Primera MSX2+ 100% argentina

43 views
Skip to first unread message

Borg

unread,
Dec 29, 2016, 5:39:39 PM12/29/16
to grupoMSX
Les presento la primer y única (hasta donde sé) MSX2+diseñada y construida en Argentina.
No es ningún tipo de emulación sobre HW moderno, está construída íntegramente con componentes de la época.
El engine fue "descomprimido" e implementado con circuitos integrados comunes de la época.
Si bien lo que se ve en las fotos es el prototipo inicial (totalmente funcional) las características finales del equipo serán:

CPU: Z80 a 3.58MHz + modo Turbo 7MHz (Z840010)

RAM: 1MB de base + tres bancos adicionales hasta completar los 4Mb

ROM 256KB

VDP:

  Yamaha V9958

  Salidas RGB y video componentes

SONIDO:

  AY-3-8910A (con control para dos joysticks)

  FM SOUND YM2413

PUERTOS EXPANDIDOS: 2

PARALELO: Bidireccional

SERIE: RS-232 + MODEM

FDD: Soporte de discos de hasta 720KB

HDD: Controladora Sunrise compatible

CASSETTE


Les adjunto un par de fotos del proyecto




20161218_163515 red2.jpg
Auto Generated Inline Image 1

Victor Carbajal

unread,
Dec 29, 2016, 7:05:02 PM12/29/16
to Grupo MSX
Excelente!!!

Mi portfolio
www.victorcarbajal.com
Lo bueno de darme la cabeza contra la pared, es lo bien que me siento cuando dejo de hacerlo...

--
--
Has recibido este mensaje porque estás suscrito al GRUPO MSX de Grupos de Google.
Si quieres publicar en este grupo, envía un mensaje de correo electrónico a grup...@googlegroups.com
Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-unsubscribe@googlegroups.com
Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
---
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+unsubscribe@googlegroups.com.
Para acceder a más opciones, visita https://groups.google.com/d/optout.

Juan Fernando Lopez

unread,
Dec 29, 2016, 7:36:54 PM12/29/16
to grup...@googlegroups.com
Esto es increíble!

Y la idea una vez terminado cuál es?

No se qué tan accesible sea adquirir una, pero haría el esfuerzo con gusto =D




Juan Fernando Lopez


Excelente!!!

-- 
-- 
Has recibido este mensaje porque estás suscrito al GRUPO MSX de Grupos de Google.
Si quieres publicar en este grupo, envía un mensaje de correo electrónico a grup...@googlegroups.com
Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-unsubscribe@googlegroups.com
Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
--- 
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+unsubscribe@googlegroups.com.
Para acceder a más opciones, visita https://groups.google.com/d/optout.

-- 
-- 
Has recibido este mensaje porque estás suscrito al GRUPO MSX de Grupos de Google.
Si quieres publicar en este grupo, envía un mensaje de correo electrónico a grup...@googlegroups.com
Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-u...@googlegroups.com

Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
--- 
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+u...@googlegroups.com.

Carlos Scalerandi

unread,
Dec 30, 2016, 6:15:09 AM12/30/16
to grup...@googlegroups.com

El proyecto una monstruosidad...

Impresionante...

Y respecto a los costos, hasta donde sé... aunque dejáramos de lado el tiempo de la investigación y el trazado de los circuitos que tuvo que hacer Gabriel (Borg), es decir aunque nos dieran los esquemas y la lista de componentes con un instructivo de hágalo usted mismo... es una animalada de plata...


Entre los componentes que hay que pedir de afuera, esperarlos, y demás yerbas.....

Es mejor comprarse 2 ó 3 MSX 2+ traídas de afuera....


Pero sin dudas, es algo único en Argentina, y si me pongo a pensar en la forma en que se construyó, tal vez único en el mundo.

Aplausos !

Fernando Miculan

unread,
Dec 30, 2016, 10:12:48 AM12/30/16
to Grupo MSX
Me sumo al pedido!!!...

Sobre todo cuando uno siempre fue usuario de MSX 1 !


Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-unsubscribe@googlegroups.com

Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
---
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+unsubscribe@googlegroups.com.
Para acceder a más opciones, visita https://groups.google.com/d/optout.



--
Fernando Miculan.-
FCM Sistemas
Tel. 221 15 5435862
http://fcmsistemas.ddns.net
BBS Telnet: ferchobbs.ddns.net:2323 | WebServer: http://ferchobbs.ddns.net

Eduardo Chiepa

unread,
Dec 30, 2016, 11:45:49 AM12/30/16
to grup...@googlegroups.com
jolas carlos!

ponele que salga mas barato traer dos o tres maquinas de afuera... maquinitas cansadas, al limite de su vida util.... cuanto mas podrian funcionar? 30? 40 años mas? :P

al menos podemos decir, "esto, en europa, no se consigue" ;)




From: 'Carlos Scalerandi' via grupoMSX <grup...@googlegroups.com>
To: grup...@googlegroups.com
Sent: Friday, December 30, 2016 8:14 AM
Subject: Re: [GRUPOMSX][3944] Primera MSX2+ 100% argentina

Excelente!!!
Para obtener más opciones, visita este grupo en http://groups.google.es/group/ grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...

Juan Fernando López

unread,
Dec 30, 2016, 11:48:33 AM12/30/16
to grup...@googlegroups.com
Esa es la mejor parte!


Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-unsubscribe@googlegroups.com

Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
--- 
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+unsubscribe@googlegroups.com.

Para acceder a más opciones, visita https://groups.google.com/d/optout.

--
--
Has recibido este mensaje porque estás suscrito al GRUPO MSX de Grupos de Google.
Si quieres publicar en este grupo, envía un mensaje de correo electrónico a grup...@googlegroups.com
Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-unsubscribe@googlegroups.com

Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
---
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+unsubscribe@googlegroups.com.

Para acceder a más opciones, visita https://groups.google.com/d/optout.

--
--
Has recibido este mensaje porque estás suscrito al GRUPO MSX de Grupos de Google.
Si quieres publicar en este grupo, envía un mensaje de correo electrónico a grup...@googlegroups.com
Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-unsubscribe@googlegroups.com

Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
---
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+unsubscribe@googlegroups.com.

Para acceder a más opciones, visita https://groups.google.com/d/optout.

--
--
Has recibido este mensaje porque estás suscrito al GRUPO MSX de Grupos de Google.
Si quieres publicar en este grupo, envía un mensaje de correo electrónico a grup...@googlegroups.com
Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-unsubscribe@googlegroups.com

Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
---
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+unsubscribe@googlegroups.com.

Carlos Maidana

unread,
Dec 31, 2016, 9:10:47 AM12/31/16
to grup...@googlegroups.com
Hey! GE-NI-AL!!
Eso es algo que siempre quise hacer en su momento, mas lo unico a lo que llegue es a una mini msx 1 en protoboard de 10 x 10.
Que lindo proyecto, y que trabajo!! felicitaciones!!

Pasen mas fotos! de las placas, de las soldaduras, de los cables! eso es puro porno electronico jaja.
y particularmente para mi, si esta disponible seria genial ver el esquematico para conocerla "por dentro" y poder admirar la obra de arte que es el proyecto(porque para mi son obras de arte) desde sus entrañas.

Un saludo, y muy feliz año para todo el grupo!
--
--
Has recibido este mensaje porque estás suscrito al GRUPO MSX de Grupos de Google.
Si quieres publicar en este grupo, envía un mensaje de correo electrónico a grup...@googlegroups.com
Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-u...@googlegroups.com

Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
---
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+u...@googlegroups.com.

Para acceder a más opciones, visita https://groups.google.com/d/optout.


-- 

Carlos Maidana

LabCenter - Laboratorio especializado en reparaciones electrónicas
Reparaciones mayoristas, precios al gremio.
Notebooks, Mothers, Reballing, Monitores LED y LCD, UPS, equipos de red
http://www.labcenter.com.ar

Carlos Maidana

unread,
Dec 31, 2016, 2:34:35 PM12/31/16
to grup...@googlegroups.com
En mi opinion, en este tipo de cosas el precio no importa tanto, sino mas bien la satisfacción de armar o hacer el proyecto en si para uno mismo, como tambien la satisfacción para Gabriel (y quien mas haya creado el proyecto) de ver que tanto trabajo es aprovechado y usado por otros.
Si consigo un esquematico o una placa no dudaria en armarla, y pedir afuera los componentes extra que necesite! (en realidad creo que tengo todo aca en el taller como para armar una!)
-- 

Carlos Maidana

LabCenter - Laboratorio especializado en reparaciones electrónicas
Reparaciones mayoristas, precios al gremio.
Notebooks, Mothers, Reballing, Monitores LED y LCD, UPS, equipos de red
http://www.labcenter.com.ar

Fernando

unread,
Dec 31, 2016, 3:20:49 PM12/31/16
to grup...@googlegroups.com
Felicitaciones, Damián!  Un increíble trabajo te tomaste, pero imagino que el cosechar los frutos del mismo debe ser indescriptible. Si me autorizás, me interesaría publicar los detalles del proyecto en mi blog dedicado a la MSX... ¡Saludos!

PD: A todo el grupo... les dejo los mejores deseos para el año que está a punto de comenzar! ¡Muy feliz y próspero año! A no bajar los brazos y que lluevan los nuevos proyectos como el de Damián! 

¡Saludos!

Fernando Ramos,  Junín (B)

<a style="clear: left; margin-bottom: 1em; float: left; margin-right: 1em;" href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/4RGqRXhpZgAATU0AKgAAAAgADAEAAAQAAAABAAAUwAEBAAQAAAABAAALrAEPAAIAAAAIAAAAngEQAAIAAAAJAAAApgESAAMAAAABAAEAAAEaAAUAAAABAAAAsAEbAAUAAAABAAAAuAEoAAMAAAABAAIAAAExAAIAAAAOAAAAwAEyAAIAAAAUAAAAzgITAAMAAAABAAEAAIdpAAQAAAABAAAA4gAAAypzYW1zdW5nAFNNLUc5MjBJAAAAAABIAAAAAQAAAEgAAAABRzkyMElEVlMzRVBKQQAyMDE2OjEyOjE4IDE2OjM2OjI2AAAbgpoABQAAAAEAAAIsgp0ABQAAAAEAAAI0iCIAAwAAAAEAAgAAiCcAAwAAAAEAoAAAkAAABwAAAAQwMjIwkAMAAgAAABQAAAI8kAQAAgAAABQAAAJQkgEACgAAAAEAAAJkkgIABQAAAAEAAAJskgMACgAAAAEAAAJ0kgQACgAAAAEAAAJ8kgUABQAAAAEAAAKEkgcAAwAAAAEAAgAAkgkAAwAAAAEAAAAAkgoABQAAAAEAAAKMknwABwAAAGIAAAKUkoYABwAAABUAAAL2oAAABwAAAAQwMTAwoAEAAwAAAAEAAQAAoAIABAAAAAEAABTAoAMABAAAAAEAAAuspAIAAwAAAAEAAAAApAMAAwAAAAEAAAAApAUABAAAAAEAAAAcpAYAAwAAAAEAAAAApCAAAgAAAB4AAAMM6h0ACQAAAAH////YAAAAAAAAAAEAAAAhAAAAEwAAAAoyMDE2OjEyOjE4IDE2OjM2OjI2ADIwMTY6MTI6MTggMTY6MzY6MjYAAAAB+gAAAGQAAAC5AAAAZAAAAHoAAABkAAAAAAAAAAoAAAC5AAAAZAAAAa4AAABkBwABAAcABAAAADAxMDACAAQAAQAAAAAgAQAMAAQAAQAAAAAAAAAQAAUAAQAAAFoAAABAAAQAAQAAAAAAAABQAAQAAQAAAAEAAAAAAQMAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQTE2TFNJQTAwU00gQTE2TFNJTDAyU00KAAAAAAAAAAkBAAAEAAAAAQAAAgABAQAEAAAAAQAAASABAwADAAAAAQAGAAABEgADAAAAAQAGAAABGgAFAAAAAQAAA5wBGwAFAAAAAQAAA6QBKAADAAAAAQACAAACAQAEAAAAAQAAA6wCAgAEAAAAAQAADfYAAAAAAAAASAAAAAEAAABIAAAAAf/Y/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEJCQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgAdwBDAwEhAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A9mEmVrhk8UagJMGdee+xf8KVCk6suVLUmrPkV2Wf+Ej1FhxMM/7g/wAKdF4h1LGDNzn+4v8AhXW8BU/l/E5/rkF1Hv4g1EggTZOM/cX/AAoj8QamRw7E/wC6tL6jPt+IfXKfcZP4j1VU4duP9hKtaRrmo3t9BA8+0McsGReQBkjge1ZVsHOnDna0Lp4iM5cqZ1Jk5orgOuxnq/HWvMNWuca5dJzkzS/Thv8A69ellT/2mP8AXQ5cYr0mWLeaNpCpuCiYyrMvJ444Gcc/X+lX2jRXAN5GmQpPmRyA8qD2Xp6eo5r6Kd07W/I8Vxi9bkVwUjhd0v4Jf9lVkBPbugH61FFcyLHkZ/wojG8dVYyk0pe67jZ7tzCAoPJNaPhUvPrauGyEVpG3Htjbx+JH61w5p7uG+f8Amd+A1qndFxmivl7nuFENXmniQJDr94iZVd4c855IBP6k16OVf71FHLi/4LLFvZvcW6zm5gSQgBY/NhUEAADOXBB49PemCNFjkYBGiKhhmWNXDZIHHJxnJ2jtgnjmvq3Jt2S/P/L9T5+pG2v+X+ZI9rPbMWeS0PBb5ZopBx2wCfy+vvVZXO0nGT6f4URakrr9f1MJXTs/0/QfI4MeDyMbvpWr4JaRtUupWX5VjKkqcgEsMde5AP5V5Wcu2HS8z1csV6jfkdHdeJrK0uZIHW4dkOCUjBGfrmivmLeZ7dx9xcPADmKU8/wxs2fyFeb+KWR9fMwkyWAfA/hIBQg+vSu3LGvrMLd1+Zhif4UvQms7uPMK6hbyy2jRFB87fcyQSgJwTnI/u8E4PNaDTWt0biRZnW2mUxQo1woMRyojyGkyVCAg5AAJ9uPr6lOSleOq9OvyT/r0Pn3ONtfz/wCCRteOjLOLq5R0DSoUuVz8zBSBySCTlj1JB6Y+aoLu6maMi4vbie4aXMiMd6cfLvDBjk4GOnTviiFNXXuq/pb9DBtvS7t6/wDBKMsjLGuSPuqwwQe36H2NaHhXWIbJL1nf532eWhyC5+Y4rzM8SdGK8z08qTUpMw/t+nSFpGvZYC7FvLjgLKATkYJlUnI56DrRXzdn2/r7j2bouweOfFKBs2lmzO2W3biB0HGZD2HbHPPc1gXVxM9yS8kbPv52ghFBbJA745PWu7C0HQrRn5r8zlliIVouMexoW/kmIs88ySg4RFiBB9Odwx+VSLIMjceh+91r7m0m3dHzdTlJWl5wrHbjjIANIs2M4x04IpKOmpkkiKecKjM7KAASSRjH41lHVmt7WS1l3fZ5QcAHHzEdT7DA/Xp1rwc+jpTXr+h7eV7S+RWnv5nlzcLuk2rlmHJGBj9Mc0V87yHqWOgi0q3MokmMUwJ3FZLbIbjHPzViaqFjv5VgUAZY8Z6gkEdyB+f1NS8TUlVUr28vTqOjhIQg3uRgyqoO84B6An39qY93syHudmPVyK9uOaYl/a/Bf5HM8HQvflI2vkKFI7yMEOSJDK+4j0xvxjjPTPNaFnql1Ag8m7tJeMkPbCTHXj5geeKzqY2vJayf32/KxUcPRW0V9xaudV1aGESXMNtGr9C+nxqDwTxlfQVkXSSSRJEw2yFTwRgdSf61w1azqauTfq2/zNlBQ0St8rFRJHgURSRXwdeCEkwPw4ornt6GycLdTs2lwrNn5gCc1kXGsW0eqmKV99vJGA2xQTuAyOnTqfzFczTdrG9NrXm/rVA99oyRMFEpf+EeTx+JzWNdm3ur2VxFlOAGA4OBjPPI6dO2cVrQlVT9/T5k11Sa9xjUtLR4pG3Rq6YxEUO5/UjAxgdTkighdOkiuRFFJEHw4IDZGSOh6/046Gt/atvlbOW6TLr6hpb3McsdrcyW64LxecRzxg5CEjuevb8DHcalbXlyXgjaJTj5Gfcc4HcgfyqEpdS5NdCzFeM0SFZlVSOARk/zoqOUi5dOq2TOES5jcsONpyPzFc7r7h7mBoW3+WvzkMDwT+nU/wCcVMIvmVzdtWZlEyYHzJz/ANNOlSI29tkkpgTBJaImQnGe27/CuhWMdSdXtk5XVb8fS3Uf+1Knj1O7iKi21q+OW27C5i/HIYih27D+ZPJqeqlQH1e6df7jX7nI9OGp+kX9jDqMh1SJ7mN4GVY9+8s5+78zN8nP8Q5Hoah6r3fyHtuZk16izOIpGEZOVDMGIB7E4GT74oq+Uz0DMgTzfJbywN28AkdAev0INVJb5HYssp5GCCMg/Uf56VMYs0ckIsieUpRgzHO7dCMDHv34oN1tf5hFkdQY6tK4mmlcBenLHMWD1HlDnn6U8agFljfEQKHOPLPP1o5SeYmk1ppFICWw/wC2H+OarG58/EckiqpPyhYgMnPsP60lGw3K50dl4gS2sooZdI0O5dFwZp7NS7+hYjGTjv1PfJopW/q7EJr/ANjs9Le3tpQ7OA52LwMjJ54GSCo2gHaFxntWAtuPscUwUPGo+dTxz/8ArqKTfLqa1UuayHCdDyAwUsCwDN8o79+fr71VvPKM+YlIXnG7OSM8Zz7cfhWkb3JlyuHmMiizNGZUfyifmKDJ2jrj8Kfb2E11LHHEmHf7vmMEU8E/eYgVfNYzSuNu7O5tZlhnAG7lCJAyMMkZVgdpGQRkHHBp1tBJ9r8kldyMVOGBAxnuOo69KTmuW5UYNyUS5PAEmZG2sy8Eqcj6UVNyU76lvVr0Xk8iIFaPOGlZcvKeMsScnPy9euCR3xVvRrvT9KtpVvreeW4bDwhVwE7jOSM54PfjHNc8YS9nyp6nROS52+gsP9jRTwaizTGPzctYBMBgrfdZzw3BHAB44OCc1RuraC8lF6q/ZlnV50iUAqo3sMLjsMY6Dp9KtOSd2TZS0RPC8EelXNs0ySmPeY/N3Z4CZCjPXvg5HyDviqiR2iTLNkiRSu3fnAAAAJxknkjjGcL70K6Yny2GXMc9xZRTbmNuWBO85CscjI44yE5x1298YFeyL28zGF8M6EbgcFefU49P19atWasyJavQ3NPtoJLKN3uLZGOcq86KRyexOaKzcnctRRRgihN1EtxuEJdQ+xlDbc84LEAH6kD1rqzpPhS5eSbz72INIwK+daIAd2DgGTp79Mc9KUpSW36/ogauYeoWenC5lSyWaS3QKFZmXeW5LEkMV9Oh/XNRRWLm2ki87aTEUHmMMH0HBPfP50m5G0PZ8vmQw6MwGWkhViCDlwBgjt+ZH/6+Ld7pn2xhJLfwNNknc0g9uBnsMdKfM73OeUXtESDSGktGS3QyN5fyoAWI5BzwOD2/H8ay2gMZw64PvVJ3QqalFPmO7l+HSiQ+Xe3cyEBlkg0/ejAjIKsH5HNFR7RlNanIxwea6r5ZkyeUXq3sKsvNIrGJ4yVLE4DOCecdcDHpyO1aA9xsMsu5WHIj5Dq0hwM9RxxyT+JPemTSBGDIoYjH8crHp7qOB0P4kcUrICRHe6nCiEuueSzyhQMgDPGAOR7dqsS2s1m4/wBHd58FtyPKxX8QPp39PTNDQXJGkkVjGLQltrMiAuW2Ducrnordf0xzWuI7iGRblokikgm27TnIYEnDAjjGO/rQlYL6l4a8ELK9jGzBjkxS/L17ZBOPxNFRyPuXczzEQjYjZyRjA/X8McfjUHkzqiqbOZto4/dZx/nNaoyb1JvLEcSmG1vTL3DW2B+eTn8qjWKbHFrc9DlTCdvPtnFPQSbJPs0/l7Rb3HBAH7rAI/P2q6txqJsfIW0uPM6+buKnOfr/AFpadRkmoC+v5IrlLSSKUDY6AqRgdCORz8zDr+VMtYrhbSe3uIHQOBtcpnoBkH5uM7VpXQtiqbNf4vNDY52h8fpRRqXdGg9ldF8wtCFxzuzmnJpupsMrJbceoanoRYkGnauv8Vp7fepfserD+Ozx9GpaD0HJb6uxG02JyM8h/wDGp44dXPCpp7fUP/jUuKKTSJPK1dm+WHTfp+8/xpDZ6xL1XTgO5Hmf57ikoLuxOS7Gj/ZkXoKKszuf/9n/5DNYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABABQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFLmAj1+tsg8hHDROz4BAAAKAAAAAAAAAAcAAAD/////AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIYX2csOrwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAkAEAAK6urq7aAQAADwUAANEFAABABgAAOAEAAAEAAAAREqwxAQAAAKgIAABSCQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEAAAAAAAAAAFIAAABSAAABAAAAAAAAAAAAAAAAAAAAAAAAADYGAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAuAAAACgAAAKYAAACYCAAAAAAAAKgIAAB/AgAAAAAAAAAAAAAAAAAAIAAAAKAAAAAhAAAAAAAAAAAAAAAAAAAAOAEAAA8FAAABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB+AAAANnUAAIUDAAAAAQAANnUAAAABAAD9////YQupCGELAAAlAPP/qADcAHoAuwjcB2QHmgYkCnIJ9gcECEcHigaGBoQHNApuCdwHJgg2B44GJAeqB4YKLgqCCdAHzwcZB4oGzwbnB/EHjAoiCm4J1AeQByEHigZxBnEHvgcgCmEJBwidB/oGmgbIBqMHCQpSCcAI7gcAB+IGXgeKCAIKOQm8CCIIAwf0BiQHBAjACPEH9wa+BlcIAwgAAAIAAgAAfwAANgmoCAAATQBpAAAAAAAAAMMIxAq6BgAAAADECgAEAAYAEQB5AH+UAFkAgv8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAZABgAAAAACAJYFfgCFAC8A2v///wAAAAAAAAAAAACbB14HAAAAf4EArwHm/0oA3//c/tv+rwG7/18AAAAAAAAAAAAUAAAADwD7/2UHxf91AJQI4gAwAfcBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIwKAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACBOAADsAAAAIE4AAOwAAABoAQAAAAAAAAAAAAABAAAAAAAAANPCAABABgAASktKSxcRCmoUBgEAiAgBAP+EAABQlQAAK80BAL58AQABAAAAAAAAAAA4AQAAOAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAAADMAAAAExUAAH7GAQAAAAEAMogBADHNAQCjDf//LCUAAETF//+QbAEALM7//+8LAAAOBP//A/ABAFEzAwBRMwMAUTMDAFEzAwBAEQEAkREBAJERAQBAEQEAkREBAJERAQBgMwMAkREBAGFmBgBgMwMAUBEBAEARAQAwEQEAQBEBAFEzAwBRMwMAUBEBAJERAQCREQEAUBEBAGAzAwCREQEAkREBAJERAQBwmQkAUBEBAJERAQBRMwMAACICAAKICAACiAgAAogIAAKICAACiAgAYDMDAGAzAwCREQEAkREBAJERAQCREQEAYDMDAEARAQCREQEAUTMDAAEiAgACiAgAAogIAAKICAACiAgAAogIAHCZCQBwmQkAkREBAJERAQCREQEAYDMDACEiAgBQEQEAkREBAFEzAwABIgIAAogIAAKICAACiAgAAogIAAKICABwmQkAkREBAJERAQCREQEAcJkJAFARAQBBIgIAUBEBADARAQBRMwMAASICAAKICAACiAgAAogIAAKICAACiAgAkREBAFARAQCREQEAkREBAJERAQBRMwMAQSICAFEzAwBAEQEAUBEBAAEiAgACiAgAAogIAAKICAACiAgAAogIAJERAQBgMwMAkREBAJERAQCREQEAYDMDAFEzAwBQEQEAkREBAEEiAgABIgIAAogIAAKICAACiAgAAogIAAKICACREQEAkREBAJERAQCREQEAkREBAGFmBgBwmQkAUBEBAJERAQBBIgIAASICAAKICAACiAgAAogIAAKICAACiAgAkREBAJERAQCREQEAkREBAJERAQBwmQkAcJkJAFARAQCREQEAUBEBAAEiAgACiAgAAogIAAKICAACiAgAAogIAJERAQCREQEAkREBAJERAQCREQEAYWYGAHCZCQBQEQEAkREBAEARAQABIgIAAogIAAKICAACiAgAAogIAAKICABwmQkAcJkJAJERAQCREQEAgJkJAGAzAwBwmQkAUBEBAJERAQBAEQEAASICAAKICAACiAgAAogIAAKICAACiAgAcJkJAHFmBgCREQEAkREBAJERAQBgMwMAYDMDAFARAQCREQEAQBEBAAEiAgACiAgAAogIAAKICAACiAgAAogIAHCZCQBwmQkAkREBAJERAQBQEQEAYWYGAFEzAwBAEQEAkREBADARAQAgIgIAASICAEARAQBQEQEAMBEBAJERAQBxZgYAcWYGAHCZCQCREQEAkREBAGAzAwBRMwMAkREBAJERAQCREQEAQSICAFEzAwBRMwMAUTMDAGFVBQAhIgIAYDMDAGAzAwBgMwMAkREBAHCZCQCREQEAYWYGAGAzAwCREQEAkREBAEEiAgBRMwMAUTMDAFEzAwBhVQUAASICAGAzAwBgMwMAYDMDAGAzAwBxZgYAcWYGAHCZCQBgMwMAYDMDAFARAQA9HAAQdRmtHv8P7xTPGv8PihsAAAAAAADrGQAQ4hw0GwAQPRgAAAAAAAAAAAAAAABQIAAQaRQAAAAAAACmHP4PlhinHP4PlRinHP4PlRgAAAAAAACnHP4PlRinHP4PlRinHP4PlRgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAAACAAAARAUgA3gE5xsAAAAQgDwAAAA4AQAK/AAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEAGAACvr6+vAwAyAcYCKggBAD4BKgdTAFt3MwE4AQAAr6+vrzIAlAB6BugCFiGPACkAAAAdAAAARgEAAHYAT/BfApogjwAkAAAASwAAAEMBAACAAOmpOAJ2II8ABwAAAHsAAABGAQAAigDT0IYCeSCOAAcAAAB7AAAASAEAAJQAjGHMApMghwAYAAAAYwAAAE4BAACeAPLvBAPVQIgAEwAAADwAAABJAQAAqAAAphUDcUGaABMAAAA8AAAASQEAALIA0WEGAwNBmwAkAAAAPQAAAEQBAAAWALBsAwMWALAAFQAAAG4AAABFAQAAnwBAAQAAMkG5AB0AAAAYAAAAQAEAAJ8ARAEAALZAtgARAAAAKgAAAEQBAACfAEIBAAAKIaIAHwAAAB8AAABCAQAAnwBEAQAAtiCkAAkAAACdAAAARAEAAJ8ARAEAALYgpAAsAAAASQAAAEIBAACfAEQBAAC2IKQATgAAACcAAABDAQAAnwBEAQAAtiCkAD4AAAAMAAAAQQEAAJ8ARAEAALYgpAAhAAAASgAAAEQBAACfAEQBAAC2IKQAIQAAAEoAAABAAQAAnwBEAQAAtiCkABIAAAAPAAAAQgEAAJ8ARAEAALYgpAABAAAAJAAAAD8BAACfAEQBAAC2IKQAAgAAAGsAAABBAQAAnwBEAQAAtiCkAEwAAAAFAAAAPgEAAJ8ARAEAALYgpAAFAAAAHQAAAEEBAACfAEQBAAC2IKQADwAAAAAAAAA+AQAAnwBEAQAAtiCkAA8AAAAAAAAAQgEAAJ8ARAEAALYgpAAmAAAALAAAAD8BAACfAEQBAAC2IKQAJgAAACwAAABBAQAAnwBEAQAAtiCkABsAAAAKAAAAPwEAAJ8ARAEAALYgpAAqAAAAMwAAAEABAACfAEQBAAC2IKQAKgAAADMAAAA+AQAAnwBEAQAAtiCkAB8AAAAMAAAAQQEAAJ8ARAEAALYgpAA1AAAADAAAAD0BAACfAEQBAAC2IKQANQAAAAwAAAA/AQAAnwBEAQAAtiCkACQAAAAHAAAAPAEAAJ8ARAEAALYgpAA+AAAAIwAAAEABAACfAEQBAAC2IKQAQgAAABgAAAA8AQAAnwBEAQAAtiCkABUAAAA8AAAAQAEAAJ8ARAEAALYgpAALAAAAbQAAADwBAACfAEQBAAC2IKQAJwAAAGsAAAA/AQAAnwBEAQAAtiCkACIAAABjAAAAOwEAAJ8ARAEAALYgpAAAAAAARgAAAD0BAACfAEQBAAC2IKQAIwAAABIAAAA5AQAAnwBEAQAAtiCkACMAAAASAAAAOwEAAJ8ARAEAALYgpAAxAAAAFwAAADgBAACfAEQBAAC2IKQAHgAAADoAAAA7AQAAnwBEAQAAtiCkAB4AAAA6AAAAOAEAAJ8ARAEAALYgpAAWAAAAOgAAADoBAACfAEQBAAC2IKQAHQAAAB0AAAA4AQAAnwBEAQAAtiCkAB0AAAAdAAAAOgEAAJ8ARAEAALYgpAASAAAAOAAAADcBAACvr6+vAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMgEAAMYCAAA+AQAAAAAAAI8AAACUAAAAlAAAAJQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABABgAA/Pz8/BYGFSBYPwAAj96cugAAAAA5AQAAAQAAABgAAAAAAAAAAAAAADgAAADIAAAAIAMAADIFAABYBwAAQgkAAAQLAACyDAAAQg4AAAARAADAEwAAQBYAAAAZAABAGwAAQB0AAEAfAAAAIQAAgCQAAEAnAACeKQAAwCsAAEAvAABAMgAAqDQAAEs2AACuNwAAETkAAI86AADyOwAAOj0AAABAAAAAAAAAOAAAAMgAAAAgAwAAMgUAAFgHAABCCQAABAsAALIMAABCDgAAABEAAMATAABAFgAAABkAAEAbAABAHQAAQB8AAAAhAACAJAAAQCcAAJ4pAADAKwAAQC8AAEAyAACoNAAASzYAAK43AAAROQAAjzoAAPI7AAA6PQAAAEAAAAAAAAA4AAAAyAAAACADAAAyBQAAWAcAAEIJAAAECwAAsgwAAEIOAAAAEQAAwBMAAEAWAAAAGQAAQBsAAEAdAABAHwAAACEAAIAkAABAJwAAnikAAMArAABALwAAQDIAAKg0AABLNgAArjcAABE5AACPOgAA8jsAADo9AAAAQAAAAAAAAEAAAACAAAAAAAEAAIABAAAAAgAAgAIAAAADAACAAwAAAAQAAAAFAAAABgAAAAcAAAAIAAAACQAAAAoAAAALAAAADAAAAA4AAAAQAAAAEgAAABQAAAAYAAAAHAAAACAAAAAkAAAAKAAAACwAAAAwAAAANAAAADgAAABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAAAAAgAAAAMAAADpAAAAzv////3///+a////MAEAAI3///8DAQAAl/////////9l////owEAAIn////mAAAAxP///wYAAACH////bwEAAIL////mAAAAxP///wYAAACH////bwEAAIL////vAAAAvf///wIAAACH////bgEAAIH////vAAAAu////wQAAACJ////fQEAAG7////2AAAAsv////3///97////kAEAAH3////rAAAAzv////n///+H////bwEAAIH////rAAAAx/////////+H////bwEAAIH///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABkHAAAABAAAIQYAAIUDAAAAAQAANnUAAIUDAAAAAQAANnUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPYAAADpAAAA5wAAAOUAAAD0BwAAUAYAAACSAAAAQAAABQAAAAAAAABxAAAA4wAAAFUBAADGAQAAOAIAAKoCAAAbAwAAjQMAAP8DAACAAAAAfAAAAHgAAAB0AAAAcAAAAGwAAABoAAAAZAAAAGAAAABcAAAAOgAAAFAAAACKAAAA5gAAABgBAACaAQAADQIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAU3mRQwABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAFAAArAsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMAUAACsCwAAAAAAAAAAAACNAEYABAEAAAAAAADvP+8/EAEAAEg9AwFIPQMBiAMAAQABiAMAAQABXgcABNYFAgFmAR0AgAAAAI8AlACUAJQA0gIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAF4AgIAABIxIAAEgBuABKANICFgY0EQAAAAAAAAAAaAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAhQMAAAABAAA2dQAAhQMAAAABAAA2dQAAhQMAAAABAAA2dQAAhQMAAAABAAA2dQAAAAAAAAEAAAD/PwAAAAAAAAAAAAAAAAAAAAAAAAAAAADqAQAA6gEAAAAAAAADAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMTYyMTYgMjAxNS8xMi8zMSAxNDoxNjo0MQAAAAAAAAAAAAAAAAAAAAAAAAACAAAAAAwLAAAAIBgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYPN5AAAAAAABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACEAAACgAAAAOQEAAA8FAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACADAB4QA+Af8DAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD/////AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIA/AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHNzb2lzNjNGTTAyIDYzRk0wMiA2M0ZNMDIgMCAxIDEwMAoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD/5QAaEAEAFjIwMTY6MTI6MTggMTk6MzY6MjYA/9sAQwACAQECAQECAgICAgICAgMFAwMDAwMGBAQDBQcGBwcHBgcHCAkLCQgICggHBwoNCgoLDAwMDAcJDg8NDA4LDAwM/9sAQwECAgIDAwMGAwMGDAgHCAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwM/8AAEQgGOgOBAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A/aJG3sTwrVMigP656cdegqvCcrhfrx+fNOzgfKNw6cV8+aFoKsq7d24twcUHcCG3/KeQT/FUKhXf5efp34qVG+bc3yrnJU9TQBNE2APlHpwKUnb1ycdCR09ahY5fg/KDz3+lSedHGRw2D1yaAHLIrHC4PpgU5VyPlK/MOn8RpMgbs5U9uP0/nSCTIA3e/HQUAOzuGSu4c8ClZwyfd/Sk6ey56A9aaRjjp7nv/nNSykhsrZcdevHGMen4VDJubOR8vfn+VOMm0fe3D0z0/wA81G3zdP8A9Q9akojbH3m/h4yewzmoyvzcAY65B/z1FOaVZB8u35hg+1Ncbv4u+DzQBFjPG3+Lgdyab8w25U/MeOmDipHAbjdt29+xGDTAzHqF4xwRkn/P6cUFXF8z5dxPXle/+e9NRu3C7enPalYcZbcq5x8vIFIH3s259xIxjH9aaQMlTafmUKW/z0qWFmLde/BIySfeq+1ivy4+YdAOv+FSxSh1+X7uecf41WxJMsXzA5J79Mf/AK/rUqKz7Qyh1YZGD/P35qJSHT73055qTfgKM+/WmA8SN5qn7v8AtE46YqbYFT5WxnHA9/61F5rPxIrLxnJPNOAVScrk5wSR0oGiYqqoByu7HJ7Uq5k3K3PH50yL5Cp3L0+Udad5wx1yOo65zQId8pHKjbwPlHGMU5kX7rNt9SD0pinDdMY7jsaXCox+UbvXPOKAHNCcY429eOtKpbt8y9ORTC+z5iOfU0fLccc7qAJCVVMfMwHOB1/D1oxjnbu9Mdaa21/lLNg9OcUK3knbuYdQcHGaAJGAb+I8AdBTWGYzuZjngY4amiTaOBuZepJxkUE+Xn2ODg1NikK20A/xZOcdqYTg5G3PTHp9KGfPfG49uKjbbn5lOcdTSsUOP91eWTt2qJyV/h+u6nSkqVx+p96iLEZw7nrx/WkAfL975gBnoaY44+XjvSuy4+bA74xTSfvY6EcgdR9KCuYaUAH3s46/5xUm4OQeMcnNNMuS2Wwfr94Y/Shzz8w3d+CcH/P9KB3HAc/LuLDrjt/n+tSpyD0bk4J6n2qIPh8tuZiRjJpyttB525XOVHA/H9aBk8cuOdrBs8gdKlSVn67SPUd/aoEwrflnA/l+lPTkMPvLg8kYJp2IZOCh65z2Ge1SIAY124A69RUURAG373fk9acEUtwCNvUenakInRuM8FW56e9LncoDMV/DP+RmoVZmXb8v8sU5peN24g8nBHagCbfzTSARweg571GWaQfN91sg5PBoVxnocnsT09qAJJGYLlejYH1pzMrNkbflyOPb/PWo1PO4Z464PUf5/nQHz8p+X07Z/CgCUtt67Tznr1/z/SkDLjC4Byck1FnHQEN35zn60vmAnG75uAMCgrmJGfcfvHHoP60bsn+EbeM+v401sqSuNu3nj0pu7Kj7q8EnPegrQkAUj7u7uMHHT3pxlI+bfu99v3qrmXeN3J5xlT2/yacW2PuBXcDwfb271PKBL5uCPftmms2R8vLY5z0H+c0gZsNu2xrnHX/OaZIdzbVBwpxz61IDJf8AWfKGI4zycU0vwAyr659KWWbGFCgbu47VErY6/dYdW/nQA2XYQy5b5ueDwfp+dNPzhgSrFTjp0pxjyOSFXGTtFROQ53fePTpz9KAHMQ6Z+b86MNncqHd0BzUYk3ZbaAe57qackm47uTg9SO1Fh3J4Pvc5PYe34VZHygYbLZ4Hp/SqkcgDcfdzn6fSplcfe5C5HP8AM4p8oiyNzDbxI4BPykDHcU/ecfdCt157fjVfKofubscjHT/61SLLg9se1PlJuTFyCvVfTBpzOoHTp1569qhRkVAVZRzn/P8AntTkmdo+FjZwOh70crFoSCRkH164poOTwSv17g1GZcLtZiuOmB1o3hiVxuY9umaOURN2+9tH09aAzKu4MM9MEdqiUSbT8w2gDLUom8l/lbd0I4p2AmDYHDD5vzpzgvyGP49SagQAt02seef8/wA6Vmx97jb15pWAm34G7GMHB701nYL97B4IJqGS4jJz8zKTyfWneS0Y/vgd88ilbQB2fmb5myT6fLTgfk4+7nHrTdqqu5mbr0AoJxlj8yqchemRSKHgE53fez0pxDAZz8p5/wD1UwSZk2j5GzkDru79aDJ5X3txX2oEDuzFcfTFRyRHa3zbR9RzRJFmPKt8ufve3aomk2kfNyvPTNTYsY0ilW7gjpjpUU5Jfoox2pzzKw64bPIxzg/5/SoC4ySp+RlFIdxhJc7uVDHp3pjk/ez83YDt+NOaTzvvfxfc9D+NRSvl2x8w6gGkN7D0P7z9frUkf3sKO3II6+n5VAZPQjr2pySKcfd/w/CgRZ3YT1OOOen0qeJMN8x54OD27f8A1qqxfuW+XlugNTxybFC4x6DPb0FBLLCHf93dheh9Kk39Bne2eD61BFKZGUDGV447CrMZ2r8ytuHfNKxIoYP0Zt4bDL2b/P8AShZd0TZRiWHpjikVkRQu7hT2/rR5uZFZuOMjI4BpiFG7JJXbj5Tx/Ontwn936859j/nvTZHEqfM2M8k//XpFVm+8flYZHv8AWlYaY4MY26ZHt+lKADyy43HjB6mml+FVcdcZHINN2HLd/QAcfWiw7jgxUfL/AAjkfWnb1Pzfd46A9KYrBGC8svcnvSnamGk+btnHTrUsXUNyvuX35waQzbflZQOONvemK+3/AGVz1z/OgOFbarZ564pDsPEuMtj5R+B/Gk87AXcu7b1wBz2/yPao3lwW+8qsPm5+6aGbcBt6/SgVmLKWQZDBT0/z/KoHkBcMu7PTPb6U+Sb97821uRk4qJ7jzMhvvL/F1zSZY7av/PT9KKh+0f7X6UVAHOpKcqR93ONwP3qmRijfeYD/ANC/z+VVN26UNjDMckYp6Srs+b72evAH+eleoc1i2JcDg9T6/pUincN5UMB3qpGfMfBXKtwecf561KkpjY/3TjB6Z7/5FArFgN5ca/d5PA9P8/1p6y7ifl475HeoI3X/AHTnqDSqTIBgtxzyOmaCSwsrM/y8nGabKAvzMrK3+z3HvUYHmD7vzDnHfNOGZE/hznoRSKRIJAQPm+6Mnjk0mOPl6dcEn0pgLZ+982ML/eNIdwK5Ujn8jUFASW/hC/zX8fyqByVywboOMjkU9+V+bcdvUkfdqNnyVOfm4Gc0ANkkJGMd/vHvj0P5daikG6M/zPeiZthOfl7deRxTYo5Lj7qrJt6hf89vyoGI7g/3m3f3qQtg5+8OqlfTtn+tOaykcj5XjZs5+UnP0+lRi1khZW/ebm/vDqf89qoYByvO4ZwflHUdaTfu+Zfp7LSmxmQruikVm6H1oNpOrktDJj6daoGOUKp7hs/xHoakVm8xT1bnPH+c1H9juRnEb716gDGf8PWpI7G4ZN3kPjHB29aCSRJgx2vw3Oex/wAmpEk5+8w/DBNR2+nzldy28jewXHH1qwlhdB9pt5G29NyHI/z70AIhXbyxG485OB/nipY3Ea4X5vUAnI/Oozp8yFv3E3qRsPHv/Spksbh5Plt5z7beg6U7MBouPKGVweckHt71KsxT7oX5uny9aQabdbv9TJkHP+rPOPQU5bC72HbBNt6n93miwBvI4xggZGGNODZUD6/nQmn3bD5beTb3cjv9P8acdMugqt9mnwT12k0gGq+1f73YgigYLZLfMvX2xTm0y6UZ+yzDcMDCUv8AZVw7H9zMrKew/nVWAQFs/Ke3RiOKBJyN2V70jabLH96GTr/dpRYzIcGNzzycE5qbMBC7MRwc9MUm9c4WLDHuOQTT1sJ358t3BJxtHWkksbheCvbt6UWZSsMd+vG1e3vTTNzgrnHBPp3pTbsg+Xuehbpx+dDW7KrEtGqqck5A/EGizHzIjSXCHIcg8jAwTmmyNu+98xPcHIp0tvt+8ypz1ZgMe3WhbZm3bFyG6chs0BdEBYuM/LgD+7nFNZh97jqeB165qeWwkfqu1uRtI5FQ/ZSz/K20N12kdM1PK+w7oa5CAsytkds4/wD10RzYLYDdfXpQLc7N26N8+jjIz/8ArprqzAM7x9ucjnI6f19aOV9gUl3HpKGI6srfpUkUufutkcklhwBUSq0qZV4Rk5JZwo/nihiIZVVprfeegEgwf1quVlcyLQ28Z+U5yQP881Ir578dvpVNLqFY23XFqmOMNcJkfrUhu7dYg32yzVenFwmf1ajlfYnmXcuLLx8rbt341IGyfUcEd8kcVT+3Wu9t1/p67eCHuY1IH5/zpw1O1TaP7Q03pjAvIyx/DNHI+zJ5l3LisPQkjj2P0FKDkfdz6nuKpHWLJVH/ABMNMx2/0uPj9f1ol1axjG5dR0sqp6m7jx/Oj2cuzDmj3Lhkz6deMHAFK0m4lW5x19vpVNNbsZMt/aWlsuMsxvI/1+akbxDpsaD/AIm+kL7G9i/+KqfZy7Bzx7l4yfPk/KT+GfrR5rA/3j6nvWefEmkooP8AbWhjvzfxfN9Pm9v0psvi3RYS2db0NWXkj+0Is/Qjd/Oj2cuwc0e5qfeO1fu9Nxb5TSK2/IYZXsaypPGOiqPm1rRE45LahCoH/j1MXxx4fdyBr+hll541GEgDP+9T9nLsHNHubCybOVVmUfd2Dn8KFutw+778ismXx3oVu6517R1KnGBqEXP/AI9TB8RPDbtt/wCEn0H32alExHr0aj2cuzDnj3RtSTc/NuZexAxk/SgSbS2W+XpgHpWCfiL4bjdlXxBo7HJHF4n4nr6c04fEXw2zbf8AhIdH6Aj/AElM+3OaPZy7Fc8e6Nzzdo4yy9gxprTsPmA3buSuegHesaT4heGwzZ8RaOdv3v8ATIzt/X3qI/EXwysuP+Ek0PdjO030QP4jPuPzpezl2Y/aQ7m07YY7fyPt/WkeYbfmY5J71kD4h+G5pfl8S6AvGDnUIvmb0+9/n86ik+IXhlEVm8UeHzv7/b4iMfXdij2cuzH7SPc1WkZtzc5x0psrMqqzYXgqDu461kf8LH8LSS/8jNoTdwRfI4GccEKT1qJviH4dYn/iodDZj0/0pOeeeM549aSpy7B7SPc1920cblAPGcZFP3tvP8QyCCOQT/KsBviR4bUru8QaMytwrCbqT/P8Ke3xI8NpKv8AxUeksw6L5vQ/48n/ADmmqcuwc8e6OgSaNzx827sTjvUyTMjLwpXlXyOVNc5/wsrwtF97xDpPzAYbeSemfT2/zxTx8VfCagr/AMJNpYYDdt+b5vpx/Kn7OXYl1I9zpI5NnG73Pt71IJySFVgJP7p7e9cyvxT8LtlYtcs29V2SDr0/h+vSp/8AhY/h8o2zWLU7eu2ORvzwv86PZy7E80e5vljz8uJT69B606V/J3fM+e2R+NYifEDw7n5dctdzDqI5D+u2nr4+8Ork/wBt2/HTEUmAfrtxT9nPsHtI9zaMgcqx/i6gdvpQpX5drfMeue1Yo+I3h1XONYgUZ5IhlOD3yQuP8ih/iJ4fjC/8Ti3Ct3MMi4x/wGj2c+wc8e5s58wfeYSHoTyv5U9Zfl7Nn0H+f1rB/wCFieH2ORqkBfjcAjdfyoX4l6DGg3aihBxyRj6dfaj2c+wc8e5veZGw+982c454780DgZXbIp4wTzn61gH4j6CEX/iYRnOCewGenB7/AOeaRPiVoJVguoQHaNzYIGPTnPpn9aXs59g9pHudCJMRcqm3oD1yKUs0jDyz8q8H1PpiudT4n6FIR/pke1h1E0eAfxbp0/OlT4l6P5oAvbdVxyWmjXqcf3vXP5UvZy7Bzx7nQsTt+br2GeooeX+9u3YwfaufX4laJGvzalYx/Luz9qiGP/HqfH8RdEz/AMhXT2JyP+PyHkf99VPs5LoUpLub0srOmN25W4BHanBg/wDvjjp19TXOL8S/DUUjRtrmkxswDMjalbD6H7+akj+IXhxRubXNHVSB8w1CAhvTHz1PJLsHNE3nkXf97cvAPt/n/GoZSyAqhVVJ9ep9KyV8f+H5I8rr2igFSCv2+3O78fM4/GoF+IPh2QfL4h0Q8cganbfL/wCP0ckuxXNHuasxZ4/u7W6ZB61CJN7HjH0NZjePPD+yRv8AhINDXaMEHUbfA6er1EPiL4bBP/FSeH5Gz8uNSthj8PM/lUuMuwcy7mk8n7r+9zjk0xWQnklWBPUdKzZfiBoIz/xPND+bg/8AEzt1P/oyq8vxC8OxsVbX9E3Zz/yFLfH/AKHS5X2K5l3NkMERWX8Ru6ipI5chdp6jOcYrEf4g+Hox82vaFHnH3tTtuBnjH7yhfH/h9mUf25obbuv/ABNbbn/yJ/nmjkZPMjoYcA8luuDz2FSI4UjHbsfX/PesNPHGhDKx63pJwSMfb4Ovcff7CpB490MbS2taZu4+Zb+Fv1D8dRRyPsJyXc3xcM742hR0GO1SKZmjbg7e4LcjvxWA3xE0WAKV1jSdjcZN7CoI/wC+8VIfiToMTYk1jS42xkA30HI/F/rS5JdieZdzoHnjk57r1x6e9IbjZhlBZc5+n+f61gD4n+H413JqmmbR8x230BH0OGob4m6DC7f8TWxCxg7ibmL5SOvO6j2cuw+aPc6LduQ/L0OOf5U0SNnnHuPWubm+K2gpJtbVLLP3VVbyLr05G/j60SfFjw7GPm1Kz3IvH+lRc9enzc+3/wCuq9nPsT7SPc6RJ/LcBlb5uCB/WpDMoO1YwCeN2eTXIyfGfw3b8/2pbnC7jiaNv5NnPtUcfxv8LucpqChW6HemGPbPPvR7OfYPaQ7nXtKxP3H54HoaUOsrcsqrnkA1yen/ABl8K32sW2mR6xa/brtwsETuN0rHpgA9+1dI4ZCVb7y8DI5GM/5+tZzi1o0XFp6om3Kp4HA4PP8AWm7lk+XPy9g3GajDtt7Ybrjq1OB27SrDpwevPp/KoLF85j91srgdB1oMqjcy/wARyRkk1Cch9pZi2KVl4/usvB44NIAkdQrYY+wI6VDcdVJYde3TNOd8gN90d/X/ADxUJZhyu3nkc9KADH+7RSeSf+ei/wDfP/16KkLHPQzsY8fe25x9P8ipFIUcn1yarbdkXoSBjB7VLnLbtrZyQMnrXec5Krcr83PIPzc4qaNtrtjHy9j2qtuXczLu3tyQO3+c0+N2lGV3N34HT/OKeoE67pU2/dBHGOoOO1SDdGfwA4qCLy1/iy2fvLT0fI9N3HTp/nFFwJvMYt1Cbu3PB+lGGQENjryDwBUXl/L91tuMEj1pc4/h4AwSPT+lDAd5kiTSCSXfGQPLjwB5ZHXnqc8cHpTjJubDHBYccZz700suR1wxIGR/SgTBuBzzjg1IA5Kjlt38x/njioZFyrFiG/i/H2/SnFyp/ukHPPQD+hqMkR/3eWyCfm//AFUANeRtvzfdxn5j0r5j/bc+I+ueHPitpWl6bf3VjpkejR3YWGUxiWSSeZGZsdf9Ug56YPc19MTv2/i9OxHpXyz/AMFD9Oe28feDb4ptF3pM9sGz97yp93/tf3/Dv3Zfb2yTOXGX9noeSz/E7xBj/kMaljGD/pUm3pg8bv1qFvih4ghPGqXijqf9IbLdOv8A+v8Awrn3nyW9evPGPeoZJty8t8vSvoPZx7Hi8zOmHxW8RMq41W/+9x/pDH8+eevfH0oHxb8RQgBta1L6m4k4Ptzx+H8q5ZrkLI3Lbc9Pwpkl1vXHLeueh+tVGnHsPmZ1y/FvxEy4/tjUAT0IuX5HXPXpUsPxd8RJjdrN/wDKchRcOVH61x0Lg/MMY6AgVKkzR9P4h271p7OHYXMztR8VvEE2A2r6hIwGFL3DtjqOhPXB61OnxP1y6RfM1S+bjHM7c/0riopxIw/XmrttcMyc4O0Z/wA/Wq9nHsDkzsR8SdcZF26vfq2OCs7Lx9B+NSx/EbWnLZ1S829SonYCuStrrA+Xd+J5FWEuiVbqvHNVGnC2xPM7nUL4/wBaKgf2ld7cdTKxbjvn/PWnP421K4cM95dMfUyt1/P2rnEuGyo4xjH0pRcbxjJyTR7OHZD5n0OiXxxqkow2oXJx/wBNSfxz1qRPFOoNIZPtk7epMrE/nnvXOifJ/hHb61JDMST8x6dfQ0/Zw7IXNI6BfFeoMxH264K55XzTj8efpQviW9J+a6mbP/TVhj9aw0k2NluM/wAPvUiXG1/r3NHs49g5mbR8TXwORczMD0/eHj86I/EN4Tua4lbv99vx4zg89/esdLnjgdOKDO2Sf4R6Uezj2K5mbB164aQM00m5RyQ2D+J6+1NOtXDR7fM3R53BSeB/jWWZ+PvdP1ppuT/9YUezj2C7Nk+JroLjzn4PB3Ftv+HNMPiKUn5mK9xtJyT/AJxWS10D0PbtTTc/Nz75pezj2KUmajazIASJW+bOcH731qOXXppB+8mcjPAGfl/zx+VZktxtXr7mmTXaD7pyT69uf8/lR7OPYOZlx9QjAYrHCOCCAgBb61Xk1UbNrLHgccjkfj+H6Vntcboz9O3HrUM1wQvDZx2pOnHsUpMvyavlmA29Oyj3/wD1/jUUeqyQgbWClRtJGOlZ7TYB44qM3Hc88YFL2cew7s1DqTSy7mVC681MmoSYZc7g3PPT246cc1zvnsx3MeDVuGdgmQeKr2cewXOgi1JlZcN8y8Z7j8at2+pSD/lozEDqx6VzsFwXcjqf896uQ3bErjj6UezSEzctpWA2qx+mflOevHv/AEq7DdCM5Xanpjtn+X+NYVvdbJOmCeevQ/Wrkd112jnP+f8APtS5UBqrdqv45yOcf5/wpVv8J0HTByM1nfaMAc5xzSG4yDjv3xT5UBfN1u+9jcB97+VAu2JVjIzEcDJ4NZzXGfX8KVZNg6fjmlyodzRku2kOGZm/Gliu2iUbZHVc4wDiqXmZOfu01ZiiClyoepf+2MRt8xgOOM5/woN3z90ehA4/MVSaYjuv0zQbjAH3ff3pcoepa+Q/woT0zj/P+c0RvGPl2LjPIP8A9eqvnEH/AOv0pPPwP88UuVAiy3lhcMifLngDpUhuuMbV29CP8/55qmJTjv16mk8/PPT8etFii4k6rEFEcaquOgxmnPf5G35eB+dUjJj/AA96a8jbTt79vSlyoC1JqDN/EP15xzVdroRvuH3mP4ioZJN6ntVeafb2/wDr0nEYX98zI2V+9n5c9aryX/y4/wBXz27UlwxbC/n171Skby2OeSR6daFFFonaRXADfMWGMkfQ/wBKdFIsX3fl3Yzjvjp+WBVRLrHIIC5xxQsoY9DxzinyoDRikXb1bc/OCf8APSrcUzCNclsEcjPUVkxzYfcfvHAJx71ajuOF5bPvxS5UTI1IZsuW3NlupBPP1q0lwyH/AFje3asuGXPv6fSrCy/MOfu9KfKiS7Gx/hbG7nI9acjhsnj5u+OtVPOyDS+dn+7+HalyoC4kqxJtVVC5J+73/wA/yp6zbT/X1/zzVFJ+Rjr1pVnGcjk9P04/pRyoC3vVj8wDeuefahAkc27aPlGBn+lVVuMbcn8/8/ypyygDlsH1NTygXI5EVnO1SznBPXNK9xuzn7zdTk898/nVMTKDknaPY4o84AEd/rzRy+QalwXe1d38XGQRz+dMMq4HyrjORjgVU83Kj73XvSu+1Gznr2o5QLKuihfkVV9Bxgc/5+tL5qk4IXnqAODVNbnJ/i2j9BR5zDGcdckn0pcqAtvOoO1cbe4AxTEePLbVRfUjjcKr7j1ydvr/AJ/CmiT5fu8EYJ70cqAmmuEV+EAZTjOOn41XnmBG5tvrk81HPMR0y3XFVZ5WViCOMZHfinyoOYLiaOQfMqtt6EjOKo3ckaE7V+9nn0p11K38PJYDjNUbmbeu1vm6cn27iplFFREuWBOFVfmHYdf881ALtY2ZFXB7BeA3+f61HdTkR7h83HHvVNpyx4IO78yfy96zlFFFzz9ijJC85GOg5606HErY/HHr2z/L/PSiJOgC8Z6ds1NA5wuDzjjg/n71NkTc0oAqfMeDnHHf8Pwq9HbK+XY7pGXnPPX+X4Vl27nP88En/Jq5Hd7lXLYGMHPc1DSC7NJI1cJt58s7vqasQ7U4GMHr6f5NUY5dpxuPHv0Hv+dSLN0x+FRZEXLofJYkBj1BPX65xT9wT7pxgZGO1U1mOAvTtnOacJ+Pw7HrSsMsBViJ+Vdw6cUD5AMLtwDg55PfFV3ZmD7QPlweO2f8n9ab520hhzxnnr3/AM+nNIRaBA2rjCr0A5wefypcKyNuA+YdPb0+lVRLsfdncue/cU/7T8vX5upoGbHg21N9458L2kRaOW817T4FZeCu65jBI+gJNffV9Ist1IysGBcnIPTmvh39nixGsftEeBbVvmVdSe5I7fuYJJ//AEKIEfSvtiW4LO24LhjnOa8PMfjR62BXutkrorHOW3Hn8PrSFMH+7jrUY2/XbzgdPemmRjyuOvc9T6V556Fh6PleWwz8D2phk3fd+8O+acZBs+Zvrjp6VFIFkORtA7H0/CgB0kjE5znjAx3qCWRg+zbuLHGB2qRpWxuDsNw442nGPSq7j5MDO7rz1oFYfu/2Z/8AvuimeYv/ADz/AJ/4UUWQuU5q0l24jAyF/HFTA4GV2njoT92oIwGYL93HAqbDAMcDOc//AF67DIlUtldy/eHUdeRUq5Lbg2TznB5FVA+8fz9x9KeGwdo2n046GgRa84D+noRTkYlm3Luj4xjgrUCv8zZ5wckY/KnCTB3fdA59zQHKSCbcx2iQZ6Bj/P8Az2qaP92uPmPPYjj61D8pO5vrknpSM2G+XI/8dxTDlJDt8xZCCOCpPan+czMwVl2kdj07cnvTGmVj8zL/ACpFbI2/3eVBHSkHKOc4H8Sr6E/r61BIuc7dy8049B8y7s5zio2ba27cAeMjbnP+FAWGuwZP4R1yDXzn/wAFFdO3+G/At7wq299fWuc95UgcD/yC1fREjhlHfcM9AD/nrXiv7fGmm/8AgHYTLtzp/iK1lyedoa3uY/8A0J19uK68FK1ZHPi43ps+QLkZIztO31/pUEhy33v8/l/nFSXkzId3bqecY/8Ar1TZ/bDfy+g/zxX0p8+Sl/mZl7cex5pGnVm+8ysRkAE8/h6f5FRCTgfN+lNMoik3BUB+nb/P860iMnFzn+LtjFFvKVXbuz6t61XVxu3d+uTR5ik5zj37H61qSakZ2xbuflPGOQPrVq3m2k7tzMeDg9qyYrjYff0Pc1ajutx6Edc0+UZrQ3GB2+vqPerCzZ+82dp+may4rjH0zjg1aSUB8A9+uelUhdS8Lna3y4z6+tWI5Pmzx+FZ4nUL0B9gak+0BuRnr6dKdgNESiI5/rT/AD8DGBz/AJ/pVLzuuM/N3J6Uqzsx29QT2p2Gi4X3t/stxipEk+Y/nVESYPBwv1pwkbP+zjlT3o5QLnn/ADf7OOp7UCfCdvpVTzc56bhyCe1DS7jzn8KOUZbW438/hQ8+wVV8zOckdP8A9VK0v+9RyjLJuQT6f5/KmmbOefb65/z+tV2nyOw9eaa0m/5eKVgRO02M/l6iopZdrd/8ajaQF+f07U1pNy7v4j69aLFCyTbRx0Peqks+446c9qWZ8f7uO1VJX5Jz24GetDiBNNPyPm7dqY0/P3m9z0/z61DNNnr+HtTDJ/P8qLFE+/HT5cn8DT0ud5OOmOlVVk9+3Q9qmR/1PXNPlA0LaTzMLz75FXI5h8vcVl2zBW6r9R3/AM+tW4rgEg+nJz2qRGvHL8v19Kmhm2jH3ueOMYrNjuFKc9KmimUg/wAPHT1osBoC52J179qcZR1yRVITYx8345p/m4I6Y9qVhlxLgOeOeuTihnDJ/e47fjVUtyfU8detOWXBA7j9aXKBcDgH6UedtxjuOB6VVE2V+992gPkf/WqRloTYB/mTQJtozuAz1zzn1qqJcn9cHvThLk55zQIn87Hcnt06UqyZIA+lV/NwnJ59v0polz25HtRYpblky/3hzn8KUzcfqPpVTzNg7cdeaUzbT1qeUotCXkY/HFHnAL2LdSM/Wqu9lP8ADyOPb6U0ybiffrjvRygTSy7B+H+f5VHJP5aY+XHXnimtc5THcjp/KqrybWBbb3HTNHKATP8ANu/i71Rml2v+P4Zqxctn5uevGKoTS5ejlLJfOz8xYN75/wDrn/OKPNOB3PWq5fjO4ls805WA55z3qrAXoZcyfKfpViGTEg75Hp159/5VmxTlpNuPu/p/n+lWoZtn078f1pWRLZqW0uN3159v/rVMk+5VJ/8A1VmxTM4A9OuD1FWkl3AfyHalyiLazfy9elOMvy/eJ9R6VWEzf739P8/0oWXp82O+Rz/k1IFrzsfxe2OxpwkwfvfT2qrvUbtpPSgTY7Z9OelArlsy474Hc04TbeePbIxiqm7d/EOT6dacz7ifmxQMn8/Yc7dv0PT/ADmlW4U9vmIx6VXaQoPmb8ab5hGOQD2oAtNMdvU8c8CmtNldvv8Akcf5/Sq5lBfkdycgZoE6vz149aALMknGO/cUzzlDe33ahaTK/MfXimtLgde35UrCLBm5P8PtTXlLD5TnjH0/z7VCHzubPf8Az/KmrPlueeMfSmIkll3qTn5txJI/Oqkk+Tx/Fxk9R/ninzTgyHByPrVW6bch79uO9FgQy4bhQ2ee30/zmqU7Djdu6VJcOQx+bPf61XubjbtO3qckkdBUyKKdzcMGbd/wEAdTVbz8fN26Yx3/AM4p9xNlc8Y4GAec1XA3Lu6H3P6fr+tZSKJUdG6ZAHOf8Pzqa0mAduS3Hr/n/JqksrMDnbxjNTRy7VC88nIz/L9c1HKBqQ3G8bf19KvQXWdudo5GRnH5fhmsa3kw3y/NxyM/y/Wr8UoVThh6ewPvUtEmksu373sf8/pUgk2ktj2yf8fT2qikq57KrHPXIFSQybx/dK479PwrNgXvMZlMeTyc4xnBpxky7L97vweB1qmkg3dV3YHX+frUsszKu7nheT6n/PalYksSS7U+XG0jjmjeyoPmOFHJx1qqZcg7jnccfSgzDd8rL83+eaVhFtZ2BxkKoOcCpI5cdfriqIdsH5V9M9hUyNtBXH3ufwqR2PWv2MLIaj+0hYSFW26Xot9fdO5MUA5/7bHrivrdHDKMr8vbPOa+YP2BNO+0fEzxhf8AH/Ev0W2tVOOAZ52Yj/yW/Svp4ndj5lGOuTzmvn8dK9Wx7mBjancdvDDncMfypS6jB5z6tUSuULbvlXqQpB5+tNMhILFtxH+fxrjO0llUr3O71poVWIYr6ke9Rh2IA+97elIPlP3eeg54/CgYOpUc9euc1DIQv8PyqOSByRTi+xTgCTHPzHrUc7so5Zl57GgBvkQ+n8/8aKZ57f8APNf++6KBmBmOULtY+v0pyOsRCMdjHjH96q6SrKcldzckDgVYQqcKcAADg9P/ANVdSZzEilX+U/eznjoRjr71IrsF+6FGMkDn9agJMgPH3R1xxx7UoOe/r1HQVQEwfn5ee5HGR6VMCxGOvZtx5IqvDIwbI43EDK96cLjIVWbLZ/P6UATCTZjG7noR2qRVwuM4BwThcc/5/lUaSbyfmUccZP8AKgyhTuCHcP1oAeG3fKyhW9cUu3yx/CyngkU3zFUdzx167vTFNM0YDFFkyB8w9KAJHdsNnrnBAH+cVHKTtPC+lKxYufL+b0O3n8qYSc9V5HOaAGsWLA8e3/1/0ry/9sjT/wC0f2Y/FPDPJZmzuwB1G27hU/krN+denEsDwyHnGCeTXIfH/Txq3wA8eQbVMi6DdzKMn5WijMq/+PItbYeVqiZjXV4NHwBeP5p3cjcPyOKpOw5XAyB+tT3LNsXB3fIO+eTVGWTB/wAf0r6m586x4JHfduPX/P8AnmkWfeOtVyTtXH3lzn29v5is/V9YudLZmXTrm6i5JMODtOPQnuOfw71rGXQnU1ZJVEh7jOen+enSkMyuNu3duwc/5/z/ACribn4wWtlIUl0q/jkDYUFQMnuePp+vrUa/HPT4zt/s6+LkgHkKuOe/X9K7IUKktkZ+0itz0KGQRhW+975/zxVqKT5VLEevGDj1rzr/AIXhp8a/8eN0WycqHGR6f59qki+OVgGbba3m7vnbgZ/z7ZrT6pV/lF7aC6npMN583THtmrMU20V5x/wuqxuJBttLjpx8w/z6Vct/jfaIPmsLj3O8cHP0qlhK38ovbwvuegRTZ/z1NWPPwvt7dBXnkXxutS67bKZV75b+nap1+NduVythIQTyGlwcfl9f/r1X1St/KL6xT7noCXaltv5/jUhnIIx0rgU+M8AH/HjIvPPz/wCf5VIPjRF5n/Hgyp7S8/yzT+qVew44in3O8WfB/nTvtAH164rgR8aY0GV09pO5Al24/SiT41f3dNZv9nzcE9Paj6pV7B9Yp9zvvPwc9fb1pxn4/ix9K4BfjH8qn+z9rfxDzsj8OPXtSt8aMK22xz/s7/64p/U63YPrFPud8XyPX6UGXn/Z+vWuCHxoZl+XS1zjgmbv+QpjfGp2QbdOQHqP33X9OlP6jW7B9Yp9z0Bpe54/GmifJ9PavP4vjZcDdu0+FlyQFL/lTv8AhdswUN/Z8Kt0xvPSl9Rrdh/Wafc75ZFUYb8Kasu5vq1eezfHCYSfu9Nt9o5OX5Pt0prfHK5A+XTbXd15kJz68f570/qNbsNYql3O+kzJ27VWkbIbnp0rgJPjzeAHGm6e3HUs/v79ap3Hx9uQONNsUycFhI2B6c//AFvSq/s+v2KeJpnoksvv061F5oGevp6V5pJ+0JfBT5enafx93crnPT36/wCTVeX9onUAwb+zdN6cqA+P/QvwqlltfsH1qmeomRio4P8An/P61PFdYX6njNePyftDanuJWx03b6YZc/8Aj38vWnR/tC6pA2VstNbnIDBtv86f9l4jt+JP1qmeyJc5f37+9WElYt1HX8q8aT9onVlJ3WWldegVx/7N25/+v3tw/tBas0gVbHS2TscPkf8Aj2Kn+y8R2X3h9bpns0U2G2tzt7H1zViCXPGB+HH6V43F+0FqagbbPTPXJV+P/HverVt8fdTZTm001f7xIfg49N3H0P8AjR/Ztft+IfWaZ7BG+M7umeuacZcD+7XkqfHjWEH/AB6aVj/aR935hvenf8L41NkG21sVwOgQkE/nS/s2t2/EPrVM9cDmN9u0frn8qcJsL/LBryOH48auqc2+m+vzI2en+8OM4/DNOHx51ZmX9zp3y46Rtk+v8VL+za/YPrlM9cW4yffp+NBuM+2a8n/4XvrKJlodNHfiJh/Nvb/9dRN8edY3f8uPc5MR6e/NH9mV+34lfW6Z66JuMHP/ANeneYwb+LcuMcdK8hk+Pmsl9qR6evPP7nccfnimp8ddYWM/8eK89fJ6+vGaP7Lr9vxD61TPYDMxHb64pxk3j/GvG0+O+tMS6tZ4bnHlCnJ8dtcRCu603D0i4o/suv5B9dpnrwlyck856jP+fanbypzz1xjvXjo+O+sFVPmWofggmIfyoi+Ouuuf+Pi3x0IEQx+AxS/smv5B9epnsKsU/ur3pUbnjbu6dcV41/wvbXmc7ri19gIVHH5f5xSf8Lz8RFT/AKVbtnoPITk/5FP+ya/kH16n5nsk0qru9QPyqBpSB0J46f5/zxXj1x8cvEUiZ+2wspOVUW6L/T2H+TVO4+O3iMRf8f0OeoP2aPjr/s1X9kVrdBf2hS8z2SVy56fN2Pp/nFVLgGQbtueeOO9eNSfHfxKr/wDIQi2nJAFtF0/75/n61m3vx28TPI3/ABMlX5eB9nTge+Bn9aP7Hr+Q/wC0KXme5NJh933fTHFG9o+MmvBf+F++KgRjVo85A+W1jGP0/wA/pUa/HDxI2f8Aibde4t489/VcflT/ALGr90V9fp+Z9DR8t+PY9On+cVYiY5Y9sdfSvnVfjb4mZ1/4nBHHOIU6fl0/LpVy1+M3iiHav9tyKp5I+zxfNjtyp6Z9aX9j1u6JeOp+Z9EpJz0P5ZqVGY9s5/Ovn6H4zeJJRH/xNNwXgFYV/nj/ADzV6D4weIjIr/2pIzY4byV5H4AdPX6VP9kVl1RP1+n2Z7qHK4yv69aeWZuzHvmvEE+MPiBo1xqM3y848oYx+VNHxZ18hgNVuMdxsH+H+ean+ya3dFfXodme6fMjdG+pHGfT/PpQS7fwtgcY9+9eIt8UvEEo51CckDg45H+fypYvil4h6HUrptnTIHXH0x780f2TV7oj69T7M9vLttB8tvTBH+fSnNM+OFbpnp1rxBPiX4g3A/2lenjB5zn9OvHWl/4WVr3IbUbphn5cDb/nrS/sqr3Q/r0OzPbC7lhlWx9Pr/hSbnJ+4W544614s/xK8QZ41C854x+H0px+ImvDrfXhKjHTn+VL+y6ndB9eh2Z7RgncFVuR2HSmruVvusMDPrxXjDfETXo1b/iYXuSOSOcUq/ETXJiP+JlqG3O7AdgCfzzR/ZdXug+vQ8z2hmLngMT6YzUYd93yhufavFn+IutKOLy8T0IGDxTx8RNeuGH/ABML0nGBkn/PfpR/ZdTuhfXqfZnspbKMcfnTWVg2CjflXjc3xC1lJF3X1xuA6HqB+X4/hSP8QtbRF/0u62sTtBzj8v6Uf2ZUfVDWOh2Z7GRg9HYZ7D3qGYFEHDNx0x1rx2f4i64FG2/vmxxhWPbtgelZ198RdakjX/Trzg5xk44P+enpSWW1O6D69BdD2aXeVODx1I9en/1qq3sbOCcNtHqDxXit38TfECqwTUrxG5IPVSfTpVG5+KOvLCB/al36ls8/r/nik8rqvqgWPh2Z7NPIyKcLlc45/wD11VYMXJ2tk+2Mf5xXh978U/EBkbbql58o7HqP8/zqofiv4j2tt1a+/qPfpUSymr3RX1+HZnveG3j5W9RxyakhWRFyFwMc+w/ya+e5fiv4ifc51W8fzOWU/N1A6/T8frTrb4reIMqy6tcKowAyj5l7f57fQVH9k1e6F9ep32Z9GWxyfT5sc1cikJP446duvWvnWD4ra8Qvma5fN02hj68/gf5YrUg+J2u/dbV7jr0KjI6ZA4/GsZZZUXVF/XIHvse7r82PXH+etSjdt3bWXGcDBycV4fZfFTXEBxql027jAPU+vTrx2q7D8TdaaTzP7SnwrdMgY7cVzvL6i6on67A9nidiGOOgJOR1FTeaxU/K3XjP+f8AOK8j074g61ezrHHfTPM3QD9fx4/yK6XTP+EmvI+b+SFWwQGx8uOw4z/kVz1sPKnpJmlOvGfwo7cHILfMcdSR09KYZDjr9fUetZFjp14G3XOpXXzfKVDbQee/+e9aTDy8DO7aO3pXKdBaEmfU4GBzU0cnl9fu56YqlG2B6+nr/n/PeplbAyV6+gqWyoo+mP8Agntp+3w5471Jtu671O1sFx0xDb+b+ebk17+03OQAxAxg9zXjv7CVh9l/Z6kumVs6tr15cD3CCO3z/wCQDXr5dyfl/h9O1fO4qV6rPewsbU0PP+7kN1Gc9KD0A69MVGz5LYKhtp5B6U1nZhnGCvt0rnOgGYMmMHjqDQzZQfL9B/TNO4lGG3eoPv2NRkqDne27GQTzwe3Si4AQEI+bBYcio5ZN/wDGuFHbj8ac8iseBuHfPTP1/OoWk4/uMef85pFIk3v6yfpRUfkSf89D/wCO/wCFFK5WpzaSAooO3auDkHIqRW+QeW20Ank87v8AHtUK5U7Sy47cdPanCQ7GOPlGQMdDXUjlsTrJkLn72Mjgf59aepbb93K9v8/lUPmZHbpghuoJpy5fjkZ6H1qkxE5ZpyfMk78N/EPpTvNITr+JGf1qEMQvyt9Dmnh2yu1eo546VQ7ImZ+d3y/L1JPSpFG4bt3bpjpUGMj5eD0O7v34/Knbsx7Ru6+lAth/mZftgcf/AFjQrfZ2+bdtPPXpR5nmldzmRs/kB7fpTd6hSoUg4B9QfwpMCQvkbh+GOoH+FNbCR8tuHXB+8Ka8n5A59xmmsct8qlfQelKIDJbq6Qf6J5CTD7ryH/V9cMMY59jVbVbO78W6HqWn6hJDcTarY3Fk0sSeXxLGydByfvdSc1YkckYxtx3qfRpvs2s2jvIiqJFxtPGOpGKuO9yJK61PzBsr03Gi2sm3mSEN6Dn/APXUTkZ/3j3HX/GrviPS28N6tqGm7T/xLL2eyb2aKRoyPwKkVnLL83yglgR9cfhX1MXdXPnHpIXP4huhH8NXXhX7H/C25Q3+7jnGazDMF4bPQ8Yx+H+ea04pcWMW3C7Rtx6YPb/PpVdSo6mNdaHb3334Y89MsvQcZrzT4yeF4PDWmWd1aKIxNc+S4UZIyrNn6cfrXq13J5Ujbf4eev8AT8K4H9ofB+He/HzQ3kMoCtnndjB+u79K9jLJv28V0ucuKpr2bZxel/D3WNVhWdZo7aFgGUuMsVPcjrgd/wDdNacPwo1S3haRryNfLV2YAHjacNwB9e/b6V2OmQeVp8QhVdske1QWzy0YCHjtu3dO9akF2tzNu3MFkCAg/KSrghzj68Adcg1/RmG4Myx0oylFttd2fmWJz7Exm4xtp5HFw/B3VYnkik1K3HlNg/KWG4Dcf0A59/wrRHwX1JNqrqtvtbKAiMsAQvGTntx3PeuvtLxVj8x1ZCojnOByoJ8thn1IGfbjuKvWeI127A3lBUCg8OIjyvt8h5z1FV/qdli15Pxf+Zn/AKwYq3vW+44m1+DOoMsa/wBpWvzlAMRsAA478fXmrVr8Gr+6bC6pbKAOvlsP4wvr7jtnkV3W8qu1fmaMPggcMVOV/wCA7W+pwBUzWixs1vGV3eYUXb3PDBse+Rt/+txnLhXLFtT/ABf+ZH9vYnujiB8GLsEqdWVvLUnIhbqCM85z3z26H0qzH8FLxNynVI32hjxDt+6cHHzHPTr9OO1dtJEZD5mcjkkEZIDjAP1J49g1SWsolkPmK3zpGHYccMuCMjjn/PapfDGWW/h/i/8AMcc+xPNZs4iP4JXjbV/tZWZ/uARYZ8KGz97/ADx6mpf+FLzeUrf2vt+5uCRnncu4YyfT+VdzbXDW/wA3l5k4k6Z3srMmMemAB+FPt7jy28uNQ7xkBF+7vaNx83TjCkj6E1n/AKu5d/z7X3v/ADFLPMUteb8Dgl+C84WEtqx/ebFGyDdjcD0O7k7lI6dfrT2+Cnmxl11Z12jf80Gc4bHB3Dj/AD3Fd3NAptW8uRj/AKPNIrvwRghw/pznP4mrM8Uc5kUBlhlLRqD82xT86j/e4Ofr61P9g5av+XS+9/5kSz7F7qRwZ+BOG8s60yMS2W+yblIXaOm8evWlj+CUYTe+rSSfKGObbZgtjbkbyc9c49O9d/FbPJMG27Wb95jqCZVOxfoD1x6Z71KkJnvY0XcFaWFeDtZ3KHcT64Ixn1PtWf8AYeXp/wAJfe/8yv7exVtWcFB8B0dtratJ8pC8QYwdu7H3j7D/ADy5fgLEGVf7TnZS0Y/1IViGJBPDHgbT3rurNGmSNlP3UEgZ+5Ljc2fYg/oO1WFVdyxruSP5I+ecRIQ/HHU9BUyybL1/y6X4/wCZnLPsUtbnBr8A4S6bb6Zw65+WNVK/Myndyehx9eajf4D25j85b+ZhsLBFjHXfjrn/ACa9FAzat8piWSOd2bGcAsMKf8+pqysMc8+HCnDl3KkblLxFgv4eXz/vD2qf7JwC/wCXS/H/ADD+3sU1ozy+b9n61aaQC6mX95In3QS20ZPf/OajP7PVirMzX1w2ZAsR2qwfK59Pp0OK9SjsfKiZ1bzGB3KSud8ki/vPQ/eVR+dN+wILpFUbVMsUaAfxAJ8xH/AsCnHL8Dt7JEvPsZ/MeVP+zRpsy/8AIQu8swJxHGD05OcdM+3p6VRT9nTTY7cyNdXDKtuk5BCZBY8KOO4/HkjrXr72xYKz7YQ6BwV5Aj8z/ADn3PtVKaMRyLHMqquze+VzsAOV/JgfptHrWscvwL/5dRMame4xWfOzy69/Zn0iJJm+1XQMJPzAJywfGPu+hz6j8Kkb9mfSYZLh2ub5hCzquUiIfyyDnlDglfm69B6ivTfsTJbuJfmCRzTOCejux6fTmrNzZBpmVSygOYd3u8eDx7nb+Kn1qvqOC29lH7g/1hxi1ctDy2L9m7RjJsFxeN/rQMBCVVV3DnGMkk8dsHrmrNp8A9Hhjz518PLRJN42dCCem3/9QOK9Ljsluhv+WPzXjXAP3QyFXP5xn8z+MmmQrO8O5cLNJC6nPIUBuAPcqfpnHalLBYO38KP3EviDF6e/uec23wC0lLlVeS+VsgEK8eA3JPOzkdfxPvxMnwE0lCG82+ZmKKDuQ53MefuYJwM/lkV6DYxeSLdeWVojMc9NpcIP5Zz/ALRqGJREVY/PtVWwTyWLNg/X5eR79Kj6jhLfwo/cL/WDGO3v9WcUfgRpbQrsnvDvMy/Nt42LkE8fd6fUUq/ArSRI37y/8tgzAGRS3tztHsT9DXeyfurZm258pHkwO5IIxn/OPyqaGxJn8ncqt/o0GewbY+7P86l4PCL/AJdR+5F/27jP5+hxCfAbRp7leb9ecD51LEFCw/h6nj2698UyD9n/AEhxGyyXqGSSJM+YufmBJxxxwPTrx9PQLGDcFRlbDSxoMcHCgp/iPwB7UaSPNaxyo2yTxcqeu0c5z+GD7VH1XCpfwo/ch/27inJJTPPYvgVot1JxJdtId38Y5IbGBgDsOvfjpTm+CejlCF+1fcMi/vAevTtzjH459+O2s08uC1fbubyWlbHoXOP0J/LFPntxCjLhd0VvGoLDoSx/wxV/VcN/z6j9yMv7exlruZxD/AvRYg0ii7PDsG87O1RnAxj0HNOT4IaLKp2rd7gYg377Od6g8jGODn06V2zcLICGKiPAyv8Ae4H5g/h9KdpsKpcsuWKs9pEx/wCAsDz9C36UfVsMlf2cf/AV5eQpZ9jG1726/wA/8jibL4EaKXVZBeENKsZHm9QcgDgeozxgAMRzgGlg+B2gqy/u7px8m4i4JDBmxkce3Hbk8Hv3djGyzK3zbmukIGOfvdcfXn/gNOtQpW1WPl2nh28/eXzZMHHYZ5x9an6vh/8An3H7l/kL+3sXazl1/wAjg7j4K6KkG7bcs3lOwYSDBKvjsPRT+fWo2+CuhkNthuMhfumZgCCSB0x0/M4/Cu0jhjJt1GMNDJGeOg3n8fX8M06NfPmi+8Ua3j3DoxOTuGe2en4VX1fDf8+4/wDgK/yOf+3sY7pTf9Jf5nHx/BbQZv8Al3nCq5JzM3C49PXkn8Kdb/BfR577CwSuu+KPBlfnI6nnu2Djtn257SwXy1jbb96Nn3DncdrHkd/f/GiMrbo7Dld1tIOclucsT9QF5qfYYe9vZx/8BX+RpHPsbyJOfS5yUPwV0GUxr9nYM5VeJ3wOfqe2fpj16wW3wV0N40aS3m/eRI2fPbA3SMoPB7BSePUV30S/Z5tqq3mQzQ7QeoBVyf5Go7ZFV4VkXdHA0IIHGcsSc/XOB/8ArqVRw/SnH/wFf5Gn9tYqySn/AF/Vzz2b4IeH/s7FbGRXaIyIonb5W3429R6Y/P61WuPgroc8pK2jKAcjMrngnaPl3YOMg816DHCzTWat/CzQyEcAljvyPryfwqhJA08cPbzINr5P8W7cf8+gFdVOjh+tOP8A4Cv8iv7cxUpW5n2+f9M4Q/BjQGuXj+xyMFZwpW4cYAUEd+eT/wDqp3/Ck9CW4bNrKfmUZErE9Pr0JHX0zXdNbb7kqFVdzMG/2ewH8/0/COaDzIGK7sPB5ibfvbkUZ/KtlRw+3s4/+Ar/ACJqZ1iV9tnIaf8ABfRGmjj+yyM28RlvOk+Y5weA2OQQOg7+1W9P+Dmhmxh8y0BaTYCPNlJP7xlYn5vRW+hxXZbVgeWSOPLRP9pTH3d6Rhm/A+g9/erNtAsVxFD97y/LlLDnOxGBx+J/JqxlTw//AD7j/wCAr/I0jm2Kau5s5a3+EOhxJ8tjt+Rtq+a+M+YFXvnHB/Lr3q5D8JNDQTf6DtWMFlJmk4Bbauct7Hnj8M101tGImzhc/aUkJI42lN7DHuzE/l0FTWse6DDJtby9rJnkYfr69WP1rnlTob+zj/4Cv8gjm2LvbnZzLfCPRVcqtn5bEuoBlk27gAF6t1yTnscdqkt/hRo7KqtZk9CfnYY65PUHqcHmusA8n721iHBIPfPyk56EZfPvinmL7JCCyjdCZ4nAPAG4Kv5Erz7VzunR/wCfcf8AwFf5G0s1xF9Js5a1+D+hTTKosZNrOiuTcykc7uMbsfw/XmnQfCbRbqKNvsXlnbDjbNIQGaRt3Vjxjb75Ndh5SwOwZdqq5JUnsqCNTnqMs2361Ey77WYfdcvImB3aJAqn/voA/jU8lHf2cf8AwFf5B/amIvZzZyq/CPR3Vm+xxK0ke6MtLI21i4C5y393ccex9Kkl+FOhsjH+z/3jLuVTK+P9bs5AI6Lyen5V1KN+9kYMu0OjBM5CsBjH4knH0FSR2m+VUKg+5J3E5J5Pvg8mp9nR/kj9y/yLp5pif52ck/wx0WJ2WOwUrvcL8z8KMY6tx1/HBpYvhXpLKW+wqfl7SSDkKv8Atf7x/H2rqo4muvL8rG6SNQvy8bmOMfkufTBqR4xKjeSrBbsSKMDn94+1R9dgb/vmn7Oj1hH7l/kT/amI/nZytv8ACnRVdN1moUOqk5bLfKXY8NwcEZ9gaji+FGiPPGDYIjS+Xk73P3uc4Jx0/LPvXXXUO/PZZMyRBegyfL2/kDj8fSq88/nNI67WDmTbx1UjH6BP145pRp0n9iP3L/Icszr2XvM5lfhjobMu+02+YYwRvYY8zJB69MY/Ooo/hjobhQ9ltZwMfOwxlhxjPOFH5nrXWSQbm2r/AAqx5+bBXgc+oBA/GnxRKmxuNqMhbPXaF3MPqOB+FaeyoL/l3H/wFf5Gn9pV27uRxc3ww0WOBv8AQV3qGILSNwOVHf1wfzpz/C7R4BKwsflXzAuC3RVGOM92z19hxmurihVDHHIN2CiMfUL88n05b8CMfRCGjYtIS0imNpBkDed29v1C/wD6hitPZ0L/AMOP/gK/yD+0cRtzs4+4+FmgwTM0mnxyKhJPzEbgqjceD3Y4B7VRuPhVoQdd1iA/AbEjfNtQM3f145rtZY9u0L8zIoQjs5JBH16foDVC5i+1xlvveZGXHbO5sD8Tgnj0rop0MPf+HH/wFf5Gf9pYjrJnDv8ACrRdybrCNW/dh8Sv83ysz455x0H+cZz/AAt0WVof+JfG0snljG9jnccnv6DJHWvQbqAsq7R5hy5i54JY7FB9Oh69yaztWiiUfu/7rmLBPzFT5S/QgYbnu1d1OhhXo6cf/AV/kR/aFdr42eeTfC/RZEHl2MbPLErbGdsEl9vrxxVWf4TaG77ksE2yA7PmZS29gsZBznj0P/167rU1RUm8rd+7fAIB5VQAuB6g/wCc1QnLQx79u941Kgg8MY1BH6nH4/n6FPCYT/n1H/wFf5GP9pYpfbZyMvwu0H7MxWxyzJI0YDkEYbYvfr/F+A96lHwq8OrLJjTY/K3sd25idg4HU9yGP0xXSrH5bJuXKwhCPcKhLfqR+dOtbYKEjblvudPQNK2T7llrT+z8F1pR/wDAV/ka080xLWsjAh+G2jwl/wDQR8hZWJY/wKM/mTVuH4Y6LGfm02HauFOMrwFDN0OOM44x0/PTthtChvmZjG0mf4sEO2fyAPritC2j8xVDdWBL56nzMucf8Bz06VnLLME3/Bh/4Cv8jSGY4hv4mZMPw70dzHusV+bAOG28lcn8gQD2H50D4f6TKob7IgDbT09ec/lj863EZrlgAQrTJ8pHQMx7f8AXdj8Kcp87kZCs24Adg3AwO5wufxrlqZPgGtaMf/AV/kdlPGVm/iZyOmeHbXRfioILdCBb6ULk5PeSQqB/47n8a7GMLjdxt646Z49fwFctpty118YvETrt22dnbWoOOh+aTj/gLqOfT8T0kMnlqzY3bu1fzXxZCEM0rQpqyTtZH6VlN/qsWyzCecghsdzSyPuLHbuOefYdKiW4/eruHzEjp/PNM34mdh1xjPt/h/8AWr509RRLSyED+9n06c+lTxy4f73yYJPPSqUcmcj9B/L/AOt/hSalfrY6XdTNwsMbMcE8YBqHIuO59w/sl6eukfsveB4v9W11ZzagME4IuLiWcD8pBz7V6Isu18kbvbPX3rnfhbpjeGvhD4M02RNraf4fsLdk/uutvGG/8ez+ddBt8v5tyjj1z+VfM1XebfmfQ01aKQK4iDr8ygH5c/x5pHf5iB1XnFJNLuHzMu49M015iZd2BhR0rM0a6jmB4+X5s460hGQWb1wf/r0wcAKFC7u1NkbKhduc4JGPx/pSBDzPk/KhZcioZsSH/Afzp7P5Y+bdjHT/AD7GoZ5FPHTjGaQ0J5EP/Pb/AMeP+NFL5P8Au/mf8aKVxnLpK2eV2479APb/AD+vaSKRi3yrJxn5gePb8RUEPy8YXn5Rznd/n/CpdqoAGQ7fXPQ10pnLyk3m7iu4YbpjHXv+Jp0bFj8qM3cjHA+lRh1JG4M3Tkk9f89qkVGT+76YA56+tWFiQH5x975v4ccLTg3k9c7R0GelRRyOyEP0YZOCCakG1mG3ay5zkfeBplDxwvPfoCacu5SvY46HoRUMcBQ/w7uu4fxfhTwxL/Kp+bHGeufemFiUzFGxyrY477qVZf3a7V+Vhk8dM+1IXBO7+7/dPUU1Zd4DdG/u+xo0AcTyOV3evpTMhY8N+fcn/P8ASlbdt+VtoPt1prHksFXP3cjK/p/nNJCGyHB+ZR16k9KbEfKlXG7ryQf5Zo8zBxj9etRyyGMKxDN3HHSrRLPz9/aB04aL8fPHdv8AdVfEN/Ko6/LJcSSjH4OPyrgp5MABjuH8/f8AKvWP21rFtM/am8ZZyv2iSzuEx38yyt2J/wC+y/5GvIbmXZwqr6+g96+ooa016HzlbSbQsjlgBj146frVy3l82wQnjtg9qypN3m/L7Y7jr/Wr9nITZv8AMOSenXkVr1FG46ebaMfe28kE9a5P4z2Yu/hXrLHfujijlUDHG2RSevoM9OeK6Yt5zE8qvJyevTgn8TWD44g/tXwDrVuyruexlODznC7sfpXo4F2qxb7oyxCvBryKXg++W98J2EzZZWgjkHOAREAR+jNx7itxVAW42YUKjsjD+E/6yMgdvlLD8e9cj8KLtb74daOu6PbFGmSO4LlCW+hwMe+a6TTZ1tpwfMwqbJTu7iP5cn+mew/Gv65y98+Fpy7xX5I/FcdFqvNebNWGD59ysVUMAoHJClQ5/wCBE7l+ue1WrdGnEYzlW2klc4USjYB9cgAn3NY8EzWlmqlm3Rx7OfvDac7vXOMkZ9QTWhHdeTPIi9I3kAx/AFxIq/8AfRP4enFbyj2OKL0/r+v6+7WtrpmCM3zL5kZJH8RC7cfzyR3zVq2u/s8SFFWSRUVs56MrMPyA2dPWsm4uBNbusbbl3SJgD5v3m0qo9z69smrzOtzHIr7WSR9mCQR8yjag6fKXBBPvXJOJfRlu0uFZCI/n7Rk9WKENv/DoB7GrbyrEzbNq7YX8sEYIUEMpz6k8DrWXDcKXiP3vNCvtJ/56DaeemBnOPUn3qWCbzorc7VbzWRQQPlbG4Zx6Bs4HcDHrWEoakxtsa92heT92zD52RTjcVTaXXpxuLcfXNJ5hWKSRVI3AsABu/wBYo2qv4gfXJ4qnBePaxxybm8xMSkE7d7hgM/QEnn6e9Pjn8qPajKrRosasFxkoVYuffg4rn5GjSp3NA7pNyNudWdQQuCCGBG3B9Dx6cVJaXWHWTO4qwlDKMb2yFDc9l46dwaqJebY1dflKq8kbY+6gJcN/wLB+mae0G6Ty1by2aPyyCfmWMDzMZ9Tlhn296xlDozOW1/6/r+u5aglaJoFjZWkh2xJkEMXU5LH2wSvtmrC3IZo/L3fu1lZODuG2QSBsdyQcd+hrPz5nzMRHuZ5mz2VlDIBx7j8BRbzOJPnZo/nRSCfuhl4RT+A59QffOcqf9f1/X3g5f1/X9fcakjx7JP4UVWVlUkhEGZFHH97a/v8AL64qwzrE0zMrch5ApwwAIzGo9fT6mss6o0AViqLuBlfjcvCsgUD8xjtu/Gp0kNnIfMcboRDu6N5rByAoI7bSCT0xn2rGVNilo7/1/X/BNNSsDbQSSdgYDpIWUkKfrtxj3p9pd+Q6uq7tk3nFlP3pP8QNvfnJqhYXC6f5M5k3eW/mE43b5EYKTnvhSadC406aMRrzajydgPyvIGDHn/dOPbjiueVP+v6/r7hX0X9WLqj/AEeTywG8gLGuPu7i4Y/jtPU+mc88OllSGGZY/naHzooPXIkSQH8fX/ZIrOaVraRvmO2EtBG38LleXc98YA596crptkXdsYQ+QrZx8rIm4/XJODU+z/r+v63Mrdv6/r/ItXsaPFcOr/u/LaJBkMyxRkSH9efrjPeor9ma9aTcqxtPcvICMgRoUdR75w3/AH1S/a/ttwJGKfv28lSPusm0q5+hIAP0B71VFz9o+xeaxH2gRjcig5HKNn0zlf8APIqFNkVvh/r+v01JC+WbzCckhnLHpkbgB+DHP1pjXLRS+Z8u6N2nBBGC2Mhcdegzn1z61FbSNcwxDDBbiWBhz0RQYsH8F/T3zUayZEIkbcW/eO2eo37PwySQD/jWvKY3urFtbz7KsrD52t7UNuHdy+VP4AsPfP5WJbkW1xIV/wCXW3MSY+b5klyP0OD9ffjKa/FyyKwZvMjErr6qCSBj6luPVfTo6KYi3V925ZFuJwSfukqpAPf+Efjz2pOmYqXbv/X/AA5qyTLF9oC/8sIpIE7n5ZQ38j+v5OvQHu5Y1+6140aHP3VQ549OpP41Q+0OCoLbiQzID03NBxnvz8vX0qS5YBJNuQBHNIHzyDJBkfyByO4PvWfJqTq4/wBdSwyqUkY/KsgVgvHABX5c9OAMf5FW7OUfa4zk7pbgTMe2EIP64xn3rMNx5cUkeNskUSDP91mX+nH+TUn2tYriVQWURoy5H8LEFgT39MY7GolT6L+v60OrS115L+vxLtlcbVs5GO1hE0xyfu4cgfTJYHPoasw3Hlx2Z7QquU9T5uB+jk57fpWHNN5MLeZ/q47UQkj1LISB9MnB+npV64uGV5sY3K+wY9FlViP5/hj8YdMlOzd+/wDX5E7yYtZGD7kW1JQYwcebkd+OCMemR6UupDElyD8wUQp7Aq3P/oOf8aq3s3kJeIuCoUxgdMgS9PToP0qW+udt9cgjG24MI/PB/wDrfShR1v8A10D7NvX9SeAbpNpP3FVTnuQwJz79qbaSj7Uo3f8ALxbgZPIH/wCoH8hVXzt25uAWfGc4+bcMY68gH8qdbMou02ktm6t8/wC3guDn6cg+xBoUdH/XYctGrf1uX7D5biPO3/j8APHqSB/j69KZpkgkSzY/Kvm27s3sckD6dahs7rdKjZX5btW3n7uTJtz/ACOOv04xHY3Wy3t8YPl3Vui5HIHJBP6fjj0qOUiNub5/5E1qzLLbrI6nZ5sYOc7+WBH4YzjtUVlK63tmW27o4FjOCMgrn/61RW1ysskDZUeXO5JXuGB6f99de/FQ20smLdm2ho1Ktk9Bs24H4/oKvk0fp/mYWWnr/kX9Kn4sf+eckTpjH3SEJ+vtUsbqIk3ZZWtERiTn7oyM/VTn3z7VRs28prdRuzHdSAHru/dnOfzPT0qW3lZbRdo3hEngGOuBswfzyB7VMoK/9eY4y9xL+uhfknHlTKW2syAknqxWEE/pv54qO52gzqu5f3MT8/wlVX8OM5+p+lV5rhpBHnDBriSJW6nb5RQ/kXI69veoJbn7UqbtqtJDNbsMY2nKAjn65H1/KY02tv6/qxrGV439P6/Esz3f79UB+Z5FnwTwQVx+uTz6mqN6fKiHPywoXHGTxtHHv+8OB3pLK9aZLaRsbmYxsemwlu34j8OelMtphdLa7o0+c/Z5FPOP3oPXtwMZ/lmuiMbb/wBf1YuMr/n/AF95LfyiCG4bazLHN53y/wAQOFOPy49elJc3Jt5JY12s0DzN5g6bDtXj9cfT25pW96bi3tWZJJWaO3jBU9WMpbH1BA49OalinZpVRWVvtSi3kP8AEzB2f9fzwT+Gip2FUl7yt/X9aGjdzx2838Sm1kZ2+bHDtsBznnknP0PvmaKYBvKZsxxNcW5P95SVx+mT71h29z/aARpH2o1sI5Dnqwkycfj0+tW9NvWklhkdm+8I+nG7hgT6cscfUe1ZyotLX+v61LVRXSf9f1obdtP+8HzN5cbAurNy64VT+fP5fWrenvslUbm3LIbZznqQGYH/AL5BI+o9CKxoXSeOHO/ypEkif3MeAB6/edgB9fSr81xJEkkkgBl3NGxz8pcIFU55wC/A/CuWdM05m3f+v6/4Jeszm3iVty+WkSSBuNq7t4z9FH44GfawjKJlX7yny0lGOud0nP1Cr07+tZ8l4qho+URkkiyw5G1Qqn8AD/nkxpfM0TNH8skgBAP8DIu1Tx/nrWPszTmS1/r+v+CaD3nnxR7pGUSQIpYYOGEjNn9Pp+lSLdLvZ/lVfNZi2f8AV7vmJx68/wD6+Kp25AuIQ7fL5xgPH3QcgHHbofyqSxVjFCrJgTJEj5HXOWB/74XH/wBap5ewRknLX+v6/wAy1cloopNxXbiVJM9d4CgE+nJGOmc5q8blYHdmDELJkjuuwbOfQFiR7VjpdeZJGzlnkaaKK4Gch9/73P5Rj8GPtQLvzY/3h8xpIkR855y5Y/iAQPr+k+zZ0U52ND7UsCKi7sws4XB6MkexT+ZP/fPtTYrhpynZgyOoAztZVKn+WazXZi0jNzJGodgvVgzHa2frjPtVh9ylljw3lmVRj+JTII4/yx1+vrT9mK9y0ArMik7YVdUwD93PIIP0/KkWTzbdCzbHkWIMMYCsWOT/ALu0Dj0J9ag+1eVDIwbOWZ0x91k3CMH8BnH0FRSzKWbIBOWRQRxjZtX8uef9mhQKlLS39f1/XYuiSNp9zMu2YjcOwLtuGPbYD+FQm53xehZHyTxhi3Jx24x+VVZ5WeJ9u7btI2njhE5/IKc59aGlaCTdkARvuUDowWMOw/UD8cVr7PqaxaRI1wZJcyKu7JkbscsxUn8SMfgKe/Ecm0s21nwcZY4AUfiWJA/DNQRzfZnh37f3UjIvH3sAuwPqC5AGf51HFqmUjZfm8to8DqGI+Y578uWP5fhooahdX1J5pfshmZdpa2HmLtPVk+RSD7sQD/uk+lUrpo7Tco27bdyhONoO1AoOevJJNNM2HVXZdvCByM4GCxPPuScdqpzsRAu77zxhWHOVLNnjA67VB+hropQ6GcmiIStGPk3BkYbm5XLIobI/nx9OtVJ1UsqyMQqyruIPQKu5+PUAEflVieWMHKEK0wV+B080lifoI0x+IFZt3e/agkbbWWQOrLwSfMlUj6cKPwPvXdTj1J5ly2ZDcuuI45sL5mEYA4UYzKwx64IUj6/hRMscu3zF3edsf67su/PrgBfoRRqDvfu0h/5eWeVQpwWdnxgY7kA9OwJqpeJlpNreYrykLg/eDt5YwPXhm+g9a9KnT7mcupKJVuR853NNiJwBj5pCW/AjH5CkhX7YI9ud9wu0DHUuy44/3V79BUV3PsWRojlmQtEw+65GYk/Ibj/wL6VG135ckskfyoqsUA/uj92uPyYV0Rj2KhLTUtWhEreYGGJG3Jk9RJlcZPfaGbPuKvTSsYfMj+Vnzj/aJO1cf8B3D8ayxJ5O4f8APHzM9t2xdqkfVicev5VaDC1kZs72TPyr/EYtifkXJB9h+FTKB0UzQknw7mL5lAJRf7x4jX6HqfxNJK237vz+SSF7bsfIv6/yqs1x9kfcGWTyW3Zz8xVQcf8AkRs+nGe1SW1z5N9FwVSNgGc9f3fXn/eP61lKOmh3UZanO+Fbhbnxn4zuOMNqqQKc9ooI4/w5U8V0Svx94c+/QVxfwrO/TNWuWP8Ax96zeuCf4sTuM/pXVLL5iDnaSfx/z3/Ov5O4gqe0zKvPvKX5n65lsbYaC8kXvOweB2zgjt2pok3N/e2gdO31quk2GYrwuMnn6UiSbXC5PAz6ZrxGegXY5cgfLwOmT3qLXrJtW0eazQ7ZL0C0UZ7yHYoGPXPQ+tMSX5PmH+Pv/wDqroPhXpv/AAkfxe8Eae3zJeeJNOVgM/cW5jd8/wDAVasqkrRuaU1dn6KaokcGpTRR7ljjPlrx0VeP8/SqwiGf4eTz6iluZ/tF3JMcZLk7QuAajklZFY7funoO/wCNfMn0Wo5lyF3L2wacX3c53bemOxqPpIw+6vXJoAy4xuyo/D/PFCKHHaigjGeoYDlaCq+T1VueoGGpokZem3rk55OKapw24fd9CeTQA0J5edrOq8D+9TZcMVwMcdjTt3mL2Ud/XIqF0wy7eeM1IkJ5n1/z+NFJtb/pp+ZooGc2qLMgyu5V6HOMGpEdg3VeTyG6Ef4+9V125/1X3egyff8A+vUibXUEMRxk56g1tFnOTO/lD7o+YdAcYpwVnibbsO7qC21j6n3qNeW+YYbqfU0/Keb8re2TzVASrFu/of8AP0pEGAVG0Z4yoxmmxyb/ALu5iPfNPEmB/qty9DgY2n3/AF/KtLgTINuNzcnqaN2Iv4mK9ATjj6/nUUTqy/6xvl656j8qQ7nYMsjIynPGPnBP/wCo/nQBOjKSMs27qaczGOTp1/WoS5Hyybs9iOhFPSXB25bnkEYbFAEmAo3FgOeajZx1547GmhwP4s9gSKWUlXO5c8/h60AIwLAHd8o7n/PSoZPlGdp3N0JGR+VEm1vvLtOc4z0pHZSm0rt65yccf5/lQSz40/4KEad/Z/7RccyqFOqeHbO6b2KzXEP8oVGf8a8FvH5/Dlh0P+cV9Mf8FJrL7N438E3pUkXmlXNpu658mYP1/wC3kfma+ZbhlPy/d3HPAr6bByvRTPn8VdVGRGUk/wC12/z+NXdKmMkTLjd3P4/5NZbOc8ndtOKm0mdd8ndSu4rj8P8AHpXUZRL9y2xmz07gjg/41mapEl7Z31uxAE0EiZOO6n1461au5y3ofoc/rVdJPM1BN33WG1vQjvXdh9JIVSN0ec/AqZrn4Y2e35m8yaLA9GRduf8AgR6e4PrXawztcR7Vz++2RHJ4JdeWIGOdwGB0yfSvP/gXdSR6JfW7fKLK5lAyPuOpL89OyHH49q9BDthfLAZvnwcZIYgSIx98hgB24xX9bZBNzy+jJ/yr8Efi+bRccVU9S5Y3iiPzMZXesrDH3V+aM7vcjB49KtK48tlb92U2A7cExn7kn4njA9x71kMkZE0MO4RMxVWHzAxsN4yPUkn8qvpdM8plz/ri0m3P3dy5UH8QCB689jXryijyY3v/AF/X9fdpW4+zsvEalcsQBwNrkYBzySCvTtVny22bd3lsiNbtnrGd3Qd92H6cY/Ks5Lr7UfJVuWUICAcrvTazfXIXGOc1dg1FpZ/OGFkLebgZKxDBUsR1yxHbrgdOlclSLuaWdv6/r+vutNfM8cjDALlwNvLKoCuoH0I5Ppkd6ttcr80YUKi+Y7Ko4jDHeign0yT6/KPWsuFWMaRxsYRFGi7id3l5JDH0yQSPz9RVjb9mMe7jycMCT9xUYjqf4sNj8qxlFEx0f9f1/X3adxKbp5Pl275lEigY3Egfux3AyVBP5UrFpjMwXcrEsdndpOgx1wMHj/61ZcVzLaW7bm+4gZQxGVAYcn/aIOSe2BVuK5eErt+TblFJHEIDKxf8QD/wFvfnD2dtipar+v6/r1LNtNvbb8siyGMMo+65wDgf7PIB/Gp7O7ZUheb5pFxKcYw7MWjAyewH4EVWtpf3SmEeTtikKZ6qoYsv1PpnrwKmZV3sqt5aqGWMluUT5WUn3IJ/X1rKSWxL2v8A1/X9dyxDe/ZpYW/1ixyx5I+7I25s/QAO5P0qb7b9jj3DaxtZG2jIPnSRvjv2AYrnPUZqmu/zPM+6iM8iLjDJH8xBIz1OVz/vH1pkBknVfL/dssYijKkjy1kGd3+8fz6fjk43J7P+v6/ruaZP2QNtYMscYiVicq7+ZuY57/Jj/OalULbXW1GbMcsscWTw7LkE4/T0xiqME0c8nlx7Qk37tTjhEEWwsR0yQAf1qe1uY5beFlVlW4jQpk/LscFWbPGM4J7ck+mBhKOmv9f1/mVqt/6/r/IsQTssTRq26NI5EhVuQ7uDye2MMMfQd6vRXrSXrRxr+8e6WBcn5SWjHmNj2ZQeP/1Zto6yTQhcRrM6W6rjhFCHcRn/AGgB+BP0LK7KLjbIC3RT97B+Ut69z9ePWsZU+v8AX9f8EzjLRJf1/X+Who+e/wBjjVWI8yKOFBnkmRQjv9CVUf8A1hmk3NM0fkjcreVDEWYrwyfMffDrjjp+FVFulRvusfLSGONF5xh9+fpkkfz71KJNh3RvnyWZoT3YpMCzD6qzDPTPrU+zC/Rv+l/X5Bb3oMMTJHkFTtSQ8lSTnI/A8eo7ZNRx3WH/AHf/AEzhQHnGPnY/iR+ooWNB8ysdscTQwHGOFkBJx34cj6fWmebhmZdrfvikTN0Yqcn8CCv+earlXT+v6/zOeUr6vv8A1/wOmxO12I7QTKq7BLJHHluwkV+T1H8S556/nHfoZTPHCh8uZZI4hkg7I5Ff+RJ+hquJhFbMsXLWqtEpP8W4hMn88n6H608yeZNcBW2hBHGmONrNCQ7fmPpn6VSjrcze/wDX9d9PQbey4LSQhC08sixkE/dQqeOvVQPzJ+sjXOT0D+cSqH+6pxg/pnHv+cOY55Mwf88TEoPRJHibOR9cj8BSXT+RGf8AlmI4YkTDHcrNHkY/In/9RquXp/X9bGeqvf8Ar+tTQsJlF+m3cxe6hj3D+7GjKfpn5wPcj05mtmWW18vbtjeWKILn7yhthPTpyAfZayhcrbzht+EtmbqM/NgsP5qf88WorlbFNzY22cAkIDfx+a5AP1U5+tYyp/1/XyKp07Xv6f1+JPDK122WCk3T28ZG3PILqc+56Y9vydLI90ySr/y8TPIPQxhCOePf2qG3xBeRtkbrUxlmA/i89ufr84PvmmxH7II/l3NbWrtsz1PmSAc+p+XkepqXHqv60/4YpWat5/1+pYF4Z7ViqKyuQ3I64UAZ9R8pqxeSeZNIoLbjcyx+obGwnJ78foMVRtEa0mtInYMiqu9h0bHOfxxn/wDVTtMkCQWaswbaJ5WIxn/Vfl0H5gVMopbf1/ViY6ySf9bf5mhcTCeK5b95+9nlAG7kY2nt6cj8M8dKdqlywu5uOPtshxt9Ap/nk8+g+hpyTZiVvvbklkJx1zHk/mBj8TT52WW6j+Zj50s8oIzuHyR/rnP+TznyWeppdNW/rp/mPZFVo1DdfMPXvv559gAKksrrfJC3X/TolJB5I8z39xj8KpPIu6Lyz96KQphs9WXHI69QPqDS2bh5bXG4KdRQMD1IMrHOMdOSfzocNP68yra6eX6f5l6wffNbj/p9B6dtzjj/AOt60yO5za+YFB/0m3ZVY9Q27r6dvypltP50kP8ACzX3BH8OZW5I+h/z2rtOqWh5Mf7+1IUc/wAMnGf+Ak574x3o5f0/M55aP+uxMtyYZZPn4W6cLxjPyH/D2701n8pdvy/u2Xd2GN6g/pj888c4ry3Ihe4wc5uV2jB5VkO459e/TkntUd9cbY7xQu5mtgwXucMo/n/MemKr2f8AX3f5ky0jfs/8/wDI0riR44W7tFOzMAOM8D8+T+H1NSXh+z2l7tB/dTM2fT51AH4sBx/hxXuZzFNd7mI8uWNs56Aug/PKt+gpZyHinUnazK0o9sTg459Pmz7EfSo5b2JlFqTS8/1/yJ7q58oagFIVYbnucbMsoH6LjP8AOqtzPh53Y/6uZ5ASffPH4HFQ3sivJcfeb7QkL+xIkP4ccflUccizXyjP/HzGUdyvBAXd/U/jVxp6f15f8EUJX0fW/wCtv0LDw/ZRKP4Y5oZjsPoS+Bx32Hn/AGuKakjLLvjC4E6XC8ZJ/cl8cc8/Kf8A61Vo32xWrKu3fYvFlufuRKAfzI+pyPognP2i1VflXzJISSD/AAwiLrnj731yO/a4w7/1/Vjojbp2/p/iiSK58mwm2bjtEFwAG+8FjDZ+u7HJP5DrG915M05VvlSSGdSB94LGN3/j3HbOKzpdRPlxlm2xnz7ZlAByeFU/oB/wH8nx3CorzSEERyAN8vAB2k/lxz7V0ezt/X9dvxIqySfy/r8/wLls32o7Ix8zQGSLAwDyo47/AOHPPWr0EwvWjjhZNtzFHNHnjc3mgYI/2gCPwz9M2B/JulCN+8gkjRD/AAlW+bP0xt79fwqSK7MFqJoJNs0cMVwgPTakZlJHfHzYyOnHtUShoKUl8S9f6/H8Dcs71biJUByL1pAFY/KhafJ57Hg4PuPrTzqBuLMMzbftahnH92TeWI/HBP5D3rM+0C1g2RMPkkS5jwMZjSLJX/x8DH1PcVJBcKyqq4RZlPltjnzAAAvp/wDqPqa5JU+39f1+hcarSs/6/r9TWN5HPKdzL5bSeW7fxBuSCPqQenv7VaUfO25cM0MtvIoI5dWUBsemWX6ZrLgdLq4UiP8Ad3TQ5J/5ZPu2jj3CnOev4nM1heec0TMyxrMPInZv4GYtJz9VVc//AK6wlT7GntlzJP8Ar+v1NSa5YLJJtBO1vMXt0RFP/fTn9famm9aPdH1ZHntnfsQAEVh9PmrKm1JzFC8qOf3IjuEUkljvZgenJHyj356VPZGRZBuVppI2BdUPDh2ADfUnafxNZ+zstf6/r/I6YO8v6/r+mW7u4YLPJ90R4L+gUDacD2GB+nSrNvL9nkL7ctDcK7IB1QoXP6ZH1qhtWW3lG7e0csqREHiSMuFAHboGx+FJd6k10reWxUzbpYcHnBbyyh9TtB98Y9KOS6K5rO6/r+v63NKK4W3Ee8b/ACRG2A33kRTIw/Ht7g+2Yo7xt8Kxs2VETK4GM43Er+bD8R7VQnuhOzbZNsbbirHou88A+pxn8vpTrd9pkkX7sazOx/iV1YYI9ixx0zyKPZ9R819i5aGSRYE2mPzBwd3OWYEDp0ye3PNPhl8/yh3uHRRg/dYyPnPsVDHI/wAKrSD7JIzFd3l/K3IHMQVA31DOfXjHpVW5uvJZWLAtG0iMM8SIECqy/wC0Du/76p8jeiKk+i/r+v62NIzrc7mkbaswQOPu+WZHdjx6FAAe+CDUL3f2ltx3CSTlx3VnkBOPbgD/AOtxVSWeQts+XbGwLf7QQBcZ6ZGVGPZvXh4kCsZGbBjYHcx7qgZt3/A3QY45FXGHU0Uuj/r+v66Eksm8BnZcsGcxjq43KSQfq3T29uVcMG8tPvPuEfONxYhEx79/bcfSqonjtBEDuXycRrnnymiQ5PptLE8HnAqIXxkaNvlWRVRiGP3SifMRxn7xOfTbWkYdSZSS/r+v6+ZYv7j5JFi+bcJGiz/Fyka5+qq//fdVNSvdnnMrNt3Pyc8Ajyx+QOOPWkLY27jt8tgwUYGEKlmHp0IBzVae48hEOc8BeDgSfKZWDe/zIPwPoa6IR1J6BfgxfaFxtWNXTB/h2gYGP95gPy9aozOYv3i7mKx+YASOCgEeQfd2/wDHO9Sz3nkQ8LlURMMRyWG5jn0y20H2X86LybpB5m3avl4P+ydznnjIGBxXdSj3Ji1YhnvRatGqszLE5VSvUBFVQw/4Ec/jWW140oUAfLH8oIPTy0H4jlu/uPSrTKohXzPvMAHA9f8AWs2P93jHr+lVLtFcblQE7HfHIbLeZJj3+VRXpU46Cdr6hLM1vKrtnyl2uDnqUUFwf+BMv1zxTVdLaQLJg+X8j556KXP4FmA/Sq5laWVY1584xoxIzjzDvwfy/EY/GK3Zb2BndmHnJtc5+YbiZCc/7i/+PD6V0Rp6aji9TStrnyol3N91ULdzujBdh/30f0x3qe2kZHjaRTtiCsdxzuGDI/5s6/j+FU0uPMEjfxMwYqD2YlmA+iL/AOPVNBd+dMmV4kGxto5G8h8D6AAY9KmUbnVTaNG2HlLErkbVwkpJ3AgZlf69VX/IptvqCqhkbd9wSk45JC+cwz7hQPyqusjXiRpj/XYJ2/3nbOR/2z7ewqh4n1saT4S1nUOvk2E9yDjgBlLE+2I16/7Vc9a0YuTOyhK8kjF+C7sfhbosp+9eRtdMSerOxY/zrrI7jC9+uSa5v4ew/wBmeA9Dt/M5gsYlPqCVGc/ia20lOO5+vb/P+Pev43xtTnxE592/zP2jDxtTivJF9JcQyMflXjH1/wA/pTUkJbGBnv65qos3yfXt6U9JWkXpjnHrXHJnQXUcBW7D16V6L+ybY/2t+1J4FjZci3urq9JHRfKsbhwf++gvNeaxydP73Xg5xXs37AGnjUf2lJLknauleHL253FejPLbwjjtxI/4ZrlxM7U2zow8bzSPst9ztw3zN70pcgj88Hp+VRLJlNudpU5XH5cnvStKzqvqOuPpXzp9APV/k/2W6EDr2pH+YdWKjng4waj3eYMLwvfnmlbEeFZl2jA6f54poBRhABk4zwM9TSyNI43bMgdW/wDretNJxIGPzZPpSSFo14PzA5z0FIB0pJHDd9tQvmL5QuA3GcYxSvI0hxuQc43KOn4VHI3lqdzMfwzQA7b7D8//AK9FJn/ak/OipHqcsjkgN93HGeozUsJ3D+IZOeTzmoYpOd23Zxg4PUe/vTujfKVkX+X+FaRkcxN5W5mw349M05dpUcZDYyc49h71GyLLwzMv4g8U5Zd/zbsuB8wJ5Iz6Y+laXAmALJ820cdscdKerMYz935hg5OM/SoAVlX5yvXnLcAehP5U4eXu+824jKjvn2qgJkT5h8p3du3+fxpw+Y/eLe2OP/10xXY9ucdPb1H6UobcrbR82c49armAkd98W7K+uQeh/wA/pSfLxkumenHA96jTLyht3X72fpzkUpmaPAP3ugUHr/nNFwHMjeSyr3GeR/I00t5a/u2+bpjbnBo3+YFfbtxxnPX2prbs9vRs9B7UXAGJUN39e34/0pj7csHy3fgdKR2y3Hyt6jkYpp3bdudq/ewO1F2B85f8FJ7DPhPwJqS/Mtpf39oTj7hmigYAH38g8cV8kXk+ZPunjsDxX2p/wUMsDdfs9abP91rHxNbuxA5UPbXSf+hbK+Jr18nONvUYx9P/ANVfRZbK9G3meHjY2qXK0nzHacfjwfSptMk2XOPm2yKVBqm7rjDZ9vU/1qSwmVbpW+XoSD17V6MdzkiaVyD6cdc4/nVSRvLlVlyWyOpzn68U+SQ5Ycso6k8YqvISj8qx+vf/AD7V20dGOWx5r8JQtn4n8X2si+W0Wr+a2RyFLOrEcehA4/vV3UDtBGrM3yqqyPuySFjcrk/7R2tx2BHXIz594Kh+x/GXxtCxXdHIHVB1Ik4OOnOWBBPcjGM13FjJHIzKxXbuSI8ZCBt6sf8AaO5D/wB81/VnB1X2mU0ZeX6s/HeIKfLi5Fl5msreUZ2tCN+WXJD7/wCeOMH19qvw3HzSc7Co+Qsd2wRbSrN743Ad+RWdbzqriRz5ZwJ5Cc7UJ3REk+uRnjnLeoFW7SGXdGv3WVAqow4RuFcv9GzxjoB3r6iSPDS0/r+v6+7Tt5FMn7s+WBDK8W7IVTlZF3HrnaVx3yv0qwYNkskUW0LuKqfU/KQ56cHoFH0+mVZS4EMmd0eRw2P3ixllZif++eOvr0qxbXrQwrJ8zNEN/IPzsNvzn0AySPTHT05akXcOVWNCOfzFyvXmRQe4YZUt9NjED1z6gVNHeb1KZLfu8AMcGVmA3EnsAVH5HrVZLiNGkVh5ixttA+60hRs4+gXPt/WTYSGYKZB8xYgkeYUJ4HXjkA+v55xlEIr+v6/r9dGKRZGdlHmNLJtBYcSPsxuJ7qCAfz75qV1819ysrhgVUEf6xmAXp7E7frWXOZLMMqt++jiIZkA5IYfIo7Y4/MDvVgTJ9paPaQqZU458lFO4KOODkEk+lc/JbUHt/X9f16l0BndSDu8ySNF/6aMOOfbjn/6/E1jfBZEkuFV1ZvMmUHIfqAv5MP8AvkdqqQXDMNzKEmWOUquf9WNynr6sSQPx6Zp88PlmZYcxSH90gOP3KACQsfod3Pc49eM5Rvox7L+v6/r1Lwu8pMbna25YFuDn7xzhlHoME/y9KRjJFcx+Y3zRlZ5yD82VYr5fp6dM84PbimUZbt5FVlEckhiGM7QDgMf++yc+2fSnwXm+KFN25vLdUBbHmu4ByOuBkZ6cFRWXJbb+v6/rYy31f9f1/W5eG5LcLMqx/wCjgynrszJgKffOP16VKryK0vmEKsxTc2eIkRidvsTyT6Z9qjjl+0MuJN6M3lswOGeURhhgd8EHp/dH4tlj8tGYblZC8sm49XeNCi+h+bIx/s1i1f8Ar+v6sXK9rv8Ar+v8/IvmVpGZfLUy3CynYoO1I1KyJge+0j/gdTztGbeaSP8AeRykpGAOViVxNv8AUdGx7BPWsv7RJCLiMrukQKsoHIJI3BQfU55+h9KtWUyXEu1t4hnfe2f+WMQRgE+nC59c1lKIuZLb+v6/rYsXELx3TMjbAvnLGw6IiYbJ4/iyBzz19M0NcNBFMwxtjtZIYQPTJJP4kDB5/XlLdWvpdhdvNurdYlBHCq+9Dkf7y8ke/rmmRF9QmhZVO67kSCNdwC7fLPzD/gQPPvWfL36f1/XzMfh1/r+v+AWLhy88a5j3bjZoCc+YShUt/u7sfjUUEgKMwZZPLBVRg5eSSPH8/wCtRCYCS2dcKsW0IQuMnoOO4z+uKdFcrp9oiqmFtEj2bG5d9xwM+2R17H8jl0IaS/r+v6Q2VsySxx9IRGgx/GWQsGJ/Ejpx+tQzylLn5toWP97v/vHjHHp978Djtxaa2jjvIFkZVjhmQs4bhiJHT8gAB7c+oIzWWSZYY5o2GYRNOGB+TJK849hjvznpxjSK1uZy5rr+v66L5F/TmIMO755I4knmIHJPnMOfQ4/XP4N0/wAsPYwzbdoMdzMcZcbS6Hp6ZyB7mqF00kixquVkkUAd22jB9v4ioqz9q+0tcXK7ds0s0KBuoVXyQPc4PJ7jFDiRJpy/ry/4F/Ulg3SR2asylrgiWX3OSM/+g49vyDoZftloxZNzXAiDK3Qr8jYP1/k1R6lc4trof8tIlkhTblcnz+SPojdPcfjHMostQleMKI7QpEwzyScjp69PwHvS5br+u/8Awwo2ty+ev9eWpdklcpcSbvnnlYjORuYeW+T9M/Tp7VbupPMiuQirtKPbqcdxKGJx6ZY/lWbZyNhFxgJbu4B7MQoH45Ufj9asCfzLaMBTiSJ7oZ7fKmAT2GAT07DvWcom0Y6c1/6/pkt47JPcDooZolJ6HDMGx9B+ZGaQXf2aORtozEjYGMgFlcDPsWJH/wCuoTy0PmfNHJfSTbeP7qtjr0DMfwGOKhZpFs2ZTua4lKjI+6PMKA8VPL0f9f1qZXu7rov6/Q1Ln91FIkZVo4rcrz8uR5QXB9cknn0/IWrtv+Jn/FtkMmGB6YhDZ+vOffPtWXBOJprpeQsIhjjBB5yCGH/joPA/+vZJYTtt8w7UXGOeWgRR+hP0465rKUenl/kUn9r0/P8A4AyBvNis/ulvsrZ46fMhH9fz/KSzlaS4sz821b4fgA7AH8cAfSqZu2KQ/Ku5rFZAM5x0IB/EH8ven211vvdPIwzPOJFO7gd8/wDj2R9Kbh+v6mnV/L84lu1JaPT9r/M92N4Izn945A9vujnvn3qC6l22Uq/eTzbfay/w5WTJ/mAOwx+JYOwtrP5f+XqPdkfdzNJ2/wB7GPZhnrUN/uTSpm2soV7cDHOV8t8fo2PzpRj733fmctTRP0/Qlvp2Mt8ok2v55C7/AJefJHOfTO7/ACaJ5HaW5UMFH2Nzu288uqN37ZX6Z/Gqd5Kq3mosV3KPmxnl/wB2M59ug/xqaMyXF422NSZrOVI8cMrCYdM9zjPPoelUo6L0/wAh1ldyX979X/maM0/2u5XHzedF5mA3VjMn+GOaginWSKyX5Ss0bqzj+ImWUn8eR+X1otpN82ksN2GwME9f374H4gj/AL5GPbON3iCzm8v5be8KIC3QYc4P4AH3I/JRh0X9bmEprn5n3/yZOt8sNtHOzIuIlR8nk4bfj8iQc+lPEzQt5krKPst48RXIyy7YxyfQ/MPY+nWsi9jZNFvFZjiDL5/ujYpz/wCh8ew/HSu7Vpr/AFC1RA32jay8dSzIvB+gJ79PrWriv6+X+ZMW01bo/wCvyJr5NkFxACvnQtMMdxmSMbvocL+ZHaqt3e4ml2ncPMN2D/vSAY49gfzobUVv9RjKq3l3FvJnjr+9bHf2XrWRBeLFHYzTbmke1SN892y3X885/wDr1pTpv+v68jSVayTX9f0mWWVb24ZXYg3ZWRADyW+Zj+mT1xyB2p8N1tRpQozJbMTt4XzEG3H/AH0xH1+lUoVa3sF2gj7DcrGoJ6qUVF/V8H3z26TTn93eQLjzGlaaHPT55UGMj3X69fY1ty9P6/rYynJOze/9f8H8C1LeNbuu0qR89tJ7HykRCfpnPsfqamluB5axyMNlubq3cei/c59hgf8A1qzbycTXVwsZ2/akjuF4xjEi9P8AgKj8M+1LFdrOFmkyFdSrgHncVO4H8SOvrU+z0v8A1/W44zSVm+n9fo/mayXOMrujzCfPUA8GLeAc/wDAYz9MZ9Kvx6p9nGV+8sv2mNCOm2EMV9jls49RWPAXgg8t93mQJNaMMYOzEaAn1+Z2HsTWhdz+VNMkY3bZ/Pi7bo2dIuPwU+2MVzVKfQFJyV+tvy/r8DQguFS1MMbZjeMyR/7MkUQXae33mBH4+lJc3gV5JFI2yOm49PLYBYtzenVz+NZizbLmSNVZY7qRimR90s7f0P8AOpEkjls5JpPM8q8tZI5hn7sgK45/7aY5645xWDp2f9f1/wAMdEZc0Vft/X9dmbi7oblXmbCQyGKX5h86MASce3PXsPenWU0tlBD8x+1WaRygDGJY13yc9uCAMfSqOq3fkXt6+7zGgZjKpBwys8aA4/76/IVBJKfMWFescspi4wZo3O1VPP8AdB//AF5rH2d0dHPaX9f1/wAH1L8119jto0jk/wBX5Tws3O9QjOFHp8zjn/Z9zTrRPNkhhaTy47i4C9OYiS5A+mQR9f0zmYXG0/u1WRWdDjhHXblfqSVX/gJ+lWZp1iWZtu5WdlmQ8ASLHs3e2WZ8/lVOH3hzWbtt/X9enoWjJiMGYLGrLHFOSf8AVH72f93aME8H5u1SQan5NxukG1t0bTLnmVGLyk/+Ox4HsPWs+7v2aaSNf3jxyNCwI/1w+WNWx3OMZ9CPSqaySSQN5e7MkTSwMW+Vig+62echQox6UKldamnM01b+v6/4HU2LC4knESthtyEcgkP8xYge/X6mpIUW4tYlWT5ptu12HzA+ZtJJ7cDOPT61Rd1tWeRC2xdzc8eRIEKHj+7vIPfoaLi7FrK7YDeTI6FezBVCIwHfGQfqfbgULu6NHJl6S5jTltkcUrB5FHWLzDknnqNi9+hz9ajluXu3XdndIjLKAcLIWk3n9APwIrLd5Lq35kUsu5Cx/i2x7cMQfw/KpJpjbrJL/qmVi6jHMTLEMgj/AH2x6fLgdaqNI0jNtf1/X9di5Pumi3btzypiNgPvEtgf8C4PPoBSyyR5+Vtvnl/LZhlozK4GD9FUjA9SKpz3S28zsqbTHM8Tgcg7V2ow9Bu3EgfXtUHn8Lu2/KmCc8ERx7jn0x6+/rWkaehLlrf+v6/rctX12ty5XbtWTcVVRyhaQFSOP7qAc9c1Wu2a5gMi7WaZiWUE/MzMFyp9eT06AH05ZHcG0tEk/hiKyIGHMWxB8r9sb2Az6Ke1Qz3P2JFVOPs77RnO4eXGcFee7MfqK3hDsClZE05TDkMrK8rbfQ7t6r9BtV/ocVnXl3viK7toKtgnnbkqAM+mxPyb3NMlmaVQojUnbtDE8SeXGFGPTBOPxqpqLFC8i/KyIGU+jCP7rD0LN/Tjiu2nTVyYt/1/X9fiRXNw13I6xrtkmBl2n1eQLxjp1P09uaqIPOiBDeYzhtp/v7zsU/irA/j6A0+6vf7Pm3KQGtydoLdNv3WHqpZifwIrPW7YjaVbakbR8fd3RLlc8cNlsY4yMdK9CnHTQnmV9f6/r+uxYv7gSqzI2fM81U46Eny1/wDHVGPr7VDLetO8nl7vm3SKB05by+O2MDoeKbdp5Ct5iqxhG8rn+6uMN6/OT/kVCtz9jkk2r5nknJXswCEjHr87fzFdUYaFwleRpSqrO22Rm3MfLOOH3ny1H1Cgn8KuQPlztZv3iEJ69fLTn/d3HJ6isliYZZG7QEqT13CNfl/Eu/6mrUe22XzG2iSEDGOm5FI49t5P4j3qZRNoSsy6t20sW6P5Sqkx7TkjOIlH5A/pWB8V7pbX4W+JGVlWO4s5Ygw/iEpESAH3G7p2ArWSX7GWCgny1YqOoOwBR/4+2Sfbiua+MQz8O5LaNv8Aj41awtkGPvBLmEDH1G/8zXk5xL2eBrT7Rk/uTPUwMXOvCPmvzOlsT5VpDHtC7YkUZycYUD8atJKV9m/+tVaVh57jb904x9Pwp6MCv/6+T61/GdSV5Nn7bTVlYsGUlV67snJzn0p8be/+OarPKrLjoVHJHf8AzzUiNg/d/GsWaFuKRgqj5mJ46dMf/W/yK+i/+Cbdmbjxp4/1A4b7DplhaDjkefNOxx/4DjP4V83JIpONvb0r6t/4Jt6f5fw68capj/j61y3sQ/r5Fqsn87oj864Mc2qZ1YOP71H0a0uTuZh83XPakOMeu8+mc/5/z3qMklht/iGP8/57U9W4+ZeO/wD9evEPcAo3bsenb+VSLPvXaWz1xn+f0pm5osEbW/vDuPf6/wCNNbcqlcqFz82O3/16AHbzHtb768joB/L600S7hjsOBnGe34UiyHBAUMSecD9aaZgG+TDDvntQArT/AC7tvfJAXj/P+FRtIVVeje9BZlH7snnkjGQPT/8AVTHbcCw+Xn/Oalj1HbJf+eZ/z+NFPw39+b8qKm4jlLdMPxtUnuB19aej7IVUKvXr3qE5C9OO+PSpoiAu7DMzHv2qosxJBJtzwBu9T2p5k3t95g2PWmQszR+m3g/L970p0LMEX5fm5wM5GPYitUSPRFU7cL8vJ5pYZSsbf8sx/dJzjFRxghujM2SVYdc+lPjuWLLx8w4HTirTGOO5GXbtcZ+9nGB/jjtTwFCnLHb2XsMUw5ZOpAzk+1IA7fMTu7E7uRTESM2N33WVuxHB/wA/4Uok2YXGNx4Y9QfamRvsYDaOepLdKPlUKzMynkrgZJpgOIZDuxuz0H5/5/CmiRnOGCqAO1KwUhv7w+Ygtj/P/wBemOwIPH/AfX/PNAAxKjOz5en0/wA5pkr8Yj2opOP736daWQbTuPzKeVbP9KjLKEwu3/aHc5oA8t/be0tr/wDZO8WNnzGsptPuQAORi+gQn8FY9+35/Bt/MzKzbiS3Qnv/AJ9K/RD9pLS/7Y/Zv+IEC5kdNBuLvHPJgAnH6xivzwupN1um0bt3I4zk+vtXv5XL3GvM8fHR95GcWBb5e3saLM4vVZfmbcBn/IpryZx/exk57+9Mhz5gPAVWB57Y9/rXrq5wo0d/lu3+zkHb2/zxUMr5deOnvTrifnj+Ik7qqNMd2F+Xngk+vauqmVI80tWksv2ktbhj+X7XYrMpA5BSNGGO2NyL1/lXapcKsbFQoWNWdWGSELfvFx6sCDz7474rjvEU0elftKWUm393eaMCO/ILg4/75BI6da66J/s5Mi7dsKF8KcFvK3qeTxyGzk/0r+oPDupz5RDydvwR+S8VRSxepfnQSGSMMseGYBm6KoAfJ9zjBGehNLBcFSm7K8SzbW/gDAEF/Q/KPXr04qoN1vujbDSWqlGyPlzuxkg9eDgjrgA1bgdZ49q+wCsPmby+QzHPfMef901924nzEdtDQiu0nPltuO5tu0nr5iAEn0AYE+vA98z7o7q3kLYKySKGyDmQlSCOf4Q2MfjWdGkf2ZX++rM7kfxTENuBPouCT/nFTSI1nBNwzsj+RuGPvA7iq/XcfwrGUbidrX/r+v69dCI7QXYb2ZCMqT8xkHCL368Z9/zniu9kjfOudqw46hf3e4ge5BH4qeappqLOZ496RojsOBhU2nAwP7xJH03e1S3F/Da2vnyusKJHLKodtghQhf3rk8cjIBPPIrnlHUqna/8AX9f192naXouCjMzBmBPXlEK7Mn8Sh/CpYt1yIyvyswCop4yTlC7e2Tg57Ee9avxB+DHib4a+FLbWde0e80nSdQuBaWt1dReVFcSupmjCk9BtXd16Iw7GsKK5aSOTBJUzsZGxglfvhfbgc+mD6VxU6lOrDnpSUlto7o1nTnD3ZK39f1/VixAVURMGdo5pEIZepxk7u/Hyr+f5utbxl429ZRLKCch2CsuwD2IA9OBUcNxstFLskbRAyvxlUXduVR0+8cDnHGR6GpbiAyNKqfKjErCMY2qm1yx9x8xz6j3zRLzIlt/X9f16lw3KyIzfcZo4fPOc+WpyNg+vyrz/AHT9Aot0kmjdlAkmCBv7sMfC/XPyoPxqjEn2a74I8qZSyqR/x8Mp8zd6gbtuP94e9dB4A8Ba38UZdRtPD9lJqd1pemXGrXkcTqskcZIJfaeoDBhxkk8DJ4rnrShSi5zkkl1eiX9MIQnP3Yq77f1/XXsZltN5dtayIreYsfmIjfwhmI3fr9Sf1tw3qxNuj/eRwyKi5GPPYOcEjnOc5x6kenObJqFvqOl/2grr9juIjI8gXKi3wJVA99rAHHcD6Vv+P/AWtfDTXobbWrCTTdQu7D+07SFsMwtHz5LEjI67uM8FT3rOUocyhJ6u9l3tv919f+CRKM3733/1/XboyJIks7ZcszR2spmfHWTYdhC+wDYz7fhUMTfYPMDMwaOBWlbng7iuPoQV6f7XrUImENjJHjcsMLoiZ+/I525H0PQe59quPyLpZHaRVLtM5PLMyiTHHuG+lZ6dQ0TWn9f1+vcdBIReNsBWe4ZE5XpGp42jt2/HnpirkWor5sU0PbzFhy3dZwc464Clm+gPWs97Tzp5uWEkhmllO4ZjUlW4PuW6e3tUcd5Mlo7bVVlVo4FJKgZ3D8MqBz6Gs5QT2/r+vyMttP6/r9X5FxkSzt22hmFoiwJz8spWflvTO0k8en5QtGsc7xuxkjtpiJVUbQZBuA49OQcHpjHtVi7MbCfbsZYZGiRVAXcxjBLfiUGB6OahmzHPIpZmaES3czZyZCYlfqPVs4575pITp3dv6v8A1+CGx3ObeQSSJiZJLmX/AGUO3b/6CT9TT7qeR2mJ3H7auCo6FQ8cm38uM+/vzUnnVUmVmP8ApER3A/8ALMcHj0HI/SpHdWaTCn7y20HdjmJl4+rY/IjvV8vX+v6/yOaV72f9f0vzI2k826MituVZ3SLB/hVgSfxUj8qjtb2FXRt3/HrHIpVv4Sd4DfUgtj8TzUkiM5iEm/8A0GB3/uly8RAP5q4A9vTre0DwDqXinwx4g1S3Nv5Pg+3tL7UjJIEYpPLIkYQH72drE9lGPUAk6kIR5puyul97sl820vVhKnOUrwWqTf8Am/l+SKzudkiyMqqpM0hxyhaHJ9+CvT27d5Z1ZbjcN2Ly5lnbPO35VcDPvk/l71QWUXNtIyZC311FHGS3DDGzp1I4/Ee1X1kjZ7kKxwymJXI4LGE8j8UH5H0olo/6/r/hiaNrNf1/Vl+JGx2xSfOfnjZAPQ5wPx4wfpVq0uyjsCD+7hS3XHyqzGHYcemCoqhJAxEYH3o4BKGB4JbY38yfzFS2Gy5mt4/9YLu9i3FWDb1DBTt7cj37iplFW/r+tka1Hy3fZf1+LLzqhnt2zua3jdyOhbMGcfqCcdM1Thla6tbBZAGLM8jMxwxJ+ZfwyT+f4U63vjPbSyozNuUMCDjJMTR8A+u3j3NOtbSbUtRW2toZJrh4o4YI40Z5JXdVIAAyWYkgAAZJHeoastf63/zMrc0rR62/P/gEtkGd5Gzu868twMnnHmMPpjoOfcfW0b1hPJIvPlrEFC9ADG3X1+635j3z6H4R/ZJ8Qa34Y03UrjVfDWgtcSLeXOn6vqSWN9YFmYiKaKTDJJtIOxsce9ee6vo194c1D+z9WtbqxvkcGWG5j8tmQiUpKAeqMBuRhwQAc9a4KOPwuInKFGak47pPbp+h01sDiKEFOrBxTWja02v+bK8rLGMbvkj0+LOB90dz+A549TRaTbprHG9ma5Q5J69ucn1bNJPCpWdd3yraQRgn7uSAf/Zug9KhtpQL61U5DLOPmz0+Zcdf5+v1rsSTX9djG+sn/W6/yLVlJtsrNsbjJdBskdT5r4/8eApl47LYX2w/vFW2UMB8pChyv449fb6VHpHNnp+T8rXIckE9TI+PyYjP1AqPUBs0vUm3KskcMBfceP8AVyEc9OoHPsanl975/qYVOvp/7aOugW1DUo+d0ibsN0+5jj8QKsaN+81HT3b5EaKVSepbMuckenyk8f3qrSEy61IcrJ5gaNV/vE4P8+Mf/Xo090hGlrnpIYwNwGcytnH48D8T603H3beX6MuS9+T87/8AkyJbO8MWn2DHcPKkh3ENkAEu2B7/ACn6j1qpqystteKh2+Xc+avGcZhz+m79Kbcfu7Cbd832aKLOPvNhHYfgSV/P8ld4zrDRsytJOckbsjhY1OPb5ga0jGzv/XQ5rOSafdfr/kiYWvnX8kf8N1bsnXILblI9vUZ9PxxNbkqbaQ/LudInLc8+ZMePwH5V0fwE+Fcnxn8bW+kjWtL0SaOGQxTahLsjuZVuAkcKf3nbIIA7A98VlfFbwlN8L/E/irw3cXSXFx4WvBbmVVwsgSNpFOO2dy8+pHpXNHFUpV/qil76SbXle1zqqYOpGm8VZ8rej89HYwZL5rCxWNQc2j4wPvMrI7gHntuH1x+VC4ja7jltz8ym2Z4sY7bQR/491HqOlPuz52p3ilv+PghkBXBJEaDI+n9aLec40+4ZhugmaCRT/ENzZH5KDXpQjZX/AK7nnVIp80Xsn/wP8n8i0WjuXWQuyx6isCnnJjbzW49AQE6j256VTXVlNraXBO0W8vlMDzwWZwT+v5gVVuJTHYyru8tbNVuF3c7sRyN/6Ey9en84bx1nuLlVYPDqEiOF9WA2j9e31+tbRpdP6/qxlUqO/Mt1/X5/mWIAypcW4kIkjTMfJJ2qEK5/7+Hjpj9dCHbdTSqrD7PeRRvEP7jGVV69vuH9Pesm1meGKG4ZSZI5jFJzzsLHGR6BVwPYVeQfZoJIVdhJCqvF/thQZePxYA854/JSiVK2y23X9el16ryNS21ZYrmznlYyLeSLFKW5IDNJKSfwUZ+lQ2zSJaWK+YGmt7Zo2GT9wfPyP94j8qzo7xZZ8ASGG6VCRnlSkcaAAenf39ulXdM3YimdsS28rJMDxuQ7mHHuqjkccDtmsJU7K/8AXX/hvuLjKz5V/S0/4DXzNG1i8xGgU7RM0MtuGwMfMFZfY53Dr2q217HcSJJJJ/o8twIplI+47SNITge0ak49qyvteyz8lWkVordbiHg8ssUrEZ6dZF/H3p9xqKia4dzshumQyY4aNzGqA8euXOfU+/HPKnd/1/X/AATWPNqui/r+vJlw3klwnmS/NMluEuFA5kAzJn6hmH/fPcYq1CgmmjVZAjSJDNBJnO7cdrLx7GT8SKpDzLS5lKKrXFi2ZFA/1iCNjj8lXoCctSrO8VkI42LKyMbZi33JUjDbT9XYj2YGsnHTT+v6/L0Nua0vx/r+t7dy1/aEc8tusqiO2vCY5Wzt8pnlLfhmNSQe+T6mop9Vku4mztWXBM0a5+fDmTcPcZ6DuvvVC6vGu2y3DOI3nhU8fdeNSOOOA3HYkdutu0LW53K3FvtubZ8n9+vllgCep4VPr9erdO39f1/Wo4yd3b+v6/zRZQSfPIjbmmZHt27Bt5Qp9NxfHtn0qUXFvhizqlu0yjH/AD7Fn8zIHf5Bn/gQFUHdbazkh+7DIXRcf8sHjjP448yTPHfP1qGOR7hrncpY4JKjrcJGvb6r09qPZ3NYyV0v6/r9PNF838k0rBxum8pw8f3vMGfMDH1IPHrkYpU2yGH94wZgssDnjB34Kt7YIH/Ae9QiQW1urSNv2MDDKDgxuI92zp1DtjP04prT/ZpRjarw5iljHZghQSLjqSdx/P8AA5e39f1/wDRyben9f1/we6LZuYRjapWFplZ4++GJYtj6KoP/ANeoGvZb141Zh57jEndZvnDnOfvE+g7gVVh3QTQ8tGqoZY8HAZERQAx9gf1Hell2wpJ+7zGuFaPHzROi+TkY7byRx/d9ME6ezVzSMnbX+v6/rQtrK1zGokZlilMQLE/NGxlJIbp94Ajj2PShruMiYuG2M6mWIL2cliV9OFA7dB7VRvr8pIqbozKrsisPlWVdgVfpkbj0zkn0FNcs3neYMqvmIrAfNEVGAMflyfQVUadyefX+v6/rtqWnu/tU3mHa6zIg35++Cx6g+xU+wU+lVnxJaI0jbRtVJCM7ocuzZ+g2Dj0PpSXk3kGZQqlnjDbequy4QFexOcn2IzVe8vDJN+7ZtoY7WHJwVSMZGOR1HpzmtoR7Gil/X9f1+Y6W+Vo9xG3cykxceW4Zixx6HaB0561Ql1DzZV5LrvRSf7u5jLz+h57Cpjbq6JGqqzN5ieUTkOOFXafT7+Mf3TVO8uPJVvKYlpAYxL07eUN3bONxz1BJ9K7KMVfQm67/ANf1/S6wJwn7zLyNFHG6/wB3l3JB75C4P1+lV7jUIxN5isPLmKEnGPMyfMYH0IHGf9n6VHcSvdCRU8yPMpdV/iXJEfH0wSR7e1QmBQ8jO0e13K5A+X94QoBGegSNj9MeoFd8IrqClp/X9f18gS4adI3kLK6hS5J5AdS7E/z/AA/N0JEccbSMC+wbwejYIlOD9Ao9OfY1Ve7Miqu3/WqyFScshZlUYPUjYnX0Gajy9+FK4AuwzlgMKpZ8c/8AABj/APWTXSrhB+9f+v6/ryNL7SSn8XzMCSTk/KWlcN65JHOPf1q1bTBSzPnYpUgjnIGXYD6/KPyrP85ZXhX7qyyeZycFRId2R9EGcf4U60u/OeNcq25lUt2Idy5OP91VPHFTKJsnqarSLYbfM+byWVZcHkhcu3/jzqv/AAGuW+JM0jxeEYMgyXHiCCKYL38uKSVz+LHPuCK3ok+0RFpvlV1XzFz0yS7HP+6MfU5+nO+N777X8R/A9mxCrm9vmU93WIAnt0MgA/8A1Z+U4xqeyybET/uv8dD6LIKfPjaUfM60yqH5P8XTHT6/5/8ArSg+bzwAOvPIFU4ZMBjj738+tS+YR944OSCT71/Hh+zRLbn5+6jGPTJpy9P8KrByzsfvc8nHr/n9akRyjc7SoHUn8/8A9VQ2aJF23uN23+93619of8E/dOaz/ZkW727TrGvahdE+oRktgfytwK+J4zj8eR7f5/pX3t+x9Yf2R+yj4Dj2ndcWU19yeSJ7qaYfpIP0rzMwkuSx34GPv/I9KYZG0BtvXkYzSo2QANzN2x9KQNhOFHzdVI4oU5Xr0654zXknritL5a/L8vHBpQxDcyBd3BPfn/8AVTXAx8uOmM5xmhZQRjH3QPoalskDE29gNzZ6ADGaazbF4+XHUEcj1odmlXaeByBnqM5qMjJwSMr3IzSuVEdtX7ys3zc5BqF2Un6g5JPTvUgOVCrx3yKikIU/dx6nH3aRQnmL6yfpRR5dFSBzcbbRwcr6+3+f881IJsYXG04yOf51XidvRgPfrj/P86kIUj5Q3zchcD/PSric5NvJ2uuWHpg4681ICzMrLu9jnmoAGzw+4Z54wDTw+we/0yKtMCUXCgsrM288gY5Ip7swJ+TcPUDp9fSoRJkLtPbqP/r0/OwY+Vsn1+9WhNh6BZuckNgAE9/8/wBKVP3XPzbu5zwf6Ujt5Qx97HTFDu3fGBzk9jQBKOB8v3Seme39Kap5Vtrbv9r+v+FRxqqyYUTbjzvH3AO3vTg+V+Z2IXnBP86rmAVzgfwdcqCvPT1pu4OM5Uux5HAx/jQzc7uflHbvk0SMF4aReTkccsO9HMDG7QrNwc8nA/8Ar1G7HDfNGH/vAGnYB+VV+br15H4UzzPl5XdgYODjH+NFySj4v0mTxT4E8SaV/rP7W0a9s/kUZk823dOn/Aq/L3T7v+0NIt5WXKyRK4HTORX6t+HZI/7etfMR/wDXKGONwYE4P6flX5SppjaJA2nyfLJYM1q6D+FoyUYenBU17WUy1kvQ83MFsyCbAHyn5e/fJqGZysfyluOBj0qSdv7v3dx+n1qtIdzfe9vcV70Tz0jQlkBwfu8Z6etV5hiP5vmU5JHpUi5eJf4QUAIxgA47Cq8r+W3llvlY5/z/AJNdFNged/EdVt/jv4HuJNqrcrLbsfUcj8/n/WusspGlaHc2xHCQMyjJK7WVsfXPU/Xk9eJ/aC3Qa34IuIyd0eptEj5ClS2zv9T9e9dwZPMuJ49p3yN5YUDaSHBZVA/uhuO3Q9K/pTwtqc+WSh2l+n/APy/jKFsTF+RbtNSWZIppNvzMZCxxhM/Kc9snr+IHvT4oHd0Ub3aNEXHTLnMRZz6ZA47DHpVWSCGQ7oiuFfavUrEpUMAOOSSmPXkUstxIFkVldvNBdwOGBYZBJ69TkepGe9fqHKnsfFO9rf1/X9eRdDkOxUsdzLGNrDdIqjBA9sge1aFtd+UscjFYtu2QMBu8sbmQqvrnH6n3rMNwt0XUBg0qqAMcyEjIVfTnp/8AXq8yi4eRl2+WxXBLZRE2huD3PLg/X1xnCcdLMNP6/r+vxLkSeYkcar5flRhdo/5ZLtIZm9TlR+efr65+ybodjdxfE7xI1nHda18NfDH/AAlOjQ3JLWt1JFHcK3nR5BkiGFBXK4IBzyK8WaSRUWRUbafNmAccuAAULd8HJbGOdora8H+LrzwrrNtqmn3tzZX+m3cd5bzId2945POjDL0kUOmSpyp3EEYryM2wdTE4WdGlKzdvzTadtbNKz9ep14GtClVUpK+/y00fy3+X39t8M/2ofFvgfx+PEcl9DrnmpKw03VxNd6Zbl2X/AFFuZAFZEBRCDlUbbkhjXTfCD4S+Efh9+z9o/wARvHFrq2ueHNWvG8M22laTceTd2N4ZGC3DyO6q0eImBGSfnXggGmx/tI6Pp6L4p0HwjNo/xpZvPm8V/bGksPtErFrpvsDMbcCSOSRAu3KlgwIINYPw4+Pkek6JN4b8XaH/AMJf8P7zVb7Xk0ZJfsUi6jLL5wuRcJiRUDSv8gbZhyoGABXy+Iw+JnTbwtB0leKkoyipzjHmuoW0W65ZNxb1TUevrU6lGE17Sop6Plum4xba36vRdnZ2tfppfFbQfCHif4GeMviD8P8ASfEWjaf8NYrGPVtI1mVbifWPPuRCnlOHYqwEb/ePLMvfNej/ABX+HHwr/Z6+IljqWtG+8U6TrPhqxvj4UsJpYtQgnn/5fhOzqHicxyr5YPBzxjaK8x+Mfxn0Lxb4H1jw/wCC/DM/gXQ/FMK/8JNayXzag+qukontirSfNGySb+IyAfMxyORmfGr4i/8AC3vFPh3WGs20240DwpY+GpkaQSrI1m8sq3AbA2qwm+6ehQnPpjh8vx9aUI1ZzhSvPRyXOouMLKUk3rzKTTTbUWldXsdFXGYWFNuEVKfu9Pdb969l2tZWe7v2udh45+FWg2uqfDnXLfUF8OeDfiy9ykL3h81vCtpEnCTOX/eEk7Syk7SSSSAWr1pfhp4NsP2UdHWx+LdrYaXo/wARVuV121sLlY5ZjbKv2HarBnDfJJv5RlGMc5r518ZfFL/hLvhJ4B8ITaa0aeBbi/eK8FzuOpRyF8x+XtBTaXQZ3NuA7Z4cvxPlT9nG++H8lntS68Tr4qa/8zasBW3WHyfLxzuK53bsDGMGscZk+OxFKlGVSS5almrQfuqUkpNtO75GtHv1TlczweZUKE6klBe9FW3391tabK93fy7Gr4q8X6LH+0trmu641r448NT6u1/qD2DtZ2+v7rbaTCu4+Uoc4wGwShycGus/a78J6ToPxB8LyaHaXVhpfibwfYam0F3dy3b2iy+arRB3Zm25ZOAcAgnHJry7Qb+10Xxfa6ldaTHqNjZXkYOmSSGNbyITJI8bNjK+YjFc4yu4nBxg+mftB/tNaR8cPAtlpMPw/sfDd9oX2ez07U4tXkuntbSIki3CtEm9MDBJPHGQeTXTXwteljcK6EZShGPJJ3SilZJNxutU9W4rbRbJHn06tOphailJRk5JpWd3o76229X59TU+Hngvw74H+Efhf4heIPDN78QLbxxLNaRaHaTzWj6TJbXTW5nMkbEurKrMdygKWHJzmum+Kf7OHh/wB+xjc+PbOa4m1DUNcsdUtkkZlm0GylEUMmnS5dhKyFZMvIu8NIRgbQK89/ZQ+IsPw78Xapfz+Nr/AMC/aNJmMV5p+mxaiXH2kSCLypAVUEOrZwMkcnBOdL4z/EXw5pPw58ceGfD99qHi6D4qXlvrWtarewnTprO8ilgwqQgESeaiEOVaMJjjJJA8HGYfMP7TVKnOTXPFtrm5XDmvy6rkjyx6p3nazV2e1hq2DjhHUqqNuW1na6emvd3euqtG+hqftF/D/R/Av7fmk+EdKsxbeHrrUfDcMtiHZgbe5n8qdS7EvhuRnORk4I25DPgj8ONH8U/8FAdU8GalZLJ4dXX9WtYrDe6qsEUV60QBBDYUJD37YzgnORpn7T5u7OSfxh4V0vxt44jYrbeMLyWO1vdOMLZtNqRQhGaF2dkckEM3Oeab4S/aQk8NfE74e+NovDenTeJvDcV5/bV2JRbSeM55rYxPdXJjjxEwUu+FRxu44GANfq2aRwssO4vmVJ01JSWs1FtTTvfVq13aV2m1a7UrFZaq8JytbncmuXo38Oi6b227al7WvGXw1+HlzqfhNNHl8UJ/bd1CfGDySW0+jD7RIHt1tOVmMCRrAsm4GQEk8g7s/wCDfgi01P49Cys9Lj8ceE9Nu5Y3nu5JNOsLy2FtIIpLqfa32bdJgqG4ZkVcjcBXnXiG6ju73VNSPl+XfXNxfNGPuyPcXTSMB7Dfx3wB61tfCb4o3fw08RXduYbXXdC1lwdY0W/2Paa1DsZUhmyrdGAbIBwR0wcH1amWVqeDqewnKU5Rd+aT1btdq1uV22UXGN303Xh0cwhUxdP28EkmtktvNbNX0u03ZddD6Z8S/sv6f8XtPvtPh8J+EfAr6fYSan/aWieJ11q6vQgKC3MJVCqMCCZcnBVVG4cjx74Y+IfCvwu+Bvwr8Ta94LsfHFx8WtMm1IJcXj2g8PtaBFdIiqkyCRpAcsV2lM4bdx0Ohftsad4SjuLzQfhR4H0DUNQsZtMj1CyLLNHA7KWX5YwWXcQwTOMx9SenA/BX4vRfBjwvpvh7UfDfh/x5puiQImjR67Csi6ArSOJxbfLlfNIjZsnB2L64HzmCy/NVh50sTGTipJqPPaUlyyTtLnk1afJLWSuk0t7P3quMy2VTnoNczXxON0nfqrJO68vPfUk+KN74d+JPhP8A4SbRfDLeB54dTs9Hk0ezaS80543iLvO915arHPliqwnG5VBGcsV6z4byeG/iP+yZ8VLebwfY2viDwPokWoQeIFuWa41Hz57l4w0eAI/KEQUfM2RjhduK85+KXx1b4saPa2Om6BoPgnS5BDP/AGHoiLDZ3MyEeVdSLtBMkaxhVPQLxz1PafCP9ryP4N+BZvDdr4F8E6rY3ERttUub6DzLnWoPPYKlwRxIqpKwAcMAMjHUV62KwOM+oQjTpy54zjJR59YpNXTk3717NWblunfTTyMPjMH9ZqTqNckotX5d21o0ult9Lfic3+zp8NrX4p/HKx8PX0lxa28dnc3ymIAM0lvCZFByOh24YY5De1d78L/jR4P/AGjbnQfDK/CPwv4VuvGXkWg1Sxumln0vzNwMsatEFLBgcAkAY5zjFeNReOtT07xpNr+j303h+/vrmfUx9gkMaWaTSOWtVIwRCFIj2/3QR6CvRtT/AGylvfCV1Hovw6+GPhW8+zxGxv8ASNLFvfWMocFHikBG1xk4IHUk+x0zbAYutVU4wcrqKjabjySu7tpNKSba01+F6a65ZZjcHSouM9JXfN7vNzLdJdrLTpudp4K+FfgOz/Zx+OEfjC71HTbTwf8AEYeHLTxDZWwn1WK3ifT0gjGFOFklk2OAANsrnjqM/wAFapoP7Wlp4ijuPAeh/D2+8D6PJrkEnh+ZWXUZFVV8ifdEpMYkZW4OTgZPJFeZ6f8AFm+Hwg8VeAmkj1Cx8Z61F4k1LUrp2a/mvEmhl4bO1txtULbgSctzWd8M/i7qPwutdYuNJ+wSyeLtPuNGmFxuZo4pGSTzE2kYkATgnI55B7cyyXF8larKbdbmTh7zSStBSdtF71paSTtZWSbd+mrmmEk40+Rez5Gpe7q5KMra76S5X997mJ4UvTq+gaDJJgSXUaTuqjC/Nv4+gJ/zmus+DFyZfjl4BuCrbpfFGiDJHUm4VT/6Cfxya5HTnsvD5S3W6TydNt0hiZjsLDzByR6kAnH1+om03UPIn0tre58u6tLi3uElt5NjwujsEZSpDDB+YH24xivqcVSVSE4R+0ml8z5vD1fZYiNRr4ZL8Lfqe5fGuPwAn7ZHxsm+INx4jhhtdR046d/Y6RuWB02JrjzdyttwFj2ngHPqa61fg/p/iX9u1/D19rmo6taaR4CtvFlnfaxOivI9tLb+TFdsEx9l/eOXAAO1iPevMvCH7aWueDtAitbzQfAniW4tC6tq+u6c17ql6QWfM07y5kKxkRqSMgIM57cn4Y+IWtaZ8StN1yHWdSutRjRC80t9IxurYXXm/Y5G3bntSAqeSW27AFAxxXxccozBwcObk5afInzJptRiuaKSvFPlu7veXkfW/wBr4BTU5w57yTas1a6a1195pyXTo+59RJaeE/iZpOnWmpXf7OOk6RrMUCX+o+H3X7ckRQk/ZJGUKMyYVSw4DE4J4PmPgLw14E0f9lDxdN4mh1S8j0j4pz6ToGpWDI17OkLQ/YhLMQSYJVjQygYDLI+AN2K5nx7+2Fq3xF+HV7o9x4c+G2n2+pCG1a40zSPs80EZYnEbmU4JK7QenPA5ribT4gahpnw2k8B7Yf7DHiOLXGZlY3X2lEiiRN27bs2ovG3JI64JFY5bw/jY0eSpNw9+LspdFu09dXe1vIeMz7B88pwgn7rSbj1burp9FZv5npmseNov2h/gj4+1+88K+GfCeofC+ztdU0uPw1bfZYb15pSjLcKc+YFMR2AYxuJ/iwPTPh74Z8P/AAs+Gfgll1H4SC88YeG9O8R3tp41tmuL5JprfJ8llxttgy/KpBKsspySePmnwf48v/D/AMN/EWjW/wBnksfGVvb2WqysDvjhiuJJI2iO4BSxcZLA5XPAIyOs+HP7VHiz4MeG9Q0mzttJ1a2txDPaDWbN76a3RYVQQRMXBWAAFVjUAAl8YBIGmZZDiZUpYfCO0FO6jzbrlit3d6T5pWfcWFzzApxq4in+95VzS5evvdPOPKr/AOR6LrHgvwjq37SXwZ1rSdU8Ka/rXibxM1r4g0/RV3aDHZpYXMkJhgYfKDthJLFxvPHGKyfid8ftO+CvxQ8a6b8N/CfhvUozrcx1P/hLLA3awXyw7XjshG6eTbAIpCnOXZzwWOfLl+MOs6n+0FpvxKNrZp4jW9imVI4GSx8zyPJAWLPPyOTjdycH0rN1m/vfF+s69rFxHI19rGoSajOqRHEksiOzBBzgcAADPB685row+Qy56f12TnBU0mnLTm527aWuorRPyOfGcQR9lJ4OCjLmbvy7pxjbe+ra1R3Gg+B9N8Z/HC3n+HljeTeEfDa6ZrV/Jr08RFpDA4eS4ueQHt8RglF+YqHAXkCvorwhpXhX9pvWLLwveeI/hLqmmXUkepPF4S0qbTtRuPKjWaPa7O4CfMpcHJKtt4Iyfj3w54j1fwF4w0a80pruC+s4orp4xvCy7ShRZVUjfG237rZVhnsa9jH7evxekuJlhs9Hhkt5xteLQG3CMh1Y5yc4UKSeuMdM1x8QZPj604PCyXuxtGTlaSfduzu763Vv1JyfNsFQp1I4mD1bbSjdNdlslp0Z5h8BYDP8efCECoc2/je0aFR82IxegD8Quc/Qn1rU/a9ZW/aj+JwZlZbjUymM9GFtH/Qg1X+Bvj/xN8FPFt54i8K27LeazbNaXEz2huYtvyyMo/hDeYACeo5z3qr+0J8WPGXxsu7LWvGMX+keHVmtkmjsGs4oUaRPlIOcltq988D1NfQRp1nm6rWj7Pk5b83vXbT2t3Vt+t/I8ydaj/Zjou/NzOW2ltFvft5fkefxXH7vzmZmaybMjD+6JM8j3C1ZmUxXM0C/uzJ+8h6Da4hZs575z+pqopML3EWGxeWYuEXJ3fcYnP6Y+tO1K+2pDMzf8er7JD7eXEn9c8f0r6jlu9D5RyTjby/LR/hYhu7p71LGRduydGtHORlAvloM59hj8D6VViRzayLGzCSHFxHnHQOzD8io/wAnlrfPfyQqzEXEkjRsvVMsz8fgM/iOKlhlzBa3A3cI8TjOQPlUKfwZz6evbnotZW/r+uhjo2m+qt/n+jLPnrBNI5YrHqDIAOmxjByevXc6j8fYVEt+XEsbJ/x6mSBwvG5CVjHX/ZGcjsM9ailOy4urVW2Mu2SBj6mfqv0VO3pmm2d59rvba8IZrXzBFKNvIJDjJHsZIyCfQelTyaX/AK/p/maRdkm+un9ej19PU07I74rj5V23FrI0ZDdNp+YfXIB+hqwb3yoJJM7vJY29ySevypFu/wC+nJqvaxKJFslwzIrtC/YgtGHHvwvb0qCLVFkiW5VR5dxAJJUOeZCzP+XygfgPrWEo3v8A1/X+ZPtNUvlf+uz/AAfoaibhdCNpNrGSaSJj6Ozbhn0KoD6YapLZwLWRnXcs0UkVwhOfLcYQNj/e2jPsMd6z7OyeSza33B7pRHNC4H3s7UA/Ek5/GtS11e3i1JbtYl+xyXHlzo/O3fI0gyPZQDz05HrWFSPb+v8Ah/zNaMrys9PX+umz8vQmu7uRbuaOMs01uoaJh/y8Ru6R7Rx/dRue59KYbyO+naTzN1tdSBlOfliZzuP06hfy7Vn28c9wI7XcGuIoUigdv+Wu1AxB/wC+z09Qexq7YGCSOSbaogn8k3EZ/wCWTrliw+oXJ9iOh6ZuKX9en9fejfmcX96f5fhs/KzHIJZEmjVFN5HFLAVzkXKllRT9dxfnsTnvU326KS1VV2/Zbv8Ae27liGRjMqkHPQ7IwPzqjc38kUjLuxcWjI8Uoz+8QqZzn33Mint0o0sRnLsreSztHPEBnysjH5kKw/I9zQ4aX/r+v+GCMkpPy6P+vv8AvLAd3f7QOZFImlRTjeHb73tksvT0+lWLOFRFHHHL5cMsvlwTZHy7pNqg/wCyqoxx349aqxMbCG3Zm/fQp5kEgP8ArgqmTb78so98YqvPd/bUuY403R5HnRqPuMsexmXPU7skfWly30W39f1+BvF2f9fP/g/f3Li6j9vXasZTzVBuIehifzDLuHPH3kHuBjtRFG9467pvLdijwTEdSWCspGOx3DmmRymJ/M8xVcuskc5HEmYt5Vx0+8yjB47cUyS72maJULB1aKe1JwUYLgEH3csc49/Sjl7f1/X/AAGN/Fa/p/X9d11LC3UflszKojkkDzRE8xiRixZT2+UL/wB8ke1QxzTXs1qrH96xMQl6CTO5sH6nIJ+neqcszXJXzGZo3hwkx7lVwQ3qx6Y6c1cSc2M9xvVftHDzQ5+/Iu2MuPTOXP5VfLb+v6/rcuPb+v69PVdiQQxsvfaqI80YwWUhmbcn4KDntz+EVxqrLApjY+dIUlR8YWU4ZijZ+qZJ5+Ue4qtcajsiBgmkMKyEpMfm8tSqqNx74B3dsYanR2jElWTy2aWQLHIflmydiDPqCCTjj+VWodWLnXPp/X9eXy7EirJcXB7jzP8AVBsYUkszA4+h7cUJdxQi3k3L5kxwGYfI5GXKuPQFwCP9k1Xu7xfLZY3kaOYsiEACSLkIM+q7Vx6cnsar3GLvfMWj23QVg2f3cwfHPt8oJz05/PWMb6G3Nu/6/r+l2I3v2uYI4wrKdokkjdvmUopJKt35bGenzGokYW+25m6L+/V8YVjGm8q46AlmA49zxgVLNJGkLR9NoyVz8yh35IJ52hVA54x+NUbm7ku7qPKqfMxGzbcBlZ2OHHqMNz6Y6V1QiHN/X9f16bDbi5+ybIVb/UuYxk5ORHjcpz/edj+nWs2SWSTcxbaix+VvAzs2KAmR1x83I9Qv43hbxlIYpcr5mAV35IXLSZUnuFRf+BGqP9pLOEZB87COUS45DqGdgwPv+WD6V2U9FoF9P6/r+ugt1BHGWwCrGPdsDd48ICp9CXPvyO9Ne/8ALedoW/1K+YG2gZzhO3uzN9T7VFJG1vuk27Ioju2lvlIC+Yw9uSCQen0o3rZZWVWb7PlW5+fAVmx6N8zY5/u/U10xtbUqN1r/AF/X9aFryfs6+Wu0LEzJHn7oU5RSPQDafyAqbeoG1c/MWh6fMo+WNTj2RCfxFUYriSbuvQxOdvysUUBc+hJYf99VYdI7YhlZjIsbMnzHJKKU4PcFieD2A9KUjZGgJjfr/EvnHjOcKGOwD/vlfyzXO6nded8btCRiok0/Qrqbjrid4QO3pH/Idq1lu8Qr5P3lDOCF9NsQ4HPXcfxNYFrtufjprkkZJisdEsoAM9cyzflwoOPevgfEat7PIa3nZfij6zhSPNj4eV/yOxR92cH3NSQSZPP3eO3A/r69KppKGGce4wakik29cgZ5K9R/n8K/kpn6+izlTNnAbBJyeo/CpoZ/MAB3ZAzkHr+FUt5AH+0e57Z9amiOMZYKvIPHXnFZSZrEsajftZaZPKo3eTEzqCcZwCcV+lHwl0f/AIRb4MeB9K3ENpvhzTrVu/zraxhv1Br8y9dgk1bQbq0j/wBZfIbWMDqWk+RQO/U8D1r9WddjW31e4hjPlpAxjQD+6vA/lXj5hLZHqYCOrZCFVS3z/Nx16808Kd33gvY5/wA//qqKOTbHwdw54HOfpSvMv/LTdnPGO9eaekOQlTjau5fUUrJx87cDv6mmCfI2r97GOmM0b8tyvO3BB7UCYFlcbecEclu9BdnGF3f5/wAeabkSKVY719+tEkgdeG3K3I29e1AxqyNIwQqQenrmmsMBeenqeabK5KZZWUr74FE5BOT+BNICPZH/AM81/wA/jRUn2Q/3m/7+0UtB3OVDMHzzIp5yFxmpo5yr/dHPcc7RmoPOJXaQv/1/anrhW+X937HJz9PSiJzEqD5tu5m9h2pVDRtyfl64PGKj85lA3Lz0wBwD2zUiv5mPvbu2eM1pcCT7ox2A4bHSnDaS2OnUAHHNMMsiyKu5vl4xxgUeex+bdlcYIPzfr0xV3AfFFsTncV6ZJzipC4gK5XzOmcD86hSZXOMt9Cc4/Cneeobb/ePHHBp3AkWbL4BwT93A/wA+9OLsoX5vu8AMvANRFgwbg8/hj6UCRXOFaRmxj5uh/HvVXAftBB2r5fplt2PoaTcY93zFs8jf/npTCm98BpOh4QgBv06fSgphix3Mo5CggZ96AD5jn5WHdccbf6f0pjSLvGW289OetLK0hx5m2PcM8dMe9NkVgT94dOAOPzoIHQz+XdRsoPB69vp6V+avx50j+w/jl4+tUyyw+J9U28/wm8lYfoRX6SBvLLN9xQcYznJ/+vX58/tmWDaR+1p8QIflTzr23uxgc/vrSCZv1kJ49TXrZTL9615HBjl7iZ5XJIcY+6MZOOc0wt8p255zkZ6Z7AU24k46lGzzxjBqKabByMZ6g56emP8APp619IjzbGnbsWt13dVHOP4TzVacsyHp0xkniiznxYqWIODjI9D61DJJ5Rznvk10Ur3Eec/tNn7L4K0W84xY61G4YgcMY3wDkHqQBnjnH0PaSTNxMu590jzKpHUq+9c+gw546ELn6cf+0xatefCC6kTb5kN3BIRxnlvL74/vjp7ccV1FjNHcWlnOpbbcRQS4AwWVQA2eehO0H61/QXhHU/cVoea/U/PONIK8Jev6Fq5spNOaaOEhmtwyRv1wyspGM+oYZx2OKsQTx+a0Sr8yyYQEcMF5Dvx6Agegx6g1DFcLEu92X5VWQt2UE7OB6kkZ745pVttztGi+WuzYwPO0nKMztnnlUPv61+zWb3Pzv1LzqoAljZi0as5ZAPm2Z+VR7gsB6Y+hqVZmtY/m3YVSCgbKq3qT6/e4PpmqMN00P+s8wFgI0kx83dW2g+jL/nmrS3Ec6KrKq5dpTGT8sYChMsR0x1/3h71jKLDul/X9f1fpoQyRszRt0LhGbPzSlDzgegBZefUD6+ifstaTa6p8b9OtLrQtA8TLcWlw5sdZ1X+zLEGIZDmfa21lwGxt+YkgkBq8vljLxl1kk/fOxb1Z2GPlGMjDAjjjIBFOtJXR2UqsjQqEQdQrlc8n1JUfpXn47CuvhqlGMuVyTV9dLq19Gnp5NPzR1YSr7OrGpa9un9X/ACfz1Z9xQeCdHCbY/gx8GWWORCom+J0K5wxVw5VWJIGPXJK8DbtPDfAfw1ouoeM/idY33g/4Y6xcab4lWQjWvFK2kWk2s0MZMFpLsxc2yDgOduGLqQTkV8y3NtHeRS7mbYW2nDAtJt2lQMdsrj0555FE0PlSrtX/AFcTPgrlV4DAk+uNhHfn1r4unwlXjTnCWId5JW/iaWafWq/NaNb6voe1LOaTqQnGltfT3ev/AG592/l3Prn4reCtKPwr8VLD8O/gvol1b6LdXMd5pvjKO8v7ExIx82CEJ+8kGwYXjJUAk5OIf2cLbR9c/Z98D3t34M+DepNcaPbSXWo674ji03VbpvLaIveWzKDFcO0YLruYA57ggfKMc0cTSKxba0R3PjLztlcAexAAwOgU1PLY/b/OYFY7yTKbc7lgCnfj0bjJ+px2FKXCVT6t7B13fmvf3+1mv4l/Pe3lcKed0/auapdLdP8A5Hr6fOx9H/tOWmmaHbeALy28N/C3R5I/FlglyvhPWY9Re+hd1QwXQCDbaNkbm/hXnjOK9Wu/D2g2t5cQnwR+y/5auqRq3iWJQrEOuMGPPBBA6EbTgdcfDaBVlkk+5DcSSZZT8zYy3GR2DHH+77VYimOyRo1QXWHmQgYWFSySKvHc5xj+vXKtwjOVKnS9u7xvr7+t3f8A5+X082/kFPPoxqSl7JNSa000srduvpr+J9EeHv7Jg/bm1K3uNI+FL2+qeChOtjJcxyeD4WDxjfHLsA+1nZJlRjCFznrn1a20/Q5JVZvDf7K8McgULi8iZlZ4yoCnbweGUd8N6Lg/D2o2MM0M0ezdaKAUJBxMxPTvxsYduhqS0uVluG/dhbqaNQoP/LIfMVx2yM8/zqcXwfKtySVZrlio/a1t1+Nfjd92zGjxBGMHB007tvp1fp93fpZH0n+y02mz/DzXBcWHwZvfs/i3VI2/4S/abrYxEgjtyRk2Yz+6JJyozjHXU/aSk0+++A/ihYrT4D2t1dWwhik8IlRrh+4zfZGwNsuVY9wFBOT1HzMpt5LdJG/eWNrLLKVK8SbZME+/ysw6fzFU4beWwvIeR/aCoeuF8rGYyM88gjr9aqXC/NjPrntX8XNaz6O9vit07fIw/t+1D6v7JXta+na19vuPtXw3q2kv4e0KSK1/Zjbz9OgmddQsiLvLwqS0oUf6zaMMc9RngVxPxk1WxPxN+F80MfwV2rr7wuug2pGmRpLZTBX1NSB5lsMxjA2/vGiII5FfNmmzW8MHzKzWtiIoyMD5zuAPHv8AKB7irS2WwKqrmTUGjMny4ZVUFQD36hQAfQiuWjwiqVZ1PavZrZ/aTX83RM6/9YVNKKprRp9OjXl1tZfefZ174hsTLcuk37KfmOrMf+JXLzlcjpnOSpzzyAT1HHmvgPxBZx/tYfFV5rr4VpDqVhpsqXOraa0/hq8K2+SNOiD74pAdpnLZDMyYBwMfNNo6wRxt5f8Ao9qzSN0IYgHeMf7wJ44y3tWkC0jwQ4/fTBS4B4VSHRs57kbOe5xilR4PjShODqt88eXbb3oyvu/5fxOatxE3UUvZr3Xffe6a/WyPsvVfHWljT7z/AIm/7MsObaaJjbaHOJUYxHZ5bZGG+Udc9MDpXnH7Jvi600D9nDS7L+1/hDpdzp93qcclv4x0eXUdTKiYsjySIw3Rtv3oMDbGUQHKnb83Swxu2G3fZ4YkJbHLOVU9O5GG+vNSqx1BBGzOJNQuCrjP+rUKytz9cqD6EU4cG044eWH9q7Skney+ypL8VK/lYiXFVT23tFTWita762/VWXf0PoP9sjxva+JP2b/EFrDrXwn1NhdWjR2XgnTZ9L1mdxcQHEUzuAoC/M4AJZFYcZwPVrr42WcdxHt8b/s6q7QiRceFLtmK/KxyA/JznJyB32jt8QLJ5iLM2wLYxu5ONoDGMMfplkJH+9WdcxJZ2s8ce5pLxvLA6HaXxgcccHr71cuCaU8PDDOo/dlJ3svtKK9NOW/z9DOPF9SFWdVU17yV1d9P827fofT/AMQPiFZyftl+AdebxF8PLqDS9G1K1l1Sw0qWPQdNMi3BxeW+/fPJJ8gRlICls4IJ3enn9oO0j1Ha3xA+AaNhgI08JXrOV3q3XPJ+XPTuDg8Z+J5iskVxGwUwWsJSRcffYwhunu0fT3NV7qU+dPcbpPNvrt23DgkmQ5/Rj06/jU4jguhXjTjKo/cjyrSOurl1WnxbLt3bJo8XVqcrKlGzbb1fZeffTU+mvgV8XrHwt4t+K14vjLwHosOteKPttte6roU95aaoqxxgy2saMDDGpKqUYk8E5AGa7/xV+0VZ3nhvUoX+J3wtkdbS4EkVr4RuVkuCrYCqW4U/eXnOSRj3+JraRRPp0aqsghgkZmHRTt+X8SUOPqe/Itm6VdNuZk+XdIWDDOeZA7ce24D3/ksVwXh6tdVnN393pHolHrF9r/kTHiqt7N0HCNrPrLtfv3dj6l/ZR+Pdr4I/Zn8CaTN8RPBfhyTS9Dgt30zVvD1xeXunFSR5MtwCROw7sMbuTyDvqp+1D8abHxr4Z8KwN4+8N+Km0vxhpepPa6Z4dm0+WwEMj/6XKWP7xItys0IUM5ZVA5+b5eeBpdahhVW2whWlOc8qHXr9QPy98VYtrtorS8uAWVftueTzw0TH/wDX7/nf+p2HWMeM53dycrWj9pvS/Lfr3uEuMK8qMafIresun/bx9yXf7UFimoFh8bvBHkNOQmPBc3zlJmyOhGQilQRnOM8gV5TY/F+3/wCG8W8UL430nyT4PaxbxTHpDfZ45PMh/wBH+yHPUKBvOSMHoDg/OtzG1ubeH5i/kFs4/wBWwd8H69/wFNgdHW6b5kjazKknjPzpnH5d+mPrWGE4Lw1BT5Zt80XF+7DZ27RV9tndPqiq3FleTT5F7sr/ABT6J/3vPofclp+1RZmFHk+O2jK0nkBWj8FNGSQW3IOMndgr/sgZ968p/ZU+N9r8Ol+IEI+Itv4Nk1jxze6wsb+Hv7RbWYpWGb3ceIhKR/qh/q/+BYHz2HbOnr1k3qQpHfe46D2OD6EfhWe03lT3G35nZ3VADnnbGdo/MfmTSocE4WNGpQU3adr+7T+y7rTks/mn5E1uLcR7SNXkV43W8vtJX+16bW876H1R+0n+0Db/ABB/Z88SaOnxYh8ZTalBDDBpkfhoadHfkTAlfO5K4C5JGPuN6gDb+HP7Stn4U+FXhDRo/jQ3h0aVoOnWj6VF4XivhpjLCqGATMMvsIEYY5J255JyPkaxYx6XYY3EfaH/AFlkx/P9fzZeTtJd3+1E+a3gZSOWyFG7n8sU/wDUvCPDrC8z5VJy+Gnu0o7cnLsu1/OxEeLsTGtKqoq7UVvO3V/zefp5XPor4zfHzT/FvxY+Euqv8SrrxTD4c15bu41RtAjsToQa1niEyQquJiTJ5exgwXzAx5Xj1F/2ttPVjD/wv7VvMUnCnwZajI8r72dnIBGfyGD1r4agf7No7r8qrHcwlWz0AmfH44PJ4xjtzWgQraoq8+XNEUOTzzCAAfXt/kcGI4JwdSnCnKTtBNL3afdy6waWr6WXz1cx40xlOUnGC9+0nrPdq383l1PffCH7QFtpH7UfjrxTP8TdU0uHXtA0yxg8SQ6BDNPq7wSTs1vJaFTHEIzINrIoZzNIN3yrXptv+2Bpyna3x38VSL5JkVP+EPskyvllg24oeuMc9/pmvisBp7Xa4VVimlZM5OSHDJ+u386WVvLtrOQ/NHJbCBmPvEq9fX5h+Z6davFcFYPESUpSeiUfhpvSKUVvB9Ftey6JLQdHi3FU6aiorW73n1bvtLv831uz6K/Zb+Plr8LPgHpWly/ErWvBVxb6hqRn0ew0O21K3BkuJXjkE0ih90odZWy23c7qANu6o/2rP2gbP4r/AAhutDtfiRr3jSa+1KCZNKvtFtdOt1jSQMZPMjTzN0YQlRkBiOeCK+d9Um+0vqVqfkEdxG5Kjp8xxgH8D9TRcSC2tYdSXaP3zoRuznbGNw/N1x9T710x4Twqx31+75+bntaG9+bfl5t+vNfzOaXFFeWFWGlFKNkt5dHZ6c1tu6sEs+yyScqXksrZ7dsEZc5jUHH4k4/yYdRkWbUbuBtvl3aJcAepLuTj/vn+vvV5oY01e7tZPljkZ2AOfmJmyOP+At07fjXPyXkl9pCybf39vYneF6sAjEc/8DH6V9XTjfVHzEpOL18192j+9EkMkslrHMreXcWsvzBeMZRF/LL9fer0rD+11h+9DdTFEcAYVvP5+uCh/X8C3WO01tJGz9nvUVVG3h98vlkf+Q8fgfaqN5fvBahIwVkt51kUKM5Vg0gH1y2Pp+da/E9P6/4ZmKlyqyd9fv8A+HRSSWa50yKSPCXVsoCLks2Am/qB1y6j2yODjNbtvBGb6ONtgsdQKKDnapPmAlj6ZC5H0/Cs+ylVbq1uFRfJkk8mUKPuDoc/RUP5H0qZVeSymsWOC1uZIHcnlxGSMdusgPHTpxVVNdv6/wCGHRsrpv0/T71/Wg43EuPun7dp7Jn0Zdpkbt/tYxVrQoYpbiF2PmW1wWtun+rcFUB9exznsze5rPe9k1GV5rf5ZrVY2mTHBGVBX/x0c+/uRWpDLHYCRvlNvefvIxn5VJiwMnpnc6j/AIDisal+W3X+v+HRKk+flbut1/X4P/gE0LMlisXmKL2G1WdJB1cIGlXt3Z0GO2KPtcSpLJG2IFIM6KvMbqojYgD0LP8AnVaWVvt1vAh/e28kiJ6zIdmB+Sdemc8c1Z0xlijWZlXD+ZbXSHqrbwM+3Mmc9sH0NYSj1/r+ux102lLXT+v02fdfIvJCNOL27b/Ms52eCUtyrJHuVSfcFVz7fnFe3PkbmRdzqHtbqMAktxHECo+rP9QPbll60ccM9sWXyplZ7dyc7T5vBPt+7469O1RrJNezzXCDybi3lR3jb/loGbd19QzfTnH0yUev9f1+TNee7Tel9PS352/Ffg24tFmtnieR/Ie3MttKp4UpjjP0A/76PpWheIyQ3BUqt0oEkkaj/XquIT+JzKTjPSoTNDbRmRo1l0u6kCsmSPKMjF+nYYiH4vVW1+0Xtzb2hkZbhYysMw/jz8wB7csw69sfWjV/1/Xz+8jmSfNby/y/4HfZkk07TTsyeY1r5pnBUfvLdiemffCj2yas2kEkMscbSIbjLxxsp+S4UyKox2+8HPPUD3qG3njhtDNHDs8u2WWe1Y9UAeQ4/CNTn61HeX/mQM0O6W1aSKaM8hrdsHI4PAy7/Qr70Wvov6/r8fU2jPqun5f1t22ehK2orJbnYvmJIhLxA42yNLnK+g2YGeoAX0pLOF9QaNpJMvIQ0Nwi4BUucqR6cP8ATFPsofszKzSRxXCTkwyH7lwhGQD05IZRxzn8qhmulFtPDCh3M5t54N3A4KF19cszYP1zzxR6f1/X/AZV2pJfd/X9W3WhYnvFglmUQr5ihTPAT8p3EyMyH+7xjjkhj61XjLTmHzJJmW3by0lHMke5S2047feH1+tV1ga5s2Z5N6KrIs+395bkKgGT9WA9RuNWr66W3lZmaJZPKLllc+VOhYRsQe3G/nPG73Ga5bf1/X9bl6f1/X/D9LMnSZYo4WZYBP5bAPj93OozKAeep/dj3KgdMVU+1tfWu1d7AhXeL+NGjJzt+pb6ZGe9R3rSXQm8tQBMFn8kjoGZR8o9A2MDPO3HoRNaRR2YjLtuh5iWQDElopbIVvXG38yecdXy2V+o3K8tV/X9b/jbcjcNGPMMxxGQ0c5GQmFGEcd156n29RTdSvFsDPHCqkrKyFByrfu87l5wOWz6ZNVZNQku449pxJI5hZlX9zN84YZI4HTnpjnGak+yLdQN50Yw20ywMcs3zFtyN1+4owT69K1jG2r/AK/r+rGnNvb+v6/q6IltXZmMmZI1Dw7f41IAVPcjcw5PTNQTS+Su3zF3NbyIk6kFJcHyssOx4f689BTpbqScfednijSUvnbJGwy7Bh35H5AGq8dkqz+cz7Y22SIyjMRXHKuO33lXsM7u4FdMfMrW11/X9f0+hX1CWS+G5Y1RZMzRJ/eBIQBT2xtz+OKjlWOFWm3N8pYB9v7xFdggJHcBefbJ79HXdw2mvHFGu0xY/dsdysu0N8rdyCeM9cd+KqJbsl2izfeh3LJjiRflxHz/ABA7iP8AgJrrhsaRk729P6/r8BPtEl1Mv+rVGfymCnKPvfJJ9/lTGex561HbWm2GPzvmZwq+Wx+9tw5Kn3UoPfmrEky2QmWN97Sb4fMVc5dCyAN/wEYJ75zxjNVEgbU2GPl+2MHQD50D7xGNp/76x2+Xsc43jLTQOn9f1/XUnS9wvmKfmkjjcMR1ZR5jhh064PHYfWp1XbH5jfNCqLJjoNoXzHHs29h+JqOO4hWbzMMpmYP5Y4KhySVU91VAOOuD+FJBd+dOrYb+ES7R8wVt0jfL3GR936ehNJs6I7/1/X9alySf7FGu7bugTb1PzKoPQ+8jn/vj8K5fwdGw+J/j6Rm3GC+tLJW9RFaRkgn1LMx/HNdLZRqs1osnzb2ELDG5c8yNkHtkov1zXIfCK9fUE8TXUzhpbjX7tXI/vRsIj/6AelflnizW5cmUF9qS/Jn23BVO+NlJ9F/kdwvH3m6c9O1TQNudf4V5zxz/AEqinGMHd7nkCpo3/ljHbmv5fkfrBaThvmPI7cdP51OshH90+vt2/wAKpRHkBvl3DHA6VYXcG24we+aykXE6b4UaOviT4veBdOyyrf8AifS43+XkL9siLfoDX6W3sq3F5LIpcbmLLzz781+fH7HelDWv2svh/BtDRx39zdyZ/hENjcyg/wDfSqPrX6BSLl92COSSc4xXh5hL94kevgV7rZKrMjYxt3D8TSFtvzH5fcHPP1qNQwySy7v4cGnqNrt83/A8ZzXCdw5nyFXC7WyG7flS+dg5YKu7r/sioy7Y+XHy8EAdaFxgMV5PByaAHRkPlm+Vc9uMmkY7futz1wBSeZu6KFxxwOBTZAqtjdxnkdz6fzoAUDLffPqB6e5qJpcp833uccdacvPzAKG29+4/+tTZHY7QOecEEcCs2Ankx/8APz/6F/hRSZ/65/kKKV0Fzm1kWQcZZug5yKd8xH3sZ4yPu/Uen/1qjRvlwGPXBGf8ipNxl5b+VXE5x0bIFxuJZQN2Rg04SAR5Zm9c9cVGrGTb8u7jH0/zzToz91irL0Bxxn8feqAmSZimOWyeM9RTo+GZtwWQ8E471EZAF68HgjvUqnhd4GenA5P/AOqqTABIP4tq8/Nj+lO8xXXcG/HGCP8APtTd7KnC/uxz/nP4dKA+3Py4/Hp/nrVASFtrfxL3zjihpOu5mCnggdDz0qMM6ZXI2+2M/wCf8aBIsYbd931yeP8APpVXAcI8KfL3bfVuo/GmttIBG4c5oLbicdB0B/iFGSucbcDqDncfp+lMBB8y8N7470x12/ePfOP8/wD1qVgrHBz6dODTH4PO7pyM8D6UXEG9oA3b6Dn86+GP+Ch+n/2f+1NfTMxY6loun3h567Ua3/P9x/nv9yuSATuyRxjvXxr/AMFRLBofjD4L1LZtXUPDjWoIUDJgupXP14uF/P3r0cslasjixcb0z5rlmVRt9DkcYxVdnD8bsLnAyDUtw2Bnbx1H+1VZjx6fKQvv719Tc8st2E5a3bbt3K+ADSz4cZ6FDg+4pmlzDy5F6Dg5HUdf1/xouZd33l+ZefT35/z+FdFJiltqcj8bU+1/CLxAvdYYpAueflnib+hH40vw8v1vfh1oatmRZLOKJh6bwA3Xr824getXviFbNc/D3xFFk7pNKugDjr+5c/r07da534I3f2/4W6bIWX9ykkKHp+8Ri6Y9c5f15x64r9z8Iav76rTfa/4o+C4zjejGT7/5nY4GpEN5mfOWPdIOM8Zwo64yMZPqPrT0uGt5FHO11eZkJyFLLuG7HUDn68elRiJbNikLfLhlQbfmcKVcY9ANv8vao47gedt8tTHu27c7VjKuG3Oe57Y98dq/eYx0sfmb0/r+v67l4XwS2jkyytGn3+N0hfaQAB7gjHvUxso9rwpt8tmECop6kkOS3/ASRjP8PvVVYATDPHKq+ZJu83H3cMMFB/uspB56HsKIbuSztseWymNS/krjczEsBn6k/wAqhxvsTv8A1/X6/M0HvWjJaST78rfvD1UruOAPXPHoKsqI50RVUN5bmVYVHzH5j87HsMY/L6VU3LLNN+8WRogIgw4iRjkMqjvgbTz/AHqk8PxwNr9hb3MkkOm3l1Al1Kqs0ohLqkrleD8q7mwME+3WueUbLmNYpu39f1/W+xY/fWUjSeYR5SAvI33QTjgAenGcf050FulNw0L43b1jjTbzcEEjJx9evYKPrXvXhT9mr4U+L/hn4t8YWHxY1K80TwPGtxqtz/wjMkbQo6gq4jMhMnzKOBwAfYg+N/FDw94b8NeMbVfB+vXHiTQ5LBLiTU57NrWT7RI5DQhCWyAoi+YE/NIRzg14GCzzC4ytKhRUuaO94TjZ2Ts3KKSdmnbezWh24rAVsOlKrbXtJO/yT2032vv2MtIA06q0gaQAedIGwsSb2B2n6k4NR2d+1nbrHKu2M/vscl5c7uv6Lx6V0vxB8Ff8IB4S8LzTWfiSz1rUlnh1XT9T0mSxWydXzF5buAJQ6qjHHQlgQMEViXejXV1p0mrCGZbQ3qaW1/5LC2hmPzeQsn3TIxyAmdxxwOuO2liqVWHtIvRtpeqbX57PqtVc5fYzhUcGtev4P+vxsieCH7TuQbXuI9qNg8Qq5kXDY4BJwM9htqpOuSzSSTRwCZYXYjm4IGTgfVSRj+76Ve8UeDtc+H0i/wBu6DrGiW95OxSPUNPls3vShDDZ5irnA2sQOmMVo+HvAHijxlp8mo6R4X8Qa5AjNGZbDS57qGF8hmyyKQGwTkHBAPJwazeIpRj7VzXL3urfft/XcwlGo58qTv8A1/XntsZUVx5ly6sBJcTA+VGOBEm0A5PHPAPb69TTpRGVaZseSqNLPJxueTAYKPyOP973pvizw7feDtY1DTby3utNvtLRUuluYZIJ1LcgbGwwDJtYbsHDA49bFlpV+ug/202n3a6Ha3MVgLkwt9mFwf4WkxtD7ZNwXOdpU4xim5Q5VJPR2t532t69PvMpXu7r+uv/AAfuXUri6aBoVbczeQYoYfRjgbj05GVI+g9KssGvUngXd5kxxNKGKhTxMB+ODn9KrG0kdo4/u3ckxznLCMAbMH8ew7jtxTdIu2N3D8y/ZfNZ3AIO/wCQjH14I+uKbjdXRzyXNLX+v669loaEsyzXIl2/uWnLwRkf6xd+M49QpOPrUkNxJdWzF2Zrm6RpXPA2YKPtz26yYHov4V7H4t/ZXWT9lr4f+OfD1/b6h4l8Raazf8I88oN9qs7QxhYdPhGWmaNVkaReuxS3GDTPHv7L1r4H/ZBPja51q2vPEl1r2naPd2dpIrro/wBrktbeW2u16xXcMkx8yM42Y24zyfmf9ZMubjHn1c3TtbVSTtqu3W+z/L348P423w7JP1vtbzeyXT1PH71Y5IDIuVt7dREoIx5rCXGfw3bs9elQWt9JAJm/5e54kECtgbIz8+cH0MZzz7fT3fXvhx8L/g1r9/4Q+IV94wk8V6GR/ap0O0il0+V5UE0RhaRlkOFUA5TqT6ZHP/Df4NeDZ/2j4NF8VeK9Kh8Ma54Ym8QWmqRXsdtHaSs5WLTp3Y4S4XeWdQecqOp4qGf4aVKVS0uVLmT5XaSWt497rX0Oapk1fnUE1duz1V0+z7dl8zzcWts91a2/zfZLOZSxbjcFO3JPf5Wxj39uMRdTa3itrxt/nYKrHt68n5j+MZOPfNei/s9fB/U9Z8daXonjqzuPD9l4ZWG98evcypbDQIJondXmeQ/u0aSI/N2weR0rh/FsFrY+J/EP2WRbzT9L1K6s9NnRg63tvHdyJFKCOGDxSRtu6Hc3bFeph8ZRnXlh4PmaSemqs7212u1r/haezPHxWBr0oKrJcqk2td9PLey2v1dyKzCKYbBT5i+UrztyBgMV/USD9PfNbU5WMFzdGNmjWKBEGM7WKLg/moBz/Wq3nz6MJ1WTfcXiRBtp5cbg2PwKZ+gr3LQfDvwh8E6Dpdr4tvvEPijVNUto9XeXw5PCltpm9in2WcOS32iN2JIx0bAHHNY7GRwlm4yk5bKKu3s2Y4PCTxTlyOMUurdvRfqePiXypNvzSfarxGlAIYlfm7+nzfkMVZliF3NGuFK2cTANtH3zCGyB6Aq3Tr/LtPjP8PdL8MaV4Y8beH7i4PhP4gPenRbC+i232nPaTxwv5rBtsheRXZQAuF2ggkVkaR8K57n9l248fLfR7Y/FEHhk23lkvM08JxLvyBwZkAAHJB5HArGlmFCpRhXvZSfLqtea7jZrumnF9Lre2p1VMDiI15UYQb5Fd7fDZNP53v8AM4y3upIIDJH8rzRO8asehPCjPpk/qcdhWsGXzIbWNWaO3TPJ+Zl8pGHvwwwffis+/MSa8q7d0dkY5SA3ykZIxnrxnOfaptKu8Q3rybcBxbxvnB58xD9ATtH4H8fQmk1zf1qcMm4yfZL8tX+JJLKDrOpTM25hdpGCDnjJx+X9fzSF86LDC26OSbzjKV/hYQq2frx074pbo7IrflXa6m+05xgfdjYDHXjJ+mfTNRWkiyaiysQ0cMTGRQfmIKMD79h1/Op5U1f+tFY51e8Yvd/q7mzelX8QXTszNHGr7QeDjzzjj6E//qrLz5GlN5zR8wLGXCnnKq3T6jtzVo3W+xuroMoYg5IIG4GWIY/75I/PPuM3VZGj0mGJR+8aFArAdDsI3fhjt6iojHoTKfMrvzf3s6VGU+I7DzJFjjW5jMhPO1RMSTjvjP8AKsOzupImmkjUrmaRQQeT8q9f++cfhWmB9o8S43KFWcDA9pct+v8AI/jhvP5tndTN8vm3Fwwz1ACgn8efbr61FOIVpP8AF/hZGno5WPStLOV+Wdx8xGOZnH48n/PNMuiPt0i8MptUJBPQbFwPx9vbvTIXzo+nurfenZsheBmR8cHnoAPx+tN1SVn1KdCwP+hoCMd9o/QcVSj733/mRKXvP/t38hLcZ0u9UbvOWaJ9gH/TSTPGc8kcf07XJJjJdWMzfcZijEt8pb7OnT1B4/MdKpafLG1hqqk7pvPjbcP4UAnJyT6sVI+jU+aTy9HsZGDKyuDyep8u3Vfy5/z1HG8v67IlP3lb+X8mx1tOt7rdxGyyI0haQ8Dk5cgj2zgY7Y/JHP2jwrbMGbckLIzKNuCfKQ/r09uh9YbZvJ8R2R3Ls3SK5xngK3f/AHj0+v4XLeEXFncWbMV8wSSY+9hhNCpwfZQW/wAKJaP7v1HLSCj5tfqv1KusXzR+IZph80FxHGWJOSxDSP8AnwOfb61YgtluLe/sG3LIs6sCB0GYVBX8S3H+NZF3O19oFvN/FbxZyem0byR+ZzW9LJ9g16O4X5ftEkJyMDkztz6Y+Qj/AID7USjbRf1awRml8W1/z3/Epa1qYFvbXigtJE4ViegA8xvz5/WobWDydR8mSTyYbyLYMruUDci/XsPy/OqINk97p6fMA+UbPGDGuCPXG7+dXdNi+1aQFY7ZLWRs5PJH71ufTop5rRRUY3X9dUZ1NU777/NaP71+RXkKvpMtu6lZre38+MbiC+RIx59mcc/X8Yri4M0v2tMMvmRmQEbSACiEY98N9P5Lfag0jWd5gj7RA0Lrj5gAI0/qxpbKJbW5lZmVre8g87czHk5c5/UfkOnbS1ld/wBd0Lm+zHbv+T/QnSKOCTydrPb3kzSKC2DuMDH9TIOncCq9xJJqAa2VdtxbzERP0ZvnAOQO22L68n2p1+reS9i7LHcW9xujkI54ZVAI/wB2P8mNNgnkuBNeJH5dyk4GFGTyVLEfUsfwFC7/ANf0wjJJXls7/wDBXqnqixYNm3F9Cpw0LJKrcs8g2DHHT55HHT+EemasaheW9jcSWapIbW5hM0TKc7MzSNgf8BiT8eaLi8hsWW6DK1vcXBDgHvvaT8M7B+OPWobCBZ7xbG527ZE2IwPRgORnpwSOfY1i7PV/1/wxhS5uZWez/P8AR/gy1Z6dJdM0bTot5bKjRtuI3AnaCfXJdz9F9auSasoS1vLeMrFJIy3cQw3ytvcg46gEAfjUSf6XLGGzDdWyISScbl2sxOO+PkPsVqoo+2Xv2iKPZ8gkuofuuQNoIUY64Vvrk1k1zPX+v66HXzNXtr276fquvdE+mwf6RbwzN5lnOxhjdvmKOEHUexLt/kVdYyQ2asWK30MKyeYxyZAimTr3JIQY9QOmeIvNTSkaSUM1vdXBkcAHFsfLVT9PnlJ+gqCRGmZLdmT/AEefEMwOQFEhAye4wnXOCOeetRa+v9f13NYvm9xO1/8Ah/8Ahn8htyHnN0YlCnywbiEHtGAGPHcYfp/erQuEW2ikYN5lvIQ0Dgc277QB9FDFPyx3qGwt2y0bNHDeozRgYOblWYIf5v19F9ajk1h9U3SWrK7yRYkgTPDbjKWHt8ijI5xt44Aod3ov6/r/AIBEnHmu+v8AW35rpuh2o3ZN35e5fMtWdIJ8YWWMYUbhnoFDn8adp9rIyS+XHi72yRvA/wDE2VAP4CTGfoe1NsLa3SzZppDNps0cZVmzvQHue/IRj7bhjg5o1G/kjgWOSX5tiyrdKfu5VnIPsN6j0I49TS/ur+v67HUpu1+33/f+T67PUdc6lbtDmFJptPkVwdvEtu6yHhT1PCpye7GiO1F0sXmSbQ4RorgZ6s5yG6Y6McHvnPShYGSfEjLb3lu6qTtwlwuzdz/3yBnrk+xIhnvzJdSQ267ZvOaOWB/u9MEr7k7zkdc/SkvL+v67/eKWll/X9Ltuumg+41iSGSVdscN4rozx4zHKZNjfhnKj6KenNR2ds088j+SxWFvLlt5TwiMSzEH/ALZkj3I9KisbGOW1bd++gi3xtGWPnQKFIXB6ntyTng1Y1C7jt4/LZnmjcgRzRn95EVYAKxHfYjHHPD55q+XW0d/6/r8ja6tr1/r0/R9UmOaZra0XaWkVAEVm4mtyoLfN34Y889j6cVzFLdvHKzbVZGaOdR8rlUwN/vuxx0Iz7ikET391cPJIsM0yRslwgzG2W+63v97J/wBkip7nUFszNJCI4WxHNs4aKQbjIdv/AI7x14FPbRblRk+vz/r+n2b2ImQ20ZjjSGORydsTYMLsGEfBPQ/f7DjBHIqKe6kvLIeTGzyRzNKkDjbJtO1VKnpj5gMcfd6A1JHbM8yxMm2ON9zwyMMtG3mMNpHfajn8j35Xf/Z9vCFDTNavkDH71WZS+AP4uZMkk9VboRVJr+v6/ruaNPp/X9enyW5A6Ja7mG6WGOYorqNssSMdgDAcEEIwyOm4c4qjeSvcJuOFXJUsq5Q72yCy9sjgnpUktvJcrG3mMwVjEHjx5nynagYdwdxwT3x1PQ1Bo4rKTy3jDTI6LKg4mIIQbh1B+eQ49x07dENH/X9f1sV9nT+v67/j0K8MX2CWMyj/AFjCFlYbkdlJl3I3Y4XPHQmqYuGmWPy1bzPLDKhO1o2UM5Cnv1B/H6U6/SXUHn8uSKL7SDcICd0LkMqYz24Df989eBUl75Fkkka7RCyb0SU/61HYk4bJPAUfgzDvXRHT+v6/rqEZLT+v6/qyKqWTW7tOQWkjRZ1G350K53Bl7/MQMem70qvPM1tbeXbfP9lO8NGNwfGUbI9dxLDHOakmea71GNpf3jMcsrD5njf94wU56BTj1NOtyumCORpGkkUKHYHa5wPMOfXllHp1rfW2prf+v6/ruOgtQhkYtuiViqMBuhZWZVUgjjoWb1xn0qR545Jvs6q7Lv8AJVHbgDIC8/7qKAPc89hDp6vcLHtjPy/umKZzlQFGR/vP+ntUwWO2VVjK4b5ML93I+QAj+An5z+FLrZnTHa4tqkkt7C0jbZnjwN+QUbPmFiM88KD/AMCIrk/gjerffD63vlyo1W7u9Qwe/m3Mj4/JsflXU3Wq/Y7O6vJCgt7e2kucuNyZQAdR2Cx8f7oPfFcf8ENPbSPg/wCF4X3bo9Mtw2eMHYMnr3579c1+L+MVb/Y6FPu2/uS/zP0bgWn+8qy9DuFbPTp645PTjrUqSE5yTz09PeqMXyfKfoc/59qsJN8vPXcOSOhr+dZH6XYtBwVNWIpSv8Q+Xp/n86oLKVOc7do9P61MrqDt+6PbrWUi4nvP/BPGzW//AGrIZu+l+GtQvt3b55Le2/P9+f1r7dR/KVfnyWPQj73+fSvj/wD4Jh6YLr4mePdUZVP9m6HZ2QPXIubmRzg/W0Xr7V9gQzc7SFLdMH1r57HO9VnsYRWpkkUq+Zlyuwj7w7U4OZPvBsMcKQOPwqPlWbdtVetOeQk/dX5gMZ6DHoK5bs6hycDjdu9aRm4HC++SeD7etN81s43fMvT3/HtQTjPzcY645/z/AJ5o5gF3qygYHPtyKM4HCnp37UPKo+Vm2rnj60xm3MRuLHjPbNHMAjM2/d/eGOO9DGTcVHzJ3wOlHufunuT0/CmyRccsxXoOazYDtn+1JRTMt/sfrRUgc0HYFd3zbjwQ33vpUm4c5XawOfYfh/nrVe3ITja0bDgEf0/L86kVto3MG+b14PpWhjYeZSc7lK+uT1/z61LHzt3K3oM9xUQmJJC5Xd15xn/Gnj7vJVc9cZIB47VVyR8RIXc3y88ADpSo3m57rnHHam/Muf4/U546d6BKrjc0Q4XblTx9Mf57VSAerk7vNYhl6A8j/Ip5KjncrbeAAM7v8+tRqcjjzF29wKVMgDd+8J5J6bfx/wAaLgPU544+XmjY0YX5W24yCDzTTMp4VVUj+MDOf/1fzpu5ULMq7C3X+X51aAk3NJ8yqck8n0/Gk37T0zgevBP+f50hkG3H4f5FNZ8DLN93qMUwBiHTksGxz8uAfX/IprHb8q/vF68jr9accnkbffHU/Wo3l427u/HG0/1oAcJfLf8AhWRfvYPT/PSvlP8A4KnWCix+GupdNk2qWjHbncSLN0A9PuOa+qC2FwO3Ix0r51/4Kdad9p+BPhe6VWWTT/FMaMSOqS2d1nn/AHo1ruwM7VonNiF+7Z8S3Bx8uPl9Nv8ASoWbeO/XnP8AnvT5nxJu3Ky47dqgMgCtj7xOev519ctTyC3p3+tkRmJUrvyf4sEf596dP8jt8vzHuOB9Kr6e265dck7QeBx+X+H+NS3R4+vTPvW1PcUtirqqLd6Vewt8i3FrLDn0LKV7due3vXnP7OV2tx8K7ZVCxmzurmSdW5wFxwMe2Sf8mvS0AknRSWVWIUnPb/PboTXlH7Ntw1voGtWsjbRHqm1jt2kBlYMAP+A//rr9i8JKtsylDvF/5/ofG8YU74O/mekW1+9jDmZZAyrkgKCzMHC5PHACkdOucfS5JYLIrx7o2eMMoA4jXLKmWPfGc+p3HjiqsP8ApVtEu5mmZ97pG2Oh2ZJP+0M9OMUx7VYAzRiOdrcmRW27Y4mZSQPfPP1571/R/ofkktP6/r+t+5Ou6NDJumjS4dEWVjyyjglV/EY47H1q0HXUo5lfavnYKxpgMWAKgn0UFM9e9Vv7R3Wn+sxIAYUlZfuu/wAwKj0yrYHXuetLPa+S8giWSNpl8pYwMyEHBJJxwu1ifrj8U/6/r+vkTHd/1/X9blqQmwvpvLXNusTTSZUbYPQZ6ZwWH1Bq1YXr3cfluzBmQq0jZDSMV5I9M7AcD++c1Uh1JRKySKPmYqkXCxoF+YZJ7k4AwcZAHPNS2yrLdRyLIsigszyEYyASNq+wVhnv/TOS7lb21/r+v6SPoD9lTTv7Z/Zm/am0NdsMc3w8kuoIjzh0t7l1Y9sg4/IV4ZZ6ostvYuxVWbyyS33bdVCsOvcbGIHI+X6Gn+HfGepeDLe6+x6lqVjb6tavBqMNvdNE2o27K4MEu0gNGcnKtkfvCMUTWELQJbyRjdDEIRAnOWYMmT9RwB746HnxcLgZUcVXrSd1VcWl2aiou/rZHfXxUZ06aS1grX+ba9N9PwPrb9rPwh8RviR+xv8AC/WPFen+INQ8R+H9c1W/165ubQLcW1j/AKSY5pFVQqx+WYQDgDBB6ZrI/ZX+KXg3wB+wv8Trjx54YfxRo+j+ILG4hso7VLmSK4uy9vbyqHICskuG3A7lzkc4FeBX/wAbvG2r2lxYX3jLxdqVnNGLWa1n1y5ltWQAHy2jL7WQDAwRjIPvmSw+JGoaV8LfGHhG3+xzaF4xuLW51FnhJmL2d0biEQkEBcy8NkMCuQNpOR8muF8Q8tWX1XFL2qmuS8bRdTmkl2sm1G3ZHpxzmksdLEwT1jy62d2klr913+J718Z/Eq6H8I/GFl40+Jeh/GjXfEOh3OneFpLCWG8m8HahLCyfaXYHMW7egDDDfuiB1arl4vxJ1vwr8NP+FJXWtHR4/BdmviyLwtJFHGuvFIFke5VcH7S0YbcTyQOc/Ln5ZVVtLpvmZbeWQsuMbpNrA/puyRW34X8fa54LtW/snXdc0X7RmeS20vUp7SM4bAZxGy7mAB5Occ+9bVOFXTpRVJxlJNu0oL2burfBGyVrX0+1q9Wc6zy9V+1i4p21i/e69Xrrfrq1boj1v9qWXUIPh/8ADO38XwrH8TodW1Z/Ei3BibVbq1ZS+nzXW35mi2RrHGW4AXaMYIrg9IguJfgn4iZfF0NmLXXLe5XwsznfqTyLEv2xFzj93EdhOD/qD7GuR1vU9SvNV+0X+oX2saktusU99e3L3EzAO4VC7knALAgZ4yT9ZdPuPPXyVZlXaiSy/daSTJDde53c16uDyuWHwsKDaupc2iVtZuXLFO9oq/LHqla2x5eOx0a1edfltey7bJK7ta7drvom2LbakLfS5FWRolt45JbmUcszA54/4EFwff8AKzqdp9nupJ1Vlt7MBIIcna5MmF46/wDLUDmsy6iVbNZG3Q27FUhiB+Y4C9v7oKn8fQmrdvqqyXLNJua6muCLeEZLIm0AY9wB+O6vUlHqv6/r8Dzd35Jf18uy3bPo/wAW/FK/+Fv7Kf7MPi/T47efVvDPi3VbC388M0SvsvInVtpGV8tWXGenTkAiCXxpJ4y/4Jk/HTXLi3jlvbv4iQa7fRQDYiSXE2m

...

Gabriel Calomeni

unread,
Jan 2, 2017, 7:54:14 AM1/2/17
to grup...@googlegroups.com
Muchas gracias por los mensajes, realmente quería compartirlo con la gente del palo.

El proyecto me llevó casi dos años pero tuvo sus frutos y desde que se sumó don Chiepa se han acelerado bastante las cosas (un maestro). Los prototipos llevan mucho tiempo y bobinas de wire-wrap, más considerando que mi intención era armarlo con integrados comunes, sin micros modernos ni CPLDs, ni depender tampoco de los famosos engines.

Respecto a vender unidades del proyecto, la versión final va a contar con más de 100 integrados, de unas 16 patas en promedio, más todo el resto de componentes, en pocas palabras es un trabajo de soldadura que no estoy dispuesto a afrontar con más de un par de unidades para mi propio disfrute. Es imposible que salga a vender una cosa así.

Tengo pensado armar un documento con todo el funcionamiento de las MSX (por ahora hasta la 2+), que va a contar con toda la información que fui investigando-juntando-clasificando-deduciendo. No estoy inventando nada con esto, ya está todo hecho (desde los 80s), los otros que hicimos este tipo de proyectos posteriormente nos dedicamos a rehacer algo que siempre estuvo hecho y nunca entendí la necesidad de llevarse "secretos" a la tumba.

Los componentes que se pueden llegar a necesitar de afuera básicamente son el Z80 de 10 MHz, V9958, RTC, AY3-8910, YM2413, 8251A, 8253, algún integrado de RAM (yo estoy usando 1M x 4bits) y algún 74LS que acá no se consiga. Seguramente alguno se me está escapando.

Adjunto un par de fotos de las placas del prototipo de MSX1

Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-unsubscribe@googlegroups.com

Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
---
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+unsubscribe@googlegroups.com.
Para acceder a más opciones, visita https://groups.google.com/d/optout.

--
--
Has recibido este mensaje porque estás suscrito al GRUPO MSX de Grupos de Google.
Si quieres publicar en este grupo, envía un mensaje de correo electrónico a grup...@googlegroups.com
Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-unsubscribe@googlegroups.com

Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
---
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+unsubscribe@googlegroups.com.
Para acceder a más opciones, visita https://groups.google.com/d/optout.


-- 

Carlos Maidana

LabCenter - Laboratorio especializado en reparaciones electrónicas
Reparaciones mayoristas, precios al gremio.
Notebooks, Mothers, Reballing, Monitores LED y LCD, UPS, equipos de red
http://www.labcenter.com.ar
20161220_145834red.jpg
20161220_150030red.jpg

Carlos Maidana

unread,
Jan 2, 2017, 10:22:27 AM1/2/17
to grup...@googlegroups.com
genial genial! Yo quiero yo quiero! Hace una cantidad que no hago una placa "spaguetti" Y tengo 1 de cada de todos los ic dificiles !!
Gabriel por favor avisa cuando la bibliografia este disponible. Y cualquier cosa que necesites también conta conmigo. Lo mismo para vos Eduardo!

Juan Fernando López

unread,
Jan 2, 2017, 10:38:48 AM1/2/17
to grup...@googlegroups.com
Y para los que no tenemos los ICs... Qué lugar recomiendan para adquirirlos? eBay?

Estuve buscando el Z80 que nombrás (Z840010), pero sólo encuentro el Z84C0010. Será lo mismo?

gcalomeni

unread,
Jan 2, 2017, 10:49:56 AM1/2/17
to grup...@googlegroups.com
El Z80 de 10 MHz es exactamente ese



Enviado desde mi smartphone Samsung Galaxy.

-------- Mensaje original --------
De: Juan Fernando López <lopezjua...@gmail.com>
Fecha: 2/1/17 12:38 (GMT-03:00)
Asunto: Re: [GRUPOMSX][3953] Primera MSX2+ 100% argentina

Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-u...@googlegroups.com

Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
---
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+u...@googlegroups.com.

Juan Fernando López

unread,
Jan 2, 2017, 10:52:05 AM1/2/17
to grup...@googlegroups.com
Gracias!

Para anular la suscripción (Te aseguramos que no te vamos a querer más y nos vamos a sentir feos y rechazados...) a este grupo, envía un mensaje a grupomsx-unsubscribe@googlegroups.com

Para obtener más opciones, visita este grupo en http://groups.google.es/group/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...
---
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+unsubscribe@googlegroups.com.
Para acceder a más opciones, visita https://groups.google.com/d/optout.

Gabriel Calomeni

unread,
Jan 2, 2017, 11:16:44 AM1/2/17
to grup...@googlegroups.com
Gracias Carlos, si necesito algo te aviso, y si no te gusta hacer placas "Spaghetti" puedo sumar llegado al caso PCBs adicionales al pedido.

Saludos, Gabriel

El 2 de enero de 2017, 12:22, Carlos Maidana <car...@msxhardware.com.ar> escribió:

Gabriel Calomeni

unread,
Jan 2, 2017, 11:18:20 AM1/2/17
to grup...@googlegroups.com
Existe un único vendedor en Ebay que tiene todos los integrados difíciles

diego....@yahoo.com

unread,
Jan 3, 2017, 1:13:55 PM1/3/17
to grup...@googlegroups.com
WAAAAAPA  pero qué impresionaaante... felicitaciones Gabriel. de verdad que siento una sana envidia.
Tal vez tu proyecto sea puntapié inicial para que otros trasteros hagan nuevos MSX; en algún momento los que somos nulidad total para esas cosas, nos liguemos alguna de esas bellezas.

Saludos!!


El Lunes, 2 de enero, 2017 13:26:59, Gabriel Calomeni <gcal...@gmail.com> escribió:


Existe un único vendedor en Ebay que tiene todos los integrados difíciles
El 2 de enero de 2017, 12:38, Juan Fernando López <lopezjua...@gmail.com> escribió:
Y para los que no tenemos los ICs... Qué lugar recomiendan para adquirirlos? eBay?

Estuve buscando el Z80 que nombrás (Z840010), pero sólo encuentro el Z84C0010. Será lo mismo?



El 2 de enero de 2017, 12:22, Carlos Maidana <car...@msxhardware.com.ar> escribió:
genial genial! Yo quiero yo quiero! Hace una cantidad que no hago una placa "spaguetti" Y tengo 1 de cada de todos los ic dificiles !!
Gabriel por favor avisa cuando la bibliografia este disponible. Y cualquier cosa que necesites también conta conmigo. Lo mismo para vos Eduardo!

El ene 2, 2017 9:54 AM, "Gabriel Calomeni" <gcal...@gmail.com> escribió:
Muchas gracias por los mensajes, realmente quería compartirlo con la gente del palo.

El proyecto me llevó casi dos años pero tuvo sus frutos y desde que se sumó don Chiepa se han acelerado bastante las cosas (un maestro). Los prototipos llevan mucho tiempo y bobinas de wire-wrap, más considerando que mi intención era armarlo con integrados comunes, sin micros modernos ni CPLDs, ni depender tampoco de los famosos engines.

Respecto a vender unidades del proyecto, la versión final va a contar con más de 100 integrados, de unas 16 patas en promedio, más todo el resto de componentes, en pocas palabras es un trabajo de soldadura que no estoy dispuesto a afrontar con más de un par de unidades para mi propio disfrute. Es imposible que salga a vender una cosa así.

Tengo pensado armar un documento con todo el funcionamiento de las MSX (por ahora hasta la 2+), que va a contar con toda la información que fui investigando-juntando-clasific ando-deduciendo. No estoy inventando nada con esto, ya está todo hecho (desde los 80s), los otros que hicimos este tipo de proyectos posteriormente nos dedicamos a rehacer algo que siempre estuvo hecho y nunca entendí la necesidad de llevarse "secretos" a la tumba.
Excelente!!!
Para obtener más opciones, visita este grupo en http://groups.google.es/gro up/grupomsx?hl=es. y vas a ver lo simpáticos y divertidos que somos, mire, vea...

--- 
Has recibido este mensaje porque estás suscrito al grupo "grupoMSX" de Grupos de Google.
Para cancelar la suscripción a este grupo y dejar de recibir sus mensajes, envía un correo electrónico a grupomsx+unsubscribe@googleg roups.com.
Para acceder a más opciones, visita https://groups.google.c om/d/optout.