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13 Días
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51 Min
44 Seg

Campo calculado

8/22
Recursos

Aportes 408

Preguntas 19

Ordenar por:

¿Quieres ver más aportes, preguntas y respuestas de la comunidad?

Es un ejercicio y todos estamos aprendiendo, pero tenemos que verificar y analizar los datos, y sobre todo NO confiarnos de las automatizaciones de la herramienta.

Profesora Ana corríjame por favor, en el análisis de la información hay varios problemas:

  1. NO se puede generar un TOTAL GENERAL de una población que está segmentada cada 5 años. El “Total General” que genera Excel automáticamente es un error y está sumando la población de 4 quinquenios (1990,1995,2000,2005). Esto equivale a decir que cada 5 años voy a sumarle la población anterior.

La población total de México en 2005 era de 106 millones de habitantes según el Banco Mundial y las respuestas del total automático de Excel generan 611 millones.

Digo esto porque varias personas subieron su ejercicio con esas cifras y no vi ninguna reacción o corrección.

  1. En el caso de Chiapas también hay un error, para el año 1990, 1995 y 2000 hay una sola medida por Hombres y Mujeres, los valores son aproximados a los reales. Para el año 2005 el dataset tiene 3 valores diferentes, la población en el año 2000 venía en 3.920.892 y salta en el 2005 a 14.633.867 (Está triplicada). La población actual de Chiapas es de 5,543,828.

Creo que el error empieza desde la descripción del dataset donde dice que es “Población total por entidad federativa y grupo quinquenal de edad según sexo”, si es quinquenal deberíamos tener la edad de 0-5, de 5-10, etc. y no está así. Luego faltan datos o se manipularon mal antes de subir el Excel.

Amigos de Platzi, se debe hacer curaduría de los comentarios, el ranking está sesgado a los corazones y no a las respuestas que aportan.

Otra ayuda es solucionar el reto en el video siguiente como lo hace el profe Israel en sus cursos.

No sabía que se podía hacer esto en Excel. Lo aprendí a realizar primero en Power BI. Jejeje

Resumen

Son formulas que se incluyen en las tablas dinámicas y permiten realizar cálculos en los campos que se están calculando en la tabla.

Pasos

  1. Seleccionar la tabla dinámica previamente creada.
  2. Ir a Analizar tabla dinámica → Cálculos → Campos, elementos y conjuntos → Campo calculado…
  3. Se abrirá un asistente, donde se ingresará el nombre del campo, y la fórmula que se desea.
    • Para seleccionar una variable, basta con darle doble click.
  4. Click en aceptar cuando se esté seguro del cálculo.

Notas

  • En la lista de campos, se puede ver los campos creados, con la finalidad de poderlos modificar.

Hola que buen curso, que pena no sé cómo ingresar foto, pero el en el reto que se propone no es necesario crear un campo calculado para obtener la suma de población mujeres y hombres, quizas deberiamos plantear un reto que sera mas aplicado a la clase-

Año 2005

Etiquetas de fila Suma de Población
Aguascalientes 3.676.019
Baja California 9.768.559
Baja California Sur 1.947.643
Campeche 2.505.534
Chiapas 14.633.867 **

Como no fue necesario hacer un campo calculado, hice una grafica para visualizar la población por año en Chiapas. Podemos ver que la población de mujeres es mayor en cada periodo y que el crecimiento de la población en el 2005 es relevante frente a los periodos anteriores. 🥺

No es necesario crear campo calculado…
Muy buena clase

Opino lo mismo que @David Fernando Martinez: no fue necesario el campo calculado para hacer el ejercicio. Sin embargo, me refuerza un poco lo aprendido sobre el DAX en PowerBI.
.

Haciéndolo con campo calculado me quedó así

Lo hice sin campo calculado, ¿Alguien podría indicarme los pasos para hacerlo con campo calculado, entiendo cómo hacerlo en DAX pero utilizando solo campo calculado como aquí estamos haciendo realmente no sé.

Hola a todos, creo que no se puede hacer un campo calculado en este caso ya que la información que queremos operar esta dentro de las filas de una misma columna. Por lo que en el menú de campo calculado no nos aparece la opción para seleccionar hombres o mujeres, Sin embargo, con los totales generales podemos conocer la información solicitada.
Saludos

Me parecio bastante interesante este ejercicio, lo curioso es que no tuve que utilizar el campo calculado pero esta función de excel es bastante util para poder calcular un campo especifio y ponerlo en la tabla dinamica.

Cada clase de este curso aprendo cosas nuevas de excel que no sabia y refuerzo las que ya se.

Como jefe de proyecto me sirve bastante para realizar un cálculo del costo de los recursos utilizados en el proyecto y analizar esto versus lo pagamos mes a mes.

Buenas tardes Estimados, hay algunos articulo que quedan a mediado y no culminan las grabaciones. Por favor corregir, por ejemplo en el caso del articulo 8 no culmino la explicacion.

No hay necesidad del campo calculado.

Pasos para crear un campo calculado en Excel:

  1. Abre la tabla que deseas utilizar y asegúrate de que esté seleccionada.
  2. Haz clic en la pestaña “Herramientas de tabla” en la barra de herramientas de Excel.
  3. Haz clic en el botón “Agregar campo calculado” en el grupo “Calculado”.
  4. En el cuadro de diálogo “Agregar campo calculado”, escribe un nombre para el campo calculado en el cuadro “Nombre del campo”.
  5. En el cuadro “Fórmula”, escribe la fórmula que deseas utilizar para calcular el campo. Puedes usar funciones y operadores matemáticos de Excel para realizar cálculos.
  6. Haz clic en “Aceptar” para crear el campo calculado.

La poblacion de chiapas el 2015 era de 14,633,867

filtrando la tabla original, veo varios campos con el año 2005 ![](https://static.platzi.com/media/user_upload/image-3a715bcb-78c7-464a-b577-989ddeb68c2d.jpg) omitiendo esa parte y realizando la suma de dichos valores tenemos: ![](https://static.platzi.com/media/user_upload/image-2fb6b59e-bbe3-4182-8678-ad9b292d871d.jpg) el campo suma nos da un valor de 14´633.867, que seria lo mismo si realizamos la tabla dinámica de la siguiente manera: ![](https://static.platzi.com/media/user_upload/image-b8c45b66-af07-4872-abf9-0402f9d57b8c.jpg) por lo que los campos calculados en este caso servirían únicamente para realizar la practica del ejercicio ya que si lo ponemos la información quedaría visualmente saturada y repetida, pero para el ejercicio de saber donde y como aplicarlo quedaría así: ![](https://static.platzi.com/media/user_upload/image-f270b8ea-d1c8-4497-8e66-62fb83436647.jpg) al tener la misma información que sin el campo calculado es evidente que la utilidad en este caso no es relevante, pero ya se como hacerlo y era algo que antes no sabia así que esta bien por mi el ejercicio, gracias Annie por las explicaciones y hacerlo ver y entender todo tan sencillo.
![](https://static.platzi.com/media/user_upload/image-ca1c551e-ee0c-4876-9003-1e8b7a0620e0.jpg)```js 2. Crea un campo calculado para obtener la población total (Hombres + Mujeres) 611,505,297 3. ¿Cuál era la población total de Chiapas en 2005? 14.633.867 ```![](https://static.platzi.com/media/user_upload/image-ed85b730-14de-4281-a86c-8383827721b4.jpg)![](https://static.platzi.com/media/user_upload/image-a90835b3-1084-4a60-bfde-c4e46d6ff33a.jpg)![](https://static.platzi.com/media/user_upload/image-9b7ae971-504d-4852-a49e-daab0d8cb300.jpg)![](https://static.platzi.com/media/user_upload/image-d99354a4-ca4f-45f2-9557-6839e66b7642.jpg)
Parece que el data set esta incorrecto. 1-) Si sumamos la poblacion de Mexico nos daria mas de 300 millones de personas ![](https://static.platzi.com/media/user_upload/image-b0bfb00c-6375-4e33-8333-8f9f025f0ed4.jpg) ![](https://static.platzi.com/media/user_upload/image-28404f6f-38a5-4640-a5e9-45b40b6e35cb.jpg) 2-) Si sumamos la poblacion de Chiapas en el 2004 nos da mas de 14 millones. esto es inconsistente con otras fuentes de informacion. Estuve revisando los datos y parece que hay duplicados, la informacion de los duplicados es similar pero no exacta, no se sabe cual datos se deberian usar. Este problema solo esta en el año 2005, los otros años parecen estar dentro del promedio. ![](https://static.platzi.com/media/user_upload/image-26d9ff01-1a13-4dcf-bfb0-527fa0a48156.jpg) ![](https://static.platzi.com/media/user_upload/image-da0a5108-78c8-47dd-8834-6efa030ee1af.jpg)
Creo que los ejemplos no alcanza a dimensionar el alcance que tiene esta gran herramienta de campos calculado. En el trabajo la usamos mucho para sacar KPI como crecimiento y variación.
Realizando el ejercicio, me pude dar cuenta que en la tabla dinámica cuando un coloca el campo de la población esta automáticamente se suma, como el campo de sexo es general y no separado por columnas de hombres y mujeres no se podria hacer el campo calculado, tocaría utilizar un filtro y sacar dos columnas tanto para hombres como para mujeres y sumarlas
Como muchos ya han dicho, el ejercicio propuesto no es necesario hacerlo por medio de Campos Calculados, aun asi, se puede realizar con la opcion de ***Elemento Calculado.*** ![](https://static.platzi.com/media/user_upload/image-8bcbf571-5047-4084-9128-8ffbb5ff24ff.jpg) Adicionalmente, ***les recomiendo revisar los datos*** que estan manejando, ya que, los datos usados en este ejercicio tienen el triple de datos para 2005, lo que genera un error en los calculos de poblacion para ese año. Esto podria deberse a que originalmente los datos tambien consideren el año 2010 y 2015. ![](https://static.platzi.com/media/user_upload/image-4316b340-e341-4d67-8064-95725a38fd22.jpg)
**Inclusión de campos calculados** 1. **Acceso a la opción de campos calculados:** Primero, seleccionamos la tabla dinámica y nos dirigimos a la pestaña "Analizar tabla dinámica". En la sección de cálculos, encontramos la opción "Campos calculados". 2. **Creación del campo calculado:** Al hacer clic en esta opción, se nos presenta una ventana donde podemos nombrar nuestro nuevo campo y definir la fórmula que deseamos utilizar. Por ejemplo, podemos calcular el costo de los bienes vendidos (COGS) restando las ventas totales de la utilidad. 3. **Definición de la fórmula:** En la ventana de creación del campo calculado, seleccionamos los campos necesarios para nuestra fórmula, en este caso, las ventas totales y la utilidad. Al hacer clic en "Aceptar", Excel calculará automáticamente la suma de COGS. 4. **Visualización de los resultados:** Podemos observar los resultados de nuestro campo calculado, que muestra la suma de COGS para cada período de tiempo definido en nuestra tabla dinámica. **Cálculo de porcentajes:** También podemos calcular porcentajes utilizando campos calculados. Por ejemplo, podemos calcular el porcentaje de utilidad dividiendo la utilidad entre las ventas totales.

No es necesario crear campo calculado, además, según lo que se permite en un campo calculado no sería posible hacer ese cálculo ya que se pregunta por un campo en específico y en este curso se enseño a usar campo calculado por conceptos de columna no por particularidades de columnas.

No hay nada en los recursos.

En caunto al contendi de las clases la verdad están muy buenas. Pero los ejercicios dejan mucho que desear, no están bien planteados, sobretodo en el ejercicio de esta clase en el cual no es necesario crear un campo calculado para lo que pide el ejercicio y el datasets no tiene datos correctos.

Hola, no sé cómo ingresar foto 😦, pero el en el reto que se propone no es necesario crear un campo calculado ya que automáticamente genera la suma de las columnas.

R: 2005 Chiapas total de 14’633,867

Saludos,

No se como se debia aplicar el campo calculado en este ejercicio, si le aplicaba filto al la tabla el total de campo calculado cambiaba; la mayoria de las personas que utilizaron el filtro dieron como respuesta el total de la poblacion de chiapas y no el total general de hombres y mujeres.

holaa no se como publicar una imagen aquí porque quería pegar el resultado me dio 14,633,867

Hay un error en el ejercicio a descargar y es que el año 2005 esta repetido, me parece que en el mismo se encuentran
2005
2010
2015
Se puede corregir siguiendo el orden de arriba.****

COGS Cost of goods sold
Cost of goods sold (COGS) may be one of the most important accounting terms for business leaders to know. COGS includes all of the direct costs involved in manufacturing products

No fue necesario realizar un campo calculado , ya que la informacion se puede filtrar desde la tabla dinamica, realizando filtro de Sexo , Entidad Federativa y Suma de poblacion.

Este es mi resultado del ejercicio:

Población total (Hombres + Mujeres)
General

Población total Chiapas (2005)

![](https://static.platzi.com/media/user_upload/image-9ec0ba87-362e-4790-b207-28a742a93d4e.jpg)
![](https://static.platzi.com/media/user_upload/image-9733ee43-35d3-4391-a181-8b4a1fe300de.jpg)
Respuesta a la pregunta del ejercicio. ¿Cuál era la población total de Chiapas en 2005? Población de 14,633,867 hombres y mujeres.
Grafico del crecimiento de la poblacion en los periodo de tiempo quinquenial ![](https://static.platzi.com/media/user_upload/image-d1f33521-5c4b-4c07-b318-53e08fb759e2.jpg)
Hago el curso y ejercicios con Google Sheets. Pivot table and chart de la poblacion total >> ![](https://static.platzi.com/media/user_upload/image-9bc7f96c-e2ff-49aa-9521-bab82f1cb612.jpg) Usando el filtro en campos calculados, aqui podemos ver la poblacion de Chiapas para el a*ñ*o 2005 >> ![](https://static.platzi.com/media/user_upload/image-fbfb510f-690b-41df-85de-74e59f6e8987.jpg)
![](https://static.platzi.com/media/user_upload/image-7c8390c7-096b-4bf9-8d43-8b3f9e66a7f3.jpg)
14633867
Hay muchas manera de presentar la informacion. es cuestion solo de cual es la que mejor se adapta a tus necesidades o como la quieras presentar. ya que no es necesario ni el campo calculado. ![](https://static.platzi.com/media/user_upload/2005-c6d335ce-4dc7-40bf-ac42-7e1b8d82cfe0.jpg)
No utilicé la opción de campos calculados, la respuesta me salió con el solo uso de la tabla dinámica. O me estaré equivocando en la respuesta? ![](https://static.platzi.com/media/user_upload/image-17028806-08df-46e7-ad41-f837c8592dec.jpg)
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E2ndoT4G6DVuE1Tv66jj9OK2g79CP692iBraF4HV914fvslBT70whmhst5dcgHBPo6on/XPIAHy3YJUesn8+2OROq060qrel6YyEu5ERvO5g0Hceo5iv+92BEHcxmRP41n6c4s/Lo8T7O6TlCWyrlDG1m3KZkOH07mzT9lOyNmK9Epcuw8PLE21yL7yi6WTVyJdb8vGTqgHbZGhez5uD1zz/gy/IOxNKmlT1p6BqZeTXG3MESnQrZLCJ/dgw9WGDJ64w/0qmONvhjafnYCrhItuSXb7YPule2bo9tXOHrsGKdPn6asvAwLc3NatWxFq1Yt0dO793PskpAfDDsu0kge0BdCtoVsV+Iy/VeHCNn+V7ie6s41X7YBZVkuN1IvcSk+jtiYE5xJSKbYsDE9+vejXYAhR+Z/zsZjV7Hxa4GHvSWSJ5XkXuJIdCr1Or7Cq3274GIBiaG/snrrb6QkZaGwaUzHl16hW3MfrAyKObN5IfN+PI3zC6/z+nNtcDGWfpxKSdu/hImzVpHfdCTj3+pPAyejp9rhovInQyByxWAWn7Jh4Fsf0tLbjrtTnB8s25f5YfhbRFj1YdiIV6nnZIGOTEZZTgLfT36P3dodmPTOa/i55LBq2FvEOL7E8BEDqGNnhrYM0uM2MvX973H934cM7nVzZJuyfEqL88lMTeNGYSkK9TU2T5hKSdBY3h39Aq5mpcR8P5r5u7Kp16k7jRq1wN+vLtYGBhVl3tqil3Rm1LdlDFm1gX71bTEQz4lPJng0VKok2xcTYmgf2PK+NUrCLY1sh4eHE3HiOD179SIgoCmGBnfkPP11rEKp5JCQ7Qf2npBtIdtP+tIWsv2kCVdd+f8J2b6JS0V5SSG5mSlEh2xm49bDWLZ5nddeqk3kzK/YnaDCJaARThY3c1NVqjIKMcY7IIjm9aUcWz2Krp9i1ZwJbNx+EqceExg17FUau5qiLcvgyHezWLQjj07vDOOF9v6Y/jnpUnVuPR9Mnskp25eZPOoNWnlaVl3viZKeGQKVl+0TzOg9lty2oxg2pAfOZoYV8acuusGGuaNYcMmLmR+MIKB2EjP7jCW/w1hGDOmOk6lBRQrU/SZIFsbv5ved+4g9n8SNwjIU6nKSo+Lw6PMp73/4Eu5mcoqTj3Ao5DgxcTEk58qwc25G8CuDCHA2/WvlESHbz0x4VUlDKmT7fAxtA1s8tLyMjAxiYqIrRrUNDA0fuK8k26GHT4iRbTGyXan4FBMkK4XtjoOEbD8+Q02V8B+S7T+RqlVcj93BdwtnkOL0Mm8MbkfSyhkcue5I2wEv09DT+u/cVB05RsamGOnroS2TcTXyJ1b+uJ5TkUmUW3Xi5Q+G0q1lbUy0colcO5sF61JpMXIEL3VpjOWfS0wURa/go2nzSPJ4i0/fHkyAq6mm+lbUo0EClZftsyx8ZSgpfkMZOuJ53CyMbj7sFaSxduYI1mQEMO29t2jofoPF0n4N3mb4iL64mt+U8ntlu4hD3wxnVaQM72ZNsLcwRluWy5E1q9Fu+QFj3pdk2xAtVTnFhXkkxZ8g6th2ftwUhdVL05k7qCVWRjezs4VsazCANFDVo8q21BRJhKR87YdtUs526BEh2w9iJEa2xcj2k76shWw/acJVV37Nlm2ZkpSLp0nOKMfS3gVbS2N0KOXKkV9ZvfJ35EGvMLB/J/L2zGLDkUzqd3uN4Nb+mOtroyorpii/HF1DU4xN5CizT7N12QIi8mxp6GxGVNhxrnt3YNjgl2juZk7yocUsWPArJU1fYfBL3fCxMURdlEnMz/NYvDUS9wETGPZyZ9zMK7+mctV1uyipqgmc3zSWafsUDBgyjnb+Lujr3rl2+4PTSPL5dWJffk1vyMtvvUkTTwfk2mqy44+ybMZMcgPeYPRrffCwVfPbpz3ZktmUwUOH0cjDFi1FBqd3rWHBkhCavPspr/eW0kgusWjAYM649mfY0P542hiiKDrJovfGkek1infHvoS7iTaFOUWodfXQ04WCtH18NfIzwupNYOunvbE30wdyOTD1OT79xY7xm7+li4clcrEcfVWHjUbLuyXbbVo/fGT7URsljWyHCdl+IC4h20K2H/Vaqux+QrYrS07zx9Vw2S7nwondHDh4hKsFupiYGqGrXUh2Sir5uNL2hX60aVqXsqT9bFm/lZQ8I+xr18bSTAtFSQkqXUfqN26Bh1Uh0TsWs/FgJvW6vk7vNu5cOrSUpVtO4t5iCAP7d8Ve6yz7f17DnjNZGFnb4mBljKIon7TzSSjsm9F70ABa+jqLvFfNx7hGakw/sYzPlkXQ6dV36d7SB2P5nQ9VD1uN5FL4YlatO0yhvhWOtjbIdUvISEwjq9iMDgPfpH1AHUz0dbi4dwZL1h1BbeaJs6M1usoScq6lcyIqnlbvfM7rFTnbufz+1Vh2pphQv2EjpEFqRdkNIn5bi1bjDxgjybZeKvtX7yKxXBcLGzl5uQmcCYnFqOdkxvXxw8xAB8rjWPHWm/yY9xxzlo3E39oYkbKtkVB6YpXcku2gVs2rpA5Jtg+HR4g0kgfQFLItZLtKLrSHFCJk+0kTrrrya7Zsa8kozLjCuehwzpxLJrdEgVpLgZGZLR5+zfH38cbK1BC1Iocrp44TG3OO62VqZLpq0DHGtpYP9f18sVInE77/D5JUnrRs2x4vJ3MU6cfZu30PafjRuks7vJz1yU9KICbyCOcvp1KsBLQMMLN1w7txS3w9nTHRF7pSdaH7bJWUn3KYmVPnY91xGC91bY2tifyOddXz47awatsx3DuPoZ2ffYUE39oUpTeIDT/EyVNnyStTo9YqR1vHnjqNW9Kkfj0sTPQrlowsz00mIuQPTsanUoY2Bsb2OLt6kpt4GpvmXWjh54mxng43EvaxJySGwnIdUOthYu+C3vUTKB2Dad8pAGvt60Ru2UlsegEYalOsUmNq7U5Ay4542BlVrEZScmULnw7/jLQOC5g5IhA7Y12xTvyzFXL/ujU3ZTuawJZVI9uSTB4+GilkW8j2v45F6QCRs10pbHccJGT78RlqqoSaLdva2qBWVkyMLMwvoLisHBUy5AbGmJiYoKd3SyDUqMpLKMzLpbBYWr0BtPQMMDExq8jXpjyf7Nx8VLqmmJkY3/y8u6qEvKwcisu0MbY0x1BfKktJSWEehXkFlCpUyLT10DcywdjIEN2b66mJrYYSKC9IZcOcTzhl2JE3BvShtsPN1UJubcribDJyCpCb2WMqfTXyjpQMNeWlhRTk5FJcrkClBrncGGMzU/SlGL21r1pNaVEOuXn5lCvU6BiaYmJkRFlBNjIDs4q1t6W5BSplKbnZWRSVlKFW62JgYYm8LIsyLdObb3e0VJTmZpFXUEyZSo1aRx9jEzNMDeVoVTSslAu/TuXD5Wfo9tF8Xm3mjOFdaTE1tBtr9GlJsn2hKmVboeTIMSHbDwoaMbItRraf9A1FyPaTJlx15dd82a46VqIkQeDBBJRFRG6eybIwNQOGvUGLuk7o3/ryY3XjVprM5unj+CmnLZM/Hoy3rckdDw7V7XREe28SuCXbrVtU3ch2uJDtB4aXkG0h20/63iNk+0kTrrryhWxXHUtR0n+agIqcs7uYv+J3HIKH80JgPSwNq+dk2IIr+1n89Rq0u7/NG50aYK4vvh1ZE0Jbku2Ec1E0bdK4Sk5Hksmo6DMijeQBNIVsC9mukgvtIYUI2X7ShKuufCHbVcdSlPRfJ1CcwenTMZRZ+OHjanPPJ9urC57ijAucOp2GbYMG1LIwrvjIjtiqP4GKr0RePouNtXWVnIxUXk5uPg3862Fl9vBlAqukwmpWiJBtIdtPOmSFbD9pwlVXfrWS7fT09BC1Wh0k3eRvbXf//dq1a2QVy0HPCpmWmJBYdaEiShIEBIFqTUCtprAwr0pPQUdbB89aZjhZibcfd4OVfpukH1hDQ0Nk4oH1nrhTKBRIsijNnxJb5QiUl5cj/ZFiTGzPNoGyMmkOlRo9Pb1n+n4gk8lCZbdkW0J6u2TfLt5Xr16lFCMMTGzQ0qqer/Gf7ZARrVOqVCjKy9HVkyY6iomvIiL+uwRUKiXGekocrO//Sff/LhnpK8Sqv2Rb68+PnP2Xedx97pJsSw8jpqbiQ2+VjQsh25Ulp/njJNmW7gnSx8Ke8YfvUFl2dnYIEPQgTJKAJycnY2xsir2DIzo6QrY1H1I1v8ZyaUSmqAgjIyO0pRVvxCYI/AcJSO8XpR/70pIiLMzN/oMEHn7KUhpJbm4uZmZm4j5xH1SSfEh8bGxsROxUkkBJSQnSH3Nz80qWIA7TFIHqkkZSMbKdm5tbkUbyMDhJSUkVT8pOTk5CtjUVRf+xeqQRmcLCQoyNjcWP6H+s78Xp3klAEibpR0T82N8bGSJn++FXi1hn+/HvJiJn+/EZaqqE6iLbgJBtTQWFqOfhBIRsiwgRBG4SELL94EgQsi1k+0nfJ4RsP2nCVVe+kO2qYylK+o8QELL9H+locZr/SEDItpDtfwySB+wgRrYrS+7v44RsPz5DTZUgZFtTpEU9NYaAkO0a05XiRB6TgJBtIduVDSEh25UlJ2T78clpvgQh25pnLmqs5gSEbFfzDhTNrzICQraFbFc2mIRsV5ackO3HJ6f5EoRsa565qLGaExCyXc07UDS/yggI2RayXdlgErJdWXJCth+fnOZLELKteeaixmpOQMh2Ne9A0fwqIyBkW8h2ZYNJyHZlyQnZfnxymi9ByLbmmYsaqzkBIdvVvANF86uMgJBtIduVDSYh25UlJ2T78clpvgQh25pnLmqs5gSEbFfzDhTNrzICQraFbFc2mIRsV5ackO3HJ6f5EoRsa565qLGaExCyXc07UDS/yggI2RayXdlgErJdWXJCth+fnOZLELKteeaixmpOQMh2Ne9A0fwqIyBkW8h2ZYNJyHZlyQnZfnxymi9ByLbmmYsaqzkBIdvVvANF86uMgJBtIduVDSYh25UlJ2T78clpvgQh25pnLmqs5gSEbFfzDhTNrzICQraFbFc2mIRsV5ackO3HJ6f5EoRsa565qLGaExCyXc07UDS/yggI2RayXdlgErJdWXJCth+fnOZLELKteeaixmpOQMh2Ne9A0fwqIyBkW8h2ZYNJyHZlyQnZfnxymi9ByLbmmYsaqzkBIdvVvANF86uMgJBtIduVDSYh25UlJ2T78clpvgQh25pnLmqs5gSEbFfzDhTNrzICQraFbFc2mIRsV5ackO3HJ6f5EoRsa565qLGaExCyXc07UDS/yggI2RayXdlgErJdWXJCth+fnOZLELKteeaixmpOQMh2Ne9A0fwqIyBkW8h2ZYNJyHZlyQnZfnxymi9ByLbmmYsaqzkBIdvVvANF86uMgJBtIduVDSYh25UlJ2T78clpvgQh25pnLmqs5gSEbFfzDhTNrzICQraFbFc2mIRsV5ackO3HJ6f5EqqVbN+4cSMECFKr1X+Ruv3v0j+mpqZibGKOnb0jOjo6micqaqzxBJRKBSUlpegb6KOtpV3jz1ecoCBwfwJqpAdP6VowNjYWkO4ioFQpKSwowMjYWNwn7hMdZeVlFBYUYmFhIWKnkgRKy0opKy3DxMSkkiWIwzRFoKSkBLWqHAN9OVpaMk1VW5l6QmXp6ekharU6SDr6QcJ99epVtOWmmFvaoa0tZLsypMUxDycgxZ5SqUJbWwuZ7Jm+aERXCgJPlIBapUaSSjGwcS9m6T4hPYxIbMR94l4+KpUKhVKJnq7uE43Rmly4xFD6I66/Z7+XJWeQ66gwNtB69mU7KyvrL9l+ENrk5GTKMcDY1BYtbTHq+OyHoGihICAICAKCgCAgCAgCNZuAqZEOliY6z75s5+bm/qNsJyUlUaaSYyRku2ZHrTg7QUAQ+FcEpJHW1JRL/+qYh+8sQ09Pjq2dUxWWKYoSBAQBQaBmEjA31sXKXI72s55GImS7ZgagOCtBQBB48gTUahXxcRH41PGsksqUKhUJl1Ko69OoSsoThQgCgoAgUJMJCNmuyb0rzk0QEAQEgYp5LiouXzjp9OBtAAAgAElEQVRFlw4V014ee5PykXfuP4K3kO3HZikKEAQEgZpPQMh2ze9jcYaCgCDwHydwS7Y7tw+sEhIKhZJdB4RsVwlMUYggIAjUeAJCtqtTFxffIHb3HqLTsqnVLJiGPp6Y6j/9iaDl2YkcDQ8hPlFOw7bt8a1jg4Hu3St1qMhJiuHokXCulLvQNjiQ2nbm6IgFPapTBD65tpbmErd7J8cSkzBu9gp9mjiip6P15Op7aMklJB75jQPRlymyasOrLzbHXPtptaVqENyS7eAqk20FfxwIFyPbVdM9ohRBQBCo4QRqvmyXZBMfdYIjkSe5nluI3MyVBq1a0si3Nmb6elQr18uKYOWEKWw6lUrg8KkM6t0RR7NKLJ1UkEpYyF6i4i5RVKL4M8QNMHWoS8MWrfGvbY+J/NHloigxlG/nf832UDW9P5nGwK4NsDG4m6yCK+FrWTRvIUeKWzN+yhiC/V3Rf6zl80pJidjF/vAY0uSN6Ny3HfVsTNC77aItL8rj2O7NRJ1X0KhjV5r4OWL4L87tUa7/nLidbNgTQVZ+yZ27W9Wmc3BX/NzsHiiOpfmJHNiygbjCWrTs3ZlGDpboP9sTKB4Fyb/fJz+BHyeMZ2VIJI7DNrL4jcYYy5/Wg2QuYfNGMmVNCJm1P2Tz6hHU0tWuXveKu3pAku1LF2Lo3K5qRrbLFUp2HxSy/e8DXRwhCAgC/0UCNVq2VXkpnD7wKxs2/s7RC8mUSmsd6lvi2LInrw98mdY+rsif2uhZJcIt8xBzx01k08k0gkfP5M3nO+NkfrtaPlqZZSlHWTT3SzbuPkah2hAjAzkytQzkltSq3YK2fV6jVwefCpF/lIeRoksHmPPNFLYezKf75IUM79kUB8O7Zb2cy6Ermf3NbEKL2jDxm/F0beiOwWPJdiZhiyYxZ/WvnFe35v1F03m+sRsmfzlaOSmHN/LNgh/Js2rDa0MG0dzXAQO9R3+QeBSiZ9e/y5jZW0gr0MbYUB9tbdlNbq6BjBn9Pl0CvDDUS2bvonWcVNvQoWsP/P8U8NzUPUwfNpo9aa4M+mYmr7XyxuKpSOYlds5Zwyk9Z7r26IVvLWt0tB+l9x+F0CPsk3eahePGsOpAFC7v7mDlsGaYPLW3NrkcnPE6E37YT0adz/jjlzG46tUA2U6IoSpHtncfPCpGth8htMUugoAgIAjUYNmGjNjd/Dh/FpuPZuIV3Ie2AXUxLEgjodiUlkHtaenrhr5u1YrXEw2pzIPMHTfpsWW76PIhFsyeyuZ9UdgFDaNnoB8WJHNs3+8ciUhGx/kFxk4bTXAjF4weAc/dsj2sZ1McNSLbeZzeupKNe46QovZl4Ki3aFnHHv2/2pzBiR+Xs/uimkZd+9KqQW3MDHQe6QHi3/Rj5IrBfLhwFzrefenbqRX2FvpUDE4b2+Pv34Ba1mboaB/lq+Ah/KKsw7iJU+jTwgcjuTaFGRH8NHsREVl29Bo+nPa+Lhg9lZgMY3LLwWwxasJnU6bRM6A2ck22I+80C8aNYbWQ7X8Teo+8b8XIdkIMndq1fuRjHrajlLO955CQ7SqBKQoRBASBGk+gBsu2ggshP7Nk9jz2JxjSe/wXDHmhLfbqfNLzSjAwNsXc2ICMC2GcOpuGgUt9fOq6Y2GoR1n2ZU5FxXADG+r5+1HL2pSMhBBOJedj6+iJfmkel68kkldajmUtH/x8PJDnJnEpLp7k/BL0Hdzw9fbDwcqiYnRQpSwnM+kC586f53p2LgqVCktrN3zqN8Te1pwHDq4XZ3HudDjnk24g07HEw66AXxcsZmfsjbtGtou4HneSs/GJ3Cgux8DYjtr1m+LqbIX+fZKib5dtvyE/8tHgLriZpBGyajrfrtrK2VQXhi5cxMDOjbDWKyXn2iXOX4ol9VoBZWVyDK2c8fT2xcPRAn1dGXfI9vhJBNfRJyftGoXa5rjV9sXXwxljA+47sq1bkkdKQjznLl0mr7gYLS0dnD0aUNe7DmbG8pvSqlKQl36Bi2fOkpyVR4nSFBvP+jTwtyXn5DZ2HDjBVf0WvDqwK3XtzdChhOyrF4m/eIyIA7Hkyexwb9CMRo0b4W5vilxHRnluCtHRkSTLXGlT15KslHjOXk6jRNcSj4bN8XWyxPAR33rckm3bblP4/O1XqONgwu0pvlnxezgaF8bG6auIUNnSuWcfGnh4U79DJ9yNrrP3pxVE57vTZ8Bz+NeyQQ8lGYnxRMeeJbugEFNzF7zr+5J1IYQbel4E+HtjYSQnOWozJy/JcGnUHG83ewx0tCi6foYjh09RbutH8wZ1K/aTyVQUXb9IfFQMV3IKKFOBnWM9/Jo0xMJYj+xzOzgSG86GKd9zUs+Fnn364u/mRf1OXfCxNUJdnMWVs3HEJSZRUl6GlpYu7t7N8K7rgaH+zRFfRVkmCZERXEhKp1ipwtzSHf8WLbEz07vZh3dvJVmcjTrI2eQ81Oji7mjInu/msfFwDC6jbh/ZLiYj9jixcVe4rpDeTJlTp2FrPFys0XvQyLtKQXbKGeJjzpFaUIJCbYWTbxOa+DtgUNGYQtIvnOH0xXNkZalRq02xcPGgnp8/TmbayGT3jmxbZ53l+PFIMgpdafViEE5SWklZJqfCwkhIz8asQW86+lhSlHaGoyciyLRqxfN+hpwIjyI5Owu1iSNNm7fB3bqMK4cPciY5i0ITU3z9AvF1tan4ymBZ1kUOhx/jhnlTXvAz4MzpSM4lZyMzdaJe8yB8rfS59SKoODOJ+NNnOX/tGmrA0NAS78ZBeDhZ3BF7t7Dfku2Obe+WbTXp16+Tlpb+Vw9JX4ZUqZWoVOqKvm3cuBEy2Z1P3dJqJHtDjomR7RqvCOIEBQFBoCoI1GDZVpNyYgvL5s5kR0QGtVq8QI/eLxLcwhdneyNufWDy5KZPWL4uApt2Q3jl5W542piQf2EXy+cv4RQNGPT667TxdyV2y0cs/+0UBiae6JXcID45kdzSMiydGxDQ2AOd7AvEx8STkleK3KEOnfq+Qe/gNjhZGpISuZHft+3gcFQCN3LzkNaotbDyoGW3V+nZqzMejubcM5+w+ArHftvClh3bOJN0HXQscXMx59rZOJIKteg1etafaSS5xG7/lV3btxORcIXM4nL0jW3x8A2mY7+BBDV0xlz/zlC5V7a74mWdS/h305i7YgNnrtnyvzlLeK27N4UJ+9i7YxfHoqNJSSukvEwPQwsn3Ou2pPvAV2nt64x28sE/00iScGnSFBvtXFJT0ijSNsXFox5dXhlDl6Zu5ESsuiONpFNdS2L3reaPXaFEn79CfkkJMpkOTu7NCB7wJsGt62NjLKfoWgTb1q7h0OEIkrLyKVWZYOfTgleGDcbqwhZWb9zFBaPeTJw4hGYeBiTF7GL39j84fuoUV9OKUSj0/nxACKTXa4NoWccWUsJY8u08DqQ40dVdiytXzxJ7JZ0SXQvc/DrTf8jrtPayxfARZnD+k2zHbxzBl6tDiI27RiG6mJmbYyj35uWv59HbI4Ofp33Mvuz6vDthNG29nVFcO8a6ZavZczyarMJCTM1q4dOgNcVXd5DrMYgP3ngZLwczQub3YuF2bdq/+zEDOjfBUl+XjOgf+GLicvIb/o9Phr2Ep70pZXmxbF+yjP2HT3A5p5AytRpbBz8C+wynd/eW5O58i6lrjpNwPo1CmR7mFhYYyn0YOHcxL9bVI+r3RezcG0Hs5RSKy8rR1tbFxasNPV8fTseA2hW51XG7vmDlT2GcvfKnbFu40aL/BIa8GIC5/K63CaXXObHtZzZs/YVTybkVsu3q6kz2xbOcv3odrzE7/0wjKSBu52Z2bNtKVIVsKytku3b9bnQcOIwu9S0rHpzu3vITD/Ljkh84Hh3HtcJSFGpLXBq3Y9i492jmUkLk7jXs3HWUUxfPk5OtqpBtc2c36tbryKvvvkY9iwIO3ZVGIo/5ka9mziX2aicm7ppGoPQQkx/Hd59/xtaIBNyGb2DBK3VJP7GSL7+ZS5xOT96qV8DO49GkZGeDiT2NA/rSzC+ViK0hxCVnU2RiirdPH978ZCyNrXXIP7eNSdO+IlrRnqH18jgYG835lBwwdcSnaV/eHDWERlZa5F4+ym+b1nL4aDwX0tNRq8HA0JK6jXrx4shhNK9lfM8Dzi3Z7tCm1T28JNk+dCiErKysis8/K5VKyhXlqJVKWrVuTYvmze/55Lg0sr0vVMh2VfwIizIEAUGg5hOowbKtRXFmLNuWzGT1xt0kFRpi4+ZPQIsgOvfsTpP60gRJHY6tHMqsZYex7z6OYUNewMfejNyzm5g1+WtO0JSRY8bQpYknJ9e8xazl27lS4kLD5kH4eVuSdfpXQiNTKZZZ4+jfhGb+3qiTQth/NA7jpv9j9Ig3aentSMy6z9kWnoC+sw+2VhaUXI9k556jKOyCGPbuewQ398HkrjzijIglzJm5jIPnMvEO6k4jd1Piww4RceYChfqWvDhmdoVs6yWvYcnXSzkUp6BeYFt8XI25dGAvJxJzqdX7Q8YO70t9F1Nun2p2r2wH41gezU9zZrBuRwhXbbszZdqntHPO5LfVM9j4+1GKazUnsHlTHLRyORpygPiL+bh0Gc1Ho/pRpzyaBRU526coVnoT/FwXPMwLCQ/dR3zSVew6TGDS+/2wSNrK/Ntyttu76bPz2y+IyVTj4OqJiaEB187vY/ehczh2eJsPh72Cv6sVcVvG8fWCLWRZ+hPYojn25lqkxsXh0uUNHC9v4ru1W4k17s/8+e/T2PgS65d8yeY/olB4BtG2eQA2qgzCDuwjIbEEz94f8tmovrjkhfPN9ElsP5qJqcqF1i92wMHgKiEH93LhqoxWY5cwoV9LHEz/eQLqLdkus21Gy4Y+WBjpIdM1xLtlT9o2q4fi4k5Cog+zde46YlQ2tO0sTZr0pnG3nrjpnGXBmCFsywzg81kT6eLvzrn1w/hi/i5KXJrRoWUzbGSX2bXxBEm5lzFpP55Z779FvVoW7PqiMVM36NDzsxm89VxrbAz0SD82j9HvzCS3+WhmjX8TbydzYjaNZPqsg2i7NqVlC39MlNfYv2Yr11y7MurTD2iodYKjscfYOnMtp/WcCe7SnXoudWjSqw+19bJYN/09Lsgc8XB3R66nS/Lp3/j9wGX8Bkxm0rC+1NI+yzcjBrHzhj2B7YJxs1VSFBtBnN6LfDqxH07G8jtSd3ITtjNr8kR2nrhIrS5v0KWuLclRf7Av9BTZpWX4jv2jQrZVaftZ9Pln/H68AP8uPQioa8PV8L0cjErCtPtE5k18Dte7ypZu2UeXPc+EBUcwaNCRzs2bYKxfxKUT0fgNWUCQ1ia++nohR85k4Bz8Kp38PCE9ip+3HqCw2Jyu47/jk4FeRM16846cbe1ji/hwwiROJvVm3pnFBBsboJUbzcyRb7MmLBavj0L5eag/V8Pm8/4nE4lJc6CWuyftu3XG4MZuftt1hKwSJ+xsDandoQ/1ZRfZvH0n13Is6DNvD1O7OpIbs45R74/n6CUjXPVr02FoN0xzIti6/Q/SCq3pM2cXU4LtSQ77kdkL12Do1wxPOzuUZXmE7v6ZUxfVdJm8nqnP10P3rtcJt2S7fdC9si2NUp8/f54dO3eSn59PeVkZCqWC5s2aERzcGVNT03t+CaVj9ocdFyPbNd8RxBkKAoJAFRCowbKtDepirsYdJfS3X9h2KJwLqekotExxC3qRN/73Gm3re3D6pxGPLtvL9qLw7cdrb7xBuwaOpO39mi8XrOWsshH933qX/l2ao07czNxpcwhXN2Xs2Pfo0cKbvITjJGUVYmLrjKmJMWXZYSz9YhYH060YOOoT+ndugZXRbVKnukHogo+Z8+M2rlm3ZfRH4+ne2J4rYRtYNm8Fx9LK6CmNbPdtxIWVnzF3zXauO/bg3eFv0Mrbggu/LmThht9JN+3E+5M/oUszLwxvs+3bZdvQqyNNvGuhX5xCbOxZ0nOsCBg6jtH9glCf+oX5s+cSkm7DC2M+5JXuQThoFxC64SuWrNzM+YJ2fLZ4Ih2sk/hupiTbKdQOHsOoES/hZ1PE3pVT+W7D7ySWBzPpuwnUKz7E0ttkO9jblqunTpCrZYC1rR0Gcj1SYzcwd+piEux6Me3jdwnyUfHz2Nf4PqqIdq+P5/U+wThZapF27gzFpg5c3z2PeT9s+lO2R2GftI35M+dxNNeVV8d/zIBOLbAmlwNrJrFo9e9cKevG9FWTaCWPY54k24cz8ev1Ee+N6IuXaSI/T5/Ij7vCKe86g1XjX8TLzvgfL7Nbsp1eLMfU2LAidUimZ0G7QZ8y9OUOOJjIUavCmdFlKBtVXrz36WR6t/DB2ECPgvQjzHz3Ntn2VbF6yIusOK2myzsTGdY3GHvtq2z/7hu+XbUddZv3mPXhv5BthwyWDOrDDxfM6PvGe7wYHIAZ2fz25UiWRap4bvwMhvZugaXBcaYE/o+tRo35dPJUejTxxECui7I0n3PHQikyscXB1hZdHR0SI5cy5eNlZASM5PtJb+NjEcVnPYayV7s2r438hG5NndHLTOJSoQONmtfB+PbJhepSzvz6DZO/XEisTjM+XzSHPj52pEVtYu7U2Rw6dwXP0dLIdgMSd85i0rQFxJn25KvP3iagtjWph9bwzaKlxJW1Zur6pfTyMLszDUsZz8zeHfgxy40hH01ncHAzjOXFXImMpLxWHRKXv8fUn/Zzw6YrX377JcHetZBln2PVlEEs3XEZm8afs3z1ayTOf4tPb5sg+W9k+4NPJhKdXJ8X53zG2x3bYHRlHWM+mMSRc9k4df6SWZNfxVsnlrnvjGLdsQuYDvudsE+C/pbt88YEj5zPp8PbYVp0lDnvjGJ9xGUshm/j0EetyU85R/Sp8xh71MHBzBRlWTbblnzC8p/DMBq8ij2f90DvrqUKb8l2u6CW941naTQ7OjqaHTt2kp2VhZ+/H31698HK2uq++0sj2weEbP/jvUHsIAgIAoKARKBmy3ZFH5dTcPUCsfGxnDl+mEMH93H6hopWL41n5MC+5O4ey+xHHdledhTHXu8z7M3n8bYz40bYt3z29ULOmXTiw9Gj6NzEg5IbB/l2/CS23HBj9Afj6BtYh4LkKCIijhNzLpmc3EJUqkwuHoviopYHr43+mEHdArExkf8dkUVnWPP5RH74/RCKwPeY+sFQWte1QevuCZJdHdj3zVRW7ggl29qbRj6eWBnrUXr9LCdjEyiVN+GdaV/Rp119bl8h8HbZxsobNwcrDI3kmDu44+UVSJsugXjZ6XF683zmzl9BtGUfZk0ZTQf/WujKZFwPX8SkGd8SesqWYYvm8ZxHJqvm/L0ayc0JkirO/zaZaQt+JPKiG28vnUsLnRP8MOfv1UiCfSxIiwvlWOQZ4i9do7i4hLLCVGKPR3PN7TlmfjaODu4X+Or1j9hX5smI8RPp2bLebatUFBC56jO+WvbLTdmeOwy9qB9ZMG8VcbVeZcn0UbT0skNHJiM9ZBbjv1pKxDkXxqxeQg/rS3w7Q5JtJS/M/p5hHX2x1r/GzskTmP/LThJbfsqmyYOo52j2j3eK+06Q1Jbj6NUYH08nDCtkM/y+EyTz047wze2yXSuWiS+8z25VHcZOnsYLrX0xluuQdmw+742aRXbA23zzb2TbMJRxPcewP18XnwYNcbKS8sllZJwPIfK8mk5j5zBuYCccTE8w5T4TJBWlUi72Ho5EnediUhrlZeVIyxWeDI0io/Ew1k0fi7+rkv1zJ/PdobOo9G1xsnHGw9+fBq070NzHGYPbxU+Zx/6lHzF9/i+kBHzE9vnDcbc0Qnb3BMkhdTn+wwS+XPALqZZ+BDfyQF9Pm/KcZE5GnyQ9x5NRm39nSENL7ngplPkLQ4JGcqZub76ePp3AOtYV51uxFZ9l6bsj+W5/FPmd5hG+4FUs5ToV/+vijy/w0tQDGDq8wrwtE8n9btg9sj1+wiSiHmFk+6Zs92XB2SV0MpQjS9rHiFGjOXAyifqfHGH9MD9kXGbtm0OYvfcEBS//RPyMnn/LdoIb43fv5Y06eqjVl1j7xpvMOXCS4v5rifuqG/nXz3Em4gDhp65yLe06anU5189HcepcMoo+C4mcOeCeVZYk2b54PoYHybbEQEohiYyMJDr6JN26dcfZ2fmBsS+NfB8MOyFGtv/x7iB2EAQEAUHgPyHbt7q5nNykODatnMHarXswbjOeD0e+iezwh8xZdhDLTu8xfOjL1HeyJPfcA9JIKiPbAfrs+2EePx84SZm5C7VsbDDSyeF86DHi1a4Mvp9sF59h7eeTWLHtIIrAMUz5YCiBdW3vle1uDuz/Zio/bA8lx96fZv51sTX5eylAfRMvOvTtS4M6kvDc5vK3rUbi0uMzBnZtTi0rPQzNrLGzs8PUQI62uoiITfOYN38FJy16M3PKGDrWl2RbQfL+RUyZvZTwOAeGL55HH/eM+8i2kvhfv+DLhauJvODByO/m0Fz7TtlubZ3KLwtms/1cFtbOnjiaGqMuTCI67AQpLn1uyrb9KSYNn0hIuRcjP5pIr5a+D5Ht4cijVrNg/ipiHV9h8dejaOVlj45MwZU/ZvHpzOVEXXRn7I+L6W5V9bL9oAmSN8k/omy7xDHp+XH8obwp288H+mLyUNlW0vGDbxjZrx32xvJ700iMwvig52j25utTP6ApLram6PyVYmCKf5eXK9KYzAyO8sV9ZDv38m4WTvuSfelaeHh4YWcopzzvIsf3HiO90dA/ZduKgmtnCD8WwZkzMVyO3E1clgGuLV5g3Lgx1LMz5K+5jMo8Diz9mC/nbyCl8Yf8vuht3C2M0LpHtr05sfITps3/hVSbRvRqXqdCtv/O0Haiw4h3CKxldOeHkZJX8kqXD7lQpxczpk8nqK7N37JdcpZl74xkmSTbHeZyZNFArCpku5iYRf15Y14oho4Dmb/lc3K+G/qAke22TDv6E33tH5xG8iRlO3ZaO6J/m8fiH37iFG608PHARFbOtbhjRJ6+TPk/yHbbwBYP/d1Tq9WkpKRQq1ath+6nUCo5dFjItpAIQUAQEAQehUDNHdlGQdrFOFLzZDi6emBnZUJZ+jl+nj+Z1dti8HrlI95580UUhybyzaKNFNYbzOi33yLQTcHhX5awbMUvpDl3Y8ztOduVke16WSz7dBJbEsroNHgEvQL94cYBvv/mB0Iz7O4v26oUds/4hAXrdpFhH8jojyfQo4kdCXvXsGzRaiJvKG9OkHyuHmeWfM6C9X+QYRfMiGFvENjIA7mihBtnj5CQbUWDDm3wrGV1h5Dcf4LkXWv8qcu5FLKaebNmcyjNkl6jpjC8dytstdP5fcV0lq/dxiX9Xnw1ezxBZpdYXJFGkoRL4EjeGzOIhnbZ7FzxBSt+2UOi0QvMmDsOr7x9LJr598h2gNZhZnz8FScNfBk2bDgt61hz5cQaFs/bwFmr7jdlu3YGi0e/y4azpXR48yPeeqE7tay0SIk+Qb6ZM1n7FjJ/5ea/0kgckn9n/jdzOJrjRL8PvmJYtyaYqa+yZclklv+8ixTTl5n/7XgCtE8xuyKNpOpGth9JtgtdeXvSVPq1qY+pvg73jGzXy2PpKwNZmwBd3p3E2/2646CVyMZ5X7L05z1otxv3VxpJ6JxgJvxwHo+XJjNx+It46F/hl7nTWPrzPnQ6fMgcKWfbPpHZL7zMuiQTegwexUtdW2BuIkd54xqno89h07Qd9b1dMNQNv7n0n7Yf70+bTt9W3hjpapN+YiGjR0wnqW5XJowaga+DLnEHFzFnxlZS/IbclG2LVPYdzcG1jgcm8hISt47j/cVHUFu3Y9ry7wnyMOOvVQTVxURtmMYXXy0jXt6YCYsW0c/fgeTwtcyeNpfDCanUrpgg6c/5rV8yefp3JBh34PNP3qWVnxPa5WVknD1CxGUT2r/WE3fTP5dZvHW3yz3Ah736s6vElf99/DVDugViql9IQmgopW71ubr6Pb5Yc4AMq/ZMWbSU5/2tKc08yqyxw9lwOBG74Fn8OL8v8fPeuiNn2zBmFe9/9CnHL5rz4rLdTO5gxcVDP/D1F3M4diUdn4/C7szZfkIj27FftGD7nFFMW7odvRc+ZOHI/hiWXmLjgi9Yt/30P45st2n9cNl+lB8NaR9JtkOOCNl+VF5iP0FAEPhvE6i5sq0s5PiOlWzeG4lCboGluSHKnGucOR5OlmET+o8Zx3PtG1AUtZxvvl7A8Rum1G/UCFezQuIjE7h09RJ6jZ5n9Nu3TZCsjGw3kfHL1PGsDb2ITb1meLlYUXIjluPHYrkq92Xo/Ua2KebqnoV8Nms5J5KK8W0WSF1HQ65EX+ZadjxZSiN6DpdWIwmCM2uY/dViDieCT9OmuLvaoacsIyfxNNlOzzH0rZdp5GnN7Sr9SLKNmsLkI6ycPY31e06idmtFS39PTLVyOBV1jPPZugT8bwLjX+qMY85x5koTJE+lYpRvjU/zRtiaFRAXfZTzVxT4vD6dSUM6oxe/gTm35Wy3MD3Hwo8nEHJdl/oNA3C00iPtwjGORySQW/sl5kiy3cCSmO8/YMaKXWRb+9DY3xdLY8hMTsXnuRHUStx82wTJcTTRP8+K6ZPZFBKHrlc7Wvu7YqjOIur4ES7kG9F62GQ+fr49ltdD+LqKZfuOCZLSEOwdX5BMZ/WwHnx7rBD3xq3xdvEj6JVB+BmeZ+F7b902QdKKiPnDmLDyEDqujWjuXw8zdSqH9xwhMSMX+x6fMOfPNJKL2z9k7MS1ZFrWJ7CJL5ayVI4eSOB68WVM233C7A+kCZJahC97jymLDyF3a0ADP0+MDHRRZmdwMUuX54eOqlhRxEA3jeWDO7A4WoZ38yDq1vKl3aDX8SrezaS3xxGj7UpgQABWJkquxB7iaEQSxU1GsF6Sbd29fDB2PTJnF6wsDCm6uI/tRy5gWn8E8xd9gp+t0d8j2yjJjNrAJ599QVh8JrXb9KJpLfOKHDu0sxgAACAASURBVPwLSXGkZuRR551drBzWhLJL2/n6o4n8ca6c+kFB+Lhao6UoJycxhrOmL7Doy9dwMtW/c910VRb7vniJiT/FYOTfmha+dTHQK+ZaQhItRy6irWID48fOIeJGCV5t+tHcw4yynHj27Akj09iHoTOW804ra47MfOMO2XZIP8TkMe+xLTIJqxYv08XHiJTTp0hIjiU1o4B6H2hItqe2IWzFeCbOXkuxd3t6NPZBXZZGRNg+4q/ko/MPI9tBrZpXyS+eJNuh4REijaRKaIpCBAFBoKYTqLmyTTlXTu9k0+YthBw/R05uQcVasU5u9QnqNZjOHQNxsTGmPPMsezctZ/OOgyTeKMTI3pt69ZpB5lGuG/vSv/9btGvgxumN77NkTRT2nUcwaEA3atuYknV8JV8vXMEF4yDeHjKEtvVdKcsKZ+XUb9iZUYs33x5B92a1SDq+hbU/ref4mSsUlRnhVKc5jlpxXCizpHv/UbzYoVlFrvXtmzr7PKH7N7Ft2zZOX8xEy8yNuvWDcdMKIyI+g0bPT2RAj7bY66Rzcvc2du3eRfTZRDKKy1CamuPk5k/LXv/j+bYBOJnelg8uvTRPi+L7pfPYcSAC7wHzeadfezws7/P1mvIcEsJ3s2vnViJPnCW1oJgyuT5WLj7UD+xKj97d8Le3QZV0hO8Wz2FXtj09XM1IOhtCzOXrFOnZUb9pL54f9Cot6tpUSNbSb5dwrLglYz9/hyB3HY7/+j3rtvzBpdQsFCoLPOs1RCcvkkSLdnz8znACfV1QJIfz6/qN/HboKGk5uajUFjjXb8fgEQMwjfuZFeu3c96oL1OmDqdFLV0uhW5n567fOBkRT2pxKQp9A2xcfWnQpjs9e3elnrUFysQQFsyfyb4TSnpMms2goLpYytPZP+srvv99P8lNxrD8/X7UsTf5x3vAhd8+ZcK320jNKkFLJvtrLeQ7vyCpxfn901n47U7OpGaiMG/IWzO+Itg6ndWfj2NPVgPGTh5HOx8XSi8cYOXK7zh04gzZhQos3QPwtCzixIEj6LX7e4JkSdpx1i+bw/awM2QWKLD0bErDegFkx/9IhvubTBg6oGKJwOJrJ9i6aiUhYSdIzC6gVK1Gz9GFRm37M/iF5/B2tKiYZHh290TmLdpLfHo2SssARs6bRTe7Eg7+NI+ftoWQllWASm2DT+MAlKl7ueA0gEUfDcXb/AY/L/iCzWExZOZI6zNbVrSl5+D/0a+DP6Z6dy39l59K2N41bN38C1EXC0DHkLpNn8PbIIZ9R2KxfWUt8wY1xIgsov/YxO9//E6s9KCpVKI2NMLRsxGNnxvO28ENMdK7mXN9+5Z/dhc//rC+Ytm9vJISwA6Pll0ZOW4kjSwyCd+4jp0h+zgbl0qmtG6emQVutQNoFNybfj074KhTSPi3Y/hq3WGyPN9j3Xdv4azK4uSOFaxZv47IxBK09QzxadEPb/kxdoTEUevNrSwZ5EPaseV8MX0mZ65248uQGQQZ6CFLDWP8p59x+EwK9Ub9ztJBdZGRzOax77EkNIai3t8S9lkw+XFbmTB5KlGXnBm5/hcGeOiiVl9h09j/s3fWcVZV7d++pru7mO4OGGAo6U5pFFFRSkAJEZAQUEJCukFSBOnunIbpYrq7e86cc97PGQxQRB4efF5+etY/ymf23mev71pr72vf647P2PkgloZBW7g7vwvFKXc4umcbZ+/HI2gWo6Rqj6ejGimPIygP+Jqriwaj+Lsc8U98tiPp0P71WLaFzULuBUth+y8fDtIDpApIFZAq8M8OkJRF2FhKTnYm6Rn5VNfUISMrh6GJHTb29uhqqT7JRStupqoomcePUygqq0NJtxWWVjYIyx5T0qiMpY0TJrrqlKeHEJ9SgqqZM/Z2rdBUVqCx+DFRcUlUKpjg4ujYcpyosYjHEdFkN6jh6OJMK0NtxMJqUhNjyczKp0GghL6FKwZyWeRVNWNoKSkOY/j8an0N+aQmRpOaU4GMmjGt7FzRqk8kNbcczVY+2FqYoCqJDmsoJzc9kYzMfCoaBAjV1DEwtsXOxgpdNeVn0v61bAE3lJOUGEt2biHaNu1wtTFFQ+lPSnM3VVOUk0x2SjZFdQ0IFJXQNrLC1s4WI031luDD5ppCEuNjyBYZ4WutS3l2LBn5FTQq6mLn5IWNqR7KClBTlEZCfALFQkPcvV0x1VGlviKHhPhEikorEYo0MLOyR74+mQKRLu5OzhjrqiOLiPLcDBIeP6asWgJ8GuhbOuHiZERzfjwJyZlUKljh5+eMoaYKsk1VFGY9Jislm+KGJpoVldA1scHOzhZ9SbYQyT1X5xMXG01usZhWvm2xN9ZGSa6evJhIEjPzqDVwo5OHDVoqf536rzY3ipCYVGoaBM8+VJ6pICmDoD6XhPB4csoqaFY3wt3fF2O5Oh6HB5PbqIe7jzumOurIiJopTo8iKS2TqrpmNEyd0Ky4xjcLNlHV5rcASTkZSbGkKOKSsn4+zhlbK0m+6geUKdni6WiHlqoiMpI5XphKWmIyBVV1CMRi5PWNcbBzw9xQByXZJx9agvocYiU7LpWVCNVN8Wrvh5mKIrUlGcREx1NeXYdIrI2VgzOisofkyljR3tMZbTUlKvLCiUrMoLpGiFishba5M16e5mhIir8871HbWEByTDjJeXWIZZVo5dIGA2EGcSk5KNq8RTs7vSfl4hsqyEmPIzslnxIJbCupYGDugKODDTpKis+/tkS/zMfEJCZT29iIGB1MHDxwdzJEWbLo64vJSI4jK72ISrEYsboGpuYuONi3QrMlmLOJwvhgolILaNB0p2tHJ9Ql5zXkkRQdRnJ+AzLyyli5tkNf8Jiox3moOPSkg5029cWJPIqMpqzOgtYD/DGRXK+2gNDwcArKa9Fx7UVHe22ghvTgYBILShFYdmCgtxmC8gzCHkVQUq2Ga9fu2GpK7qWG9KAgEiQfQJYBDPA2A3EjBWmxRCak09QsQlHZHLtWquTnPKZSrw19vC1/81P/WXsJbKc8jqRju9dn2b4f/FBq2ZZihFQBqQJSBV5CgX+uZfuXqjUvIYL0EKkCb7oCz8tG8muWjTf95qX39/9dgV9gW5Kn/nU0iRvJgxApbL8OLaXXkCogVeCfr4AUtv/5Yyzt4T9AASls/wMG8f9jF36B7YC2bV7LXUjybAeGPpJatl+LmtKLSBWQKvBPV0AK2//0EZb27x+hQG1BBLdvhtNg5EXn1u7oaSj/5hv+j+ihtBN/pwJikYjYmBDMTIxfy8+IxGJKyiqlsP1a1JReRKqAVIF/ugL/Z2C7vLz8rlgs7vhnAyLJD5udnY0AFdQ1DZGVupH80+fuv6t/YnFL0RGxjAyysrLP91X+dyki7e1/oIDk+VhclIeMzJ/EZvwH1/rlUHl5BXR0DV7hTOkpUgWkCkgV+HcpoKkmj56mArK/1rl4I/t/T6awsPBX2Ja8OJ5uv/w7Ly8PkZw6GlpGUth+I8dRelNSBaQKSBWQKiBVQKqAVIF/lwJqyjJoqPAkMceb2+7JFBcX3wWesWz/Hrollc+EMmqoa0kt22/uWErvTKqAVAGpAlIFpApIFZAq8O9RQENFFm11uTffsl1ZWflCNxLJkGVlZdEkUkJN6kby75nBf9HTkuJ8BIKm16aHnJw8unqGSLbQpU2qgFQBqQJSBaQKSBWQKvBXCvyf8dmWwvZfDaX0789TICMtHmNDHVSUny3s86pqpWflY2Jqg5KyyqteQnqeVAGpAlIFpApIFZAq8C9SQArb/6LB/jd2NTszER93R7Q0/7oS5MvocycwHD3DVigrq77M4dJjpApIFZAqIFVAqoBUgX+5AlLY/pdPgH9693Myk/DxcHhtsH37gRS2/+lzRto/qQJSBaQKSBWQKvA6FZDC9utU8596rYZykh8EklxRi4lHAI6WP5eJf6X+NlKRGk1YXArl9SIMWspoO6CrosSTouEiqvKTiImKoUBogl87b8x11JFU7n6Vli2BbffXB9tSy/arjIL0HKkCUgWkCkgV+HcoIKAqL4n4iEjKlVvh5OaFpZHmz+/3f6oCTRSnRRMbn46skTNuLvboqik9k6L3nw3b9cVEPQwkMj6VmvrfBckZe9I1wB8nM90/KQ4ioDgphJDwCHKElvh0CcC9lR7/Sk/dskccXLKKi6lldPxwMcN7tMVAXf6VVk1F6lXOHj3M+fvxlNaBS8/R9PUxpbKggHJFFzr0ao1q+mUO7NhDWGNbPls4mY6Opii9Yn5giRuJt9vrhO2H6BtJ3UheafClJ/1XCogr0rhy8TapJSVY+g+ju68tyk8tQ3FNPsG37hGRlo4kOaqGoTXe7XvibKGNfMuXrBhRfTkxgQ8ISUhCIBSiqKqJW4eBeNmbofLztcRiARXpjwi/FURqTQMiWTlsHTrg37kd2sr/VRf+ppPFCBvrSIsKJvBhNA2yCrj1nkSA5VPiiJppKErmxrUHZJSVICuvhIlze3x9WmOh/eQzH8kxJWncvxVEUkE+svKKGNr64OPXHit9RWREzdQVJXH1xm1yS6qf6oscSmrmtO4/EA9jtTcoB74YsbCBqqI0YsJjiMvMRiiSR03XAY92rXGxNESpRSIxwqYaipLCeRQcSVZdIwpKGji4dsC7jScaP4e7iEVNVOYnEnHrDimltYgVVLG0bY1vx3bo/+pV10x9eSZxN68Tk1OOQEEVc2tvvAMCMNH8Wee/aRb8PZcVIWysoCgjmaiIBNIKi5BV1MLIygNPHw8sDdSQa+mWiMaqfDIfBhEVn06xEHT0zPFo3Rl7W1MU5Z7oLKgrIy8+nMhHceTVN6GsroezRwfcPZ1RUwTqikiNusPl0NRnuiOnoImlUxvadvBDR3LcM62ZqrxEIu7dIK6gvmXt/6HJq2Fk40Hbtq0x01H9m+doHZlBxzm0dRspOl0YOWEK3bxb8c9OKVBF1MXdfH/oCoq+o3l37BCcjLWe+cD4R8O2oDCKw3s28MOFuxRXNj47/zxHs3jmFPr7mVOS8ojAO/dJlbehx1udWqBaRqaCiGNb2bn/ByIqbRj5xULG9vbD8H8+Y5opTAzh/p0HZKg4069bBxxNdf631QNLbrJm2pecSSyj7+yNvD+wC8aaryJEFQ8PfsN3e44RUWdH34FdadvWFeHDy/x08QZpzd5M+nYxXg132bN2HfcbuvDVunn0cLdE5VVhOyMRr99Zthvq64mOiaGmtu63OSEWI0klKRKLEIskBWQk/xa1FJJxcXHBwsIceXl57gZKYfvvealJr/pnCoirc7h76SDBjxIJvP+I3KpKAibvZemE7j/DrxhxXQ43D+7kwMkrxOXmt7zYVXXMcPYez5Ql4/HQVQNBNdFX9rNz13EepmfSLBIir6yOg+8YJnz2MR0djZATi6gsuc/Bb9dy61YMOXVNiGVkMbduy8CJcxjauzVar7L0/67hlQByQRxnf/qeO4GxRCemIFbV4e3VgcwM+JkSRU3U5QZx9LtdnAqMJL+qAll5BfSt/PDzf58pX/TBRCSgriCCU9t3c+pOKOmlJcjKKaBj5o5v+wl8NG8Q1jRSGneJBV+tICyp8KkeKaBl2IYP129hpIf+K+/CvW6JRMIGitJDOLN/O7fDUkjLL0QolkNF0xavTgMZ99FYfK31kBXWkp18lR827+B+cBKFDQLkFNWwc+vK4AlT6dnRDQ35BsoKQ/hp+xauXo0gu7Ie5JUxs/Kj27CJvD2iG4ZKjVQWP+TyoV1cOh9CSmEVAnkljEw9aNv7HUZ9MBQbtdfdy7/zemIaqwuIDzrN+TOXCY9JJ7esHFkFdXRNvOjQexRjJvTCWkOR+upsHt4+ypmDp4lKyqNCBOpaZvi+NYJh747Fz9YQGWEZjyPPc3znfkIepVHc2IySig4urfsy+J0P6dzGHrWKOG4eWcmcHbee6ZiSqint+33MtNkfYPUHDRvIjTjPwTVLORlTjvB5tK1sgNtbo5g69QN8rfRpYf8XthryY4O4czGY2lauBHTugZPJy8Y91ZByax/bvl5JvF4fPpzxBQPb2f7DYbuCsONr2bT1JAoBH/HJpHfxMNf598B2fU4I+7as4sj5u6i4DKRrez/Mf/m6NnSmna8XtkZKPL51mB3rt3BHqRML50xnUBtrZGWqiTm9iz0HfiSy2oF35sxmWFdPtF/NoPtXM/sFf28g4co+Nq/bSpB2X76ZP5UeHhbIviJ8vtKNlNxg9bQvOZtY/t/BdlMmp1cvZcfxS+Q4TWLLVx/Tzl6RiIPr2PnDBZLFbZixYg4OVTfZ/jph280ezacCJJuamggOCSU2Npba2toWsJZAtkgoQigSIhIKEQqFLfBtZWVFj+7dMDc3R05OjntBj6SW7VeaRNKTXk0BMTVxP/HVyv1UGbigVniWC4GFdJp5lFUf9UZHBSQWx6yg/SxfuIrwYke6TeiHq3ItgZd+IOSxmLZz1rH+/U4IC0LZMGsyZ2O1aT9qED7GimQGnuJUYA7u7y5mzYxhGCg1cGPbKJbvj8KkzWC6+zghVxHJsb0XkPEey/xl8wmw0XtjgFLcVEvO7Y18tTsQNV05IsOCqGjWZvTGaD7vLIFtEU3VGdzdOY+vdz0Ay970HeCJbGYop67cpl7Ri3fWbuBjPxUeHlvJN9+dpUSlLX3GdESnLJGrl6+QL7Clz+I1LOlrR0X0WWbNX0FsgTmDpvXHusWsKYuiqgkeXbvjZKDyN1sNX34WCQW1ZMXe4MShc8jYuKGn0ERW3FVOnn+EooE7A2Yu49Oh7aAymbPbp7LnSh5WrfvS3smUmqxQLl6IxLDL+8yY9TEuakXcPzKH9T9Eo2nfiU5+bgjzH3HlzH1w6MWkBUt4y7qR0BOLWL//No3abvTo0Q3l8gSun71JqaYHI+es5MN+bqi+okvgy/f8dR0porY4g+BLx7mfVIK+lRXykt3y4AvcDc5G37kn7y5cyjt+RmRGXWTPpmUE5yjj3akfrnqypETcISSxiTajP2Xq+N4ol4RzfPs8TobV4tC6J77W2hQmBHI7MBu7vh8xedI4XOUzuf79MuYfTcWvU2/8PCyQzGI5BXVMbTzxbu3+nI/dZmqK0ogLDSS5pJ668lziQq4R+LAAbYdO9BjaDhNFdfQtnPDyccdY82XmaBExZ3axYeEuStoMZPLMBfR2N3pJYaWw/e+D7ewQ9m1dyZHz97AatpZZH43D2/TZb7rK/CgenDvMkcOniVbwYNyooXRyd8LCxpzmrFBu3b5LSrMTfYf0xc/BGMXmekry88kpKKBBIERbzwxdNSFlpcU0qFpgbW6CqqiCnOx0isvlMLKzxURfC0VRPcU5meQWFCPWscLGwgStln3bZuqKcyjIzqNUYkWSV0bfxApjY31UlOSpzH3E3dMHOXL4LHEa/kwcM5g2Tva0srPDUFcDcX05xXn5FJSU0dDcjJKSOobmthgZaKHYsncspKG6lIKMLIqrahHKyKJrYIGJmSnqKorPt5A3VSMJLCwoqUFGXgMjlQz2L/2Wy8kVv4PtRiqy08jNK6FaIERJRRtjSzv0ddRR+N2ns6i5gbyEqxzZspWzdx7S5DWe6aN74e/jhCjtHjfvh5Oj2JpRY7qjlHKKjauftWwrCuopzc8lr7CY+qYmZGTl0DOywtTMGFUlhT+19GdnJOIpgW2NZ7/KKysriYyKIjo6hsqqyha4/gWyJf8vbG7Gzs6Ozp07Y2Njg4LCE3Pe/WApbL/kE1d62GtSoCE/knsRpRjYO5B3YiSf7Ux4FrYby7i4ZQYrtl9Av+92vl3yNjZKNdzcO4+vtx+lRP8D9p1ajmHkBj6euhqZtgtZ/tUUvI3lSbu7n3mfzyFJaSjrD66mo1Y8i/sN5JpaALMWreLt9k5QEceGSX04kGTGe8t3MLmvN2r/c6PD88UUC5uoSA0kLA00BY9Yt24dj8vUfoNtUSOVKRdZMuVTbhXI0Wv6T8x71xVh+j22Lp7I8WgBLr0WsWKGI8eXzOLEo1I8x+xjxcz2KBdFcejbGey9noGG50z27ZuKVqIEtleTWtud1TdW0F7xDRHiOfKIRc3UVhSSX1CNno0NWvJNpD38kW9mzSSo0gSPEV+yeXp/BJkX+XryLJJa9WHG7Pn08jCjLOk6330xlTv13rz/xSK66aWwc+Z07si7MnbmCsZ396Qh/TZ7l07hxwxjBn44j7d9ZTm+cCanC9XoPGEpC9/rhUxuMIdWzWBvSCPefaaxaPEMrNVf08L42y8jRtBQQ2l+PrUyqhhbmCJbk8ed0xvZsG472Wqe9PxoFSuGWhJ2fivrNv2Eeuf3mTP1A1x0hDy8spd163dSbzOUGQumYZp9mnWLN1DuPpRp02bQyUGXjOAf2fj1MhLV3uLD2QsZaFPH3YMrWHGhntHTv2TsED9e1p78RA4RlTmRnN+7kp1H47Do9glfrJ+I6zMvZCENtWUU5GZRXF6NQCCPgoo2eiYmmBjqoSAopygnnLtnjnFs13mqnAMYOGw8XXxcMLe2QldFlsaaSgpysykur0AgFKGkrI6RqRVGRvooyL0cbAubqiktziC3oJT6+qcHUxVdY0us7AyQq6ugNCeLgpJK6sWgrqGHibkVOj/HcTVWF5Gbl0ejvBaG6nKUFxdSXFmPoqYeRuaWGGurI9/ycSdxNauhPD+b/IISappFKKloYmxmhYGBbguvNNcWkZeTRYVIFV11BeoqiqmR0cTEwhojNQVqyovJy8unoqYGMbJoaOljYm6JtpYacjL/dsv2S8B23MWV7D1whAdRBVTKamJhZoq5uQ+DJryDVXMcV86dJ0bgzdgPxvKWmw4FUYHcuHKd0PjHVDcKMDJzw9ZYRHZ2Ks1OY3hvWF8smqI4ffx77keo8tbkD+kT4IJOUwH3Th7i7LUHiLzf4YO3e+NiKkt+fBjB1y4RHhFPTnU9KKphbuNPm15DCfCxJff6UvYcOkVwTD7V8rpYWphgZubHsI8n4WNcR1zILcJC40jOyaeuqREVFV0snTrSZcgQfB1Mka9OJeT2OW7fCCa9sAKBjBwm9gH0GTaCNm7WaDxx2vutNeQRdfMKl29cISGnFFkFPawslEm8H0hKlSyD52z62Y2kmuTbN7h78zqRKdmUNQpQVTfC2q0bHfsOwMde/4kP2s+tqbqQi/sXcOj4dR7nVCCja42VjS09Rk/EqzmWqzfvk6b8Fp/MGI5O1rlnYLurgx5pQWe4czuEmJRMahoakJGVb9nC7DxoJO19HNBWVXiuRUkC2x6uEtj+4xNeAtyx8fEEBQZRWVlBc3NzC3RL/uvm6kqHDh2wtrb+FbQlXXkQEiG1bP/tLznpDzxPAYlb052VHZj0O9gW1eSxf9l7rDseTut519n5gTfyMkJSr61h7qJVJJUFsODqj/gEzWDEwlO4frCdTTOHtfjZVmSHsezjXlxJ9WHm0YOMVvyBIYNW0BQwnrUrvsK3lQbCplouLWvP3B9K6TXnIEvGv4XW60lb/9oGWiyoJyfkIHO//IqEp2G7uY7S0N2888kq8oXqvPtdCJ921qKxMpsr3/Ri4U8VWHmM4/M57TmwbAEhuWJ6L73BykGmNFXnc3fnhyzcFYas7gC+Ob0Z15yfLduFlrz96WDsFBXQ0DLG0dOfViZab4zF//nCNlKYfJ31H4zmfKUZrcctZ80H7SgP3sjk2cfQ7f0Ri+fMwNVElaq8OI5/M4LtYeoMmbKIPtphLJy7A4FrJ2Ys2UY/d10aCuO5vuVdvjxbx1tvT2SQuwzbvlpDupoNw788yuwe5jQUJ3Jz11S+OJiIU7uhfP71JnyMX9uw/88vJKgvJvzybtYu/YYUDT/6T1vH510UuXFwGWtPpOM/YTEL3+mBpkITiUGn2LRqAYkybZjw6Syss/az+Lu72A+dyuxJE7A3VKEo8SYHVk/mTLYto2Z+w3vesjw4sowFP6TTpms//L2s0FRSx9zaDQdXJzT/ct39FWzXU1YQQ/DNKwSFxZNVUEJTkxKKaoa0cvaiU+eeuJk1EH5hM4dPPyAluYBmDV2MTZ3wDOjHsAnv4iifS/jNk9wOTiCroJgmYTMqqno4+3Sna9/+uNmrk33nxW4kwtpikqNucOXmVWIf51BT+7TvSyv8eo5k6AgnSh9c5e6N2yTmFFMjlkFbzxL3dgPo1LUzjuYaVCTf5uypH0kq1cZaR0xGdgpZJTUo61ri2WkAfbp3wtZQA7GgjNSHt7h19jIx6TmUC5pRVTfEyacXnXv1xs3OEHH2Xc6dOsiDXCXMdRQpy06hWMebPkPG4K9RxIMblwiNTqWwvAIxMugY2ODbeSCdu3bAyqCZRyf+zW4kT8G2om132vt5YqIhA2qt8A0IwMPegtLYM5w7fpgLV0LJlLekY4A/nvbu+HVpC/E/sXPnXoIaOzN36Vz6OdRxZf8mjp29TYOZF35uTiiW55GcFEFydg7aPRezeNp7ODTcY/t3yzlzR4Phq75i/IA2GDZkcmbLanYdPYuwyxcs+eRd3NUzuPD9Zn46+xA5UxdcnC0R5CYRm5CLrMdwpkwbg1nNLS4dP8bFa2Fkq9jTvUMbnG3daNutB5oFNzl+4hKlCtoYGhog01jCo/BQsvKF+I5fyrThHZFJOs3unduJrDLG290FQ/V6ivJEuHYfSvcufhhqKD8DqaURu9m8YT+343Kx8uuKq4U6GQ/DiIhPpkZJj5E/w7Z8zg/sWbeP+3G1WHm3xspYgYz7gSRWyOIwdA6fTOiFg5Harz5LzQ2VRF7fzeH9R3kQnY6cYw96BPgR0K0zSpGH2HbgJLEqw1m7YQZWJVfY/JRlu3MrJa7u+obIggY09U1QUVKkMO0BQY9ysek9jZkT3sbZTBs52T/uT0pg293F7g+W7V+e0hI3kti4OK5fu0ZZeVkLbHt7edOpUycsLCxa/LSfboGhEsu2pTTP9v/8NSf9cD0VFQAAIABJREFUwT+F7doCjnz9AWuOBGIwdCU75n+IjWYTUWeWMX/lFjIr/Zh9/hwdYucyevYRNLpPZ+2Xc/AyV6Y0/hLzZ4wlKNudKfuP8G79RtpN3IdVzymsXLoIVyMFhIJ6QrYO5YNND2nz0U7WTRuInuqbFez2ItguizzIxEnLSG5QoOvM/Swd2wGFijh++OZt1l+qwsp9JHPnduenr+dzM6UGl/Eb2Dh1ABr1qVzYNplVh6OQ1+3JVyd2410oge0lhCVXoWusi7KsHBpahri06UbPUZPpaK/Jcx5Db8TkFdYXEXdlNV98vrcFIkZ+sYpJnY3JPL+Ycatu4z14Bl/MnIKdnjx1Rclc3DyRFRfL6TFuNoO0Q5ix8idMvHswe8UuOtsoISxPJfjATCbvSaRt7zEMchax9rtdNOk68+Gq87zXWg1hRTrBR+cz5bvbWPv1Ztay7XS0/ktifCP0et5N1BQlcHn/YtbvuIuya38+WracvvqFnN/5Bd/dqqH/pK+ZPqw9GnKNpD68zJY1Cwiusmb0+1NwLjjA/EOJdBr1GdM/GIuljjwVaUEc2/gZeyOVGTxpBdM6qBH0wzJmbr+LuqY2aqpKKCuqY2HnTef+w+jerRtGL/R7fzFs15XEcO/MBvadCKRK0QQn77aYyNeTHBdOVFpDi4/5yOHdUS29x6UzF7lz5SH15o74te1B2zbtadO5I8rZ97hwdDtpIouWHXhRbT7x0SGkV5swcPx0xgxqQ1XogRf4bDdRnHCPk7s38UNkEdoOfngbNJMe8YCoPCGWnkMYP7w/JlrpXNy5ndg8JWy9PDFSayYrJobMBhO6vDuZcQNb0xR/hl3fLeN8uDwuzl44etsgrkwg6lE4tcZvMe6j6Qxu50h1+g1+2r2em48aMHd1p5WhIgWxUTwuVMBn5MeMe7s7uoWX2btpGQceVGNp546TiyP6jj54evuglX6bazdvItC0QEdTg5rSVKIjo2g0DGDcxGn09zcg5tS6f7HP9lOwXdYgi5KCIrKSd4RBOybMnMmoXm3Qlqsl7uohdm3awX3FAOZ+Opn+fnYoKwt5fHEzG7f9Atuf4a8Uy4ENa7mSLEefKXN4p0875PPCObFnB+fvhKLcYyFLpr8sbI/BpPAK29ev42qRJRM+nsKQLm40JN1k9/bN3EjTYuSCJYx+y4b8G9+zbeMuQrV7snT2x3R1t0RZRZmGvETiH+ehbGKGuakx8s25nN22lsMnr1PTfjZrPxuOavwxvtuwg3iN9kyaOoOeHrpU5RYio22KmbkRas9Ytku5v2EOaw9epEC/EzM+n0VXV10y7h9n15YDRJbCkBbYdiN573zWHbxEqc0ovpj5If52mjw+voqVB89Tpt+XL5bPo4unJSq/vJPFIprKYjn67dccOHcLpb4rWPbRQFxbKRD7w3LW7PrxT2G7q70+2VFh1CtrY2ZmjqqyEjlxh1k1/zuSTQby9Ref0M7ZDMUnYeHPtKxfYfvP9y4FTQK+2/gdmZmZLbD9wfsf4OHhgYLiHyPBAkMjMJDC9hv7Mvwn39ifwba4uZbQo4v4cs1uclXd6NapE6aqzeQm3iMoIoF6kR9zLlygT90ZZk/+iEcCOzp06IKVriJ1hfHcvnOb8qafYbt6Ha0nH8RtwKesWLQQBz0QCRqI+X4Co1Zex2XcBrbPHvnK2Yj+rvH5U9gWN1Ob95DdX4xjV1AFug7t6ezjjGJDHpHBV0nMBxvPsXy58n0Sd01j49kYxKY+dG/ri7qohMRHN4lKqULDqCdfnfyeDnKp3LkfSH5pDZKsLVWF0dy+cJZsgTl+Y77l6xk90Huyb/1mNWEdpYlX2L5kIT9GV+PQYRwz58+hrWEtiScXMmbtAzqMmMWcaZOw0oaG0jRu7JzB/OMZdBw+jRH6j5i+7iw2vr35fOVe/M1loCqTiB8X8M6GYHy7DWOIi5h1Ww8gY+jGtA3XGO4qA9VZPDq5nPe+OUsrrx7MXLqF7o6ab5Y2L3s3gnJSAn9k3bJvCCnVpeOIOUybMhST6gTObP+cTQ+aePuTNXzc3w912QYyoq6z7dsvuVlowNCxH+JdfoyFP6bR8525TB0/GjNNqMkK56dt89h4r5F+E5cya4AL5Wmh3IrI/NnFNJbIu5cIy1bEKWAwE2csoIurwQsCHF8E23VkhZ5i74olnM9Tp+3gj/l4whDMFOqJu3OAPdu3k6fajfHT5zKggwYJp3ezeel+Sv36MXHa3Bb3IkUlJeqKMslMTkTGwAYzE0NoTOfmsU1s2x+B0/BpfPrBQMSxP7wAtmtIvXeKPSu/JUjencHTljLMuoQ7x7ew52YBnoNm8NlwR2LP72D7/hvodxjPJ+8NoZVaI8Hn9rHnyDU0A97lk5nvY5R7md3rl3It24qBYycxrF9blCrDObn7W44/kqXXxM+ZPtSdlCs72bzhEI2uw5g4YRzeVhok3zjMrj1HqLQfyKRpk/AQBvP9piUcCINOgz5k7Khh2JhpoyAnQ21Oaourrra5NfpamlTmh3F85zpORcrS/6O5TB7kStK5DVLYlvhsPxMgqWqKm68vTlYmqMg3kXTjENvWbuK2UicWzZvJ4DY2yMrUE3dmA9/9AtuLp+FQc4+9G7cTJBvA/C9nM6SdA4r1GZzdtobdR84i6DSXxS8L21PfRjnuKJu+20FIlQ5t/DyxMtRAWJ1PdGQYKVmq9Fu4jklv+1N7fx+bvt1CoE4/Vi34hJ6ekgBJkGxpFWdFEhaZSnJaPg0NZeREhROdmEq533S2L/wAp4aH7Nq2havxpZjaeuBs44JPhwB8vF0x0lJH/mkzTH0M389bwP7LgYg7z2Hl5x/QxlYPiq6zevoiziVW0E+SjaSHLpeXL2Hf1UBqzPzo4OWEgSQiOyece+HxNKr48+ma1fRr54TG04bh2mSOrlrK3lPXURq0ljVTh+BsIuLRoSWs2nHsT2G7u4sxDQUxPIyIIS4xi9raehqqUwm/GUS25RDWLf6MLu5WP/uo/xG23Zwllm11kpMfU1BQgEDwi7uIAEVFRfz8WrNt21YyMjJaYHvatGm4urr9waotuXKQBLaNpZbtl30/SY97fQr8GWwjySCSHcipnRu4ciuOvGYx8goqWOpr8jg9ifKmbqy6t48eSqVc37eQE6dCyagTIJaVxdTIhuqiKNIrvFl4Yjv9c1bjN+kgdj0ms0pi2TZWfALb+99j9KrbtJu8izWT+6H7f8WyLYlaaaohI3Anh/ecbskiUi2vgJ6WCbryuQQlVuHgP4NV26egGH+cY7sPERyVTZmsPBpqOugr1/LocREaJqNYf2ktrVUkmYpELenVJLBdmRfOkVWf8/2lTNQ9prDxx7l4vFF+3GJEghqKEu9yfNdWjl8JR8HenzGTv2R499ZoNuUQd3Iho9bco/Xg6cyXWLb1FVpSIN7YNZ0vT+bR+91Z9FO9z5Q1p1qAedaKnXSxVUFclUHEsQVM2BRO+75j6O/QxKrv9iDSc+b9lWd5v40G4qosIk4uY8KqC9j49WPO8i20t/xD7rrXt0j+liuJEdYXkx56nsO793ItuhCrzsOZ8OFUOrqaIciPbIHt9XfqGDjpa2YMC0BTvomMyOtsXfslD8osGPP+x9jl7GPe0WTeGvkpMz4c12LZrskK48TWeWwPkWHolOVMHtgGdQVJwL6kI800VsRy74f1bFx/jTr7ToyfuYgRvdz58/rFL4Dt5iKiLu5j3ZKNxGt7MXTa18we4omCjJjyhIsc3jCHH5NtGTV1PmMH2ZJ5fgfr5u+kxH8QUz/7kj4tAZJimupLyE55xMOIeNKySmgWlFOQHM2juEqchk5i7kfDkE88/kLYTrt/hr2rvuWOyJ4+H81nmE05909s58j9cnyHz2baIAMe7F3NlsOhqDv74OfUCiUZIUXZCURHpmHQZgxTv/gM+/Lr7Fm/ghBBWz78bA59/awRVcdxfsdqtp3Jxv/9Ocwbakno0Q18u/ESQjt3vF0kbqeK1BQ+JiYyFlnbvnz46SwClB5xcPMyTqYaM/Ljzxk9oDN6ypJ13kxdeSZJ8Y94FJ1KUUkFTZIUjdEPiasyov/E2Xw23JvkCxulsP2iAEloeEnYnopd1R32btxJsPJbLF7wGYP8bVFoyGyB7V1HziDo+Cxsn72jxMBlK3h/cDtMBL9zI5kyDIWYw2zetIuwYlmsrC3Qe8alw5iAd6cwoJMDpXeeA9uiapLuneT8+RMtW58KimpoKQipzMogO7+I2rafsn3hx3Qwh5joIILvBhGXnEhBZiYYutB9xEQGdvHHWEvlt23Pmgj2zPuSA9eCkO22gNVz3sPPWheZ32cj6arFueVLOHA9hCotS+xbGaPxVMJfNR1Phn38EW1dLFB5OlDyFWE7wKicK99v4mxYOo0yKmjIyyNqLCEjIZUyh7fZsGgWXTxeANtOtmhoqJOTk0N0dDTx8fFUVVWipaWNt7cXbdr4s2H9OtLS01tge+bMT3F3d38ubAeHRUph+295oUkv+lcK/ClsS04UN1KRFktiQjrFzcKWNd2YcpddR05QbjmHAz98ioMC1BQmkxyV0JLjV/JCV2wo4tjuVcQpj2HTnnm4ZW2m+6gNKLQfzzqJz7alxGe7jttrejD9+0qGL9vDrGH+z35E/9WN/w/+/qeW7ZbflgBnBQXRD0nKLqUWGZREdSRc3MDeoCp8R25m7aI+aAqqKEqIJDmtkApAQVhHxv3D7L2eikGHr9izbRzPuhuLqK/I5MLG+azfdxc5p4lsOLMQnzcItkXNdRQmP+Dc7i0cvhxOk6UfY8ZPYVjvLphqKUJ9AUmXvmHCwrOY9ZrIEonPtqkaNQUJnP72PTYHaTF21hwCuMGn8/ej6NKZGUu30t9dj6aSRO7snMS8n6rpPXoSfezLWbVkA4UaNgxfeJQ5PS1oKk3m3v5PmbUnHvdOE1iw+kuc/k8ZtiW5sYtICT3PiV17uRiVh3G7QUx4byJv+TmhoSRHXWEcF/d8yZqzeXR4bxFfvtuzxWc7OfQcm1YvI1muA5PnTEA7ejvzt4XiNmQqcyY/8dkufXyHw+tmcTrLjvFzlzCio9Oz70xRITEXdrL6sy1kW7fnnRmLGNXPiz/3JHkBbDcVEHFhD98u3cJjfV+GT1/FrIEuyCGkPP4Sh9cv4FiKGSMnz2fcEAeyLjwHtoWVpD48zw8HDhGe34C8gjpqck1UFeaQWSyL55BJzP34r2C7icLoqxzetIpjURXo2XliqdFIVVERcsat6T92Ml1tK7m86xu2HgpE1sQSKxO9Fgvzk6aOlW8vBo1+G/28y+xZ/zWhzW35cNYc+vpaIaqK59zO1Ww7nfUEtgebE3RkPd9uvECdkTmtTI1RfZL4HFDGzK0zfYe9jWNTIAc2LedMhiVjp3zOiD7+SJZIU3UOYdeP8OOZK6RVy6KhpIJ8c82ThBeyNgz+cA6fjZDC9l9mI3kGtkVtmLtgFsMCHFGS/Z1le8kMPESh7NuwiTsFuoyatYD3+rZDNjeEI1u/49T1IJR+diNxEYayY+MKTl4vwOujFcx8pxd6JcEc3vIdp24Eo9J7EUunjUQ7/SSb12/mXoEe/UeMpkc7FzQUZajJTSE1W4R91+54uRiQdW3vE8u2UleWLvms5etNsTGHi9tXsuPwGQpsu/Hh6KE4aVVy+9hhrt6NoNj7E7bPfx8XzToKKgUoy8nS1FBC1LlVfH8+Ecu+c/jk/RG4mmv/FtTTnMHZr+ay9eRNqmz788XCz+nuqkP6nSNsWbubsGLRkwDJvpaErJvPltO3qTLtzoR3huPlYIqCoJGy9Ahy6s1o26c7tua6KDy9o/qKsO0jG8jqz1cQLmfL2LHj8LHWJS/mDAd3nSHZeADr/wK2XR2fwLaklZQUExwcTEpKCj4+3nh7+6ChocH58+cpKS5GJBbTo0cPzMzMkJX9YzbSkHApbP8P2En6E89R4EWw3VRTTWWzArqaysjJiKnNi2T/us85eKGAdgt2sHxMW5RFzVRW1aOmpYmSvBhhRSaXjyxjw/Z7WL37Ncum9Een+iozeo8nVKcr8xetYFCAHTU599j22TiO5vnw+boNjGhvi+Ib5inxItgWi4TUlpZRp6KPoZok60Ah0be/Z+u3W4mqdmHi1l2839qUpooKahW00FeXRdRYTWr4KXauW8u9LCMGfb2Fz7q2oio7nRKxBnaWZijQRGnSXfauWcixwCIs+i1jy6oxmCm8Gf7skn5X5Cdw6eByDp0Mo9ykHSNGj2dkn85PQFvShFVkPTrMwknLybcdwOzZc+niYUBu5Bm2L19EqGw3Zi2aibs4iNVTFxCt7sk7M75mXHcHyhIucmjVF5wtsmXMJ1/S2yaPnXO+4EaFNl3e/Zov3wugPuM2R7+dx6EYBdqN+Irlnw9G96+TPL8x61/YWElG1GWO79vK+aA8VLz68uG74+nd3hMt5ScdaazK4t5P61iz5SoGb33E/GnvYK3VQNC5rWzZdQY5zwks+GIo4ojDfLN4L83eI5gxbQr+9mok3T3Ijg3byDYayIzPp+OrL6QwsxhVB3cs1GWpzQ3n2uENbNl3FwWv3kyctZT+/pYvyFn9AtgWVZN2/xjbl3/FtUoTuo+ZzcwJgzFSLCfy2h62bNhBtnp7JkxfyNCu+iSf2cG6edsp8hvApE8X0t/XHNn6DO79uJ5Vm86jHjCA4QN6YySbQ+CFYy284/IysC2oJiX0DLu3bCWyTBNnX280ZJvR0G+Fm3d7fL080BCmc/n7NS391vHrz6ghPbEy0qS5upyCzALQt8Oviz8kn2f3ur+A7ZHOxJzazIZ1xxE492DY4AG42Bgh01hHSXYujcr6uLULQK/0Bvs2/hG2a/LDObHtG/bfysS9/yiGdPSmuSiSy8d/4GamNgOlsC1H/Z8FSEpWyK8VJDXJCfuJHRvWcjlZBq+AAHxcvPHv7A9xJ9jxa4DkLLob53Fw47ecvBOHnnsH/N0cEBcn8TAkjIz8UowHfcXS6e/hq57G4c2rOHT6LgKrDnT0lQRSZpIYF05qTh66fb9i6bRxOIgiOfjdt5y4l4mZW2s8Xa3RUJChNj+NNLELo8ePpL27MXlBP7B57VpuZKni3zkAD0cv2nd0I//mfvYcOkGWpjNd2vphoFBOZNAD4h/nUNvmU3bMG4d23m0u3olFRkUDdXUFCmMucTumhjaj5jJp7ADsDDWeCuipJf3MGhZuOEhsmRxtWhLZK5Hx6DEZeZEUNKkzZIbEZ7s19cG7WL16NxFlWrTuFICthSEKzY2UZ0RTYT6ID8YPwtFc+9kSra8I261VYtgwbyH3y9Vp2y6AVvpKFCQ/4N69WEpsh7PxL2DbxdEGDfXffLaLi4tb3EksLVuhoaGJjIwMFRUVCASCloenlpZWi3vJ81rowyipZfuNeRX+G25ETE3aLX669ojqegEZ9/dwLrwYq3bD6elrj4qSJ4OndUcYfpHTNx8hVnwC23WFidy6FQw27zF/5RTaW2hSV5zAqQOHKZbRQElOjKg6l6A7lylU6MknK+bT18sMueYcziyZwMqfMnHs0A0fF3PqCx5y51IYap0+YeniKbgZabwxuaQlkF0YeaLlGVqVE8XVm7cprlfAve9U3rLXw7F1D3xcVYk+uoObRUroqUBzXSmPI+/wMEEG50ELWLSgH+ZUEH3xKNeSq1BXlkMkyd+dGExIVAWWXWfy+cK3cVCsJfrKQU4HpaBrZIoCzVTlxBJ4P5AijdZMmP81H3R1RPF/WQPhBUtAKKghJewEaz//ggeFoGbblp5tPTFpKQMqj6q2Na1798BMmMDxr+dy4EElzu064mypRVlGGOHheVj2nc6s6SMwE6ZwZeMCNpxKxsSrE76uplTnPCI8MAEl15F8tnwWPuoF3NqxlLWHQlCwbkPn9k40FycQdjeCGv23mLjqK0b7WrxEQZU3ZV2LqClK4eaRdezYf4K0RnWMXDrQ3c8RHVVJPI8SOubutO7ihyDuDNtXrye6UofWAW0x0RCQEhVMSqk2XSfO4aMhfjSl3+Xg6mVciBfh6t8OW2NF8pJCiE1uxGPYdCa/3wvFjPtcOHCUdB0nzNVkqC1IJjb8PnFl6rQePIVPp76Hwwtzub/IZ1tETXYQ53YsY8uJGFTtfWjr74+eQhUpsYGEJpXh0vt9pn08EW8zeTJuf8+2JUu512yDb7ueBAR0xL+tLcV3drNu3QFqWvnS1scN1eYCYsMDeZghR+uXge3mcmJv/MDWtTuIb9DCwdsdPUUxapq6WDv54+0XgL2JkIirB9m5eT9ZIlP82vpgqqdOc005hRViLHx7MXJwJxoTz7Hrr2B7THvKo8+yZ8MmQvJVcW/TGitTPWSa6igtrUPPoQ39BvZFv+QaeySJLX5n2a4rjuH07lXsPxuOnnsAvo4WNJQ+5lFQEIkCO96WwrYczYWR7N+2mgOnblBSJ/4tQFKyln+tIGlFY2kMVw/t4Pvj10kvq0Hb8S0+mj0N6+Kb7N3xWzaSob46xN0+zenj+7gfnUGdSBVrRycUqkpJT09Ds/eTAMm2FiJSgk/z48EdXAnLoE6sio17V5z0yoiJDKWp9ecsmvIurU2bSQ66zMUzxwkJjiG7qp4GFVUMLZ3x7PUu4wd0x9FYi4aSSC7u28r3J2+TU1WHjnNPps37FC+1Qq4c3c2Ja2GUVTejY+iKvX4N6RnJ5DhPZeu8CVg3hHHo0DZuBidRWS2URIdi224AY98fTWcvezSV5Z96cYoRFsVy8+oRjh8/QXR6NcqGjrh696VV42lux1TQ8QNJBcnOGJBF6PmfOHfxAhHxmZQ2ChHq6mJl402nYR8z8i1fjH+p8/vLs/MVYbuztSz3f9zCvh/Ok1lQiUisj4OHL+KiOyTp9mLVvBe7kTg72Pxq2W7ZVBaLW9xFJEVqJKD9nzQJbBtKfbb/E8mkx/43CojFFN5azoRF+ymsaETYWEt9kxB5JVWUFRSQUxjDjogVGDw8ypoN3xAUU4VICPJK1rh06E7/t9+jV9tWLXmxq4tj2Lb8A04H5tPYIIMsJrTy86P/kI8Y0N0DfTVZxCIBRfFX2LV+JxfDomkUSp4Zhti07cB7H0+li589am9Qug1hfTlxB99jwsZwxM0CGhobWyroKSproqllQd8Pl/PRWCfiD85hzU93yc8DWVktdK3c8O80mN6DB+Fvp4yovoSIM6tYe+gkqZlNyMiooGnkim/n/vQdMowAF21kBXXkhl/l1P4d3A5LIFsgREZZCQOPTrzVexwj+wRg8bvsTv/N0P+35zY3lhFzayuLJ68mSSyLrIIyqr8GxCuhb9mJiau+ZaCdXIs/8r7tB7gdk0STSAZFZXPcu3Rn7Pj38HezRFlYQ2HiHY7s/J6z9x9R1SiZg8ZY+/gzYsz7dO/ijqa4jtLkIM4ePMLxa0EU1NajoGSIhVsb+g8dS5/+/hj/vgDDf9vJv/V8IeVZkZzevJxdP96gVEYOeQVllH91QdDApvVwJq9YQBu5LB6cO8qRH88Tm5uHjKwy2kZudB78NkOH9W8p3S2sLST2zmm+33eMkKQ0moRyqGpZ49ezL6PGjMLLwRBBdhwPju7m1I1bxOdKdlrkULV0xLvj2wzo0ZtO7q1QfuH6ewq2T6Vg0e8zvlgyGlf5J1Z4cVM5OdG3uHDsGDdDHpJdUk+TqjLqptZ4telFn4ED6eDqgLoc1BaGcf3wWnYdDCdbrIpnv3eYPP19rCpj+Gn/Fk5eD6eiVh5dE3esTOQpL0lEy/8l3EjEdeRGnOHAhtWcCMlBKK+InIwMigqKaBta4dJ5FG+PGIaTYg4PLhzl0oWrJGYWUSkji7KuEXZt+zJ4yCh6+jhQEXP6JWC7G8qNeTy6fpzTP54mMjmb8mYRspratPJ+i0GDx9I7wAfFjAvPhe3mxnLiAs9wcP9e7kemI2hWw8jcGT21KrIbZOk0QupGAg1lJMQ8Ij4lk7qGJ1bLX9uvFSS1kKGO0vTHRMUkkF9ehYKBFZ5+XmjXZhMXE0e+0Bxffx/szLQRVhWTmRRGYloe1QI5TE20Sb51jtMXriHq/MRnu52NBuKGItITwolNzqO6SQ5TO28s1OvJSk+hVteL1u5OLSXPxQ2V5GfEkRqfSn5VHY2KSuiY2uLk4oaFvjZKkvQp4jqKUxKIjE2kqLIGRSNbfFr70UpPieKUaCJikiirakRdxxYrvWaKivMoUXehi58bhko1JD8O53FKLjU1QmTkDbFy9cLF0eL5uaklJctr04l5FMrjrApkNS2wc/VFpzqcuMwKDBw74WJjjqqiDKKaItISI0lOyaG8XoBQUxNTC1dcnO0x1FD9owVDUMHjh6HEpWYhb9ORAA9bdNXEFCeGEB77mFJ5ezp28kKzPpOoRxHkNZvTtqMvrfTUqClOI+JhBPnFFQiFWlg6uqJQE0u22Ji2Pj6Y6Wk8N/VfVkYCLbD9lGX7v3k+hz6KlsL2fyOg9Nz/WIG6rCAuPYilrkECvk83GWRknek5viNalVlERN4jNbMGkVAGeWVzHHy8cbYxQfVnX67mpmqSoq4Sm1xMU6PkXEPM3V3xcrZHW+W3j06RJGd1QiRhMYnUSQpIyRlh6emCn7s9Km8QaLfAQ3MDJfGXuPzw6fLpkr/IIKeggY1HBzxdjanLCSE0Jp6SYpCR00TXwh5Xdzcs9JRbdvYkVTgr8mN4GB1JQaEAZJXRNLDH2dO9Zfu6hRElH+mSYh6J4cQmpVMkeWErq2Lg5Im7oxNGKorP7uT9xyP9ek+QlGsvyYkm5OajFh/0Z5scKloWeHTqjL2eMoK6CtLjo4hOSqVBIEZR1RRbTxfcHS1R+tkgIWqqozA9nrCIOCrrBcgrG2Hh7IiPhz2qv8yL5gYq8lIIDYuhsKoWeWV9zBwc8fJ0QENe7o3ZEXk5pcU0VBeTGhVKfHK+UE1PAAAgAElEQVQODX84SREtY0e8OrWjlYqQ6uI84qOjSc3LR4QS2oY2uPi40spQ90lhFbGI+soSUuKiSEjPolEgi4qWOQ5ezjhZmz3ZERE0UZ2bzuPYcFKLq2lUVETN3BZHZ29sDDRQ+UvjkJjGmhIy4sOJzahC3cYPPx8b9J5at+KmGspykkiISyCvpIZGJSXUjS1xtHPF2sLwt98Q11CSnURUcAJ5AjEGdq54e7uhJyMgLyOe6KhYyqtBQ98eC2Nl6suTaNByx9fNFtnyFKLDH1KmbImrlx82xlq/pQGuLSDq1vfs3nmYNLED7Xt0xVqliaLESIJu3yZL05uhUxYzc6gzzcVZpCfEkp5dTJUYlLT0aOXohqOVNdoqitQVpRAbGU6hyBhXbx+sDDURN5WRHvuQmLRqjFx88HNs1bKTV1+eT2ZiNKkZeZQ3NiOjroGprQsudo7oa6oiLEslLjKM9GoNHN19sbMyRqnFI0xEXXUxyQlRPE7OoqFJEV0jG/Q1BZRUVaJn7YO3vQH/j72zjqoyW//4hzh0l6CEICgK2N3d3ditY/fYHWNh59jYrWB3YBFSoiAgjXRz+pzfOug4OnXnrju/uXNnzl7L5R+85333/u593vPZz34iPyGMsPA4tOw8qO5VFSsj3a/Wu5mRAEsz3V/klN+3Hv+Uqx5rFBQUPFIqlc1+63FJSUlIFLoYmtigqfUnOYaVfsxG8mWAZCOX/6kIkD9lBv9bD0n8g2E7UA3b/62pVD9XrYBaAbUCagX+xxUQZcVw6/Rmdhy6iXal9vQa1o+qBkLev3zA1Qt+JBjVoPek+UzqU+s3AkH/90RQw/Z/Omdq2P5PFfx//bwKtt3dVJbt36wE8Lv7EPQqQm3Z/t1qqS9UK6BWQK2AWgG1Aj8qIC3OIOLJZc6evkDY+0I0TQwx1ASJSImmvg0ezbrStVcnajub85P61v/TMqph+z+dPmk+bwOfEBIejdypCS0b1sLB/H+3QtZ/Ksdf7fNx78IxNTb81YDHf7e/GVk5ODhVVleQ/HeFU1+vVkCtgFoBtQL/eAWUChnFuWm8fxvJm+h4MgsKUaKNjoEFthXdqVqtGk4VzNH7nOrv7yGZGrb/03lUKpBKxGWFUpTaqtKqgr+6T85/OuL/qc/n5maiVAV5/Utft98/LDMzK7R+Usb9939afaVaAbUCagX+uQpkFedwK+oeJZLSf64If9DIzfVNqeVYHVdrlz/ojn/ObVRpTOUyKarqzXKFoizGgrIAVAECgfbfkqH+Z2A7MjKyzGdblUlC9U/Vvvw/vSSH5wkRWBlVxsXGC4HW/1qVqj9nkf/TnvJxqXxcL39E+8js/14Gkz/iuep7qBVQK6BW4O+gQFJeAnsCtlIqLcbMwPjvMKT/yhjEUgn6AhM6V+1OXceG/5U+qB/6+xRQsaqNmRaO1gK0/8IWew0Njcca4eHhnwMkf4DsL4E7OPUtp8Jv08K9JZ29OmAg0P99KqivUiugVkCtgFoBtQJqBf4UBd5lxrHCfx2mBgZMaTf4T3nm3/EhrxLfcD8qGO/6fWlZ+TdzR/wdh/8/NSaxRIyBjhIbcz20tf4aRa9+RcDHGomJiY+AX11RKqv2oeeX6VmvLUMad8NQVw3b/1OrUd1ZtQJqBdQKqBX42ysQkRLDuIPLcLS04/SkTX/78f5/DfBq6EO23PJlStvBdK/d6v/rMer7/gEKlJaWltX2MDQ0RFOVzvmv29Sw/dedG3XP1AqoFVAroFZArcDvU0AN279Pp391lRq2/5VCf52/q2H7rzMX6p6oFVAroFZArYBagb+9AmrY/mOmWA3bf4yOf8Zd1LD9Z6isfoZaAbUCagXUCqgVUCtQpoAatv+YhaCG7T9Gxz/jLmrY/kFlSTFJCaryu8Y4OdhhZfx1mc0/YzLUz1AroFZArYBaAbUCf3cF1LD9x8ywGrb/GB3/jLv8g2BbhDA3ntCISGIS8hGLDTEu54C7lwuV7W0wLEnm1PEjPCx2ZXDvLjR2s0TzF7K7yYo+EPoqhBSlLbU9q+Jgof9Hpm/+M+Zc/Qy1AmoF/gAFFAop76PCCQx5TZFYjFJpTc2WDajuZofeF++OzPR3PHsQRGZxMUqlJe4N6lC7hhNGP+2DQkzy6wc8eaWgds9WVDbR+zrBpLKI5IAHvIxKJ1dDAzMze2q3aIWLtd7P30FKBQVRd7n2LBEd92Z0qu+Ggc7HoBylqICENyE8Do1HLFMg0DOhVvOOeDiZflWtTakQkvk6iJCgGFJkChDoYOPRgOZe7pjr/baAqmxRxUUZRDwNISo5FTR0sHb0oG5jT+yM9NBEiVxSQkzgI16+TkH8+XaaCHTLUbtNUzzsP1aPU0iFZMSGER4STUqJGLQEOLnUpEadalib/KR4mEKGOC2S+/dfka4QUKV5Lxo7GyAT5/Lm/g1eJJeg+EkWUE1NAWY2VWjRoTHWAjnS/GReh4Xy7l0mhVraWFg5UblmLao5WnyhswKZKIfEZwGEvMskT0sLgZUt7jVb08BR/xd/O75UTKGQkZ35nuBHr0jOL0JHzxq32jWp7uGA8Q/1AFRjyU0iPDyMV7FZaAn0sa1Um4YN3LHU1Sq7neo++TlpRLwIIyY9Ay1tA+xcPKhd1x0bwx8MRkpkonzSIkIIi0wgQ6bEwNgcz5qNqOJaHt2yEn1KZMJC0mLCiYiI40OpBC1dQ5xda+BVozIWRh/T6CqkInKS3vAs5DUf8koR6JtR0bMZDWvZ8UM6ArlcQkZaPK+ehpFaUIKekS1ValfHo0oFjD6N7XfBtlxEUWY0QYHR5GtWoUXXGlj80rKTlpAbH07A8zcUGFjh2bgdNSv8mBxBKReTlxZH+LNg3ucLkerqYupUmdrVG+FmATKZmMzU90QERZKYU4CekTWunl54VHPEVPujzqoxZacnEREcyfvMbAS6pjhU9qR6jUpY6et8/J4qZAjz0ol7HUFMbBq5CjA2tcHdsxaVK5VHX+fjvUCBpDCLxPBXRMakkK0AHTMrnD3rUNvFDkVOLKEBT3irusFXTRN9EyuqVK+LVxV79LXgrwDbUmkp6QlxRLx6Q2p+MYZmdlSu7oW7a3mMtTVBLiIz8R0hQeGk5Jfw46iMsKvkQb0m1SinJ0BRpnEKkWGRJKZnotQ0pIJLVWrUroKNiT4q9aTFmbwNCybkdfIX7wwtTK0c8axTm8pOlgjKpqKEjNgowl9FkVokLiuW41qtFtU8KvHjK0NCflIMEYFhxOeUoKlvhot7Tap5umGu/xP4U0jJS35HeEgoaZrl8KhdF09706+/55JsEt6GEZuhgb17LSo5mJf15Yf2D4FtEUmB17h+7QrXA1MpUupjjA7FUk0sHGozbOIAWjkUs2f9Ki4W1GDuxFF0rWn7iy/M0uQg9u7cymNFfaaM9KaFu9W/fLH+Ab/r6luoFVAr8BdTICPoNAs2X+d9QTGmerlEhpVSrVUrxk6fSZeq1mVglhfky7LDD4mKzkfftJB3r4tw9PKk7aRFzGnh9NWIYm9vZ8OBczwLc2bJzc30djTnh5h1pbKQ0LPb+P7INSJE+pTT1SUnX45zve6MXTiBRjY//JB/+jmXZ3Fpdn+W+aVi772Kw9/2xsZIGxVAx9w9x9591wlXGlPPzZL0mBDELj2ZOW0gdezNyp6pkJcS8/gKx/ZeI06qj3NlKyTKHHJtajJz0DA8yxn8+mwoFUgy33Lo+HH8/WIpspBhKMoiW1iOxkO/YcmA5pgbaCEpTOPC5sUcvJ6KUXljPgboa6Fn6MGAmWPoWKM82gopWfFP+H7lISJKdHFyNkez4D2JSdrUGTaGYT3bYP25KypgzObV8TUs2nqNFG0z+q+9wtKO1oiL47mxcx0ngvOQf8EwCqmUnOgETOqMxufQJByEsdzy2cvp4DS0LawobyohLS4TbbdaeE9dSNtKKjKVIyyI5c4eX64+jkNkZYVteS0y5BJsG09gZVev386jKy0l6/Vt1hy6SlRYDgrTEvI+iChXrQ4thk5ibmtVcRIZJdlvubn1AGdCPyAyN6eCTglJxUbU6z6UyQMaYKYQ8+HdS06cuciDJ2mUmIjRFeZTou1M26FjmN69AaZ6WkiF+UQ/vYLvoZMEpkswNzJBViTGvGpzBn8zihbVyqElLyEx/B5Htpwrm297ewNkOclkFZrReOhI+nVojIW+mOyEl5xYe4iHeRqUs9ZHmJVEpn4N+o8awYAWlRCU5BD9/BK7zz8j5m0ucoMSCnOk2FZvTPshY5nc7OOa/1ewrZCUkBoVwNkzvly/n4Ce81A2nBiH+89WnYLSjGjuHd7ExqOPENrXYMSSPXzTxPLTlUI+vHvB2W1nCM2SYl7BFIV2AXkG5WjdbSpDPXSJD3/IHt/rhEdkITYWIisUYVKpPl2HjWJsM1e05UKSowM5dvIKjwOTERsK0SwtQWHmQdehwxnTrhbGuhqUZCfx3O8C56+GUmpoip2lJkUZaSgtvegyfCRtajqgq6WgJCeZl9eu4OcfQr6eEeUq6FGsrcS6WguGd2iGbsZzLuw/zL0E2VejFeUXIVdY0GniTIb3qofpXwC2pYVphDy9wfHzT4l+n4dYtwR5qQJLzxb0GzKYgfWd0JLmEXb3At/vvkCcUAdD0x8KsNvg2bQzg0a1w81Qk/S4MC6cucCNF/HIBMVICoqRGVWm57DBeLdvhJ2xDsVpr7h0aB+nrscisDZFq+y1p4OdSz269utLi3oO6CEmMfQeZw8d4nF0TtlGX1wsxcixFr2HDqVzm+qYCcRkvHmMn+8RrockI1bqIhcrEVhUpqP3EHp1a4jdFwYFWWkWzy4fYc/uI8TbtGL0lFmMbOb4ufCOODOap3fPc/LyQ/K0q9Jn7ES6t6jMl2/JfwRs5767w+GtGzgYoY1Xo3a0rV0Ra20leXmpxEUpqNunIy1cxRz4BNtzfgO2pQWpBL54RqLSnga1q+NsZaC2bP/FIEjdHbUCf4YCIfuHsy6mGq3qVKGCkZC455fZseslHZYdYu2k5phoapCwvwdDX1ajT5O6VLSSkxx8lT0bL6HRcQl+h2bhbKjqaR4Bu9ex2/8WqUJ9Yl6asCrcl+EuVp9gW0lBxGkmT5jLFe2OfPdNaxwF2rwJusxm31BqLDnOtXHVfxyyUk7Go/WM+OYoKVoSNJst4MbaYdiZalOa854dswdyo6AdAwZ3pJGrKQnBV/HZe4IqI7eybkQLzHQ1yP/wis3T5vPaqCVduzejTiVzpLIcUoUC6nnWxtbk103bSrmU3PArLDx+HzO7+nhWMUdQEMelg8d5UdyUw5eW08zOGEl+EsdWzcA/szYDe9bCqMxIrYm2wIoqtTxwtDZAISokwHcmK05K6DpqJC09zCEvllunj3A135ON6xdR36lMRJRyCVlv77Nh8TpeF+TxODyDkXsD2da7PHJpPgkRwcR8EP9o2ZaJyAvzY4HPdSoO28Olje0oeLqfaVO/R6PtIsZ2ccZBv4jIe+fYefw5tjNOcWGcO5LSDJ6f2cp6nxeU7z+eHo0r4mClQWZBDjLzarT3cETzN6rVyoszeX15FdMeG9Clbh0cLEUkvrzNsWMv0Wo8F7/ToyhXmkOo3zqWrb6OXsdFDG/viKk4kcvHtnMry4VJq30YV12H6Gfn2HItjHKO9XF3NkSa9ppLJ/1J1G/Cuu1LaOtiSE5CGPs3L+N0nCmDerejqpUxaW/DOfvgBdZtJ7H9m44YiFO5dWQ5++/r0WXwABq5GSFMjeD6pcuECRqyYvFUqhikcf/wbHxOFNFs3DzaehmR8/Yhp333keE8ku9WzsZTkMLjM2tYH1WeTrVrYGdSzLuAm5y+EIFp6284uG0yVYx/G7blslISIx7g+/33PE4qQfL6PaXO4zh4bw5frPKyOVeIC3gb4Mfebft59SGDuFIrpvicZ15bG5UdlPyUIC7t8OHiSyPajB1CoyqqDWwBmcVSbJzrUcMon6c3fdnxUkIddy8cLKUkBT/got8bzJuPZ9fWwTiJsgkN8OPgwzjK2Xvhaq9DwbtgLl96gdK1O+s3jsPLTIuE0Psc2nOAOJ3G9OrWiMqWCt4H3eHs7XDMWo5lxZg2mGmXEvnEnyP7riB0akH7NrWoZKtDkaQYua4FXpVc0BFnEPv6LSkFX+wKi1MJvHWZS691mbB8LSM7VEH1dflvW7aFKa/w8z/J5ThDalethp1xMdFPbnPlfjIuncawav4Qqurn8dLvCPtPBmFarzvNPU0+GSgNsSrvTBUPe0wQERl4m0v3niMz96CaoyGlyWFc93+BtHxzZi4YR5NKVpQkPef80aM8T7KkWbuGmJfRrBZGprY4u7lSoZwR0vQQzuzfxJGAXGq26U5TZ2vyEl/h9+A5OHdi3uwJ1NSN5+L+9Wy7nkDFZj3pWduJ0tQoLl27TZp5M+Ysmk0/rx82bJD19iFnDuzkyNUg8hxaMGHGQqa1r4S2ppzsuFfcPnOA86EpfMgoxULPjm7T5uPdyfOr08u/PWwrClO4cng9my++xbbtSKYN60Sd8iYINFTVJ4XkJBegYWqCmfQ929ev4kJBDWaP86almxESiRJNbX2MjQzQ0dH6eFQkl1JUVIhIqYOxkSF6Ak2UCglCYQmlpRJkciUamgIMDI0w0Nf5vPORS0opFSvQ0tZELhMiFEpRKDXRNzDG0ECV5PzTsYVSjkhUQkmJCKnq6BZt9AyNMDLQ/cJaokAiLKWkpBSJTIGmlh4Gpkbo62h/toT9GbChfoZagX+yAmlh10ixqIdXeQt0Ve+T/AcMr92X/O4+7Fo/Akc9DQoiLhKgVZfmVcpTdjJZ+JTZTdpzXNyMY/dv0t5BAwoCmN95HsX9hlNTFMrmDXHMCvwCtpVFPNk0jgHfhdF8+wWO9XcrexcVfghgvrc3R4q/ISxwEW5lVh4lwryX7Bs4hmOWfWiguMljizFlsG1rokV61AXGDFxBrUUH+bZXbYy0QZgdx+aZAzmmGMKNnd/gZKJF7P2tTFv1jAGrfOjf0AG9sveTqnIvaGhq/nb9VKWCkowYgjMluLpVoZyuNirL0NWt81i4M5XJ144zoYY1soIkjq+dwzPzUayZ0h7LL8oiaGholhkxRIXZnJzbjJOMY9uaqVQx10QuKiTo3GLGHRazeeda2rirnAuUiIuzeHh0M5tuFTCkUQlTfe4wdPdLtvWu8KnvH/v/sSmRFKTyYOsohh6WM+PoSebUEfDi0FTGbI9j8IE7LGxsiIa8mLTAY4wcuZWUfruJWtGUvITnbF2wnGemvVm3eizVLbTL+lpWaE1D4zdBuwwQJSVkxj4nVOlGY/cKGCrFZEffZsXwGVwr7cjBZ9upUxLO4QWz2ZdUiTX7t9O1og7y0ixC/dYzdflNDMfs58b0mhRmxPO2ACq5VMJKoElxZiznNi9hm3863jvPMrOJMbEvrrBi6U70eixkw+g2WOhrkJv6liM71nMxxon1u7/FXZrAidWjCDAfz+p5I3Ex1USUl8Sdk+vZ+MCINWtn4CIMYOPYWYRVn8quDdNxNQFxbiz3D89l1Tk543z2MaSmPunxr4jWdqOBqx0GilKSg6+wYsJcnmg1Yu3Zc/Rx+W3YlhRnEnr/HGfvJeHkWZ7Yg/sJ0B3KgZ/CtlJOQVoMV3wPc/11EdVtUtl1N4+JG8+VwbZSkk3kzf2sXXOJckPXsWBUM6xUX9RP61g1VyqXqrTkGBI1bPF0roAxIpJf3WTLQh+eazRj+fGVtDMRk/khkSSRABfHipgLlGTHh+C7aTNX46yZunsVXR0ERNw/z+4j57DvtZTpPWphoiUlMfw+O3b7kmDXjZ1zemMiSebWmQNcCtbAe/pUWlS1QeXdpfxU4bhs3X+qkP3jUpWTF3WLQ1vWcF3SjhWr59DE8eMG878N27KiTBJTk8jWs6OqvS2GymLePjzPpuVbiLJsy7cb19PLIb8Mto/dTqXG4HkMa2zF55ouGhpoqL48KheSrFQyikVY2jpjbaCDKOsNZ3fv4sorBf0XzqN3XSfEKc+5cv4SiVoNGDa8BxU+Fx/9eB8NDSHxdw6xecMBUqoMYcG3Y6ljq4+4KJ6Lh7ZxMaCIbpNm00AzkO2rthFk0Zn5y2bTtbIJ0uJErh3ewK5zCTQcuZRvRzbEuKxraTw+dQj/669IVshIUtjSd/Tsj7CtKCLijh+XbgVD9TqYpITwJuQDdcb+42Bbj7y399i4Zh1PNRozddp4OteyK/th/FnLjMBn/SpOxJrQoYELVtpFfEgXoqFXgVot29GygTs2prpoFCZx1e8SwSJnurdtjlcFXdLePePJsxck5MjLXrTCPDE2bvVo1boxrhXMEWhpkBt5m8vPUpFryxAWfiAzq5iinBKsqjWiQ6c2eFW0Rk9bk4LUYB49fkRUSklZSfDSrCL07Txp3aENXq7l0BdoUpT6gocPnhOdoPJ/kiJVWODRvRvNPJyw0FaXEf8nA6B67P9FBXIfMKR5H0q7bWf7Ym8qGPzSdzGaDXVr4VPQmVMBZ2lhowEl8dy5Ekul7i3JvrCIkdMjvoJtpSSe3cMGs/BtPfzv+tDE8uMxrFJRzO1vm9BzhykHYh/hXQEUwg/c2judlQcNGbVrIhkHp3Bab/RH2DbWIO7BGnqOecaM47sZ1qhimU+hXJyL36aZzLlkzKHLq2lopcOddb3Y/KYRMyd2RUecj1yhRFffBlfPStiYGpT5T/7+pkRaks3VnfOY75vJ3KOHGFbT8iNsr5nNPcMBLB3dCgsDDbQNDTHV/dEPW1KSx9VNg9gW6sQ3M6bSvHp5ZB/COLV3A/4lLdiydCI1yxuWWbXT3z5iy7rD6DYfxGDDqzSecYkhu36A7a97q5AJSQ06w7I5ywlz/Jbj+8fjqlFAxJXvmL7mGuWHrmBh77pYaOfx7OJOlp9MoOG0LezubU/ck5MsWHGJimPnMMRVn6yiIrS0DbG2d6KiczmM/t3qcAoxWdG3WTZhOjeUPTl+YTWVsu+zYvJqHpj15+KJibiq/H0VQjKirrJgyApeeM3mnu8wVPbbH5uS0twE/HeswudcKoP2HWFcdW1Cbu1n5ZZQBq1Zy4BGFdHRAHFhOo9PbmXdiXf03byH/nb5XN4xgwspVRkzcQwNKltSEBfACd8jhOu1Z9XUbgjeHGPKsEPoj93C4eUdMS0zPuUT8/QYi2eco9aC7Uzv7cXXZx5iPkTdYtOoqfjLW7DpymE62/0Ly7akhOzUBDKFehjJ3rJv6gLuaA75GWzLxQVEPb3B0TNPsG/YnEqZF5h0PJVvPsG2KDOKa7uWsf66HsPXzKSGoJBSiQJdA0scXB0pb2PKR0/0L5pcSFLoLXxWbSZQ0Iq12xfSvNwPbg8/7NPkZMUHc3THVq4n2TLzuyW0d9Lh3csb7N13kBK3nozp34GKFgoiHl7kkF8Idi1Gsci7CdLkl5w9sI0wzZb07VwLLanqd16AqWV5KrraY26o+zODmSQ/kSdnNrH9WBDOA79j4djmWH5yBv5vw/bP3wEi3j+9zNYlmwk1b8Ncn+V0tvkI24dvxFO5z1QG1bNCR1cHAwMDdD76gfxiK816y5n9u/GPVOI9fQ7d6jggSnnOxXPneSerzoABnSlvpo2evj6GOp9mUpbGo0Ob2LT3FZXHLWXhqBaYlU2flHD/vRw5dRvrDiPwkoSyY9cTbPrO4LtZXbEr+7iU93f2sHWzL6X1prFg7mAq6hQT9+Isvr73kFnVxkw3jquv5XQdMesjbCtFZCQk86FYg3IuZkSf38GpK7HU/ufBtoC4x6dZu+wI8uZDmDqhHzXL6f+yVeYTbO/yi8e1Xm3qV3NEvzSHqJAocsq1ZOKUwbSraY9udgQbv1vJpeI6zJ80kg5VDHkXeJ2nr+IRGlhiZqxNZvRLgqM1aN5nCL3a18HaSIfU29uY7XOLPJPy1KrmhIWBLvnvQ3n1TkyDviMZ3qclTpYG5ERc4XZAFDka5piZ6lCUGkrAvUQqdx7N0IFtcbaCsOOL2OKXgE3VJng5GlFcpMShRXsaV6uIhcpkr25qBdQK/P8roJBSlPOBfFEJRanveXb7BJuupjB+9S7GtXBH/xc2vsUxBxnc9Bsi62/gwcWpOHwZQYOEQN9fgO3CVyzuM5KtxhNIPj0OM8GnQEeFnDe7u1BvdhDLHmUzu66Q9/cO8e2qi1QYtIal/cqxe+bAL2Bbk4Qn2+g/8ix9t+9nasdq6GuqgomKeHJgMZPXprHo4R56lJOys391DuY0pU2Lmujqa2CkzCc5OgObln0Z07cDzv86QhJFaTYZ+UIk0jySQgM5cPI8GRW7snH2KKpZ6SEpSOLoiqnsjzKmeZ1KGOpoomteDs+qTWjaqCrmRtooZGISX11h797TxEutcK1sj0ZWOO9krrTv5U3fph5lbi/iklRu7F7DpWQXpkz3xiZkHdUnnf8V2FYgLkzm+oY5LPT9QO/vT7C4nT0ChZSClBAuHtnHreAcBBXccDCXkJAlxsqjLUP6daamqYiXZzcxe8017No0w828AugUI83KoETXjlo9hjC2qevnE81fXYQKGdLCdNILRBRmxPLk1hUO3o7Fa8hCNgxrjDI5gA2zFnOlpDn7zqygqYWKGKTkJj5hy7DJnJEO4dzT+Xh+xdoycpIi2L92GWdi3dh4aAmNzUp5cmkzK04JWbJpCa3drcp+/2QlOYT472bx3ts0mnuSec0NiXl+kaPHr5GmYUNFJwuk2e/4oONJp5596FqrHDlBx5k7djPF7Zewf9NwKpQBipDEMH82TNqI6YhNzB3T9COEf2oKcS6v7x1k7sxDZNacwtmjE3AR/Guf7Y8fl/Dh9W22Tvol2JaRmxyB39FDRChrMqp/XT5cW8/Iw0mfYNuS3HePObBwGtuDbWjfvx7WqorSohxy0wsw8mhMx159aFcWISlGVJRDVpGQwmzYdtoAACAASURBVKw4Ht+6zvnANLx6jGfegJbY6KmC/CSIi/PIKSqltDCdV08ecO5xBJb1+zBnaDcqmmhT8OEd9/1OcPVRNFJzJ+xtBBTmZKDt1Jxe3TrSqJI5yYFX2LF0IcHaDald0xV9XRkUZZNfqodXh970blWXcp+CUT9qICY99Aa7F63mtqgus3d8R093k8+b3b8abMtF2QRePcLazTfQajSc9Su8cdX86Eay5cBNiivUoEYFQ3T1jbFTBUzXqUM1V6syg6RKY1FJIfnFhZTkZ/Am6AmXH4chqNyWiUP6UM3WmOLk55w8sIfLwSKqVK+CiaEOJuYVqO5Rn9q1KmOpHY/f9nWsv5hPh4VrWNCtyufNS/wjXw4cPwvVOlNZGM3Oy6k0mjifTUNrfQ4Mzwk6wbYtW4i1G8TCeZOwy3vGqf1HCCyqSP+BHSgMPcPugJIfYfurLBr5PDy8+Z8K25q8vnGU1UuuYtV3KJMmdPl5hP8Pb4XMCDatX8Wh53K6DxvFoLY1sRbk8vDodrZdKaXbvGmM7l4Hq5wINny3ksufYLtjNXOKstIpEmugZ2qKvp4muQkP2bLyFILaXRg5ohuVrY1Iu72ZqVvuYFa3J6N6t8HV1gRhRjgHNm3ltWEDJk0cQfOqdihy35NVCAITc4wMtJEJI9k3czlvjVszZuYo6lXS4N6y4ay7pUGf6d/St001tBUyNA1MMNbXQxX8q25qBdQK/P8rIC/Jxv/IRq6HpVKY9p7AkEhM2s1i9/q51LP5hdShxTEcmT+RWXvyGHnxOKu7uv/EsvYrsJ0byNx+o9htO4vsw8PKXNfKmkJO3KH+eE25yvxbQha6R7JhwTRuCkawfeUA3DUzWPcFbNuZaJET94ApgyeQWtGbiSrjQwUd0t4H4r9nD2ceWbAm6AD9bHNY3qIB14y9GTG8I25O5hgr8wl/4MeFx0LGrVtLv7oOX2Uu+anaKktzdvBZNp18Qk5RDunv3hEjtmbwoo3M6uCFkQBkokJC7/vxKCobXX1dVL7eieEveZ2oRZ85CxjUqgr6WgqEBQlc3b2QJXvD0DY3ICcjCacW89i8ciz1XY3RkIvIDT3OpEW+NJi8j3GtypF/fTGevwLbquwUGW9usWLmUoJMh/L9wanUMP6U3UNaSHrwMdYt/I7jkRZYWohRWjZiyuz5jO9eCUqzeXBoNfN9AnEf1JdOdatjZa6kODGEG+eu887Cm4P7x+Aq+G3bv7w0h7hbO9ngH0dRdjJv3qWgVaMPC1YupG8lA0qzYrns8y0LzmTSeugkhnSrg7EshbA7fpw5dJF4wxGcDltO7S+El4sKiLx/kmWrz2PWcwprJnbCQpbNw3MbWHEF1m5YRDMVXKoM0qW5hF7fy4Jd/tSedoYVXcpRkh7OuV2r2Xw6Ggy1KCoswavTt6ye500NR13y455wYN4kvk+qzqRZE2nmYUnRh9e8uOzHjYdvqTthA/MmtsT8M2lLyE0I5ujGjRwI0KLn2hUs7vxxzf+rAMl/CdvCTCLvHmbjiVBaj19Lfw8pz44tY8Rn2DbjQ+Qttk2bxYnUmnhP60pD1wroybOIeXaLu48TcOy5lFVTm2OQl8SrOyc4eCeG/Jxk4hKy0avRhemzp9PzUwIEWWEakY8u4Xv7FTnZH0hMSEdcvg6jp89hUMNK6GtpoJDk8z7Ij90+uzgXJMLQVIlSx5reoxYyybsxdmZy3jw8xcZ560h360ePbo1wstFHnhtHwL0nJMtcGDXzG5q7WX+GaVlRMo/P7mD1jgBse8xn/YIulP9ig/6Xgm2lnOz4YE7s3MOFKAE9Zk5jQtuq6CuFpEaH8uhJCOkiDXQ1FWQnJ/HmdRJWNdswdPRg6lc0RFGcQejTW1y++5jk1HQS4xMRWnngPWkuQ1vVwFxXE3FBCqHPH/Mi8gOa+nrIirN4G/yaAg17eo4bRecamtzZs5b110V0X7SW+R0rff6GJAacYP/xM0icW+EqimXXrWxaTVqIz8Aft6z5oWfZvmUTkRa9WTRlENkP97D3VgbVe01hQgsjHp7exTY1bMPzhAgOPb9Mz3ptGdK4G4a62sTcP8HaZWfQaT+EyRN64mn525bt89nVmDlpDN3rlEegUULQiQ0s2RBBrTkzmDiwCRVyIr+ybHfyskEDMcK8FBJex5OQXUROTiL+h+9h1roX30zsi5edKem3fZh9NIxaXcYwsmujsswA8pJMTm9bzJF35owZM5Zu9VzQ05YhLvpA0ptY4tPzKJYVcH/PQTJsWjFh8Tc0rWpK2o0trN95hQwzD+q37Uz7Ns2oWt4K/Y/h/OqmVkCtwJ+ggEJUROADP0ITC5BLM0mNuMOjV2Z0mvIt4/o3+eQf+kNHcgjYuZaZy69hO2I1m1Z0w1XvJ8fTv2bZ/j2wfTOPPtk7GLf3FWMXb2RwIzs0CpO/hm1TbSTF2dzwXcPmk3cp1a2Eo4UOQhPQiosj6IMHe29upp1VGkuatSWm2RY2LO+Bg74ATaWUtKh7zB49hXKTj7FmSGNMvrLKfy24UiGjMP45Vx6/oUQkoiT/HcFPIhBZtmb80um0czFGU5UCTSxEJJaVeawq5FISXtxg7ZqNJFUey+GNY3AzUhD/4AAL991D17YZzWuYkvv2Cc8evsGs20QWjO+Bo+47Tk+ezW79zvh+NxM3oxLS/Bf9CmwrkZbm8MR3E4s2B9Fq0zYWdXJHT2WhkospiLnHht37eRhtSMOmrXHUiiPozgOSTWvQevQU5rQ05d6BtazYm8mwo+sY4mFbljqvNCeOK+snsvqWPrPPXmJs1Z85KHwlkEJcTFrYLfxDPiATZZES/ZLAcKjUYiDT5w3FXa+EpJBr7D20j2vBmZiXd8fcXANtcSmp4RHkOs7A/8ZUXD/fVUx24hP2zNjIS936TF0+mRZu1iiL0nnwO2B7SStdIm8fYsPpV5jaN6Cumw4ZEQGEhGfi1Hs804d2wkG/lNf3juFz9DRvMvUpZ2uNhrEmurnFZH3IpeXEzcweUv9TUJgCYX4Kj07sZ/uhIBz7TWbG5Ha4GXxcNP8ZbAvJirrD4dV7eeHSB59Zw3AkgQeHlzL8M2ybkhZxky2TF3NXYwCbzk2joYkOmkhIC73K90tnEWwzno1bF1FVkE18+BPuh6cjFmaTEhvG63dKKrUYwOhv+lJdFScgzCMxKpBHYQmUCgvISn7D69c5WNXowYiJA6lrq0NuYjgXTh3B/5UQN48GVDbP5+3Lp8SXWtJ8yFjGda5C8rOz7Fjli0nvJUwe0RgbHa2yeIbHl305cvEZDSesZUzbqhiU7dUkZEQ95sDKLfjnVmKiz2IGeVh+5WbyV4JtaWk6Ty4e48CRIOw6DWbsyHa4mal4S4lcKkEsVsW0KVAq5eS+j+TC4X2cDBPTbvS3zBtUByNJIQnRYQSGR5NXXEBeehRvojIxrtKVwSP7Ub+SJdrIkYpFiCQf3xnSkjzCb53m4Nn7aNbpx9yhNYk+s5WN/zFsd2Zkmxo88r9Cml0LZo0diKdBGpeO7lDDtmpp/hy2dfkQ6s/6VZt479CLaZNG0qySKT/EIn719vvkRqIKkPwx9V8JISc3sOS7MKqrYNu7KfY/ge0O7gbEBlzl2u0HvH6XTlaJmFJhCYlvSmkw6htmTe1H9U+wPed4BPW6jmV4p/pYGmqDKJcLe5aVHaOOHDGKbvWcKIm6xcUrNwmMTCKjSIRILiMtMg7bxoOZu3wizarZoVP8nsCAh1y/+4CwhFy0jSvTasBwejWphq3hv+dN+ScwifoRagX+tgoo5PJPoU1FFCS9wnfRQrbmNODQrqU0dzErO7JXpdGLfuzL2gXbyaw6ieWrR1Pf9lNu3q+U+RXLtvAN6/sPZU1Jf8JvzMLpU75epUJEwIoWtF9XxPpHt5Ef8GZHsD3jh7XE0kiAoiSPaye+57FeM+b3b4xHk0G09xRQkhvP86BHxMSXolBqoGNnRkHAJQ7GVOX0gbm4GxeypU8tnrpvYPuaodjrqoL/FOTEvWTW0PaU9jrH3intsfgioPGXJlj1GYVCFZSoQFqaTPD5A8zccB3zkT5cmtkc/Z/6NisVCLPj2bFoElsiPTlzfhE1tN/gM2gWDyr0Zdmi0TRwMECeHcON4zvYeOE9Axatoa3yLCOGfY9el1mMbG2HhlREfpA/i04/o86INczu3ogmDapjaaSKYpRT9CGaXUu/xTexFgePzqVeOSM0kCPKj8N/7QrmXSim//plTG7tgaUig8j7p9i8YScBpiM4d2gyJdc3snhnJN4HDjK25kcrpCg/lZubhzHrZDqD9r1iRcuf5P/+BYGUCjkKlUayYnLinnN562aW3hYyascxVnV2QikpJv39CwJevSUrTxMdE30MNTPx33Kc2Bbf8WB9J1Rhcgq5iJzEQPz3b+TsYw16LVrPwNZuGAs0kKpSlvnvYtX3aUz1WU4nL9uy/kqKMnh2djurjgTTceVuBlpHsmOGD2/dBzBvhje1bAWUJIVy8dj3nHhRypCFa/Bu7AziPN5FPuBFZBoimQA9G2N0i2LxO/iEZgv3MKGtC9ookYryiXp6hQO7TlJYsTeTZwyhdgWDz6D4n8C2rDCRxydWMmf1I8p3GUPPBtZoFGfz9pE/+15k0nLoPCZ1rUdFvXTOrJzBhYLObLnwHU3L/FuUZEfdZv+SQVxnAN9t3UmjCkqUCgUKpRK5rJjsmKec2f09O4M06bVwHd/1cC3LC//xGlWshJiC1HD8Dx9i1/1smkxYxMpu5Qm5fort+59Rse9YxvdqioNeKfEvr7Fv/3He6DZkwdLJ2Kbf5cCm7Wi2W8rMUW2wUp3wCAt4fu0wO4+cp8rgLczqVRtjHVCIsgi+cYIVPjfRbTaGrct6UuGHU61P6+mvAdtKZOJ83j67wsmjF8m1aM3Qb4ZSz9mcn3T387dAWZrOo/MHWLL7KeU7jcdnfjfstDVQKpRl86DaaJRkxXDr1HEO3kulRt8JzO3fCPOfGSiU5L17wK7t3/O81JNv53Sk+MYBNvsm03DOShYMqFGWtUWVrjPq5n4OnfDDuOlAqgoj2Xn0LdXGzGHDhCZl3yPVNSmP9rPV53vSHTpTz0HCNb9gTD2a075eBbSEeYQE3ONGnITqTTswuENzatdRZZn6wcj5j3Yj0Uf0IZxDW1dxPFRA++HjGd6lPvbGep+OaaQU5+Yh1TPEsDieHT9L/fevYbtlhRyOrtnI3WQNPBvWwaWcCeKiWK6eDMCq1QAmTfgRtqfvfUrl9qOZ0LcVDhZ6SAvec2jNEm4WVWbM2FG0qS7g3ncLOBSQh1PDJlStaIOuVhb3jp0k17IDkxZ8hG3V4lHKZWQmRvEq8Bp7t10k0WsEW+d406yS2d8WbNQDUyvw11FASHJ4HMaVKmNm+IMVU8jTdV1ofsQY3yM76F/XAS0NIVH3TnPwyEnybJrjPWYqrSsb/0pu/l+BbWU2V78dweiTunx3/yAjXVXUoESY8ZQV/fqxOak3t5/OJ2r3XG6/0cbS0qAsZ7VSXMKrJ/d4o1OVXo2rULv/Sqa1/XzI/1FKpYKilEDWLVpNjNsods3ohrlAwuX5jViV2JU9WxdST1UgRC4j6cVxRo1fjdccX1Z6N8D4VyzbKogszEijSKGHra1VWRYlpVxEdtBxBkxcRajbfGJ8R2P1U1cLpZzC9NdsnTuZYzmtOHlkGs5FlxhcZzUVl+xjzcw2qN5uKheV5IhbzB2zhIrTttBP7zZLDwdjbuGEkapSkFxKadwrTj2LwaX1EIZ078yQvp1wstAuK5AT/+w0s5YcxrLfIjaNboW5nhYopRSmPue74d9yOqclx16soFFZtRcFJdlvODK5J2teNmTvk124vNrP5FUncRmzF5+RNTHWkFOUGsHeZVPYHWLNkhNnGO7+a2Z/FZgUkxmXgoZdRezMVTsWJfKiJIIPz6Tt6hCazTzKxbnNvnYxUuUuL0jm6aX9rPg+nMaLd7GqY3lk4kISwx/gd+Y4L5Nk1O09nUFdm2P7kR6QSwqJeHyOtauvUHf2CiZ18MJAU0F+WjQnt6zGN8SCRXtn4Zp+gZmDT1F96WbmjW6CSdlni8oC/Nav9aXGzM1M6eT5yeL66VuokJS5nlw7tofDz/WZvek7WrnoIynJ5PWjK1z0u0mBRT16DhpNkyrWfK7p8h9atiW5CTy9uJ3Nl2MxtyiPvkpCUTFpb4K5E1uIZ1tvhvXsQsfqxjw7MJPlD82YveMQoxtaoC0tIvbJSVYvWU2G+0TWrvgGW1EOGmY2WJsblllhZTnR3DqyhpH7oqk5bA3nZzVCkpOHTGCIpaVpWSYNeVEqTy/vYdrOB1h3mMvRyVV5cnwPBy6WMGrzQnrUckCAksK0KC7u2cqZUAEj1q+iiewVvjvWEGE9iMXTh1DZUgdJfgq3Tu/he/+3dJi6ilGt3NHXkpOXGM7pA7s5EaHFgJlzmdC04s9iAf77sC2nNC+FsAeXuHrjAYVm1ekycDTNPB35dIjxS9tMpAVJ3Du1l/XHInDpNZXVk5qiW1SIRKaJmbUlAi1NlJICXl4/worvr2PUcCQ+01TZR366iZWRHn6D3TsOE6PTiJlz+6EXcpJtm68h6DiNhdN7YK+vhaw4nmv7N3PiThYtJ06jriKI7WvPUdRgOCuXDcPDRBtZSSL3Dq5n69FIKnUdTqOKuTy8G4JQwxgDA00Ql/D+bSShmXIc3avTpWNXunbvRR3HH97//3DYRlpI5P0TbPQ5QayuI01atKWuuyNWAjk5WSm8j83BuU1HWjgr8fX5mPrv37FsN7VNZ/uSVYTLXeg/qB9V7TSJfXmdg3vvYdl2EFO++RG2x684Tp5FTfp06oBXJSOK3gdz6dJzzJoMZOzwHnhUEHJy9jjOxZnQefhoGlQ2ITv6Ccf2HCbHpgtTVbDtrCTiYTTZWkY4VjRF8uERO1fu4KX9aLbOG0bLyl+Gp/x10ETdE7UCfy8F0vCdNo8k++bU9HDGxFiHvOggbp724ab2AA7sWkAzZwvSAraxfM0RImT29Og/jAauNh+tPVoC7F3ccbZV4WMRKQHhvFdIeHv1IGt3vKfPgfl0LW+Cga0bXm6WZD3ayrABu6HfeEa0b4SzTjbRz8/isyUKl3k+HJ/RiPzY16TlST5BtBJ5cQbHty/lrk5XfL7pjLNHHdxMhDy7cxOhri1Ghtooct8SGBjEvUgNhi5aTJ869mgrJISf+5Zha1/Qss84ujepiHZBDo/uHOVKtBULfFbTrbptWfrUX2qqPMmvb57k8tNErB1rUs3dCmlpAa9vHWbXpVjcpmzk+NSWKAvf8vJJJFpG5RAItJHJsgh5+pzr/o8p32Me66d0wLDgGYt6TSTCy5tp4/tS3coQRX4c9x75c+5SAgNWbKSni4TopLwf0/pJSsh6uo+hGx/SYe5BFvbywrWiA0Yqn8+iLG5sHcHKRzYsWP8d3WuU42Mcq5zS7LccX/Qtq+5rMXz9WLpV9sKSbN68vsfZ7XuIsJ7NSd9RmMXeYfG8xTyRN2Zcv/bUcNQhMfQxvuceYNBiIhuXelPZ8Ndc+uSUZL/j2pZtvNKrgqdLZSqoXBBig3nkd5Bj4Q5M3LeLBS3tSIt4zMtoKXYOpijEhaREPefOndeU1ujFkllDqGYkITnyLof37OBKaAGerbrRtWWzj6CtJcDQyp4aLtakRT9j18o1hOnVpXv3NribSkl7/ZizV4LRbzKCtbM6oPX+DqsmriW9vjfjh3alqpkOwsw33Lx3nUeBIrwXraCLmw6JgdcJz7Iu67Mo9z2RIUE8CUjFechM5g1phYlU5Uv9Pbv2X+aN2JZOvQfQoIojKoOkpkAPK3sXqthb/qYbicp3vzA7lfcx70mMC+Hchn0E6nVkzraBVDezwsHeGq38FGLTCn+c86JUQq7tZ9W1DHrP2MDkjh44msmJ8N/C7HV+WDQfz8gOHhiKPxBw9xJXg0rpOnsFIxsZ8OrSeSJKLHBxdsXBTpecuBDuXDnH9TQnBi1fxpwGRry67c/zd8VUcKmGk4MxxR9ieex/lmtx+nSYvoiFHcsTdOUIWw8+xW3AYPo0q095XRHJUY84f/E2HwyaMnvJOKrI33Px4EYOPiqlXbc+NK5iSUFSFLcfPiTbpD5TZ42lkbMFGjJhmaV4+66DFFYaxMKZA6hq+ZOKsn+B1H+i/EQCbx5j35ErxMnK0aZrTxp7uFEW46ljhK29A+WNRcRFR/IhW4qeoSkKhYj0hHDuXL1PvMKFQZOnMrCeKW+e3CHgWTwWbl442Zsjyk3m+Y1L3E1Q0HzoNGb2q44o/Q1vo5JAzwpVApL8/HRCH90j5E027p3HMXFwa4yyHnN083auxVvRdlBvatlokv/+MX7+QZTYtGHqwrF4akZybL0PZ8O0aDp0EM2djRCmvODy6XvEC+ozYeF4WjppkpGejUj6Kd95cToPr5/jbISIJp29Gd6hDhUr2mMozCElMYXM0jxC/M5yJyAZt15DadfcEyd7RyramaOnocHfPs92WT7VvPc8u3uDW1dvEhKRSbG+AXrahij0TLB3q0zvIQNoaS9hv89PK0j+smX7ywDJNq4a3DmzB9+rQci0TdDT1kffWJfU8BicOvRn/NgfYXuyjx9CzLBRQIE8h/x8JRXqtsF7uDctalXCRE9B2LW97Dp+iwyxIQa6RhhZ2yB6ewdx+Q6Mmz2RZi4l3N16GP/n8YhMtClVliKVGdOw5wS8O9TB/nN1pr8X2qhHo1bgr6VAHrd2rODwvddkFyvQ0tImv7SQcg5etO03Gu+OtbHULeHK5HplQVu6Dp5UtbdE94cIZl0zuo1byJjOnujwmv3d53FeKqUgMZaI6FLsm1bD0UCAnedI1mzoj01JDH7rNuP7IpyoYhMq6kgRauhStWEvBk0bSPNyPy3+rkSe/3Of7ZLs9+xa8w23I+VoaWpDoRhN5/p06dWF3p0aY2uoXeb2kZ/0nL1r13PncRqatmZoCotRVvCgTY9hDOvVqOy6X2sqt4bEkOscP3aGh5FJaAmMkCuVKAR6VK7ekb7jBtDS0ZS8tECO+OwmICYXoVyKXFlIuoYZTRp1Y/CAPjR0swFJLs9O7mHvzTDyMSxzk9MsSaNIy4IqDbozbFA3XKx+EocjLvxln22FhLzYuywYN53c5otYN9u7LIvEp90Jckkx759e5fvjV3mdL0ZbxxRrrUJKxBJ0rarQovcEvFs7QlEaAVcO4XvwKrFpmhg6GKFAD1vP1gwY6U07r3Jl6fV+uSkQF6Xy/Ow+Tt0L5W1qPjo6BmXjN7N2pnqD7gwa1Qk3rUKCr23mu8OPEMkNQK6Jpo4VVeo3pVO/XrSsao2yOJOAMxuZv3ovryXl8ahkj8UP5kRdMxwbDWTNrC4YFGXw/MpRDp67S1ieFnb6oCEXUKFOS/qP8KZVVVtk+SncP3WQY4+iKdE0wFpPURYMKta3o0bTHvTv3RZrRSr3js7Fxy8LXW19FBIttG2r0KhJQ7r07U4NOx0Kk4I5vnQ0yy7Gg00VPJys0f+05nVMy9OgxwRmedcjJiWGcQeX4Whpx+lJm76SSibKJfLJRfZuOkt0YS6J4TFk6dhTrUFl3Cs3YvBElVGp3FelsMmP4/7hpV8ESNqo/DDISQji0uH9+N14TRH6aBloo2HhTM3GXRg8tAPO2h8IvHaac7eelc2FtsAAlTewsWVF6rTsQa9+rXDTLiT8sR9nLlwjPDEHTS19VLUddY3LUatZN3r170BNKx1S3wZz4eQpHsZmg8AIK4EIqagIgY0HzTv1o1srL4yURbx5dpWju30JjS1Cs6x2uBbm1RrTrVdfOjerVnbSogoEvHN2P/uvxtBm/AJGtPHA6Bd2t/9dy7aczDf3ObxpKZuvvEFuXhF3BysMfzixMnOjVa8hDG9tQejNi/hde8H7vFKkChGlmmBSoQadO/SkW9sGVNAX8eblLc6cPEtwfA5ypQCZUoHAyIo6LbrSo0cHajnqkRh6l3NHzxIYm0+pXEi+TIjcqAItm3ehT+cO1HKzRVuWRcTdSxw85EdwlhAdpcp9TAMr97r06j+QDs08MNPII/qBPyd9L/EwpRCFTAsdTU1MHD1p37s/3VQspf+Td1xBAhd/5rNdyvuAO5w5cp6A5A9kJCaSllmCcUUXylfwoFVfb4YNaoqDluY/AbbLzh2RiAr48CaU8NB3pBRLkGoYYGBhh6tHJTxcHbDQLOVV4HPeia2pV9MTF2tDNDSkZLwN4unLTKzr1aGGewWMhdkEvXxBrNSG+jU9qWilS276OwKDwkj5kI9Ubkh5t0roluagb+tENY/KWBvqkloWIBlKlVqtqGUpIKc4H7GWOVXr1afm/7H31nFVZe37//tw6AbpEFAxUMQA7MTu7hzbsbu7u7tHZ2zF7i5ABVEUkO5uDnDy+zoHddRxZvzN74n5zHP2X7wOa6+91rXWuve173Wv+6rihKmetkoYoSgvief+AYRHp1Ii1cO6ijvW4khEGjZUqlkDB3MFKYEBBL2KJLlYgljPBEeXytSqVgkbM4Nfk8X/vZiJujVqBP5hCMgpyIzieYA/YbGZSCQCZCYmVHOrQ82qLpjqaqFBAcFnD3A7VoZAqPVlpiBNPao1aEdDd1s0SeLBzvMEKw8PyWQqYSwNLSFCgQAjizp07uOFqTKmOCmCl69e4Pc+Cy2BLoY2zjRo4oWzlcmXxOMjfSzJx//eJcI03eneyE2VWk9SnEvgs4u8DM1GKhUgUJjj4OFNI++ymOoqD5CVXso81CmhL3j+JJiEEhkKgQC7ag2pW8MNa9Nfy317UJUxu9nEhgXz4m0I6ZkK0NLCrKwrtT1q4GJjho5qVzabEL9nBL2PRySRKMUj0bJ3pqFXA1ytTdBWbiUr47hz0nj98gVvopKRyKSqNlo7uFHd04OyVqXb+l9cMjEFUY85ZdBx1AAAIABJREFUfPs9bj79aOb64UNELkGU9obLl4Ow9G5F/Wr2X5JiRWmIR2JECMGvo4nLyUVLQ4CRiS0u1Txwd3XAQEeIQiGlODeZiGdPeBWaSq6WFoYW9lStVRc3Z0v0/yT9qkLZjtwEwoKDeRUVS2GRJkITM1wqVKe6W3msjXRVns3UmAAeBrwmLVMplKaHiVVFatetiovSUyYUIC3JJ/b1E+77vSVXqlmaPu3jpamPmYsXHVtWxUih9KYn8CY4kBfhySgUQgyMHXCv40HVCvaq2HnVgdb0JF4HBhEWn4ZEJkFTqIWdczXca1TFzsIIRUkuce/uci8wDlGhJkKtMthWdKeOlzOWhvpoCuSqRAFBd67gF1ek8q5/nh1LqGeKc/XG+HiVJewPyLZMWkhSRBAPbgWSpfxIk0qRI0SopYOphQteTetQ0cbky1zvJTnEhzzlWkgeHk064l22VChbriRkie8JfhxAeFohcj1DrCt44FHNjbKWeggVYvKzEgh7G8zb6HjyC4WqTGDOrtVwr1IeK2N9hAqJKhVdRGgwbyKiyclToKlvhG35Kni4Vcbe3Ei1WyUpFpGi/Fh+HUZcRg4C5OgbmlKucg2qVHZR5dBW/lacn05M8EuC30STLpahY2RO+ep18KjsjJmBZmlqRlEW70OCCE0WUL2+Fy4Wht8UrPtvk+381GiCnj0iKCYHmUDzSxunZ03FGt40qFaGrOj3BAe/Iy49W/Uxo2VqjksVD2q5lqeMoTK3uBxRfjqRYcG8CYsmK1cCuvpYu1SkhltVHC1N0BEqsyQm8TYokLdRyRSKS5Bpa2PuUglP9xpUsDRWhZ8oQ79KctMIex1EYFgseYXKTHHWVPRwo0YVF4x1lBjLkRZkERf2moCQCFJz5OgaWVKhelU83Fww0/uGjSvJI+JtIC+TJJSv6klNJ1M0BCWkR4by4lkg0dkFSGQy1TkVgVCIhrAMFWp6UqeuK+Ya/xOe7V/tj9JwKwPwPykzIUCg8VHxS1F6mEcpGPxBvUx558dDPkrVtFIJ3t+WUyqHqer+WLFSyejDYz+qrSXc3IDygKRn+xEMau2J+YeDjL/W+7GdH+r/WJmyLZ+rS6mUyr7sh0p1SuPXZ/7DWI26O2oE/qYIKNfqZ+teKUP1yU58IK2fDlD+tgvKdauhytOqQK4k2t/spQDhJzb59fMEaAj/SM3xQ3k0Pov1/EabP7XjywZ8y86Utvd7LqVNLLVlny6luuIX6pPKQ2cfD0R9NJhfl1FZ4d+UU6nF/ZGSpUKuEuIRaAi/jI//+Pvv9LnU5pcehvv2e+JXO/3xwFzpLx/a/b3wfKtPX82dj++ezwAsxe+zZ3w82PftqfPZuCvH4oMy4a/t/aDe9+nmr949yl599W75uk2/zuEPlajG/Pfmcml9yjn0Zwckf9v3j41U4vx1u0v/9xGL3475V2360IZfYfz18OOnp/zmnfp9c/C3c+fXPv86Rt+o66ux/zjnPym2/s68uhXylL33TvND4260dm/wPQvzX1vmO8f7t9zrgxLtZ1zpW+u8VJH1szn/m3msmqRf2ZVv2YzPud5nI/EFl/p2mc8BU82xD+vioyn8/bn65fr5Hwgj+dfOrb9a20ey/UU2kr9amfo+NQJqBNQIqBFQI/B/FIE/I9v/R7v1H2l2XlEBUemJFCrTQGanEpocjZdLNRpVqo2hTqlHX339/RBQk+3/0Jhkv7vFGb9EnKo3pF5VF9VhHfWlRkCNgBoBNQJqBP7XEFCT7b8+4qHJURx8eJ6otIRPlVS2c2Foo66Us3T46xWr7/y3IqAm2/9WeH+tXJlLM7tAgra+EYb6Ot/O9f0faov6MWoE1AioEVAjoEbgv4WAmmz/deSfR4ewxHcnbxLef6pE6dme33kM1Rx+lTn6609Q3/nvQOD/FNn29/d/oFAoGinjopRXaaz0r38HpbznzLt7eLk0oXnFFuhq6f47MFPXqUZAjYAaATUCagTUCPxFBKIzo9l8bz26WkLa12jyF2v537vNwtAUXS0dzjy/+QXZrmhViX6eg3Au4/y/B8r/kR5LJBLMDMDRUkelPfA3vh4KwsLCHsjl8kYfifbHxn4k3FnFeQTGhmKgUxY784oIhX8smfs37qy6aWoE1AioEVAjoEbgH4lAYm4chwP2kF+ch1CgDqn83kF2srDDo2xF/KKCvyDbrpaV6FWzP2XNXL63KnW5/zgCCqxNNXG01Pr7k+3c3FyVZ/uPMIqLi0Ms18HA2AoNoVq6/D8+n9QPVCOgRkCNgBoBNQJ/gEB+cQHBiSGUSD6IMKnR+i4ETPQN0NHW4HHEC2LSEz/d41ymLB2rt8bO1Pa76lEX+u8gYGqoRRlTnd8ogf53WvO7T30oUJPtv9mQqJujRkCNgBoBNQJqBNQI/EcQUKZ9LJYWk5yTikhc9OmZ+tr62BhbqUNn/yOj8Ncfoibbfx079Z1qBNQIqBFQI6BGQI2AGgE1AmoE/hABNdlWTxA1AmoE1AioEVAjoEZAjYAaATUC/yYE1GT73wTs19XKJEWICkWI5UL0DQ3R1S6VZv3nXgokRQUUFhUjRRcjY320NYX/8D7/c0dT3TM1AmoE1AioEVAjoEbgryHwjyXbyItJjo0gJT2bEtnvgKNrhUt5J6zNDPj3nomWkRnpx62rV3iTZ0/Lrh3xrmyP7ufau39t/P7GdxUT8+Qcl+88I07Ti34D2lHVwRzNv3GL1U1TI/C9CChkeaQkxpOQnI1EIlXdZu5QGSd7G/S0PtZSREFaKtFxKeQXFwOGGFlb41TWEWOdL58kzk0hNDyGgpJiLFzr4Gql94U0NxSTE/mO2ORcRICevjkOrlUoY6T1mw9YhSKT8KDXZBYqZZHLUL5WZSx1S8spJCJSYmOJS0tTSZprauli4+yGraUxWp8ZQWW5rJQYUhLSyZUpEGhqYmpbnnJ2tuh86t/voKUQU5yfTHR8Jtk5eQgQoGNkjr2TK5bGuioJdblYRGL0W+LTC76oREOoj035yjhaGqv0CBQyMVlJ8cQkJlMilapk2nXKWFHOqTymup83RCl7X0ByTBgJqQXIFUIMTFyoWNUOTVEa70MiyBaXjtPnl1JCXM/IlgpurhgK5UgLs4iOjCU9P18lBS00MsbKoQLO5oaqfqgupey7KIvkxFgy0vIRCQRoGpng6OCGrfmfZcFSoJAVkJ+ZSGRCHkUiERpCLYytnLC3t8dE9+MzZIjzM4mJiiOjoAANoSaGZeyxdyiLmb7y8L9S9ruEotxMkhJSSc/LA4E2+iY22DnaU8ZI54NUvQK5RERuUiyJSenkyxVo6xhi61geK0szNFVjrkAmLiYjKY745DTEMplqvA0sbXF2cMJYp9RqK2QS8jOSiIpNRCQWI9TSwcy2HPa21hiohkKOXCoiPyOdhMQ0cotKEGoZYWJli52dNcY63+leUsgRF+aRFB9HalY2WgYmOLjWwMrg69GTIy7KIikuipQMEWjoYmrpQrkK1nwcBYVUTGFWIgnxSeQWSZBpCjEwt8HZwRUTfWV7C8jJTCY+MZdCkUjVJ2NLB+xs7TDRK8VZLi0kLzuV+KQs8gsKVeNlaGaNnX1ZTA20S3FWyCgpyCUpPp7U7ByUovWaeoaY25XF0cICnVKgVeXEhTlkJseTlp5LoUKBlp4RVnYu2JnrU5QVT1RkIqLSrMZfXFq6xljZO2Nnbf7FWv1em/WvLydHJi4gLz2dpJQM1Xhr6hhhamWHrY0lRkrxPlkJORlJxMYnUlj8+frTxNDcFgcXJ8z1hMhlReRlp6nmaF6+SLX2DEyssHVwwtxYT2ULpKIskuKjSPjCZgjQ0TfF2sEZG0sTNJU2Q15CfloSSfGJ5JZIEWrrY2nrjLWtFbqfCIiUouwUkmPiyCgUI9DSo4yNEzZ21uhrfTlPZdIC0lNiSEzIoESqTxl7JxydrdD/yN+UfUxLIT4xmWKBNtb2zthamqP1VY6OfyzZFhfGcePnXVx/8JKskt+ZZjbNGDS8P81rOvHVu+8bN8jISQznbXAIyZp21K7hjpOF0VcvxN+bzlLi/E+wc8N6bqRWZfyiWfRo5IahapX+U68CAo8tYc3u4wTrdGPtxmn4VHP4Dpz/qXio+/VPQiDiwQZO3wzhXUQqYrEyq4ICm0pNaNN5AE28ndEVFBBx+wi3AyJ5FRJFtqgQMMPM2Rnvun3o3rMmRkpAClN4+ewGb0IieBbwWlWu/o+HGdvUFuHH97Mig9ePfHlw8Q5vItPIRYCRsR2VPTvSbkBXKpt8zpLl5IYdYMmaEyTlaiDU9Gbk1uk0tDJGIC0iOuAqZ89c41VsHFK5HE0dAyp4dKZTvy5UdzRFRS9K8ol6eoGrt+8RHh5PulSOQFuHcg37MKpvbxzNf/+TWSGXkZvgz92bZ7j/IonU1IzSF6e5A1VqdqXbwJY4G2gjyU3E9+AKzj76VZwDNNDSc6TF8On0bFQJXcRkhdzk1Onr+IdHUqTMXqEhxKBsBRq17EvHRnUwN/hABOUS8hL9+fnQTh4Hp6IQ6OPkNoiJCzpiEHeP7ct28So7n685jIZQF/uKbRk1YwQO+W94dO0aN569Ii4rU/mlgtDMgnLVG9GqbV8aVjABuYTipGAe37jB09eviIvLJF+gga6NM026z2NgE8dP4/at+S4rySPu5S9cfxDIi3cZFOTnoqGpg4VTLWp4dqZLr9qYySWI0sN5eOECt/2CiM/OUpUxs6tKjTpd6NizDhYyEUlhj3l07x5Bb2KIz8gCoS7GlhWpXqcNHbs3wtFAC4k4l5iQO9z1vULw23gyZaBnYEaVWq1p0aUz7k7maJTkkRh0k7O+twiKiqVYKkGgpYNpeTeatuhFq7o1MdUWkx37govHz/MoJJz84iLV3LF1rUejJl3xaV4BYX4ioY8v8fhlOKFhcaQXiNDUNsfSuSqeddvTrrMHpn9iBJQfBunRwTx5dI+Xge+ITk7B3NmdHuPX0djpy5sVkgLiQ+9y6vgxAsMy0dC2xaPhIIaMbUEZZdGSXDJCH3Ltyh1ehkaQXlCEVEsbqyr16N53GvUc8ol5dZlbD/wICk0nLy8XobYBlo418GrUmVbta2AmySMx7AF37t7E/3Uy2dnK8dLGzLYKno260LqdF7a6QorS4wi6f5lr9/2ITElDpiTbRqY4eTSkZYsu1KvsiLZQjig9ltcPL3P/iT9R8WnkykHPsix1WvalW+PKZASe48DeiyTIvvYQCjG2rkjTToNp71Mb4z/74P23G1s5oqwY3gXc4Znfa0IjE8goEKGlZ461U03qN29L02ZumJVkEPzkMsdOXyQuLe+zVhniXLst3Qf3o6a1FqlRz7h/y5enQfFkZCk/HDUwtXLFs2kXfHzq4miujyj+BVdO7+fcFzZDiLljDVp27U+LBu4YahaSFOXHPd+LPH/5njRRCZq6prhUrk+Tth3xqlEBA00RafEveXrtMn5P35KQK0JDxxh7F0/qte5Eg7pVMfvsmzk38TnXfQ9z7UEoRZKyeHXoS69BzXFASnZKBO+C/Ql6+ZqQsChkJo406zSQ1o28MP1K6uUfS7Zl4kyCH9/m1btoCiQiEp7f5FlgJFjXxLNubRytjBGautG4eUOqOlvw53O3hKhHZ/lp/xH8deoxaexQfNwd0Pgu77SabKvJ9r/d+qkf8B9E4NqK+lzLaIaTrRFCUQwPfzrFez0LGvWZw8xJg3AwSMZ34nDu6VXHydaMouQAzlx4SgmaOFbqwPzta6lnp0/+893MWOmLrkt5EoMu8ioimw5rXrG6h/Mnr2Nq0B7Wrt/Ns6BEKrUeQnXzQgJu3CW2yAKvkatZMqwuhqVuM+TZQRxdNIEtN5JBmEFRcSuW391FJwczijJec3DxFE4+EOPSqgk1rLWJ97vCo1gh9UbMZdHAlpjpCsiJf8DemfO5mqZBTa8mlLXSU/o+waYq3dp2pqzZ76dVlcvExD3Zz55TT9ArUw1jAzG5kS+4c9sPua03wzbsZUBNCySZkexZMpI9Nwpp2q81rkZ6Ks+xkpxVa96RupVtoSiOqytGsv16Kha1G1O7QhkUGS+4dzkYDY9uTJo/k8aVrdFEgVSUScD5LazZdoa0kiSyc/Wp7DWbzT+PxjLjLTfO3SK2oLiUbCskFGe845bvHRKl2lRpMZM1y3uTd2U9m/ZeIjzPBO8ubXGQxvL63kPeS0yp3nIeS5a0xzQ/Hv/DG9lz5g7xBk40rVMPU30ZxRoKbL2H0b+e/R+S7ZKcBB4fHsXRt5Vwc7ZCURBL8J3bvMtTYF+lDdN2bKGuQTJBF7azdfdlokVO1G5bE9OscB49D0Fg4UXHWXMZ5aFP0LWfueoXiYG9IwJRNuFBN3jyKge7io3oO3cJA73syE4I5MTuOVx+nIR1dR+q2xmSFuFP4Huo3Wcy4wb7YJgXyoW10zn6LB+bWvVxd9SnKOE5Tx/GYlq/Lz9OHY27SToPDyxnl28kui5eVHc1IuvdUx5G5FK1fi/GzhxFRXkkV3du4wX22FnqkxkTzIPHAeQX61OhRntGL19EC6ffuKe/WLWijBie+u7g/NN4JIUxPHsRinmFeozfcIWulT8rqpBTmB7B7RPb2ffzVdKK0hGVONKo02zmr+6LDcVkRz7i0oaNnAvLokwlTyo72yIQFKMwKkPt5qPwNo7ike9WrrzRxc7GBgoTCAt4zNtEEU4NejFq4QLqGyTz8s4xLj+OwcBM+RGdQ/xrf56/isWqTleGz5lLC2dNogMucXjTZgIyDKlYvz4uegUkvPPjdYwQj45jGDu2K2V1RIQ9PM2hHUcIV1hQzb0GViaayJXZRCp54+NVFUl8APfuvCBT/uGzUJpL0js/7j8IQbtCffqNm0+/dp4Y/dczG0tIC33K7fPneCvSxczMkMy4dzwP8CMtV4+qzfsxdNJYfCzzeXz5AKu3nkFkXJH6zatjoaF0DuhgVa4G3o0bUla/hNePz3Hz5j3EehUw0i4gMdiP5y+jsWjUnUFjxtOyhhPFkbc5tHUNp1/L8GzghVMZIzTQwLCME+5eDXGv5Igk5RFXj2/g5O1ojGyrUcnZnLTQQN5EFFO1/WAGDelPea0wbp3ZyokLz8GkAm5VK1AQHUJwSBqWdbszcNRIfNxtSnfhS1J5ceUQe/ce5nms0p6WpdmQaUya3ROXolT8b53n6sMgisRZxIS+IFFejl4jZtG/c0ss9b98If1jybZAQ4CkpBiJVIpCkYXfvnlsP3oHqg5g+LgfqFPFDh0NLXR0dND6uMXzhy/rYkJvHWHH+m080GvG4tmT6OjprCbbv4uZ2rP9H+R+6kf9hxGIeHSYHKNmlC9rimZJKveW9WPGpXDKNh/N2mWLcbeTEHr5OjllPajobI08K4DNk0ZyNigdDdMKTNzqy4iGjogib+P7MAP7Cpbc2vsjJ+4nfUG2lSEht5YNZ9Gxu2RV6c/h9XOpbCzixqYxrD75Aqn9QPae34yniXL7VErMxbH8OPcc2ZV645pzlBexpWS7o4MJKS/2MnnEAlIrjGTh4nHUttMm4u4e5i9aR5rtELYfXoCnhS6vTk9g+sJb2PWYyOQf+uBqqYNcLiVfLMXc1Ar9P/BMqDzb8YG8ji2hrLMbZsYKMt/dZ+2cCTxIFuIz7yLr+lZFlqUk26M5eM+auadX0crOtDSUT6CBlo4e2loKRFn3Wda2HzcM6jN5/lLa17RHkuLPzvF9uZDZgAlbN9CngSvaChm5iW/Yt2wkp6PL0dTiIZf9Fbh6zmbzL+NwUHqjRcXIPigOyyUFJDzZzYx5u0mQG9N1ni/jW8q5umAim2+GoVN/IntXDsdC9J6bW6ex4VIEBo5j2XZjKpbvrrFx/mLuxhjQbOpixrZSerBkFJXkI9Gywd5U+w/PpUiL80h4dY0IqQceFawRFMbw4MBSVp26C+YVGbbhMn3swzi8dCbH/NIo334VCyc0QivRj8MbF+EbWICTz1x2rO+KIDKUpEIN7Mo7oyPJ5cXN7axZsYcUbRe8R25mx9AaRPkfZ+WcFSQ4t2PWtMl42+sT/vgX1q3aTI5jT2atmU7lkgesGTydV3YtGD9tBj5uZch6d51dc6fjr9GKcSun4anxgk1TFhKkXY2+E1bRuY45SX4n2bx6DZG6ngyetpye9S1JDHyDyLIczvbGZL1/yKGNy7j8LAod+5p0n3uQWW3+WHhFXJBJ9JunRKYUkR12hi1HbmLgVOc3ZFshLSbu9W32bl2DX5opFbX8eRxuSYMOpWTboiCOF77rWLnmMgK31gybNoX6FazQUJRQJC5Cy8ARE0UG8RFBJIsdcXWygYJYHp3ewY5j5yiyq0//efsZ6alJSmwYSblaODi4oC/M482dk+zYsoFogxr0mbGNkfX1eHFlJ+vWnEKz/mBmTBhCBYMCgq4fYPvWk+D+AzPWTaCyJJLL+5Zw5GY2nv3GMqBDM+yMNZHIJEjRxNTIGE2FmJJiMfIP9kyS+Za7x9ey7tBT7Op1Ycz0ZTR1M1ftQP13LxmF6YnERcUjNrXBzsaUjPDHnNy3gQu3g1C4tqHfpGVMa6D3gWzfwsyzNxMW9qWSprL1AtUOgbaONhpyMemJUaSk5WFmWwEzPTER906wd9sGXunWot/Y+QxpXRNpzF0Obd3C/ZyKDJs8gvquNionqUBDEy1tHbS0Cgm/uped6zYTWqY+fYeOo11tR6Lv7mfvzn3El2nF4B9H4yYN5NjGtdwvdqLjoIkMaVuT1Ke/sH/ndl4UVqH7yJkM6+dDGS3IDb/Ez7vXcSlQhJaOmJRYTTz7fiDbkjxiw98RlVqETtFrbp7bx6046/89sv2lqE0mT3ZMY+OBG+A+lLFTR1P/U0iDAqkkj9TYt7wK9iMsIoVCkTLG0J7yVT2pVdMNewsjEp4f5ezxX7h+L5hETQfqeNagSjl3GrTtgHt5C4qSw3kb+IrX76PJLS7CwMCKSrUaU6NmNazNtEkM+PMwEnFhOm+D7xDwMoT0zGLkH1cc5lRt3IIG3pUxlGcT9eweL16Fk1xYgr6xA251muNerSIWRtqIkwK4dvseYYpKNK9kSmbsa95GJVKkZ0Nlbx8aVHfF2lAZZyajOD+FuOcPePHiHfEFxWgbWlPFsznu1atgZaqLPDuC+3euE1xih08VA1LDXxJRaEKdRm2obGdCbmIoQQGvCI1LVG3xmpiUpVo9H6pXq4CZQQmvflaHkfx3DaL66f8uBJSkEoFQFUYml+Tzbk8Peq7zx6XFj6xeuoBqNtooZDIUGhqlH+SKHK7OaMSMM7FIjMoyZt0FJrYsVxr/K1cgzYtn87T27L+d8CXZLnzN1lGj2P/oLZY/XuHGtPoIkBF1djxDFh8no9CGOZfeMrCKjKKkAHZNH8yRN1UYtGIMKbt6c+ndB7Jtb0Tk2Un0m3mcisN2s2ViV8roC8iOecSiEZ24k1CPGacP09u1iJ9G+rD5rROjF62gh5fSoQAaGkL0DE3R0/nzg90KhRwlr1XGQytjVLNj/NkwezDng2W0XXyJFd0rfSLbB+5ZMOPYElrYmqrUBHUNjNHTVcYbSynMfsKaLn24IKvL5FmL6NjECXH6EzYOHsQ9rVbMWL+SjjXLoiHOJ/TOPlauO4111x/xjl/M8rMFVKhdSrYdv5gEcoqz33Nl/SxWnXqKjl17lp7YTR3t91xcNok1l96i6zGZvWsHYyGI5tKaqey4FY9FnVls29mdnEubWbz+CJl2vVm+YTLVDQTIBRpoautjYKiP1neEBirnjgIN1dyR5CXy/OQipm3yRW5SkVGbfGmvfY9Fcxfin65Dx0VXWdDWiuKsSG7sGMuKo2/QL9uXVWfX422ofEEIEAgEyCSFRAacZeX0H3la4Ij7oA0cHuFB8JU1LFhxGcveC9k4oQeWegri3txh44LR+OVUYsjKPXSweMHG4VMIMGrO+CnTaeFtRUboFbZMmUOodRemzP4Bh4QTjJt9BCOPFkxdtpemFbTIjn7EL/N7cTCsPJ1HLmLMkJaYC1UDj0CgID8pmAubJ7Hp3EukFtVoN/0Ay79wT39rdSpj0RWUZMfw9NQy5m7zRbfs12RbQUluAk9993Lw/GucmzTFMnQz+x8YUl9FtnuiG/2YU6unsNNPineXKUwd1RYzoUJFzLT1jDDQ10ZDGfeuUKBQEj+lEzMnnqcXd7Ju+xFyy9Rl0ML9jKhj8qmMcudFLs7n3eMzbF27hDeyqvSftY0f6ujw8tpe1q0+jqD6QGZMHoSrVTEvruxlx/aLGDQczaz5/TGKuc2epQt5qd2I4ePG0rCiNULluQAtHfQMDNHR+iqBgLyQxJeX2L9yOeffQ5PuE5k07QecDP4m4adK7EoXumouKz+yLxxcyb4T10m38aH3+OUsbGHygWzfxKRmd8bO6YWrlpIc66Knb4D2B0fnRyVw5XxGISbW7zR7Ny7hQWFV+o+bz0AfD6Qxdzi0dTN3s8ozeNxQ6lawRkeoha6eAbpKm1ESxb3DG9m0xReDloP4cfw06pc3ITPwOPs2LeBifDl6DemPc1EoR3ccJKNyB0ZMXUJfbxuy3pznwJZF/PxMQot+kxk9ZjhlhfH4nd7MwRPP0KpYBythGPdvpVKtZynZrqCpoZqryj2I/JAz7NmylHORlmqy/XtkW3mgIyLoIpfOncbvfRJSgSH6GloU5ItQaFtRs2VvenRuhix4D8eOnuDhywSyNcwo71KWso416TBwKFWNknl47SLBESnkiIopLs4hMz0XHdNKNBk4nu4taiAPPfsnMdsFhFw5wuHzvoRnSdHX0qQwPpy49Hx0LevRc8wEOnhrEXrjMrdv+pMl00RDR0BRej6aVlXx7jacbq1rYxR7kqVrNnMr1oKGLvYYGpaQnh5JeEoBhvae9B41hc4NqmJQFML9sye5ceUBqUUChAbalGTno2FWEbd3C0aCAAAgAElEQVS2P9C3szfW+X5sXb+Mc1EaeJXRR6gtp8iyGl2798e16AXXbzwkIiWPghIxxYVppKaKMHWoTecxU2lf156YM8vUMdv/Lranrve/ioBMXEhM6HPS8hQUZrzi0eEdnIuzouvwGYwZ2gHrjwfdPrRSnBXAjjH92eufgq51fRYdPknHSsaf+iDJiWXj1Ha/JdtJD5g+bjxXAmOpuzSIAwOcVQQ9894yekzZTkqulBFHEplcK5PbR5aydvsTHAesY/5AG3aObszFtx/Itp0RESfH0mvuWZx6LGPD9B8ob6FFVsRDFo3vxN0od8YeOcnQ6uEsrNuFy0YedPCpg5kol0ypHE1dY9wadKNF09rYGOn+ofdWSSbzk0MIi8tCLJaQ+OYqJ07cpKRMI0auXE6HiiaIVWEkI9h9NZ3qzWtjr6+DtrY+FarVx6tJS6o4mqEoSeH+7jmsOx6ESdk61G3qiiLpDrfv5FKt62iGDe2Gq7kWooRHbF+2mJfiBoydNpDC092Z+XPON8m2QioiKdiX1XOW8jBOSL3h21kxpRFGJdlE3D7Imt3HCHuvS802PrhYZfPy7nMkZWrTYtgkenrr8XTfQtbsvUphtY7091I6HLIpFGpjXrYmnk1bUL+6E3p/ElqojEvOiAogIlVCflo4Ty8d5+pbKVW9OjF+8QTs4i4yb+4iAlI1aTb5CMt610CQG8H1PT+y8qdX6Nl1YNHx/TSz+nUJSESZBF7bwrKFW0g0qEGXeTuY2sCQZ0dnMPtAMHWGr2Xx0NaY6shICXvC1qVjuRFjSPe5vzDWW8ztvUvZdyUSi/Le1PKypTDmAf5BCjx7jGJAx5qInm5h2PxfMHFrxLgF22nrXob8qIccW9GLQ8FOtP1hPuOHdcLqQ5yqQlZMath9Dq+eyy8PYzAq35TR6/bR3+PPorZL+yTJjuHRiSXfJtvSfOJfXWbfjkNklGlNn65VeX9iHFtv6n4g252QBV1i5+SZXMzWo1ydttSzEpOdX4JAz4yyVZvSsGk9qjiYoSjKIS3uLbFpReSlR+N/+zz3g/Op2LAnP0wdjaeFJrKSfDISw4lNzUeUm07Is8vcvBdGmZpd+GHSWOraCVVe9p92bOXxWykVvOrh6iIk6c1TEkTl8Ok/gm4tnEh+/BNrpm4kxrEWDd3Lo1NcSL5CgLFVOWo1akfdWhUx0/u4M6JAnBPBo1PbWLflNCK7+gycuoL+rVz5KhT4v2oHPz1cLiE59AHHd67k+LXXGNbuxfBZi+hbofgD2T5OloY1bjXKYa6lg4VNOap5N8Gjhgc2JlrISwrIUB5CTMmgIDeNcL+r3L7/Fr3qXRg0YggNKtkiilCGkazkZ/9cKlathJWxHoaGZajoXh9PZeiOTgKXDqxm7dEnuHcYydjxU6lhr4vo/RUOblnEkVc6dOnaCauiCH76+RxGXn0YO30Fbd0MKYq6xaHty9hzI4ZG3cczZsQQNKN8ObTzMJHUpkOPRpS8/ZmjJ6Op+ols/7q/kPfmFLs3q8k28Pue7eLcCM7tXMKRS0FY1OlAu1ZNcDHVJy7oGr7nLhAn92b43Kn4VFLw9soxjh4+Q5BOLYYN7EVj94rYlXVCIz0YP//XFBuWwc7WBi1ZOg/O/szlmwFo+kxl8fi+2Gdc/xOyHcGpmTM4GpiHR6cBNK3pRM7DXRy89BzDmoMZOaIr+iHH2b/nF95pedKnXw88y5sSc+snfrr8BIlrT6bOGoeH9C6r123mVkA+7g160rlrE+x1I7l08BC3X8RRceha5g5vg/DVUXZs2cuDbBf6DOhNw2q2pD09x1Hf2yQaNWfq4uk0KRPDvk3LOPf4LWZl29KlTzequbng4uiIIuIWjwIT0HdwwsbSAoUolLM79nH3ZSxVRm5iwdCm5N9Yqybbfw9TqG7FvxiB4pw4flozirthUkryE4h9n4TMsRkjZy9gQJuaGH1OuMQZ+J1cxdLVPxGRV0SdPjtYtngAjp+9Nb9NthUoYm8xevwk7r9OosPWaNZ1MFWR7eLn22g/eiVJ2SX03PqGCY5PWDpvPkEanVm0bS6eGtEs/5xs25uQ/HQP4yfMJtasAT06dqCchQ4FCYGcPXmEuHwl2T7BEJcHjPUejb+hPV7edahobUSRPJs3d28icujI6Llz6FDLBe0/SN8klxQRdmUpm08GkCOSk5ceRWKOIW4+PzBt0UhqmekjzU/n4eXD3HsVX5oNQ5JFdMANUjSqULvrVCYPa4eNroKUdxdZvXgBd55nYmBlioYoAxwaMnzCInr6eKAnSybop9nMPRJMk5GbGNahEkFbfJj+LbKtUCDOS+LOsaWs2nMJkUUr5uzeSpfyBqCQqmLazx1ewvad98kVGmJkrIFY0wKvNqMZ9+NgymsmcGnLLDYeuk2RbXV86lbBRCgmLuo175PlONUbyNQFY6lu8seb/Mq47SeHRrH7fjElhVmkJKZRbOqBT49RTJ7YFoNYf/avnMbRxwmY1+hI7+Ze6BYn8vLeCe68TMfM6SuyLS8hK+oB+1bM4+TjFMo1HcHk+ZOoqZ/F/f3jmX08itbjtjKrbxNMtKWqmO2dKyZy/q2CNlMOsahzWaJfnmbD6rX4vc1H31wfSgoxqtiKYWNn0KGOI9mvTrBizmz8RQ7Ub9UD7wpWFKe+4f6Vo7zLL/cl2VbOz5wEnl7YxdbtR4guMqVut/lMn9mbcl/Fsf7esvx9si2jKDWY2wdXsO9RAW1GLqWDm4Tb2waz6SPZXtkW0dOTrJu4jAf54FDRC283G0ryEgl/FUSucS3a9BnDsP4t0ckI5t7x5fzyKJOiwlzSUjOQmrjTsu8ohg9vi5NQQ3VY9cmFrRy/FUpuvois9GQKhC406jGcESO6UNFQh8LM99w5t509e88Rn6eBgbE2AqEuVZoO5IehQ/F2lvD66g4WT95Dik15alWvhq2pFpnp0USExmNdbwBDRg6lnqu1KqMG0kISXt/k4PZ1nHmaQSWf4cxeOJEaytiGv+ElKUjG/8ohdm7fQ3ihLc0GzGTk8I6U18ojIvgx1+8+IjW7ELlMREZCKLFxaRhVak/nAWPo2sQVQXYUT64fxff6I1Ky8slKTaZA4EC9HiMYMqgL1axNEaeG8uTuRe6rbIYEUdo7osLeIzKrQ+tew+nhZcTDkxtZe+olDbqOZey4abhZaSCLu8vh7UvZ/rCYju1aUUYcxdEzV3FoOITxM1fStJwmsoTHHNm5gk2+IdTtNIJBnRoSc3MXxx5kU7vbRPo1N+f5qXXsPxn9mWdbTbYxMLbie8NIcmNvsWPxUs5FGNJ73BT6t2uAlYE2Ge9usG/7GnwfSGk7cwnDe3hT8OjoN2O2pcWZZMQHExyWQGxCJiWiNCICnvD81Vtya41l/azhVBbd/xOyHcyBUdM4GalD24lz6e1TiZQTM1l++D4mjScycXBt3h3YwP7zd8iwqEGz+p44WeiT8/4xd/2CKNSry4Rly2hsFMjGDUqyLaXLrHUM79EEe733nJw9j/2XHyBov5DVY33IuLSdHUd9CRdWoEXjOlSwNaIw5iX3nwUQl+3EyA1b6eaay7Ftyzh3O5raw9cyfkA7KlrplqbhKUwiNSaQF6GpJKdkIylKIPD6LV5FJVCm+yrWT+yI9N4mNdn+GxpGdZP+/yMgKczg4cV9hCTLUeTF8frmKZ7kWODR7gemTBxBTfsPcZWyYsIf/MS2tZu5+y4es/pDWTRrEY3cTb84lP09ZNtnzTu297QpDT0J3kurYUtIyiqi7+YAar5fyLpD72k0fzuzutVCkfrmC7KtPCBZnBnO2a0zOXkhkCwtQ3R1NLGzcCAz5TWxWdWYeXY/PazuM8ZrNM9tvRg7YTpt61VAIMvk0tK+7HymSbd5B5jRqz5Gf5DhTpmuLynwLFefRSEqllIQ95J7D/0osKpNi4HTmNS3MWbIyM/JIE9UmslFKk7lpe8KNm59irzKYNYcnI+XqYCA09PYcPAOWYaetKxlQYrfbe4nCfFqOphhY3rjkHWJdYvXEyJowYIdq/G2KOH+umbfJNtKj3tO/Ct2LhrESf8CqvfdwqppHbDT1UC5UxEbcJgDhw9w7VEKzo16UIn3PHgRhqadJ21ajqDPgHIEbJ3FhiMPEdQeyIqp/XE2h/AHR9i08xgZurUZv+ssA6r+cfo/iSiL8Pt7uf1WjCQ3iXC/2/gnKbDxaEbf0dPoVtOUiLsHObbvZwLCs8HMnDJGxhhq5BIUnk0Z516s8l2Ht/KsobyYvNinnNq1gxPXnyJ3bsCg0fPo0rwqOoUJ3Ns3npm/ROIzaiPzB/moPNsZUS/YtXIS50JkdJx5jClN9Hh8ai67T79AbF6Teq56xAU8JjDXiIathzJ4WA9cDbLwP7uen47dJTJXga6xKdam5giKY3iXVYbOoxYzVhlGogmy4hwi/M6yc+N2nkTn4tJ0KGNGjKVBNbPvSETwx55tWWEqIbd3s3X7KQocujN16TQqSELw3TjwC7JdpCLbS3ksM6dO5wlM7NsQjewQrh9YxsHHudRs9QMzF8zFmTjePj3Hk9B8inNSiXz1mKAEEWU8WtNt8Bj6NqmMMC+ZsBfXefomCVF+LklhATx/G4t2pRZ0HTSaPs2qUBD5hFMHVnDhWQYWlRvgbpbLa/9AMvQq06bLcHr3rkLm/f0smXqYklpt+GHIILzdrEkPu8+JbSt5LqvFwClL6NukCnqapeFF/lf2sHH7PuI0qtFpzBom9vLA6N+bo/ivGUZxJuHPLnBwxz4eROZSqfkghg4eSp0qlqrzFMVF+eTm5SORylHI8okOvMbpg/t5HG1Oo0EzmDa5I1ZF6YQHP+L5qzDy8vJIDfPnRUg0uLag28Dh9GhWG1MNCQV5OR9shoSijABuHtvD8YvJuLQbytje1Qm/sZf1J19Sr/MoFdl2t9WCxIcc2bGcrfcL6NyhDWZFERw5fRnbegP5ccYKWlbUheRnHNm1ig1nXlGndXfqV7bk2cVLZNq2ZNiUMXjrx3Hp8Co12f44Q+Li4hDLdf4/ke2s0HNsXLyKS5nlGT91Gr2bemCgI0QU94T921dx/HIi9ccvZ0y/xoj9vkW2JaS8ucmtq6e58TSUiNg0SkqKkYlLVFuosnoT2Dx7JG7FD/6EbKdze+MsNp9/gdDZg6rOZuS9ucerOBGNhq5keFtbbm5ezdGrj0mTCtDR0UaoIUAhK6GkRIy+RX3GL19FE5NgNm9Ukm0B/VduZUjHuljrRnJ++mx2XryLuPU81o5qSOy5Hew7dZWYfMmnupCJKS4RI5VVYPimXfSsXMAv25VkO5tW87cypnNd7A2Uq11E1MNfuHrjCneex5CYnIlEKkZaXIxYIsW2x2o2Te6E7P5mNdn+a+ZLfdffHQGl966oEKlMAYWpRPjvYvGk/bw3dmfUqu0Ma+mOvlBAQdojNv04lXMvwzCsO4QJ4yfR0csZ7a+cn39KtoMTqTXfj5+HVVKR7dzHa+gyfhMpuVZMPnyS1F1t+OWpPl5dWlLZ3ABJQQZ+t04QlelEgz6tqdRoGNPalCMj8gXB/sEkiMTIBQJMtHW4fWIxD3LasunkKhqYPmFq1UE8KN+GFevW0K6mA0hEPNvagxE7A/GZfJSlP7T4TVqrL4dLmbe5iGKxFLlcRkH8c45vWcLPt96j6dqLlUc20NTqy/SBylzGEf7bmd53DQllOrLUdzUNZS9ZNno4/sqdvJGz6VrHitSA2+zYPJ2AjMp0m7aEOilrmLkrEC2zmjRt74WxrIi45yd58K4EU7sGtBs9lAFtWuFsoa/KNx315DBzpi4gUl6b0bv2M9TLHk1kiNJCOLluGvtvh2PRZAyTh/XBoSSEM3sX88v9OExsmzBlx2rkZ+ex7vADNFvO4+d1Q7HRKCYh4AQzFywnLN+UgZueMqn+HyeSVca0S0sKKRHLUHoEQx/+xI6VB3klNaZ2u2ksWfwDlpJEYl74ERqZSo4yF7gG5L47x76r0ZjWmMyeIz/iLJBQmP6aqxtWsfviI0TmLnQevZjB7RthZaKDODtORbanH3tPg6GrWD6iHWY6ClLfP2X7skncirVm6PJttDV4xtq584gwa0zfHybQ0s2AyIcX2LtnDZGKOvSbtYpBzSuhyInk3VN/IlLzkGjqYiSQEPNoMyfDHOk7aRXDuntiQDHpUfc5Mn8JZ96kYNugN8OGjaS5hxO6Kpft912/59kWJQdzdddYVpyIxtTBk7qNq6JTkML7F1cJjBViV9mHTsM7U9sgjdNzVnBXw4EWI5UhNPXRygrl7k8LmL73KVUb92Daok3UsJIhKREhlsiRFKbw9v4JDu08gl+6HtXbjmXBkjG46smQSoopkciQl+QTG3idX/Zs5/rrIiq2HsXkKV0pebSHrfvPo12jN4P796GqcTb3zxzg8OmLaFboyqj543GMO8XKSQeRNB/AjKnj8C5vQV7kE45vnsZPb43oPWENw9rUwEBLRlbMS87vX8n+088x9+zPxFUL8XH44/Ct70P2X10qn6QXV/ll41bOh6RiX68LA4eMpGmNchh8a/tLISYp5B4/b17FyZtZuPeexIzlA6koBKlYjFgiQSEuJCXsLqcP7sL3URaVO41k/KRh1LQx+Cx8TZmvPoZ7hzawaelltH36M3awF/H3DrH+xAs82w9j7Php1HbUpyTyOoe2LeOnYAN6dW+PXnYQ+36+gHnt3oydvpyO7iaUxNzl8I7l7LqeQoNmrXA0zebWxfvIrNyp5V0Fo+IMIkP8eR2ei0VFTxp060nbpq3xLmemAlQdRvJpXv1+GElu3C12LFrKufdG9Jk4nYFt62GhLyQl+DJ7tq3j8lMhHecsZlh3L/KURlGZjUSnCQtnT6KTVzmE0jTu/7SBXYdO8lanHC2aN8PNSkjkozs8CQgmtfpINn4P2Zamc2P7NPadf0ZqiQ4CpMgN7fDwbkrvXgOoXb6Yi0sXsNf3LjmODWjfrD4u1kZoKBQqwy3XtseruQ822TdYpQoj+QOyPc6HjAs72HnsAu8NqtO1VSMq2iuzASiQFosoEptSq217KmiEsXezkmzn0nrhFkZ3qoO9vgYUhXFy2Rz2XnxAQYVGtG1UDwfDXF6eu4RfWCxGXVaoyfa/2qap6/sbISCmIKsITWMjlViFcq2W5F5mcs0h3MGOPiv2M7V7HXRK3nNx8zQ2HfKjuEpLJk9fTM/6Lmh9TKD9WY9+N2Y7L4j1P47myKNQTAad4Na8FmgJxLz9ZSyjV18gS9GZzRdm4L+0I1dDBAiEymRYIJdJyc9Oo0iqi4m1JSbdtnFjRlOkSmEYgfJwngKFpIjIp4eYP3M5eXXmsmPZMBx0QljZoh2nCmoycdNmBjapjFZxFvc29GbCT4l0m7f/jz3bSkGSIhFilAeXtFVb4uLCRK5tmcXaXVfIN2/KnHPH6eEAxSVSdPT0VKnyZMW5hNxcxdQJB8irNIAN+2dQOXIHXYfvxtxnFIvmzsHDXgdlCMapBU1Ycxuaj15Hi4ItrPdNRCrXQEOlgiOnJD+dXJEcTT1Lyjbvx5LpU/B0NkFckMKd7aOYtz8Qh+ZTWL5iFG7m+giUohTvb7Jk5mzuxUjwmX+d5V3LIhClEvDzVKZtuYrUwIUxWy7hFLiMFdt8KXYZyvqf5+GlU0Ls46PMXrqBaEkVxu85wwC33/NsK4V3JBTlF4G+IXraQgTyQlLDLrNx8AyuZMuo3HAUS7fMxVVXikyZClFDOZYlZEY94+cN8zgeKKbW8G2sH+mNIjuSJ2e3snvbGSK0bKjXfRwzhvfD2aKUlEkKUwk4v5y5q69h2XkWGyb3wdZIQPTLK2xcPJMQRStmrh+Pc+geRi/0xbn9j8ycOI4qNlrkxL7g2NKeHHpjSefJW5nYpQ76QglygRChMsVkSTbRz8+wc9lSQgwaM3b+ejrUNCcv3o+rB9dx4GQwmjVb8cOoyXSqVxm9zxWTvmMl/x7ZLkgM4uruH9l2PQ25QgNl1jHlTkpRfhYFxQK0zV2o1bE3gxrY8nTLEk7HG9Kg+zwWzOmKSfobbh1awLxjIdRsMZRpc6fjrCsGHd1SRWd5AXGBV9m/cDnnQ3Io33AwszfOp7p+CXINbXR0tRAqJKRF+nN6yzIOXwjBssFAxs7oRdGVJWy+nEqz4UuZ0LMxpsJCQh6cYMvaBURo12fI3NXUkd5k8/Q1xLl04sc5U2lVzZ688Psc2zSPc3H2DJq6hD5NqqCLiPf+l9izfhkP4s1oPng+U0Y1x+q7sqZ9B7j/oiJyWSFp7+9zYd8WTlwJQdO9Of1/GE/nxjU/CAKV2iGJkkBraKKjrQWyImJfXufIljX4vlRQf9AMZkxpj7VMhlShgbau0mYoKEh/zcW9a9m99xGWrYYybvYk6tnqIJPJ0dLVU5WR5il3KtazaedTbNoNYdzIZuTcP8Lm7RcxatKPseOm0rCiKakBR9m3eSUPCrwZNLwPFhmP2bf1MJnlWjFs0mL61bcn49Up9m9dzvk3lrRo1w4n4whuXrlHaoEADdUck1BcmE9hkRRNPSPsG/RgyIjJ9PZ2UJPt7w0jKc6N5Ny2RRy++BJTr850atGAsqZC1Zfypev3yCnTgnGTx9Dasywpj35h58ZN3M50pHvfnjSpURUXBz1end/D/qNniLerS/+eXalqXsgT3zPcfvCCVPdRbPoesp3zjK1z5nHjnQibSm6YG+qgYWhJNQ9v6np642gLIb+sZ/Oe47zXrkGPnl2pVdkeLZmE3Ng3pGq70cinIeYpvqUHJP+IbE/uhsHr42zZdpCnuWXp0acH9au7oIuUvPh3RBS70KJ9Y+wlr9imPCD5NdkueM3hhXM4ePUJWg16M6ijD1aKCC4dPM6T1zGYqMn2v8icqav5eyLwlpPzzyKrVxt7Y100KSQt6Dxb15+lwKk5k1atoZu3OYG7JrJ893nCcaRu+8EM8KmJgUqNTwMTm/KUL2ePID2EwIh0JPmpnN49h2svM6gzcjcjGttgYOhMlRpGvNw2g4U7zpNo3Z5Fk3pjrZPNk+MbOfWkAJfeK9k5tzlJfteJz/mAlgKKcuK5cGApLxPd6TVvGJ61WtGynAYvnwYg1jVGW6hAnhfPXd+d3HxlRrd5yxnZ2gMdsri6qg+LD0Xj1vdHBvhUR7fgHRe3bOKJRj0mr1ihygDyezHbcmk+7+5cxi9Ogq2rPcrw5aLcaG79tIfrz1Ox95nAslU/4lQcyp1rTzBwcsVIS4BUmX3Cdyen/EV49J3Hkh/bYxB5mMGDl5BdtgW9+g7Eo6wussxIbh1ZwY0kBwbMWk97p3TexRV+SpUmK87j7eXl/PJEhHX5rgxbMIKWHu5Y6CtIDz3DinFzuJdvT48Z61UE0kjZEbmYvJhHbJg3Hd+gDMq1ncMPbVwxkqQQcmMfB2+8xbR8R+ZtXY9N9FFWLV7Pqxx7Wk+aQhs7GeH3TnLi+tv/1955h9dZXGn8d/tV771Zvbkb9wrGBRuMMNjYtEA2S0tCWPJsCJvsPgu7KTzJAqlAsiEBJ7EwwTYt4IaMG27qlmVLlmxZsoqt3m75btlnvntt3MNKRkh45h94fO+dOfPOmTOvvm/OeQmd8xj/8ewj5AZe6c62Ql/bEbb97yZOp2WSEuWP0d5Jfclm/vraRhq0sdz8jed46qFZ9B85SFWHWyUtDmsntUWb2Pjufki9jUeffYr50U4OF7zByy+9xK46G/45C1i9PI/JyaGqfxl9wonPiKf70Hr+5wfPc8Q8gfvuXU56pJ7q/e/xzgeFRMx/gn9/YiHu4tf4zr++iiNzMcuX30lOjEjOL2FT/ssU28fwte/9hLyJodQX7aGBMPXet6X1GPu3rWPT7h7G3PFtnnxyJdH2Gj5+7b94NX8zDbp4Ji1cxfK5NxAiVBa1BgJC40hOH4UqgHmF5rD2qJXBao4fp2L7n3lt4x6MkVnkPfo887PDiIoJxHKqiMp6yzmBIktrDQc/fJlNhwyk37CSB/5lNTeE2jmQ/9+8+EYJwWMXsvL+ZYS1l/Lxunx2dkRx68NPs3peDNXb9tISHElcVCBGWycnSrfz7pvvU+uIZc69T/HYqom0Fe6hpltHZEI4fthpqSlk01tvUdzkw9RVT/LoqnEc3/hTfr7mAHGz7uWOm6cQZerjeNEm3n1vE67U23nsmX9jjKaUtS/8kHcOmZl+170sHBtJR+V2/r6hAEvOHTz6xKNMT4tE6TzOjr/9gl++/C7OzKU88v0fcPvYaK8i6HCJiJ4Sn5vXvMTrf/uIOnc0429cTt5N04kJ9gEMBEXEERYI9RWF1PdAeJgQUOqgpnALH3xYQGvodFY/9l1WzgzjRNF+Dtf0EDIqhgC9EMYq4+MNb7PnmIbpq7/JI1+/BfOpUspLqtDGphCkU+g+vpdtH7zD3uZgbrr323x91WwcZRt47ee/5oAtgZtuvYsb0v2p2/cOH20+iGnCPTz87fuJa9vFmhdeZHO9mamL72bR1HiaSz/iw/cK6Ii9hfsf/hqT42zU1zViUTx4W9uOU7jzPbbvayV+yhKWPbiCGRlpBLnaaWg6TXtVAR+s/wu7mgKZu2Q182fMJiUlicRRkecSpr+ydbYvS7b/tAVueJjHn/hnZmTFqGqG4tVi9d6NvPPWWvYfPq0WmDf66LBpNfjHZDB18QpumzmFxCAzXXWfsvEPvyF/yyEc/oEk5Mzh7gdWEmc9ygf5r7O1ohmzTxBhwZGY7Kc4VlNNc/bDvPD057hG0l/CG89+j7Xbj0NwDIF+HrndwOAI0iYtZtGi+cRpatmx8W227CykXag/m0xofH0J9A0gafoqVt52I2GnNnwOsn0f2cY6Cjas46OP99DaI2TFfND4mgnwDSBk3J08tGIB8dZiTzWSi8m2o43Sj9bw5/w3KTxlJzAgnPCwaLQdxZRX1+OzWD7ZHi4hUdrxRYaqk/EAABDeSURBVCBwhPzv/JQdnW309NrEc226+7sxBGUzc9HdrMhbRFJIFb+avYDfnrTg9gklNXkUQULHXX2TbiJ3wcM8/OAyNHue47uv7MZus9B4/DAtXXZCRo1nVJiZyKQHeObFVfhUf8xbf3iDd7YdRgkJINCooc+qJWX8YpY8/k8sSVH18j5rbjc9TeWX3Nnubz3M67/4Ibure3Er4pGzAcXXxLiZD3D36kWkCYl4l4PG0nx+89NX2N1sJyI4AIOzFYc2ncl5D7H6zpuJDxJv3i7fVLK9eS3r3t1KY1sXvU4XDnc/FpeZxLTpzL3zIW6bmoS9qZQNv/4lJXWnabUpOGxddDghYdJyVqxczU2j43F1HeLNF3/MhoPHsBCgyrOLMn+4AkiZmcfq+1aTnRSm5pCcbfbe0xRccmfbjdJ7kl2vPMIzL5cTMGkV3/vPp7kxO9KTjIYLe08Dn274Hfnvb6PijIVg/wj8NFZcVifmhDHMuukeVtw1E7249/unl1lfsItaawhJITqcCoSlzGXhfQ+yRFUPvRI6CmINNr/0O7Y2N9Hf0UOfy45FsaH1S2T0+FksWnEfk6JtlH7wCm9s2Udnuwu3S5QXNBOaOJE5S1Zz64JUDF31bPn9s7zwu7dpcpvwiUwhO/ZsdRsTIXHTufv732U8NWzN/z1v//0A7Rodgb4GHHYNkZkzWHr/AywcG0d/4wHyf/siH5XVY9f4E2jUorH3oTdGkDP3Tu5csYwYYwufrPkRbxadxtmvweXU4jL5kpS9gFvuuIvZEwLoPLqZV7/1JGur29D6BhEdn0yE93K/zhBMxqRlPPjN+0m8SpJkb0s1BWt/xF8KauluraeuqR2tKYCYURPJyp7G8kcfYmZGzAV3v7vr9rHh/Dvbz68mUumkoeRD3nx1DTuPn8JhCMJfZwd9HOnTl5K3ehmp2np25a+loLKarq5e+lwKNqcDvV8cOZPmM/+2PMaH9VHy4To+2r6Plq4++l0KisuO2xRGxribuXnZcmak+nDi4Pv8+fXXKTrZjdEYiK/OCQ4Fv4hsZiy+m6VL5hLCGYq3vMHra97jWC8E++rQOhX8o6cw7857WTxvIuG+Gloqt7LmZz/grRIfpq18giceuZ3UkCvvuS8iwv3jPvs5uf99/vj8T1hfVINiDiYiNonYc7KJwWTPzOP2vBn07NtIwfZd1Lf10q1YsDjs6CIzmTZ/BXmL5jHKr4eygnd4f/0WTvb0YXXasTlsuI3BpI5byKJbb2P66GjaSwvYlJ9PcUMbXZZ+ei2d2HxCyZx2B3lLb2VqdgJ0HGXvB+tY9+4uTnbZMJn1KHY3IQljWXTXPSy4cSKB/ccp2rKev63fztGWHgx+RlwODf7h6cxcdje3LJlNSuCFV8F66gvZeNGd7aTeBvZsWceGDz+hsbGR5qZ62qwGwqPiiQgdy8w7VrPyvhuJ877JvE7Idj/1Bzazp6QWEiYzZcoEEkP9PYXh3W5sPaepry6jquIoDe09WNHgGxFDcuZYsjPSiQjww6DWMu2g/lARB0sO09zZizEyjWlzZpMSqqX+cCFFZUdp77LiE5RIQqibjo5m2oImsGjWJCKUOg58uodjfZFMnTeL3KQIjOcF5f4T7/Pqz37Ctmo9qeOnkhQVjN7SwqGCT6gzpHHX40+RN280xu56jlaUcqz2FB0WBae/P5Gx6eSMnUhabATa1nK279pL7SkYc/NSJmTG469vp3LzVg4cPY4rbS4Lp48nNlBDd5PIhC6lprqe1n47iq8vEbFppI+ZRHZ8JMbeevbu+YTKWitp85YwOStefQolDidrdwNHSvZTfPgEPf0aQmKySPRtpq7pDK7k+dwyPQvXiU/ZffAQzfpsFi2eSYpQ7fzHu1h+QyIwzBGw0ly6l8KSMurbe7GLQqthYWSmTCQ3N5Po4ED02pN88qu1lCmipvLFTU/C2PncNHcSmqq3WbOlSq21fXELDJ9N3gOzCRYZ/LWH2bu3mNozZ0DjS2B0MhOnTCE9JQafy3A7W08LO957jaNnUpn/4K1kBfmgWFop3Lmekqo2hPK5RhtBbFYmE8ZNJCHKH8+bfjcOSxvVB3ax73A13f2KWmM7NnsGkyZMIC7C30tQr7BEbiF2cYLK4n1UHz1Jq8MFBiMhSRmMzhpLclICgSYtzv4uThbvprT8MI39Ci6tFnN8MmPGzSQnKZpAox6X08KZulKKSoo50dih2qzV6YmJH03OhAmkJkRhvOh6gkh0PL77j2wusxIaN4db7ppCkDqn0xze9Fd2nNQQkTqDeXMmEhXw2b1xt8tOb9sJNbYeOXGM9na3Ou+gkASSsseQk5FGuNAecFjprKukrLyIQ8dP49boCAhPIHPMdHIyEwkyXy3CuRGCOq1VZZRXllN/sp1urRZDSBiJo0aTmZ5GXFQERlcvTdW72V1UwukzTjRaMwERqWSOHkdGagKhfloUSztV+wrYW1RF32X8yy80nRl5y8j0U2g/dYziA0VUn2rE6dbhG5RI9qTxjM5KJcCkw2nvoam2hJLychqau1AUsWQ+xCWNIWfcWJJiw0BUiyndxO7yk/T06NCbhAx7OtlZo0lODMfPYFfLGO7duIUjvZ89dT5rmk7vS0zyJOYsmk34VfJHrV3NVOzZwO7KjotmZSQwPI0pC+aRKWqyn/epuFpU+el69tYIddbZzF0wBn9cOPraOFVZQmFlJQ1nejGY/YlKHkt29lhSEkPQ27s5U1tBRUU59Q1t6lqYgsKIT84hKz2D2MhwTC4L7Q1VVJYVc7yuhS6XG71fAFHJWWRn5pIYE4Wv3k1/VzO1RwqpqK6mtc2G263FLyCM5MwJZGVnEBUWgMbtoOf0CSqKD1BR20C/zYE5IIyU3GmMyckgPMgHncZBx6kKDmzbyglHLFmTZjM5Nw6f/8d996EJnnY6TlZS+Mluqs504rhkUF/iMiczbdYEzGeqOVpaSHWDwA+MwWHEZY4nNyOL+NAADG47nU01HC0+SHVdE112J/j6EZmUQW7WGBJjo/E3abF1tHCi9ACHjlbR0mfHaTarcSUnZyLpsZEECA0Al52eM/UcKiqioqaOfrsGc1AMqbm5jM3JICzQB61LwdLRyNGyUsqO1NBpcWIKiCQ5K5fRo7OIDPHzqEee72PdjRwp3klRRSeRuTOYPns0QZZWqsr3cqC0ks6+ixEIJ+2GGUyblUuot/b+dUK2RcKOSHBwgM6I0WhEf774gNtzl06xi+RAl1rkXqPXYTAYMej0asF2T3PjdCjYbXacLhcanQGjyYRep8Gl2LHZFVwuT+F8IZIkVNecGiNmowEtTuw2Gw63Tv2NUK08/4w8+fenefYX6zgTtpRvfPNRpucm4qz/lD/853O8VwtLv/MMD+bNJz7IiNNuR1EcHkU0rRadUGIyGLwJkwo2MY4T9W6TUS+EN1woInlR/KPepNojkivF/UaHYvP0JQ57tS+DOm/1c5dDtVlxulVVN4Ned96rLCEGZFPn7HahqkEZtE4UhxO3Towh0tK9mJy9v6nKtMomERj5CIg7fJ694VWe0ol4YcJoOCv64sTW24dyKYdWhUiEkIXJbATFQr9NEaHlkqbRCrELk0dZ0eXAZhXjOdVrAlq9Qf29EMW4XHO7XNisvTicekx+PqrYikjMU+wW7IrTO54OvVHEQ8OFr6jdIs559raIZ8JevdF86feutIxn44rdG6M0GrQGI6azcUUNpW5cDjt2EXO9Y2gM4l6n+YLY7HZ7Y5CIXSpGGvQiLhu9MepiG7w5LFbFjVbEIVW8RAznRBF3yV0adHoTJtNFc1ZtcuEQNil2hGaRqnKnEwIcRjX2nTsFXA71rBDJ4B4lPI9Ih+H8R+xXdHGR2OX5vcPhxCVOAZ1W9R2DQe9Za/Wc8WDjFAm4Aj+dZ85nx1CTLO1W7HbHZVxH4xVvEesupiWSAG2e+O9V3BN3Yw26s3Nyq2eVYrN7/Etdci16ca4I3/CeFZ/5hEb9XGc4e+54bBYKprZ+Kw6vUucFEAjxFp249+x5Y3tl13F6ffScopv3q945mU2X5DyI+TnsFmwO0Iu1NRu8Z6vwMcXjY2KfijmpOIvzz2vzRWshch7U7+j1XjvFvET/dvVsc3nPXNUHRT/e/SfWw+nlEOqaCQ4h/pASyob6zziE2pfi8R0h5KLR6i76joeL2K02nOgwmMyXcIXhET2FnZ69qWJ7afTy8BKx3i6HOudz+Ol0KsbGcxh7fNTDRbwYX+BfXocRcUnFTvAvsS+0aA0GjIYL+Zxnb3iTLdWv6TGYPHv4Myon9rrwjbOcTayDWNPLi3adtU8k0mpF7BbxQ8RTRRTC8KzlhU0IXZkwiu95P7hOyPbwcM+rWXFq63P8+Nf5VHSGk5WbS3RYAI6ORiqKy3FET+aex7/F4hmjCTb/YwW34T9baaFEQCIgEZAISAQkAhKB6wMBSbaHyTrbWg6xc/vH7N5fxqkz7ShO8dQkkJD4VG6YdTOzZ0wkNtTvgvuJw8R0aYZEQCIgEZAISAQkAhIBicAVEJBkexi5hq2njZbmFjp7+nC4xKsZM34h4URFRxAoXod+/jKlw2hW0hSJgERAIiARkAhIBCQC1y8CI4ZsNzY27gBmn70bc/F/xRI2NTWBPpCA4KiLFCSv3wWWM5cISAQkAhIBiYBEQCIgEfjyEPAxuvE3u4f1Q1ONRrNT09LSssPtdp8j2wKy8y+li/8XZNvXL4iIqFh0+ovzSb88kOXIXx0EXE6XmqBhNJo8iUOySQSuRwTc4HQ6VcEKs4/5ekTgqnMWiaVWi0XFRisTwy/BSogrWSxWAgL8pe8MEAFR2MChKPj4irrWsg1nBEQipsatYDaJIhPDmjfs1HR0dOzQaDSzrwaokGsPDAwkNjZOzSqVTSJwrREQh0RfXz/+/n7ozmXzX+tRZH8SgeGNgEi+VxQ7/f39BAcHD29jvwTrRKWRrq5OgoKC0Z9XyeRLMGVYDikqZnV2dhIVFTUs7RsJRlksFqxWKyEhHslw2YYvAoIziIcTfn6+w5037NR0dXWpT7Y/D9mOi4tDL59sD1/PG8GWech2H/7+/sN904xglKXpIwEBUVJNku3Lr5Q4WAWZFH+IyD/KL8VIku3B73BJtgeP4VD1IOKkh2z7Dfc3XZJsD5VTyHGujoAk29JDJAIeBCTZvrInSLJ99V0iyfbgo4gk24PHcKh6kGR7qJCW43xlEJBk+yuzlHIig0RAkm1JtgfqQpJsDxS5z34nyfbgMRyqHiTZHiqk5ThfGQQk2f7KLKWcyCARkGRbku2BupAk2wNFTpLtwSM39D1Isj30mMsRRzgCkmyP8AWU5l8zBCTZlmR7oM4kyfZAkZNke/DIDX0PkmwPPeZyxBGOgCTbI3wBpfnXDAFJtiXZHqgzSbI9UOQk2R48ckPfgyTbQ4+5HHGEIyDJ9ghfQGn+NUNAkm1JtgfqTJJsDxQ5SbYHj9zQ9yDJ9tBjLkcc4QhIsj3CF1Caf80QkGRbku2BOpMk2wNFTpLtwSM39D1Isj30mMsRRzgCkmyP8AWU5l8zBCTZlmR7oM4kyfZAkZNke/DIDX0PkmwPPeZyxBGOgCTbI3wBpfnXDAFJtiXZHqgzSbI9UOQk2R48ckPfw0gk27FXg0nItQcFBSEUJKVq19A71PUwohCr6O3tlQqS18NiyzleFQFJtq9Otjs6OlQpbXkWXYqTJNuDDy5Cql3U2pZy7YPH8ovuQZBt8aBOKE9rtdoverjB9N/4f77tEWXxH333AAAAAElFTkSuQmCC) 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)
Aqui estaaa :) ![](https://static.platzi.com/media/user_upload/image-ee02b49c-433a-4878-8a9b-6a4d4e686eca.jpg)
![](https://static.platzi.com/media/user_upload/image-265e0fe2-afbe-4c40-b99c-8a9faa8d1f86.jpg)Aqui mi solución del problema, no fue necesario usar el campo calculado
**Ejercicio de clase:** Realmente, si organizas la tabla dinámica apropiadamente no necesitas realizar un campo calculado. Yo agregué la entidad federativa en las columnas y el sexo en las columnas. Como tiene los Grand totals activados automáticamente muestra las sumas totales. ![](https://static.platzi.com/media/user_upload/image-b00a19ef-3640-4a25-a2b3-5d04ebad7c89.jpg)
![](https://static.platzi.com/media/user_upload/image-092bb5ca-403b-4ccf-a786-eb6d48beeb69.jpg)
![](https://static.platzi.com/media/user_upload/image-dc1734bd-9c95-4653-801c-bda607ae236f.jpg) Y para la pregunta de Chiapas: ![](https://static.platzi.com/media/user_upload/image-3ebdc33b-73a2-48bc-8b54-7552a695e158.jpg)
Genial. ![](https://static.platzi.com/media/user_upload/image-f44d014b-0fa2-4863-94fd-26c3ddd9b9ad.jpg)
Ejercicio Completado: ![](https://static.platzi.com/media/user_upload/Ejercicio-CampoCalculado-0830d721-992b-4322-804c-01d72da31146.jpg)
14633867
jm
![](https://static.platzi.com/media/user_upload/image-6bd918fb-8263-4884-bad4-7b13936f5e9e.jpg) ![](https://static.platzi.com/media/user_upload/image-704acd10-14e0-4385-8162-7f5a4044b937.jpg) Cordial saludo, Presento la tabla dinámica, población total y población de Chiapas para el año 2.005.
Excelente !!!! Desconocía como hacer "campos calculados" en tablas dinámicas. =)
![](https://static.platzi.com/media/user_upload/image-8fd0526b-0226-47c0-bef1-b9a785f04cbd.jpg) Población Total Chiapas en año 2.005 es 14.633.867
buena forma para calcular los datos
![](https://static.platzi.com/media/user_upload/image-6067c8fe-9dfb-465c-872c-fba96c6f82e9.jpg)
![](https://static.platzi.com/media/user_upload/image-e04895ba-02f4-46ef-93a0-dc2bed03b735.jpg)
Ya que veo a todos colocar sus respuestas, me animo a poner mi resultado, no me fue necesario usar un campo calculado. ![](https://static.platzi.com/media/user_upload/image-911b4b0d-84be-4cc6-bc16-4c27e36395fc.jpg) Esta jugando con los datos para ver que podría obtener y vaya sorpresa ver que la "Entidad Federativa" México representa el 13.52% de la población y podemos ver como triplica y más la cantidad de población existente en las otras "Entidades Federativas" ![](https://static.platzi.com/media/user_upload/image-608572ae-b6b2-4e12-a6de-325b7416a712.jpg)
Se observa un crecimiento exponencial de la poblacoón entre los años 2000 y 2005 en es estado de Chiapas. El crecimiento se ha dado más en las mujeres que los hombres. Además de la tabla dinámica, agregué un gráfico para mejor entendimiento. ![](https://static.platzi.com/media/user_upload/image-1443a47f-babc-417a-b9f0-af34662e85e6.jpg)
Para el segundo punto del ejercicio es poner en campo calculado =población total y se genera en una tabla lo siguiente: ![](https://static.platzi.com/media/user_upload/image-f411ba7f-2313-47c7-acef-b8f0dcb05c6f.jpg)
Estos son mis resultados: Población total hombres y mujeres: ![](https://static.platzi.com/media/user_upload/image-e9b16a4c-8324-423a-93b2-efbffdafce77.jpg) Población total Chiapas en 2005 ![](https://static.platzi.com/media/user_upload/image-13cf851d-7dba-4688-b1c0-41da9888ab3a.jpg)
![](https://static.platzi.com/media/user_upload/image-f36e6723-f25d-4ebf-b182-b7c96c552701.jpg)![](https://static.platzi.com/media/user_upload/image-be194070-806d-4511-ab6c-3fed23182918.jpg)
Sin Insertar campo:![](https://static.platzi.com/media/user_upload/image-612acee7-416c-43cb-94a3-8d10a7c275a6.jpg)
La misma tabla dinámica te hace la suma de los hombres y mujeres de Chiapas en el año 2005 ![](https://static.platzi.com/media/user_upload/image-7cc5e6aa-6653-451d-b06f-4133faebc321.jpg)
![](https://static.platzi.com/media/user_upload/image-ff71df15-a48e-475a-80b8-429de21f871d.jpg)
Hola, es cierto lo que mencionan los compañeros, no se necesita un campo calculado para obtener el total ya que la tabla dinámica se encarga de realizar la suma, además de que por como están los datos no se puede realizar.![](https://static.platzi.com/media/user_upload/Campo%20Calculado-75c4793f-04eb-40b9-ab4f-ac2dc826c136.jpg)
Población total Chiapas en el año 2005: 14.633.867
14.633.867 chiapas
![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202024-07-03%20175425-d494f35a-ad44-4ac8-a2af-33e2b6c6142f.jpg)
No fue necesario utilizar el campo calculado. ![](https://static.platzi.com/media/user_upload/image-4d2c539c-55a0-4cd6-b838-e910012dd4a7.jpg)
No fue necesario utilizar el campo calculado: ![](https://static.platzi.com/media/user_upload/image-fe365920-e928-47d2-934e-536fe3875b86.jpg)![](https://static.platzi.com/media/user_upload/image-f29c658b-d200-408b-b630-8f988a21c02f.jpg)
Anexo mi aporte ![](https://static.platzi.com/media/user_upload/image-904dd752-8236-4301-80ca-a5ab683de098.jpg)
Mi solucion a los problemas propuestos, si alguien se pregunta porque tengo hasta 2015, bueno apartir del 2005 la tabla esta mal porque los estados estan mal, se repiten 3 veces en ese año, por lo que deduje que los años que seguian eran 2010 y 2015: ![](https://static.platzi.com/media/user_upload/image-5fc6f7d5-aca6-4540-b819-51f72bc5d7dc.jpg) ![](https://static.platzi.com/media/user_upload/image-7870f80b-1ec1-493d-9e87-918a022b4ce9.jpg)
![](https://static.platzi.com/media/user_upload/0-808a642d-7df7-4350-8b77-1982907e8d62.jpg)
![](https://static.platzi.com/media/user_upload/image-99a9e626-907c-446c-acc0-d9814b136368.jpg)
Muy interesante campo y opciones a valorar, se puede aplicar a muchos aspectos. ![](https://static.platzi.com/media/user_upload/image-d54ea3d6-3fe9-45e7-8e9f-5f09ec773d50.jpg)
![](https://static.platzi.com/media/user_upload/pla-cf4ec5d8-8a2e-46fe-8912-c98abae40bc9.jpg) En Chiapas el 2005 hubo 14633867
![](https://static.platzi.com/media/user_upload/image-66035571-db23-420d-824d-3fc74eaff84e.jpg)
![](https://static.platzi.com/media/user_upload/image-d064113a-db52-4f17-9267-aa06f9c4869f.jpg) La respuesta seria 14,633,867
![](https://static.platzi.com/media/user_upload/image-58689e32-19ef-4ff6-bb0b-b83a3023f487.jpg)
![](https://static.platzi.com/media/user_upload/image-d538c742-ff82-4c5b-b487-147f0fdc0d49.jpg) Pues no fue necesario el campo calulado ya que la tabla dinamica daba el resultado pedido
```txt ```
No lo puede resolver pero lo intente y no estoy segura que me este bien ![](https://static.platzi.com/media/user_upload/POBLACION%20TOTAL%20HOM%20Y%20MUJE-e1115cf2-08bb-4aa2-8ab3-1c90c697a80c.jpg)![](https://static.platzi.com/media/user_upload/CHIAPAS%202005-fd4fa0ab-8bfc-4e22-8164-a317f4c39816.jpg)![](https://static.platzi.com/media/user_upload/TERCER%20INTENTO%20CHIAPAS-96c78c26-d199-4fb8-93b4-7f857b7be9a8.jpg)
![](https://static.platzi.com/media/user_upload/image-3694c0cd-c7d3-4ee1-bb26-79cf21dfda70.jpg)
![](https://static.platzi.com/media/user_upload/image-91c861bd-dd19-42d4-a849-f0ad279e4e8f.jpg)
![](https://static.platzi.com/media/user_upload/image-d22bff17-df5a-483b-8d0e-333a77296821.jpg) La poblacion total de Chiapas en el 2005 me dio 14 633 867 personas
![](https://static.platzi.com/media/user_upload/image-819391fb-9d4f-45fd-ab29-d2ca850021b3.jpg)Para el ejercicio en mención no es necesario utilizar un campo calculado. Adicionalmente en las opciones no se muestran por separados hombres y mujeres como para utilizar la fórmula de suma
![]()Hola Resultado del ejercicio; tomando como referencia la información de Chiapas en el 2005. ![](https://static.platzi.com/media/user_upload/image-2852256d-62d1-4b5b-8c41-684d12782067.jpg)
¡Hola! ![]()
Considero que el campo calculado en este caso no aplica, ya que la misma tabla dinámica genera el total de la población que incluye Mujeres + Hombres. Además, con los campos establecidos no son suficientes para generar la sumatoria. ![](https://static.platzi.com/media/user_upload/image-f9a3bce8-8b2c-4e05-a2c3-445f00de04df.jpg)
Respecto a cuando seria útil usar los CAMPOS CALCULADOS podría ser para realizar una serie de cálculos generales o desarrollar una serie de estadísticas que conjuguen dos a mas datos dentro de la tabla. Poe ejemplo para conocer totales de polacion, utulidades en una hoja de ventas, ect
Generando los filtros de solicitados para el estado de Chiapas se genera la siguiente tabla: ![](https://static.platzi.com/media/user_upload/image-433d781f-3993-47bd-b2a8-48390cc7cde7.jpg)
Teniendo en cuenta los valores ajustados del ejercicio, Se crea una columna con los valores totales de Hombres + Mujeres por cada año. ![](https://static.platzi.com/media/user_upload/image-fa4fc420-10eb-4de1-8fe3-3e8dd398f2f8.jpg)
![](https://static.platzi.com/media/user_upload/campos%20calculados%7D-69679bea-3dde-4939-8e42-f3bdb8420b99.jpg)
Hola hola, sin crear campo calculado salió el resultado, le agregué una gráfica que muestra el incremento de la población con los años, siendo el 2005 el año con mayor población registrada.
No me aparece el "Analisis de tabla dinamica "
Yo soy de otro pais (Argentina), asi que la veracidad del dataset, no la conozco. Yo trabajo con los datos que me dan. Al trabajo practico de la tabla dinamica, solo tuve que quitar el filtro de MUJERES, y me aparece la poblacion en general.Resalte Chiapas, y ya esta. Con respecto a la poblacion total, cada 5 anos, lo tengo en Total General
Yo tengo MAC y, cuando doy click en la i de suma de cogs, por ejemplo...si bien me aparece la pantalla, en resumir por...NO ME PERMITE HACER OTRA OPERACION, sobre este campo