vv1nMnzmUepopnN+2gu2n7pCjP5TVWxbTQeUldqWy4FEAtbvMZsHciVhZ6FNBUQ5Faam/lFTxh7/6hQoIBL4zAn+bLIh5wMThYznsGoleSxtuXHKgtvr7zL1FMRxdNYJZK56QLSmNpFiEqEJ1RsxZjdPUvhioZuOxbiSdHK5TZ+w5zm7qTfS+vvS0ufaRLMjH7/BCes7bR0nz7Ty8MJaS+2sZ/jVZUJqZJT2MyzfvExafWZanJS/9LVePHcEnWYXao/dzZXNfKr4PLxBkwXfWQYXiCAS+RCDBmwvbFzPuUCgDp9phO20ERmqQ8e4ZB5zmsOxBEcPnObFqTFs0FIVfUD9zZ/pWWZDxzoVta5az+VIULUbPw37+cOprlOB2ZR9LV28kwXgg9nb29K+vgWRaMMf2bmTFtlMU1B2N9cQ+FLtuY9MpF+SMG2NVxxSV4hR8vJ7i5ZeN5chSWTAJK600bh7fzNoNR3gVlgkSYqQ0KtNxyBTmThpJUzM9ZL/QHb8mC4Ku2rF87U6uvRFRKCpAJKuLSYv+zLOZxMAWNVH/mRv6X1K3r8kCvxNTmLPhEi9D8xAV5FMgo4t5h6HYLJ9K91qVyH9zg2UOy3FOtWKJ0zy6mkhyYMlQtn4kCxRi3LCfPZ2TnumYNmhFvap6SGZG4PrkEYFRKgxeVyoLGhKydzb2FxLoMtWGSf2aE3WgO+PXefyxLChI5MGBtSzZeAzPsCSaj97OGocRNDBS/d20G3I8WD1kJludPchWMqVv/y7UMlEh+M4prntGo2g+kq27F1I17AxzHLYTVGEsu3fOoHrqDZYssuXav0UW5GeE4XzxBoH5WrTu3J56xlrIvE/09a3Xw9dkQWFhASkp6SQkZZTJgaceIWhrqlDVSLvs/9WMtUnIFFPH7FdZULoMUTxxoZ48dg/CLziBvLwEgl2f8dI3FIWei9i1dAYtCh+8lwV5jHLawoLxnamqVIDHoXksXHsEn+zmLNnqSC+DQFYtc+L0gyQGLd/D4ok9qa4uIUiCb21gYT+BwD9I4G+RBSWFhJybT5eZ+whNguE7nrFzogUqpUsmFOfheWoONjuv4y+qxeCeTRH7PuLYXTdEes1ZZL+WQTWDsJk4m3NeBtg7n2F8LXV8D41h1Oq7JGQN4VLcZppk+LFu3mR23ZZm7PmTLGmiS8TDbUxb6MirmL4cCt1Cdy1dtP4w1lhMcXH50jOl0VUFWQHsmz+O5Yc8yDGYhnPIRlqVJmIp/bswDeEf7G3CoQUCfzOB97JgzP5gepVFFozBRFOajHdP2b96Lk6uUoyzWcfiQU1R+3Vtrb+5CMLhvg8C3yQLSgrxvbmN5SuceCJqwjTrxUzu0xgtyVxcL5fLgjDdntjb2zGiiT6S6UEc37ORFdvPIttsCg6LZ2KaepuTew/i7BFBcmEx6qrayEvkERErxmr0HOytB6MUdJldu7ZzL0yJeg0bUkUcz+PHboQXGdB37EwmjepOTT2VP40i/posSAtx4+nLV7yLyyEp8AUPH7rinSJD/X6TWTx7HB3MK/K7l7jfRzMJpfhGAl+TBaXRJQ9fBhOflk9q0AvuOj/iTYY8dfrNZPn0nmQ+3MHaLffQ6juN+SM7YSiVyoFVkzlwrYT+qx0Y368NpirFvLi0nSMHLuMelkJ2iZiK2pUpzo4iMFaH8ds2MNYkiI12G/CTbc70eVNoVasSAQcHM3fnazSbz2CR3Xha16qEsow04sJMXt85wQanndzxi0O7aT9slyyhp6XRHy9hm/+KdYNnsOnOCySbTufguhm0rKNJ0NH5jFp5hqji6tg6zifD5SCHL0XT1GYV1n0agf9Flq9y4q5nDRZedGREi7oYqSogLSnBT5jgsIg4nwdcueuDQvWmdGrTED1Vub/8I/prskCSIrQ0FD4MlA+ccsHEWIfmliaI309N8ApKxbz6+wSHRSl4Xj/OqXPnuBdWgJSMCuqyIpKC3hEek4haL5tyWVD0qyz4eDWEIl4fm8v81Yd4ldGY6mF/7wAAIABJREFUxVtW06dSCI7LS2WBiF82bGfBLx0w+vb8jd94WQm7CQQEAv8Jgb9DFhSl+LFp7lgcz3ggrjyEUw8P09lApjy0P9qZX3r04WyUKuMdT2AztBGEebN/xRAcLqXQdNRy5tbzZeby00SnGtFxWBN0JCVIDXzEI+9o8gqr0XFidzqbKHFp70bcQirSekhTKktLUZroyc3dm+QcY9oMbUaTgfas7mv2VQwlRWlcXTWdaUtPk6g5jlvRO+nwPqJLkAVfxSfsIBD4fgik+XNj31LGrntB45FzcFo4gVp6CiT43mO7wwyOh9dgjqMj49vXRPGvBW1+P3UUSvJNBL5FFhQmveHE5mWsOeiGQefJLFwwmbY19ZApyeHFjcOsXLWeF7ItsbG3+z/2zgOqqmNtoJveu3RRKYKigoq999419t5i7L1gQVFRVDT23kvsvYsdFelVihSlN+lcuBe491+gSTSJMe+95H+J75y1sowynDOzzzen7DPzDdM62VCaFsyRne64739OzcELWbniWxqpZZMYEUHUm1RyS8tRKhcR+PAKl17m0X7ifBZ+U40Hu9ew9VIo9n1nMnPCAOyUc7h52J3Nh65CgzE4L51HL6dqn026+SVZ8BOQcjG5Cc85sW4T20/dJ9OwFfNWr2LKkJYYCDkO/1Dc/F0LfUkW/FRvaTkFSS857LqW7ecfEkcTVmxbSOlzD46eDUOrtiO1qhmiUi4iMtCLqLcyLJs0xK7XFNaM7oilSh6vg8OIzciluFyGalk+N07u5nayDYs8VtAg1pUZ7ndJU7Clfn1rDDRVyY7wxPvVO1SM61J/4Hhcvh1EIysdEnwvs3X195wNyMC2/QDGTZxMv2bW6H324hvL4VGTWHXpGbLWyzi5YyrNrA0ovL+GbtN2EFVgxIypAwm+fZwHviXYtnXCxlCLsqw4AgKDScrSxbFzI5oPnsOSAc0x01X5CmVBYQKPrl3mRZISjTt3p0Xdaqh/nGnrD0bwl2SBHKUY6qn/lMzw0Omn1KxhRItG1j/9W1BM7s+yoDCCwy4rcD90HUnTvnw3ZhB1NFK4uOcYVx8Eo9Ljw8iCn2RBBq2HLWLpglE0MEjjwrZlbDh8i3emQ3Df5ExnLT+WrxBkwR88nUIxgcD/K4H/XBaUEue5nynfreRhrIwuqy9ybFFLDH68lr3aScOm84hUNWPJ/gfM7VEdDUkad5a0pNeuRJyGrsBlgB4Pn4aRV/xhLVkg69Udbvu8RSSxo/fs/vRyqkX2q+fEv/sZT35iEA+e+pBRaEPXCe1p3m8hLp2NCL/3AN/UTPSbDqJPPW0yYyKIk2jgaFcdVQU5RIm+bJ7/HRsuBKPZZTNPrkzD5sOYUEEW/L+Gn3AwgcB/RqA0jRcXtzN39n6kzUfi6jybtrXUCL59ALfVO3lbdSCubovo7mCG0h/PG/2f1Un47f8KgS/LgkJibh3CbeUWbmWaMHzWIqaP7k4NPRXkZBKivS6xee06LsToMnz6QhaNaoU45gG7PNZz9IU8/eYsY9mUzuiXlVIup4CGhgqKpXmEe11gi8degkprM2H+XEbUymT3Kle23y+k9zRnZo3uha1uCT4nV7Niw37SbEawZOlC+jvqkRjgS1hKEeYODahjXRUN5fd5DD4vC4pICIwmSayKqb0VVbUVEKcFcGyNO98fuUmWUSvmV8iCwS3QF2TBfyUO/6yDfl4WiHjrF0mqoi5Vbcwx0VRCkhnCoRWubD19t1IWuO5xwUrkTVBwHLnF72tUJi4g7OV9wuJk1GzVjLq9JrH0m9aYqiugqKaGuqoi8sWZPLm8k9XrTiGqP4JVSyZhkXSGM/ejSM79+fksI/QGT4IzUTWrT+PBE3Ae35eqBY/Yt20HR++nYNayPzOmTKR7Y2t01D4KRFEWIXcfE5YvxqZZe+pZquDrMYPvtl4hQ6sjGw5sYFADLaL3uzDW4xyZVbqy2nkAxW8CiUnIQVz2vi1F6dF4v/TlbYYejXq3pNWg6czr3RgTna9QFuS9usWZK54UGLehV49O2Jho/GrN1T8SdF+SBQWFhZgaaqKiJF8pBwJC36Kvo46FmV5lgsMCUSlh8Xk41bV8n7OgJJ7zbstZveciWRZOdGrVCCO5VLzuPyM4MgWD3r8YWeCfiZmWHS2aOWKi/Q7vp4/xjxTRdJIra+aPwC7rOgsqchYIIwv+yOkUyggE/nICFUvzXLp+l9jUAt75nWTXzRj0bJrSt0cnzLQdGLigD3ZyxXjdOMnzyHdkB51n17VwUNOn1/BvqWNsR++pfalfRQtKsjjpOpHFW2+SptOdQw+PMcpO5+fhle/u822rPhx6o0iDTiPoUN8EdXE6YbeOcyVWmfHLDrJsYlPKi4v5MFOgsv1hJyYzceN9MgoGcfqNB+011CgrLvjpZlFRJuHJHmYv3UBwSm/2vvKgh4kFZrxl+9R57H0ZifakkzxfVJ+Qy3vYdjUEYwuLSllQkvqK29dvEFZmz6yt+3D9xhHF4mweXj2Bd3QO7wLOsutGFCo6xvQZ+R11jGvSe2of6umq/8sjv/7ykykcQCDwP01ATGLwbbYvdeFMiBSntq2oZabI25AX+EeV0nT0fJbOHEhNfTWh736lcSJOj8Dr6WOehSYSE/KCx14vKDFwpG379jS0rkWTtm1p1rgG8uk+nNzkxvp9D1Fs0Jt5zosZ0qHOh9XHpOQlBPDDdg+2nnyBUnUHWje1Q5oVxQuvSKjbi3nLptOvriaB9+/i5RdBiUKFLMgnJtSbgFgZjfpPYea3fXDUTeHk+hW4HXiCom1LWjayx1SthISARzwPz6Je32nMmzWORgbpnN20mf1PM2kzbiqTB7RHvyAMz0dP8QmKxN/7Kc+DotGya0+HNm1p6dSAlm2rk3L1KucfRVNmaYaZlgKS9Di8nzzDPzKfegOms3Tpd3SpZyJMQ/iHxntRnBeXPH2JTUgj4OkNnvpHoePQi64t6mJj0ZCu/e1JunCeS0FJKJgYYKihiCTrDc8ePCbotQi7wQtZv3QEjgZSSkRiyt7PwKQkN5kj7jM5cqOcfqudGde/A3bqhdy/cJGw5DxQrJAFWfg/8+RVtiXD5i9kYv+mGMrlkp1fgqTsZ1kQfGgki/aFot/8OxY4T6SDgypPXaaz4uhdwkp0qd+8La0crNFVV0FOTgEzu2Z06NCUarJwtny7gjNv8uk2Zz0z+jdFMf4kc0ev5nqchIY9etOomgJx9+9yL7yY1rM34PpdR4yVSxGLy5B+qEJ64AXc1nvgGWTL3NMrGd7aiZr6WigpfG3TEEoyeHntFDcCcqnbZRBdWtZB99+cYPR7siA9K5+AVwkUikpQUVKolAWS0vLK4cEKCu/lgaikjCoGujjZW1BFTwNkxSQE3OHIvr0cvelHep485laNsNdJJjwqgpKWC9nl8tE0hCxLvqltSF7UM7wj3pCtbELzdkOYOn0CnRtbIRf2A/MEWfAPvWwJ1f4aCeSFXGTyLGc8g9MpLSmksLgMOUVl1NVUkZfvx6HYnfSQz8Zj9kC2Xo9BXFxEYUkpyMmjqq6JkkJ7vvfezUg7E8Tp/iwY3JuDz6TYT9rNZY8+VNdQ/PnBXJqD3/mtbD16jXtB0YgKFZCXlWFiWIfGffozY9I4nGob/2rupv+uvr9IcPjrz4Kxt9f/KsGhLNuPRYPGsuNRBObLnvF6VSNS/T05utmDS54BREvKkcqDfsPWdOs3gdkjumKrp0pJZixrpvVj551EpKXFFBSXIievgJqGNupqXdjus4vB1fU/u9TV1xgnQpsEAn9/AjLE+Wn43j7H1m0neRQeg7hcEU09a9r068O3E0fSrI45av9iLqi/f7uFGv5IID/sKps3rmP7tQjEJSWIxRJk8kqoqKqib9yKyYuWMHVSYwoeHsZt1XpO+kO74bNZsnA8za21f/pIJ5XkEe/3mBMHTnL67nOS8gpR0TCidqOODJs4kr6dnTAkj3vnt7Nt7xH8owsok2ijZ2FH294DGDG4D83rmqGpVEy093WOHj7IpcfBpGQWIyuToa9Xlcbt+zJ81BDaN7NHp8SfrUtc+N4zh75zljJ3ZHc0o0/istaDY48SkFQkLpSUIqeoiqqqDvXbDWfukjHUKoni2smT3HgaQGx6PgVqqlSpbk+zZh3pN6A/7RrXxlBNXpBj/9AukvnIg8kr9vMoJBVxSTFiSSnySmqoqihhXH0IbvtnULswnEs/nMTzQQDROUWIVJQxtKxLy1Zd6Dt4CO0dqqP/i9VfirPfsnXR0E8SHOpLkjn6/SL2nHnE2zQx0rIqmNrXo+c3oxk5sAO1LbRRqcg99YvNZ0snJnyS4DCZ3d3G4e4ZSIpMAVVVFZQrEtjLVfyuCg16fofL8qk01/Znfv85/BBTxPC1h1gyrC0mGpl4HzzIztPnuRuaRIlEgn41R5q0HsSEqcNoVdsYDcVP65D84ijzFy39H0hwKMkhPuo1SfnKVLO1pqqh1r81qqDi/P2eLKiQAQmpuWTniT7bbSpEjYWJLlUqvppVnliQSUUkRAbi7R9Bek45Bub22OrlkZicSJ5BA9o1ccRMlsgzb3+iyqvSvKY+BQlhRLxJp0TNhPqNmlO/pjnaKvKIM6Lw8vYnOrGc2q3bVUoJLWHu4D/0MiZU+2sgIM58zd0HT3ibKUL6o6r9qWE2dJvUCSu5EnwfXiUgNofyX5WpRoeRnbHX06C0MJH7l68Rl6uFVbs+dLbXQekXWZ6l5dlE+r3ENyKG/AJZRV5VjI1rUbd5Y2pX1UX+Nx7kM0Kuc+1FPCKxPQNmdsT8N8DnvfXnzsPnpBfY0nNqZ6wUIDf0MpPGzOV+ojXzbpxmaRNDZMUi0sK88fGPIEFSDkpKVKnXiOb1HbDQVKm89paJcnlx/xKB8QW/OJIcCoo16DiyM3baqsID2NfQAYQ2fF0EZFKKcjIJDwwgOPoNxaUKaOpXo17jujjYmqPy4bnm62q00JofCUiyYvDzfUlAbPav7mcq6uY4NGlKAwdjCmOC8PEJ4G2BFjYOTXCqb4P++3ReP20ycQEJUVH4Br8iNbcAJfUq2NSth2NdKww0VJErl5CaEEpAUBAJqUWUlWmhb25FvYb21KxaBfUPc13KJPkkxIUSFBJJWlZFOdDTr0pthwbY1ayKlpocOUFnWeuyhQfZtkxePI+hneqjmh3OM28/whN/eR9SxNCiNk5NG2CpJyM9NpzwkGgSsgopVlfH0KImDnXrYGWqj6q8IAr+yb2jONGPO8+CScwUVX7Q/XhT165F6y5NsNSTkhIdQkRQDAn5xYhVVTGqZkt9x3rUMNRFReHXMVBWUkDws1sEvZZRq30r6lubooaY2Mhn+AXH8C5HglSqj6mtHU4NamNRpeLD0G+TTA+6hKd/BmpVG9GieR2MtAsIvnSfgKRMin5RZ1DE2MqRFi3qoRR6kIlTt/KKBizb4caglnZoK8shzU8lJMgP/8hkikpK0bOwx6FhY+zMtFH9jfljhWkReD17QXyaAc0GtsXeWBeVDz7hK0xw+OeE8+/Jgj/nCMJeBAICAYHA35+AVJLPvV0LWXggkrajnZk/txPV/o08MH//lgo1FAgIBAQCAoF/KoHS/Nfc3u3O7ivx2PT5liljumNrqvXrpeX+qQ0U6i0Q+AWB0twwTrosweOxhM4jZzF1XDssDdT/7Q/lnwMsyILPkBFkgdAnBQICAYEAlJfk8vDsXp5kWTJidF9sq/zrq8sIHAUCAgGBgEBAIPBXEpC8e8X9q9cJyTGiVfceNLYz4kNuw7/ysMK+BQL/NQIlGYFcOHGN14oODBzQkVpmWii9z+f5p26CLBBkwZ8aUMLOBAICga+LgKy8jJysVIoVdDHR10LhL7gRfV3EhNYIBAQCAgGBwP83Aam4kJzcXMTyGujq6qD+V7w1/X83SjieQOB3CJSX5JOVnUeZqj6GOuoo/0YuhD8DoCALBFnwZ8SRsA+BgEBAICAQEAgIBAQCAgGBgEBAICAQ+IoI/GNlwbt37wplMpnGj+fi44QVFf//y7//styPP//cn2lpaRSXq6OsaYicvJA58CuKeaEpAgGBgEBAICAQEAgIBAQCAgGBgEBAIPAFAkVFRdhVVUdD7TPZGf+eBIvkKmQB8FlZ8HG9vyQOKsr+skxqaiplchpo6BihoCDIgr9nHAi1EggIBAQCAgGBgEBAICAQEAgIBAQCAoG/gkBefj5WZpqoq/6j3oeL5HJzcz+RBX82HCHB4Z9NVNifQEAgIBAQCAgEBAICAYGAQEAgIBAQCPxTCPxjpyEIsuCfEmJCPQUCAgGBgEBAICAQEAgIBAQCAgGBgEDgn0ZAkAWfOWPCyIJ/WigL9RUICAQEAgIBgYBAQCAgEBAICAQEAgKBP4uAIAsEWfBnxZKwH4GAQEAgIBAQCAgEBAICAYGAQEAgIBD4SggIskCQBV9JKAvNEAgIBAQCAgGBgEBAICAQEAgIBAQCAoE/i8DXJQtKi8hOSyQxMZ0cUSlySuroGVeluoUxOhoq/xIzYRrCv4RLKCwQEAj8SKAwDe+nAYQnp6BTrQ5tWjTBUFMBucqfSxEXvCEgMJrI2FTKyspQUFKldpOOONqYoq78oVRpJhEhIQS8SqakRFy5Wkt1x7Y0cbBFT+19mYpNlPoaz8f+pBcUVJYxsmtKk4YOmGn9XIb8JO57+hD37l1lmSrWDXFyakh1Xfmfz1lBKs8e+xGekgpycsjp6mLdoA3trI2Ql/toX784y7KiTHy9/AlJSEQKyGloYOHYnHZ21VFVrNh/OSV5cfgFvCYqLhWpVIqiigZ1mnXEwcqYf1ZiXSHEBQJfIlCGRPSOtxGvCXwVT25xOcoaJlS3t8OxliX6aoA4j+Rof26/jKVcKvtohyoYmNnSrGNzzBUKSY0N4b5PJCJx2UdllNEztaVR+2ZYan7UfykhK/UVzx/7kZavRhVzO5q2r4+ZuvKH684v6y1Fkp/J25BAwqKTeCcFXX1T6tZvjFV1I5QVQCaVUJidTERIFFFvUykuVUBDzwI7x1rYW5qirvQlFsLP/9kEJIjzM4mPiCHsdSLZIinq+mZY29tT28oUXdVP7wul4kwiwwIICX1LkUQfm4YNcWpoiY78h3KSAjISoogIjSYxsxCRmhpmlg40tLfHVE+p4rbzYSvgbaQ/AYExZBaoYm5bhwYNamGio0ZlxJeJSX8bR1BoBElZ2ZjWaoxTA0eMf1ob7RfUxZlE+PoTGJlI4Sf9raKcPDrGljg2rI+VuQHK8lT2i/DgEMJjE1GvVpdGDRyw0PtcP/pnn+H/xdqLs5Px9Q0iNjkd/dotaV7PGgNNxU+vk6IsYsKDCI9K4p1IQpmODrXrtKWBjTGaP8Z9cTZhAaGExLxBXr8qjRs3ppqRNkqfXJbziAwOIzA6lhI5JRq06EStaoY/P/dIy8h48xrfwHDScnIpl0oxqdmQho51MNFVo/IR6qetiPhwH/xD3pBbWIqqZi1adXHCwkCD31zMMOsV1x4HkZZd9Mlqf6BPo66dsLfQRfXH/RdlEBkSwKvoFHLEZZTr6VGvbkfqW+uh9uGZ9CuSBUUkB/vxzCuIhEI5tLVVkIoKKJIqY9W0Iy0a2mOs+fmH3l92mi/JgpSMXHLzin63r5ka66Kn/bkr2P9iNxXaLBD4igmU5BLw5CoPvXx59DCQiJRUanYex/oVC6lnqkzFM5OkMIMbR5dx+HokUbFplFbIAmVV7Jy+YcrCyXSuZ4aKvBz+Z+ey5WwQAa9SK2VBxWZRtyMjJ81iaM86aFXsLMeP7S47OfU4oFIWVGxVbBrRodN3zJvfDsOKMnnBHHffx5G7L4nPzq4sY2DpSP36Y1i2qR/VKy6Jqb6c33+Kw7e9iUhLf3+CdHSwdGzFsMnLmdjC6DdOmgzZuxjunTzG3ouPCUpMrrwhVciCqg7NGDLBmW/b1aC0IIUrB505ciuWmDfplJeXo6iqQZ2mw5m6cALtaxvxj1qI5ysOX6Fp/ymBMvJTw3l05hAXnkQTEvmWvJJylNWNsXRoQr/+oxn2jQPaeW94dv57xrtfp7SsQrH9uGlTq+lAlu1YTgvlZF5eP8DMDWfJzCv+qIwWNk36M2/zMrqa/dxzSnNjeHTBg+Vb75BRaIB9y8Es2fwdLQw1f0MWSCnKT8Tn/nnOHb2C76sUsstBR8+cFl0GM3TsEJraaJMT78e1Ywe56vWa14lplJQpoK5TDaf2nRkxahhtG5jzr32C+U/5Cr///0dAQnqEF/evX+WWVwThMUnkFktR0zXFqnY7vhk1mL7daqHzUYXSo+5wYNc2frgTgUhiR+/pM5g1sxtWFW88BcmEP7rNhau3eBYcRVJWEcWqqtRsO5KZkyfR3dEQ+Q8vLiWp3hw/sI0D51+SWWBIiwGjmTZjCI2rG1Cem4zf0ztcv/GA5wGRJL/LocXwRcyaOhkn08/QyQvhpMdWdv3wmNTyj/tbRXklLBt2ZdL0qfR0MiIp+CH3Hzzh4fMwIuOTsOo+hTlTJ9Kuplbl/VvY/sEEijLwe3qDh098efAsmPiUDBqMcWPphN7UMVH9WValB+N5/jLnPR8TFJ3Mu+JSyrW1aTF8PSvGdMBWT0JUwEMeP3nG48cBBMcmYNigK3PnzqVj/ervJaq0lJTIlzy474nnAx8CouKRaRoydeUOhnRwQF/1PcfCRB+O7DjCufvepOTmV8oCI+vG9B02meH9W1BVT+0nESDOCuXQzo0cv+pLeq4Yg6qDWbNnFm1qm/Jhd5+enPCTDFmwC/+oNKSyj6W0HbP3b2d0Gxt0K+qa6seNU5e48Ogpoa/TyJGUIdXRod34HbiObEJVvfdW+KuRBZLsSO5duoJvmg52DRvjWEMdaXYczx4/J1a1Pv37dqW5tfYfjvTfkwVJaTnEvk1HWVkeDTUlkFH5oFx5Oir+lMnIyS+hXKZAPTtzTKr88eP+4QoKBQUCAoG/FYHieC9WOK8ntNyUGtJnHL4ahV3PmRzYup5GFiqVDxtF6dFsWPItqWrtsamuiWJeNKc2HSZcwZjhG4/gPr4dBmrynJ5Rk0v539CgVhVURHFc2XQAb5ka7catZPu66dTUzefFpvGMWe2FYp1e9OtVF4WwO2y+8hztqp3ZeGY3Ix3V8d8zi/HLLpCs2JJh0zph8PY5uy7dR1Rqy5Tzp9nU1ZRXRxYxeelx/NP1GbhkGk4qCXidOIdnYj6mrTZx+863WP6StKyUtw/2M2/2am5Hq9Nx1re0MSgh4s5ZrnknoNPChfM3Z1E9I4J1i6eQrdcD22qqyLJecWLjEWK0rBi35Shuo1qgLXyh/FvFsVCZf5dACSnB9znquoWIqk2xNVUkLvAx52/4Uq5kQMueE1izaRFNVJK4f3gFfVd4YlWvM/2+cUK38pAqVKlah3a92lGt9C2Pz2xm6OJzqJg0YfDENphUllFGv6o9Lbu3o6bWh7er0lxivc7h5uzO2dBckJPHpulENp5YTEcT7V/JAmlZMVF+N9m6fgl3I8CxQ18aG8Mr70c8j1Wj69SFOE9uhSjoDse3nyK/ZmOMlfMJen6Xy/ejMKjRgKHTFrFgQk/MNQXV9+9Gy9/794oIu3qCk2cfkmViSzV9KaHeT3j4LJiCYl06jp/LUudvaWH24TVFlMDtw1vZsO0H/FNzKC6xYdCiFbi4DMROsYQEr2vs37iNE0GZWDRqS3un2qjK5yOpUod2bTrTuqbu+5dxcQbe5/eyduMZXiQkISlTp0n/6Tgvn0hrGyMyfK9w8OhZAt+kk5QYTUhEMm0nrsPFeSEtq36GaEkawc9e4BPyhoIfX5pECTy7eZcHfgnU6DyGJc5z6VjlLYe278MzWkRpaTqRoSGYdlmA69J5dLfXEWTB3ztgv1i7wpBzLF9zhMgSdURZrwgJe43jxL14zBlCw6rqH2RBFr67NuK24zT+cma079iB2hYGiEvSkLP7hlEd62MmfsXe73fyIL4EXVk0nk9DUa3dhzWrV9OrqQ2aylBenMP1A5s4/fQNSuXxPHwWSj6GLN52hkm9GlNFvaK6eTzYsYjlmx9TbNWM9i3sUE/w5sRd38pnutUr59KrccX+FKC8hLDbB1m2+gjBSa9IzSpG13w8ey6upKtjVSoGrP1qC9xD27FuBKeYM3BsF2xNdXj/qGVAi369qF/dAFWFDJ5vdGXVnouEq9vQs0sHrE21EYlSkK83lskda2Gi/f4a/9XIgtzoJ5y7cJN0k/b069mBOoaKyPJjuHXuAjeSDek/sBed6xp/MaB+LPB7siAg/C0lJSWYG2ujoqxQKQee+77G0EALq2qGyGRS8ovEBL9+R/3a1bG3fn/cspICCgpFlCmoo6asQJm4GLGkFJmCMpqamqgqyhAXFSISl1Iur4C6hiYaqqoofFCa0jIxoqJiisWSSgOloKCEmqYWaqpKUFpCYWERJRI51HW10FBVRh4ZpcWFFBYVI0EFLW0N1JR/MdzmDxMRCgoEBAK/R0CSGcPdhyEomNuhFziPTgs8seo24xNZUCrKIdDnJdoWzbCsqolCURI7x3Rm4a04Gkw/zFmXoZVDHqMfHSPPoBt1bfRRFqdydUZPhv4QTo1u0zi2052m6l5Mbj2Ak2m6TNlwGeeRjijEezJ7+ABORGszds0JPMaqs6b3ELZ5J9Fyxk2OrumMbro3zuO/Ye+zdCz77OHxhd48/HYoM448IbvOfALvr6euagpXFgxj8sFn5Cp8h5doF81/0XCZtIgnexYyecEeYq2/48GtTbQwEPNy/2ImLd9HTPkYrmTupUNZHoE+vuhbtaKGmRqynFi2DO/I0idZtJl/nDPLBmKk8clYOyHIBAL/UALlFGYm8jrgNfJ2jlgbKxL99DSrFizjRmQJNi1647JxO8Os8ytlwcDVfrQftIzv94zg5/ccOeQV5JHL+1EW3KZ6sykzy/ahAAAgAElEQVTsuzaTOj9R+VCm4u8VzxqJvpz/fglrz6ajaVsT+bjnYPN5WSApTOXh2e04ux5Bqc1Y1i2dThPDMh6d28mytUeRazgWN4/5NFHL421MOrr2dTFSLcTn6m5cFq/nhcicDsNnsWnRZOqZCyMn/6HB+oVql5IV85q45Hw0rW2w0Jfie/UgGzfs4EFIKmadJuOyciVjm5mArJSUlyfwcN/B/Th5VJRyiY1SpcvsClkwgBoF8Vw98D0bdtymtH4vZs2fRv9GVqhQSL4YVFS10FGVR05WTlbEHXZv2MThIE2qG+VR8Po1um1+lgVFCWGERCYhyo7h2sVjHLseSPOxa39fFiBDJpV99HW1nNzQK7ivXM/hR6l0nOTMglljsVdKwvtlFNlSFRKDL3H46A8oNpstyIKvJMCLE/259/wtclraBN/ZxoHTntQYsfMjWSAjP+YGq+e4cvRhFq1mObN44gAczHUoFWeRV6aNgaYaikVJeHuHka9cBZ23B5iz/gw5pt0+kQVSiYhXft4kFKqimXqWhe6niMjRZPHWj2RBtheLR37Hmdd6DFvkyrf9m6LzzoeVs6dyPFCZMSvcmD2sHRa6akhy33LQdRa7vJVooBfEY583lGqPYfcfkAWvi7qy8/xyOtcz/0kqyMnLV8qvvMiLLJ7iwmmfErovX4Pz6B7UNNJAXJxBbrk+JtoqlVPSvipZUJgUyK3L1wgVm9O8bVucLHUpTgniludLEtUdGNi9LQ2r/fEv/L8rC8LeoKQIRgYa70cUSKXsP/kIW0tjWjW1ff9vMhm+EZnUsjKjjs37bwIpPj9w6vJ94qiLvaEqWclRvM3MpkzDEMeGLbDVKyYhJJCIhEzy1TSo49iOXl07YFutCqWZ0QQH+OLtE0F0QipFEgmamobYOramXZfWmPKWu1cu8zy0mIZDRtGnrQMmSoWEPbjCpdtepOq1ZtSw7jS21heG/X4lFz+hGX9fAvH7e+Ew8w6W3aZ/Igt+WePi7GiOzhnArFOJdHQ+yIH5fTHVUvrka2BJThz31wxjwNYg6gxYyMFty6ifvA2btsvJ1KnO5gvejG+qh7xcERfHmjL4uIzOU75n9wR5hvabj09iNpPPp7NrQEX+gWJuzqrLgJ1xGNh8yxXfteRtmsKwjZfINBvHme3TqFejgKsrZ+J2KQ7THpu4dXnSr0YWyGQlBJ9Zx9iZGwnVGsC+9dNp3lAL38Mrcdl2F+VWK7lweSb1frzTVL7YyCjMCGP/jP4suJxDH9fj7J/VrXIkhbAJBL4+AhJSQ++wbcZEPLwLsGrRC5cNOxlmnVcpC/qtfEr9NiOZOrsjpooqGBhZUM2qOjoVc2J/kgVX0KvZk3lr+2OloIx+FTOqWdVAT6Pia48MSX4KvtcOsnHLadKr96dHW02e7NxClsXnZYEo4xUXdrmw9FA0raevZuu07ugpigm8f5qVzot4pdqOBR57mNzCEIWfhl4XE/fkJOunTeVwqhkdRnyQBWaCLPj64va3WiTm9f3jbFyzjpNecRh1moLLylWMbWpAQVIQF3e6ceRBFpbNWqKW7cWVazm0mVEhC/qhG/WEPRvd2P24gDbDxjGhax3USiWgrodZdUuqmuihqgDi3EQe/rCTHSd9UW49ijZ6/tw5fJHSJj/Lgh8HoRW8usn6dW5sv/CSZl+UBb9oT0kKDw5vYZXHYV4rNWTWipVMHNgCA+X35cpF77h2aB1rNu9DJsiCry68ywrSOeI+A7f916n2iSwoIuiEOwvWHeBJaVOWLhlD6xq6yMrLUNWrjrVtNapoqXySHyDlyny+WXSIdJOun8iCj6Gl317JN/N3E/xO41NZELafXqNWE6ramNVr19C/pR1aKmLOzO/EkkNvaDRtPSum9aO2sTLR9w7h6n4GuZaj6CI9xeajz8hSHsmuL8iCNmPdeJXlwKyVI3GyrIKehgEWNe0w0VdHUb4Q3/0uzFx/FD/lzmxYNZqGhqqVU0XVDKywtbNAT13pfZ6Qr2lkgVScQ2yIN94+YaRL1NDV16BMUoxE2Yha9RvRyNYCfbXfTAPxm53hS7JAUUH2XhZIpZXG8uDJR9S0MqFVk5qVoqAikZd/ZBa1rM1/kgWR5xcwb80eHqdUo0G9ulhXU0eU5IN3RDryWnbY2phS1UAL2btonoS9RqZXn+mLVzCyZ3NEL49x4MQt4sUqqGuoUVqQTFDIawrLjek/dzmjmqpyY+d69pzzw2jEarYsGEFTrSSOe6xh06GHaPZawobFo2hjrfPTyf/qrgJCgwQCfxMCvycLCpJDeeTlQ1p+OQUpflw7cY1E3U4sWLeUEW3t0FSSo2IEgvf9i0SllVOQFsyDk2d4UurE7CWLmTayLYYRW7BtvZQkVWMW7r3Bwt510JCkceA7W6acktJ2/Ab2TdZg1MD5eCe+o7v7Q07MaIue7B2nFjRm3N436FuN4NzzI9gnXGH5hg1cOpeAWYs2ONQU4+cdjaFtV4bOncvoNha/nptc8UUz7jnfb1rN4WPhqNdyokkzQ+L8XiDVa8Xg2XMZ38UWDTnITQzikZcvGYUy8hK9uXLiFplmvXF2d2ZIC8ufk+z8Tc6dUA2BwJ9BoLwki9B7h1k2dy2eyUo06TER9x0raa6SiOfhFfR2voKGrjmW1oZoKqtjVq0Wzbt0p1v3Htgo/Diy4DhF6GJT2xRtJVVMzG1o0qkHnXv0pp5BCQkh99nh/j13Yg0ZsnQBzRResm7Byt+VBYUJ/hzfNB+Xm4UMXbgR11Ft0FEsIdzrCq7LFvC0qDZT1+5nSfcaPyXYKitIwOvMZpyX7CJSvS5DZyxlybf9sND6489UfwZTYR//HQLlojQen92D+8Y9PIwso/X4xaxcNYPWuu94cmk/7hsvIa7Vn/EjHHlzZwe7TqR/kAW9UfK9wVZXN44FF2Jdz46ayiVkViRd0zalZpOuDBzUnVa1DUnxv8lOjwMEltVm/LypWLw9gPvqI3+yLCgjJ+IeW93c2X0hhJr9ZrN82XQ62v/8EU2QBf+dGPv/OurnZUEGt9e64LLzNAEadelcxwClwlxyikvRMK1Dg84DGN2/JTWNtH4SBv+RLAg/SO+RrryUWDF3xVrG9WiMkXwuh5b2wvVYPI4T1+E68xvqKkXgvnQ5dxKqMWnJHCxClzPH4xbpiiP+kCzweV2KpV1V9NSV0dUxx75RE7oPHkNzu3LurljA8v2XiTBsSm97DcpycskTl6FpXp/G3Qcxtn8zquu+Tyz61UxDqLDspbmv8b1zmeteb8mUyIGKNrb1O9C7S1Nszf+1BCVfkgWlpWKSU7JITs2ulAMBoW8w0NOkmrlBpfG3r2nKO5Ec9eyq/UoWPEmwYdCUSYwc0AzduIus9DjC3bBiWvSbwOQxA7HXiOCw6/ec8cmi89x1OE8ehEGmP8+D3qBsVoMaFsbIF0dxxG0zx676YDpiDZtn90bydCertx4jUL4drhtW0b9GOvvcXTj4WMqQFWuYN7QN1TSEm/v/10VJOM7/LoHfkwVJzw6yYMVGfN9IkIiyyciSYNJ8OK5bnfnG0RI1eTlEmTGsnd6bs/5ixKIcstLzkLfqxOINa5jWtzF6Of4s6d+OTb7g0GEgnRtaoS7O4NHVAzyKVqT9hA3sW9GW09N6sOpmIvoNejG8cyN0Zdk8v3mEe6H5GNlUyILjtNJO5c7RuUyYdo5UqQoa6nIUK+nTbMAsPFbNoYnZb18zZJIsnl1ew7ff7SMiW4qmnhqlMkXqdJ2Mu+ti2tfUqhxaGv9oD3NXeBCSIqNUlE1mthSLdmNw+34xfe2r8uGDzv9usAgt//oISMVkvn7JEY81eJx4hNSoDuOW7GHRhKbol2YTF/SAE3fDKJeWI85LIOLlfZ5HiTCp156xCzcxvZM+qaHPOe/pT0GxhFJRJnEhXjwPSkTFsi2DZrixoIcWPmd2sHbfQ/Tbz2LN4u4UvTjD8i/IgoI3vhxxn83qh1ImLN3KksFN0FYoIdL7BmuWL+JWRlUmuuxi7aDaKFaMVS0r4I3vDbatduPQg1hqNO/N/JXrGdi6BsKgoK8vdH/VIlkZqeGP2b9lE/vOPURarStTl65kyjf1kIvyZNcmd44GavDNDGfGNi/nyq5VbPtRFqzoifTJBTa5unPWOwNLp+a0b1YLZVEiPi99ick3pd+MhcwY3pDXF7ax/XQgNXt/y+zx3cm+s4aVrof/XFlQnM7Ds3tw27Kfx4kmjFu6EucpPaiu/vPoNkEWfN0x/VlZUPqW0y4uuB24xKsiAzp1a0/DWlXICH3Co8A3FOm2Y+X2VQxtbYvOh1Qt/5EsyAll7dRR7HycRvWGnWhe1wodWS7PPc/xPLyc9jMrZEF3FB9uZNrG65j3XMzi6YOQXJvIpHXXvywLUn05dOkJCRn5yGRisl7d4+7zOPJlmrSeuJW1k+14un4F7sdvE1dmTq8+HahnpUOy/z0eBKdQatSNTYfW0Ld+VSpeG78eWVCYRrDfY+55x4NmDSzNNSlOiuRNphjNWi3o3q4RdmZaf7gXfEkWlJWJycnJJyMrv3J4rZdPNEZVtLGpYVQpDyyrVSEtt5y6vyELfLLa47x1BWP6NUAn8hyT5q/l9MsshsxZz4JJg6lVJYZDE+bjfjkI++9W4Tp9BPWMS3mX4M+D59GERqVSLErh1UMvfMLj0ey3jH0u39Go6DbzXTZy9kkWPRd7MLKWiIs7PXgi156Vq+fzTYv3LyLCJhAQCPy1BH5PFuQn+HP7vhfJueXIsqK5ffIwTwqNaTJ8ITtdxlJHX5NyUTaPrx0nNLUcWXYcz88e4EqiGrV6TWKz2wLaWeoQf38dq5cc4l5EFiIlJSzM6lJbP4VLL97Rffp2dm8YisR7Gx4ue7n+IolcVRVMjGyoY5zPNe8YTGxncs1/C4aBO3HdtJ2jV19Td+hiumm84sTFh2RqWtOz0yI2HBjyGwkOZWRG3mTLhhXsOhuGfqdZTHAs4Mrx84SVGtOl81zW7BtDXUV5cuJ9uHn/Gen5MqSZr7hx4ggvSmvQeuwSdi4dSU1t1c8s7/bXniNh7wKBv4SArJyC9BhuHt3Gpu0/ECnRps3oJaybO566ZkrIy6SUlZYgKimtzG9UWvQWnyt7WL30GGEKlvSd7M6WNT3QK5VQXCKpHLlYVpJB6MNTbHLZiWeiDs2/WczKudW5uW4tdxLNmeS+mnFOVQi5d/wPywIXTwmjF25i5cjW6CpJiH55i9UrFnEvq1rlyALnHpYoyopJjXjO8W1b2XvmHvlV7Bg2azULx/TAXOfH5WD/EorCTv8mBIozI7lyeCdbdp0hVrE6/ScvZs7o3tioZ/Dg7C42fH8TWZMRLFnxLU5lIRz8fuUnskDmdYlNq9ZzJlqDwVNmsXBMe9RyQjiyazN7z/lhM9iZKX1sCDm5gxfFtkyaN5P+zWsSdnYZLn+yLBAl+nFgqxtbjt5E5jCR5SuXMLKVOSofPRYLsuBvEnh/UTU+KwvKEjnrsoK1+y8SbtCNrWvnMLCNJemP9rJw3T4ehZcxacc5Fg1rjYXm+8r9R7JAWkro3e1sXX+Au0HJ5EvB2NgOc80cgmKg2/xVzGpXzg8e7lwNN2X2tg2M7OTA2yNDGe/2B2RBuYSiYjFllSuAlJIXf40NM9w59TIGbad5HDwwkLg9G9h4/BaxVb/hmMdsOjcyJenWFmasOYRvnCJzTtxlfu+6GKp9LbJAVkxK4FMuXPEh17Qenbu0xsFUHUnma17cvc69CAlOPQfRs3Wd90tF/IHtS7JAnjIMdNWQyqQVroDDp59iU8OQFk7WH9a0lBH4Ogf7mha/Glng+64zLjtdGNXHEe3Ic0yYt4bTLzIZvmAjCyYOwtYwnqPj5uB20R+7KatwndYX1de3OH/xHJd9EknNFCFfXoIoN4+CohKMB65g/8ppdK2awi5nFzxO3EW59QT614aX168jaTmDtYvG09rmQ8bZP9B+oYhAQCDw7xP43ZwFMunP66vnJ+J5Yjkz5p8hTqsVW28cZ2Lj98snSsvL36+wUpBC2EMPJg3ZSYBqbRbuP8TiAU5oKeQQcecuvjGZ5MtkVNE3J//efKafEzHK9SQeczuiSx5vntzHOzSFLJkMXR0jSp6tY/rhUCy77+b+qa5cnzeSxceeU6XnUra7zqGJ6huOrPuOVSf9EJXVZV9EMOOsP2Uhk+Rzd9c8pq46jFzrmaxZvpg+NUVc/n45zjt+IKXIntXevixyVKl8IZJWrG8tk1GeE8+tw87MXHyJdNOu7Lp1lDH1qnw0N/rfZy78pkDgv0+gIklxOr43j7FuxQ5eFqjTYvBUZn87mva2uh+tJf9RTWW5RD3+geXDlnKzqArdR61i685hmH3cGFkRb3xvsnH6Ug77i3HoMpUZs434YeECXmbXoGWXRlRVlSMzIZIXXi8p0apDy6ED6N5rOJPbVP8ES0HFNISN83C+lsfA2W5smNQZfWUJYU8v47psOUFyzVmy9XvGNNQlLzmMq/u28f3+qyRp1aDnmNnMGTsAx4rs4f992EIN/lICFQmyk3h+9iAem47iX2JA55HTmDqqH06WeogSfDmyYy0eh1+gbNmQpk1tUC9IIzzoJcFRIswcmtBx5GCa6kjwPbmbE68NmbBsOcvHtETjXQRHd29k3Z5LGHSZz0AHObxPbcNfZE2jJnUx11MnI+o5L30ikJo40KjfCCYN7UfXembIy8nxb+UsKBcT9fQcm9Zv4MLzQjrOWs3SOUOpr//pyDlBFvylQfVf3/nnpyGkcX3VClbtPkuQ2ShO7VtI30YWlAWdYsI8Ny57xTB0ww1WjOmI5fvla/4zWVDxCi/KIOLZc0JiU8iVlKGrY0Ly4+/Z86iUfgtW0VPuLM4el4jINKdN96bUMNQiJ+wWnn7xiORr0W7sSGaOG0ar2lVR/zg/1G9QlpWHsWPAFNzv+CCtPoH9lyaSe8gDt0NXiao5ndvH59HO1hCx70EGTXfjQUAyE/e/YPk3DTDR+FpkQXkOgXeuc/FOIlY9etC7syNV3q/DQszDM5y+FIxBh8H0694U0z+4MPCXZIEcZRjqqf2UzPBQhSyobkiLRu9lQcV//4os+OFFJiM+JwvGNybkgDvrD10nz749w/p2oabmOx6cusT9l1Go91nKvpXT6FZHjaiLO1jsuosn6apYGKuQkaNO71nOzB/bDRt9FeEG/1+/VAkV+F8g8DlZIClKI/5NCQbWVdFXVUSeYsJubWTkgDWEyjdk3a2zzGypwduXqWg61MRYUwVFSsiOPsEQh6k8oAYz9x7FZVgzVApzEKvro1uxepW4gFj/C7hO+Y5LmY6sO32m8iWhPDeHIhVdDNTloLSYpLBbuE2fwn5vJcYcvs3OLvnMHDKBw0+iaLTan5vzG6KrICJw7zh6Lr1AWqE27i+zWeBYTGJoKLE5BWjaNKWhYSH7Fo1kwa5H2C+4yeWlnTBRLyPu5iaGz3DFP1mTmbeScGuWw5s3YoxsLdCruJlJCwi47MbwgRuI12uNx52zTG1kJMiC/4VO8T/QxorpAq+enmL71kPcfgWNB45h1qTRtLGr8mHpNSniwlzSk98hZ2KBhbYSktw3vLi4B+eFuwlXtWHw7C2sneZEafo7pLpGmOuqU16UTtCdE6xZtpl76Xq0HbWcRcM0uLl3GwFJ78HKpGXkv0sl9nU8papm1OzQlR4jZrG8kxmpcbEkF0qpYlWLqoopXDuwhiXbXlBr8Hy2LBhGdS0RTy7uwXX9USR1xrJx61yc1N7x+MJOtuy8SKS0Gt2Gj2fqyAE0tBCSGv4PhDIViXX9PI+zZ8cPeCWp0WLoRKaPHkhjG2OUFOQoTAnn1sVjXPQMIKvoPZFSUS7JCXEkpknQs7CkYf8R9G1gRuKtA+y7nUWLbxfhMm8Q1jlBHNi2kS3nQqk3fCFDm8gTcfcMvgk/k81PiyE2PhWZdlVqdBzKnCnjGdbcsnJ1sN+VBaUi0mJiScwpQa+aJRYmBqgoylFalMKNA5tx//4EaUbdmbdyAaO71kb7F6NtBVnwdUf352VBAT4H3Vi84TDPMmux9MAmvutWC8njQ0xduY07UerM232QGf0aY/JhrcL/aGQBUFxQiFRJFTUVReQlBSSE3WbDkuU8LKrHLJdlNCy4xMFLvsSmS95/OKr4dpQcwqv4LCRyJtTqPpDFc6bSy8GYd5HRJBWXYlyzDtWMNciPf0OOugFVjfRQo5TcmBus+taFYy8iMOy0ioM7h1N2fTMLNp0ksLAxG85tZXxzc/Lu7GTMsp08S6rCqlNnmNLJFj3lr0UWSIuIe+nJhWsBiGvUolXLRljrqCEuTCXs2T1exijRqFd/ujS34celib/UHb4kC4pEIkyraKCsJF+ZzPBZxdKJ+ppYV69YOlFGUXEpoXF5NKhT4w+NLPh9WdCEsIPurDt4jYLabRnYrS3mCsncu3SbF0Fv0O277IMsMKQ04zlbFyxi+4UXpErk0W0wBNdVCxnWwR6dL5inLzERfi4QEAh8noDkXRwPnrwgKUtExpPtuJ4Jp0qdDowe0p/q+rZ0Gt0GnfQHbF15G3lHG0zUlVGgkFf3znPsUhhGXaaxa9ci2lR/zaY+O8hu1ZDqemooUUSq7012H36CouNA3HevZ5CTHkGHt+FZaIhhxZq9xe8IenKGM1fTqTdqNbs3j6aWbhmBp/ZxPU0NE005kBQQ6XOF0xdi0Gk1k33H59BaNZa1E0ex7mIAmi2mM71/PYwUC4h9cJw9t0JRtxrO6fvHaaMRx9FlqzkeGIPOiB1cGGfBBffvmL7uPLL6Y5nUvzHVtMpI9b/B4YsPEBv3Zfe14zTnDltWeqLapBamqoogzSPk1hmO34jBss9cdu+YR3MzDUFiCh3rKyAgJiPyEfsXzeH7h/FITR3o0rUrrWqbo6Qgj6qGPjb1HKmqksn9E6cJU6uBnYEqJVlvCHp8i6veKeg3GcjK9SvoYpTFw/MX8RdpYmmoRVlBJpHenlx7Eolc7Z7MdVnGyPrqpLyJI6/kPbpyiYiIl7fZv/Mgeca9mbb2OzrXrY2RKJ4rh/Zz5XUpTUbMYn4XU4I9T7J62TYi5W3o26cD1bRLCH7qyfNoGe2nLGb5pFaIQm6xad4CToYWoFOrBX06t8Wxuh5yKKJtaEG9Jo2xM9NFURhi8BXE7i+bIOL1gx/YsW4jJ1/Eo2BRn46dOtOsVlVUleRRUtHH2s4WE30F8nPykJS///38pBCunTnIubvZOA4ax5TZg2moKeL5D7vYtOsa+dWa0aNna6qJYnh45zGxivUYs3AeQ5sbUpKRQm7xz/V4dW8vBw7foNx+IKOnjqN383roiuLxCwjkVZAvd27f5IF/PJYt+tO7e3/aNqtD/Qa1MJElcm3Pfn7weUfTIaMY1q0FJtrKZETcYdvatey7mUzjsfNYPnskTS20fxrtI86MxscvkIi4VIK8bnLD8ylYdaRP9844WdvSoJkTtWoa/TrZ71d49r/GJhUnB/LwZTiJyek8u/0Dt56GoN90ON90aoythT0tOtRHM+s+bvPWcupRErb9htOrsRkFfp5cfBCBcvMJuK2ZQtuqUsIC/HidkEmG31n2XnhGvnYd+vbri4OlI616NcfOWI03gV4ERSWR4n+Zfecfk1SoTLehk2nl0JhW3ZpRt4Ym4VfP4pdcDEpKKJRk88rnOjcfZ9NgyFwWzBiIjUoGb1OyKRL/qAog+vIy3I49I1uhC/O3zGVIx0ZYSGM45OzBtaRC2k1awpgu1kSf2MWlFDnMjKuggZj0sAdcuPqUCIkFE1y34Dy8OUrxF1kybTUXfHNoMHw8PR30yPS6wZmHseh1mckWt0m0tNJHWe5rkQVIEWW8JeDlS/yjEyiQKldmFKesmDI5VUxqNqZFs/rUMNL4wysB/J4sSM3IJTgqmRKxBBUl+Uo5UFBYgqKiPCrK7zNfiErK0NbSpIF9NYwN3k9w+XE1hN+ahvC7smBqX9TfPuDgvoOcf/aakvKKzMn2mMvHEhwRRXl7Z/a5VIwsMITyXMJPrmG62xEeRZXTatx8Vi2cSCtbY5SFFcq+xmug0Ka/CYH8VzeY67yax2GZiPPSSH4nQlFNhyoGeqgo9mCbnzutS1+x33kjdwJekZBfTKmsjDItXRwadKb/8DEMaFMHXdW3/DDDlVN+QcRlFFAiK6VYVQVr2zb0GzKCob1aYa4lwWvLWOaeCeRdpgzKtFA1McLBqRfDxo+iu1PFBb6Yl/tmMO/EI1KSpCBVRVnfhLqNutFn+GgGtzNBVVpA8M1D7D50ltvh0UiKtVCVL0VdQRvTBi3p028844Y2QyPfH+dBY9n66BUWy58R5dKQeL8r7Nmxl0u+YRQUqaGmIEMFZUzrNKPngPGMH94a+awX7Fi0Ec/QaJIKxZTLlVGuo09Dp+4MGDGavi3t0FYSLkx/kxAWqvEfEcgn5ukJlvaezdkCKcrqWlTR00FFsSK+5dE1saPv+FmMam/Oq9MHOOvpRfibLLJkZch09bFq3INe3fsyqrsTmvkJvDj3f+ydBXRVx9qGn3Pi7iEeNEAgIUhwd7fgVtzdileguFMkuFtxggcLlgQIMSAB4u6enOTYv05IeynQltv/9vZC9+7qYsHZe8/MM9/Mnnnnm28OcfLCNYIiUkhRyFHqG2BXuw1dunowpHMjHPR/vadSJsnjyfX3YhZY6pAQco+t3y1gXxB0nb+ZbV+5kZvwgkuH9rP35C3eZOWgoa6FnnF5mnTtydDhHjSsKCbooiezByzmrlQDHQNjLIz0Sld1QRv7mi0ZPXc2fRpV5N84ZOr/RVd4+L9JIJX7uzby/ZIfuZlSgKaeIcbGhuhovHXZ1zWuSt+x0xgzvCM2Ks+2sivrzX12vRuz4BsPnEQFRPnd4qcD+zh6N5jkPDkGOlpYOrjR2mMo/Xq2pHs/JpIAACAASURBVIaNwQfeZf7HFn4QsyDeZz/rN23jon8sOdnZ5BYUo6VvirFxFdoO+IqJk/pTT/8V2+Z/w8YbmXSfuZCZQzrhYKLA/8Qqvl/qyROaMHHebMb1rkc53bJIdUBO0GlWb9zGibsR5Odmk52TVxok3djYCGvb1oxfMJUBPdww+m9Wg5DWf4xAxoNtzFx5kPuhSeRmZ5CdV4i6nhmmRvrYOPZi0YZptHFRJ/jYYQ6c/Ikrz9NQKOTo6ptT0aUtvUYMp0ezquinPWbD+nWcuR1CZnoqKZl5yNV0MDUxQVerObP2L6JfbTNubFvM9p98iEtMJjUjjxKFCCMzSwx03Zm0eSHD21cl9OAi1h315lW8BHmJAVrm5rg16sLgIX1o5maHobb4g4WUZ559P4xZkHyN6T2mc+RNPgN/2Mv8ge7k3T7N0TNnuf/0DXEFheSJFZhUbUi9Zt2ZMKgLtR1MUS+J496+few/fYZrYdloiOXo6FtSxa0TfcYMp3ujiphov41N88UEOFQq5BRmp5EQG09ieg4SuQwNNS0Mza2xd7DD3Fh1ruSnS+C/JxbI5Qpik7PJziv6zRUxVRwDawtDLEz0UFN7OxjOfO3DXd8gkoscadSmEc6VLNDMfMX1u36EJRZSzb057jWdMNHN4fm1O/i/TsHEtTGNa1fDVKuQiNAA/ALCSc9VYGpdnUrGWcQlJlJQzp12jdwob6byjVEie3WCiROWcviZmCHzFjFnRFcqWXy6UPIfa53CiwQC/yACxanhXLlxh+jUAlRb9H99VaHzhA5UUZcR//wxgU+eE5MrQQZo2trjXqsB1SvYYKCpjkgkIysiBD/fp0Sm5iJRvcvCAtfq9XFzLo+pjhZikYKMV95c8n1OerrqBiPMKlSmdp3aONkaolrEV/UFWZF3ueYXSGKSKsiNLka2lahdry7VHEzQVQmqqv5Ckk5kaCBPXoWSnPw248bGdlR2q0vtag4Y6KpT+OoyI4dM4MxTS2bf82J543LIS3KJDQ/m8fNAEpJUwdpAV8+MKq7u1KlZCRN9LRTSfGKC/XgW8JK4/BLkIhHa9o40qNWAqo5W6GkKQdL+QU3kCy9qMVlxz/E57UOEQtXe3r1EaOubU71uY9ydbZElRPAy8DGhsZnkqaujY21HVVd3ajpYYaGjAdJi8hKiCX/2mNDoVLLEamibl6OSSz1cKtljpaf1wcKHQl5CSvRLHtx9SJGhCy061cdOS8Fr/yusWvw9D/JdmLn5B0bXt0MkKyYjPpqnTwIJT0hGgRamVpWo3cAFJ4dyaKtJSHodyJ2LviR9UGvqGJWrQN2mTaipGnB++rDqC6//L6l4BcQFPsX3YRDxqkCc7xVNQ9ucmvUaUa9OFQz+Nd9Gkp1ASMAjnr0swLZ2Ixo1rIKpGOSF2SRGvMA/+CWxKbmo6xhgX8UFV5ca2Jvrl25reP9KDrvPQ9/nKKzcaNDQpXQ7Tk70Mx488uNVUuF7t+vhWKM29RvUxCTpCssWreBCjD3jFs5jaGd3TLWkxDy7zyP/lxSY1qB+gzpUszPiXZ1akvycew/9CY3JKv2WvXtp61XAvXkjXKtbCZ4Fn6mZF8b4ceVeILGpBR/Ys65hdVp0akRlW0OUmYm8fhGE3/NosguK0TO3o5qLOzWr2GGip4EsO5aHDx7wIioFifT9ft6exr1b4mKtwxu/m/g/jyavqMzt5hduVrh3bkGdyuXIjXrI/SehJKZKkMuNMLZ3xM2tFk72ZuhpiT8a4yY1+CLX/CIpFFenTfdGpXEMip5sZciolfhlVmPJnvUMbumMXkEWsSG+BDyPIrFIikxfH1vnerhWq0IFE320S9ucgpL0OF4+D8T3eSwFEin6lo7UqNWg1CPeULVVtqxpfjFiQWk9lMUKULVz1Wq/SCRCRVv157/7Pfs9seBtUsoPDO79NvR+uqpAX0qF6jkRYvHbfKnyrNrGoMqzSCRGpPp3lCgVircTDpH47b2laZYFCitNSPW8KjZC6YOIVc+WFlJG+v3tTJ2zAR9JNWYtXsKwju6Y6QpHJn6mfZyQ7c+FwDtt+WNZFqu9nRj/qx/4111isar9vtNLfeRdIrG4NLjTL9e7gRLL+gSx2ntK9MfuKU3r1zn8dd/y9ref01MqCvE/8D3jvvWict9vWLG8N1XKtjR99LmyPuvnFD52j1is9vFgb59LXQv5FAh8hMDH2va7t6m+8arveelYRfWN/+VHUem3/9ft+/173rbJ3xvPqMYlqvGEanyg6gtK8pPwOb2bTZ73qdRrElPHd6CiwdvYRaVjmLKxR1mL/9e45IPxxoeF/aDPEiziiyLwsX77o7b8q1KXjWeV745n397wQdt4Z2z7MXC/3P/u+LZsDPyBFl/6wRIhkqXwcM8a1uy+j1HrkUydPAA3R2NUesbbMXVpxt4ZL7+TsqrtlAUs/zA/H2mfX1Rt/wMK88FY6FfWzNv+rNRSS+dppbZSdv1q7PW7dvKvcVPpvO591em9933YJn7DNn9lpj/PA1XzSDFKaRyXv5/DvMPh1B44l7nTulLdyuDXNv+vgvwyn/zXK98vr8rWVWPNX9vElyUW/Aft/Y/Egv9gUv/ZVxWEc+z7hfxw8DYmLYazcN40Wro4oC1oBf9ZzsLbBAL/EAJySSZeO3/g7Ctbxn89jgb2QoyBf0jVC8X8zAkUpEdw1+sED2JM6T60H3UrCJ4An3mVCtn/HQIlGUGc33+I+3GmtBk4iLb1yiOskwkm8yUTKE7xY+/6fTyWujB8/AAaVDZD6y/Y2SmIBb9hRZ+tWJD9gtNHzvMgPI1qzTvRsXVj7EyFLQhfcmchlE0g8FcSUEglxL55TramHc7lLdH8iMvoX5m+8G6BgEDgzxGQFuWSkhhHvpopDrbl0BXig/w5kMJTnwUBWX4asXHx5KuZYW9ni4mgFHwW9SZk8s8TkOUm8To6kRIDR6rYmqL7FwWnE8SCL00skBaQlpFNQbEcfWMTjPT1SiMxC5dAQCAgEBAICAQEAgIBgYBAQCAgEBAICAQ+lcBnKxakp6fnA3rv7gkp3YNXtkfk/X9XAXn395///lt/pqSkkCfVQU3HApFY8OH/VIMS7hMICAQEAgIBgYBAQCAgEBAICAQEAgKBz59AYWEhzo666Ot8VkGpC0QZGRmlYsHHJvvv/ttv/f57YoHqt6SkJDILtUDLFETvhHv9/OtcKIFAQCAgEBAICAQEAgIBgYBAQCAgEBAICAT+gICSmo7a6Ot8Vp7qBaLs7OxfxIK/oo5VMQskck30DS0QqwliwV/BWHinQEAgIBAQCAgEBAICAYGAQEAgIBAQCPzvEnCw0kP7L4qJ8BeVWhAL/iKwwmsFAgIBgYBAQCAgEBAICAQEAgIBgYBAQCBQSkAQCz5iCIJngdA6BAICAYGAQEAgIBAQCAgEBAICAYGAQOCfTEAQCwSx4J9s/0LZBQICAYGAQEAgIBAQCAgEBAICAYGAQOAjBASx4DMTC+RSCYUFBZQo1NDV10dbUx3RF23aSqSSfAoLJUjRwsBQD031zyoi5xddO0LhBAICAYGAQEAgIBAQCAgEBAICgS+TwJcjFsiKyc/JICUjmwKJDHUtA8wsLTE10kVD/O9Np9/dhoCimOTYCJJSMymW/4YRaFtQvmJ5ypnq8dcetCgnM9Kfm1cvE5xlTdte3WhQ3Q5t0b9Xvs/LlCXEPDrPpVsPiVWrS79BXXB1MEMIO/l51eI/JrfFOaQkRpOSmEWBEpQ6OtjauWJvoYNYrEAmSSc+PpmUtGzkcgVq6pqUc6yOjaUxmmrvtGOZhJTYGGJSUpDJFdjVbI69sfitMFiczIuAV+TIFSg/ACvGyKoSlSrYol3aGRWRFv6cuLR8JIC+viV2TtUx1S1LKz+BgBeRSEp+3bmJ0MexTh1sdD8e/VZZlEFY+Cuy8ot/lQORSA+7mq7YGWn9ImIqi3OJjYgmMSsTdS19KtWoh6nOP8YihIL+EwgoSijIiOPNq7jSdv/+pa6lh4VNBeyszdFASmFWCpFR8eRKJKCmhpaJBTa25bE20P7XowopkpwUEuLiycyVIFVXQ9fECnubypgZlLVfhepdacTExJMnU2Jq7Yi9tRVav/mBVKJUqMZKqcQnpJKTU4ASETqGpljbVcTcSBe10iavRFqUT2pCHIlpGUjlcsSaWhiWs8HB2g59zb92pPNPMJm/tYxKJZL8bJIS4kjLzEbL1BZ7h4r/+i6UZk5GYUYiiTHxZBaWINbUxdy6POWsLNBRKyE7NZH4+ETyJNKPfIc0MbOtgL2DNboqU5FJyMtKIiUhmez8Yko0NDAyt8fOyhYjvXdtSUJmSjTxscnkF2tiZGmLnYMNhtoaqMbihdkZJCYmk5Wbj0yhga6RBdZ21pgZ6aH+sU+VLI/kmCgSkjMp/qBditAxsMDGwQFzY33U5IWkJsSTkJxGkVSKlr4JFtblsTQzQlsYcP6t5vr/SlyWS3xEJMkZOZQoPuyc1TWNsa9cGQsTfdTLulVZSQYxkRFkZBYiUxjjUKMy5Yy1KUyJJTYuifzij9m8DlZVqmFrboC6PJ/M5BQSUtIoKilBJDbAzNoOa2sz9FQLvKXpKCnJSyM5Jpa0XNUCsBIDIyvsypfHUF+bn6etsoJMoqNiyMjNRa5Qomtqg62dI6b6WmV99W/TkRdmkBQbQ2pWHsVyJUo9XeztamBtqoe6qtmV5JEQE0di+ts+Hm1tjK0rUNHSHG2NX/fxX4hYUERq+HMCHocSkStDS0uMTKpE27IS7g1q4WRjgsa/MZ9+VyyQFsRz4/hOrt59TIZqtP2xq1wLBo8aQtu65XnnU/8bN8vJSXzNi+DnJIqtqOPmQnkLwzLj+aMmISPu8Sl2bFzLtcSqTFg8j34ta2Lwb4ohf5TK/9bv+QQe+4E1nkcJ1OjByrWzaV/LAa3/rUwKuREIQNYr/K5fxefZE6LepJCtVKDUN8S91zImdK6KhjyHJze2cdnnNVGxKhFAjpqGNuVrdqH7IA9qVzBDQyRCkvaKh/e8eeIXTGhUTGkn3usbL/q4aL79gKTdYPn0TYRKSlB+MEzTokbbMYwZ3p1yOikE3DzD7Yt3eRGXRSFKjI0dqerenZ5Du1NedfhsxEWmLd9NanbhOzWoSqQygzduoqu9xkdqVoki6TFrN27m2ZuUXz0nVitPryUr6F3DDJGihORXfjx+7McT/xDeJCdjWK4iYxZup66NYDACgS+IQEkGUf5n8dx8ihjVoOtXlxh90wo06Tacnm2cUUT74X31Nj5BYWQU5IG6BjpW9tR0b0/ndl2oVk4bSnLJeOXLHe/bPHkZTlJ6HsXqmphWbUgXj+l0dtGhIDOe8OBHBAWGEhQSTq6aPvU7DMajSzssdD/OVikvIT0uCJ8bJ7kXEEtaWnapWGBg5ohb056079SMCub6KPJTeeN3jQtXfHgem0CJXIpYW5dy1erSum0vWtR2xuCtGilcnxsB1QThzTP8Hj0gICiM2ORUbOp74DFgBO52P9dpPslRT3h49TL+/mEk5hahpm2MbcX6NO3UnYa1zIl7cJGzZy8RnpqN4gMGFtTvNgyPfh1xEKURG/SI+/d9CA57Q3JWAcVa2tjX6U7v7n2oX8Xkl4lRSWYw3hcP43UziKwCE2q27EHPvp2oZqVD6sv7PLh1C//QKJLSM5EptDGwqEDdZu1p07oJFawNP1ysyw/H++ghzt14TIbi/VyqY+XUjK59B9CouiEJT+9w/eodAiNjyC+WoGNsjX3l1rTr1p66NW0Q9O3PzdDL8psfxrmde7jm/5xsqfSDQuiZuNF3wgSa1qqIXpkolPziFAcPnSbkTToyhRt9FoyjXS1rYm8d5+SZK0Sm5fDh2rEtbSbOpWtdMxL8vXj44BmhEXHkFRUhUjfFppI77Xp1p4FrBQy11JEWReN77Sz3vB8RkZJDkUKBmYUTDTv0o1XL+lgZ66BWFMP9Cxe4fNeXuPQMZAo5BtZOuNbtSbfujbEz+50F6vRQ7l+/jo/vEyKTMymUy1EaGtOq7zf0beGMiSyWYJ+bXLvry/O4BIplUtDVx7JyLZq3H0y72hUxfKeP/yLEgoLUF/hc8iIgWR+76q44WWmQFR3M0/BkjF1a0aWlOxVNP316+a5YIC/JIuThTYJeRpJXUkj8U2/8nr1BYVGLeo3q4WBphJpxNZq2bIZLRQs+NrT+tXUWE/XwPIf3HMBX3Z3J40fQwc0B8Sd5BwhigSAWfKYd9hef7RxeHN3Ej/tPEyg3o2WTlpQzUqdImoGe23hGt6mEKDeaAxtmESd3w9xME3FeFDePniVRrzw95m9ico+GGGuLeXVxKZvPR2CgkYj33QByC0qYeDSVyY21KXU+yA3h3MErxJXI/iUV5IVw/tA1EpT6tJ+wicVTelIS8AM/rDvOy9hi6rTvj6NWArfO3iVNw4EuX//IzN410Q7ZRdsR3xKXVoHe0zpj/XM9iaxoOuwr6ph9bEKgRBF9gwlTZ3A3xJDOE7tQ/u1yJCKxBfU9BlLfTh95fjLnPZdyK1KBkfQZ526GY2xfg6X77tOm4hdvEEIB/0kEZPmkvvHn5jU/0uRlq1fyfNIiHnPrxjOU9nXoP2kJ/RroEHBoJbu9XiI1daJe4+qoJYfw5EEwBVa16T50ESMH1kQW6cfVrRs5+TQaNQcX6jlXRUO9GJmeOTWaDadTZTmv/a/y07nrZMrk5Mb68ixRh/aD5zJ55CBsDT4OX15SwOuA63idPU2hTnWMtFWeR0/xfRCKXt3ODJk6l271Hch9dZufNi3nUrgSezd3qpYTkfHqMQEhuZRv9xVjJgyjlr3JX+xJ+U8yoP9eWYvj/bh86hi3guLIzkkkLOwVNi0mMXnWEtpVfjtbyou/x+WTWzl1JRB182pUr+pI9usQQsOzsGk+gK9G9MFRGc+zx89Iyil8KxbI84l78ZQnT4JIVlSm16QFTB7VGrWXN7mwfw8XghMwquBKzSoV0FArRFSuFk2atse9gtFbsaAkg+c3D7Fz50n8I2Iokurh1mksE6YOp255dYLPHeT2o+eUmNmjXhiD3yNfwmPycKzdnsGjJ9C5aS2MtN5zL5AkEfLAhychkeT9vKpcnEjog/s8fZmMXdMBjJ08jprqzzm3ZzdXHhdiWcONShZSXoU+IypVg7p9xzF6WA9qWf1Go/rvVZ2Q0p8hIEngyc07BEXEUSArE4wkCTy9fZfgyAR0Knswb+l82tWrhI7KfApec2bLDxz0ukdMRhYSSSMm71nBwOZOFLx4hK9/ICm5RW9tXlFM/POH+D4OJk2tHpPXrqSHi5h7hw8QVaSBtp4exSlPuHrrGbkSQxoOnMakYT2pZmNChM9qtnkeI6bEhpo1amGulshD7wBKbJvz1ZRJtKlnS9qtrWzcfp4IqSM161bDKCeMW09CUBjW4qu58+jZpCbGH3V7SeaZ5zo8z94iw6gyNZyrYaKvRUFJGjYNxtO9oQOSJwfx3HGI28G5VGzTHudyCuJ97xGclIOh83gWLRtBbXuTX+a0X4BYICHK9zpnrgSi7dKaTq3rYW+gRmHiMy6d9cJXUoU+vbrQvKrpJ5vZu2KBSCxGWiJBKpWhVGbhv28J2w/eQFZtIKMmj6JRDTu0xBpoammh+VE/qPeTlRB+6wg71m3htmYzFn89nZ4NKqImiAW/UT+CZ8EnG65w499GQJL8kM3z5/DTvUzcpi1jdq/WWBupUSzJpEBshb2pNsqiLEICHqFtURubcnqIi5I4Oa8fG3zicB7+I5um98HKSJPkQC+exOtinneRBWuPkpRRxIQj74gFCilFhUX8PCdRFTrH9weGTd5Nuq4NU9Z7MbSlOpcm9mDpjdcYtZnB9sUTsdNM46eFHqzzTsG28Vy275pPpYifxYIu7A5dS+1fCKqhqafHx4/V/VksmIlPaD3WPV5Pc82f/TTV0NTVLd1SIS/KIejhLVJFlui/Wc/41bcwtBXEgr/NSIWE/0ICShTSEiSS4l9WWWU5UfidWcX3W29jWrs9ExcspYbSn/1z53E+w4imgxYyd1hTSsJvcGztQk69MaF5r0XM/boRSdc8WbPiCGmmdRkwdwE9aldAU1xMYUkxYh0bLLWKSI0JJ/R1Chpq2YTdWM9OH+kfigUqz4LM5Fji4lMwtq6Gqb6c+CeX2LvuO+4VV6TXhGVM6lmN+IeHWDdvM6nOPZgwaSKNKuoQc/8Ynqs3E2fjwaRvZtOmhu0nLI78hciFV/8pAiWZb3gR8pLEtExeB1/jrJc3Rg3GvyMW5BF2eRc7Nm7GV+mEx/BpDG5Tg7g7+9m1azeh0loMnPg1g7o3QF9ZUuoarbpk2ZF4n9rJvqPnKHDsxejp8+jlqsD3tCe793iRV7E1A0ePpl1NBzREhRTK1dHTM8FI520Mqvzou5zYuZaD/iIsjQuQJsZh3PBnsUCf9PAXpObJMXYoj648nhsH13HgyCUSDWrRd9RMRnl0wMbovUVBpRxpcTElqvF7Ga2i6Ovs3bKJ0w/iadBvFmOGtCHj1m48dx8n064nX42fTCsnOQ9ObOLgyUtkW3Vj0pyZ9GxR9RM8h/9UlQgP/ZUElHJKJMVIZe/YQNQVNq3exBXfl1Tvv5Y5E/pT006/VPxMvrecpetOkagwoiQ7kvikmoz1XMHAljUxkkspLilBUWbzckkmNw4uY/fRyyjrTGXhnFHUtYXYlxGITMphbmaCIucx25cswOvha0Tuo1n+9WSa1xBzZt5odvqm06D/VIZ1b4etdibHfxjP4YdFNBv9DWM6W3Br9SIO3Y+jVr9vGDGgHVYlLziwah5nnmTgPuhbpo3uQUULA97fgZP/+igr5q7BJ0aHrtMX4tG2AZb6mkiK0pBqWmNhWIjftm9Yf+Ac4aZdWblsNk0qafPy2HesPXSJN1ntWHp2OR1r2P3iUfP5iwWyTJ5eu8iZexnU7NiJLs2rYaiSKaUJ3PvpFGcCxbTq052O9R3R/ESD/O2jEzPx9ZzLht1XkDkPY+KsiTR1tS9ziVcik+aRGvOCoGA/wiOSyC8QoaVvQ8Wa9ajjVgNbCwMSnx7l7ImjXL0dTLzYBvd6bjhXcqVJhy64VrGkKPkVL58FEfw6ipyiQvT0LHBya45bHRfKmWqS9OSPtyGUFKQTFnIL/4BQ0tIlyH/xvjLBuWlbmjSojoEym0i/uwQEhpFYUIyuoS3V3Vvj6uKEuaEWJUlPuX7zNmHyKrSoakJ2XCgvIuMp1LKiav3WNKnlhJW+yi1ajiQvhdinPgQ8fUFsngRN/XJUq9sSV1dnLE10UGRF4HPnGkGFVrSqrk/6m2e8yTekXtP2ONuakJsQTuCTIMJi4imUlmBkZE+NBm1wda2MqV4JwceFbQifaLrCbX8LARkxd3ewcMlKAmRtWb7zO5paaKMaAYk1dNE30EOzbOVdoVAgEolK/5eX5OG9siuzDzzHddQ21k3uRTlD1d5MBapvUcadpQz+ejtx6YW/FgveL6MsmrOzhvPNxUBMqw5mw+HNuKnfY1G30ZyNSaXBN/fZPdyldH9b2J4u9FvxED3rxqw+folmmbvLPAs6su3JclwBdTUtdA0M0dL4eLwC1V67t54FKrHAjRU+q2iqpY5YrI6OvtHboKs/b6lWyFEq5MT+NILuiy9jIIgFf4uFCon+lwkoi0h9cZMDSxdzNLSIBp0nM3fJKHSjr7F3wdecitOnqcci5o5tgiTyBge/X8TlNBvaD1vC+J6m+Gz/hk2XYynfYiyLvh6InYYCxOpo6uijq6NV6mGkVG1zUkJRwmO8tk9jtbfkD8UCFQWl6qHSqZMYlDKSQq9zcN0czsXa0GfyMsZ1q0qi71E2zt9AvGM3JkyaQGMXPSJ8jrB9hSfZzoOY+vVkmlS2FDwL/stm9R9JTqlEoVRQnBqG17FNeB4+h179d8SC4mhu79/Clq1HyHPrz8QZC+hV25L0Z0fZsWkFZwKhy/D5jB45GEfDshwpZaS+vMuRHes5dSsOl/6zmDRpEHbZfpzYtY4jdzKo128io/q2wlo1n1fTRFtHF21tzdKFMoUkg6Br+9iz7xp5zj2pb/WagHOXkbv9LBaYo6ZUDWRFqD4uIgoIPbWMTVt2cF/ijMfImYzr2xn7PwqGI88k+Ox2tmzbS3BBeQZNX8Sg5kZc2bWWXSdu4NBtHlMmTaaBA7y6vJpNP+7gSZoLw+YsYpBHU0yF2AX/ERP8W1+iyCHwp82s9zxEUJIlI1ZtYnCHulhoKShJD+GnNbM5GahP/VZVSQi4hF+gAyN3qMQCF0zf2/Kdn+TLjm8XcvZhNq1mrWRc7xbYGWioOtm3dqoaCCmzOPdtP7ac9iPF6SvWLJxOa8cIVo2Zz40CB8bOWUyPZq6lLv+Pdg7h+10+WHRcyJy26niu/RH/BClDFu9hcIf6mOkU8XBDb747FIxp46nMnD0Gt/Lm722zzyNw7ywW7/Aiy9qD+QvGU6fC23vUNPXR09dBQy0HP89vWbX3NOGa3VixdDpN3XQJ3P8dGw9fI9GgP6t2zaFZ5XK/bPn+/MWCkkwCbnpx+nYCVdp2plsrV8xKAxTkEHzxJCevpVC9d2+6tnbG6BMt9M+IBQpZERFBXlw69xOPwhOQivTRE2tQkFeIQtOCWm360adnG3i+h6OHjuETEEemyJiK5R1wsK9NlyEjcDFO5cG1iwS9TiSrQIJEkkNmejYahlVoMWQyHu3qwqvzfxCzIJ8XVw9z8Nw5wtJL0NXQoDD+NbGpuWhZNMBj7BS6NtLhtfdlbl73I0MqRqwtRpKeh5q5M+69R9OrQz2M40/zw+oNXI8ypVF5OwwNSkhLi+B1ch66NnXpN3YGPZu6oF/8Ap+zP3H90l2SC0FNT5OSrDxExlWo3mkEA7o3xLrgMVs3LOPMGyV1zPTQ0FRQZF6DHr0H4VQShPcNw1Wy3wAAIABJREFUH14l5ZIvKUZSkEpKaiFGNnXoMX4mXRrZE3tuhRCz4BNtV7jt7yBQxJMj3/Hdit28cejKmNblKErMIkehRM+yBm4tO9CqvhMG6moUZ8fxJiKSvCIlBSlPubR3N0/ynRg47zuGtnHF4J2l/LSb3zHoD8UCGVnP9jJ9/FL8k5V0mHuS7yc0wjDyGP2GzCc4KYs+W1/xfRerUlfPjIvjaT3zBBpmlflu/wO6SA+UiQUWNOnljhlgYGBNNfcm1GnSjspmHxMM3tmGECzGvVt9rNTE6OiY4lS7Me7NO+BUTvsXwUCpkBF94itBLPg7TFNI828goESaF8uTC9tYseowmSa1GDh7PSO7OSFSxSM5vYVtp+4jUVSkXquaiHNeEvA4Ccs6nfEYNZQaai849v0SjrzIo1zdDnSsKCIjPR+5as949aY0bNaYWu9seSyK9+fitqms+kSxQCEtKg0iF5eQQn5+FlHPbnDjqh+ySh35auJ4WrtYkx/jz7md6zj9IA3b6u44O+uSFuZLeLwxTfuPpk+3lti+E8T0b4AsJPn/JFCc+oKLRzay432xIDOUU3s2sHn/RcyajWbyzIW0cdKj8NUldmxewSGfRNoMmsPY0WNxMn+7TU1Rkk3AtQPs3LqbN+J6DJ42i37tnMgJusrBzWs5Fyajen13XIyVZOcUodQvR3mXpjRpWp8q1gZkvr7PT3t28yjRgk6jxlIh5yT7Nh9F9o5Y8O48XZYfwa09y9mx7xzJFk0YPH42/Ts1wbw0muJvXXIKE3w59uN6Dp71xbTxCCZMn0wrqzgOblnL7lM3sWo9kcmTptGiij4R11exaZsn/kmVGDTjG4b0a4Plp+9m/n/WjvD4X0NASVHyUw5tWMmxS4/RbTiVefO+omFlczSKEnlwdjPbd3ij33wC/ZqIuXF8Mzce2TDio2JBMa+ureeHlQdIMunA5PlTaFNbFffg12Omkgw/POdN4+jdKCw6zWTh5OHUkV1h8szVhGnWZtrcxXRwd0JPU8yLn2Ywb8NJxPWns7CDNp5bdhGQUIzHrC2M6N4Sa90SHmz3YOmBQPTrjmP2nMnUrWz5ngdoNOdmTWHz5YcUVO1MB2czRCVFFMkUGFjXxr1VWxq62iELu8KO3Tvxvp2KQ93muLpoEfHYn5RCM2p5TGJE78bYGWn/4rXw+YsFCgmxATc5ffEh2UZVada8EZWtdJBkxRPq4829JxJqD+xH9/aufOpGhD8jFkhyIzjvuYyDF55iUq8znTq0opKJLrHB17lw9jwx0rqMnD+Lds5iXl49ypEDpwhQr8XwIf1pVcsJawdH1NKf4+8fRJGuKTY2VmjIM7h37hiXrvshbjmdb6YOwTHT+w/EgghOL/yaQ/5Z1Ow2mFZ1K5B7fxf7vfzRdh3C2DG9MQg/xV7PIzxXq03fAX2o72RK7M0jHL50n+KKHsz4ejK1RfdZu3YD1/1yqdHIgx69W2GnG8nl/QfwfhJN5WErmT+6M1rPj7N9kyd3Mh3oO6g/zV1tSfc7z5Hz3sTptmD6N7NpZZnAvs3LOHMvFGP7DvQY4EFN54pUsLdDFHmb+wGxaNs6YG1pjrLwFec893DrcRRVR69j0cg2FN1cL4gFf03PKbz1P0FAkccdz69ZtuEE8bpOtGvuhrWeGkkxQYS8yUC/qgfzVs+nkZUuGSGn2b5zD+HJqkjnsURHZWPk2pdp382mYw1HtN9Rrj9JLMiP5tTG2aw+fIscvTasP32AzuV1EYXuocPIb4lOyWHMoWRmNdMtnbyX+Cyg/qjtiIwrMH/nbfpZhrDhwAWy8lTRWxXkJwYQGBKPhkVlag/cwJLhtfgwVpoSZcZLjhw/yav4zFKC0sJ4Qv0eUaTnRJ1+P7BgdBOMy053EMSC/4SRCe/4bAjIi0gJ9+Hgjys4cicOh0ZfsXjlfNwtNEBWQMobbw7tXMPx8+Eo9fRQE8tRs3ClY9+JjBrQEuWbK3guWcaF8AyMK9SmmZsDyoIU3rwMJYWKNOo2kkkTPLAvi6b874oFxTkJBNw6zMkL3iRmFJKdlkhWsSm1u41k9NiB1LE1RVGYQsDtQ/y4eSch0UXoGGig8oqyrdOTkaMn06ZeZXSEVdbPxiQ/ltHfFAtSn3Fk93o2Hb5KpXaTS8WCJo7qyGNu4bllJZ7XXtO873TGjx1PDau3s+fCpEBO713HnnNBlG8/hknjh1HPVpso33Ps2bSeK0GZ2DrXwq2SFbK8RF5HRpGr7kTHrybSt311Yr33cPC0L2aNBvLVoG5IHq5ly6YjHxcLpNm8fvATe7d54h2YRLV2wxk5fiKNa9jyfsiCX5W7OJMg70Ps2Lmb+5G6dB4/nwnDulFenMStI2vYtu8E8do1aNaqPbXs9UkKvcate49IlVVnsCAWfNa2/kvm5UW8vH2AzVt38DDKEI/5KxjdtQE2ekoygs6xaf16HqTVYOS82TTUC2Xf5h+4+ltiQWYAu1Yu5IB3PLX6zWbyVz1xsjJ6G1fq50uSwKOTa9m4/TTRMkd6T1vC4K7NsIney7C5m0gyaszMOYtpVbsCuhoioi99w4yV+ylwHsm3XzXg2ZFlHLsfSbk63WnZwA0LjUKCb+/j5tMU7JqO/7hYUBzEnklz2Hf3KYVmzjStUx1TQxHxQT6EpWtSvtFgps8cRS3LYvyubGDz+pOEpcjQNVBHgibl6/Zh3JSptHC2Ks3Tz9fnLxagRJIeQ4Dfbe4+e02hyAhjY3001BUUJkUTnWxM8wF96dqyGj97TP2R1f8ZsSA39hY7li7ldJg2HpNmMrRLU8rpa5ERdoM929Zw7k4x7Wd/x5j+jSh8ePSjMQtkkkwy4oMJDo8jOj6D4oI0Ip485Engc7LdxrJ63jhqFj/4A7EghP2T5nAiTJ32U+czoK0zqacXsmLfTfSaTmHKMHfeHN7E7lM3SDNzpUVjdypY6JHz5iF3/ALJ03Zn8ndLaWHynC0bVGKBlG6zVzJ6QBvsdd5wetESdl28jbLjIpZPbE/uVU+2HTpDmLgCbZo1pIqNIQUxz/DxfUxMpj2jVm+kj3MRx7cu44x3BG7DVzJlWFeqldMpbVSygkRSYgJ5FpZMYnIWJYUJBN64SeCbWEx7/cCaqT3gwY+CWPBHRiv8/vcRUORx13MeSzccJ96hF2sWjqNWJTPSn51k1bofCU42Yew+HyY3NKEowZ8bN2+TmC1HmR2N//WzvFCUx91jKnPHeVDBSPcXJfdTxILcF2dZOH8ON4NTcRpyAs/FHSmnKYJ3xIIhu2JY1M7k7Uq/71Lchm5AbFqRJXt86OkkJzk9C1lpAAQ5Bcl32PPNaq48T0Sz2jecvDaLSh8jKysiPSOj7MhFJdKCKC5uWcTBSy8QOc1gj9cCXMviGAhiwd9nmkLK/30CsoJUgr33smbDj7wuLk+HcZv4emhdDNWgODuGQO8t7Dt5lZfJerjUroUsNpAnsQU4uLSnf9+BuFrHceSbpVyIlFK13Rjmj+mAflEUt49vZNel51jX6cPcNZtoVnaiyL8rFkgLM4l+fp9HT0PJzikgMzKAJ89CKbJvTrch4xjcqREaGS+4emwZR65HoGntiquljNdPnxIpt6FN9xEMHNSdqh+LPv/fxy2k+CcJfIpY4NB6PFNmLKJFJS2I9ykVC7ZfDqPVgFmMGzOWapZvQ3rH+h4o3aJwJ7UKHmPmMLR7Yyx15EQ+OsfeTeu5/EaDVn1HMrRbY7Tzwrh0YhdnboZRuftsBnWoTPj5nTzOsqXHyHF0alCViEtL2fwxsUCWR0zgTU7v383FO/4oHBszcNRserdrgIWBxi/H9X4MiSQ5mLMH17Pv5GWKy/dn/PTZ9GzsiA5SUsO9uXpsN5duBJJcrIa+STks9eUkJMWRpajJ8DkLGShsQ/iTlva/85isIA2vXfPwPHqJkqqjmTNnIi1r2qCWG8GVg6vZdSwUx/6zmDK0I8YJV9mybilXHtl8dBtC6u3vmLdyHy+lNRgxYzG9W9fFTO8dG5Qk4O91lEP7DuIbk41rlymMGTEUt8pWaIduZ8jcTcTpNygVC9rWrYyepoiE6z8w5YfdFLuMYcnkwZikenFiz2EehKYh0dDCzNQOS610Al6lUbHlRGbNGU0tx/e2IRQHs3fS7FKxQOk6iLkTB+NayZiYSytYuf86mVquzFmzjQZG4Vw97cmxs75oOHWijoWEkMAgMjSscXcfxqgZvXC2MvqSAhxSuie2MDuRyBjVWZpFyFFHx1BESoA/j2INadO7Ox3q2X9yMJ4/IxZkhZ9n09KVnE9xZOLM2Qxs7Ya+ljpFcb7s3baSY15xNJjwPROGtkL++NhHxAIpKc9v4n31FNcfvOBNTCqSYgnykmJKSqTIG0xi/fzxuEof/oFYkM6tTQvYfNYf7F2oUcGMvJc+BEfn02TYMkZ1sefOtjUcvOhDikyElpYmamIRqsBHxcUl6Jo1ZOL3y2ltHsaPG1VigZL+SzcxslcTrLQjuTB/IdvPeiNpP5+VY1uQ6OXJrhNeROVK0dLSQE0sBrkUSXExMnklRq7dSj+XEk5uU4kF6bSet5GJHk2x11O56hQSdf8EV25c4tbjaOITM5DKipFJJKUBaax6L2f99F6IHgpiwf9Odyvk5EMCBTzcvYjvVx8k2mUG53fNoIqpLtLXl5kx92vuBCbSY8srvu2kOmO9LAiaKihBfhJ+XqtZtfo8ySbNWLBrGx4uVmiUeRf8oVggL+LxsSUsXrOH6OzqzPC6xOiaxm+V7XfEgu4bQlnVS3XiCuRcm0bzyQfRKdecNSfO0sz21y5zClk4B0ePZfPtZxRqjODom03U+YQqV8gzub1lDt9vOE269gC2Bm+hpdbbgaQgFnwCQOGWL4OAUk5u4ku89i5j+9H76FTtxfRNq+nkqINIXkD8s0vsXLmEWyn6NOk3m2EdalPw/ApH9q3HJ1qPhh0HM6C7Cz5rvudUjBq1B3/P5lkd0M2J5N5Pa1m4+TQGTq2YuuoEXaq8RfbvigWqWAdyaTHFJVKUUgkZkY+4cPhHjl2Owa7tV8yYNQSD12fYvH4HWY4dGTh0BA3tRARfP8r+wwfIMm/PsJmL8GjshHB64udrtp8iFpRrOpLJMxbSobohxRFX2bF5JQfvZtFl+NeMHjUIB9UBAUXx3Dy0ih93nAO3gYydOpnWrg5oiUuI8b/Ivo3r8Yoxw2PK10zq0xDd7FecPbQJzyMXMGo6lY41NAi5sIPgAgdcartgbaJLZoQvAQEvUVq4UqtjP/p060xjJwuyox5zYe82TnjdJMu8Fl2HTGVwl+Y4muv9cvziR2tEISX26UX2bVvPxfvp1B2+gEnjB+Ji9nZyp5DlkRERQlhwGHHZBaBthFa6H1euX+J5STPGz51Lnw4uqE4bFq7Pl0Bu9F1+XLqQc/cyaTJ1OZMGdaCSqQ65r66zdcNSzt9Jx75RY5zLWyLKiCDgqS/RifrUaNuUBp2H0a9FXWxNdEpPTDi9fBpbzwdgWO8rps2eQqPqdu/0h7m8vnYEz+178XkegXmTYUwYP4GWbpXQ11ZHFLitVCyI0KzNrLmL6digOvpaYl6dncuctecxbj2T2WP7U9VSSlyAHy9ex5FZrFr9t0H8ahc7vF5Tvv3XzJjcn6oqb4Z3q0QZztFx0/G87Y+41QLWLxqBq4MJRQ/XMXLRDiLz9Jny/WaMw09y8NQFMu06MWrMBJraqYKRrmbv+Xuk5toxbuthBjWtglFZsL8vwLOgjJJSWRq4p/Q/pRJZ1iuunvEioMSJrt3a4u6o/8kW/mfEgpy4W3h+v5RTL3XoN3UOw7o0wUJXjZSQK+zaupaLD5R0+fpbRvVrSMGDMs8CtSYsnDeDXg0roS5P497hjXjuP06IRnlat2pFjXLqRD28w0P/QJJrjGLtp4gFsnRubJ/LnrMPSJRoIUaGQt8G13ot6N9/MHUrSbm84lt2nfEm064RnVo1oZKVIWIVs+ICFBq21GvVGqu8W2XbEH5HLJjUnpwrnmw/dJZwHRe6t29GdTsTxKjeVUhRsTG1O3SiskYEe1XbELwzabtgAxN6NcFOJRYUveKnFQvZff4uuRUb07F5Y+z183h2/hJ+L6PQ675UEAs+2WqFG/8+AhKCT6/km2XbCBN1Z4PXOtpZG1D0/Byz5y/EJ0yTMQfuMKGeDjKJHE1VgBmxGBEy4gN3Mav/YoJllZm4/wRjGzugVebH9kdigSwvhj2LhrH9QggWrZazfesoKumUKdsZ3sz2GM/lqFRqz77KvvENUTmZPdvelRGbnmLiNJVdZ7+jvDyfEnUd9LQ0EKn6gOyn/DhxMvsevkBRZSHnvL+mklJOUU4OhVIpanpmGOuqIZMUUaxUQ0dbFeRUhLwwkYvrp7Nq9w0KK03h0JUlgmfB32eQQsp/EwGlTEJsyE12rlrItXBNGg/6hgUzOmGl2sdalELI9V0s+HYbueXcGPHtEYa4G1EU58f5rVNZ45WES8tefDWoJ2H7l7DvYTZObaezfN1I7HJec+f4Gr7x9MbctSdz122iWdk5p78nFihkUiSF+UhkSjR1DdHTEiErKUEqF6Gpo4W6CIqyX3Pz6Ho2rPZCu1E/pszqj9aTHXy3+ylufaYzedQQKpmpkRjkxZ5VU7ieUYMB01YyokMt9P74rOi/qSaEZP+IwG+KBUVR3DiwmS3bj5FXvRcTpi3Aw70cKY8PsePHNVx9bU+/ifMZMaQ1Zupy8sK92LNxDSf8Smg+aAojh/WiiqV+6dgzKeQGh7eu5fTDEpqPncOk0Z2wzg7j9MFN7D75ALuO02jrlEfQxV34xohKvyUqDzipJI/8vEKUGnro1+7JhPGT6e2qxcOzOzl46AyvcKBt/4mM6NWBypZvt9iVXgo5xQX5FEnlaOjo/ev7VJzJo7Pb8dy5j0i1xgyfOYv+7V0x/HmrnFyOTKF8G3wYRWnMkXvH17Pr4AUkLiOYohJAagoBPf/Ipv63f5cRfmkVP6zbR6RGMyYumEXXRtUx1FQjM+wKu7dv4OaTaApl4lJ7Ukgl5OflIilRQ8/YiAo9F/HdmN7UsNUj68levv1uE/cjSmg7Ziljh3Qt9dBWLb0oFVKSw65xZNNGLvi+prhCCyZOnk2Pxs4Y65bt3Uq/yuKx8/HOtmW0SnhtVQdDLRl3tw1jxeEI3IYuZPygTjgYaqJAVLqgi0KGJD2Y48unc9gvh1YT1jK6dyusDdSQ5ORQJFeipW+IjlY6N76bwtrTPkjsh/H9+tk0rmJG/p01jFu6hzipE3MWjCfq+n7O3XiA3ZC9LBvdnkrmasR7r2TBmr08i8il/6pbTOziinnZPtQvQiwoyc8kNTWzdPCqqSFGWphF7ItAHkfmY1evNW0aVMdS592NJL9v0n9GLCjOjeTctqXsP+eHYd3udG/XDEcTNd4EXMPr2m2yTFoyYfokOrs7kvLoJDs2bMA71ZoeA/rSuk5NytvpEnpxD3sO/kSMVX0G9OmFq3kRvhdP4333KSnOnygWZPuxdfFirobkUa6qM2YG2oj1zanhWp+G9erjYCPixcmNbN5xlHB1F3r36UVdZ3s05VJyYl+QolGVJq2aYp5+ieWqAIe/51kwvQ9GL0+x5cc9PMiyo3c/D5q6VUQbOblxYURIHGnVqTn28lC2qQIcvi8W5Idy6LtF7Lt0H7VGHgzp1g4rUSSXD5zgQXAkBt0EseB/u/MVclc2QiH9+RmWz1uCd6iIZrMW0b+mKal+p9l73Jvi6sNYtn4u1UVBXDr2DN0albDQ0URMPuE3D7Hn4F3ENfqxeP23tKpoSn5cAGHxeWQFHGT5bi/SsiV0nX+KnjVMcHCuhq2ZQamSnPh0D/OnLsEv04avNhxmVjun0iML316JXF80hm+PPkBcawhzx3RFXx7LzV0/cDZEm5YztrNqagPiLhzlQaEx1e3MEStkZIVd59C+4wTlmtBq2k7WjW2IdmEit/fu4WZEHAbt5jKvkyNxT65zJzwDe3u70jQlSSFcOLiNm5FiGo7ZyNopbTGQS4h9E0RiegHJd1ezeJ8/uublGT53I3VtzKhUpxrm2r/vOipYmEDgcyJQnJuI38UtrF1/jDz71oxbvIx+dWzernoWZxB+9xDLvl1LuMKaZn1m0bm2KYrkIHzO7+VyODTrMZnxI1oT5bWWDTtuILVtiMfYoThJ33D//Em8ozRp2H8mM8d3RD8vgZjYBLLin/Po4lZOBJRQt00/enToRAU7OypUs0WZHInvlbP4Jsqo2nYAPdwMiQ7142lgGsaV7THSUJCfGs79Cz9x81kerj3HM3lEM3Lve/L9+ovouXWjW+eOVDZTkhHuw5WzJ4k3bM6IGYvo0qCS4FnwORlnWV5l+SnEx0YRExmO780zeN18gHbVbvToM4wm1a2wdTAh59l59m38kTupxjTt3Jc2dcoR/8SLy5cfUlixB2OmT6FrgwqIC6J4dHwLO3afJtG8IcMmzKJXm3oYlwYPUAXxDeHSgc3sP34PtZod6d6rHfb5Ydy6dJGADHM6jJpGt3pG5ESHkZL/L5hxT89y7doDFA6tadNvEJ2auaB4fp59237kZqQU27od6dGuJdVtVdvr1DEws8HW3g5jUSqPvc7jE56NU4sutHB3KZ2g5cb5cnz7Go5ceo5Dl4lMHjuM+o7GZSKDjMzI57yMSkYi1kRHXEJGtD83vK4SkmRG29FTGerREgcDIUjHZ2juv2S5JPMJh5cv4cD115TvMY3powbg4mCOSsdVBZ4OexlCYloe0rLT4/Jin3Dt8jmC3hjTfER/2nToSovqFTFQRHFlyzK2nvImU68eU779ge5Na2JUFjCjODeK89u+4eDp60SKytOwfV96NqmJuYEqvocWFhWrYm+Zz/Xlc9h25TUVm/agQ4t6peMz78M7eJxbhUHT59KzpTOFzx8RlqVEU0sTdVkO0c/Oc+rkQ0rsOzJxwXRaujqgWxjBtd2H8UsvxLXLcFrXrUDWgw18v3QvITlWdBszhsaVtIm+fIBDt8IwbzaBeROaE3xyA4fO30FZcwRDe7agirmSVP8T7D93k2SZE1PW7aJ3o0oYfEmeBXlJoTx4+IjX8XmqM1mQy5Sgrku5Kq6416tJBQv9Xwed+AOL/0OxYO9VZG6jmDhtHE2dbUqPllDICnnje4Hzp47iF5qCQlMXTR01isUi9Kyq0KBDH7o1bYCjsQ45sb5c2LedY9eCkOoaYu/clL5D+2Evi+DK8QPcCElES8cIM2NLNKWJREa8JslpJGu+/oRtCIVBHF42j6M3X6MwtsFIT6t0oGJoZE7luh1p36ENduIY7l04xQ2fp2QUKkBbG5GuLgY6BpRv1I8+XVtjmXLx7WkIvysWDMNFJ47b505y9eYD0nLkoKuDSFcbfV0DTF17MaxPexxLgt+ehvC+WCDLIPjaEY4cP8HjeAmG+maYmVuhlh1E6KtYtNsvZZ2wDeFz7p//MXmXF8Zy9+B2jl+6RGC2IRXMNJBLitC1dKfl0PH0aVkNUaYvh1Z4EpKaTm6xDAUScoskGFvXpmm3YfTpUB9zHQ1Cjk1hzZlXFGXG8CommWKpAiun+lgbVKL313PoXr8S2qJ8rv7Qi8W7n6PbYAKr1s6gvq3BO66YJWSEenFsz3EuP4xAzdwQLbmMfKkm1ep2w2P6SJrZqBN2Zg8/3b5PamIW6artXAWpFBtVpHKdznw1fAju1noos4PYOH48+31fYjX1Otdm1Cbez4tTJ08REZdOulyBrCiDXE1jytfpzpChQ2lawRRpTgIntn3N5ScpSNJf8zI2GzVNXRyruGJq0ICxm2fT1NLwgzOC/zFGIxT0CyMgIyPKl2OrZnDgIbj1msLsqf1wMtN+u5daWUxmzFOuH9uFl28oSYVijHX00JAVoVRqY+HchC7dB9OioS2ZL25xdu9+br6IIFdkgoW2HKWaBRXqdaZzv940tIdXD89z+KfzRCekkZkcRUK2AuP/Y+88wKsssj7+u7klvffeeyUBAoQuvYqIiiKIZRXbrrq6q7u69s/uuooF1AUbioAg0kF6C6GkhzRI773d5LbvmQtRQBAIhAV853l4QO/7zjvznzMz5/znzDnOnri7hhHefxp3PTkF6/xkvnn3BZZlGxj+4Bs8O9WXguS1/PD1ao41t9Kh1dClU6M1scQvciSjJ9/EsFg3GnK38d1nC9h+tAq9iRVWSgOyTjVm1j70GT2DyZPH4udq8/uu39fZ6F4v3Wkr+Jkfli5i9d5C6mvKqaqux8TaDXePQCJihzLp1luI82gnbcNyVqzcQX5dO0oLJXqtDGvXcIZOu41xowfga21CTdoq/vveWyzbXUfY2Lu5b949DAh1+SWVm17TSMG+9fy49Bu2ZJahU1oZCSq5mRthQ25i0tQxxPg6npH6DdJWvXBGzAI1P//nJebPX0IOtri6eeDmYH3ixBVLAgdM4sbpNxJrV8R3b7zC4l11jLjnSebeNBp3W8je9BEfvreAlJYIbp73Z+6YNAA3q263GA1lB1ex/MflHMitQ6uWodWBytabsH5TmDhpKNEBdhd8jfl6kZPrqx8dFK57jVff+or0jnBu+/NT3DY+ETcb03PGuahJW8F7b790RoBDLRXJX/DO6x+w5UgD/hP+ylOP3U68v8MvMtxcsY1/P/YUq5NzaLbwIMjHDWtxKGLcBFwZMvfPTB8RgSZHXD9byp6cMuRmpsg0GjRyW/qOv43p08YT4mFO/k/vsGjjPkqqOjF0yek06LFxjWbw+DuYOCoKVxsVJtU/89p9T7HqeBsTn5rP/VOGYKfPYsOCz1ixfRdlXRZYqzTou8yw8e7H2Fl3M7afG5X7lrNsxQ/szivHRGmPtVjj2zuQ2XsT2X8at90xmQA3m19s5+vCs0Cw+Xn5RymuaEKjlSGTW+Lk7oWfvxdOdpaozsiNeb5JcG4v8T26AAAgAElEQVSyoIPSlI3sPVyA3jOBfokJ+DhaYeQbDQa6Wmoozk8jNyOHsvoWOpBh4eSGf1gsYcFBuNhYoRQ5ZTUNlGQeJuVwFhWNLaicA0kcOoRARwWl2Qc5lJZDXZMacxtvvBygqbGKWusYRg/uh6uumJS9e8hvcaLfsMFE+bug+sUHC9qL1rLw7f9jc44M/9hEfN3sUXZUkbltB0UKf2584DFuGhmDaXMZuZmp5BWW0tChQWdlhYtHEOHR8QR7uGBSl8GO3XvJL4WokeOJD/fBStHA0c1bSM4uQBs4hNED++Bla0JL5XHyc1IpyCumpq0LjYUFTu6BBEcnEO7liml7Cfv37CCrsIPAIePoF+GDjTHKph51cxlHU5M5nHmM5nYZ9m6h+FhWU1xZjc53BGMHhCMrSWZ3ShoVJmGMHptE0Jl3dM43oNLvEgK9joCWtrI8MtJTOCRSp+r0mNm6EBSVRExUkDHwjaGzgYJDu8nIOEpFayeC01S6ehIVnkBocCBOVuZG5bt4zyJWJ1egE3ENTisu9J8yiYRAV5SyVg6tWMieIhnO0WMZNyTsF2b7l1d0rdTkZ7BrzxFKG+oxYIOdtx99+yUS6OeMKXo6KovJO7SDjKOl1IrPmZvjGppARFgUYe5iAzSgPr6Jf/75Mdan2XLbV0v5Z5InXQ1VFB7aSWpWAdWCilcosA2KIiqyr9FLwVxugra9nr0bv+FwYfMZ/ZAhVwRxw5yJhNpa/G5Qql4fNukDEgKXDQEdLdV5HNi4htwOZ4LjhzMwxvuUiNIGdJpW6sqOkpOVSX5pGa2toFSa4+QWSEB4JCH+PlhbytG2N1CZm8aR7CwKK5pQmFrg7BNBeGQcgT7OmOpaKctLYee+FGqbNWf0wBrXgH4MmxCLOn0Ln779GsktIcx69l/cnuBOe20RRw8dMO794h4sZuY4eAcRGRaDv7cH1mYKNO11lOQfIS0zm4qaFrTGx2zwDoghPDoSL1d7FPKzpVW9bGBKFfUSAp1VmRzYt51DBY1nfEGBg0cY8QMHEextg6aujOzUVNLzjtHcIfYzVwLCo4iKCMHZzgI5WhoKD5K8by8F9Wb4RQ2kb0IkztaKU9Z0PV1N1ZTkpXEk6yjldS0oTK1w9Y0gIjoOXw8HzM9INScaVZWzjX370tC7JdBvQB887NTk7drOgeRsTuTfObWocA2Op29iP9xatrHgrbfZWOTKjIceZ9qovtibailN287+5AyarcJJSOxPmI/DKV54elqrsklN3UNWQQ0dHUrMbFzxCowgLCwED2cbzCSngl6SxitVrZqy5DXsOFxIu2UY/QcNJNjHETNxD+scpa0qm317tpNXYk385BuI9nPFXKajNmcXO/cfobxBiU//cQyK88PBQv6LzKub89j90xbyKuvp+k3dNoQPH0//CD+saKEw4zCH0rKobW5Gp7fB2T+Q+L7x+Lo7Yaow0FC4g10Hj1Ba0YFWa4m1qxeBoTGEBvviZC3izUF75mc89cTbHKr35/7XXmPa4EhsVFpainJITT9M1vFKYyBqa9dAgsISiAj1xd5Sjqa1kqLcDDLzM6moEvWDpaUTHkGRRISH4+lih+KUuXldkAUiYI9Wq0Gr1QmbHZlMjlypQCmX/3qX6SJk8txkgQFdl5pOjRbkKlQqFYpTiQiDAb1Og6arC61OjwEZMoUcpVKFQq44hYU3IO4SdnZ1odPpkcmVqExNUchl6LVddHVqjIaCzESBQg56vRadTImZSrgu6+jq6kSrNzG+o1T8KqSii8Xrn+Hl95ZQYTeeu+fNY3CML7rS/Sx68SVW5WkZ+/DfjGyrj50pOk0Xmi4tOgGaiQlyhRKVsjvgoWhfp1GAlGbmqMR3ZHpj8MFOQbsqVMb2GJldgb+mE61Ga7z31V2X6Hf3XRtjm7UG5KZmqBSnYyHeFUEc9XowUahQmujQiLGUm2ImIqqL4Ivid5SYmQksJSXlIsRZevRKIWDQGe8Dq7tOKO8yuRylyhyl/MQdOOGWqdd00SXWh24iQK7A1NTMKNPd25aus42OLt1ZWi1HZW52cs7r6Wpvo0snQ64yM86TUzjDX98V99zUItioqM8EE4USM3MRy+RkMZxY04xBVI2NNkGuMkWlUp4ImmPoJGf1Ozz9/Dc4TPwHf3/mZoJFzjTx3sl5a1w/ZDJMlCpMVaa/MNFiXe5St6PRnvTrO61HCkwtReyGC78edqWGUfqOhEDPEBD7v5YutRotYu6bolKevj8bp5ReZ9wvu7RasXWemHNyJUqV8pS9zYBBpzGuFcb5I55RqlApRRDhE3uu7qQOof8NqSjmuQo5TaRu/JrPF27Eacy93H3XBPxtzIz3uo17v+bk3m+s+9e9/0TfT+gyxrVKpxf/iUxmgkJpilIl9m9p3vZMRv73b52Qq86zrMsyTOQKo9wqhZFg1OvEsxr0hhP6qFKlQvmLTAs9VuirXWgNQjaETqz8rbeJQX9SljQnZMkoR6Kek7J8Fki69xaEbmzUM0UcrJN64m+elxn3NZWqlZzlH/DJZ5swSbydu+6ZSZTPCcJba9zjtBjkYo86dZ6dlHa9Fo2mE41G2BAyZCbyk208VVf934+d1IKeIiDkp4MuMb4myhOB3U/Ruc5Wq4g90GkM1G6Cyqzb1jqh9xjtEb0Mham5cY0/zQzUa+kUe4CQ9d8UExTCBlIKuTIY13Cxxgo7UHjFG9dhoXudrNAYeP6XNdjk5PxUGY34EytwDfv+809eXpyM35QnmHf/FEJdbYyxaDDo0IgA+UaZNhjniJjbv+qaJ+zQLs0pa7xR7k/uW2es8dcFWdBT8TnXe+cmCy73ly5/feVbXuH/5n9Dep0joZGRuDtZo20sJ+twBhqXBG6b9xDjk6Kx7w6EdvmbINUoISAhcJ0goOuoYdV//sL3OX489NxTDPK3la4NXCdjK3Xj+kagtTqbn1csYOcxZ6bdcy/9g11OKJFSkRC4DhHorN7Pik/eZ3uRM2PumsfYAcFYSgJ/HY601KVuBNQV21jwyjvs1/Tjnj/fx6BQt16LIyORBWeRu2uZLBAuZrt2/Mzu/WmUVdfRpdOCcD/2DKDv4BsYMigBT8eLi+EgTU0JAQmBPyYC+q5Wcg5to8osgoGRfpgpJa+eP6YkSL2+1hDoFNciCzJoUHgRERyAlelpCbaute5I7ZUQ+F0ENI3HycnOpkHpRWhoGK7WUqoOSWSubwS66vI4nHGUTocY+gR7Yt2LuWwlsuA6IwtEdzpb6qmqqqSxpe2kK4wZFvaOuLk5Y23xq5vw9T2NpN5JCEgISAhICEgISAhICEgISAhICEgISAj0FIFrkiyoq6trNRgMlt2dFvcxRDnf3xf6TGVlJQa5FdZ2rsY7IlKREJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEPgjIeBgZUApPzPo9tWLgMFgaJMJssCYL+Vk6SYJTiUDuv/9e7+d6/2KigrMLW1xcfVArpDIgqtXHK7NlrU0t2BhYYFcRK+UioTAHx0BA6g7O40Bh0TQK6lICEgIXBsICP1KKwI1GgzGQHRSkRC43hHoaO/AxMQEUzORNF0qEgLXPwKtra1YmytOy45wtffaSBY0NjaeRhZc7kaLmAVWVlZ4enpKyuvlBleqj8rKKuzt7Y0RWaUiIfBHR0AYGi0tLca11tzc/I8Oh9R/CYFrBgG9Xm+MGC7+trT85fzmmmm/1FAJgYtFoKGhAYVCgbW19cW+Kj0vIXBNIlBdXYOdna1RR5NdO5lwrhxZ4OXlZVwUpCIhcDkRENdcHBwcpJOYywmqVNc1i4BEFlyzQyc1/A+OgEQW/MEF4A/YfYks+AMO+h+8y9XV1djZ2V1rNotEFvzB5faa775EFlzzQyh14DIiIJEFlxFMqSoJgSuIgEQWXH6wu7R6CsvbKChvv/yVSzVeMgLtbW3I5XJMzcwuuS6pgusPAQtTOX2CbbGzun6uVEpkwTnktPsaguRZcP1N5KuhRxJZcDWMgtSGqwUBiSy4WkZCaoeEwMUhIJEFF4fXhTzd2qFlX1Y9xVUdeDpL17IuBLMr+Yxep0d4YstMpDTCVxL3a+VbR/KbmDHMgwCP6+dalkQWSGTBtTL/rqt2SmTBdTWcUmcuEQGJLLhEAKXXJQT+RwhIZMHlB765Xcuh3EajQdo31P7yf0CqUUJAQqDXEPjgh0KmJrkT5mPVa9+40hVfB2SBAZ2mC3WnBplCZQwYJ5edCqMBXZeaTnUXGp0eTOQoTc0wVamQ/w4pKHkWXGlR/GN9TyIL/ljjLfX29xGQyAJJQiQErk0EJLLg8o+bIAvE6aSpwoTECIksuPwISzVKCPQeAm99l8+kgW4SWdB7EF9ozb/GLFA3VpB/NJXMo03Yh8USHxeEk6o7IKGOtrpSCjLSyC2qpk0DBpTYuvgSGhuNv6cD5ufIXCeRBRc6FtJzPUFAIgt6gpr0zvWKgEQWXK8jK/XrekdAIgsu/whLZMHlx1SqUULgSiEgkQVXCunzfkeQBTWt9UV5lumHk8ksOE5+oZbAkaOZPH4g3hYqhHOBtqWMQ7s28/OhUlR2Lng52aBpqeN4RSOmQYOYOLI/4a4WZ/3a75EFXV1dv6QKOm9TpQckBM6CQFNTkzHNlJRpQxIPCQGMOdrVarVxPojUPFKREJAQuDYQEHNXo9EY57CpqZR3/kJGTaQeE1ipVKqzpiGTyIILQVF6RkLg6kRAIguumnFpkzVWZbfuX7PJMr26EzMbBSXplTj0G8T4cd1kgZaa7N2s+mEjBeYRjBkzlDhPazRt5ezdsIYdeaYMu2kKo/v5cbbwMb9HFoi0Kc3Nzca8wlKREOgJAjqdDhMTk2spX2lPuim9IyFwwQiI9VQo0ddQDt8L7pv0oITA9YyAIArEH7GnSeX8CIg1zsbGxpiK7GyYSWTB+TGUnpAQuFoRkMiCq2Zk2mSNNcdbj2Ufs2xV2qLsKmPHmmQI68u4X8iCNnK3r2XZ+lwcB41hyqh43M3lGAyd5G/9lm9XZ+M2agZTxyTgcpaDrN8jC0Sgh5aWFuPJsMSkXzVCITVEQkBCQEJAQkBCQEJAQuCqRUCr1dLe3o6ZmRlOTk7GFHxnFoksuGqHT2qYhMB5EZDIgvNCdKUeaJM1NjS0GgwGS2QGavKS+XH5HvShp5AF2jpS1q9mRUo7iWPHMi4xAFOTE5EPa4+s4sulm9BF3cz0ScPxt/ltu3+PLKiqqqKtrQ1nZ2esra2vVKel70gISAhICEgISAhICEgISAhcowiI61Z1dXVGkkDokBJZcI0OpNTs0xAQV5EKCvIpKCggNjYOkXb+SpbOzk7jt4XX96V4J3Z7SYWHhxs9f3pSJLKgJ6j1yju/BjgEPdW5+39LFqir2bt+FSuyYOTYsYzt443JSbKgOWs9i79bRUvATcyYPJpgh56RBS4uLlhZXT+pMXplqKRKJQQkBCQEJAQkBCQEJAQkBIyxWSSyQBKE6wkBcXianp7Orl07jN7WkydPxc/P74p2sbW1ld27dxvjyVlYWPT4SpTwGm9sbGTUqFF4enr2qA8SWdAj2HrjJYks6A1UpTolBCQEJAQkBCQEJAQkBCQEegcBiSzoHVylWq8MAoWFhdTV1eLvH4CjoyMdHR0cOJBsNNTF4enQoUMJCws3XrO5kkWQBcnJycY2uLm59Th4uPAqz8/PZ/jw4RJZcMoAiuv3wtNCBGW9hsoFkAXaeg5u+JEVB9rpLzwLEgMwO+lZUHN4JV9+vwV99M3cPHEYfj28hiB5FlxDIiM1VUJAQkBCQEJAQkBCQELgf4jAtUwWqKuy2LVjB4eLLEgYOJQB/f2wkJLX/A+l6cp/+uDBFDZv3oSnpxcjRoykuLiYrVu34ODgyLBhwwgMDDKe7ufl5VFTU41WqztnI4VRHxISclmucwuyYN++fUaDVng19CSenAg8npuba2y7RBacPmzXL1lgaOPo9jUsX1+E96ixTBwZjYORLGglc91Svlt1FK9JtzB1bAKuFxngsDtmgUQWXPmFSvqihICEgISAhICEgISAhMC1iEBvkQXqyky2bV7Pz6kV6A2nI+MfP4Ix4yae9crtxWDYnL6Kt958jcW7zZn18N945IGxuJ0tndjFVCo9e00hUFtby6ZNG9m/fx/e3j60tDTj6OjE6NGjjUSBSH1cUVHBxo0byM7ORqSaP1eJiopm/PjxuLu7XzIGwsMhJSXFGHw+KCjIGA/kYlKTi2xMlZWVRrJAxC0YNGiQMQBpT4p0DaEnqPXKO8KzoL5V16Wx1Gi7qMo/xLpVyehD4rhhVD+8Lc1RKU1ozN3NiuVbqXKJZ9yYJMKdzOiqz2HzyrXsKLFn7K1TGN3Xl7M5y1xIgEOJLOiVwZUqlRCQEJAQkBCQEJAQkBC47hDoLbKgOeNH3v6/53ljRRYKUwusLC1RnMxk2X/aQzz25N8Z7H1pcDalLuOVl15gwQ4TZj/xL/76yE34WFxandLb1xYCwpCuqak5SRjsN7r8T5w4EREQUCYzQQQ6FH9KS0uNsTnEaf25ijDGAwICjJnlLrWI75SVlRmNfWH4+/r6GgkDQV6cr4jnBQkiAiSKEhgYaAzQ2BPvBPG+RBacD/Er9rsgC0pby46kWWbmllBaU0ZuVhk6ZzeCgjxxcfQhIiYSH9tWUn/ezM6MKgy2Lrham6JvraaqUY9DzCBGJcURYH92WlQiC67YYEofkhCQEJAQkBCQEJAQkBC47hHoPbJgFW++8hxv/3ScPsMmM2XieLxOXrF19oskJjYOt0uMx306WfAcf31kukQWXPcSe/YOCiIgPT3N6FUQHBxsJAiOHDlsNLr790/s8X3/S4FTtEF4fgujX1yFEB4Lrq6uxvgJ58qQIDwf6uvrjUSD8EQQJIMgQC6EZDhXWyWy4FJG8bK+K8iCktaSw6mWGUdLqddo6OzUYlDIUakUWFh7EhEXTaC3NZ0VxeQfzSG3oolOLSiUZjh5+hMWEYS7gzXKE9kUf1MksuCyDphUmYSAhICEgISAhICEgITAHxqB3iYL/r2hgin3PM3TTz1GlPOZUGtorSgk91AaR8sbUSvM8PIPJyomAld7C4w3dXWdNFUVkZeeSUFpHS0yGzz8I4mNC8S8+CdeE54F2wzcPPc+JtwQQltVBR1KO/yjEogP88XxZPyzzuZqCrOyycgvoaG9HUtLBwIj4wkP88fW7ByK9x9aMq69zgtDW6T+FK7/e/bsZvv2bXh5eXPjjdPw9r5EN5YewqHVao0eDSIQo8hqILwLhJeAyJBwJmEgCAXhASEIBuHdILwcLtQb4feaJ5EFPRy8y/+aIAtqW9WtbZZt7Z2c6eQiM1FhYWWJuZkSE72Wrs4OxHManQGZXImFpQXmpkpMZOdesHqDLBCbhBBOqUgI9AYCJiYmRjZULODCVUwqEgLXEwI2NjbGHMpSkRC4FATE6ZFYK3/vLu2l1C+9+8dBQOy35ubmF5XX/X9HFqipyEphw7ffsnbLHnIqG+lUmOHhG8fQG+cw/cbhRLvJqSk4zPplS/hp/S5yy+toxRrfuBHcce9sRtrm8uFbL/PBuiqCw0JxtIXK8krUCjuC+o5h7l13MjEpDH3pfjavWc6qjUfILCijsaMDCwt7AsKGMHXOHCaP6YOL6R9HTq6nnorgf2IfFoa1vb29kSjYsWM7P/+8BScnZ8aOHUdERMQVz4ZwKsbiSkJTUxNFRUVGIkAQAIK86PYwEOu/8EI4duwYwtaztbU1ekdcDqJAtEMiC64aiT81G0LvNKo3yALBcomInZIh1ztj9kevVSjBQnEROW/FHSypSAhcLwiIEwEPDw+jq6BUJAR6ioCQI5H6SRh5Yi+WioTApSAgTiuFwSSMjwstvU0WvLkqH//I/iT2S8DJGE/AnfgRoxk20Jz9X7zPe/PX0GgdyrAb+mHTUsLebckU2/Xnnr89zv1jvUj7cQFvvflvsrTeDL5hFBFOcioaOvGJGckYn3q+eP9V3l2Zj5tPPCNuGE6AVSnbt27mUKUVMx74G399+E4sMpfyyUeLycaTmNgQTNVV7Ni+jb2Hqxlw+xM88/eHGOp7ZVPrXej4SM/9PgI7d+5g27ZtREVFkZSURE5ODqtXrzamURw/fgJhYWGI031hQzU2NqDTnVsXdXR0wMfH13jqf7mLsLOELizaJyL5e3p6Gv8IwkCs/0JHzsrKMv7t4+NjbP/FBET8vfZKZMHlHs0e13dtkgUNDQ1GFk4y5Ho88NKLv4OAWADFoiuU4N8LKiOBKCFwrSEglHGx0QsFRCoSAj1FQMhRN1kg9mKpSAhcCgIip7uDg8NVRRa8viwTpbk11tZWKI0cRjjTHnyE2yeYsub1l1iwo5kht9zPk3NGYl6TxZKF81m0rYake5/iqfviSf/8Vd78KpmIWx7mn/NmEumioLyskg6DFTYNe/jPGy8zf2MzY255mMcfu4sY+3yWvPYyby7eT+Btj/Lsk38m1rSSzPQc2i2d8fbzRNl5nJULPmL+gh8xDLmb5//1LHf2d70U6KV3/0cIVFSUs2bNGnJzjxoN/aqqSszNLYxZDcLDT3gUiKwCmzdvJifn97MhREZGMXbsWGOMgN4ogjAQh7SZmZnGvwXBIWIYdMcjEN4HIoih0Ju7CT9hnwn9WVyvuBgS8NT2S2RBb4xmj+q8NskCEURDKCiSZ0GPBl166TwICFZU3LuSyAJJVK43BMSJsLh3KJEF19vIXtn+CDkSyqFQFiWy4Mpifz1+7WokC34b4NAOv/AQzJoP8vGLr7DkUAO+UdHE+Tpi6GziWG4WGXmdJM5+isfuiyV9wcss2GvC7U/9kydvHoStufyXoTt7gMMi1r7yEs+//gOqm+bxwt8eob9DAzmpe9h1KI/swjo6OuqoyM4iPT0fWdIcnn/+OR4Y6nM9isQfok/l5eVs27bVeGpva2vD0KHDjYa4KOI0XxThBVhbW/O7B1cio1xQUDBiHvVWEca/CHiYmppKbGws/v7+xuvg4vBWeOKKKwjdHgXiaoKIdyC8fwSpIH7vSZHIgp6g1ivvtMnq6uqED6Ex38apxvfZ/n2+389Wh2DGhOElBEYwTKcWwUaJ+44XmzqxmyyQPAt6RSj+8JVKZMEfXgSuWwCEkSfuHBYXF1+3fZQ61vsISGRB72P8R/qCMHKE+/LFnEB2X0MQeqmIw3K2KO2tHTqyijuwsjAjMcL+giBtzjiRDeGsAQ71nRzd+QNvv/gqSw43EdgngX6BTqfE7bIhbMh4hkQZWPfvF1mQYsrsp57lqRkXSBa8fJIsmD6PFx6fhW3+OhYuXMz2OgUu3iEEO5lQlZ7GoUM56AfNlsiCCxrRq/shYVQfO1aIlZW10Y1fr9eRnJxMVVU1gwcn4e199ZBBQm9ISUkhOjramO1AXJOoqKigo6MDkb5RzGFRxHUFYacJT4PuKws9GYU3l+Qyqo8dQZ49Ixt68s3efkeQ6wKXM+3h3v7uJdZ/OllwIYTBqc+cizzobpT4XQhSN1lw5j0WQRYIZupiyQIxuURgEIksuMThl14/KwLitEwoL2JSi8VQKhIC1wsCQhkXCsnx48evly5J/fgfICDkSHgWiKsIYh+XioTApSBgbW1tNDQuRoE+kyw4G9HQIsiCovbLRxagofjgBj545WU+39nEoOn38Pjd4/C1N6W1tIDMzArMQhLoE6Zh1b9f5O2l6cTNfJhnH5lDnKuCouPFtOqssG9O5oO3XmbBDhNmP9GdOrGItaeSBQ9PpnnTZ7z41tc0xI7hoT8/yCjPJlYtXMjnX2+js/+dvCB5FlyK2F0174qTeEF2qdUd7Nq1y+htIDwFJk2a3GtXC3rS+W6yIDIy0uihKHRlMQ+Fndfe3m4MbCjsPuFtIHRoYdudejXhYr9pJAvi7Qj2vPyxGC62LZfr+WuRLJDJZG2yhoaGVplMZvQsOLVcDhd/UYdIpyGERrBLZ5IFNTU1RlebnpAFQkG55siCqlTW7CnFJTKB6CA3zC48ls/lktOrop68nV+y5VAZeq8BTBjaFx8nqxOphq6Sck2TBTUZfP1jNj6jxpHobY3qDypjvSVKmrY6Nq/4lNQyA66DZjJ7sC/yawhjoVCLEwERvfjaKga6WupJ2bOXTu++JIW5SbL9PxzAa5os6GymOOsIuwp1JIweRqjNNTSB/4dj/uunO6jMOcKh9AYc+g5lgP+luz4LskCcTPaELBDvnItoaG7XklrQjJlSfnk8CzDQVpnB8o/f5e0FG2izD2LAgCjcrJW0V5dS0ObEiNvuZt5Eb5KXvM/rby3gqNyThMT++Nma0NCpIHLQJCb6NbL4/Vd/Sxaceg3h8dsw2bOIF//vEzJVviQO7I+XqoHDB1JIzS7HZvBciSy4KuZDzxohXPrFoae/vx92dvbG0/m9e/ewYcN63NzcjUEOAwMDf4kL0LOvXN63uskCkaVBBEoWurKw6wRhIGy97mC3Ilipu7v7WdMsXkyL3vouj4kDXAn1vvQ15mK+25vP1tbWGq9sdMd76M1vXca6r82YBQLsU8kCvaaDuoKD7DqSR0VjF3KZAW2nJcEDE+kbE4iD6enXHy4jgBdXVfb3PPPxYUIn38GNwyKxVZ7/9eZje9m4vQKXgQOID/bAqluv0TeTtXk1GSahJPWNxtPu4vPndDTls2/PcZyDowj2c8VU0dsWu56G9HV8umQnJl5++EUOICk2FBdb8wsmCzoaj7JrVzHeUX0I8HZEJS9n69c/ow0awIDYAKzNLn2sxSQWyotYyLs9CwwGPU3FGew8kEpFfTt6Axh0MlwDEhg8JBonSxVXhcqZu4o7n1pL4tMvMjfBFUvF+WVM297AjjXrkIUl0T/cG0vFyZ4Y2snd9hPbOkOZOTwCa7MLENjffK6ULe8tpXXILMbHOqOSXx4Za6tNZePmcuJHDcfHybGpJ58AACAASURBVJzLU+v5sNKT8eN8vk6uJzA8CM+oUYyNcb1g2T1f7Rf3u4GmqkP8sKaEwZPGEORyYcy7MPL8/PyMuZN/LQbUTVVk7F7HvqIulCYGRMZQXacPkx+ZgM/VINgGPW1Vx/jy44W09J3Fg+OjsLyAqa5TN1Ow/St21cYz7fYB2J8UFINeQ115DruPlNMnaTg+9he7fupRt5RzaONuarwHM7mf52WSAw0tNVns+n4/ZmNuZ0TQxStJ2vZGCo5sZX+9M2OHDcDV+uyLgF7bTvnxdNKPakkYmojLOZ47m1wKOeqOhn2qZ4GmvYmi7IPsTcunrfNE2lmVmR3BsQPo28eXq8KZtLWc5DXf8+FODXc88xdGe5x/kTToNFQU5pKRcxy3+CQiPe04IX46WqoKOXQ4h1aXOMb38e6BHLRTmXOQg/srcRk5iX7elwclbWc9hUezKa+3IKZ/DA4Wvzdhuqg7ls3h9ArMQ/oyMFS41p9rRWogc/33fLOyCP87/8y9SS4Xt3Sd5Wmx34pTyZ6SBed6V5AFR/KbMFWYXDBZ0JKzgY/ee4MFW6sYc8cjPPrg/YSd8K4+UbRtlKTvY83ypWzYspfc0gaaVSrsPP2IGTmdO2+ZxugQRxryD7Pmu2/5as1OciurQW5PUL+xzPnTnYxwOMaij97lq70mzHjgcebdMxFPc7FXvsvbH6xDOWEOf334LsIMR1m5ZDFfrt5DYVUXDm5hhLrqqa/IpjZgOk888TizB3heMv5SBVceAeFBsH37NiMhMHDgQGNsgi1bthhjF4wZM874/4X+Ka5yC11U6KDnKsL4FARDT2MDXGjvzyQLxHwV3mViPxDtF78LDwmhY4hD4Es1iKWYBRc6Mr3+3LVJFgiPhF/IAp2a4tTtbNqaQq2pK17uzlgrdTSUNGEXFU//vhG4WSqvkDFxngHL/o6nPzxM6JQ7uXF4JHYXYHu1FWzgndfXwIjbmD2pP74nFTpN1T4+fnkBdX1uZ/a0YQTYX0BlZzSvsWwbn326n9Bhkxk6IBSby2Bo/z4Cdex6+2m+akji/vtvJMbb9qTCdeGCXl+ykU8+SiF+yq0MjvfHUnWMZW8spSt2POMHR2JvefE4nPn1brJAyFh3NoT22jzWLF3OcZ0jnm5OWKrkaNQtaJUeDBqRiKedBZfJDr5wMM725NEfuOPJdSQ+8wJ3J7hhpTy/Ga1tq+bbt1+nwGcif7opCVdrU6OiqG08yqJX3yUrag7/mN4Xhx7No0O8OfRBquct4vnpIVheJleHmoJl/N/r6dz6t8fo62+L/Iq4ppSx8IF51I9+lT/fFIXZ+aG9tLH8nbeF4lBXvI1PFucx6e6ZxHrZXNC3xKYuAhOJUw1jMRjQtpax9esP2VFhQ2B0BA4qA3qhEB9uYfjT9xN9YTzEBX2/xw8JsqCykC8+XkhzwiwemhCN1fltPHQdDeSufZVXl9vyxAd/J87hxEuajmYyty7mu0PmzJ03mxBH1UU2TUNzVRrfvrKA/IR5vDIrFuVlWQDaqcpdx4cPL8L26c95fITzRbYLulpqyNixnA1VHtwxbRw+9mfvm0ZdR8b+H/lxk5pbH5lLmOuFp2ATCqEgC8RVBBEdWxRdVxvFWftZv2EXnY5BJzzGDFq6unTYuoczMCkKmwsgeC66wxf7QksZ+3/6nvk7Ncz6x2OM8Ty/IBm0ao6l7mX1ut3YJ81gxpAQzBUyDF3N5CVvYfmGdJzGzGZuki+Ki16L6snasIQlizMJffwVZvW9sLv15+u2uuU4uzavJ73Inmmzp+Hn8Hsy3kbBnvUsW5WB7chZ3Ds64Hf60UDG2qV8s+oEWXDf4EuPxi9iDlwtZIGmsZSsjFRyKjrwCookMiKc35zFaDtorCyiICePkqpm2hQKrJzdCQoJw9/dCQvhbqbroq68lMzsXMpq68HEGlefECIi/bDXV5GVkUZelYyA8GjCw3ywlLdRnpFOWmYJJj4hxESG4WYjo66skLT0HMrrurB28MXH0UBrfTHVSh/j3fFgl984Bp9PNKTfrwIExEn8xo0bjBkGxCm8uIogPGSGDh1KQECg0QgXB6P79u3j+PFjaDRd52x1YGAwgwYNMnrn9GY5lSwQ3uJCVxZ7gbh2INoq/i08ygWJINoiPAwuJY2iRBb05mheVN3XJlkggmcIBcV4DaGtnPXffsq6IjtGT72JkbGeWCgMtDfU044KKysdZelH6bRwx9vfC2vTNo4nH6FG6UFAiDua0jyK2+SYqmuorq2j0WCLf1ggDl3VHCuuoFGjxC88jlA/T6xMWzm2/zA5JdW0Gg9N7AjsE0WonysWCpPfEhK6LsoKMsnIK6K5XQMVKfyUrGbkXX9i6rBIzOpzOJCeT1WDBgfPYCKjgnC2MTv9hLqznDUfvMPa9jjunDWJfv7iRKOL4i0LeOW7KkbMvouJAwIxbTrGwfQcKuraUJh5E5sYiaeTgdLkI5QqnTBvLaWqthG9UzDxkcG42nVy5KclLF5+GNuQGEL8o0kY6UtnTj4lNU10GuXImcghcQS62mKqbiA9I4PC0hq6tHrMXcLo1yf4t+09KX/qigz2pBZS16LD2Sec6ChP1Me28N9XPuSITSIjhg5iyKB4gr2cMFSlsjutmMY2U/xjognzd8NSpcCg6aAg4wA5RTWoNXrw8MAqfyerNubiHtOXIJ9I+o52omDVHkyjh+Bv0URhvSlhsSG425ww3ptLjnCwWEZIdDAuZnBM1FdcS6dGj23wQAaGu2N9hueJWACF8iLIgm7PgqqDS3jr2wwGTZvLDfH+Rg8GfVcbjU1qLGxllOw7TKV9BAmhLliqOik+dIRiuTdxoe4otOVkZlYi17ZSXttIe5cOc/cootx1HMvLp65Vg3XIYAaHuWKhUlOUcoiM4irajXl1FbgFxBAb7Yu1SnF20qsmg7X78mhTa6HqMJ8tK2HC/73B3f3cMG0tJ+VwKuV1whvCi4ET4/GwOMMLQq/m4A+f8EWmNffecxPh7rYoTAzUpK3hlQXJDLv3fsZFeWCqV5NzeBc5pc3o9O70m9gXHws5tXnp5DUrsWsvJq+6Hb3Sgsh+Qwly1ZL781L+848FNAydw+T4YKKTgtFnH6WwpQ2dcQ7ZEJrYlzAvB1QmMpqPJbPlcAla0XfbUEYOF8brmf2uYsvC91nwUzEJY2/A1ymYQVN9qdySgWWgHzVFR6lpciZxqg9lP+2jVKfnxBmnFwOm9sNLZaD6aCq5LeY4th8ju7oDmakV0QOGEyS8FAQJUHmY5bsK0Isjdms/hg4NpuXAYl56bil24+aS1CeO4UNjcLZQUZm+iV05wmBype/4RPysTFE3F3D4cCPeHjLSso7RrvFl+M19sa0vYs+BI9Q0dyGT+Rv/n6Ohlfzd+ymzC8C9+hBpdQYsXP1JTIjF6aRriFbdQuaB7eRWdoDMBBO/RG7wKGXV2nKG3DgeP/tmDq/cRaFYE5FhInej79h++FianiYzgiwQJxZ5eXknZqpeS0fujzz6l9dxnfsFT08PxVJhwKBXU1tYjomXmLcZFKmd6BPlg5nCQFvDMTKyWwmOE95RNaSuTaY9MBxDURpVajlK5zCGJbpStONn8lsV2Af0ISnSB1OFgZbafPZvS+OEeSlHZRbA4MlxnHpw98sWpteirsljy/5s2tUaOpvrSNmbhseND/Hg+GjMDWpK0rdzoKANlbkn8SP74GWhOn2O6LtoLNrJf179iogHXuPGBFcU6GlvLGbdJ29S4DWLB24diJWhg9rcPWzPakRl5kxEYh8CXMzRtJWStiMHg4MN9RVldJhY4B49lH6eevL3r+Pzfy+h2HcY0wYG4ODgh4dTO4W5ZajFKJiY4ugaQf/BQVhq1TSXZrIppRA9CsztPYmNj8LT3uKU9V6HuqWIvUu/YNHn2zAbP5dJ8X74h7rQlp1LcYdQFuWYWboS0S8GP2cz1E0l5CQfR+nuTHVxMW0aaxzsSsjNrkXrHM2UUUNwt1UayZHjGXs4clyNpa0PcUNCsWjO46dPF7MpW0PfEcMJ9gskJMaCkm1pVBsHQYW1QyAJIyJxPsMAFkqhOMUSCm03WdDZVM6BTUtYlani9rlzifW2QmbQ0dnRahw/E0MrhenFyIIS6ONtRkdTFYXZxWhcw4jyUtFQXURhQR3oW6moa0GvssbFKxBXZS25eaVozBzxjU6kj5cZ7Y2V5B5Mp7C+BR0yzCwdjUZXsL8TZzWJO5upKEhjV2YFqBs5lp7KoUZv7n7+CUY5a6gpySc1O5+mdhWO7iH0HRzMafSbQUd9STab1m6g2DyW2TcPw8VSQVdjGbs3rWNrgQk3zr6NPq6mNNeUkpmRSnmDHEfPEOIGBGLR1kBpUTF1bVpoKqe01YCdmw+R0eGYt+ayefEiVm4txnXUzYzu64+HqzmN+cep7NQASmydvAmPCzfKi661lsLsVNKO14PKBveACOIjvbA4bYw6KD+6jxWLV5BRb0HcgCTCwiOISfDFUF1MVmYGlY1dmNp7EBQVh795PftXL2XpmjTkoYkMiw3E1cUFc5NGykprEZKnUNrhI4znKHPy1y1lyapi/Gc9yr2DXdG211OUl0lGYRV6mR2+wRFERHpg1lFPYV4mh3IrMZiY4+wdQGR4IE5Wp69LYr89WxDs31Nnu2MWCMPkcnoWXJQKLT0sIdBDBIT9IrIh7N69y5ga0dPTiyFDhhqvJahUJzzdhFu/8AIUhrgIfHiu4uzsYtzXezMbgvh2N1kgMjaI2EdiHxBtE8EMBXksvAkEWSBsNBG8XhAG4k9PCQOJLOihcF3+165NsqCqqsoonEayoLWIlf9dyI81Ptxx6zRGRDif4T53jLXzv6PRKZFh4wbjaVvBprc+Ic1iABOm96dj50pW7ivAwjuEAFdryovyqVEr8fXzwsnWAk1TCS0mnvQbOJRw/zYyNudRWt+G3txAc0khVRoX+k+6gb7B7liecdLYdjyF1duSqdfZ4GRnhao6hdX72hg++z7GhslJ2biBjA4rnG3MaWtuJzRxEP2jgrE1PfWkQ0vltgW88F0VSXfMZsrAQGy0payb/xar1YOYe8d4Yuya2bdxPYfqZTjZ29F2PA/HhBEMSXQm7ePPWVOsxi8iBm9LNTmlnYQPG8PIPo4c//l7vlxxBLuQWEICo+gzxIzy/bU0qzsxqKAuJ5Vq0wjGzBiGfdVBNqeUobS0xdZSSWuDgX7jhxDk7sSZZ/mdlZmsW7meozjjbqWgsbGdmGGD8dJn8M1LC8nzGMbwIYkMSIzBXVvA+pWbKbPyxUHXQoPCiZFjRxDp5UR92kZ+2pOLiY0LdpYtZOTLCbQoZU9yCZ6x/Qj2jSB+hIqdby/HesRM+pgdZeGPxfS/YyZjIj2wUrRzZOkClpX7cfutN2BdsYu1ewtQ2rliRzmpuVr6jJ/BqD7eWJn+6mstFGDh1iXY0m6yoGLvAp5fWs7UWXMZEeON+YnEyydLESufeYfkkDv4y/Q+uFg3sfWDD9luNpz7p/fHvGM/C95cgc4rHH8fF8xqD7MqQ0+fuDA8nayQtx8nJUfHqNvvZWCIhpztGRQ3NKOTG9B2tFFS1EjM5MkMCPX69YpA96erUvl2yTfkKPsQ4WaGqvYwC78vYvwrrzEnyoqszUvZVabH3dmBxsO70CfNYuaoGBxMTzXADTRmrOXFhckMuus+JkZ7Ym7SyaGV81mc5cID99xIiJs15ckrWL6nBDsPLzqykqmNmMb9N0ZRvuFLvtyUh19UAh7OlrQVH6LZayK3TgimLnkl8//xCQ3D5jIlIYjIRFsqdtTQaqYBEwMtZUWUqZ0YN2cK0apSVnzyJeVOCXjbyakuaGbgg7cQbXEGgUYN2/87nwWri+k7fjR+ToH0nyjj2zvfpjFxFDH+TihlnvSbCIcWlaNzMgj7mYqUndR4TODu+wdQtfJTFm0+TlhCIh6OZrQcO0CT303MnhSPbVceP73/PvvtRhLvLqOuuJU+s0Zjl/0NLz65Cs9b7qN/VARJSVGYFq5nwbf7sYrsi7zgEJUBY3no1kFQupY3/rEalxHD8XMwQy7zZeDYQHJ+WMyueguC3Byo2rcZkwl/4e5hlmx64XVWNlmRFJ+Ao1kHR/PLCR17OxPjPVGip3DnN3y/vwYPf38s5RXszwzkgdu7WPLfIqY9fDehTrmsW3Acjbu4QqCnJiuNOoeBzPzTGPxOOfEWZEFISIgxVdMJskBDR+aX3HHfQkL+uYzXJp3u0qrTNJG84r9sro/koTkjsTfTU5G/ni+/KWfqg7PwM09nwezXyYlNYkiYPyYNWaw63EbfhCgC3C3RtdaQV6Km35S7GBFqTmNVMjs31WCwEZ/uouzQfkwHzua2KbG/Mc46a/JZv3oFKe1+RgNR21xH8p7DuE2ZxwM3BNGctoYl6zKxDAyH0jzU4WO4a3ICdqcZTQbUzeVsXvAqGZ6zmTcjEVuTThqOb+PDN5YSfv+bTIkypzp1I9/9eAB9YBz2rRW0OUcwfXIi5o17+fixRXQNGEakuw3qyhwOqON49P4b0GWtZ9F731LsO5zpSf7Y2ArisYHy4lYwFd4LHVQVFhEy8VYSnBvY8f0qDqtiiXOV0dUpJyipP3G+bvy62uvpbC1m/4qvWPzZVswm3MPkeE88/Ewp31eD2kqHXttFQ0UVapsgxs0YiGXVbj5/bjkkDSfU3QlzlR32tsVkph2nWu3LbbOn42vRwfEDa1m18zgWXr7oaypQxAxjQqySXYu/YlOWln43jCDIxwPfkE6y1tZgcISuVmFgF2EaM5EZ0+JPI3SEHAmyQHgWiL1YlM7GEnavWcSKfDcemXcnoYKd/aV0UHV0F8sWbEM25VEeHGZP3bHDrPtuK619ZnDXEFuy9//E8mXpuPaJx9NSQ/XxLA7XO5KUEIiNsovG6lJq9P5MnTkVV10RqXvyqNd2YRBXARqbUcusGTRpLOEu1qd7rHU2UZL6Mz9sO0KnUx+CLRs5lnqEA/WezP3no8TrCtm5fStFXdY4yNQ01jXhO+52xsd4nLa3aZrK2bdlHRtzZUyZcyt93cxoLMlk4/rNlFomMOemwVi0l3No1yZSSjXYmsppbGjFbcgkhnt1snvlDxwsMxAcEY61rJmmVjUufUaR6K1m7zdf8OPWIlxG38KYBDfsrGVUZjXQZaFD095GXU0zFr5RjBwZjvboHn7emY3OLRQrnca4nw2YOBgvk1P3JDWVeftZ+dVKMuos6TMwidCwMPw9DeTt2UpapR4XR1OaqitpNw9j2LBI2g7+xPeCLAgbwPBYf+xtrZFpGqmr6xB8BS3V1aj1SuLGDkF5dCvLfxRkwSPcFW9KwZF9bD+YS6eNG9bqBnRKKxJuGIZd9RE278ym3iYQXws9CmtHIvrFEuRif9oYif1WnK5eDdcQLr+eLdUoIXB2BIQN09BQT3FxifEU3sPD/ReiQLwhDG/hcXC++GxiPe4+5e9NrAVZcPDgQWPqRBH7SJAZgvAQRIEg7EQww26SQwQ9FJ654jkR5L4nRSILeoJar7xzbZIFQgh/IQu0LWT/vIyP16Yis3AgLHEkowfFE+jc7Tuby/evfEa92zDG3TQKX/tSVv3zTQ5aDmP67CG0b/qG7w42EjNuOmP6elG0ezkrdlURPXI8owaEIavdx4/rjuITP4ohiW50NZlgIlegMoO2o5uYv+ggjuOmc8uoONxNT2UL2ji4YgHbKm3oP2QUUT6OKAtW8eribCKm3EhIayprD7YQOWosg0KsObJxOUUmgYwcOZRgN5vTgqbp6/bw3rNfoE6cye03JuHauJv33l6DfMQt3DYmGlnOFr7bkItn/2EkxQVQn/INWwvMGDg6iqJFi1hT78TkWXcwJFDPz19+R67DQG6bPBC7tn18+UUK/oPGMighFAfbNhprVahMFSiU0HhgMS8uPM6g++7AoXQnWR2ejBoxkGA3a5rLKrDw8sDOyvKMqwStZP6wmC8P6hg0eQL9fE3Zt/obyq3jGTPYim3/fJuCuLnMuXkwAa5dHP7vB3xd4MykmVOItCjlh+/WYZownalDHDnw8XwKHJIYNXoAXvZqCjJaMTXN5odl2cSNnUr/GH/sbPL47OH5mE+Yx6Q+XXzxymIahtzDvMmxeMhKWPz2EqojR3L7GDdS5n/IcbfhjBmViKdZPbu/ms+mpiTumTeBMFerX/pxNrKgpXg///noa2qxwzV+HHPHxONiY3biFJoCvn7gWXZGzOO5OYl42Naz9pXXWW8+jifnDMWibTvvvrQan/F3MH5wBHbt23juyW9wG38fMyYk4CxPZ/68tzG54w3+NM4TXYsOuVKOXCFD11bDsk8W0hIzhZmj43G1OvXktJ3cpW/w950y7r/3Pvr72aA8vo55L2xl4N//xXSvUr79aDXOw6Yxoo8f6kPz+fdPGmb+5TESfG04le/Qt+Sw4IUPKU+Yw2NTY7ChmeUfvMsxn3HcNSkRF8tKlj7zCuXRM7lpVCyGzP/y4oICbvrXc9infM6i7U1Muuc+hoQ505D5LQvX67j9/pkE22fzwZQnqbnrff46MQhbmw7qKkyxsjVB6LZt+dt47b1txD36OLcqN/LQyync8tzzDPA2oyGvAFV0JG5KxRnxIHSUZX7PO//JZuoj9xPn64CF1RFeGvUcJrOeZM74vjhammNuVU9VsTU2DjLjONVufJm57+t4dtmzmP70Lgu2q7n14YdICrKj5shiPlor574n5hLasILb7lvKuH8v4uYgOU1FJciC/HA27OVfk94h/IWPmNbHGQvzGtY89hfWeszh7/eORH50CS98cIRxz/+bYfIfePaJdfR98HFu7O+HmUKJpvkQ899YReitf2JUhDO1O17ltTVWPPbybNJfeIblsj48/sg9RDm2smnRhxyyGsOTs4dgozjO4r+8SNOIR5h5QyjmJrWkJ6tx907jo/cKmfXPPxPj3kzpMUvsXWQY9Fqqd33KXz+p496FLzHR5VdzVCgVoaGhZGdnn9hRDHo0dRl88+pzfN0SxcSRSUwZMxx/R3Fv2oC2q4GdX7zP6ro4nnl4Ig5mekqzV/DhghLueHoeQRYpvD3hn5Tf/DhPzhyBZcMOXn5yIU397+VfD43ApuMoS9/8lJohf+Uf0wLRa2toarDC3Ar06hYKVr3IG8mxvPTeAwSdYlvqNG0U7l3J+xuOMWHG3QwKsEJdW8z3i76mM3EmcxJlbH7lDQ4G3slDM+JoOfI9H6+sYMJTzzPB/3S3cq26mewdi/ku2Y57HroNX/M2Cjd/wBsrlTz6zuMEavNY884HbDYfxV/uHors2A6+XX2E2JnzGGR3gPceWIz7/X9nxiAf2vLX8Pbr+xj88uuMs8tj6ZufUxA7l2dujkAhl6Hp6gSDKUoVdDRUsn/5h6RZjmJyWCOffHaAhEefY3qAjPamFrC3w9nmVMNWeHS0Upa5joV/W4L1n//NvMGOyEzUNNWpjHPG0NVCYfJmvtpYxshHZxPTtZuPnlqB+92PMX1wODZmCgzaOrJSNrB+h45bH5qJqzqd1e8tojDydu4a609F8kq+39PB6Htn41i0hrU7uph670xCXFTI5G001lhibQeaxhJSVn7OonQ/nnznIeJO0feEHAnFUJAFIjuRKNqORjL3reXz77dj7teHuMFjmDHA/+QVoXbK0jex+O11yG57lqfHOVGdt4/ln66lZcBdPDLGgbSdK/jhp0qG3TWXgX4G8vcu57NvjzP8T48wKsaSspTVLP0qi7i/vsKUEGhu0qMyUyDTd1KcdZiNWw/iPXYmk+N9+JX71dFSmsq6pUvYoonlL3feiLdJJYc2rWbRAbj1sTtxL9vJlt3lxE2YQqR1LQc3L+NgSzSz770NH+tfFS+Dppn8A1tZvjYLr4mzua2vE6WZKWzYsg+7ATcyZYAb1enb2PBDMvYjZ5Lko+bghmXsqvRk/JQBlGxeTrbGn5tunYqvqpKUPdvJbw/kpptiqd29jGXfHiXw/qe5JcEanVZDe6sKCysZutZKUn7ewvbjcsZO6wdH1rMh354Z996Oh6GFdnUn1gG+2J/YjE4W4V1ZwM5NG8gstWP8LRPxczJQkrqNrRuzcBk5g6HhNtSk/cz6LdmYxU8i0amYTWsysRp8M3cM88MEPVqNDplMadQHao/uY8fO/RjChxKqO8q6tcX43v4g031q2bphO8f0XowePxirhnT27TsADqFYNheys1DJyFmzSHTQ0NHVhZm9HXYWp3rUgJ2dnTFgmkQW9IqiL1V6FSMgCAFhVIs19WJSh/4vuiQi+YvDWuFBIOKMCO8eEZhREMeCMOhOXyr6JIgE8bsgAoVO3ZMikQU9Qa1X3vmVLNB1tlFVkk1mdjVmPiFERfhhrzxd6RL39pqqC8nMPI7G1pvwiGCcrc489Tu9oSUlJUbXGJFm40xXFCF0PcmGIJgsoaB0s22d9cc5kp5DSXUzbep2tF2ddLSb49+vP4mxera++yUNbkMYN20UPvZl/PjcCbLgpjsH075pCT+VuzJh2ngGhFqTv20FP6S00W/kKJJifeiqTea7b/bjHD2M4YPDMdOqKctJ5nBeKQ2Vx9i5u5ygGfcyZ3J/fC1PYfbbsvjqP5/RHjCBCWOH4iUCFOQs57lPUwkdNQxFzg6OdAYzbtwQItzlZG/7gf3VzowYM4rYQCeUp97tNDSy96PnWdUQzbSZN+Je8RPvb2hl+E2TGRnlSPa6L/kpS87AYUOICnCirWQ7P20pI2ZkHFXLl7LXbjT3zRpFtEc72z76kHVtUdxxyyi8Fal8uTiF4CETGNw/GGtTPa01tWSmJZNbWkdnRQart9Yz+tGH8Gk4wI5cPUPHDSc+0BULC0usLcxQnhkKvrOUVe+/z25ZP6aPTyTACdI3fMv+pgAmT/biwIvvUtjvT9x7y2B8TfP49B9vkuF7zcPnlgAAIABJREFUC3Mmx+NtWcvGhZ9S4D2dO4d1sezt73Cf8igThkZgby6MIGgs/5nPFh4mbtJ0BsX6YqHK4OMH52M+/gEm3+BLzn9f4JPSeB55cCr+7Qf5cHkeiZPHk+RxjA+e+QbfW59g/KBgbM1ktO6dz5Of1zP98fsZHOr6S3YKsbAJ5UUQUt2eBeLKQc6RfRwtqaOxvRW9xoCuU4OtbzxDB1uy+W//x+6I+3lu9gmyYN2rb7DefCx/nX2CLPjowyMMvm0WA6I8MJMf4d93vYfDHX9n2rAQrFVZfDzj75ROfYnHborC0qCm9uhutmRWoeloJXP/EWyGz+JPUwfibnMinoCxtB3ls388y/7IJ3llZh+cxSXuvNXc/Y8N9HvyWcYptrDwm0JG3DKTaF9bFO27ee+ZZST+9V1GxThhdur0NrSR8t9XeD8/jKcem46fSTWffbwYzxtmMS4hAMvWzTz9p88I+9PzjI5xRqVO5t173/h/9s4COqqra8PPxG3iTpR4AkESnBAcgrtTg5a21J16v7rQllKhBWpQ3N1C8BAl7u7umWQmk5l/3Ulpsf7t1w9aaO9ZKwuSzD333PeczNzz3L3fjf1LG+hVvIndhS48+sAU3GyMqC/YzyerUpm0fBnBHkV8Pv4Jqu//hpememKkp0JW30x1+gmOZTQjaSziaHgBIc//h6U253n0xWP0W/oYE4OdMNA3xtLUEO2rboK7Lr0mfw8frUxl5tOPEORmipYkmjcnfoDnK58zu5+9ZuMGChpKy4mPPUNejQJKL7J2v4IXd36GdcQqNhf6suKxqTia61OTu5MPVmYw74Un6Ks8yr33f4ft4hU8OtEbQ11DzE2N0NG6yGtj38P/ve+Y08cSScMJnpz4ImYrtrJ8kBRJWwKr7n8bnWcP8rDbQd59P4OFrzxNX2cjJGo1ZfHreGd9OfMfewAfax1UjeG88/hOJq36kJrPXiHcZzmfP9AfPa1Wzn33Edsqe/HqYxOxaD3E00t+YtzKDYT5GCBBjaqzk8qcXXzyWS4LX3qCQActmqsbyUs4SlRhO1Qmsy28jSXrv2RB919jf4SbET8/P02e5C/bis4O6jNPcSSpFmWngg65ArVCTrPclUn3DaR025fsE2DB8gldsCBjN199U8yCFx7E0yiOT6a+QeeKn3h5rC3tTXGsue8d8mZ/zGdz3VC0ZrPtlZXEBz7EB3f1QqJspSI7mQtJmTS1tNNecJHwYl/e+mIFAb/EfatRtFRxatvXnJAF8+w9Y7Ex1qK1qoDNa7+judc05njms/Lx9XR7Zg1399GjuTSSb9/ZgtXjP/DEkKsN4lSdckqzzvPDTxcIuftB+tm2E7nueXZqP8QHjwXTkXeSlS99j2TO2zw+TEpzZQp71u5EMvFZ5vulsfaZvfR59SMm+OtTXxTOlw+txfj5r1jqV8H2D74lt+8DvD63BzoSFW1NtRSnxXA+sxJlWwtVuWm0u45hdl8Va786jvHoe1g+xQcTHX1MTIzQu66URhtVOcdY+9RGpM98xWPDrFB1KmiurKAw9RwX8pqQVRSSkC9h0rMPM1g3lh/fOknQi28z1tdUk4KhlNeTHntA40Uwa9k0jIoPsuq9o3g8+gGzA9RUZpxiy3fncVzyGoPV4RyMkDProcV42+iiVMioyM8jMSlekzJVlZlEbE13nl31MoOvyBW5ESxQqzppri0jOSGOwhoZbQoZaoUaLR1j3Hr2wlk3lx2fHkEy7yVeGPczLFh/WAMLHhljQVrUEU5eVDP9/vl42bSTG3+Q7d8kMfCZlxjuqaYgeh8bPzmN4xPvcXeQCS1VpeSkxRCb34SsppLCSjl9Z97D7MEeGF7+/FQ2UxB3hB+3nMdk8gs8OcIeSWs5MYd38c2FDqYvm4I04xBns0yYOCuMbkYNZEUf5tS5NiY8/YImCuTXpqQuL54DOw6SZzOah+f0pio5ilNxefSbOJt+ju0khW9n15EaQpc+RC+bJjJO7+HIySr85y5EKz2CasuBLJ42EMPOcqJPHyM+x4Spi0Npi9/Ljp/S8Xz0Neb3NdXcwzSW5pGZFk9yUQOV+QWUq52YvnAkhmlH2RXbydiFc+nrbomhgRFSw67c4SubJqUl4gSpReZMXjgZV6Mqog/v4GS8hLCHH6aXvQ4dpfEc2bWXGKU/44IMiT6eiunwedw9wh0tVQct1cWkpyaRWlxPe20ZZdUynAaPoKd2EcePFuM6737GmOVw+FgUnU6DCQvxQaslj9jIaOrbzTDXaeB4bC09Js5g2iAXTPQMMDYyuM4PQXiqKuRAi7Dgltzoi52KCtw0BQQQcO17zW91/t+89kZ9iLDgpk3b/9qRAAtqWlqqK4zzMhJISk0iMaUVtxFjmRw2COdf8j87aa2tpDgzkeTcbJKTK7HwG0DYpBF42VwT8nfNkG4FLBBcN7tyeK53B20qzyQ95RLHD0dT5dCPRbO7U7hpDw32wxg3fRQuFiXse21lFyxYNATZiS0cKrdnwvTxDPAyIef0bvbEyeg3YhSDAl1Q1EaxbVM0Nj2GERok5dKR86SV1mLg2A0rZTlHj2fhOHlxl/nglbCg9jxffbwN4/4LCBszAE2gQ+YuXluXiPfQAcgyzpBUb0FAgCeOZto0VRTSZOhJ6LBBeDtZXGeW1Zi0gdVbCggcNw7d3EgStL2ZMmYoftYQuWcdey414+rpjZO1MZ3yKiob9Ake6kn+xp+4YDGW+xeOooejjNNffcWh1gAWzh6lgQUbf4zDMySMof28kHZkc2DLGQraVFg42GHakMzGfUUMe/hxhts1cO5cEmqpMTpNFbSa9yJszFA87KVXG/s15fDj6s+52OpCUA93bEwkNJTl0SztwdgRFlx47WNygx5gydwhuHZc4v03PiPHfDBDezljaSinPD0Dhed4pnsU8NWao/SY+zwTBnlh+rNZeX3JSb5df4leE2b8DAtS+fqRLzAYv4wpIwPRyvmJlz9OpN+9S3BviCGy1pzJ40LxkkfwyvsRDLjvGcb0dUHjg5i1hac+imXEg08yKlDwuuhavDeCBVfdhFWmEZ1aQknaWc4VWzL/3v7kfPIV0T0f5JXF/btgwbsfctRwHE8vDsGo9Qxfr0lkyLyFDPB3wEAnkc/u/QzLBc8zbZg3JvppfDNnBUWT3+DJSfaknThFSmE5Sgd3XIyUXIo4i1b/WSyZPPBqWFAXxTtPvIdy5ioeG+eMueC4l32AJS8fpd8zLzGqdScfb8khYMBgnIRQeK1asmKLCZ77EIN8hEoSV99cNqVt48UPohny5AsM041n48FcxsyZR6CzOTp5m7nv6W10Hz+fAEdh41xPxsk4us17CufsrewucuPR+yfiam1MfeF+Pl2VysSHH9DAgi8mPEXV0jW8NMUTo448dn17jJK2FvTd/OimKGD7niSCH3+ZJb3gxIYNpKnssdGqp1Tbj8XzxuBqdgUg+XkiBFiw8uM0Zjy1/BdY8Nbkj/B65XNmBdt2Pc1sjGP9ZydptbXU1Co2LjnJ2xvqeH7bp1hHrGZLsS8rHp2Cg5keNXm7+HBlOvOef4I+1vWc2rCWg1V29HRSUyqzZcbsiXjbJPKf8R/g/+56ZguwIG8LcxZ9jNOClxnuKkQvNJIZEYPxzDeYZX+C9z/MZNErT9G7m6HGSLDwxPus2FDGyAljsDMW0gVqyLhYTMgDCyn89C0ifB9h9f1B6EpaOf/DSraVB/LyoxOxLPqBu188yf2fbWa4a5cAanUnFVm7+HR1LgtWPEqAYSY/rg6nxdwASxc3pBXRfLWrmru+/owF3X+l+sImT6iRnJycfP2Hh1pFe30JCUmplGdf4IeNuYx693V6ZmzVRBa88HAYVj/DgjXripn/XBcs+HT6m6hW/MRLY6xpa4rnawEWzPmEz+a4IG/JZvtrHxPf40HeXehPXfYpdu9NRu3sgpOpDoqscDYnO/Hm6hUEmP08JGEcjWUc/uFz0iym8cjcgZjpqbpgwbrvaOk5hRk2CTz30la6z36cQU4qOtpryE8sxHbaMywOvtrsUdjENlbksnPjT2j1ncV41xo2vL8Bq+WfsKSnLtXJ+3jpP5sxCr2HUR5adLQ3UppTivmwuYxzSWftc/vo++qHhPnpUVd0kjUPrcXw2S9Z6l/Bjg+/J7fPUl6bG0Bnay2XIo4Rl1WNjosbDtrtlKZEUWY7miWTPEk7sodTFSb08JIia9Nn0Ohx9HQ2v8YYtQsWrHt6E9JnvuDRIVIaipM5sO0cdbpaSLs5o1uRyenkFsY8vozBenFseDuC4BVvMcan6zG4BhbEHWT/8XZm3jcRnYytvPppBF5TlxLkoKStqZKS/Ca6jZ2Hr+I0hyIUzHxwEd4WHVTmXGTXzkQkjrbYSrWpTo7kWL4dT3/y+7DgygWlkrdQVZBCTEou+ZmpVBn5MbGfIae/jUAy5yWeH2dFVXYUu749QvOAu1guwILoo0REwfSlc/G0bifv0mF2fJPIgGdeItRDRUHMfn765AwOj77OVIdqTh89T4lcjbFDN/QbSkjPrcF34iJmXQkLFHVknN3ND7syCVz2NvMDdaGlnNgjAixQMvXe8ejGbWZ/shb9BvbBwkBOc10lrW1mhMyci6/N1Ul2HY1FXDy6mwOphkxcPAH9gvMkVRgTNmUcTpJSLh78gXWHKwkaG4aTqULzuV7bqIdbv/7IUs9TazmQRdP6Y6AsJ/rMcS5lGzNlcSjtl/ayY1MGnstfZV6gNkWp8Zw8FkeLsTFmVuY05aaT2WzBpHvm4NOezsmIGBp0TNHV1sa8e38mDBdSy64uW9IFC8JJKzZn0oJJuGoVcvbADk4W2LJg+RK8zIG6DCL27SSi0prQIHuSz6QhDZ3H3cOdaSrLJebsebJrFJgIfkEtpeQVVmLWewg9dARYUILbnCWEGqaxe384dUae9Pa2R1vVQkOjDHN7L7ytVcRciKG40xR7K32MzJwZOHgA7jZXl0sWYMGNHij9f3e4omfB/3r/Lx4vKnB7KyDCgttmflolDdXZLQknzxgnF9XQoaWkKL0e+0EhTLgSFijrSTl7nsS8MhTGxtRkFGPo5s/oiX8PLBBcRIWKCL+Zx9NexrEN37Gn1JbZs/yo2X+YRocQxk4dqYks2P/6x8QbD2P6wsHIwrdqYEHYtHFdsODMHvYKsGC4AAuckddGs31zNNYBwwjtXsuaVQdQ+I1kzsyReMoTWLn6MKr+k1kYFozLlbCgJY5vP9iEduAMxo8fhJ1Q8zBzF2+sT8JrxFDIPEdcgy2DB3cZaWlJJOiaWOFob4OpYEB37dNUWS7b1nxPs3k3KioUeAwMZeQAf2z0O4g7+CN7Etro0bcPXt3MNU9VtQ2l2Nt3cO6jLzhtOpalC0YS4CjjzJo1HG71Z74GFiTxkwALhoYxpJ8n0vJDvP7JeVxGz2TiiN7YlB3iibcj8F30ILMGdKOjroL65npKYw5wIK6D8fcsY3hvt66N9+XWVsSuz7/gTLs3o4f0wMlSX0MhdU1tcLavY++T75LdZyn3zRmCq04Ga179hCTLUUwd7oe9adduXd+iGy66iax+ZzvOQmRBiF/XRhioLz3Jd+sT6BU2nUGayIJUvnn0KwzGP8DkET2xoIDdK1cRZz4MR0qx9BvGiAEB2MjP8d4ru/Ga/zjjB3gg1ZfQFv8NK74uY+JjDxLia8/lYhACLLC0tNRErwj5Yr/VqpK28P6GHMbOHUzp2u+IC1zGy4v642BWz5H3PuKo4VieWjQUo9azfPN1IkPmCrDAHn2dJD67bzVWC55jaoiXBhasnfsixZNf5/FQbTau3kSj3xjmTR6Ch1Ebe9Z+RbZdKIsn9MPh50oFmjG1JrL60bcoG/MWz031wsJIC7IPsvSVY/R7+kXGSI7x5YYMgseOx8tRqnmaI9HWw87ZHRtNhMI1JhttBWx643Xiej/DDMluImUDWTAzFHupHlrVh3jm4e9xmfUQg7wtfgENZt2cqTy+nu0FbjyydCIu1kbUFx5g1WepTHzofoI8ivhy0jNU3/clKwRYUHGC5U9tx2nBQ9w7vhd2DXG89J8tdFv8JPcNcEJZk0tBVSMViYf5bl8Jk17+gNk9r06ZEC69Jn8vn3yaxvQnltPXTYqWJIa3p36E18ufMzPIpgsWpK1j3opkFr+1gpF+dhgmf8OIx2N5cuNHWJ/6nK3FvrzwyGTsNbBgNys/TmfOc4/Tx9mYjtpc0kubaMiPYtPOeAYuf5PF/fN5e+IH+L+znlm9LZDUHOaRaf/B+IGVzO9l/HNKChg5+GDefJAPVmay8KUnf4EFpdFreGNtIRMXzcbNomuta+noY++iz8nX/sMpn+WsWtoFCy78+PHPsGACFg37ePzhnUxe+QPjvbo2/hpYkL2bVZ/nsuC55fjW72DOIxFMe+8tZgc7opO2nQUvn2fmqpXXwQLBQTsxMfG3P4XUSmQF+3jmvs8xfHglk1sOcrC2N88/NF4TWVCasYc164uZ9+wyPI3iWTXzLVTPb+DFMda0C7Bg6Xvkz1rJpxpYkMOO1z8hvscy3p7rRd7xL/kmxpIly+fjb6Gm6exq7t8Ib3z2wlWRBfKmCk5sXEOs7kgeWxSChZD2VVXAlvU/0NJrCrNcc3j3ye+wufd1pgV0RRJItHWQOnjibnVtGUQ18uZqLuzfzLlWF0ZZpLHmlC2vfHA/Xgbt1GWf4P1XfqBz7GMs7tcFGiTaukjt7JHKL/LN8/vo+/KHjPfTpa44gq8fXofhM5+zxK+SnSu/J7f3El6d7UdbdT67N2yi3G4Yi2aEYKOuJ/HgOg409uXhxSMxbikmr6yO2vJszp5OwHXcEuYOE1z1r5yKNqpzjrPu2U1In/qcRwboURS9n7e/SaDf/Q8xJ8iO5tRTrN6aQNC9dzNIL5aN754i+IU3Ge19JSw4xIHwNmYumYJB4X4+fO8oToueZrx3V66Hlq4BxhZmtOSd4HCEgunLFuJt3EDWqZ/4ZH8Hdz2/jGCrdjKP/sibBzt5/KMVN4wsEMJPhc/i32ry5jJiwrezP1nCuMH2xGw+g2TOizw31oqqnGh2f3eE5v6LeXi0JWkxRzkVBdOWzPkFFuxcl8yAp15kmEcnBbEH2PTpGRwffIEQrSQ27EnCZfwspg10p60gkQNHzmHUfyqzBl0ZWdBAzsUDbNyUiOs9r3Jvf+nPsGAPayM7mLp0IkYpezmerE3ouBDsTLQ1BqKGJmbYO3a7vkJQZyuF8SfYcSAedeAoAtrjaLAbx5QR/hh3lBF/YiubD5QRPOtX0KBraIR2RyMJZ85pYMHCqf00sCDm7AkNLJi8aBjtCfvYuSkTz+UvM9dbRtSRffx0uoFhdy8mzFufzLPH2XOpkZB5CxjmALWVxRQV5BB37jx5Ki/mPHAvAxyujgRtby7i4qkuWDBx/kRcDSqIOryLiBR9Jj14Pz1sdVBWJnJi916iZR6MCJYSfzIN6bC53BXiQHHSRQ5HXMIwYDiTQgPRr0rk5MmzVFkH0EO7iBPHS3CdvYSR0mwOHD5Ls3kPhgW5Y6grQUtXHzNLW2ykOjTXVlBaVUNuSjyZFZ0EjZvFiMBuXOkrLHzeOjs7/1dGaCIsuG02EuJARAVuiQIiLLglsv6ZTgVYUNCSm5xpXKc2Qk9VTeSxS2j5BWs2uL9EFiibKEjLpkppgLmFhKQjEdQaOxMa9vfAAiFaQXDb1JS1a68nNakIhaUNHm72mOpIaC5LYs8P+8i3CGT6lN5UHtpAno4/wyeMQFp9ns2fb6TcYxZ3LRxCmwALKuwJmzqWfp4m5J7dy754GcGhIxnY0wlFXQw7tsZg7R/CsO71rPtsB7LA6Sya0R+95MOs/vYcZmELWThBcB6/YvOlqubwF6vIN+zLqMnj8LJTkL39W9YcqWTAonl4tCZwMKaFwAlTGN3XFaO2OqqFpyRSM009++ursnWQsv9Ltp1Jo1ral3mzJjHA2xEDnU5K44+z5WgWrkPHMTLYC3MdpSaEXsekmdMffcUZ6RiWzB+Bv4OMs998zREBFswciZtRCVt+OopV4AhCB/bAsuoYb646hXvYYiaFOFN96Afe+TGdfsuWEeJjjp2VHZZSA5rivuPjDYUMvOs+TS78VfXO1a2k7f+BH2NUDJs1k9AAB/Raq6lSSDAzq2LvE++R22cJ98wajItZMzHfr+LHTDum3zuHwd7WSKoLKNe2xE7awskvPyfPKpSJE0Jws2ojLbIWY9sGDu46hevQyYQGeWOqn866J9ZgMPZ+Jo7ogYWhiprI7/lgUzYSWycmzZ5FsKcDhpIK9n/8Cfn2Y5kycQguBtWc/OZjDrcM4b6lYfja/+pZIOThCjcvQvTKZVjQnJ9ASr0JPn6uWAghn7QSveUz9mVZMm3xSGq3fcQWxXhefHgMVrIUNn38FSmuC3jprmEYy86x9uskhsxZQD+/Lljwxf2fYzH/WaYM9cREL4P1C16ieNJrPBaqzabPv6em93yWT+yFiSKLdW+uozl4BvdMGYCD9ArPAlUNR997ls1143nupSn4WKjI3/c9r61NJvS1N5hmX8KWtQewGz2fsP4emAqGW3mpKOy9sTbUvUEd7Q6K973L0xHaeKuz8ZnxKjMGCTBIKANVzLbX36G8x10smNRP49LfmhVHlb03NUe+YUe+G48smYCzlSH1xYdYvTqVsGVLCequYP9T93DS52Vev28gltURPPHUBqyWvsmzIx2oj9vLmx+doMcTLzHbPJ0yq5H0sNOmKXETz79+gZD332Oet5RrK0A2lUez6tMDDLnnEYb52qAjieXdGR/j+eJnzOgrwAIg4zsWvxzL3e+/z8juchK/fI8nNzfwzOaVWJ/+QgMLnl8+CXtTXWoK9vLxJ+nMeeYxPNujSDEcxgAnLWR5p3n7jR14PP4Kd/cp4N3JH+H31jcaWEBnCQeef5yDtkt5/bEwhMpzLdnxFNv2waZOSJPIZMGLTxDo2LVBay65wGcf78d/4WNM6uuguaba7ASUTtaceeV1Tvk8zKf39UFHIuPixk/YXh7Ii49MwFKnkB9XvElT6NPcN7EnxlrlRB+tw9ozk2+/yGXesw/j07iLRY8cIOzTb7knQEHypq94+acSFqxZxTy3X2meEOYbGBjIpUuXuj4wBM+C0ktsO61kzMIBCBXTVcoGUveu5v01pYR9+hr+OTv4IcmMxx+bg5NBE6d+/JDdWY4sf/oBPIwusXr226ie+5HnR1nS3pzAuvvfJ2/Wh3w8yxl5ay67/vMplwIe4M05nuSFr2Ftgi2PPjIXJ51CTn/4EWuLPXnt02fxvyI/XNneQPyBH9h+yYR7n12In6k21bmRfP3RDsyn38/CIAnhH35ArNt9PLt0OFZaCpqKMqm26YGn9Pp3TyGNqDD2IKv3xGIoL0cx6DXemeeJLp201WZxaPVqjuuNZ8UTU3DR66BZeCIstcW05QJrV+ynz0vvMc5Hj/riU6x9dD0GT3/O/T1aOP7tGiIMwnhtWQjaNQXs3bSJUucwHp7aG+pT2fPxerJdxrBwrBsdJt742+lQV5jOrk070R28gHkCLLiqnKCSxpI4dn74MWWh/+G5yY5Uxe7n3bXx9HnkJe726STx6C6+P1zMiKceZKBuHD+9f5qg595glJeJZkqVigYy4w9zMLyN6Q/MwVaWxP6vfiDf726Wzx+MuUpGQ0URdWbdUOad5cDxXEYuvIc+1m3knNnE6kNy7nnxUXzU2Rz5cj3bix15YuULDLT89R5DiFARTKsEWCB8FmvO29ZERV4WFdpOBPrao0cnjeXpHN+6lTzj/oQNNCVy0zYKAh5gxUxn8s/vZ+ueWMzGPcqjIy1Ijz3G6Wg1U++bQ3croVThEXatT6b/Ey8Q0l1FYdxBNn92FodlzxOilcjGA0m4TrqXBX1MyIk5yc69ibhPX8zMgd1/SSkTUpEq08+yY/0uqn3v5YmlvdEpy+DYhq0cLrNi7pOLsCs+x8noSoKnzmaAhyVqWRONdTXo2He/QXljNbLSJI7t2crWdDXB7ub0m/owIZ5SJGoZRQmnOHowFuvRdxPW3xWd1joaaiupUihIjTjdBQumBKMvwIJz4SRkGzNp4Ri0ck+wd/sp9MY9zb0D9Ug8uoeN51sIXbKM8Ta1nNq9h5N5OoyaO5aeJm102PTGsTOX07t3E15oztTH7mWQ9dV1KTvaqok9f4pLOQpGTp+Oj62avOjjhJ/MwHHMQkb3NKcy7jB7j6Sg328Wo91rCT8USZv3BJZM9KMmJZIjZ5OQBo5j+lAnquLDObAvDoMBoQToFBEuwII5DzDVqZqTx05TIHFn4tSReJpp09rcRHNjFW1qHbRMXXCWKsm4eIozl4pwD53MyJ7duLKKruCYLrir/zeu6SIs+DP3/OIxogJ3jgIiLLht5qpV0lBf16LsUBqrJFCXH8eBnRdQ+VwDC9SC0Y0SlUQbZVspJ7YepFy/298GCwRHTsHvQAMLFHVcPHSY81nFqPQMMdCWIGuVgZ49wSOGEdzDmfqUAxw6mkSj2gJHVx0KT52jzXcmC+cPRnZyG0cq7Rk/eUwXLDi3j/3xMoJCR2hggbwulp0aWDCUkL7WFJ7cztb4evSkFjhIGoiOr8Zj1t0sCgvG+apyCCqK4sM5fiaKGqU+Bvo22KnyOJeuJGT+XYzw0iH55CHOl7Sjr2+InkQX5979GRzkj730xj4QtRkHWfXxXjr8x7Jo7lh8BSNECXQ0lRMTfojTOXVo6+ijr62NhYsfQ4fYk7JmPWdNRnGvAAvsZZxbu5ajrX7MnTkCX1sVZ/dtJSajBi1jH4aFeVBz8SgXi5SYSM2wai/j6MV6Rjy0FE/yycupoF0Fiooi1O4jmTJ1GF521xocqmmryOL0of1cqFIjNTBAB13c+g1haG8Jx5//iNw+93LPzME4m+vQUpTA8X37SWi6wsWzAAAgAElEQVQxxNTQADoNCBgzlsG+jrSmnWVfRAz1Sj0M9VrJb+nB/fN6U3JxP/E5zehL/Rg+z4aLH2zFTIAFwwMwN9RG3ZLMV6+vosJpDAvnT8DTTkiVUVGWEM7eiDgaVfoYdtZowsuHhU1juFAN4Yo7F8Go5TIsEMq/CK0++xQbtp+j3cAYA12hkkAblZVqgkeFETLQB2XBbr76LB5dNwfs7AypiLpAme8iXlzcBQvWrU1i8Oz5BPsKsCCZL5d9geXcp5kslFXTy+TbRS9TMvEVHpngTPmZbXwdWauplGCipaYwNQ/TEXO5b3L/q2EBaqpSw9m1aR9VVq6Y6Zphoypld3gFY199g3n+hmSd3MmR1MquNaYtQUu/G2FzJuBufuM1pqo8zkvLvyBb248nP1zBAGdTdDR7LxXF0YfYfvISHXqmmmoQbe1Sxi2ZRkf4d+zMd+Hh+36FBZ9/3gUL+rqbUnnpSz79qhjrgECGjPRDEbWH9RkGGpNFI3kD5y6WMejpl5hrdJS1h2QYSUFRVUqj9TAWLx2Dl8n18EzZVs3eb78kuVofC8teTHjAnB2LVuO1YhXTBVggjLk5i+2ff0mk3Ak3S0NMG7L5/oSMZ39aifWZL9hW7MuzD0/UwILaAiFSIYPZzzyKV+MuVu6ox9wSOupraTDwZ87SKQRYJvHOlJX4vfk1M3oJMbwq6lPD2bjtKHWmrghlzGXtUkYvW4xr7T5WfpLFghWP09OhCxZ0yhuJ2ruRw9nNWEiNNbBAy8iNaYv6EPnKfzjt/SCf3NsHbS0ZURtXsaO8Jy8sn4C1kZq8s7vZcioVbaklhtr1ZDQP4bm5Taz7Mo95zy7H36iIo1+vZnONC/2cDNFvLGbvhTbu+uoT5rr9+sRRgAW9e/fWOBp3wYJOFGUX+ej1n+gI9MNS8ENQtVNWKsc7eDQTpgejW3yB79ccpt3GDnNDM4wNiknIMmPZU/fT3SiBz+e+g+rZ73luZBcsWL/sA/JnfsBHM51RCLDgzc+4FLCUt+b50ZBzjnWbjqMwscPKQIJudQ6nKlx59ZNn8LvSTE6lpCbvEod27CJfzxorXX20FDqUF+VgN2EJ94a60pgczo5D52gyccJMV4Ja146Ri2fSU4jiurapO2gsjmXNu18TVWnNXaveZppzVwSCqkNGedIp9h2IoNjIBXt9CRJ9WwbPGI1bRwzrV+yn94vvMdZHl/qS06x7bD2GT37BQwP0yI3Zw/cb0rAI6I6TjSf20gIOni/G3sYCPbUSeWU5rS6DmR4E4adL0DEUvE6UqPTtNJ4zfZxMrzHvhA5ZJSkR37Jxbxteg/rQO8CconPHOVRhRnA3feS1NWRU6DL+yaUM0o1n0wen6fvs64y8EhZcOsIhDSxYgLtxG/mxJ9gfEU+riQNSbW30zV0YNmMM1nWZHNq+k6I2a9w8e9K7j5qobQfJ1eqGi3EnLcWFXGp04okPn2fANbBA8CISYIHwWSy0Dlkd6ZGH2XsqG2NbKw2IkcvlKCW2jJwchp9DJ6nhW9l+sBqnvs4YKBopzKnGetyDPHIZFsTAlHtma2BBQeJRdn+bTL8nnmeou4qiuENsWX0Wh4dfZZpjJScOHiS8SI23rRHyxmZqmiX0mr6AGQPdr4AFIG+qJOX0fk5cSKPT0RMrtYqWiiLS251Y+MwyeinzOBt+jMRKBaZGBmhrG+Lg0ZORYwZgefX+u2tVyStJOL6Fz768gH3oNB54dB5uRsIbjhpZbQlxZ45xLr0CXWNTdNS6WDp70buXDVknT1NrMYAFGlhQQez5EyTmGDNx/mRs1LmcP7SDEzHa+A3phZdtJykXo0loMSPAWou60mpqdJ2ZMGswlqWRnEjpxFBbhqxdD4d+o5g0pic2XW/UvzR1Zzv5KdGcOBpBtdIBv+AB9AmUUnAunIvZ1ejpadHersDIaSATx4fgYlDBxaOHCY+qxMpTqA5lSbssj4ScRqzNpei0NdLYAo6DhhCgU8zJE8W4zF7G/F56FCRdJDwynnKFARb6QmlQe3y97NFqLCY6uQZtnU7k7WDh5k/o6KF4WF9tcCg4qQuu6SIsuG02B+JARAX+dgVEWPC3T8HlAVxZDUFFVVYU+24EC64Yb3tTEcf+ZlhQWFj4KyxASV1RFulZeVQ1yVEJBdV1pbh4+eDt7oipga7m5isjPoXCynasfVwwqKuhQ+qMh7cDypJsCmVGuLi7YGemS2NZPvnVHdh2c8LeyoTO9ipysisxtHTE0cES3aYCohKzKKvrwMbGjPY2sPTwxcfVBuk1jz+V8lby0uLIKa6mrcMab28j6hvV2Lt74Wpvjqo6k9jUXKob21HrmtHd1w8vVzuMr6sr3zUBitZykqNzwdYZT4+ua+u6PVDTXpPPpdRsKuta6UQX++5++HtZ0pCSSqmuM/7eTlgad1CWkkqh0gJvD2csTbSpL84mNS2X2lYpPkMCsVWWkpiaT32LFs5O5tTUduAc4IepvILcnEIa2xSo1CZ49++HZzdh43KDxaxWIytPJSqlgPoWoQyjOV4BPfB00qH4fDyNNv74edojFeIQBdfU4ktEphbTJFMKMdz06huAq40pWso2clPjyC6uob1Dhdq+ByN7uaCqySMlNY/6dgsChjsjS83H0KUHbk5W6GtumGRkR0fRZOKOt4cTJj+XCexUtJKTIvRXi1zZibR7fwb6CTpeHb4pwAIrKyvNE7PLkQUdsmqSomMoqW9D+bNVhqGdPwP6eGBhrIdEXUvaiRhym9qRdnPCTNFMi5kHfX0c0VGWkZpSi4OXN3YWRhrvgKSTSRh498HdwRxd7XrSjl6kxa0fgR5W6LUUcSY2nbqmNvT0zDGV6mHo4IGfmy3GetpXRZ0IZfKqUo4Rk9eKXGmKh4cZ5WVtOAf1w8fGEFVjCfGJKVTUt6FSqTFyCGRIsDvS31hjqGtIOhxJqcSFfiMDsLqixGKnvIWMhEiyy5rpFP7QzH0ZGeKJojCN3CYpPf1dMTHQRd5SQFJSHa49/LERKkaoK4jZf5FSpQle/XvjqVfB8agcFB1gbWVNu1yFQ8+++JtUci4imTplJ2qM8RwwGH9HKbrX1HjvWvJKKrISSUgrRKbqRv/JTpSfSMYiOJTuNkJajyZWn8a8KMITy1CrjfH2Micru5W+Y4diWJZEdrMFfXu6YayvTVtTHgkJ9Xj2DcSaEs6cSKS2UxiHAS6B/Qjsbou+diUx++OxGDgST5uujaagf3lyOJHZTV1/CGY+jBoRgH5rHpcu1eMd3FsThdHV1LTXFnAxLpna5g6EvAWpUxCh/SwpPh9DqUUPQvxtkKCkIjOB3FYrggLdNGBG2dZISux5cqvaNMdJXAYwzrOdpORGvPsGYmUkQVF6ib0XC9HRNsTZyZLyCgU+w4bibfbr5ll4Ity3b19iY2N/GZNK2UjWmZOk1gtvnkIMvhbaFj4MH+qDma4Wqo5Gsi/GklnVhFrHCp++DjQWyvDqE4CZbjVJh2NR9x1NkLMhSkU1aRFxNHkMYainFKH0Ym50ItVW/gzytkYlbyI9MYas0iZ0dMzx9JBSXKlN/5C+GthyZVN1yKnMiSI2q5qOTh2Mjbphad2Jno0X/s6WaHXIKEo5R3xBsxBXj4GNDyGDvTG90XpB8DWoJ/tiIgWt5vQd3xv7K8wFOxUyqrMiOZfZgEToy8qdAf29MOmsJPVCPjbBg3Gx0EbeUkrq6VS0+wynl6Me8pYKUk7HU6SQYGHjRYCPHqkJadQ2dWj+dp2cTVBoW+JpqyYtNpXqdiXauoY4dA+gh68zRtds8Lquv4PW+kLiwpNpNrHDt5cXZm0FnEkoRltbKOtqjkrLAJcevthrVZEVX4pN34E4Cya6mk17DSkXdnMiWcqce2fjaq6ForWRgtSLJBe3go4hpg4+DAp2R1/eTGF6Mhn59ehZdidwgBPy7ARicuoxMpRiY21EbbMevYcEYX9FtQphHV0LCwQjRsH0N+lSCnXyrivR1jfBrnsgQX726Eo6aKkqIOlcCrX6xljbWKHXoUTb0YeeTgbUVxVRWgnu/p6YGXTSVFNIblotdr2CcDRT01xVQFZiGcaBA/GxVFFdnElUSiHKTm2MjMyQWppi5dQdD/vLgPPyElfT3lhBbkokGZU6mJiYYWlhQLPCEO8+PXDUbaeqJIfkjHya2pToGJrTzbMnvbxtrysL3NWjnIbSPFJji9B28aNXHxcuW2qqO5U0VBWTlpZCRYMC9Eyxc/Ojp5sB1YWltOvb4e1uh7a6laqyYmoadXHzdkeqr6CmOIek6Hw6bZzw9bGns6aA+KxK9DSmgFK0jc1x93RApzaPhOQiZOhgauOMT2AATub610EnAWa2NdaQl55GXmk7Zi5e9OjtjKqqSFMNpapRgZ65PR5+vfFzMEaCnLqSfNISMqlVm+Ds6oalaRvZgi4yCaamZphbm2JkboWVVjPFxS1IPXvga2+IsrWWgux00gqq6VBJkFp3w9vLBb3WCtLTCmjs6MRAao2bty8ezsJ76dV/60Jkgbu7+98OCxRKFW3yzq7PN7GJCogK3HQFpIY66OrcAOjf4EwiLLjp8v/ZDu9MWFBQUEBFRUVXZIHYRAVusgICLBBuXgRYcDmy4CafQuxOVOBvUUCILAgKCiI6OvpvOb940lungKqjjbrSbHKKKilMj6LZdiwzJvTH8loLh5swBGEdXYYFwmex2EQF/hcFhMgCARYIteL/aLsVaQiV9XJySltobRPvLf/oPIivExX4bxTo42WOtZneLx5P/9+xIiz4b5S9pa+9M2FBfn6+CAtu6br4d3cuwoJ/9/z/k69e2OQFBwcTFRX1T77Mf+W1CZE/5dmxpBS2oOxU4tJ7BP7OZj+nEd1cSS7DAiMjI8rLy29u52Jv/zoFhLrttwMsEKIbq+rlyDuur7T1r5sU8YJFBW6BAi62hkgvlx77nf5FWHALJuDPdXnnwgLhBkWMLPhzsy4e9f8rIOThCpEFQi6uGFkgrpZ/kgLCJq9fv35cvHjxn3RZ4rVovCqVtDXX0dSmQkfPAFMzc/RulCZ2E9QS1pFUKtV4Foiw4CYI+i/vQoAF3bt3/9sjC/7l0yBevqjAbaWACAtum+kQYcFtMxXiQG4bBYTIAiEsUoQFt82UiAO5SQqIsOAmCfkv70bwLBBggRhZ8C9fCDfp8kVYcJOEFLsRFfgHKSDCgttmMgVYUN5Sk5VjnFdcQUlZAYnx+XQ6OBPQwx0HK0fcPd3pZqVHU24eeUXlVLfUkRqdTL2uGd49vbG3dqS7jweutmZc40+luUqhzKGQ2+jk5HSdeY2wGWttbUX4oBBe80fbVdUQ/uhB4utEBf6gAjcyOPyDh4ovExW4rRW4rhrCbT1acXC3qwI3Mji8Xccqjuv2V0CI5HNzc/vbDQ5vf6XEEYoK/HsUEGHBbTPXAiwobMm7EG0cl5xHlVyOrFWOSk8PIyM9TMzd6DMoGD83QypiYolLzqGqXYGsWUaHljYGRgboGTrSe2h/enk7YHSD67oVsKClpYW2tjbUatGx9rZZSv+ggQgbKn19fQQDJZVKzF38B03tv/5SJBKJptJHTU3Nv14LUYA/r4CwjoQyd8KX8FksNlGB/0UBAdALD4wECPVH260wOPyj5xZfJyogKnDrFRBhwa3X+A+eQYAFVS1NVdXGtfUtyK/ZfGvrGGNla42ZqQ6ymlpq65uQd6q4eotuiKW9DZbmRlxdgK5rCLcCFvzBixNfJiogKiAqICogKiAqICogKvAPU+BWwYKGhgZNJSTxQcE/bMGIl3OdAgLsdXR01KSTXdsETzjhb+BWPJQVzvtHwKAIC26bRXulZ8GtGZQIC26NrmKvogKiAqICogKiAqICogL/RgVuBSwQQEFOfhlVDe2oxMDVf+Oy+ldds44WuDma4+biiBDdc2UTzL2Fr1sBCwQ4IUTw/l4TYcHvKfSX/V6EBX+Z1OKJRAVEBUQFRAVEBUQFRAVEBf5nBW42LBDSW3PySymt7UClYwr88ZSI//lixA5EBf4OBdSd6Krq8XGzxsnR7qpqJHK5HOHrVsACY2PjP+RPIsKCv2NR3PCcIiy4baZCHIiogKiAqICogKiAqICogKjA7ypws2GBkHqQllNOo8IIHX3p755ffIGowD9BgfamcjwcDfHxdNWUwr3cRFhwa2ZXeJ8xNzdHT+9GJQFuzTlvQq+tkrq6uhbA+HJn11Kk3/teOO7K11z7+rKyMgSK5ODgcB1Jqqur05jI/bfVEG7ChYtdiAqICogKiAqICogKiAqICtyBClyGBcLQLSwsbpgD3SxTklzQirGBHgP8Lf7fq+yCBWU0KkzQ0f/j1bnuQOnEIYsK/KJAW2M5nt1uT1jw4ZYsxgVb4e30yxb1jp85IdVJ2BPr6ureSdfSKqmtrf1NWPBbEOBGP/8tqFBeXq4Rxt7e/jpYIIgm0CsRFtxJa0Ycq6iAqICogKiAqICogKjA36fAZVgg3HuamZn9JixILZRhYmQgwoK/b6rEM9/GCtzWsGBzFmP6WuDldKNae7exqP/P0JqamjSGkoLJ4x3UWiX19fVXwYLLg/+9PJXf+/3lfkpKSjQlcQTHzWvFEcp3yWQyERbcQStGHKqogKiAqICogKiAqICowN+pwGVYILiqC+Vgb+SuLkQWJOY1Y6inI8KCv3OyxHPftgrczrDgo63ZhPW3wcf5nxPpU1tbi6mp6Z0XWdDQ0HBDWHCzVrZYDeFmKSn2IyogKiAqICogKiAqICogKnBrPAvENARxZf27FLi9YUEOkwbZ4+vyz4EFd6xngQgL/l1vDOLVigqICogKiAqICogKiArcyQrcqbBA3alA3iajA10MDI3R/f0Kcn9qmtTKdtraZKi0DDAwNEIokyc2UYFrFRBhwV+7JkRY8Bt6i5EFf+1CFM8mKiAqICogKiAqICogKvBPVuDOhAUqZOXJxJ47S61JAMFDQ3GW3opdfCdN+ee5cDqSjm5DGRgyBBuDf/JqEK/tzyogwoI/q9yfO06EBSIs+HMrRzxKVEBUQFRAVEBUQFRAVEBU4A8rcFvBAlUbTZVZ5OVUoWXtRXdfV0wkkuuvpbOFwqid7NhzFr2e05k1KwwHQzXyhlLKstIoqaylTa2FuY0rrp4BWFuZoX0lS1A2UVuSSk5uEybOAXh4O3FDBqCsJf3oN2zen4rj6KXMnTocqURGTXE+BXk5NLa0omdsSzcPX5yc7DHU1aFrtJ201xVTlpVOSXUd7WhhYdsdN09/LC2kmrGo1Z001ZZTmJNOVXU1SpUhVk5edPfujoXUiMvDbWutpSg7nbLSUuRKXcztu+Pm64m1mQl3lLXbH16Rd+YLRVjw186bCAtEWPDXrjjxbKICogKiAqICogKiAqIC/0IFbhdYoFbKqcyNJDJ8KzGXZLgOX8iUeaNxuGqX3zVBnS1FRB/6iVOZSnpPWMTovq4o6/NJObub85FR1Cl00VdLUEmkuPWfQMjIETjbSNGWQKesmvzkcM5F7CclXZ+ek+9j8qyhWN5g7pW1CRzb9C0Xarsxas49DHGVkJt8mvMRURTWNKLWaUEpU2HsPoTR4ycT5O2Kng7IanNIOr2LC1FxNCr10FOpUUnM8Rg8iaHDh+FkZUJzcQznTx4lLqOETppprmtGy8SFAeNnEzJwAHamBsgrE7h49jiRl/JpUzTR0tSCRM8Sr9AZjA4djofNPycH/U7/0xNhwV87g3c+LFAraSjPIjmlBG0HT/x8XbG4Ipmqvb2RgrQMMrILaGzvxNTGGd9AP9wcLTHU+u0wKjEN4a9diOLZRAVEBUQFRAVEBUQFRAX+yQrcHrCgnbLkcE4f30dmQSHVxfq4j7uHuUun4KxzrRmBmpaSWI7v20e5vi9jpk7Dw1yL/Njd7D10hBZjT/r36YW5RElW0nnSGvUZOG4B4/r7o6tqIDtyD6cuRFJeWkRVvj4Bcx5j3j1jsLlukpXUpuxn585wFJ5hTJs2Dtu2LC5cOEZGhRo7J0+sTRSUJp0lOqEc96HzmTZtPN2MVeREbWPPkZN0mPsQ3Ksnpmo5GQlnyZCZExo2n5FBPjQkb+V0XCpysx642RmjqE4m6uRZ2swHMHHhEoJ8nZGnbuRgZAL1Bj3xcbFEVZ9O3PFjFCi6E3b3o4we3BOjW+TV8E9e87fi2kRYcCtU/e0+72BYUNeibG83rspPIDLyDJHxTbiPHM/ksIE4G+ppQpMUtflEX4olKraAOlk7ys5WOhRamHsFEzY6hN5uNuj+Bi+4mbBAqVSSmZlJYWEhHR0ddHZ24urqire3t6Y8o/D73Nxc8vPzkcvlmlI6fn5+uLm5af5fUVFBVlYWQp1LodnY2ODj44OlpaWmP+HYgoICFAoFEokEf39/Tf/CseXl5Zpjm5ubfznW19cXCwsLzWtbW1s1YysrK9OMS/hZYGAgzs7OaGuL74p/7Z+jeDZRAVEBUQFRAVEBUYF/qgK3BSxQlJBwdCeJ+S1IzdXknMtAJ2gms5fcABZ0tpMft5fDpxOwCJjIhJEDMeqsInLvOk6nN9I77D5GBfugr9VBUdJh9u6NQM9zFNOmh2EhzyUm4ijF7UaYKvKIO5qNddhDzL0BLFC3lRN/7HsOX2qhx5jFjB/kg668jsqaKhT65tha2GCgpaQs6TB7fvyWaptRTF20hADLBs7vXMO5vE76T7yH0N6e6Gl1kH9pH7v3nsO8ZxiTJ41CKiuktr0TI0s3LAz1kcjziPjhA06nKOg35wlGDOyNXlMaJU0d6Ft2x87UGC1FIZEb3mfv8XR8Zq1gyuTx2Bj+U1fmnXVdIiz4a+frzoUFNYUtWTHRxknp2VQ0N1Gc245r6AgmhQ3C2agLFrRXpBGZnE2N0pRu9tYYShrJjLpAZFo9PiNnMG1UEI4mN6YFNxMWNDY2kpaWRktLCwYGBuTl5Wk26YMHD9ZAAeF3CQkJmJmZYW1tTXZ2tgYCjBgxQgMToqOjNRBBgARCE8CAl5cXffr00YCAxMREzeZfqNkrfC/Ah1GjRmFkZERUVJQGIgjHqtVqDbAQIIVwrND3hQsXNLBBOFYqlZKcnIyxsTEjR46kW7duN6wB/NcuUfFsogKiAqICogKiAqICogJ3vgK3BSzoqKequJQ2DOmsieLQj0dQ9Jx+Q1iglFUSfXgD0bkyeo+/i8EBrnQ2pnBs2yYKZN0YPWcBvt0s0ZaoaS6O5uiWHynQC2Ds3Lvwk7ZRW10PRoY0Jm5j+3cXMB/74A1ggRC9EMORHZvIlfgwdvp8ejubc719gpLq9BPs/f57qmyGMWnhXXjoZnN40yYqJF6MnjkbbwcLtCRqmgovcPCnDZSb92PcrHn42xr/7G9weQ1VEfnDe5xOaKbX7McZ1r8HxteZElST+NM77DqYRveZzzFp0iis9O/8NfhPuAIRFvy1s3jnwoLqvJbM2ETjsnZd9LWbuXQ6Fd2Afowf/yss6GxvpqG9A20DE6QGemirWsk8e4gde84h6TuVWZOG421x62FBW1sbMpkMQ0NDzVdSUhLh4eEEBARonuIfPHhQs6EPCwvTRASkpKSwZ88eevTogampqWYz37dvX81rVSoVhw8f1vTXq1cvzp07p4kGEI4VogGEzb5wrPA7YdMvgIng4GBNX8KxwrmED6thw4ZpYMH27ds1oGD48OGaf2NiYjh58iRDhw7VHCfADbGJCogKiAqICogKiAqICogK/G8K3Baw4JdLkFMWt5Nd3/02LJBVxHFs7w7K1F6MmTYLD3tT2soj2b9rD7W6gUyeOQ0XK2NNj/KqZI7v+IqEFldGzXiQAR5maGkcCFvIPfE1m7/9DVigklMUv4/9RyIx9h3PhLDh2BrrXSe0urON3Ivb2LnzNCa9pjBtRhhmTRfZtf0Abeb9mTR1It0sjDTHtVckcHjrF6R19mDs9PsIcpP+PJaubjtqozjw7RekNrgzeuH9BPk5oXuNt2NHfRzH1n3EiXQpI+55nLEhARjcwP/xf1sR4tF/RgERFvwZ1f78MXcuLKirbpG1tBmrtHVoKknk0K4LqHyCr4IF18vSSuapg+zYnYA0dBLTwgbiYnjrYcG14xCiCCIiIjSbfzs7O/bu3YuLiwsTJkzQbNiFtIMNGzb8AheEiICQkBA8PT010QGnTp0iJycHBwcH4uPjNZECAiwQ0hKEY7///ntNlIC+fhcCDQ0NpXv37hpYcPlY4WfC9wcOHKB3796a/gW4UFJSwubNmzVpDgJAEGCF2EQFRAVEBUQFRAVEBUQFRAX+NwXuNFhQcWkbx09eQM9vFmNHDsTCQIfWkrPs3bOfeqO+TJs2hW6WXRt0RXUa4bs+J6beiRHTlzPE+4/BApW8kUvHNnIhqx7/EXMZ0ssDgxsYLcrrMjm14wcuFkroP2UBoUG+dJadZufOQyisBzN5chgO5l15AvKqJI5s/YwkuT9jpi2lv4fpr7BAXkHa8fXs2nsJ84HzmDJzAs7mRldHHnTUkHlqA9s3hqPsMY1Zi2YT4GB2TXTC/7YWxKP/vAIiLPjz2v2ZI+9cWNDQ0AIYg4qqrCj27fx9WKBsKeHcwT3si2tn4OTJTBjsjYlg13qDdjPTEK7tfv/+/ZpUAiHNQPAJ2L17t+bJ/9ixYzWbcyESYd26dZoIAGHDL/xM2NwLUQdCE1ILLl26pAECQgpDv379GDNmjOZ74divv/5a06+urq4mtUE4VoARQouMjNSkLQwZMkTT/4kTJzT/HzhwoCaKQEiPWL9+vSYFQUhlMDc3/6/WlZByIURJiE1UQFRAVEBU4NYpIHjSCOlnwr9iExUQFbgzFLizYEE9ifvXcjG5iYApyxgY4IyOhJsOC+RNuUTs2U6p3JZhk2fgYW/+SynDX2e1loxjmzl2JAlpvymMHj+CbhbGyIpOsuO/ggVNlFzYzd4Nu6i2HMS4RZkbUd8AACAASURBVHfR18cB/a4QiJ+bjIqEYxzcuI08fBmxcDGDerlhfNVr7oz19k8dpQgL/tqZ/dfAAnVnO8XJkRw6cpE62x5MGhdCT8cb5UR1TcCtgAXCJjojI0MTVeDu7q5JBSgtLdWkAgimhOPGjdNs7gVvA2HDLvgWCLBASBcQNvyC4eGVG34BIgiwICgoSAMLhO+FY7/55htNBIIAC64FDefPn9ekQQiRBMKH1vHjxxk0aJDmS0iREEwUv/32W01Kw5+BBUJkg5AiITZRAVEBUQFRgVungI6ODo6Ojgj/ik1UQFTgzlDgzoEFatrKTnFkyw8Uaw8gbMG9eNl0paXKquM4vH0nFWovwubMxN3GFAlqWsviObZ1HZkqb0bPXkqQs/Rn34H/Lw1BTXX6Po4cPYuO23jGjhmO1VXmAWo65XWUJO3lxN7DtFoMY8SM+fi6WmsMylsrL7Jvy24ajQIZP30qrtYmmrG0lERzaNNa8vWDGDdzMb26maDubKUqO4KIHZvIaHRlwIz7COnnifSK/AO1uoOG4ljO7tlAcpkJPcPuImSAPxYGIpS9nf7CRFjw187GvwQWKKktSuZM+HmKW63oMyKEPj6OmOj8daUThSf2gp+AkIIgPK0XzA2Fp/dCtYKNGzdib2/PxIkTNUaEAkAQfia8TjApFD5cBA8BId1ASB0QYIMQmSDAAyHKQIg4EFIYBHNEIY3gxx9/1PQjRApc9icQUhiEYwWvhKKiIg2oEG4yhagGwTvhsoeB0O+2bdt++ZkQrfDfNAEUCAaLYhMVEBUQFRAVuHUKCBEFQuqY4FkjNlEBUYE7Q4E7BhZ01pMTvpY9h+KxGraM6ZNHYK7bpbGiJZ8zOzeQUqHP/7H3HuBRXWm26FIpq5RzREIRSUiAyDmDwGTbYJzGoZPd6c5Mz3TfuTPzJryZedPdd2Zuz+1uu9t2O5OjyYggQIAQQkTljHJOpVTpfevAwUKpJFtVVEl7f199UtXZce1ddc6/9vr/PX/ba5gZGQBrvVo6qeDIvmNQT1qOTTu2Iszd8bFsfxiyQNOArGPv48q9FsQmfweLkmLg8OQgLh26WytQePMEbly7gk7XqZi98iUkRIfB6XFfetoKcX7PJ8hv88SirTsxbbIfrPW9eJh1FIf3nob1lGRs2LYBwUotqnMv40bqCVR2uyN6wXbMnhYPT6e+v59qNJffRsbFQyis0yF01lbMmZkEbxdb4X5gZl8vQRaYdkImAFmgRlPpfVy7dBGlKjfEzl6KGXGhcHeyGfbLP5bKAhIFJAlIFvj6+kqBA+UdId44aJw3NDRIcQdIAPD0g0uXLmHu3LnSwyDLJiQkSOXoZnDq1ClJNUD3AxIHlP6TLKCrAckDlqVrAVUJLMuYBAyQSEOewRFJIlBZQNUB4xMwH1UEVDWkpqZK/eRpCAySyHZEEggIBAQCAgGBgEBAICAQ+HYImAdZ0IuO2krU11SiPPsSUk9koDdqMZZtXIgwD1/4+AXCsTMbF778T1wq98OyV/4SK6b7Q7bhdepWZF/cjZSLGbCaNB8zEqbATV+HgpsXca/KFolrX8LqRdPhrOhFS00FGhtrUJJ+BOeOZ8Np3ias2Dgfk7z84ePtDZumGzi5648o0iZi7fa3EBvi9sQFQd1RhdzrB3Hm9BnUwRdT56zGlMmPiQJbF/j6B8HTWYd7KZ/jXNo92E9egGnx0XDVViP3xgU8qFdi1rqXsHx+AnofXsb5o5/j7sMehCQsx9SYKXB1tIGVjT08vAPg7eUFdX0Grpz4HNce1MIrahESE6bD08VRcvVSuvvB19cfTg4DAy9+uxUhSn8TBARZ8E1Q++ZlxjlZoEZD0W1cPnsGRV2OiJ+/FnOmRsNDaftUVNTB4BtLsoCnGTBOAXf9SQYwqKG1tTWCg4OlQIJUF9BI5w4RyYHm5mZJaUD1AY31y5cvgxNFY56uCVQIkACYMmUKSkpKpLLyLhPLMvAhy1I5wGskIvqWJXFAlQJJg8zMTOlFwoD5mZcqBMYwYMBEsWv1zb9coqRAQCAgELAEBHhPIZnMWDciCQQEAqNDgM9JfIaSg0oPV9o8yIJ65KUcwvkT51HaXIfaikZo3XzhNykQYRHzsXDtOviprkry/rbQrXjxpRcx2b2Pu5Neg5aHd5Bx7iCu3C5Eu1YBJbSwcfRBxPxkLFy8GJO83aBVlSLz1H5cvZqJmroKVFe0QuEbjIDQcMTOXoOlKxfAvuAAjhy7Aofpr2PTc6vg9STouB5t5ek4s+f/4MSV+9ApA+Hn7Q57WRHsFo/FyduweFYUuspvIf3cIaTdK0GnVgEnvRY2zn6IXrheehYO9rJD3qn/wO4vd6GkywM+vn5wtreFtGPo4I/ERRuwZNEMqG5+gD2ff4y7jc7w9guCm9LhkRuFtSPCpq3BspVrMTnAQ6gMRvf1MEpuQRYYBdYhK7VgsqCmo6W4VFlWVY+KqmLcSi+EJigU06ZFIsDbH5PCJkHZWYK0k0dw9nYNXMPiMSMuAl5Kh0dEgaMHIiZPQoDn4DL7sSQL6uvrUVBQIMUDoPEvB6SiyoAuBLzB0OgnacCHNboeMKYB3Qp4E+Ln7A9VBXxPsoEqAuZjfpIRjBUgl+XJBzxVgXmrqqqksrxB8T1JCMYjYFm+5wMiT1ZoamqSytPtICIiQgTOMu33ULQmEBAICASeGQL87W9sbERPT88z64NoWCBgqQjwmY7PTiM5Pco8yIJ21OTeRt79fLTp9NIGlN5KAYXCFq7ekxEe5YeGm3tx/GojYp57B5uXxMC+n7eTXt2JltoiFBbko7apjVY33P3DER4TDV9Pd9gorKDpaUD5g1soLn6ILq0OWp0eVgoFFNZKeIfGISrcAYXHf4+LeXaY+cJPsHx6sBRA8VHSo7vlIYqyM1FW2QC1nv17ZN9LyTEQ4XEzEBnmBxv2paYQBYUFqG9u50V4BkZgckwUfNzdYKPoRW3edeTm5KGlVwGFldXjWAoAbN0QGD4VkZHBUFdmISc7Bw1dVtJz+pN4hgo7eATFInpKHLzd+p2aYKmL1sL7LcgC006gBZMFxR05p88pU9NzUNnVhfa2bugcGAzQAW7eMVi8ehECevOQcuIssqo1UCqdobRXfP1D4xaN1WuXYk5sIAYLDzWWZAGDDcqvvtNLY10mDvrm4efyS/rJfFxeLtv3Wt/rzDfasizPG4VcT98+mXYpitYEAgIBgYBA4FkgwDgzVJXRkBFJICAQGB0CVIqSKKCC01AyD7KAz5U66HV66Pt1mDvpqoo0nNn9CbJ105H8yluYHaIcfFh6PXSs53El0vOnos9zNvSP2uAz7IB29Ggr+AqHP/kctT7rsfm11zDFu7/En+Uf1d+/PKvj8/MT9auBvgw1XtZjJRElVkNi8igPn8vZnqEZFtdNgcBoyQKqskmKcy0aStzAHeyUISq/RxJQ+Nd7CrFhvj+mTHI21JTFXLdgsqCqo664VFle2YiufnDb2LkjODwELmhH1cMqNKl6B/7Q2HkiNDwUQT7OT/yw+lYzlmSBxawG0VGBgEBAICAQmHAICLJgwk25GPAYIkDDgmTBSI6aNheyYOjhq9GQewmXL96ELmwRliyfDx97Y5wE0IWqm1/hfGoOXGZsxLIlSXATB7uM4aoc31WNlizIz88HVd4jcbXjUfZ0w+6fBFngDjs7i4rZobJqaWnpADAE3fntvySCLPj2GIoaBAICAYGAQMD8ESBZwAcpoSww/7kSPTQ/BEgWUFUwPsgCLbpb69HQqIKtmze8PN36uAaMJfa9UDXUoKGpF44+/vD2cH4S2HAsWxF1jU8ERksWMH4bXa5HclpbcnKy5OrdP2abIAsEWTDg2yTIgvH5AyNGJRAQCAgEBAJPI8AHKMoMGRdHJIGAQGB0CNANgWSBh4eHwYLmrywwOASRQSDwzBEYLVlw/vx5KXbcSMgCni7HYPSCLPh6mi3YDUEoC575t1V0QCAgEBAICAQsHgGZLGDA22+X9OjtbEZBVibK9ZOwdG40nGyFk++3w1SUNncESBZQVSDIAnOfKdG/8YKAIAtMO5MWSxY0NzeP2A1hJAEt+sLO/Dzm0NnZGUFBQQMCWlCuyYcqnmbAPCIJBAQCAgGBgEDAUhEgWVBbWyvd16DXoqXmIa5fuQHP2SuRFOb1OAiwHj3tNbiTdgWFzknYsTAc1gOifemhairF+d1f4IZuDv78rZXwdJJPZ7dUdES/BQLDIyCTBYP5OfcvKSsL6LrAU6tYtn9q79TgTlEbHOxsMDdueLUCH+KzC6vQ2usMG3vxPCrW6sRAwLzJggKsn+uLmJDx831kAGSqp3iinwUllVVjY+NTZEFfQsDQ/0NdJwDyNR5XSP8UHlPYP/pla2urdMSUIAssaMmIrgoEBAICAYHAoAiQLOA9j24Iep0GjWXZ2PPRZ9DOeRVvJydCaWsFvbYH9fnX8OmHR6Be+Q5+tjYKtk/OFpOr1UHVWIqU3Z8jQzsHf/72KngpRdQysezGNwI0/KkqoPFvKMlkAZ81GRRxsKjr7V1aZJd1wtnJQZAFhgAV1yckAuZMFvxqdz5WzXBHVJDTuJmb9vZ2ODk5DUpumusgraysVFZNTU0DlAVDKQiGIwfkQfYvW1lZKakGAgICBpAFPI+aP/iCLDDXJSL6JRAQCAgEBAIjRYDHSpEseKQs0KGrpQoXD36Byx0xePet9QhysYW2qxXZV47iT2frsO2Hb2GGWzNunb2FWqkRWzi5hWP2qjgom8txbs8Xj8iCt1bCw0mBztY6PMjKQFlDN6wdXRCcsAhzQp3Q09GAonuF6HANRqAmHzfLdZg8ZTpiJjmhqTAT13LqYWPvhrDYaYiN9IWdWoWm0rs4d7sCsLaHi18k5s6Khru9zdfHIo900CKfQGCMEKA6gKqC0ZAF9IcmwTAYWdDWqcH90g442dsZJAv4EJ9fVIHKJh0UDh7S8X4iCQTGMwIktK166jElzAshwf5PRejnRi5f/W06U8Ys+NXuAiTP9kJ0sNFi8Jt8epubmyWb2OKUBeI0BJOvFdGgQEAgIBAQCIxDBEgWkCBXqVTS6LTdrchP+wp/PFuLTe98D0snOaO7pQKph7/AZVUCfvzmEjj1PMCFgzXQewOaLhWqcvOhiF+Pjav8cG/vI7Lgp2+ugLO+DdmXj+Jcbgf8A72B1jIUNfth3UtbEW1bjKO//QwZ+kDJ6PdwdEZw2GQ4q3Jx8kwmugJj4I9OqOCE5euXw6f1AU4dOIUy7zmIdNGhV22PpE3LEePiJMiCcbguLWVIJAu8vb2ll6E01gEOeRRcU3Mr8osrUVXbAq1OZ6gL4rpAwKIRsLWxRmSYLyJCg6BUOj0ViNAcyIJf7ynEhvn+mDJp/LghWGzMAkEWWPR3XXReICAQEAgIBMwEAZIFPAFIJgug60FD0XV89PvjcFj/Dt5dFoK2qnwc+nwvNLNexGsro2GrbUR9rTNcPQBNey3uHnkPv7nqh5/+ywtoPfElMrWz8eM3FgFNt3Hwv/fAesXb2DAnCL2Vt3By1yFUhL2MN5NtcOKXH+C29wL82c4NmBbkgJ6WclzZuxeXNQl4/eXlUDbnI+V0ClwT1iBefQP/Z1cJNv/dP2Gxdw86mlphHxoMbzs7QRaYyVqaiN0gWeDj4yO9DKWxJgvYnk6nQ1NTM+obGqDVCrLA0ByI65aNAF3DAwP94eLsPODEAkEWGGduBVkwBK7i6ETjLDhRq0BAICAQEAiYFwIkC8rLy9HRQe8+yfxAZ1MJUj5+H2f0y/C/3lkB7cN72Hv4AqZveRNLY7wBdSfqSkuRdScDlQ3taC7IQmqpP378b9+D9uIu3NTOwo9fnYnOgq/w+9/exbq//zcsCrWDtq0S94+9h/+bEYgfvJuEW3/cg6qZb+IXz0+FvaIH9YXX8fn7B6Ca/Sa+syIY3Y0lSDt1Ck0+C7HYsxC/+dMtJLz2Ll5aOAkOdo5wdXYYJNCieeErejO+EZDJAsa4MpSMQRawzdEG8jbUT3FdIGDOCPQ/1lDu61BkwY0bN6R73EiOTlyyZInkgi6OTvx6BQiyQJAF5vx7IPomEBAICAQEAkZGoLe3F2VlZX3IAroitKDgym7898EmbP7ZOwitu4DjmV3Y8vJ2hLtq0FRyHXt3ZUIX5As/N3u0Zafh4F0X/PBfvgvtxT3I1M3Ej3Ykoj1rN/73via89U//gOnceO2qR/HFT/Cr4114+XtrkffFXlTPehO/2BYHW30Xqh9cxO/e3wfV5FVYEu0CXW8HGusaoYxahGXhOlw/eQJZnV4I9baBWhmO9cmLMcnNHgMOZjAyZqJ6gYCMAMkCxrDy9/c3CIqxyAKDDYsMAoEJgMBQZAGj+TMmz0hINX6XHR0dB6DFoPf9A94PBqlwQzCbhaayEm4IZjMZoiMCAYGAQEAgYMEIkCwoKSl5iiyArhfNZRn44ndfoG7+97Gq5xiy7ZPxyqaZcNE0oezKp/jnXR14429/hLm+WpSd+xP+6stW/OCf3oY2dS9u6Wbi3Z3T0Zl3FL/9oBCb/+4fMC/YFrqOGuSc+gN+m+aBN38wF3c/3ofqmW/i51tjYWvVg7r8a/j4vX1ombIJL8z1h7XCClbWtnDxCUKQux26Gh+isKIWpfdvIO2BCive+gnWxbnD2sqCJ0B03aIRIFlAVQF3Iw0lQRYYQkhcFwh8cwSGIgu+eY1flxRkgftTwSTHAlMj19GHLNBr0FpbjLy8Gih8QxEVGQw326/Pre3pacPDgiIUFj9Ee48WLl6BiIiNQoifBxwGHPv0dbeFG4KRp1BULxAQCAgEBAJmgQDJguLiYrS1tfXpjx7qtkpkHPhv/PKmA+b5qJD4wt8ieao7FD3NeHj1c/zr3ha89fc/w1TbUqT87j38Kccd7/yzTBYk4d1XFkDXcBuH/rAPtit+gBcWT0JveToO/WkPysNfwZur7XDuvX2oTnoDf711CmwUOqjqCnF+9y5cVs/Ad7+7EZFOWqhaGtCk1sJGVYNG1yTEu3WgMP0svjyWh5nfeRfPRbtDxIA3i6U0ITvB3UaqCgIDAw2O31hkAXdOGaSUAQ9FEgiMZwQYkT8sLAwuLi4DhinIAuPMvMW7IbSUZeHShTO4kqVCxIq1WL9mNoIdHwc76qhGRsZ1XLicg7rOLmj1XdBpbeETvxAbVy5EQogHhuILBFlgnAUnahUICAQEAgIB80KAZEFRURFaW1uf7pimHZVZB/GPf3sQVlNX4y/+8YeIcbYCVQetZTdx4PP9yEUwQl2AnsoSpFV54Z1/fAvaS/uQpUvCD15ZAiddKx5cPo5TN0th4+QEq55mdDgmYMu2NQi1LsKR3x9ATdLr+NmWWNgoWLUKVQ+u4uTpSyhW+CDAQQFbpQ8S5yXAuzEd+1M74OKsQbeqF/bBSdj4/DKEu9iaF6CiNxMKAZIFVBUEBQUZHLcxyIKmpibkFVWgtplHxhnsgsggELBoBBQKPcKDPBA5OXiAu4AgC4wztZZLFjRVdTy8l6m8cSMdBbVNqK60RsyqVdiwbj5CnB6RBerquziTcQ+VXa4IDfaFM1qQezMdmcW2WLR1M55bHAu3IbSLgiwwzoITtQoEBAICAYGAeSFAsqCgoKCfsoB91KCrtQJ3z99Dp08s5iyMhPKx3F/bo0J1fiau5zfCwd4VAf5K1DZaYercOOirClCv80HClCDYKfTobKnHg7s38bCxB9YOzgiMm49ZYUqoVQ0ovlcEle8UJIV7PiHvtd3tqCm8hfT8RuitbODkGYiEhEi4dFci43oeWvVWsHfyRPjUREQFecBWyArMa0FNsN7IZEFwcLDBkY81WdDe3o6C4gpUNmlhZecBK4X4MhicBJHBohHQaTWwVjcgJswLk4IDQKWBnARZYJyptVyyoL6o417qFWVBiw6OTnrk3yiCY+IcJCd/TRZoOupR3d4DGxdPeDs7wVbbjuzU49h/5A7cl27ElnXzMMlx8B9WQRYYZ8GJWgUCAgGBgEDAvBDgAxbJggHKAvPqpuiNQMAsESBZQFXBsyAL+BCfXViF1l5n2NiPn3PdzXKiRafMBoGu1mpEBjkiJjL0KXWBIAuMM0WWSxY0Vnc01bcoNbaO6KnPwelDV6GLmfUUWTAAst5m3L5wDAdSyzB5yXPYuGwafBwEWWCcpSVqFQgIBAQCAgFLQIAPWPn5+YIssITJEn00OwRksiAkJMRg38ZaWSDIAoOQiwzjEAFBFph2Ui2XLGhp4YHQSp4HXZefjqMHhiALetrQ2q5Ce1c7GsrzcTX9HupdwrFm5XLMDPOB3RBBC4SywLQLUbQmEBAICATGLQK6TqD+ANBdMvwQFUrAZxvgMNmkUMhkQUtLi0nbFY0JBMYDApRBU1kgyILxMJtiDJaAgCALTDtL454s6K64hdS0DNwvr0dTfS2a1M6YunIjNiyehUlujwMhDoK5IAtMuxDNqrWq94GuQgAGIgUFvgM4hgNShAyRBAICAYHAEAiom4D8t4Dmi8NDZOcNRH8IuC81KZQkC/Ly8oSywKSoi8bGCwJUFtAFQZAF42VGxTjMHQFBFph2hsY9WdDbXI68ghJUNamg7m5ETUU1GrtcEDFvGRYnRcNP+fUxi32hH2uyQK1Wo7a2Fvfu3ZOaSUpKks7lZcrNzUVOTg50Oh1402HiETwxMTHguZ41NTWSRFQ+1srHx0e65unpCdbLKNalpaVgkCorKyvExcUhNDQUCoUC1dXVUlkGwWFi2SlTpsDDw0PKq1KppIfEqqoq6cgdfpaYmCjd9Hh28IRMd9cCLXyo1w0//MQUwH0xIA7tmpDLRAxaIDBiBNQNQM5OoDll+CK2vkDsl4DHyhFXPRYZee8oLCwcJMDhWNQu6hAIjG8EnuVpCMINYXyvLTG6wREQZIFpV8a4Jwu+hlMPrboN9dnXsf/IBeTZJWD788lYGOU1qKk3lmQBfdSys7Olh7G7d+/Czs4O27dvl4x2pjNnzuDq1avSe5mZ9vLywqRJk6SHt2vXroE7PzT0mUgMREVFYcaMGRIRcOfOHcn4Zxm+12g0WLlyJZycnJCeni6RCCyr1+tRVlaG6Ohoqayzs7PULskGluWZpSQzSFCsWLFCktWRcJhw6e4qoPmCYbJg2gXAfYkgCybcAhEDFgiMEgEzJwtIVDO4IclnkQQCAoHRIcBNFj5v8dnJULLUmAW67hbU15SjXe8Kn4BQuDkYR1Gp7axDTWU5uu384B8QAqWdIUTF9YmIgCALTDvr45gs0KK9tgatXYCrjzdclfYAtOgqu4Y9+44gpS4UO1/aguSkYAy2fz6WZEFnZycePHgA/r1//z46OjqwefPmp8iCrKwsrF+/HgkJCU9WAHf6b968idu3b0tKBO7486Hu5MmTUl3Tpk3DlStXJDXAunXrJKKBxv7hw4ela7xxFRcXY9asWZg6dapU9vjx4+DNasmSJRJZsG/fPokoWLZsmfQ3IyMD58+fx6JFi6RyDg4Opl2R5tCaIAvMYRZEHwQC4wcBMycLxg/QYiQCAfNGwDLJAi3aSq/j0qkzaPScjaXr1iHMxRjKUzWaHpzCmeMXoY1ah5XrVsF/Aj6CmvcKNo/eCbLAtPNgwWRBbUdreYWysrYBFQ8LkXEtD9rgcMxIikagly+Cgr3RXZiFjNsFUFl7ISTYF442atQWZeFG1kMgbjm2b16O6YGug3qcjyVZwJ1+GveU9Z86dQolJSXYsGHDU2TBpUuXpJ18uia4urpKxICbmxtSUlIkV4LFixcjMjJSUgdcvHhRUikEBATg1q1bklKAZAHdEuiy8PHHH0sqAXt7EiTA0qVLER4eLpEFcll+xvfHjh3D9OnTpfpJLlRUVGDXrl2SmwMJBPZlwiVBFky4KRcDFggYFQFBFhgVXlG5QMBSEDAXsqBL1YCiB7dQlF+Azl4buAfEYEpSIoL9PPH1qfWPUdW2oShtD/YdvQm32S/ixa0r4G2nQ1dDCUrv3ERRRS1UegW8A6IRkzgH/n6esOkrSlU3obY4A/fvt8Alcjbip4UzOvnApK7F3WPvYdepUkSu/z62b5gHB10HaopykPvgHhpb2+DgGoTJ8TMREUHVge3j53cNOuuKUHInE8VVdejUK+ATFIuYhFnw8/WQ+qLXa9FcU4q8+7dQWVUFtVYJv/AExE2Ph4+785NNQ1V7DQruZqKkuATdant4TYpD7IypCPBywyMnYZHMAQFBFph2FiyYLCjquHfspDLlyj08VKnQ0twJnaMj3Nyc4OETh+XPLUeMZydy0tNw7XY+mlRa6K0UUNg7IyBsKuYuno/EyAC4WJv26ETu+tPQ70sW0K2AL5IKzc3NkhqALgjz588HFQeUh9K4ZxwCJroW8HMSAnRvmD17NlavXi297+rqwvvvvy/FH2CEXhIOLMv6mOjSQLeFhQsXSgoDkhH8f968eZKKgDEMPvzwQ4m4oCuDu7v7qFYk+0q3B0tO7mXPw1aVZtANoSX0ENTK+RPCDcGtczfsNA8NY6J8CWprHh81Ad1XLHnRi74bFQGFtgkuFd+DnerSsO3obLzRFvQ+1ErGQhk+0UWM7mcT0lXMEDjiukDATBEwB7Kgt+4e0lOPIOVaPlTd7ehStUGtdUHk0q1Yu24zpgU//dynbS/F9a++QGqpArM3vIrlCUHobSzA7fO7ceHSVTRr7GCvt4JW54LwBZuxYt1aTPZzg7UVoFXVouDWCVw4cxC37zsg6YV38fwry+E9GFdQl4lTX3yE9I5IrH3pdcwLUCP31hlcOJOGkoY2WNm2Q92hhTJ8KdZtfgHz4sJhbwOo6nORefZLpKbdQJvWAXY6PbRwR9SSbVixehUm+bqgvfQKzp/8CjdyKqGzakNrQysUylAs2PQqVi5ZjEA3R/RU3UDq+eO4fLMY3ep2tLe0AbYeiFm5E+vXrEWM8+j0zgAAIABJREFUn4uZrqqJ1y1BFph2zi2YLKjsqMrNVxaV1qJDr4eegeutHsWlt7X3RnhsFEL8ndDdVIOyh2WobehAr84aTh4+CAkNQ6CXG+ytFUPGsR9LZUHfKR2MLKBaQH4xRsHZs2cl14PnnnsOnCAeZ0WDPyws7CmDn7v+JAtmzpwpkQV8TxeHP/zhD1J9JAv4WV+iIS0tTYqbQCUBb1psi6QEX46OjlKMhI8++khyafgmZAGVDVRRWHIKqH8Njt3XDRrGVb5foNt+zoQwjAPq34BDTwasoBl2aqt9PkW33UzorQQHb8nfAdH3sUXAWtcM38afwrGbJOTQSavwQp3Xf6HLYYHBDjCoGgPhykFxDRYQGQQCAoFnjoA5kAWdRSdx8coFlFnFIXZyABSdxbiTcgwPqp2wYMefY2vyArjI8gK9Dq3l6Tjz1XE0uiRizaaNCHXWoSh9P46eSkG3RxzmJk2Hp0KDvNuXcLcOmL3qZSQvTIS9tgl514/iyo2bqKkoRXWRDeK3/wQvvbEajyJw9Un6HtTcPoyDR65AEbsJmzethFdnAdKvn0VejR6+IVHwcdGg8u4FpN0oQcj8nXh+20YEu2iQf2UXjp69BJ1vAuZMT4QbepGTeQEPmh2wIPllrJobh/bsg7iSlY0et6kIC3BGb/09XD+TgjZlEta/8j3MiQtDb94enLp2G82O8YgJ9YGuJRc3Tx1FQXsw1v7Zn2Pt4ulQikebZ/4dYgcEWWDaabBgsqClAxhcyTQWEJqSLOjfX7okMLYAyQIqBcrLy6UYAnQ3oOvAhQsXJCUCyQOqDKg4YLwDb29vyY3g008/lQIaUikgxyegCwPLnjt3TqqPMQv4kHno0CHEx8c/iWHAevfu3fvkM6oVRpNIFFAhYcnJqXATbNovGyQLOqOOQ+O8cEIcnehUuBk2HWmAfvgAaJ1Rx6BVzhdkgSV/AUTfxxwBK00TnErfgnU7A6cOnfQ23ugK+wgaF8NHJ1JRQNcxxqwRSSAgELAMBMyBLNC0PUR9WzvgFgY/FycoNDW4c+Q3OLDvEnxW/wQvvLQdAY/9BPSaThRcP4CUa9nwnbEVa5bMhENvJdIOfYRrRWrM3vQGliRGwE6hRWX2aRw5eBK64KXY/Pwm+KEK92+koabHDnYt93D1WA68kn+AHYOQBdr2Mtw4+THO5+uRtPY1rJwZDpveVjS0NkNj5wYvNw/YW2lQfe8kDn3yEep9lmPTq28jzq0eqfv+iJuVdpi/6XUsnDoZtlZqPLx7HAcPpsAhejU2bF4HL00NWnt1cHQLgquDHazUZUj9+N9x8V4XZr74P7Bs3jTYdxShVqWFnUcIvJWOUKgrkP75v+HQ6WxEP/8LbNywFj6OlrHOxnsvBVlg2hkWZMEQeJuKLOCNg24HNO75ohsC4xrQVYFBEOlOwBMLGPiQAQdJHvA6VQN0PyBxQOk/yQK6GpA8INlA1wLGLKBCgTEJGCCRhjyDI5JEoLKAqgPGJ2A+qgjospCamioFSeRpCAySyHYmXBIxCwZO+Z3VQGuqQbIA084DbosAqwm4bibcF0UMeMQIiJgFI4ZKZBQIjGcEzIEsGIhvI7IP/wYH91yF9/qf4oUdG+D9+BQCtaoCV7/6HLcf6jBn4+uYFR0MTVMWTu3biwp1GNa8uANRAe5QQA9VZSZO7/0IBZiCNS++iQQfQNWuAuwUqLvxGfZ8dBXuawYjC3RoLbmKE/v3oVo5DclbX0BswGDxxDSoyz6Dw3/6Es2BS7DhlVcQhmwc270XjbbxWLNtK8L93KS+dDxMx/FdH6HcaSaSt72CqQHOeJpXrUbaR7/E5Xs9SNrxYyyaHQunATEba3Hr03/F4RNFiNr5V9iwfik8xKONWXw9BVlg2mkQZIEJyAJK+/Py8qRAhTTESQhQJUAjnqoAnnjAz3j0Dl0OeHxVRESEZODTnYAGPCeKxjyvUSHAsjxqkcESeV3eZWI9DHy4YMECSTnAaw0NDU+VZb1sn6RBZmam9CJhwPzMSxUCYxgwYOKE3LUSZIEgC0z7OyxaG+8ICLJgvM+wGJ9AYEQImCNZoG7Kwvkv/hMnblph/it/gS2rp0E+GVFVeQ0njxxCnW0C1m/ZilAfZ3RWpeHowaNocpiOTVs3IcTrkQyhp/4+Uvb/DrfaQrBi27uYH+kGhSR86kBRyvvYNRRZoOtGyY2D+OrsLXgkPIfn1iyCp9NAq5wqh/y0L7H/8DV4ztqGrVtWQdl0DQcPHEe3xzxs3LQOgR5Oj/pSewcn9/w37qvjsWbr25g12fVxXx5NU09tKg5/+B7yuuKw7tXvYEZ0AGz6ibR666/i+B//Ny4U+2PNWz/B6vkxsBdCrhGtc2NnEmSBsRF+un5BFpiALGDQwLKyMskQ542Cxj4Ncxr1VAPU19ejitFZ1WpJSeDv7y99zqMNmUgyUOlAVQGNd56YwOskF5i/qKhIOgWB//MznnzAYxCZl/WyLNvle9bNeATMx/dUG1DF0NTUJJWn2wGJigkdOEuQBYIsMO3vsGhtvCMgyAKzm2G6y9Elj3F/SL4HBwebXR9N2SE+f/BZgTGN+D83DWbMmDEmXeAzDjdKGDCZmxUTOZkdWaBuROHl3dj76XF0RKzH9u+8hmkBbk/ieVXd/BJnU6/DaerLWLNsNtzsraGquIwjh79Cs1MStmzZhCDPRwZ6b302zh38v8hoDsbyrT/EwuiRkQW6nhZknvoU6cXtSFj5MubHh8GO0RH7pe6GBzi352PcqHbAom2vYXFiJDRVF7H/wAn0ei/Axo3rEOD+yE+gp+4uTu35De72xGH1lu9gTkQfsqCnEneOvY+Dx+7Db/mfYfOWtQhy7XdGY28dHpz5CLu/vAybOTuw49VtiPF2HjLO2URe089i7IIsMC3qFksWNDY2duj1+ienr3AHXk5ysMC+7/v/L+cf6i+Nb/qD0jDnkYd9E5UCvJn6+vo+MegNTRsJAqa+/aSxTkVA3wCHzMPP+u7o9x8Prw12nfnka/J1Q2XZXt++yX0yNJ5xff3uaqD5vMGYBZh2AXBfMiECHEK4IQy+5GkE6kcQo8PWGxBBH8f1z8awg7NgskCr06NNpcbXd9inR2ptZQWlow1sHj/c857T3t6OBw8eSEQ4E4nvuLg46X5qLmq1np4eyW2P8YF27NgxIiOWJ/3Ipxcx1g8DTMrjoSqQKj2+pxvfN03Ej88XfNnZ2ZnMFZAbBgyAzPHx6OTJkycjKipq1MPg8wSx5TioXuTzDF0t6QLJU5a2bNky6jrHUwGZLCBO3JwZ7PvQ3qVFzsNuuCodMTfOY9jh8yE+u7AKrb3OsLF/tME00qTTtqPm/jmk7D+Cwq7JWLTjVSyaFQ6nx3a6XlOLzKN/wM08NaZveQezYwOkIwZVkrLgCJocZmDztk0I9pSVBQ9w7sBvkdkaghVb38X8qJGRBV1NOTh/5ADq9JOwdONWTPZx6WeU66DprsT9M7uRerkE3vO2YvnqRfB3dUTnwws4cOAEuj3nSWTBoMqCLW9jVjjJAj20vfUoSTuA4/vPocNvCZJ37kBClB8ee11I0Ok0rajIPI6T+0+i2m4aVu58CbPig+EoVAUjXVpGz2fOZMGvduVjxTRXRAaNnwAX3PTm73l/e9joE/3tGlBZkSzoG+CwP1nQt/6hrg33OXfzSRZwJ75/tGk+FPBmOBqy4NuNd/yV7tXoUFrdiY6u4Q0tO1sFJvs7SQ+jJktCWTAQakEWDL78Sv4X0MMjJYcypR4Xm/yvgD13LsXThsm+x+bUkAWTBQ2tvfjTyTKQNBgsuSltsWG+P0J8H+/o9fRIu9PXr1+XCAK6uPFeS7c2us6Zy8MGjbYbN27gq6++ws6dO0dMFlCJcObMGUydOhXJycmSMUxVXn5+Pg4ePCgp81566aVvvPpIEtBgZ32xsbGS0W5sgoXzQ5XFxYsXJZdFjosPht8kkSi6f/++dDIT3RlpEHODhaoFPlPJpzp9k7rHQxmZLCDmxHqwo0/bOzV4UN4FZ0d7o5EFOm0X6grTcO3sMZQ0eyJ+xYuYO2sK3J/o7DVoKz6NE7v3oNF9BdbvfBmTPR6Z1F2Nt3Fq3z5UaSZjzYsvIuJxnID28nSc2vUxim3isealNzE9SN6JH84NQYOqrP04c+4mlLGbsGrFQng49t2g06KzsRh56Qdw/Xou7MPWYPHa9Zgc6C65DXTW38SxXfvRZB+HNdu2IMzHFQro0FZ6Fcc+/xiVbnOQ/AJjFjhBo6pDyZ2TuHLuEppsEjBv/fNIip8Epz6PlzqNClW5F5B25iSqekIxfc3zmJUYDhdbce82p++fWZMFu/OxeoYHooIfKW7GQ+JvOBXpFnb6ksqqpcUyT0MYD4tmLMbQ3N6Lz848RHGVatjqPFzt8PqaSZgcYMIvnSALBFkw0kV+cwagumtYhTLrLqCMnxgqlJFiN5HyWTBZUF7biR/8xx2oNY/Ucf2Tn4c9/vrlKCSGu0mXaCSmpKRIxu73v/99KZAuDSS6vPF4XsbZoQsAA+jSyObOKE/xoVFMmTrVCLW1tZIagQYmH05I2tPoLCgokMoyH3e/+fDCehkTiPF65Lx0xRvsoYZ52S/uovM6H4AY14dkQWJiotQu3frYBvvKPrFtOdHAo+rwxIkTknrilVdekQITc8yXL1/GnTt3sHXrVqlvrIN5uavO/9lX1kc86JbInRp+xo0J/iXJQPdBluGpRVRmMLYQ66KBTbKFJAL7KBuadBVgfUx0cyRJQzUCFQ90VeyPATc5SAoQVxIQPEGJBA5xIblDpQUNWB7HTFUB62L/GUSZRi2xYH7JYOzqksbB/pMAomqEfeRcUKFATHgkM8fAcdElkm1yrFwPnCPWz/9ZB0kS4kP1BtcI1wUT62QdLDceknm4IfSivugarqccRkW3G6bM24rpU+Ph0fdcQHUdHpz8PY6kFGLS2h9iy9p5cH5sVKtVD5F26BPceqjH7E2vY17sJNjoe1CWeQSHDp6FdXQytr6wAcGuDo/p8WHIgt5KpB96D9fztZi+8TuYnxjOeIiPkxYdtTm4c3EfbmYXwyVqFeYvXo+IYB/YPeYTejvKkLr3I9xrcMT8Ta9iVnQQbPTdKE7fjwOHUuEybRM2bV4Lf/suFN88jqtpl9DjPhXTF25GXEQInJ8KQtCDmuwLSDt/HA1WgYhfsBWJU6Lg+hR5MR5WoeWPwZzJgl/vKZQI9CmTRqf0MedZsVg3BEEWmPOyMty3upYe/NsX+bhf3DZsZj6I/s9XYxAfNrojHA33YJgcgiwQZMFIF5AgC0aK1MTON4HIAhqeV65ckU7loX86/d5pBDJRlXf06FHJOP3BD34gKfSysrIkQ3vdunWSnzxP8GFZGqaMI0BDlWQCCQIaxjyhh8YuT/xhvTTQaWzSqGxsbJSMcB4NTAO77448jVsa03QVYL00Tkk+kJzYvn27ZPTzGg1YtkMigUb50qVLpRg+cpIVCTToebzxnDlzJAOfCgX2jS4NNNJpSHNsVFaQ+CC5wP5QbUFFA41wKgdoBNOAZwwjnmrE/pw/f17anSdRQOOchjj7zzLcnSduHCsNbhr2xIiY0UCXyQ1izzHJiZgzbkBubq6kiqQMnm2xfr7YJ75IFvCkJRr4lZWVUh7+zzbYJnEntuwf8eS8kMghVnQzYD6ZLGBekg4kGkjKUK3AmEmMk8TjoDl/JG7YLsvzxCf2j4QN+y6TMwwEPXfuXKlvlp7MgSzoqLyKS0f/gMv3muATswhT4+Lh5mQPK4UCzh4BCAoOg5PqLk59/h+4Wh+Bta//DEviPCHb8DpNO/Ku7MOpUxfQ5TUNiYnx8NRXI+9mGopU3pi78RWsmB0PB3Si8WExamoqUHrzFFLP5sFxdjKWrJ2DUL9JCAwMgF39FXz15Qcot52P9TveREyA8on+rretDLfPf4YTZy+j0yUS02cuRKi/L2xJFNi7IzgkHH7uNshJ/RKnUq5C4zsDiQmxcNdWIPvGFZT0BmPx5pexJCkG7QUncPLgp8htdETktMWICp0ERzIONo7w8Q9FoL8/eqouIOXgR7hR3Iug+MWIi46Gi4MdoLCGm3cwgoJC4Oz0zRQ3lr5uza3/giww7YwIsmAIvI11dKJpp9d8WxNkgfnOzaA9E24Ig0+YIAv64aIDqj8COnOHX+BW1oD/G4BTrIV9Eb5hdycQWUC1AHe/MzIyJAORu9yU7NMAZeJxvTTof/7zn0u7ytzRpqz/+eeflwxpvueRwKtWrZICD3KX+ciRI5JhuXz5csmAPH36tGTA8j0NdVlRQAOd12hA83jgvhJv9oluAszLY4lpWNMop3G6ceNGiTxg+dWrV0vkAA1zGr0kA0h4yO4TbJ87/Hv27JFIB5IDVAGQPKDsnicRkRjgOGhs81hiGtQ0gPkZDW3+T4Lj1Vdfldqi/J9t8z3z8oSka9euSQa1HBCQRjVJAhIHxO/WrVsS+ULCgrv2+/btkzDmiyoLEgKy6oC4k5BgfAbZzYDkAdtlXsYRYJ2cL9ZPXNk/EhBUgDA+A3GmYoRkBQ13HunMuabLAlUYJAl4jTgSVxILL7zwglQfyZ5jx45JY+Ocsl2qBYgNsaSigViS8CGOJBRI0hBrzgHVCiRSeIS0padnTxZ04+GVP2LPh7/BjVol3Dx94exg8+hYQWsHhExdidXPbYJX00Uc2PsVuqO246WXtiHY+cl2PwAt2quycevcPpy9dgv1Kh2coIeTZzimrdqChQvnI8DdGer2QqQf+QKpqemoaapDY70KCk8fePqHYur8jVi1fins8/biyIl0uMx5C5uSl8NDPoYBerSUpuHUl/+Jk1dzoXPyhaeLA6wfHa8AeCRixaaXsWpBHHqr7iHj7D6kpN9Fc7cOjno9lN5RmLFmKxbMmwM/Nys8OPr/Ydeu3Sjt8oKHuxvsbR+PxzEQScufx6rls6FK/y2++OwzPGh2g7unF5zsZVycED5rA9au24iIIK8npImlr0VL7r8gC0w7e4IsEGSBaVfc49bMmywQAQ4HLApBFgiyYCS/FHot8GAr0HTSAFlgB8TvBzzXjaTWEefpVesk/3rNEP71ckUOttZ4I3kSrAeJuD3ixkaTcQKRBYSFRh6Nce7U02jkDjSNWBp73IE3RBbQePzud78rGZc0JlmGRjNl7ayX5AKNrk2bNkkqBe7g03ClGoBuBjTwaUT3JQtIOnzwwQcSiUADVyYqaECvXbtW2kGn0oCEheyiwM9IPJAAoOJATjSwT506JREZVCXwLwkAkhBUCHDMvC6rB1ifvDNP9wCSCFQKyIQJiQEa6hs2bJAwIhFAI3nZsmXSbjvxZF8YL4FjpFsD31PJQEOfGNAYZz4a9zTESUL0dUNg2c8++0xyPaCCg3J/9oN1ESuOjyQN+0+ihgTI7t27JfUDjXjixfwkG0gecI5YD7EkkSLHgOLYz549K2FAIoUKAXkOSfAw+CPnj/NFMoG4sW8kIDgmBkKkyoTECxOx4GdUKRAPS0/PnizoRWv5XeTdv4dalV4Ko/PEG19hA1e/KERM9kBV2pc4ldmF+E3vYOOCcAw4yFDbg/b6UhQV5qKqrgl6K2d4BUUiIiYSXm4ukkGt6WlA+YMsFBc/RBfj+jDsCQN0wxFeobGImKRA7lfvI63MHfO2/whLEh4FUHyU9OhuqUBJbhbKq+rRq2O5PskxAOFxMxAZ5gc7bQ/a6ktQWJCLmoYW6K1c4B0ShYjoCHi6OkOBHtTl30Bebj5aevvVY+uKgIgEREUEQV15B3m5eWjsehRe6GtcbOERFIfoKbHwdnMSkYfM4EsoyALTToIgCwRZYNoVZxFkwSqg+YJhP3RxGsLAtTPtPOC2CLAaeEbyM1loxm5UKAueRlgiCzYDjceHR15BsuDwmJMFqi4Ntv9jBkgaDJdcnGyw++9ngwFUTZImGFnQF1PustN4pMG4Zs0aabeaO+J/8zd/M6SygIbo9773PckwZTkawv3JAhrI3H1mfTSgeZ1GPHflGX+ARnRfsoDS9/fff1/aoebOOY11Guk0REkW8GGIu+8kGug6wEQDmjve3B3vWxd3zynpp+KBrgLMx9117pRTas/4ASQLuONPY1+uj39p4NNNg6QHyQKqBajCoAHNfjA/yQ/m4fj4nhgyD8dAWT/dGeQjkbdt2ya5OVCZQMOb4+AOP0mOvsERafyTLCBZQUJBTsxLmT+VC/3Jgr1790okj+zaQAxIHJBooAKAY2ef+2LDeniNSo7+ZAGJCvaXbgccI0kY1kViga4jOTk5UjwIKj1kJQrdUvgZyYNvc8qESb7nI2jk2ZMFhjqpQUvhBSmwYblyHtbvfAWJ/saI6t6Lutv7cfDzw1CFb8GWnS8iwmOCPDcYmgJx3SACgiwwCNGYZrB8skCvRUdTBUpLG6HwDMCkED842wzyAKjToLW6FMVllehw8EdUeCj83OXgKwMxFW4IY7rOBlRm3soCQRYMmDChLBj8CyHIAkEWjOSncoKQBdxdphHP+ycNTCoDqCKg4csdfxqWNHppuP70pz+V/OZpJNP/nScIyG4IIyULaFBy95tGq+wOwJgIdHvoTxawT5988onk509FAgkLkhA0wLmzToOcxAR392lkk0zgTjeNY/rk90+U6e/fv18aK4MTUrFA338azqybUnvK71k3XQ+IC0kEEg0kT0hwDEYWcEwkIijlJ3HBemlM0wAnscDdeNZFlwD2mWMhjmyTMQNoiJMw4U483RhkQ55EAvvLnX5iQyKG42MdxIRj70sWEBcSKTTS2SfWw/zsA/+nAU+ChO2TICFJwPdUM3DsVFVwTuiGIisLSBYwmCTf012E/SY2VEGQFKHCgHNCsofqBhIJ7BNJBJI8/NzSk/mTBWo0FWfi1s1cKIKTMHN2AtyMchJAF2rvpeLGrXK4xi/FrKQYKE3E3Vr6GhL9BwRZYNpVYPFkQVvFfVxLu4Drd1UIXbQca5YnIcDBdoBMSNPViKzzx3H2UiY6ghdh63OrMHOyB2T3p/6wC7LAuAtRkAXGxXfMaxdkgSALRrKo9JrHyoITw+cWyoLB8bH1BWK/BDxWjgRtk+QZzWkIJAtofNL9gA8X3EWXd47pq04jnkYkpf80HLmrzfzcFaecf7RkAWXpNExpfLJuGsz8n7vqdAnou+PNnXxK+ylrp1pAjsRPw5wGOAkB+uFTlk9/fyYa1oxXMBhZQDKB9R06dEjyw6cBLgcUpEFNcoTKBcrt5fr4l8YzCZKhyAK6WnAMVCbQsKTkn2oAEg/cZef/NLIZQ4AxCUhGsC62xWCJVFcwERtZhcD3dIMgkUCihuNhWboPyEEU+5MFrJMkjxw8kmoGKiOIBwkUzjH7w3qobOBcEge6GlA1QCOfpAvzk0Ag8SCTBfLpEZw7jk8OSElShHEd2BcSCFw7JEbomkGiQAQ4HPiV5/csu7AKrb3OsLEfi+jrOqi7VFB19sLaQQml0sFIPvpa9Kra0NGphZ3SBUoGWDTJL5poZDwgIMgC086iBZMFNR3VDzKVV69cQk5VM+pq7TFl1SpsWD8fIU52A350Ggqu4tyZFFzPfojeSUvw0ub1WBjjJcgC0663J60JsuAZAf9NmxVkgSALRrJ2hBvC4ChZsLKgrVODlJt1GCoMhNLeGrNi3eHj9ki6Lx8ZSAKAxh4TDUkSAfwrH3VIw5A70jQ8aeDSsKWhSeOULxqHNE5p5JJgkA1t7szTmGQ73JXmbj0D4DGvHFeARjt3+/uehkAig2QCd69phNPApX8+66LBTKOXbgj0y2c52QWBwfb6kg7yBLM+joFkA90U2J7sbsBrJBO46dC3PtbF8XKXn9hwx55kAg1/4kV3AKoDiBHjIPBz9pMEAfvE3X6Wk90eiB8NcmLBeAvESj7GkJ/L/WGf2SdeZ73sN8dE45tqCJIMvMb+ym4JcpwE5ideTJwfOaYDseQ1zh1JIRIBnA+qC6gyIFnCsXHMJCc4Pl5je/IpBwwuSTw49+wDSRCWZb0kkZiP1xk3gWPpO58j+TkyxzzmrywwR9REnwQCTyMgyALTrgjLJQvqcjquHzutvN8AuHs7ovx2GZynz0Vy8kCyQNtbgxvHjiOnvAX1qhY0KGOxKXmtIAtMu9aeas28yQIR4HDA0hBkgSALRvJ7IciCcUcWcEDaYQJGcjfQSvF00DAaefJLNvD6Gtw0Cnmd1/jq/z/f988v55UNX/6Vy8rB9WTw++btPyEjabtvf4YzUPuOcbB8/XGQ+8U+MMljHKwe+TN5nPK4+/at77X+4xqq33I+uWxfnGUc5bJ9+z9Yfnkc8rX+5fp+zrz951Burz8ZM1wfR/IzZM55BFlgzrMj+mYpCAiywLQzZblkQX15R0VJtbLXwR0KVTFSDl+FLmbWQLJAo0LJ7dNISauCT+hkdDXk4p4qEOvWrhFkgWnXmgWRBSJmgSALRvjlEDELngZKkAXjkiwY4bdBZBMICAQMICDIArFEBALfHgFBFnx7DEdTg+WSBS0tHVQ3AjrU5afj6IHByAINWopv4dTJy2h2jcPyuaEoyTiLyw2+giwYzSoxQl7zVhY8O7Kgs0eLm7nNaO/SDou6k7015kxxh9LRxgizM0iVQlkwOM6CLBBkwUi+gRbshjCS4Yk8AgGBwMgQEGTByHASuQQCwyEgyALTro/xTRaoqpB2+ghSy5SYtWI1FoX04vLJw0gVZIFpV9kgrQmyYPApIC7/sbcQlfWPfESHSr4e9vjZjkgEeDmYZi6fMVlw8FIVOruHJ1AIxPNLA+Fo//VJzUYHR5AF/cgCEeBw0DUnyAKjfxVFAwIBS0BgrMkCnjZSUPwQD+vVsLL3hJXChPc/SwBc9HHcIaDTaWDTW48p4T4IDvSTYqbIicFl+ervmjYWIDCeC4O1Gkq/3lOIDfP9MWXSWAQcNdSaaa41ZXpTAAAgAElEQVSPY7KgG9W3r+DgxRwooxcgefF0+OkqcebYIUEWmGZtDduKIAsGh6e6qRt/92EOymo6h8WPJMG/fDcOIT7GOP94kKafMVnwnV9moaG1x+DK/dMvZsLDxYRnNT9jsuCPx0qhG8afXAbsexsnw8oUoaaFG8Lga1SQBQa/uyKDQGAiIDDWZMGjwJVtyC0sQ1llI7TaR/EwRBIIjFcEbG2tERsZjIiwIClIbt/4LIIsMM6sj1uyQNtegSsnDuPM7VYERcUgKtgNiq4WPLibhRyVG6bGx2L29BmIDg+Gh3LgU7Q4OtE4C06u1bzJgmcX4FCQBYOvu5f/+SbqWwyTBXv+n9nwdLUz7uLtW/szJgs2/OIaNFq9wfGe+Pf5UAx1TqzB0qPIIMgCQRaMYrmIrAKBiYbAWJMFMn48RYIP9DyBQiSBwHhGwMbWFkGBQXB2Vg4YpiALjDPz45YsULdUIOPqJdzOr4PO2h62tlZAjwoV5aWo7HFCSHAQps1einlJUxHkMVC2JcgC4yw4yyALnl3MAkEWCLJgNN+8dX99dURkwelfLRBkQR9gXZxssPvvZ8POVjEauL95XqEs+ObYiZICgXGEgLHIgnEEkRiKQOAbIyDIgm8M3bAFLZgsqO/oqKlV1jU2o6o8F1dTs6EJjcacObEI8vCCt6cL0NOBtjYV1PLOm6oWN65eQlaLB+bNnYM5UyPg6+0Bpd3AB0ZBFhhnwQmyYHhcBVkgyILRfPMEWfA0WqouDbb/YwZ61cNLcQVZMJpVJvIKBAQCY4WAIAvGCklRj0BgIAKCLDDOqrBgsqC4I/vMOeWl9BxUtLehvq4VOqULvLxd4ekdg0WrlyJpSiCeCv/WWo7TImaBcVbSKGs1bzcEoSwYMJ3POGaBcEMY/AtmfmSBCHA46EwJZcEo7xAiu0BgfCIgyILxOa9iVOaBgCALjDMPFkwWVHZU5eQpC0tr0aHTPQryZWUFK4UV7Bx8EBEbhZAAdzwV6qynDaXFhajockJYWCiCPByHDPollAXGWXBCWSCUBd9kZQmywFLIAi3wYDPQeHz4aVbYAfGHAc9132Q5DFlGKAvGFE5RmUBAIDDGCBiLLODDfHl5OTQazRj3WFQnEDAvBOzs7BAZGQlXV9cBHRNkgXHmyoLJguYOvV6v1Ov06B/ei5Ex5dfTsOml4zT0evn60KCONVmgVqtRW1uLe/fuSY0mJSXBz89P+p/XioqKUFJSIh35oVAoEBsbi7CwMOn/mpoa5Ofno62tTcrv4+ODmJgYeHp6PilbWlqK3t5eadxxcXEIDQ2VylZXV0tl29vbn5SdMmUKPDw8pLw8dicvLw9VVVVSYBx+lpiYiJCQEFhbG+8IHvNWFogAhwO+GUJZMPiPxTMOcGh+ygJBFgy6UISywDhPMKJWgYCFITDWZIFOp0NDYxPyi6tQ29QJnTgMwcJWhOjuaBGgaRIe5IHIyUHgcYbiNITRIjj6/BZMFrR0ABgYCnP0GAxaYizJAt4csrOzUVhYiLt374Ks2Pbt20GjnSkrKwu3b9+Gm5sbvL29UVBQIJEAy5cvh7OzM27cuCGRCCQJmEgMREVFYcaMGRIRcOfOHcn49/Lykt6TWV65ciWcnJyQnp4ukQgsS6KkrKwM0dHRUlnWffXqVYmoYFkXFxeJzOCXb8WKFQgKCpIIB2Mk8yYLhBuCIAtGuOoFWdCPjxVkgSALRvjdEdkEAhMQgbEmC7iJlFdUgepmPRQO3AQyzjPbBJwqMWQzRUCv0wI9dYgJ9URoSIBkU8lJKAuMM2mCLBgC17EkCzo7O/HgwQPw7/3799HR0YHNmzdLZAF3/Pfs2SMZ9OvWrZMUAcxz+PBhTJ06VZLZ0JinEoE7/mSRT548KdU1bdo0XLlyRWLVWJZqABr7LMtrNPqLi4sxa9YsqS6WPX78OHizWrJkiUQW7Nu3TyIKli1bJv3NyMjA+fPnsWjRIqkczzA1RhJkweCoigCHg+Mi3BAGx0UoC57GRbghGOPXWtQpEBAIjBUCY00W8CE+u7AKrb3OsLF3HqtuinoEAmaNQFdrNSKDHBETGQpHR0dBFhh5tgRZYAKygDv9NO4p6z916pTkbrBhwwaJLKAxv2vXLkyaNAnr16+XDHa6HXz22WfSF4AvKgIWL14s+ejw/4sXL0oqhYCAANy6dUtSCpAsoFsCy3788ceSSsDe3l4a3dKlSxEeHi6RBXJZfsb3x44dw/Tp06X6SS5UVFRI/aGbAwmEwXyCxmJNCrJAkAWjWUeCLLAUskAEOBx0poQbwmi+7iKvQGDcIiDIgnE7tWJgJkRAkAUmBBuAxZIFDQ0NkhsCjWc5PYpH8Oh9/8/lz4b6vG8Z5mF8ARrPlO/b2Ng8NStUA5AA8PX1lXbnR5O4609DXyYLqDjg7j53/tesWSMZ511dXfjggw8kBQANfn5G456qAya6FtB1gYQA3Rtmz56N1atXS+9Z9v3335fiD9ja2kquDSxLMoLp2rVrktvCwoULpfpTUlKk/+fNmyepCBjD4MMPP5RcEOjK4O7uPprhobW1VVJJGEoNbRr89qtq5D3sGjart5stfrTJH9FBXzOHhur+ttfdy56HrSoNwPDOfy2hh6BWzgcwdrK/uhY1fr2/EhUNw2Po626Ln28PQoDn1/Krbzvu4cq7lb0Au85rgF49bDMtYQehdpwHWD39nfm2ffvx74rR2GY4cNPvfhQOd+exbXu4vnsUr4BNd7bBtdIccREae7odjd1aYb9e/1UBNPLRsMN09PO/joJCYfVtp8Fweb0Wbg9fg11HyrB59VZ2aAv5BL3OKw3XOYocnT06vPPfRVBr+keyeboSZ0dr/PaH4bC1MQEmnHVtE1wqvgc71aVhR6Oz8UZb0PtQKxcbHDVdxOh+ZixXMYMdEBkEAgKBUSMgkwV8RuMz5mDf3/YuLXIreuDm7IS5cR7DtiGUBaOeAlFgHCBgzmTBL3flY3miMyIDTWe3GHtKueFNe9SYseyMMAaVVWNj45OYBcMRBGx8sOuDfd6XSGBgQP6QMwhhf7JANojHkixgUMK1a9dKxj3dFGiwM24BJ4eEBA1+Bjxkkg1+kggkC2bOnCmRBXzPsn/4wx+kMZMs6E80pKWlSXETqCTgTevs2bOYP3++9KKKgf5vH330keTS8E3IAiobuKgMpaZ2LT4824LC6uGNYi8Xa7y92h0RAaYxitnvgPrX4Nh93aABWOX7Bbrt54ypAVjfpsVvjzehuml4w9jH1QY/2uABfw/TGMYB9a/DoScdVvrh+1VNTOxmQT/GZMEvPqlDc4fW0LLCL9/whZvSeIE5+3cguHYj7HpzDa6VCv8T6LWNGtO1wr788L2aEZEFv383AKbgCqDXwr/h+3DqvmCALLBFrfd76HRYZnBOR5Ohq0eHv/pTHdQGCBSlgwL//oYvbK1NQxZY65rh2/hTOHaThBw6aRVeqPP6L3Q5LDA4bN6XAgMDB9yfDBYUGQQCAoFnhoBMFlDZyeezociC7PIuuDg5CLLgmc2UaNicETBnsuBXu/OxcrobooKczBnCUfWNm+SMg2dxZEFLi+UEOOw7I/2VBZT9f/755/D398dzzz0nKRkqKyulz7irz8nhzYUxBOhuwBvMhQsXpCCHJA+oMqDigC4MDI7I+j799FOpHioF5PgEdGFg2XPnzknH6zBmAR82Dx06hPj4+CcxDFjv3r17n3xGtcJoEomCkRzd09Cqxn8dfIicctWw1fu42+HPt4UgJsR0Xzqnwk2wab9s0ADsjDoOjfNCAGNncNS29OLfvizDw/ruYXHx87DD374ShkCvR64mxk5OhZth05FmUFnQGXUMWuX8MScLvv+fuWhoG17VQAw++MtYeJhQWeCcuwiKrgcG14oq9hq0DrFjulY43h3/7/0RkQX7/j7BNGQBtHAq2gmbttPDL0krO3SGfwmN6+oxXbpUFrz16+wRKQs++ItYkykLrDRNcCp9C9btBkgUG290hX0EjctSg7jQyOgfCdpgIZFBICAQeKYICDeEZwq/aHycIGDOZMGv9xRiw3x/TJk0OuW5OU+NxbohjBeygDcOGucNDQ1S3AESADz94NKlS5g7d670MMiTEhISEqSAg3QzYNwDqgbofkDigEoHkgV0NSB5wLJ0LaAqgWUZk4ABEmnIMzgiSQQqC8hqMz4B81FFQFVDamqqFCSRpyEwSCLbMUYSMQsGR1UEOBwcFxGzYHBcRIDDp3ERAQ6N8Ws9PuukDFw+mz4iIkIi20UyHgJ0ceRmBJ91uDlCzPurNo3X+tA1t7S0SLGj+KzFWE3GTpZKFmg7qlFaeA+Nej+ERSXC13nsNkn6Yq5pKUFB3n2oHMIRER0Pj/Gj5Db20ppQ9QuywLTTLciCIfAey9MQpKNt8vJA1wYa4s3NzZJKgEY8b078nEY6TzXgDYvXeTNdsGCBZKxfvnxZeqihMU/XBCoEWJYBEhkskWXlXSaWZeBDluWNmNd4c+5blsQB2ydpkJmZKb1IGDA/81KFwBgGDJjY9/zSsVyagiwQZMFo1pMgCyyFLBABDgedqQkW4JDHV+Xm5krGIe9XVMnxnsUYC+aSGFuHZDrVdhs3bpTiBhlKLMNnA96zef/tSzBQpsmTjEhCUAko0tMI8FQnbmTwuYJul5MnTzYLsoBEAU+Josspj7Q2drJMskCDloKLOH3gKzT6L8Ha57cgwsUY7n69qLt1AEf3n4Vu6vPYsO05BBrnQC5jT7Oo38gICLLAyAD3q16QBSYgC8iol5WVSYY4bxR8eKJhTqOeLgQ01Gn08wGEDxp0PeCNlA8iNNb5OR9QqCrge97UqCJgPubnTZixAuSyPPmApyowb1VVlVSW7fI9SQjGI2BZvqfagAEXm5qapPJ0OyDjb+zAWYIsEGTBaH7qBFlgKWSBFniwGWg8Pvz0KuyA+MOA57rRLAODeYWywCBEo86g62hC97XPAe3gMUMUji6wS0iGwjNYqpuENokCGoa8F/EMbH5GJRvVcMZSq412YLwnUsX31VdfYefOnZL6zlAiCULCnyQ8lX8k5WWfc95nqRKkC+Drr79uqKohr9ONj+6EfCbgvZj367Eg7fn8wE0LPvQxzhGfEUyViNv169el05uooOS64DoYi3F92zHw2Sc/P1+KDTUSwujbtmcuZEFnex3y7lxHXnYOVD028AyOx9S5sxAa6I0BEaI0Lci/tAv7jt2Fz4KXsH3LYrjb6NBZW4CizKvILa1Ch14BX9YxcxGCAr1h0zeWb28DqvLTkHW7EW4xizB9djQGFWj3VuPWkd9h99kaxG3+PravnwVbdRsq8u7i/u1bqGtpg6PbJETPmIfo6Mlwsbd97ASqhqo6D4U3ryHvYTVUemv4hSYiIWkBAvy9pL7odVo0VBXiwa3rKK+ogFqrRGD0TCTOng5/TxfI1EdHaxVyMq+hoCAfXb0O8Jk8DQlzkhDs6w7j6Gy/7YqamOUFWWDaeRdkgQnIAjZBgoCpbxBF3ijlBw35JAf+5efySy7Tv1zfm+y3Kdu/b337ZMylaN5kwWqg+bxBP3RMuwC4LxnToHXCDWHwVSfIAkEWjOT3SJAFI0FpdHm09SVoe+9V6LWDB6O1dguAcus/wCbskbFNcpzucSQM3n77bYmAprqOcu/g4GAppg3vWVTR8S+JBBqTVLqRROd7vnhv5Oe8J5FwYGAlGrwsw3wkvJmH91Y5Vo6cl3UNZoj2zcs2aPjTNY9kwYwZM6R25TbYHol8ti0nlmfMn6NHj0r9f/XVV6U87CcNYZ4utHz5cklZwH5SiUDjkP+zPvaLf+VNA/afeeRrNKAZpJgkBl8MPExFBoMPc8wsJ582xPcyZjJJQ+xZJ/vMfskYsN982GP/CgoK8Pzzz0sKQrbHMXOjQMZSxo5tca761sd2+BnLyG3yL+thOeblNfZDngv2k4pHEiwkQDZv3iy5W7KP7Bex45jk/PJx0fxMjn/Ev8wvE08sI68DjpPtcwz8XH7WYpm+GPVtSw4AzT7zf865rM5kPRy7PEZ5bGMV2MscyAJ9Sz5uXDmBM1dz0NXZii5VK3p67BAyZwPWbNiGpDCvpyIxaVoKkXZsF65WOGDexlewJNYPqrpsZJ7bi2vpWejQO8BOD6i1DgietQ7L1qxDVJAnrK206GoqQ/7ts7h64Siybltj2os/wY4/WwWfAT9DevRUp+P4l58hSx2L9TtewWyfbmRnncPlixl42NAKWLejp60H9kFzsGrji1iQGA0nW6C1+i4yzu7F9cx76IIDbHWAWueESXM3YPnq1Yjw90Bb2RWkppzCrbxqaPVt6GhsgdbWDzOTd2DV8hUI9lSip/I6Ll06i2u3H6K3txUdrS3Q6JSYvGgb1iU/h9hgjzE+z2h0v8Ui99cICLLAtKvB8skCvQ7dHY2oq2+HwtkD3l5ucLB+TGlqu9BYW4f6pnb0PjbWH8HrCM9Af/h6ucBuCLersXRDMO2UWkZr5k0WrAKaGYhs+KMTBVkwyFqbdh5wWwRYjS0HL8gCQRaM5JdNkAUjQWl0eSSy4Hc7hyQLFO4BcN72T7AJm/mELLh48aIk8Zfj8FB6zkRDmKf50GCi9J8GGZVtNNqpOuCRvVTK8UhhlpEJAxp+VCbICjkadzTueSIR79VU7jEvr9O4o4Hdf+ecbTEvXQVoYNJIZDDhnJwc7NixQ1LzcYeZhq5sfLJN7jbTgJUTiQ+Oj6cKvfjii5IrIVWDjCVEQoTEA90uuGNNw7xvfXQHpFKA4+PxzBwvDVzm4eeME1RfX4/z589L/WTdsbGxkgqRxirdOmRjnUYtd+j54rh5MhLHw7ZJZNBNQg5QTLxI3rBe5mHMIl5nf1iObRJLvqf6kC4VVDTSgGfd3HVn3CT+7YshjW1Z8ci+s125H1QnyidKsf6rV69KCkgGVyamvM6+yHMnEwZsh2Ngf0kucAysh+uBBJGslCQRQAyo5CBOxJ6EDftDVSYxZd95jW6XHA/ng+2w31wDxJxzTVdMtkFyRlZysm65TyRWmHcsCANzIAs0NRnIuHUD5eoghIf4QNFdjrtnDyCr0AZzdvwltq6fDaWsDNBr0FBwCadPpqDTZy6Sn0tGoGM3ci7txsmL12EdMhvzkhLhbqVB4Z1UZBa3YcriF7Bu+Ww4qWuQc+0UsnKL0Vydj+K7vYh+4cd46Y3VA8kCTQfKMvbj0Ok7cJ2xDZuSF8Ktqwz37lxDSYMeXgFh8HBWo+ruBVy6dBueM17AthdeQJhrN+6f/xwnr9yG4+Q5mDt9Klz1vcjPOo9bZT1IXPEi1iyagd7S88jKKUKvcySCfJ2gbs7D9RNHUKOPxOqd72BeYiR0paeRdicHbfaRCAv0gK6jCLeO7cHdGiWWvvKXWLdsLlxMdzDX6H6oJ1huQRaYdsItnizoqC3EncxryMxuR+DM+Vi0YCr8ZGlSVxXSz1/EjfvV0NiRfZbB9cPUJfOQlBAMV6vB2QJBFhh3IQqyYHB8hbJgcFwEWSDIgpH8IgmyYCQojS7PaMkCGuU0+DMyMiQ3OBpZNNZotNH4YlBdGnI///nPJWOO8vQzZ85Iu930Zed7KhNouHEHmnVwl52ud6yH6ebNm5JEn7F1KNmnAU8Dk4YejXgG+KXUvq+6gMY7DXructN9gG0zLw3ILVu2SIYgyQIa0SQJaNjSn5152a5sKNKIpJyfJwnRkN+0aZNUB8fA96tWrZIMVpIl/z977wEcV3Kl6f7wloQnSIAGdKD33ja996bZXtppqaXVKGY0782MdjZezL6Njdg3EaPdnZjQjKallmu1mt77puuma3rvCTqQIEF4EB4oVL34LvuyC2DBsQEQBeSNQACoyps382RW3ft/ec5J7GCLdvqBVwLiHhCAUAaYsFpOWaAB8IHrHD161BK+ABHEM4KZOnlgQ7DzN3UjdLker+PtgOBHiAMUuA7inwO7c23yMyDAgTj0iWsSr48NqQebIqSpz4YEiHkgBd4SjOHFixctWMLfvXv3tkADwp6xQ7izHTPtJSEztkLkUxe5l7gOW0RzbcQ9/QTEYCPGhfGgD4R4IOD5HxvwPnDHDufkupzH/5zHPMBzgJASoNGUKVMsMMUcBBqRsNmGGNTFXGGe2r/ZpYq/3333XWu+0TbABNAEO1MH/XeHRg37FH1buiXAgsqSbBWUlEohsWofEiTfyixd3fGv2rT+pDrM/pmWr5qr2G9EsbO8UNePrNHBs3fVdewqzRg3SAGl9/XVxj/o/CN/jVv6PY3t11UBPpV6euugtq/fquIO47Vg5TIl+mXp7rUrynMFyZV2VPs3XlT07B9rlQdYUJF7W0e3/17H08I0bv4HmjSoi/wdxSooLpLTP0ThoWHy5xpX92rLH3+rpzFvaOG7H6pfuyc6uPZ3upIdoUlL39PI5ESrLU+u7dWW9TvlTJqq+UsWKiGgUMUOlwJDoxQS4C+fysc6+uk/6dDFAg1b/jNNGTtEIeUZyi9zyj8s5nmIQ2W6zq7+n9q067J6LvkvWrhwtuJMwsVXnfqNep6BBY1qzjor82JY8LQw49blsNMnjun6www9SvNV8vQZWjB3nLqEBj53oSq6p71rN+jk4zD1HNhPiZE2GIhQYu/u6pIQqWDjWVDnJGmKAgYWGFjQkHllYIG3wAKT4NDjSHlxgsOGwgLb/Z6HC8QewhYRjvhnhXbr1q11wgJWoXHxJ2wBwc45iOA33njjxY5AiEPENqIQYY0gZmcgxB0CH0Hsvoc9gvf3v/+9BRHYPYjQBcQqYGLOnDmWdwAiHjHJqjNwAfiASGQ13D3XAgIZYZqdna233nrLaiPnsv0xeYgQsHv37rVENMKY+iiLNwEim98Ajr/5m7+xpsuxY8csjwugBe/TH15D9CK6sSntwyOBuumrDQ44h35v3LjRAg+AEiALoMB9twEEMEADT4r333/fggkIY87Dhh999JEligENtvcA16GvgBNsj12BBYhw2gYcoS/AA+xDXwES1EFZRD0iHChBGAJQhSSCeFQAA9asWWN5MmAzxgMIA6jBjpSlHcAY3mcsaD/Awc55wLVpO23hOsAggAXQBaFPiAnlGT/Gn3GYNWuWBVzoG3bFBoAfzv/+979v9ZVxw6Y2oKG9QA4bvjTk3lW9bEuABS+1v/COjm78F205nqWhi/8vLZ01SmH+z0uVFz7Q0S2f6Up6gMYt+UDDenZUedZZ7Vq/XunOZM1duUI94ttbz9zFT87pi3Wf6Iajt2as/IGGJQSqvKxM8nMo7ejvteZ3xxU5yxMsqFROymHtXL9FudEjNXfZMvWKC/OwKbVDT6/s1Zbfr9WzrlO08N231NlxSdvXblJeyGDNXbpY3eLaWecVpZ3SrtW/0b3AYZq97AMNTgxX1bXBNB397T/r2JVKjXjnp5owoo9C3PMsWL1P19k//E9t2f1Qfd/9W82fN0GR39jlu8wBc+53t4CBBd/dhg2pwXthQfqVwqObd4VdzvFVdIdQPbz0UO2HjdWcOS/DgsvOgZo2a4oGdrRTmPjI189ffn4+Hr6MnpvPeBY0ZBo1vKyBBQYWNGTWGFjgLbDAJDhs67DA7j9i3hbwxMojllnhRVjW5VnAFsCIV8QZIm/Hjh1WAkKAA+IQ0Yi4ZMtfPBEog6hGELNKj0s8ItodFhDu8Ktf/coSnwhf9wSHCEh7G0WuY8fTs8qP8K7ugo74RewiRnHpR1TSHuAFQtQOS8B7gJAIuz7EO6vTeErYNqAu/mdFHmjB9avDAurmNYAE4RL0i7pZHV+2bJlVJwIXEICABsog1hHO9lEbLEDc/+xnP7M8MTjfHi+8Gvgf4T569GhLlAMLzp8/b4lu2kJf8RrABtiV/2kLIh1vEMYMAEDCS3dYABwhIeTgwYMtG9v5Kxhzwi7oL3MG4c9r1AeAAbIMGDDgRagInhC0w94amnNtWMA8waMATwX6ARCYOXOm5T1hH3habNq0yXpvxYoV1vbTeGEw5rSJvxlT4FNj7ObRUmCBsyRXz/LSlZOTrtQrh3Xw+Hk5eszQyjff09BOkS+ejQsfHtWurVuVHTxM85cuVpeYMBWnHdXWzduUGzJci5cuUufo0OdgIfOq9m/8N53N66xpy/5S43pHyNdakCvUnf0fa3VNsKCyRHdObtD2A5cUN3SR5s8cp8jgl1W5y1GkG4c/0/rtpxU/eoWWLp6mkOxj2rhxl8qjx2nhwrnq9M1ei2VPL2nPun/VpbL+mrX0BxrVo/03bXk+8mWP92vjbz/WbccwzX/vLzSsd8cXSQ7tuVGWfljbfv2/9eXDrpr/4V9pxtheLyd/bMiDjCnbaBYwsKDRTFmvirwXFmTcK7x3MzWsJDhaQeUPdWjb13L2GekRFlxyDdL02VM1qKOfdZPlp64dYg0sqNf8eeVCLRsWmASHLw3sxZlS/leS63liqxoPk7PAs2lGXpLCBjRqMkwuNPfvj8tR6arzc7j3n8naXte3Xp3V1F3AZWBBW4cFdqw3K82IY8QwHgaIRQQmYgyh+w//8A8WTGAFHYCAULPDEOoLC8hzsHbtWssbgBVr7tsbNmyw3OmrwwJW/z/55BNL3NMOxDrXpV0IQcQ0q/ZLly61hCOwAzGO0HdfobfHFxf4P//5z5bATkhIsNoAsAAw4JVAfgBWt0noh9i16+MahAwgegnFwD6s1CNsWb2mTwhy2oWXAEIXAc6KPfaifYhYzsGLgv+p3859gFcGnhwId9zz7VAM2kKbEPp4bQAUbM8CxgxYwIH3wvr16y33f1b4ARCIdDw7SN5YHRYg6GkrYh0hjrC2QQzt4DyACe1yhwWEkgCBABD0k3baW0PTT8aGuhlXYANt5TXsi50IdaDd/DBGACNCKmxYYEMl+gOwABYACTiX/AR2ok0ghO1ZwLzA04Q+UA6b4n1CXa0NFhSkntCZo3f22coAACAASURBVLt0KSVV6Q9TlFEeo6Fzf6BFc2eqS/vgb4R1pR6e+EwHjp5X+2HvauakEWoX6KuiR0e0dct25YYO15Ili5T4AhZc04FNv9Tp3M6auvQvNSG5frCAsIjTe/6kM6llGjrjLY3u11WBL92vKlWQdl4H1n+uywXRmrj4bY0f0F0VaV9qA7AgdvxzWBD5PE6gLOOS9q79V10s66+ZS36g0T1tWFCpirx7Or/9N9p1NFWdp39PC+ZNVcfwILevbqccBY90ac/vtXnnRYWNf1vLl89T75iwuu+BpkSzWMDAgmYx84uLeC8syMsrlBRGErqMWye1bePxGmHB0aeh6tW/r7pE+is4pJ2iYxOU2DFG7UijWsNhYEHTTsSWDQtMgkMDC+o5/88Mk4ou1Z0M08CCqgY1Wyd6nmABHaR+n0tR0+s5AZu+WEPCEBCxiHBWlhHHxH0jHBGNCDVEG+INcYlIBCjges77JBlsKCxAZO7atcsSi6ykc99GRHvyLEBwUxbRTCgCYpF28gNYQKwihHFxx+3c3gmA/+1Ege7Wtlfqca9ndRyvAqABBzawPQE4n9epD6GLUAUM1AQLgAOIajwNSNRHW3GfJwkkgpn/EdV4GXBwXWzMOcT729suUg/wwoYFtgcD0AEvAWxEmwAX7rAAAMFrABNEPv8DDGryLLBhAXalTuzCCjwPlwAVQhPwBKgOC3gPYc7BuDOG9IM+88N77rCAsADGFk8AbIrXBHbAqwLPBMIUaoIFQAzOx0uA9tA3O58CNiDMhdcWLFhgeUkwfnhVAAmwM/3B66M1eRaU5NzXg5RrSs8tUEVJhnIe3tHjXHYzmKcpb4xTXFiAKovu6ustv9blx+EavfTHGtor1lp9L0r/Wts3blF2wGAtXI63Qbi1AFeacVn7N/y7LhYmadryH2tMj/rBgsInZ7V/x1blB/fXlHkL1TWmegiCQ0WZV3R2zzqdv1mhpMnLNX7CMMWGBako7bA2r9+h4ohRmr9knhKjnp9bmn5eu9f8m647B2nWsr/Q8G7t5OvjVGneHV09uE6HDt9WUK9ZmrFojnp3jda3fgwuVRQ90a1jm3To4EWVxY7X1CXzNKBXvNxxQtN/85or1GYBAwuad360blhQlqWrZ87p6qN8+QYHK8BVruwnmSqoCFLy6EkaPbinYkJNgsPmnXLPr2ZggWermwSHnu1iwhA828V4FlS1i0lw2Pjf5s6CLJV+9YlcTofHyn1DIhQ4fJH8YrpZ7+OOzio+4hyhiihD1CEIEbOsrCOkgQl2wjheQ9giqjkXQYgHAO8jGPFMwKUdjwE78z91spqPmGVVmbpZkUbgEeOO0HVPcEh5xCJu6XY2fAQq4hoBzmoy4AIRj6DHA5HkfHbSv+qdp18IXsIgaBsr8ZzHwXu0GwjiXh85ARC5tAE7IUARq7Sf17AR18MeiFQELjH92AUBCxAAwNi7FAAxWLlnVR9Bb2/FSDvIJ2DvQkGbsDeCGiACtEBws2LPdXmPkA4O2su1WYmnvbQT0EC7yKeAvbAjbUXUY2/axbjEx8db79shBUAO8hbg+UAZHjixNaKbOu3kibQb7w3K23CGsaDPlGceYCfaRDgJbeI1+sE1GW9sBVDhWpxjzxP6DMSgTZzLPOA6nE9ODIAVoSvYlRAQytAHewtH6mHM6C9lvuvRUsIQvu2HU86KZ8q7uksb12/QvZBxWvX+hxrcLVw5VzZpx9qtKu66WAvfWqHO7Z5L6pLcK9q3bq1SSxM1Y9VbSu4YKV85lXfvuHb9+TOlhQ7RnHff18D45xCh9jCEct0//pkOHL6s6BGrNG3yaEUEuScPqNCzRxd0Zv+fdfFOsRKHr9SEyRPUMTpUfj5SSfYF7fp8rTL8emvGiuXq2SHCaktOylfa/qc/KytuvOauWqV+caEqy3ugq0fX6+vTt+TfeZomTJ+p5KRYuV+usjxPd05v1dHDJ1QeNUqjp81Tvx7xCvFvBs+87zq52tD5BhY072C3bljgdKikqEjFpWXCU7eyvERPb57T/sOnlBFOTOMsje7tThS/Nb7xLGjaiWhggYEFDZlhBhZ4CywwCQ49jpQXJzhUpUPOggzJVUO4i6+/fMIi5eP/fN3NTnCIiLT3vEeQIUwRhbzGe4hF/ke4IeAQYoh3XucHIcz7vIc45D1EPufzP9dB0PE+q9ocCE6ENGU9CTsEJ2X5TVnKIEgR17QRIYfwpm6uzfu1ZcDn2ohr+kBZ9xwJdjvttvKefR2uyTUQtvymv7YAtvtIO3gNQWzXjd0AEdRFe/lti1rqtLf64zUbKrjPR/pNOVsw0276zMH42OPHdSmHLbk+vylL27gGP1zD3r6QOuiH7R1Af+xz3OEG18UGdliH3R7q4+AajDt1USd9tcGNDWFom30921PDnkO2vTjHtr99TWyFTe3+0lYb7tBX3gcY0XbKcW3qp638pr/u49uQ+5d72dcPC8qUc+e6cvMdik4epCjL/b5MhTfWac2ffqtrvlP19vf+s0Z2deji1l9q21dPlLzor7R4xrAXCQArip/oxNbf6+TdUg1f8H1NHNhdAa5SK+/Axi1fKWzgQi1fPkedXrj215KzoOyBjq77lU7fC9DoZR9p9IAuCnihyx169ui8Tuz+VOfu5anLmDc1afxUJcaEy94hvaLokY5s+ETnnvhrzML3NaZvVwW4SnTr2OfasO2kYkcu05JF0xXjX6DrR9bq2InTCuo+TWMnzVWPhFgFVUmNUKKH57bry/17VBI9TKPfWKI+3RIVEvhS5sNXHX5zXiNZwMCCRjJkPatp3bCgmhG4AVVmX9fWdZu051aY5r29VHPHJOnbVDcGFtRz3nznYgYWGFjQkElkYIG3wAKTs6DVwYKGfFBNWWMBY4FaLfD6YUGB7h78TF/tP6ayTiPVPamL/Muz9PDSHl1KyVfCpB9q5dtL1Kn4nHZ++r91Mn+A5n//bzUx+fmOBxZQqixSyvEN2rljj3LC+mnwkEGKdaXpxpmv9cDZTZOXvq8pw/ooyFmojPs3lZb2UPfP7dOxgykKGjFDE2aOVPeEHurSubMCMw5p659/p7TQKVq46nvqHf/t3oRleXd0Zu9vtX3/CVXGDdGIEaOUENXe8ihQcLS6dU9WQkywbh1drR27DqowcpAGD+qvqMoHunbqa6X599G0Ze9p4qCeyr2+SdvW/UG3C2PVf9gEdU+IVyDEwT9U8Z17qnNigkof7tWuNR/rzMMA9Rg6RX27d1VwoL98fP0U0SFJXbt2V/swT4rBTPrmtoCBBc1r8TYFCySXKvNua9e6Ddp1PVSz31qiOQYWNO+M++ZqLRsWmASHL00Kk+DQ8+fE5CyoaheT4NDzPPFmz4LXcocwFzUWaJ0WeP2woFz5qad1+tBWnb5yT4VlLlU6XfIJjlS3vlM07o1p6tsrWtmnVmv9pi/k6v+2Vq1YrE5VcvtVqujpLV38cosOnrqo7BIpzKdSQRFdNWjKIo0bN1px7ULkKLyns3s26Pixc8rIy1ZeTol8IqMVGZeovqNn641po6XLn2vHvouKHv9DLZg1SRGB9ri7lJ96Ugc2fayDZ+/LJzRGkSEB325/GNlfk+Ys1+RRyap4ekPnD23WwTNXlV8mhboqFRzVXUOmL9aY0cMVG+6jG3v+RZs3b9Oj8lhFtgtVgEUcJIV01OCJCzR54jAVnflEGzds1K2CKEVGRCrYdnHwC1a3obM0dfocde8UVWeC9NY5c1tWrwwsaN7x8GJYkFVYmpcfll9QqPT7V3Toi4uq7NFfEyYOVueICEVEhMpVmq+8nGdyKkB+/n6qqChW5t1LOnLkgnIih2nx4hka2SPqpe1SGAIThtC0E7FlwwKT4NDAgnrOfwMLDCyoz1QxsKA+VjJljAVavQVePyzAxBUqyk3TwwcpysrJl8M3WOExndW5cw/FRrWT69ktndzyGx26FawRy36kWcM7uyUA/GaInOUqzn2i1Ad3lJGdL5dCFdUpSV26d1FkWKglqCvLc/U45boePnyi54Em9hGsyISe6hSZqwtbPtG5nO564+0fa2xyrL51+Hep7Fm6Ht27ofSMHFU4q02NoA7q3LufuiXEKMD5vD+pD+4qMydfLp9wRSckqWtSF7UPDZGPypV9/7Lu37uvgqoNkfzDFdc1Wd26dpDj6U2rTF5ptZAr3wC1j++ppO49FdUu2MCCFvApNbCgeQfBi2HBg8I7R46HnbqYood5WXr0IEuVEdFKTIxVbEwPjZw4TB38s3XjzCXde5KvUmelyirLVFLhVEi7zho8apxGDkhSdDC5XV8+DCxo2oloYIFn+5oEh57tYsIQPNvFJDisaheT4LBpv7dN7cYCxgLfzQItAxbU1odyZV7Zre1rtym741QtfvtNJUe/WO7/bp2vcnaJHh3/TBtW75PP0Le1bNUidQn3/DzeiBc1VbUSCxhY0LwD6cWw4FFh2pXrYbfuPlF+ZaUcDqfYGBYPgqCQeCUP7K240Aql372n1PQcFVc45PSRAiJi1a1Ld3XrFKfwkAA3ilnV8AYWNO1ENLDAwIKGzDADC7wFFpgEhx5HyngWNOTjbsoaC7RaC3gDLMhLvaprV1PllzBAAwf2VJjtst+oo1KizBundfl6ptr3GaWB/boq2Gw40KgWbs2VGVjQvKPrxbAgp7CyoiKsoqJS1b2TfHz85B8YIH9fqdLhkMNRKSeZnH185OvnpwD/APn51v6tZGBB005EAwsMLGjIDDOwwFtggUlwaGBBQz7ZpqyxQNuyQMuHBS45HRWqcFTKxy9AAQH+TeR271JlRbkqHE75BgQqwN+via7TtuZXW+mtgQXNO9JeDAvyCiVVSbnSmKYzsKAxrflyXS0bFpgEhy+NmElw6PkDYXIWVLWLSXDoeZ4Yz4KmvaGY2o0FvMQCLR8WeIkhTTPbtAUMLGje4TewoAZ7G1jQtBOxZcMCk+DQwIJ6zn8DCwwsqM9UMbCgPlYyZYwFWr0FDCxo9UNsOtgMFjCwoBmM7HYJAwsMLGjeGffN1Qws8Gx2k+DQs11MGIJnu5gEh1XtYhIcvpavc3NRYwFjgXpawMCCehrKFDMWqMUCBhY07/TwWliQnZ1d6HK5XoQhuMhJIKmu3/Utk56errCwMHXo0EH+/v5VRuXZs2eqqKiw3gsPD2/eEWslVzOwwMCChkxlAwu8BRaYBIceR8p4FjTk427KGgu0WgvYsMDpdFrPj76+324WaHe6oNih64/K1D4sRGP6R9VqCx7ir6U8Vn55uPyDzPNoq504pmNVLNCSYcE/r76lqUPaqXdiaKsZtaKiIgUHB8vPz3t2LHG5XEU+wAL3nAU2JHCHAfbftb1nj2T1Mk+ePLG+yOPj41+CBXl5eSovLzew4Dt8DAwsMLCgIdPHwAJvgQUmwaGBBQ35ZJuyxgJtywI2LOCZs3379jXCgqupJWoXGlwnLCguLtbtu6lKzSiXT1CMfHy952G+bY286W1jWcBZWaEAR5b69eygxE5VNVpZWZn4cdd0jXVdFpCrLx57qhtYMGN4ZKuCBQUFBQoJCalX/xvL3t+1HgsW5OU1T4LDxMREBQQEVGnz06dPBWVpLM8CvBS4gVRWVr64DhOSgYHi8DrvOxwO6wMQGBiooKCgF4TH/XwfHx+Fhoa+aLOnc6FDNs2u7dzvOlC1nd+yYYFJcPjS2JkEh56ns8lZUNUuJsGh53liPAua8nZi6jYW8BoL1CsMoahCF+7kK8jfr05YQMfznz3T7bsP9fhpviqdz71szWEs0FotEODnq97d49WtS4K12u1+tARY8Iu1KVowLl59u7ZrNUNghyGgh9GZXnI0Hyzo3LnzSySlsWHBrVu3dPHiRQsOtGv3fHJFRUWpe/fuFhS4f/++Hjx4YA0QIh8A0Lt3b9G2kpIS3bx5Uzk5OVY78Xro2LGjBg4caH2I7t27p9TUVOs8zufc5ORkAUEg0pybm5trwQV+d+rUyTrXbkdTTYiWDQtMgkMDC+o58w0sMLCgPlPFwIL6WMmUMRZo9RaoFywoduhCCrDAt16wwAIG+fnKzs6usujU6o1pOtgmLYBewesbzVT9aDmwoKP6dm09YUFem7OguTwLmgMWHDt2TAcOHNDw4cMtIc+Bd0BsbKz15X/06FHLi6Bnz57W7wsXLig6OlpjxozR7du3deXKFXXr1k1dunSxxP/du3c1adIk6/xTp05ZIKBHjx4WMODcuLg4jR492irLuUAJ+nn9+nULTLzxxhsaPHiw5cHQVIeBBZ4taxIceraLCUPwbBeT4LCqXUyCw6b6xjb1GgsYCzSGBZoKFjRG20wdxgLebgEDC5pmBA0sqMGuzbl1IrDgq6++0pw5cyxgYB8kwDl37pzOnDljvT5kyBALFlAWUT906FDrPcIT5s2bp6SkJOH18Omnn1reBUABPBJGjBhhiX9gwZdffml5GlDf119/bV1q/vz56tq1q0jq+Mc//tH6m7YAJJrqMLDAwIKGzC0DC7wFFpgEhx5HyngWNOTjbsoaC7RaCxhY0GqH1nSsBVjAwIKmGQQDC1oILNizZ48VeoBrDV4Fo0aNsnIiAAZSUlI0ceJE9evXzwo1ABCcPHnS8iS4dOmSBQYWLlxonQtg+Pd//3crx0FkZKS1a8PkyZPVp08f69zTp09b5+KJcP78ecujYMGCBda1OPeXv/ylZZHly5dboQpNdRhYYGBBQ+aWgQXeAgtMgkMDCxryyTZljQXalgUMLGhb421627wWMLCgaezdCmCBS5UV5Sotq5CPP4n/AuX3Uu4FlxxlpSorK1dFpVMuX1/5B4YoJChQ/i/vWmNZujk9C9h54c6dO1YOgcLCQiu0ICYmxgoHIJ9BWlqaFVZAiIIdhkBoAp4D165ds8IT8Cwg7IDjN7/5jbKysqy8A4QSUE+vXr2scwEEnAtYuHz5sgUR5s6da12P4z/+4z+sPAjAAjwMGnoQN8eHta4j+5lD/7Y9XTcfldRaNDYiQD9d2FG9E6smMamr/u/yfmTqSgUWHZXkrLWavG6bVR46TlLjJfvIyHfoFxvSlJZVXuu1O0QG6O9XJqpTdNXkm9+l37Wda9mk+GvJVVGHTTapInSMXKq63eh3bddf/eqemDN1Hf/20x6KDGu+bNDRd6fLv+xanXMlp8eXcgT1bdS5gi2+94sUOSrrTmj1p7/vLd/Gm6Y1DoOPKhXx8HsKLNxX61C5fAKV3+UPKg+bXteQNuj94jKnfvLLu6pw1G6T8BA//fIvuyvg5ZtFg65X38K+lTlqn/YjBRYdrvUUp3+sniX+h8pDJ9VZNd/nAGZPW6/VebIpYCULBqZzvyK/T/VExsZEL1sAm+HJiN2wl7FZw2dJU8ACclGlP83UkyfpJmdBw4fEnOFlFuB7J6lbF0VGRrx0/zOwoGkG0+thQWneE6XcvKirN/MV1XeIhg/tpdhAd6FSptzHqUq5ckuPc4rkDPRVuU+lfDv006h+fZQUHeTRss0JC9wbADA4fPiw5VGAyGfiE1qAZwHC3hb8x48ftzwKyDlA+AGwAHjA8fHHH1vJbuxtefAsICEi5xLWwLkJCQlWUkUgArDABg2/+tWvrG0hly1bZnkuNPQgxwKwoa4ju8ChX+/O0q202sFCTHt//XhurHoleB6nuq7zKu/HPX5bQSXH6xSAmQnrVBYytlEFYGa+Q/+yNUOPs2sX5R0i/PU3SzuoY1TzwIJYbFJ6Qj6u2gV7ZsJalYeMbnRY8H9/kqacgrphwb981FkRzQgL4h/NVkDZjTrnytMu+1QR2KdR5wpz+4f/mlovWPDbn3VrNlgQk/4XCi46WCcsyO74G5WGTnuVj2iN55SUOfXXHz9SRR0AJSzYV//no87NBwucuYp5+hMFFQMhaz6cfjHKjv+lykIm1mkXvs/xCGuJ+x4jKDMzM63EuxyIce45nhJS1dnRJiqA4AXSA9DHjRtn3UfrOhBlJBF+9uyZZXu20rIP7tWE8iGo61NXXddqie/Tf0IbWdDgmYJ+GljVsJFqbFjA89rTjGzdeZil7PzyJtkyrmE9NKWNBZrWAn6+PkqIC1WvpI6KqgYMDCxoGtt7MSzILMx5cDvs8vlTunrnvlLuOtRz2kwtnDtOXUIDv1nrdSjv0WUd33dCD54FKqZrouKiAlVRWazS8C4a3DtZSdEvZ9PE1K8LFnBtkhJu3rzZCh9gNwQSEfIwwy4F7GhAroGrV6+qf//+VlgBYQuLFi2yHsZ4iPnkk0+shzIAAB4GEyZMsMpyLvkRSGQ4YMAAnThxwgIKhDCwCwLn/vrXv7bCF+ywhoZOO25c7ltA1nR+Zn65/tf6+7p2v7DWS3SIDNTfvtldfbt++1DW0DY1tHzQjfnyffZVnQKwrN8eOduxAth4S7ZPc8v0P/50R6kZpbU2u2N0kP7bB72UGNs8EMWyScHROj0Lyvrtlit8glw+jetZ8Bf/fEVZ+bV7W2CwP/58kKLaNQ9A4XpBV8bKt/hK3XNl0Ck5QwY06lzh+sv+2/l6wYIt/2N4s8GCgFsr5Ze3p/aPnU+gypPXqjJidkM/nrWWLy6t1Af/dEnldXgWtAvx1x9+PkgB/o332a2tYT6ObAXe+UC++Ydqbb8rIE4VPf+gyvZT67QL3+fcH5p6GyO+07kf1rRvNeFt7pmpAQXkxTl79qyV94b3ORfvNTuUrs7ONUMBRBv32u3bt+vtt9+uki+opstjC7z9gO7kEBo0aNALsQzU/+KLL6x76uLFi1+5B9w/uW8DHrin24sAr1zhNyfS9kePHlm7HiH0aWdDD9rGXACysNDAgkJNsIB5wAMmCwg8X9gLEg29Zmsr39iwgPG8cSdNmQV+8guKlLxnW7PWNrSmP81kAZfLqcrip0ruEqEeSYnWfdA+DCxomkHwXljw9HrhyZ37wi5nlCm4vb8eXk5X9KjxmjvHDRZUZOrsF9u199wz9RgzVZNG9lR0qJ+clRWqcPkpJDjY2sfW09GcsIAHDx4IuPGyEsMDx40bNywAgOg/ePCgRfAR/Tx47dixw2oy/wMLoPwzZ860HlzIR7B//36NHz/eejgDLBCmwP+sQG3bts36zbm8x84Js2bNskAE/7MrA5CC8k25CmRyFnj+QJvdEDzbxeQs8GyXlrcbgklw6HGkvDjBYUFBgeXpRk4bTwf3CRLm2qFseMfhvYbXG6IZmI1AQjxyH2spnhCvAgsQywhl7sF49q1atcrqD14K5A/auXOntUvR7NmvDsF42MV2wBbqIjlxYwAhFgOOHDli5UBaunTpK4UZAn2ADrSRB3T3h/TqcwP74rVBqOTYsWNfLFg0zaOs99Ta2LCAh/hrKY+VXx4u/6DWs1Wb94yoaenrsEBJ/hP1SgxRn17dqmgVAwuaZjS8FxZk3i+8d/1eWGFAhALK03R45ymp70jNcYMF5RmXtG39bt0OGqi586ZqcKfQeq+uNScs2L17tx4/fmy5anJD56GKkAOSHPIggjcAqxk8dBGrw0MbOxz07dvXIvcIfMIOIiIiLNhArgFyHFAf5wITcJcENHDuyJEjrfpZCeFcHgY5l9UMHuY4F3jRGA8oNU1bAwsMLGjIV5qBBd4CC0yCw9YGC7i3cI+qCRZwb8HzDbd8Du4n+/bts0T1Rx99ZN1bOBehjdBEQPJ72rRplsjGCwHvOUQxHgrce+/du2flYwCak3eHrX/xeAOsc469/S+r41wPSM79jLJsBcyqv6d4eu6vAHZW7bk/2vdXPAsA5uwyxPbCXCM8PNxqE/W5H6yU79q1y8ol9N5771lJgglN4F4KfOc1VtLpI/0g3I/6yCFEfayw4xnIOdgGO9EP2ownAav/QAfu29QN7KdtdtghbeTABuyIZK/Y0x52O6JfrPrjTWjbgH4DHwhx5JmBdlAnv2knSZO5/3MuXgd4gHAOXoiIW/6m/Tx3EGZIKAKLGyRBJs8S+Y9oF14G2Ity/I+dKGv3gwUNoBLlGWcO+kXfm3L3pYbca5q6rIEFTW1hU39bsICBBc07yt4LC3JzC10uV5h8XMq8fUrbNh6Xs487LHAp5/ohrdt4XPnxPdW3W6ycBc9UUlap0Kh4de/XVz0TYxUe8Po9CwAFPFSwIsPBAxM3XB5WEOzcxHmfhzb+54GC3QyAB5B+Hra4IUPUeHAjESI3ZPtcHmC42fM/N3fOZTWIczmP8+1zgQjctJsSFNDHlg0LZkq5xFzXnuBQQw5JkZMl1ZAl8xU+y8azwLPRDCwwsKA+H6eiEofe/O+nVV5R+2e3Xai/1vzjKAUGNN5nt9b2ebFnQUNhAWIS936EKfcxBCKCl3sOAnnNmjXWve7v/u7vLCGK0AcukCcHkcq5eMcBCBDdAHDuUYhjxDWCFCGKBxzlWdHnfd5DyHMNPO0Qve73saKiIutaAAfaBZSnHnIrrFixwjof0YxgRhjTbwDH9OnTrXuyfdjAAyE8ZcoU6weBTzgD986VK1da5yH2uRb95l5OfdxzCQHEiw9IALhH0HOPRjSz4o9bOfZgRZ4+cE/mns91qZPVfOzGcwE2AtTQZzwSASfc34EgLDbYIAF7AyiACTxvcA62w6bUCWjh2YEHQuwydepUq61bt261QA8LE7QPCIHNCGGkfq5FH+k/NgIcUBcQA0Bw6NAhy5OBfvBcQj8YB55n6Aftor+8R321eSrU5/PvDWUMLPCGUTJtbOkWMLCgeUfIe2FBXh7B7mEIuoxbJz3Aggo9PL1H6zedUFZYrJKSEtQuyE+O4hxlp2eppH0fTZ05WSN6xclThHNzehY075C3jKu1bFgwQ8olttjAghez5eJMKf+rOnMWaMhBKWKi5NO4eQMMLDCwoD7fXAYW1MdKDSvTUFiAuETgI3ZZVccjAEHM6jHeAhs2bLAE489//nNL9CI8EbrswMNqOP8jaknaS3gDonr9qWG+tgAAIABJREFU+vUWcJgzZ44lXhHmiFugALsJIfipGyGM5wBu74h893h6Vt4///xzC0AgygHoXJdVbrYP5n/aTAge4AABzHtAidGjR1ueefbBdegH4vbNN9+0BDGhF4ADVuuxGX3AI5C2UB9Ag/oR3vzNw9eHH35oAQZCDQk9eOeddyxBjQDHK5D6AAoIeK7JD/0GyOCNwUG4Iv3HRngGEroALAAUACnswwYKeAu8//77FmhgHLCv7TmAiMebgzBF4AAeDtiLJMh4P9AObGLDAvq/ZcsWqwzt5Bq0G+ACgAGC4KlBPwAIAA/Ggb6z2AFcoB8AFa6BnVr7YWBBax9h07/msICBBc1h5W+v0YphQanufb1HGzadlyN5uKZOHaGeMeHydTzTzcNbtePoI3WfuUqLpw9XBw854gwsaNqJaGCBZ/sazwLPdjGwwMCC+nwjGVhQHys1rExDYYFdu51QDwGJgEdYsqLNqnldsAAPADuEgZVscgQADjgfgYnIZ1Wa3AAIckQpMIFrEeYAmEBEu8MCRDEJfMnRA0hwz1lAPQhuRDwu9IQz8D6inNV0BL57rgXajyjGQ4D6gCOs9HNNoAV/79271xL3w4YNe1EfdSK6Edy03wYm9BdggGBGVFeHBXj+Iar5AQKw6o/o5nU8MvCgwCuCBzr+BhoQZuAuvj3BAnts8AYgfJHfXAM4gvcFbaLvhCZiy+qwgP/XrVtn2dv21qBOxhpoAkRxhwXYE1gBlMD7EQ8MbA6IAdi0hVAEAwsa9v1jShsLeLKAgQXNOy9aMSxw6NHZvdqw6bT8RszWorlj1C0El1OnUo+v0ecb98tn2LtasWC6eka+bHQDC5p2IhpYYGBBQ2aYgQXeAgtMgkOPI9WGwhCq9x9xRLy8Laz5jSj9x3/8xxo9C+oLC1i1J2kvK9t4HVAvq+G4vS9ZsqRWWIBYP3r0qAUvgAUIfn4Q7Kx6cyCQ+ZuVcveQBrwbEMKrV6+2PCcQ8Iht2oMXBeEQ1MuKPXW710eoACEM/AYWIPiBKQAQyuKOj8CmbYh0VuxpF8kJATeECNAWvBQIIwQWACiAKORiINzADjUAsNjt5nrkVcDbw/YsALTgGYCXAVs1I+JJZmmHjhBGgLcHWzdzVIcF2IHz8b4AstgHNgAA0A/GnveBIDxw0g9yOFAn0IP2YC92YLKTZDbk3uBtZb0VFjjyU3Xz8gmluzqrz+Cx6hzRNCFc5dk3dPn8CT0L7a+BQ0Yrrvk2wvK2qdSm22tgQfMOfyuGBS7l3vxK6zbuUXaXGVo2f5r6RvPlVq47h9Zo9eZjChn3jpYveENJ7QwsaN5p19JzFpgwhJfmgwlD8PwROTNMKrpUd8jKyEtSGFsnNu4DVsvbDcEkOGzLsADxh6BFhLK6TdJDRCo5CBCyiGHEI+L4Jz/5iSVkEfes+uOCb4ch1BcWIKzXrl1rnUdoASvyJGNEmFaHBazEf/bZZ5awR2AjwDdu3GgBBoQq3gKsegMLiOen3YQiACI8rXjjicAWxwhirj9//vwXyRCxAaIboADEYHUecICIp8+EKPC/J1jAqj4hCdgMAY4LP2IaoY/Ipu3Uj92wNyvygA+8GfBioD3UD2QALNjeFZThdcIlCJ1g5R+wQPgC1yHhJOEFQApCGfDUqAsWED5ASAjJDmkH/wMcsB312x4S1Ed4B3OAOoEJlMeGjBcwxsCCb785nhU7dCElX0H+vhrTP6rWx7Pm2Q3BoZzre7V99SZlJUzXwndWKbm953xf3+1Zskzppz7X+j/vkmvou1r21hJ19ry7+Xe7jDnb6y1gYEHzDqEXw4KcwsryirAKR7meppzT7q2n5EwequkzRqlLWIgC2TUg47I2bdyoE9mJmjlvtsb3jZV/4SMd3r1d+y6XafTi5Zo3sZ8iPWwJbzwLmnYitmzPApPg0MCCes5/AwuqGsplYEFrgwUIP9zRa9oNgVVzxKbtHm/vOIAYxx2dcAT+RtiTrI976549e14k/kOkI9jZZpFEd8AERCar37js46aOcGa1m+tQHiHOCi0CFE8FRDmCnGR5CFJgASLdPQwBF3jqRRATj49gRXxzLkKVayGkEdW8jxBnxZ7Ved6rfuARQMgDwIC2AQsoz0G9iGauxXVJ/kd9QAeENavr2PWnP/2p5VmAwKdPiHv6CKTA5ngL0C87RIBywAvc97EZNp8xY4ZlX65FOwEJ9I2VexIQ2p4FeAUAQ7Al3hCABX4TTkHeB7wLAA6EEdjJC7EHYwLA8ORZAFDAM4B6CXlgvLkesIXzCCGxx4rXSLBM3yiPjZkbAAPyNBAaYtuvnt++XlmsZXkWuOR8lqqUc4d1/kqKfLuO0vBxM9QzLriKbV0VObrx5efavPeWOk1+S8vnj1W4SpX/8JpunT+t++nZKnP5KiKuh5KHjldSt0QFB/rJR5LL6VB5QZpSbxzT5auFih0wWcPH9JWnTR5dpQ91etOvtPFIvgYv+5GWTusvZ2GGHly/ops3byi/qEABIXHq2n+U+vXvo5jw5zucOR1Fyku9opvnzyg1I9dqS1R8byUPHaeuXRMUHOCryrICPXlwU9cuX1JGZrrKygMV222ABo4aoS7xsQry85XLUaKsp/d0/eIFPXyUqpIyf0V16q0+I0eqR+dOCvVvXNjvlRO4hTTawILmHQgvhgWPCtMuXAq7euuhHmWm6da1NFXGka03UR1iuqr/4AHqEVOpa18f1IEj11UeEKVO8ZHydRQoLatEIUnDNWPqKPXt1E6e+KiBBU07EVs2LDCeBQYW1HP+G1hgYEF9pooXhyEgfFkRR+x6OnA3R7SyOsxhJzhEKCKEEY8ISUIDyAWAQLR3IeB/MvIjcBHR9ha+iFbKI3oRzHgFILQpS3sQtwhmRCZwAsHPdVjZJrcAIphs/NV39QEEkP2fOkn+RxlgBKKaHRAQ4IhZ6qZttAlRW9PBtamPtlGX+3aNtBNwQdupDyFt95FrIt7xSOA9PAfoE/2hj9gNm3M+59l1AyCAD7SN9vIbAU4dhCQADWgDbeZ19zwL9IH+Uw57M2aAB/62tz1kDBlPwgGwD/ZgTGiTDUHYfQLPEEANOzsgfqkTUMPBuUAhbM97dkJD6rbHhP7TD/rGdXiPtpjdEJ7PtObyLHBVFCjtwh59uWO1Dp+7qoD+K/TWD36uSb3d4ZhLZdk3dGT7Op3LidKkhas0pke0ch6c1vGD23T97lMFhkYoUC4VFZYqqNtITZg+T0N6JshPpcq+f1FXLh7T1XNf6soFlwas+Gu99f2Zej6j3A+nilKPaPua9UoJHKb5K1dqULtnunLxK505n6L8onL5+haqKDNTJYFdNXrWck0eM0yRQS5l3v1axw5s160HWQoKi1SAq1KFBWUK6TlWk6bP1cCkeBXc/0rHjh3VrSel8vctVnF2hvKfuZQ0er6mz5qrHp2iVP7wKx05cVxX7hfLz1WikvwM5WYXqX3yVM1euExDeiWouTbQqc9tpS2XMbCgeUffi2HBw8KH5y+GXbn5SDkVFSorc8jl76fAQH+FtktU/6GD1LNLhCrz0nX/2hXdvpuhQoek4FBFdOiq3n17q2t8pIJr8KQysKBpJ6KBBZ7t2xwJDu2Hf37XdvDQycOr9QBswhA8m8rAAgML6vNV6cWwoD7dM2VavwUQ/sAKEikCfEjs6AnItH5LfLcethzPAqcKn1zRkS926f6DO3qafltZ7Sdq1Yd/XxUWOMuVfu2Adu87InWZrLlzpinWv0CX9v9JX5y4odjBszRx+AC183Xo3qWDOnzmrhJHLtT8OZPUrvSBLhzZqxuP8+XITdH1kznqtvgvPcOC8jzdPLpaWw/fUeLYN7Vg+kiFlT5Ryp1relrkr5i4BLUPrtSTS/u0b/cB+fZeqKWr3lGvyGKd3/M77T+bqoThszRuCF4LFUq58IUOn0tTz/FLNGf6WPk+PavbD9Plat9d8ZEhqixM0fFNn+pmTowmr/qpJozoJ9/047p4J03lYd3VOa69XMX3dGbzb3XsWrFGrfp7zZ85WVFVnS6+22QwZ7+yBQwseGXTvdKJXgwLsgpLC4vCiorLVFmt6z6+gQoND1NIcIB85ZSjtFjFRaUqq3RKfgEKDnn+nj/+SzUcBha80nyq90kGFrw+WIAbLy6r/K7tYIsuso9bybkMLDCwoD6fbpdJcOjRTAYW1Gf2mDIt2AJ4O/BcxA/hAoQZ2IkbW3CzW1zTWgoscFYU6faJHTp27rbiE6OVcf0LnSsepDf/4u+qwAJn+TNdPviZvrz4SL0mv6dpI/vKt+SODq3/VFefhmniyg80omcn+fs4lX3nsHas26DcqFGat+pNJQXk6eG9eyr1C1HZnT3aufqsomb/WKs8eBaUZ1/Xoc2/1ensOE1e9D1N6NtRvs5ylVWUy+UboKCAQPn6VCrz+n5t/eMnehI1SQve+VB92z3S/tV/0O3CDnpj+Tsa0j1e/nIq89YBbVuzWcWdJ2nesqXqFuZUhdMl/4BQBfj5Ss6n+vrP/6RD5/M0eOnPNGXsEIW6ClTqcMk3MExB/n7ycWbq4tr/qY07Lyhp0X/RwoWzFWdyKLSIz5SBBc07DF4MC/IKJTVZnlQDC5p2IhpY8PpgAS64JJkiZra2AzdXkl4BDQwsqMFSxrOgqmFMzgLPE8XAgqa9oZjam9wChKEQOsEPoQr8VA/zaPJGtIILtBRYUJpzQ0f3bNXDknhNHBGv83t/qyN5/V6CBWUF93R402e6kRmiCcs/0OCkDirPPK2dGzbqqfpq/srlSoprZ+UnKEm/oH3rf62rZT01fcUPNbJLmJzOSsmnVA++/I1W/+64Imd5ggWVyrp1SDvWb1Nh/DjNW7ZY3aNDrTqrHg6lX9mjrb/boMKkKVrw3ptKLLugbWu36Fn4UM1dskhdY8Ot84ofn9GuNR8rxW+IZi37voZ2DrfyG3x7PNKR3/xCx69JI9/9icYPT5a1YVqV44nO/O7/09a9aer//t9q3txximiKvI6tYF43dxcMLGheixtYUIO9DSxo2onYsmFB605waGBBI85tAwvaHCxANLHKWlMMv20QhJQdxy8DCxrxQ2eqMhbwXgu0CFjgLNDdkxt17MxddRi6XBOSCrRn9b/oq9yXYcGz+4e0e/tO5bcfq3mL5isxKkTFj45q65Ztyg0ZriVLFykx+vlWo+WZ13Rg0y91Jrezpi79S41PjvhGoBfqzv6Pa4YFlcW6dXy9dn11XZ1GLtHcqSPVPujlzOPO8jxdOfiZtn5xRYnjV2rR/EkKyjyqjRt3qTx2vBYunKtOkc+X/ssyLmnv2n/VxbL+mrX0BxrVo/23sMBVoWf392rz7z/Vo4DRmv/eBxrUvUPV/GUuhwofHtTWX/9Kp3N6a/6H/1lTRnRXgPdOvVbVcgMLmnc4DSwwsKB5Z9w3V2vZsKB1Jzg0sKARp7yBBW0OFpDrg4z9Ne0OYBuE5HNk0rcy8htY0IgfOlOVsYD3WuD1w4IyFdw9pgO7dyozbIhmzF+hJOdFbfzj//IAC0p19/CnOnTiluLHf6CpYwYqLMBXRY+OaOuW7coNHa4lSzzDgilL/1IT6gkLHMVP9PXOz3X5qa9GznpTw6xEgtX9CkqUce2IDmzbpbSgnpo0f6mG90xUWdohbagDFsxc8gON7mnDgjI9S72gE1v+pBN3HUqe84FmTB6p2NBAt0nlUNGTazq9/TMdupCljlPe0vzZk9U1wiQsaCmfPAMLmnckvBYWZGdnvwhDcF/h8fR3Xe9j8uplyEKM+zVbHlXPKEz2YBL8sIc0mXzN0XALGFjg2WbNkeDQwIKGz9cazzCwoM3BAh72t27damWgr+0gM/+iRYue3z8MLGjED52pyljAey1gwwKeOdnq0lMoR2FJpa6llig8NFhj+j/fjrOmg4f4aymPlV8eLv+gup9HHc9u6sy2X2vP1+nqOHKBRg/uoaC86/py91qdK+6q6Ut+qGlDeysmOkIqvKyvNvxGN/I7a/KKjzSwW6Tw1C9+elI7NmxWpt8ALVix9IXrf+nTi9q3/j90uaSHpq/4kUYl2QK9ds+C/AdH9MWu3SqJHK0Zc+eoU2RwtRCEcuXdP6qjW9fqdl68hsx+SyOGJqt9sL+KnxzV5rXbVNR+hOYtWaDO0WHPQyKenNXuNb/STZ8hmrX0+xrWtZ2V86Aw/aJO7fhUx6+UKnHMck2fMU6JceFuXgUulebd0YUvPtfRM+mKGDBPU2ZNUvdOEfKwy7r3TkQvb3lLhgX/vPqWZgyLVK/E1pPggrBlctRU18MtfBoV+bjDAk9i3+5AQ+CB+zlsY2TDAmLz3A9gAW6oBha8+jQxsMDAgobMnnf+xxll5pXVecra/zZK0e3dVwjqPOVFAT7Td+7cqdeKca9evZ6vGBtYUA0WtP4EhwYW1P8zZUoaCxgLVLVAdVhg3UeqHQXAggfFTQILSh4c0NY//kI7T2UpulN3RbTzk0oK9DTtvrIqw9Rt0DTNmLNc40f3V9n1tdq2bpcq+76txauWqFPo87aW5l3X/rWrdb+4o6atelt9E6Lkq0rlpBzRrj+tVnrkCM197131j3su3KXaYEGpUr78nQ4eu6WO49/X1InD1S7A3augXDl3juvY9t/pamaY+k/9Txo/ZqhiwgPl4yOV5FzWnj+vVrpPD01bsUK9OwI0KpV986C2fbpWeQmTNO+tlUqOCVZJ9m2d++JPOnE1Q7GDl2ny5InqGh8uf7fLOcqydO3wGh05fkkhPWdr4pTp6p4QabZMbGEf5BYPC4ZHqnfi8/Cc1nB4Iyzw8fEp8snNzS308fF5KcFhXXGk9Rk06mCvZbwG2Ku4OizIzMy0MskbWFAfa3ouY2CBgQUNmT3NAQv4Mjx48KDlNVTbQeLH6dOnP99S0sCCarCgUrq6WMreWfvw+gZKA7ZI0XMbMg3qLFtU4tCb//20yiuctY9hqL/W/OMoBb7CptkGFtQ5DKaAsYCxQA0WcA9DiImJ8bhS96zYoYt3nik4wK/RPQsq8u7p9tUzSknLk4+PryW49ey+zp86qJTieI2atkpTxo9RzwQfXdv+S207mqsBy36mxdMGKugbUe0oTtfJ7b/X8duFGjrvP+mNIT0V4CrRreNrtXHrUUUMXaoVy2YqPizoGyvUAgtK7+qrNf+uM6nhmvDmDzWyb6LbCn6F8h6c0pEtn+hcWoX6Tv9QU8ZNVFy7gBf5BxxFj3V006916pGPRs//QOMHJCnAVazrh/+kDdvPquPYFVq6cKqifPN16cCnOnLqgqIGLdWkybMsjwg2Rvj2KNa9Ext0YN9euTq/oUnTl6pnYqwC/GreOc1M9NdjgZYMC36x9rbmj41Xny51e/q8Hus1/KpZWVmKiIh4/tzrPUeRT16e2Q3Be8br5Za2bFhgEhwyYm1tN4Rnz57piy++qBMW4Do6e/bsNgMLSkpK6vyqeZHMrw3shmBgQZ3TwRQwFjAWqAcsiIuLqxEWXEjJV5C/b6PDArlccrmccrrcGvj0a2360//R4dy+Wvn9v9WkPhEqSzus7Z/+UufLhmnR9/5KY3u0e3GCq7JE985s1d5de5Th103JfZIV5crQveuX9DSghyYteEsTB/WUf2W+Ht+6ogcP7iv10pc6eeSugoZM0egpw9SjS7K6d09S4JP92rLmz8qMmqlFK99Vj1gbMEilubd1aufH2vbFcTk6DtfIYSMU3z7kubdCSAf1SB6gbh3bWQJ/994Dyg3qqeTknoqoTNedq5eUHdZPUxa+qbH9uinr0jptXvM7pRR3UP+h49S1Q8zz7dMDwtUpqa+6d+ui0vu7tePzf9eZR4HqMfQN9e6WqCBogq+/ojr1Vo+eyYpq13pcy735Q9qyYUGKFozrqL5dWw8s8NqcBQYWePPHXGouWIDQIUa/PvHFeJJY8TiXTIJDAwtq/ny1NVhw/PjxOr9sgAXjxo2TDCx4YSuTs6DOaWMKGAu0OQu8/gSHHkyee01Hvtigi4VdNGX2Kg1McOj+kc+0adcJhYz4QCsXzlBsFY3sVEn2A906c1AnL99UfrmPQuRQYFhH9Ro1TUOGDlR0aJAcxWm6fmyfLly4odzCfBXkl0nt2qtdVAd1HzBeI0b2VMHJT7X72H11nvojzX1jpMJfLFy6VPjksk4e2KDTN9LlExyh8CC/b3MZtOuh4ROma/jAJDmy7+vGqf06dfWOCit8FExb2iWqz5hpGjywnyJDfXTv2J904NBhZVZEKTws+NvQg6AYJQ+brOHD+qnk2kbt33dAqSWRahcerkB7m0S/QCX0Ga+RY8YrMba9hy0d29w0fu0dNrCgeYfAwIIa7G22TmzaidhcsIBElSkpKaprdbRjx44iDp0HfAMLno+98Szw/BloS7CAkKzVq1fX+WVA3O1bb71lYIGbpQwsqHPamALGAm3OAi0SFlQUKDvjsfIdIYrtkKigois6svETHX/SURPe/EhT+8dZiQ2rHK5KlRflKjsrQ/mFxZICFRoZp5i4GIUGBVqC2ukoUu7Tx8rJzpOjyskBCo3qoLDKGzqy9re6UTlcM9/9oUZ0cxfiLlWU5Cs384nynhWqsnpkWUB7RccnKDaqnfxcDpV905ZnRXjCBSksKk4xsdEKsdriUGHWI2VmZKq0akMkv2C1j+momJj2cj57oszMLBWXu7tdSPLxU0hEB8V2iFdYcICBBS3gU2tgQfMOgoEFBhY074z75mrNBQsePHigixcvWt4FtR1JSUkaPHjw890tjGeBgQW1TBYDC142zrewwCQ4tK1jYMFrubWYixoLtGgLtEhYUMViZXpybpu2rtut4h5ztfStJerevinilAt179DvtW7tEYWN/75WrJyjjiEvJ3ts0YNpGvfaLGBgQfOa3sACAwuad8YZWFCrvc3WiZ7N0xwJDk3OgpdtbzwLXraJyVnwWm4Z5qLGAq3CAi0fFpQr/+FN3bqdrsCEPuqT3EXBxPY3+lGirFsXdONOviKSh6hPj04KbIrLNHq7TYUtwQIGFjTvKHg9LKgsK9LTh9d19XqGgrsma2D/JEUFsNWhQzmpN3T5yk2l5ZZUSebirKxUZWWIeo4crSH9kxThYfPUthKG4HQ6xc2roqJCCAMyXQYHBzf5Xpot27PAJDjka8iEIXj+MjaeBbV5FpjdEIxnQfM+xJirGQt4kwVaPiyQ9Sxo7Szm4yNfa7uEpjlItPj8Mj7WjzmMBeprAQML6mupxinnxbAgq7AwMz3s7o0LunT1ki5eKVLS1FlaOHecuoQSo1SurHtXde78FaVmFavSDkEqL9TDO3d1Py9Ks957SwunDlSUncTEzaZtBRbcv39f9+7ds24MxPXzu2/fvuratasCA19tv/r6TM2WDQtMgkMDC2qexQYWGFiwdevWeiVNXbRo0XPwWpElXX9byt1f+9djQAep3+dS1PT6fI2aMsYCxgJeZgFvgAVeZlLT3DZoAQMLmnfQvRcWZN4uvHDwcNjl1CxV+DqUej1XHcdN0rwXsMCpitIiFRYWq9Rtz+2StMvau+dLpfj105LlczUuOdZtT9dvjd8WYAH7Zu7bt8/yJiC5X1lZmU6dOiW285k2bZo6dOjQZLPxVWFBxe3jcj57CvqutW0BvSfIN6KDHjxINTkLqlmK/A2HDh1SQUFBrTY0ngWezWNggYEFBhY02a3BVGws0KotYGBBqx5e07lmsoCBBc1k6G8u48Ww4H7hncs3w3JcoQp0ZurrL87Lt99IzZljexZ4MKSjSLdP7NWGL66r/YjpWjx9pDqHe4hBkNQWYMGJEyd0+PBhvfHGGxo+fLjlVbBz505r94AlS5aod+/eTTYbXxUWFG3576q4f7ZOWBC29P9VQLdhepD60MACAwvqNY9NzoKXzdTwnAUmwaFtRZPgsF4fO1PIWKBNWcDAgjY13KazTWQBAwuayLA1VOu9sCA3p9BR4Qhz+kg5985qx8bjcvapHRaUZt3RwR0bdeJprCbPm6eJA+JrTNzSFmABq2NXrlzRsmXL1K9fP2uKfPnllzpy5Ijmzp2rYcOGNVnugleFBYWf/bXKbx+TXNX30ak6w9t98EsF9BxrYIGHD77xLPD8bWhgQWPAAi/LWeDnVMWdU6q4c7LWO6+Pn7/8e4xWQM8xVo4X41nQvA8qTXE1h8Oh1NRUXbt2TUOHDlXnzp2b4jJtqs68vDxdvnxZ7I4yYcKENtX3+nbWwIL6WsqUMxao2QIGFjTv7PBeWJCXx154YZJTGbdOaltdsMDl0OPrx7Vty1cq7z5Oc2dPUq/ooBr3S20LsGDdunW6e/euBQuSk5OtmXf8+HEdOHDACkMYNWpUg/MW5OfnW+EMdR0lZZU6czNP2c/Kay0aGuSnkX2jFN3u+dY9FTcPy5n3pE7PgoB+b8g3opPlak+4BQkcaztwuY+NjbVCMpS1RSp7JKn2UAfFLZMCE+vqaoPeLy6t1NfXclRQXH0z4KrVhAX7adyAaIWHePaMqe2i2OLRo0d12gRb8AD9wiblaXVCGsUtlQITpJd3ZW6QHaoX3ns6Q8yZuo45o+MVHPhq2y+Vl5db4oGkn7Ud5PIgpwcPxMpYLVVk1z1X4t+R/GPqan6D3992LF3OOkJyqHTxxE6vvDf0rVu36tWu598hLil7h1R6v/ZzfHyl6AVScLd61V3fQhWVLu0++VROZ+2f3UB/XzFXfFWpyic35Ei7VvslfP3kn9BPfgn9rFwFfG9aCcBqOfz9/dW9e/fnibucpVLuHqn0Ye3X8QuRouZIQXULV3IhREVFPZ+HTXm4HLXPcR8/yT9C8nme4wa78L179epVZWZmWq+xJW3//v0VHx/fYhKZcZ86efKk5U23atUqy7uuroPvCPL88DNgwAAlJCS86A9C+ezZs9b/3D9f9cB+fEfzw3eN9f3bCAffa7QfSILXi5VLo45G3+zkAAAgAElEQVSDspzDXK5PDiPuK5s3b7bq/slPflJX9W3y/caGBeSauns/TakZJarwCZcP363mMBZoxRZwOR0K9StUn+4d1Ck+zvp+sg++1/mp6/78KuYJCwurcq2a6vjF2hQtGNdRfbuGv8plWuQ5bQYWOEqzdWb/Lh25Vqz+U6Zp0rAeah9Q882yLcCCjRs36vbt21q6dKn69OljTdBjx47p4MGDmjVrlvXw1NAHlezsbCtRojmMBYwFjAWMBZrOAggy8srUR/R9p1aUpUn3/x8JaODpCIiVOv1ICu1rvcuD2qVLl0SYG4AgKCjIenCLjo62kuc2eXvr2VlEGzl6tm/frrfffrvesABPhC+++EIDBw7UnDlzLFgDQAKqbdq0ST179tRbb71Vz1a8XAxIAIygPjz+XgCnV67x+YnFxcXWuDx58sRa9a8rJxFwgbI3b95Up06drAWFusYOWMBzBeV++tOffscWt87TGxsWYCW8BVPTniozp6he8Lh1Wtb0qq1YwN/XR10SYpTQMe4liGlgQdPMgjYDCwofX9CWLYeUE9Zbs2ZNUu+OEfKrZaeWtgAL9u/fbz0szZs3T4MGDbJu8Hv27NH58+e1cOFC60GvoatWrELw4GQOYwFjAWMBY4GmswAr2AjxJt9yrPi6dHaY5KzBYwzvkD6fSpGTrc4iXLi3IHZ/9KMfiYSgCCTEKiva7L7DivWQIUOsewUPIYhMRHFkZKTljfD06VPLG4H7MKtGHTt2tLZyBW5zLuUA3KGhoVa9CNrc3NwXZXv06OFxBYiytCsnJ8d6n9Cjr776yoIFgwcPtq57586dF6vvtIlr2wfQIz09Xbt27bK8J959910rITB9Jnzv4sWLL+A77aQsXij8TVupD3s8ePBARUVF1msIcn4DGWJiYqxz8O7DMwOBTj+TkpIs2AJEoI20IyIiwkpMTH0ceNABA/AAwOMB7yd7xY1+X79+3Upsm5aWZsECQAR24h6PRxW25qA+8hUxNuQ0unDhguURwvMA7cAe1MGY0S9W26gHO1SHBTwPPH782KqfsowhdVCWg74CX5jHiYmJ6tKlS51Aouk+Uc1Tc1PAAlrOIg1zsilWVJvHMuYqxgL1swDfWXz/efJ2MrCgfjZsaKk2AgtKlXJkm3Z+/VCdRs7QjHEDFF2H+3ZbgAX0kVAEHkimTJkiQghwIeTGPX/+fOvmbQ5jAWMBYwFjgTZsgQbCAoTp0aNHLaGJdxq5bxDJHLjqb9u2zRL4P/7xjy0vBOC0nScH8Ys45VxEKWFQ3JcQoQAChCzebty7ELzUi0BHcCOm8WxDhE+ePNkSpe4gBTGFmCZUgHpZwQc+ACfefPNNS8DyHg+gXAeQgPAiATDhHvZheyQg6LlPjh492hK9eCjQNkIaEOkAAfrG/RTwgZCjPYhuID0QAcEOKEBMs3oPuKc9ePeRTwhQgDcGYt1yN7971xLn2I2+ItJHjBhh2QibAS1suIHtbVHOuTdu3LDqRehPmjTJqpf3gSPkGcC+1A2MICQPYACEoQ/USdgFduNBHYFPHwEAlKce7ASwsT0LPvroI6tu+hEcHGzVzfjT3/Hjx1vjxDzBnpxPfcwVgElrPpoKFrRmm5m+GQvU1wIGFtTXUg0r1zZgQe51bV2/WZefddC0BfM1IrmTguoI62oLsICVg6+//tp6GGDFh4cZfo8dO9Z6kOAGbw5jAWMBYwFjgTZsgQbCAu4rCMjTp09bq/ascuOyTw4cjtWrV1tC8ec//7klFAlXwK1/+fLllpDmf1bAZ8yYYSUexBOBhJKAgalTp1oCfu/evZao5H+Euu19gEDnPQQ0gtjdM442ESZA2cWLF1vCGvGMiMaTDnjA+TNnzrTgAMKcsDxggHuyX67PCv/atWst8QwcwAsAeMC9EyHMvZR+IMynT59uCXGEM68BMfgbwPHee+9Z1yKxMNfmf8qeOXPGujdPnDjxRXgE3hA8CAMOsN+5c+cs8Q2wYPV+/fr1lo35QbQTZmB7HdBmPA+wM54VhEngycB5O3bssO71JDXm/k+9XH/MmDFW27AB4IC+AT7oG/Uj8KmXcQYqrFy50oIHNix45513rBxIQBdAAsAEyAA8oG7sjScj9eLVQTnajPdBaz4MLGjNo2v69rotYGBB04yAF8OCJ4VZt1LC7j5M16PH93Xx3D1VduqiAQO7q1NMgrr36q7EmHbydzmUcXazPt95Qj695mjRnEnqFhNcZ/q1tgALmFKsOPCgw82fGz8rFbgC8lBgDmMBYwFjAWOBNm6BBsICrMW9BDHOSj0r4KzoI2IJd2MFvi5YQOLBH/7wh5ZwRphzDivl48aNs+pF9CK6Fi1aZHkpALyBFAhOxDACHxHtDguADp988okFEcg1YIMKEhzOnj3bWtHH0wBgYYco8BrgAQDg7vLK/RKhS514JfAbAACEwEOAPvO+7T1Afaz+8zrhAUAE7r02MAEMAFYWLFhg2QjBjkjH42/kyJGWPWkLYps+Isr5H08GtjnGBoh+yhHegbcgQt898RdgAbsRjvD+++9b93ru/Rs2bLDshU3wfACe2LkXaAteH3g44MlBfdQDHAC+cAA9AAjYgVBGGxYAfwA3wBxgA+8BPCgLLGBsASy8DhTCq4TX3NvcGj95TQULmBMAGBOG0BpnjemTuwXsEDxPYdIGFjTNXPFiWPCg8O7xU2FnL99VRlmZiovK5AwMVGhooMIjkzRs3Ej1S4pTUEW+rn+9X6duF6j7qCka0T9JYfVIIN9WYEHTTCtTq7GAsYCxgLFAq7DAK8AC934jDvft22eJfhLn4i6P4Pyv//W/1uhZACzAjZ24VM5DCFeHBQhkVqypDwHN+4h4VsVZqUZEuz9MpqSk6OOPP7Zc/fFIQKwj0nfv3m3BAh6GCAdAONuwHECA9wCr+e51Icpw3cfjASFNOVbl8SJglZ5VfGABK/eIfbs+fiPwcb8HegALeLhldR4hTzsoD/ygDP3jf2xIGfqA8OZhmWcUhCe7GbFqj2cCwIJ+4PIP5HBPjoiNGAdW9m1YwN/AAmAIY8MBbEHw4wGBRwX2BT7YWyECGGgLiwp4ATA+hIngWYAdbFhAu4AFjDUwwIYt2AmbEo5AH2gz9qIu+gpMafI8HK/xg9kUsIC5/Dg9U5nZz+rcCeY1dt1c2ligUSzg7++rzp1i1SEu5iW4aGBBo5j4pUq8GBZkFD7LyAzLzi1UWbUtrPz8wxTTIVYR7UPkV1minIws5Zf7Kyo2RhFhgfXaQszAgqaZcKZWYwFjAWMBYwEvskADYAGrmoh47p/EubNSbMemI0IRwwhNBOdf//VfW9uUIpIRrbjG22EI9YUFeCusWbPGEux2OAA5EQh7qA4LaNMf//hHa0UdjwRELBACAY4XAoIc4cvqPiIbAcbqPbkQPLnGs6KO0KZeXPrtPABABeomtAARTd0Ib+xib+OLaEe8e4IF9AkQQYgE4IJ68UhgFZ4H4RUrVlh1kUSSNtMX7Mg1yTNEPgSACeKeMAYbcjAOhHdgW2xNDgL6jrgHhiDuWdUnVIIfzieEhH4ABgAsXIf68T7AvgAA2oEHRXVYwHhwPTwqGHcAAYCE/7EnbacfhB4QrsCcoK94HTQ0sbIXfZoswMN44lFBKIenHSaeFTt0ISVfQf6+GtP/23wZnvrJPH34OEMPnhSoqMy3rg2fvclUpq3GAh4t4OvjUlSoS72TOiguNtpsndgM88SLYUFeoaSwprKRgQVNZVlTr7GAsYCxgLGA11iggbAAEUj4AQ8XrKKTER9xxOoyIh5hies/SfRYAac8q+K4sTcUFuCmj5hF5FM3gpm/WVUnJMBddCJUce3HxR/hitBFuCHMEeAIWEQr7tz2toKIOVbXPcECRBr1kRSYviGe7YSCiHrgCJ4LhEfY9fEbAQ4gqQkWEGpBH/BMoH2IelbbAQ8kf+RvRDvu/eQkAEZQF9ditR7vCg5sY3sh8D/eEISDsJMDcIBVfEImADWEJuDFgXDFTsAPe7cKBD/XAshQn73zA2EOeErgPQEksuGB7Vnw4YcfWmETgAs8BcgxwW/6T2JH+sM8wROD8ATGA08KYI7xLKg/LOCzdT0lTdnFQfIPZmeMWrb58povHdNQY4FaLOByqbwwXb27hKtX9y5V8qsZz4KmmTkGFtRgVwMLmmbCmVqNBYwFjAWMBbzIAhXZ0tPPJNWwJa5feyl6jhTU2eqUvWUgAABQwAEUAATw297qEJGDUGTlHoGLEEVQsmLPD6EEiFFWogEMttBG9CKmuQ4r9qzWE0NPWdvVHdGO4HUXnQhaYAICFhGO6z5imboQwghvwhDIJ8B5dggCq+qeVrqpjz4AGxDfXM8ON+A9a8X34cMq9VEX/cX1HtvgRQBMQIxjr27dulneAdiIPAi8Tjtt13w8ATjPDnvAfnhBYAvyLWArBD/t4XX33EO0yc7pgJcBfadeHq65FoKdAzuQ4Jix4lqIen6oi/KEEdB+6uL6vI596D+/aQe/gQ1cB5va+Q0oTx1cm7ba9dgJKhlPT9uhedGnpc6mNrZnAQ/x11IeK788XP5B4XVe3xQwFmgNFijJf6JeiSHq06ub9Z1kHwYWNM3oGlhgYEHTzCxTq7GAsYCxgLFAK7CAS3I5a++HD9sLfbuiiTC1f2zB7i64WRnnfd7jp/rf/F+9vF2WhthJ3Oxzqyd1cy9bveH1ubZ7e2pb5Xbvo6dy1e1gt4s2cNh99FSP/Rrl7Lo9lbPfq96vmtptX9vdRva59rXcbV+9HZznfi3bvu59qz5W1dvd0Da3gg/Riy4YWNCaRtP05XVZwMCC5rW818KCx48fF7pcriphCO4PDPbfnl5zf9io/jf/F1WU6MbDO+oc10n9kpIVGBBQZVQg8Hzhs9IB9TeHsYCxgLGAsYCxgLGAsYCxgLFAbRawYQFlCOXw5LVSUOzQ5ftFCgsOrDNngfEsMPOtLVqgJcOCf15zS7NHxii5c5NFyjf7kOOVh7cZoYVedBT53L59+0XOgprAQG3woPo57mVvZz/UnhvHNaHPCM0bOlmhgcFVbIPRcHUxsMCLpoxpqrGAsYCxgLGAsYCxgLHAa7SADQt45iRPRE2w4OqDYoWHBhtY8BrHyly65VqgRcOC1bc0c3iUencObbkGbGDLCDsjJ46XbW1b5HP37t0qCQ497S1b036zde1Dezr1mj49s1Pzh72h98YvUHhQ1QEnRtLO4ms8Cxo440xxYwFjAWMBYwFjAWMBY4E2aAEbFgAJyNFREyy4eLdAIYH+Bha0wTliuly3BVoyLPjF2tuaOzpOfbq0Hs9z8vOQz8brPAsePHjQZLshnHpwVb8/uVXzh03RBxMWKTy4KiwgWQ+Je4xnQd0faFOieS1gZ8yGAg4aNOjFHuCeWsEWZiSwIpM37kXmMBbAAmwXx9ZpJCgjIVtrzkxuRtxYwFjAWKA5LeCtOQsq8u7q6tnDSnN108ARb6hbFHlKGv8oz7isc6cOKy9siIaNmqj41qO3Gt9YbbjGlg0LUrTg/2fvPOCjus68/cxIGkkz6r2i3pAQXaKD6L0X95pkE+9ms9kUf9kkm2R3k81unOqNu8HYxqYX00H0LpoQAlSQQAj1XmdGGmm+33tBRjRbYMASvsfmh9Dc+j/nzj3vc94y1I/YXo/P4O2xOQtUWPAN/pZQb/2OCkhojJTbkgzaUp5KSm6JsXc3EvjBBx8oGbulPraUMVObqoAoINnM3333XWVcSHk1FRao40JVQFVAVeDBKNAtYIHVgtnYhMlopnPqUo1Wh72jHgcH3c0FGK0tVGRuYf2na6gJmsycp58gylVLu6WFFmMz5lYL7VawtbPHwdGArZ3NLfu30WpuwmRqw8Zej4OjPXdEDVYjVw8vZfmy7dgMfI6FT80hwKGdVrMJs8mIpa0drY0dOgc99vZ2aDUdSVWttFvMtBiNN65F54CDo7hNd1yLFUtri3IcqahitWqxtXfEwdEBWxvt59fb3mbBbGpWQo2VbXRyT46djvNgxoF6lK+mgAoLvpp+97q3CgvuoJjqWXCvw0jdvjsoIN4EH3/8MdHR0Uit7i/zFliyZIkSTrNo0SIVFnSHDuwm1yCw4O2331bq3ktpNxUWdJOOUS9DVUBVoMcr0C1ggekKmQe2ceLUZdr0emxsrslq5xhK7MBRJCT2wr6T0lZTOWd3fcLmQ8WEj32SaWP7Ym+qpjjrKOfOnKG8oQUrGnQO3oQkDicuIQ4Pgz1iy1tbmqguOceFMwfJymmnV9Ikho7qg/MderK98SKHVr/DtjMaBs1/mcmDA6grzuHCmUyuFJdibmtCgyMeYf3pN3AQIT4e2GqhtbmCq+ePcC7jLJVNFqV4i73Bl9C+I4jrHYObXoe59grZ506TlXuZpuZajM1t6D1CiB8ykrjIcJztbbE0FJOfe5bM8xepravCaLRg7+xHxMAR9ImLxcug6/Hj73G5ARUWPNqeVGGBCgse7Yh7AGcT4iu1siXRpOSfkLrNHbWwpR63JOCQzxoaGpRV9fDwcCVkROpPy77nzp1TajzLvlLXWvZ9HGo77927l9TUVEWPyMhIkpKSlPvvfL9BQUFK/W35fQcsGDhw4HWKblXCFjq0egBd9bUdQvr3woULSu1v+VvqkMt9SS33jIwMGhsbFZjSUV9dDGIZO1ITXMqCyWf9+/dXxoWEHGVlZSlARWqyS4yp1IyXeuk92ZCWcdFR/1zuRerad9RJ74AFcu/ynDg7Oyv3LLpIPXgJd5HkXPICEU1lXPVELeT7QGrXS+KeoqIiJSxHajYLcCspKVHuT7435DtEvidkbBQWFipjRXSR/UQXyV0j28tncXFxijZtbW3KeJJYPwkJ6lzz/mt7MNQTqwqoCnytCnQLWNBwht2fvMnBDBPBA5Jxux5pa2cfRFj8YKJi/LhhFlsxlp1lz8a1ZJsDSJk5n8QAAyUX9rBr52aK6m0IDApGTztlRQXU6UMZNmEOQ+PDsLU2UXRuH8dPHiE/K538C1p6z/9nnnhhAt639UIbdbmpbFi1kTLPEcyYN4sImxJOndxDRm4FWp0zjrpmqi/nUFhtR0LKAiaNHY63YztXM3eQunMHZUYdgYFBOFotlFwtoMElmlETZpEU14u67K0cTDtJqdkVN4MVc9VlLuVcxTkqhYmzFtA7xIeW/M2kHj3O5XoXPJ1saK27wuXzObR4DGTSgucYkhiO/cOJvvhax2RPPLkKCx5tr6mwQIUFj3bEPYCz7d+/XzFypOyQTMTFMJSVdDFYdu7cqbjhy2fe3t7KBF7+HjJkiJJMaN++fUpMtnwuiSplNX7YsGGKcdDTgcGBAwfYsWOHAkDEgBMIIHkJRCMxBqXkp+g2cuRIxaARL4S8vDwFHoSGhn5uGI0dO1bRqicafx3D69KlS3zyyScKIJD+F1jQMRbEIPT19VXuXQxkcbUXQ/HUqVPKtmIwS8z+qFGjlM9EvxUrVijGYWBgIP7+/sTGxvZoWHD27FkFuMm9CFTLzMxkxowZiuHb4Vkg40ieKQEFYlDLZ/IcyTjbvn274nUgOoohLdv1tCb9Kc//unXrFHgkfSsJfEQXMf4dHByU50AMfoFrM2fOVCDkiRMnlHEi+ws0kZCf4cOHK+Nr+fLlTJ8+XYED4rWzZs0axeX16aefVmFBTxsg6vWqCjwEBboLLNizajE5deGMmvcsga7XblSjsUNn74jO3vZGGEG7masZ29iy6yj2EeOZNnEUbpoaTm5Zwq7ThYQOn8+YgXHotRYuZ+xk557TuCdMYcaMsbgY8zixZyv5tRrsjfmc2XeVgOmv3BkWmCvJ3Psxnx0uIWLUU0wbnYijuYIrRZeot+jx9PLFYGehOGM7W9asxRg8idlPvkCsRyNpn73D3nPVxIyax4h+MThqWsg/vYXte88TMGgGUyePxKEmi6tV9di6heDp5IC1OY8Dy9/kZKEdQxf8gNFJfbCtOk1uaQ1W5zD8PZzQmC6TtuL/SD1WRJ8F/48ZU8bj6fgQBoV6yHtWQIUF9yzZV9qh58MCq4Xq2nxOXy3Bxi2UxIAgPDp8qkSa1gaKKi6SWVzIVZMJra0zQd6RJPoH46N3uDmu6rqUahjCVxpTD3VnMWQkLl8MFTF4ZbL/6aefKhP9ESNGKCvrMqjHjBmjAICTJ08qhs6ECROUSbt8LgaPGHsCGZYtW6asxE+ZMkUBCD25CQgQA1kS0w0YMECBIuvXr2f8+PGKp4EYhR9++KFiIM6ZM0cxZMQQGjdunGLcyGqpaCtaiRHdk+FJTk4Ob731luJZIEaeAAIZJ7K6K/cnhvDWrVsVr4F58+Yphp1AAdleVpJff/11xXB84YUXFMgiMfyyr4RsiIEsP8t2PbXJMyGr6gKK5N5fe+01ZcxI6EEHLBA4MHnyZMVwFjggq+bf+ta3FOC2ceNGRRvxvhBDuoeV01G6TYx9Mf4/+ugjxQtg9uzZyneAPAMCDKZOnap8Twh4krHz8ssvK2NCYKR8twiAEnApoOmZZ55R/v3GG28oUEW+T2Q7+beABAExPRm+9dRxrl63qkB3U6C7wIK9qz8g39Sb8U9+m15ud1ep3VxHeupS9meWEpPyPCkDoqE5h90rPiS7yp3Ri54lMdQXW007NZcOsWX5cspd+jN50VNEONRRcrWENnsDzVkbWP/RMdwmfpdFd/AsMFdksmvN+5yqDyRlzvMMjfRGSzuWtjbQaJX3rYY2KrJ28dmH71LsOoLpT71MjHMBO5d9yGVTIGPmP0lCL29sNO1UX9zLZ5+spN5/OFPmzSPc1Q6rFTQ2ttgo8RGVHPvkv9l9qpo+s/+FMUP6YtC20CbbaO2w0co21Zxd9VvWbDxFrxmvMmPGZLxVWNAtHikVFjzabujBsOByY2uryVBafo59uUfYW9BIdO8UFvYdSIjOToEA1vZ6ci6mkZqbQ1GrDW6OdrSbG6i1aAmNGM3kqHhC9bdP+FVY8GgH4b2cbcuWLRw6dEgxfmW1XJq4lYsBnJKSgrjii6uwTPRlxS89PV0xbsRgFgMpLS1Nmeh3gIEzZ84ooEEMSlkt7MlNDB+BAWL0yYq4GDLiaSHwQFaHO7SS+xSjV0CCGMsdOQuKi4sVwykhIUHR8styHnRnrTpggYAB8ZSQRI7vvPOOYujPnz9fuTcxgMUolFVfcScXzwIBA2LUHTt2THFH//GPf0xNTY0CCwROyTiRFeee3gQcyXMkwECaQDQJyfinf/qnz2GB6CShLOJpcfjwYTZt2sSPfvQj5WfZ/tVXX1WesZ7aOmCBAEPxQJG+lQmp6CLfE88//7wyXgRI/vKXv+Sll15SvCjk+0ZenLK/hKUIiPre976nACQBUALgJDmkhL8IVPnpT3/ao3Xqqf2rXreqQHdUoLvAgt0r3uV0iTv9x8/Ez12Hk7MH7i4eOCpJATsSB4K5Lpe965aRU+PKqLnPktDLC3N5GptWr6VC25tpC+YS4uWkzLmNpWfYueotMs0RjJv3HQaHOqPBCjSTv+ttPl18+M6wwGqhPGsXm9Zuxhw4kqmzZ9DL7Q6LedZWijM2s+7DDbSEj2PGU/PwM51iw4oNNDoPYMrsGQR7GpRraS4+ydblb5GrTWTi3BfoF+yM2P8dzWrJZ+97f+LYRXuGPP0KQ/pG4HBLiIHVUsDRJb9n054aEp/9V6ZMTMKl564RdMfH4b6vSYUF9y3dfe3Yc2HBpbONF/LSDSeKL1FsbCC/3Exk3HDm9x1I6HVY0FSbyZq0HaSbAxkSM5gkT0faGvPZcmY/JzSxPDt4HOP9XG4TToUF9zWWHslOMvkWF3FxsZeJfEcTcCAx5Z999pkyiRdYIABB3K137dqlrJ7Liql4GogB1BkMiKuxuOH3dCPwVliwZ88edu/erXhcdA4rEFAiK+jihdA5waG4UQtskNVU0UtWlHtq64AFEydOvA0WiCeBwAIJ2RD3e1kVFqgkP0sFCflMxox4ovzbv/2bsvossEBW0SdNmvRYuJOvWrVKMXQlfEfgiHiZCDQTGHCnBIfyzG3YsEH5/MiRI8q4+vnPf96jE2N2hgXyXSKwQMCIwAIJ3xFYIBBBwMovfvELnnvuOQU6iRYd+Ruys7MVDx6BLPK8yLgTCCehPgKfxOPilVde6amPkXrdqgKqAg9YgW4BC4z5nEpdT1pmOY6+Aeg0Zox1RnSGXiQMH0NsdCgOttduvDpnK9u3pmL2HcvkaePxdban+eoBNqzfSI1+ALNnzyTQ41rSg5aK8+xa+3+cqAlizJx/ZHi063UDvZG81LvDAmtrIxf2ryA17RIhQ+cxblgiTrrbrXJLUzEnty1j59EiIscuZNLYwdiWHWDNmi20eA1jxowp+LtdW/o3l2ewfcXfOGPuzYTZ3yIpwuUGLGhroCRjPes/2USTbwrTnlxITKDHzRUa2pooO7+F9Ys/4ZLdIGa8+ALJcYFcl+UBjwr1cPeqgAoL7lWxr7Z9z4UF+Wcaz+WfNxS22uKgbSTtQg66oH7M6gQLakuO8sHxVC47D+HZ/qMY6KajtSGblcc2s6UpmGcHjWdy4O2u5yos+GqD6mHuLSt+siIsq8Wyei6reWLcyCqwrA5L/PHdYIGsEIoRKAakrL7LvjK5F+NQjIK7lRh8mPfzII99KywQ92nJSzBt2jQFrnRoJVBEQIp4EcgqqBjAYgiL58XatWsVbWX7ngxP7hUWrFy5UglL+f73v694WyxevFgxDB9XWCDGrwCzH/zgBwo0kLALGRPiSdE5DEHCVeT5EEgnhrEYvpKz4JsIC8QDRfJciDeKeAvI94zASUn4KLBAQhTEC2X16tXKWJKfxWtHPHvUpiqgKqAqIAp0C1jQ1kRteTEVFbVYAIuplpKM/ZxIz8bQZzrTZ88j3FdW6BvJ2rmEgyevEjLuJUYOiMbBRkPTl8CC4zVBpIhpJN0AACAASURBVNwDLGhtvMKBjSvIrTUwdMp84kN8sOnkBXBt5NRTcGwru7bspzkwmTFTphAb6IXp6h5W3xMsaKbi3D52r1xOltGPwbOfZcSgWFx0nTGAmZq8NPat/pRTJfbETXuSccP746O3UwdxN1FAhQWPtiN6Liy4nNfYZDIa2rS21FefZ+3xE7T7970JFpgaL7Hj1FZ2VliIDUtmVKA3dZVn+CzvKva+yTzVuy9xzp0LxFwTX4UFj3YQ3svZJK5cXMTFyJWM42IAywqwGP+yev5FsEBWDyU5mcRed95XDGOJYX/cYIHoKqvncr/idSH3J27nku9BPCkEFghgEMginhmirfwsrvuilayy9tR2r7BADGZZOZdcDaKRGIUSzvKzn/3ssfQsEGNfXObFs0CS+3WE8nR4FkilDAlLEINYQJwk8hOjV1bMZUx9E2GBeBqIHgLUBK5JjgIBBTJOBKLId4oYAhL2JNpK0kf5vTxTalMVUBVQFeg2sOCWrrC2tWAs3M/GTxaT0RjJzOdfYVCMH22Vx9m18j1yTbGMX/Rt4gKvhRs0lx9n8+q1lGvimDZ/DiHeEm4gYQjp7Fj1NufMkYyf/20GhXSs5n+xZ0FN3k62bd1Jm89oJkyegK/LrSUKTVRm72DXqk8pIoGhs56hb2wQejsbmkoPs375Bhqd+jNlznSCPa9fY/EJtix/m4vavtfDEJzQaizUFR5l36r3OXnFid4TniVlVF+8nO07eRW001x5gaOfLeHIeTMhIxaSMnoQ/u6ON3seqMP5a1VAhQWPVv6eCwsKChoBA7RTWnqalWm3wwKr1UxZ+XkOnT/M4cpGrDod2Dji653AuKg+xLu54Ng5iOm69ioseLSD8F7OJhNzcQuWeGBxoRcXaoEEkqhNEvLJqqhM6CW2WFZEpeKBTOgliaG438uqsawMyqpxx74d2/b0BGQdJSXFS0KM/Y4SknK/HbHpooFUShADRkrnyTaip+gi9y86Shx6T0xY13kcyaqu5KMQKCIl78Swk5AUuW+5fwEnAggEkIhLucSqi3u5JLqTz+SP/CwhK2IAyr6iqxyvJyc27NBIxoOEqQhsE01EH/lZvHVEO3m+xNgVbxNpso3kbJDVc0mEKQAqOTlZAQk9uUnfyr3Kd4WE5sgzIAkLJVmojAu5b8lJIKEJkstDtpPwAgGUAtNEM3lWOkojio4S0iJhHuKhI+CtJ0O3nty36rWrCnRHBbqFZ8GdhKlPZ/tHb3L4sgcTX/xHknt7UXF0KetX7kDb73nmLJyBj8O15X5TXTa7V3xCfqM3KYueIjbQAxvaqMrdx6YPV1DhOZhpzz5J7PX8AfBFsMBIzs532H00j6DRLzFmWF+cOuVMADOV2XvZs/otshoDGDjtewwfGIeLoyQ8BFPtObZ9/AnF1hDGLlhAtJ87WkmEeCGVDUtX0dBrFNOemE+UhwPN5Rc4uvl9juU2EjL0OcaMSMLfTXdTLgOLqZwMSeiYlo1H4jxGjx5NkJf+Dp4O3XF0fXOuSYUFj7avH2tYgNVCc1MBx87tZkNuEWWWdjR2ziQEJzElNpE4T1ccbG5fPVVhwaMdhPdzNoEGAgWkyQS/Y0Le+Xfymfxb/sg2HTDgbvvez3V0t31uvX+5vi/TqmOfDi17OjTp6BO571v7vfO/O8ZGx9jp0Knz/Xf+rPO+3a3f7+d6BIZ09HnH/rfeb+fnp/MzJr9/XIzgW8fJreOi4xnq6P8vGicCYQ4ePKgkgRRPBIGUalMVUBVQFehQ4OuHBW20mptpMbeAxhaNVkNbWxMVmZvZvm4d1R5jmfX0y8R513B81V/Ykmai34J/ZfroGDrW+y3Gck5sWcrBc5VEpyxiWJ8IHKyN5B5dx+bUs/gMnsucWSl4OdjS1mKm1VJH/p4lrP44DZexLzL36XH4SRUdOzu0zdns/vRNzpR6MXLhtxkQ7UdHtgJrm5GKvEPsW/8BGaUWYse+xKikIXjoNWi0Ntjp7NG0VHB0w/scyWsmfuxCknuHYm9tIOvASjbvzSVkxAKmTxmBU2spp1M/5OCJc3j0mc3IEWMJcHdQ3mO2tjrs7Gxpb60k9/Bqdu/ehyZ4NMNTphPq64atVoPW1g6dnQ7tHRYY1dH96BVQYcGj1fwxhgVtNNTkcyDnNKfrzHi6hRLm7ICp4Qo55eU0OQQztncSSX4+t2VAVWHBox2E6tlUBVQFVAUeBwXE20lAgYR2SC6Qnu558Tj0iXoPqgLdSYGvHxY0U34pjQsnT1Neb8WiaaXJVEd1WTEWqyd9Ri9g5NAB2BTvYsOyD7hoP5zZz3yLfoE3wqmsbWaKz+1ib+o2LtU74OXjgzONVJeXY/GOZ+j4GQyIDEbbWkH+6SNkZWVzNfcEZ09dRRc9iIRBfYiM7Ed8Yix2V7ayYc1nNAfNYMacOQS7dSAJK80V5zm84U0+Sz1Cq2c88XG98TRc/9wQTHz/IcSFeVGSsZ29u1IpbDbg5eONU3sDVeXltPv3Y8T46fQN86bo+Mes/WQJuU0eRMT1w9/jevJFnRuhcYOIj43AdHE9Gz5+ixNFdgTHDaaXnw92kjxBq8MnrB8Jffrh434tzEFtX68CKix4tPo/vrCgvYHM7H18lJGPa0gScxP6EaG3o81UyclzW/g0u4TohBksiu+D7y05S1RY8GgHoXo2VQFVAVWBx0EBCUOQ6ggSqiJ5Qh4X74vHoW/Ue1AV6A4KfP2woIW64nPknDnNldI6jG0mzFYrtq6BREQNJDY8HA+DiYu7l7BuVzY+I19m7qRkXG+aJ1tpaSjnavYJMi7kUt3cgg4tjm6BRCQOJiI8BCd7O9qMpVw8dYgLF/KoNxkxGS3g4IiD3p3AqP4kxPtStvd9dpyqJWbKK0wY2hvHz4sgCCzI4eyxVDIvlWO11eNg18lM1/cifuAw4qODoKGMKxeOk5GdR52xFTu06D2CiUwcTHhYLwy6Nq6e3kxa2kmqWvU42NvdCD3QuRPWezDxvSMwX9yl5MQqNupxcLDHtsPxWGuPT1h/EvsOwNdDhQXd4TlSYcGj7YXHGBbUcixjJ8sySonpP46FCXF4a+SLpoWscxt4/2QOAX1m8ERiIv63VGhRYcGjHYTq2VQFVAVUBVQFVAVUBVQFHncFvn5YAJLQ0NTUSLPRiKW9DbQ22Do64aR3xt5Wi7HsOLtXvMfJughSnvwOIyLdbl9Nt7ZjaTHS3NSAydyKVWODzsEJg5MBne21SbW1vQVjQx1NzUbab+pYG3SOTlirDrNz2WLy7Ucx9ZmXSQzU33Se9lYjzY31GE3mW/YHtA7onV0x6O3RKtfSTFNTI2blWmyxdzSgN3RcSzvmplqaGhtpvflCQGOHg8EZg96BdlM9TY1NtLRfC3G90bTYOTjh5OSMzu72ko6P+5jtjvenwoJH2ys9GBbkNFaXFxou1VRRUFPAkbzLWNyDGdwrhCBnH8K8vLCUn2bZyTSK9L6MjBxIorPhWg6DnKOcafJjyqBJTA0L4NYUXSoseLSDUD2bqoCqgKqAqoCqgKqAqsDjrkB3gAVfrLGJouNrWbdiJ5a4mcx7YibBhodhIDdwccc7LF91DPeUb7Nw/ni8daqD/+M+/h/U/amw4EEp2bXj9GBYkN54NuOgYWdeLgUtJuqMZtrsdLg42OPhHMG4hKEMcNOQVZDOgSv5lLfa4iw+RZZm2uxciAwezOjQSIL0t5ZoUUsndm3oqFupCqgKqAqoCqgKqAqoCqgKdFWB7g8LWqgrzCE3rwKHwGiiIgOwV7xyH3RrpjI3g+xLjbhH9SEqzJdbIoIf9AnV4z1GCqiw4NF2Zg+GBVmNpeVXDZdqqmm8xWPIztaVUJ8gAl2coKWBspoyrogrlMWCzsYBDxdferl74qq781eT6lnwaAehejZVAVUBVQFVAVUBVQFVgcddge4PCx73HlDv73FQQIUFj7YXezAsKGgEDA9DLhUWPAxV1WOqCqgKqAqoCqgKqAqoCnxzFVBhwTe379U7f3AKqLDgwWnZlSOpsOAOKqmwoCtDR91GVUBVQFVAVUBVQFVAVUBVoKsKqLCgq0qp26kK3F0BFRY82tGhwgIVFjzaEaeeTVVAVUBVQFVAVUBVQFXgG6iACgu+gZ2u3vIDV0CFBQ9c0i88YI+FBZcuXfo8DMFqvbXMye33fLdt7vT744Xn+TBtE9MGjObZYTMx2N9cL0HqaDc3N+Pj44OTk9Oj7TH1bKoCqgKqAqoCqgKqAqoCqgI9ToEOWKDVavH09MTG5vZKAw3NFs7k1eOgsyW5t/sX3mNlZSUXLhZTbXTA1sEZbi9y2OM0Ui9YVeCLFbBibiglKsiJqPBgHBwcPt/cbDYjf7piF96rygaDAVtb2y/d7bUVuUxN9iEm+PGxD+V7xtXVFTu7HpWGtEmTl5fXaLValZwFMig6BkbnAXKn39/6ecf+nf/Oqy5iZ84xhkb3Y1Kf4TjqbgxE2a6urk4ZjCos+NJnRt1AVUBVQFVAVUBVQFVAVUBVAOiABTIXdXFxQaDBra3B2Mb5gmac9A5fCgvkeEUlFVwurqPeKHNhVWZVgcdbAa0GvFy0RIX64uXpfhNw6w6w4A/Lcxjf342oQP1j0xENDQ3o9fo7ws3uepMajaZJU1JSckfPgltp0p3gQMeN3W1bo8VMdmE+AV6+xIREoruFpFRVVSlf+Cos6K5DRL0uVQFVAVUBVQFVAVUBVYHupUAHLNBoNLi7u98RFtQ3W8i83IjeXvelsEDuTgykktIKKqrraW9XaUH36nH1ah60ArY2WgL9vRRQcOtKf/eABblMHuxJdNBDycH/oOXs0vFqamoUT/oe51lQW1v70KohiHKFhYWKMEFBQbcNxrKyMpqamlRY0KUhpm6kKqAqoCqgKqAqoCqgKqAq8KBzFnQo2tra+tDcr9VeUxXoTgoIaHN0dLzjKnd3gAWvrbjI9KF+xPZ6fMIQemzOgp4IC4xGo/pl3p2+ce7jWnQ6nbKXvJgfRkzUfVySust1BSSeqr6+/hvXLxKvJy9OtakKqAqoCjxuCrS0tCiLMw+iyftbcgTIXOxBNDmeuOaK8dLV9rBgQVfPr26nKvA4K6DCgofTuyosuIuuD8OzQNw4GhsbaW9vfzi9qR71oSsgCU6kyWRD7ceHLvc9nSAwMJDS0lLa2truab+evrHEvYo7q9pUBVQFVAUeNwUEFEjo54OA8/L+FgO/trb2gR3Pw8PjjqEEd+sHFRY8biNUvZ/upIAKCx5Ob6iw4BHDAkkSoRqZD2cwP4qjSmiKTFrkhf9NM0ofhb5f5RwSMlRSUvKN6xfxqFBhwVcZOeq+qgKqAt1VAYEFkon7QcECe3t7ZOHmQRxP5gPdBRaITuJZp84vu+tIVq/rQSkg3kEy55Fn+damwoIHpfLNx1FhwSOEBdXV1aiw4OEM5Ed11I5SmeJZoMKCR6V6184THByswAKLxdK1HR6Trdzc3FRY8Jj0pXobqgKqAjcrIN6YDwoWyPtbPAseJCyQ8od3qmhwt358GJ4FMq+8XFhKRU0zquOq+gQ97grYaCEkwIPAAJ/bgIEKCx5O7/d8WGC1UFeWT3Z2KVqfEKIig3C161S31lxPWWEe5y4WUtVgRufsR1TvOMICPXG0uXuc2cMIQxBYoJLfhzOQH9VRnZ2dlRUJFRY8KsW7fp5evXpRXFz8jYQFsrqlNlUBVQFVgcdNAYEFFRUVD8wT4GHAAlnp7Gp70LBAPAouXSmhsNxEK5K7puv5E7p6zep2qgLdS4F29DbNRId44e/nfVOGfhUWPJye6vGwoLbgNPv37ODg6SYixk5i6sTBBDnqrn9dNlJw/DB795wkt0mLq7MtZqMZrWcMYyeOoH+ED/Z3SUzzMGCBxN2psODhDORHdVQVFjwqpe/9PCEhIRQVFX0jYYGsbqlNVUBVQFXgcVNAYIFMVB9U2IC4LsvCzYM4nswH5Lv364QFAlIuXCymxuSIrYPL49b96v2oCtxBASum+lIiA/VER/S6KcGzCgsezoDpubCgurix8OxJQ1raMXLLqikpsiFm/HimTxlKsF5ggZW6q6fYvnYT5xr8SUgeQp9geypzj7L7SDZ2sWOZO3k4Md53ziL+sGBBXV3d9ZgyK63GZpqNrWgd9egddFxzdJDfN9FkNIPOgJPeAVvtw+n8Lh21zcyl4xs4mtdE2IAJxAa4QZsZS+davlo7DE4GHHS298C0LZReOM6pQiuxCfGE+LkirkVdaY0FJ9lyqhC/iL70jw7G2cG2K7s9kG1kciCtubn58zAEi7mZpiYTrZ38/2x1jhgMeuw6ea8YS7PYfSCNRu+BjBsUhZfTtcoK993aLVw9s53dpwvxGTyX4VGuWI1NtLa1c6PSsgZ7vRN6R/vr46urZytk99Ld6JMm0T/KF3vbLq5WlGewYvsR6jwHMW9UIp5Odl094Vfe7nZYYKG5ug5ju7WTHoCtHndX/T3qUcbB99aQHzuLJ4YGoPsCr6SvfCP3eACJ3VNhwT2Kpm6uKqAq0CMUEBf7L4IFEqMvq+sCFaQygeRwuVuTMIQHDQu8vLy+Vlgg2py/WExdixO29o9PqbYeMTjVi/zaFDDWlRAZ6EhMZIgKCx5BL/RcWFCR13h230FDbm07jnorOWl5OCYmMXnydVjQ3kTW/s2s3pmF99ApzBw7EH+9FlNlJltXrmFPWRAz509nbB9f7mSjPgxYIHF3N2BBI7n795K6/zyW3iOZOmYAER72YKnh7O6tpB7JRNdnKtPGJBHq8RWNyvseSBbqsvbz3vI1NLj3Z9q0cdhdPE1aXhX2ri44668bgo6+xCfGEebnhq6rFj8mMrd+zMpTViZMn0JyfCC6LhqkzSXn2bB5C5ebAhg3bRyJYT44PCLjrcOzQGDBtURCrRSc3MvutMvYODtjcNRBextmC7gHx9A3IRJfV0e07SYyUlez8XQFUUOnMHFQJG4Gu3uAK7d2ohVj8Tk+/uQjCjVhpExbQILbVXatPYTR4IazkwNase+1OgKj+xIfGYBBZ3MP5zvJa0++hsdzv2B+SiwuDl10s6zJY/f+VLbsz2fMvO8welAoTvd03vserISGhiLP7Y1cEpfZ+rulnHcLp5eP4QaMcotl7IgYXO/pui7wxuwfcHji//L2y30w2HdRj/u/nS7vKbBAJqxqUxVQFVAVeNwUEFggVW7u1qS04tWrV7l8+TK+vr7Ex8d/ISyQUrMyF3sQTeYD3t7eKix4EGKqx1AVuAcFVFhwD2I9gE17LiyoKmmsrqg1WOwcMVdcYPu6w7THDLoBC1oqObbtM9YeqqX/1KlMGxmDs1hPbRWkrVvJ6kNGkubNZuqISPR3EPJhwAJxF5OSPdeMzGqOfPAeKz47SrbbSL7zygKmDgpCW36ajz5dzva1+3Ed+wrffXk+A4K+phrqjVfY9vFSNtf4MHPmLEbG2HLsvTdYfVHP0FGDiAl0QYnisHMhINgfLxc9toqF2pVm5ty2Zaw81a7AgqTeAV2GBVjbqMjay7Jl+9EPncmM0Yn4OX0Vw7sr13ttGylTJ+6LspJxrR9NnPlsMR8eqGfwiMGEB7ph095C2ZULpF+owilxFAvH9MVH307miaNU2vjTNy4cdyf7a8b8/bY2Exk7lvNJRjMTps5iWKw/xpId/PUPuwgelkJ8xHVvAI0tbn5BBHq7obPV3gMsOMWfnv4jHs/+nLljYroOC+R+WqrZ8d5/cqJtOAufmEqY172u4t+fKOHh4Vy5cqVTGMJp/jzu+1yY8EOeSwlBb3cdC+r9iY30xfGe9Mjirbn/wuEJv+fNl7oXLJB8BTJhVZuqgKqAqsDjpoCEbgosuFvYgLgd5+XlkZWVhSS5HTx48F0lEOO+AxY8iDAEmQ/4+PiosOBxG3Tq/XR7BVRY8Gi7qOfCgtraRsAA7ZTnHOOzNbfAAksdZ/dsYs3OPAJGT2Pm+AH42Yt11kDmlhWs3FRE5Nx5zBifwJ0qlD8MWCBiSxbez2HB0vfZd7GC7CwTA+c+wdzZ/TEf3caW/Hwubz+Aps8CnnxxLv2DHDEVZ7Dv2BkulZnxCUlg0OAEAr2csKnKYufBU1wsrgNDIAOHDiIhzA8Hq5ncjCOcysyjttmLfuOHkhjpi8FUxamTJzibU0iz2YLevw8jhvUl1MeZW9dK6y5s5s9Lj+E+YiYLxvYjQF/L/rffZGNVBAsXTmFghPttBm9F9kH2n8imvN6FxDFD6BsVgJOtDa11RRw/nkb25XJMre04RQ3Av/oUB/OsxPo7YmlvoRlH4pNG0zcqGCf7GjK37OP0lXIareJU703fcUPpG+6PwVZLW3M5B5a/xZaqcOYtmMqAEA/svorx3cXnTlwcO2DBtRVsE2c2LmFFhqNyHYkR3thp22msusKxTStYdhpmv/gsw4ObOXHoIv69BxAdChc27uVMWTVGJV7Al0FTRpAQ7IWjtYXs0wc5lnmJJpMFPBKZNmkAQW6ON3nAWBorWLX4LUr9RzB//BAC3Rypu7qdN/5+iqELnmZoYhCOHcbx9XtrunSITQezqG6E4LgkhibH4O6oU45bcmYbqaeu0Ghqg5BkFo4ys/S7r6MZMR0f+2aazK249Z3K1AFBONkbydl3gLScQhotbVjR0av3EIYmR+PucA3alGVu5t3Vp0me+zwjegcqhvnDbpGRkcrq0o1qCOn8efw/U/bSW/xiXixO9jdfQ0tVHrv3HaagvJF2axRTXhhNL0c7RY/G3D2s3p+LsaUNPEIZP9qLna/8kmMTf85LHllkV1twihrO1GG9cXWwxViXxc7VByhptVwPeYhm2sujCdLZ3tFz6UFqISEIAgs0d8m/8iDPpR5LVUBVQFXgUSogsEAS134RLMjPz1dggSS5HThw4F0vT4x7gQUPKmGizAfEm+HrzFmghiE8ytGonqu7KKDCgkfbE48vLLBaKM/cw6q1qeS3BZA8ciS9eznRVJZHxqH9nLygZcgzi5g5MZE75RF/GLCgrKxMSazTAQuOfriYI/VeuNVfpNQxjjET+lGenkG9h4bardsp85vAvOfnEGd3mZ3rN3GqUY+PhwvG2noiBg9jeJwrOZuXs6fYCa/AQGzrmwhIHsjgxGgs2fvZvO8MzToPNGV5lLvFM236GHyqT7H9yCXaHdzwcnWgscZC37HDiI8MxuGmsdfE2XXvsTRdx8R5MxmdEIC9tooDb7/FpuoIFiyczIDwm2FBU/4BVq/dQ4WjPw4NZVQ6RTBlxnj6+um5sOcz9uRU4uTmhbu+hstl3oTYXOHo6Wz0QfHERATQXn6eKue+TJiYQlxgBcfW51BqNCIXVpN3jsKWIFKemEpShC96rBQfXsrvl5Ux4luLmNIv9JrnSBdbQUEB586dUxJO3joJ8ff3Z8CAAYoXwa1NytTJ9hIf2QELMjYuYeVZPXPmT7kGCyQkwtpO49n1/PS1dfjN/X8sii9j28oMEifPJrlPM2mr86nSSF4KqMo+Q6E1kqkvTCfaks2G9Ycw6v3wcnOkPKeaIS/NIdHfi84VZRvKTvLum1sIHz+fsYOjcLa3pbZwO2++eZoh8566DRY0F55g1cfruegcSYSThpLyOpKnzSI5Ooi2iztYsvwA7cFxBLg2cybbk+e+5cWGf/ojV0IGMqBvLK51GazP9eM7//I8Q0JNZKae5UpNPW02kmOjkfzcMvrNmcfIhFCc7GxoqSng3b+8g2HUQmaNiMfdvuv5LI4ePap4CNxamlL6Y9CgQYphfKdSVdHR0ciksTMs+OvEH1D64pv8fO7NsKDNVM/BtUvYW2pHWIA3lUe20Trme3xnWn90Rcf4cPE6rgb0J9FLQ3GZiYGjepHx69fY7BTBtFEj8dMUsS+rjakvvci4aE/MdUfY/VkpFierkoy6YO8mTH2f56XnR+Jr17Xwj+zsbDIzM2ltbb1tTEo+hiFDhtzxviUEQVa3VFjQxYdf3UxVQFWgxyggoZuSuLbze1pCD8RLUzz85GeZyErZXAGnEo4m34WSv0D+bWd3I2+OvEMcHR1vy4HQ+XjX5mc3NzmewWBAvLg6H09ggcwXVFjQY4aTeqGPiQIqLHi0Hfn4wgKJJq8r4dzpA+xNy6Sm1YCLmzO22hYarl6moNqH8U/NZ9rIaO6UEuZhwAJ5md0ECz5awtHGKJJjLZw6dhlnPy8atA5EJrhRuXIN2S5jmPvcBBzOfsbyI7XEjp/OuERPMnasJKvZl5Gxdmz5eDMtiXN5ct4YfEyVGB0dcHExcfj99znfFsWoqRMJaNrLu+/tw3PYHPxM2WTVOjNy/FgGRHjRVFyE1t0NZ1dXbkpFZ61k/3vvcsAcz4yZKSQEO6PVVHLgnbf59GQt/hG98PdwvGageIYzfKA/ZesWs6M6nEkL5xBre4ali1NxHPYkkxNtObR2O9bwIYwdOQB/1yau5NRQfDaVzUcKiRk/nykjE9Bc3cGyzQX0GTOVYf3cMNU7YqdtobXNTM25zfx1cSZRz77IE6N746PTYs7dxq9fO0jgwqdYODIOH13XYYG4NW7ZsoX09HQlWaFMROSFHxgYSEpKirI6IZODLsGCTR+wSoEFk+kTfh0WyI6lh/jPf/8bpQO+z7eHN7Bz9Vn6T1vAsH7ONNU64WhnwmRpoebMGn7/Tg5JP/w+o1r3sWJfE2PnzmNglDeNudkQFoanXk/nNI7VV3awdOkFkuYsZGCsHw62GmoKd/Dn/1gHwZEE+LlegxZ2jkQP6IcmbR0rct2Z8/wCBvm3s3PZWxR5jmbu+GDOvv47dtiO5+UXpxHta+Fieg2+cRUsefk1TKOf46l54wi2HuVX//AOnt/6DS+PDwSjjdI3zS0ttDSUs/adxRgHzuXZyUn4OuuguZIVr79BSeQEnpo0EB+nax4MXWnHjx9nw4YNCFzrmLhJXwwfPpxx48YpE7Y7wYKYmBjFAkTmlQAAIABJREFUHbUzLPjb5B9yNHoCI+K9se/wbggfxYywcpa8sZWwGc8zeVAojcf/l//62MQLP/8uLVvfZEl+L77z/Sfp76+j8moJ6CvY8I+/YYd/Cj/71+/Rz62Ad3/1N4qGfpefzUnAUVtNQ50grGYlwWTZlp/ziy3h/ObtH9HXvWshJwKwVq1aRU5OzuegxNbWlrCwMKZMmUKfPn3uCgv8/PxUWNCVwaVuoyqgKtCjFBAoIDkJOsMCgfyXLl1SPDXF0BdoIH8EBHQkOJT3hABkSWrY0eQz2UbeLZ2PJ0BCvNJkfnbj/XFtrw4IK+AhKirqpuPJ4kFAQMA3ABZYMVflcvb4QcpsI0gcPJJg166+0e9luFkxlpzm5NHDNLoNYEDSMHxun4bdywHVbR9TBVRY8Gg79rGGBSJla3MlRcVXKK1sorXdBkeHFvLSDnGyKoCJs6aRkuBzm/u97PcwYIG40kn5xGsrpjUcW/YBxxqjGD0uluqDG9ifVYNLwnAmp/iQ9fZizuhHMWfBIEpSl7HjioH+SQOI8rXlyun9nG/0Z3xyL3L37SDd6Efy8AGEhwQRFuSPd3sGb/3hIyrc+pGUnIinzRVSl67G0u8p+ng3cybrKr7RccSHeuPi3YuwQB9cHW+pKNBSwo73lpPrNpBJE5OJ8LJHQxUH33uH1ecsRCfGEOJjuPYidfGnj18Na//8HvkeI0kZ3Y8Ah1L2LltDVZ8XmdWngWNHLhE3agYjBkTgpBj1Zi7sXM7adCtjp0xkYJw/xopDfPTBccKHTWZkcjDNBVfIzcqkpMUG2/p8PtuWR8wz3+P5CYn4O2qg8jh//u1n2E5YxIKUePzkd11sMlGQVehdu3Zx9uxZpU/EKBODtG/fvncEBXJoSSYnTZIuXZtUmDm7eSmrMx2ZPXcyfSK8buRtqEzjD//+F/Lj/4F/GGUkdc05+k+by9B+3tRdvEROdialbfbY12azYuMlkr7/U6a5XuDTtafwiu9PfKgPjj6h9AnxRq+7OUikMuszlm+pYcTsmcSHuiMRBzVXd/L677fh3LsfYUHuSo4CbOwJCnbi+LIPOGk3SMnd4WVoJ2vfRrJ0Q3lxgo4Pf/UGTs/8ie9MjsHjcw3T+dtLf8PjyZ8ya1Q0zvYXeGfhqxRO/w0/mBeHpqKI3LMnyTbZ46Ixkb73ENrkBbw8cwiBrvZoWurYtuR9stySWThlMP4uHeVMv7yDjEaj0i/79+9XJoMy2ZM41DFjxiBG8Z1AgRw1Li6OixcvKivz11oG/zftX0kfuIipA/1x6AjLCEgkwbyNPyzJIXnKFCJ89diY0vn4b3sY/6MfUrDy7xQO/BG/WJCAi2OH7jm89+RPODruP/nbcwnodWWs+9mv2BH4HL9/eQh6TQ1Zh49zrqoJe509Npe289Z+V/79jV+R5Ns1WCBjUjwLtm3bpgADqQceGxur3Lck7brbfYtXgaxuqZ4FXz621C1UBVQFepYC8g4QT7POxr0AfgH+8h4WWCDGvhj6HTkE5A7l56CgICXsoKOJcS8eB7Jw0/l4AhrkeDc8Bm/XSECDLCZ0Pp7MB+R3AnW72kwmkzIPlMWJuyVHrG+2kH6xTgHcyb3vFCh742z3H4Zgpc3cQF1ZEZVVVRjb2tHYG3D16YWvpzc3FZlqN1J8egNrVm2lJXIG8xbNJdQZWpuqqSm5SlVdAy1WDQYXb7z9gnF21t8cotrWTEP1VcpKjdh7BuMb4CFOlbe3tjry9y7hk9WHcBn2IosWTMXbzkx9VTkVZaU0mc3Y2bvg4RuEh+e1hNrXZn3ttDZWUV1yler6RlqsWpxcffD2C8LJyVG5Fqu1HWNjDRUlRdQ31NNm1eHs4YePvy8GR/vPFzNazA1UlhRRU12t2Ax6N198Avxw0Tt0ecGjq2NB3e7+FVBhwf1rdz97Pvaw4CZR2oyU5Rznsy1HafBPYvrEoUR7dXbuvrH1w4AF4konsXLXVktrSFu2lGNNkYyaPAqPih18sukCfv0nMSXFjWN/fJ2T+hHMmd2PSzs/YU+hAzFxMQR72GJqqMas78WgftHoSs9w+EIZTcZ6Smqhz4jxpASWsOStlVQ4xZOYEImLvYmqgiKcYkeREGDLxfPnqWltoangAiXaSCbNnMbAKF90nUGx8Sqb3l9OvvtgpkwaQuR1WHDo/XfZUh3OvHkT6BfWKQyhdD//8x9vcsV1MEkDovF0NFNTWIwmcgyJ9ufYmVZKnzGzGd43FIPiwmDmQuoK1qVbSZk8gYGSoK/iEB9/eEKBBSNizGxaupNiG1ei+sUT0JLL0uWnCJ73Ms+O64O/XgN1Gbz7X+toGzuf2WN63xMskCsQQCCrE6mpqcrPSUlJ9O7dW5lM3M3wktUKmWTIykZHGMLZLR+xJtORWXMmkRDu9Xm5xJa87fzqv9fjPOsV5sWWsenTDPpNncvQkGpWvLmdGldfYvr1xq8pkzc/TCfhOz9kUYKOc4cOUmJqo/HSWc63RPHsC/Po18v9pv4pP7OKZalNjJkzS4EF0nc1V1N5550zJM9dyJD4wBvGcV027/zhz6Rr+jCsTxCueg3N1WW0evVlXNBV/uc37xLyrTd5ISUU98/nVem8/vLreDzxE2ZehwXvLvoZhdN/zT9P8eDo2i1kN2gJ7NuPSKdWDm3cSEPv6bwwPZkAF3u0bQ3s/ehDzhsGMGfyQMXboKtRIqKvPCfSL2L8JyYmkpycrMSG3s1glv4Ug1qM7M6w4O8zfkzps3/l1VkxN+UsKNr/Or/5+BL9R4wg0F2urZHSy3X0H57I7sV/p3HUL/nxjCicHToeihzef/pVjqX8hj8/l4BBV8b6f/sNOwKf5fcvJdOSv5UlK7PwHTSI2EB3dNkr+fe1Gn7++r8zyLfrZSsFQF24cEHxepGJrYCCiIiIL5yMii6yuqXCgvt5Bar7qAqoCnRnBQQCiNdVZ+Ne5lCS2FC+LwUWyNxKgIJ8F4qHmTQx4MWw7/zOEONe3u+35kCQd7kcR453t9wIEn4gZRc7H0/mAwIkeiIssLRUUZB+iPSjZ6i3anFwtsGkbcMtNImk/qMU6N/R2puLOLX9E3amN9B74lNMGhqNprGI3BM7OHH8JFUmsLVqwMaN0IHjGDwkGT93g/LObzfVUJR7lJNHdnAuS0qcL2L81MG43WHQWWrOsXfF++wtcGPEwhdJiXOiKOc4J4+coqC8mnZNI20tWlzCkhk+eizxIf7KfMtUd4WcY9s5cSqdWrMGm3bQ2HkQPngCg5IG4eOmp7ksk5NHDpCRU0iLpY6mOhM61170T5nKoL598TToaK3KJv3UIU5lXKLRWEtToxFbBy8ihk5hWFISwe5fU7Lx7vyAfk3XpsKCRyt8D4YFZY11V64aisoquVp4keNHsmkLCqf/gGgCPH0IDApEbyom+0IBTW22OOrtMNUVk5uZTbEmkKETxjEsLhDDXcr1PQxYIK50IvjnsOCTD0lrimTk5BSiXSo4n1WKwSeM0OAmUn/3F046Dmf2giSqdi1nV7kPI1OGkxDshFajQavT4+LihH27kdqGRmqunmPL+lSM4eOYO9qJA0tW0RAwklEpg/B1urY6qjO44uxgi7m5gWZTI6WnN7Fmx2USpj/PpJF9cOvMTVrL2LVkCUcsCcyaMYaEICc0mmoOLX6XrTXhzJ0z/mZY0HSGxb/8C3kBU5g+ZQgh7tdIu63eFWv5QVZtzCZq2FSGD7zhWZCVupJ1Z67BggGxfhgrDrPsoxOEDZ3ECJ9L/O5/t+M1aRGLJg8ioOYIv/njNlwmPslTYxMUzwLzlX389bUDeM1dwMxh0XjdQxhCx2MmkwMBBjJBkBWCLwIFso+4Isq2spJxDRaYyRRYcN6RmbMnkRDmeQ0WtNZyeuNSPkizY/oL80gwnOfTD9LpN2UOQ5zSefU/dhLz9HcUjwifsr385HfbCXn6uzw1JAR7cx2NzQ0Un1jH2x+dYcg//pq5Q0Nx7YTiq3I2sXjVZYbPns/AmGuVD2qu7uK9d88ooQnJ8QE3YIH5Cqtf+zNHHEfz9OS++MrKv7zXHZxx15zlL6/8D+3zf8+3p8Tgqe8wjs/wf99+HfdFP2HmSMmJkMV7T/4bhdN+xfdHalj695W0Jc3iyQn9CdQ1seHdN8nxHcUz4kXgbA/maja+s4TS0JHMGdcPb0PXPQuUdYL2dsX1VJ4XqXIghvMXgQLZR9z0JcnVDVhwlr/P/Allz/6Fn86MvgkWlJ/9lD8uzmPcEwuIC3TCRmY1WhtcHOpZ89//y7ner/DzhX06edzksPiZ/8exsb/hT8/EK7Bgw8//g52Bz/K7F5Oo3f83/nTYjZe+t4jePgZsT/6VuX+s5NW//OKeYIHch1y/3IeMRUnY1TlG9k6vB/G2kLGrwoJH+/JUz6YqoCrw8BUQWNDxjr7T2cTIF1AgIWjiYSVw+W5NYIGEtN2aA+F+70LmA1KBoefBAhPFmTs4uH0v1TbhRCf2xtvdFpOlCa3Bn7CQODwMHRNCK03Fp0nduJ4rmnDGzZxLrJcdV85sYcu2rdRo/IiPi8FZ08bl7HQKWt0ZOmEhKQNisLPWkX9iKwePHaWoIJeiXFt6L/hnnnhhArfX77FQc2Era1dtp7HXeGbOmUqQ5TLH0lI5X2jExTMQN0cTZVknOJvbQNSoRcyYOg4/QzuXT65n045dNOkC6B0TjcHaQn5WOoVWX0ZPWsDIvpHUnl/HgZMZ1NuF4e+po6Uii4y0dPAbzpQFz9A3KhBz9iq2HTlNOaGE+Dhhqb3IucOHqbCJY9LT32H04Dg+dza830Gj7vdAFFBhwQORscsH6cGwIK/x7KathtSDZylsaqK2ppl2JV5Nj7t3b1KmTSDGpZR9O7aTnltFW7sNVqsjHgIUhg1lYHw4Xl9Q5/5hwAJ5oXWGBcc//Yi0pghGTkohIdCeNksbGhtbbGyusOU//8Ipx+HMemoCzjlbWLa7mNCU6UwdFoOzqYoyowVtQwFlmkAC/QNxa85i5QcbqQ5JZtqEaIo3fsyZ5iCGT55MQi93WgvPU6ox0GKx4OLqhaebCy3nV/LGxxeImLKQiSN649LZk85q5PyWJXx8Rse4WVMZ0dsfe001h5csZltNGLMFFoS63VgtttaQ/tHfWJvvScqC+QyN9cNanMVVOx9ctZXsWrkJU+Bgxo0eTJB7Pdmnyqm4eIiDRXrGThp/HRYc4ZOPTxA2ZBLDA4v46/8sRzvqBZ6dnoDl2Dr+vCSNXk/+A0+P76PAgvLjy3hteTFDnpnPhL73luCw8xPSkUhPjNEvM7gkmZwYsuJZ0BGGcG7rx6w978iMWROJF1hgNZF1bAsf78ompP9EZo7ug67xCEsXp9N3yhyS3S/wn79ejvucH/LipFBqdy/nf5ek0+cff8xk3zLsvBMI8HTGfHYZP/9dGkN+/BNmDgjGuVP/NJZnsGTxFsLGzGFU/0ic7W2oLdrF++9lkDRrAUmdYYG1ifPr3+PtIzD1hacYFe2FTV0JRS12eHu0c+aN/2J1/SBe+NZc4gNayNxfhn//Blb++H08F/2IGSOuwYL3n/4FhVN/yffH2LHi70soTVjIP87oj3NLFu/85j2akubxwswhCiyw1Jfw4ZvvYJ88h+nDeuN2DwkOP1/NaG9XgIxMxL6sX2QfCR85f/78TbDgzdmvUvrMn/nJjKibYEFTeTrv/nU1PhOfY8aQSOWzquxTtAaGU7rhDf5+wpnnf/gSQ4N0lORdxqqvZfurv+fkuF/zp6fjlTCEz375X+wMeJrfvpBEfdpb/CHVlm+/8hy9/Wo5/Nvf8FqGN//2t18y8B48CzpDLLnnriTOkgmyrG51RaMuvxnUDVUFVAVUBbqBAuKyLyGDd1vxF1gg8zXZRjwLvggWiCeAwIJbcyDc720KLJDksz0OFpgvc2zD+6RltdN3xssMjAtS8h61W8XrVYONrZ2yKKW0NjNX0jexec9xnKInM33CcJysVaRtfI89ZyuIG/8c4wbF4qC1UJCxjc2bD2GIncjMORNwbcrhWOoWCowGXC2XOZWaj+/U77HoTrDAVE566lI2Hq8mLuVppo2MR2euoqSiBKPWBS8PLxxtLJRkbOOzTz6i2nc8s59+mXjPBo6se5N9OUb6TXyG0f2isNe2cunURjZuOYFn/6nMmJ6CoSGf8kYz9m4huAsIMeWz76M/cyjbQvLCHzImuS+6ukwKqo3Yuofh62JAYy7g2Kd/ZPPeHGLn/YyZ0ybjfada6/c7gNT97lsBFRbct3T3tWMPhgVFjcVZOYa8y2VKaT2lup5G+R87ey/C46Lwc7VQciWPK8U1mMwSvu1OQEgoIUGeOH2J8fIwYIG40ong14zTOs6sX8NpYwjJo4cTG+BwPfZK+vEqu/7yLmcdBjNpzgQidGWk7d5BWrEZB70TEjnlFRVPgmcVp9JLqGoCO0s9dRZ3EseMIKl3MK0FJ9l18CRlRi16RwcsRi3RQwZg31DApfwyzFYtreWFtHj1Z8ykEcQGutyUQE+uojFnB3//5CSuQ6cyZ1QCvo4NnFjxKXvqgpkyeRTxvVw6XTMYi8+ya/tu8pp1ygvZatYSPnI0A8O8KD+9h32ZBVg09jjqGqm2hBGjryS/wYXhY0bQJ8IHU/VJ1q/JIHjAaAbH6rmYupoNORbc3V1xN1dwNL2a+CdfYN7IWLyo4tCq99ldF8mMWeNIDHa77frv64n4kp0EFnR4FlyDBS1k71nDql0XcfLxwc3VAW17G03GVnQhiYxP7kOwpxON5YdZufwcvVOmMCBMw7lNn7L+kh0BPi44N5Zy4HQNSd95heG2Jzh+rhGLRktrWQGVrsnMWTCCKK+bExy2NVey/qMPKPcdysyUgQS4OlBfepBPPzlPv0kz6B/jp3gbdDRzeTa7Nm4m3eisJBvUWLQE9k9mSHwYtmWn2bhxN2W2Xrg6mrhUHcLzT/uw/w+rcZ/1XSYkhWHQ5bH8n/6H4nH/wovjAig7soGPTtYT7OOCXtPCpczLuI6YzRMTB+DrbEfVhR18sCGTwTOfJDnGDwfxtnjIrX///kqFC5k8XmtZfPjSb6mY+2u+Nykcfafamu2tTZxJXcfui3W4ODmhs9HQrnEnZc4kfBpy2b52A2fxI9gJqprsGJESwcW/LyFz5I/41dxoHO0q2fGHv7Dfdy6vLuyPTVU6Sz/dgVHvg6dBi21RFqkFXvzgv35AonfXkzvej0QSgiCrWyosuB/11H1UBVQFurMClZWVCgi4U5UCuW55D4v3gYSuSV4BAad3a2Lcd8CCux3vXrSQ+YBUX+hpsMBUmMrWlcsp1A1l4pyZ+Oklpl+Lrc4BB0cHbG1vVPBpM1VzasdSDl6oIn78C4zuF4G1IYvUlR9xsc6blIXPktDLCxuNlbqCI2z7dBlFhr5MeuJpohzrKSuuwKp3pun8GtZ8cAS3id+9AyywYiw9w87VH3DWFMr4Oc8yONwTreb63P7zRJNtVGansmHp+5S4jWDaUy8Ro7/E9mUfUWgJYez8J4gL8lSupTZ/P5uWfUqlz1Amz1tAjOf1EAKN5vq8tZJjH/83u0/VkDjnXxg9JBEnWyvyH5qOXAjVnF3xW9ZsPE2vWa8yc8YkvG4uG3Yvw0Xd9gEqoMKCByhmFw7Vg2FBbSPw0PKkPgxYINl2b2R4b6Hq8iWqLE54+/viZuhcWq6JorNZ1Nh4ExQmrlc2tFQXcD73MmW1EhzmRGB4OGHetpTk5lNYXksLtorXRERoIG56HZq2FooLsskvLKXZ3A56f+LiQtGbK7iUX0hNsxkrenr1jic0wOPOrlXNxexfu4KtZS6MnzyN4THuNBTkUdziRHCwH+7iWn6LDVhXdIELeUXUGdvA0Y+4+AgCPAxgrOFibi7FFXW0tllx8I8kxKmNJrMdvgF+eLg40Gaq5PKlagxefnh7umDXWMiJ85eoqm/Dy8sVo9GKR1gkYT5ONFw8yNr1aTgNnszEob3xvkm/Loz8+9zkdljQRm3xZXJzr1BjapHXDKDFxSeE6KhrBFs83Fuay8jPr8HdPwhPdwO29Zc5cvYy9c1WfHzcaGhoxzcmBn/banLO51PdLMcyENK3L+He14zZm1qbiaz9n7Eqo57hY6cwJMYfW0s5eRdr8Azuhaer/pprfadmKsviZFYRjSYL6FyJiI2hl4+rkiSo5vJpMvIrMbW2g3cUw+KcKMm4hC4kjkBvZ+xs6sk7dIbmgASig92xN5ZwPPMiNQ1GbG1dcXGxx8EriHAZS9Zadn34J87ZDGfW7LEEuzvwCFgBAgs6Sg9eu+3a/8/ee7BHkWYJum+m0kkpb5CQdyBAeO9BeCgQvmx3TXdP9/aY3TG7997n3j+wd3end+e5vePaTHV3GSgKK7z33iOBMAIE8t6mXNr7RAojhEAghRKldKJbT1VBxInve8+RFPHmZ3hw6gatSZMYFROArlMjbI1l3L5zn8qGVrds9I0cyeTRsfjqtLSV5nAhtwyr3Qn+EYxNj6Hpzn1qosYyMSkInbaVolu3KfNLZGxSGAaNjSf3b5FXVIvT5U9qahBFpU7SJ6UT5vtuWyf2sCTd6xUo0xVEFvSUoFwnBIRAfyWgyAJl7Zo3jSxQ/lyZuqV8KS/tyroC3ckC5fnuTfHeh8NzWdDdVLFXfg9/8AUO7ZRf+QM7vttKse8U0sclo3e2YrM04jKEkjh+lnsof7Bv+/5YLVW3Obbre560RrNgzWekxYTQVn6Jvdt3Uqkbzcr1a4gP93e/gLeWZ3Nk67+S05LMgvW/ZGpS4LPRpxYeHf0Nm78637UscNkoyTnA3j3H0SQtYMXKpcQEvp5Hl7ONgqs72bHlMD4jl7N64yrCmq6w64c9NAVOYsWalcSGmt1taSm9zoHv/4X7jGXJup8yIV7Z0etlJhyWHA5/9WtulIYz9/NfMnV0Ip1nsjqa7nLqq//Ogasupn/59yzLGI+5LzaBeJ+ik3Pb67K+lNQYX9JSE9w7nDw/lLVMlC81vr87o1ZE47uIwV9tecjKGVGMiO9qrz3vTKDIgjfkra9kgbLibuf94/tv6SiL7F1ly85dVPuNYOHij0hPCH91ldwP0PiW0lz2HTlBmSOOeQtmkRYXiuFdV8/rZXuV1YuVH0LKdk6dt1jqZej3vNxFa8VDsnb9wGNrFDMXr2Vqcgi+HT49f8+A6pxe+4gTZ09x8noF8zO/YOroGPz0zy29Ord4UxRlu8vs7OwO0xD69n79JbqyXoEyFFZkQX/JiLRDCAgBtQgoIwby8vJUefhXXu6V3XU6L5jY07YqzwPKLkreJQuayT/2T2z7Zg81kRlMmJ5OmL8Oe0MBT+7mYg8azayPPmNMcvtOYRW3d3H4yCk0SStZumQu4X56morOkLVrD7V+E1mzJpOY0Pax+dbKXI7t+Ceu1MaSsfavmTU86J1kgdPaQM6xTZzOKWfYvI3MmzTCLe07H9b6fM5nfc3p3CbGLf+UBTPGQtlptm/fjzV8JqtWLWdocPuLY1tFNoe2/JpbbaNYvObnTE15Li6UhYGqeHRuE7u2nUE3KpOVG9eQFBHw6m4HtjqeXN7K9q/3Uhe9kDV/9jnjE8O73D2tp/Uj1/WcgMiCnrPryZUiCzwoC5RFerxLFihj/Fp4evsM9yucxI2YQnJMGMZXd/HrSd316pqWijwu3SslMDKZtIQozK/s8dOr0N1erGxTpwxf/PCyQJlLaKXk/iVuPqlnyMjZjI4L/uAih7p8zly7TY0hiTkT0wjx0782+qRbyD08YfLkyW5Z8HIaQg8DedlliixQhsKKLPCyxElzhYAQ6JaAIguUXW7U+KRQbVmgPA94nyxo4OHhf2bnpvOYZv6cVevnMcRPD/Z67hz5LeeuPyF58d+xcNZ4zLp6bu//d87fqmL48l8wc2yi+4MZtWWBtTGfk1k/8LQphNkrN5AWHdrF7km15J3cztEDV9GlL2LBssUkRgTSUniCbW+QBQe3/Jrs12SBsnj0AQ5s2kaRcTTzPvkxU0cn4PeKnGih8s5JDn+/hbvNsUzf8AVzJg0nqNMW1t0Wr5zQZwREFvQZ2i4DiyzwsCxQ9vf1npEF7XCc9jb3cGwfnRGdzjOfEr/t28DlsNGmtMdHj74L+9yX30LKw8HzkQUvV93vyzu+PbbLYaXNakejN2HoB7nBaaOlzaYsEILJ0LfD7zuTmTJlCrdu3Rp0skCZoyuy4MN9D8qdhYAQ6DsCykOqMrJAjTUGlJEAz0cWqBFPeR5QduvxrpEFVgrP/Au7thzBOP1vWf/JEsLcMw5cPDz5aw4ePU7ojP/CioVz8Ws4z6Hvf89jx3iWffYL0qLaP7VvrrzK/q3bKWcEKzauIzEioH3of9kNDv/wW3KtqSza8B+YlPB86P/bpyFU5+3n4IFjEL2YJUsXEhHQPgXi5dFKxe3dHPh+E1V+M5i/4c8YnRKJ0UdDU/kFsjbvotE8nuXrVrnXiFLa0lx8hf3f/5ZHuvEsWfdnjItVdhKzUZt/hqObfsONiqFMWfMLMmaMIMjU8VnFiaUih7PbfsOlRzpGLfkJGbPHEuahqa599500sCKLLPBsPr1WFlRXV1tcLteLNQs6Wmfl3zv/93Osz/+8u38qIwCU+SnK6rqdVyRXVsJXXhSVXxTKL553PZSRBd4oC961f4PhvH41smAwAH+PPg5WWaCMLFA+3ZKRBe9RLHKqEBACXkFAeUhVa2TBc1mgrB+lxkiF3sgCRVYEBAR0+XO7scXB3cJWAs2+TBsV8tY8KXxyH5ZQb/VHZ3y359G6nO/YueVbamM+Y+PnXxAX5APORnIO/G+OnM4hYfF/ZsmcUdRd/opdO05imvLnrF2/gvBnywi0NeRx4ofvyKsNZs7HXzAmPgIf7FTcO8ae77ZTHzmTlV98zLBQv2eLCb5FFrgayT34G05eLSRp4S9WjTMJAAAgAElEQVSYN3U0fi92fnLhsDVQeucYp/duosCewJSPfsG0sWn4G9sXIGitv8eR776lwBrNvA2fMDImzN2WsjsHyfo2i9akDFZ+vJbkYB11RTe5dPA7sovsJM3+krnTJxMZ0HG6g5OW+gJuHvuOy7eLiJywkTmzZxEd3L7dtBz9h0B/lgX/sPkBC8YFutdUGChHU1MTJpPpnXbo6kd9btIosqDjAodvkgNKo7sTB12do7zUK7JA2cO884IWyhB0ZQGN95UFSkxl1V41jHY/SsagakpwcLC7niwWi9eNEBnoiUpLS3Pvtf1h15LwPGVlaK3yc0pkgefZyx2FgBDoWwLK85ZaWx0quyUoi6EpC02rIQuU5wFlgdl32eL2OaXWZwscKvdX2qNs2dz5aGy2c6egBX9fY5/IAnvZBfZv+RcuF4cyY+knjIoNwlZ7j4vH91JojWfBJ79g/NBGLm/9R47eMTH90//MkumJPP+839FWza3Dmzh15QGhY5cwacww/F21PLxymPPZ1STP3cCKxTMI0Ttpqq+msbGK/LM/sG/HTfznfMLy9XOI8Q8mMDAQn4ZbHNn8G+41JpHx8c8Zk6S87Lcfyk4MT3OOcGL/Dh7W6Rgxcx2Txo4lSNmRwMeXoOBQ/HRNXN//NWduFRI5fgkTR6Xg56zi/sWDXMi1MHLhxyzNmIy25jYXDn3HldxiItKXMmXiFCICDOCjxz8gxC1uHA0PuHFyK2cu5WCMn8mUafOIDlNGJGgxmYMIDArGqO+4x3jf1r5EfzOBfi0Lvn/A4gkhDIsdOPtsKh+S+/n5vdMCj/2obps0dXXetxuC8ktisM2n7kdFo0pTng83VF5I1XjYUKVREsRNQBnlo9jPwZYXg8HgNr5yCAEhIAQGGgFlFGdLS4sq3VJ+fysv9sqzmBqHEk/52fs+ova5LFDaoYx06Eo0NDTbufmwHqNO2yeyAGsVDy7v4cTB41Q1+eDrZ8LhsmL3jWbElGXMmj0BXcEhdm7eQln4UjZ8/iPSIgwvkTltVD66yIVje7iRX4PWaMZMGza7D2GjZjFj3iLSYiJwtRZx+/RBrl/LoaTwPo/zKtHFp5GcNpy0sXOYMnMSxsdZZGUdhRGfuBcojPJ//jLuwlJynRPb/ol9J69jD0oiMS7Wve25+wgcxpS5S5k8Oo76vPOcO7aPWwX16Ix++LnasDl1RIyey8y5C0gd6s/jU//G1k3f8KgplJj4JEL9/dpHC5giGDEpgymT02nJ+Y5t3/w7NytMRCYMZ0hwYPuuUj4mYkbOZvrMOcRGBL2yZbgadSQx3p9Af5YFshvC++ezj67wTlnQRzAkrBAQAkJACAgBISAEhEA/J9AvZAFO2hpKKbx7gyf5hTTaHGjNoUQkjCE1OYUwcxP3Dv+erNPFJCz5JWszxuD3ysLWLhytDVQW5HI/L4/K+mZ80BMQnkDSqHRiooZg0vlgb6vkSfYV8vKe0mS3Ybc5QKdHbwgkMmk0acMCeHr4txy77WDsmv/IwknJGF4MtHDRUvOEB7fO87CwCodWj67jrld+MQwfM5m05KFoW+uoeJrLvbyHVDe24IOBwCGJJI9KJ3pIOEadg9I7J8nOvk2dzYBO12GNAkMQscPGM2J4PNanF7h1K4eKVmU9LN3LRRa1esLjxzBi1Ggigtu3ZpTjwxIQWeBZ/l67ZoE3jizwbGrlbkJACAgBISAEhIAQEAL9hUD/kAXK/FwnDvcLvA2Hy4VG64NOb0Tn40NL6QWOfP97brWks/iLXzA9sX0Bw1cPFy6HHZvNit3hBLRoFRGgjN54/lLvcmCzWt1TA12vXKxxn9taeJi9f/oDhYGLWfXlTxkd+eoIOZfT3n69w/F6+jQ+6AxG9O4XfxdOhx17h7b46PToXrRFWfugzb3WmPPVhrjb7aM3oNf7gN2KtctzQKtTzjG87Ft/KahB2g6RBZ5NvMiCN/AuLCx0D2tWVhrvvGaBMt9NGe78vmsWeDa1cjchIASEgBAQAkJACAiB/kKg38iCNwJpo/TmPvZnncQxfDkr1ywl2vf1dRV6z7OJ/JNfs2v3dYLn/JjMlXOf7crQ+8gSYeATEFng2RyLLBBZ4NmKk7sJASEgBISAEBACQmAQEuj/ssBGY9kTnhbWYoxMICFuCIY+2QqgldonD3hS3ExQ4nDiY0KRpQMH4TdED7sssqCH4Hp4mVfLAqvVYi55UkBRSQWtdg3+oZHEJccxJNj8YtVWsGEpfcrT/GIqm21o9H5ExiUTFzMEs/HNtlRGFvSwouQyISAEhIAQEAJCQAgIgdcI9H9ZIEkTAv2fgMgCz+bIa2VB+aPrlms3rpkv3yikvrWZVmsrGq2ZqLEzWTJ7EiMilf1mbVQ9usmlU2e4VVCNAz1OO5iC45mQkcGU0YmEPNurtTN2kQWeLUS5mxAQAkJACAgBISAEBjIBkQUDObvSN08REFngKdLt9/FaWVB0eacl61KuuUYXR1psGPrWUrIvXeVOhZn5a9fz0exR+DY+5OS+LA7mNpGUPoYJiRG0Vj/l4tU71EdN5ZNVC5gcH9glcZEFni1EuZsQEAJCQAgIASEgBAYyAZEFAzm70jdPERBZ4CnSXi4LKvKzLU9q28yGkKFEB/mhs1dxZe82tu+/wZAFn7N+5WxMj4+zbedJyqKmsyFzAeOGmrG1lHF+71b2XGljxpq1rJg1DHMX+6CILPBsIcrdhIAQEAJCQAgIASEwkAmILBjI2ZW+eYqAyAJPkfZyWfD61okN3N6/lR+ybhC68BPWrxhH/YW9bD9ZRHLGcj6aO5pQg2IF7BSe38Z326/iP3sDa5dPJ+bV3VrcZLqTBRaLheDgYHx9fT2bMbmbEBACQkAICAEhIASEgNcRsFqtNDQ0YDAYiIiIwMfH57U+NDTbufmwHqNOy7RRIW/tY11dHfceFVHR4IPWGIRG0xc7F3gdZmnwACbgcjlxNpczPCGIpPgYjEbji962tbWhfLlcr+2R2WsiZrP5td3xugr6qy0PWTkjihHxynT4gXF47TSEzrLA3pjPyR3b2H3VyvR161g1I4Lcw7vZccvGnKVLWTo5Af2zvV9rc/by9Q8HaE1bx4aVC0kJfj2Zb5MFVVVV1NfXu3/Id/WDfmCUhvRCCAgBISAEhIAQEAJCQC0CTqcTh8Ph3po7PDwcrfb1l/v3kQU2m42KqhoePa2gorYFp1P9lyS1+i5xhIAaBHQ+GuKjAklJHEpQYMAr30MiC9Qg/HqMgSEL7E08uXmaXVkXqI6cwJo1GUwIt3LpYBY7cmGBIgsmxKF9Jgsacg/ypy1ZNCavY+OqxQwLfT9ZoAwja2lRfig7+yYrEnXAE1BGpiijUkQ2DfhUSwffkYDyS155cNbr9e94hZwmBITAhyagfIJnt9vdzZDv3XfLhkajwWQyuZ8BlH/vfLyPLFCuVfhXVtW4v+S59N1yIGd5LwGdTkf00CEEBwW+JttEFvRNXgeALHBQV3SHo1lHuFsfzOQVi5k1OpZAexUX+kgWKL8c+2KIS9+kWKL2RwLl5eWEhIS4hyLKIQQGOwHl52ljY6P7+0F5iJZDCAgB7yCgvJwqD+jKP5VhunK8GwFFEnQlCpSr31cWKNco/J9Lm3drgZwlBLyTgPJ9owiDrr5/RBb0TU69XBa4zC0NpVw9cZDL95tInLqAuVPSCDfr0DhquXFoD9svNjBx6VKWz0jF1z2ywEnZlZ18u+0UPhM3su6jOSR0Ma3kbdMQ+iYVEnUwESgrKyM0NFRkwWBKuvT1jQSeywLlk0lZB0YKRQh4DwGRBernqieyQP1WSEQh4H0ERBb0Tc68WBZUWSyVBeacy+e4/bSWsLQZTJ0whugQE+2zDVp5cvEw2/bexjQ5g9WLJxNn1uNoKePy3q3sOFPN2MwNrMwYTcjr68u8dYHDvkmFRB1MBEQWDKZsS1+7IyCyoDtC8vdCoH8SEFmgfl5EFqjPVCIODgIiC/omz14rC4ofXLJcPX3EfPpGAYahaYwbO5qhwWZ8tKDzC2JoZDg+9ffYv+0AtxrMjJg0mZFDTFir7nPh7B2qgseQuXYRU5LD0XXBVkYW9E3BSdR2AiILpBKEwEsCIgukGoSAdxIQWaB+3noiC5RdEZQHelmzQP18SMT+RcC9ZkF0NH5+fq81TGRB3+TKa2VB9qE/WHbs3Ge+VuYiKCyC0ABffJ6tE+MfPYYFC+YwJkFPwbWLnL1wjdzKVjQuLTqthsDIZMbPmc2kkQmEGrsYVtDN1ol9kwqJOpgIiCwYTNmWvnZHQGRBd4Tk74VA/yQgskD9vLyvLFBEwcP8EirqWpHNENTPh0TsXwR0WkiMDiYxPvq1NY5EFvRNrrxWFuRnn7fcz3tqrmxxunc56LierCEwmrS0VGIizLia6ygvesLDokoaW1zofQOJSUogPnoIZqOON+1IKyML+qbgJKqMLJAaEAKdCYgskJoQAt5JQGSB+nl7H1mg7Kz0ML+Y4mobTl0gvPGpVv12SkQh8EEIuBzonbWkJYYTGx35yi4sIgv6JiNeKwtqa2ssLhfmrnYlaF9lVkv7jjTtOxe4XLi/lD972yq0zzGLLOibgpOoIgukBoSAyAKpASEwMAiILFA/j+8jC5SH+NyHpdRb/dAZA9RvjEQUAv2QQGtDKSnRvqSlJryyKLLIgr5JltfKgrq6OgvQZ/v0iCzom4KTqCILpAaEgMgCqQEhMDAIiCxQP4/vLwtKqLf6ozN2sbWX+s2TiELggxNoqS8lNUZkgacSIbLgDaRFFniqBAfnfWTNgsGZd+l11wRkGoJUhhDwTgIiC9TPm8gC9ZlKxIFFQGSBZ/MpskBkgWcrTu7mJiCyQApBCLwkILJAqkEIeCcBkQXq501kgfpMJeLAIiCywLP59FpZUFVV5Z6G0HHNgva1CVxugp3//PmfvenPO16jnFNeXo7ZbCYiIgJlmw45hICaBJqamtyruPr4dL0bh5r3klhCwBsIWK1WtFqt/Lz1hmRJG4XAMwLK85LD4XA/c+n1euGiAoHGFgf3itoI8vdj2qiQt0ZsX7NApiGogF1CeBGB/iwL/sfmB2SM9Sc12teLiL69qc3NzRiNRm97Z2nSVFdXv1iz4G2CoLME6Iij83UdRUJpaalbFkRGRsrD64Ap9/7TkYaGBvcesSKi+k9OpCUflkBra6v7F5G8cHzYPMjdhcD7EFCem+x2O8oIA+VhUo7eE1BkQW5BCwF+pn4jC1wOK20tzdjQY/I1o++jzzlc9lZaWppxak2YfP1QtsmTQwh0JtCfZcE/fP+AheODGBbjN2AS19jY6H5n8bIPOJs0ssDhgKnBQdkRmYYwKNMunX4DAZmGIKUhBLyTgExDUD9v/W8agpPm0hyunj1DtX86k2fPIy6gL97iHTTkn+P8qQvYYmYzfc4sIkzq85WI3k+gP8uCX215yMoZUYyIHzgLjnrtNASRBd7/zT6YeyCyYDBnX/remYDIAqkJIeCdBEQWqJ+3vpUFNhqK7vDw7h0qmtun7b48NPgGRZMwfAwxUeHon/sAh4Wnl7azbdcZDGPWsmHDcob6umirK6bkQS5F5dW0uLQERySQkJpOeFgQPh1dgr2BauWejxrwj0snZXgsXToAezV3D/2WzXvuEL3o53yyej4BmmaqCvN58vgh9ZYmDOYhxKSMIDY2Cl+9DvcO6ThorSmk5MFdiipraEVLyJBkElNHERoS4G6Ly+WgobqUpw/vUlFZid3pS1jsMJKHJxMS4Mfz5rY0VVOQd5eS4mLa7HqCo5JJHJFKeJA/MiFZ/VrvaUSRBT0l17PrRBa8gZvshtCzgpKr3o2AyIJ34yRnDQ4CIgsGR56llwOPgMgC9XPat7LAQmn2Ac4cOcqjGscrjW+prkUfnMbsjT9l+oRh+D57g3ZYCri8/ztO3rczfsWPWDQxAXttPrfP7OTchUvUWPUYXRqcmgASp65gzoIM4iIC8NGAo7mS/JxjnD2xh9t3jYxZ9TNWbZhNaBfY7NU3ObzpK85Xx7Dw458wK0HDo5xTnDtxiadV9bh0FuzNTsxJs1i0bBWThidg0EFz9UOyT+3g/KVr1NsNGJwunJpgUmauZPb8ucSG+dNYeIVzxw9x7V4RDhpprGlE6x/PtGUbmTN9GpGBJtrKb3LxzBEu3MinxdqApcGCxhDKsHnrWDRvPikRA+eTYvWr1rMRRRZ4lrfIApEFnq04uZubgMgCKQQh8JKAyAKpBiHgnQREFqift76VBVYsVU8oKSykvqXDyIKGR1w6cYinzjTW/OSvmZYe++yTdBeWoqsc2b2bUuMIFq9eQ0qwlvyrO8nafxCLOZWpE8YRrLHzIPscufVGpi/9nKVTR6F31pF3YRcnz1+gtLiAinwj6R//DZ/+ZDERr2GzU317D9u3H8Oaupw1a5YypOUB588f5l6Zi8jYVML9rRRnn+HyzVKSZn/GmjXLiDE7eXjpB3YdPI4tOI3J48YQ6Grj3s0z3GsOZt7yz1gwKY26nC2cunaHtqDRJEaasVbmcOn4GVqCp/HRF3/OpBFxtN35ln0XblJrGkNafCjO2rtcO3KYJ9Zklv/Zf2LRzDH49dFaDepX0cCOKLLAs/kVWSCywLMVJ3cTWSA1IAQ6ERBZICUhBLyTgMgC9fPWt7LAvV0Y7v89dwUuO7XZm9mxbSe1MevY+OnHJIU+myjgaCX/WhYHTt0kJP0jViyYjp+jggtZv+fU3XrGL/8ZCyenYdTaKMg+QFbWCQypC1mzdjkhbY+4cuIQha1+BFofc+1QHuHL/5JPupAFrpZSrh/+IwduWBi9+Mcsm5GGvq2G8qoKrMZghoREYNLaKck+wK6vv6IyYiGrf/TnpIfWcW77v3H2sYOpH/2EeeNTMWht5N/Yzc6sswSPWc6qlQsJaH5KdasDv9BEQnyNaNoec+JP/4NTt61M+fjvyJg+HkNDLkUNNoyhyUQGmtFan3Lhm/9O1pG7pG34f8hctYyIgbPAvfqF68GIIgs8CBvwallgt7eaayurqK6px+rQ4BsQRNiQMILMJjrLP0dbPZUVNdh0/oSGheJn8Hk216lr4DINwbOFONjuJiMLBlvGpb9vIyCyQOpDCHgnAZEF6uetz2VBpyZba+9ycec/ciLbxpjM/8KyeaNffIJuby7n8oFvuPyomfHLvmRmegKO+tsc/mETT5pjWPTx54yICcVH46Kx8DKHvv+aJ4Z0lnzyJSMDWqiurAU/X+pv/cDWP5wneMlfdCELlNELVzi4bROPNGksWfsZ4+OC0bQvSNDhsFN59yhZf/wjFRFzWfnFl6To8ziwaRNlmmEsWr+R4UND0GpcNDw9z77vvqE0eApLN3zKqCHmTs/8FVz403/j1M1Gxm38W+ZOHY35tUUJKrn13X9lx75cktf/X6xcuZAw2fBD/YLvQUSRBT2A1otLvFYWVD65bblz7475Zk4RtRYLbbY2tIYAhqZPZvbEdJLCXm5ZYa15wp2cq1zJLsM/eTyzZk0kLvjlgiZd8RNZ0Iuqkku7JSCyoFtEcsIgIiCyYBAlW7o6oAiILFA/nZ6VBS2UXN7Kjq++pSp2Jet+/nNGR718Pm4uu8bhrG2UuIaxeM0GUqICaSm9wJ4du6jWj2XV+jXEh5ndENoqcjiy7V+5aUlg4bq/YFpKEFr3C7+FR0d/w+av3iALnG0UXN/NnoMXMI9Yxorl8xliNrwG1uVo4dHFH9i+/RT+4zJZs245QQ0X2bF1Ly3BU1m5+iNiQtqf/VvLbnJgyz+T6xjNkrU/Y1JiwLO2tIe1VV9i71f/zJ26JBZ98QsmjYxF30lO2Gqvcfj3v+Lo3QAyfvK3LJmTjuk1gaF+/iVi9wREFnTPSM0zvFYWFF/ba9l/Jddcbg8nPiIAbWs592/lkm8JISNzNYunDSdQb6Pq0R1uXDjFrXIL5UWtxI6dwtKVGQxTFl95C0mRBWqWmcTqTEBkgdSEEHhJQGSBVIMQ8E4CIgvUz5snZYG94QHnd/wLe87Ukr76P7L2oykEdXg4LrvxA0eOn8cwcgNLFkwnxKSjqegMWbv2UOs3kTVrMokJbX9Bt1bmcmzHP3GlNpaMtX/NrOHvJgucbfXcOPwt5x/UMirjE2aNS8H0ynYK7Yzbau5zctufuPhUw9TMz5k3aQSOklNs374fa/hMVq1aztDg9nkCbRXZHNzya7LbRrF4zc+ZmhL4Uha0lZF75N/ZkXWD4Omfkrl+hfsDxFc8gK2K+ye/Yeu3x7CPXsOGH20kfWjQW0ckq18JEvFNBEQWeLY2vFYWVOTfsjyqajL7BEYRHWRGZ6/i2v6d7Dpyi8iML9iwcj6Jpgou7TvItRIrYalx1OfcxRmRzPwVIgs8W2ZyN5EFUgNC4M0ERBZIdQgB7yQgskD9vHlOFrRSfvMAu/74A8URs1j90y+ZGB3Y4YW4llt7fsfFnAbSM3/J9PQ4dBpUlwVtDY84sWsrxW1DmLtqHSlRwS+2MnxJt5p7hzdz+GA2AVMyWbQsg5gQM80Fx9n2XrKggaLzO8n6ZgeVoTNY+qMvmZg2FGP7EIhnRzNlNw+z79sfeMwIMr74MTPGJWJ+5Rz18y4R352AyIJ3Z6XGmV4rC2pray2AGTTP5jVZyD24lS1Zlwic+xnrV80j0dhAwcNCGvUhhAVZubTrAGXGGOYtF1mgRvFIjJ4TkJEFPWcnVw48AiILBl5OpUeDg4DIAvXz7ClZ4Gwp5vqBr9l+5AkpS75kY+YMgl58ou+ipeQkB7//E4U+01j++U8ZFtG+6GFz5TUObN1OmWsYyz9eT1KEIhhcNJVc5/CW33PfOZxFG3/OpLiAF8/nb56G4KLy7m4OHjqDLnEZSxbPJ+yVxQNcONpqKMrO4mjWAZpC5pKx7jNGJISj10JT+UV2f7+Ter+xLFu7moRwf3dbLEWX2b/pd+QbJ7F0/Y8ZF+OPy9FERd4JTmzbxL36BKat+xlzpqQS0GH+gctlo67wKmd2fUNOiT9jln/JnGmjCDE920dS/XRLxB4QEFnQA2i9uMRrZUFdXd0zWdDee0dLMeeztrHrdA1j12wgc+EYQjoMpWptKODwln2UiizoRbnIpWoREFmgFkmJMxAIiCwYCFmUPgxGAiIL1M+6R2SBsgNC/gUObN/MXWsSyz7+khmpkS+H6jtqeXjsd+zaf52wub9k7aoMgvXtfbVa8jm9/RtulxmZse7HTEodio/L5t6pIGvrXmzxGWR+spbEYN9noxTesmaBvYobe3/D2Zw6Ri77ObMnpmF68ezupLW+iIdX93P5wlmaA0czZeGnjBmeiN+ztrQ1POT4lj/xoCGU2Ws/Y1xSJD4uK4U3drPrh0P4jFjGynUriTU7KL13hsun9lPcGszwmR8zZVw6oX4dRxTYqC24yZWTO3lY4SRh8lqmTppIeIBeph+oX+a9iiiyoFf43vvigSELHC0U373A3l2neWpK46O1i5mWEv5sj9h2JiIL3rs25II+JCCyoA/hSmivIyCywOtSJg0WAm4CIgvULwRPyAKnzcK9s9+x78glgsd/SuaKDCL9n72BA/bqGxzb9I+cLohk/hf/hQXjo16s8+W01ZN78nuOnryCJn4GE8aMIMhVQd7Vk+SU6Bm79FMWzx6Pv9ZKXVkR1dVl5F/K4ti+XPymZ7Jg1Qziw6KICA9HV3OZA5t/xyPHWJZ+/DNGxgW9mIJgs5Rw7+IODh86TAVDGD11MSOSnokCfQBDomII9XeSc/Rbjp3LwZg0k3Hpwwl0lHLv8gnuVJqZvPxTMmaMwVp4huO7vyW7sI24MRmMThtBoK8Ojc5ISPhQwsPCsFVe4ez+b7lwp5ywYbMZO2Y8oQG+aLVazMGRDBkShZ/p9YUX1a8AidgdAZEF3RFS9+8HgCxwUF/ygNP7j5BdYSR94QLmjE8izPjqHigiC9QtHInWOwIiC3rHT64eWAREFgysfEpvBg8BkQXq59oTsqCtNo9Tu/7A9WIdM1f/jGmjEjD6PP+U3UrVre1s+34nDQlr2fjpRpKCOzxTu+zUFd7iyrEdnL35kEaHFjMOdL4RpMxYxqw5c4gPD8LR9IRrB7dx/vw1yiqKKC2qRzsklqEJyYycsoR5C2dizNtO1t6zmMZ/SeZHiwjzfT7c30VDwSUOb/n/2H/2Nk5zNJHhwRh1z/4+KJ05y9YxZ/IwWgquc+nYTs7l5NPs0OLncqDzj2T4rBXMnDmT2DAD9w/+L77ftJn8lhAihkTib9Qrs5jBFMXY2SuZO3sCTVd/z5Zv/0h2tT/hkTHubdjd2zf6+JI4bgnzFy4laWiIjDJQv+TfO6LIgvdG1qsLvF4W2FtruH5iL6dvVhEzMYP5M9KJDDS8tjiKyIJe1YlcrDIBkQUqA5VwXk1AZIFXp08aP4gJiCxQP/mekAW2pjLy79+lwRFE0ohRhAaYXr4E28rI3vc7ss5Xk/bRX7J6bhrGTlsGumzN1JU/4mHeA8prGpS3boKjkklOG86Q0GB0Wg32tioK7lzn8eNCWhxOHE4XGq0WrY+Z8IRRDEs28XDfv3LyvoFJG/6GjPGx7gUU2w8XrXWFPMq9xtPiKmwuLVpt+/u9+/CNJnnUBFITI9EpbSl7SN7DPCprG5W/JDQ6haS0YUQEB6HTWim/f5F7d+9TZ9Wi1Txf6wzQBxGdPJrU1FhsxTe4m3uXqhaNezTBi/UMtQZCYkYyfMQowoM67Zqgfvol4jsQEFnwDpBUPMWLZUGNxd5ab867dpqzV+9jTJzG7BlTSAj3o4sdV2QagopFI6F6T0BkQe8ZSoSBQ0BkwcDJpfRkcBEQWaB+vj0hC5SXcZfThQvcL8YvDxeWwjMc2vwncp3jWfbFz5gSZ+66ky4XTpcTlxIE0Cgv4Vpth0/en93D1X6fjodG46Ihbw+7/vQt5RErWP3jHzMivPMQf5qKKVUAACAASURBVOX69vidr1diKe1W7uk+ummLS2nns/527oxGo4gIDW8/RxEMyv3Uz7dEfH8CIgven1lvrvBaWVBecNty9+pZ86nz2bQFJTFp6nSSooLdq6P6GP0IDgrEz6ilrb6BeksTDQ2lnD9wmgrDECbPmULikDBCgoMI8H19FIICtLCwEH9/f2JjY9HpXp3S0Bvgcq0QUAiILJA6EAIdHk9dLhobG9Hr9fj6tu+TLYcQEAL9n4DIAvVz5BlZ8KZ226i6d5ozJ6/iTJzN3IwZRBj7YieAFkqu7uH4qbsETFjF/LkTCZJHbfWLaYBGFFng2cR6rSzIPbnZsnvnHvPlIhshQ+OJDg/E8GxIge+Q4cycMYUR8XqeXrzMlVsPKLE0UpJfRJOPL5GxkQQFJjBp3nQmjojBrwvmIgs8W4iD7W4iCwZbxqW/byMgIwukPoSAdxIQWaB+3j6sLHDQWl9JVXUT+qBwwkKDOkwNULOvVpqqyqiqseIbEUV4iP9r04fVvJvEGlgERBZ4Np9eKwse3zhlybn70FzerEGn8+HFuiyAMSiWkaOGEzfEh/J793nwqJg6mx273YELDT46H7Q+oaSMHUlqQjjtO8e+eogs8GwhDra7iSwYbBmX/ooskBoQAgOPgMgC9XP6YWWB+v2RiEJAbQIiC9Qm+vZ4XisLaqoqLDabw+x4PlmqQz81Wh16vQ6djwaHzYbNbsf52oQnLTqDHr3Op8uVTUUWeLYQB9vdRBYMtoxLf0UWSA0IgYFHQGSB+jkVWaA+U4k4sAiILPBsPr1WFtTV1VmAN6y60nuIIgt6z1AivJmAyAKpDiHwkoBMQ5BqEALeSUBkgfp5E1mgPlOJOLAIiCzwbD5FFryBt8gCzxbiYLubyILBlnHpr4wskBoQAgOPgMgC9XMqskB9phJxYBEQWeDZfIosEFng2YqTu7kJiCyQQhACMrJAakAIeDsBkQXqZ/B9ZIGyi8yDR0UU1zjRmkLc2/vJIQQGMgGX046mrZIRiWHExUZhMLzccrOtrQ3lSxmtqPZhNpvfaXe8X215yMoZUYyI91e7CR8sntfKgurqaovL5XoxDeF5YXT3T4X0u5yjvMwphTFkyJB3Ko4PlkG5sVcSsFgsmEwmqS2vzJ40Wm0Cys9kq9Xq3jdb2T5RDiEgBLyDgPK9a7fb3c9VHR/avaP1/bOVjc127ha1EWj2ZdqokLc20uFwUFNbz4PHxZSU1+FwOvtnp6RVQkAlAspac6mJQ0hJiMFs9kOj0byI3B9kwT9sfkDGuACGxXS1155KEDwcpqmpyf3O4uPj4+E79/x2LperSaPIgo5rFnS0SJ3//W1/97wZnc8pLS3F39+fyMhIeaHrea7kyjcQqK+vd8sonU42FpYiEQLKz9/W1lb3LyJ54ZB6EALeQ0D53rXZbG5ZYDQavafh/biliiy4U9BCgJ+pW1mgdEMZ3VFTU0tlVRUOh8iCfpxaaZoKBJTn5ujoKAL8/V8RBUro/iILFk0MHlCyQBnB5Ovr61XvLG5Z4KkFDmNiYuSTLhW+uSXEqwSUkSshISHycCWFIQSejfZSfhkpowqUX0hyCAEh4B0EZBqC+nlqaLJx81E9Rp3PO8kCpQV9Mexa/Z5JRCGgDoGOowk6RuwPsqB9GkIkI+ID1OlsP4jyfBqC8oz2Jvb9oJmdm+A5WRAbG+tVJqUfJkua1AUBWbNAykIIvCQguyFINQgB7yQgskD9vL3PmgXq310iCgHvJdB/ZIGsWdAPqkhkQT9IgjShFwREFvQCnlw64AiILBhwKZUODRICIgvUT7TIAvWZSsTBQUBkQd/k2WsXOPTUNAQZWdA3hTfYo4osGOwVIP3vSEBkgdSDEPBOAiIL1M9bT2RBVVUVxcXFKAseyiEEBjIBZSh8YmIiAQGvD/MXWdA3mRdZ8AauhYWF7gUORRb0TeEN9qgiCwZ7BUj/RRZIDQgB7ycgskD9HL6vLKipqeH+oyLKa5Ut49Rvj0QUAv2JgFbrIjkmhNSk2NfWOBJZ0DeZ8mpZ4HI5zG2tbVitNpQFYH30ekwmI8q2Gs830nC5HFhb22hzn+PCR2fAaDJi0L88pyu0Igv6puAkajsBkQVSCULgJQEZWSDVIAS8k4DIAvXz9j6yQFkYNu9xEcU1DjSGEDRarfoNkohCoB8RcDrs+NiqSEsMIz526CuL0Iss6JtEea0sqCp+bCkoyjffvVdIVW09rTY7Br9gotNGMy4tkagAI46WeoqKn3Av9ylltfW02W3oDf5EDktnwshkooJ8X0iFznhFFvRNwUlUkQVSA0KgMwGRBVITQsA7CYgsUD9v7yMLlIf43Icl1Fv90Rn91W+MRBQC/ZBAS30pqTG+pKUmvDK6QGRB3yTLa2VBya3DlqPXc81P6w2E+OmhtZrCx0XUaGPIWLGMeeOT0Fbc5tSNHPIrnJj9TPg46il9UkilI5xZS5Yyb0IKQYbnYxBeBSyyoG8KTqKKLJAaEAIiC6QGhMDAICCyQP08iixQn6lEHFgERBZ4Np9eKwvK865Z7pXVmV3mSKJD/NHZqrh+eA/7Tz8gftHnrF8+h0h7IXml1diNoUSGBGJwNXD3zBH2n8gmcNo69zmpIV0P2RJZ4NlCHGx3k2kIgy3j0t+3EZCRBVIfQsA7CYgsUD9vIgvUZyoRBxYBkQWezafXyoLamiqL3ekya7Q6fLQaNC4LuYd+YEvWJQLnfMb6VfNJMDuwO51otD74aLVoXK08Or+fbTtP4xiXyfqV80kTWeDZipO7uQmILJBCEAIvCYgskGoQAt5JQGSB+nkTWaA+U4k4sAiILPBsPr1WFnTeOtHlqORq1ja2HywgdfVGVi+dSITuVZguZwN3ju9l+977RC5cSeaSSUQbZWSBZ0tO7iayQGpACHT62exyoSzUpWyJ5OvrK3iEgBDwEgIiC9RPlMgC9ZlKxIFFQGSBZ/M5MGSB00r10+vs336EbMtQlm5YwZzR0Rg7snQ5aSx/wPG9B7lS6secVUuZOy4eX42sWeDZkpO7iSyQGhACIgukBoTAQCAgskD9LPZHWeBsraOyrIBGVyARQxMIMnX97NxbGo7mCsqKC2g1RBI1NA6zobcR5fqBSEBkgWezOgBkgRNLZT4XjxzlyuM24mbOZ8HUEUT7v/oTxt5axc2Txzh7s4yQcTNYMGMMscGyG4Jny03u9pyATEOQWhACLwnINASpBiHgnQREFqift/4nCxw0PLnI6YOHqQ6dwrzly0kM8FG/49iouXOQw/tO4hi2nIXLFxFl6oPbSEivJyCywLMp9HpZYG+rJefMIU5dLyF0xCzmzh5DXKgfr/4Ya+XJjRMcPZEDQycwZ/40kiMD0GvfbEZlgUPPFuJgu5vIgsGWcenv2wiILJD6EALeSUBkgfp584QscDRXUfLgOg/u51Hd1IbBL4LYYRNJSUslxP+VcbngaODRuS1s3X2VoCkb2bh2AeEGJy1V+Ty5dZVHReU0ubSEDx1O2tipREWGous4w9dWQ/njK9y+XUdA6hTSxyVj7gqbrZzsvf/G5oNPSF3xSz5eOR2T00LZo7vcu5NDdX0DpsAYktInkZKijDrQP9v+3E5zxSPyb13jcUkFzS4tETEjSRszmcghIe62uFwOasuecP/2dYpLSrA5zEQmj2HU+HQigv1fvDM0NZaRl32N/Mf5tNqMhMWPYuSE0QwNC6LTzGb1Ey8R35mAyIJ3RqXKiV4uC1rN+ddOcuzMTTTRk5g9ezopUQGv/pCildLbFzh66Dh1genMzFhEemIYJt3bh1CJLFClviTIGwiILJDSEAIyskBqQAh4OwGRBepnsO9lQS2Pz+7l+J6TVGrNhAS6aC4ro8kngvEffcacmXMI7rB0jKPxCRf3fMepJ1qmrPwRGWNisFbncfP495w4fZ5auwGjS4PDGUDyzNUsWL6UpMggfDTgaCon7/p+Thzewc3bJiZu+CvWf5FBeBfYbBXXOPjdV1yypLL00y+ZPtTGveuHOXH4HPlVDWj0jdgsDszJ81i+egPTRyVj1EFT5T2uHdnEqXOXaXCYMDhdOAhm2Nx1LFi8iPghATQ+OcvxA3u4fLcYp6aB+qp6tOYEZmb+iIVz5xAd5EtbyWVOHd/HmauPabU10ljXAPoQ0hZ+xoolS0mLDFA/2RKxRwREFvQIW48v8lpZUF1ZYCnMOW8+dvQMDQEpTJ+3kBGx4Rh1GvfuB8pCWVpXM0W5lzl+4DCFRDAlYwWThsdjNmhA44PBoEfnIwsc9rh65MIeExBZ0GN0cuEAJCAjCwZgUqVLg4KAyAL109zXsqC17AyHN/+W7PI4pn20kbShPjQ9vcDJw4dojJjHqi9+wcihfu0dczmpL7jE4T37qA4Yy5LMVST4O3l0aRu7Dx6lNWQU0yaOJ1Rr5/7N02RXwJRFn7Ns1liMjhruX9zN2ctXKSt6QukjHekf/w2f/mQxEZ2xudoou7mLHVln0Y7MZHXmQsKa87h08Qj3y1wMiRtGRICd4uwTnLucT9yMz1i/bhWxAXYenN3M7iOncQ4Zw9TxYwnCyt1rJ7hTa2Lmss9ZNG0Ujbk7OHsjl7ag0SQO9cdamcPFw0dpME9kxRf/gamjErHe38LBCzep9U0nLSECZ909rh7cTV5jLEv/7O9ZOmc8ZhleoH7B9yCiyIIeQOvFJV4rC/Iu7bYc2LXLfP5RE+HJI0mNi8T32bgnU2gCY8eOILDlIceydnE8pwxzXBojkmIIND6boGCOZvz4dIbFhtKVLpCRBb2oKrm0WwIiC7pFJCcMIgIiCwZRsqWrA4qAyAL109nXsqAu5zt2fP81dbGfs/HzHxMXpMVRdYH9m35HdmMaK3/8S8bFB7e7AnszeRe3c/RCLkMmrGXJ3EmYrMWc2/kVFx7ZmJL5E+aOTcGgdVCce4isHQdwxs5j9fpMIinh9uVzlLUZMNTlcH7vXcKW/QWfdCELHI1PuXzgjxx/4GLi0h+zcFIyOms9VfW12A1BhAWFYNTYKc05wM4/fUVlRAaZP/pzRgVVcmrr77habGBG5pfMGp2EXmOjMHsfO3YcxTR8MStXLyfMXka91YlvUAyBJgMa21NO/fG/czKnhUkb/47508dhtDyivMmBISSOcLMvWlsRl779f9l5KJfh6/9vVq1cSoRs1qN+wfcgosiCHkDrxSVeKwseXD5kuXrjjrm4yQejwYC+wyIF7bJgJEFthdy8kc2TWjt6gwGDMibq+eEXw/iJoxkeF9ppfYP2E0QW9KKq5NJuCYgs6BaRnDCICIgsGETJlq4OKAIiC9RPZ1/LgubiMxzb9jtyaoYwdcUXjIozUp69hyPncvFNW8PalSuIDW5ft8DWVMT5Pd9ys9DJ1FVfMnl4LPaaGxzc+gNFtkSWbPyEYUOD0eKiqfgah374ijxGsGTjTxkTAU2NTWDQUnH5G7Z8dZ7gJV3JAif1+efZv20rpeZxLFu7gZFDA5+tR9CRr52K3MPs+sMmaqPnsvKLL0gkl73f/0C1Pp0l69aSHBnkboul8BL7Nn9Fgd8klq37gtFD/Xl187NSzn31PziT08bET/4Ts6eMxO+1NRvLuf71f2XX/kcM++z/ZOWKeYTo1c+3RHx/AiIL3p9Zb67wWllQWVpkaWpuMVsdrtf6r9WZMPv7onNZaW5qoc3ufJ2R1og5wIyfUdfFDySRBb0pKrm2ewIiC7pnJGcMHgIiCwZPrqWnA4uAyAL189nXssBlq6Mg5whnjh2loEGDyeSixabBP3Eec+fOZ2RCFKZnH641FV/gQNZOKvRjWLFmLQkR/jSXnGP3jt3UmMaTuTaTuLD25QrbKm9zdNu/cL0hjgXr/ooZqUG0ryNu4dHR37D5TbLA2Ur+5R3sOXKdkDEf8dGS2YT6vf5WroxyeHBuE9t2XSB08jrWrlmEueYCO7bvozVkOqsylxMd0j59oq38Fge2/G9u29JZsvbPmZwU+Kwt7flqKz/Frn//N+63jGL5j37OhOFD6byUmbXyPPt+9z858TiKJT/7GxbPSMPYNztGql9EAzyiyALPJthrZUFdXZ0Ful5QVQ2EMrJADYoS400ERBZIbQiBlwREFkg1CAHvJCCyQP289bUsABctlTc4tfN3HDx2i6qmFhymeKYs/gXrVy8gIerZegVAydVNHDl1Eb/Rn7Nk/hSCjD40FZ0ha9ceav0msmZNJjGh7edbK3M5tuOfuFIbS8bav2bW8HeTBc62Oq4d/JpLjxsZs/BzZqQnvjoS+Bni1qo7HNvyRy6Xmpi97sfMGZuKveQk27bvxxo+k1WrljP02cqMbRXZHNzya7LbRrF4zc+ZmtJBFrQVc2vvb9ix9zaRGX/G6jVLiQnstEejtYI7h7/i+01n0E39hE9+tI60cP8uP1xUvwIkYncERBZ0R0jdvxdZ8AaeIgvULTSJ9ioBkQVSEUJAZIHUgBDwdgIiC9TPYN/KAge2yntcPZXFhfs1BEelExXooOrBFYoqrQydtpoFixYSHxEA9nKu7f4tV+/bGL/mL5kycqh72m6Te2RBFjWmCaxel0ls6PORBXc4tv2fuVYfx4K1f8WMYe8mC1pq7nI8azsVrnjmrVpLUkRAp5dyJ/bWYm4f/p5TZ/IJn76WjMWziQr0pbnwBNu376c1dLpbFnQ5smDNnzM5WZEFLhzWSvLPbWfftmNYIuey7LNPGDMsEkOHNDrt9RRd28eBbQcoNYxj4WefMjk9Fl8ZVaB+sfcwosiCHoLr4WUiC0QW9LB05LLeEBBZ0Bt6cu1AIyAjCwZaRqU/g4WAyAL1M92nssBRycOjX7NjxxV0kzaydv1y4gOguSyHc3v/wM1SPZMy/xNzJiZjfXqI/d9voTp4ASs++5ykkPZX6pbqmxzcupUSexJLNm4k5dk6AY0Flzi4+Y881qWz5NOfMj7m+Sfxb5uGYKfkxjYOH7uKeWQmixbMIsS34+IBDpqrH3P/0nYuXryHMXEJc5auICk62D1toLnyKns3b6PGOIol69aQGBGIFicNT86z99s/Uhw0lWUblDUL/LA3VZB/6wBnj52mRjeG6SvWMzE9Hr8OOxw47U2U3DvBucMHKGlLYPyS9Uwem0yAXkyB+pXe84giC3rOridXeq0sqK6ufjENQXnQfH509e/d/b1ybedzlJc5s9lMZGQkPj6vrXrSE9ZyjRB4QaChocFdX1JbUhRCoJ1Aa2srOp3O/SWHEBAC3kPAZrO5n6EMho6fz3pP+/tbSy0tDnILWvD3MzFtVMhbm6c8xOc+LKHe6o/O6N99V+z5XPru1+zcXUr6l3/P2tXTaL+qmdyD/8KJM/dIWPa3ZEyN5MmhfyXr6EPil/41a5ZOx//Zj2ZbUyHndv6J64UupmR+yfSR8ehcbTy9lsXOHUfwGb6MtRtWEhtoejZC4C2ywFrMpZ3/xsUHDsav+jkzxiYr6yE+OxxYyu9y6+RWruY+JmDYImbMWUFKbASGZ4/lVstTTv3wFTlVvszI/BGTh8egc7Xy+NI2tu88RcC4TDJXLyXK2MLjq/s4f+40bcGjGT9rNaNS4vB/ZRGCNspyT3Du+D6qNNGkz1zL2BHDCHxFXnSPWM7oewL9WRb8w+YHLJoQTGrMwNk6o7GxET8/P297Z2nSdJQFXb3s90QedLymtLT0hSyQh9e+/8YfbHeor69315fU1mDLvPT3TQRaWlrc3w96vSw3LVUiBLyFgCIJ7Ha7yAIVE9aoyIKnzX0jC1x15B//I9u/P4QldSELly0iwU9DXWU2V88cpMaWzOz1f8XY0AKOffu/OF+ZwtIv/w/mjnq5zbjT3sj9s1s5ePAELWHjGDs2nVBXKfevnuNRUzjTVn3BginpmGimuvAxZWVFPLl6kFNH7uM7ZRlzl04lITKe6OihGCrPsmfT7ynQz2DFJz8lbaj5xRQEa8NTbh7/hv1HztAckMr4SbNIiBrSvvuZMZjYuGQig3XcPbWJg0fPYx8ygbFjRhLsKCL38lnyrbHMWf05cyem0Zi3nwM7vuZetS+p4+YwLCEeX8U46HyJiEogOiqKtpITHN3xFZcfW4lJn8Oo4cMJMBlA60NQeCwxMXHunMjx4Qn0e1kwMZhhMS/X/vjwxHrXAm+UBRqNpklTW1tr0Wg07ROlOhwdRwj0FI0So6ioCH9/f2JiYuSFrqcg5bo3EvDSIT2SUSHQZwSUX0aKKDCZ5GGszyBLYCGgMgHleamtrQ1lOoLyyZMcvSegTEO49agBk95H/ZEFOGmrfMCNM3s4fTWXBqsWX20rTlsLupBUxs3KZNrU8dgf7GTrD3toHfYxn366jlj/Fx/3Aw4aS3K5fmwrRy5cp7LJiR8u/EKTGbdoDbNmzWBosD+2xodcyvqOU6cuUVZTQXVlE9rQCEKjEhg9YxWLVszDeP8HsvZfImDqz8hclkGI6flwfxd1T85xcNM/cuD8PZx+QwgNMOHTvr0ChIxlQebnLJo5CmtJDleObOXopWxqW534ulyYw4cxYclaZk6fSmSQhju7/xubN3/Pk5YwQoKDMOqf9cc3mokZ61mUMYWmS//Md998w53aIIJDw9p3S1Nu5+NH8uSVLF2+ipSYMDqS6H22JUJPCPRnWfCrLXl8ND2StLh3GOnTk85/gGuqqqoICgrytg9zmjSyG8IHqBa5pWoEZM0C1VBKoAFAQNYsGABJlC4MSgKyZoH6ae/TNQuU5rpcKC9bBXm5FJaU02q3YjIFMyR+FPFJCQT6VHJj7+/Yf62F9My/ZNXMZF4b7+Voo7HyCY8e3qOkogaXxp+wmFRS0lIJCwpwv1Db26oouHODx48LacGlbMKA8vatwZewhJGkxGu5t+c3nHsazPSP/yNzx7QvoNh+uGitKyL/3g0KSiqxOpXrOhy+Q0keNYHUxEgMjjYaKvN5mHePsqo6XJoAwuOGkTI8hdBAf7S0UfHgMvfvPaDO2imOPpChKWMYlhKDrfgW9+/dp7pFaaf7/+2HVk9IzCiGjxhJeJCf7Iigfsm/d8T+LQsesnJGFCPiB44s8NIPOEUWvPd3llzQrwiILOhX6ZDGfGACIgs+cALk9kKghwREFvQQ3Fsu63NZ8NYm26l7eMK9sGGBeTorPvuCsVF9MffaSsXNbez4dhdNyWtY89lGUkJkCpr61TQwI4os8GxeRRa8gbdsnejZQhxsdxNZMNgyLv19GwGRBVIfQsA7CYgsUD9vH1YW2Kh5fI3rV++hjZ3IpCljCOqTnQBaKM85xeXrBQSmz2PyxDTMMr5f/WIaoBFFFng2sSILRBZ4tuLkbm4CIgukEITASwIiC6QahIB3EhBZoH7ePqwscGJraaKp2YqPyYzZbOqjOfoOrE0NWJodGMwBmP2MMrxf/VIasBFFFng2tSILRBZ4tuLkbiILpAaEQCcCIgukJISAdxIQWaB+3j6sLFC/PxJRCKhNQGSB2kTfHs9rZUFNVbmlvr7SnJebx9OiMpqtLvzDokkZPZKUmHAClL1VnHbq6yt5dDeP/IJSLFY7fkFDSBo1kmHxUQQZ37yft0xD8GwhDra7yciCwZZx6e/bCIgskPoQAt5JQGSB+nkTWaA+U4k4sAiILPBsPr1WFpTlnrGcuXXbfPeJBZw2bC311NW24BM5koVL5jN1+FB09U+4eOsWt+5VYlX2AXZYaKhpxBUygoXL5jM1LQqje1+U1w+RBZ4txMF2N5EFgy3j0l+RBVIDQmDgERBZoH5ORRaoz1QiDiwCIgs8m0/vlQX3Llhu5JeaW42RxIUH4mOr5Naxwxy7XsqIpZ+xdsl0hrQ9ITu/mEYCiQoLxkQD986f5NilSoYtzSRz0QQiDSILPFtycjeFgMgCqQMh8JKAjCyQahAC3klAZIH6eXsfWdDY2EhpRT3NdgM+epP6jZGIQqAfElA+II4I1hMZEYrBYHjRQrvdjvKlPFOofRiNRrTa7lfh/NUW2TpRbfY9jNekqakstbTYnGatwYRJ54PG1cDtA1vZsvsywfM+Y/3K+cT7ttFqc6DRGTDqdWhdLeSd3c+2XVcwTV/JmuUzSfLvOvEysqCHqZHL3omAyIJ3wiQnDRICIgsGSaKlmwOOgMgC9VP6PrLA4XBgsztwujRoNO3Ps89fkzp+FCZ/JlwGUm04nQ70Phr0eh2aDiPElWeJvhAFCrt3EQXKeSIL1P+Z2MOITZq6ujoLYH4ZoJabWVv5YfdD4ldvZM3yKUR13rK1tYrLR3ez42IlozM+4qPZ6YQYZWRBD5Mgl/WCgMiCXsCTSwccAZEFAy6l0qFBQkBkgfqJfh9ZoP7dJaIQEAK9ISCyoDf0VL22kyxwOWmquM2hbXs48SSARRszWTo1EWVAlqu5irLKGmoaG6gufMClm3k0R48nc9E8xkUHo+3aFSAjC1RNmATrREBkgZSEEHhJQGSBVIMQ8E4CIgvUz5vIAvWZSkQh4CkCIgs8Rbrb+3SUBS5a60u5dfoYp26U4jdmFsvnTSQl1NcdxVaVR3buA/LLa6mpKKSgrJmQlEnMmz+bUXHh+Pl0fTORBd0mQU7oBQGRBb2AJ5cOOAIiCwZcSqVDg4SAyAL1Ey2yQH2mElEIeIqAyAJPke72Pi9lgcPWwP3LJzl18RG66HHMnjeJlKFBPF+30NFSR0VVDQ3NVhzWBqqe3ufGnVLs8VNZsWAqIyP9urybyIJukyAn9IKAyIJewJNLBxwBkQUDLqXSoUFCQGSB+okWWaA+U4koBDxFQGSBp0h3e5/nsqDVXJB9npNnrtMWMpJpM2cwPDYEk67ruQUup43Wwuts2b6XM9UxbPw4k0XjotF1cT+RBd0mQU7oBQGRBb2AJ5cOOAIiCwZcSqVDg4SAyAL1Ey2yQH2mElEIeIqAyAJPke72PoosKLOU3rloPnb4GLX+qcyYv5T0xEh89c9FgZ2aJ/lUNrkIj4kltD+QtAAACCNJREFUNNgPDXYsj86wZdtuTlQn89mna1k6MVZkQbe85QS1CYgsUJuoxPNmAiILvDl70vbBTEBkgfrZF1mgPlOJKAQ8RUBkgadId3ufJs2TG4csh7N2mM/kNRM1YhzpKbGY3VtogCEwkmGpMdjyb3D+6l3qCSQyMgyTzk5lwV3uParDPH4ha5fNZGREhw0VOtxXRhZ0mwQ5oRcERBb0Ap5cOuAIiCwYcCmVDg0SAiIL1E+0yAL1mUpEIeApAiILPEW62/s0ae6e3m45efaK+bHFgNnPD1OHuQS+EalMmzaeaGMjD27fIieviCYr7r04XToT4VEpjJk0hpSYUEwd9ufseFuRBd0mQU7oBQGRBb2AJ5cOOAIiCwZcSqVDg4SAyAL1Ey2yQH2mElEIeIqAyAJPke72Pk2ap/dvW6pq6szNNieuTuf7mAKJiAgj0KzD1myhrr6GRksbdpcWg68/IaEhBPiZ0L1BFCjhampqMJlMBAcHo9Vqu22RnND3BBTZ4+Pjg06nc38p/+2tR0NDA35+fu5+qHXY7XZsNhsOh8MdUnkBk0MIeAuB1tbWF9/b3tJmaacQEAK4f+8ov28MBoPgUIFAq9VJYWULOh8NSVFdL8Ktwm0khBAQAn1A4MjVSsamBBIZYuyD6B8mZGNjo/udRXkH86KjSVNRUWEBup5DoEJPlBcvRRIoYLz5pVQFFP0qhJIL5UsROUaj0WtFjvJCr9SXGrWlPKQpL1ptbW0on/KIJOhXJSuNeUcCSu0+//5+x0vkNCEgBPoBAeV3jvIlH6yokwyny4XV1v7z0KiXD6vUoSpRhIBnCNQ32fAz+qDXDZzvXTXfWTyTBfddmjS1tbV9Kgs82Bm51XsQUB5IlJcK5TCbzW5hoMYL93s0od+d2tzcjPKlcFBLQPS7TkqDhIAQEAJCQAgIASEgBISAEBAC3RN4vnVi340s6L4NcsaHIqAIA2XkhzKE39/fX9Wh/B+qTz29r8Khvr7e/amOt0/N6CkDuU4I/P/tnTtLHUEYhj8LCwXvN7w2oiAqyjGIKNaSv2B+gAiCoJ2FhYWVv8BKIoIiWMZKq3hB8AiKxkZBwRyv4O14ohaGd5INJmicdfec3Z19B06js7Mzz/fN7M67M9+QAAmQAAmQAAmQAAmQAAn8JkCxIOyugNUFWBaTlZWl9kmGdXVBPB6XRCJBoSDsHYLtJwESIAESIAESIAESIAESAAGKBfQDUXv0IRYgfkFYxYLLy0u1LYPbD9gjSIAESIAESIAESIAESIAESIBiAX1ARAX1g1iQkZERWrEAp3YgBSxCKf2XBEiABEiABEiABEiABEiABJJBgCsLkkE1aGVSLPh1xCfFgqB5LutLAiRAAiRAAiRAAiRAAiSQJAIUC5IENlDFUix4WSzgEXTuurF1FGVYt7q4S5OleUnA2rLkZR14b3MJcKw017amtow+a6pl2S4nBEx43316eqJY4MQJTLmWYsHLYsHt7a06UjI9Pd0UU3vaDvgZYkIgkCYTCQSVAIQCjA3Z2dlBbQLr7XMCDw8P8vj4qI41ZiIBvxPAmAifxTZOvi/53VqsXzIJQBywBAIThAKwSktLo1iQTKcJStl+EgtwKsHe3p46wrCmpkYyMzNTgvGlbQj4G17WwnxKhJvwb25u1GkTYQ6k6SZPluUNARyzirGhuLjYmwrwrsYTwMk8+OXl5YU2jpDxRjaogThRyzpNCs93JhIIGwEIA/8GSDdFLOBpCGHz5lfaa1csODk5kcXFRTXpa2trk5KSEtVJrLS9vS3RaFRKS0ultbXV1he49fV1mZ2dFZxO0NPTI42NjWqCqZvOzs5kbW1NXdPe3q4CN+okigU6lJzloVjgjB+v9gcBigX+sIPJtaBYYLJ1zWsbxQLzbMoW6RPA/MeaAxkkEDwHwJUF+u5gbk67YgHEgJGRESUC9PX1SX19/V8T+rm5OZmYmJCmpibp7e2VsrIybXirq6syNjYmV1dXMjo6KpFI5M0TCrAK4fT0VLa2tmRlZUWJBbW1tTI4OKh9b4oF2iZ6d0aKBe9Gxwt9RIBigY+MYWhVKBYYalhDm0WxwFDDajQLH/aOjo6kvLxccnNzNa4wK4slFBgqEljGSp1YgMEEE0As6cbSbq/B3t3dqaWkmPDi67PX9fGy+9gVCzY3N2VoaEgNDAMDA+rr//N9ajMzMzI+Pq4m+v39/VJRUaHdPNgEk334S0dHh9bgg0no1NSULC8vy+HhoRIOOjs7ZXh4WA1gOoligQ4lZ3koFjjjx6v9QYBigT/sYHItKBaYbF3z2kaxwDyb6rZod/ebzM9/ka6uj1JXVxe6uRTidDxfWf0aN8T1wLsD8uKagM05UyMW4MEXi8Xk/PxcLU3Hz87Scl2ntZMPk8qlpa+Sn58vLS0fpKCgIGjGs9Pc/+ZNlViABwq2MGAyD5+AwADBAWKCtc8NKuXBwYFAzGloaFBCDgI9wXcuLi5UYDF0spycHKmsrFQxDa6vr2V6elr9D3kWFhakubmZYoFrHuJOQRQL3OHo51Kwygd9eH9/X6qqqqSoqMhRddH3d3Z2VD9HDBM/JIoF3lgBvoBnB8YRjP2pCP4HW+OeEJPxnErVlzOKBd74WJDuCr/Euw9ip3gdbNUEsQDxsvCFHM8aMGUgZr3esLERlcnJz9Ld/UkikRatibNeye7kQh+Jxb5LIvFDCgsL1bZpt4JwWhP/t2p6f3+vfOv4+FjNXaqrq//MeV67Fv6IH54FeA7pJiuIOPwY99IRMjTKjv8Ef84L4i1/MFEAAAAASUVORK5CYII=)
Este es mi dashboard practicandon lo que vimos en clase :) **Ventas 2022** ![](https://static.platzi.com/media/user_upload/image-4a108311-bd18-444f-a9d4-d7bb80736b1d.jpg)
![](https://static.platzi.com/media/user_upload/image-e8a7b8f7-41fa-41e7-8032-d9be014b6ade.jpg)
Esta profesora es excelente!
lo de campos calculados no lo habia usado, sera motivo para profundizar eso
![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202024-07-30%20171522-78313cf3-95ea-4a4c-b7af-ff3644588d0e.jpg)![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202024-07-30%20172022-19ca136d-a951-45ae-9482-af057cb6b43b.jpg)
![](https://static.platzi.com/media/user_upload/Grafico%20Dinamico-4042f360-fe39-4a6a-8dfe-f23fd4579c2b.jpg)
COMPARTO MI APORTE![](https://static.platzi.com/media/user_upload/image-8b622589-3113-4a86-a6c1-26c7fb0827d5.jpg)
Grafico Dinámico obtenido a partir de los datos del ejercicio del censo poblacional de Mexico: ![](https://static.platzi.com/media/user_upload/Ejercicio7_GraficoDinamico_PoblacionMexico-c780191c-0ac2-495c-849c-21d7dec25ac3.jpg)
Hay que jugar con las formas, colores, diseños y pensar en que las personas que lo vean sin saber nada de la empresa, lo entiendan y sepan visualizar lo que se quiere proyectar. ![](https://static.platzi.com/media/user_upload/image-49386b63-a64c-4ea1-99c3-a8f59467d6af.jpg)
![](https://static.platzi.com/media/user_upload/image-dddd27af-ae5c-4359-b7ba-7c65e31b9752.jpg)
![](https://static.platzi.com/media/user_upload/image-075a182f-73e7-4e8f-a7d1-9d2dcedf5893.jpg)
![](https://static.platzi.com/media/user_upload/image-3343ee9f-aba0-4d3a-9cdf-78fcc28f59a8.jpg)
estas herramientas nos sirven para jugar con los colores, modelos y la forma en que quieras dar conocer tu información, de forma muy dinámica y creativa. ![](https://static.platzi.com/media/user_upload/image-a35d0e5d-3b4d-44e9-bdc3-b2f55a0487b8.jpg)
me parece util para exponer los avances en ventas ![](https://static.platzi.com/media/user_upload/image-4ded3876-f96a-4d02-a053-dd52f6a5f1e8.jpg)
![](https://static.platzi.com/media/user_upload/image-fafa54da-2230-4cc1-af83-268ef5af7fe5.jpg) Esta muy interesante este método con las graficas dinámicas
![](https://static.platzi.com/media/user_upload/image-485cfdb4-032b-4bf6-90d8-3656d1567c7c.jpg)
Mi aporte```js ```![](https://static.platzi.com/media/user_upload/image-b077ad8d-5d60-4a68-98a9-9b14be0b65c9.jpg)
MI APRTE
¡Hola! Representación de la venta mensual por número de tienda. % De ventas por mes ![](https://static.platzi.com/media/user_upload/image-cfd77e0e-75d9-47d6-9186-6eb1fa43ddd5.jpg)
![](https://static.platzi.com/media/user_upload/image-259fa350-8741-417d-9e12-0da1aaba70d8.jpg)![]()
![](https://static.platzi.com/media/user_upload/image-e5b51e3e-a6ae-4956-a6c0-d24a40d2a914.jpg)
![]()![](https://static.platzi.com/media/user_upload/image-cec97568-8f59-4349-9f06-36d58413f662.jpg)

simplemente espectacular

En el mes de marzo, de las ventas totales. El costo supera a la utilidad. ![]()![](https://static.platzi.com/media/user_upload/image-dc36e8be-50b5-4491-bb42-7a96ed837b8d.jpg)
Aqui un ejemplo de Grafico comparativo o de variacion, utilizando Barras de error, personalizadas. ![](https://static.platzi.com/media/user_upload/image-02b00c6a-082e-4242-a167-6c2de31d82f9.jpg)
![](https://static.platzi.com/media/user_upload/image-3b4bf08d-5877-428e-8551-6a3f658eed58.jpg)

![](

![](https://static.platzi.com/media/user_upload/image-497a9ab0-3890-414b-b425-2ba9d095ccef.jpg)
![]()![](https://static.platzi.com/media/user_upload/image-a8269eab-aee7-4166-af93-01a4bf0be470.jpg)
![]()![]()![](https://static.platzi.com/media/user_upload/image-a91b8ccc-735f-46d4-befa-00c145e7ecfd.jpg)
Buenas! ¿Hay alguna forma de que no aparezcan los recuadros grises? Particularmente es molesto que sean "suma de...". Entiendo que habría que cambiarle de nombre y dejarlas con un espacio " " adelante para que no tire error. Sin embargo sería lo mejor que no aparezcan. Muchas gracias de antemano!
![](https://static.platzi.com/media/user_upload/image-deeea4a0-4433-400e-8d15-d9a43903d696.jpg)
![](https://static.platzi.com/media/user_upload/image-46eca1a7-b201-4d38-a253-08f1937bcc65.jpg)
![](https://static.platzi.com/media/user_upload/image-aae71aff-82bd-477f-90dc-19c71e2f1edf.jpg)
![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202023-12-03%20a%20la%28s%29%2014.02.15-271b723d-74d7-43fa-8ae3-720a1aa89dbe.jpg)

Grafico dinamico

![](https://static.platzi.com/media/user_upload/ventas%20dinaicas%20graficos-85162620-5543-4bec-aa6d-9980deef4fb1.jpg) mi ejercicio
![](https://static.platzi.com/media/user_upload/image-9f72eb98-d4c2-4845-a653-a3db650507ee.jpg)
![](https://static.platzi.com/media/user_upload/image-7ae7e5a5-79a2-4bcf-9f8f-41765da94020.jpg)
Buenas tardes, alguien sabe como arreglar excel, porque cuando pongo sugerencias de graficos y demás no me sale y al momento de ghacer el ejercicio a la profesora le sale unas sugerencias pero a mi en blanco ![](https://static.platzi.com/media/user_upload/image-bdc5c9a5-fec3-4765-b1d1-3e8aadb8a21a.jpg)
![](https://static.platzi.com/media/user_upload/image-3c946803-2cc2-4b4a-9ad6-9fe96c6b6152.jpg)

Me gusta mucho lo que ha avanzado Excel, genial.

me falta en el tema del diseño , pero es que los datos son los mas importantes aqui dejo mi aporte con datos de la clase y propios .

me encantó mucho esta clase, demasiado interesante. Por otro lado, parte de las clases siempre pienso lo bonita que es la profe.
Ejercicio de gráficos dinámicos. ![](https://static.platzi.com/media/user_upload/Graficos%20dinamicos-8ef61448-02fd-4425-acdc-21ff42857f67.jpg)
comparto mi grafica de las ventas totales en relación al mes de enero, en donde quiero evidenciar, 1. la ventas totales en color azul. 2. la utilidad en el color gris 3. la desviación estándar que son las lineas verticales consecutivas en la graficas. la cual representa cuanto se añejan los datos de la media o promedio. 4. LINEA DE TENCIACIA: que es la linea azul delgada que atraviesa la grafica, en la cual se evidencia la tendencia de que tiene las ventas, en este caso es ala baja ![](https://static.platzi.com/media/user_upload/image-e83b987f-1885-4e52-b026-745d61216153.jpg)
````java ```![]() ```js ````

He aquí mi ejercicio.

Este es el resultado

Si con los datos de una tabla dinámica insertamos un gráfico “simple” será una dinámica

![](https://static.platzi.com/media/user_upload/image-a04486f1-b309-49e3-9ede-08d1fb1a223c.jpg)

Gráficos dinámicos con conexión a través de la segmentación de datos:

Interesante aporta mucho para los reportes mensuales que tengo que presentar.

Interesante clase, solo me queda la frase de “al que no se actualiza o se duerme, no esta en nada”