Trabajo elaborado para la asignatura “Programación y manejo de datos en la era del Big Data” de la Universitat de València durante el curso 2020-2021. El repo del trabajo está aquí. La página web de la asignatura y los trabajos de mis compañeros pueden verse aquí.
1. Introducción
En este trabajo enseñare los resultados del campeonato mundial de la Formula 1 en el año 2019, donde se podra mostrar un claro dominio por parte de la escudería Mercedes integrado por los pilots Lewis Hamilton y Valterri Bottas, con respecto al resto de escuderías que no le pudieron hacer frente a estos veloces coches. También resaltaremos diferentes datos interesantes respecto al tema como la ubicación de los circuitos de carrera, el rendimiento de los pilotos de forma individual y de las escuderías.
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)
2. Posiciones de los Pilotos
En la siguiente tabla se destacara a los 9 pilotos que tuvieron una mayor cantidad de puntos comparado a los 20 que compiten a lo largo de la serie mundial. Como se puede apreciar hay nombres de talla mundial como los de Lewis Hamilton y el de su eterno rival Sebastian Vettel que conduce el famoso coche rojo de Ferrari, pero que durante esta temporada no pudo destacar como lo hace habitualmente y termino obtniendo un 5to lugar en la claisifación mundial. Por otro lado se puede apreciar como su compañero de equipo un rookie llamado Charles Leclerc siendo el segundo piloto más joven que ha pertenecido a la escudería de Ferrari haya logrado vencer en su debut al 4 veces campeón mundial de la formula 1.
Posiciones
1. |
Lewis Hamilton |
413 |
18 |
25 |
25 |
18 |
26 |
25 |
25 |
25 |
10 |
26 |
2 |
25 |
18 |
16 |
12 |
26 |
16 |
25 |
18 |
6 |
26 |
2. |
Valtteri Bottas |
326 |
26 |
18 |
18 |
25 |
18 |
15 |
13 |
18 |
15 |
18 |
- |
4 |
15 |
18 |
10 |
18 |
25 |
15 |
25 |
- |
12 |
3. |
Max Verstappen |
278 |
15 |
12 |
12 |
12 |
15 |
12 |
10 |
12 |
26 |
10 |
26 |
19 |
- |
4 |
15 |
12 |
- |
8 |
15 |
25 |
18 |
4. |
Charles Leclerc |
264 |
10 |
16 |
10 |
11 |
10 |
- |
15 |
15 |
18 |
15 |
- |
12 |
25 |
25 |
18 |
15 |
8 |
13 |
13 |
- |
15 |
5. |
Sebastian Vettel |
240 |
12 |
10 |
15 |
15 |
12 |
18 |
18 |
11 |
12 |
- |
18 |
15 |
13 |
- |
25 |
- |
18 |
18 |
- |
- |
10 |
6. |
Carlos Sainz |
96 |
- |
- |
- |
6 |
4 |
8 |
- |
8 |
4 |
8 |
10 |
10 |
- |
- |
- |
8 |
10 |
- |
4 |
15 |
1 |
7. |
Pierre Gasly |
95 |
- |
4 |
9 |
- |
8 |
11 |
4 |
1 |
6 |
12 |
- |
8 |
2 |
- |
4 |
- |
6 |
2 |
- |
18 |
- |
8. |
Alexander Albon |
92 |
- |
2 |
1 |
- |
- |
4 |
- |
- |
- |
- |
8 |
1 |
10 |
8 |
8 |
10 |
12 |
10 |
10 |
- |
8 |
9. |
Daniel Ricciardo |
54 |
- |
- |
6 |
- |
- |
2 |
8 |
- |
- |
6 |
- |
- |
- |
12 |
- |
- |
- |
4 |
8 |
8 |
- |
Posiciones de cada Carrera
1 |
Lewis Hamilton |
R01 |
18 |
2 |
Valtteri Bottas |
R01 |
26 |
3 |
Max Verstappen |
R01 |
15 |
4 |
Charles Leclerc |
R01 |
10 |
5 |
Sebastian Vettel |
R01 |
12 |
6 |
Carlos Sainz |
R01 |
0 |
7 |
Pierre Gasly |
R01 |
0 |
8 |
Alexander Albon |
R01 |
0 |
9 |
Daniel Ricciardo |
R01 |
0 |
1 |
Lewis Hamilton |
R02 |
25 |
2 |
Valtteri Bottas |
R02 |
18 |
3 |
Max Verstappen |
R02 |
12 |
4 |
Charles Leclerc |
R02 |
16 |
5 |
Sebastian Vettel |
R02 |
10 |
6 |
Carlos Sainz |
R02 |
0 |
7 |
Pierre Gasly |
R02 |
4 |
8 |
Alexander Albon |
R02 |
2 |
9 |
Daniel Ricciardo |
R02 |
0 |
1 |
Lewis Hamilton |
R03 |
25 |
2 |
Valtteri Bottas |
R03 |
18 |
3 |
Max Verstappen |
R03 |
12 |
4 |
Charles Leclerc |
R03 |
10 |
5 |
Sebastian Vettel |
R03 |
15 |
6 |
Carlos Sainz |
R03 |
0 |
7 |
Pierre Gasly |
R03 |
9 |
8 |
Alexander Albon |
R03 |
1 |
9 |
Daniel Ricciardo |
R03 |
6 |
1 |
Lewis Hamilton |
R04 |
18 |
2 |
Valtteri Bottas |
R04 |
25 |
3 |
Max Verstappen |
R04 |
12 |
4 |
Charles Leclerc |
R04 |
11 |
5 |
Sebastian Vettel |
R04 |
15 |
6 |
Carlos Sainz |
R04 |
6 |
7 |
Pierre Gasly |
R04 |
0 |
8 |
Alexander Albon |
R04 |
0 |
9 |
Daniel Ricciardo |
R04 |
0 |
1 |
Lewis Hamilton |
R05 |
26 |
2 |
Valtteri Bottas |
R05 |
18 |
3 |
Max Verstappen |
R05 |
15 |
4 |
Charles Leclerc |
R05 |
10 |
5 |
Sebastian Vettel |
R05 |
12 |
6 |
Carlos Sainz |
R05 |
4 |
7 |
Pierre Gasly |
R05 |
8 |
8 |
Alexander Albon |
R05 |
0 |
9 |
Daniel Ricciardo |
R05 |
0 |
1 |
Lewis Hamilton |
R06 |
25 |
2 |
Valtteri Bottas |
R06 |
15 |
3 |
Max Verstappen |
R06 |
12 |
4 |
Charles Leclerc |
R06 |
0 |
5 |
Sebastian Vettel |
R06 |
18 |
6 |
Carlos Sainz |
R06 |
8 |
7 |
Pierre Gasly |
R06 |
11 |
8 |
Alexander Albon |
R06 |
4 |
9 |
Daniel Ricciardo |
R06 |
2 |
1 |
Lewis Hamilton |
R07 |
25 |
2 |
Valtteri Bottas |
R07 |
13 |
3 |
Max Verstappen |
R07 |
10 |
4 |
Charles Leclerc |
R07 |
15 |
5 |
Sebastian Vettel |
R07 |
18 |
6 |
Carlos Sainz |
R07 |
0 |
7 |
Pierre Gasly |
R07 |
4 |
8 |
Alexander Albon |
R07 |
0 |
9 |
Daniel Ricciardo |
R07 |
8 |
1 |
Lewis Hamilton |
R08 |
25 |
2 |
Valtteri Bottas |
R08 |
18 |
3 |
Max Verstappen |
R08 |
12 |
4 |
Charles Leclerc |
R08 |
15 |
5 |
Sebastian Vettel |
R08 |
11 |
6 |
Carlos Sainz |
R08 |
8 |
7 |
Pierre Gasly |
R08 |
1 |
8 |
Alexander Albon |
R08 |
0 |
9 |
Daniel Ricciardo |
R08 |
0 |
1 |
Lewis Hamilton |
R09 |
10 |
2 |
Valtteri Bottas |
R09 |
15 |
3 |
Max Verstappen |
R09 |
26 |
4 |
Charles Leclerc |
R09 |
18 |
5 |
Sebastian Vettel |
R09 |
12 |
6 |
Carlos Sainz |
R09 |
4 |
7 |
Pierre Gasly |
R09 |
6 |
8 |
Alexander Albon |
R09 |
0 |
9 |
Daniel Ricciardo |
R09 |
0 |
1 |
Lewis Hamilton |
R10 |
26 |
2 |
Valtteri Bottas |
R10 |
18 |
3 |
Max Verstappen |
R10 |
10 |
4 |
Charles Leclerc |
R10 |
15 |
5 |
Sebastian Vettel |
R10 |
0 |
6 |
Carlos Sainz |
R10 |
8 |
7 |
Pierre Gasly |
R10 |
12 |
8 |
Alexander Albon |
R10 |
0 |
9 |
Daniel Ricciardo |
R10 |
6 |
1 |
Lewis Hamilton |
R11 |
2 |
2 |
Valtteri Bottas |
R11 |
0 |
3 |
Max Verstappen |
R11 |
26 |
4 |
Charles Leclerc |
R11 |
0 |
5 |
Sebastian Vettel |
R11 |
18 |
6 |
Carlos Sainz |
R11 |
10 |
7 |
Pierre Gasly |
R11 |
0 |
8 |
Alexander Albon |
R11 |
8 |
9 |
Daniel Ricciardo |
R11 |
0 |
1 |
Lewis Hamilton |
R12 |
25 |
2 |
Valtteri Bottas |
R12 |
4 |
3 |
Max Verstappen |
R12 |
19 |
4 |
Charles Leclerc |
R12 |
12 |
5 |
Sebastian Vettel |
R12 |
15 |
6 |
Carlos Sainz |
R12 |
10 |
7 |
Pierre Gasly |
R12 |
8 |
8 |
Alexander Albon |
R12 |
1 |
9 |
Daniel Ricciardo |
R12 |
0 |
1 |
Lewis Hamilton |
R13 |
18 |
2 |
Valtteri Bottas |
R13 |
15 |
3 |
Max Verstappen |
R13 |
0 |
4 |
Charles Leclerc |
R13 |
25 |
5 |
Sebastian Vettel |
R13 |
13 |
6 |
Carlos Sainz |
R13 |
0 |
7 |
Pierre Gasly |
R13 |
2 |
8 |
Alexander Albon |
R13 |
10 |
9 |
Daniel Ricciardo |
R13 |
0 |
1 |
Lewis Hamilton |
R14 |
16 |
2 |
Valtteri Bottas |
R14 |
18 |
3 |
Max Verstappen |
R14 |
4 |
4 |
Charles Leclerc |
R14 |
25 |
5 |
Sebastian Vettel |
R14 |
0 |
6 |
Carlos Sainz |
R14 |
0 |
7 |
Pierre Gasly |
R14 |
0 |
8 |
Alexander Albon |
R14 |
8 |
9 |
Daniel Ricciardo |
R14 |
12 |
1 |
Lewis Hamilton |
R15 |
12 |
2 |
Valtteri Bottas |
R15 |
10 |
3 |
Max Verstappen |
R15 |
15 |
4 |
Charles Leclerc |
R15 |
18 |
5 |
Sebastian Vettel |
R15 |
25 |
6 |
Carlos Sainz |
R15 |
0 |
7 |
Pierre Gasly |
R15 |
4 |
8 |
Alexander Albon |
R15 |
8 |
9 |
Daniel Ricciardo |
R15 |
0 |
1 |
Lewis Hamilton |
R16 |
26 |
2 |
Valtteri Bottas |
R16 |
18 |
3 |
Max Verstappen |
R16 |
12 |
4 |
Charles Leclerc |
R16 |
15 |
5 |
Sebastian Vettel |
R16 |
0 |
6 |
Carlos Sainz |
R16 |
8 |
7 |
Pierre Gasly |
R16 |
0 |
8 |
Alexander Albon |
R16 |
10 |
9 |
Daniel Ricciardo |
R16 |
0 |
1 |
Lewis Hamilton |
R17 |
16 |
2 |
Valtteri Bottas |
R17 |
25 |
3 |
Max Verstappen |
R17 |
0 |
4 |
Charles Leclerc |
R17 |
8 |
5 |
Sebastian Vettel |
R17 |
18 |
6 |
Carlos Sainz |
R17 |
10 |
7 |
Pierre Gasly |
R17 |
6 |
8 |
Alexander Albon |
R17 |
12 |
9 |
Daniel Ricciardo |
R17 |
0 |
1 |
Lewis Hamilton |
R18 |
25 |
2 |
Valtteri Bottas |
R18 |
15 |
3 |
Max Verstappen |
R18 |
8 |
4 |
Charles Leclerc |
R18 |
13 |
5 |
Sebastian Vettel |
R18 |
18 |
6 |
Carlos Sainz |
R18 |
0 |
7 |
Pierre Gasly |
R18 |
2 |
8 |
Alexander Albon |
R18 |
10 |
9 |
Daniel Ricciardo |
R18 |
4 |
1 |
Lewis Hamilton |
R19 |
18 |
2 |
Valtteri Bottas |
R19 |
25 |
3 |
Max Verstappen |
R19 |
15 |
4 |
Charles Leclerc |
R19 |
13 |
5 |
Sebastian Vettel |
R19 |
0 |
6 |
Carlos Sainz |
R19 |
4 |
7 |
Pierre Gasly |
R19 |
0 |
8 |
Alexander Albon |
R19 |
10 |
9 |
Daniel Ricciardo |
R19 |
8 |
1 |
Lewis Hamilton |
R20 |
6 |
2 |
Valtteri Bottas |
R20 |
0 |
3 |
Max Verstappen |
R20 |
25 |
4 |
Charles Leclerc |
R20 |
0 |
5 |
Sebastian Vettel |
R20 |
0 |
6 |
Carlos Sainz |
R20 |
15 |
7 |
Pierre Gasly |
R20 |
18 |
8 |
Alexander Albon |
R20 |
0 |
9 |
Daniel Ricciardo |
R20 |
8 |
1 |
Lewis Hamilton |
R21 |
26 |
2 |
Valtteri Bottas |
R21 |
12 |
3 |
Max Verstappen |
R21 |
18 |
4 |
Charles Leclerc |
R21 |
15 |
5 |
Sebastian Vettel |
R21 |
10 |
6 |
Carlos Sainz |
R21 |
1 |
7 |
Pierre Gasly |
R21 |
0 |
8 |
Alexander Albon |
R21 |
8 |
9 |
Daniel Ricciardo |
R21 |
0 |
3. Evolución de las Posiciones de los Pilotos
Aquí podemos observar a los 9 corredores que hicieron más puntos a lo largo de la temporada. Observando los altos y bajos que han obtenido a lo largo de las 21 carreras realizadas. Se podrá destacar 2 gráficas donde en la primera se observara el rendimientos de los pilotos en relación de los puntos obtenidos con respecto a cada carrera del campeonato mundial, mientras que en la segunda gráfica se detallara el rednimiento de forma individual de cada piloto.
4. Posiciones de las Escuerías
En este apartado del trabajo dejaremos al lado a los pilotos y nos enfocaremos en las escuderías. En el siguiente gráfico se podrá observar de forma ordenada las posiciones que obtuvieron los equipos de la formula 1, con un claro dominio de Mercedes al resto de escuderías obteniendo más de 200 puntos con respecto al segundo lugar. Otro dato interesante que se podría obtener a partir de esta información es que no es coincidencia que la ventaja de los primeros 3 equipos sea tan supeior al resto de las escuderías, ya que el presupuesto que poseen sea mayor al resto. De forma más detallada el equipo de Mercedes tuvo una inversión durante este año de 700 millones, Ferrari de 500 millones, Red Bull de 300 millones y el resto de los 7 participantes su presupuesto no llega ni siquiera a los 150 millones. Por esta razón, la FIA la organización encargada de regular las competiciones de automovilismo deicidió implantar para el 2022 un límite al presupuesto de las escuderías que sería igual a 150 millones, para buscar que exista más competitividad y no de que siempre domine una escudería a lo largo del tiempo, sino para que también los pilotos demuestren su habilidad de conducción al tener coches más similares.
Tabla de las Escuderías
1 |
Mercedes |
739 |
44 |
43 |
43 |
43 |
44 |
40 |
38 |
43 |
25 |
44 |
2 |
29 |
33 |
34 |
22 |
44 |
41 |
40 |
43 |
6 |
38 |
NA |
2 |
Ferrari |
504 |
22 |
26 |
25 |
26 |
22 |
18 |
33 |
26 |
30 |
15 |
18 |
27 |
38 |
25 |
43 |
15 |
26 |
31 |
13 |
- |
25 |
NA |
3 |
Red Bull Racing |
417 |
15 |
16 |
21 |
12 |
23 |
23 |
14 |
13 |
32 |
22 |
26 |
27 |
10 |
12 |
23 |
22 |
12 |
18 |
25 |
25 |
26 |
NA |
4 |
McLaren F1 |
145 |
- |
8 |
- |
10 |
4 |
8 |
- |
10 |
12 |
8 |
10 |
12 |
- |
1 |
6 |
12 |
10 |
- |
10 |
19 |
5 |
NA |
5 |
Renault F1 Team |
91 |
6 |
- |
6 |
- |
- |
2 |
14 |
4 |
- |
7 |
- |
- |
4 |
22 |
2 |
1 |
- |
5 |
10 |
8 |
- |
NA |
6 |
Scuderia Toro Rosso |
85 |
1 |
2 |
1 |
- |
2 |
10 |
1 |
- |
- |
2 |
23 |
1 |
8 |
- |
4 |
- |
7 |
2 |
- |
19 |
2 |
NA |
7 |
Racing Point |
73 |
2 |
1 |
4 |
10 |
- |
- |
2 |
- |
- |
- |
12 |
- |
9 |
6 |
- |
6 |
6 |
6 |
1 |
2 |
6 |
NA |
8 |
Alfa Romeo |
57 |
4 |
6 |
2 |
1 |
- |
- |
- |
6 |
3 |
4 |
- |
6 |
- |
2 |
1 |
- |
- |
- |
- |
22 |
- |
NA |
9 |
Haas F1 Team |
28 |
8 |
- |
- |
- |
7 |
1 |
- |
- |
- |
- |
10 |
- |
- |
- |
- |
2 |
- |
- |
- |
- |
- |
NA |
10 |
Williams |
1 |
- |
- |
- |
- |
- |
- |
- |
- |
- |
- |
1 |
- |
- |
- |
- |
- |
- |
- |
- |
- |
- |
NA |
Gráfico de las Escuderías
#> [1] " Williams" " Haas F1 Team" " Alfa Romeo"
#> [4] " Racing Point" " Scuderia Toro Rosso" " Renault F1 Team"
#> [7] " McLaren F1" " Red Bull Racing" " Ferrari"
#> [10] " Mercedes"
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)
5. Mapa de los Circuitos de la F1
Aquí se puede observar un mapa de los 21 circuitos que pertenecen al mundial de la Formula 1. Como se puede ver en el mapa de la formula 1, los grandes premios se realizan en diferentes partes del mundo para que los aficionados no tengan que trasladarse a un único país para observar estas carreras, sino que ofrecen esta oportunidad para que las diferentes culturas del mundo se unan a este deporte y lo puedan apreciar. Lo normal de esto grandes premios es que se celebre una carrera por país por las razones mencionadas anteriormente. Por otro lado se puede destacar, como los circuitos se encuentran ubicados en diferentes continentes como América del Norte y del Sur, Europa, Asia, Oceanía, pero en el único continente que no incluye en sus competiciones es África, por lo cual es fuertemente críticado.
6.Datos Interesantes
Entre los datos interesantes se podran destacar una serie de variables importantes que obtuvieron los pilotos a lo largo de este año. Entre entas variables encontraremos el número de vicotrias que obtuvieron al igual que los podios que siginifica cuando terminas entre los 3 primeros, también destacaremos las poles que es cuando en la ronda de clasificación para obtener el orden de salida en una carrera, el piloto que se clasifica de primero se gana lo que se llama una “pole position” y por último destacaremos lo que sería las vueltas rápidas que es cuando a lo largo de la carrera el piloto que haga la vuelta más rápida se gana 1 punto más para el mundial.
Con respecto a la relación entre vicotrias y podios se puede apreciar como Lewis Hamilton fue el gran dominante con respecto a estas 2 variables obteniendo un total de 11 victorias y 17 podios. Dos casos especiales serían el Charles Leclerc y Max Verstappen, el primero obtuvo un total 10 podios siendo supeior a su rival Verstappen, pero este obtuvo una vicotria más que Leclerc provocando que en la clasificatoria mundial Verstappen quedar una posición arriba que Leclerc.
Con la otra gráfica relación entre Victorias y Poles, es bastante inusual que Lewis Hamilton no haya logrado dominar en las 2 variables como sucedió en la anterior gráfica, sino que el piloto que obtuvo más poles fue Charles Leclerc lo cual es bastante inusual de ver en la segunda temporada de un piloto de formula 1, pero esto no le basto para poder obtener una mayor cantidad de victorias durante este año.
Tabla
1 |
Lewis Hamilton |
21 |
11 |
17 |
5 |
6 |
413 |
2 |
Valtteri Bottas |
21 |
4 |
15 |
5 |
2 |
326 |
3 |
Max Verstappen |
21 |
3 |
9 |
2 |
4 |
278 |
4 |
Charles Leclerc |
21 |
2 |
10 |
7 |
4 |
264 |
5 |
Sebastian Vettel |
21 |
1 |
9 |
2 |
2 |
240 |
6 |
Carlos Sainz Jr. |
21 |
NA |
1 |
NA |
NA |
96 |
7 |
Pierre Gasly |
21 |
NA |
1 |
NA |
2 |
95 |
8 |
Alexander Albon |
21 |
NA |
NA |
NA |
NA |
92 |
9 |
Daniel Ricciardo |
21 |
NA |
NA |
NA |
NA |
54 |
Relación entre Victorias y Podios
![](data:image/png;base64,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)
Relación entre Vicotiras y Poles
7. Imagen
En está imagen podemos apreciar la fuerte competitivdiad que había entre las escudería de Ferrari y Mercedes que estaban pelando para ganar el campeonato mundial. De forma más detallada, se puede observar como en el Gran Premio de Rusia, Charles Leclerc esta compitiendo contra Lewis Hamilton para poder ganar este apreciado Premio.
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uTm8ck6mUajVfodDH6kz5GvmnCjmjuv0Xc/OCutge90AkIJAJAJAJAPdAOgEgEhB0AyFEgEgGsgHQDXQCugHQAoBIBIUSAV0AyASASAStAr1XsLD7HfF3IaIWBWomsrLanqcBKgSASAV0Arq2BincCSijFQAoUSAQU9CsjQ2JCBIQsUEvRVcbuV15dZDxMbR6NNPZOz1rhyqbLCzUL+bdQwvHNn7bR5VKNnS5mlupAXynZ7lkSHDmWsXBSmaWVEzQ3Loe9Yt2ddyo5biyrZFTP1Gy+z07C8k+T5+szKMDySsl6adzuS/pGix7MaPwernumyuvWeYJAJCCQCQCQCCAdQCQCQCQDqkGVQEhRIBIB0IJAOhb4ob3oLCCGWIIQr1FR0bw0C6j4PRjw7yzTRy1EjWRtc4u5AKJ2elaCTNpvDWIPaMrLE8joVtlegkjmq/AMXlxBrI6GYuY7e2iwz6+m0+yJ0s2A4u+RomopG3aMpylLM67B4q4IZ8CxKm60tJJbmcq1Z8LJpJrhGa8Fjy14LT2EIeZxce4kIpFR352yh3fYttGi2ed9x1kCQCCEHugHuhBIBIBIBIBIBIBIBIBigEhRIQSASASFFdAK6AV0AroBXQCQDKMCQoxJ5aJdBV6it3hLReBDTmE+n2J3C13ustr2OmKSjJWjJwGFw4uDW69IDqRe1wpt3H6nDJShaVHqfowgNNhcsOvSZxpbuC/FfE8JRzJn1tJJ0d+ae4BHxX4/xPc96Vk7YQ1lgsOaZ1jEXRA7jdTe/Q04qjB4kY2Ole6wFl9LQRc5o8Wqiows8uxafpXnKNt1/QdDh2pH4vX5LbRjuX10fIQl1AlkBIQZAJAJAJAJAPdAK6AdACgCQgkAkKJAJACgEgCQAoBIBIUa6ASASASAS0B1GCtVewsM74u5FR7FaiXKWlPU4iVAkAyFEgEgEqgJUDFRhAqFGJQohzU9AyNDY6ECQncQNtVJdgdfw1iohiAc7Ud6/I9U0Dn9aP0XT9WorbI2qnHpACWlzgOTV8rH06+/B9KWriuxSbxNUl1g14HevW+kwSty/4PO9e7pI1qbGXzw9eR8bh3r5+fQxwvjk90NW3HlHO8UYm6WLo85eR2r7fStEvvPk9Q1X00jkr3JX62CqNH5ufLsQUXcyxloCRAIaq0GqF71GKFqo+AkvUWoQVfYcFvanJNr9hXF9Cqi7X7CuOSUSmNz5JRraF23IRIy1Toa47VWmuwoVwnPsKEFUhQuSNUKHt2KIgkAxNhcp6G4xtksdZh4PRvLhJbdROz660MfD3tgAtdqDYdqqTbo+RkVSe0Ym3cO1K5oig2gsIw2XFcQAY35oOsXKNXwfS0uF8We14HgGH4RQdNUBjS1t3SEbKxx7fU+0ltRgYn6YuEsDlkjpaKXEqiM2u0ANvz6xUcjTW5IrM/8AERRtYJW8Kxhn+2bf4NWTVOqLEP8A4kaKWS35MtJtuZQf/ahY8dw4f/EbgE7+jxPhiVjCbOcx7H/DRWybYt3R0U1LwX6S8BmrOE5WxV8Qu6EjI9p7x2d6WeDUaWMlaPGK2lloquWmqAWyRuyuBVTs+DmwuD7GdvMpzfYO6LbTot8nBpsRPd4FQ14cvYQ15qmWmu46hBIBIQdAONkIJAJAJAJAMhRK0BwNEoMZKYFop27l2vuK6WvclCulx9y0LVLj7k4GS4+5eBeSXH3HArpa9xQrq8ChKP8AQCU+r2HArpUvYJX2GulS9i7WLTndSpexVGXoL3J/QvHqxw25AFy46ABWKTdMi3Pt2J8Uw3EKCmZLJSPAebNJ2JVSSf1dj3abSz3KUuxiYdBibMYNSzDunOQtj62TK47O35di8stXj3Un2P2+m6PqcsFUaXuejej8Y9S1IZiNAxsb3/OyXFxtY6O8eXJfm/iB4s637uUehdO1Oll9cePc9P6djRrovwTTvg7qcYrkiGIw5iC61lt4ZUY8eNk76qHo8+cW8Vjw5G/EicbxbXtkgtrlvoe1fd6Tp5PIj5fUNQlCkjzOsmL5HC/Vv2L+iafE4xVn4fUTcpdisSvSonnSH3WnZdrYtFORsYh3Jx6karuPr2K8e4pe4kp+hkV/+rJtkaHAJ2UdruR0hWPZqrSqy/TXcR3UMjLQCUoApQCUAkAkAkA10AyAeyAdACgEgEhRrIBIBIBIBLQHUYK1ZoxYZ3xdyKj2K1EuUtKepxFdUDIUSASASASAStgYqAFCiQolPQMiQ2OhAlGEMFQSwPMcgLVwy4N6pGoT2s6OjxGmMYDjZ3evganQ5930n2tNq8NfUWDXUpGrmXXGOnzpVI7PUYW7iVKrEomt6t79y9EdC8j5OGbWJKkYlTO6d1yvt4cCxxSR8fJmc3yQL0rg5PkShBKgcoBBLK+WV3PLXm3aueSVKz6enwQcG5mxw/QfLlWynY5scnMrtpl4o1mPDhxbz0PEfRcyjw5s5q3PcRfsXp8I+as0Ek4+pgUnBrJp2RNkJc51lylCj6unUZo9LofQRFLTsfLWO6wvYDZcXwezy0ZchVPoFibHeKscT2ELcWjjqNKq4KmF+hGOpmlZUTyMDNiDuulqjw4NG2+TWHoEoQf7ZKfJcrPa9DFPkjm9A9GAMtXJe62pFlo42Ss9A1DbWreVHkItDFhf6B6C39rlWd18lehSIP8AQNTOc61a9o5XSTEdDFmRi3oFroml2H1zHncNcNVzs1LpkXyeY8R8IY1w9IRiNHI2MG3SAXatpnzdRonj7GJBTvqqiOGFpdI82DVh22efBGW+mS8TcIz03E2E0FI0vqavTKNgdFKaP0uxTx7T0E+iPF6OON+IFjYzb2De3ivVgpnwNZiele73O7k9DmEQcLy1T5JHVPRFwdm0uueXhnu0mnUoeKzzjBaRuGVMUBsOjde/asxPoqKcU0Yvpt4mnpsNp8NpZXM6bV+U20VkzeNe54R9Jczoy1VdSCNnM6oCOiNqhvegGrG5Z3d6A6T0ccR1PDHFlDX00jmjOI5ADo5p3BRkqz2j0jVWHMxuOrkhb/SWB58VqJwyaaEu5xpxrDWuIbSRm3NXeYlpMbIH4/BlzGiiI8U8QwtBBmBi+JVMtQJYiGRk6Ntos2ejysGuDapszqOJ7/aO61Z8DW4lB8EqHzh7IBWQgkIJCiQCQCCEHsgGQo7Rc2WvQPgmjp3PpZqgOaGxEAtO5v2LlKVHpxaaWWDkhsQimw+oFPVQvbKWh4blJJBFwVzeqhDufR0/w/qtR9iIRHVP1ZQ1BHaGrg9dBO32Pq4/gvqE+Eh/V6z/AANT5D8U+Y4DsvgbqXsghS1p2oKjyH4qPqOE0vgbqL7pIXqld/gJ/Ifip8xwl/wH1D3QXqVeR/YJ/Ifij6jhKvgPqHuhvUK8/wBxm+CnzHCbXwH1D3QXybiP+Cl+Cj6nhibj8B61/fJIIYXiV/7G/wAwp82xGv8AAWp/Oh/kvE/8C/zCPqsH9pY/AGpf40IYTix2oreLgp80N/8A4+1H50L5IxflRN97/wDJPmiH/wCP867zCGC4u7+6xj+P/JPmaNr/APz/AC+sxHBMX39VjPg//JZl1Wjb+AMiVbypUxVtK3+lUkrGj6QFwu2LXRn3Pk634K1OmW6PIFPLG7I9jhmDgQvYpRyRtPsfnZaXUafKoZo0juIaktwd8uIOBYXF7Wv1ygDdeHW6luHhx7n9B6D02Oo+vOqgjyLifi+srK57KGV1PSsd1Wxm1+9NNooxhc+7O/UusZJT8LTuox4O89E3HctXVDCsZfnleLQSnQnTVpPgvJrenY8iO+g6g9dHwMzOrxj8oH1ckcbqcw3ux2tyOV9V8NaHT4nVHt/w/HJyslFJkOPge1TX7w78V18vp/YR+Gor/VJR+UNsrn0hH7jv/kj0OnlzFHX/AA1B8+KVq6gxqua1s0lK0AW0jP4rrg2ad3FHPL8KYsi5ymUeE8RdvPD/ACH8V9D5k/Q8L+CNE3/Eyci/JDEP8RF/J/mnzOSJ/gXQP/UYQ4Pr7a1UfuZ/mnzSRV8DaFfibF+SFaN6tv8AKnzRnWPwNoPcIcIVdtaz/lCy+oSfJv8AwZ02PDHHB9VbWsP8oT5hI0vg7pnsOODZzvWO/lCw9fm9OxpfCPS1xQX5GSW1rX3/AHR+Cefzm18JdL9inXcLV1JG6SGoEjW6kOHJdPmkuIs8eo+C9JJN4zArseoqGtoYWwPfMY8sweOqXZnaj4L6+ny+LGz8dqeh4dPk2s0sTgZBWyRxtysytdbxF10T5o/PdT060+RJFUagldnwfPkqdCuqZYyAJZAkAroBIAUAkA90AroBkAkAkKNdAJAJAMgEtAdRgrVp6iwzvi7kdHsVqJcpaKnqcRlSiQCQCQCQCQDIUYoBkAroUSnoGA1pcNASViU4x7nWMXJ0F0Ug3YfJHkgldl8KXsDy10KsZJq0YaadMbmtUQLTtWXfZMX+g9+03Vv3M0OPesNJ9y2/Qcraio8oltjNVSvkMSjbAlaIEAs7iCIWv2KmMdGkrDZVyyChpKiqD3xtLmB2655eVSPv6eK2bWu50PAAfS8XU8cgLcxsvVoHsPL1ZLJpttdj6WxuHpOHW2H0V9BPk/PJJY4tHCYVBbEIbjZ4+1cM/wBJ+i0f8tSPoKmu2hjy+1kFl43yz617YWirhU1bI6T12NrQHdW3Yq0ku5jE5T7ovBrWvOWwKxuVdzW1byOpEziOic1virBxfqZzJ3wZONVVZh9KZ7tcByXq08I5pbT5nUs+TSYvFirK3C2Py4vLI2SMMDPit6rTeCzy9G6vLqDpxpl7iXEpMNpBLE2+tlxw4vEdH0Oo6qWlxudWScO1z8QoGzyCzidlM2Pw3RnpeqlrMXi1Qc81cyta2OEOgO7idQsqMdvc7ZsmeOXiP0k2I4fS4hTuirYWSRuFiHC65dz2ySaVnivHnBVBwrjFDjOFQNbSl2SWPx5hE6dHJ4YKTbOfxuCOn9JPDNa1t2l2a3cV22WeXJnjjhvTPoqphZW0FnDRzbhYjJwkejLjjnxpyOc4pqG/ID6OJ+VxbZxHIKzW7kYZLGtqPCsXgpOiEkDrzCUtJvuEa2oRncqPGPTA2eTiCJuV7gGACwuue7cer0OMo8Ir6mRvRUkzhfcMKEs1arhXGp5m9Fh85FtOqrQsno+A+I3yNcMOkGvMgJQs0qv0a8STTAso2jTnI1QWHT+ivillRG71Nlg4G/SBKsJo9yxDgGXF6ekNU3LJHGB7S3FUcpyYVD6HcOMDfXelEkjsose4/gu7hE+XLNli+xz+M+iX1SSUUwnfGNua5uKPVhzZH3R5lj+B11CCyWjma1jrBxYbLie/HaRepg4YfFnaQR2qnxNfjcnY91o+LTHuqOB7qEodBQyEEgFZCiCEHugEN0qwJvaqn6FfPBYlaRgFaWuIJOW47wV5crpn6v4fjHLF7l2O1wOheKKldWl0tQYIyXyHMdWAgXX5rVTlPJR/WulYoQ06yJdzbipmADQLFNcPk+hPI26JOgZ9UeSu2Jm/1H6Bn1R5Jtj7Dc12YugZ9UeStL2Lvl7i6Bn1R5KUvYb5e4uhZ9UeSbY+w3y9xjC3kB5KqMfVDc33F0TeweSVFvsZbSKdVX0VJJknnja/m07hdlp3L7EcJarHDuV/lnDh+nb5K+VmZetx/qI41hv66/g0qeXku5I66LltimN8t4dcfO2v+wVXgaQlrlTruaET43xtlYWmJwuHA6ELltp00eqOVSjuTsozYthRJY6VjxsbNuF28GXoeOWuj69jm6/CcJr8TikonZCDmeGgi4XbGsmF7mzw6zFg1ULlHlHPek/GPVMObSQHK6bSw5NC9OCPjT3s83Vc0NDo448fdnkTjdfVPw77lijqJKWpinhcWyxuDmkHYhZmlJUdMU/Dmmj6a4fxyLGOF4cTc0vc2ImRrTqHDcL4k9NFT2s/ex1zhpPGxq2vQzzxrhFjlilv2ONl6V0/HV2fI/xHmrnGr/cF3GVAInPFO91uQdqr8uTfEjm/iTNV7F/cii46oCQPUZSSdOut/LY+rMr4jzPnaV6n0j4ZBK6N1DK5zd8rybfBY8jhjw5HTF1/U5W2oKjT4Y4po+JG1Io4HxOgtfMb3uvHrdPDBWzk+z0jqOXXNqa20dAGiwXjaS9D7Sb9xZR2KcexbY+UdiUiWxZR2K0i2xFospz6GdzGsEt+5pNlSuaJIHs7QVGk1ZuHDp+p4tx9hzafGqAxgXcwOdcf6xw+wBfc6e9+Oz8H15LHqdldzpseNsRvbeKP/wBAXrw/VI/E/EUUs0Ir2Rnezdq9Mj8/KW6pDK2ZfLGSyBKAYlAMgEgEgEgEgEgEgEgGuhRIBIBIBWQCQDICvWD5tZfY74u5HR+ytRLlLRU9TiMqUSASAYoBIUSAYoBkAkAxQo4U9AzvGYFHBGCQLr8Jl6rPJKkfscXTYQjbLEWFRSDrBtlxnrsqO0NJifBk4vgDW6sFl9LRdWfaR8/V9NXeJy1VTPppC14X6XBqVkjaPgZsLhKmamE4S2pLQRe6+frda8C3I9mm0qzOjfk4TY2LPYgWXwn12TlSPrR6Uqsx6/DoadhDSC5fV0uulndM8GfSRxnPuFnEL78W3E+M1UhNNlu6RmrZq4dh7aoi9/cvl6vW+Ee/T6TxDfi4VBZmIK+HPrrTpH1odJUkV5MHgidaTSy6w6nPIrRyn0+Ee5G7CaZ1yw3XSPUMke5zegxyqiliWGspaOSU62C9ODqPivaxLp6hyilwRLJ0VUGG8ebS6+xs+mz0wVI16V/Rca4e7QXIXo0nc8usju00mfS7rT8MtI1s1fQfEj8vjd4G/Y80ir2U2JtDjYCQX81xzn3+ny3YT6EoKhklBDI1zS0sBFj3LyNP0PsQmlDk5bEuN4aWokhZES5psvTg0TyPk+D1DrkdLwiThHHHYtU1T5SGkEZW9y3rNNHBUUc+k9T883Nv1o6mYF4BEmVeKCSXY/QZVF87jLxyjFTh8jZJrgC+67aaTjktHh6hijPDJuXFHK8AzMhxSohzAdl19LXXOFn434Yzxx6uUGze42e04QesL3uvFolLefo/iNf9K4qXIHAdSx+FFpdq0rfUIty4OHwtlUNJtlI16nFYKetZTyOAL9nXXkhhm42fazdQxwmsTZU4qrWw4PM9koY4tNiCseEz05ZRpNSPmP0n+kfGcQFNhkjAyEPHXbe7k2SsuTNjapvk6XgJ4x30g4NHiTwfV6R0jWnTXQLrucTwQ08MmLv6nu+NcR4ZhFGRNUxhwFg0O1WErdn0MtQjsXoeR8Q8ZUr6CohgZNLNKd4xqF0aPLji75OEpmVUkxdSYVOe+Q2WXyj0qPNl6twHFsRkbIaWihfa2aTrELKgdNxLT8I4oWgTYjTxC+0MQH2q0SzWpuE2taOnxGoee4gLSSG40YeGKAavkmkP7TyjiNxamwigp2CT1YyEcgVhxG4VNh+Hzm8cUjX32zEWVozyjbpcNZIbRZiAbZcxulm0rNqPBnMa3K+Qa83HTT/NTezM4xZDVcM1E2Yx4jURHlY7LNssEkZNRwZjLxZmN523vklha8HzUOkeDKxXgzE+iLX0eH1TLa5Y8hQ45MSmcHjnCNPCHGqwyponc5Ihmb8FbPJk6fFrg4jE8HdSRmWCZk8N7EjQjxCHyM+jcOUZKp4hIB0MiQCQCQCQCRAXJI9zb5kaMcY/JyumdqGTMuO7X8F5s33H6v4bX0zZ6NRSNnoaCZuz6SE/8gX5rOv4rP6v02X/AEkS2yySXJ72ubC0QgtEAigGQDoBihGilitV6nQTT7lo0Het46sxndROTjvFURQyOexzmGSacRZySdQF9KKaX0o/OSb3vcy0DT7+v1X/AOOPwWZeL7I7ReP3Y94P8fWHwh/yWYuS+9HRbIpzUmq/+So+eSKeeYzTy0cUdrSsDekedA0BdHPg8cMf8aT3NpdieoMlJg1FhYeWzzC8hH0Gbn8FwjBZJX7HrblgxRwrvyxYbSPraaSpbLJDTgkRRxgagc11y6iONUiYNH4v1OTSLTWspqVzmyveXadcAELzPP4p7sOkWOdOTfvZ4jxtiDMRx2Zwkdkj6jRa+y+xpMe2B+O67qFn1UlF8I55wj+sfJd+T4yVUxvmxsXeS0Je6PVfQfjjIq2pweV5MdQDJGD9YDUe8fYvn6zHT3o/SdC1G5vDk7FPF+F8XGM1UcJeYzKchzbg6i3muWLUraevU9L/AI1pcMhk4RxoXjkc8HY9ZFrVfBzn0hipeBsWqZHNilu5up61lZ6/auSLo1ROhpfRPxPTuja6CK1Seq9z99F4M3WtPjdT7nmxxWnk8aOg4J4RxDhStr48TMWeQNFmOvYgrOq1kdRFOB+j6Rh2JyXqdiHBedtvufWiqVCzBSyiuFbA2YJZaGLhZLFASPAClmlEpzyaOS/pZ0ivrR4/6VZJG4zhxYSB0djb98/ivt9Mf8Jn4T4ljWsR0HEAtXsP1oIj/wAgXt0/3M/DfEf+Yj+yM8+0vSz85+EFCCQD3QCKAZAJAJAJAJAJAJAJAMhRIBroUdCCugGuhRIQr1h6ikux3xdyKi2KsTWUtlT1OAypRIBIBkKJACgEgEgEgGKFHCnoGdxxJjRp3FsZG+y/DdN6eszTkfsNdq3iT2nPUnENTDNmcczb7L7cuk45Rqz40epTUjusJqI8VpBmAzHZfk9ZhelyVHsfpdNlWaFs57inDTDqR4L7XSdY5/Qz5HUdKr3Io8JzvZWhp2BXr6rhi8Tdnn6fNxyJUeoznNhtwBey/Cr+YfrWvpPLOI6l7ahzLL950nBGeNTPyfU8ssctqOeve91+iiqVHwny7HARN9iM6Dhadwq2xk3bdfA6xhWxs+t03I3Kj1MN/oOYWvZfgH/Mo/XKP0cHmXEVROKwta46lft+mafG4XI/M63JkUqRTiqqmEC+tuS+jPBiktqPFDJki7NDFqhs+ASlw1LV8fBpmtRS7H3MGVZY/Uc7wUQwSwh4F3E6r9Wn9O1+hmddi7ilU2j4hpZyRljsSV0072yPLqI/wHBep7LhXpUwKDh10NTMekDdB2r6UmnTPy2LTzUZY64Z5HjHH1BUYhI6IODSV5ss7P0Og0rxw2mvhXpblpoWwNqpujboBdZxzXdm8+HL2iW2+kWilfnlL3OO5K+hj1SSo/JdQ6FqNRLcaFF6UKSifmpjI1x3IC3LUwkvqVngwdA12GV43Rcd6ZuXSzeS5rLiXofTfTupz7sil9MIlYWvkmIPJVZcceyOU+j9Slw5cFGL0pU8EvSQslD/AKwXR6uLVUeWPw1rIy3xdMOr9LYqmhswme0cjssQzwg7R6svQtfmjtyTZHT+lptLf1Zksd9wCk9RCbtnPD8OazAqhJgVHpZZUSB08c7iNjfZPMQ7JG83QNbllucjOx/0purKRkTHVBAOoJK4ZMsWezT9G1ya3TY1DiNFxFDSxdAX1TNTcferGcNtmc+i1mPK2X6LCa+DiR2JPqPU4I4jGDm1sV58kkz7Wi02RYtsmPXY7geHyZq+vdUy79Z11yTo+ooNvczAr/SvS0xLcKoGuI0zOCjmdUjn5/SvxHM8iBrGN5AMus7zVGdNx5xXKSX1coHZZN5NoDONOKh/epj4hZ3mlik+xfofSRxLSvBmc+Vg7WpHJzyR4pLudlgfpjBcGYnTuiO2YahdPERHhyrmj07hziuhxhjXQTNIPeraZimu53eBeqTTsa4NJ53WWjrdnYuiooortyN71zaKuDz/AI19JGFYCHQ9KJahmvRsNzus2XZL1PJsQ9MfEuISn5Hw8Rx8nSLXJU6MWr4+9JBBcydjB2NYClMxuTdFNvpQ9ItJrK5zxvrAhqSUTVw/04Y4GtZjWGQzs+llFioWuO5qTcQ8KcY0ckcbBQVzxcD2blaSPJkwrJFnnNbAaapkhJDi02uOYVPzOXF4bpkQQ5Me6lkoa6WKHBVDHshBkA7d0DGJ6pVquTcV9Rdp5s2DYjTW0Lon3815slXukfq/hydxnE9A4aeZOHcKcedLGPJtvuX5vUyisro/qnTGvKRRpgi24WHNM+i73VQ+ZZstMVwdilhpjg6q8k5FfsIUuu5OwrnuTchaGJ7dFVKyp+yMPGMREc0tJUU7HQujuHPJAcey69GPHZ4s+Sa9DFjnpujs+F7Xdjao2C9UltX1HiinJvgMTUu/Ryf/AJR/Bc00+xpyce6I55oDC9sbHNkIs1zqhxse3ZdVGmjGSTlBqBPhNFLUyUrZOkfSUx6QvkBHSy+/kFnUZPD4SM6fDLJGKk39P/P7mfiBqJZa90odHUPf0QDwbCMdhtzXTGqjfuctTFzzOfY0ocaMMMUMVPHlYA0AF34Lhk06k7bPdp9ZOK2qqM7jHE/UsHnl2dlsB2EpCF5FFI3qNU8WGU5O2eESuzPLjuTdffX0qkfzaTbk7I+SrVEsOKMyvDRuoS6L+A10mFYtSVsJyvhlDh7t1zzQ343E9WkyuGVNH0zCYK6mp61mUxSsEjHE6i4uvzc4Tg3FH9Jx6jFlxLcxGjpS4k5XEm+rliOLJHsjayY8iuyaKCCC/Rta2+9uas8WWaqjW6FVaN+j4oqKWi9XL4n5fYc6xLV87N0rxZbpdz5mXQYMk97kYs9XHNI6SWojL3XJJeNV7IYJwjtSPoY5Qxx2xaIzVQAn56L+cLo4TfLRrxV+ZAGspv8AEQ3/AHwpHFN+hHqMUe8gHV1KN6qAf7wfiunl8noirU43zuVEZxKiG9ZTD/eBR6fN6Ij1mBfjRG7FaAX/AKbTf8QKeXy+qC1unr70Vpcbw1vtV9P/ADq+WyexPP6dfjRRqMewsA/0+n/nRaXL2onzbTQkm5HnfpDBxGehqKB3TxBrgXM1A1X2dDjeOO1n43r+sx6nUKeNm9j0gkqKZ450sR/5QvVp1U2j8Z197s0JP2Rnne69L7n5z0oZCCQCQCQCQCQCQCQCuhRIBIBroBIBkAkLYkIJAJAJGCtVnqrLZ6MXcjojoVqJcpauo+5wEllElgZAIpYG0SyjJYEUsDFCjJYFdVFHCnoGaHEBca12Y6Er5HSYR8JH1OoylvZmtAsvrQSPmN8nc8DzdVgvztZfi+uY1baP03SpvhM6DiyEPhaSOS+P0vI45D6WtxqUTkMCYG4lpsCv02ublgZ8XSpLMj1INacNFzyX4S34h+tk1tR5Lxdb14gdq/oPQ3eI/G9Yf8QwBov0KdI+I+R79ym5WSjY4a/8zYF8rrCXhM+j0x/xD2GBgdh+vYv5nklWXg/dQX0HEYnQNfXXcNQV+h0uslGFI+NqcCcjPxWjY2Jz9AQOS+hodTLJlpniz4oxhZyVbUyOoZogTY7L9NDDGORM+Vp80lkow8FL2TvcHbr0ZFzwfbkrimXMRcXsc6QkgC+qxDhmNu5UaOHY9w1FQNhqYyXkausvfCaa5PlZ9HkbuBRxKTg2RhdHI/pTyGb8FhqLOmmxaqPEmZ9LLwyHjpZZA3wP4Lm0kfShDJ6nQUFZwS0gS1Mg8Q7/AOKybTnE2ocQ9HjbGSqefFr/ALmJyW93LLJxf0bt/Tk+DZP/AIpyVV7jNx30atcOtOf4X/ghH+48nEXo1a4dWocP2Wu/BOSr9xm8VejON2tHVv8A4L/eFOS7U+bBfxx6O4j83g9RJ4x2/wDcnJNq9ylVekPg9jbUvDwPZmYFUy7V7mFX8fYfVjoKPA4o82gtb8FZIjVep0NPjEWG4XBKI2RStG4Cxua4MrLGT21ZyOO8SYljUxvUvEV7ANNlbbNbl2LGA8CYjjLg8hzI9y561yWkjuaT0d4bhkQdVRPq5d+5XaS0XfUKWOnMdPhkUXLNluVNpdxl/IMJnEtSy8Q1cLJtG425MT4YqqUUcNEPW2NDW9S3dc/DzXLLKOPudcWdRfJ2/BPAtBX4GyKrpYXGQlxeBqFr6ZxtHbJnUlwab/Qjw1U1Q9YbIW/VGn3Lik0dHqU4pUc3xV6BqrCozXcEYhIyVt3GnkPVd3AropNHmaUzn/R7xXidLjfyfjcckVVG/o3g7XXSOVM88uDtPTnxNiODYPRfJryzpm3kk+qFJM1Dk8IwTijBWvnkrYqirrPadI8abj8UizOTHka4YbOPOH3F3rFFVg8ujeBb4rvGSPnz0+dvhmFiXF1O+oD6E1kTewyE/esuSPRjxyTtm7wjxvXSOmjlLJYRqGvYCuTOmoybUXuK6yR1JFWGhY1jt7DklE0+TejlS6mqYhPTnopWnbZLOv2mtE90jGF5JdbUrR+c181KfAZQ8CEVACgCaqRhckIMhRKMDcveqjXqWaaR8dDiRa05XRMbfvzX0XOSi+JH6XoH0QyTY0PF+O/J2HxYVS3p4qZkYLowbkXvqvmZFpoy+o/a6R62emi8CDHFvFn+CjP+7C5SelffsfSfzh/S48DHivi47UjB/AFj/ovceH1X2C/KnjAj+zxj+AJeiXNlWLqr4aI3cR8YnZjR4NH4KeJo/c15fqgvl/jJw0yj+EfgqsukXYvluqS7cAnHOMzpmA9w/Ba8bTDyfVfzAHFONXH8873W/BHl0j+4j0XV39shnV/GLhZ0ryPG/wBywtTpYvhh9J6vJW5kRqOMHaCQj3b/AAXaGu06/U8uXpPUV92SiaOHjdwubtaechDB5my9MJY8v2o8GaOpw8SyEwh4iYf6XjdFAOY6VziPcBb4rutMu586Wt1EOFMMVskRBquJKqW2hELC34kn7FmekUxDqeqh+MlGPUEbSDUYlNf9ZU2+yy6R08UqOctdqJO3Kwo+J6JhBbA9xH16h7vtK09PGjK1edeo1VxPQ1bSypw6jlaeUkYd9qzHTxi7GTXZpLbJigxXBOWCYaCeynavRL6jx3XJcgl4elkBdgtDmP7NlkiNqGTCoGZqfCqKMgixa0XSilk4rA4FsdDABt7AV9KFtO0KTF5XRtjEMHRjQNyCwHYuPgRbtnpjrssVVgGqztIfTUeXviCrxwXYj1OWfO6inMKCT85S0H8LA0/BTZH2HjZfzlR+GYLNo6mjae1lQ9p+1R44+w8XL+cpS8JYVUA9HXYjCT9WRrgPcRdTw4+w8XL+cpu9Hscl+gx2Qnk2WPL8b/csyi19sT04c2Ptlk7I3ejTEG2MdV0ze2KS/wBtl4subNDtA+7pNNpM3fNRXfwFUsOWWplHcSQvJPXzXeJ9dfDmHN9UMlpjDgWTlUyeZXL5pL1RpfDGGPLbYX5FzsHVqZP5itfMm/Qr+GsDV2yJ/B0/0qiQ/wARW469v0OEvhvB7sifwtURizaiYW/aXRa5vijmvh6DklfBz3EGGVMT4opKp2VrS7ruPbawX0NPl3n53rPT46PL9Ls6l7zJR0JJuRSsafEC33L1YlUmz8Z1qe7LD9kB2Lr6nxa7iQyJAJAJAJAPZAMgEgGshRXQCugEgEgGQCQCQCQDEoVDoyFWs2Kwz0Yu5HRc1qJcpaRnEFCiQCQBIAUA5QIZCjFAMoBKooxT0L6G/wAV0ro6txtsSvz3Rs1wSPt9UhTbMAX0X3k2k2fFo9D4Fw9zImvcNzdfhutaj6mj9X0vD9KkbvFckbKWzjrZfL6ZCU8vB79ZNRgcJw+4yYk4D6y/W66OzTnwNNNSzcHqJcRhoHYF+Dq8h+rUlLHbPKOKLmtLr81/QOiqsJ+O6q1KVsx4mZ5Gt01K+zmbhGz5EFbo2ZcNLYLkcrr5kNZc6R9F6SOyyPhpp+VmW5bp1Zt4bM9Oi/Go9jgdbD/cv5tJfxeD93BPYeecQ4q+nryMoPiv1eg6f4kLZ+e12seKVMy8QxISwEDTMF9PT9Pljybl6Hz8+uhKCRnjDulwySRrbkC9178uqUZK+5y0mnU5bkZPDUFPLXlk1iewL6UJKcdx9jlKmXeLqWCCltA0i7T70jXeRmCaZ5lLQVLXE9C/+VTxIS7M6NUM3Dqx+raaU/wlYeWC7s0ov0JThFYAL08g/hKkdRifqHCUQHYbUNPWjI9y6p32Obml3G+T5wNI3E+Cc+pYyU+xvYBwPi+OsLqJsdwbZXOsbraimcc2eOJ0zXm9FPEEDi2c00bhuHSrXh+xyeuxrsiP/Rni4FzU0AHaZif/AGqeGPP4/Ymg9FWNVML5YKnD3xs3IlI/9qOCRpayLV0YGLcG4vhbOknhD4vrxuzBZcTUNXjbpmbBhNXO8NbGWg83LNHZzg/qj2OowLAoaWoM9Q4OMQvvzVZiUlLhFTiWtkqKkMLiIRyHNRMuOO3mhcHtp6jH6aOqHzecdU7LokWXLs+oaSkgpaaNsEdmkDZdEi9yYwtkuGA25rSMSVEUlAxw0YFqKT7mUef8dVVTQSGOkic4Ea2C4TntdGtrZyGE4jVtqal89K9jpGWaRH2f9N8l87qGCeSnEy16M9r9B3FJqqKXDqhj2TQvJa5wIDmnbyXfTaecMfLOkHGPY9epZ3yFmZ/RmM6/tLpufY6eNCXFM2Y5AYSXka30TubUW+x5Hj/BRqaiavmmpoHMeZG9p1uvPFOLL5XJLljceUdJiXBsRqqcVDujLGHsNivU+1nJLY6Z8h/IdTS4jXRtiOXKQNP2gVzTsSaXqYhwiraC4xEN7Rqt8mPERPimHtjggdBE4Eg5ie1VJm0zp/RhhZr8Ukjc4Maxt3XC0keXUQWTub/pKxV8FSzDqdweGsAOUaKSZrBiWKFo5fBIZXvcZGjKN7qJWY1uTw8dr1OgboLDZbPy0nbthBCCSgFa6EsbZC+hdwygkr5ixjmMaPae91gFuMU+4UXLsdDhXDWEVkj2S8TYdEWC5zOsklFHpx6TJLuitPh3DEEroncS0znA2u3UfYqlGrE9HkXZBxYVw1L1YuI6cu7LgLTjFostJlX1JE/FWAQ4FhMRpcQirY6gNlJZazQDovHNc0j9H0uLwYJWu5Q4Vr8PpcAp48Slp6eaNzmZSQb63vp4r4mr0bnKz+idF6vhw4VjlxRsR41gIFvX6bzXk8lkfofXl1zA5feStxfA5DZlfTH+JTyE/YfOsH5yVtfg7vZraY/xBR6Ga9DcesYJcbydklBIOpPTu8HhZ8nL2Oi6lifbIiVrKY+y+M+DgVmWkkvQ2tZGXaaDEEV9Mp94WPLSN+YX5kL1ZvIBPKy9ivVRjy5FDFa/DcIiLqt4dJa/RtNvNfR03TccuZI/P9W+IfAW3C7ZxWJ+kHo8zKIMib/qxbzX2sejxYvtifkNT1nPmS3v+xx+IcW1dSSXSPN13pLskj57vK7bZjTYxPJe7z5rN0HDb35Kr8QmcfbNu/VVSoeGpegIqpHHcrLa7s14Vd+Am1UzRck5e2yKa7GvCl6ErK6T6X3/AILanFIw4Sul3LtPiFiCSsxl7GJ45r7jbw7EmueOsuiTLtkvuOuwmcVDsznXazVxIupbJTLOKYtSYc7LI68pFwwdnao2Xa/Q5bE+MX+zAwAfFYlK+x12Nr6Uc7U47iVQ4kPlt2ArKlS+o3DTTlwyjJUVpOZzpted1PEidHoc18Ij9bq2n85N7nKqd9iS0c48MlZi9azaomHiVuzk9NP2NCm4rxKIAesOcByIVU0vUy8EuzRu4b6QK2mcOl1HaN1XkizHhuHodpg/pIo6wNixBgc06dYajwK4S02PNbZ68HUc2ma2SaXt6D8TcW0eDmJ7IDNTyi7JA8aHsK+ZLp0N9I/TY/iXKoc1f/v6nMS+k6P9FRt/icukemY75s5T+J8+36a/5/8AspTekuZw6tPGP+vFdV02H4TzP4l1L7pf8/8A2UpfSHVOBtFH5LqtFjXDs4y6/qJO3X/P/wBmPW8UHEZ4zW00UjG8jcfYu2PFGB8vV6ueplukdLhkglwqjc0WaYtB2dZ2i7x4fB+W6u7yJliy12dny26Y90M0JAJCCQCQD3QDIBIBIUVkA1kAkAkAyASASASlgY7JZpDAq9wVa09UrDO+LuBRc1uJcpZUZxEgEgEoBXVAroBiUKJAMhRIBFAMUbL6Hp+N0MFdeQHfVfzjSajJpWkft9TghnVnP0vDsTakOc/qg7L68+rz2UfKXT05naU89PQUwDCLgL87lWXUztn3MUseCG043ijFxOXMDt1+m6VoHiW5o+L1LWRlwmVeF4QypbITzXXqs28TSPL06C8Tez04yxuoy0ncL8TGMtzZ+oi4uFHnWPYd01U4tdzX63pmqcMdH5zX6ZT7FLD8IHrDS+TYr6Os1zljpHkwaRRlydBirYoqXI03Nl8HRvJLK2fVzxjHFwZPDlOG1+dxAN19XqeeXg0eDQJLLZ6fFJGaEtzcl+Fakp2fqvGpUed47hgqaxziee6/X9O1rhGmfn+oabxXZmjBAXWLjZfSl1Sk6PDHpi4s6OOhjpsHlbcewV+dyajJlzo+5pcEMUDyegmZR41JK49UOK/eYF/BicZy3SOrnmirXUj3gFuZY1Lag6NKkamKerRMGSFjvcvzeCObJOSTOGozqCs1+FpKOdrWyU8emmy+f1PHqMXqejQaiOU6atwmiqIfm44x4BfFxarNilyz6s4qS4PPOIcGbTzPyNbbwX7PpnUJTSTPzvUIuPY5WSMmQtaALc7L9Em5cnxceXInwzJGKvocZDjNLE1h3jNltM+5p8cckbmVcVxIV1c+aSuqntd9Z5ujyNHbbBcQjwU3SQOHVnl97ynisUvymzQYnQ02BVUDKqrjqX7ZZnBp92ym+y1jaqSIuHMXrnMlpZKmSSB9xZxvZXueDVbIK0jV9Tu3V5Q+ZLWutsSUw2pJC3QWykpJHo0eWcpcnKYmC+UW10sspcH2x8AYXY5SZ3dGOkb1zy1WkzLPtvDcAidQ05jlEpMYNwe5bTCZcHDzmstG2y2mJIo1uCz0zQ/LdibqMRjyeFY27EcUxSqZh73xzxyZRexaNTv8F4ZXKR7IUu5q4PwxxO2lNVV4nT2a24ZHFe/vWnCUu7OrywktqRu4NW19O6Qz1Lad0QFi5obmHct7ZNUmcnUPQ2abj2CCaVldiMRawizw/wDy7VNtcMeO3xGJ01Lxvh/QmSXEqV0ZHVu9YbPXiwZ8n2gv9JPCgklZU1UTgW5QRc6qepqeizQjbkWMNnpsT4akkAD4A8ltxyXea+k+VzGXJxWP+jWmgw2XFnVGfpeu5gGgB2suMEbnBMy+G+A8NxCUMfFmicL3su5x8GyThL0e4dX4xjtHV0rZKejnDIg4eyCLrSNN0ddS8BYTgcTzSUccTTqSAtcEqz5+9KmBOpuJ5ZKKz2G23JcpHT/TMHC29AyRslw9x2ISJ8zqX8tF+y0fnR9kA9kILmhaYtb9qMtcFLH5pIsHm6Nzmkm29rrXZHs0OO8ibMXg/HKXBah8tRSMqXPFiXi9lwlbP08NqL9TxBhskhl9QhBJvlyhS32ElFlabGMIncz+gRxkHUjmqm0b3Qao6WLH4sXwquhgjEUdNSi1ra9YKXTs1CvsfY8t6WeQG5c4k6m6vD7nObUXwxNMo3z/ABWnSRfpq7sIyS20usWFJewxlnHMj3qqma+7hBCrqQLZ327iq4xFTXYNmI1kerJ5R4OIWHjjLijXjZY+tE7cdxFp0qZh/EVPAgaWpyfnZsYDxDiUlYBJWS5GtLrFx1TwYI6R1eWPCldkOM1dRUSufLI5xJ5lTdGPY6Q0Msn1zZlRw1FQ+0cZPgjym8eimm6XBK/D+iH9KmjjP1S7XyWd8n2NvDjj95EPUGbvkk/datJSfcm7TY+3IJq6YaRU7j3ucmxmXrMcftR0HAeEniXH4MODA0yOHsnYX1+F1uOJS7nN6yM39p9AyeirhL12npG0ssbhGZJJOmdmdqABz38Fp4YI7ebtVGJaxX0RcG1VG6OioHw1LAAXR1hzC/M59NBrbRSsdcs4bs3MlA8y419ElNhEcTsLxhlTUP3gc0Aj3tJC8k9RHG+D6uh6Vm6hHdNUecTYbWYZWGGqicx/K+xW8erU/U8+r6RmwPk7bhaYtoKt5bZ7Y82U9o5L0t2rPjtSUtpSqaav4snwumpKcisiiLJprjK673FvLTcryTzVwfX0GilllbXB7h6Pf/D5hUcMVZxNUvqnnXoIiWM8C7c+6y64otu2cdRkjjk4wIvSx6PqCXhnFGcO4LS0NTh3z7ZIoQC5rRqC43Lrhex4oyVn5rFrNRPO36Hyi6vmD9LAeC8ssEbPu+bypdwhic40LWOHe0KeXVcM0tZP8QQr835ymYf3dFnwfZnRaz3J45aOQdeOWO/ZZ34KODj6naOfG1ukTx4eyo0ppcx7C0hc5T29z0Y8ePUcRHbh80cozeFwotQo9jq+kqXBq1NBUVmEupYg6V4Ic1vYuq1Ea3M+VqtH4Dopx8D43IwPFLZtty4LlPX4bqzxQxt8hRcDYm+QMyxNce2QLo9YoR3HLxE57Tco/RLjNSxzmzUrba6yb/BfMzdfwY3Uj1LBKXYxMW4HxDDpRHI6Jz7XOUnQbdi+jpuoYtRG4o5Ti8X3G7hETocIpIn+0xrmHxD3BeyLvk/PdVdzTLYG62z5cu4IQMdCCQgkAkA9kArIBWQDIBIBIUZAJAMgEgEgEsgF2yGkILaBUrzZq5yPRi7kdCdCtRLlLaM4CUAkAkAiqBkKJAJAIoEMhRigEVGaN+lx6RjQ2Qm4XwM/Scc3x3PrYepyiuS0MfjGpBuvK+kN8HoXVEuUUK7GZqi4YbNK+hpumQxd0eDUdRlk7GWS4kkm5719aMYqO1HzpTc3ci/RYjJTAaXXh1GkWVUerBq3i4NRvE07W5SDZfN+R4/1PdHq0kqK82OPkdfIvRj6SoKkcsnUdxG3Fy03Ea6S6Ypdzj55gVeKvqGluUjvXTB09Y3Ynr5NUKhxJ9MQSy57VNToI5lUjOHWeHK0arOKXsGUNdbxXzJdDxvtZ9FdYceWRux8OcS5hXWHSdvCMT6up90RHHjm0j0XRdKXqcpdTulEirMelfTSNa0gFpHwWo9Jhus1Dqck6Rw1VllcOjFnE2K+zjg4R2ntWZ1uZoNrnRYVAG+2x2qmSO5UzrHKpRNqSt9Zga4G4IXjx6RRluifF1eWbe1lnCsRdRvFtlw1ug8dfUZ0eqenZvN4oc1tmkr43yWLfqfZXWElwZmKYz62Dfcr6ek6ZHC7R87U9ReQwJHht3O07V9tWlTPl3vkcxWYa2sqnyGW1zpZWz7unzPHCkRnh9jhczFLNPV7SSLhtrh+fyjtVsytaVpsHhY8NjqBI7XTsSkenFlc+Taw3DY6NjZNSNzZOD52q1Lc9jXBrjFsLAAkgqrjcjb7Fpe5jymGXNk8OMYKKeWMwVhzm97bfBRs9+nwKH2mXN+T+fM8VbSdrt/yRJ0exuuGVXtwN2rKiZhvpoo0zPB7/wCjP0qYHhtJBRYhUvBY0MD5AeXetLsKPccB4jwjHYRJh1VDMD9VwWrKXsaaxmF1D7XDW5tlmy2fNHHOLYbhGJF0cYDqkZswNtVyl9LtDk2eH8ZbjPDjXUr8stP1XtbzHI/9di/OanX5oZJJe7Pr6GOK1uKuOYO3F6MxyucCWkBwOy9ml1Tq5M+1k0ePKvpR4Lxfw7W4BiGSUufC72H8rL6scsZcs/OajTvHJ7SnQmunaI4hK4dgRyxl08s67HX8OcIYrUSCqn/o8TOteQ2v7l48uphGaUT2+VzTg3Nn0l6NmF/DE9MSHERnwvZfUj9cLR8GUXDJTOt4ephiHDNNT4sBmcwNMa5K0bogwjhyqwetDImRuoy8uaQ67mgpbKuCpwZdvFPFTCxoaKlh77ljV0jyc2rOjxaMS0r2WGostPgq4PIvSRwc1kkOIAhkJbZ9guXc2kttHlvE9BTxMjdTgabuOi0qPn6yDyR2nNitw6F1qqZx7mBU+Xi0H+4yQYxgjdG01XIe7T7kOz0eD3F8uYYD1cMqbd5UL5LTr8Qxx2jH5rCZT+9/3SyPTYFy5AHGmyGzcIA8Tb70szKGlrhsKvtiFGIXwMiZubK7n2PNHURxS/hmNS4DTSMe4tuAfJQ+j5rJs3IkOA0btOiThcnj+aZV7ADh2kJtld5quqsS6nNK1RucOYJT09DjBj/w9i0/vhcm/Y+xotR5nE3LuZ8MFLG0tZFHfsygrUU33PjZc+eU3EnbTxO2gj/kCtUc1kzpWmC6kgJ1p4/5QrwFqs67sB1NS21gj/lTgPV5/cA4fQvGtOy6UiQ1moulIB+D4e7QwNB8Vlxo9Mdbq267kJwHDHOs5pA7nhSUaVo6rW6pPmBdPDVDTUk01E8ulta2YFeCeaSdS7H6TpUJ6mdbaMf5LmmqxG6N1ua889RFc2fsodIy5Gk1wbWK4DFBh0IfU+qNdoWtPteKukz+JJo+f8QQyaHHCMfcwW8P4U6+fE2t9119De12Pxq1Msj+oGXAMKYR0VfLMexlO4rKzSbpnVfWnXBAOHnvefV6OqeORkAYPtXZZF6khmxw4yHV+j2jqMFxmWs6B1NMyEmN/SBwvcDs7CVyy5aVo+r0rEtXlca4OyruL8UlD2tqTE51sz4iWud7/wALL5c9VkfB+603SNNCLlXJmMqHzvL5HOkc7dzrknzXmeXJI+xh0uNQVRRo0rn6BrDbuC4uMpHpUFBcJIs4hhTMYouhnhOa3Ufl1aeS64lOD4PDqMWLL9Mmcxg9HJT1lbSTANeWBpB23Gq+9jk3jtn831Wn2azZF8HoPClHDhbKSDLG0umsX31k641Xy55LzKz9fp8HhaaWzuet+l7iv8kuDPWKA2qJXNjhLdbX1J8l9zFKO0/BYMblqJOXc854W45rfSJXxcOYwRSslZ890B60zct+se8jYLSW+1E8+WMcc26PF8ZwHAqHEq2l9Urc8M749WkiwcR2L5e7M5tPsYz5FBJomw7DOGmsaZsPqna69R68uonqL+iSR0x7Zq7NGen4TZfoMNlBt9KJ51968kPOSdOSOkowX4irfBWu6tIG2/8A45/Be6Mc6jTdniyJykknwX6WfDpoZmQsAc1ty4xEW815cryR+4/QfDumyZdT4d8HM/JxkrHBkrcl7i4TxkoKz+gLpUo5Zf8AvodTgGFNpg+aU5rkNFtu1cMmduH0n5P4m0UsFS9zpKyoYykcxg0A3C+RHDknk3M/MOUYQqzlBUBlc0knftX6l4H4FH5xZqz9zusIxiOGIXdpbmvx2u0M3K0j9Tp9XBRVmJxUWV9c7IAR6m9515tc0/ev0/RMUsWP6kefW5FmX0nGQRAUAtu2R7f+c/ivuPJJTSifn+owSjFy9EAGnlqewLvLJGMkpHyknN2kF0Tux3kjnH0Z18vlfaDHEMh2Y/8AlKu+PuPLZfyMJtNKf0Uv8hWVkXuPKZ/yMMUVSRdsExH7hRZI3yzS0Wo/IyJzculiHA2IPJavng4vG8eRwycDOAAFt1Wcou3yCgsSAayAVkAyFGsgGQCQCUsCQ1wCheBkA6qIU8Q9hYfc9GHuBh+xW4msxdCjPMJAIoAUKJAJAJAIoUYoBkKJAJZkU2W4BUXPtX8FnelyfU+XvsEeH6gHZyy8pV04kZw/Mdy4Ist8D5aEeHZx2kJvJ8tBOAzAX6w8VXKlaJ8uKsmFys9qRvmiysy+nUD8nOAv0rfNa8VnOWgYzqIj9K1TxJGfIsc0Jy36Viqm2R6Foi6Al2USNurZz8nImbh0jgOuy/ipvrsdFoJy7EwwaoIuLHwU8RmvluUE4TVN+jfwVWW+5ifT8ke5HLhtUWO+a5LPicmVockZcnMMp5DJax0lyla32fY8JuKRr4NhT6qmcHtuAbFZ32cvCljfJtUOCT0gLWsEjN8p3Wouux6npYZKbL1Nw9JWvPRxOZ3FdN1nDNoINcBHhDEi4iNjbeKiSR8yXT5J8EjeEK4DrsBPio37G4aB+pUxHhCsdF1I3XWeWerFoUu5zzuFsSbLboHWum090cEUi5Nw7U0tKZ6hjmRtGpITaPDhHho5isknqnGKlaWxjchaUTKjj9jUwPhGsrIy6nhklcTq8DZXadeEuDrY+D8TyhjaSTTS6bT5efSym9yLUXAOJSAEwNbftVR51osrdpmrhvAMkLx63LFHGDc7XKtH0dPp5x7s6GXhvA3sa2VsDwBblcrolweppp0yq/hfhuGWOVtLFdhuABe6jRDb4SwTAqqpnNVQ07he1i0aLDRpGhivBFDRTDEOF534fWM61ojZru4hNpbOmwDi59fw9V02I2bWQxlsg5HTdZfBUfKWNYRj3EfEczcj46dshDXyaAC/JZqzqpJHqPBfDBwCN8kmKXMjMr2NHVXmz9OhN7vcniuDuJ0slBM2nvBiEbmnVSPToxXB7cPVZ4zlMcwuHFG9DVVOYt5lq6x0/oal1aMnyibAuFsOpmBxq2gjnkWZaZnXH1WEfQ3Kvhylro3zS4qwwMHstFgPFY+Xxbszk6tJqjpeDnvoqCZ9M1xha02da117ofQtp8jJNze4lwzGfygpJqOmqXwyMIu5hs4f9a+SbS2dBw7FVYRJmmrJ6wAWAmde3gm0bjFw3iKGj4v4hmqcsUTyx9772BH4KRiSzZk4lFXhstVBC7oWi93C11pxFlTDOIGcR0ro+hilhj6pa/tU2GlKjkOKeBIMSFTPVSsp4/oNYbALO0zOmmea1/AcFJd0VZE/su1U+Rl02afZmbDw/nkyRysJvbQIco9PyP7mbUPAlY9oOaMX1F1aOnyuP5iX8gK4i7XxH32SjS6VH3BPAtY21zH/ADpR0XTUJ3BNU02GQjuclE+VxX1GRLw9NhNaYpcropBfQ3so0fQ8tFYqNGm4V6WFtRJK2KAncnVcMuXwoufsefRdDWrzKHoy4OE8LdtiEnuAXzpdVa9D9N/giDj3JabhihpWVLRiMtp4zGczQOd1ldRc3VH0NL8Jw064ZnN4FoRLnGKuI7OjCS1zRzh8JKbcjSpeEqJpDfXi4/uLPn2+5IfCixJyY2KcMRUsIkjlbJ2ttYhd8eq3Hi13w/HHHckcZjNA6Jhe1pHuXsjM/PT0EdtHPzVDoo3Ft77A9i6qR8x6RxlwXoMNY4AyM6Rx1JdqqznLHnuocFkYZFbWKIeLQt+h1jpdVJ8yNSho4YcLnDI2BznbtbZfM10VtR+3+GMGXFmubvj/AOShRUtRNVDI2xJtdfDyNdj+tYMsVXB1rOGJcRpWwufGHs1GfUFd+nzWKcnI/I/Fehl1OMVjdU2PHwFUAfnacW8F9jzEKPwUfhfPf3kh4LrGHSogHgVyeaBr/C2pb4kD+R9W1wcamEAb7qePEq+E87mm2V+I6GDDnUvq1Q17XtyzOabhuoJXHNk44P3HRunw0z2+pg1OL8MYcGueJ6l7Sc19j2aLOHFuPTq9WsCkYVRxfQuqy+AzQQnaOMC3xXojpLPnvreJxjuOkwPj7DaOSOUwySOYNGy2K3HS0znm6zglGlZsy+m2jpw9tPg8bibXIsBovQtMkrPkPqkFLuzCw/FmcQY1U4kyEU7JY75PqgD7dFtxqNHy9TqIeMpne4fw++sgntVzmOjzuaMou7UHXzXzo6fdLcz9bj6vDRxTrho3eIuKcLr+BYaSrjdUUjTHTt+aLnvdoNOYvrqvoxxpI/LPWrzEsyXDOP4fwXC8F9J9PT4cZIpYzE+JuY2cN3A+661ibjJtHOWphl7ruzS4pw/CKvFKqeSWWnkEjs+SxDjcr5M9YlkaP0Mfhta3CpIhwzBqEQ3ZVyuHLqheDJJZZbmyR+E441tk+RTcOUEl81dML9y6Yowj6kl8KwfqQHhjDLEOxGYe5ehalxlS7HDJ8KYlt5Zn49hVBSYaY6CZ75Hmz3Oddc9RqIzR9no3QIaXUb+TBwTh+asqHgShoZrftXi3qfCP2DzrBHg1OIo5cMwymaw7yEH+Ur06PApSpn4r421DlplOJzsmKTviLLkcl9fyUIyP5HPVZJIqhz75rEntXr+mtp4/DyN7iU1M+gu4DsXGWlxy7nZzzLsaeC1sXrPR1ryHSQywgnlmDQPsW/DjFVE+rock39xjML+jeH7iaQG3bmKsFUlZw6pGVWzqeFa+OhpgHQxuLyXF5aCbDlqvj6/UN59qP6L8K9O0uTQ+LkidfhuNUlTQNnPQMfzY6KxHwTwptXZ9F+CnSgqNGKrgl1jdTAWGYkDQn3LDxz9zoli/IiY1+GiIO+UIA7mALWWMqlB/cXFtb/ligxCle4Mpq1ksrtGsa7dc8rlGN2d57Y/gPNuMsPy4pUTRgMLjmdGORX2dBl8VH8z+KNCoatyx9jmmkXBK965dH49rhjqkoFCi07UA10FDIAkAKFFZANayyURQlDGypaB3QqFbRaQKmI6R+5c5Hpw9yLDjdt1uPYubuXlGeYVkArIAUKJAJAJAJCjGyASAYoVC5qMM9+FBBf2AvIj9rQYoYP1bfJasm1D+oU99GNB8EfPYbUjLx2spcKgzOja5x5KqFmZHEYvi7KljshLb8gV6Y46jbOVnO9KC4E6+KUiNWTMlb9UeSImxEhlFtGjyVsbUB0+uoHklkcEyN8gzbBR0yeFEcvbb2RdEkjWxDsne3Vj3jwKUhsRM3EqqMdWQnxWXFFUUjQpOIHNGWpga7vCzsRpu+5gU/RmqcXNGaSpaWjzRxLHg6rBHRUMVZFJFdwebE9ixs54JNKfcKtxOJsV4CM45r0KKSM16Ge3Gqq92yuHgU7DagvliqO877+KWUF2J1R16aS/7yWKQzcUq+c7/ADSwoolbilVznf5pZaQGIYnU1lE6lmeXRk6rLfIpJFLBMPoBVsjrC4QH2i3dbTMPjsex8PYHhT8NacKme2LnZ2q6KjDbZqDAqdvtTTH+NKRVJrgk+TaSMavee7MptRDLxSmpHwSNByGxAuVaRKOCkxKgw6Z0dW7NY6kOuo3yUnqayjcxklBMHsduA7ZBbNnDjCxnSQVBY52p1WlRDXbi5hjsZsxHerwDGqeJoaN1RI5w6/tLnJI0mzznHOO6B9cTHK4W3c3a6zwilV/HkHQ5DUuyEWso3fcUXuHuNAyZroHZ2/Vdqt3xRGmz0HAOJKXF60xdA0PYLkEbqxSJdHfUbYHNt0LNtBZbaKpWeHek2LGMA4jFcwWopHZsjPZ8CuXK7Gr3dz2Xg7FKvGOHKWpgpomxyx2tfuWoh8HD4JUy4FxxPEGgOmfkLDt2hUzR6xTSVr3uE8bGNtoQdygo8tiwutxH0k4i2pjY9kbWyZCdCL6aLKZaPRJIsQdSPp208AicwtyhbFHnnBlVWYVxLU0TY7PeSC07AhGxR0+G1dbjfGE9PWMy0lM0Cw2c5YYoL0jyYdgtPBV1NJnjHVytWXwaRm8NY3gdVAJWUMcLnbB41VSRzl3OtpZsPmaCWMJWqRqiwaXDXj2Gi/elIBR4XhZ2aCfFTgEjsIwt/tMZ5oH2KWMcMYbW4fKyniYJg05Xc0pNEbdUfPmP+t4fPWwSTSlsbSAzey8OodRZ9rpUts1RyUOL1AYyGziTYE5CD5rwOEHy0fpo6jInRd+Xs7X9OyYy3tsbAAaLm4r0PR4s5Ko9yzh+L1cVPmjmEWc3LSLry5Ixs9un8WKqzoeGuIXRYq04nK2Sn7ALarhOC28GsiyuOxSo651d09S+aKMmHKSAexa0M3LJtkcerYVDSW3bKmMtpnYS6Zga4yC1uxfpVjr9j+a77bVcnl9bEHUtTBG0dJoR7jdbSSM7PUs0tdHJCC17e0i+1/8AstJr1JJKPLQZrIgdZoh/GFbQtS9DdwXoK3Bqiz2vcHixBuBovHq4x2cn6DoLn47r2/8AksUtMxjBlGoX5bUWpcH9N0yuO6Xc6vAqOprHsjpGPfIeQ+9bwY5TPFrdTjwLdk7G9XYLW0cLpJnR9VuctY+5Avuvb5aaVs+Rg6jiySpLj3Fw7hgxOonEz3NjhaHOtvYn7lvTafxZNMvUda9NGLiu5Qr6CYSTugjmfTsuQ8tIGXkfJcp4ZRlJL0O2l1scm1P1PF6ivkPENXRyPJjMpyg967wxuUItnNZvB1Ul6EGLcNGrpHS0rz0xuchG9uS+rp8aij831jVbsjguzOBlifBM6ORhY9mhB5L2R4Pg7fRBxl2Xc28UKk16h08RmqI4y8AOcBfsuVq+DM4yk0z2PBMDjoqymiw+UVVJK0xOkIIvcXv4L5ufUuDpH3YdGlqYRmjtH8WQ8MxVPzgEssjg0kE6BrdtN/wUw5ot8np6j0/JKMcdfSkbXo2r6THKWrqqeJ9Q+Nrmm7AGRmwLSO09y9TnF9j4GVSxLZXBgVUde30pYdVzUTKaOQGYakuLGtvp8bhdW9sPpOMZKUlxwcBj+LPkqpmvzNJlc6xPa4kL81mwfW5H9N6XqYvTqJ6DwZSMrsIjlnrYadl8tiMznHuCYcKkjjqtdPFysbl+poY5hooCRHM59nmMgtsSRbUdy65NJJK0ctF1NaiVbSxhuEmXBpZ/VXT1Ly+NrCLEeyGu8AXa+IXXDgfhKzza/qMsWqUYvhUYGLYDU0dOyWpdADmDejbIHPF+duzRfO1GBp8H2tF1SOXI1RZwKBsUZc0brlhxqPfudNRPetoOOYZ8p07GNbdzX5vhZfS0rSmflviDFLJp9suUZcPCYb+cjcSvsvJ+p/PY6GMuWmXIeFLjSMA94XO1d2d/JpKkgZ+H6OjGaqbeQ7MaLk+5dIyv1Ob0sfVMzMTwKFsAxGraKKCna54bIOs93IWW6iuUzrixKPo/7EHCfDhxDBG1UsTrVEj5WAD2esRqucs0UTPpnqMbTiyPHcIbQ3jnPRUwjuXZrc9gvg6pNz3w7n9L+GNmLp7x5UclHPhsYI6SfLfbpTYqXqH3PZ4Ok7qQb8Tpc7zTz1Eebkx91VHL6mWtOu0yamxqGKn6FkbpNbku1XLJpsmR2zePX6aDaRbw3G2RYhHPHTuE7DdrgwkhYnpMko7Wzo9bpsmFzl3OlxPDa3F8lSGvbJI0Xa4W1719jRReHiJ/PuvzxZp3Aox8E1OQGV5B7Avoqbi7Pyb6bGrSBk4Ql0DXOJ52V8Rmn0yC9CvUcI1UTR1nn3J4jOb6bH2KJ4bqr2zEHvCu8z8u/Qb8msR30sniE+XL2G/J/ENrap4hPlv6A/IGIjdvkniD5b+hG7AcSH0E3j5d+gbMAryOsLKbx8u/QT+Hq8G4BLfBN5flwQ4fqyPZffwTeX5cJ3D9UB1swTePl/6EXyHUh2zrJvD6f+gjgtUOTvJXeZ+X/oVa3AaxzbBjj7lN1m4aJxYsP4cxBjNWH3haUqLk0TkWnYDXN+iE3Hn8hIi+Rq6/5spuQ8hIH5IrgdY03IPQSF8kVu+RNxPIyA+S669jEU3DyMhxhVcd4xZNw8jINuDVjhfLZNwWhkSNwOrdyt4puL5GQLsErQfZTch5KRGcIq9sh8k3IeSkJ2E1YGrD5JuMvRyRFJQVTRrGfGybrHlZLln0F0bvqlc9h+m3DhjvqlTYNwntc1pcWkW1UkmlZVKzzLj+f5zOJMw7OxctPklKdGJHAMrC6Qgr6Lbumcl3LTHZlllJmLIJQVAMd0AJBKAKxsgHAKAJoVTAsmqtgsUFKJayJ2gLXArGR1GzSNbiWoFNIWtABcL37VNNLeRnIRVRfO4X0XVvkhcadFlsErSoCS5QDtuhUStQojsgFT3Eqt0Ro6nhStnhrYoBWGmp5X5Xu3AVUjO09PjpsMd1XcVMzdmdoKu4UOcNww6u4oaB3yMTcKKNbw/gFSy0vFLG359M1Nwo5XE/Rtwi9xeeKmOc46kzNKzuFGNi/BPD+C0ck9BxG2ZwF8gkBWlIUczFXNYBkrrgd62mYaJDioG9aLJZKOI4yx6V8rqWCbNGNS4c1llSOKf0j3cyToANysG0ju+B/RrjPEbmSyxOpaO+skoIusk9TS4ppaLgzEJMLo3Mq6prdXsN8q0jSkgeDcYOH4tHUumMnSgB/ctwZzmj6AwfFW1FOwtde40N13OaZznpLqZ6zCDAIw5pOt+S5yR1id16KWNpeC6GGQgPawAhZTLI6SSkoHz9M6FhluHZra3C2QlfVwRsJc4AAXQHn3DuJ01X6UMTMEgcw0zQSO0OWUD0sGP6y0CjU01KC6VsbOk3zW1ugOS4cM0GKVhfYZ5CVkFb00QNq+B6sOfke0ZmO5iyzM1E8HxfEIuFKqnbR4qzE6WRt3Fp1Yezy1WFIrie7cCU3D+OYTTyx4u+WpewOcyOWxZ3WV3Eou4weGMGfkxHGqumcOUhNvOybhRit4o4DEuUcUS5u0u0SxRaEeF4383w3xUyeoO0ZkBPglhogpcH45bjENBHJGyF97TSC4sE3FceCXiP0YU5wysqMcx31fEHNJDmhob5FcMkN6aPVpNR4ElP2Pm2vgFPK9vyjG9oJAeBo7w1Xl8uj9A+qpQ3UZjqp13BlRntbZv+a0tKu55V1xtOkb+DYJXYpMQyV7Ixu4RlxA8L6qPSxJ88yI7Gn9FtbWU4mw7HqWoHNvRFrgewgnQrUdHF9x89yJ3Vm7TQYxwxQOixCmGJ0jGFvSQnJLEO8HfzK809D4Ut0T3LrWLVw2ZVRzLsYwhsHRyNxwMuSLxNK7xy5X9MFbPI9N02T+/koGv4Y6TOXYyHf7EfgtbtX+Unk+nfnBM3CD3ZnQYs9x3PQDX4I5at/hNR0vTVzKZJHLwnezaTF9dP7OPwWd+rX4TS03Tm/pkb9HX4Rh1G6ngw3GGNkdnuaa3JcM880o1kVI+nosGnwy3YXbJafFKEtIZR4t74R+K+bPDbtn6PDqJJUaNFjzoG5aWixINIs6zWjMPNYjcH9LGT+J98bOhpuNGup4qarwirdFGzIbM1IvzIN7L2x1a21I+Vl6X9e9Ov1NHD+LIIpZZMLpYWUzmWEYGrXCxuTudeRUxamOLJa9ST6R4sVvnZRxLHMQrGFstS/LbVrdAfJcJ6hzlI9+n6djwyi0jwXFnhvG0nWLG9Nq4AXA7V7tJ9WNWfH6o3DVOjvsawCWip4XUBxqvpJmh7Z6ERvtfloL3X1sfCPyuobyZi5w/6KuHcYoYcQxOtxSGeW5dDPlbI3W3WFlbPI7UnR1lL6NODsOoal9FS+v1zIi6KOomawPI5X0shhykVMKwyopwyTEKbhHBKcG13F1XJ4AE5b+F0fY5zUpx4ZLiDqN+OSSYaWmnc8WLY+jB0sSG8tV8DWXuP6V0T6dGlJ8nF8Z04qZZYpJGgZ3uiB3vvb4q6XG5M8/Uta9JDbV3yYHDnHdTw3UNoqHpG0z3Bz4Yr2v8AW1X2ljUT8Xk6h4zfBqcZ+kbF8YpZH4fM6KhaDHLO0XkaSOwWA8VttdjzwnuOFrcV9coqMOgyTRAtfIb5pOy68ObGu5+l6ZqZR+k9U4CqMuGUlQAHFpB6wuDYr5bm8eQ/WtPPptqZ6FU8Wh87JIaVsfzmZ4OV+Yd1xcL1S1qao+Pi6JO7lOzka/HauGI0UUj3dLIH9GDY6bXPZoNF4Z6yUeEfZwdLxJeJJ7qKJdiJeOrStO3WubDvXBZZ5D1SyYMcd1USUNTiE0phpqzD+kB9gDMfgV1x4m3ycMzxOKplx0XFLJWNjnomOdt8278V6cUNsj5+pnGGP3LgoOMHMJZi2Flvb0b9PivoeV3/AFWfmZ9QUHxiK7W8VmJ8rsWwtkQ2f0Tut4arotD+pwfV6/0jE9f4rrK/oMHrqOtqb5XvjpiGRjveSR7hc9yvlNvqF1jI+FBDcZP4pwVlI2rxmmldM1xLRSgBpFu0lTy36l+bZfyI1eCcIxXiDhmjxGo4grIOnDj0cEbA1vXcNLjuWZYvQzHrGWnGkdNQ8H4dE/pK50uJT2tnq3ZwPADRax4IL7jnk6rrJQ8PHJI1WYDhbPYw6lb4RBb2Qs+e8uR/dLkkZhVEw9WkhHgwX+xNsTDnP3ZL6hTEWEEX8gRpG/Gmr5MWop6SPiilBZC1vqsl7gAXzNt96zSPVhyzemlyafT4bDvUUo/3jfxXRQSPFJKXLIJcWwdt89bSjweCjjZmUm+EVvlbAQT/AEyD3X/BXaW2I4zgbt6uE+4/gm0nJGcQwJ5v6xD5H8E2Mm4Js+Dy6tqIT/EmxjcG2HDHG7ZISe5wWdrNbkWGYfSu1DWkdybWNyHOE0xv82FCgswiBpJ6NOQF8mQfq0oljjD4B+jHknIsGTDKd4N4m+SUxZD8j0oH5pORYDsJpjtGLpyUTcKpxvGnJklGH0zBYRjyV5CI3YZTvPsDySy8EUmEQcgQljgD5Ip7asJ9yWxwMcHpvqEJbJSF8jUxtp5pbFIXyPTD6A8ktikI4VTg3yhLYaQ/yZT39keSWyUC7C4OTB5JbFAjC6f9WEtjaA/CKd59i3glsOIAwWmJ0BH/AFZWJnbRq+tVO4jlP+7X2/LY/Y8njMP1yotrFKPBieVx+xfGZjcVYtNSYPO52dpLbAuaueXT44xbo1DK2zx/EZJajDTNLKXG6+NhW3LwevuuTmaaS9QQvfN2zg+5uQeyuTNIsNGihqiVoQUPl1QUPlQUGGaIKCazVBQWSxQUOW9qEomw52XEIL+zmuuOb7TSRU43rc+IkN2GwWtGqRlnLUMl6sjvXauWZR0EeyjNIlaNQoWicBBQVkBKxuiAdzfJQChaRICgNGlLWkh+1wrH1B5f6SaJ2F8SyCJ7mslAeLOPNcsE3NtMrRyZqJucrz/EupkYTy30e6/cUAbZqn6LpT5oCxTTVZkNzMRa3NUG1h9PiE+kVPO8+BWkzDNiLh7GZR1oSzxKWQc8GV0us80MfPUqORdjfY1+H8GosDrY6qfoaqSMglrjopZtRa7nT8TcYzYu11P6/FQUAFmw05s53iexCSj7HHNbgsE8kpqGyPcLXdr9q0jmoNme52GxSFzKoAE7BOF2N7fc7j0f8XYdBiUVJW1gZTH9I47LW9mXi9j1aGs4S4hcKenxqB8g5CQXKW2Xa0bGCS09NM6kpp2yRtOhBXTZa4Mtm+WOcOq9QpUq6N8jHDNod1SHB4FwzVYbx8ammuaaSOziDqDfZZFs9PayUAEuv26KWUCUgA55WAd5C02gZeEQUdTiEgkxCmhvzdK1YbQFxLRcNV0Rw/FMajfGRrke232rDbfc2uD534j4N4dhxaenoPWZKZh6sjHAg/FZotkOF4HS4ZMJsPqsRgladHM0VaSMOdeh1uMY3NjuCxYZjRNRGzaZ8JDz77LG5I1GTlxtPNK7gKnlqHOoa5zWOOz2EWTejp4TBoeCcVoKuOow/EYmyxkFrsxBB803oeEz6e9H3pAk+Q6em4jnh9fjGXpQ4HNZZc0yPFN+vBzXpcxkcQU2WkfnLQQLHdNwcHFfTyz58n4XxSsLKaGmkfI0lzmsBJsTppbuWNyPp7Ms8VbDVpvRlxN0A6LCZSXWvne1vP8AaIV8VI8sNDn2tuJ6lwNgFZg0rPX4ootNfnGmx9xWXmiVaPJ6o7Cuo8OmlNRFUNo6r9dE9rSfEbH3rKzm/JyarsUpJG1tPLR4zVYfJGBZk8cwY8+LSdPcSF1edSVCHT9rve/7HJ4zw5HWUrYIcUwqPJoC+oaLj3HdeaE0pnR9Pi+XJ/2Of/IHKAXY/hQ/deD8brv4sSfLo/mf9iel4NgMjWOxqjPbks7/ANyeKvQ1HpuNv6pP+x2+A8F4Vh2SqfOa141B0sPcucsiZ7sPTscX9Lsl4ghonxiedzKeGPUudpovPNb+EfXxfwFulwjyriLj+H1k4bwvRNl1s6ctzE+Cr08NtyOPziU57MKJI2cSxup5sLfVtDtZW1eXIfAALywUE3aPrZ/NbISU/X9D0WhLZaaMzSwNqCOu0P2PcvLlxJuz2xzOqkU46VhxV87JLROAD9NyFx2xbVeh6VkWzg3WYbTTxXjndc68l6YYY9zxS1GRSOIreA6RuKyVpqahsz3XvZtgvXibgqR4tRhWaW+Xc1IcCFFH/R6rI3cgO3PuC7rPJep899MxuW6gXU7i7+1EnuLj/wC1aWdr1MvpOLuo/wDktR4bE5o6Wrbf6xL9/wCTRa8w/c4y6TD0QBwWDK4mtLze4IzF3mWfeo9Q67nP5PB91/5LEWER9NTyPqqwRxODnMY7V4vtfdeDI97uR9zy3gYksfBFUYBh+K4hWGV83RwTPEZLzoLBaxz2P6TObB4uL+KrIY+AsG/Rg2O5Dngr2vM2uWfHj03Cu0R6fgHBIakRuE1n6C00n4rKysR6Zhbvb/5GHBWAQS2EFR1SdQ99gfNYnmb7nvw6HHDlI38KwvDYoMmRzGtIsCSLrzShGXc97lkxwqDonq6aijlJZERG3X2ibrlLDBeh3w5sso02Yj8MgnrPWo4jG7szE3Xmlj54PdhzOEdpWxTAXYtE6kPTMjc03e19h3HTsK64oyj2PNqpxyR2y7GFivo2qW4SyKirY4p49RI2EBxI/aGq7xnKM7lyj5mXBHNj2Y+GZ3CnGPEfD2LDCMfhfWtaOo79Jb9k817V4bVxXJ8mPmMM/Dm+D02i4z4fxKF2app2u9mRkgyuBG4IKLedZPC3UjHxjEsMqWiKJ9C6mtbK6oAHwBW08nuebJDSr0/5ZHh/EkOHRRRU9ThkMLNBGKk5QO6zFqpPuefwsHdEeK8QYXijWevyYJMGXy5p5TYHwapsZrw8IeHcXYZhlE2koq7BIIYz1I2SyEN7eXeqk0ZcNO+8/wDhFl3H9A3NfGMKHcM/4o02ZWLSp2sgLvSJheYk43hoHYGn/wCabZElj03+4St9I3DzmZKjFqd1+cbsh886bGbx4tI+8zGxLifhetlNuIquJo5Cozg+F0jHIvuZzyQ0EV97s59mLcKz4w6+LVbqRkJDpnuaOsXCwB8Enu9DqoaPFg+90WvlXgRrrHFKyc9jXB32NWv4h5V5Gv8A+htxvgho+bgxOb92OQ/YFpby4/JRfI54k4NbK2M4XiIc/wBnPnF/Oyjc0dILSPuv+WSjHeEpWD+qcVYO0NcUTyCXlF2X/LGxKjwz1VtXhFeSHf3eoYWPHhoukXP1PJnhhj9iMoTPb7Tx5ruv1PnNu+CRtZb9JbwSkDYwfiWSguOtI3xRxQs3afjnLfNTBw/fXLYXey5FxvC62ekI/j/yV2DezbosapqqMOHVvyzBRwKpFyKphldla8Z+xYcWjSaJCpZrgQGiWBi0KWALWKWATuhRkJQKAYoAXahAMDbmgEXIUa90AxOqAcnRADdANcIAXEWVQZojEKYjQPC9XmZHmWCIhX0+5LvJXzUjXgROF9LmKRNwRrGOs4nsssvUOSpjwlHlHiwqpn0T2vuWrio07JZm0zr1IXo7qzB0dMb2WGbRbaoaJWoCRoQEgaEAbQgCczUWQB5dkApW6WCAqF/R19K3tK45vtKjG4sf/WL1rR9jLMTCzerJ7129WZR1MJ0UZtEzN1AWWoCQDRASsF0ApRlGqjATNrqAke/KASrdJhdzoK6D0fSy0snGTHuqnxixzOAt7nBeHSS+tmmea8c1XBmFY49nDuGGajLRldISRfuvc/Fe85mCzinDYwRHhFO0ctEKKPi6njd1cPgy9mVCDTcYtMmaGjhYDyDVQJvGeIykR07WgnQBgUFFyWrxs0vT1NY2BrtmuOqCjIiqq6tnyvr7AmwN91qEbZyyZHjVmhW4BNDB0lRiF3WvYHku0sR4/OuTo5WrtHKWtkc9o5kri1R7YSlJWQB4O5cpZp2jRwukhqpA27sysY2efLklE1J8Cjjc1zSQCrONEw6hspdE6ln6r3NLNnA6rm9yjZ3eVM9Z4OxKfBIqCoqKkyCocAQT7JXn0+plKdGG7PoPCasVVMyRhBuF9NoqYPEWNQYLRskmsXSuLGNvrexKw2dEjy7ijjOteQ6hndTk6HIdVlsiRyLsbxKqfaStqpnHkZXO+9Zs0kWjh+JOg6eZnRx23e77lWi0UxG7P1pWgjms0KJOgadTUG/7qtAYxMbvK4/wpQq+AqYQNlYZnPkj+k1pynzWZcnWEo42dCeIIKWlEeC4fRwyW9uob0hPkuLg2e+HU4RjShyZ9RxVxcGjoJ8EP7LqYtt4XJTwmPmUvyIibxVxiIwXS4Rm5gUoI+1R4nRH1KVfYiB/GPGLSbOwZ3jEW/ckcbOj6m1H7EXcMx3jrEmOfDDgwjbvmuLnyXLJwj1aPLPUcqCMjH+KuLuHppq+eHDo3SMax93tIJFz1QCDzUxw3G9TrsuH6UjnD6Z+IbHNHSOJHNn+a08HueRdZy9pLggk9LeOPbmFHh2vPoGlVYER9XfsRD0t42N6bDv/AMdq08CIuqz9EA70s46doaAD/YBVYUiPqub9Af8ASvj3KLDx/wD84UeGJn5pn/QF3pUx47R4eD2inCeCi/NM/wChGfSjxATcOox4QN/BFhQ+aZ/0Cp/ShxK97GCqjY2/0Ygbe5XwYmX1TN6yopcVY9V4mZRVYnU1Q6rWhwyNvbXS6scUY2zlLWz1FRc7On9HVLSUTGTzhvSv1BI2XytRm+qj9p0jSY8WPfJcnqUWKMEdo3gjsukIp8s3mnPe2uxQqaqmD7uDDL281qThVEwOc3yRDEWsHVd8V5lBJ2j1Sy7eDRocRhda7i09oK9MUcXOzoaOZkjAbh4PajIpP0CnNKxhc+Nlh3LjOdHojFsiBpiARE2x1vZcfFN7GNeC+kTPJPFNbRw6K/5pvko8xHHgTJGNcSIxfdSWQZE3FGfg7+gqa8E5y6YvJ/e1+9ZjkO2XF9CNYVrgLbLqsx5o6dUN62Sb2F+9PGNLAkMai5uWgqeKa8NIlgqBfrNFlqM7Oc4Psi3K2GSElwBPgtNnCLlGVGBU1cURJc9rQDsvPPIos+jDE5AMxmnbYhw8ViOqSNT0cpIlqsepWMALgbhdJZ1KNo83lZ42qR5r6QZenpDXU4yT0rhJG8DULOhzt5trOnWNJGOkeT8SPMcYxp2MSynLDC57+l2AJcRY2d39hX6dRR/L/HyPl9zGdTVd7dFJp2C4WlFGXlk/UD1WpH6GTyKlGeXzYvVaj9S5KFP3G9UnvqwjxKUKH9Vl55B4vH4pQr9BdDkPzkjR3NdcnyurSI1+hFK/MdBlHIJwTb+hp4BifyTisFS+CCpY0jNHNE17SPAgrMrkuC75NWfSdFQcPcSYEJqfDaGJ88Qs+KBjSw+4cl83NOWPufrNC8Wr0+zg82q4JKSqlp5QQ+N2U37QvpY8ikfmtVgyaeVUQueWMLtTrZdZUcMim42kSObE7o3Foc5nWaTyKkkiK0SCcjZIpB2xOnd2q8Ebk+4JlVoq4B6U96hCRsnegJWSntKnAJmSkEWV4BO3FpqYgMc4e9aJRu4Ljsk0zGSvcCNb3SUbRE+T0PDK5tW3K53zrRf94dq87gdUy8TbmsbTfoDm1SjNglxSi2OLJRbBcbBKCGv3pRQeaUBkoDFKDG5pRLElBMYBKLY5SiojISgLKSowCR3ogykXG6rJQQJ5XUB5p6WZ7yU8BNgTcqrucZt1wc7FFS1WDTvprHom2PiueacozSRyx3J8nIUptVL2vhKjclTOlpTssFRfbZQ0G06qgmYdUBKCgDYQowSBw3QDF4BCAaR+l0BmTThuK02bbMAuWb7GyXTMrjAluJu5Ai6aCV3YycdjHwY3qtV6H3ZInVQnQLLNFhtrqIEzSqCZpUYJYzqgHqNWhANGb2HaoAcTf0UVjz0SXovcLuUuLaOTEnYE4AloYA48l8zRy/jzidJLg5j0pBrammp4WA9EwZi0aXX1Tkjz86IUNjXOIa1pc48ggNaiwZzrPq3dDHvruhll5lfSYcHNo4g940zlCSfHBjVuIVFbJeaQnXa+iG+Npfwun6MiaQ6DVdoKuTwajI5raiTGsWfUHIxxsNFuWRnPTaVR+pmESXHXUrg2fRXHYYhZLZtYFUNpZmOcNwtxbR5s0bNuPFGhzo5Qcua7V0u+55oQcexpGmpKhuZ4b1h2rv4alB2fNnmzxlSZZxnHKBuHUtNF+ciOtl8bHp5RytxPqaecnG5HuvotxyPEMFidnHVbZ1ztpuvrNnojycL6Q+JJcRxzMHFsEQIhb+z2+9cJM7JUccyqdNmDnEm+ihKOiwyP5KgZVT5c8gu1p3A7UNCrsZdWMIzEgLVgy+l53WbATZitAIy96AHpD2rBKJGyGyG7fYla8jYkX7NFbJQRkPM38UbLRYpXXdrqOxZtmZc8M0aTEJoY5YmAGMXs0Cy45IJo+rotU8LST4PG+PMaqMWxR0b3noojbLfYq41t7Hk1Wd5J9zlCdSurbZ5/UdkhYbhQtkvTM5wMJ7iUIN0zOUDPeT+KAfp2f4eL/m/FALp2f4aL/m/FAL1hn+Gh/wCb8UBIKws/NRRxEi12g3+N0KnRCx7i4BxvcqNcFT5Vnf4YZXxRMp2Pc/KNG6lfEyYd0mfvcGrWPHGL7UXI66pi0zOY4bjsWXvgqs64c0Mqe0lZVyvOYvN/FeeV2emPHYZ9VKHA5z5rSkzjNRTtomhxCoaRaQrtHIcmmdzwpi7p2ZHnVbbtcGovng6p/wA7EWu1uF5Zs+jjXAMJ6gaTcjRc2vY69h3LO6hVg3PIpalzQ2pKmA6VzRe22uijKkn3K2HPvNUENLbuvr4BRI6Td0maIIVpnGn6DEq17hRfqPc2Qy+5PDq3Vb5S4OeV12LMryylkN+S6t/R+pwa+tNHm1dI6Sd93EjMV8vI23bZ9+HhpJoZpOTdeZ8vg9UZbuEgBSS18zGNkbHG3rPkdoGNG5JXu0tSeyR83qmoejh4tFHjSjZT4NKYKyKrp5IyWSRu3tvcbgr2YNOsWZO7PlR6vHqWkyKUeUjw2U9Yr9KueT+ZNu+QQT2qkFfvQULMUFDZigFcoKFdAK6AvYfRVdfL0FFA+eUjNkY25sOanZlUn9voeteiXFKujYcOq2SR9GTYPBBHcvF1BfTZ97oGSs230NPjdgbjQl/WsDj5lTQy3Y9z7mPiHBWdKPY5+qmBo5I2NHUdcu7br3SvZaPjZIqPCIGSXaNVo5EgfogEXIW2IFWyD3UsEjSlgmYhonYgIqoHJmG6qYDwyfLUR8ltMxPhWehcMV2SvhcbHoze3aOYWX3o6RVzSR6M6vpcoN6e1r6uC9EdG8itHLJm2ScWOK+icNegJ7nBbXTpnLzKHiqqGTZkTv3Xo+nSSsq1KJGuonHRkX/EWPJS9jXmYj5aV20LP+Ip5GXsVahMEspL26Jt/wB9TyM/Yrzr3IZI6QHUWHc5PJTXLRFnXuR9BSOdo59vFYell7F8de45pqX65Cnlpew8dP1HFFSnUSqeXkvQqyof1GnJ0mU8FrujXiJ9hxhsRt883zWXjfsXd+o8mFMAu2Ueamx+xVL9Ss/DwP0oTY/Ybv1BGH3H50J4Tf6Df+pC7Dje4lFtvsTwaJusz8jSuR1EWtsUojPGfS1P/W7QNmMViuTnLlHJ8HVLjhVewnTUlefU/wAxGca5MynN6r3r2t9hPudDTv2UCL7HaKI0GH6qglZJqgJekQD9L1d1GAxLpuoB3ShARySjtQGJXS3xSl1/SBYy/wAtnObqSLHH8GSamkH02C68fT5/U0dsi4OcwXWouvpy7nOJ08TrLLNE4dqogTNeqCZjlGCWN+u6gJJH6WQD0tjMwd6Aq8TPDWkdhSf4Qu5X4xx5+E4Bgr4GhxlhBK+RoedTkOkuxxcnGPTkmpo45L7my+yc0VXSYViTz82YHHnyQG/TPwLAaJzms6SqtcOdrdVvgyvuOTra6XFq4lgLGnkEjG2TNNQVkuJUbaOiY39I7UrrKNI8eDL4k2ZtDCHy3fsNViKtnpyzpUWK2s0yR7bLcpVwcseHnczO6znLldnp4SJRlZbS5Qhew5scs8fSszMzAOHcoDvocGwEsa4ODbjbNshpq0WXYVgeVrXSN0/aV3GNiHfh2FPie2Koa1xabarTzSXBznp4NnE+pRetPGcOuTYpBtclnCMInc+j/HpcOpqyhjdZ8gyMHiVqcjWmW4Di2QtxB4JN2tAKxF2d8y2i4Opm1c0sst+hgs51uapGi5xHXmQtudTcAIc2ZdDKXA9yjZS5m0WbAbCrYJAlgdu6gJGoUkAQo41QFmmvc9iEasuYewPleHEgE2Sr4I7SOKxXhCCsxWaokqDAwjrNDblx7Vl8HXwnt3M80rImw1UsTCXNY8tB7RdaMJleyAZAPZAMgCQDFAMgJYx12+Kj7Go/cj1Hhljn0M731L4aZjA5/RGznHx3XwsuVxnXqfptY1CEK9gsajeySFzyHtewOZKRZzh+13hY8XxP6Ho6M7i2VYrZVzZ99IB56y1FWc5pd2XKOhqJ29IGhkY1zyGwXqx6dyPk6jqUMfBf4bxGnjxx1PDUCUtAvYaArrkw+GjGj1izydeh6hA/O3R1l87Jwz9LhdxJ2NANxrdcG2btMqVpqjJlpwQ0bld8e38R58jn+ErPZiJHVJB5ahdpeH6HOPieoZjrOka17nOjaDctIBJ71zbgajuIWU9YZCWl4udbuGy5ya9DpLcacccoYB0wPi1SyrcOWTa2lZ4lqyzVuy7BJTtpS2WNzp+ThoEPPNZHPjsCx4FuS3F+h02NvkLFZRFhU7jyYSqvqe049rfseSYXxFhuIOMbpXQTAkWeLgm/aF6J9LU1uvk+Zj+Io4MuyceEbojPR52lsjPrMNwvk5tJkwPsfrNJ1bT6yNQlTL3DlIyrxJwcC5sbC/JycRsD3XI8l49TqJY8V+tnh683DAn3KXpIYJuHqaqdE2OpngPSZRa5BXbpWSbzzTdpM+D0vN4mlyJRrg+epB1l+6bs/DSVN2RhCDIB7IBWQCsgFZAKyA6b0e1Ro+KqOUPyC5BPdZH3Hqe0z4vDWSwtGUyB4OYAXIXk6ivoPrdDT8yUOLS12JUgfsYxfzK8mh4xH1esVkzWcnXZWCpa3nI4jzX14O8Z+Y1H30VoH9UIcSy03CAfmqAggCaoA27oCeNDRYYFAG9oMSiYK/R5C1w5FdIvkjVqjpeGqjLiMbXbO6vmFmT+qzeB1nUT0nDeFoq3Do5nSHOSQb9xt9y+ng1sYRo4a/A3ldEjuCWkaSHzXoXUEeLy0gPyIfY5JnN8CtrXx9SeXkQv4Mq26R1Lz4ldFrsRPAkV3cI4gXaVEgPcSt+dxB4JehVm4TxlpsySQ/xFaWsxGXhyEbeF8cbo6R4/iK09Vha5M+DkJvycx9jPm55PDMotTgHg5CH5H4jG8kmnaVfHwDwsiG9X4liFsziB3XTxMLDhMic/iVpJDJAO5qfwH3M1kXYjNVxEfoygj9lXbpxeUCXFeIgMrmym37K2senZHLKis/GccHtNf72K+FgJvyj/AJSYvHa7du1qzLS4MhVlyLuSN4sxEG72ADuCnkcMeU+f/wCnSOaTfJ0pdZfj0fcYOdUHg/pWmvjFTrs2yLucpGBwM4GjxFp+rdeXW8TRYopwm1Ubdq90ftRh9zbiktZQF2OXTdRFQXSqlDbL3oAum11KAcz96AXrHegGdUdpQvoRSVGo1QxD9SlVOAxOhN95FyzL+Gzm2nJE3Gtd6w+Bg3a21l5On4mpNnom+DDwV1pXHZfSk7ZhHRRSLJSfpEAbZUBM2VAStk6yAPpblRgno5bVLT3qAz+J5rk3PO61FbuCXTOQ4qxNlThuHwkZjC0tXz9Ng2ZZP3NuRyplF9GAL6BgYPkIIA0QFisbM6OIPBIA0KMke5pcJ0bpsQ64ysA1JXbDVnn1fMaRLxZKHV3RwgljBYK5H9Ry0mNRjfqZlFBNMCyNpaRvcLC4PZKKfLJpsGqG2c4XB7Fl8kt1Q8WFzX0Y4+5FwCwMGns13R6X1uoQvjCHwlxjADXDyUNFJ+FzMu50xHvQ0VpKdzN6k+aUCpIXsd1Z3EeKj5ITwV4jsTqQryRpPudVwXI2q4gp5Gi1hc+YVymtGv4tehp8Zyf1vUDsJTEenXJKdI1uEiIOEqqc6Oklt5BRt2WMU8O59zn8XqekmYOQBXSXY8XdBYQczXnvWWaNUFZAbENEwQBNCAlYEBKGoBw3XZAXKJtyUBPAOjJPMlVBsgxDIMPqpZRdoIHhZcNQ2pJI+poorJim5eh4ViAHrtQe15I812kqo+XXCoqW1TuWmFl02v4K7X3I1XqEyCV/sxvPg0qcolkjaGpd7NPIf4SpY3oMYbWf4aTyS17jcmSMwmtdqKaQjbZG17mkm+ysl+QsQtc0zh4kLO9L1NbMn5SVmBV2loibnuNliWaKXc76fSZc00ttHcYLM7DsJrXPZnIaG27SdF8LUQ8XLGj7vUMbhjSZf4gYRT0FxY9CNF5dNK3L9z09HSUWuxRpKWWcdUAM+uTZo969sMTmz6+o1WPDG8joeqqKLC29JI9sj9szvuC+hh0nqz8rrOtyyPZjMKvxnEMaf0FCHR0+xfzK7yyQxI8OHSZtU90uQ8GpBhWItdG4khoLndpXky5/ER9zRaVadtUe24PN6xTtePZsDdeDIrP0+F/SdPw9hIxeoni9epqJkIF3TH2iewLpptOsl2z53UeoT0jShC7Ono/R+a0ONPjdNLk0d0bb2PfqvYumxfqfIfxJkx8Txk7vRnU/RxRn/CV+XKPCOf8AiPJPhxo43ivCX4Bi3qclYycdB0j3BmXISbAeQXl1mk2pbD6nTerPUybkuEdHw96Pq2voWVNbOKRsgBawNzPtyvyXox6CLSbPHqfiXbkaxx4Rar+BaDD3tbWY+IXO2a9rQT7luehxr1OEfiLUzf0QKh4ZwIXzcSf/ANX+Sj0WJLlnf5zrn2xkbsB4djBLuI3Ot2Q/5ItJgS5ZF1XqE3SxnNZGMqp2RSGSASERPcLFze0r5+SMIz+jsfc0uXNPFuzKpFXiUhuDzNJ0cLLjOW3lHohDdwzxvEeDop4Wz4fIYJ7XLeRK64ep7HtmeXVfDsc8Hkx+voY8OK4xw7PkqmPA2DuRX18ebFqFwfkc2i1OglcU0d3wrxjRvMjmkR1T4nMB2AJ2PmvDrel488Gq5tM389zvE8Odul2N7HGU9bguGQulE2SPJK4bX5/FfCjo8+jzTm41Fn6L4ZzYsuCeNu2zzeu4Jw41L+imeGX25r78epxX6nmz/Cedyc4tUyszgajJ69Q8eFlv5rB9keT/AArq5Ok0V6ngmnZJaKoc5veQFtdTh7HOXwrrU64KzuDL+y8/zBaXUsfsY/wvrfYE8FSkXDyNe4rS6hA5S+HdZH8JE/g6YE/OkNA3LOa15/GeeXRdZH8JE7hCs+jLGf3gQuq1GN82cJdOzR7xZWl4WxRgJbAHgfVcuiyY36nmlp8kfwskwDDqimxmH1iF8bddXNsNlpTtnCpNdjueH2vGMgFpLbbjVeXWxnNcH1ujZoYcm6bN7iQOkxiFoBs2NoJ7z/3+C44cLhi7n1svh59dKKlaOLq3Fsr43k3BK98GliPzGWLhknYNMeqtnEuRlAGNVDQQ3QBtQBt3QE8e6Asx7ICZwOQ+KAd0d4boOxPhD8uIwG9usPtVmvpNY1/FT9T1/Cq+WKJ0QccrHnTx1+9cInu10KlFovfKszdnHwW7Z4gvlqccwl2QIY5O03uEJQQ4gmB6zQfcrYolbxI8EZowrbJtY54jBOsIV3v1G0IcSRi/zVipvFCHEcZ3iJV8RkcbGHEEBNjE5VZWvUzsDGO0ZBu13gtLNL3HhgDGqIusWW9y140vceGEcSoHHVo8lVqZR9SPGmCarDXjVrT4ha85L3J4S9hB+FP0McXvAVWtl7keCL7obosGBJdFCPAf9dyj1kpKmwsEV2RyYeDzXjR62OSLHVUeh8++lB98ZrLHmhymYnB1201c4HTLZeXW/ejUexBE7+kk9690ftRzfc1GyclAWWTWCiKgjN2FUoun7SgF6xrugEai53QDdP3oADUd6AAz3IF0IuwU+tfh1ucoC5ZnUGeWLuY/GsBpsVyH6t1w0GZO0eua4M3CjlkJ5L2VTZEqNmOVCkwlQBNlQEol70BI2bvQBMm13UYJqeY9M3VQGXxRUdZuvat43TbM1bOZxfDXxCnfKbNkZnF+9eXDlUsjRpoUFJSxN+cs51l6TKLtHSRzEdHAC3tKA2G4ZE0gymJgtzKF7DtGH0xuKhgPOyqlRiUd5FJVYNnLpHhzu4Jd8ljj2oifjGEw3McDnHwSzVFWbienbpHRjuzFQlFCbiid35uONnuQUUn49VyXvLlv2BUtED8Skk/OTSHwQUROq2n67vEqAikqM2zUBH0pJ2TsCU0swiDzGQ07G26z4lEOp9HRczHQ1w1AB/5gmVnfSL+MjW4xdfGqv95XEzp1D+Ya9JIYOA6YbGSZxVl9xe2nOWxGQmVgvyXSXY8MOYmhgR+ZcT2rLNGuNlkEjENE7dkAbN0BPGEBKAgEd0Bfwtt8yAaodkZftKGZOkLE2NPCNXK42JNl4NZl2zR+n6bpXk0uRx9jyb5DimlfJO95zcmi32rvPULiz5WPpOfJGO0njwSjZa8bRpu9+q4y1S/Ce3F8P5ZffIvRUdJELAxtH7LB9q88tZkX2n0MXw1ig90p2WGeqMAtK+/cbfYsPV536Huh0XSx+4d0tHz6Q/xlc3mzS7npXTNFDmrGbPRj6F/3iSs78ppaLRr/AE0GKqmZ+biYOeib8p1Wn0keYwSEcQY72spUfiM6KGnX4QfX2l1mm3gsuM65OkXgT4Rp4HD63BXQtDS4szC50uCsuEpTgkfG6xODiW8XraXoYH1RBkjZ1gTZoP3r1aPQODlKXufnF1JYY7Y92cjifEs1VKIsPjLzsCBYDwX1UoYlbPFWp1M/qdogpsGkmk6XEZC9x1yX2Xhz661UD9FpOhRS3zNhrY4WBkTQ1o2AC+e5Obtn3sWPFhhSISL1Nhz2Xek1weHvNnq/BQf8jxmQWN9lxnwfTwPg6Bzmta5xAsBcrGO3Lhm9QoxhvfoeyejfCnYbwzFI9tqiqPTvuNRfYeS/QYcdR5Z/OepZ5ZsrcTp6iRlPA+aUhrGAvc48gAui44PFcnSrk8Nw1juLeNWvmaTHVTGeS+uWFmwPk0e8rwwk8uVxZ+nlPyOh2JfVI90c4RsvoA0eAC9u7b3R+YTcuPU8yrONcGr6p078EbVFpLGSvcLuaCbEabfivFk1a3VtP0Gl6PnyY98Z0b3CHyNxFRzVMWDwwMjk6PrNBDjYE2816YuGVW0fN1D1Gmy+HKdlP0k4bhNDwzPMykiiqnERwOZ1TmJWM+LGoXRvQ6nNLOo7jzOHkV8FtbuD+hRi1FbitxDTyVWESNhF3jUALOSNosJUzh4c0cTWvBa4aWIsvm5MfNn1dNX32KemiqoTHURtkYfovF0x5p4ncT0ZsePUx2yiczPwA7EavLgUvRVBBLY5HWBNr2B9y+vh6ysKUsqPx3Wvh/Fjg8sP7GDSY1jXDdUYMShla1ri3rjQ2NjY89l95TxauLblaXofiIePp5b8Kqjp6bEaDGmZ6acQVB3B2PuXhy9PhJ/SqP0Oh+JckKWZWU66WqoCBURkN5PBu0+9eKeh29z9dp+vYM0fpiZr8SN91Fp0alr033oE4qe1VaZGHr17iGLuA9pPLhdSn2vgb5ZN9XK+WL8yXqGMccPpJ5RnN9Ri+6RJHxJIzYhPLNeph63C+6RPFxUG6Oijd4tXR4s0e0jySzaN8OBYZxVTEdemYD3Lc45mvuPPLT6GXNUHHjVHU1MbYomiUutmtr8FlyyRx8nPF0/TQ1W9S7mJjbwMTmy2sSvqaWW7DyfmOrYtmqcYAUzuqvQfLLrDogJQVDQXMICVqANu6AsMQFiNAW42ZmHxQFyKmdJTSFo2QGXTv6OeM9hv8Vqf2kjKsiPV8ImbNC94PtEH4LzxPp66d7TQJaqeAYkWQAXF1otCJaUHYG7VLJYgQncdwSQFKFAlwSghByUaGzW5JQGzA8k5Ai4JXuRghwB2VpEHzNCJIDZxey0kiMzhOfrBZZWI1DrHUKy4Q9Dwb0j3di9SfrOTG7OUu5V4RhHyTiBJsQNF4dbfiI6x7GOx9qgr6CfCOT7l9smu6oJ2SoBOl70KAJtd0CHM3ehQTN3oRjdN3oATN3oQTJeu3xRdzX4TUYx0uIYUWi46QFctX/IkeHC7yMsekp//ANQvHINC+Z0fnFufez35+Oxz9A8W0K+1P7jK7GiyXZZBIJe9AEJkAYmQEjZtCgDbKbaFAiWGazxcoUyOI580jOe6knRF3C48jcKHBnNtY0rb+S+ZoX9c79zpLsZNPV0LKdrJmSOltuHWC+ocgXVsTdGve1vZmQFaWuiOwc89pcgKzq1zr5G27kKR+sSO7LoLHa6R5sXWVApYcrhd1ydVDNg5GDV3wQlsiflDureyG0DfXZATRSN2cAgJRkzaWKEGlYGytIFlPwuwdpVtYeGqd5MZaNrbr52NSeTlgHgvKMbztN+q37V7sp3033wfuTcXuvjdX+8VrCdupL+O0bFaei4QwiPtDnfFWHPcuZbdND9Tkax16keC7M8C4To3cDH9GJ71hhGoDosmiRiFJmFASNQE0e4QFgbIACUBrYOLsee5QFSveA2Mdtyqu5mUdyoq8QVJbwHUFp6xkAv/ABBfJ1POpSZ+16ZeLp25d2eUmtnv7TvNejYpdzy+elF7VwAa2XmT5qLCg9fN92N65J2lXwkuSLWP0GNW/wCsU2Ferk+7G9Zdf2k2EWod8Mc1LvrJsRXqWvUdtU76xKjxosdZT7kjalzyGszOJ005nsRYyy19ep1GC4BVTHpq1srGNsTGxuZ/v06vv1WvCs82Tqvh82dFVYTxD6pkwnhvEnQkaPdAY4/EvdYHxuu0MMVzR8TUazJnl9zo5lvCOMYhWhuN1VHSAnVrqphDfHKSV0d1SNYI4rvKa8PD1HhrxEzEcPLPpPgEj/taLrwZMGSb5Z97B1XSaWNQgXzQYExoMuM1UvY2OjA1/eL/ALllaGg/iJyvw4mXKcJa9w9Yn02Di1vx1XSOjPOut5X+EsYDX4ZFiEhbCyVzWEtc9xfY+7RTPgWJKjv0vWz1OZ+IqPScEk6SiZINnar5mQ/X4ktjaNaIROqYG1BIgMjekI16t9VcFKXKPJrY5Z4Kxqz2JnHXD8UbY2Ty5GgAAQO0Hkvs+ahFH4ddK1k5P6TnuOONaKvwKeiwp0plqLRuc5haGs5n7veuWXWwjHg9uj6JqvFU5qkjmuBsZp+H8Sqairp3yxyxNY10drxgEnnbe45rzafV4VK3Z9bqnS8mpS8OXKO8k9IGCyRujkjqi17cpGRutxt7S9fnsF0mz4PyDV3fBzor+CWABuE1gA2A0A/51znqdOnbPbHpvU4x2xnx+5qUvHeB4bTNp8Ow+ojhZsxrWtHwJW/P4l9qOPyHX5JXJo5HiziSbiKqgL4hDSwG8cYdck9pXlz63xFSPs6Hofl5b8jtmNHovBVH6Bu0WW+w7wVOL7nmvGHE2HUtdklmySWAI6PNqL+/kvfpdNjyK5JM/OdY1ebBP+FNr9mUMG43wennL546apaRbo5muaB36OXol0/E39q/sfKl1/V46Xiy/uzdouPeG6eXp4aCljlAIDxVSga+JKxm6Rpci2y4GXrurmqbbX6keJ49wlxBTRQ4nSOuxpA6Gs3ub/TY77VNP0vDgbcZVZ549VytbZQVHKnhDhiR881BiOI0kp1haJIpG++4avpf1s8OWSnJuq/Q3sHwdsdC5lXjXTjbopKK4cP3g92vuWXFS7ouPNkx/Y2iDE/R3R1kfT4Rj2GwOO8VSZYxfuJZ+K4PT27R9PD1aUUlJ2c0zgLG5qt1NTS4ZPINi2tY1rvAuIU8uz2fNo0VKvgjiimrfVXYRNJPa+WB7Jr/AMhKw8TRV1FP1KNVw1xBSucKvA8UhLdTnpJG27ySLK+Gx5yLMogtdZzbHv0sstUFnjIswQ5yNAuMpUemOGE/U1KXC2T6EAHZcvHfse1aRVzI0a3gnEoaKoqWws6OBge89INLjQeK3HUL1R87U4nHszl+H6eqfVRVWW8bJNTfuv8AevZmh9NHztLnfiK3yW8aJZWXduWgppHXDOnVo1nUkSUrtF7D4JdY7RAWGFQpICgJAUKE06hAWGOQFhhQF6mddpQp3no8w+kxSWenq5GsBicRftso+wXc87rmdDWzR/UeR8UXK5OWThX6ndcGzukp3NdfQA/ErLpHtzSuMGzpS42WTmCXkBANmJ5oZGub7oBZrIBuk7ECHD77hDQs4HJANnCAWcdiEY2cDkhBukHcgF0jeaUXgYlp2QjBFrlUjOV9YcPpKsgxqn2PNTJ9pfQ8o45BdiEjiNyueJ8nN9yngnzWEVZGl9Fy1a/iI6x7HOk2muvZ7HN9y02TZUhIJbIBzLdARmUjmhUN0qFGMqEY3SlCAmVCjsku9qLuRv6WdhhkbvXcHDd8wJXHW/yZHh0rvIyh6SJCeJagcgAF4Ojr+B/U+nnRzlA+w3K+tL7mc/RG7QRRzsOdzge5Qhe+Tg4WjlJPYQgK5o5GuN3AAbklAV5A9jjo4jkQN0Bbioqt9M+dsZMbRc66oCqJ0KiRk9je6FMvGJc8rAstW0RdyzxVWtmoMLjc6/RwNbp3Lw6SH1zZ0l2OdLInm4ebr6ByQhTtP6RAA6BjdpAgE0AG1/JARlpDurdASBrwAefgqBy4ucM4NwgIZHEm2oCgojQokAkATHlp7kBZqJWkNLddEfsQFtVJkDC8lg2F9Fh465B0/Akt8XceXV+1Zmd8H34y9xaf67qvFbwnfqX89mvxC7o8HwaHspw4q4zWsVabGcjOb1B8F2Plxd2dHg2lIPFYZtGkCsmyRrkBK1yAlaUBNG7VATtdcICNx3QGzgp+YkPcsgysXlLXQ22t96q7hFLGH5uA23F88/8A7ivkZ3/1SP3Ogr5arPO5YyTlaCT3L0xtt0fJzyxptksOA4pVWMGH1cjTzbE63nZdVFnkeaBYZwjjLz1qToh/rJWM+0rSi/U5vUQ9Cy3gusFunrsOh7jMXH/lBWtpzepRdoeEsIZUNGK45KIvpCkpc59xc5v2JtOb1a9DTdhfANKCSMfqzy6SphgHvAY4/FXac3qmxMxrhHD4g2HhfCppG/pKmoqJSfJ4b8FVE5vOyCP0iR0Lpvk2hwqjEu/q+HxAtHYHFpcPNaUUR5JNFGX0k4myB8MVbWtgf7UbZXMa7xAsFrhHNK39RiT8XVUpuG3/AHiSstmriuEVJOIMRlPVAaO4JRNr9XRUkxGvebvncP4lKZpRlHlMrGqnffNO4+JVtsSnOdIAE31lNjuq20JKUfU0MKEkEvTMeHtOmm682eW5Uz63TLx5E2+59CcHydLgdI87mMXXx8qpn7jSyuDN4b3K4JtM9CukkGOsO1We5ujMn4astU+GVk7c8UDxH9d3Vb5nT4rv4OTbw+Dx5NbjjxJ8knyYA8B9dTB99Gxl0jr/AMIKLHigv4kkjl8wxwVbGG7DoImgyzVIbfcUzrfEj7FwhmwRdwmmiR1U1/LS/qw34VCxt3zVDRzL6ZwHmCVXqsU5VuQWuyv0RA3DGSi8FfRuJ2a95jJ/mAXofh/anZX1KUOMkH/QCqw6spADUQua07P3B9+y5SwVyjvi1WDI/pfJCxYX6nqb4LUKpwbPmT0hlg4qr2S5iWzOAHcvr6JPYqPxvX5Pxq/b/wAHNn1X6PSN/iC9jtM+LkUaVjWg5SuB7VX3to1JekXwMcg9mYlR0/Q57Ze4myyM1ZO4e9VKifuTx4jWRjqVTx7ygLsHE+MQG8dbJ2blXkbY9y7FxxjLD15RJ3ObdOS3Euw+kGubpLTU7/8AdgJwYp+hr0/pUro4uicJmR2sWMne0eQdZODopNErPSVC4fOxT+BlJHxBVqLHiyXYR45wqQ9ejgLj9emicfMsXN4os0tRnXZkkHGeDska9tJThwNx80Gi/g1wU8vjO8dfqF3Zfq/SLSz4bPRPp4jBKcz+jc5rnH94lwWHpoFlrZvucnTYtDFBLTYZhVQ6Nzs1nzdIWeGVg08V1yK4nnxTcc8SvxM69VC8bOhC4YI8n3erupxY1C67fcvWfnC9G5ATteoCUOQoYchQ2vQEzXoCdkhsgLkEmh8EKaWGYjJS1DTG4tPaDZAjLr5b1cpOpc4lDnJbonb8HvbG2AuPtwn4H/Ncm+T6OoxVihI6gzsOx1Q8dg9M09iCxdM3ZCgmZg/7oAHVDDoLoCN8zQdEA7ahttShLF08dt0Fg+sMQWI1LO1BY3rDChRdK1ACZW9qEsXrDBsgBNSLd6oZxArTfUhdKMhmtBba4XPvF2IPk4LjcfPl1ua46X1Mz7mdQttw9Uv/AGlzzv8Aio6R7HLl3zq98u6Ob7kweoAs/egGL0AJegEHoUYvQgxegGzIUOF15mDvVXcw/tPR8IjBxXC22HVZdePqzrSSaOGjS3yOX4+kzcR1Z71w6Yq08aPdlOdonae9fTZyOhwl9o9O1YZpHY8O0BxKrbE17GOyk3cdOSzyaRX4owqSi6dsuX2btIK0iM5WXFagMjYDG0MFhZo+K1urgh1uB4I+o4cxDEJcZia8Q9J6rpmI7NSvLKUnI5uVHK0GHV1fKGUVLLO4nQRsJuvasbkrOb1eOL2S7mrUcJY/StvUYZUR/vNsixSOctdixva2NS8CY1i1QwMgDGc3OK08LaOsc0UjrX+g/Fa58bn19NBA0Wu65XGGncGb8SzYo/8Aw/ULQ01vELRfkxo1XVwsbjYp/QdwjC8tqcYqXuAuRnA99k2DcalJ6JfR40WOeZzbXvK65v71dpLbLbvR96OqVhdJQM6jgw5nO3Pbqm0clh/B/o+p6V9QMLgfEw5dATdKQ5JZeG+CYnU0ceCU7xOAWnoxpfxCcDk2j6NeEHtF8FpNR+rCuxMGbiPoi4JmY8yYbFFbW7CR9hTYgcxivoD4WrWZqColpTbQh9x5FRwRbPOuKvQHiuHU8lRhFXHXMYCSzZ1lnwzSZ41XUs1FUyU9TG6OVhsWuFiFgtldCiQCQHU8CG2JOPez7VzynbB9y/c0+K//ADuq/fVxHo6n/mf6Gpxa7KaCL6tM1XEOoe3ocoTecrtI+ajpcK0pGrMiovArKNhB6AkY9ATNcgJmPQEoegAMiA2sMdlopCOxZBh49LldGOxn3laj3D/QjxSopKfgvDvlCR0cEkhJc1uY7nkvlKO7UH7DPJw6RFx4M+ixyljjazCsXpGcss2aJx99vvX1XGK7I/Iucm+WRYjU8QBhlbSNq4988MomHwKUS2cvLxRXNkc0x5HDQhwtb3JaXcjbXYpS45iMpJ6RwHcsNpm1hlNWDSjEcRmEcLpHk76mw8TyWlGzDxuLFXUBpXOE1dE93PISdVWkiJRZRZSzyi8TJHt7bLm5xR6IabLPtEMYdVnX1Z5Pgp4sV6nRaDUPtEmjwmuOop8o79FHqII2umaiXFFhmA4m7ZgAP7QWHqsZ0j0jP7FiLhnEXe1JG2/7V1l6yB1+TZZL63VFt/AmMCLP0bn32yscb/BdvGUlweOWkjjdOSIDwdi4yg0VSbyFhIiO2mq0nxZxWGKlzIJ/BeKiVzI6KrkttaMjRG2dZYsa7suQ8N4lRUXSVdJPExu7nN0svPlTZ79LPHjao9e4BfmwCnbe+UZbr5OqVM/ZaP6o2jp2glwA3OgXBR3cHryySg37HRTQswUw08cTajFJWh5LxdsIO1hzK9cmtPj3NHw1ll1BuV7Yr/kux4f07mzVE7p6hou6Of2R3W5L8rq+r58rcMfY4PKoXCK/qXJaZszW9FGIJ49WiwF+7RfGy6nIuMjsxHM48Sd2NWt9bo7FtiHtNj+8F5YTjCf0vhhpwfHJPWtMzWwNJs/2ze1mhdcOSpNtmE2uaIJ4GSx9DFFH0YFjI9oIHgvTi1GSP1rI/wBr4Okcko83z7GbPTS4ewyYS+Uhv5xjtY3eIOi+3oOs55SUJ1R6IuGR7cq59K7lWop4cQwx2I0cfQuY7JPENgfrDsX6bLFThvidcWaWnz+Xm7M+E2AXkXB9GcNztHjuOYXRVPHNUaqKKQOkuRJtbmvZppTaVPg+Z1TBhrdJKyTjXhXA8WfTy8Pw0eGiniPTxkv+cJIAI3tuvrJOj8dmnBukihTcL8Ptp2NnjjdKBZzmufqVwnh1MncJcHu0uo0McajlhchS8I8OSA5S9h7QT+CscGpX4kay6np/pjZQq+CsIawOpp5n3Njra3wXn1Ooy4O/J7Ol6DR9QbSdGXNwlSMvZ8vmF5odSk+6Pqf4a0yTW5lOXhqnZez5PML0LWzas8z+HMS/EQnAqcfSf5hXzkzhLoeCPdshmwYsGemeQRydzXSOqi/uPLn6NFK8bJIMRfRx9BieG09RC7TNkDXe5wXrx5YSPiZtNLE/rtE8GGYTXnNR1T43H9DKBm9x2KzNvujrpcWLNLbJ0WRwpEQc05YBuSz/ADXinrpYnVH3I9GwtWpmbWYbhlBN/SamSQDZkYs534L2wbkrPgZ0otpFf5YggFsOw2mi/wBZK3pXHz0C6nmX6kVTj2KVMXRyVswiG0bXZWj3BO6NR7t+pqYxIXUeHynXNFb7F5dPxNo+5r7lpscn3Hw1/wA2PBeo+HI0GP1Qyiw1yFJQ5AOHoQkDkBI2RCkrZEBYhl3F+SAJs1pAb80IwK2T+kOPbqtegTOx4bnzYdSOHtNztP2ry87z7D50sm//AHk2zNY9i6nySM1RBtyQAmqJPJACanXkjAvWQOxZAnVYPYVUAHVWuw81ogvWdP8A/SjAhN3nzUoD9MO0+aUBzUAAA381CjGqHafNVIgJqbnQu80oDGpF9SfeUaATakX81F3ByPQntXZdwO2IhwN+ayl9LJDucxxru79my8+m7Mk+5lxvEfCz2ndzrrln/mo6R7HKPPzi98u6Ob7kgdYKAYvQDZ0AznaIBs2iAWZAMXIBsyFJaV16iPxVXcw/tZ6pgbD8q0LjyiBXh6x/lJHDR/fI4PjOXpMfrD+0p01VponuymLTGwC9vqcjosL/ADLSozSO64DeDi7AebDuoijceS3xCpivcCIELaRGzlKHDqOeFr6h7g48rhailfJzb5Nyhno6J5bVdFI1zcgJN7BGoqQnG0d/wHxzgODzsbLIxgad7L3wyRUT851LR5ZTWaHbsd1xd6QuEcRw1pjro3yOGoASOSKPHrenZ5KM0eZUXG+F0ldZkhLSbC3NYy5knaPu6XBJY1u7nQYr6S8CETKWrkqI8jwXtaNTZeZahTdHvhjoyJvSTwy2tjnpI6wtYLCM3Ot/eq5Vwa2ktf6Y8IkkqpI8LmJqIxFcgCwCm8bTJm9KcDGOFNg7m58uQk66Kby0O70o4nKLtwWJzw6xLze5PJNwoqn0g4/DG50WH07Iw4ixbcX5pYohw/jbirEKyCGjbG2R1+jHRm2iWKOtY/0kVHtVbYvBqUyDSYbx+8OdUYs5zbasDRqlSBOzhfi3EXN6TGaiGICwjZupUgXYOAuIohmHENY13ebrShIjZg416E58YdJVT4qRVndz26OR4ypnknHXo7xnhF+asj6WmO00YuPeubjR0RxShRIDquBR/Tnnscz7SsZTvh+7+pocTH+vqjX6YTEejqf+Z/oaHGrv6wiaOUTR8FcROodzmRrK5dpHzV2OjoDalYsyKi1nWUbDzIAmyICUSICVkluaAlEmiAFz0BsUc1qJ4usg5zH571OW+0YVRV3KfHTz+ROCs7Rm+F/vXzsP89n67XcdIgedVjAyZzW8rfYvqT7n49E1DVVVG101LUSwvaQQWOIWSnWYRi8HEMkdHjsUfrUhyw1oaAc3IO7fFYmnJUjrhlGMrl2KtdBT4XUvirGgSxuIMbBqbd64LHI9r1UKpFGoxWrrB0FPanp/qs0b7+0rs04q2eOMZ5J/STUeHwDrzSCR/K50Xky5Jeh9jSdOxN7snc1oWADqiw7AvFKUj9Dj2xWyKLMbO5c/qZ7I8LsTQ26we5oAOmu6jjI5ykpcPgtsLDbUeajgzP0fmHnlZHGXF221lccPq5OWaeJQe7kqt41pIgI3mdxbpcGy+5jilE/DavwpZHSBfxvSfRbPbxXSTVKjzVjvgkwzjujiqy6VkxaY3t35lpA+KiRckYv1KdZxvSzUksXq73kjYmyOFmovw6aPQPRhWCqwRr2x5A4nS918fWxpn73oefxIUdwx2VzXN9rdeGFqSZ9fJC01LszcqMWhrqllTVRPjqmtDelhd2aXsV6c2WORbGfKWgniThif0v3L9TWVFPQ01a2RlXSSuLbuZZzCO1fN1XQXPE542eGGNbnil9yNGOvpHxscJ2DS9i7UL8lk0OfG3Fq2SWJwdSRIyso3uIE8d9zqvBPp+qgrlAy8OaPoI1tFqDUR38V3loNRGCl4bHh5fYp4jiVNDSufA5ksg0awG/wXs0nScuWaU4NI6YcE5T+rj9SnUzvbhtPUYjLIfWLlsEIDer2klfrsPRtPpIqbVs2ucvh4V/UzTidqOWkpYGQwyEF4BJLrd690tRF46iqR746DZNZJu2QQnU+a4R+pHrlyuDw30nYnU4TxrK2mAdE6NrrFoJuQLr6mkgljR+R6xLK8jic0zjHEWxyxvjZaSPKLt9+nkvemfnljceZEQ4hxhwzNp3kEaHoyo1F9yXF82L8oMaLQBC//AIR/BTw4i4+5ucMYhXVXSmtppXZDdvVy6ryazDOcaifoOg63BopOcjTlqw4kGnlbbuXy49Pzd6P0q+INLK5UVy9srwxjOsdLEgLvHQTq2zg+t6SfKfJI/CZiCXS0cIAv85MLn3LotMo/dI4y6q3/AC4WZjqN/wDiYbfsNc77l02YY92eV6jVW5Qh3Bdh/SsLXyF7ToR0Y+8p42GHqYlh1Gp/mwM6p4Vc+zqORzX72dsr8whHg4S+HpS5gypLPieG08kFY92Vou0Hn7168U8Gfk+dnw59FxNmAY5qo52tdI65uV3SrsfNct3JHNG5jg17bO7EZnsM0aHwWl2YvudBVuzYHQO7LheTHxkZ+g1SvSYxsMf1Bdeo+DI0WO1Qyidr0KStkQB9IhkcSIUNsiFJBJpugJWS2KAB1Rlk3QVYNTUfOX7QtrsYktp0vCNflontcdWPuuEl9R9OOS9PJG+cSaeSp88jOIt7EAxrgdkAwrATqUAfrbLKgFtU1AP6w0oBjO22ioG6fsSgMZkaAunJUAwlN0SA/SjmrQG6Vt9kaA5lB2UQMsskJ5rSZGGyN41KjKjleI4H1dRPGB1rCyzBUzhkdKzHx6ndRYdBGbi4uQuDalI7J3E5F5+cK9SMoLNZCjZ9d0AxcgBzaoBZr8roBsxQDFyAIBxF7aIUtYexz6qOw2KLuSX2s9gwiLJVUkltBAvm9Zf8CjzaFVOV/oeVcRvz4rVu/wBYV6tCtsEv0PblM6HSy7mF2Opw6P8Ao7COxQp0PDddHQYpHLKCWgFth2kKoB8SVbKySSVt8+Qg+aoOOdJDGAHl97bBCMlgloQx8jnPzt2aSdUIdBSS4RS1EEszG5XgOLSF2xuH4jhqcHjY3FPk9x4Hr+A8Vwz1OsFBFIRoZLD4r1t464Pz2HDqMbeO2zjOOeDMCbiRlwuspCy+mR40UmobODnpcuuw5fDkrRz03CsVfI6lpy01AIIeTfOvKoxP06luX6nUUXorkqa2BvUhip4SZyG36xHJTamaV+pcp/Rg2pkjh6HJCW5Gkt1azm495TYgb8HANGyWOpFHdlM3oYGOG7vrFXYgQt4OEdV0IonuIOcuI0LjzTYgXhwc/RjKIZQcov2ncrWxA3OF+EYKOpFRUU8cZi6kYtt2lNiIdXL6vDG57nMAaO0JdcFox3Y/hzQekexrAbXJ0WXIUTyY7g1M3PJX0zQRfV4Cu4lGRWcf8M05IkxKC4+qb/Ym4bTl+KuPOHsYwiakosWNNUXDmyMuCo2U46afE8WwebDm4lT4rBK0gMeRnB7QssHg2OYVVYRiMtLWwPhkafZcLaLB0KAUB1nArCKx572/esZTtg+7+pY4iP8A9RT/AO0b9yxiPb1H/M/0L3GR/rgjsY0fBdcHY5dT+455vtuXRPk+f6G/SvtAxZZScSLIH6VU0G2RASNkQEjZEBIJdN0A3SIDSgm/oZHesg5fHp718vc0BUhLx+63DuBM7Ir/AAC+Zo+c0j9n136dLgiu1HFVjLzvPb/kvqep+Nl6ENOY2QPM7C9pcBYGxQDzujbHA+ma6PUnU37EB09U2PF5YKua5kdC0P73DReXNlcT6XTNOst2WoYwxgaxwaBysPwXk8dn3MfT4bfYnjYc4eC0kG9iwWKw9RR1XTIS7SIscxSSkjZK2loySS0jo7fevRp8iyuqPn9Q070WNZIyfLruc3Li9S8klrQOxugXr8Nex8Z67J+Z/wBw4cakjFjTRP8A3rlVY17GXq8j7tl2PG5TRyT+r04yENyWPNZcFfY7LLJq7HbxbMQAaKlItb2St7I+x53qJXVlMysmYZW0VKC4m+6pyb3GdMG5HPLGgh+rW7Wsr6GU1F/UXnNpHx5o4HtP7q87bs+kseNwuivE2naQXx37iF3i7PD9Nuj2j0RupjgLnO6Qva5zWMGjR3lfN1yP13Q5cUjv2aL5VXyfp2k+5IO0b+CsfqdGMklFXPsa0MeNUNAS2KZtISHkll2+Oq9kY5YKonypvQ55/d9QoPlmpp3VFPE6SFpN3NiB+5ZqfdxGRaHG6yS5/ckZDjMlLLUGle6BgLnOdENABryW6zzXETnLJo4NLd/yTyUePsEd6cszeyA1outbNR7E8fQ3L6iu1uMGuFK8OinOzXtAv8Fn+OpU0dHLSLF4l2i1Lw9jWIStZI6OWRosGiUXA8AustPlyLk44epaTByjFqqWSiqX087cssZs4d68GXFLG9sj62DPHPDfDsHAGF7ekJDDoSNbK4+DGe64PK/TRTOp+J6WSmZFMJKUHNtcgkBfRxPg/P6mU3JqjynGXVRr4zVRCI5tA3bZezGz4OsjkXoG2urKdpbHWVDGgaAPNl0btngxt9mUH4ziJNnVs3b7ZVZpK5GxxHJLHSYWYZpQZacPkOc6m+644pPc7Ppa/AoYcUku6MIy1DtHTSH+Ir0ydny+7aByu3cXFYkuBCCrg9HomD1CnyMJPRt5dy/O55NTP6ToYLy0aQUmZhbmYQHGwtr5qUmu53klFk7Y7O71xkkdYSXuWYma7LjOkel44wSnE4/0gte2pbocpjFvNfd6WozR+L+KGpZIs4vO4QlrXHV2119Rn5YcghjMwN+8ICUtAYfBF99DtNmqX5uHYP2ZLLyL+cfabvREeGv6vvXrPimk1+qAnbIhkkD0KEJEKF0iAJsiALpEA/S6IDPqcRZFJYqoqC9bEmUt7FV3OUVdnXcHRSVNJOYmFz3SBrWjmdFwyS+tI+rpcLlppy/97ms4ta4g6EG1jy7vtXRHzmqkAXtClcll3GMoWiDGUdqAYzDbMUA4l03ugH6YdqAQm/aQBdPYe0gB9YcfpIADUOH0kAvWHfWQBCoPM3QEjKi10AYqhfzQHT+pRXvkCxZWh30ceU9UKlo89xS9Nib5Wi4zWsnZWcZx3cGHx5LmZTDYltyvn6d7srO/h1E4Inru1X05qpHJCJUAJKAa6Aa6FLWHPb0uV4BBQEk8DTKchFkIMKMu2QGnFSF9LlbYuQpNSwtp5GAe1dRdwuUemYRVRy0UZb7ccJv5L5fWn/Div1MaeNSZ47ij89XO7teT8V9DEtsY/sdspViXV9kYXY7SgsKSMns0WSnR4FSUdTAHTuDZL6klVAHGqGKKnmkiffRUHJCakjjaZC12moshGSMrcKLm5oh3lUhoyVGDVvRNLsuQW15qpQ7yJsduSOu4aoOEKhrW17bDtabLvFYz4yxamWRygWcW4RwSOsZU4RXOcxpv0b36HuTLH6fp7GcOXUrLtmuDn34NXMrHzUdc+AuNwGu2XCEJUfYtPt3Nmih4uhN4MfnF+Rde6qjI1z+I1IJPSBF1ocTZL46q7WQmZX+keN4HTREfuBTawTy4n6Rx7MjD39GEqQIvXfSTLr07B4MSpFor+rekOrc4Or3sd+ybK1IUDJwnxvUMJqcTnIO/XKtCySHgrG6jC/VKyslLhITe+40WWhuJ6X0XRAB1fUyObzzvVSJuLD+FOEsLF6ueC47X3KtE3GVX4pwRRAiKNkpGlgN1SmQca4ZMwkigno3jaVgIsfELLBjekR8GKUlNik9Q2qYB0WZp6x8e9YNnmTnRB5LGHL3oDquA/nK9waLDO37HfgueU74Pu/qFjwvxM8b3lYPsWMZ7eo/5n+hNxdJfHJx2WHwWtO+Dl1T7jDicCXa63XVPk+f6GzA+0TAjKT9IssC6RU0E2RAG2RASNlQEjZkAhKgLrJrQFt+ayDlMXmzV1Qe5H2NQVyRqekl2WmwmEbNh0+H4LwaBXkkfrviV1gwfsclUnqk8zdfQf3H47ukV42QmEiaR0fW+iy91SinYy0LInF4N7EiyqdcsHT4RATTG1wLZQQvnajIrP0XRse6Lo0hFGWMaW9YfSG5XntUfUjCS+7sPowGzyB3lc2kz0qUYoysfPSwRtY4SHPfqjVezSRUZNnwur5ozxqK9/wD7OelOW92nVfQs/OuisXgfRuhnbfYmErvUpGNFmucCVmuToslKjVwHAZMSpHSiTI0Otowu96rObj6l52FPpqeRrqmBxYdG7OcoE6Mx1E4vuSMpeHWurVm4zp3VmpLNCWWIIHiAuThyfRWvqNbTMmdTsD9Sc1tz3rcVTPBky77dUes+h2UTcOygZiW1R0t1Rdv26Lya5cH6LoE+aPRmr4l+h+0ddy9hrnxVTJY4OnMfWLCCR8F3xQp2eDVbckds3SOgfxVjRncx1PHly2MJiv1ftXs8xJfaj5C6To/5kJckdNjeLQ4e6noaXooqt5dH0Y1uN7J4036Ceg0eSV5ZcoKLF8fFHWwSwyysmZleZGE5QQRoiz519qGXSaKTjz2JKnFMYrW0jqnDmSFgAje9h/63V8fU+xnyOiuX1CbjWONxN1VLSNlkaDFYsuGW3V8XM+ZLk09LpJY1ijLjuVpMVxYVLaynpWU7hrnjjte/fzWHkzvsXH0/RyW1szMUfVz1jp69hbNJ1jpa68uXe3c+59TSLHCGzF2RBF9y5xPTNWjhPTPU0VK3ApZwM7opGEttcEO538V9TTxuKZ+S6nlyYs0tvbj/AMHmE82DYiWGoqXhzTpcD7l7lCj4E9VlyuiR+D4ZVREQ4jAHE6FxLbfaou5zUXfJnScF1Mjj6pU003c2Vv3kLUhF1Is8T4Fi3qeHj1Sdohh6Nzywht79uy5Y4fU2e7qGpvHih7I5ltLWwP8AnKaSQDkNfsXZ8M8NU2ycT0rDaekqYyO/8Qi54MwuMdx0dFxVRtiZEWyBrGhtyy5077rwZdIpSs/S6brywY4xZZ/KfDyb5j7/APsvPLp0m+D2z+JYX/LCbxPh1/b+38Fh9NmI/E0P9ssxcUYaHayj4/gueTpc2erB8SYI4m5+5m8XYlhuJ0Ub6eUGePqlva07r16LSzwnzetdR02uxqUO5xDenpC4xuy5tnDmF9Q/LETpZJetI4uIKAkLvmyi+8zP7zRgObh6Rv1ZQV5n/OPsw50TIMOdqfFek+QaLZNUBK16GSTpEKEJChR8/egH6RAP0iARk0KAwcQdeUoR9g6GV17HaysSL6YtnpXAc5jwPEZIyQ+KRrwQdRay8OWX8VI/SdLSnoMr/b/yi4+RziS65Ltdf+u9euB8DMqmAbrVGH3GJKAE3QDWKAWqAXuQCce5ACXHsQCD+5ADn12KAcO7kAi+yAfpb6IBZrlAdwKt1lhFQQqCQtMM4nEI45cUfHIfpXAXnz5NsBFcnEcczh+JFg2YLLjpu9mpM5C6977nNiJQgxKFQ10KNdANex0QBtle3YlATNrJBvqgLVLi0kJ9m6voRoaGue+tjLti5ZiqIkem4IRDhdXKf1ZsvjdRe7JBfv8A/B2x+p5bWuvI833cSvrYl9KOcgqakmlDXMbcFdCHTUriyBsT/aHJCFqlmDXgXI1QqLNVUF0EozG2UoU4iuydM6+ZCMrgsG10IOHHk4oaQbJpwbxylpHYUBegxjEqe2Wd5AVBq0XGtfTnrgPHO4WlKjm4Wb9N6QaeSPJU0Yjd9eI2PxTecnjdl2k41bmHq2IvhPY5v+abzpGB1WD8ZSSwdHUV0Ery4Fr2uy28U3GqL2JcaY1HVv8AkymiqaYDQtdz80sUZ7vSTj9Pdpwuw52aT96tiis70o40SSzD35v9m78UsUVZPSZxNJpFSStv2Qk/alijouHOKOIsSpqhstDOJYoiWOIyhzi5ttlLFHOy4DxpikhfVSvhY7W7n3CUZJKT0cTyuzYpiReebWv0+CUWzSZwzw3hP52qp2yDcueCVbIRST8JPPQy14t2tZp/6UstGRjPBuF4xRSjhvFYpJz1hA91r/8AXgsUaOYi9FfFEsZJomN7CZRqm0Gxw/wbivDc7n4tAImyPbkLXA3Ia78VzzfyjvpvuRzeIdfi4Dl6w37QsY/5R7NV/mUVOIp+lxqrd+1ZbwKkcNZK8xgtlcHaaarSfJ40vrN+nktC3wVCRP0iGwekQgYl70AYkQDiXvQBtl1QBdKgLAms3dAcxVvz1cp7XWUl2ZqCua/dG36THf0rD2fVhC+b0/tI/WfFL+nCv0OUlf1NexfRfofj65aInszRRC5JNzYDXdauip+ho09FNJTMNPAXyNHtHb3d65PJR68ejnk+zuH0OLRsyiJwA5ABNyZ28pqcfYFtNjEn5umqHn9mP8FUkYn48V9fYlbhmLuOV96e/wCtkEfwJWqRwc37kUuEVReRNWQA9oeXX8gqjk22G3Ahf5yokd+7Hp5kqkJPkqkj1eX/AMUjbfAIBi7D4W2AhIHi77dEBG7GmxR9HBnDPqjqt8ggKb8UneSIwAe4XQET6mrc0ud0gYNL20QFZ08jjdzifegE0GS/WN+9T1FWz2b0F1U8FJiEUZLQJACQ2+4Xk1vY+/0GN5qZ6qBcar4bP27bjKy1h9fVYdI99JIWPc3KSOxdYZliVnm1OkxampTNaKfHg580TchkIJeGtBdZcF1eCly6PDPFoPtfoSsqsejY3oomMLXmTMA0EuIseauXrGP8xw8v0+7dkcE+PxRyMJL2vsCHlrtLEDfxKi6zjjxuNPTaCXKscy466JsTnAwtYGBhc21gdNFH1uH5i+X0KHmqsecXuMsbGudmc0PYG7W11UXWoP8AESGHQRd8lVlDiksBjYWOiDsxDZAQD7lxfWYaeVbu5236K+CjUVNRUPAqZC4s6o7l7PFWRbk7Pdhx44q8fYUXVII0tzW4zLl+pUedf+Il5rcDwV/RsYYZnsNm75g38F9PSzs/KdW07imzxPAsErcbrX09C2Mva3O4ufla0d55L3M/Nx4QOK4TWYZXS0lQ6MyxEB3RyZhtff3rRF2KgNTFqHvFuYchTUwzibG6BwNHX1LB2Bx1WWg+TU/LesmF8QoqOp7XOhDXH+IaqUCRvE+GuB6TCjF3wzv++6r7Em3VIH5TwCU3kirGE85AyQfFoRGqe0jkdgMxuJWW7HU2T/0uW+DPNAtgwTMCPVnDs6SRt/O6w6LHLOPoXIKnh+nN34cyTvE+b7WrhkhkfY9+LXYofdhs1KTiThunI/q0R27IGu+N15ZaTNP1Pq4uu6fGqeEwMWfhGIVU88GJxU7XnMIXwOAB7i29l7cWNx4Z8TX51nluijmXxg5ujlDwF2lwed/TEhJINiCFCLmjSoDfB6xvYQVyl3R9TSRvTZCrQus4rvJ2fLNBj0QJWyKAMSIAhIgHz96AcyIBukQDF+m6Ayq03eUAWGgSVAa54ZppdaiySX1o9F4Cu3D8bheCHCPMQfAr5+f+YmfqugtPDlj+hpNkBbt3r2Q5iflZqr/cXTNG4VXYsvuAdM29rKgbpWc0AjI3fkgG6ZnagHL2HYoBi5p5oBg9u10ADnDtQDZhyIQDZjfSyAkB01QDty2QEjC0C3NAdUGHtUYYWoV9AjExaOKF76p3tWXzdW7jR0guTx7HKk1FZNITu42XrwYqhZzm+TIvZd0PQRKEBJQISFBQDlAMgEgEgJYnZJmO7CCgR6rUytp+GJns2e0D4L42oW7NBHWPCZ5fObkfevsQ+05SOl4eipX07XS1DWv7ERDRxFtFQUxmY/pJDsFSHNtxWQzZrNt2BCovHEYZInfOZCRqChTBrHh8xLTcdqEZADdCBAaIVCKFLeH0dbWPLKWN8hG4Cy5UD0HgPhSmxClqDi8LhKH2GltEXJN1GzXejTDZv7PO+I8tNFaL35MKq9F9U03pqprvFKBlT8AY7Tm8Qa8DbK5LoGfNhHEVCOvDUNHcbpZCBuNY3SOydPOwjkSRZWwWouL8bYdZ5H/va/aliizHx1jzNpreDQrYoJ3HvERGlbO0fskhBRXm4vx6pHzlfUe+QpuJtM2pxrEpSelrHnxeSm4bTPkq5XnrTvcpYA6c/rHpYJqSrnhkBp53sdy1V3A3o+L+IomiMYjUFo0HXOibgdXwfjuJYx6yzEqqWZsRaWZ3Xto6655v5R30v3I51/W4xb3ThYxfyj2ar/MIycT1rpid8xXWKpHhzSvMZsTOknYwaZnWWY9zKX1m/U07qNzWPN7jQrYZCZEMWLpENBCRAGJEA/SIBxJqgD6VAEJrX8EBjMN6xp01kH2qS7M64FeWK/U3PSOHPxWAAE2iGy+doO0v3P0nxRL68S/Q5V4bcZ5L25NX0H6H5fJ9M2XaKriiyiajbMxgytDn5O/UtAJ81qrMpepqNx9zGgRUlBAwbWzu+11lzeK2ehalxW1CdxHNYWla0/6qna0+dr/FFioy8kp+5FNjc8v5xlTKP9ZI6y1VGJRceXZWGIVDzlhpowezKCUM2S5cZkjzMjmH7LYzf7LKoAxYVjFQ1xk6WM2uA/mqCjiGHVFFY1DJbc3WNvNAZuYE7fFAbmGYrh9HTtZUYRT1Uo2ldI9h8hogNKHi3o6lzoMPjiiLQBHG9zT43CAwsUxF1dWTytDoY5jmMebNr4oDLO6AJpI2NkF0z1r0JStFbiELn9YtY4DtsV49b2P0HQJfxj2VuwK+Iz9u+bQbGOe8BgJJ5ALOzxI0cpShGO2R0U1RJU0UdPPh9U4MtqwEfcvnvpknLh0fI8DHGTcZpWC2sMZjiGH1QJbla0k3PwWZdLnf3I14Sq/ERIZaqKN0jsKrA0MIcXF1gO3bRdJ9HyfmRz24m/5qIfX5G07GnDpsktgwl5u7wNlzfR5/mRp4MT/1USPxCrFRb5LmMsTbkXdoO8feVqPR8n5kSOnwv/VQFBilVUPkjosPfIT1nNYXPI9yLo89TK9y4GTBgxu5ZEZVfR1VNIX1VPJBmNwHNI+1fSjheOO1nvwZ8c1thK0RRHWyJUeqSpWcH6cmsdwZE+3XjqmuvblYhe7SS+uj4PWKeKzxXhzGK3BI5JMPmEE0tgZA0FwHdfxX2aPxMXbYFXPLJUPmqJeklmJkc697koUqulGRw7dkBnNe5j9ygLtNVssWzMDweR2QFhr5ZK5j8MjyTFw6NsI1uox4iuj0EcNPxOCkmxd8cdSGfONjhY1xd3luh8iVInolNbSSPgTCw8PJqnN5tLhY+QUcGcMc1fJPJwTgzvZp5GeDysbJHtWfHFcorSej/C3jqS1LPAgrLWZGlkwy9DJxHgBzATQzSTDk1xDT8V0g8yPPmeL0TOfq+FMRgvnpKkW+qzpB/wAq3uPNXqY82HzQvsdD2O6h+Kdwnv4AdHUNOsbiPD8EKuEjf4NwifHa+TDKbKyacWzSEBre0klcZvk9+lyVpshHxTw+7hfHXYe+rhqndGH9JFtqukXZ4DPY9dAS51AFnQDh6AfOgEXoBi/RATUUfrNQyNzwwO3cdggNHH+FpKaijq6Sf1uFzrFrWODwe0A7jvCEfYwm0FVEMxpp2NG7jGRbvWU+TVXI9I9H2JevU9RSyRt6VkZHSEauHZ7l5NV7n6L4dlbnH9yfopWacrfYV6sHMD4OpVN/uDlkv7K0jk/uY2U31aqAS2/JAM5uXSxQDXZsWlAMSy2gKAENDggEISfpIAug03QC6L9i6AItI2jQDGR1jdiAFsh1OXZAAJ3ucOrbdAegBgKjA+h2UBmY/h/yhh0sbOq/LpbmjB4ZjNLJSzvjkBBBsUQMkrQGKAQQCJugGQCQCQCQCQDgqvkHW/KUtRw+yIg5QLX7bLxvDcrKjm6nRwXrjGkRkQJGoNj4oQd00jm2c9xb4oALoEPmPMoUWZAK6AV0IwmaoQ9K9FcUcc09RM4NFsoJXOUbZpHpIrKb2mubc8wtKIC9dgH6Ue8rRRjiNOD1pW92qCxHE6a1+lb5oLIzidG/SSRju42sgsp1nyJVAsqIoHg96lA56p4f4WkcT7BP1ZCEohynEfDtLDLG/BJs7PpB7tlQYzMIqJqlrJ3iFh+mSgI6zDH0TyBI2Zp5hCGfJTlx3AQgHqtj+cCAF1P3hAD6s8G4KGhdHL2nzQHY+jlzoaqrDtS5n2ArGRWdtM6yEGHnpuLIz2zOKzDg6t3mMzEz/TZ/3itROOd8mbSvy1UZ7Hg/FaZzO2xierxeZtJHAHvhJILQBcaLMSZF9Rnx4LWte11RH0cX0n5gbDnzWmWXY0qzCcIdgklXQV5M8dgY32u/wG6pNpzOfvQUP0iAXSIAmyIA+k0QAiTVyApUutXH3yD7Vzy/YzvpluzRT9zucTkwtvG+HNx9rnYaQ1s5aLkN11tcc7LyaNypn6D4k25J42vRGTxthGEw41GOHKpstJOCcguei12ud7/9FerC207PzCSuRVZwpJnAMhkuL+C6g0qThPIbydDbvBP2EJt3cGoS2uzZhwmmhAsyK45hoC4ywJs9seouColdh1GXB8kUb3DYuF10jjUVaPLkzPK7Jfmox1A1vcLLRyAdI12lwgNGjwieqozUtEQpgQHPc8acvFAZzxG/RrmOBuLHY6/YgOfxjhOOqY+aiYIpt8oHVPuVBwlVBJTTOinYWSNNiCFCMAOLR1TZCCaSTqdUKhpG/SQoAQHpfoXP/wBSSs7YfvC8Ou+2z9J8OT/itHvDRay+LuP2Eny0XsGr/k3E4KsNz9Gb5e1dcebYzya/SvUYthtM4ynY3Em5ZiKrWM9L+a8NF7FruOD5GToTmoc1QP5YPc7CJH05e+ivcl9zJceCnnnZ0+RfVk+ruaFHxXU1xxMNo6dsUkdnEyOzNvoO2+/YF1jqsk/tPmazp+PQYYZck2mmTYnPi2F0OF0T4qQOjaSx1g/O0ancaea28maCsumhpdTklNTfJlfllM3Fp651Ex3TQiJzA420XllrZydSPpLouLNg8GM+zsoYXxAzC8QfV0VCxnSMyPY55IN++yR1ThyejVdLnqcKwZMnCAxnGvlRrAaaKHKb3ZuVjNq1k7nXR9Lhpnd2zMjcAd9V5FTdnvlJPho5f0rQes8DVIO7Hsf8bfevVgaU+D5+ugvBnR88Tt6mVfcj9p/PIqoshHVbbsVXYoDjoqCB4F0AdLTS1VSyGBpc95sAEB69wtglNglEJJCz1hw68zrXHcD2ICafibCadxJqmus61mXdqgNnDeM+F5MIqZakVMVRHkjjI1zvIcc9r6AWFwoCgzjHAJDb15zCO2J33BQFiDHcGqX5YcThJPIseNPe1aATcVw0tJGI0rr9sgH2oB2VdLK35iohffYtkB+xADJF0jS2Rokb2O6wQGRX4HhsmrsPg8WNLD8EBztfRHB3wVmCetw1Rks2zswHO+yAfEeG2YlO+tqcTqXVkvWkdOzPc+N1AYdRw5VwXMUkM7R9R9j5GyAzpqeeA/OxPZ4hUEOZAFmQD5kAs/egFmQDskLXXG6FDNdVxziWGqkikAsDE4x2HZoiLF8kj8VxGWDo5sQrJWfUkne4eRKyu5iHdnV+i9xGKSNJtnjP3Ly6tfSz9B8Pv+Ml+/8A4Z30ELZYWuDbk/cbLtpvsPm6/wDzEh/VGAezqux4Y+oLqFp1yhQpH6o36oVKCaRhAuAgB9RicbloQDepQ39hAJ1HB2a9iAjNHB9UoATRx23KAA0LSbAlAI0AP0jdAQuoHDmgI3UTztohAfU5GnWyA6J1ZLe/RlQAitlv+bKgGdXS7dGUYMPF8NpsQzOnpDnPMIgcfWcFFziacEA9q0DOk4JrweoAQgIxwXiPNoQCdwbiAOwQAHg/EAdggBdwnXAatQEZ4XrR9EoCJ3D1Y3dh8kBE7BKlu7HeSUABhczHXcx1h3IDYbWPGHNo/VgGj6VkBi10L89w028Esyyi4EbiyFGQCQoKAe6AcFAK+qEJoBd17XAQhdhxGspwWwFzWdyFJhjmJAaSvspZLAdjOIudczP81bLYEmKYi/eWQILAOI1/66TzQWAa2t5yyeaCwTW1nOWTzQDCpqv1kiCwXVFT+sk80KN0tQfpyeaAXS1BHtvt4oQBxkdvmQDWk/aQD2k7HIBwJTsHIUfLL2OQHV8CF7KiozA+wfsKj5N4f5g2Bm/EjHd7z8CstUdY/wA4ysQdmqZj2kpE5Z3yZbXWkB71qRz9jpsVzZyb6vY0/BZgdsyqRjOPI7LTOUh45SxhYCQ0qkscOQWPmQo5egHDidkBZhgmlHUYT7kBcp8JmcT0j8t+VroDRoOH4WOa8tmkcDm1NglJ8M1CTjJNG5UQQyl01WITIW5QSLlNPGMbNZ9TPP8Ad6GbhlLHhkZfNM1wmYJWuymw1ta6Qapo5QjSsnkxyjhBs8G3IIUz6jiqMOOVr3e8KMqdFJ/FM7ieigHiblSmZlFPkrSY5iUnsNa33Kqy8LghdXYvMfzrm+GitgF0eJzEXnmF97E6oDRwnDsVloq1jJpuhma1r7uPJwd9yAosoK9pJinmBabe0UBeosYxrCnfPXni5hw+9UHR4zhFLxRgtPXUloq97HOaw6Zg3koRnmEkL45HRyNIc02IPIoBi2ztkCCcMzCEKVxzQqO39F1Q6n4oiLDYuYWrw9Q+w/QfDKvUUe012MsoYryuJd4r84pNypH9EhplKd+hgT8chji1jGn3rusUn6HKeyOTbYVFxzHI/LK3KO0FV45R9DK8Od2+x2OF1rK+ESR2Le5SP6nLJCK5vudPwiWjGY2SWMcgLHNOzuY+Nl2U5x+0+J1fDHLppQ9jr+IBJ8lVTq10PSNuaZzSbhhA0F1XnzSVM/N9Jlt1MMaPN2hxI5aarm1SuXc/bz2q2lyZuM4vS4Wxxndmda9rrj4m50j0Y9O8kd8uEcFX8eOznoXNa2+i6rTSk7o1LU6bHG0wsO48c6YB5a4c0ngnFGsep0udUjouLK6PFOAcQlhO0eo961pH9Ss8GvxbcU0vY8AkaSSToRey/R4/tP5k/tYEUZka27hcjc81tGV2H9Tle0lrCWjeyFGjopCCQy4Gl0B1vDFJDg9P6/VtaXuIAaRc5b6270BsVeFy43Wzuqakmga+0UbdGubyJHagomqeF6KCkPRNAtrsgJKHh7CpsNlbO2Zs5ADLMGUuHO6yCGm4EjxCpjp6KN0k0jrNjY25JsgNGq9CvEMDb/JNSNPosN1oGDU+jfHaQ/2OsZbsa5AYddwxicMgbKycPbsHN1QAiLGKHYOb/CWH4WQEny/irG9G/pbdzs3/AKhf4oDquE8ZfUYfiVRNh8b5cIpJajpXX6xeQ1ocL2OpAuLIDIg46isG1+DEHbNFJp5EfeoCx+U3DFQ28kVdA/n1AR8CgK8mIYDL+ZxGRndJC5UGdNBhk5OSvo3fvHIUBVfgYlBNLNFIP9XK1yArz4HXRi4icR22/BAUJqaeI/OxuHiEBDcoBwdEM2C8a3QqfIr3spHuXF6nZ+jd39exC/tBwXDWL6GfZ6A61KX7/wDhnreDwtNCL753j/mK1pvsPHr/APMyRa9WY52wXV9jwx9QHUzRfS5WbKROpWuAIHuVQANNHtbVaKA6kF9BsgA9U7igAdSNIOtkBGaRrdb3QDdCBtZARmJxuRZAROY4HUBARSMN9kADibahCEYOvmgNhxF7XFlgoLwLaKihBhtqgBDBzKEEYge1EBjT35GytlANL3OSyDeqg8neSWAfVQDqHeSWBGjafonySwAaOMfoyfclgjNEw/oSfclgidRRAm9OT7ksFeShhAN6UkeCWCuaOnA1oifcgKc1NSOuDh7j7lAY9ZhFHNtQSNKqBhVXDTnOPQxvaOxLBTPC9adh8EsCHC9afonyKWA28K1Z3uPclgMcJVR5u/lSwTRcJVDTeQPI7A1AbVJgYiZY0p97VAWfkhmxpT/IgDZhMZBHqrv5EBIMFiy/2V38qANuBRvH9mcP4UAvycYTpTuP8KAL8mmnamd5IAo+Euk2pXH3IAhwg4aepuQBfkY87UhQDjgl9taYj3IB28ESO2p/ggD/ACElO1OEAQ4AltrE1ASM9HUr92tF0ATvRtJe12hAOz0bE6F4HuQEVXwsOHRFIJLulDhbwBUOmF1kOBwh2XGZHdjJD8Cg8T+MZVS75x6tcnKTrIXeDsMgxXEnRVWfI1uYBpXPUZdqPdoNP5jKbPEsLIsQkiivkaxoF99App3aNa/FtznKS6PIXZdzwP7gblUyTRQzSexG4+5CluPDZiLyuZEP2nWQpKyHD4fz9UHuHJgJQE7MRw2HSOCR57TYICQY+1ovFRt7szroC7SVmOVrb0OFySA/Sjgc742QGhT4Dx1WOYWYHiL2XuQIS24WZdjeN1JMPF/R/wAcRwS1tRgOIQUYIvfrEA6DQa7lZSJldnUUfoY4uxThGmE1IaWsjnJDJ5QzNG4XvbuN10OcUT0v/h24mlIElVh7f9/e3uCGjRr/APw74ph+HTVXr9JPNG3MIImOLndw70BhUnol4geWAYNVnNtmaAhKNqk9DXEL5GMOGNYXa/OPAsO9VSjH7hXuaI9EVfS4hS0dVPQQ1E4Lmx58zrDc2Xl1eeGmW+KOkYRZR4v4NpeHYaYMr2VFTKTmha2xjA5n/rmuOj1z1L7FnBRVo5gUhLDGHODT9EGwJX0DlZBJQGkkMcrHNcO0WUNK32BkoGzsLSLgi2qnJNkvcwsVpqzCaqCWifmbGLNy3sATqFeSuLrkyeJMtflxCNoY9xtURjQh3ahmjn8rT0mvWFrd6EJImAx96AoPHzht2oVHYejZt+LKMEaEFeHW/wAtn6D4a41i/Y7L0uVL6JoZHdrnL5HTMW/K7P13WtbPBoqh6nk/rc7z7Zuv0SxJSP5/LqGZ1yTR1VRCQ/Psb2WJYk7LDqeXHKme2ejXGmDBmdIesSV8DV/w50f0TRZnqtOmz0fCsTjZWwTN3Y8O07lmOd8JHPX6d+C16Hfcalpwinc0A2YWfyvt96+vq/5CZ+W6JGOPPJI4M9QFxAaB2r5UJKS5P1VynJI8X9NVe9uIU8dO/quZc2Xp6ZhjKTPl9e1stPgjjXueTPkkvqTr3r7WxI/EPNK2TUdQ+KojIcbX11WMuNOJ30ueUZx/c9sw0Ok4BxYn2TDcL89BVmo/p2pn4mGL/wC08jcQ0EncXsv0mP7T+SriUv3IHHJFFftVRSaWbJMwMcRmABtyVBeonONQYs9mXu7XRTc+wtvg3IjLW1TGMbeFosG3371eRSR30EUbIo8jBEA0AtzXRIlTfbsNUmJrPnZAIydTdV8jZ7l2qwvo8Jpq6lJkpZS5gcBsQbFZTiu5OO1mt6OK2DCuLaKsqqltPCwuu97cwFxax7N90cov0Fpep9EMx3CakMfDiVGbj6M4B+Ku1k3L3LEVXTPcMtdG7tHrDCpyaTXuYnEEeBycR4Oa31Izl0haXZetoLAoXgLE6VxxaOGDAaGpoHxj+kdGwlr7ncW1G2ytDgi/JbB6uqlhruG6KwF+lFOAxx7BbVShaOJ9IfBHCOE4RVSPDsHp63LHOaVmfpA1wIGUnTVUcM8ufwJwNPTmVnFpYwAnJLTkP07k5Jb9jJPo54PnkYWcYU8cRBJ6SBwcCE5Fv2MjFuA+GKOrgji4oFVBLcOfDASWdlx2LjqZ5cC/hxNKONepg8TcG4fhrIJMLxeLERJ7TWNIczxXm02ozZfviX6F2Zz/AMiTH2Y5P5V7bict36D/ACdiMH5k1LLfVLh9iXEbv0HFRjEOjnyOH7bc32hKZr636gSVkp/tVDC/vDcp+CWy7H3bIHS0Mh1hmhd+ycwWkiUiN7aci7Jz4ObqtUHFEIDb9U3WSpHVej92TH6Xvc4fBcNR/LZ9PpbrVQ/99D2KhcGxOaOT3faVcH2E6ov+vb/QmDiDuV1XY+a3Y4B1IdqVACekva6AG0mY2tfvQDOc8czfuQA9K86WQDdLc2c1AA97dOoSEAz+iLbtBB7EBG6MW6pQED43Ae1ZVAryMkte4KoK8j5G+00WQFKWoaCO1Ad8cMiD9BosM2GcNi00WbAQw6InRuqWRi9RjBtkF+9DIvVWA2LQrYH6GMfRCtlG6OPQFoA8EsBmCIi7bJYHbTNP0GpYEKVhNi1qWBvUoibloSwMaKI7MCWB/UI/qtSwAaOPNbI0+5LID6pDm1iZ5IgStpKQjrQs8lQP8nULtoGeSjZUAMKogfzLPJLKIYVT3u2NlvBLAxwyG+URst4JYob5OgF/mmeSWRgCiiA0hb/KlkD9VjAAMTbHuVQB9VZHr0TSPBAI5Wn8yz+VASARv3ib5IATHEfoN8kAxgi0s1ov3IAvV2t2A17kAQp2tF7AoAgzTRoCAUbd7jmgJMt9ggDDN9kAiLWAAKAQzX2FkAnZRzQBAi2t0A4GYaEIA2xW5oDkfSMzLh8UnNuf7FDUP5h4jgjekxeQf6t/2IWEbzGTVe3IuipsyoqTtm56OT/XT/8AZleLWr6T6/Q5bc7NXillsYlIIILRsro3aJ1V/wAc5iX1JkpM3Suf9Vui9XqfI/E7BbU2NqSjAvzd1iqZLEdPi1V1Wh7W9gFh8EFosR8OVUlnTvt4n8Vncvc3TZbj4diaPnJ4/fIAm6PuXZL2LEWC0LSL1VN3/OBWzJ6hwVH6L8HmgqsSNTXTtZrHK1hjDvcVbHc9dovS3wTDE2Olc6njaLBscLWi3uKF2v2CrfTJwvHTuNP01VNbqtdZov36oGmuaJIvTHwo+Jrqp9X0uUEjog5oPdryU4M2YtFx/hdbxI12HVGJVzKz5mczkNYz6oYORuQl0bUW+yAqPTFhWHwyU9FRSuqWuILqmUGxFwQdO1Ny9xtl7HCYr6TcXrHkuxcxC98sBDQO5RST4TJtfsZ+I+kTE6yJsVVjc72NOgElvsWhTKVT6QMQkZZ+NVBsLfneSKKl3Dg2ZEvF4FUKh1ZM+du0he4uHgsZY48y2yRFFooVnGML3ufJI98jjq52pPvKzjxY8f0wRvvwynScaikrROKQ1AbezHbLTkl3KsUn2Rt+kbFqqfiCGbC6d0tPPRwTaN0a4sFx8FzlqIQ9UdsehzZnUYv+xzjKriA6soXe9Z83D3R6o9F1Uu0X/Yd+OYpTMLcTw57ojuQNlqGohN1uRxy9N1GDmcX/AGZjYi8PJraJ5lpnDLKx3tN8Qu/c8cl6GBM0NqQGm7SND3Icw2uLbNBsCUFlh7ILkwxk2GpdzKjJZt+jeQu4sp3EWN9l5NYvoP0Xw5/m1+x6H6YKOjloIJ6mSRr7gdSy+V06W3Kz9H1vG8mk79meTQxYZGSeknPiAvvxm95+Cenla5HlOHuYWgy3O2ym980aeNJc8nc8KNYzC4uhvl7yvzWvbeTk/p/QYKWlSR1FLXywDSR1/FeRScUj6s8KyQeNm1Jxnj9XOYaupp3Yc0Ho2tbZwuQTr4he3Ua3diUUfB0PQXi1Dm+xOzEHVLAHSk3HavAsl8s+28EYTVI4D0kOoGT0rq2J8jrG2V9l9To8nbPynxPijOEW/c4V82CEk+qykdnSFfccnZ+L2RbY0dRgbXt/q6VxuCPnj2pNtx4N4oxUo/ue0w9A7gWvkpYejidASGb8l+fj/Ps/pOT+TFfozw9rmSGQuOWwJC/SY/tP5ZJVKX7lOqF5IWX5BEYXYGe7q5rRsHAKlNGAOfVvjY7ID7bzybzCm7b3G5djtOH6StxJvRYS1tPSjQ1Dx1neC8Wo1qhwff6f0eWqVyXB0lL6P6qqLnHEamY87Gy+fPqbR9t9B08VUp0Vq7gCekqGyS1NUIgbuY65aQuUOsRlwmjmvhnTZftympNRYk7CMIgo6+aOCGF92RnQuMrjt4EL3rqkFFWjxv4dzxk4xql2Kz344y93tkv9aJpRdVx+qMZPh3VeyK7p8W+lBTk9vRfgui6jB+p5n0PVr8KJI63Eo7ERwg9tnj710Wuxv8S/ucX0XX+kCR9dWOcHyQRPeALEvf8ADVa8xD8y/ucvlWf1g/7MlbjeMM0YS1vL59/4p5iH5l/cfKs/5H/ZgzY7jj25fWiw9vTSfit+PB9pL+5ifTMy/A/7MvVOMVNHwvSirg+VaoySVDg6R+jvYZYdwDjbvXN54+5vH0zK/wAL/szgpMXxtxOXBtO+6vnMf5kdfkut/K/7EbsS4hPsYSxvuR6zH+ZD5Jrfyv8AsN61xU/2KGFv8AXNa3FFfVKzovh7XesRui4tkdciKK/INaFzXUMN8M7x+Gta+aD+TOLXi5q8o7j/AJLp8wh6Rf8AYS+Hs0fukkAcG4nP/wCogn98Itcnxsf9jjLozS5yR/uiKTDOJox1qlj/ABeF2Wdv0PJPpjXaa/uUzBxDHfNFFKDvo0roslnmlo5R/EVJo6+59Zwpju9rbfYqpHJ4KM6p6Nuj6OWFx7brW45+G0VgbNuG5R3pZ2jHg3+D5OjxqhcP1oHnouWo/ls9GhlWqge3Ye0uNSbXb0n3A/epg+09PVlWqb/QtZBp2rt6HxoduQi2zdRZQ0RktBtcEoAM5zW3QAucQ5AMcg1I1KATspsgInMafpIAMoB01KABxHZqgK8pGu6qBSq5RE3NnsqDnsQxNxJZE8+KAwZenkeXOmuEB77G64OYLkbHc4C19EAxeb3bshGPuLoQIgEbaoVAthzFCiMIdodEA/RZRayAkY3U32QDua0cwEAm5QbIB3ZAUAGUl2hWkRkD2yC/V96AjDgHAOFj3oCQlu17IBgM2oKjISAOzEtOigG619N1pAbpSN0KJrxYm+qEHa/MesQhAiQRbfvQC0tbdARubbdt1SiJBGjLIABThx5jvUAfqgaBZ1z3oQcUzhe5uqUHoX5tLlAGQW7iyATNSb2QUOS5mullAJpJ1shAmtGwCFDbFr7VkA/Qda+hQEgbcckKPkbbY37QqQZjQ0aG6A5T0iRl2D5vqh1/JYn3OuGP1nh3DYtjM1+UUh+C1PsMMf47MOqPXk96vqcX95sejw2x4DtY4Lz6rsfW6P8AzjV4jDmYxIDcGwU0zqI6jCT1JR9XmuJGYcZydpPoldfE5PJPTOUrLHq+KPAsyho29rpGg/aSm81HSN9xzh0jhes4hpYx9VrnOU3v0PQtBjq5BRYRgrj/AEjiV57mxn7ysynmfZI6Y9Po16suw4Hws8Wfj0xB01AC5Sln7pI9scegS+pui9T8IcMzi0GN3J7XAfcuLy6xfgO8NP0qf4mXGejfDZR8ximfwe1Yep1i7wPVHpPS58LIGfRa3LdlbNbtAFlh63UL8JtfDmgl2yMBvoyfG8OFbKQORG6xLqGeqcTrj+G9Hjkp726Hm9Hs2cuFQdeVuSkeo5l+E6ZPhvSZeU6J8K4Jr6GrhqaWpnDopGyDI02u03+5X5tNP60kjx5PhvBBfzKNTi/gSoxbiCtxNgkgbVvExjaywa4gXHnc+9c5df2ulTOeP4bwT/1TBb6PJRJldPLfssui6xkmuIL+h64/C+lh9U8tomb6PG/SlkPuXKXU835Tqvhzp/5yeH0dxudZole7sAuqtfnyfSlRr5D06HLmXT6PooAGz08rL7B4IusSzar3OsOm9Lj62WKb0e0xJEeHue4C56pJC5vJqn7noWn6Xh+ql/U3KL0dzlsbo8MLWv2c5lm+ZVhDUy7/APInrOn41UEn+x1UXAMkULJMSqKWlia2wc45i4ctAvU9FkkvraPCuswjJ+Xx2zNxmThbA4Qx1XHNMR1pHHKAe4brfkVRxl1md3llS9kcPiHFPCsgfE+YycjaPRcloXF2iy+ItMo7ZfUjmsR4XosQgOJcI10M8tiX0Waz3DmADuvfhnKH0s+BrpaXWfVgW082xKERy3ZdupuwjVh5he5Ns/PyUYPauWRROaWgEa33uunNE3foM6Rzw5hcG2Kw00ix73Xob3Ajui4mp3BwsCvH1FvwD7nw5KT1MUkeg+mORkmCURBO4vYr5nTP5is/U/EEVHRvd7njpDMuYF1vFfoXKO7sfzpzW8jJaCPav4rPd8Dd2o7HhTGmxU3q73httrlfH12llOW5H734c6nDHHZNnQ/KDd+kB968EtO48NH7HzGHItykF8pMto8eaz4H6EWoxr8ZYpsaEJu6QBviueTTb+KOnmtNC5TlycnxdisOL1zC556KMWFl9vp2nWCHKP5p8R9Rjny1jZkMpKM/pPcV9FLcrR+aipRttkzaKkuCHAkLOa1HguFuWSLv1PY8Dma7girgG/REfBfm5OSzM/q1XhhL/tZ4pWkGtLIzaMZRpzX6TT28Z/Kcs1vd+4ErW+vhzvZDgtJNGOa4I3OaK4S3GQPvfkrTIlI6nhTAJMbr5HyEsw5j80sgHtfsjtXLLJtUe7SLdKtvY9EqMVlw2OKDAuHq2WNmhkewtv4Cy8K0kJO5H6N9T1OKHh40DB6RqzD5rYjgdTTtH0shH3BaWjwzuMjkuo6xqpxtHW4R6TcDxOJsdS5gcdCJdCvjZugxjk3Yjrj10F/Me02IavApntLYopIHt6zekyFv7q9kNK0tsj6GPWSyx/h5UX6jCMAkwuWelrZPWs12xvA2926stHZnF1DWwybcjTiR4bw7hFT83PiBimd7JydXwNwi0eJ9zefrGaPZJkFVwvSMrxTw4lTOad3uYQG911znocJ1x9am43KLFUcFtijMjsQocvc4k+QWPlfruOseuf8AYyAcI04iie/E6JvSG1hmNvHT7U+V/wDcJddf+2wG8M4KJpoqzFo2NYbBwjOVw7l0x9OgvxHLL1zM0tsUSHD+EaX5qTE5pmBvVMQbv2EbrpLQQ9zjHq2rfK2o5KsrMJpnuMlUwRg6X3t4leaPSsj7nun8QYYr7jHq+LuHqcOHrIkPY0/gvRHo992eKfxRhXCMSp9IOGMuKWikkPK67R6XGP3M8k/iXVvhRsp/lTxBiBAwzB5GsOzywgD36LstJp4fueKfU+oZ/RxIqqDiioGatrqejb2F4uPL8V3jBI8OeOo/HlszZxFFcYhxHPL2siJ/zXdLg8LlFd+5V9c4fj0kdiNQRzMlr+RSjj4gQxXhpv8AcKs+M7vxSi+LXJK3F+Gif7FUj/eu/FKL5n/tCfW8NziwZVs8ZHH71GirPudNFCanwV8meOpfb6jnH7bKpHTfGixw/Ez5RphG4Oa2dpB9/gmVXBoxp5RjnjI9nw1/Ry1DSeYPwt9y54VR6ur5N+WJadKSQBZd2fLf3MB0rgzrFQEbpGhAMXNtcXugBMvKyAGSXqjT3hARvmAYCVUCF1SBqNVQQTVobrcBAZ9RirmtORjj32QGVJilY4EtaGhAUZaqok1lF2oRoiY+Mv60Zy7FCJV3LVLBSPuc9j2JRVR7AHXcADZcjoFlBDtydkAGXYckIyeMaEHWyEJIgG9hQqCkkANmjVCkJkJOoCAcS3tcIBg8lxA6qAcC985QCc3UDcdyAcWFrDQdqAdzhvcBVEYbCACNNVQBcPcSWt07kAMkDXXcG7oABC4DqqMAuD2hQgzZi07EFaQE55dfTzQDBgeANAUAYpzbdALoDY2JugAaHtJFrgc0AWew1GqjBI2QZQct/eoAy+MkDLb3rSA19fBASXNtG3WQCMzdyAgCDXO3sQeaGhCEWQBeq5tRyWjIxhI0B+CAboyCRv2EIaHZC87tzHfwSwMY3XsAUID1w6zb270BOy+zgbLNgnEQcL79miWDnPSFSOfwxUui1MYze5SXc3ilUuT574cB+Vqj/YSfYty7FwyrNb7GJPG9xlLWOI7QFfU4v77NfgJrmY63M0t6p3Flw1KbXB9XpE4wzXJ0dBxFWUlJjglr6c1EXRABhOl/csadNLk79TzR8xujyjK/KbD42dHHhzXRg3DXOdl8i4rtstnherpkDuLmMv0OGUDB/smn7ldhl62T9AWcb4gy/RR08Y7GxgK+Gjn5qQ/5c4k4Wc2ndfkWXumyHsa81IZnGDnO/pGGYbK075oG3+xPDiuy5HnJk/y1w5WaVuDvp3Hd9JKRbvsdPglTfqaWs3ffBf0L1JRYJVf+W8ST0bzsyqZoPeD9yzKLr6mbjPTzdJuL9/Q2qXA+KoWh+EY3SVreQiqcrvJ9lwcMfsz344yj9uZP+pZGI+kDDrtqMOqpmj6Qj6QeYuucsOGSp2d45tXGS8NtsN/pBxmiOXEsKaHftsLT9gWVo8H5j0/MuoYvvh/wdjhHFHE/q0MzOGZTA8ZmuD2m48L3XDL07TZY7ZO0cMnWMkuMkGa1dxfjMUcfT4DVyl7A8mnje4t7iADquEeh6SPMUSHWIR/CU8L9Iz8KxD1p2A4mZLZS2SleR/6Qvdh00cT+lDU9Yw5sfhy4/Ymn9LjGyudHhdRTB5u5jaIi/mLn3ldZQl+h54a3S1zJjU3pfZTU7o6DCJ4JHm73x0hu7x0Kqxs09bpJy+ttkbvTnPHEY30NRK4frISCPgr4bOL1elu4GPV+nKvZUGphp54pMhYHObYAdlrDsW4wp23R0WrxKNKG5e3/AMlDiX0ocQxPjpHPfO+aJk7Y4w5464vY35+5Rwb9bM+Zk/5eOjnanEOOMaYA+OWjgdzncIWjzt8AtbdvJHLVz7y2orM4PaR0uL1tXWPO7adhjZf9+QC/uCbn7GPDxrnK+f0LTMMwmkAEeHYZGfrVVS6Z3/JcfBVSfsSU1HnGo/1aLNK6CKVppBg3TA6er3jd4XLGpt9aMS1k8n0xSQWP8LP4sE1VTQGkxFjRmbkLmTntLhcX96xkzuFWjtpumvWXskk1+pzLfRjxLqRRxi+v55qLVI0/h/UX3BPot4nJJ9UjP+9b+KPVKjS+H9Q/xI0OHvR5xHh2KxVFRSNbGDraQG3kvPq8ynipH0ej9Kz6XOpykkdXx/wxieKYTS01FE2WVurruIt5rx6SfhzTkj6/VdPqNXp3CLTdnn7fRnxGd6aMf7wL6ctbDd2Z+c/w3qm7tf3LEPoq4gkAv6qw/tSH8FfNxfZHP/D2o7SZei9D3EL9RV4Sz96oIP2LSzRkuTD6HqMbuLC/0S8Rg5TX4Z7qhx+5c/Hxp00dflmtUfuaNJvoT4qbSiodV4cIfr9JIR5hq282Or2nCGi1Tlt8Xn9yn/oqxogh+J0PZp0h/wDauT1EE+IHt+U55/dl/wCSN/okxW2mI0Z9zv8A4rPzBp0oP+xxfw9zbyJ/1GHomxMf/qFL7s34Ky1jfaLOi6FGV3Nf3JGeivEb2dX0oI11usy1MmvtZt9AxxinHIr/AHO9wbApKPAZ6SeqgMz25WkHq9moXzXGblu2s/TYtTiwqOGU1wvdHGu9F15HF2O0bSddgbfFfShqJxj9rPy3y3TZG25pc+6BPouhyAO4io79tgD/AOpVanI/wsz8p0P4siv9ySP0WUlmiXiGncwb5Q0Hzur5nJ+V/wBjcek9P9cn/KLuKvpuHo2UuG4lTso2N1uS4391gfeV1hKU+6PJrPK6RVhd/tyYJ4vw2B/Xq62d/awAD7l18BP1PmvU71utl6j9IGGs6pqaxg2IkaCD5XVlFbdqRY6vJHmLLTsU4RxkD1ltEZHH27GF/n1fvXFaeUeUzstYp/z1ZPQcPYT0/TYdjNdTM+pGWytHn+C0ov1Np6PNxBOLX9DTxDD6v5LkZhmLQS1bHh0RmYGZ221Di1otbksyv2IlztU1/c5Qwcewm0baeZg+rNCb/G61Hb6o3k8XtGUf7ocScf8A+AF+7IfvVah7FjLUV94Wb0gPJHqLW37RGFisfsSPm/8AdG9W48f7T6OEf6yWAKfR7M6VqX3zL+6JY8I4ulHz3EOGxd3TA/Y0rbnJdol8OUvvnH//AKRo1mDz1WG4fT1nErIpII3smMLHOEt3ktOw2BCz4mT8pPKaR8zyf2Ziu4T4dhJdWYvVy87NysH/ADFZXivgu7pkfsTInngnD9oBUOGxklL/AIN0WvByP8RPN4I/bBFabjbDKMWwnCqeMj6Qja347qrTTXeRzl1LIv5MUjGruNsVqriOQRt7G7rosMV3PLPX6mfE5f2MCrxGsndepnkdftK6bUeS79WVHSaE5iSpRnawGkG5IVooeZn1G/H8UHPoOHR/q/j/AJqUX6/cfNHlPUPmrRHv9WBnBYbEiytGaZ13BtbHS0j3TzCMF230vco1fBacfqR05xilbVwzR4nWts4EslaS1w57DRSqO+pnvyRZ3OH4nS18ZlpZmuYPquvbxVOcvuJnPzAi481CFVznche3YgAM7nHrD3XQAyTE65gB4oCKSra0fOSZUAAnY4X6Vg56myqBVmqmBxyPa/S9mkqgoSYpku5jCeSAtUeJQzFrJgN+y3xQGlLhlNKQ+NpLTza4H7EAMuB07GGV8jxCNScilo0ot+hRdS4USwmSZ4BvZsYBAUb9jtDTuXdFGSnp2zv6FkxjJuDz96zfJ08rXJ6mGk5iCbKHmDYxzxvqOYQDiJ2YgvLj22sgH6HN+ccR4IBzSi1wSR4oAm0zGnW/mgHfEzK02270BWlzB9zYeCAZshvclATsmaRbTvQEjXA89O5AJxdaw1CAFwGQkDVANchoJG/YgCjdlBv27IAhKLkA6IA43ADb4oBODXH2UAbY7t7e6yEZWfGM5Nu5CUDkyXLd0Ai5zbX2IQEzLBwN/cgJXtaW35dyAifBmaNkAHQlul0A7owVpATWlpBGpQpMH3I+KAKzXC7hbvugE0sY619UATXZm6G1kAWcAaHU7oAXklt+ZKAVnDqkjtUothte4buG1koWOJLNtcXShYRy6G4ulCwXlpd1RdyULHY54GoIalCwKmNlTDJDIA6JwLXApQkz5+xTh+fh3i98MwBhnjkEMg2c232hKEWc6Y3UrWS1U8kUThdmUlxPgLrRzlyWaDEBTzCRslbI0fQyHKh1xyoocVVorpGyHQhou0ixCwkMuXcc90jRoI2kftarqjkhCY8mMH8IQonSuPYPBoQDdK/m74IBmvcDcZT4hAFnafajb7tEA7WsI1fk7NLoCxDPUQEGmqS0j6jy1Zas0sjh9puUXGHEFBboq2cW2uT9t1zeJPudlr8y7Ojap/Spj8NhLIJLfWAJPmCp4MTtDqeZd3ZqRemCubbpKeFw7cgH2WR4V6HSPU5J242WmemGRx69DGfAuH2FRYqNvqd/6aLUXpgjy2fRNF+wu/ErWyjD10X90ES/6XKU708ot9VwH/t+9KJ5zD+QMel2lG0Et/3/AP8AyiRJavE+0COX0wRgExQuue//ACVo5+cxr8Bm1PpcqHaxxke9NtlWshLhRox6j0oYlJm6IZQ7frE3HK97q7DL1cl9pkTca4xUOIhdkJ5RsAv5BFA5y1mSXDImU/EmKvzZJwD9J5yD4rW05PNJl5nBGJytBqsQpYieTpS77FUqMbm+4UnAVSyPNHi9E5w5ZnD42VKmVmV3EPDD7MqZeiHNj8zfO6xPGp9zrDNkx/y3RI/0g4y/2qqYH/au/FY8vE7rW6j85F+XmMX/ALTL/wARx+9Ty8Sed1H5xvy7xg/3mX+d34p5eI87qPzjflzjH+Jk/nd+KeXiR63P6zYP5cYwf7w/+d34p4ECedzf7jGPG+L/AK9387vxTwIjzmX/AHGL8t8Y5Tu/mJ+9PLxHnMv+4wXcbYxuai1u3X71PAjZfO5mtu9jnjbGMuX1gFvYRou3hxo47syd7wDxnizv0sf/AA2lZ8KJt6jM/wAYvyyxYH86z/hhXwok8bN+cc8Y4udpGD/dNP3KeHFE8XM/xi/K/GyLCfTuib+CeHEeJm/OD+VeO26tQ/8AkH4JsXoXx5rhuwfymxw/3uYeATYYeeQLuIMccATV1HnZKonjSBOPYy4HNUzm/aUoeNIqBzaiXNiNS+3Y3daRlu+WaMc3D7GWkop5Xcy6c/cqCCc4FKD0dPUxHllmv9oQGfLDS3PQzPA5Bwv9iAjjMsTs0MxDhza4goC9FjGMR+xX1HgZSfvQFlnEOON/vch8cp+5ZobpIkHEuOjUTH+Rv4JRpZ5Ic8TY6f0xH8DfwTYaeaRG/HMck/vEg/ds1NhzeWQBrccn3qak/wC9I+9AMKDGqi5Mjyex1R/mgMmqbJBK6OY2e3Q81oEBksdLlACZCVQDmJOpQEr5Q6JrcvWHNARXQEhc3I0Nvm5oAboBXQBA3CAmghY9wzOI9yA73g7CT00Xqr5CSfb2sgPS63C6aqhMdSyKTS13C581kFXC8BocIjkbRte0SOuQ43KAvdUaB3u2VoAPnt1QL++6UAhSVMrcwjc1va92VUFDEaV0bbZ3OcN9h8boDIfFc3c03GmhQFaaAZTbXx5ICm2LK+xbmQFmkpG1EnR/OjXa2iA2IYMNo4rVMjjKPoN1+zZDSRO3GJchbhFG+FuxmfeR/nsEOuOKfco10+IVFvX5qiZo2EhNvLb4Lm0eqMoxKzYXnaK/dqspP0PRDND1LNPRvfcspzppufxUp3ydFmg+3/vJ6SXW0GhWj4oDXuucu/NAGXvKAYyPNwduSAcSSXABGg1CALOWa7k9qAJ8hy9YgdyAjIa4AG9ygAfE1vbdAMGgP03QFlok0NrBASNub3+KAEu2FgfBANfXfQ8kADi7NYb9qAMOGbMSPcgAfI0HX4IB2VDdm3uO0ICdsmUbZifcgFJLoLoCN7wdgbc0Iwc19vZ7roQEgZuq67vFASskEdgTv2oB+mYOdkAMk7S4DN3oCKSZtsoLRfW60BhO0alwQoJqWDZwugITUuzdZwt3IA/Xmh4JIt4IA2Yi0HW4NkAMmKNA2F/BARuxa7QBqe4ICJ+JvcdOXOypBnYq9rdGlACMXcG6i5QBjF3GzbOuO5AMcZeL2Y6/ggBbjc2lo5CPBARSY3UBvVp5Tf6rUDOex6rGLGJtXhc8roiXRPboWE7kIEeQ8Sw1FPI6mqGuaxhJYHCxAJuhKOZzEHcgeJVITesZmjpg55HO/JWhRA54zEs0CAG/ahR7oAboAi8lrRbZAK6AIvLg0EbIB2+0Lbqdhwi9QgtlBOgGpUtvgqnG/qXBdbiwEZj9SpHtBPWMevnum0ScX9qoqyVdO/U0cQPcT+KqVMm2VcvgjM9P/hmeZWmZpAGaD/Dt/mKyVL2GM0H+HH8xSi1L3G6eAbU4/mKUPqQvWYhtTx+Z/FUlyYvWmcoGeSgabHFbbaKL+QJYXBMzGKmP80/J+60BLNOVidjVc4daokP8SWSyN2K1jt53+aEbsE4lVWt0z7eKpEB6/ORZ0jnDsOqjNqvUA1Tzqcn8oUoxSG9Zf+x/KFaLUSRs1x1nAH90IPp9hdKzm4H3WUovHohF8Z+l8AlMf0I3FhPtHySmLfsODGPplKFv2CMsYFrlNpNqfLF0sXO5Sma+nsSsqYABdl/FTaZ2xLUeI0rCL0rXfxFNpNsQp8QoXi8dO+M/syG3lZNpdsTPnrHvf8257WjlmV2ikRdPKf0j/wCZXsXsISzH6b/MpYETKdy+6gHa2Y8noBdFN9R5QDiGY/Qd5IBNp5idGFAEKeb6nxQEgpZzsw696AljoqlxsI0BO3DKw7QOVLZNHhOIO0bTvPmgLLMFxJ392epZmyWPBMSFv6M8+5LLZPHg2Kh1m0ch9xUBdgwnFo8p9VdbvQGNxNgOIR5619M4N+nbW3etA5ZACqBIAkAKASAJANdAE2523QHQ4Jg1biDrwwODfruFggPVeG6RmFUAifI0y/SIN0BfkrwwG0jSoCo/Fb3s5EGgGYgHHV1x2LRk3sIx+kiexktOxg5vYVC0zsaWSiq2kxTZ7i9hqUI+CGqwiGQC5d23LQgUkZNTgcABLDPIXG2VsV7+GqGrOeqcLpxVTRxR1sjmGwbFEHW7QbkIKK7eHsZfnbR4TVyQ3zMExAt4gGyAOo4W4rqwPWMJkMYGjYssYHkNUJ+wsP8ARrxRM/OMLOXsfK0fegtnXYd6PsfgpwBhEY7jUNH3qMu4us4CxkjM7BICR9avYL/FKFsv0PB+IgZTwzQZr+0cR/AouC036mjDwjikLv8A7aw+zr3yV5ubbc+St2Ta16nKtdd5uDbvXI2EJGj6OUlAPneBe+nYgHJc5wBuG9yAQJvtqgGNnOvcgjkgBzFxOe2UbaICSMns15ICQtNwbeKAcsAO+iAcOaB7RKAZzr2BBPggETl0aLBAA4u1LduaAEseXXzW5oBCO5N3d6ARbdhte6AdjAN9CgJcpLri+qAkAIbpYntugEQbgHRCMBsQsdR3khCDFoABPLa3NAC5rb6nwQDsjbyNzzutICkaxpBIBQpG9zHAc/cgIwGtaS5pIugE4NJuWt8UAIjzNsALdwQDiGMWuDdAPIxma4tcIBOZHYE2JQDZYgRoD4IBh0YGjQBz0QDZ4b2DQfEIBnPi7BcdyAEzsF+qMyAA1Gb2W+QQgzp2Btyy3bohCJ9Xe92gDlpdUFd9R1r5Qb9yA5TjrBhjVC59PETVRjqkfS7kNM8YxChqaN5bUQvjI+s2ypkoXVAkAKAe6AV0AyAe5QDg6oCWAZpmNAuSbWRslHTDh/ETFZtO8AjXRZsUR/kziH6l2v7OytlF+S2IEi8LrHuSwC7hevG8bgPBLBEeG67lG4pYB/Juu/VuSwD+TtaP0Lr+5LAzuHq0bwv+CAH5BrP1TkAwwGtvrC7zCEoXyHVfqXeaIUD8iVV7dEfeVRQjglX9QD3oKI3YPVA+wPcVLADsKqh9BUAnC6n6iFGGG1A3aFGBfJ0/MBAMcPm5BLAww+fsSwOMPn7D5JYHGHzfVPklkCGGTHkfJLKGMInPI+SWCVuB1FgcrrHuUbBaj4ancL9Ye5LBYZwnM8XufgpuBaj4Mlda7jY94TcCwzgxo0c8nwcrZaLDODY2gZnnX9tLFEreEKbW8gOv6zZATR8K0fMRkDmXqFJTw7h7LXFMe7OUIG3BcNaNqQD94lCEjcOw1lz/AELwA3QoZZQMFw+iHgwGyFEKujiFmT0199IwhBNxKIC/rsTQexiEHGMRtAtiA0/YQoJxzNcev69zChSI408ezWSO8IyhAflqoLiBUVBG2kRQgBxarsTHPVkjT8yUBWkxKtc43krO60RQFd8+ISgnNXubaxAi3VBmHAemeX+o4g5xOpDAEAY4UmJ0wvED5KgNvCVRt8j1xP7wQBDhKp54NWX/AH0AY4QqrH+paq/fKoAmcJVZGUYHIT3yqbgSt4PrAL/Ig/inVTBMOD60W/qWnv2GYrRLLFLwdiL5A2LB6Np+sXnRBZux8JY9E0Ex0rGDkJHG3xQWaLeFcXdTZ2NgcRuGk3QWZM2E4nDrKxuUoLCjoJC0B1vC6qCnXcsR4e4jLG076ow/q7Btw597XIKz2NRx5GadBM/DHdLHVdHKN2b3Tcb8J+pvQ8ftzRieke/L7Qa+10UjUcSbpIrY/wAd4hUxiPAYZaCMCzw113O8XKORp6bI+0TgKo4jUyvfO6eR5u4ueSdSoppdyeTzrnaBFRVhF8slu0AqvJE0tHmf4S1FR1mWx6a3Zqs+LBd3RqPT9Q/thZcibiNOPmjUtHY15Cy8+P8AMdF0zVP/AEy/TYrjTYso9ZI/ae5Z8xij3kbj0fVP/TBkrMZk0+ePcXlXzeH8xv5Nq/8AbImVGMMfdsk8dvqyEH7VPNY39rsLouof3xotfKOMP/PV1SR+1MT96LOmz0Q6NKK+r/3k7QyOHZ71s+KPqOsQ251t2IBzrrpc7oBmlwtrfwQBOft7Q70BXraeaojYIZ3w665OaAsBpbELnbS9kBJHmzWvrbmEBMGgjrO6yAXRjMbXsgB6zXWa0+SAIscbNN7oBACx0BAQAFnWFrj70A5vmJOult0AidwTpZAE3K03cL3QCFib8kBIzVwt2oAnN35lARPfoDfU+0EIxhc6ZuryQEZDnPudbbaoAnNJALj1gUAL3NJBJIWiDEsBBN7doQAZmON2lw8UKG3K1xu46oBOfCH7EjncbIABUR2OQOIHcgGfPG43LTbwQgJliymzXFp7kAzZ4mttkJJO4CAfp4tbxOvyQET6poP5hzvEIBxVNAzdC6/ghSCXECdG0xJQEZq7m7qa/cgANcWatgOV3ehCJ2ISAn+jiw7SEBFJic4OsUQGw1CoK9Ti07SD0dODb61kBnS8QzwudZtOD3v2QrMnEcefVsdHV0+HzMJ2ebj7EMnIYlhuG1LiWQUdO7/VzOA8rK2i0Yk3D8VyWV1OO65P3JaFEQwFn/7jTeTvwSyD/IMd9cRg17GOSwIYDDr/AFjHp/q3JaAf5PQi169tufzTtEtAnbw1SnbEHuP7MDiloEjOF6YgXqqk68qZyWgaWHcPUlLIyVhrpJGm4vSlZbKdL6zUG14MTd3+rkLIDbLV7igxNx/2JVsoTfXDb+rsTP8Au0sDmKtcSPkrET4tSwL1OuuLYRiHhYJYCdh1eXX+R68X8EsErMGxN1w3Bq0c9SLqpgL5ExNwFsGq795b+KtgKPh3GCHF2Dzjs6wCWRjjhnGHC4wpwPfIEsBt4Sxp4P8AV0Y8ZQiYB/I/Gi3MaGBo7TKraAH5GYy4DNTU+n+s/wAlGxQ7OCMYkdl6GlA5kyLNihncCYvn9mkA2HWutJih/wAgcWDrE0neSSrZBH0d4qRm6Wl17Lo2KFH6NsTcetVUzR+6SpYoT/RjiAJ/rCmF+xhUYoib6L60m5xRo7xGUAx9F1Vv8qga/UQoTPRbLm1xdwHa1qAm/wBFnUObE6gnlYBCpEjPRWzUPxOpI7BZSxRYj9FdObB2IVdvEKCi5H6LaJpFq+tI59ayCi0PRtQM/vdaQOXSICWHgCgv/a6wf7xWgSjgPDGNPSS1TvCVQoTuCMKAsXVBBFheQoBM4JwcAXbIbb3edVpECfwVgmbWBxv+2bICZnCGCNaP6BGTfvKEDdwjgnRi9BEB70AP5MYExtjQQZeRtzQDfk5g8ZJZQQZt7FtwgGdglCIz0VBSMPbkBQAUeA0rZM0sNK9ttA2EBCFlmD4fc2oqfN2dGFShswyiYS4UsA8IxcIA/UqVwBFNAfBgUIN6pAwgiKNl97NCAPoI8hc1jBb9ndAQuhFz82Ne5AR9G0a9HYdipR3RjUgWb4IByGcrKkojuL3sLhAM57Te9rkblKBXc75wOFrWslATQ95zM5FKAz4ZARrcKpEY7HMYQXtJAWjJo0Loje7L93YgNPoWzRhhbY8laBb+TBHCXtNrDWyjRkxa3B2VERLbvO+5ss9jrCLkc5U0MVCT6xIy3JnNZcvY9C027uZzauONzskLnH6J1uFltnpx4IQIKierlt6vC5neGk3WeTrKSiuCrHhGJzHN6vUm+5ERKGEt/ckOAVhlDW0tW5+9ujIKcm/AxrmTJfkCvDr/ACfiHuaQo1Iqlhh7kzeHq1wucOr7cyXgIoN9yvVYap2St4exFrsrcPrwe6QKPEwtXp16ssRcOYlIQBR1l+wzt/FZeKa+3/k6R12m/E3/AELNPwhi0khIw6pIA51LPxWXiy/odl1DSL8whwdjTCR8nznuNUz8VnwMsu9Gvmmlj23DDg7GC03oCw/t1jB96eWyfoT5xpv+4IcHYoQP6LS9nWrW/io9NP1r+hpdZ0y7KRO3gmu0ElLRDT6NQCU8u0zpHq2nl9qf/tmqyKPNYtJ110XqPzJKyNjSSWC3mgDkPU9gICMbhuXZAK+mouOy6AKMHcC47OxASta8tAIsCUAbYgXncBASZA42HLfRAOGAMOUgoBABjQ43uUAL/Yc4aO7UBGCbAON77HsQAkOtcHNZAIXkd7Ab4oAntDXb3QDtbe+yAMRADawPYgJWwhxJtsEA4hH0RrzugBMIefZygc0AhACS4klAJsTMpdewQCdA3LfN5oB2wtvlshGF0URacttAhAWxMGjnAuI0utI0gTA0gXbm8EAT6doAs0BBRH0Dc1wS3tIQUEIGBtgHO8VklCfSAtPVtfs5IKH9XYRZ2gA7EJQJpmZWn3IKBdRREloJz73votAduGRusHG9+9Cidh9Mwltte1AMcOpbXyWB55kBG+gondXJmIQDDDaIm3Rt02ugAOFUmcfNN8LICx8j0HUDqeMk8rIA3YHhwBBooCCRfqgoBn4ThrbB1HAD/sxqgGfhWF5daKmt25B+CyUH5Mw5os2lp7cj0YQDDDKBv91gcOXzYBWiDfJ9DYB1LDl30jF0IEMOpAbNpINDsWDZZBOMOpdB6pC2/LID9yAkgoaWziKeMH9lgsgDjpafMcsTCBro0IB8kI9hjb9mVAM5zS8XagCFhm0AaTzKANuVp0A8tUBEbl13NGUhACQLjqXPaSgCcw6gMtfYjkgJMpIs43HcEA3RHTTbmgHuGvF3IBpDr1dQexAQ2cbDNa5NkA8cZLi1ziAgHMZz2b7yhUIR2Orm+SFHyEjQgX2WkRilaDbMC4gdqABkdxpcd3YjCEbgakE9oWSkcgBIIOq0iMiBaDleST2IAujDgMp5oAWwtJLbAu7UBMISBpl7RZRhBdGQy5FgVChNjuyxBI7igCcLGwG3YboBF1jex05IRkYIcS4C57CEIRvcSdjfs2WkCIa3zX89kKOQ4EC+buQBZHjUWtt4ICRzwwXZcW02QERu7QuKAB4GWzbE9hQgLY3Wc4AEHYIQQItc29yoGAFrkadoQCBc02uNdroCN2hJDhmO9kAmvu8jq3AtsgAdMSDnt1e5AMZmW6pcLi9rICOWUuFmndAVxNZrbg9+itAinqnFwGzQlAqukkLrg5uxUDtEz3aAg2SgFFTSON3A/arRLD9QdMOvHlA55rJQsrHDZWPyhzmdlnIQOqw6qAZaoI56koAI8Lqp3AesabX5X8VQa1BhNVTm4qY3HsPNAb1JhmKyua5kTbfWdoPNWzNmrVGopGCOphNQbatgItfvKWXuYNfjWIsjdBDhTYYyMt8ocQD3lRo2pOJgz0c8jM8lI4gOsQCL+Kwo8m3nlJbSCKngZIc0U7B52WqMXL3NWljpRDa09775XFTaPqfqX2V0DAI44qtxtqWxvTYhcl6lXEZ54gfVqPEnF2zmseSPgm1Iu+XqzMp2V5eC/D8Ylcd7tdr8FaI036mocKM2UHAsdJO+V5AP/KhNu3my9HgzWRSNbwtxBJf60+l+7RQWgsL4dm1dVcG4nrzZW2v43KB16GyMGcIhGOB67K3a9eEHJU+QQJMw4HrSTvmrrj7UH7k3yDIxoLeBHE3v1qy/3oW0XabCpfzn5EwRv5APB+9CWkTvoqiJwH5IsdcXsDf70G5M4V77823vtdcjoOHgjPcA7WKEsdszXNOuoQWC6aIkAvA7RdBYDJoxvlQpO2dlxlA9yAPOAesCL96Adr8o0OnYUAbZAX2a425gIBpJBcANudtNkALXvFtQLdmyATnuL7ucCO5AMLgAC5adtEAVi03dYW3AGpQB5SGmRlhcbE6lAFGzMLhovz1QDlu4Lde5ASsaQ299ByJQCvfUADmQgE0m+Z2jeQCAe7nXubM31KAEO00IsgCDQXEAEjkbIBOvmA2PMnZAJxJ1uCRz3Qgz2kau27BZBRG5oMgtqRystFJGnQWdc327EAGVxNwULwS5TkI0JCDgNuUWBOqyOBF7XeyTftQcEcjc55oQdzA1ozE37EAJAzWvdwGnYtEBcSbi3WtYIBCKTLZxtbmgD6EOblc7RAO2BgDsm4QDxxEC7iLnnbZATiJpAN7+IQDEXeRYnvQDNzHMb6Dla6ATzn6zrAeCAiLQb5esw9iyBRi7rZSDz0QB9H1SXadi0QaGIDnZxHNAO5gAJuQ487LJSZrdAcxyW1uEAMZAfdpNuxCAOuDdp3QAlpadTqUBI7W1huNyUAhHd2pDghaG0aSefcgE4F4OlrdiChWNg0NDu26ANo0HW8ByCAcWA0Fz70A5aQb6C6AjfYtu0ga9iEI2PJltcN7ygDDL3GVptvqgHYQ4dbKCELQ9nOFhbxuECIyHXLXAWCFHBLWBoFx3qojHLSXi48SqQRAJIudFkpWfo6+X3BBYLQ4X6t7qoBvYCGktAIO5VIG5hjGYEEHkhR2BpANjfvQDGTI21h/CsgZjmlg6x03QoTpWgWvY9o/BAQk3uWk6akEWv70AjMSb5ChlgPkDblhNzyQEMspG2XOO1aA2awF7OvuhSVsoaNG3PdrZAF0lwBckFAC97AASC7u2QAGUnW1vFAC83F2WHiEIRO6QGwOrdTZAD0jjYWINu3ZUgiHu0MnggHdD1buN3JZaGihaNyR3JYokDW5yQ02SwQvc0PuCDcagpYIJJRqbEHs7FaIV5agWtqfAJQKvrBJc1hLwDoGi61RkWV79XgtHelAsU7oIwQQ57lSWWm+sTHO1gEewACWiksMM8jw3oneVleBTNA0rmxlz2HMrRLM90Re52ZvVB58lhqjSV9iviBZGWtdku4akHQrO5HTwZ1dFaqrqahMGWsidIBcmBxJ8DyV3IxtZPTcV0lMQ6OAvlvcyP5+6ym9FWOT9C5VcdmsY1k7W5W7CxTcjawyfZEbeLmNAAyAfulTejS0877DHiyE6nog7sLLqb0bWmm/Qmh42EAsyOlObm6nBTxEa8lJkrfSEyA3y0Lbc/VG/gruMPR13YTPSrVBzuiqaSJvIeqjX4JuvsTyi9yJ/pWxcg/0+nb2EUrfwT6h5WPrIpv8ASfxC5xIxqNoO1qRtvsT6jXlsaXMhH0pY+ywONAnt9UYfuSpE8vh/MTf6VMZzdbHy0W2bRs/BWmVYcS/EWYfSZUOINRxHiIvyjpIx9ynJJYoejK7/AEkh0/znEPERiv8Ao44m/cqcaiuxFVekSORjhDxDxKH8swjI+FktGkkyCl47ldG41OP8Rk30Lcov5uTcjccLn2ReZ6QcPjjBfifE75ObjIz8U3I15WXsTj0l4O2KwreJMx59K1NyHlX7BRek7A2ts6q4mNvqPafOx8PilozLT7THFJOScwsfFczmD6rO0e3pvYISh/Up3C7XWafrO1QUE3D5MvXuD2oQk9RObL0gzW7UKiyyhbkBzAEaHmhRMoyLuDs3utogJhA0tzOcQgJB1WERn4IAnGMFoDuWqAjuWnSxadygCLrbWzdlt0AYcSQAALnYnZAFfrG4DjfyQBtBc43aQe0FAG02Fi7bmgGLra3Fu26AGxsL62KAd/XIty3GqAOwLXX0A5BAC1rSNM2UckA78p0GltgEA7DljJAJPeUAAe7Xa29kAeVpacret70AwAI6ult7oB42vuczwzvAQDtzWJc4E8rBAA17sxzG48EBMwBoNiCN7BAR+0QQ4abjmgHsc4HK26AVyTZrrAIBnuba0jiT2IBgW5gW6ckA5Hzgs61+xAG4lxIvY8u9AGxrSy5vm7dkBIwMyuu1wFt0AOe4IDMw5FAP0oyBlr359iAAuGpzEtHYgBL2B12kWO9ygHdJfrHYdyAHOXC5tY9yGRMIOgJ8EAbb7tN7croAgGZ81tfegBc82sG5ghoKMWy3GvYTogDcWsecx8kMjNbmGh6qAWQDezj2IBBoO3ehRxo8udI7XkAhRs1za2x80Ag9wJIa3vugCc4uABABHYgEGuJ0Nu4bFAET0brPsbICJ0gc06XI2CAEZr7AdyEYzos9yS7RCDlgcx1yfAIVDDQaeGyFHy5hcWv3IA4zoWmxPegIhJkDsxOn0UIyJ9YC21tDyQhB0zyQCCB3IB87i5oubHbRAT3Nza/ZqgCc8nq/V1HegALiO4HtQqE6QgaC5OyFBzOy2tZ3MhaRGRv6TZtrndAO4dbY5jzCAjDpLG+gb8UAAzbBxc13LZCUOIb6AaHnfZBQzYI483TEu7AgLDGBti1uw9yFB0DySCPBAD2nS/egBtcEZTe+hQDgl/t5bhAC5riT7Nu1ADlAaANO0oAS124I7LqmQgAbtbyQDZgG3sWkdiUWyF1QG6Ea96ULIZ6toABNr9ibSFJ9WS4iO5dyAF02gheamXKcoaeeY3PktEsOOj6jn1L3E8mjRBZK45bNijAHIDn71ohYhoKusIF8jP2kBsUWDxwuHSFrnW5c0G5Gp6tFEwDK1o30KtIXfYquqYYm3FrjldZboscU2Y+K4xDBG5s8xa/cNjAcsPIeiGlbas5ibiSdgc2nAbro7Lr5rG9s9XgKJjVNVUVT89Q973dpKFvaNGztFx2DRGajK/QsNZFb2SsM9MZJd0St6EaFhJ8VmzvHLBegjLE32orjxUps088PygtmgJv6uf502SHmIr/TRHPW0zdDATblnUWORmWsglzjKclXSv8A7o4/7xa2yOD1mF/6QTJaXLc0R98ieHKXBtanAuXhDFTSEf2Rt/8AaJ5eXuYlrNN/sj+s0d/7N/8A2J5bJ+GVFjrtNHl4SJ1TRHQ01/408tm/Ob+ZaX/YA6ajLr+o6/vJ5fMu8x8w0j//AF7D6WmO2HyG37RKjw5fznVavRv/APWCEtO03OGuHvWHhy/nNQ1Wli/o09E0Rp36mjDVl4cv5z1w1uD/AGiQuhHsxWWHgyesrPStVhl2xUB0kWuaDN32WfAn7mvMYf8AbB/o52hb5J4E/cq1OFd8YLo4HWLYBz1srHDJd2ZWpwt0oUz0FzLA3dovefhRHJYXDr9qF4CZHzIQjCcCwada/ahKCyAm5a2553QDs6pII0QoBde7mnq3sQgBzktswjJ2WQErXAtAQDWGUjcHa41QC3aLAkjSyAdoAsb69iARkH0z7kA3rDWjKSblAO6ofYtZfXmgDZ0hFnXPNAJwbl1BJQBMkAF+zkgD6S5uASOxAOx15PqhACXXkvqBzN0AenM3PJAAbOJDdO1AG9rWgDMNRoRyQDA5RZriT4oAS5ziGgXv3ICQBwiLjy0sgGazI34oAjZli0b73KAFr3MJJaALWFkAALg4uZfUb3QBNBIyh1h3oBhGGu318UAbmNkcLG5QBNa4HUgDsQBtAa7qkkICVzbWym9tkABk1Ga2nJAC6cAWAOZ3LkgAa94NwAB2IBsxkd2FCWLo9OrprY2QWP0bdRYHvQWStYQLdW9kAg0tbdwuEFA3aHh2W1uaChXa11wTqgoNtydAEBI6N24Pu7UFjBuZtz1SgFkaG5nlCD3bawa7N8EAORtyRfMgHYGjTNc87IUBxLeqDohQmWubm5HNAGcul2oACOubmwQAl4FwDfsQCsMutyUAQyBoAuXFCWO5zGkA7oBNljLtTqPirRAHPaNTz5KFQznOyWYLBCiByjdARveWjqb/AFkJYDrm+d1zbeyABkTDq2w0tZWiBNY0W2JGygC6rXC4Nu0IARKH3Dj7ygEXkAXI9ytAQc2+pJHMWSiiLsp0a7LySgEXG1iLBUAXa72tx3oCPpA11zffRACZi15LbO7igDD9LusD2WQIH6IIPNC2O97HDK4ZiFSMZkpa0ncbWQgBIyG5tzQDNdn1ICAHpHA208FAM5+umg7UAi8Dn5K0CN9SAMotY8koWRvqmsO4srRCCWqHtNJCUCA1DnnqBz/BWhY4payodcMyt/aSiWTjCCbGoeXfs8lozZabQyuAbDG2NvcPvQoYwt8Z9q7zy5ITkliweaR95XC4Qcl2lwV7L2yi/ahTRhwysJa1hGTkSgDdR1MNR867Tnlsj/Q1GMfUqYm7EIA40EUIH1piCSuTUz0weFd2cTVYVilXO98kmrtTY2CztkenxsS7Moy8P1N7lzXnmb3V2sj1MF2Ci4XrJDpk1TYY8zFl+Hgqqc3WWMe4q0x5iC5LTeBp7C9RH5FHFnRa6CHfwVM0f2hnuCy4MefVmdV4A2nJa6oBeOWVFA156ADeH2WDpavqc7NJstba7HJ6xN8opy4ZSF5a2eUxj6QjRbjMtVB9kJuBUT23DMQceeWLT7VpWcXqE/QvUOCYPYCSkxN7j+yAtcmPFLFVgOFRw/2LFTfk3KPuUavua8W1RlOwnBRJY4bi4v2uH4LPhr3OTbfqFJw5h4cOjocRF9QHEH7k2JfqFJo04eBKaoibJ0dWM3LOPwTbH2NeIzSoeBMPj609PM7LyMlr/BRwi+6NRyyT4NWDh3BnD5vDZDb/AF/+Sy8UPY7rVzXqXY+GcKEd34VKfGY/gixY/VGXrcj7MFuA4KHW+RpXu7DO4fcr4WP2KtblX4h3YDhTZBJHw49wG/8ASHW+xTwYenAlrs77SHfhuGatPCsXiZnj7k8GPuY87n/OOzAcKZaUcM5j9X1t1vKyvgx9x5vO/wAZHUxYXGdODiXdjZ3EfEJ4KT4Zh6jNJcytGBa7nWdbuOyhkduXS417igJmm7bEfFAOS0i17dtkAEpyNGXXsQEed2mY3vqgDia05gAQCgHuI+qW3BQEha1rQc1ggGaeuXAknstogDN2nQ6boAW3eNRpfdAPIwX1sLcygH6KJrAS0X5IB22BuALHsQDl7g0XYded9kA4IeRk1IQDuYbEutcIAwOqABY280A7g0NIaNUAwYCxtwLIAmkNuLAdiAAuGhJtdAMwtaTmsSRYFAHcZhqbeCAJp6zi0aeKAUgI1LrDmgAcQ4XBvogInNzEEktPcgJAHXFibd6AfIS8AmyAlFmgjXyQCNu3TwQCMjWHQAHkgF0rcwzWKATXgkkHdAC82G4QADKQc90A5u09XXsugGcWkFxPWPIIB2uFwNR2dyGR84a8k9fS2qATpcpDQL+GiAfpBqW3ugGa8vFnO3Q0EWtc05cxsdkAbcrRYga9qAJsrY3aN1CARk1Lgd0MjSOaALB290AJnLmFpbYX5oAGSm3U8igBzuc49vcgDa69ybDkhQg3UdbT7UKEMxueXNAJ2d1svJAF0mtnaoCN7QDcc0A7naez7whGNnNxs08kIM5+UkkBx7VUCISZibtse5UoulIdY2v3owh/WdALnZZKEJC9uwQjABLjYkBCDjXqu2WkACAX3GnchQBnzaiyMgsruWvcsgdkJJ61wexaQJQ3K6xt4oUjdI1p11QAy1YDLD3XCAjZM+QaoCMg9YudZAHHbLp1j3oB3OA7LoBw64QAONtd2oBi/KQ5osSNlSERJLrDQHdCC1ta5t2oBxI2xvoQgInz31sArQI/WA0G1vC6UCE1FgQTv2K0SyL56Q2jY499kFjS4fWvaHEdVBZD8nztPXbI4eCCy1Svlo3aNIHYQtENH5VzgN6ItI3cgLtMGvaHl+fuQm0vNjkltkdZvYhS0MPm1cPtQFoUUMTRJPMHX5AoDPdNLT1gkhfdo+i7YoZ5Lc+I4hV6Z42NHJugQhDEK55IZJECeZcFLN70PLhdTKby1EDu0dINEsbk+CWDBnvsXVNKG7Wzq8Dw17k8XDNNmzGsp2nf2k4GxLmzQhwOmZa9fSgeKg3E3yTBmszE6bzQbiGqoKWNmWTHKWN29y7ZQWY1RS0jJMz+LKZsfMboLKdXR8OPJc7iuIO55YwbqlsCnZwxCHN/KaZ997RaITcTF3DPRZBj1UG9gj0QbiWmoMDnbePiGtd2ZRZKsm4ux4FgbTeTEq+S6m1lUi1HguA58xnxB3YDsm1l4fcsjCsAcbf0q47bqbWNsfcmOFYIG3zVWnO5Taxtj7kAw/BLjK6rFuxxTaxth7hyUWBgdeSpHOxeUpruR1HlEQpeG4mkgTgHexJuqTfZWL+FmvPSPq39xvogsjkqeDt3iqFtPZKFsERcGPbmaytIPOzvwQX7AyS8EsIDm1Qd2FrlC0wxNwa7UMq2nts8KktoTajhI6FtU4drs33oE7OKeQHHMNuxcjqRaO2aSgJA+4ANmoBxJ1S0AX5lAFcBlyQT3IATmzNzEAHkQgHjc4vOV1rFAShxc/K4C/agJCwXBJuAgBD8zuppbe6AcyW6p1HggCL+sLCzQgI3SFzh1QRzQBsu4jmgJiy4FrBALKALWJ96FoFri1pzAX5dyEHa5pbYuFuaARmF8rRoOaAReQ5ttjzQDkueCL6BARvc5rbv1bysgE97WgDLfsQDgtPtNN0Amybh1+5ALpbaWIQAOMzml2vZYoB47tjF81+aAkLmuFxcnvQDZni4a34oBmvebAix5oCVjiyPqtv4oBZw5pGxHcgI2nrHPr2IB9XG+bLroAgA0ztBILggJXG4ykDTYoBXDgb7t270BHmc43IyhAFlu7S+ZAO97m3YB7+9CUPZ7o2h2juZQULonO0aNkFBside50HagoMAX3CFCc218qAFsQc67yUAQFg6wHcgAjDsrhlO6EoM3sAUFAWe46aDvQUSZQBpYIKHYwA2JHigoZzclrAEFAExwOjghRzYDQkBARGUMNxqEJYzprtIygEoABJYNFroUTiQSL2QCy5iC53JWiUEWB7Ory3KooAt5a3SwC2NpB6Q6nYoB44mtB1vbZSgSDLl/ZHJQMie0E5h5FCDPadCCAB2IBNaM+YE27FqwSB4A1t4ICLpBckCylAF85FiBdUEby7kEKDG17nEWIKAORlnDQX70AJYXGwNvBLA8jWgA3uQpYoQeA24bZWxQiHb5NClgENfk7kA4HV22QgJe0A3tdVIEBlaDpsrRCCWYt0aUoWQGYk6pQsZwLnaHdaoy2H0IaQXG/ggssRtiBzdCCe0qkL7ZmMaOq1oQUxzWxN2AcQrQphNrXSMsGhoPaoCGURm4d1nIE74BMETWdJJ7HisuSR2jhlLsUX11FFVANm6OC/WKniI7vSZKOkj4k4WoKQ2q5pZbaANJ1TejjLBNGTXekGkl6sTJMtrDSyb0TwZ+xmDjKme8ZxIE3o15fJ7A1HFlK5vzObN2kK74+5paXI/QoniSzgWOee3RZ8SPudFocr/AAkzeIS9zbiXKN7BZ8WPudl03I/wluHHoM46Vs+Udg1U8eHudF0nK/wl5vFlDCdGVLx2Ftlnx4e50+TT9mEzjPDw65p6rwFlfGj7j5PP2ZFPxhRtOeKnrC48nWss+PD3I+k5V+EZnHETW60U7j5KeYh7hdKy/lM+o4opJ5S+XDKl3Z1lfMY/c38py/lIqjH8PqG2fgs1h+0o9Tj9zS6Rlv7Q48awgNA+QX6drws+ah7m30bM+0TRi4mwuOMCLh0X53eo9XBepF0HO39pbg41omjK/h6Mt7yFPO4/c18gz+yL8HHmHRN6nD7GnuKnnsa9Sr4fzv0X9yR/pHhcbDAoz2XcnzCHubXw9n9l/cTPSXkFhgsXd1k+YQN/4czS4aX9xnek5/8A+yQ3/fU8/En+GJjt9J83LBoAOzMnn4j/AAxMhf6TqjN83g0DfEp5+I/wxMjm9Jla4WOEUjvFPPwfcL4byR5QzPSbViPL8i0vuTzuMP4ez+iX9yMekue9n4BSE9t087jMr4d1Hsv7hu9JEjmZfkOlI934J53GX/Duo9l/cpT+kSrcMjMJp2RnkFHrcZuHw9mT5SM9/GVcZhIKOLQ7FTzkD0/Ip12NaL0jVTG/+VQO99k87jPPPoGb0QcXpHqhfNhsTGnbXVa85CTpEXw/m9Vx/wD1FGQuBNvevUfmQC5zRpz53QBx2I9q5QBN0YTZAPHI462A9yAN4D2k5TZARC19yCgJmuFrX1CAkjvINxZAP7Lrc0BGXkkNNwTzQEkbejuA69+1AOGi2/wQBNAv1XG6Ad7y1pzGwQqCabssDqhQS7XrahCMEAAk30Qg+RrhqDca7oBae0L9yAWZx6wOiARe53VPsoAASLZtUBKQTYnnyQDFhcLByAfQAX6xCAcNNwLkdyAlcCHABunNAQvjJBcNwgJI3DJfmOSAF5c42Ise1ANZwFmuOqAdrS59rlAIMAJOpKAONhNnEWcNEA7g3TMNQgBkJ3tcIBCxAGU6oAnAtcQBoUAzQByN0AZDHgZjqCgHc8Pt1eSANrs3s3BQAPy6t53QBRNAvlNvFAOXHNYEEIBmvJugHBIBsLoBw4NZck+CAQddl9yEAweANN0Aw6wudkAuk12QDmY2sQEBAJHXOtkA+e/tHTmhGA9zQeqbhCBtIIuhUMQS7XUIUeQPNxbQqoCBHR9e+ioHDwGDLcDsRgd0mZwssgjPVNyTuqiMZocXnU2VAnBzXdgKMgQf1+tqO5ZAObfayAAygC2yAic8A7X71pAkbfLtZChZWu1+l2IBnP1togGLurmaNUABldzaEBGXuuTeyUQYvad90oWR5xrqiQsZ05y2ufNWhZE+odbKbqpEAFQ4us25SgSCKpf1raHtVolkMkczSQ7RWhZF0Adq55v2IQsRU3Y26oLDKEvIJOUIQmEEbHWcboBDMbtY3QdoVoMGSnGQGV3uWQk2QymGn1G1uxV5UkdIYZTdARVHTPyM23vyXCWdH08XSZZEV8SnihP527uwFcvFbPorp+OCpmLNWySAsMrsnZdW2yPBCJRkyHRxuFDLohlyj2cpPeFpHNwiyIuI2a3yV5M+NXoRulkaPYb5KcjzD9hhVytucrB/Cp5Ve50WumvQXynKw6ZP5VPKL3Nrqc16EjMbeNyz+VY8mvc6/OZL0DOPPH1PJTyK9WX55Mifi7nn2mItFh9zlLrmX8xXkxN5Oj7La0WFepxfXM3pIOOundYNkBUelwFXWdXL1JDU1Q+ks+VwHePV9V7hNnqTu8eSeUwHT5xqfckMs50znyTyuBcofONTLixCaYfSJ9yngYvYLqWo/MG2onHM+SPBi9joup6j8wYmqDYtBJ8FnwsPsa+Y6kISVt/Zd5J4WH2KuoamTpkrXVXON3uaVPBw+x087n9w3esW1Y7+Up4GJ8RXJVr8y5sAOnvYRuJ/dKeVRfmWX3CcK0C/QSe5pVWlRH1TLHmyJz612gp5r/urXlEYfV8vuNlxCx/o8v8AKVHpUZ+b5fcTI8RJ0p5D/CVPKovzbL7khgxG2tNJ/KUelQ+b5fcD1fEP1En8pU8qjcerZPclFHiJt/R3/wApUemOq6rk9xOpMSbvTSW7cpWfLF+aT9x/UcRtfoH28Co9Maj1Sb/FQJo8Q3dTut3hI6emdI9Sl6zs64Rm5cST3L6J+BH6PM3S1kAmBjB1tEA/SCwAAsgFndfqAWQBynK0b3PYgI3BxaCBqgJo4wb2Nid0A+QNBGYoBFxBAG3agJR7IJt4oAS7ri2oQDuJud7IAQ0C5uQfFAIvaRY6+KFQecloHsjtQoPSEAgaoRgZXOBuSB2IQfIbaEoCQRgNsLoBWLQbaoBnSOc0AWQErS3L1rEoBw4uIsxAI9VwKAFz2nTY9yAQnN7EDRAAZjmuAbIBBxyuOuvJAM1rt3HTsQBaEguJ8CgCuCL8wgCEunK6ChF+Vt7aoWiP1s/VQgPrOY7BAEZSRsgDY52YICe+bXsQDg5gAAAgGZHYG5QDGO5ux2U9hQBC7DoRdAMLkE2F77oASzXrGyAOJoaSgIyQJNtEAdxugDsOjuDYoCImxQBtAc3YXQEL3ZXWufBAG3kUAMlnbFAC57RbNuUA1hr2FAExjGtJIQlD7i4GiALUNuBdCgl7nN00VQIrnPue9UWSZsrTdCWRlwv1RdShYRcA3rKgTnkguG3JACXnIC7XsQhGXOuLW1UoBBxtrZWgA6xtsUoDsN+qQAEoBEtttayosB0hGvNKFgPkvqdylCyNpHNxQWNI8HYlKFkfShoIKtEbIzKNylEsAPJPUBJVSFkjKeZ51GUK0LLIpYIbOmfmPYEIBJVxRg+rwbc7ICNtTPLpkNlSE7KWaY9a/vQE7KJkTeuc3chSQEM0jZogJ2UzpiAbAIC9BhTr6x7cyhBpaINdpYDuWrDKlbQyP6sTxr2rDR3xSjHuZcuA1UmhqLArm8dnqjqcceyK7uFZ2nq1Nr72WfBR6I9UcOxUl4Yc13zk9z5p4Zl9SsL8lCAC6awParsOb1tjt4Ta4XExJ8E2DzcR28JMv7bj/CtbTL1SJouE6XNaR8l+5pTac/OBycO4ZH1Xesn/AHZTabWtXsSjhbB5mi0c7nfu/wCaixo4SzRfqyOThDC2PGajqXX7Gla2RODlfqWoOBsLmbcYdV+SKESV+oH5CUJuGYZVE8tFdsRS9yYcI0tPGP6jqpHfuhSv0Kq9iB2A0oBDuGqv3NCv9DScVykSU+DUsbWn8maokc+r+CztXsdo6iS9C16tEwf/AGnVOHaX2+5TYvY35uXsGyFjrf8A0jIB/tP8ldi9iPVz9izBAS8CPhRw/iBRRS5SMvVT9jTjw+7LnhloPeP8lq37Iz5mXsMyhmvZvDERHeEtv0C1M/QlZTVMW3CsRHgm39DXmcvuTshq8uZvC0HxCV+g8zkfdlqlir5Oq/humj9/+SlfoZeafuXH0dW1n/kNM73/AOSV+hl5Jv8AEQCnqgb/AJOQ+f8AklE3z/MXOircoyYFBtsf+yUN0n3ZWifijpS1vDtK2x9olUzz7lx8eJsZmOC0ju4IEn7kLBWudcYDAD2oXn3JB68XgPwSEDt0Qn9WSywVLbWwaFylC37sYNqtGjBohfwSiqUvdidFWkhrsHhy9t0pDdL3JjSzlmmFwn3pSG6XuQ9FUNv/AFSwd4srS9Bvl2Z5G8gaAmxXI0BsOqLBAGY87AgGc0hoBCAlj26ouUA7m5tXboBBzdr6oB75d9u1AG4t3B1QDaDtQDCQl2UWIQDk9awFrIAg421KAAi5OqAliiB13CFQMzCdAbBChWa2yEYb9UICH5TsUAznOJJsgDzWYeZQAsBcw7BAM5ty1oOo1KAV3B3JAE5oc3exQDdEQQTogGMeoIBN+aAmMXUFhqgAZGbknZANl5koBxZzesL22QA5XB2mxQDtjcTYhDQ7m2OWxQDCAEG6GQ4qZoaUBNHG0mxFkAWRrWm97+CAYGw6p1QCLgHX5oBjK1ztNCgE51m3I17UADXB/WugCadCEAtba7IBOeGEIBZtyW7oB2nmQgBdm57IAHO1FigHALNzugHIDhtfvQETnOBtyQDG4JIB1QBNaH20uQgDeBcB3wQBXAuDZARv6o6t0AwkLgBt4IB3tIsQbBVEZCWa3zeSoCsSLDVAM5uo5WQCdlJ0QDXaRa5QAPeLAC6AfMNEAwvrtZUjBtcmyEBz5TryQAvkJGuyADOqgRukIOmyoI+kN1CNjN6SQ2Y0m60kLLTMMmeA5/VCtELUeHQMGaV+bwSgSdNTRNtGwX8EAHTCQ7GyAXq7XuBOyUCeOCJlwGgpQJY3Rtu1sYv4IA3PIB0t4IB4aSSXrBpLUBbipYmm8mo7AgJ6WaGmddsIfr9JAHWYpPM+wY2NvYEBRJeXakX8UADpSx2rblAIukNntiQFqOqkayz6QP8AcgInYjMx/wA3hOf3uCgJH19dLYDAgQO2R/4IC1FXVwAtgcNu97j9yhLJhile1umFUoPeT+CC2TjEcUtf5IpPJ34IWinNxPXxSZH4PTb2vZ34IKLkfEeMiPOzCqYDxd+CCgW8T45ISRhlL8fwVFEzOJMeJyiiomDvv+CANuP48TrS0XuKAlbjuPk/2Olt4lADUY9jbIyTR0vjqgKbuJMdy/N01CR3vIUNEb+I+IiLNpsOHeZEBFJxPxNGBaDDj4PKoDZxXxKPapcP/wCKUBK3iviRv93w/XskQlEzOJOJX6iHDwP3ifvQUTRcRcQX+cFAB3E/ilk5NOlx3EXayvpG+Dh+KWOSw/Ga8EZH0rh+8FLHIRxXEC0FslJc8i4IOQPlLE3G2ekHvVHIYr8SG76XzQcjmtxBxvmp7jsKg5HGI15AzdANe2yDknZXVPbB/Mg5E6srb9UQ+aFQ5q647dD5oKJmPrHC+eIe9CivW30fD5oAw2ucPbhuhGLo8QG5hLe5BZ4QSCFyOg8ejCSgEZSAAAEApXlzUA0Lrb3ugDc21yTcdiAFoBIt2oA5bW5u7kALSA0HLayAPcXvugFfkgCNmW3PegDFiO0oBi299LIB2dRtmlCoEyWOqCx3ODgOSEYmuJ05IB2lx2BQBOLgO9AKMXBNtUAdhltbVAAIwTroUAYa1th9JAKRlrICRzmlgbzCABrrNIB1QEgkLRpugBOqAVtAAEA4Fmm4QDssRvqgETroULY4fdpBKCwojcoQcltiAdUBEZLba+CAhkqDa2oB70AmSgajUoA8/SEdqAQYTJcGxQE2UBupuUBGHNbyQDghwLuxAOC1zNDdAPcZNBcoBEAtsRZABnEbeZQEZk77lAO14Js4IAyzW97hAANCbFAGQ22u6EsfMCLBBYzNToLILE9oJ1JQWAG57q0LEND1gVAD9M6IUdrzsQqiMje45iLKgZpc3tQBOcXHbVBQzW63QUC9uumiCgQc2iCg3tLhZoSwQOYQ7coiMQBaQS46qgZ7wPFUhE99jrslAjLi/RgJKqQLFPh9RLqQWjvVoll2PCAPzhuUoj5LUNE2EgtCqJTJ3sc5vWOnYtjsRCmZ2arNlsd1PEG3cBdTuROyMmJmoZ8ENUQTVcTRckNCWkgoyk6SK7MRhMmVjrlYeaKPStHlaujqsJwQVcHTvkAbvYFN6ZzlgnF00WzRR0xPRMD+8rVow8cl6FYsmcbCzQll8OVWVpYZWGxNksztY3qsuW/SBLIQ+pVD/ZkBPipZdv6i+Rq55zCdjT4q2XZ+pXqsGriQXVTR71Nw2BjB64RNIxHq9zhoraIotluLB6tvWbiTrfv/AOSm9GvCkD6pVtls/EXZe3Olr3KsUmG+IREmTE3eGdZc0ja002J9ZDFAT8pnT9tN6J5eRBSYrRzSfOYofe8p4kS+WkavSYdIzTFLf7xXdH3L5efsRhmE5vncTaXd8iniR9y+VyEjY8KA6uIty9nSpvj7jysyWljweR5a7EGf8Rate5PLzJX02CCS3yhED3v/AM1NyMeC/cmfT4OwXOIQjxeE3L3MvGxZsEjA/rGD+f8AzTcvcmxildgsrP8AzKD+f/NNy9y+Gyk6nwDP1sTh/mCbo+5pYpv0GFNw69+mJxg/vhN0fc14E/YIUeARyFwxNhbzBeFN8fcq0836DPqOF75H10RP7wTxI+5taPIwBS8I1DruqYT/ABAKeLH3L5LL7ATwcJwCwmi/nCeLD3KtFlb7GYW8LulOWqbfszKeNj9zfkMvsTQwcMTAhtUAf3rKeLB9mR6HKvQuQ0HDIGtQ0+MieJEz5PJ7EzcM4XOonj/4gUeRehPKZPYE0nDMLv7Wz+cKeIVaLL7DiHhp5zNr29mkgVWT3C0eRuqCDuGo+q6saR3yXWvEiPJ5PYkY/hphzCrjH+8U8aHqx5PL7CkqeGr/ANvYD3SK+LD3J5TJ7FiDE+Ho22FW09/SKvLBepryOZr6Y2Rvxfh0P1rbf7xZ8aBmOizS/Cy0zHOHg0D19oH+0Wt8fcxLTZIumi7h1Rg1S+8FaX37JFVJM4uEl3RdENLHUtkjrXgc2l2i1ZlxLc+LUNOcvrDA7Td1ztdDLVM8LbYNOoXI6j5iG6IAGm51QBh2lrFAIO7kAm3vqbhAGAGjS+qANptpZACTe4sgCYgF9KyARBbz0QDg9XQoBB5OhQDsIFyUA+hNwgCIuNhdAIEgWsEAuksLDdAHHpck6lALMbFARiR19xogE6UE3LgCgE6UEaWJQDGUusL7oAm3ublARl/X0uSgLEeYgXQEzGgb80AYLWg2OqAAPBBzEIAc7RtsEAIlaSRyQAPkH0NUA+YjW6Aje46a3QDC4dfYIBPaH2QBtiDCLICYMDdUA5LWi5QD57tugAJuNLIBswEenvQDNDGjkgHdKG6tQDdJmF9kBFYu0ugDZCd7oAsvW70BJ7r25oAO+2hQAuddluaGQmENF7oBOmA9ndARmo11sqgMZ23uqUbpQ6xIRgQkzO0KyUTic1wdFURhFt+YVAJeGnWyAHpQXbILF0wD7ILGfL2ILIukAdvqqGxGax0KUSyN85KqRLIzUF2gOqtAKKOWfZpRIjZo02F5mgzFWhZoRU1NDswEoSywyYagABUAkl2oQAnOdAUAmNeDrqEG2+SGpky/SAVtEUmjPnxKGEG7hdYlkSO0cM8qtIzZ8RkqGEM0XnlmPoabpOTI+SnBC+RxNS42HaV5MmZ3wfpNL0rwo9gKqojh0hAuOa4qcme97caqisMXrowWxVMjGnkHLvGcqPDkw48st7E/GcSc23r0tv3l0U2eeWlxFd2J4lfStl/mWvGa4OUtHB9gJMQxJ/t1sh/iV8dnLyMCM1mIHevlH8Snjsz8twt22CauuG1fLf8AfU8dnRdNwe4wq6529fN/Oo9QzS6Xh9xulq73NfOfF5WHqGd49Kwe5LHVVEbbCrlt+8sPNJnph0/Srgd+IVQbYVkv8yniSOj0WlK0ldVu/vEp/iVubOPl9KmN6zI8fOTPPi66w1M6rDpSPOXfpHW7Fama2aQZmQfSWWpmlDSBmVrSBmPmsKGQ6btGRyVIzc/NbWOZhz0gTZ2OGpcPep4cy7tIOZYvrv8AEFNs/cf9IwmuiO73k95TdMeFofygvbE46vkI73FN0wsOh/KF0dP2uPvWN0zr4fT/AMo7RTtP0vNHKZdugXaIXzA1AN1isnubT0f5BCSAH2ErJ7mt+jr7As8J1awrO3IIy0n5BnSRfU1TbkOni6VcqAukjA9mymzIPM4PyA+sBo0bdPDm+Gx5nAudg3rIG0aeAvcq1eH8g4qTyjsnge0jS1OF/gGNc5o9gq+Xl+cxLU4F+AH5QHNjk8DIu0gs+B/gGdiDDoWH3hPCzfmNeYwL8APrjOUdh4J4eVfdIqz4PyBevRuPsfBR45fmJ4+B/gCNWALgaeCw8bfeRvxcFfYN6y1/0Pgnhpepnfh/ILp3X0Zp4KqLXZhZkv5cAWvkllysZcnkAtRxzbOWTUQxq8kSeSllYwOlic0eC9cMWRdz5GbW6WT4NKgxVtDC0RMOYHcGy9UMcj5Gty4JR+kkxbiOonsIpZGeDl6oQce5+VyTakYU2IzTSEzTPee9110OW9s7Ng7CuJ9AOTawKAdjbEEIB5HkHQ6IBRvvvsgJ2uYBdAIPbbkgGDhn1QDF3YgEO9ASNdY7aIB32GvagAde1hzQCYMpGbVAG8i1kAmva1uqAfOHeyUAOa+hIQAOdlOiAdshKAN02ligBAP0UBG6nLjugJIoLC19UBIYbWN9UBIABYblAG1o3ACAXslARzSE6NQAtktvoUA+YEIBmG90AI0ebjQoB2tyv6uyAkcCQgE3KB1rIBGRt7DRARue4HuQDmU5RogH6YnQlABJIQbWQC6Z1tkAmvLtQNUA2c6ghAC8dYAISyZkRLTcoLEYgNihQmdVAFnKtEsEusUoWE2RpOh1ShYzzcbpQIw4c0ogEkrQdNUoELpLnQJQGcxxGuytAaODXUqiydga24JuFGVCdlv1Vko7SButIjAe4lUlkZdm3QDOdlUBG9+l76q0ADPewJSiET3gnTdVIBMZK8dUFaollqDD5JNX6BKDL8NFDGRcXKELMdo75QAqQmbcje5QUEyJxvdCkjIA3XdAHZredkLRBNWRRN9oXUsRi5dkZtRiMhDjE0nvCzKaSPRDS5ZypIxKh9XUXzPLQvHPUqz9BpOjurmQRQxM1nffxXCU3J2j7WLSYca5IqrEY4QWxZVNkmXJqMWNVEyp8Sc76a2sLa5PHLXyXZlKWrvzuV1jho8mTXt92V3TOdtcrp4Z45axt8MjdI/W4etbDk9W/cYNleeq159xTYjHm5drJGwVB/RyeRTZE1HUy9wvVKg/opPJTZH2OqyXy2Sx4fVO2ikI8E2R9jayL3J2YdV8oJD7lzeNHojmhXclGFVx2p5fJZ8FGvMR9w24NXn+7SeSnhGlnx+4RwLED/d5PJa2IPNjfqRnBa9n93k8lfDZyebEgHYVXAf2WX+VXYYeqxL0BGHV4H9km8lrwzHmsPsEMLrnezRTeSz4TL5vD7C+QcUJu2jkt4J4ciLVYPZk8PDWJym3qkg8Qp4Uvc6LUYH6E7+FsQZ7VO9PDkdPH05YpeD8RqG3bA73rPhS9zXmdOvQtu4FxZtrU5N1PAfuVdQxexPFwHizt4LeKeA/c18ywr8I0vAmLtNhT3V8uzL6tg/KSRej3GJBfoQE8u/cz81w91EUnAOMNNugup5aXuPnOP8AKSRejzFZBcxgJ5aXuPnMPyh/6PMWadIgr5WXua+dY/yhD0eYs79GE8rL3HzvGu0SSD0c4o91nMATysvcnz6P5S5/owxG24Tyknw2H12P5R4/RjXuNnkKeS/Ui67FfhIqj0bYlEfm2hyj0N8Nm18QRX4SeD0Z18jQZLBT5fH3MS6+m/tCk9Gdcw2FinkEuzNR+IIr8Im+jKqc3rAXV8i/cr+II/lIXejWta6waCPBPIX9zNL4hj+UY+jSt3ytv4LPy2HuVfEEfylWr4AxCCNzhGHW5KfLYr7WdF8RQfG05mowispZcj4CL6bLlPQtep68PX8cvwk78HqWRZ3x6Lj5aS7M6vruOL+0gw+eKgqw6dgOUr14ME13Z8nqfVYaiHHBc4k4ihrYRDSxNb2my+koUuT8VkzO+DkZajKTqtJUcHPI/UrvnJ2IWrHPqRF1yowekMFiblcD6ATudt0AUTtLHVABK0nY6IAm6ssEAUbTlsgJMtkAVg7dALQFAPmCAAPAdqUATpGnS6AYyOuLDRAPc3vZAG43bfmgI4yHbhAPlLTpzQDmMk3KAXRlAEI7IB8gIsdwgJmMszTdAItAOhQBEEHRAJh7UALzZ6AHpCTogHuXN1QAWLhbZAJoAtfVAS2vuEALW2KAJxaBqUBG2QNFwEBG+V2cd6AIOcRqgFdAI3cgDY27d0AwAugE8BxuN0ALmuPJAOAQOqgG1G6AkblNu5DI5NjoUADpXbWQ0Jl+ZQDvNwFogGQnnogGbZjt0BITcaICMtPMoBFgJtZACWhp2QC6QEWsqQF0mXdCAF1+aAQNtbpRbE6S+5SgQmYi6EI+ltqDzVQGfPc6q0LAIfJo0JRGyeOhkfqVaJZdgoo2i7jcoLLTLNFmNCoJWte633ICZlK9xuboC0ylAHWQE0cTGboBOqImG1wgERJOPmG3QFqkwKonsZnZQqRotVfD2HxU5fJI3OO0rlJM9eDNHH3OcqpqanYY4mNPesPG5H0YdTUPtRzeIOLr5SAsLSWzpPrOVqomJUQucdX3966eXUeDxy6lll3ZSdRgvu46LSxI4S1c5epdp6GjuC4k+C14aObzyfqa1JSYbsWuP8Ku2jlLJJmxR4bhziCInH+BKRFKRr01DhLPzkHm1KRbZfjjwdg0pdP3Uobmg8+FNOlIf5Uo0srF02F/4Jx/hU2ojySZZhqsOAAbQO/lU2oeJImbU0I1bQH+VNqHizJfXaVo6tAb+CbUPFmC/FIQNKDbuWtiG6b9SCTGogRbDz5JsRN0/cQxqFw/8rf/ACqbUTxJifiYeBkwpx9ybUXdImhmzjXDbJSM3IN7mgdWgA9ytC5BwTyOGU0TfJKQTkM587H6UrfJKRtTkF0lS/Q0zD7lNqMfX7hskrIvYph5JtQ+v3HZiuItcAaMEDuV2obplk41Xtt/Qk2obpAnG68n+x/BSkT6iRuO1rRrRpSH1BDHKw6+pFKLTBdjtaz+5ORIUw2Y7V261E4LQ5Hbj9Rmt6q4e5GKZOMWqnDMymKyTawosXq3aOpyEG1hOxOrYf7PcIXaxMxSocetTkIKa5LIr57C0JQu4Rrqpw/MnyQlt8Atqas/oSEG1jvnq269DdBtY8NZK7R8JB8EFSIsRrWwxOMsZA8FGVJo4bFMYwqUv6QtaR9YKbbMwzSizgeJuLKdzHQUmrW/SVWJElqJN9zgqrFDI5xO5W1FI8kss5OjPlryb2uqyuFKyu6pc7dQJAmchDVC9Z0/671GWK5PWHNN1xPaCxvWIcd0BI1uXbZAK1xqgHYMnPRAFmANwSgE6XTRAO0udsbIBnh19ygHEbrXBQCEWbcoB2xAHe6AlBAFkA4PVOiAZup1CAQisbhAOWnMDdAO8uv1QgJI8xGoQC11ugGPM9yATJDawQCkuQLboBZ3gWKAdjiSgHfcgoCNgcDrsgDc62xQDEje6AYyC2yAAzOIQA53W3QAjNrcoA2G4sgCdZAOB7wgETbZAO1xKALPbRAIoBAZUAefq2OiATHBu9igAlkJOiAEa80JQg8A6oKBL7laoWIus26ULGMnVQCa/RCAkXNygDz2GiAAyOdoqLEHEc0Fic/tQWRBwzILGkKtAjdJYdyEZC6oDeapLInVV9EqxYF5HnqglNosnipJnHUEBVRDZfhoAG3furRCxHA1mzVaMydFlkTnDqg2Q0lYbaZ+xBWWyqJYho7HW6WGqLjYWjYKkJLhuhSiWOIpZG3Y0kILANPKTZwICgtidRwBl3uIPYhUSwYj6mCKeNpttdBRSq+Ia6S4a4M/dVI0zDqa+rmcbkuv2laTQKUjKyQ+zp4qPl8C2uwIwusmuco80v8AUJzCHD1ZIb5Allbl6liHhStksRHohOTdwzguVpBkYEuhUjepuFo4f0Yuoy8mgzCAwWbG1QbW+ROwUuN8gQfUiVuDOAt0TT32Si8+xI3CiBboWpQDGHFv6Bvkg5Jm0LgB8w3yQchCjffSBvkg5DFJJ+pb5ILY4o3l2sLPJCfUGKG28DD7kH1DGmy7U7PJC2vcJtO8j803yQvHuO+GVo0japZm17giOa2rG+SWLXuN0VQ192hipaZIYql9tG+SE5BfFWN1aGqF3L3FHHWk65UG5e5MIao/VVstr3HNPUka5UsWvcryUlUToWqEte4TKSptqWoLXuM6mrG7ZSFeBa9whTVbm/QUFr3BZT1mazstkFr3DfR1G4DSUFr0Y8cNWDqBZByWRT1BGmUFA7C9VqHDVzVLItzE6knB3Cpqv1EKaqvo4EKWQPoKq3Vyqj9hMZVMd1gLJZORquv9XjLn2NgqW65s4HG/SLT0Er2hocR2JRl5aOKx/wBKL62B8dPCWkjcpRzebg80rcWqKh7nPeSSVaPPbuzMlc9+pR2VXZG0jUFSjZHJZDKsiN+QSzRER1rJZbHe0sbpsUs0u57E52Y6LiesAXJ1QB5raIBnkEIBg4nYIAmi+4QBkAnRAO12VAMZRmQBCU8ggHBLgUAg3tugHJAsgJohc9yAWgcgGLiDYIB83aEA5IaLoAOmubBANnJQCuQD3oAo22F7oAS4h+huEApJL6BAMxxAugG6VxKAF73dqAYFzhrugEcw21QEgDiAgJBHca2CAfLbRAOWgboAHC17IAbXagHY67rIAiAgHaQNtUAJHWugDB0QDtcC3VAA92uyASAAnMOqgGaSLghACdDsgH3WiDWO1kAYZ2oBWAQgxKEHAuEAA5qgWa91QA9wG5VoELpGjbdKABeTsCVaFjCCaXZpSiWWI8HlfYuSiF2HAwLFwQF2LDAwaMVBabQG21kBK2g011SwStomAagJYfIWWOPQWUbCI5amJizZfDl6Bw1MUtmM9orSkjXhTNCnoHO60h0Vckc1GQqplLD7cjQRyupuRdsiucdpKWMsbYpuRpRkY9XxA1xJD2gJuRdsjLqcbDx1X3S0NsiJmKSn2MvvS0NsgTLUPJcXMF+SqpmJRkFA6VrruLCrSChJmhFVSXAAi94UpF2zXoatFVStN7R28FKRpKfsa0FYQdmeScBqfsaEWIBo9hiUiVP2Jflvo+TUpFSn7EJ4gcSbAHwClItT9gTj0utm/BOBtn7AsxyqeeqD5JwXw5+xYbi9WBc6e4qcDw5+wbcYqe0eRS0Nk/YF+OVAPJXgvhz9gm4/Nb6N/EJwPDn7BjHpre03zCcE8LJ7COPzgbs/mCcDwsnsPHjVS/UFn8wTgnh5PYI4tVdrU4Hh5PYQxWoO7h5hOCeGvVBDFZwfbanBrw17BHFZiNSFOCeEvYifX1H1m+acDwl7DsrZ3C5kHmloeHk9gZMQqm+y9vmlo34WT2InYhWPFmyNv4qWjPhL2BFVXt/SMt4paHhL2JRW1dvzrfNLRPCXsL1+s2ErP5ktDwl7C9brf1zPNLiXwl7DMqa8v/PNt+8loeEvYmNVXW/ONt4pcR4S9gRXVrT7QI8UtDwl7B+v1GW5cLpaHhL2BOKTN3ePNLQ8L2QTMSmcdJG28UtF8PJ7E4xOUW+cbfxVTSHh5F6ATYvPEL5m+armibZv0Ml/Fs7JS27dO9Y3nRaaVWHT8WPfMGyOa33qqSDwOjffjkcdPn6Vh0va61dnna2vk4fiD0mNpC+JhYXdyJHOUzzzF/SPiFUySMEAO0utpHDxGziKuvfMSXuuSblWiNlHpzfkpRlAySuy6AIaordK8usUYCyOJ0UAXQuO6hokipjdQlkvqmt7BBYYpxzGqCz0bdosuR7xEDtQDhwtZAIkFvYgBjksbWQBukv3IAGFxJQBhp5lAEI7lAG1pGwQEjHFu6ALPfuQDix3QDF2miAFji42KAfK7NpsgGvd1roAnGwtdAAHDNsgHL9UAErnaW0QAhz8vagFG4i99boAyL+KATQUA+U30QBZDzQBtFtCEA9+5AO028UAzw7kgE0kboBy0usUAQaSgGIsUAsgGoQA2vzQE7IwG3QAkWQABpJ10QBWAbdANogHtYIAw1tu9ABIByWqAAIPJKA4IUslDEgFLFAufY9yoI5JByQEJerRBukKtAAy+KUQFjnudZoOqqQJ20k0h1BVJZdhwhzgC4WVFmhT4Wxts2qEL8dKxoFmBAWWwjL2e5UpIyJo3QfsF1W7WUJ+4BkaNbqWVV7lWevYwWuFm0aUJPsVTiDTezh703I7R0uSXoZlXiIY49byXOWWj2Yemzl3MmpxDMfbsuE8rfZH18HTvD5kVo8bfSzZonXI7VlZH7HaemjVUS13GWI1DMglEbe5aU5ex5fJRMOfGqpxuZSb9q2pNnKWlUfQpSYhUSnWV3uVcmjn4P6AdLOd3uKzvfsdFpr9A4zLe4c5PEfsdY6NMtMmqG7PKw8zXodFoEy5BiVZF7Mht71h55Psja6YmTOxesf7T7/FZ8eR1j0tBsxmrZoHgeYWXqJex2j03GvuYbscrj+kKnmJ+xtdOxe4BxutaNJCnmJ+xr5ZjfYAcQYjym0TzE/YfK4DOxzEHj88svUT9irpUAflqvH6Yp5ifsX5VAXy3iGxqCp482VdMggRitcXXE5up40zoum4w/lbEOdS74K+PIPpkADi2IXP9IPwTx5D5ZAb5TrT7U1z4LL1Eh8vxLhhDE60bTWU8xI18uxDuxWvIt6wfcr5iRfI4F6gjE6//EFPMSL5DB7/APAceL4g0m1SVPMSHy/B7/8ABI7HMSA0qnJ5iRnyGD3/AOCP8oMTBt605PMSHy7SkrOIcS51TynmJF+X6Uc49iJP9qcFPMSNfLtN7Aux7ESLetvTzEh8u03sQ/LWIj+9v81nzEyLp2D3/wCAHYtXEf2yTzTzEza0OAFuJ17DcVkn8ynmJmfl2l9ic45iBFvXZPNPMTL8t0owxvEb61ch96vjyJ8s0w/y3iF9Kt4U8xIvyvTBDGcQO9ZJ5qeZka+WaYNuN4iNqyTzTzMi/KtMEOIMVboKx/mnmZD5Vg9h/wAo8V51b1fMSM/K9P7Au4ixM71LvNTzMiPpunXoRSY5Xu3qpPNaWeTJ8u069AGYtiBN21Ut+4p48y+Q0/uJ+K4n9Kpm80Wed9iPp+nruPT19fLM0PrJMpOt3L1Y8speh8jV6fBj5izoJWtpqcTOnvfvXrjFnw8uqjFUkcxiGOlknzTySO9dFBnklrlVbf8Akzq7iWrli6Ppnj3rpGFcngy59/FUYEtU55JcS4nckrpR5nyQSOda4VsijyRAucNTZLNUiSKNx5XUbDJvVnkX5KWQdlISdksFhlMW8lLFkvQgDVCA2AO6gGc+3NARuflPihT0It+rouR9AYXvY6oA8pQCyGyAdsaALo7lASRxgX7UAenNAO0c0As10Af0N0ALfFAM92lkAOazUAGc8kATXuO5QDAHNdAE6+5QAWJKAJoI3QEjhcBADbq2CAZrSgJQLNQCHmgCF77IB7EndAO87IBCyAWl0AR1CAidqUA7XFASNdY3QCc4HVABmuN0A2cXFkBKHaXQCDtLc0BHISOaAJp6uqAQ12QBk6IAA9ANfRaJYBcBsgsB0lgUoWQGfXdKFgOlLr6q0SyPpLq0SxDM46AqpCyzDTPl0stUSzQpsKJ1cFKJZpU+HxMtpqgsusiZf2QqCYNA8OxAEMg5BAIytaFARPq2N5hLKlZA+vY0bqbqNqElyipNirGjdZc0eiGmlPuUH4sHmwcViUz1w6XufJRqqtlzmfZcJSZ9vT6LFjXJmz4o0NszU9q43I7vHHtEy5quWQm5sryZalHsVHyPPMq9jLlOXFkLnPKqbOUoz9yFzZCea1bOW2fuIU8jt7rSmx4c36krKR/epKbNLDL3JfVpANLlZ3s6RxS9x2QT/Ra7yWZSZ0UJL1JOhqB9F/ksNs7RTXqEIan6j/5VKZ2tr1JPV6q2kb/JZaZpTfuB6rVl35p/kptbMyzRT+pk7cPrSL9FJ5K7WFnh7j/JdY7eKTyTazXjY/WVDfJdWB+Zf5JtY8bF+cQwurP6J/kpsZHmxfnF8lVl/wAy5NjJ42P847cIrHH807yTYx42P85O3Aa46iF3krsY8fGvxjjAq/boX3TwW+SebxrjeSt4bxB20Tk8BjzmP84beGcRvbonK+XZPPQXqH+SuJnaEp5cnzGHuOeE8TDb9EVPLsz81wp8jR8LYk426Ep5dlXVcBN+R2JWv0ZV8uH1bAFHwZiJdq2yeXZl9WwEz+B68Mvz8E8uzPzbADBwPXudZ2ieXJ82wFl3ANaRo4p5Zj53hIvyDr77lPLMfO8JKOAat27iteWJ87whD0fVRHtHyTyw+d4RjwBVdrvJPLEXW8IH5BVQ+t5J5Y187wgv4Fq2/WKeWC65hIX8G1jPov8AJYelNrrmEgfwpWjZjvJTyp0+eYCtJw7XM/Ru8kel4NrreFukRnA60fo3eS5rSs6vqsPchkwmraLljvJa8szPzSD4sr+oTuNg06Lm9Oyefh7kM1E+I/OOsF1hp2ebJ1CD4suUMtNEz5xw0XeOnPn5tfs7MgxHEqVzD0Ttl6I6ZHycvWZ9kzAdiLwSWOsuywJHzsvUJz7sjqMXqpo8jpCWjkuiieSWVyRnPmkcd1pI57mOyN79yVX2BOILNBKzYslEFx3JZGwm0zRqVLJZPGxo0sgsPZQWIOsgsZ0iFInyHtQETr7oCMm5VA7Wk6qFPSQFyPoBWFkJYbQDzQWC4a7oUIBAGXABAMHgICN70AIm0tdALOQgHEhyoCSMnmgFIUAGbSyAIDRAE0BAStsgGkbzQAtsgJQAUALwAEALNQUAbdSgHe8AWsgBYRmQEjnWQEZPMIBr3sgCvorRBgdVaFh59ClCwbgpQsV7JQsYuShYxdpZZFgglBYQbrdCkmbRAJjr7IBiCd0AN9LIAQ/vsgBEuu6GbI3zAbILAdUEBboERqCQdVaBEZnHTVWiAguJsNUoE8NPI46K0Zsv0+Fl5BKULNKDDmMtcXVBeipmx+yFbBaa3RQlBhlkFDttdCivqgBLh/2QASQSyjqNKjFWRuwaoe25JCh3xpIoy4BUP+m5ZkrR7sM4Rdsidw28ixzX7Vy2HoeshHsgPyXP1nD3osZl9R9kJ3CbCOs5x96vhmPPsiHCsQ/7osdB9Rkl9Jah4PgktdPDMPqGRmhBwRRkdYfFWONepiWuyP1LcfA+H82hb2I5vV5H6lpnBOGAewxNqMeayL1Bdwfh7Do1gTai+by+5JFwph3YxZcEPN5fctM4Uw0D2Y/JNiL5vL7k44Zw5o2j8kUEPN5fcdvD+HA7R+S1sRPN5fzFhmBYaOUfkm1L0J5rL+Yk+RcOHKP4LO1exPNZfzDtwjDQdQy6qil6GXqMj7ssMwzDdrMVpew8xk9yUYVhwHssTavYjzSfdgOwjDXa5WK7UTxZDNwfDvqsUpexfFYfyPh31WJS9h4rB+ScOafZYqkvYeKyZlBh42axKXsZeRkraCg3ysVpDcyRtJQjZrUpDcx/VaO/stUpE3y9GGIaP6rQUpGXKfuSCGkcLZWn3K0ipv1EKWjabhrfJKRdxL0FNbRjUpEsAw0oPsN8kpEEY6a3stSkWweipxqGtSkLCHQbZWpwTgVoL+yE4HA+WDsalF49hw2HsCUOPYHLD2BCcDFkPYELa9gXRw29kK2SkRuhpzuweSnBeCF8FMPoN8kpCyA01LJpkafclIqlQD8OpBvG3yUpG/El7mdXUFCIzdjFeCeJL3OJxc0FLI8tyaLGxGnqJJdzzTifFY5HlkHLmtKK7Hknlm3dnIy1by46laUEjk8k33ZWfUPJA1WuxmwC9x7VLJVhsLtrIaqkTtFhsqCxG4AbKMwyYEELJA2HSyAO4shbGuhGJxBCpKIy8AIVIDPcIUa45oAc4vqgHOVCicdkB6OTouJ72Qufd3YhAxJl5hCocvvqhRhKQgI3yOcd0A7C480AWvYgGDCXaICTKUAVg0aoCRmyAdwugBYwZtSgJi0WQDAaoAwQEA56wsgInDKdEAQJIQBDbVAMBugCbogGc0HZAMzQ6oApDcaIAA4AWKAa6AEuK0QcO0QDXuUAQGqAcm5sEAeWzUANu1KINsUoBX70otgucEoWDmtslCxOlNt0oWR9KFqiWQuk11ShZC+Qg6JRAM3aUoC1cqkSySOne87aLVCy3Hh5vqEoll2noWt1ICULNCGBjdmhCFpjQ0WACAmaAEKEZGjmEAzp2t5hAD64zYHVAAJ5HvtG0n3IQ1KLDamotmGUIDS+SGwtu8oUB0sNPoNSoVEEmIvcC1gsPBKLuKb6iY/T+CURybIJJ6i2kh8kJTKj6mpJt0zv5URdoJfWPFhK7yVJtE2kq37TSeSUKotQUFfyqJPJBbLsdDiFtah6MWy1Hh1ad6h6yLZZZhdYbXqHqoqZYGE1DhrK4q8Cxxg01/zjvNRhsnbhMltZXealEsRwl5/Su80KmIYQ4fpCqLDGFu+uoLGdhjre38UoWCMMd9c+aUUIYbINnnzSgH6jLa2f4q0Afk+Xk8+aUBfJ8o+mfNSgGyhm+v8AFKFgvoJSdXfFAGyhkA9r4oCT1OTYP+KCwW0cofq/4qksuMonZdZFCkb6N2bR/wAUBYipyBq9AO6F19H6KgkYw5bZ0AJhJPtoCRsLeb0A5gb9dAM2mF/bUAfq4+sgBFLf6SAL1b9tAI0wH00A/q4+ugH6ED6SAf1YO+kgI5cPzAnP8UBUFH0biS/4oDHx2pNNCXNfqO9WjLkeUcTcW1Mb3xskty0KJHJzPPa/FKieR5dI43710OTmzGme5xJJJQ57mQZHErJbJWU5O6Cw/VyFDSYYhsL2ULYi09iWQdoUBL7IQUO19kFC6UXVFC6VBQDpO/RBQBdfmgFm70Ax1QCaO1AIuN0QCY64Rg9FL9VxPoAW1QlEbmnMgJdm6oUWW6ATmWQBhzWhAHmBagE2QNQBZ8x0QDPNkAoyeSAMk3QB5gG96AcPsEAwfcoB3FASsOiAaQ3KAAFAEdkAxcgHBugBLiNkArlCD6jVBYIugsK9lqhYNrnRAGWEBADZAEgF3oKEXlCAgkndUDnTcoCN0lkIRmTsQAulsEKRlxQEeY3WiCLXOOyAkbTPcdlaJZbjw5xHspQssw4fY7LVGeS9FTBo2WgTtgJ5LNihzFl3SxQg4NUoNNDOqAwapRUis+tBNgbK0BmesTG8bHOHalEL9HhVVVPGe7QlDk36XhprCDIb+KNFpm1TUFJTN6+UFZslMGoxanpriIAkIhyYlfjE1QSGkBqtDkzHyzON8zUHJE+pqGfVPuSy8kZmqn7Efyp3LyIQ1sugcP5UoWwmYbW3vmH8qlE5LsGH1gOrh/KoSmXY6KrFhmH8qq5HJdipaoD2/gjQ5J209X9Yn3KFXHcmZFUjdzkLaJgyp+s4IHQQjqfruUoUghBVH6ZVQ4BNPVn9IVS8Dimquch80J3H9Wqf1h80FBtpp7ayHzTsKH9Wm/WHzS0KCbTTfXKWi0F0Ev10tAcU8vN6tojscQPv+cU3DkIxPH0lNyYpjtY4HVytolEhiJb7SlovJF0br7paHJM2Lq6uS0TkAxm/tJaFMkaw29tS0XkExn66vBR2R23eFeCcjvaB9MeajaKMxzdi8eaALMz64805JyG3Lb2x5pyXkcZfrDzTkUPofpDzV4Arj6ycAcOt9JQckjX32cnJOR3E9qFtDhhI3WbYE6Fx1zLYA60Ru5wsoDOxbFxTQOIcCQFaI5JHnWJ8eyQyvYbadhSjm8lHEY7xlUVhc1r7NWji8rZxtVUGZ5c83J1Q5uVlV4zHRWjNkTo+5KAUcVjqFRZOIxZZYQ+QLNmwOSFBIbZQELjY6IaBLu1CUA5yCgM10FDk3F1UUQOitAc9yUZG1KhGw7HYISwmsPNBYfR9qFTBDcpRlO+c5cT6AbXgBAC99zogGLrhAFG/kgHcSSgE0FyAkaCNEA+XWyAlaLBANJYoA426XQBO1QAAEnRATBoLdUALWhrkA72g7FAJrso3QDOfdAJp0QD3QDtNigFzQC2QDtF0IwiLIQC60gK4Qo401CAdz+QQAk9qAQOiAZztNEKRl6GWBnN1SCDid0AJ15oBhogBLS46LVEskZTucLJQssQ0LnFWiWaUOGtAuQlCy5FSsaNgqCx0QHJAO1jW72SxQz3sZ2JYoryVQGxQERqM3JAZ1dWdEdN03FSlIlwujnxM6EgFNxrw5HX4Vwgxoa6XrHfVZsmw6Wnwqkp4rHK0pYcWV566loycpaSlkSkZVbjxkFmFoHilmtsjJkxBz3HNJf3pZNkiOSsb3H3qqQ2SIRWi+rAruG2QnV9tmt81HIqjIry4g8nqtb5qbkNkiSGun+qLI5DbIu0+IVV9A1TcNsi58pVTW7NTcXbJgjFqsdibkaWKRHJj1XHvZN6RtaeciJvFVU3kFl5UdY6Ob9CKXjCpYdbeay8qO0enzl6BR8Zzu5jzU8ZB9NmgjxnMDa7fNVZUI9OkWGcXzFgN2+avio5vQysR4vmG7hbxUeVGvISIDxhK51g8D3qeMjqunSLMXEs7xrIPNXxkc5aCceyJ2Y/M76d/enjIz5KfsWGY3IfpDzVU1Inkp+xO3GHkaub5q7ojyU/YL5UefpDzTdEy9HMkhxJ3N481N0SeTyCqMWyNv0rfNN8UdIaGb9DP/KEh35xvmsvJE7R6dN+hKOIGkazNU8SJX03J7DHHhf8AOjzTxYk+W5PYNmOg/p228VVkiT5dk9hPxsAX6Zvmr4kR8vn7Fd3ETQbGcA+Ky8kTS6bkfoMOIWk/nx5p4sR8syexOzHAdfWG+aeJEj6bk9g24yCfz7f5ltZImH0/J7EhxLMPzw803xZh6HIvQH1rpNOm+KtxMPR5PYNrhbWoPmniJGPKz9g2OZf+0fFPERtaSfsWGOYRbpviniIj0s/YMZP1/wAU8RGHp5jh0Y/TfFXcgtLk9gjURjTpk3RNrR5PYXTxb9N8VPERXpZ+xapqiP8AWhPERyemmWXSsy5ulbbxWtyOc8LiM2tjboZW+atmIxKeJ47HSQue6Qad6JiTSOCxr0hiMlsTgfetJHmllOBxnjCrrHuHSENPetUct7OWqat8zi4uuT2pRltsqOcSVDFDIVINtgEs1Q5N9ksUMdlLFAhyllHLrKFI3PQEbnKlI76oBj3ILALXHkhbEIygsLIbIUdjNdUsyS5RdECRsYVMscsAKEC0sgIi7VCoYqM0d3lJOy4n0AnRkIB2RAhAE2IDRAC5gaUAYcLDRAEw3OiAktrqgEW3QDgWNkARaCgCYLc0AnEIBg4BAJz7IAC+6AIOJFkA/JAR/SQBt1QEzRogGcEAzdEAdgd0Ag0IQfdBQJaLIKBygG6tihwQFS0C4jkgoAu5IQjLyNkAOZyosffdCCG2ytAdrTyCUA2wucrRmyxFROda4ShZdhoQNwFrghajp2s+iE4BM0MB2CWNpL0rGhSxtIHVgB0SyJMhlrrKcmqKk+IkD2kI5L0KMmJ30vqraOkYSkVjWuc7U6LDyJHbHpZSJmVrWa3J965vKe6HS2+WNNURyjr2C572eyGgjEu4NxJFhb8r25mjsKqm7Ok9KnFo2p/SVGGZYY3A2W95856Nowa7jupqHGxcAsvId8egT5ZmS8TTSblyninbyCIfl+TtPko8rKtCrBONy3uFnxWdPJRH+X382/BXxX6kloY0P+UB+ob+Cvio5+QQjxC4i2X4J4qKtD7DDHpPqqPMjfkX7FiLihzG2MRv4qeOivp7ZNHxU8a9GbeKnjofLSU8XuIt0Rup49mo9OS5ZF+Vso2i1TxzqtCinU8R1M30APesSzWd8ek2vsUDidQ43cufiHojgr0InVU7zclRyO0YNeghUTN2cpuYcG/QZ1RO43Lim5k8N+xM2sqGtsHXV3sx5awfWqnXrnVTca8sMJ6j9Y5RzOiw/oSsrqtm0rlnxGbWBeqJmYjWDXpSp4rL5eHsC/FK69xM4J4rD00PYQxWuI/PvTxWVaWBJ8tYg0WE7k8VklpIA/LeInT1hwTxWY8rD2BdiVa8dad596xLI2z0Y9Gq4IjUVLv0r/NZ3v3Oy0zXohdJP+sf5qbn7mvLP2QjLU7dK+3im79R5Z+yAM1QP0r/ADTfXqYemd9kGJ6k/pn+ab2aWkv0BLpydZXeajm/c6LStKqQ2ae/5x3mm9+48u/ZBCSpG0zvNTxGTwI+qDbUVbCCJneaqySMvT42TsxGtB/Ola8eSOfksbZK3FsQYbiU+avmZGJdPxEhx/EbWz/FbWpkcflsO4Hy7iX6w+avmZGl0+CJGcQ4m39J8U8zIj6bjZY/KnERHbNr4p5mRh9KxsgPEWJnaQhZ8eRtdNxEU2P4m9tumI8E8eRXocaK7eIcUDrdO6y6wzSkeXJpscUadJj2Isbm6Yn3r0q2fKyyxxYc3HGIRAtNyO267Rs+RmyY2jGfxhi7584nLR2LvFHy55Yx7FfEeJMQrIyx8psd7LoopHklksxXyude5utdjztNshNzupZaHSy0NYJZqhAXUsUOWKWKBLXX0UsUML80FDFuqCgH3OwQUC1hO90KH0emyoG6PuQCMR7FCBtj7kAjHYXQoIGpuEADh2IaG1toqZEJMqEoJr826EoZziELREgokRlPQA6y4n0B3PugIw53JAG0vugCuXCxQD5LjRAHE226AkOoQAXIKAcuJQDtJAsgHNzsgAsb6oAw02QDPbcaoAWgoCYDRAPbVAPk0uUA1tUBIDpZAIi/NALJYboBg626AZ0gCADpEAi8oAS66Ajc5aJY7DcILFpdWiWM6ytEGa1x2CtEslbA88kFlunoXu3BVoWaEOHi2qULJ20sbEIGQxgFkAJlaCpQIZagDZSmCu6oWjRDJUXQFV0xHas3RPqZWlqb9qniJHqxaWcyCWQOG65SzI+jh6XzyVHg5rheaWY+ti6dCPcjfNk9rVZ3M9HgQh2In1d/YbZS2TxGuEiJ00jtytWYbZE651KWZV2Dl7lW2acBW7li2bXAtkstjEnuSw5AGSwsrZncwS9XuVSYTXC2yUi7hOe0DZRpFUmhhICNlhxR0U2PnudlNqNKbJGuUcUbU37Dl3cooorblwO23NHRqKYRLRyWH+h1BzKckthByqCkxF3Yll3MQN0bLFth5tNApuNWxw/tCjdhTYs9v+yVY8Sh890cQp7hZ1lo2pDF11EjSkgbkK7RvSGc7xUcWHkQObXZNjMLKgulI5KeGzpvb7MXTFPDY3S9xjO5VYmZeSSfccTOI2WXjZtSl7jGRx5KeGy3L3EJXDYJ4bNKUvccSP8AqlPDZd0vcRlcOSnhsy5S9wHVJF9FtYWzhPVKLpld9c6+y7RwM8stekHHXG+oK7LSJnnl1SiX11o3CeURj5rYTK1p5K+VRn5u0Eawck8qh83YxqR2J5VD5tIQqAeSeVQ+cNBCbTTRY8uzpHq0QXTW3CeXZZdViVpKmxXXFp2j5Wq6omuGO2vlaLDZe6OKkfnc2sc3wVZ5XzHrEWW1FHjc7Aa2w3W0c2kxWSzkkPlACWbSGLRyWbHAzgEHBG4LJbENEFj3WhYQ2QWCgtCyoLFl7kFocR6oGw+j0UsyIsSzQgxUlD5QEFAubohAMmqAiezVDRHbtQEThrqqShAgKCgXPQUJrwqKDDxyRij0AsOoXE944QBhoQBaBAIAIA22B1QEuhCAA6IBxZwQCDQgGOhQBN7lqgGBpssgZwQDBALRAC59kIMHrVCyUO0SioYuAKUBZxdRgNrwoAXSICMuugI3i/agGCtEC3VoWENAlEsEjVaSIOxpOyUCVtM5y0kSy5DhznHZKFl6HDrWuhC4ylY3kFQHla3ayWAC62ilgieSUBA4POyAifE/vWiWV5InHuQ1TIZIXjcrFlUZMidcbC6WdlibK0zz2LjOR9DDpueSo67nbG3gvJJyPu6eEIICQ5Roxx9yztZ6lPHHsVn9M/2Y3eSz4Zl5okRpZ3bxv8l02s5eJAcUU52jf5JTHjQDbh9Sf0T/ACV2E8eAXyZU/q3JsfoXzEEP8lVR2jKvhzMPWY0OMIq/1ZU8KRzetxjHCar9WVfCkPO4xvkardtGVfCkHrcYJwGsJ/NFTwpGfP4iRvDVc7ZiPDIeexehM3hevt7AWfAkbWsxhDhGvdrlCeBILWwTDZwlWjTKp4EjrHXQD/JGt+qngSOnnsaCHCdb9VTy8h8wgghwlXfVTyzI+pwRI3hGtP0U8qzPzaAX5HVp5Kx0rRPm8fQY8GVi15Zk+aokj4Lqzuj0zJ80iTt4IqjuVnyzHzVFmLgSYjrFPKtml1ZLsWGcBPO5KvlDMur/ALE7eADzurHSpdzk+sP9Av8AR7fmVvy8TPzd/oTR+j5o3BPuV8CLMvq7XaidvAEfNhKnlok+cS/QkHAEJ/RlPLRHzmX6ErOAIQPzV/FPLxOcusz/AEJPyAp7fmVpaeJzfWJv2BPAMA2iHkr5eJPm8/0CbwFBziHkqtPEzLq+S+4X5AwW/NN94Ty8DPzfJ7gngGD9U3yV8CJH1XI/UQ4CgH6Jvko9NBlXV8q9R/yDh/VBTy0Da6xkruIcCQjaIK+XgX5vk9xzwLFb82Fl6eI+cZPchfwNF+rHknl4j5vk9yF3AUbv0Y8l0jgikcpdTlLuQ/6O4y782F0WNI88ta2O/wBHjLaRjyV2I5vUNlOo9HVwbNCbEZWZozajgCWO9h8FHBHRaj3MOu4Tngdq06LDR2jlizPkwiWMXINlzTdnV5I0UpWOiJBGq6RjZ4c2dR7EJfYLrsPA9Q12ZXkee1XYYermQH2r31WkkjjLLKXcEvCphOgc+t1miCEiEJA9Q1YjJdCWCHaoAyRZARk6oSxA3QWELFCjiyAVtdEJYQ8UFj6IUcWQWO5ylEsawOqqQ3DtsrRdzE63MpQuxi4AJQsDMLpQIZHapRSAnVCoBzghSvITdACCSNUAJNigF0tne5GbXc9Ne/raLiesTXBASiyATtQgGDsqAcu5oAmOugHIvzQDat5oBB2qAd+iqIxmSWVJZMJOrojKgHvPJZKC1x5oBGRACdVpEYwKAPPYWQgGZBY2ZBZI0khKFjFKFiDUoWFpzKtCxrhWiDWcToFaFksMLnaEG6Esuw0DnW0Voll+nw7KRcJQsuspGjkqCwGBo0CAY+CAEi/JAMYyeSUBxBfkrQCbTE6AFZBbp8Ke87IC9FgRdv8AYpZUiY8PMA1b8Es7xaKlRgsbb9QeSxR1U4me/CBfqtASjossUV34GDuAsKJvzlDtwJnOy0saHn5BDAY+dvJPDQ86yZmCQjsTw0R6xkgwWAb2V8NGHq2GzCacfVTw0YerYZwynA+irsRjzMiM0FKOxNtDzEmO2jpQeSGfFYfq1L3IZc2EKSlPYrZncyaOipe7ySxubJ20VN2ApYr9SdlJTgeyEscrmyZlJT9g8lLNqbLDaamtsPJLJ4jsY09O0+z8E5NeKxZKYfRHknI8Vv1ALab6oTkjyS9x70w5BW2Te33YTHU3YEsj/cnYKc/RCWZtrsyQR0/1Qm4bpe4bWU/Jqbhul7hhsPJoSxuYbOiH0All3NBtdH9UJuZNzD6Vg+iEuyWx+mb9UJQ5G6do+iFUi8iNQ0cgqORCqbyCEdjiqHJCUH6wLIFEB09yhaCbLdQUGZbIKAM4GxQUOJu9BQwm70FBdLfmgoYyaIKABugoMWtugG6Ro3sg2gOqmNOpCF7CbUwv5hBZDUywWNyELwcpj1RTBp9lZ2jekefYxX0wcQHN03RYzM9Q0qOOxGsjfIci6KJ4J5HIyZJwVsxyQOlJ2QlMAvKydRA33QBKAEAoAhusgMAoBstkAV9EAJGqGRBChhChNGqAItQyCAboB9VRY5NjbkhLGdZKJYs1ghUwc+qpQS9CoAvJCFInOKAHMhQTqgI7aoLGLboLALbILI3NJQqZG6M7/wDW6hqL5PTnb6rie0V0BIw2G6AYvvohLH5ILFa6Cwm3B02QWSZrFBYziEFgjdBYT1UQBqoJBtuhRiR2pQBL7BKBG43KUAwbIQbMSUAihBIBW1RAlabBUoLpByQgwc47ICaKF7zstpcEbL0VA4jZWiWXoMNGhICUC/DRNZyCtELLYmgaBAGGIKCDOwKFCERKAIU5vqFTNkopuwJwaRNHRPdsFLBbgwsn2ktgv0+HMadQslo1KeniYNQELRK+WKPsQFGqxKNoICAyKmuL3aDRUFMykoAS8ntUJQxLuV1SiDXHk5AFkd+0gByE8ihKG6I32KDagugcfolQobKUndqAl+TydQFbJQ7MNcTayWUtR4UbbBLBMzDbHUBLBM2gseSWSiZlIBvZSxQfqwG1kKIRC+qEoToQeatiiI0oJ3SypUMaJp5hLBE+g70slBMoAOaWKLDaRrRqVAlQRY0aBCjtZqgJQG21VsDG3aoAbi+4QUE23aEAQa3tCUAgxp5hAOYmnmgB6FvagodsTAd0FE2Rlt0ABjZfdAOMo5oKCuwjVLJQ2Rh5pYocMZ2pYofIxLLQ9mDmlgFzowN1GADNE06uUARmhy+0CtE2mdWVMDL3kAQdjBxDEoGg5ZdfFTkm5GLPxFFTg3lF/FORuRzeN8bBjHNieS7uK0kcZTOFxHiWsqnH5wgHvWkkcJTZlSVUrzq4m60S77kDnOdzWNxUhg0ndWwEGFLNBhg7FjcKEWgJuFCspZaHyJYoQYAlkodLAnAlLFDZUsUG1lwlmaC6JLA4YlgkaxLAnCwVLRGbBBQsyEpAu1VI0N4pZKBd4pZUiJzrc0LRGX25oEhukCFoje8IAQ8c91QIOCAB7g3ZACJLoBF1kLQ2cFAO0i+u6jB6O8LifQGY25QE4bYIRglovqhBeCAMAWQAg2KAT3diAAOJ3QBBwQDOkCqAPSC6pROk00QABxKAIaoB7AboAg4IQEuAQg3TCyqQBM4vsrQHD3E9UKpBliOJ7+SEstxULjyVSI2XoMO2uFdpLNGCiDbaKgvRwgDQICUR2GyANrD2ICRsd+SAlbTlATMplClmOlJ+igLUNHe1wpZKLjKNoFyEs2kG1sbNyEAMlVHHtZQFSTEHfRQERrZTzKAhkllkOpKoI+hcTq5AN6tfcoCRtOgJBTIBxT2QBiFAH0SAXQ9yAZsAvsEBOyDTYKAkEFtgEAXRuQDtY4FAWGBwG6AMg9qAbKe1APkPagEWHtQEMjCOaATWntQBHbdAM3xQB270Ard6ANrQ4boAhCO3VAP0LfrIBjCPrIAXQNP0kAPqzfrIA20zRu5AF0DfrIA2RtHNASZGW3QoJawcygDa2O26AcNYgH6OPvQDGJiAcRM7UAsjAgFkb2oBsje1AC6MEboCpUx6aGyhDmMYdNESWyWCgOdfxC6nJa+QkrRHKjFxfHi+Nx6Yg+KHGWQ4quxufMbSm3itJHBz5MWqxOaT2nuPvTaTeymZnPNyStUSmx2i4uVLotBjQKNlSCCw2aSGzWUKkEJENJCMnepQ2kTpSlDaE111oUStN0FEgChzDDCQgHyFAPk7UAQAAQULTtQUMXIATIAqCJ8vfoqCIvPIoAmu7UIMX25oATKNlRQDpAgoge7VCgEoKBLlC0AT2qihr3VFDFyCgQ66ChE2GiFIy/tQyMHHVAC+TSx7VGD1Im6xR9AljNkogT3XSgRZis0BFxB0SgE2QnklAYnVQEbnErdAAPIKUBnOcNilAZQDgWKoJLIBNFkA90ALnFARZ3dqGRnEnmtbUAmsud1pJEtlyClY46pSJbNanoYxa+qUDVgo4x/2VohcbAxuwQErGAHZSy0TtaByVITAN7FCisOxUgQsOSFaJWkDkoSy7BGHboC9DA290KWmta3YLIFntsAgK1RVPAs0Ae8oLZlzVj3HUKi2RGW+4Pmgtjh/cfNDQzZiOSAITnsUKGKj9j4oQMT2+j8UAbai30fihAvWj9X4oUA1h+oPNAN6676o80AvXHfVHmhqkP6+/wCqPNDIIxFw/RjzQEjcUePoN80A/wAqSfUHmhqkG3Enndg80Mkgrn9n2fggEa542H2fggB+UH/V+KAL5Qd9X4oCT1uT/olAL1p6GqQzql7hr9pQUgBO8H/MoKQ5qHf9EoKQHrL+74oZF6zJ2/EoBesydvxKAdlTIOfxKAgqMUmZsPigKTcZqC+x+1UF2PE5ez4qAP5Rl7PiqapE7auQ8/iVaQpEzal53SkKQ/rT+wJSMhCd45qFC6d9kABqHqAITv7UAbJ39qAkNQ4bKgJtQ9QhIKlyALpj2KGbY7ZSeSGgnSW2HxVBC+dyAy6+plykggHwUBxWMV072kZrXWqRzlJo82xWtkMhIvr2m6tI5Nyfqc/VVk0l8zkpHNxb9Sg9xduStDYgACRqljYgmtsliiQaBShQ+vasG9oxv2rJqgTc81otAN13JQUSZdELQwaDuhKJmtACGCUCyAMISgw6yChy5ZLtAug2jFxK0SgcxQu0EyEoNpE55KEoG6pmhwgoYkoKIXOvyQ1sBLihdoBJKDaCQg2gXKDaMVBtGIJ5qjaMBZWhRE+TuVoUA2QhKFDufcJRKAzpQobNqlF2kb5souAb3tujLGPJ/9k=)
8. Conclusión
Dentro del trabajo realizado, al final se puede observar como Lewis Hamilton logro conquistar por sexta vez el título mundial de la Formula 1. Además, se pudo observar como logro superar a su compañero de equipo Valtteri Bottas por más de 100 puntos que obtuvo el segundo lugar en la clasificación general. También se puede destacar que este año hay muchos pilotos jóvenes que tienen un gran futuro por delante en esta gran competeción como lo ha demostrado Max Verstappen, Charles Leclerc o Pierre Gasly, con sus incríbles cantidad de puntos y de los cuales los dos primeros lograron vencer a sus compañeros de equipos.
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)
---
title: <center><FONT COLOR="RED">FÓRMURLA 1 TEMPORADA 2019</FONT></center>
subtitle: "Bernardo Cartusciello(cartusci@alumni.uv.es)" 
author: "Universitat de València"
date: "Diciembre de 2020 (actualizado el `r format(Sys.time(), '%d-%m-%Y')`)"
output:
  html_document:
    #css: "./assets/my_css_file.css"
    theme: darkly
    highlight: textmate 
    toc: true
    toc_depth: 3 
    toc_float: 
      collapsed: true
      smooth_scroll: true
    self_contained: true
    number_sections: false
    df_print: kable
    code_download: true
editor_options: 
  chunk_output_type: console
---

```{r packages-setup, include = FALSE}
library(tidyverse)
library(klippy)  #- remotes::install_github("rlesur/klippy")
library(knitr)
library(rvest)    # For scraping the web
library(tidyr)    # Functions to tidy our data
library(dplyr)    # Pipe operator, tibble handling
library(ggplot2)
library(readxl)
library(gganimate)
library(plotly)
library(gt)
library(ggthemes)
library(leaflet)
```

```{r chunk-setup, include = FALSE}
knitr::opts_chunk$set(echo = TRUE, eval = TRUE, message = FALSE, warning = FALSE, 
                      #results = "hold",
                      cache = FALSE, cache.path = "/caches/", comment = "#>",
                      #fig.width = 7, #fig.height= 7,   
                      #out.width = 7, out.height = 7,
                      collapse = TRUE,  fig.show = "hold",
                      fig.asp = 7/9, out.width = "60%", fig.align = "center")
knitr::opts_chunk$set(dev = "png", dev.args = list(type = "cairo-png"))
```

```{r options-setup, include = FALSE}
options(scipen = 999) #- para quitar la notación científica
options("yaml.eval.expr" = TRUE) 
```


```{r klippy, echo = FALSE}
klippy::klippy(position = c("top", "right")) #- remotes::install_github("rlesur/klippy")
```

<hr class="linea-black">

Trabajo elaborado para la asignatura "Programación y manejo de datos en la era del Big Data" de la Universitat de València durante el curso 2020-2021. El repo del trabajo está [aquí](https://github.com/bernicartusciello/trabajo_BigData){target="_blank"}. La página web de la asignatura y los trabajos de mis compañeros pueden verse [aquí](https://perezp44.github.io/intro-ds-20-21-web/07-trabajos.html){target="_blank"}.

<!-- El párrafo de arriba has de dejarlo casi igual, 
        solo HAS de SUSTITUIR las 2 veces que aparece "perezp44" por tu usuario de Github-->

<hr class="linea-red">

##   <FONT COLOR="red">1. Introducción</FONT>

En este trabajo enseñare los resultados del campeonato mundial de la Formula 1 en el año 2019, donde se podra mostrar un claro dominio por parte de la escudería  Mercedes integrado por los pilots Lewis Hamilton y Valterri Bottas, con respecto al resto de escuderías que no le pudieron hacer frente a estos veloces coches. También resaltaremos diferentes datos interesantes respecto al tema como la ubicación de los circuitos de carrera, el rendimiento de los pilotos de forma individual y de las escuderías.


```{r, echo=FALSE,eval=TRUE,  out.width="80%"}
knitr::include_graphics (here::here( "/imagen","comienzodecarrera.jpg"))
```


##   <FONT COLOR="red">2. Posiciones de los Pilotos </FONT> {.tabset}


En la siguiente tabla se destacara a los 9 pilotos que tuvieron una mayor cantidad de puntos comparado a los 20 que compiten a lo largo de la serie mundial. Como se puede apreciar hay nombres de talla mundial como los de Lewis Hamilton y el de su eterno rival Sebastian Vettel que conduce el famoso coche rojo de Ferrari, pero que durante esta temporada no pudo destacar como lo hace habitualmente y termino obtniendo un 5to lugar en la claisifación mundial. Por otro lado se puede apreciar como su compañero de equipo un rookie llamado Charles Leclerc siendo el segundo piloto más joven que ha pertenecido a la escudería de Ferrari haya logrado vencer en su debut al 4 veces campeón mundial de la formula 1.

### <FONT COLOR="red">**Posiciones**</FONT>
```{r, echo=FALSE, eval=TRUE}

formula_1 <- read_excel("./datos/formula1.xlsx", sheet = 1)

formula_1 <- as_tibble(formula_1) %>% 
  filter(as.integer(Posicion) <= 9)
# Make Driver a factorial variable, replace all '-' with zeros, convert to long format


knitr::kable(formula_1)



```


### <FONT COLOR="red">**Posiciones de cada Carrera**</FONT>

```{r, echo=FALSE, eval=TRUE}
formula_1$Piloto <- as.factor(formula_1$Piloto)
formula_1[, -2] <- apply(formula_1[, -2], 2, function(x) as.integer(gsub('-', '0', as.character(x))))

f1_long <- gather(formula_1, Race, Puntos, R01:R21)

knitr::kable(f1_long)


```

##   <FONT COLOR="red">3. Evolución de las Posiciones de los Pilotos</FONT> {.tabset}
Aquí podemos observar a los 9 corredores que hicieron más puntos a lo largo de la temporada. Observando los altos y bajos que han obtenido a lo largo de las 21 carreras realizadas. Se podrá destacar 2 gráficas donde en la primera se observara el rendimientos de los pilotos en relación de los puntos obtenidos con respecto a cada carrera del campeonato mundial, mientras que en la segunda gráfica se detallara el rednimiento de forma individual de cada piloto. 

### <FONT COLOR="red">**Gráfica**</FONT>
```{r pressure, echo=FALSE, eval=TRUE,  out.width="80%"}
f1_long <- gather(formula_1, Race, Puntos, R01:R21)



g <- ggplot(f1_long, aes(x = Race, y = Puntos, group = Piloto, colour = Piloto)) + 
  geom_line() +
  scale_x_discrete(breaks=c('R01', 'R06', 'R11', 'R16', 'R21')) +
  labs(title = 'F1 resultados 2019, top 9 drivers') + geom_point()

ggplotly(g)

```



### <FONT COLOR="red">**Gráfica por Piloto**</FONT>
```{r, echo=FALSE, eval=TRUE,  out.width="80%"}
f1_long <- gather(formula_1, Race, Puntos, R01:R21)


          
f <- ggplot(f1_long, aes(x = Race, y = Puntos, group = Piloto, colour = Piloto)) + 
  geom_line(show.legend = FALSE) + facet_wrap(~ Piloto) +
  scale_x_discrete(breaks=c('R01', 'R06', 'R11', 'R16', 'R21')) +
  labs(title = 'F1 resultados 2019, top 9 drivers') + geom_point() 

ggplotly(f)

```



##   <FONT COLOR="red">4. Posiciones de las Escuerías </FONT> {.tabset}

En este apartado del trabajo dejaremos al lado a los pilotos y nos enfocaremos en las escuderías. En el siguiente gráfico se podrá observar de forma ordenada las posiciones que obtuvieron los equipos de la formula 1, con un claro dominio de Mercedes al resto de escuderías obteniendo más de 200 puntos con respecto al segundo lugar. Otro dato interesante que se podría obtener a partir de esta información es que no es coincidencia que la ventaja de los primeros 3 equipos sea tan supeior al resto de las escuderías, ya que el presupuesto que poseen sea mayor al resto. De forma más detallada el equipo de Mercedes tuvo una inversión durante este año de 700 millones, Ferrari de 500 millones, Red Bull de 300 millones y el resto de los 7 participantes su presupuesto no llega ni siquiera a los 150 millones. Por esta razón, la FIA la organización encargada de regular las competiciones de automovilismo deicidió implantar para el 2022 un límite al presupuesto de las escuderías que sería igual a 150 millones, para buscar que exista más competitividad y no de que siempre domine una escudería a lo largo del tiempo, sino para que también los pilotos demuestren su habilidad de conducción al tener coches más similares.

### <FONT COLOR="red">**Tabla de las Escuderías**</FONT>
```{r, echo=FALSE, eval=TRUE}

escuderia <- read_excel("./datos/formula1.xlsx", sheet = 2)

knitr::kable(escuderia)
```

```{r, echo=FALSE, eval=FALSE}
str(escuderia)  #- la v. region es de tipo character

escuderia <- escuderia %>% mutate(Escudería = forcats::as_factor(Escudería))   #- convertimos la v. region en factor con la f. as_factor()

str(escuderia)  #- la v. region ahora es un factor
levels(escuderia$Escudería) #- los levels del  están ordenador alfabéticamente

escuderia <- escuderia %>% mutate(Escudería = forcats::fct_reorder(Escudería, Puntos)) #- reordenamos los niveles del factor en f. de Pob_region

levels(escuderia$Escudería) #- ahora los levels del factor estan ordenador en funcion de la población





```

### <FONT COLOR="red">**Gráfico de las Escuderías**</FONT>
```{r, echo=FALSE, eval=TRUE,  out.width="80%"}
escuderia <- escuderia %>% mutate(Escudería = forcats::fct_reorder(Escudería, Puntos))

levels(escuderia$Escudería)

ggplot(escuderia, aes(x = Puntos, y = Escudería)) + geom_col(fill = c("cyan", "red","darkblue","orange", "yellow", "steelblue", "pink", "brown1", "chocolate4", "darkgray")) + geom_text(aes(label = Puntos), nudge_x = 25) 

```




##   <FONT COLOR="RED">5. Mapa de los Circuitos de la F1 </FONT>

Aquí se puede observar un mapa de los 21 circuitos que pertenecen al mundial de la Formula 1. Como se puede ver en el mapa de la formula 1, los grandes premios se realizan en diferentes partes del mundo para que los aficionados no tengan que trasladarse a un único país para observar estas carreras, sino que ofrecen esta oportunidad para que las diferentes culturas del mundo se unan a este deporte y lo puedan apreciar. Lo normal de esto grandes premios es que se celebre una carrera por país por las razones mencionadas anteriormente. Por otro lado se puede destacar, como los circuitos se encuentran ubicados en diferentes continentes como América del Norte y del Sur, Europa, Asia, Oceanía, pero en el único continente que no incluye en sus competiciones es África, por lo cual es fuertemente críticado.
```{r eval = TRUE, echo = FALSE,  out.width="80%"}

p <- leaflet() %>%
  addTiles() %>% 
  setView(lng = -2.435973, lat = 52.378051, zoom = 1) %>% 
  addMarkers(lng = 50.514521, lat = 26.031699, popup = "GP BAHREIN") %>% 
  addMarkers(lng = 144.96326, lat = -37.84476, popup = "GP AUSTRALIA") %>%
  addMarkers(lng = 121.21972, lat = 31.33889, popup = "GP CHINA") %>%
  addMarkers(lng = 49.89201, lat = 40.37767, popup = "GP AZERBAIYÁN") %>%
  addMarkers(lng = 2.258063, lat = 41.569469, popup = "GP ESPAÑA") %>%
  addMarkers(lng = 7.42732, lat = 43.73976 , popup = "GP MONACO") %>%
  addMarkers(lng = -73.52417, lat = 45.50838, popup = "GP CANADA") %>%
  addMarkers(lng =  5.79177, lat = 43.25364, popup = "GP FRANCIA") %>%
  addMarkers(lng = 14.764316, lat = 47.222131, popup = "GP AUSTRIA") %>%
  addMarkers(lng = -1.014299, lat = 52.071812, popup = "GP INGLATERRA") %>%
  addMarkers(lng =  8.566751, lat = 49.327317, popup = "GP ALEMANIA") %>%
  addMarkers(lng = 19.1501, lat = 47.3450, popup = "GP HUNGRIA") %>%
  addMarkers(lng = 5.96837, lat = 50.44474, popup = "GP BELGICA") %>%
  addMarkers(lng = 9.282641, lat = 45.619106, popup = "GP ITALIA") %>%
  addMarkers(lng = 103.86395, lat = 1.29156, popup = "GP SINGAPUR") %>%
  addMarkers(lng = 39.72569, lat = 43.59917, popup = "GP RUSIA") %>%
  addMarkers(lng =  136.541839, lat =  34.845207 , popup = "GP JAPON") %>%
  addMarkers(lng = -99.092238, lat = 19.40337, popup = "GP MEXICO") %>%
  addMarkers(lng = -97.636409, lat = 30.134414, popup = "GP ESTADOS UNIDOS") %>%
  addMarkers(lng = -46.69717, lat = -23.700522, popup = "GP BRASIL")

p

```

##   <FONT COLOR="red">6.Datos Interesantes </FONT>  {.tabset}

Entre los datos interesantes se podran destacar una serie de variables importantes que obtuvieron los pilotos a lo largo de este año. Entre entas variables encontraremos el número de vicotrias que obtuvieron al igual que los podios que siginifica cuando terminas entre los 3 primeros, también destacaremos las poles que es cuando en la ronda de clasificación para obtener el orden de salida en una carrera, el piloto que se clasifica de primero se gana lo que se llama una "pole position" y por último destacaremos lo que sería las vueltas rápidas que es cuando a lo largo de la carrera el piloto que haga la vuelta más rápida se gana 1 punto más para el mundial.

Con respecto a la relación entre vicotrias y podios se puede apreciar como Lewis Hamilton fue el gran dominante con respecto a estas 2 variables obteniendo un total de 11 victorias y 17 podios. Dos casos especiales serían el Charles Leclerc y Max Verstappen, el primero obtuvo un total 10 podios siendo supeior a su rival Verstappen, pero este obtuvo una vicotria más que Leclerc provocando que en la clasificatoria mundial Verstappen quedar una posición arriba que Leclerc.

Con la otra gráfica relación entre Victorias y Poles, es bastante inusual que Lewis Hamilton no haya logrado dominar en las 2 variables como sucedió en la anterior gráfica, sino que el piloto que obtuvo más poles fue Charles Leclerc lo cual es bastante inusual de ver en la segunda temporada de un piloto de formula 1, pero esto no le basto para poder obtener una mayor cantidad de victorias durante este año. 

### <FONT COLOR="red">**Tabla**</FONT>
```{r, echo=FALSE, eval=TRUE}

datos_interesantes <- read_excel("./datos/formula1.xlsx", sheet = 3)

knitr::kable(datos_interesantes)
```


### <FONT COLOR="red">**Relación entre Victorias y Podios**</FONT>
```{r, echo=FALSE, eval=TRUE,  out.width="80%"}

ggplot(datos_interesantes, aes(x = Victorias, y = Podios, color = Piloto)) + geom_point() +
scale_x_continuous(trans='log10', labels = scales::comma) +
ggrepel::geom_label_repel(ggplot2::aes(label = Piloto)) + labs(title = "RELACIÓN ENTRE LAS VICTORIAS Y PODIOS DE LOS PILOTOS DE F1" , y = "Podios", x = "Victorias") +
theme_bw() +  theme(legend.position = "none") +  theme(plot.title = element_text(hjust = 0.5)) +  theme(plot.subtitle = element_text(hjust = 0.5))
```

### <FONT COLOR="red">**Relación entre Vicotiras y Poles**</FONT>
```{r, echo=FALSE, eval=TRUE,  out.width="80%"}

p <- ggplot(datos_interesantes, aes(x = Victorias, y = Poles, color = Piloto)) + geom_point() +
scale_x_continuous(trans='log10', labels = scales::comma) +
ggrepel::geom_label_repel(ggplot2::aes(label = Piloto)) + labs(title = "RELACIÓN ENTRE LAS VICTORIAS Y POLES DE LOS PILOTOS DE F1" , y = "Poles", x = "Victorias") +
theme_bw() +  theme(legend.position = "none") +  theme(plot.title = element_text(hjust = 0.5)) +  theme(plot.subtitle = element_text(hjust = 0.5))



```


```{r, echo=FALSE, eval=TRUE,  out.width="80%"}

ggplotly(p)

```

##   <FONT COLOR="red">7. Imagen </FONT> 
 En está imagen podemos apreciar la fuerte competitivdiad que había entre las escudería de Ferrari y Mercedes que estaban pelando para ganar el campeonato mundial. De forma más detallada, se puede observar como en el Gran Premio de Rusia, Charles Leclerc esta compitiendo contra Lewis Hamilton para poder ganar este apreciado Premio. 
 
```{r, echo=FALSE, eval=TRUE,  out.width="80%"}
knitr::include_graphics (here::here( "/imagen","ferrarivsmercedes.jpg"))

```




##  <FONT COLOR="red">8. Conclusión</FONT>

Dentro del trabajo realizado, al final se puede observar como Lewis Hamilton logro conquistar por sexta vez el título mundial de la Formula 1. Además, se pudo observar como logro superar a su compañero de equipo Valtteri Bottas por más de 100 puntos que obtuvo el segundo lugar en la clasificación general. También se puede destacar que este año hay muchos pilotos jóvenes que tienen un gran futuro por delante en esta gran competeción como lo ha demostrado Max Verstappen, Charles Leclerc o Pierre Gasly, con sus incríbles cantidad de puntos y de los cuales los dos primeros lograron vencer a sus compañeros de equipos.

```{r, echo=FALSE, eval=TRUE,  out.width="80%"}
knitr::include_graphics (here::here( "/imagen","hamiltonganandolaultimacarrera.jpg"))

```

##   <FONT COLOR="red">9. Referencias </FONT> 
"https://www.sqlservercentral.com/articles/analyzing-formula-1-results-in-r"

"https://es.wikipedia.org/wiki/Temporada_2019_de_F%C3%B3rmula_1"








